From ac2e8057748c836a87b5a848f815aea725f29917 Mon Sep 17 00:00:00 2001 From: Lawrence Cheung <15526007+lawrenceccheung@users.noreply.github.com> Date: Mon, 22 Sep 2025 19:27:14 -0600 Subject: [PATCH 01/21] First commit of AWAKEN benchmark files --- .../actuator_line/AWAKEN_benchmark/README.md | 30 + .../AWAKEN_benchmark/setup/KPAF_info_new.csv | 207 ++ .../setup/KP_Domain_lidar.png | Bin 0 -> 39427 bytes .../setup/MMC_BM3_BigPrecursor.ipynb | 1835 +++++++++++++++++ .../setup/MMCprofiles_Ph3_try1.ipynb | 443 ++++ .../AWAKEN_benchmark/setup/README.md | 49 + 6 files changed, 2564 insertions(+) create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/README.md create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/setup/KPAF_info_new.csv create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/setup/KP_Domain_lidar.png create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/setup/MMC_BM3_BigPrecursor.ipynb create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/setup/MMCprofiles_Ph3_try1.ipynb create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/README.md b/amr-wind/actuator_line/AWAKEN_benchmark/README.md new file mode 100644 index 00000000..c229c0c6 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/README.md @@ -0,0 +1,30 @@ + + +# Actuator disk wind farm run with mesoscale forcing matching measured data. + +This benchmark problem describes an AMR-Wind simulation which was set up to match the conditions and measurements corresponding to the [AWAKEN benchmark](https://awaken-benchmark.readthedocs.io/en/latest/) exercise conducted as a part of the American Wake Experiment (AWAKEN). In that field campaign, measurements of five wind plants in northern Oklahoma were taken, including data for the atmospheric inflow, wind turbine performance, and wake behavior, using a variety of instrumentation and measurement methods. A simulation was then set up to correspond to specific measured conditions and then the wind farm performance and wake behavior were compared to observations. + + +**Contents** + +- [Simulation description and setup](#simulation-description-and-setup) +- [Postprocessing](#postprocessing) +- [Code performance](#code-performance) +- [Results](#results) + +## Simulation description and setup + +The full details of the AWAKEN benchmark simulation using AMR-Wind are provided in [**setup documentation**](setup/README.md). In this phase of benchmarking exercise, the simulation focused on the operation of the King Plains wind farm during the time period of 05:00 - 07:00 UTC on August 24, 2023. + +The size of the computational domain was 24km x 17.6km x 0.8 km, with a background mesh resolution of 10m and total mesh size of 625.7M elements. The GE 2.8-127 turbines at the King Plains wind farm was represented using 85 actuator disk models, coupled to AMR-Wind through OpenFAST. A schematic of the domain, including the turbine locations and the virtual measurement locations, is shown below. + +![domain](setup/KP_Domain_lidar.png) + +Running this simulation requires setting up a precursor ABL calculation to match the measured inflow, and then adding the turbines to the actual wind farm simulation itself. The precursor ABL calculation is done using a meso/microscale coupling (MMC) approach which uses a direct data assimilation method to incorporate measured wind speed and temperature profiles into the simulation forcing. The forcing terms and boundary data is then used in the wind farm simulation itself. In the setup documentation page, we describe how the measurement data is processed, the MMC precursor is created, and the wind farm simulation is set up. + +## Code performance + +## Postprocessing + +## Results + diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/KPAF_info_new.csv b/amr-wind/actuator_line/AWAKEN_benchmark/setup/KPAF_info_new.csv new file mode 100644 index 00000000..19f309b8 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/KPAF_info_new.csv @@ -0,0 +1,207 @@ +,turbine_qc_id,turbine_alias,turbine_latitude,turbine_longitude,turbine_nameplate,turbine_rotor_diameter,turbine_hub_height +King Plains,WIT_USKPL_SS001_WT001,A01,36.40280128,-97.50350587,2.82,127,88.5 +,WIT_USKPL_SS001_WT002,A02,36.40246798,-97.50809908,2.82,127,88.5 +,WIT_USKPL_SS001_WT003,A03,36.40304049,-97.5124194,2.82,127,88.5 +,WIT_USKPL_SS001_WT004,A04,36.40228665,-97.52290785,2.82,127,88.5 +,WIT_USKPL_SS001_WT005,A05,36.40316197,-97.53936759,2.82,127,88.5 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"cell_type": "code", + "execution_count": 1, + "id": "0c62d8ed-152d-4d25-8c56-9f45f3270c62", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/ascldap/users/lcheung/.local/lib/python3.9/site-packages/pandas/core/computation/expressions.py:21: UserWarning: Pandas requires version '2.8.4' or newer of 'numexpr' (version '2.8.1' currently installed).\n", + " from pandas.core.computation.check import NUMEXPR_INSTALLED\n", + "/ascldap/users/lcheung/.local/lib/python3.9/site-packages/pandas/core/arrays/masked.py:60: UserWarning: Pandas requires version '1.3.6' or newer of 'bottleneck' (version '1.3.4' currently installed).\n", + " from pandas.core import (\n" + ] + } + ], + "source": [ + "# Load the modules\n", + "\n", + "# Add any possible locations of amr-wind-frontend here\n", + "amrwindfedirs = ['/projects/wind_uq/lcheung/amrwind-frontend/',\n", + " '/ccs/proj/cfd162/lcheung/amrwind-frontend/']\n", + "import sys, os, shutil\n", + "for x in amrwindfedirs: sys.path.insert(1, x)\n", + "import MMCutil as writeMMC\n", + "\n", + "# Load the libraries\n", + "import numpy as np\n", + "import pandas as pd\n", + "import amrwind_frontend as amrwind\n", + "import matplotlib.pyplot as plt\n", + "from scipy.interpolate import CubicSpline\n", + "from scipy.signal import savgol_filter\n", + "from scipy.interpolate import CubicSpline, PchipInterpolator, Akima1DInterpolator\n", + "\n", + "from scipy.optimize import root_scalar\n", + "from functools import partial\n", + "\n", + "# Also ignore warnings\n", + "import warnings\n", + "warnings.filterwarnings('ignore')\n", + "\n", + "# Make all plots inline \n", + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "f39bfd45-13eb-4e9e-86b0-b2b89f7e604f", + "metadata": {}, + "outputs": [], + "source": [ + "# Add this to load local packages\n", + "import sys\n", + "#sys.path.insert(1, '/ascldap/users/lcheung/.local/lib/python2.7/site-packages')\n", + "import utm\n", + "import matplotlib.patches as patches" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "d60e0012-9968-4288-a484-85d37b06343f", + "metadata": {}, + "outputs": [], + "source": [ + "def find_nearest(a, a0):\n", + " \"Element in nd array `a` closest to the scalar value `a0`\"\n", + " return np.abs(a - a0).argmin()\n", + "\n", + "# Merging profiles\n", + "def tanhblend(x, x0, w):\n", + " return 0.5*(1+np.tanh((x-x0)/w))\n", + "\n", + "def tanhblendprofiles(profa, profb, x, x0, w):\n", + " tanha = profa*(1-tanhblend(x, x0, w))\n", + " tanhb = profb*(tanhblend(x, x0, w))\n", + " return tanha + tanhb\n", + "\n", + "def interpprofile(newz, z, prof):\n", + " spl = CubicSpline(z, prof)\n", + " interpprof = spl(newz)\n", + " return interpprof\n", + " #return np.interp(newz, z, prof)\n", + " \n", + "def blendprofiles(newz, zA, profA, Bconst, x0, w):\n", + " newprofA = interpprofile(newz, zA, profA)\n", + " newprofB = Bconst*np.ones(len(newz)) #interpprofile(newz, zB, profB)\n", + " return tanhblendprofiles(newprofA, newprofB, newz, x0, w)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "7e028ed8-cd34-44f1-a6b7-82e27de91a4a", + "metadata": {}, + "outputs": [], + "source": [ + "# Set up the MMC profiles\n", + "profiledir ='../'\n", + "ldr_heights = np.loadtxt(profiledir+'/A1scan_heights.dat')\n", + "ldr_time = np.loadtxt(profiledir+'/A1scan_times1.dat')\n", + "ldr_WS = np.nan_to_num(np.loadtxt(profiledir+'/A1scan_WS1.dat'), 0.0)\n", + "ldr_WD = np.nan_to_num(np.loadtxt(profiledir+'/A1scan_WD1.dat'), 0.0)\n", + "\n", + "prof_heights = np.loadtxt(profiledir+'/A1prof_heights.dat')\n", + "prof_time = np.loadtxt(profiledir+'/A1prof_times1.dat')\n", + "prof_WS = np.nan_to_num(np.loadtxt(profiledir+'/A1prof_WS1.dat'), 0.0)\n", + "prof_WD = np.nan_to_num(np.loadtxt(profiledir+'/A1prof_WD1.dat'), 0.0)\n", + "\n", + "missingz = np.array([10, 20, 30, 40])\n", + "b_temp = np.loadtxt(profiledir+'/Bassist_T1.dat')\n", + "b_heights = np.loadtxt(profiledir+'/Bassist_heights.dat')\n", + "#b_temp = np.loadtxt(profiledir+'/surftemp1.dat')\n", + "b_tflux = np.loadtxt(profiledir+'/Tflux1.dat')" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "c6501c8b-cb74-42f1-9e1f-70ad2d90e391", + "metadata": {}, + "outputs": [], + "source": [ + "# Merge the two lidars\n", + "Nz = 7\n", + "Nmissing = len(missingz)\n", + "\n", + "# Create a merge vector \n", + "mergeWS = []\n", + "mergeWD = []\n", + "for i in range(len(ldr_time)):\n", + " mergez = ldr_heights[Nz:]\n", + " mergeU = ldr_WS[i,Nz:]\n", + " mergeD = ldr_WD[i,Nz:]\n", + " mergez = np.insert(mergez, 0, prof_heights[0])\n", + " mergeU = np.insert(mergeU, 0, prof_WS[i,0])\n", + " mergeD = np.insert(mergeD, 0, prof_WD[i,0])\n", + " mergeWS.append(mergeU)\n", + " mergeWD.append(mergeD)\n", + "mergeWS = np.array(mergeWS)\n", + "mergeWD = np.array(mergeWD)\n", + "\n", + "fullz = np.insert(ldr_heights, 0, missingz)\n", + "fullWS = []\n", + "fullWD = []\n", + "\n", + "#print(fullz)\n", + "for i in range(len(ldr_time)):\n", + " interpfWS = PchipInterpolator(mergez, mergeWS[i,:],extrapolate=True)\n", + " interpfWD = PchipInterpolator(mergez, mergeWD[i,:],extrapolate=True)\n", + " \n", + " for j in range(Nz):\n", + " ldr_WS[i,j] = interpfWS(ldr_heights[j])\n", + " ldr_WD[i,j] = interpfWD(ldr_heights[j])\n", + " \n", + " WSvec = np.zeros(len(fullz))\n", + " WSvec[Nmissing:] = ldr_WS[i,:]\n", + " \n", + " WDvec = np.zeros(len(fullz))\n", + " WDvec[Nmissing:] = ldr_WD[i,:]\n", + " \n", + " for j in range(Nmissing):\n", + " WSvec[j] = interpfWS(fullz[j])\n", + " WDvec[j] = interpfWD(fullz[j])\n", + " fullWS.append(WSvec)\n", + " fullWD.append(WDvec)\n", + " \n", + "fullWS = np.array(fullWS)\n", + "fullWD = np.array(fullWD)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "1fe2fe1a-db27-4db8-bd7a-f1bd80c14fa3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 0, 'WD [deg]')" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "iplot = range(5) #range(9) #[0, 6, 12, 24, 48, 60, 72, 84, 96, 108, 120]\n", + "fig,ax = plt.subplots(1,2,figsize=(8,3), dpi=125, sharey=True)\n", + "for i in iplot:\n", + " t = ldr_time[i]\n", + " #line, = ax[0].plot(prof_WS[i,:], prof_heights, linestyle='--', lw=0.5)\n", + " #ax[0].plot(ldr_WS[i,6:], ldr_heights[6:], color=line.get_color(), linestyle='-')\n", + " line, = ax[0].plot(mergeWS[i,:], mergez, linestyle='--', lw=0.5)\n", + " ax[0].plot(ldr_WS[i,:], ldr_heights, linestyle='-',color=line.get_color())\n", + " ax[0].plot(fullWS[i,:], fullz, linestyle=':',color=line.get_color())\n", + " \n", + " ax[1].plot(ldr_WD[i,:], ldr_heights, linestyle='-',color=line.get_color())\n", + " ax[1].plot(fullWD[i,:], fullz, linestyle=':',color=line.get_color())\n", + " \n", + "ax[0].set_ylim([0, 800])\n", + "ax[1].set_xlim([130, 180])\n", + "ax[0].set_xlim([2, 20])\n", + "ax[0].set_ylabel('z [m]')\n", + "ax[0].set_xlabel('WS [m/s]')\n", + "ax[1].set_xlabel('WD [deg]')" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "88f337cb-d985-46e0-a9aa-dfc88e90f44d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 0, 'WD [deg]')" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the original data\n", + "iplot = range(9)\n", + "fig,ax = plt.subplots(1,2,figsize=(8,3), dpi=125, sharey=True)\n", + "for i in iplot:\n", + " t = ldr_time[i]\n", + " WSfilt = savgol_filter(fullWS[i,:], 11, 3)\n", + " WDfilt = savgol_filter(fullWD[i,:], 11, 3)\n", + " line, = ax[0].plot(ldr_WS[i,:], ldr_heights, lw=0.5)\n", + " ax[0].plot(WSfilt, fullz, color=line.get_color(), linestyle='--', label='Time=%0.1fhr'%(t/3600))\n", + " \n", + " ax[1].plot(ldr_WD[i,:], ldr_heights, lw=0.5, color=line.get_color(), label='Time=%0.1fhr'%(t/3600))\n", + " ax[1].plot(WDfilt, fullz, '--', color=line.get_color())\n", + " \n", + "plt.ylim([0, 1000])\n", + "ax[0].legend(prop={'size':6})\n", + "ax[1].set_xlim([120, 260])\n", + "ax[0].set_ylabel('z [m]')\n", + "ax[0].set_xlabel('WS [m/s]')\n", + "ax[1].set_xlabel('WD [deg]')" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "a3a55080-f8a8-49c8-9415-8f0653b77e72", + "metadata": {}, + "outputs": [], + "source": [ + "# Convert from WS to WD\n", + "all_U = []\n", + "all_V = []\n", + "\n", + "for i, t in enumerate(ldr_time):\n", + " theta = (270.0 - fullWD[i,:])*np.pi/180.0\n", + " WS = fullWS[i,:]\n", + " U = WS*np.cos(theta)\n", + " V = WS*np.sin(theta)\n", + " all_U.append(U)\n", + " all_V.append(V)\n", + "\n", + "all_U = np.array(all_U)\n", + "all_V = np.array(all_V)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "0459fb62-5106-4425-81e8-f52eb71d1085", + "metadata": {}, + "outputs": [], + "source": [ + "def pottemp(T, P0overP, exponent):\n", + " \"\"\"\n", + " Convert temperature to potential temperature\n", + " \"\"\"\n", + " return T*np.power(P0overP, exponent)\n", + "\n", + "def PoverP0(z, T0, g=9.80665, cp=1004.68506, M=0.02896968, R0=8.314462618):\n", + " \"\"\"\n", + " See formula at https://en.wikipedia.org/wiki/Atmospheric_pressure\n", + " \"\"\"\n", + " exponent = cp*M/R0\n", + " return np.power(1.0 - g*z/(cp*T0), exponent)\n", + "\n", + "def PoverP0L(z, T0, g=9.80665, L=0.00976, M=0.02896968, R0=8.314462618):\n", + " \"\"\"\n", + " See formula at https://en.wikipedia.org/wiki/Atmospheric_pressure\n", + " \"\"\"\n", + " exponent =g*M/(R0*L)\n", + " return np.power(1.0 - L*z/(T0), exponent)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "fc68b3f3-bf77-4490-bdb1-fd04d3c76fb1", + "metadata": {}, + "outputs": [], + "source": [ + "# Convert the temperature\n", + "all_T = []\n", + "for i in range(len(ldr_time)):\n", + " Tvec = []\n", + " interpfT = PchipInterpolator(b_heights, b_temp[i,:],extrapolate=True)\n", + " for j in range(len(fullz)):\n", + " Tvec.append(interpfT(fullz[j]))\n", + " all_T.append(Tvec)\n", + " \n", + "all_T = np.array(all_T) + 273.15\n", + "\n", + "old_T = all_T + 0.0\n", + "\n", + "# Set the temperatures to an exponential profile\n", + "matchTj = 6\n", + "#Tinf = 307.75\n", + "expConst = 0.02\n", + "\n", + "for i in range(len(ldr_time)):\n", + " t = ldr_time[i]\n", + " Tground = all_T[i,0]\n", + " \n", + " PP0 = PoverP0(fullz, Tground)\n", + " #PP0 = PoverP0L(fullz, Tground, L=0.007)\n", + " theta = pottemp(all_T[i,:], 1.0/PP0, 0.4/1.4)\n", + "\n", + " # Smooth out the bottom few points\n", + " interpfT = PchipInterpolator(fullz[matchTj:], theta[matchTj:],extrapolate=True)\n", + " for j in range(matchTj):\n", + " theta[j] = interpfT(fullz[j])\n", + " \n", + " ## Make the bottom few points constant\n", + " #for j in range(3):\n", + " # theta[j] = interpfT(fullz[3])\n", + " \n", + " all_T[i,:] = theta" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "594dda13-18c3-49aa-ba38-0f0f17d50ded", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'ASSIST temperature')" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the original data\n", + "iplot = range(9)\n", + "fig,ax = plt.subplots(1,2,figsize=(10,5), dpi=125, sharey=True)\n", + "for i in iplot:\n", + " t = ldr_time[i]\n", + " ax[0].plot(all_T[i,:], fullz, label='Time=%0.1fhr'%(t/3600))\n", + " ax[1].plot(old_T[i,:], fullz, label='Time=%0.1fhr'%(t/3600))\n", + " \n", + "ax[0].set_ylim([0, 500])\n", + "ax[0].set_xlim([295, 320])\n", + "ax[0].set_ylabel('z [m]')\n", + "ax[0].set_xlabel('$\\\\theta$ [K]')\n", + "ax[0].legend()\n", + "ax[0].set_title('Potential temperature')\n", + "ax[1].set_xlabel('T [K]')\n", + "ax[1].legend()\n", + "ax[1].set_title('ASSIST temperature')" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "f3764b25-806b-444e-830a-cb2a6c0cdc34", + "metadata": {}, + "outputs": [], + "source": [ + "filterN = 11\n", + "polyN = 3\n", + "\n", + "blendw = 100\n", + "maxzN = 52 #149\n", + "#zblend = fullz[maxzN] #zblend = 300\n", + "all_Ublend = []\n", + "all_Vblend = []\n", + "all_Tblend = []\n", + "\n", + "#print('zblend = %f'%zblend)\n", + "\n", + "maxzTN = 15\n", + "#zTblend = fullz[maxzTN]\n", + "blendwT = 100\n", + "\n", + "zBlendTimes = [0, 7200, 9000, 14401]\n", + "zBlendHeights = [550, 530, 300, 300]\n", + "\n", + "zInvTimes = [0, 7200, 9000, 14401]\n", + "zInvHeights = [450, 450, 325, 275]\n", + "\n", + "#zInv = 550\n", + "TatBlend = 311.5\n", + "\n", + "all_heights = fullz\n", + "\n", + "## Temperature profile\n", + "#lapserate = 8.0\n", + "#grounddT = 2.0\n", + "#Tsurf = 278\n", + "#Tlow = 280\n", + "Thigh = TatBlend+10.0\n", + "#Tprof = Tsurf + (Tlow-Tsurf)/(zblend)*all_heights\n", + "\n", + "# Filter and blend to constant\n", + "for i, t in enumerate(ldr_time):\n", + " #print(i)\n", + " zblend = np.interp(t, zBlendTimes, zBlendHeights)\n", + " zInv = np.interp(t, zInvTimes, zInvHeights)\n", + " \n", + " Ufilt = savgol_filter(all_U[i,:], filterN, polyN)\n", + " Vfilt = savgol_filter(all_V[i,:], filterN, polyN)\n", + " Tfilt = savgol_filter(all_T[i,:], filterN, polyN)\n", + " \n", + " Uzblend = np.interp(zblend, fullz, Ufilt)\n", + " Vzblend = np.interp(zblend, fullz, Vfilt)\n", + " Tzblend = np.interp(zblend, fullz, Tfilt)#all_T[i,:])\n", + " \n", + " # Merge the profiles\n", + " blendU = blendprofiles(all_heights, all_heights[:maxzN], Ufilt[:maxzN], Uzblend, zblend, blendw)\n", + " blendV = blendprofiles(all_heights, all_heights[:maxzN], Vfilt[:maxzN], Vzblend, zblend, blendw)\n", + " #blendT = blendprofiles(all_heights, all_heights[:maxzTN], all_T[i,:maxzTN], Tzblend, zTblend, blendwT)\n", + " blendT = blendprofiles(all_heights, all_heights, all_T[i,:], Thigh, zInv, blendwT)\n", + " \n", + " # Add the z=0 point\n", + " U0 = PchipInterpolator(all_heights, blendU,extrapolate=True)(0.0)\n", + " V0 = PchipInterpolator(all_heights, blendV, extrapolate=True)(0.0)\n", + " T0 = PchipInterpolator(all_heights, blendT, extrapolate=True)(0.0)\n", + " \n", + " all_Ublend.append(np.concatenate(([U0], blendU)))\n", + " all_Vblend.append(np.concatenate(([V0], blendV)))\n", + " all_Tblend.append(np.concatenate(([T0], blendT)))\n", + " #all_Tblend.append(blendT)\n", + " \n", + "all_Ublend = np.array(all_Ublend)\n", + "all_Vblend = np.array(all_Vblend)\n", + "all_Tblend = np.array(all_Tblend) \n", + "all_heights = np.insert(fullz, 0, 0.0)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "a67d7cdb-22fc-4727-ad46-facf90dd06f9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 0, '$\\\\Theta$ [K]')" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the original data\n", + "iplot = range(9)\n", + "fig,ax = plt.subplots(1,3,figsize=(10,6), dpi=125, sharey=True)\n", + "for i in iplot:\n", + " t = ldr_time[i]\n", + " line, = ax[0].plot(all_Ublend[i,:], all_heights, lw=1)\n", + " \n", + " ax[1].plot(all_Vblend[i,:], all_heights, lw=1, color=line.get_color(), label='Time=%0.1fhr'%(t/3600))\n", + " ax[2].plot(all_Tblend[i,:], all_heights, lw=1, color=line.get_color(), label='Time=%0.1fhr'%(t/3600))\n", + " \n", + "ax[0].set_ylim([0, 1000])\n", + "#ax[0].set_xlim([-5, 10])\n", + "ax[1].set_xlim([0, 15])\n", + "ax[2].legend()\n", + "\n", + "ax[0].set_xlabel('U [m/s]')\n", + "ax[1].set_xlabel('V [m/s]')\n", + "ax[2].set_xlabel('$\\Theta$ [K]')" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "f1dde9d1-4520-4855-8cfc-a99af4ae0eee", + "metadata": {}, + "outputs": [], + "source": [ + "# Set the temperature flux\n", + "fluxdat = []\n", + "for i, t in enumerate(ldr_time):\n", + " #tflux = PchipInterpolator(b_tflux[:,0], b_tflux[:,1],extrapolate=True)(t)\n", + " tflux = 0.0\n", + " fluxdat.append(tflux)\n", + " \n", + "fluxdat= 0*np.array(fluxdat)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "8472172c-2a0f-40cb-b0fc-5b6d943467a9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(-10.0, 2.0)" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(12,3))\n", + "plt.plot(ldr_time/3600, fluxdat)\n", + "plt.ylim([-10,2])" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "623b98de-e06b-4ce1-892d-9f9d22fa2176", + "metadata": {}, + "outputs": [], + "source": [ + "#raise ValueError('Stop')" + ] + }, + { + "cell_type": "markdown", + "id": "fdcd3f56-8788-4e4f-b33e-4e7b0303ad7a", + "metadata": { + "tags": [] + }, + "source": [ + "## Save the data" + ] + }, + { + "attachments": { + "d4d5bb24-9394-417e-ba6c-82ffb3400855.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "id": "8d567c0b-2b73-42d7-86f9-329e2089ca6a", + "metadata": {}, + "source": [ + "### Conditions\n", + "https://www.wunderground.com/history/daily/us/ok/enid/KOKC/date/2023-8-24 \n", + "\n", + "![image.png](attachment:d4d5bb24-9394-417e-ba6c-82ffb3400855.png)\n", + "\n", + "Pressure: 28.64 in Hg = 96986.171 Pa\n", + "\n", + "Temperature: 302 K\n", + "\n", + "Humidity: 87%\n", + "\n", + "Air density: 1.103707 kg/m^3\n", + "\n", + "https://www.omnicalculator.com/physics/air-density\n" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "b4a5cfc0-c70b-4e82-a9a1-7dd1ca33c997", + "metadata": {}, + "outputs": [], + "source": [ + "suffix = 'BigPrecursor'\n", + "rundir = 'MMC_BM3_'+suffix\n", + "ICfilename = 'init.nc'\n", + "MMCfilename = 'MMC.nc'\n", + "amrfilename = 'abl_HPP_MMC.inp'\n", + "rho = 1.103707\n", + "\n", + "# Go to the run directory\n", + "if not os.path.exists(rundir):\n", + " os.makedirs(rundir)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "96105e77-12f3-4dc9-bb47-fff6e2dd6fc2", + "metadata": {}, + "outputs": [], + "source": [ + "# Save the data to text files\n", + "np.savetxt(rundir+'/MMC_Ublend%s.dat'%suffix, all_Ublend)\n", + "np.savetxt(rundir+'/MMC_Vblend%s.dat'%suffix, all_Vblend)\n", + "np.savetxt(rundir+'/MMC_Tblend%s.dat'%suffix, all_Tblend)\n", + "np.savetxt(rundir+'/MMC_all_heights.dat', all_heights)\n", + "np.savetxt(rundir+'/MMC_time_sec.dat', ldr_time)" + ] + }, + { + "cell_type": "markdown", + "id": "e9f4c690-2b55-43c7-ad16-7bf12c994424", + "metadata": {}, + "source": [ + "## Set up precursor domain" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "f9e4b177-ca5c-4cb0-abfb-347cd2d9abc9", + "metadata": {}, + "outputs": [], + "source": [ + "turbines=[]\n", + "addKingPlains = True\n", + "addArmadilloFlats = False\n", + "\n", + "# All turbines must fit within these utm limits \n", + "turb_inside_box = [[627500, 650000], # UTM Easting\n", + " [4.016E6, 4.035E6], # UTM Northing \n", + " ]" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "28431665-3474-4900-8e32-56d1662f5204", + "metadata": {}, + "outputs": [], + "source": [ + "# Load the data from the database of all turbines\n", + "df = pd.read_csv('../KPAF_info_new.csv',low_memory=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "d5c2c5cc-9bd3-44e0-b048-cecd8abcb6b2", + "metadata": {}, + "outputs": [], + "source": [ + "# Fix the FarmID of teh turbines\n", + "for index, row in df.iterrows():\n", + " if row['turbine_qc_id'].startswith('WIT_USKPL_SS001'):\n", + " df.loc[index, 'Unnamed: 0']='King Plains'\n", + " if row['turbine_qc_id'].startswith('WAF1'):\n", + " df.loc[index, 'Unnamed: 0']='Armadillo Flats'\n", + " \n", + "#for index, row in df.iterrows(): print(row['Unnamed: 0'] + ' '+ row['turbine_qc_id'])" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "97e44e45-da05-4f5d-a5a3-d2ec45ea4059", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "King Plains: 85 turbines\n", + "Turbine types: ['GE2.8-127']\n" + ] + } + ], + "source": [ + "# Add King Plains turbines\n", + "KPturbs1=df[df['Unnamed: 0']==\"King Plains\"]\n", + "KPcount = 0\n", + "\n", + "if addKingPlains:\n", + " ge2p8='GE2.8-127'\n", + " turblist = []\n", + " # Turbines from Noble County\n", + " for index, row in KPturbs1.iterrows():\n", + " utmxy = utm.from_latlon(row['turbine_latitude'], row['turbine_longitude'])\n", + " if ((utmxy[0] < turb_inside_box[0][0]) or (utmxy[0] > turb_inside_box[0][1]) or \n", + " (utmxy[1] < turb_inside_box[1][0]) or (utmxy[1] > turb_inside_box[1][1])):\n", + " continue\n", + " datarow = {'faa_asn':row['turbine_qc_id'], \n", + " 'lat':row['turbine_latitude'], 'long':row['turbine_longitude'], 'utm':(utmxy[0], utmxy[1]), \n", + " 't_model':ge2p8}\n", + " turbines.append(datarow)\n", + " if datarow['t_model'] not in turblist: turblist.append(datarow['t_model'])\n", + " KPcount += 1\n", + " \n", + " print(\"King Plains: %i turbines\"%(KPcount))\n", + " print('Turbine types: '+repr(turblist))\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "a78316d6-959d-4fe8-a3f9-5ffb6c87f034", + "metadata": {}, + "outputs": [], + "source": [ + "# Add Armadillo Flats turbines\n", + "AFturbs=df[df['Unnamed: 0']==\"Armadillo Flats\"]\n", + "\n", + "if addArmadilloFlats:\n", + " turbmodeldict = {1.72:'GE1.7-103',\n", + " 1.79:'GE1.79-100',\n", + " 2.3:'GE2.3-116',\n", + " }\n", + " \n", + " turblist = []\n", + " # Turbines from Noble County\n", + " for index, row in AFturbs.iterrows():\n", + " utmxy = utm.from_latlon(row['turbine_latitude'], row['turbine_longitude'])\n", + " if ((utmxy[0] < turb_inside_box[0][0]) or (utmxy[0] > turb_inside_box[0][1]) or \n", + " (utmxy[1] < turb_inside_box[1][0]) or (utmxy[1] > turb_inside_box[1][1])):\n", + " continue\n", + " datarow = {'faa_asn':row['turbine_qc_id'], \n", + " 'lat':row['turbine_latitude'], 'long':row['turbine_longitude'], 'utm':(utmxy[0], utmxy[1]), \n", + " 't_model':turbmodeldict[row['turbine_nameplate']]}\n", + " turbines.append(datarow)\n", + " if datarow['t_model'] not in turblist: turblist.append(datarow['t_model'])\n", + " \n", + " print(\"Armadillo Flats: %i turbines\"%(len(AFturbs)))\n", + " print('Turbine types: '+repr(turblist))" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "b8c453ee-92f6-45da-9b88-30a7b8394e9a", + "metadata": {}, + "outputs": [], + "source": [ + "summitcsv = rundir+'/turbines.csv'\n", + "\n", + "verbose=False\n", + "\n", + "# CSV file should have columns with\n", + "# name, x, y, type, yaw, hubheight, options\n", + "header=\"\"\"# name, x, y, type, yaw, hubheight, options\"\"\"\n", + "with open(summitcsv, 'w') as f:\n", + " f.write(header+'\\n')\n", + " if verbose: print(header)\n", + " for x in turbines: \n", + " #line='%s, %f, %f, %s, , ,'%(x['faa_asn'], x['lat'], x['long'], 'Summit_'+x['t_model'])\n", + " line='%s, %f, %f, %s, , ,'%(x['faa_asn'], x['utm'][0], x['utm'][1], 'Summit_'+x['t_model'])\n", + " f.write(line+'\\n')\n", + " if verbose: print(line)" + ] + }, + { + "cell_type": "markdown", + "id": "d2e01e82-4b56-4ea2-95ee-6e9aafb003eb", + "metadata": {}, + "source": [ + "## AWAKEN Wind farm layout for Summit" + ] + }, + { + "cell_type": "markdown", + "id": "1c67b1d4-ef1f-4586-82fc-d297c36152b7", + "metadata": {}, + "source": [ + "**Note**: to make sure that the correct turbines are in place for setting up this layout file, make sure something like this file is in place:" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "4ad608de-39c6-41f1-b786-60ba9943f464", + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + } + }, + "outputs": [], + "source": [ + "#with open(\"../../../turbines/summitlayoutturbs.yaml\")as f: print(f.read())" + ] + }, + { + "cell_type": "markdown", + "id": "aee6e9d9-d098-45aa-a4dc-246932a00a89", + "metadata": {}, + "source": [ + "## Set up the ABL parameters and conditions" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "0af3af10-bd61-417c-bf60-c8d12cc50f55", + "metadata": {}, + "outputs": [], + "source": [ + "# Start the AMR-Wind case\n", + "case = amrwind.MyApp.init_nogui()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "83129327-1bb2-4d25-8800-aa6512e2f487", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Farm center = [637500, 4030000.0]\n" + ] + } + ], + "source": [ + "WS = 10.05 # Wind speed, m/s\n", + "WDir = 180 # Wind direction, degrees\n", + "farm_domainsize = [2.4*10000.0, 1.76*10000.0, 800]\n", + "farm_center = [637500, 4.030E6] # In utm\n", + "#print(utm.from_latlon(36.587395, -97.756294))\n", + "#farm_center = utm.to_latlon(640000, 4030000, 14, 'S')\n", + "print(\"Farm center = \"+repr(farm_center)) # in lat/long\n", + "farm_background_mesh = 10 " + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "227740ad-badd-43e9-ab71-3c301bba8097", + "metadata": {}, + "outputs": [], + "source": [ + "# Set the wind speed and direction\n", + "case.setAMRWindInput('useWSDir', True) # Allows you to specify wind speed + wind direction \n", + "case.setAMRWindInput('ABL_windspeed', WS, forcechange=True) # Wind speed of 9 m/s\n", + "case.setAMRWindInput('ABL_winddir', WDir, forcechange=True) # Wind direction of 175 degrees\n", + "case.ABL_calculateWindVector()" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "8214000a-3ae7-4814-aed9-df5b2d673317", + "metadata": {}, + "outputs": [], + "source": [ + "# Set some tolerances (leave this alone)\n", + "tols = \"\"\"\n", + "nodal_proj.mg_rtol = 1e-06 \n", + "nodal_proj.mg_atol = 1e-12 \n", + "mac_proj.mg_rtol = 1e-06 \n", + "mac_proj.mg_atol = 1e-12 \n", + "diffusion.mg_rtol = 1e-06 \n", + "diffusion.mg_atol = 1e-12 \n", + "temperature_diffusion.mg_rtol = 1e-10 \n", + "temperature_diffusion.mg_atol = 1e-13 \n", + "\"\"\"\n", + "case.loadAMRWindInput(tols, string=True);" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "0cfcac63-1a9a-44e5-ae53-ca863a2ff8ef", + "metadata": {}, + "outputs": [], + "source": [ + "case.loadTurbineCSVFile(summitcsv)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "306f1b8b-fec4-4419-867c-f3c2eb164c4c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "case.setAMRWindInput('turbines_coordsys', 'utm')\n", + "\n", + "# Set up the domain \n", + "case.setAMRWindInput('turbines_domainsize', farm_domainsize)\n", + "case.setAMRWindInput('turbines_backgroundmeshsize', farm_background_mesh)\n", + "case.setAMRWindInput('turbines_autocalccenter', False)\n", + "case.setAMRWindInput('turbines_farmcenter', [farm_center[0], farm_center[1]])\n", + "case.setAMRWindInput('turbines_deleteprev', True)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "8d7b7332-a2eb-4dbf-8e5f-a07b230e6422", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Preview the turbine layout\n", + "fig, ax = plt.subplots(figsize=(8,8), facecolor='w', dpi=125)\n", + "case.setAMRWindInput('turbines_plotnames', False)\n", + "#case.popup_storteddata['plotdomain']['plot_chooseview'] = 'XY'\n", + "case.turbines_previewAllTurbines(ax=ax)\n", + "\n", + "rect = patches.Rectangle((turb_inside_box[0][0], turb_inside_box[1][0]), \n", + " turb_inside_box[0][1]-turb_inside_box[0][0], \n", + " turb_inside_box[1][1]-turb_inside_box[1][0], linewidth=1, edgecolor='k', linestyle='--', facecolor='none')\n", + "ax.add_patch(rect)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "f7b5770f-4525-4c70-9c22-c30a38e48905", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[637500.0, 4030000.0]" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "case.getAMRWindInput('turbines_farmcenter')" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "3190bc3d-dd9b-462e-9ab6-31749092cda4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CANNOT update: ABLMeanBoussinesq use forcechange=True in setval()\n", + "85\n" + ] + } + ], + "source": [ + "case.turbines_createAllTurbines()\n", + "\n", + "# Print out existing list of turbines, just to confirm that the turbines got made\n", + "print(len(case.listboxpopupwindict['listboxactuator'].getitemlist()))" + ] + }, + { + "cell_type": "markdown", + "id": "1de80148-7146-4c7a-a943-b05b2fae4d3a", + "metadata": { + "tags": [] + }, + "source": [ + "## Add refinements" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "f26de8a2-c5c9-4bef-8d20-3062d5256f35", + "metadata": {}, + "outputs": [], + "source": [ + "refinementcsv=\"\"\"\n", + "# CSV file should have columns with\n", + "# level, upstream, downstream, lateral, below, above, options\n", + "level, upstream, downstream, lateral, below, above, options\n", + "#0, 13800, 15000, 18500, 100, 250, center:farm units:meter\n", + "# KP\n", + "#0, 4250, 4200, 9500, 100, 75, center:specified units:meter centerx:638500 centery:4029000 centerz:100\n", + "0, 4250, 3500, 4750, 100, 75, center:specified units:meter centerx:643000 centery:4029000 centerz:100\n", + "0, 2700, 4200, 4750, 100, 75, center:specified units:meter centerx:634000 centery:4029000 centerz:100\n", + "\n", + "# AF\n", + "#0, 4000, 6000, 5000, 100, 350, center:specified units:meter centerx:632000 centery:4018000 centerz:100 \n", + "#0, 4000, 3000, 7000, 100, 350, center:specified units:meter centerx:618000 centery:4035000 centerz:100\n", + "\n", + "# Turbine refinement\n", + "#1, 2.0, 2.0, 2.0, 0.525, 0.525, orientation:nacdir\n", + "1, 0.6, 0.6, 0.6, 0.525, 0.525, orientation:nacdir\n", + "\"\"\"\n", + "case.setAMRWindInput('refine_csvtextbox', refinementcsv)\n", + "case.setAMRWindInput('refine_deleteprev', True)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "b3a0521e-6458-41f3-bda5-97bb668a63bd", + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + } + }, + "outputs": [], + "source": [ + "case.refine_createAllZones()" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "7c3f417e-29ad-4f8d-a806-74b0f3ba34df", + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(624300.0, 650700.0, 4020320.0, 4039680.0)" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the domain (total domain)\n", + "fig, ax = plt.subplots(figsize=(8,8), facecolor='w', dpi=150)\n", + "case.popup_storteddata['plotdomain']['plot_turbines'] = case.listboxpopupwindict['listboxactuator'].getitemlist()\n", + "case.popup_storteddata['plotdomain']['plot_refineboxes'] = case.listboxpopupwindict['listboxtagging'].getitemlist()\n", + "case.popup_storteddata['plotdomain']['plot_windnortharrows'] = False\n", + "case.popup_storteddata['plotdomain']['plot_chooseview'] = 'XY'\n", + "case.plotDomain(ax=ax)\n", + "ax.axis('scaled')" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "134095e1-7052-44fb-8a7d-ba95c839c5df", + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(624300.0, 650700.0, -229.10497084952578, 849.0049986118822)" + ] + }, + "execution_count": 38, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the domain (total domain)\n", + "fig, ax = plt.subplots(figsize=(8,8), facecolor='w', dpi=150)\n", + "case.popup_storteddata['plotdomain']['plot_turbines'] = case.listboxpopupwindict['listboxactuator'].getitemlist()\n", + "case.popup_storteddata['plotdomain']['plot_refineboxes'] = case.listboxpopupwindict['listboxtagging'].getitemlist()\n", + "case.popup_storteddata['plotdomain']['plot_windnortharrows'] = True\n", + "case.popup_storteddata['plotdomain']['plot_chooseview'] = 'XZ'\n", + "case.plotDomain(ax=ax)\n", + "ax.axis('auto')" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "078aef98-c151-477f-a618-0f9743332617", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[]\n", + "[]\n" + ] + } + ], + "source": [ + "case.listboxpopupwindict['listboxactuator'].deleteall()\n", + "print(case.listboxpopupwindict['listboxactuator'].getitemlist())\n", + "\n", + "case.listboxpopupwindict['listboxtagging'].deleteall()\n", + "print(case.listboxpopupwindict['listboxtagging'].getitemlist())\n", + "\n", + "case.setAMRWindInput('amr.max_level', 0)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "05fa4e0f-7a78-4d52-a99b-4c5860e2ff63", + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ESTIMATED MESH SIZE\n", + " Level Ncells Cell Size\n", + " 0 337920000 10.0 x 10.0 x 10.0\n", + " TOTAL: 337920000\n" + ] + } + ], + "source": [ + "# Estimate mesh size\n", + "case.estimateMeshSize(verbose=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "14a31649-38f1-4cae-8c8c-8adc51a0fb08", + "metadata": {}, + "outputs": [], + "source": [ + "#raise ValueError('Stop here')" + ] + }, + { + "cell_type": "markdown", + "id": "8c4d4f41-c41c-4cbe-b8d0-fb42ea8aaade", + "metadata": {}, + "source": [ + "## Set up AMR-Wind case" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "c9e05977-8189-4658-983f-3ea1ca2968f4", + "metadata": {}, + "outputs": [], + "source": [ + "# Start the case\n", + "#case = amrwind.MyApp.init_nogui()" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "5228d1d9-e286-4f7f-9560-47e3756efbbc", + "metadata": {}, + "outputs": [], + "source": [ + "case.setAMRWindInput('time_control', ['const dt'])\n", + "case.setAMRWindInput('time.fixed_dt', 0.50)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "c701bdf1-948e-4204-90b2-c0b329d297f7", + "metadata": {}, + "outputs": [], + "source": [ + "# Set the time constants\n", + "case.setAMRWindInput('time.stop_time', 4*3600.0)\n", + "case.setAMRWindInput('time.max_step', -1)\n", + "\n", + "case.setAMRWindInput('time.checkpoint_interval', 1800)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "f065fd47-8420-45e0-929f-8917f24f01f9", + "metadata": {}, + "outputs": [], + "source": [ + "# Set some basic parameters\n", + "case.setAMRWindInput('incflo.physics', ['ABL']) # Must have ABL physics to do ABL calculations\n", + "case.setAMRWindInput('incflo.verbose', 3) # This is optional, verbose=3 means more info in the output logs\n", + "case.setAMRWindInput('io.check_file', 'chk') # What to name the checkpoint files\n", + "\n", + "case.setAMRWindInput('incflo.use_godunov', True) # Always use a godunov scheme\n", + "case.setAMRWindInput('incflo.godunov_type', 'weno_z') # Use 'weno_z' \n", + "\n", + "case.setAMRWindInput('turbulence.model', ['OneEqKsgsM84']) # One equation k-sgs subgrid scale model\n", + "case.setAMRWindInput('TKE.source_terms', ['KsgsM84Src']) # The corresponding source term\n", + "\n", + "case.setAMRWindInput('transport.viscosity', 1.771e-05) # dynamic viscosity, based on median air temperature of 284.47 K from 2 m above E06, units Pa-s\n", + "case.setAMRWindInput('incflo.density', rho) # density, based on 1017.13*100./(284.47)/287.058 where 1017.13 is median air pressure from 2 m above E06 \n", + " # and 284.47 is median air temperature from 2 m above E06, units kg/\n", + "case.setAMRWindInput('incflo.velocity', [0, 0, 0])" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "e2a07692-2d6a-4166-a0b9-5e92a1a1110d", + "metadata": {}, + "outputs": [], + "source": [ + "# To set up the sampling output\n", + "case.setAMRWindInput('time.plot_interval', -1) " + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "f106c1df-7dbc-4312-a981-a97c24e599fd", + "metadata": {}, + "outputs": [], + "source": [ + "# Set some tolerances (leave this alone)\n", + "tols = \"\"\"\n", + "nodal_proj.mg_rtol = 1e-06 \n", + "nodal_proj.mg_atol = 1e-12 \n", + "mac_proj.mg_rtol = 1e-06 \n", + "mac_proj.mg_atol = 1e-12 \n", + "diffusion.mg_rtol = 1e-06 \n", + "diffusion.mg_atol = 1e-12 \n", + "temperature_diffusion.mg_rtol = 1e-10 \n", + "temperature_diffusion.mg_atol = 1e-13 \n", + "\"\"\"\n", + "case.loadAMRWindInput(tols, string=True);\n", + "\n", + "case.setAMRWindInput('incflo.do_initial_proj', 0)\n", + "case.setAMRWindInput('incflo.initial_iterations', 0)" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "c4121efe-1505-4b76-a807-0fe69e9d66f7", + "metadata": {}, + "outputs": [], + "source": [ + "# This cell sets up boundary conditions\n", + "case.setAMRWindInput('is_periodicx', True) # periodic in x\n", + "case.setAMRWindInput('is_periodicy', True) # periodic in y\n", + "case.setAMRWindInput('is_periodicz', False) # Enforce some boundary conditions in z" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "ea8a4bb1-df94-4b9f-9bf8-28fbfe48fd5e", + "metadata": {}, + "outputs": [], + "source": [ + "# Boundary conditions in z\n", + "case.setAMRWindInput('zlo.type', 'wall_model') \n", + "case.setAMRWindInput('zlo.tke_type', 'zero_gradient') \n", + "case.setAMRWindInput('zhi.type', 'slip_wall') \n", + "case.setAMRWindInput('zhi.temperature_type', 'fixed_gradient') " + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "bf25703b-a6d7-402a-8404-bc0f861ce7c7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CANNOT update: ABLMeanBoussinesq use forcechange=True in setval()\n" + ] + } + ], + "source": [ + "# Now set up ABL specific forces, parameters, etc.\n", + "case.setAMRWindInput('ICNS.source_terms', ['BoussinesqBuoyancy','ABLMesoForcingMom','ABLMeanBoussinesq',])\n", + "case.setAMRWindInput('Temperature.source_terms', ['ABLMesoForcingTemp',])\n", + "\n", + "case.setAMRWindInput('ABL.stats_output_frequency', 1, forcechange=True) # Output ABL stats every iteration \n", + "case.setAMRWindInput('ABL.stats_output_format', 'netcdf', forcechange=True) # Use netcdf output because that's how we postprocess\n", + "\n", + "case.setAMRWindInput('ABLForcing.abl_forcing_height', 150) # Hub height wind speed you want specify \n", + "case.setAMRWindInput('ABL.kappa', 0.4) # Kolmogorov constant\n", + "\n", + "case.setAMRWindInput('ABL.normal_direction', 2) # vertical is in z\n", + "case.setAMRWindInput('ABL.surface_roughness_z0', 0.0001) # Surface roughess, SOMETHING WE WILL PROBABLY WANT TO ITERATE ON\n", + "case.setAMRWindInput('ABL.reference_temperature', 300.0) # Correspond to what was measured at ARM\n", + "\n", + "case.setAMRWindInput('ABL.perturb_temperature', True, forcechange=True)\n", + "case.setAMRWindInput('ABL.perturb_velocity', True, forcechange=True)\n", + "\n", + "# Monin-Obukhov parameters (No need to change)\n", + "case.setAMRWindInput('ABL.mo_beta_m', 16.0)\n", + "case.setAMRWindInput('ABL.mo_gamma_m', 5.0)\n", + "case.setAMRWindInput('ABL.mo_gamma_h', 5.0)\n", + "case.setAMRWindInput('ABL.random_gauss_mean', 0.0)\n", + "case.setAMRWindInput('ABL.random_gauss_var', 1.0)\n", + "\n", + "case.setAMRWindInput('BoussinesqBuoyancy.reference_temperature', 300.0)" + ] + }, + { + "cell_type": "markdown", + "id": "5d50609c-7ee2-4c34-a134-d859fef7cd4b", + "metadata": {}, + "source": [ + "### Set up sampling planes" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "49a35061-2426-43ed-968b-e20ff4f2228c", + "metadata": {}, + "outputs": [], + "source": [ + "# Delete all old sampling planes from precursor\n", + "case.listboxpopupwindict['listboxsampling'].deleteall()\n", + "case.listboxpopupwindict['listboxpostprosetup'].deleteall()" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "ec530a17-e88a-4f5b-9085-86eb40f8e2ad", + "metadata": {}, + "outputs": [], + "source": [ + "replacedict={\n", + " 'farmcenterx':case.getAMRWindInput('turbines_farmcenter')[0],\n", + " 'farmcentery':case.getAMRWindInput('turbines_farmcenter')[1],\n", + " 'farmcenterz':90.0,\n", + "}\n", + "\n", + "\n", + "samplingcsv=\"\"\"\n", + "# CSV file should have columns withturbinescsv=\n", + "# name, type, upstream, downstream, lateral, below, above, n1, n2, options\n", + "name, type, upstream, downstream, lateral, below, above, n1, n2, options\n", + "#cl1, centerline, 1, 0, none, none, none, 11, 11, none\n", + "#rp1, rotorplane, 2, 0, none, none, none, 11, 11, none\n", + "#sw1, streamwise, 2, 1, 1, 0.5, 0.5, 11, 11, usedx:0.25 noffsets:1\n", + "#sw1, streamwise, 2, 1, 1, 0.5, 0.5, 11, 11, usedx:10 wholedomain:1 units:meter center:specified centerx:0 centery:0 centerz:90 orientation:y outputvars:velocity;tke;temperature outputfreq:10 outputto:sw_\n", + "#hh, hubheight, 0, 0,1000, 0, none, 11, 11, usedx:10 wholedomain:1 units:meter center:specified centerx:0 centery:0 centerz:90 outputvars:velocity;tke;temperature outputfreq:10 outputto:hubheight_\n", + "\n", + "sw1, streamwise, 2, 1, 1, 0.5, 0.5, 11, 11, usedx:20 wholedomain:1 units:meter center:specified centerx:{farmcenterx} centery:{farmcentery} centerz:{farmcenterz} orientation:x outputvars:velocity;tke;temperature outputfreq:20 outputto:sw_\n", + "hh, hubheight, 0, 0,1000, 0, none, 11, 11, usedx:20 wholedomain:1 units:meter center:specified centerx:{farmcenterx} centery:{farmcentery} centerz:{farmcenterz} outputvars:velocity;tke;temperature outputfreq:20 outputto:hubheight_\n", + "\"\"\".format(**replacedict)" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "5b13e1e1-ca22-462a-bd3f-802e93635134", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['Farm_sw1', 'Farm_hh']\n" + ] + } + ], + "source": [ + "case.setAMRWindInput('sampling_csvtextbox', samplingcsv)\n", + "case.setAMRWindInput('sampling_deleteprev', True)\n", + "case.sampling_createAllProbes(verbose=False)\n", + "# Print out existing list of turbines\n", + "print(case.listboxpopupwindict['listboxsampling'].getitemlist())" + ] + }, + { + "cell_type": "markdown", + "id": "8f989f69-9506-4d6d-85f7-5ddc2ac4dc60", + "metadata": {}, + "source": [ + "## MMC parameters" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "afbdc21e-bbd5-45b9-9d83-a0c4a069601d", + "metadata": {}, + "outputs": [], + "source": [ + "tstart = 0.0" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "73879fa0-4c33-484c-8996-752bcd256838", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[============================================================] 100.0% \n", + "[===============---------------------------------------------] 25.0% \r" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "IOPub message rate exceeded.\n", + "The Jupyter server will temporarily stop sending output\n", + "to the client in order to avoid crashing it.\n", + "To change this limit, set the config variable\n", + "`--ServerApp.iopub_msg_rate_limit`.\n", + "\n", + "Current values:\n", + "ServerApp.iopub_msg_rate_limit=1000.0 (msgs/sec)\n", + "ServerApp.rate_limit_window=3.0 (secs)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[============================================================] 100.0% \n", + "[====================================================--------] 85.8% \r" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "IOPub message rate exceeded.\n", + "The Jupyter server will temporarily stop sending output\n", + "to the client in order to avoid crashing it.\n", + "To change this limit, set the config variable\n", + "`--ServerApp.iopub_msg_rate_limit`.\n", + "\n", + "Current values:\n", + "ServerApp.iopub_msg_rate_limit=1000.0 (msgs/sec)\n", + "ServerApp.rate_limit_window=3.0 (secs)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "NETCDF4\n", + "Wrote heights and times\n", + "Wrote momentum profiles\n", + "Wrote temperature profiles\n", + "Wrote tflux profiles\n", + "Done\n" + ] + } + ], + "source": [ + "# Set the MMC inputs\n", + "zstr, Tstr = writeMMC.makeIC_fromMMC(case.getAMRWindInput('geometry.prob_lo'), \n", + " case.getAMRWindInput('geometry.prob_hi'), \n", + " case.getAMRWindInput('amr.n_cell'), \n", + " all_Ublend, all_Vblend, all_Tblend,\n", + " ldr_time, all_heights, rundir+'/'+ICfilename, tstart, verbose=True)\n", + "writeMMC.makeMMCforcing(case.getAMRWindInput('geometry.prob_lo'), \n", + " case.getAMRWindInput('geometry.prob_hi'), \n", + " case.getAMRWindInput('amr.n_cell'), \n", + " all_Ublend, all_Vblend, all_Tblend, fluxdat,\n", + " ldr_time, all_heights, rundir+'/'+MMCfilename)\n", + "\n", + "# These inputs set up the initial temperature profile (Same as Nalu-Wind temperature profile)\n", + "case.setAMRWindInput('ABL.temperature_heights', zstr)\n", + "case.setAMRWindInput('ABL.temperature_values', Tstr)\n", + "\n", + "# MMC files\n", + "case.setAMRWindInput('ABL.initial_condition_input_file', ICfilename) # this is only for u,v\n", + "case.setAMRWindInput('ABL.mesoscale_forcing', MMCfilename)\n", + "\n", + "case.setAMRWindInput('ABLMesoForcingMom.forcing_scheme', \"direct\")\n", + "case.setAMRWindInput('ABLMesoForcingTemp.forcing_scheme', \"direct\")\n", + "\n", + "#case.setAMRWindInput('ABLMesoForcingMom.forcing_transition', \"directToConstant\")\n", + "#case.setAMRWindInput('ABLMesoForcingTemp.forcing_transition', \"directToConstant\")\n", + "#case.setAMRWindInput('ABLMesoForcingMom.constant_transition_height', 450.0)\n", + "#case.setAMRWindInput('ABLMesoForcingTemp.constant_transition_height', 450.0)\n", + "#case.setAMRWindInput('ABLMesoForcingMom.transition_thickness', 100.0)\n", + "#case.setAMRWindInput('ABLMesoForcingTemp.transition_thickness', 100.0)" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "737088b7-2d07-42ff-8a0c-49de07e177e3", + "metadata": {}, + "outputs": [], + "source": [ + "# UNCOMMENT THIS LATER\n", + "# Add boundary plane inputs\n", + "case.setAMRWindInput('ABL_useboundaryplane', True)\n", + "case.setAMRWindInput('ABL.bndry_file', 'bndry_file')\n", + "case.setAMRWindInput('ABL.bndry_io_mode', '0')\n", + "case.setAMRWindInput('ABL.bndry_planes', ['xlo','ylo', 'xhi', 'yhi'])\n", + "case.setAMRWindInput('ABL.bndry_output_start_time', 7000.0)\n", + "case.setAMRWindInput('ABL.bndry_var_names', 'velocity temperature tke')" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "57c61713-e6a9-459a-abf9-7d21b898b059", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ESTIMATED MESH SIZE\n", + " Level Ncells Cell Size\n", + " 0 337920000 10.0 x 10.0 x 10.0\n", + " TOTAL: 337920000\n" + ] + } + ], + "source": [ + "# Estimate mesh size\n", + "case.estimateMeshSize(verbose=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "faeca78f-9c0b-4811-9e7b-37d33118ec74", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# --- Simulation time control parameters ---\n", + "time.stop_time = 14400.0 # Max (simulated) time to evolve [s]\n", + "time.max_step = -1 \n", + "time.fixed_dt = 0.5 # Fixed timestep size (in seconds). If negative, then time.cfl is used\n", + "time.checkpoint_interval = 1800 \n", + "incflo.physics = ABL # List of physics models to include in simulation.\n", + "incflo.verbose = 3 \n", + "io.check_file = chk \n", + "incflo.use_godunov = true \n", + "incflo.godunov_type = weno_z \n", + "turbulence.model = OneEqKsgsM84 \n", + "TKE.source_terms = KsgsM84Src \n", + "nodal_proj.mg_rtol = 1e-06 \n", + "nodal_proj.mg_atol = 1e-12 \n", + "mac_proj.mg_rtol = 1e-06 \n", + "mac_proj.mg_atol = 1e-12 \n", + "diffusion.mg_rtol = 1e-06 \n", + "diffusion.mg_atol = 1e-12 \n", + "temperature_diffusion.mg_rtol = 1e-10 \n", + "temperature_diffusion.mg_atol = 1e-13 \n", + "incflo.do_initial_proj = 0 \n", + "incflo.initial_iterations = 0 \n", + "incflo.gravity = 0.0 0.0 -9.81 # Gravitational acceleration vector (x,y,z) [m/s^2]\n", + "incflo.density = 1.103707 # Fluid density [kg/m^3]\n", + "transport.viscosity = 1.771e-05 # Fluid dynamic viscosity [kg/m-s]\n", + "transport.laminar_prandtl = 0.7 # Laminar prandtl number\n", + "transport.turbulent_prandtl = 0.3333 # Turbulent prandtl number\n", + "\n", + "# --- Geometry and Mesh ---\n", + "geometry.prob_lo = 625500.0 4021200.0 0.0\n", + "geometry.prob_hi = 649500.0 4038800.0 800.0\n", + "amr.n_cell = 2400 1760 80 # Number of cells in x, y, and z directions\n", + "amr.max_level = 0 \n", + "geometry.is_periodic = 1 1 0 \n", + "zlo.type = wall_model \n", + "zlo.tke_type = zero_gradient \n", + "zhi.type = slip_wall \n", + "zhi.temperature_type = fixed_gradient \n", + "\n", + "# --- ABL parameters ---\n", + "ICNS.source_terms = BoussinesqBuoyancy ABLMeanBoussinesq ABLMesoForcingMom\n", + "ABL.stats_output_frequency = 1 \n", + "ABL.stats_output_format = netcdf \n", + "Temperature.source_terms = ABLMesoForcingTemp \n", + "ABLMesoForcingMom.forcing_scheme = direct \n", + "ABLMesoForcingTemp.forcing_scheme = direct \n", + "ABL.tendency_forcing = false \n", + "ABL.initial_condition_input_file = init.nc \n", + "ABL.mesoscale_forcing = MMC.nc \n", + "ABL.bndry_io_mode = 0 \n", + "ABL.bndry_file = bndry_file \n", + "ABL.bndry_planes = xlo ylo xhi yhi \n", + "ABL.bndry_output_start_time = 7000.0 \n", + "ABL.bndry_var_names = velocity temperature tke\n", + "ABL.bndry_output_format = native \n", + "incflo.velocity = 0.0 0.0 0.0 \n", + "ABLForcing.abl_forcing_height = 150.0 \n", + "ABL.kappa = 0.4 \n", + "ABL.normal_direction = 2 \n", + "ABL.surface_roughness_z0 = 0.0001 \n", + "ABL.reference_temperature = 300.0 \n", + "ABL.surface_temp_rate = 0.0 \n", + "ABL.mo_beta_m = 16.0 # Monin-Obukhov Beta m parameter\n", + "ABL.mo_gamma_m = 5.0 # Monin-Obukhov Gamma m parameter\n", + "ABL.mo_gamma_h = 5.0 # Monin-Obukhov Gamma h parameter\n", + "ABL.random_gauss_mean = 0.0 \n", + "ABL.random_gauss_var = 1.0 \n", + "BoussinesqBuoyancy.reference_temperature = 300.0 \n", + "ABL.temperature_heights = 0.0 10.0 20.0 30.0 40.0 50.0 60.0 70.0 80.0 90.0 100.0 110.0 120.0 130.0 140.0 150.0 160.0 170.0 180.0 190.0 200.0 210.0 220.0 230.0 240.0 250.0 260.0 270.0 280.0 290.0 300.0 310.0 320.0 330.0 340.0 350.0 360.0 370.0 380.0 390.0 400.0 410.0 420.0 430.0 440.0 450.0 460.0 470.0 480.0 490.0 500.0 510.0 520.0 530.0 540.0 550.0 560.0 570.0 580.0 590.0 600.0 610.0 620.0 630.0 640.0 650.0 660.0 670.0 680.0 690.0 700.0 710.0 720.0 730.0 740.0 750.0 760.0 770.0 780.0 790.0 800.0 810.0 820.0 830.0 840.0 850.0 860.0 870.0 880.0 890.0 900.0 910.0 920.0 930.0 940.0 950.0 960.0 970.0 980.0 990.0 1000.0 1010.0 1020.0 1030.0 1040.0 1050.0 1060.0 1070.0 1080.0 1090.0 1100.0 1110.0 1120.0 1130.0 1140.0 1150.0 1160.0 1170.0 1180.0 1190.0 1200.0 1210.0 1220.0 1230.0 1240.0 1250.0 1260.0 1270.0 1280.0 1290.0 1300.0 1310.0 1320.0 1330.0 1340.0 1350.0 1360.0 1370.0 1380.0 1390.0 1400.0 1410.0 1420.0 1430.0 1440.0 1450.0 1460.0 1470.0 1480.0 1490.0 1500.0 1510.0 1520.0 1530.0 1540.0 1550.0 1560.0 1570.0 1580.0 1590.0 1600.0 1610.0 1620.0 1630.0 1640.0 1650.0 1660.0 1670.0 1680.0 1690.0 1700.0 1710.0 1720.0 1730.0 1740.0 1750.0 1760.0 1770.0 1780.0 1790.0 1800.0 1810.0 1820.0 1830.0 1840.0 1850.0 1860.0 1870.0 1880.0 1890.0 1900.0 1910.0 1920.0 1930.0 1940.0 1950.0 1960.0 1970.0 1980.0 1990.0 2000.0 2010.0 2020.0 2030.0 2040.0 2050.0 2060.0 2070.0 2080.0 2090.0 2100.0 2110.0 2120.0 2130.0 2140.0 2150.0 2160.0 2170.0 2180.0 2190.0 2200.0 2210.0 2220.0 2230.0 2240.0 2250.0 2260.0 2270.0 2280.0 2290.0 2300.0 2310.0 2320.0 2330.0 2340.0 2350.0 2360.0 2370.0 2380.0 2390.0 2400.0 2410.0 2420.0 2430.0 2440.0 2450.0 2460.0 2470.0 2480.0 2490.0 2500.0 2510.0 2520.0 2530.0 2540.0 2550.0 2560.0 2570.0 2580.0 2590.0 2600.0 2610.0 2620.0 2630.0 2640.0 2650.0 2660.0 2670.0 2680.0 2690.0 2700.0 2710.0 2720.0 2730.0 2740.0 2750.0 2760.0 2770.0 2780.0 2790.0 2800.0 2810.0 2820.0 2830.0 2840.0 2850.0 2860.0 2870.0 2880.0 2890.0 2900.0 2910.0 2920.0 2930.0 2940.0 2950.0 2960.0 2970.0 2980.0 2990.0 3000.0 3010.0 3020.0 3030.0 3040.0 3050.0 3060.0 3070.0 3080.0 3090.0 3100.0 3110.0 3120.0 3130.0 3140.0 3150.0 3160.0 3170.0 3180.0 3190.0 3200.0 3210.0 3220.0 3230.0 3240.0 3250.0 3260.0 3270.0 3280.0 3290.0 3300.0 3310.0 3320.0 3330.0 3340.0 3350.0 3360.0 3370.0 3380.0 3390.0 3400.0 3410.0 3420.0 3430.0 3440.0 3450.0 3460.0 3470.0 3480.0 3490.0 3500.0 3510.0 3520.0 3530.0 3540.0 3550.0 3560.0 3570.0 3580.0 3590.0 3600.0 3610.0 3620.0 3630.0 3640.0 3650.0 3660.0 3670.0 3680.0 3690.0 3700.0 3710.0 3720.0 3730.0 3740.0 3750.0 3760.0 3770.0 3780.0 3790.0 3800.0 3810.0 3820.0 3830.0 3840.0 3850.0 3860.0 3870.0 3880.0 3890.0 3900.0 3910.0 3920.0 3930.0 3940.0 3950.0 3960.0 3970.0 3980.0 3990.0 4000.0\n", + "ABL.temperature_values = 303.61745471405146 303.868858587108 304.1145462228351 304.3544486987543 304.5875920011584 304.81300715643147 305.02973137144136 305.2368094455341 305.4332955218002 305.6189196574776 305.791520021455 305.9541424129186 306.09700895015317 306.22964852506436 306.3556732505793 306.48015773538464 306.5945960832089 306.69568696584923 306.7913988431376 306.8881139753319 306.9831933764323 307.07792472969277 307.17384305184777 307.26973018398326 307.36889946011377 307.4750465056469 307.58920764546326 307.71211694826206 307.8450013518159 307.9883755069978 308.1458130913051 308.32365502201 308.5284655686835 308.7643868371526 309.03424247116095 309.3414292023855 309.68923271325156 310.0807528872275 310.5193469542744 311.0072053766757 311.54451729950085 312.128962932484 312.75482638263315 313.4132715070998 314.093229892897 314.782036852744 315.46630924381634 316.1331644585193 316.77125789117093 317.3710782404229 317.92544914452264 318.4297620782748 318.88178434958894 319.2813836975001 319.6304905159029 319.9323438232766 320.1910041562701 320.41094448060926 320.5967384305045 320.75281534365206 320.8832852655234 320.9918995820346 321.08200817697093 321.1565503558141 321.2180695947695 321.2687461198826 321.3104336748407 321.34468861069263 321.3728106033952 321.3958805932382 321.41479466971526 321.4302937366957 321.4429884183705 321.45337993291605 321.46188323343864 321.4688396159478 321.4745292753431 321.47918204824276 321.48298633292893 321.4860964732525 321.48863884052713 321.4907168132414 321.4924150726603 321.49380291076267 321.49493700244625 321.4958636942828 321.4966208808754 321.4972395422104 321.4977450026403 321.4981579626232 321.4984953431287 321.498770964935 321.4989961236635 321.49918005141853 321.49933029313974 321.49945301447167 321.4995532535711 321.4996351270294 321.49970199824946 321.49975661429266 321.4998012194146 321.49983764970204 321.4998674042295 321.4998917068733 321.4999115569116 321.4999277703026 321.4999410133614 321.4999518302399 321.4999606653501 321.4999678816658 321.49997377553666 321.4999785888655 321.49998251950063 321.49998572912506 321.49998834984996 321.49999048961377 321.4999922365978 321.4999936628364 321.49999482716913 321.49999577765414 321.4999965535407 321.4999971868815 321.4999977038686 321.4999981258896 321.49999847038 321.499998751576 321.4999989811012 321.4999991684456 321.4999993213573 321.49999944616184 321.49999954802337 321.4999996311577 321.4999996990063 321.4999997543785 321.49999979956766 321.49999983644636 321.499999866543 321.4999998911042 321.4999999111473 321.499999927503 321.49999994084914 321.49999995173926 321.4999999606251 321.49999996787534 321.4999999737909 321.49999997861744 321.49999998255527 321.49999998576806 321.4999999883892 321.4999999905276 321.4999999922722 321.49999999369555 321.4999999948568 321.4999999958041 321.499999996577 321.49999999720757 321.49999999772206 321.4999999981417 321.4999999984841 321.4999999987635 321.49999999899137 321.49999999917725 321.4999999993289 321.4999999994526 321.49999999955355 321.4999999996359 321.49999999970305 321.49999999975785 321.4999999998025 321.49999999983896 321.4999999998687 321.4999999998929 321.4999999999127 321.4999999999288 321.4999999999419 321.49999999995265 321.4999999999614 321.4999999999685 321.49999999997436 321.4999999999791 321.49999999998295 321.49999999998613 321.49999999998863 321.49999999999073 321.49999999999244 321.49999999999386 321.499999999995 321.4999999999959 321.4999999999967 321.49999999999727 321.4999999999978 321.4999999999982 321.4999999999986 321.4999999999988 321.49999999999903 321.4999999999992 321.4999999999994 321.49999999999943 321.4999999999996 321.49999999999966 321.4999999999997 321.4999999999998 321.4999999999998 321.49999999999983 321.4999999999999 321.4999999999999 321.49999999999994 321.49999999999994 321.49999999999994 321.49999999999994 321.5 321.5 321.49999999999994 321.5 321.5 321.5 321.49999999999994 321.5 321.5 321.5 321.5 321.49999999999994 321.49999999999994 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5\n", + "ABLMeanBoussinesq.read_temperature_profile = false \n", + "ABL.perturb_velocity = true \n", + "ABL.perturb_ref_height = 50.0 \n", + "ABL.Uperiods = 4.0 \n", + "ABL.Vperiods = 4.0 \n", + "ABL.deltaU = 1.0 \n", + "ABL.deltaV = 1.0 \n", + "ABL.perturb_temperature = true \n", + "ABL.theta_amplitude = 0.8 \n", + "ABL.cutoff_height = 100.0 \n", + "time.plot_interval = -1 \n", + "io.plot_file = plt \n", + "\n", + "#---- postprocessing defs ----\n", + "incflo.post_processing = sw_ hubheight_ \n", + "sw_.type = Sampling \n", + "sw_.output_frequency = 20 \n", + "sw_.fields = velocity temperature tke\n", + "hubheight_.type = Sampling \n", + "hubheight_.output_frequency = 20 \n", + "hubheight_.fields = velocity temperature tke\n", + "\n", + "#---- sample defs ----\n", + "sw_.labels = Farm_sw1 \n", + "hubheight_.labels = Farm_hh \n", + "sw_.Farm_sw1.type = PlaneSampler \n", + "sw_.Farm_sw1.num_points = 1201 41 \n", + "sw_.Farm_sw1.origin = 625500.0001 4030000.0 0.00010000000000331966\n", + "sw_.Farm_sw1.axis1 = 23999.9998 0.0 0.0 \n", + "sw_.Farm_sw1.axis2 = 0.0 0.0 799.9998 \n", + "sw_.Farm_sw1.offset_vector = 0.0 0.0 0.0 \n", + "hubheight_.Farm_hh.type = PlaneSampler \n", + "hubheight_.Farm_hh.num_points = 1201 881 \n", + "hubheight_.Farm_hh.origin = 625500.0001 4021200.0001 90.0\n", + "hubheight_.Farm_hh.axis1 = 23999.9998 0.0 0.0 \n", + "hubheight_.Farm_hh.axis2 = 0.0 17599.9998 0.0 \n", + "hubheight_.Farm_hh.offset_vector = 0.0 0.0 0.0 \n", + "\n", + "#---- extra params ----\n", + "#== END AMR-WIND INPUT ==\n", + "\n" + ] + } + ], + "source": [ + "# Write the input file\n", + "print(case.writeAMRWindInput(rundir+'/'+amrfilename))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e74f9348-8ae7-4977-879d-ff2c5a40421d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d5be7493-28cf-4bfd-8af3-46e6e4222c6c", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/MMCprofiles_Ph3_try1.ipynb b/amr-wind/actuator_line/AWAKEN_benchmark/setup/MMCprofiles_Ph3_try1.ipynb new file mode 100644 index 00000000..6a455285 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/MMCprofiles_Ph3_try1.ipynb @@ -0,0 +1,443 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "2ab64699-0bf6-42f5-a69e-20e10221a400", + "metadata": {}, + "source": [ + "# MMC profiles for Phase 3" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "dba3ed11-3a7c-44e2-8153-5dd77da5d3f7", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/ascldap/users/lcheung/.local/lib/python3.9/site-packages/pandas/core/computation/expressions.py:21: UserWarning: Pandas requires version '2.8.4' or newer of 'numexpr' (version '2.8.1' currently installed).\n", + " from pandas.core.computation.check import NUMEXPR_INSTALLED\n", + "/ascldap/users/lcheung/.local/lib/python3.9/site-packages/pandas/core/arrays/masked.py:60: UserWarning: Pandas requires version '1.3.6' or newer of 'bottleneck' (version '1.3.4' currently installed).\n", + " from pandas.core import (\n" + ] + } + ], + "source": [ + "import xarray as xr\n", + "import matplotlib.pyplot as plt\n", + "from datetime import datetime\n", + "import pandas as pd \n", + "import numpy as np" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "d61d631f-b38b-46bb-9079-821da6533d49", + "metadata": {}, + "outputs": [], + "source": [ + "tstart = np.datetime64('2023-08-24T03:00')\n", + "t_5AM = np.datetime64('2023-08-24T05:00')\n", + "t_7AM = np.datetime64('2023-08-24T07:00')\n", + "tdeltas = [0, 0.5, 1, 1.5, 2, 2.5, 3, 3.5, 4]" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "33d45d1e-4309-423f-ab09-1f93eaccf9ca", + "metadata": {}, + "outputs": [], + "source": [ + "# Open NetCDF files\n", + "ds_A1prof = xr.open_dataset('Phase2_Data/A1_profiling_lidar_10min.nc')\n", + "ds_A1scan = xr.open_dataset('Phase2_Data/A1_scanning_lidar_10min.nc')\n", + "\n", + "# Open the NetCDF file\n", + "ds_temperature = xr.open_dataset('Phase2_Data/B_ASSIST.nc')" + ] + }, + { + "cell_type": "markdown", + "id": "94f11555-3167-45db-9610-be73ea9bb021", + "metadata": {}, + "source": [ + "## Create WS/WD profiles" + ] + }, + { + "cell_type": "markdown", + "id": "a45ed9ff-1436-41bc-817a-e9135e8db436", + "metadata": {}, + "source": [ + "### A1 scanning lidar" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "3ca3707e-6542-438c-88e9-9a5a53128f18", + "metadata": {}, + "outputs": [], + "source": [ + "# For scanner\n", + "A1scan_z = ds_A1scan['height']\n", + "tvec = ds_A1scan['time'].data\n", + "\n", + "MMCdates = []\n", + "A1scan_WS = []\n", + "A1scan_WD = []\n", + "A1scan_TKE = []\n", + "\n", + "for t in tdeltas:\n", + " ttarget = tstart + np.timedelta64(int(t*3600), 's')\n", + " ttarget_m25 = ttarget - np.timedelta64(25, 'm')\n", + " ttarget_p05 = ttarget + np.timedelta64(5, 'm')\n", + "\n", + " im25 = (np.where(tvec == ttarget_m25))[0][0]\n", + " ip05 = (np.where(tvec == ttarget_p05))[0][0]\n", + "\n", + " WSm25 = ds_A1scan['WS'][im25, :]\n", + " WSp05 = ds_A1scan['WS'][ip05, :]\n", + " \n", + " WDm25 = ds_A1scan['WD'][im25, :]\n", + " WDp05 = ds_A1scan['WD'][ip05, :]\n", + "\n", + " TKEm25 = ds_A1scan['TKE'][im25, :]\n", + " TKEp05 = ds_A1scan['TKE'][ip05, :]\n", + "\n", + " WStarget = (WSp05 - WSm25)/(30.0)*(25.0) + WSm25\n", + " WDtarget = (WDp05 - WDm25)/(30.0)*(25.0) + WDm25\n", + " TKEtarget = (TKEp05 - TKEm25)/(30.0)*(25.0) + TKEm25\n", + " \n", + " MMCdates.append(ttarget)\n", + " A1scan_WS.append(WStarget)\n", + " A1scan_WD.append(WDtarget)\n", + " A1scan_TKE.append(TKEtarget)\n", + " #print(ttarget_m25, ttarget, ttarget_p5)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "06067727-e241-4ccc-a717-c627f0deedea", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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8eNBkExgYSGJiolm95ORkRo4ciUwmY8+ePfUckCMjIzl8+DCRkZGmY8pgFHt6vZ74+Hjs7Ozq1WuK2nOuS905N4STkxNjx45l/fr1bNiwwWy1prH+OnbsWK8/W1tbXFxcWmx7q5FEjYSExE1FEAQEpQKZ8u76uLkRWz13CjqdjieeeILdu3fz9ddfM378+Ho2vXr14vfffychIcFMXCQkJJCdnV0vLktz2myM6u2JgoICALy9vevFcale2anu+9ixY/WcXo8fP46vr6/JnyYzMxOgXsDA6jHX/vuf//zH1D/UX13IyMhgxIgRlJWVcfDgwXqiCyAlxZi+cPLkyRbnGRoayrhx4/jpp58s3m+Ibt26YW1tzbFjx3j55ZfN7h0/fhxra2u6du3aZDsajQaDwUBxcXGjoqb2a1xXqJw4cYIHHnjA5PjbEttbTnPPft8vF1KcGolGMBh0Yl7eH7d7GM1Gr9ffEXFYDAaDWJ5YJBr0hts9FDPuhzg1er1enDZtmgiI69evb9DuzJkzjcapOXv2bIvbFEVRzMrKslj+5ptvioD4xRdfNGsePXv2bDBOzeuvv24qq46V8tJLL5nVLywsFH19fUV/f/9m9ZeTkyN26tRJdHR0FKOiohq0i4uLE7ds2VLv6ty5s+jq6ipu2bJF/OMPy58ZTcWpmTRpkmhnZyempKSYyqrj1NSOw1NaWiqWlpbWq5+cnCy6urqKQUFB9eYWGxsrlpWVmcoqKipEb29vsWfPnqJOpzOVV7+eq1atapVtQ9ysODV3108nCYnbiMFQyYWLb5Cd/QudOv0bX58pTVe6jeh0OrZv38758+d59NFHG4yAerPRZpZR8GM8lYnFuM3ohG1X96YrSdwwFixYwHfffcfQoUOxtbWt51sxatQovLy86NGjB7NmzWLVqlWUlJQwcOBAjhw5QkREBC+99JLZ0evmtgnw0ksvkZeXx7BhwwgICKCwsJDffvuNvXv3MmjQIJ566qlmzWPFihWMHDmSwYMHM2vWLIqLi1m+fDl+fn5mp5EeffRRwsLCWLduHZmZmYwePZri4mI2bNhAeno6ERERzepv9OjRxMbG8vLLLxMbG0tsbKzZ/RkzZgDGiLiWouKuXr2aoqKiettgLeGjjz5iz549DBkyhHnz5gHGiMJyuZyPPqpJeRgXF8fw4cOZOnUqHTp0wN7ensuXLxMREUFJSQlffvllvbHVPdJtbW3N8uXLefLJJxk+fDhPPfUUqampLF++3PRvo5qW2N5ymqt+7pcLaaVGogEKC6PFvfvai3v2thX37A0RM7N+ud1DapS0tDTxn//8p/jBBx+ICxcuFC9evHhbxqEt0Igpfzssprx9SMxcGS0aDHfOas39sFIzdOjQ6l+7Fq/9+/ebbLVarbho0SIxODhYtLKyEoODg8VFixbVixDckjY3b94sPvzww6Kvr69oZWUl2tvbi7179xaXLl1aLypxUxw4cEAcNGiQaGtrKzo7O4tTp04VExMT69kVFxeL77//vtilSxfRzs5OtLOzEwcOHChu27at2X01Nj/jV2fj3IiIwqIoimfPnhXHjBkj2tvbi/b29uLDDz9stmomisaVl1deeUXs0qWL6OjoKCoUCtHPz0+cNm2axVWmDz74oN77VM0PP/wg9uzZU1QqlaKHh4f4wgsviLm5uRbH1hLbutyslRop91MdpNxPEo2RlfUzMRfmAwYEwYr27d/Hz3c6giDc7qFZ5OLFi3z//feA8WTH008/bYrkeisp2BpH2Umjr4PbzC7YdqwfnO12cD/kfpKQuBO5WbmfpPCfEhItwMtrHJ06Gpd9RVHL5cv/4MKF+eh0d048k9p07tyZcePGAUbHyW+//dbkSHkrcRhak624PDbvlvcvISFxfyD51EhItBBf36nI5DZcuvQ39Ho1Wdk/IZNZ07nz0ts9NIt069aNs2fPkpqaSkVFBVu2bGHOnDk3ZXVJNIjoCyvQZqvRZZWhzVIbH2fX5JipTL0zBaCEhMTdjyRqJCRagbfXozjYd+bM2ecpL08lL//Q7R5SPdRqNQcOHODMmTNmAcaAGyZoDGotZVFZaDONAkaXrUbUNh56WO58d0QUlpCQuPuQRI2ERCuxs2uHq+tA0tO/o7IyF72+HLm84TgQt5odO3Zw6dIl03MbGxt69epVLwHe9ZAfGUf5hUa2kwRQuNmi8FRh5aXCyluFbRfp9JOEhMTNQRI1EhLXgZ1dqOlxSUkMzs69b+NozHF2djZ7bmdnh7OzM+Xl5djb29+Q1RorD1vKG7gnKOXY9fbCtosb1m0cpQzeEhISNx1J1EjcO4gi3OJTSE5ONSfkEhJX06P7emSyOyMVwOjRo/Hw8GDv3r2o1Wry8vL4+eefAaPACQoKMl3u7u6tEjmOY4Kw6exGxZUCyq8UUJlSYjyACYgVekqPpFN6JB1BKUfZzhmb9i7YtHdB4Xr9K1qiwYCushKrRqKkSkhI3F9Iokbi3mH/IrjyG4SMgHYjIKAfKG6uwHB06IqDQxdKSi6Qn3+Yc+dewt//aVxcBtywrahnfn0GG7kNgY6BBDkFEegYSKBjIL52vshl8gbryWQyevXqRefOndm/fz9RUVEYDEZ/l7KyMi5cuMCFCxcAo8gJDg6mU6dOhIaG1ktS1xCCIKBs44iyjSOOIwPRl2mpiC+kvErkGEqMvjxihZ7yi3mUXzRuVSncbXF6OOi6AvFdOXGUfRFr6ff4VLqPfARFM8csISFx7yLFqamDFKfmLmb9MEg/XfPcyg6CB0O74UaR49bupqzkVFRkERX9BOXlqaYymcwWN7fBeLiPxM3tIaytWxeXpVxXTp+v+1i8ZyWzIsAhwCh2HGvETqBjIO629VdeKioqSElJITExkcTERNLS0rD0/1+hUBAaGkrnzp1p3749SmXrHHtFUUSbqabiSj7lVwqoSCwGfa3+ZOD9Rm8Ubi3P5msw6PnyjVfJTze+5g5uHvSfPI0uQ0ciVzT/t5oUp0ZC4vZws+LUSKKmDpKouUsxGGDHXIjfDaVZlm3cO8CU/4F300ngWopancCFi29QXGwpy7EMR8fuODk9gJNjGE5OPVEqfZq13ZOtzubNg2+SWJxIfnl+s8djZ2XH1PZTeaP3Gw3a1BY5CQkJFrMBy+VyAgMDCQwMJCgoCD8/PxQtEA21MVToqbhaiOZCHupo43tkHeSI4/A2KNs5I8ibLzh1Wi2nftnOn9t/oLys5oi4k5c3PUY+QpehI1A5OTfZjiRqJCRuD5KouUVIouYuRxQh+yLE74Wr+yDpKOgrau67BMErx8BadVO612hSyMndQ27OHgqL/kQU62cKBlBae+Ho9IBR6Dg9gIN9V+Ry44pISWUJmWWZZKuzyVZnk6XOIkudxbXCa5zLPYfOoGvWWKxkVpx48gRWcqtm2ZeUlBAbG8vFixdJSkpqcBXH39/fJHL8/f2xsmpe+9WIokj2J6fRppeZymQO1qjCPFD19MLax67ZbVWoy4j66Ueif/4Rbbmmpj25gpDe/eg2YgyB3cIQGsgYLIkaCYnbgyRqbhGSqLnNiCLoyqGyzHhp1VCphsrSqseWytSgrbI3PVYb75XlQlm2eR+D34AR79/0qWi1ReTlHSAndy9FRdFUVDQcyVcmU+LqMpALGgWr4w5TYmjdNplSrsRT5YmnypPH2j3GxNCJrWqntLSUy5cvc+nSJZKTk6moqLBoJ5fL8fPzM4mcgICAZvnj6PI05P9whcqE4nr3FF4qVN3cse3mjpVX8wSOuriIqJ+2cX7f75SXmLfp17Ezk//+L6ys62+jSaJGQuL2IImaW4QkalqIwQClmVCSWUtwtFB4VJbWelyG6fjMzaL9I/Dk5pvbhwXKyzMoKj5NUZHxKim5gChWWrRNrJARo5ETo5GTqRMAAWelM14qL5NoqX7sZedleu5o7XjDIwUbDAYyMzNJTEwkKSmJpKQkysstH+SWyWT4+vqaiRybRk4n6fI0qE9nU3Y6G31e/TYVnrbYdvNA1c0dhZeqybnptFriTx7l/L7fSI45Zyp/cMqTDJj6ZD17SdRISNweJFFzi5BETR30OihJh8JkKEwx/i1KrnlelAoG7e0epRErlfGyVhmdhK1VYG1X89hKBSo36P2ccRvqNmMwVFBScoGiotPk5R+moOA4olj/tdRgRzu/yXh5jsbZqQ8y2e09tGgwGMjOzjYTOWq1ukF7Ly8vAgICTJeLi0s9cSKKIpXJJahPZ6OJycVQWv91MAmc7s1bwSnITOf7he9QWpCP3MqK8X99m5A+5oEHJVEjIXF7kETNLeK+FDUGA2TFQMZZKEoxFzDFadCAX0irUNhUCQ/7GqFhbVcjRsxESAPCxNquVh27GjHTgN/E3YJOV0Je/mEys38jM/t3FNRfxVEonHB3G4a7+whcXQdhZeV0G0ZqjsFgIDc31yRyEhMTKSsra9Dezs7OJHCCgoLw8fFBVuu9Ew0ilYlFqM/nGgVOiSWBo0LVvektqsvH/uCnlYuNTwSBQdOepu/jU02i6n4QNVFRUWzatIl9+/aRkJCAnZ0dXbp04d1332XkyJFmtnq9nqVLl7JhwwZSUlIICAjghRde4M0330Qul7eqzdjYWD788EOio6PJyMhAJpPRtm1bZs6cySuvvNKi03WHDx/m73//O9HR0SiVSkaPHs2SJUto06aNmZ1Op2Pt2rVs2LCBq1evolQq6dSpE/PmzWPq1KnN6mvbtm1s3bqV48ePk5aWhpeXF/379+fDDz+kffv2jdZ9//33+de//oWfnx+pqcYTegcOHOChhx5qVt8ffPABCxcuBCAmJoa33nqLP/74A4BBgwaxZMkSunY1P/CwZMkSdu7cyeXLlykqKsLLy4t+/frx97//nbCwsCb7rKioYO7cuZw8edK0GhsQEMDYsWN555138Pb2rldn27ZtfPTRR8TExODo6Mhjjz3G4sWLcXVt+rSnJGpuEfeNqClIhGsH4doBSDgI6pZkThbA0Rec24BTgPGvow9YO1QJDlUdEVJLwDQSV0WiBoNBy5GrG4lP+4H21hrKy1MsWMlwdOyBm+sgXN0G4+jQ47av4oBx1SUvL4+kpCSSk5NJSUkhP7/hk1sqlYq2bdsSEhJCu3btcHBwqGnLIFKZWIwmJhf1+RzLAqfaB6e7B1ae9R3AT/26kwNf/hdRNMboGTVrLt1HjAHuD1EzZcoUDh48yOTJk+nZsyelpaVEREQQExPDp59+yiuvvGKynT17Np999hnPPfccAwYM4OjRo0RERDB79mzWrFnTqjZ///13li1bRr9+/fD390ev13PkyBG+/fZbxo0bx86dO5s1jyNHjvDQQw/RuXNnXnzxRYqKilixYgUqlYro6Gjc3WtiHr344ots2LCB8PBwhg0bhkaj4auvvuLUqVN88sknzJkzp8n+3N3dcXd3Z+LEiYSEhJCcnMyaNWtQq9UcPny4+su2HnFxcXTr1g2FQoGzs7NJ1GRlZbF7924z20WLFpGVlcWqVavMyrt370737t2Ji4ujT58+uLq6MnfuXABWrVpFYWEhJ0+eJDS0JqL51KlTcXJyolOnTri4uJCamkpERATp6ekcOHCABx98sNH5FhcXM3LkSAYNGkRwcDC2trZcuHCBzz//HGdnZ86dO2cWpfz7779n2rRpDBkyhKeeeoqUlBSWL19Ox44dOXr0aJNiVRI1t4h7WtRkx8KXj0JZTvPsXYLBowO4h4J7e+OWjVMAOPrd9KB2EjWIokhZWRy5uXvIyd1LcfEZi3YKhQMuLgNwcx2Cu/twlErPWzvQRigtLSU1NdUkctLT09HrLa8Aenl5ERISQq9evcx+8VULHPX5nIZXcLxUqLp7GFdwagmcxLOn2PGfj9BWlOPg5sFfVq1HrrC6L0TNkSNH6N27t9mXjEajISwsjJycHLKzs1EoFJw/f54ePXowd+5cPv74Y5PtX//6Vz755BPOnj1Lt27dWtRmY8yZM4c1a9Zw6dIlOnTo0OQ8evfuTVZWFhcvXjQJ3+joaPr06cMbb7zB0qVLAeMpPhcXFx577DEiIyNN9dVqNcHBwfj4+HDmzJkm+9u3bx/Dhw83K4uNjSUsLIwxY8awY8cOi/XGjBmDIAiUl5cTHx9vEjWWGDZsWKM2U6ZMYdeuXcTGxhIQEABASkoKnTp14pFHHmHLli2NziEzM5OAgACmTJnCt99+26htQ/zwww9MnTqVtWvX8tJLLwGg1WoJDAzEx8eHEydOmN7rbdu2MWnSJFavXs2rr77aaLs3S9Tc/p91ErcGUYSvJjZf0AAUJBivK7uMz+XWxu0jhQ1Y2YDCtupvdZltrb/KWvevw05a2UEQBOzt22Nv356goNlUVGSTl3+I/Pw/yM8/glZrXAXR6UrIyfmNnJzf4DI4OvbA3X0E7u4jsLfrcMMdiFuCvb09HTt2pGPHjgBUVmrJyEjn2rVrxMfHm8XIycrKIisri2PHjtGzZ0+GDh2Kg4MDgkxA2dYJZVsnnB9tZ9yiOpdr5oOjy1JTvDuJ4t1JxuSZ3Tyw7e6OX8fOuLcJJCPuMiV5OSTHnCM4zPIv7XuNgQMH1iuztbVl/PjxLF++nIyMDAICAti8eTOiKDJ//nwz2/nz57Nq1So2b95sEjXNbbMxgoKCACgsLGxyDnFxcURHR/P++++breT16tWLwYMH880335hETVlZGXq9Hh8fH7M2VCoVzs7OqFTNC+dQV9AAdOrUia5du5oicddly5YtHDhwgHPnzpkEQGspLS1l586dhIeHm72WAQEBTJ48me+++47S0lLs7e0bbMPT0xNbW9t6r3Fubi65ubm0adOmydfD0vt04MABMjIyWLRokZl4nThxIoGBgXzzzTdNipqbhSRq7hcEAfx6waWfWt+GvtJ4VdQ/hnvTkFlZED8WBJFzG+g8Efx63vL8T7capdITX58p+PpMQRQNphQNefl/UFQUjSga49gUF5+luPgs164tx8bGD3f3kXh7jcfR8YHbJnCKcjT8+XMCmhItj87tQWBgIA899BBqtdokcK5evUpJSQkGg4GoqCjOnDnDoEGDGDJkiMn3xihwnFG2dcZ5QjsqEorQnDcXONpMNdpMo8ApEQtwKXRDbeVBmawYZ2+fxoZ5X5Ceno5CoTCthkVFReHl5UVwcLCZXXBwMJ6enkRHR7e4zdqo1WrUajVlZWWcPHmSJUuW4OvrS/fu3ZtsNyoqCsDiFkr//v05dOgQmZmZeHt74+3tTZcuXYiIiKBPnz6m7ad169aRkJDAsmXLmuyvIURRJDMzs54PDxhFyGuvvcb8+fObtfLUFOfPn6eysrLBOW/cuJGYmBj69zd3fs/NzcVgMJCens6KFSsoKSnh4YcfNrNZvXo1H374Ifv372fYsGFm97RaLUVFRVRWVnLlyhXefvttBEFg9OjRJpvG3o9+/fqxc+dODAaDma/crUISNfcT0zYZTyvpykGrMf7VlYO2HHSaOn/Lze20GtBVWLCrKq9b1swAcU1i0EKFFiyHSTHn6CfGLbOuk6HbFPDsdGPGcAcjCDIcHbvh6NiNoKDZVc7Gf5Cbu4fc3APodIUAlJenkZr6JampX2Jj44+X13i8vB69ZSs4pQUVRP2aSOwf6RgMxi3v9LgCfENdAOOv6K5du9K1a1dEUeTy5cvs27eP7OxsdDodBw4cQBAEhg4dWv81kAnYtHPGpp0zzo9WC5wcNDF5GMqMAsdBcKGby2C6uQxGcJQj/KmhvHOhMXrAva2BLRIbG8vWrVuZMGECdnZGR+v09HT8/Pws2vv5+VmMON1Um7VZsmQJH374oel5v379WL9+Pba2TafJSE9PN43D0tgA0tLSTM6skZGRzJgxg5kzZ5rsnJ2d+fnnnxk1alST/TVEtY/KO++8U+9etWPvP/7xj1a3X5vmzrkuHh4epsdOTk689957Jn+c5lDtu1RNUFAQmzdv5oEHHmj22DQaDQUFBbi5uTW73xuFJGruJwQBnBtfEr5h6HX1hVF5MVQUQXlzr2JjPJuWUJAAh5cZL4DZJ8Cz442f3x2KQuGAl+cjeHk+gsGgo6j4tNEXJ2cPGk0iAOXlqSQlrSUpaS12dqH4+jyBj88krKycb/h49DoDf/6cwJndKeh1BlO5Z6ADMoXlX3GCINCxY0fat2/P+fPn2bVrFxqNhv379+Pr62vmHFmvrlzAJsQZmxBnnCeEUJFQSMK2o1hlK7CRG5fZxeKa7OHlQ2xQBjuhV2uR2SgQZLUUTuQLkHvlxrwQNwL39jB5w3U3U1RUxOTJk1GpVKxYscJUrlarzbZ2amNjY0NxccMrtA21WZtnnnmGQYMGkZeXx759+zh37lyjDuS1qQ4ZYMn5tDoOkkZTE1FapVIRGhpK3759GTFiBMXFxaxZs4ZJkybx66+/MmjQoGb1W5vTp08zd+5c+vbta+YIDcYTSh9//DEbN25sdDuoJbR0ztXs3r0bnU5HfHw8GzduNK261I4XtXDhQpMIq0uPHj3YvXs3arWa06dPs23bNnJzc2/I2G4Fkqi5VxFF0GuNKQJ0lVV/q666ZfrKOvdqlZn9LW/kXoXxfkP39M1ZarkJnNoID390e/q+zchkClyc++Di3IeQdu9QWnqRzKydZGX9REVFBgBlZXHExS/i6rVleHmOw8/vSRwdw27I6k1+Rhm7/3eB3JSa3Exufnb0fbQtwT3qJ9ysP34ZPXr0wN7enk2bNiGKIjt37uTVV19t1jFgo8BxQTHEhR3L/w83pR9dggfjZ9cefb4x0J+oNyDqDOjzy9ELICgVyGzlRoGTe8UY5uAeQqPR8Oijj5KQkMCuXbvMtlFUKlWDkaPLy8sbXFFprM3atG3blrZt2wIwbdo0VqxYwejRozl79iydOnVCr9eTk2Pu82dvb4+9vb3J78PS+KoDQVaPr6SkhAEDBjB9+nSWLFlisgsPD6dLly7MmjWLixcvApCfn09lZU3oBLlcbrbSUU18fDxjx47F29ubH3/8sZ4T9OzZs0193ihaMufa1D5S//TTT9O9e3fy8/PZtGlTs/p1cXExtTFhwgTGjRtHv379sLa25oUXXqg3troRxBsb261AEjX3EiWZ8M004yknfSU3PTLvnUK1A7PcGuRWUGL8wiZ4KPR8+vaO7Q5BEAQcHLrg4NCFkHZvUVR0qkrg7ESnK8JgqCAjcysZmVuxt+9Mm4CZeHmNRyZreYZuURSJOZjGkch49Frj6oyds5IBk9sR2svLfDWkGbRr147Bgwdz6NAhiouLOXToUIu2EIJ79sE9MIicpAQOXvqWsNHjGfLs02gu5lGkq/UlKoJYrkNfrkNPBQr7tgheIsiEO2OHyr3x2ChNUVlZycSJEzl+/Dhbt26tt5Xn6+vL2bOWRVxaWprZ9kNz22yMJ598ktdff51NmzaxaNEiUlJS6vnzVMdr8fX1NY2j2lm59tigZivkhx9+IDU1lSlTppjZ2djYMHbsWFavXk1ubi7u7u5MmjSJgwcPmmwCAwNJTEw0q5ecnMzIkSORyWTs2bOnngNyZGQkhw8fJjIy0nSiB4xiT6/XEx8fj52dXb16TVF7znWpO+eGcHJyYuzYsaxfv54NGzY0Gt27IXr37k379u2JiIgwiZraY6t2/q89NltbW1xcXFrc141AEjX3EiknIePM7R7F9aGwBaVDzWXjCMrqy6HO5QhKe6PDsFxZ9de65q+VChy8bveM7jgEQYazc2+cnXsTGvIu2dk/k5r2jemoeGnpRS7GvkX81aX4+z2Fn9+TWFs3b29cXVzJvo2xJMXUxD0K6eXJ0Cc7YGPXssSXtRk8eDDnzp2jsLCQEydO0L9//wa3SuqisLJi4tsf8M17b1Can8eZ33/Ct2MnOj00FGV8JYgicmclhnI9YoXO9FtAN/QT4wNBQGarQKZSICjlt/UUWWvR6XQ88cQT7N69m6+//prx48fXs+nVqxe///47CQkJZuIiISGB7OzsenFZmtNmY1RvTxQUFADg7e1dL45L9cpOdd/Hjh2r5/R6/PhxfH19Tf40mZnGHGuWQgbodDqzv//5z39M/UP91YWMjAxGjBhBWVkZBw8erCe6wHjEGmDy5MkW5xkaGsq4ceP46aeWHdLo1q0b1tbWHDt2jJdfftns3vHjx7G2tq4XgM8SGo0Gg8FAcXFxq0RNdRu1X6fa70ddUXPixAkeeOCB2+IkDJKoubcIHQ1D3zZmqTZtL9X9a2G76UY59d4IdBrjVTcJZWsZ+g489O6NaeseRC63wcdnMj4+kykpuUBq6iYys7ZjMFRQWZnDtYSVJCZ9hq/PE7Rp8wK2tv4NtpWVUMzPn55FUxU/xspGztDw9rTv533dQsDKyorhw4ezdetWdDodhw8fZuzYsc2u7+DmzuNv/oNv/7EAvU7H7nWfoFBYIbh5giAgt7dGbm+MhWMo1yFqdBjK9cZtXFHEoNZiUGtBXiVwbBUI1neHwDEYDMyYMYPt27ezfv16wsPDLdpNmzaNxYsXs3LlSrM4NStXrkQQBKZNm9biNgGys7Px9KwfM+nTTz8FjA7DYFxJqRuNuJr27dvTs2dP/ve//7FgwQKzODWHDx/mtddeM9lWf8l++eWXZqdzioqK2LFjB/7+/iYB1FAAPTCeIhoxYgTZ2dns27ePzp07W7QbP348/v71/1988MEHZGZmsm7duhav0oBx6238+PFERkayaNEiUx8pKSlERkYyfvx4k/9OdQTvug7aKSkp7Ny5k6CgILP3wNKR7tzcXFxdXeuJkV9++YWkpCQzp+thw4bh7e3N6tWreeaZZ0zRprdt20ZSUhJvvPFGi+d7o5CC79XhVgbfU1fqOHg5B09HG3oF3p6lOsCYJqFBX5ravji1yxoSS+WNC6nm+O/cyFxS7YbD09tuXHv3AZWV+aSlf0tq6iYqK2vEpSDI8fJ6lKDAV7CzMw+YlXAul9//G4OuarvJp50TI5/rzPbsH+jj3YeOrtfvrK3X61mzZo3JufTpp5+mXbt2LWrj7O5f2LPhU9PzAS/Nxz0g0KLzsWioFjM6xEoLgQLvEoHz+uuvs2LFCoYOHWraPqjNqFGj8PIyrmi+/PLLrFu3jueee46BAwdy5MgRIiIieOmll1i7dm2r2pw4cSJ5eXkMGzaMgIAACgsL+e2339i7dy+DBg1i//79TQbqAzh06BAjR46kc+fOzJo1i+LiYpYvX45SqeTUqVMmXxidTkefPn04c+YMjz32GKNHj6a4uNiUMiEiIsLsC7ohevbsyenTp3n55ZctxuWZMWNGo/WbCqzXHJvLly/Tt29f3NzcmDdvHmCMKJyXl8fJkydNR8fPnDnD8OHDmTp1Kh06dMDe3p7Lly8TERFBSUkJ27ZtM1tJW7hwYb0j3StXrmTNmjU8/vjjtG3bFp1OR1RUFN988w3u7u4cO3bMFLMG4Ntvv+XJJ580RRROTU1l+fLlhISEcOLECSmi8J3CzRY1hepK9sRmsysmk8NxOVToDIzr7sOaJ++x6MXXg8FQFROnShhVOyCnn4bIvzS/nYB+MPVLYwoHiRZjMFSSlfUTScnrKSuLM5ULgoLOnZbi4T6eq6eyObcrjqz0GiEakLKHkf95lgPWV3n78NvYKmz59+B/81Cb5uW9aYzExES++OILwOisOGPGDNP+fnMQRZHon3/k8DdfYNDr6TppOv6duuLn5YmNnQPWKpXFZXODVm8UNxodYq1TXCZkAjKlHMFGgcxGjiC/c/KQDRs2zMxvpC61v9h0Oh1Llixhw4YNpKam4u/vzwsvvMBbb71lJjxa0uZ3333HF198wblz58jJyUGpVNKxY0emTZvG3LlzW5T76eDBg7z33num3E+jRo1i6dKlBAYGmtmVlJSwbNkyIiMjTT4yYWFhLFiwgMcff7xZfTUlUpv67rwRogbg3LlzvPXWWxw5cgQw5n7697//bRbfJzc3l/fff59Dhw6RkpKCWq3Gy8uLQYMG8eabb9ZbkbIkaqKiovjPf/7DiRMnyMzMxGAwEBgYyCOPPNJg7qfIyEg++ugjLly4YJb7qTlHuSVRc4u4GaJGbxD5eM8VVu2Lb9Bmy8sPYmslx1ohw0ouw0ouYC2veqwwPreSyZC10MnyniI1GjbUj/JZD0FmTOfgFgJu7cC1Hdi6GP1vrKsu02M741+5tBPbEKJoIDd3H4lJaykuPl1VKJB7ajq5V2sJFdFAaPwPBKQdRP9iOM967qDSUIlCpuC/o/5Lb+/eN2Q8+/bt49ChQwBYW1szbdq0Fq/YZMRf5udVSwkY+BD+HbviZm9cghdkMpQqO2zs7VHaqhDqCBxRFBG1BgyaRgQOIFjJEWyqTlFZy+7YVRwJiduFJGpuETdD1KzZH8/S3y7fkLYUMqFG9JgEUJXokctQ1i5TyLCWC7VsZFgr6jyvvq+o89xU31IdGVZVZda1+1fUPJffLPGVdgqSjkBePORdNV4l6dffrsLWKHCU9jWJORsSQUqHWo8bsL+HcmOJoog2KYmMvce4mHMUq96/IsiMnxuFCQPIiZ6Ce8YlAtVn8RvYkT/a61lW+RMa0XhU9sMBHzIpdNING4/BYOC3337jxIkTgPHo9+OPP96syLS1qdSoOX/6NCpHR1xs6ztQCjIZNnZ2KO0cUKpsEQTLAkcsN/rfWNyiAuMqjo3xqLigVLT49JeExL2IlPvpLsbDvuXHYhtCZxDRGfRobqDbyc1AJlBLANWILqNIMhdi9Z6bRJXx+bAOngxtXxU7wq+n8apNZRnkX6sSOfFVj6tEjzq3/uAsUe2g3Fz7ppBbNyCIaokg12AIHADe3e/IHFfa9HRy//tfco+d54pNT7K8+iAKE7HXBuLb/7/I5Dqcg4/i7nOeEPdXKWn7d1498h7xhTUrkjO7zLyhggaMIubhhx/GwcGBPXv2YDAY2Lp1K6WlpQwYMKDZ7VjbqnDyNPp9eAQGUl5WRnlpCdqqOBuiwYCmpARNSQkyuQylyh5bB0esbGwQBMF4WcvBWo7c0RjzxlChRyzXYyjXQVXkZAy1HI1NsXCqfHEkgSMhcUORVmrqcLN8alLy1aTkq5HJBLR6A1q9gUqdaHqs1Ruo1ItodXWe6w2msurnlXVtLNWpqmf2XG9Aq7/73m+FTCDqvZE4q1qx+qEphIJEqCiBylKoKIXKEqMQqig1lpnKS6vKS2o9riq/mTF/lI5G/5+ggRA4CHzDjPF2bjOJL83mYqKSpDZjMMhrXnsHQz6duiej7f4TGl2SqbxQr+BgicCJMgU21m681ectxgaPvalbL2fPnmX79u0YDMZtoClTpjTrmGs1ln4t6rVaystKKS8rNQmc2lgplaicnLGxs6+3PVWNaZuq6iSVqG3AD8fOCrmdFUID0ZUlJO5VpJWau5wAVxUBrs3LDnszEUWRCp2BnJIKskvKyS6uIKu4nMziCrKLy8kqKSer6nFx+Z1x1LtnGxccbVr5JW/rDLZh1zcAg8G4ilMtcCqqRFG9x3VFUplRQJkJpipRJdb6kqsohvjdxgvAyg4C+oBXV/DoAO4dwKO90S/oFlBWWMGV/XGcrhiKJrgmuqq7G/R5vAPBvX0RBAG9/lWuXltGSsoXgAFnuY7HnGG8sx5Pz5609Qi86b4kPXr0wM7Ojm+//Ra9Xs+OHTvw8vKyGBW2ucitrLBzdsHO2QWdVktFWSnlpaVoK4wCR1tRQVF2FiXyXFSOTtg6OiGvc3qnehVHZi0HRyWizihwzGLhGEQMJZUYSioRbBTIHa2N9hISEq1GWqmpw6080n0jMBhESsp15KsryS+rpKCsknx1zd/CMq3Z84KySgo1Wm7F2y4IYK9U4KBUYG+jwF6pwE6pwKHqsb3SCnsb4327KpvattWXs8rq3nK0FEWjwMk4a/QPSjpiDJyoVTdez87TKHJMQqfqsve67szkpQXlXD2VQ9zha2Rl6qid5dFGoWPwM90J7eNl8X3QaFLZ8MfTtCEZ+zrfyY6ODxDg/zSeng+3Kjpxczlx4gS//vprVZ+OzJw502Km6Lo059diNdqKCtRFhZSXlpidfBEEARt7e1ROzlgpmw5uJuoNGNQ6DGXaeo7GMjsr5I7Wd9TpKQmJm4G0UiNhIq1Qw2vfneFkQvOSwbUUmQDOKmscbWoLDCscbBTYKeWmx9Wiw0yo1BImtlZ3buyO24ogGH1rggYaLzAeXc84A4l/QNJRSP0TygvN65VlG6/Ew+blSifo8jg8+nGLxI26uJL46Gzi/swk81rtZIXGNmT6CtqozzNs0VPYBdU/zmnCyo0vMosxGGyZ7h/KMEeRkpLzABQXn+bCxdNcift/+PlOw8/vSWxsmn8Eu7n07duX9PR0zp49S3FxMV9++SXh4eGtCnrWEFZKJU6eXti7uaEpLkZTXIRep0MURZPvjVKlwsnLp9FoqoJchtzBGpm9FWKFHn2pFrFqVdRQpsWg0aFws0GmlD6eJSRaivS/5i7kt5jMZgsaQQBnWytc7KxxVVmb/jrbWZk9d7GzxrXqsYON4v4+On47UFhDQF/jNfh142pOWQ7kXIKcy5AaBRd/NMbsqUtFEZz6Eoa+BU4NR/wFqNDouHY6m7g/s0i9VFBvxU6ur8At9zwBLmV0mD4U5xELGvQbqebLC19SaagEBPx9p9K305MUFZ8lNfUrsrJ+RhQr0WrzSUz6jMSkdXh4jMTf72lcXB68YaJXEAQmTJiATqfjwoULFBUV8d///pcRI0bw4IMP3tCQ7XK5AnsXV+ycXSgvK0VdVGjyvalQq9GWl6NUNb3VLAhCVVwbBYYKHfrCCqPvjUHEUKqVRI2ERCuQ/tfchTz+gB/bTqdxPq3IrPz5gcH0b+uKq501ziqjSHGytbp5x6slbh6CAPaexvxVMVvh/Pfmfji1cfCFB54CR8vJ7XSVehLP53HlZCZJMXkY6jiLy/UVuOeewzP/HMEPBuPxxgxsOjYdAVitVfPd5e9Yf249AO627oxvZ4xa6uTYA6fOPQgNeZf09C2kpX1NeUU6YCAn53dycn5HpWqLr+8T+HhPxNravfmvTQPI5XImTZpkijBrMBjYvXs3cXFxTJw4EScnp+vuozaCIGBr74CtvQOlBfmU5hvzXbXmRJNMqQAn0OUa8yEJkm+NhESrkETNXUR2cTl7YrPZfzmbqzml9e639bBjdJdGtgkk7i5STsLmp+rnwXLwheDBEDTIeLkE19t20usMpMTmExeVRcLpbLSV5kJGMOhwy7+IV9afeBnScA+fgsv0j1G4Ny0u1Fo1my9v5ouYLyioqEly97d+f8PR2tHM1trajaCglwkMfJHc3H2kpn5FfoExMqpafY34+MVcvboMd/cR+PpMxc1tCILQ+i90uVzOhAkTCAkJYefOnWg0GhITE/nss88YN25cvQzPN46a11fWykCO+tKaOA2CjSRqJCRagyRq7hJi0oqYsvYo5RaOhrZxVTGuuw9TejW+9SBxF5FxFv73MIi1ArrZe0P/l6Hjo+DaFupsqZSXakm6kEfC2RySY3LrCRlEAy6FV/DKisKj4DxOPbviNH0SjuPHI2tmqPpcTS7P/vosySXJpjIXpQtzHpjDqMBRDdYTBDkeHqPw8BhFWdk10tK+JiPzR3S6QkRRR07Ob+Tk/IatbRvaBPwFH5/JyOW2DbbXFJ07d8bf358ff/yRa9euUV5eTmRkJJcvX2bs2LGmJH43AlEUzY5+y+QtFySGSr3Jr0awUSCzkkSNhERrkETNXUJqgcaioLGzlvNgWze6+DoSl1WKl5MSdzul5BNzt1OYYi5oAEozYc9C42WlQvToTKFDfxLUYSRmepKZqrd4qs2x6Bpe2dF4l8bi2j8MhxkTsR+yAnkLt2PUWjVz9s4xCRpXG1ee6/IcT3R4ApVV80WCnV1b2rf/B+3avUVu7m7S0783rd5oNMlcvvIB1xJW4u83A3//Z7C2bvoUkyUcHR2ZMWMGJ06cYM+ePej1emJiYkhISGD8+PF06tSpVe3WRq/XUZSVSaXGuG2ksLZulf+OQVMTPkHucPtjFElI3K1IR7rrcKce6RZFkR1n0/n5XAZH4nMpaygkO8ZgdR4OSrwcbfB2tMHbycb42EmJl4MNXk7GcjvJEfHORRTh4na4/KsxQnLWBdCWoRflZFR2IrGiDwnlfSg2WDjdIxpwKrqGe955fPTJeA4Kw374Q9g9+GCzV2TqklCUwNuH3iY2PxaA/j79+fihj1skZhpDo0khNe1r0tK+Ra+v2VqVy+0JCnyFgICZyOVNH5duiKysLH788UcyMjJMZd26daNr167I5fJmHemui7aigsKsDPRa47aRXKHA2dsXq1a8xtqsMqOTsFzAyttOOjUocc9zs450S8EQ7hIEQeCxMD/WP9Ob0++P5psX+/HS0LZ09HaoZ6sziGQUlXMmpZBdFzL54mgi/951ide+O8uTG04w4j8H6fLBb3T74DdGLj/IUxuO8/r3Z1iy6xJbolJIK9TchhlKmCEIxmPak9ZROeNX4kZF85vHb/wv/zu2F/yLs+oJZoJGrtPgmX2KTrFfMiJmAaOdf2DoP8bQfc82fP75IQ7DhrVK0JRpy/g69mum/TTNJGhCnENYPmz5DRM0ALa2AYSGvMOggX8QEvIuSqXRN0yvL+XqtaUcOz6SjIxtTWZGbggvLy9eeOEFHnroIdNKyvnz50lMTDRFI24J5aWl5KenmgSNlY0trn4BrRI01dGHAWOm7xssaKKiopg/fz7du3fHwcEBb29vRowYwZ49e+rZ6vV6Fi9eTEhICEqlkpCQEBYvXoxer291m7GxsYSHhxMaGoq9vT2Ojo6EhYWxcuVKKioqWjSXw4cPM2TIEOzs7HB1dSU8PJzk5OR6djqdjtWrVxMWFoaDgwPu7u4MHjyYLVu2NLuvbdu28fTTTxMaGopKpSI4OJjp06dz5cqVJuu+//77CIKAv3+NS8CBAwdq0ms0cS1cuNBULyYmhrFjx+Lo6IijoyNjx44lJiamyTEMHToUQRCYMWNGs+dcPe8+ffpga2uLl5cXs2bNIj/f8mnbltjeKqSVmjrcqSs1jZFRpOFsSiGZRTWRgTOrrqyi8kZXdRoi2N2OAe3cGBTizoPt3FqXokCi1VSW60iKySP+zyySYnLRW3gLbTS5uOedx73gAr4uuTi5pGDvVYS1fZWxox+8frHFfVfoK/gj9Q9+SfiFg6kHqdDXfPGMDhzN+w++j5Pyxp4kqovBUEl6xg9cu7YSrTbPVO7s3I9OHRehUgW3uu3MzEx+/PFHMjMz6dOnD4GBgXTo0AErq6a3fURRpKwgn9KCmg9uW0dHHN096iW8bC4GrR5dljHwotzRGrnjjQ1SOGXKFA4ePMjkyZPp2bMnpaWlREREEBMTw6effsorr7xisp09ezafffYZzz33HAMGDODo0aNEREQwe/Zs1qxZ06o2f//9d5YtW0a/fv3w9/dHr9dz5MgRvv32W8aNG8fOnTubNY8jR47w0EMP0blzZ1588UWKiopYsWIFKpWK6Oho3Gs5ub/44ots2LCB8PBwhg0bhkaj4auvvuLUqVN88sknzJkzp8n+3N3dcXd3Z+LEiYSEhJCcnMyaNWtQq9UcPny4egWhHnFxcXTr1g2FQoGzszOpqamAcbVw9+7dZraLFi0iKyuLVatWmZV3796d7t27ExcXR58+fXB1dWXu3LkArFq1isLCQk6ePEloaKjFMWzcuJHZs2dTVlbGU089xaZNm5qcL8D333/PtGnTGDJkCE899RQpKSksX76cjh07cvToUZS1RHtLbC0hZem+RdyNoqYpSit0ZBaVG9MhFFWlQiiqFj5GEZRdUoHeYPnfgiBANz8nHghwxsvJxriF5WiDp6NxO8vRViEtl98AtBV6Es/nEv9nBkkxeej1dV5T0YBTcQJueefx1FzDq09HHEY8hP3gwcgdHSE7FtY/ZEzpAMY8UjN/alZAvsLyQo5nHudw6mH2Je+jVGt+us5WYcu7fd/l8ZDHb+l7rdOVkpS8nuTkzzEYjM64Mpk1QYGzCQx8CZmsdWJbr9dz8OBBNBoNgYGB+Pj44Obm1mgdg8FAcXYW5WVVr40Ajm4e2Do6Xddroi+uQF9szGiucLdFZnNjt4WPHDlC7969zb5kNBoNYWFh5OTkkJ2djUKh4Pz58/To0YO5c+fy8ccfm2z/+te/8sknn3D27FnT6bHmttkYc+bMYc2aNVy6dIkOHTo0OY/evXuTlZXFxYsXcXAwrlBHR0fTp08f3njjDZYuXQpASUkJLi4uPPbYY0RGRprqq9VqgoOD8fHx4cyZM032t2/fPoYPH25WFhsbS1hYGGPGjGHHjh0W640ZMwZBECgvLyc+Pt4kaiwxbNiwRm2mTJnCrl27iI2NJSAgAICUlBQ6derEI488YnHlqbCwkA4dOvDaa6/x7rvvNlvUaLVa0/+FEydOmN6/bdu2MWnSJFavXs2rr77aYtuGkCIKS7Qae6WCEE97QjztG7TRG0RySys4k1LIkfhcjsTncjWnDDC6d5xLLeJcapHFukqFzChyqvx4PB2VeDrY4OVofO7lqMTDwQZHG0n81EVboScpJo+4E2kkxeSjN1S/PlV/q04seWafxscqC7eh/XEYPh1Vr14I1nW+0He9UyNoggbDtE0NCppKfSVnss9wLOMYR9OPEpsXi1gnaaeAQG/v3jwS/AijA0ff9NUZSygU9rRr+zq+Pk9w+coH5OUdwGCo5FrCSjKzfqJTx0U4O/ducbtyuZzhw4ezf/9+ACoqKtDr9cgbOLlk0OspzMowOQTL5HKcvLxR2l7fFpxBq685yi0TEJQ3/tTTwIED65XZ2toyfvx4li9fTkZGBgEBAWzevBlRFJk/f76Z7fz581m1ahWbN282iZrmttkYQUFBgPFLuCni4uKIjo7m/fffNwkagF69ejF48GC++eYbk6gpKytDr9fXiyatUqlwdnZu9sm3uoIGoFOnTnTt2pULFy5YrLNlyxYOHDjAuXPneOmll5rVT0OUlpayc+dOwsPDzV7LgIAAJk+ezHfffUdpaSn29uaf63//+99xcnLi9ddf591337XYdm5uLrm5ubRp08b0ehw4cICMjAwWLVpkJkgnTpxIYGAg33zzjUmotMT2ViOJGgkA5DIBL0cbxnTxZkxVrJuMIg1H4vNMIie7xPL+d4XOQHK+muT8xnMX2VgZxU+gmx3vPNyRzr6Ojdrfy+Qkl3B6dzIJp7PR6arFRG0hE4dnzin83StwHz4A+4feRNk+1LIoLMmCs9/CtQPG58FD4aktoDBf/lVr1exL2cevCb/yZ+afaHSWfae6uHVhbPBYxgSNwcvO68ZM+DqxtfWnR/cNZGf/wpW4f1FZmYNaHU/0qWkE+M8kNPS9Vgnm2l8IBoPBoqjR63QUZmaYEloqrK1x9vZF0YztqsYwVOrR5ZdD1Qqp3MH6lor+9PR0FAqFKUdWVFQUXl5eBAebb+0FBwfj6elJdHR0i9usjVqtRq1WU1ZWxsmTJ1myZAm+vr507969yXajoqIAePDBB+vd69+/P4cOHSIzMxNvb2+8vb3p0qULERER9OnTx7T9tG7dOhISEli2bFmT/TWEKIpkZmbSpk2bevdKS0t57bXXmD9/frNWnpri/PnzVFZWNjjnjRs3EhMTQ//+/U3l0dHRrF27lp9++gnruj96arF69Wo+/PBD9u/fz7Bhw4DGX+N+/fqxc+dODAYDMpmsRba3GknUSDSIj5MtU3r5m+LflFbojJm8i40ZvrOKq7J8lxgzfWcUaUjJb9jJuFxrIClPTVKeGi8HJUun9rhVU7kjEEWR1NgCTv2eROqlgjo3DTgXxuOZe5pAP3AfPxiHUf/CyruBYIplucbTURe2GRNi1o42PPpfJkGjN+g5kXmCn67+xJ7kPRaFjLutOw/6PMiDvg/S36c/HqrWZ7i+mQiCgJfXOFxdB3P16hLS0r8FICX1C1R27fD3e7LFbdb+0NXr9fX8airUaoqyMzFUOTVZKZU4+/gib2WAPTAmtNSXVGKoFWxPprJCZn/rjnLHxsaydetWJkyYgJ2dHWAUJH5+lqNS+/n5kZaW1uI2a7NkyRI+/PBD0/N+/fqxfv16bG2bjkeUnp5uGoelsQGkpaXhXfX/JTIykhkzZjBz5kyTnbOzMz///DOjRjUcT6kpIiIiSE9P55133ql3r9q59x//+Eer269Nc+dcjcFg4JVXXmH8+PE88sgjN7w/jUZDQUEBbm5uLbK91UiiRqLZ2CsV2HvY09aj/jbW8t8vs/7wtSbbEARo7+lAeN/Gl6bvNXJSSjjw9WWyE4vNyp2KruKV9SdtAuV4ThmOw/CPUDT1QbDrXTixrn4cGys7eOhd8OlBmbaM7y9/z6bYTWSrzSMSKwQF/Xz68aCvUciEOjewAnSHYmXlSMeO/w9v78c5c/Yv6PWlxMV9hJvrUGxtLX8pN4SNjY3pRFVlZSU2NsZj4wa9ngX73iCxKMFkK8hkyK2s4PR1DN4gItZJUyHIBJA3/foHOwXz7yH/vo7OjRQVFTF58mRUKhUrVqwwlavVarOtndrY2NhQXFxs8V5jbdbmmWeeYdCgQeTl5bFv3z7OnTvX7JMyarVxFdiS82n1e6bR1Ah2lUpFaGgoffv2ZcSIERQXF7NmzRomTZrEr7/+yqBBg5rVb21Onz7N3Llz6du3r5kjNBhPKH388cds3Lix3nZQa2npnNevX8/58+f57rvvmmx74cKFZiesWtpfS8d2K5FEjcR1I4oiXxxNtBgcsJo2riqe6O3PlF4BeDu1Pt7I3YZeZyDq10RO/ZqEodoRWzTgkXuWNsl78Aq0x3Pxm9j17du8Bksy4finNc8VttB+NHSZBKGjKTRU8vWZNXwT+w3FleZfQt09uvNo20cZEzQGFxuXGzTD24ezc2/ah75H7KV3MBg0ZOf8QmCbF1vUhrW1NZWVRifd8vJy7O3t0RQXUVaYT2JRAnFlTQv1uwmNRsOjjz5KQkICu3btMttGUalUDR6xLi8vb3BFpbE2a9O2bVvatm0LwLRp01ixYgWjR4/m7NmzdOrUCb1eT05Ojlkde3t77O3tTX4flsZXXhXNuXp8JSUlDBgwgOnTp7NkyRKTXXh4OF26dGHWrFlcvGg8FZifn296/8Hoa+XhUX+lMj4+nrFjx+Lt7c2PP/5Yzwl69uzZpj5vFC2Zc05ODn/729948803620ftqa/ultXdftrie2tRhI1EteNIAgsntydz/9I4EJ6kUVxk5yvZtnvV1ixJ46/DArmjdHtUSru7VDw2UnF7NsYS15amanMT5aK/7HPsdNk4/HXebi99FKTWbDNSDlR83jImzBwPijtySrLYuPZNWy5ssVsi8nVxpWp7afyaLtHCXQMvAGzurPw8hpP7CXjVoC6FQJEEATTFpROpyM3LQVD1ZdcgMoPBAG5QtGy96ga0bjVhIVDhYJcgBZG/Q52av0xdjCuRE2cOJHjx4+zdetWhg4danbf19eXs2fPWqyblpbGAw880OI2G+PJJ5/k9ddfZ9OmTSxatIiUlJR6X8gffPABCxcuxNfX1zSOuvm7qrdgqrdCfvjhB1JTU5kyZYqZnY2NDWPHjmX16tXk5ubi7u7OpEmTOHjwoMkmMDCQxMREs3rJycmMHDkSmUzGnj176jkgR0ZGcvjwYSIjI00nesAo9vR6PfHx8djZ2dWr1xS151yXunP+5z//iSAITJ061WwMYPT1iY+Px93dHWdn52b117FOQtu0tDRsbW1xcXFpse2tRhI1EjeEsd18GNvNB53ewNWcMs6lFnI+zXhi6mJGMZU6o9DRG0TWH7rGkfhc/vlYV4LcVLiorO+ptA56rYE/f07g1O/JiFWrMypHK7rk78Hhj+8BUIaG4Pbiiy3/sjxf6whnr5mkVBTwv1P/YXv8drSGGh8NbztvZnaZyaTQSdgqbs8vpluBXG6LrU0bNOXJFJeca2UbNeJaJ1MgE3TIZAL/N/CjFh/XFg0iBrUWQ6kWUWcu7gUrOTIHK2S3IQSCTqfjiSeeYPfu3Xz99deMHz++nk2vXr34/fffSUhIMBMXCQkJZGdn14vL0pw2G6N6e6KgwOhf5u3tXS+OS/XKTnXfx44d4+GHHzazOX78OL6+viZ/mszMTIB6AQOrx1z773/+8x9T/1B/dSEjI4MRI0ZQVlbGwYMHLa6CpKSkADB58mSL8wwNDWXcuHH89NNPFu83RLdu3bC2tubYsWO8/PLLZveOHz+OtbU1Xbt2NY0hPz/fotP19u3b2b59O0uXLmXBggUN9lf7Na4rVE6cOMEDDzxg+gHQEttbjSRqJG4oCrmMDt4OdPB2YGpvo9+MVm/gSlYJZ1IKWbMvnvSici6kFzP5s6OA8Qerq50Sd3trPByUuNsbH7vbK3Gr9djDQYmrnTVW8js3EHbyxTwOfxdHYVbNSbBg91KCDq9GyDJ++Fn5+uL38SqEJuJ41KM0By79AkBMcH8iTq9gT/IeDLWchIMcg3i+6/OMbzseK/n9kUPI2aUfmoxkSksvUVGRjVLp2ey6ZYUFKKyVCDbWiAprEAREG1tcPT2bjLNSjSiKiJV6DGU6Yw6nOrG/BFsFcnsrBOsbHy24ORgMBmbMmMH27dtZv3494eHhFu2mTZvG4sWLWblypVmcmpUrVyIIAtOmTWtxmwDZ2dl4etZ/Tz791LiN2q9fP8C4kjJy5EiLbbRv356ePXvyv//9jwULFpjFqTl8+DCvvfaaybb6S/bLL780O51TVFTEjh078Pf3NwmghgLogfHY84gRI8jOzmbfvn107tzZot348ePNIgdX88EHH5CZmcm6detavEoDxq238ePHExkZyaJFi0x9pKSkEBkZyfjx403+O2+//bbFyMFTp05l8ODBzJs3z0zwWDrSPWzYMLy9vVm9ejXPPPOMSexv27aNpKQk3njjDVP9ltjeaqTge3W4F4Pv3UkUqbX87cfz/Hwuo2njBnBWWZkJn9qPnVXWONla4WirwMnWCidbK+yVN/+XcWlBOX9siePqqRqfAFsrLR0vfYNLyklTmbJzJwLWrsXKwod8UxgKk/ljXV8inByIsjX3S+ro2pEXur3AyDYjkcvu7W29umRl/0pMjDFCbLu2CwgKeqWJGqCtrODgxg3oHZzx79gVN3sV2NhiqIoKXB3TpDFEnQGDWoterYM6qzIIAjI7BXJ7awTF7RXhr7/+OitWrGDo0KG88MIL9e6PGjUKLy/j0f2XX36ZdevW8dxzzzFw4ECOHDlCREQEL730EmvXrm1VmxMnTiQvL49hw4YREBBAYWEhv/32G3v37mXQoEHs37+/WQLy0KFDjBw5ks6dOzNr1iyKi4tZvnw5SqWSU6dOmXxhdDodffr04cyZMzz22GOMHj2a4uJiNmzYwNWrV4mIiDA7FdUQPXv25PTp07z88ssW4/I0lX6gqcB6zbG5fPkyffv2xc3NjXnz5gHGiMJ5eXmcPHmyyaPjgiBYDL63cOHCeke6Ab799luefPJJU5Tg1NRUli9fTkhICCdOnDBzDG6JrSWk4HsS9wROKitWT3+Ap/q14WJ6MTmlFeSWVJJbWkFemfFxXlkFWn3DYrtQraVQrSU+u0ETM2QCOFYJHCdbKxxtqv5WP68lgKrvVV8ONgoUTawMpccV8Ou6GMqrjugKiATknSDo4hYUeqPTnNzZGZdnnsZt5kxkzQz+VY1Gp2Hn1Z18dfErEr3NnRj7evfl2S7PMthv8F11gulG4uE+HCsrN7TaPNLSv2tS1KiLCtm25J9kxl+h66TpIIC9qxsqJ2dyc3PR6XSo1WpUKpXFWB+GSj2GkkqzzNrVCNZyZCoFMpWV8VTTHcCpU8bvgoMHD5r5j1Szf/9+kwBZvXo1bdq0YcOGDWzatAl/f38WLVrEW2+91eo2w8PD+eKLL/j888/JyclBqVTSsWNHli5dyty5c5u9IjZkyBB2797Ne++9x4IFC1AqlYwaNYqlS5eaOfcqFAoOHTrEsmXLiIyMNOWjCgsLY9myZTz++OPN6u/0aeMxt7Vr15oJumpamlOpNXTo0IHDhw/z1ltvmY6KDxo0iH//+983JBZOXaZPn461tTUfffQR8+bNw9HRkenTp7N48eJ6IqUltrcSaaWmDtJKze1HFEWKNFpySyvIqRI5uSUV5JYaxU9uaQU5pZXkVT1u7NTVjcBeqTAJnNqCx9HWCq9cHbqTeSbfGRd9FiGnPsehzOjIp/DwwPX553F5YioyC7E7GiNXk8vmS5v57vJ3FFYUmsplosjoMjUzDXZ0efUs3Ka96zuJy1c+JDV1IwCDBh5HqbQca6cwM4PIj96nMMu4UvjA9Ofw79yN9u3bA8bTHHl5xlxTSqXSFGdDFEUMGp3RV6ZuLjW5YIwzo1Igs7q/VskkJFqLtFIjcd8gCALOKmucVdaENLFLI4oiZZV6ckuMKz2Fai1FGi3FGi1FGh1Fmqrn5TXlxVVlzU30WVqho7Si/q9yf52M6aU1v0jaJO2iXcJPCIigVOL+0izc/vKXFmfHvlJwha8ufsXP1342c/61k9swSe7Kkwln8a/UAHmQFwceN/4X292Gg0MX0+PSsssWRY26uIgfFr1HUXYWAAGdu+HfqYuZQ6NSqUSpVFJRUUFFRQXaSi2yCtGYykBfx/FXKTf6ykjpPyQk7hgkUSNxVyMIgjEooFJBkHvLVkK0eoNR5JTXiJ+iWqKnuJYYqrlntFVrtIxRVzniigY6x36Jd7YxdPgx7y6s6zYB27IAeu+4xND2HgwJ9cBJ1bDjriiKHEk/wsYLGzmWcczsnreVAzNKK5iUEYdD7ZVV13Zgf2ekMbjdKOQ1Ac9Esb4A1VZWsHP5/5kETfv+g3hkzhskJiXVs7WzszPFBinLKUYlmm9BVUf/lVlLqzISEncakqiRuG+xkstwqzph1VIu7I7jQKTxNJN/2iG8s6PIsnfj066PcdK76pREnprEPDU/RKciE6BnGxeGdfBgWAdPuvg6IggCFfoKfrr6E19d/IqrRVfN+uiq8uXZ3ExGZl0w/4/q3wd6PQddJoL19SVUvFcwGGoCqMkEcxGiKSnmxyX/Iv1KLAB+Hbswdu4byBXmItN4ismAvExEEAVEQaQSHSqsQSYgs7NCbmd12x1/JSQkGkYSNRISLUCXn09hZCRxv+WBuzEKcHD6HtznzKH9C38huExPdFKB6bqUWQIYcxZGJRUQlVTAst8v4+6aTa8uSVwqPUB+eU2oeAGB4S6deDbtGmEJxzFtaljZQdh0o5jx7nqLZ33nI5fXiDu9vibYYU5SAjtX/puCdOPpEldffya88bd6gkZfHVumaktSLgjoEBEFEbmT8o5y/JWQkGgYSdRISDSBKIpoTp+h4NtvKdm1C1GrpazHvKqbBtw+2YDHQOPqTKANBLrZMamnMaZERpGGf/96iR/PpCNTZqJwPIuV41kqrPM5mlvTh63ClokevZmReJ6AU7tqbihsoM8LMOg1sHO/VVO+67Cu5UNTWBSFm+tw/twRydEt32DQG7ejfDt05vG3/oGtvTHGiUGjQ5enQWZnjT6/3FRfhwGdYPSfkVnJkds3nO1YQkLizkISNRISDSCKImV/HCHn448pj4kxuxdQfIZClw4gyNj3ayGTulZg51SzjZWUV8bGY0lsiU5EbR2FKvgP5Db1Y/P42/szxbMfU+KP43T065obMivo9SwMXgCOLQ/cdb/hYN/FFFk4NfVror5OJ/1iTTLKzkOGM+rFOcitrKhILkb9Zxbqs9lo+yhQBlWt2giAjZwSnRqqfMgtZZuWkJC4c5FEjYSEBTRnzpC9fAXqkyfNym179sRl+nQ6jBmNfss1Lh5Opzi3nB+Xn+ax+WGcyinhy6OJ7ItLxMr5BFZ+R7G1KjFrw1Xpyfh2DzPWsT2do75G2Fsrq7Eggx7TYejb4HLv5Wq6WchkCgKDXubSpb9hMGgo158GnLF1dGLUi6/Stksf1CezKfszE12taM8ACCBzsAaVnPyCfFN4fVtbW1O0VQkJibsDSdRISNShYPNmMhd+WFMgk+E0YQKuM5/Fplaek8FPhFKSqyEltoDCLDWf/78TfGqTBO5/YBcShSCrOY5tLVPyaLvxTGg3gTCFE7IDi+H8IsyyHXaZCMP+Bh7tb8Es7z3Ks3wQDUZdaO9XhqPNcEY/PRfdqSIydpwAnXlMLis/e6x8rJApFehtoDA/zyRorK2tcXJyuh3TkJCQuA4kUSMhUQtdTg7ZS5aanjuMHo3HX+ehbNeunq3CSs7Y2d35dW0MyRfyUJTpGWObzn7XmiPZrjauTO84nWkdpuGirYBDSyH6CzDUOnbcbgSMeB98w27izO5tirKz2L3hY0IeNz738PWnm+tTFH122eilXYVgI0f1gCd2vb2x9rOn6MoVtDqtKeAeGGPVuLi43LaEfBISEq1HEjUSErXIXbsOg9q4PeG98ANcGknUJ4oiJ7KPExn8Oe2ujcBV40OH3L5k2ydT2C6Vl8KeY2zbsSgrNfDHx3BiLWhrbX3494ERH0Dw4Js9rXsaXWUlO1f8Hw5BKQhVoWM8rw5Fk1mTR0PhqcJhqD+q7u4IVVF/r127RmJiIr6+viY7Ozs7HBwcJEEjIXGXIokaCYkqRK2W4p9+AsC6XTucp061bCeKHEg5wLpz67iQdwGAhNBUJp1/HYVozeDEKUSVCzzySBjKY5/CHyuhvLCmAY9OxpWZDo+AFIn2uhANBvZ9sQ5DYTZ+w4sAUJS74JBlzL5s5WeP40MB2HR2Mx3JVqvV7N27l+joaPr06QOAXC7H2dn5tuaskZCQuH5aLWoEQegNzACGA8FAGXAB+D9RFPfUsZUDbwIvAAFACrABWCqKov5W2EpINEXZ8RPoi4xfjE6PPYYgrx8x9kLeBZb+uZTorGhTmYBA3y496NXDmzOb8hFE6J2po3zZAGxIr6ns3AYe+jt0mwr3WSbtm0HS+TMc//obvIr9CBlRhEZu3NLzuDINZaArjsPboAx1NqUwKCws5NixY5w6dQqttsbfSS6X4+HhIa3OSEjcA1zPSs07wFAgElgN2APPAbsFQZgtiuJntWw/AV4BIoCjwADg/zAKkVfrtHuzbCUkGqXsyBHTY4dRI83uZZRmsPrManZc3WEqUwgKxrcbz1+6/oUgx0BI/INKrwPEZg4D5OSXB+Bskw52HjDkLeMRbYW0EnC95CYncmDj5ygSRXq7jKTkgV/Ic70EgL0mjLYTXsSmrbPJPi0tjePHjxMTE0PtBL7u7u60adMGKysrSdBISNwjXM//5BWAvyiKL4uiuF4UxeVAX+AKsEgQBAWAIAjdgJeBVaIoPi+K4gZRFJ8HVgGvVN3nZtpKSDSHsuPHAVD4+GAdFARAQXkBS/5cwrht48wEzajAUex4fAf/6vt3gq4dgbWD4cvx9NR9b7LJkD8I45bDX89Cv1mSoLlOtOXlHPo6gl/e/zcd8nrQ230M6qCj5LXbCYCVzI2wkWuxaeuMVqvlzJkzrF+/nv/+97+cP3/eJGjc3d157LHHePnll7G1tb2dU7olREVFMX/+fLp3746DgwPe3t6MGDGCPXv21LPV6/UsXryYkJAQlEolISEhLF682HQqrDVtxsbGEh4eTmhoKPb29jg6OhIWFsbKlStNObaay+HDhxkyZAh2dna4uroSHh5OcnJyPTudTsfq1asJCwvDwcEBd3d3Bg8ezJYtW5rd17Zt23j66acJDQ1FpVIRHBzM9OnTuXLlSpN133//fQRBwN/f31R24MABBEFo1rVw4UJTvZiYGMaOHYujoyOOjo6MHTuWmDpxsywxdOhQBEFgxowZzZpvRUUFs2bNIiwsDBcXF2xtbWnfvj3z588nMzPTYp1t27bRp08fbG1t8fLyYtasWeTn51u0vVW0eqVGFMUjFso0giD8BLwO+GDcDgrHGNZqZR3zlcC8qvvnq8pulq2ERKPo8vKouGT8tW/34INodBo2XtzIFxe+oExbE3a/i1sX3uzzJr2UHhD1pfEkU1mO6b6TPAMrWQFagwtxulE82GsgMim8/nWTdP4Me9auIZQwhns/iYiB/MBfyenwHQCCYEW3HqtQqxUcPPg7p0+fRqPRmLUREBDAwIEDad++/X21MrN48WIOHjzI5MmTmTNnDqWlpURERDBq1Cg+/fRTXnnlFZPt3Llz+eyzz3juuecYMGAAR48e5d133yUlJYU1a9a0qs2UlBTy8/MJDw/H398fvV7PkSNHeP3119m7dy87d+5s1jyOHDnCiBEj6Ny5M0uWLKGoqIgVK1YwePBgoqOjcXevibj9yiuvsGHDBsLDw3nllVfQaDR89dVXPPHEE3zyySfMmTOnyf5efPFF3N3dmTJlCiEhISQnJ7NmzRq2b9/O4cOH6dWrl8V6cXFxLFmypF7gxk6dOvHVV1+ZlS1atIisrCxWrVplVt69e3dTW4MGDcLV1ZUPPzSGmVi1ahWDBw/m5MmThIaGWhzDxo0biY6OtnivISoqKjhz5gzDhw8nODgYW1tbLly4wOeff87WrVs5d+4czs7OJvvvv/+eadOmMWTIED7++GNSUlJYvnw50dHRHD169Lb5pwm1l2NvSIOC8C0wBXAWRbFMEITfgB6iKHpbsM0CToui+HDV85ti28Lx9wSio6Oj6dmzZ0urS9yllB46RMqslwBImjuB/3M/bpaTKdAxkDk9ZjO6Qo/s1EaI203tGDNaQcn32kFE6MfgX9GWPmqjz8zjrz2AXweXWzqXewnRYOD41u84s+0nBnlOxEXpRYV9Kpmdv6DcOR4wCho3t78Tc15GXFycWX2FQkHXrl3p06cPfn5+9dqPjze2ERIScvMnc5s4cuQIvXv3NvuS0Wg0hIWFkZOTQ3Z2NgqFgvPnz9OjRw/mzp3Lxx9/bLL961//yieffMLZs2fp1q1bi9psjDlz5rBmzRouXbpEhw4dmpxH7969ycrK4uLFizg4GFNdVDt7v/HGGyxdagzFUFJSgouLC4899hiRkZGm+mq1muDgYHx8fDhz5kyT/e3bt4/hw4eblcXGxhIWFsaYMWPYsWOHxXpjxoxBEATKy8uJj48nNTW1wT6GDRvWqM2UKVPYtWsXsbGxBAQEAEaR2KlTJx555BGLK0+FhYV06NCB1157jXfffZennnqKTZs2NTnfhvjhhx+YOnUqa9eu5aWXjJ+RWq2WwMBAfHx8OHHihOm93rZtG5MmTWL16tW8+mrjHiDN+b936tSpavHYSxTFU80Z7w39uSIIQidgErBDFMXqn7e+QFoDVdKA2p80N8u2ofH6CILQs/YFdGyqnsQ9iHVNgsMdiT+ZBI2HrQfv93qTbW7DeHjbG8i+mwFxv1MtaLR2PvzP5hn6aFbxd91fuIY/I0YFmdpKvVxwK2dxT6EuLmLr4oXEbt/DKN+ncVQ5khP6PYkPfmASNGBLYsJotm29aiZoXFxcGD16NK+//jqPP/64RUFzvzBw4MB6v5ptbW0ZP348BQUFZGQY03ds3rwZURSZP3++me38+fMRRZHNmze3uM3GCKra4i0sLGzSNi4ujujoaJ5//nmToAHo1asXgwcP5ptvvjGVlZWVodfr8fExTy+iUqlwdnZudpTouoIGjKstXbt25cKFCxbrbNmyhQMHDpiJwtZSWlrKzp07mTx5sknQgHHFcfLkyezcuZPS0tJ69f7+97/j5OTE66+/3mDbubm5XLp0CbVa3aBNNZbepwMHDpCRkcGcOXPMxOvEiRMJDAw0ez9uNTfsSLcgCE4YnYbVwGu1bqmAEouVoBxwvAW2DfES8EEz7CTuUURR5HDaYb45v4S/VpV5FYCDtQN/CZnMk7lZ2O54FyprfXgIMsTQUey3G8erf7qjqYqj5+dsy8fhYfRq48L/9mRSXqYl81rRLZ/TvUBG3GV2rliMVamCod5PUB4QRWroD+iVxSab/Pxg4q70pLKy5ksqNDSUvn370q5du/tqi6k1pKeno1AocHV1BYx+Ml5eXgQHB5vZBQcH4+np2aztjLpt1katVqNWqykrK+PkyZMsWbIEX19f01ZLY0RFRQHw4IMP1rvXv39/Dh06RGZmJt7e3nh7e9OlSxciIiLo06cPw4YNQ6PRsG7dOhISEli2bFmT/TWEKIpkZmbSpk2bevdKS0t57bXXmD9/frNWnpri/PnzVFZWNjjnjRs3EhMTQ//+/U3l0dHRrF27lp9++glr64YTsa5evZoPP/yQ/fv3M2zYMLN7Wq2WoqIiKisruXLlCm+//TaCIDB69GiTTWPvR79+/di5cycGg+G2/B+8IaJGEARbYCfGo90Pi6JY23NLDTS0uWYDaG6BbUOsA+quIXYEvrZgK3EPYRANHEo9xIbzGzibcxZBIfIXG7Avh5E5nsx3G4DTL4ugdmQAOw/o/Tzl3Z/ijV15/Hys5tfoY2G+/OvxrjjaGFd8nDxtKU/QUlrQMkfI+x2DQU/Uzm0c+W4TvrZBdOrlQnrQR1Q61CzPl5fbczW+N/n5xl+vSqWSXr160adPH1xcpK2+5hAbG8vWrVuZMGGCyfcjPT29wRUtPz8/0tIaWhhvuM3aLFmyxOQXAsYvv/Xr1zfLWTs9Pd00DktjA+MpN29vozdCZGQkM2bMYObMmSY7Z2dnfv75Z0aNGtVkfw0RERFBeno677zzTr171c69//jHP1rdfm2aO+dqDAYDr7zyCuPHj+eRRx5pdb9HjhzhoYceMj0PCgpi8+bNPPDAA80em0ajoaCgADc3t1aPo7Vct6gRBMEa2Ab0ByaJoniwjkk60KOB6n7A6VtgaxFRFDMAs3VSQQqGdk+jM+jYlbiLz89/TnxhvKlcJpMj2NlAeRneOTk4HV1dU8ktFAbMge7hFOvlvPhlFCcSjNtT9koF/3q8CxMf8Dfrx9HNhqyEYorzNOj1BuRyadWgKfLT09j12QryU67wwINOEHKQnForM3q9guTkrqSldkYU5Tg6OtK/f3969ep1U5wS0xa8SeW1aze83dZi3bYtfsuWNm3YBEVFRUyePBmVSsWKFTXJVNVqtdnWTm1sbGwoLi62eK+xNmvzzDPPMGjQIPLy8ti3bx/nzp1r9kmZ6m0SS++zjY0NgJljuEqlMq3ajRgxguLiYtasWcOkSZP49ddfGTRoULP6rc3p06eZO3cuffv2NXOEBuMJpY8//piNGzdib2/f4rYt0dI5r1+/nvPnz/Pdd9812fbChQvNTljVpkePHuzevRu1Ws3p06fZtm0bubm51zW2W8l1iZqqY9vfA6OAp0RR/MmCWTQwWhCEYFEUE2rVDQY8q+7fbFuJ+xxRFNmbvJePT31MYnGiqVwuyHkk+BFeKO1JZd77ANh7Vm0ZOfjA2KXQYRzIZOgNIs9vOEZUktFPpq27HRHP9SHQrf6vUjd/e+KisjHoRAoy1Lj735gPunuV2D8OcPC7pfh0LsFrSBZ6eU1uLL1eTlZmCMkpXdFWqvD09GTgwIF06dKlSWfU66Hy2jXKL168ae3fDjQaDY8++igJCQns2rXLbBtFpVI1eMS6vLy8wRWVxtqsTdu2bWnbti0A06ZNY8WKFYwePZqzZ8/SqVMn9Ho9OTk5ZnXs7e2xt7c3+cFYGl95eTmAaXwlJSUMGDCA6dOns2TJEpNdeHg4Xbp0YdasWVysel/z8/OprKw02VQHYqxLfHw8Y8eOxdvbmx9//LHev7vZs2eb+rxRtGTOOTk5/O1vf+PNN9+st33YUlxcXBg50hina8KECYwbN45+/fphbW3NCy+8UG9sdbe56o7tVnM9EYVlwCbgMWCWKIqbGzD9DmOgvvlgclug6rlYdf9m20rcx0RlRrHi1ArO5ZwzlSnlSh4PeZyZXWbiXWlLwoQJVXdEnIPV0HE8TPgEVDW+ARFHEkyCpru/ExEz++Bmb3mFwNWnRugUZUuipiF02goObnmf4spdhE40d3qsqLAlPb0jmRmh6HRKgoKCGDhwICEhIbdkRdW66gv4TuF6x1NZWcnEiRM5fvw4W7duZejQoWb3fX19OXv2rMW6aWlpZtsPzW2zMZ588klef/11Nm3axKJFi0hJSan3hfzBBx+wcOFCU36utLQ00wms2mODmq2QH374gdTUVKZMmWJmZ2Njw9ixY1m9ejW5ubm4u7szadIkDh6s2VwIDAwkMTHRrF5ycjIjR45EJpOxZ8+eeg7IkZGRHD58mMjISNOJHjCKPb1eT3x8PHZ2dvXqNUXtOdel7pz/+c9/IggCU6dONRsDGH194uPjcXd3NzuS3Vx69+5N+/btiYiIMIma2mPr2NH8bE1aWhq2tra3bSv4en7mLAOmAQcBjSAIdSP87BZFMUsUxbOCIKwH5gmC4AAcAQZijD68ThRF0zfNzbKVuP8QRZE/M/9k7bm1/Jn5p6lcIVMQ3iGcv3T7C+627ogGAyl/fQ5dnnEZ3K1zKcqHX4bR/88sL1NxuZblu41Bt5xsrfj82YYFDYC9q43pcWF20ycM7jcqK3O5dPZT0jO/x8pbY+bVX1riSmpaJ3JzAhFFOSEhIQwbNswskNmt4EZs9dwp6HQ6nnjiCXbv3s3XX3/N+PHj69n06tWL33//nYSEBDNxkZCQQHZ2dr24LM1pszGqtycKCow/FLy9vdm9e7eZTfXKTnXfx44d4+GHzSN1HD9+HF9fX5M/TXWguLoBA6vHXPvvf/7zH1P/UH91ISMjgxEjRlBWVsbBgwctroKkpKQAMHnyZIvzDA0NZdy4cfz0k6WNjIbp1q0b1tbWHDt2jJdfftns3vHjx7G2tqZr166mMeTn51t0ut6+fTvbt29n6dKlLFiwoEVjqKbaR6aa2u9HXVFz4sQJHnjggdvmqH89oqY6iMvQqqsuDwFZVY/nAMkYczTNAFKBvwNLLNS7WbYS9wknM06y+sxqTmebu1WNazuOOWFz8Heo+XLM/+9nlB09CYCteyUe0x+BUf+ql2jyXEoR6krjh+S8EaF4ODTuw+HspcJKKUdboefC4XTCRrW57/1qDAYdBQVHSU3ZTE7ebgTBgFXVgpYoQn6eP2lpnSkq8gQEAgMDGT58OIGBgbd13Hc7BoOBGTNmsH37dtavX094A5nnp02bxuLFi1m5cqXZkeSVK1ciCALTpk1rcZsA2dnZeHp61iv/9NNPAaPDMBhXUqq3PerSvn17evbsyf/+9z8WLFhgFqfm8OHDvPZazYHb6i/ZL7/80ux0TlFRETt27MDf398kgBoKoAfGY88jRowgOzubffv20blzZ4t248ePtyi4P/jgAzIzM1m3bl2LV2nAuPU2fvx4IiMjWbRokamPlJQUIiMjGT9+vMl/5+2337YYOXjq1KkMHjyYefPmmQme3NxccnNzadOmjWkrKTc3F1dX13pi5JdffiEpKcnM6XrYsGF4e3uzevVqnnnmGeRVefK2bdtGUlISb7zxRovne6O4nojCw1pgqwM+qrpui63EvU9RRRHLopbxY/yPpjIBgZGBI3mp+0t0cDU/ZlmZmkb2KmOUVJmVAb/pXRAmfQoWfmEcuVrjKNc3qP5x1bpYWcvp9pA/p3YlUZJXztk9KfQcc/99OYuiSHHxWTKzdpCd/TOVlcbXsVozaiuVZGW1IyMjlPJy43pNhw4d6N+/P0FBQZLj/g1gwYIFfPfddwwdOhRbW9t6gdhGjRqFl5cXPXr0YNasWaxatYqSkhIGDhzIkSNHiIiI4KWXXjL7UmxumwAvvfQSeXl5DBs2jICAAAoLC/ntt9/Yu3cvgwYN4qmnnmrWPFasWMHIkSMZPHgws2bNori4mOXLl+Pn52d2GunRRx8lLCyMdevWkZmZyejRoykuLmbDhg2kp6cTERHRrP5Gjx5NbGwsL7/8MrGxscTGxprdrxYRISEhFgPIrV69mqKionrbYC3ho48+Ys+ePQwZMoR58+YBxojCcrmcjz6q+dqzdLS6mjZt2tQbg6Uj3Zs2bWLNmjU8/vjjtG3bFp1OR1RUFN988w3e3t588EFN9BNra2uWL1/Ok08+yfDhw3nqqadITU1l+fLlpn9Ht4ub52UnIXELOZp2lL/98TfyyvMAo5h5OPhhZnWbRYiL5YiVeevXgd4YRM97mBKrF78FuVU9u4wiDRFHjL7oPk42dPSxfEKkLmEjA7hwOI2KMh0ntl/Dr70LXsHNCZ9091NWdo2srB1kZu1Ao0mqd7+w0IvMjFByc9sginKsFdb079+Tvn37WoxxItF6Tp0yBmI9ePCgmf9INfv37zcJkNWrV9OmTRs2bNjApk2b8Pf3Z9GiRbz11lutbjM8PJwvvviCzz//nJycHJRKJR07dmTp0qXMnTu32c7eQ4YMYffu3bz33nssWLAApVLJqFGjWLp0qZlzr0Kh4NChQyxbtozIyEhTPqqwsDCWLVvG448/3qz+Tp82rvSuXbuWtWvX1rvf3JxK10OHDh04fPgwb731lumo+KBBg/j3v/99Q2Lh1GbQoEGcOHGCyMhIMjMzMRgMBAYG8uqrr/LOO++YVreqmT59OtbW1nz00UfMmzcPR0dHpk+fzuLFi29bigS4CWkS7nakNAl3H5llmUz4cQIanXGPPtQllH8O+Cdd3bs2WEdfWkpc//6IOj1KZy3BS15BGGJ5yfT/fo1l3UHj0d4V03rUO77dGNdO5/DrOmMKMqVKwbjZ3fEJcW52/buJioossrJ+JjNrOyUl9RPuqdWOZGcHk5MdTHm5URh6WrvQd2h/uvUOuy0fhPdDmgQJiTuRm5UmQVqpkbjrWfrnUpOgeb7r88wJm4OVhRWX2pT98Qeizugj4xJahtCt4SXiA5eMx0x9nWx4rEfLwu23fcCDHiMCOLs3hQq1ju0fn2HkzM6E9KrvY3A3otOVkJ39G5lZ2ykoOEbtfFgA2koVWdmBZGcHU1bqCghYiXI64k2fgf1oO6qbtMUkISFxw5BEjcRdjc6gY1/yPgC6uXfjrz3/ikxo2iG3/GyNE7Fdj07gYtnfJb1Qw+UsYzaOoR08W5Vxe+CUEKyUcqJ+SUSvNfDbf2NIueTLoKmhWFnLW9ze7UavryAv7wCZWTvIy9uHwVBZx8KW/Lwg0tL8KCz0ojrFnLvBgY56Pzr6heA9rQsKt9sTx0JCQuLeRRI1Enc1ckGOrcKWEm0JrjauzRI0AFZWNccTK10epKEsKYeu1AQDG9q+flCu5iAIAv0mtEXlaM0fW+Iw6EUuHk4nI66Q0S90vWti2KjVCaSmbiIjcys6nXl0WUGwwsqqJ1cuu5Ca6oooGsWaTBQI1fvQSe+Hu+CE05gg7Af7IbRCHEpISEg0hSRqJO5qBEGgnXM7zuSc4WTmSQrKC3CxaTrok0pXE7um6FwRDcmK82k1CSkHhlxfHpNuw/zxCnbk988vUJStoSBTzQ+Loxg4JYSuQ/3uyG0YUdSTm3eA1NSvyM8/XOeugItzP2xsh3HieCVJSTUCUDAY6KDzoachFBVKZA7WuD3VEWWQ062dgISExH3F/R04Q+KeYGLoRAA0Og3/i/lf0xVS/sS67BS2Hsbw48W/70NzznKsxtIKY5Aua7kMB5vG/XSag2egI0/8rQ8dHzSeJNDrDBzafIWdq85QkFl23e3fKPR6Dampmzh2fCTnzs0yEzQqVVtCQt6hX9/95OY+y5bv02sEjcGAR5GW6eUDGWToigol1kGOeM17QBI0EhISNx1J1Ejc9Tza9lH87I0OvBsvbiQ6q4m0X9FfIAjg0cXoK4MokvLSy1QkJJiZxWeXsivGGJ3Ux9mmbiutxtpGwYhnOzPq+c5Y2Ri3aVJiC9j8r5Mc+/Eq2or6kVBvFVptAdcSPuHI0SFcvvIBGk1y1R0ZHu6jeCBsI/37/Y5CPpYvvtjO0aNHqT5BqSguoE+eI48pH0YlMwb0snvQB48XuiF3aGiDT0JCQuLGIYkaibseK7kV7z9oTEZpEA0sOLiAy/mXLRtrNXDxRwDsenbBtSpKpr6ggOSZz5kSGBoMIm/+cJYKnQGA10e1v+Hjbt/Xm/D3+tKmizEui0EvcmpXEpv/dYLUywVN1L6xaDQpXL6ykD+ODCYhYSVarTFthFxuT5s2LzJwwEG6d1+LStWLXbt2sWHDBlPmXkFbgSr5CqMMYfRwMEaHRS7gMjkUl8dCEBTSx4yEhMStQfKpkbgnGOA7gGc7P8uXF78kV5PLs7ueZfmw5QzwHWBumHMJKqsSJ3aZiOeDc9Hl5VG8cye6rCwSn5qB778Xs8+jC6eTCwF4uIs3E3r43pRxO7rbMn5ODxLO5nL4+yuU5ldQnFvO9hWn6TrEjwcntsPa9ub9Ny0uPkdy8udkZf8CGEzlSmsvAto8h59vOAqFA6Iocv78eX7btYvSspptMquCHOyLchnTaSb2BUbPJJmjNW4zOqFsc38EGpSQkLhzkESNxD3Da71eo1xfzneXv6NMW8Yre15hVvdZvNT9JRSyqn/qeVdrKrh3QJDJ8P2/j5A7OFDwzTeIGg1p8/7K5d4TwG8wNtZy3n+080114hUEgbZhHgR0cuXEzmuc3ZsCIsQcSuPamRwenNSODn29b9iJIYOhgqzsX0lN/Yri4jNm9+zsQmnT5gW8vSYgkxm3jHJycvjll19IqLU9J1SWY5OZTM++D9JDNZTKi0aHarmTEo+Xu6NwuXHbdRISEhLNRRI1EvcMcpmcv/f7O9523nx86mMMooG1Z9dyLP0YiwcvNiaytKt1LDvjDHR4GEGhwPv9f2Ad0o6sRR+BXs+EqB3YZ6Zy9dl5+DrfmngqVko5g6aE0u4BT/ZtjKUwS426uJK9X8Ry4VAaQ6Z3wCOgeSkaLKHRJJOe/j1p6d+ZtpeqcXbuS2CbF3FzG4ZQdSy+oqKCw4cPc/ToUQyGqlUcgwHrvAy8bawY/dd3sT4umgSNzN4K9xe6SoJGQkLitiGlSaiDlCbh3uCPtD9474/3TLmg7K3s+Xv/vzM+8GFY0RlKs8C1Lcw9ZZaRu+zoUVLnv4ah2BiHJadNewZ88zkKd/dbOn6dVs+Z3SlE70pEV2kUFDKZQO9xQfR8OLDZGb/1eg3Z2btIz9hCYeEJs3symTVenuPx938aR8futeroOX36NPv376es1laTvKQQu/xMBj0+hQdGjqfgy0tUJhudrRVuNrg/1xWF+90VUE9KkyAhcXu4WWkSJFFTB0nU3DvkafJ4/+j7HEo9ZCobGzyWd0p1uJzcYCx4YS/49zarV37tGkeemIlvqfGYssLXB9/Fi7Hr2/eWjb2akvxyjm6NJz4q21Tm0caBkTM74+pr12A9jSaFpOT/kpm5Hb2+1OyejdIXP/8Z+PpMxdq6JnmkKIpcvnyZPXv2mJyAwegIrMxMITQkhJF/eRl7Ozfyv46l4ppxhcbK3x73mV2Q2999J5wkUSMhcXuQRM0tQhI19xaiKLL58mb+E/UfKvTGuDTOVvYsSE9iQmkZQsfxEP51vXrjF/3MU79+RlhujQ+O/UMP4bngDZTt2t2y8VeTcDaH/V9fRlNsTEkgV8joN6EtPUYGmKVuUKuTSEz6jMzMbYiizlQuCNZ4eIzE12cqrq4DEQTz9AzJycns2bOH5OTkmkK9Duu8TFwNWobPfJHQfgPRxORSuP0qhlItAFY+dni82A2Z6vpj+NwOJFEjIXF7uFmiRjprKXFPIwgC0ztOZ/O4zXRw6QBAobaU9zzc+Iu3J9eu7oIrv9er59fGi/cGzOKnkEGm7anS/fu5NuExMj5YiDY7u16dm0lwDw+mv9+XkN7GRJh6nYGjW+P58T+nKMrRoFYncPHimxw/MYqMjC0mQWNn1572of9g8KCjdOv6CW5uQ8wETU5ODps3b+Z///tfjaARDVjlZ2GfcJH+ffrw3PLPaNelL/lfx5L/9aUaQeNnj/tfut61guZ+ISoqivnz59O9e3ccHBzw9vZmxIgR7Nmzp56tXq9n8eLFhISEoFQqCQkJYfHixej1+la3GRsbS3h4OKGhodjb2+Po6EhYWBgrV66koqKiRXM5fPgwQ4YMwc7ODldXV8LDw82FeBU6nY7Vq1cTFhaGg4MD7u7uDB48mC1btjS7r23btvH0008TGhqKSqUiODiY6dOnc+XKlSbrvv/++wiCgL+/v6nswIEDCILQrGvhwoWmejExMYwdOxZHR0ccHR0ZO3YsMTEx9fqcOXNmg+2lpqa2aN59+vTB1tYWLy8vZs2aRX5+/nXb3iqklZo6SCs19y5ag5avL37Np2c/NWX1thJF/qK35YVnD6NU1Di4rtobx/Ldxg+vyFFueHy9nrKjx0z3BVtbXGc+i9tf/oLc/tbmboqLyuLgt5epKNNh7ZCJR9dfcAg4Qe0j2Q4OXQgOmou7+0iLJ7eKi4s5cOAAp0+fpvZngKIoH2VOGh179mZg+DO4+PiiPpVN4U/XEDVVKz9yAccRbXAY6o/QTN+eO5X7YaVmypQpHDx4kMmTJ9OzZ09KS0uJiIggJiaGTz/9lFdeecVkO3v2bD777DOee+45BgwYwNGjR4mIiGD27NmsWbOmVW3+/vvvLFu2jH79+uHv749er+fIkSN8++23jBs3jp07dzZrHkeOHOGhhx6ic+fOvPjiixQVFbFixQpUKhXR0dG41/J7e/HFF9mwYQPh4eEMGzYMjUbDV199xalTp/jkk0+YM2dOk/25u7vj7u7OxIkTCQkJITk5mTVr1qBWqzl8+HD1CkI94uLi6NatGwqFAmdnZ5OgyMrKYvfu3Wa2ixYtIisri1WrVpmVd+/ene7duxMXF0efPn1wdXVl7ty5AKxatYrCwkJOnjxJaGioqc7MmTP58ssv+fLLL5HJzP9fTpo0CZVK1eScv//+e6ZNm8aQIUN46qmnSElJYfny5XTs2JGjR4+iVCpbZWuJm7VSgyiK0lXrAnoCYnR0tChxb5JWkia+uudVsesXXU3XI5sfEn+59ouoN+hFURTF2IwiMfDtn8TAt38S39xyRjQYDGLJoUPi1UcniBc7dDRdl/s/KOZ9+aWor6i4pXPIy04Qf4v8i7h7dztxz962puv48QliTs5e0WAwWKynVqvF3bt3i//617/EDz74wHT9c8Fr4r+fmSp+894CMf3KJVEURVFfVinmfBEjprx9yHRlrTktVmaW3sqp3lTi4uLEuLi42z2Mm8off/whlpeXm5Wp1Wqxffv2oouLi6jVakVRFMVz586JgiCI8+bNM7OdN2+eKAiCeO7cuRa32RivvvqqCIiXLl1q1jx69eol+vv7i8XFxaayqKgoURAEccGCBaay4uJiUS6Xi5MmTTKrX1ZWJnp6eoo9evRoVn979+6tV3bx4kXR2tpafPTRRxusN3r0aHHMmDHi0KFDRT8/v0b7aMpm8uTJop2dnZicnGwqS05OFu3s7MQpU6aY2T777LMi0KzX3hKVlZWij4+P2LNnT7M2tm7dKgLi6tWrW2XbEM35vxcdHS0CItBTbOZ3+N39M0tCohX42vvyyfBPWNFjPp464+pDSnkObx16i2k/TeNw6mE6eDnQxdcYPG7fJaPDsP3gwQRv24rP4v9D4esDGCMRZ330f1x7ZCxFO3ciGgyWO71BaLXFxMf/m7MXHkHuvB9BZlxl0eQFk3JoHrHb3kSTG1ZvdUar1XL06FFWrVrFH3/8ga5q3rJyNbbJV3Arymbc8y8R/s8l+IR2oDK1hKxPTlMea1xKFqxkOI1vi8fLPbDyathBWeLOY+DAgfV+Ndva2jJ+/HgKCgrIyMgAYPPmzYiiyPz5881s58+fb/RN27y5xW02RlBQEACFhYVN2sbFxREdHc3zzz+Pg0NNWINevXoxePBgvvnmG1NZWVkZer0eHx8fszZUKhXOzs7NWrEAGD58eL2yTp060bVrVy5cuGCxzpYtWzhw4AAff/xxs/pojNLSUnbu3MnkyZMJCAgwlQcEBDB58mR27txJaWlpvXqiKFJcXFwThsECubm5XLp0CbVabSo7cOAAGRkZzJkzB4WiJtrLxIkTCQwMNHuNW2J7q5FEjcR9iSAIjGw/ke2pGcwsLMa66r/CpfxLzN47m7n75tIz2Oh7kltaQUq+cbtKkMtxfvxx2v36K55vv43cyZikUZuWRvqbb5E4fTrllxtI0XAdGAwVJCd/ztFjD5GUvB6Dwegw7ODQlZA2n6GO+4iyzG6UFVayY+UZjvwQh15rQBRFLl26xJo1a/j999/RaKrmUVmBTdo1VAkX6dl/AM+vWEuXoSMAKD2RQfZnZ9EXGP0drAIc8JrfE4dBfjcsAKDE7Sc9PR2FQoGrq/EEXFRUFF5eXgQHB5vZBQcH4+npSXR0EznVLLRZG7VaTW5uLklJSWzZsoUlS5bg6+tL9+7dLbRkTlRUFAAPPvhgvXv9+/cnPT2dzExjnjZvb2+6dOlCREQEX375JUlJSVy6dInXXnuNhIQE3n333Sb7awhRFMnMzMTT07PevdLSUl577TXmz59Phw4dWt1HNefPn6eysrLBOVdUVFj0rXFzc8PJyQl7e3smT57M1atX69msXr2aTp06cfLkSVNZY6/x/2fvzOOirNYH/p0ZGHYEZBNwAUUFXHErxV3RFCvFFM0Wy1zSzMx+LfeW1k2vec0VbTPNNUvRzFJzX3IXFVxQwVB2kX3fZs7vjxcGxmEXrXt7v5/P++Gd933Oc86ZYWaeOedZevTowaVLl3SGUl1kHzdy8j2Zvy95qVgKwdvpGTzv9TxfWqr5KeonNELDsbhjmCovYmQdQElWR9LyimjWuPwXntLEhMYTX8YmcBSp36whbcMGRGEhBWHhRAeOpvHEl7F//XWUZg+Xt0UILffu/cLtPz6noKDc2c/UtCktW76Nk+NwFAolbv+n5fwv0YT+dhcEXD4YS9T1WDRNYoiJv6NrpygpRp2SiHHGfazsGjPkg09o0VHyHdMWacjYGUXepXInaIsnm2Az3EOu3/Q/RkREBDt27ODpp5/GwkJaeUtISMDV1bVSeVdXV+Lj4+ussyKLFi3i448/1j3u0aMHX3/9NWa1eI8kJCToxlHZ2ADi4+NxdnYGICQkhAkTJvByaW03ABsbG3799VcGDx5cY39VsW7dOhISEnjvvfcM7pU593744Yf11l+R2s65DGdnZ2bPnk2XLl0wMTHhzJkzrFy5kuPHj3PhwgWaN2/+UP3l5+eTnp5O48aN6yT7uJGNGpm/L7HlyeicW/RlXushvOjzIh+f+piLyRcp0GZj5vo9RaaxOFr1r1SFytoax7dnYzvheZI/+4ysPXuhpITUb9aQte83nOfOxdKvV72Gl519nZu35pKZWe4fZ2Rkg7v7DNxcx6NUli//q4yUPPFsS5r5NGbvuvMkayK5r0mGss88ITBOu4dJSiIKoaXjoKfwG/ciphaWCCHID7tP5t47aDKl1RmFWontKE/MOxn+Iv27sP/ba2Tcy6tZ8DFh42SO/6s+D60nMzOTwMBAzM3NWbp0qe56Xl6e3tZORUxNTckqTUhZF50VefHFF/Hz8yM1NZXDhw8THh5e60iZsm2SypxPTU0lB/+yVUiQtpo8PT3p3r07AwcOJCsri1WrVjFq1Cj27t2Ln59frfqtyKVLl3jjjTfo3r27niM0SBFKy5cvZ8OGDVg2UOBAXee8cOFCPZnAwED8/f3x9/dn7ty5fPfdd7p78+bN04uwqmt/dR3b40Q2amT+vmRUCAV1kr4sPBp5sHbIWjZe38jnF5aDogR1499ZfPlDFvjNx9So8hIAxk5OuC5ZgvXTT5P0ySeUJCRSHBtL7KRJWI8YgdN772JUy18tJSXZ3P5jCXFxmyiLaFIqTWjadCLNm03B2LjyQpFpaWmcvXqMOJNwvYgmVU4epvduoywqpEmrNgx8dRpOHlLEQVFcNhm7/6DobvkXlpGjGY0neGPsWDvfg/9VMu7lcb80Y/L/Cvn5+YwYMYLo6Gj27dtHs2bNdPfMzc2rDLEuKCiockWlOp0V8fDwwMPDA4CxY8eydOlS/P39CQsLw8vLC41Gw/379/XaWFpaYmlpqfODqWx8BQUFALrxZWdn07NnT8aNG8eiRYt0ckFBQfj4+DB58mSuX78OSO+ZoqIinYxKpcLBoUIplVKioqIYNmwYzs7O/PTTT3p+JCBFjZX12VDUZc5VMXjwYHx9fdm/3zBtRXX9qdX6iTQf7K8uso8b2aiR+fuSl1p+bl5ucKiUKlqbBZB7pxCzpt+hNMrhwN39xGbH8Hnfz2lmXfmHNoBVv35YdOvG/ZXBpG3YAFotWbt3k3v8OI7/9380GjWy2uKYaWknuR7xLoWF5Y6Wjg5P4en5AaamlVcKT0tL4/jx44SFhekZM3bWDhTeuIki8w8UgJGpJ+0GvolDi6ZoizRk7b9Lzsl4KbYAwEiJVR9XrPo1RalWVdrX3wkbp7+WUfew4ykqKmLkyJGcOXOGHTt20LdvX737Li4uhIWFVdo2Pj6ezp0711lndYwfP57Zs2ezadMm5s+fT2xsrIE/z9y5c5k3bx4uLi66cbRv395gbFC+FbJ9+3bi4uIYPXq0npypqSnDhg0jODiYlJQU7O3tGTVqFMeOHdPJNG/enDt37ui1i4mJYdCgQSiVSg4ePGjggBwSEsKJEycICQnRhSmDZOxpNBqioqKwsLAwaFcTFef8IA/OuTqaN2/OlStX6tRf27ZtDfozMzPD1ta2zrKPG9mokfn7kle69G1sDsb6vyq+PxeLtsCNvDvTaNPxB+JzY7iRdoMxv4zh016fMqj5oCrVKi0scHrvXawDAkj66CMKrl9Hk5lJ4j/+QeauXTSZ/ynqCtEMABpNIVFR/yYufqPumrm5O61bz6OxXeVL5WW5Zi5fvqznlOfi4kLfPn2I2L2d25l/AKBQuaAyHcqJH6O4dyoRbyWIrPJfqGYd7Gn0lLtcjLICDbHV81ehpKSEMWPGcODAATZv3kxAQICBTJcuXdi/fz/R0dF6xkV0dDTJyckGeVlqo7M6yrYn0tPTAckn5ME8LmUrO2V9nz59mqFDh+rJnDlzBhcXF50/TZnD8IMJA8vGXPHv559/rusfDFcXEhMTGThwILm5uRw7dszA6AKIjY0FpO2eyvD09GT48OH88ssvld6vivbt26NWqzl9+jRTp07Vu3fmzBnUajXt2rWrUU9UVBROTk41ylV8jh80VM6ePUvnzp11+W/qIvu4kb3/ZP6+ZJY63prpR2potYL916QPxq6urdj29FYGN5ecC3OLc5lzbI5ePamqMGvnQ4sff8DxvXdRlC7X5p07R/SoQLIqfHgXFCRy8WJQBYNGQfNmk+ne7ddKDZqioiKOHj3KypUruXjxos6gadKkCePGjeOlFyZw7aet3L5wBgA7Fzf6vTwHKzNTfM1VeOUU6QwalZ0p9q+2o/F4L9mg+R9Fq9UyYcIEdu3axZdffklQUFClcmPHjkWhULBs2TK968uWLUOhUDB27Ng66wRIriL79urVqwHJYRiklZRBgwbpHWVGTevWrfH19WXt2rVkZ5dvCYaGhnLixAm9/su+ZNevX6/XX2ZmJj///DNubm46A6hLly56/fXqVe7/lpKSwsCBA0lOTmbfvn14e3tXOo+AgAC2bdtmcHh7e2NnZ8e2bdvqFXFlaWlJQEAAISEhehmBY2NjCQkJISAgQOe/k5ubW+k21Q8//MCVK1cYPny43vXKQrr79euHs7MzwcHBegbhzp07uXv3rt5zXBfZx42cUfgB5IzCfxOyk+DztoAA72dgzAbdLSEEPnN/I69Iw7D2zqx+vgtCCLbc2MJn5z5DIDAzMmPtkLW0s6/5lxJIId+Jn3xC7rFyY8ju5ZcxmtSLaxGzKS6WtsLMTJvh7bMYm0aG2Uq1Wi1Xr17l4MGDek6bzs7O9OvXjzZt2pCfncWOf8/j3h+RAFg1dmDsvIUYJylJ3xmlywqsFYI/igWuz7XG88m6LYv/L/F3yCg8e/Zsli5dSt++fZk0aZLB/cGDB+t+yU+dOpWvvvqKiRMn0qtXL06ePMm6deuYMmUKX375Zb10jhw5ktTUVPr160fTpk3JyMjgt99+49ChQ/j5+XHkyBEDH5XKOH78OIMGDcLb25vJkyeTlZXFkiVLMDEx4eLFizpfmJKSErp168bly5d55pln8Pf3JysrizVr1nD79m3WrVunFxVVFb6+vly6dImpU6fqGTtlTJgwodr2/fr1IyoqqtoSBTXJ3Lx5k+7du9O4cWNmzpwJSBmFU1NTOXfunC50/PLlywwfPpxnn30WT09P3QrPli1baNq0KWfPntVbrZk3bx4ff/wxR44coV+/frrr33//PePHj9dlCY6Li2PJkiW0atWKs2fP6jkG10W2MuSMwnJGYZmGJOwHIeZaS8fVHQa3B31+VDR/9xfxxIKDorBYo7u+8dpGXRbiPlv7iJjMGIO2VaHVakXKunXiuk87cc2njTj9QSu9bMCXLk8URUUZlbaNiYkRX3/9tV4W4MWLF4tLly4JjUYaX0Fujtj43pti8ZjhYvGY4WL9nOki8949kbYzUi8r8O1PTouNrx8SwVOkI3TfnSozEP+v83fIKNy3b9+yrKyVHkeOHNHJFhcXi/nz5wt3d3dhbGws3N3dxfz58w2y1NZF59atW8XQoUOFi4uLMDY2FpaWlqJr167iP//5j0FW4po4evSo8PPzE2ZmZsLGxkY899xz4s6dOwZyWVlZ4qOPPhI+Pj7CwsJCWFhYiF69eomdO3fWuq/q5id9dVZPQ2QUFkKIsLAwMWTIEGFpaSksLS3F0KFDRVhYmJ5MYmKiGD9+vPD09BQWFhZCrVaLli1bilmzZon79+8b6Jw7d67B61TG9u3bha+vrzAxMREODg5i0qRJIiUlpdKx1UX2QR5VRmF5peYB5JWavwmnVsL+f0rnr58FR/194c/332TlYemXxL9HtWdc93Ln4MXnF7P+urS03cyqGd/4f4OLZeVOvJWRFrqHq7feotiptJaSgKaOL+PZ7gOD6tm5ubn89ttvhIeH664ZGRnRq1cvevXqpYs80Go0bPvXP4iLkJJxubb14enJ75K94y7F8aVZR1UKGvm3wNLPlRtnEzm66SZarfT+9+ntQp+g1ij/y2s51ZW/w0qNjMxfEblKt4xMQ6Ipd5KlKNfg9iu93LEojQD6fP8tMvOLdfdmd53NUy2eAiAmO4bxv47nyv2aowtAim66kvsPnUGjSoXGS4xQvHmEoqg/dHJCCK5cucKqVav0DJr27dszY8YM+vfvrxdKGX5wn86gcfLwZNgzM0n/5obOoFHZmeI4rWNpEUoFXj1dCJjREWNTaY7XTiSw54srFBWU1GoeMjIyMn9FZKNG5u9Jiz7l59d2GNy2tVDzen/pF0RKTiH/3hOhC5dWKpR86vcpA5pKtWFSC1KZ+NtEDsUcqrbLhITtXA6bSEmJ5A/jYOtP84N+mNxWUpKQyJ3xz5N/+TIpKSls3ryZkJAQnSOfs7Mzr776KoGBgdjY2OjpLcrP4+S2zQCYmFvwVK+pZP34B6JAcuAz9W6M0xudUbvpJ1Zr6m3HqDldsLCR9r7vXk1l19JLsmEjIyPzX4ts1Mj8PXHrCjalacPPf1seCVWBSb3d8bCX0r1vPR/LNyfKV1LUKjVL+i3hJe+XACjUFDL76Gy23dpWaXcxseuIuPEuQkiGhofHbNp3Wk2L4DU0Chwl6cjPZ9fnn7N61Srd0qyRkRGDBg3itdde0ytqp6f72hUKsiVDaWDnieT/XhptolTQKMCDxi94oTSr3BHT3s2S0e92obGrFEWRfDebfV9fRaP5c+q2yMjIyDwMslEj8/dEoYD+H0jnJfmw37Bei4mRihXjOuu2oRbsucEv4Qm6+yqlijnd5vDPHv9EgQKt0PLJ6U/4IuwL3aqORpPPjZsfEhn5aWm3xrRrtxL3FtNRKBQojI1p8umn5E18mb3DnuJGy5ZoS9u2bNmSadOm4efnh0pVdTK8hFsRAHg1ehKrBMkIU5iocHitvVSEsppkfwCWtqaMmuOLfVPJsIm9nsaRjTeQ/e1kZGT+25CNGpm/L+3HgFt36fzaDrjzu4FIO9dGrJ7QBVVpderZP4RxLlq/Xs3YtmNZ0m8JaqXk47L68mo+PfMpGZlXOHf+WeLjtwBSqYMOHb7EyXGYrm1RURF79+5ld34++aW5bCxycuh/5w7jn3uuVgXhMpPv0cTMg/a2vQHJoLF/tR0m7o1q/VSozYwImNERKzspV83NM0mc3fVHDa1kZGRk/lrIRo3M3xelEp76DChdydg1A7LvGYj1be3Av0dKqdmLNFpe23CBqGT9mkCDmg/iy8FfYmksrXbcjN3CudBR5OVJ20hmZs3p4rsV+8b9dG3i4uL46quvOHfuHAAKhYIO+fk8tWcvjmfOkvTBB4hKsqI+iDaniB4OAdKKjAIaT/DCpFnl9aGqw6KRCSNmdsTEQtqqCt13l1vnk+qsR0ZGRubPQjZqZP7euPpCl5el8/Ro2PhsefmECozp1pSZAz0ByMwv5qW150nOLtCT6ebcjXVD1vGMnZqJ9kWoSotR2js+Q/duu7G27gBISfQOHz7Mt99+S2qqlHTP1taWiRMn8sw//oGpmxsAWXv2kviPfyK01fu3uOZ6YKKS0rtbD2mBqWf9a67YOlsw/PWOqIykj4Zjm2+SlfLnVNuVkZGRqSuyUSMj89Rn4NFfOk++DpsCodCwOvNbgzwZ3UUyOOIz8nnlu/PkFpZHCmm1RWiTv6O/RQYAGgE/pKl59+Z1IjOliuAajYYdO3Zw/Phxnc9Kly5dmDp1Ks2aNUNlbU2zNd9g5OgIQOZPP5H0ySdV+rcUJ+XiLKQcOtlkYNXH7aGfjiYtG9EzsCUARQUa9nwRTmFecQ2tZGRkZP58ZKNGRsbIBII2Q9MnpMcJF2FLkEH+GoVCwb9Htae3pz0AV+OzmL7lIiUaLSUl2Vy+PJHERCn6Samy4EBxW07nGhGfE8+EPRPYfmM7O3bs4OpVKZ+MhYUFzz//PCNGjNBLKa5u1oxm361DVepPk7H1B5IXflbp0HPPlW8PXcs7hUJZvVNwbWnfzw33jtI8U+Nz+XV1OCXFNW+FycjIyPyZyEaNjAyA2gKe/xGadJQe3/0dNjxrsBVlrFKy+nlfvJpIPitHb97nq2M3Cb/yOukZUgFJU1M3unUNYf7gnYxpPQaAIm0RW/Zv4dq1awBYW1vzyiuv4OnpWelwTDw8aLZ2LapGkrNv2vr1pP/wo56MKNaQe1EK384sSuHuvStoShomx4xCoWDwKz44uUvzTIzKlB2HZWRk/vLIRo2MTBmmjWDCDnAsrcYbdw7WPWXgPGxlasy6l7vR2EKNAi2ZifNITz8l3bPyoVvXECwtPFGr1Hz45Ics8FuAndYO73RJb4mqBP/R/jVGNpm2aU3Tb79FYSb5yyR9+il5Fy/p7uddSUGUJsr7IzsMpcoIZTWh33XF2ERFwPTyiKjLh2KJv5neYPplZGRkGhrZqJGRqYiFPUzcU74Vdf8GbA6Egiw9MedGpswf2Y5Az930aHIBAFPTpnTquBa12l5PdkjTIYzMHYmRkKKKLtle4rXfX6sxAzGAWTsfmnz6L+lBcTFxr79O4R/RAORfk5yMtWi5k3MNYxOTGnPS1BVTS2MGvuQlPRCw7+urZCTnNWgfMjIyMg2FbNTIyDyImS28sBM8+kmPk67A1vEGPjYd7E7ylLtkmGQXWXA5d66BQQOwZ88eMlIyACi2LybGMoac4hxmHZnF1+Ff1zicRsOH0/i11wDQZGQQ+9prlNy/r6vrVGhaQJE2n8K8XPKyMus56apxbWNLl6ek7MsFucX8Ehwml1KQkZH5SyIbNTIylaE2h7GbwKWz9PjOCdj8HBTm6ERiYr8FoEhjzPJLU1hzupiSB8oLZGZmcvnyZQDs7e35cNKHvNPtHVSl1bhXXlrJ+mvraxyOw1uzsH56BADF8fHETJmCJqsQAKVNeWHLA1+vrDEEvD70GOGBZ9fSiKzkfMIOxTZ4HzKPhgsXLjBr1iw6dOiAlZUVzs7ODBw4kIMHDxrIajQaFi5cSKtWrTAxMaFVq1YsXLgQzQP5kuqiMyIigqCgIDw9PbG0tMTa2ppOnTqxbNkyCgsL6zSXEydO0KdPHywsLLCzsyMoKIiYmBgDuZKSEoKDg+nUqRNWVlbY29vTu3dvtm2rvIxJZezcuZMXXngBT09PzM3NcXd3Z9y4cdy6davGth999BEKhQI3t/JoxKNHj0pZxGtxzJs3T9fu6tWrDBs2DGtra6ytrRk2bJgu2KAiL7/8cpX64uIMy8A8SGFhIZMnT6ZTp07Y2tpiZmZG69atmTVrFklJleer2rlzJ926dcPMzAwnJycmT55MWpphSozHSeUFYWRkZMDECp7fDutHSKHed09K4d7Pb6NQUUhurvThlqscSHRmC6CYC3fTecKj3FcmLCxMdz5o0CBMTU150edF2tq1Zfqh6RRoClh8YTEAL3q/WOX2kUKpxOXTT9GkpJJ76hSF1yMwbpmNQmWFpYkt9s1akBJzh6jzZzi1/Xt6jXm+QZ8KhVLBgBe9SIjKJDejkEsHYvDu5aIrhinz12XhwoUcO3aMwMBAZsyYQU5ODuvWrWPw4MGsXr2aadOm6WTfeOMNvvjiCyZOnEjPnj05deoU77//PrGxsaxatapeOmNjY0lLSyMoKAg3Nzc0Gg0nT55k9uzZHDp0iN27d9dqHidPnmTgwIF4e3uzaNEiMjMzWbp0Kb179yY0NBR7+/JV0mnTprFmzRqCgoKYNm0a+fn5bNy4kTFjxrBy5UpmzJhRY3+vvfYa9vb2jB49mlatWhETE8OqVavYtWsXJ06coEuXLpW2i4yMZNGiRVhYWOhd9/LyYuPGjXrX5s+fz71791ixYoXe9Q4dOuh0+fn5YWdnx8cffwzAihUr6N27N+fOnas00GD9+vUolfrrFXZ2djXOt7CwkMuXLzNgwADc3d0xMzPj2rVrfPvtt+zYsYPw8HC9Yro//vgjY8eOpU+fPixfvpzY2FiWLFlCaGgop06d0ovofKwIIeSjwgH4AiI0NFTIyAghhMhJEeKLXkLMtZaObwaKxJit4uAhD3HwkIe4eOMH0fzdX0Tzd38R836+qmum1WrF8uXLxdy5c8WiRYtESUmJntqTcSdF5w2dRbvv2ol237UT/z77b1GiKXmwdz1KsnPE7ZEjxfU2bUX0K1+J2HePi4QFZ0Rm8j2xatJ4sXjMcPH52BEi7sb1R/JUXD0eJ4KnHBLBUw6Jn5ZeFFqN9pH087iIjIwUkZGRf/YwHim///67KCgo0LuWl5cnWrduLWxtbUVxcbEQQojw8HChUCjEzJkz9WRnzpwpFAqFCA8Pr7PO6pg+fboAxI0bN2o1jy5dugg3NzeRlZWlu3bhwgWhUCjEnDlzdNeysrKESqUSo0aN0mufm5srHB0dRceOHWvV36FDhwyuXb9+XajVajFixIgq2/n7+4shQ4aIvn37CldX12r7qEkmMDBQWFhYiJiYGN21mJgYYWFhIUaPHq0n+9JLLwmgVs99Xdi2bZsAxJdffqm7VlRUJJo0aSJ8fX31+tuxY4cARHBwcI16a/PeCw0NFYAAfEUtv8Pl7ScZmZqwaAwv/gxNOkmP486TEbpQd9ureV9aNJbqNu2/dk+XKC8uLk63FNuhQweDopQ9XXuyYsAKzIyk6KbNEZuZd3petYUkVZYWNPvqK4xdXdHmpgCgySzEyqYxw2a8DYAQWvau+pyi/IZ36PXu5YJrGxsA4m6kc3a3HOb9V6dXr14Gv5rNzMwICAggPT2dxMREALZu3YoQglmzZunJzpo1CyEEW7durbPO6mjRogUAGRkZNcpGRkYSGhrKK6+8gpWVle56ly5d6N27N1u2bNFdy83NRaPR0KRJEz0d5ubm2NjYYF5aY60mBgwYYHDNy8uLdu3a6VIzPMi2bds4evQoy5cvr1Uf1ZGTk8Pu3bsJDAykadOmuutNmzYlMDCQ3bt3k5OTY9BOCEFWVhbaarahU1JSuHHjBnl5NX9GVPY6HT16lMTERGbMmIGRUfmGz8iRI2nevLne6/G4kY0aGZnaYG4HL+4CV2nJOUMlGStmZi0wNXXC38cZkDINX0uQIqUq7mN7e3tXqtbP1Y/vhn6HvZm0dP5T1E8sv1j9B6KRgwNNv/kGisv2rhWkrPmJFh196TxU8rvJvJfEkfVr6jfXalAoFQx62bu8PtTeu1w5WvN+vcxfj4SEBIyMjHRbExcuXMDJyQl3d3c9OXd3dxwdHQkNDa2zzork5eWRkpLC3bt32bZtG4sWLcLFxUW31VIdFy5IEYZPPvmkwb0nnniChIQEnd+Hs7MzPj4+rFu3jvXr13P37l1u3LjBW2+9RXR0NO+//36N/VWFEIKkpCQcSzN+VyQnJ4e33nqLWbNm0aZNm3r3UcaVK1coKiqqcs6FhYWV+tY0btyYRo0aYWlpSWBgILdv3zaQCQ4OxsvLS1d3riLFxcWkpKSQkJDA0aNHmT59OgqFAn9/f51Mda9Hjx49uHTpUrVG1aNE9qmRkaktZjYwfhvFa/uSayHVQ7ItkZLjDfFx4uvj0qrFoYhk2rk24v79+7qmlX0IluHd2Jtv/b/lxX0vklmYybdXv6WxWWNe8H6hyjYmHu44vjWejF+kiKzs47cw8dhP7+df5u6Vy6TFx3L1yH6atGpNh0FDH3bmeljamjJsWgd+Xn4ZTbGW4z/cwsxKTasuVc/xv5FfV/yHtIS/jsFm5+LG8JnvNIiuiIgIduzYwdNPP63z/UhISMDV1bVSeVdXV+Lj4+ussyKLFi3S+YWA9OX39ddfY1aah6k6EhISdOOobGwA8fHxODtLPy5CQkKYMGECL7/8sk7OxsaGX3/9lcGDB9fYX1WsW7eOhIQE3nvvPYN7Zc69H374Yb31V6S2cy7D2dmZ2bNn06VLF0xMTDhz5gwrV67k+PHjXLhwgebNm9eq35MnT9K/f3/d4xYtWrB161Y6d+5c67Hl5+eTnp5eYy6uR4Fs1MjI1AWLxoiRX8MtyeAwij4Lbifo3NwPtUpJkUbL7fs5aLVaXZSEvb19jU5zHjYerBq4ikm/TaJAU8Ci84uwNbUlwCOgyjaWfr5kHTuONluBkXMnEv7vXZp9+w3DZrzN9x/OQVNSwsE1qzGztsaze8+Gew4Al1Y2DJnkw94vryAEHFh3DVMLI9za1uyQ+N9CWkIcydGGv3L/28nMzCQwMBBzc3OWLl2qu56Xl6e3tVMRU1NTsrKyKr1Xnc6KvPjii/j5+ZGamsrhw4cJDw+vdaRM2TZJZe8jU1MpOWR+fnnhVXNzczw9PenevTsDBw4kKyuLVatWMWrUKPbu3Yufn1+t+q3IpUuXeOONN+jevbueIzRIEUrLly9nw4YNWFpa1ll3ZdR1zgsXLtSTCQwMxN/fH39/f+bOnct3332nuzdv3jy9CKuKdOzYkQMHDpCXl8elS5fYuXMnKSkpDzW2x4ls1MjI1BFj1ydR3FIi0FKoBr4fh3LCdpwbmRKTlkdseh6xsbG6/W4fH59a6e3o0JHP+33OzMMz0QgN//j9H2QXZTOu7bgq21h0b072oRiUJpYoTB2If3sOLffuYdjMd9i9dCFCaPnti+U0a9cJk1r6EtQW944O9JvQliMbb6AtERxcd50Jnz6JkXHDZTX+M7FzefjioA1JQ4wnPz+fESNGEB0dzb59+2jWrJnunrm5eZUh1gUFBVWuqFSnsyIeHh54eHgAMHbsWJYuXYq/vz9hYWF4eXmh0Wj0VjcBLC0tsbS01PnBVDa+goICAN34srOz6dmzJ+PGjWPRokU6uaCgIHx8fJg8eTLXr18HIC0tjaKiIp2MSqXCwcHBoI+oqCiGDRuGs7MzP/30k54fCcDrr7+u67OhqMucq2Lw4MH4+vqyf//+Wvdra2vLoEGDAHj66acZPnw4PXr0QK1WM2nSJIOxqdVqvfa1HdujQjZqZGTqSF5eNAJpv9i0UAtFebBxFAEO81md5si1+Cxu3orSybdt27bWuvu49eFfvf7FP0/+E63QsuDsAu7n3Wem78xK5TWp5b+GRGEWJZmZpH67ltZvzKD3uJc4seU7CvNyuXL4N7oGjKznjKvGu5cLmcl5XPwthtzMIm6eScKnd+VbGP9tNNRWz1+FoqIiRo4cyZkzZ9ixYwd9+/bVu+/i4qKXgqAi8fHxetsPtdVZHePHj2f27Nls2rSJ+fPnExsba+DPM3fuXObNm4eLi4tuHO3btzcYG5RvhWzfvp24uDhGjx6tJ2dqasqwYcMIDg4mJSUFe3t7Ro0axbFjx3QyzZs3586dO3rtYmJiGDRoEEqlkoMHDxo4IIeEhHDixAlCQkKIiip/3+fn56PRaIiKisLCwsKgXU1UnPODPDjn6mjevDlXrlypU98V6dq1K61bt2bdunU6o6bi2B78fIuPj8fMzAxbW9t69/kwyI7CMjJ1JCPjrO7cpunT0klxLjPvz6W5IokijYawUge+sqRUdWFEyxEs7bcUU5W0jPvNlW/Y88ceAzlRoiU/Qlq+N3azQNVIkk/95hsKo6LoPDQAUyupIOWVw7X/pVZXOvs3x9hEWp25uD8GrebPcRCUqZqSkhLGjBnDgQMH2LBhAwEBhtuaXbp04d69e0RHR+tdj46OJjk52SAvS210VkfZ9kR6ulRPzNnZmQMHDugdL774om5sAKdPnzbQc+bMGVxcXHT+NGUOww8mDCwbc8W/n3/+uV5/mzdv1pNPTExk4MCB5ObmcuDAAQOjC6Q8PCBt93h6euqOc+fOkZSUhKenJ6+VZgSvC+3bt0etVlc5Z7VaTbt27WrUExUVVefPoAcp85Epo7rX4+zZs3Tu3NkgV87jQjZqZGTqSHpGWcSAEps+i6G3FEptWpzJGuPPaaFMJTdT+gBo3759vd7cA5oN4Bv/b1ArpaXdf535Fwk5CXoyhbczEIXSB7d5B0ec3nsXAFFURMK772GkVNG6h+RLkxYfS3aa/r54Q2FqYUy7PtIvxqz7+USVVg6X+Wug1WqZMGECu3bt4ssvvyQoKKhSubFjx6JQKFi2bJne9WXLlqFQKBg7dmyddQIkJ1f+/7B69WpAchgGaSVl0KBBekfZdlXr1q3x9fVl7dq1ZGdn63SEhoZy4sQJvf7LVg7Wr9fP1J2ZmcnPP/+Mm5ubzgDq0qWLXn+9evXSyaekpDBw4ECSk5PZt29flRGMAQEBbNu2zeDw9vbGzs6Obdu21SviytLSkoCAAEJCQvQiKWNjYwkJCSEgIEDnv5Obm1vpNtUPP/zAlStXGD58uN71ykK6U1JSKo1Y2rNnD3fv3tW9TgD9+vXD2dmZ4OBgPeNx586d3L17t9r/h0eNvP0kI1MHiorSSEmR6j1ZWflgZGQFAz6EtD/g2k48lfF0V0YB0spFbX5JVUUnx07M7jqbhecWklOcw7/P/puVA1eWjyW2/MPdtLUtxs5PkbV/P9l791Fw7RopX39N8y6dCD+4D4BrRw/xxKixBv00BB0HNSX8SByaEi2nQm7TvJ09Jmbyx8tfgTlz5vDDDz/Qt29fzMzM2LRpk979wYMH4+TkRMeOHZk8eTIrVqwgOzubXr16cfLkSdatW8eUKVP0Qq9rqxNgypQppKam0q9fP5o2bUpGRga//fYbhw4dws/Pj+efr13266VLlzJo0CB69+7N5MmTycrKYsmSJbi6uupFI40YMYJOnTrx1VdfkZSUhL+/P1lZWaxZs4aEhATWrVtXq/78/f2JiIhg6tSpREREEBERoXd/woQJALRq1YpWrVoZtA8ODiYzM9NgG6wuLFiwgIMHD9KnTx9mzpS2oFesWIFKpWLBggU6ucjISIYPH86zzz6Lp6enboVny5YtNG/eXC/qrGxsH3/8MUeOHKFfv34AbNq0iVWrVvHss8/i4eFBSUkJFy5cYMuWLTg7OzN37lxde7VazZIlSxg/fjwDBgzg+eefJy4ujiVLluj+j/40apul7+9yIGcUlqmGyMiFukzCcXHfl9/ITtZlHF7zz+fF3Llzxdy5cyvNSloXtFqteGXfK7qsw8dij5V3+XuciH33uIh997gojMsWQghRnJYmbvbyE9fbtBXXfdqJ7PBw8cWUF8TiMcNF8CtBIj87+6HGUx2nf4rSZRs+vOHRZDRuaP4OGYX79u1blpW10uPIkSM62eLiYjF//nzh7u4ujI2Nhbu7u5g/f75Bltq66Ny6dasYOnSocHFxEcbGxsLS0lJ07dpV/Oc//zHISlwTR48eFX5+fsLMzEzY2NiI5557Tty5c8dALisrS3z00UfCx8dHWFhYCAsLC9GrVy+xc+fOWvdV3fykr87qaYiMwkIIERYWJoYMGSIsLS2FpaWlGDp0qAgLC9OTSUxMFOPHjxeenp7CwsJCqNVq0bJlSzFr1ixx//59A51z5841eJ3Onz8vgoKChLu7uzAzMxMmJiaidevW4s033xSJiYmVjm379u3C19dXmJiYCAcHBzFp0iSRkpJS7XzKeFQZhRWimuylf0cUCoUvEBoaGoqvr++fPRyZvxCFRSmcOtUPrTYfM9NmPPHEfpRK43KBVT3g/g2uapuzUTEGM0UJbm5uOue6+vJHxh8E/hxIiSjhySZP8rW/VNk770oKaZulX4+NX/LGzEvKCZF9+Ahxr78OgNXQodwb3I+jG74BoM2TvRn+5v9VWWPqYdAUa/lhwXnSE6XcOSNmdqSZ9+PPU1EXyhw7K/ulLSMj8+iozXvv4sWLZf47XYQQF2ujV/apkZGpJdHRK9BqJedGd/cZ+gYNgI2U3MpVkcp9rbTXfe/evYfOrOlh40HfplJUyZnEMyTlSo6QKuvyUEpNVnlYqtWA/ph37w5A9v79tG3mgUMLyTfh5ukTRPx+9KHGUxUqYyUDX/KizF46svEGuZl1q8IsIyMj8zDIRo2MTC24f/8g8fFSZIS5uTtOTs/oCxRkQdx5ALTG5qRqpTwOxcXFtU4wVh0jWkrlDwSCE/EnAH2jRptdpCffeNKrpTe0JMx8kyETXsXIWJI/9O0XZCbfe+gxVYZTC2s6+0t5SnLSC/klOIyigpJH0peMjIzMg8hGjYxMDRQUJHA9QoosUiiM8Pb6D0rlA06wp4MhXzJeLjiPJU2UJ7orCzF9GJ5o8gQqheR8/Hvc7wCorCpfqQGw6N0bm9JolZLERAr+s4Tez78MQFF+HntXLUGrNQx5bQi6P+1BUy8pR0VKbA77vr6KRg7zlpGReQzIRo2MTDVotSVcvfYWJSUZALT0mE2jRg8kIcu5D6dXSefWrtxuHkS+KN+aKsuw+TBYGFvQ1bkrAMfijhGfEw8KBZRu9Qitvm+cQqHA+Z//0G1D5Z07R/PkdNw7Sfkl4m9c4/yukIceV2WoVEqGTmmPfVNpCy72ehpHNt6otvq4jIyMTEMgGzUyMtWQnPwrmZlSRVo7u940a1ZJEq2zX0KRVBKBfu9hZWWFkaJ8ZcLY2NiwTT2Y4CWFkGqEhp+jfkabXyzFBQBKC8M+FMbGuPxnEUprKQHf/SVLGTAyCLPShHwnf9zEncs1V16uD2pTIwJmdMSqsZQQ8OaZJK4crb4gooyMjMzDIhs1MjLVkJUVrjv3arsAheKBt4wQcGWbdG7tBh3H42xtSqEo354qqwH1sHRy6KQ7zyvJQxSUbx8pTSvPCWPs5ITTB1LiL1FYSO6atQyZ9qb0WKtl97KF3L8bXWnbh8WikQkj3uiIujRfzekdUWTcy6uhlYyMjEz9kY0aGZlqyC+QMnmqVJaYmroYCsRfhIy70nm7kaAyopmdOVnClLLdlgcr3NaXjMIM3bmNiQ3awgpGjUnVRSQbPfMMph2lxGlZv/yCY3o2vce/DEBRfj6/LF9ESXFxg4zxQWydLeg91hOAkmItJ36MfCT9yMjIyIBs1MjIVIupiVSETqPJobDwvqHAtR3l5z6jAGhqZ4YGJblIjrypqakNMpYHjRpRVG7UKKoxaiT/mg+htLJwwvsf0NG3Bz59pUq8afGxnN2xtUHGWBltejjTzNsOgJhrqSREptfQQkZGRqZ+yEaNjEw1NGpUnoAxLf2koUBsaXFLS2dwkRyIzdVG2Jobk1fqLJyVldUgY0ktKDeObExrv1IDYNa+HY5vSzWqtNnZ3P/PYvq//BoWtpKxcWbnj9w6W8n8GgCFQsETI1vqHh/7/haaYjkaSkZGpuGRjRoZmWqws/NDURpKfe/eL4YCVtJKDgUZoC3PxyKEwEYhJepr3LhhsurGZMXozptaNdUVs4TqV2rKsHv5Jcy7ShFU2fv3o70dzdCpb0p+QkKwd+XnxF6/0iBjfRCHplZ49ZKeq7SEXC7svfNI+pGRkfl7Ixs1MjLVoFbbYWcrVe5NTT1CaupxfYHS1RlKCuD4YgAKijU0KkpBXRoB1axZswYZy+/xpflpFCqaWTVDk1Oem6YqR+GKKBQKHN6erXuc+dNPtOjUhYGvTpWmUFzEjgVziX5EEVG9AlthYWMCQOi+u9yPya6hhYyMjEzdkI0aGZkacHd/k7K3SsSN99FoKkTw+L4IFo7S+fFFEHeBK7Hp+KgSpGsKhV514/pyM+0m55LOATCw2UBMjUwpLq2xhAKMHM2raV2OeefOGJcaWbmnTiGEoOPgYfQcI1VKLiku4qdF/3okod4m5sb0e74NIOXVObQhAq1Wzl0jIyPTcMhGjYxMDTRq1InmzacAUFiYRFLSrvKbFvYw8gvpXGhh/z85fvQIjkrJ4HBp4Ymtre1Dj2FzxGbd+QTv0nw1aVJSP1Ujkxp9aipi6SetPBVFR5N/UaoR92TgOPq9KBXe1GpK2L3sM1LjYh963A/Sor09bZ5wBiA1LofbF5MbvA8ZfS5cuMCsWbPo0KEDVlZWODs7M3DgQA4ePGggq9FoWLhwIa1atcLExIRWrVqxcOFCNBpNvXVGREQQFBSEp6cnlpaWWFtb06lTJ5YtW0ZhYd1qg504cYI+ffpgYWGBnZ0dQUFBxMTEGMiVlJQQHBxMp06dsLKywt7ent69e7Nt27Za97Vz505eeOEFPD09MTc3x93dnXHjxnHr1q0a23700UcoFArc3Nx0144ePYpCoajVMW/ePF27q1evMmzYMKytrbG2tmbYsGFcvXq1yr63bt2Kn58f1tbWWFlZ0alTJ7766qs6zbtbt26YmZnh5OTE5MmTqyz1UhfZx0XNa9YyMjK0aD6FuLj1aDR5xMd/j6vruPKbrQaBz0i013ZyIkZDNtcAyBfGjBwx7KH7js6M5tc/fgXAu7G3Ll+NtjT6qTb+NBWxGRtE+pbvAUhdtw5zqQouXYY/i6akhBNbvqMoP4+fFn3C+Pmf65L1NRRPPtuSqAvJaEq0XNhzh1a+jiiUDV81XEZi4cKFHDt2jMDAQGbMmEFOTg7r1q1j8ODBrF69mmnTpulk33jjDb744gsmTpxIz549OXXqFO+//z6xsbGsWrWqXjpjY2NJS0sjKCgINzc3NBoNJ0+eZPbs2Rw6dIjdu3fXah4nT55k4MCBeHt7s2jRIjIzM1m6dCm9e/cmNDQUe3t7ney0adNYs2YNQUFBTJs2jfz8fDZu3MiYMWNYuXIlM2bMqLG/1157DXt7e0aPHk2rVq2IiYlh1apV7Nq1ixMnTpRVjzYgMjKSRYsWYWFhoXfdy8uLjRs36l2bP38+9+7dY8WKFXrXy1Z3IyMj8fPzw87Ojo8//hiAFStW0Lt3b86dO4enp6deu9mzZ7N8+XLGjBnDhAkTEEIQGRnJ3bt3a5wvwI8//sjYsWPp06cPy5cvJzY2liVLlhAaGsqpU6cwMTGpl+xjRQghHxUOwBcQoaGhQkamIlevzRYHD3mIg4c8RElJvt69gvjrYuvcCWLu3Lli7ty54qOP5oqxn+9+6D4zCjLE8B3DRbvv2ol237UTv9z+RQghRElmgYh9/4SIffe4uL/2Sp313p34irjepq247u0jipOTdde1Wq3YE/y5WDxmuFg8Zrj4Yd57oqS4+KHn8SDHttwQwVMOieAph0RU6L0G119bIiMjRWRk5J/W/+Pg999/FwUFBXrX8vLyROvWrYWtra0oLn19w8PDhUKhEDNnztSTnTlzplAoFCI8PLzOOqtj+vTpAhA3btyo1Ty6dOki3NzcRFZWlu7ahQsXhEKhEHPmzNFdy8rKEiqVSowaNUqvfW5urnB0dBQdO3asVX+HDh0yuHb9+nWhVqvFiBEjqmzn7+8vhgwZIvr27StcXV2r7aMmmcDAQGFhYSFiYmJ012JiYoSFhYUYPXq0nuwvv/wiALFly5Zq+6yKoqIi0aRJE+Hr66v3+u3YsUMAIjg4uF6yVVGb915oaKhAypvuK2r5HS5vP8nI1BJLiza689y8KN15fn4+G379nQiksGVTChjDz/Rq8nBhy8XaYt4+9jZ3s6RfWQEeAQxzl1Z+ckOTodQfxbyrc5112zw3WjrRaMjas0d3XaFQMHjyG7i09gIg9voV9gZ/jlbTsMUvOw9pjlIlrc5c3G+4fSDTcPTq1cvgV7OZmRkBAQGkp6eTmJgISNsWQghmzZqlJztr1iyEEGzdWp7LqLY6q6NFixYAZGRk1CgbGRlJaGgor7zyClZWVrrrXbp0oXfv3mzZskV3LTc3F41GQ5MmTfR0mJubY2Njg7l57fzPBgwYYHDNy8uLdu3ace3atUrbbNu2jaNHj7J8+fJa9VEdOTk57N69m8DAQJo2baq73rRpUwIDA9m9e7detvLPPvuMLl26MG7cOIQQZGdX7YifkpLCjRs3yMsr9w88evQoiYmJzJgxAyOj8k2ckSNH0rx5c73nuC6yjxvZqJGRqSXW1uUOvykphwHpA3TDhg3Ex0t1jezNlUxmCz6K20y4+wHkZ9S7v8/OfcbZRCkPTgeHDszrOQ+FQjIEiu5KuW8UahVmpYnt6oLlgAG6ZHz54fph3EbGxjwz5x9YO0gO0DdPn2DPysUNathY2ZnSqoukP/lOFvnZRTW0kGloEhISMDIyws5O+v+5cOECTk5OuLu768m5u7vj6OhIaGjNzuMP6qxIXl4eKSkp3L17l23btrFo0SJcXFxq5Uh/4YJUf+3JJ580uPfEE0+QkJBAUlISAM7Ozvj4+LBu3TrWr1/P3bt3uXHjBm+99RbR0dG8//77NfZXFUIIkpKScHR0NLiXk5PDW2+9xaxZs2jTpk0lrevGlStXKCoqqnLOhYWFOt+anJwcTp48yRNPPMG8efNo3Lgx1tbW2NnZ8c4771D8QMbw4OBgvLy8OHfunO5adc9xjx49uHTpElqtts6yjxvZqJGRqSU2Nt1Qq6V9+3v3fiUqKoovvvhC96vUzc2NCVNnc6ikIwC2BbGwKbBehs3WG1v54eYPADhbOLO8/3JMVOW/jIsTpF9oxi4WKFR1fxsrTUwwKf3yKqzE8dG8kQ3P/XM+Vo0dgEdj2DTzKc/fEx3eMKUkZGpHREQEO3bs4Omnn9b5fiQkJODq6lqpvKurq85wr4vOiixatAgHBwdatGjBmDFj8PDwYO/evZiZmdU43oSEBN04KhsboDe+kJAQvL29efnll2nRogVeXl589913/Prrr4wYMaLG/qpi3bp1JCQkMH78eIN7Zc69H374Yb31V6Quc46KikKr1fLDDz+wcuVKPvroI7Zt20b//v1ZvHgxEydOfOj+8vPzSU9Pr7Ps40Z2FJaRqSUKhQpHh6eIi99IXl4UO3asJC9Pimxq1qwZ48ePx9TUlC+tptMqN4HOyiiIvwAbn4UXfgIzm1r1cybxDAvPLQTAzMiMlQNWYm9W7gSpySlCkyWtbBg3MfzyqC0mrVtTGBlJYXQ0oqgIhVqtd9/GuQljPlrAj598QHbqfW6ePgHAsDfmoFTVzTm5Mpq3a4yRsZKSYi1hh2Lx6tlEtxL1VyB16w1K7uf/2cPQYeRgRuOgtg+tJzMzk8DAQMzNzVm6dKnuel5ent7WTkVMTU2rzYxdlc6KvPjii/j5+ZGamsrhw4cJDw+vdaRM2TZJZc6npqZSJfj8/PLXytzcHE9PT7p3787AgQPJyspi1apVjBo1ir179+Ln51erfity6dIl3njjDbp3767nCA1ShNLy5cvZsGEDlpaWddZdGXWZc9k2VEpKCsePH6d3794AjB49moEDB7J582Y++OADvL29AckAqxhhVdf+6vp6PE5ko0ZGpg5YWw+AeCmCwcHxDnfv2NK7d2/69euHqvSLvrunCy+de5f16s8kwybhEux5BwK/qVH/3ay7vH30bTRCWhFZ4LeAtnb6X2RFd8q/XNQu9f8ANWndGn79FUpKKIy+g2mb1gYylRk2RiYmDJkyE4Xy4RZ6TS2MaduzCVePxZOWkMu96CycPRo9lM6GpOR+PsXxDVNh/a9Cfn4+I0aMIDo6mn379uklhjQ3N68yxLqgoKDKFZXqdFbEw8MDDw8PAMaOHcvSpUvx9/cnLCwMLy8vNBoN9+/r11eztLTE0tJS5wdT2fgKCqTUBmXjy87OpmfPnowbN45Fixbp5IKCgvDx8WHy5Mlcv34dgLS0NIqKyrc+VSoVDg4OBn1ERUUxbNgwnJ2d+emnn/T8SABef/11XZ8NRV3mXPa3RYsWOoOmjBdeeIHDhw9z7NgxnVFTU3/qB37gPNhfXWQfN/L2k4xMLUlJSWHr1gsUFkpvaCenGF566SUGDhyoM2gAnu7oShYWvFD0HgkmpTWPrvwI13+uVn9aQRozDs0gq0gyWmZ0msGg5oMM5HLLcrsowMSz/jlwTFqXh4MW3rpZpZyNcxPGzP03lnbSdtG1owc5tunbsmjBh6LtE+XOnHE3/tz8Fg9i5GCGsavlX+Ywcni4L4mioiJGjhzJmTNn2LZtG3379tW77+LiUuUWU3x8fKVbDTXprI7x48dTXFzMpk2bACn0u0mTJnrH4sWLdWMrG0dlY4PyrZDt27cTFxfH6NGj9eRMTU0ZNmwYERERpKRI252jRo3S669bt24G+mNiYhg0aBBKpZKDBw8aOCCHhIRw4sQJ3nzzTaKionRHfn4+Go2GqKioWjlOP0hd5lz218nJyUDW2VkKJKhpO6im/szMzHQ5t+oi+7iRV2pkZGpBTk4OmzZtIjMzi5T7zXB1u4GJSRaOjoZf7E942NGpqQ2XY+HVnMnsMfknCm0xHPgQ2gwDleHbLik3ickHJnMn6w4AT7k/xeQOkw3kNDlFFJR++Zu0ssHIpv65IExalheZLKokgVlFbJycGf2PT9k6710KsrMI/XUXphZWPBEYVO/+ARyaW6FUKdBqBClxuQ+lq6FpiK2evwolJSWMGTOGAwcOsHnzZgICAgxkunTpwv79+4mOjtZzFo6OjiY5OdkgL0ttdFZH2fZE2Zets7MzBw4c0JMpW9kp6/v06dMMHTpUT+bMmTO4uLjovrzLHIYfTBhYNuaKfz///HO9L/sHVxcSExMZOHAgubm5HDt2zMCJGiRjDCAwMLDSeXp6ejJ8+HB++aWS2nHV0L59e9RqNadPn2bq1Kl6986cOYNaraZdu3aA9Ny5ublVamTExcUBVOrcXJGKz3Hbtvr/+2fPnqVz584oS1dn6yL7uJFXamRkaiAvL48tW7boQk8bNeqhu5eVHW4gr1AoeL2fZDBEaJryu/1z0o30O3DFMKNpUm4SL+97mejMaAC6O3fnk56fVOpfknexPJTboqvhr7K6oKjoF1MLX5bGbk0JfP9j1KUf/Cd/3MSlfbVLnFYVRXklaDWl87FR1yAtUx+0Wi0TJkxg165dfPnllwQFVW6Ijh07FoVCwbJly/SuL1u2DIVCwdixY+usEyA5ufKs0atXrwakaBmQVlIGDRqkd5QZNa1bt8bX15e1a9fqhSqHhoZy4sQJvf7LvmTXr1+v119mZiY///wzbm5uOgOoS5cuev316tVLJ5+SksLAgQNJTk5m3759VW7dBAQEsG3bNoPD29sbOzs7tm3bVq+IK0tLSwICAggJCdEZJiAZUSEhIQQEBOj574wfP564uDg940mj0fDNN9+gUqkYNKh81beykO5+/frh7OxMcHCwnkG4c+dO7t69q/cc10X2cVPvlRqFQmEJzAG6AF0BZ2C9EOLlB+RaANFVqPlWCDHpAXkV8A4wCWgKxAJrgP8IITT1lZWRqQ+ZmZls2rRJt9ffokULBg3y58xZ6QMzKyucJs7PGrQb5OVEaydLbt3L4f/i+3DKdAcKTQGEbYFO5fvumYWZTD0wlfgc6RdWH7c+fN73c0yNTA10agtLyD4ufbgpTI0w83646t+ipLyquMLIuFZtnFt68uw7HxLy77loios5vO4rTC0s8erdv15jSL9X/qFq61S7/CEydWPOnDn88MMP9O3bFzMzM912TxmDBw/GycmJjh07MnnyZFasWEF2dja9evXi5MmTrFu3jilTpuiFXtdWJ8CUKVNITU2lX79+NG3alIyMDH777TcOHTqEn58fzz//fK3msXTpUgYNGkTv3r2ZPHkyWVlZLFmyBFdXV9577z2d3IgRI3SlAZKSkvD39ycrK4s1a9aQkJDAunXratWfv78/ERERTJ06lYiICCIiIvTuT5gglStp1aoVrVq1MmgfHBxMZmamwTZYXViwYAEHDx6kT58+zJw5E5AyCqtUKhYsWKAn+95777F9+3bGjBnDm2++iaurKz/++CPnzp3jvffe0+UFKhvbxx9/zJEjR+jXrx8AarWaJUuWMH78eAYMGMDzzz9PXFwcS5Ys0f1vlFEX2cdObbP0PXgALZAy/SUAu0vPv6tG7idgwgPHE5XIry6VX4tkrKwtfbzqYWTrMC85o7CMEEKI4uJisWLFCl2W4DVr1oi8vDwhhBAnfu8pDh7yEOfOB1bZfndYvGj+7i+i+bu/iKufDxdirrUQH9sJkZcuhBAiLT9NjPtlnC5b8PSD00WRpqhKfZkH7ojYd4+L2HePi8zDMVXK1ZaCW7ekrMJt2oqUb9fWqW3UhTPi86ARYvGY4eLzoBHi5pnf6zWG6yfjdZmFYyNS66XjYfg7ZBTu27dvWVbWSo8jR47oZIuLi8X8+fOFu7u7MDY2Fu7u7mL+/PkGGYLronPr1q1i6NChwsXFRRgbGwtLS0vRtWtX8Z///McgK3FNHD16VPj5+QkzMzNhY2MjnnvuOXHnzh0DuaysLPHRRx8JHx8fYWFhISwsLESvXr3Ezp07a91XdfOTvjqrpyEyCgshRFhYmBgyZIiwtLQUlpaWYujQoSIsLKxS2YSEBPHSSy8JBwcHoVarhbe3t1i9erWB3Ny5cw1epzK2b98ufH19hYmJiXBwcBCTJk0SKSkplfZXF9kHeVQZhRWins5+CoXCBLAXQsQrFAojoJjqV2rmCyH+WYPO9kAYsFII8WaF68uBN4COQogrdZWt47x8gdDQ0FB8fX3r2lzmf4jbt2/rarW0atWKMWPG6Dz9r1x9g+TkPSgUKvx6ndLlr6mIVisYvvJ3IhKzCDI6ykKjr6Ubgd+S4N6TKQem6HxoOjl04mv/rzEzqtoZNGXdVQpupqMwUeHyzydQGD/c7nHSJ5/oakC5LF5Mo4DhdWp//cQR9gZ/DoBCqWTYG3No27NP3XT8nsCRTTcAGDatPe4dDSNPHiVRUVJm6Mp+acvIyDw6avPeu3jxYpn/ThchxMXa6K33p6IQolAIUX02pgdQKBRmCoWiOhf+IEABLHvg+rLS60H1lJWRqTMVi8ANHjxYL3TRwcEfACE0JN/fX2l7pVLB24OlMOmDJZ3RIvmt3IzYwYQ9E3QGja+jL6sGrarWoJH6KtVronpogyb/6jXSv5fS3qs9PLD2H1xnHd69+zN48hugUCC0WvasWMzN07/XSYebV3mERHSYnIBPRkbm4XicjsJvAnlAnkKhiFQoFNMrkekK3BNC6PnglD5ORvLfqY+sjEyduXPnDiBFRDyYu8K+cbkPSXb21Sp1DPRypGNTG1JoxGVtS86bmvBybjj38yUfnUHNBvG1/9dYq2uuhK3JlPJVKM0fLmhRaLUkffKJzkpy/uhDg8R7taXDwCEMnTZLMmyElj0r/8MfF8/Xur11YzPsm0rOjtHhKWi1Dx8mLiMj8/flcRg1WuAQ8D7wNDAVyACCFQrFfx6QdQGqWv2JB1zrKVspCoWiiUKh8K14AP87cZwy9Uar1erCI5s1a2YQnmhkZImJiZSvIivzMkJUXudEoVAwx19arfnWrDlTnB3JUUorNmNaj2Fx38V65Q+qQmi0lNyXnGqNmzxcxtKsPXspCJeitqyHDcPiiSceSp9P34H4T3kDAK1Gw89LFhBzNazW7T06SQZjQU4xSbczH2osMjIyf28euVEjhIgRQgwSQgQLIXYLIb4CngCOA7MVCkXLCuLmQOUpLaEAMKunbFVMAUIfODbXop3M34Ca8izY2Unhnzm5N0lINAzVLsOvlT1tW4dzvEkkxaWh0zMce/HPJ/6JSlnLcgMKBZSOR5Q8XKG49NJIFYWxMY7vvvtQuspo39+f/i9PAUBTXMxPi/5Fwq2IGlpJVPSj+SPsfjWSMjIyMtXzp+SpEVK49eLS/gdWuJUHVPWz1RTIr6dsVXyFtE1V8ahdfKHM/zRKpVIXklqWzOtBPDzeQqWSai/dvv0fiosNM3YKIVh5aSXxqi2gAKUQzLufSr80izrVOVIoFRiXhjwXJ9Y/SV3umTPkX74MgPWwpzB2qj4hV13wfWoEfkEvAlBcWMCOf8/jXvTtGts1drXAqrEUwh4dltIgmYplZGT+nvyZyffKvDArho0kUPW2kSv62011ka0UIUSiEOJixQO4UVM7mb8HZQm6MjMz9ZJUlWFq4oy7u5Q7org4najbi/XuF2uL+ejUR3xzRar5ZKxUs+heOoE5uUTfukZcuqHO6igzakpS8xHFdU/DJIqKSPrXp9IDhQK7l1+us46a6DFyDD1GjgGgMC+XkPkfkhpXfbZihUKBR+lqTdb9fNIS/lqZhWVkZP57+DONmrI4rnsVroUCTgqFQi8Xdeljx9L79ZGVkakzFWu8nD59ulKZpm4vYWEh1VBKTNyORiMZKnnFebx5+E1+ivoJAGu1NWuHfEsPpbQy0lLE8PaPYWjq4Bhr7FxakVtA8b26GUQA9z5bRNFtaeXEdlwQpl5eddZRG3qNfYHOT40AID87i22f/pOMpOpr3zRvX55IMDEq45GMS0ZG5n+fR27UKBQKu0qumQH/RMptUzEe9gekRDuzHmgyq/T6D/WUlZGpM15eXro05CdOnCAszND5Vak0pkkTqeaLECXk5d0htziX1w68xon4EwA4Wziz8amNdHLsRKO2UsE/T2U8CXci+OJoVK3HozNqgOKkuhk1mbt/IX2z5C5m7OKCw6xZdWpfFxQKBf1ffI12/aWw99z0NLZ9+g+yUqr2l6m45aQ2k0vSycjI1I+HMmoUCsUMhULxT+CD0ksdFArFP0uPspzaaxQKxT6FQjFPoVBMUigUHwFXgc7AR0KI2DJ9Qogw4GtgpkKhWKtQKF5VKBRrgZnA10KI8PrIysjUB3NzcwIDA3W+Lzt37uTnn3+mqKhIX86sfLEwJ+8Obx97m/D70r9fK5tWbHxqIx42Ug0bRZthOtmJqt9YvP8WG07fqdV4jJuUGzWFtzNqPY+CW7dI/OgjqX9jY1xXrEBlXXMI+cOgUCoZPHk6bUqT8WXdT2b7p/8kN6PySsE56eU+/5a2hiUiZGRkZGrDw67UzAH+BXxc+rhz6eN/IZUbAPgVKVJpGvAF8BZwB3hGCLGwEp0zgH8A/Url+5U+nvGQsjIydcbd3Z0RI0agKi3+ePHiRb755hvS0tJ0Mmp1+dbJnqgfORl/EoA2tm34buh3OFs4lytsOQAaS9tVE1QHaUIqH+26RkhoecG6qlBZqVE3swIg/2oK2vySGlqANjeX+JlvIkorIjt9+E/M2vnU2K4hUCpVPDV9Ni27SgUL0xPjCZn/IUUFhj78OWkFunNL2/pXHpeRkfl781BGjRCihRBCUcXxXanMt0KIPkIIJyGEsRDCVggxUAjxcxU6S4QQC4QQHkIIdenfBUIIg0/wusjKyNQXX19fJk2aROPGkvFy//59vvnmG6KjpbyPJqblvjdp6ZLvjZO5E6sGrqKRSSN9ZSoj6C8tbKoVJTxrLMl/sPMKN5KyahyLRVfJQBLFWrJ/rzmhd/Lnn1NUmkSw0ahR2Dz3XI1tGhKVkREBb75Ls/adALgfc4ffVi8ziHAqrGCgmVrWrrimjIyMzIP8mY7CMjL/NTRp0oTJkyfj7e0NQH5+Phs3buTChQuYmjhjY9MdgA5mJdiotMx9ci5OFk6VK2sbACbS9s+r9tcBKCzRMmPLJYo11eegMe/siKqRtJKRcyIOTU5RlbLZh4/oajupmzfH+cN/1imMvKEwUqt5Zs4/sG/WAoBbZ09y/ucQPRm1abkfTXFh3SO7ZGRkZEA2amRkao2JiQmjR4+mX79+gJR1+JdffuHXX3/F3nE0AEYKeNnJAj9Xv6oVGanBU3KitU+/zExvyek3KjmHH87HVt0OUBgrsR7UDABRpCX7SOXyBbdukTBnjvRAqaTJwn+jNKtNPspHg9rUjGfe/gcmFpJf0O/fb+BO+CXdfWPT8iSERbXYVpORkZGpDNmokZGpA0qlkn79+vHcc89hZCStLpw/f57tP0dzp0B63EKVSmZmDRkFekzVnU43P4iVidQ2+HBUjWHe5r5OGDlIBkrOmUTyr+oXghQaDfGz3kJbmlvH8f/ewbxz59pP8hFh49yE4W+8o6sT9evyRWQmS4kNTSpEPBXKRk2DcuHCBWbNmkWHDh2wsrLC2dmZgQMHcvDgQQNZjUbDwoULadWqFSYmJrRq1YqFCxei0WjqrTMiIoKgoCA8PT2xtLTE2tqaTp06sWzZMgoLq0oKXzknTpygT58+WFhYYGdnR1BQEDExhnmQSkpKCA4OplOnTlhZWWFvb0/v3r3Ztq3qzN8PsnPnTl544QU8PT0xNzfH3d2dcePGcevWrRrbfvTRRygUCtzc3HTXjh49ikKhqNUxb948XburV68ybNgwrK2tsba2ZtiwYVy9WnW9ua1bt+Ln54e1tTVWVlZ06tSJr776qsYxFxYWMnnyZDp16oStrS1mZma0bt2aWbNmVZmAdOfOnXTr1g0zMzOcnJyYPHmynr/hn4FCzt6pT2n9p9DQ0FB8fX1rlJf5+5KYmMj3339PVpbkC6O2SqJH5wMANHEehbf3g6XNHuBLP0i6AtZuLPIOYfVRKYfM7hl+tHdrVG3T/OuppG6Qtq5QgM2zrbDsUVqLav9+4me+CUCjZ56hycJ//ynbTlVxJmQrJ3+USjU4tPBg3CeLiLmexb6vpA/qYdPa65VOeJRERUkh9a1atapB8r+X0aNHc+zYMQIDA/H19SUnJ4d169Zx9epVVq9ezbRp03Syr7/+Ol988QUTJ06kZ8+enDp1inXr1vH666+zatWqeuncv38/ixcvpkePHri5uaHRaDh58iTff/89w4cPZ/fu3bWax8mTJ+nfvz/e3t689tprZGZmsnTpUszNzQkNDcXevjyP62uvvcaaNWsICgqiX79+uu3iixcvsnLlSmbMqDmWxN7eHnt7e0aOHEmrVq2IiYlh1apV5OXlceLECbp0qbxmcmRkJO3bt8fIyAgbGxvi4qQggHv37nHgwAE92fnz53Pv3j1WrFihd71Dhw506NCByMhIunXrhp2dHW+8IdVXW7FiBRkZGZw7dw5PT0+9drNnz2b58uWMGTOGvn37IoQgMjISU1NTFixYUO18s7KyGDRoEH5+fri7u2NmZsa1a9f49ttvsbGxITw8HBsbG538jz/+yNixY+nTpw/PP/88sbGxLFmyhLZt23Lq1ClMTKp3+K/Ne+/ixYtlz3OX0uS4NSOEkI8KB1LUlggNDRUyMjWRnZ0t1q9fL+bOnSvmzp0rduzsLg4e8hCHj/iI4uLs6hvveVeIudZCzLUWYWGhovm7v4jm7/4ivjgaVbu+zySI2PeOi9h3pSNlS4QoyS4Qt58dKa63aSuu+7QTRYmJDTDLhkWr0Yidi/4lFo8ZLhaPGS6ObFgjkqIzRfCUQyJ4yiERfiT2sY0lMjJSREZGPrb+/gx+//13UVBQoHctLy9PtG7dWtja2ori4mIhhBDh4eFCoVCImTNn6snOnDlTKBQKER4eXmed1TF9+nQBiBs3btRqHl26dBFubm4iKytLd+3ChQtCoVCIOXPm6K5lZWUJlUolRo0apdc+NzdXODo6io4dO9aqv0OHDhlcu379ulCr1WLEiBFVtvP39xdDhgwRffv2Fa6urtX2UZNMYGCgsLCwEDExMbprMTExwsLCQowePVpP9pdffhGA2LJlS7V91pVt27YJQHz55Ze6a0VFRaJJkybC19dX77XesWOHAERwcHCNemvz3gsNDRVIeed8RS2/w+XtJxmZh8DS0hL/Uf5cs7mGQHDvnlSfVavN5969X6tv3GqQ7tQncQcWasmv5GRUSlUt9Pvu0YTGz3tJjjxAfth9khaeoiRZ2ipo9MzTGDs7V6fiT0GhVPLU9Nk0cpQcqS/t3U1GUoLuvpFa/lhqSHr16mXwq9nMzIyAgADS09NJTJSyPW/duhUhBLMeSMw4a9YshBBs3bq1zjqro0WLFgBkZGTUKBsZGUloaCivvPIKVlZWuutdunShd+/ebNmyRXctNzcXjUajlxEcpLxTNjY2mJub19gfwIABAwyueXl50a5dO65du1Zpm23btnH06FGWL19eqz6qIycnh927dxMYGEjTpk1115s2bUpgYCC7d+8mJydHd/2zzz6jS5cujBs3DiEE2dnZVepOSUnhxo0blZZ/eZDKXqejR4+SmJjIjBkzdNvwACNHjqR58+Z6r8fjRv70kJF5SJLykrhhe4MzjmdISXVHo5GMk/ArX1bvM9ByANi2AEB1bSc9PKSQ8bPRaWQVFNeqb7N29ji90VmXmE+UGGHWaxbGrfrgOHt2/Sf1iDExN6fvC68CoNWUcHT95wit9AFr0UjOU/M4SEhIwMjICDs7Ken7hQsXcHJywt1dr/IM7u7uODo6Ehpac+WZB3VWJC8vj5SUFO7evcu2bdtYtGgRLi4udOjQoRJN+ly4cAGAJ5980uDeE088QUJCgs7vw9nZGR8fH9atW8f69eu5e/cuN27c4K233iI6Opr333+/xv6qQghBUlISjo6GhWBzcnJ46623mDVrFm3atKl3H2VcuXKFoqKiKudcWFio863Jycnh5MmTPPHEE8ybN4/GjRtjbW2NnZ0d77zzDsXF+p8nwcHBeHl5ce7cOQPdxcXFpKSkkJCQwNGjR5k+fToKhQJ/f3+dTHWvR48ePbh06RJabfWRnI8K2aiRkXlIbqVLjoMJFgk8MaI/mZnSl4JaHcPGjZ/r/ZrSQ6mEpk9I5zlJ+HtJH5RFJVp+Da/5l24Zxk4WOE7vhNpFSmqnUBph2m4C+ddqU6j+z6NVtydp2VWaf05aIkU52xHafNlR+DEQERHBjh07ePrpp7EojUhLSEjA1bXyGsGurq7Ex1efF6kynRVZtGgRDg4OtGjRgjFjxuDh4cHevXsxq0VUXkJCgm4clY0N0BtfSEgI3t7evPzyy7Ro0QIvLy++++47fv31V0aMGFFjf1Wxbt06EhISGD9+vMG9MufeDz/8sN76K1KXOUdFRaHVavnhhx9YuXIlH330Edu2baN///4sXryYiRMn1rrfkydP4uDggKurK/379yc5OZmtW7fSuUKwQU1jy8/PJz298uzhjxq5yIqMzENyIemC7rxb625k2swmMvJ1AFRGZ9m8eTMvv/xy5Y5zFqXOjdoSAlqqmGespKBYy96rSYzr3qzWYxBFBWTtWoRQNsW080solCoy90SjMFJi2dPloeb3qFAoFAx/8x1++uxjYq6GIzQpFOXsIOu+J1BFjp/HSEhICCkptdsKfBzY29sTGBj40HoyMzMJDAzE3NycpUuX6q7n5eXpbe1UxNTUVOcQXxedFXnxxRfx8/MjNTWVw4cPEx4eXutImbJtksreQ6amUlmN/PxyI97c3BxPT0+6d+/OwIEDycrKYtWqVYwaNYq9e/fi51dNyoUquHTpEm+88Qbdu3fXc4QGKUJp+fLlbNiwQVcv7mGpy5zLfjilpKRw/PhxevfuDUgO3QMHDmTz5s188MEHujxb8+bN04uwqkjHjh05cOAAeXl5XLp0iZ07dxq8D+r6ejxOZKNGRuYhyCnK4XDsYQB8HX1pZNIIa7dBxNx1prAoCSenPzh3Np7vv/+ecePGGX4IOLfXnVrev0y3Fg6ciEzh0t10tFqBUlm7qKX7K1ZSHB8PxGPU70k0+d5QIsj4+TYKExUWXf58I6EyjNUmPPvOR2z+5/ukxkYiNPcI27+K9v3+jdqsdr4Pj4qUlJRa+Yb8N5Gfn8+IESOIjo5m3759NGtWbjibm5tXuV1aUFBQ5YpKdTor4uHhgYeHVANt7NixLF26FH9/f8LCwvDy8kKj0XD/vn7RU0tLSywtLXV+MJWNr6BAKrFRNr7s7Gx69uzJuHHjWLRokU4uKCgIHx8fJk+ezPXrUuRgWlqaXi03lUqFg4Nh5F1UVBTDhg3D2dmZn376Sc+PBKSosbI+G4q6zLnsb4sWLXQGTRkvvPAChw8f5tixYzqjpjpsbW0ZNEjy93v66acZPnw4PXr0QK1WM2nSJIOxqdXqasf2uJG3n2RkHoIDdw9QqJE+dJ5u+TQACoWKJk1GAWBikoeNbRJ37txh/fr1hltRLhXSBty/QeemNgBkF5ZwN612lbjzr1whbcMGAIybNsVp9guSA3GpQZS+/RZ5V/46Kw4PYmxqSudhM1CoJMMrPeE2IQvmUlgLJ8ZHib29PU2aNPnLHBVDlutDUVERI0eO5MyZM2zbto2+ffvq3Xdxcalyiyk+Pr7SrYaadFbH+PHjKS4uZtMmKbw/NjbWYM6LFy/Wja1sHJWNDcq3QrZv305cXByjR4/WkzM1NWXYsGFEREToVh5GjRql11+3bt0M9MfExDBo0CCUSiUHDx40cEAOCQnhxIkTvPnmm0RFRemO/Px8NBoNUVFR9TKO6zLnsr9OToY/XpxLgwXqux3UtWtXWrduzbp162o9NjMzM2xtbevV38Mir9TIyDwEu/+QcmyolWoGtxisu96kSSB37q4GoEXzWC6nu5CQkMDatWuZMGFCuSOluoLvgaYYT6fy5f/olBzc7Q19EyoiiotJ/Mc/odQpr8knH6M0M8PMywy7sW1I23oDBKRtvYFS7Y1pG0MHzr8CBbkK1JaBkl+NJpmEWxGELPiQwA8+wcS8+ufgUdEQWz1/FUpKShgzZgwHDhxg8+bNBAQEGMh06dKF/fv3Ex0drecsHB0dTXJyskFeltrorI6y7YmyL1tnZ2eDPC5lKztlfZ8+fZqhQ4fqyZw5cwYXFxfdl3eZw/CDCQPLxlzx7+eff673Zf/g6kJiYiIDBw4kNzeXY8eOGThRg2SMQdX/L56engwfPpxffvml0vtV0b59e9RqNadPn2bq1Kl6986cOYNaraZdu3aA9Ny5ublVamSU5cmpzLm5tjzoI1Px9Wjbtq2e7NmzZ+ncuTNK5Z+zZiKv1MjI1JOEnATOJ50HoH+z/lirrXX3zM1b6OpBWVlH4ukpbTulpaXx7bfflv9yU1Uo3qgtxsGqfHsqPbfmCKjUb7+lsDTDaaNRo7CoEI1g3tEB25Glybk0gtRNERRGZ9Z9oo8BpVKBQmmK2nI0tk1aAJAYeZOQ+R9RmJf75w7uvxytVsuECRPYtWsXX375JUFBQZXKjR07FoVCwbJly/SuL1u2DIVCwdixY+usEyA5ObnS66tXS0Z/jx5SFXdTU1MGDRqkd5QZNa1bt8bX15e1a9fqhSqHhoZy4sQJvf7LvmTXr1+v119mZiY///wzbm5uOgOoS5cuev316tVLJ5+SksLAgQNJTk5m3759VW7dBAQEsG3bNoPD29sbOzs7tm3bVq+IK0tLSwICAggJCdEZJiAZUSEhIQQEBOj574wfP564uDg940mj0fDNN9+gUql0W0plc3swpDslJaXSiKU9e/Zw9+5d3esE0K9fP5ydnQkODtYzHnfu3Mndu3er/X941MgrNTIy9WRX1C7d+QgPw4gKD/dZXLw0HhB4tr6AsfForl+/SW5uLuvWrSMoKAgPZ5vyBppiMvLKDRkb8+qrVeeHh5OySvpiUNnb4/R/7xjIWHR3RluoIfPXPxDFWlLWXaPxBC9MW/85S8NV0bq7E+d+iUahNMW22fOYmP9I0u1IEqNusn2+tGJjatEwDph/N+bMmcMPP/xA3759MTMz0233lDF48GCcnJzo2LEjkydPZsWKFWRnZ9OrVy9OnjzJunXrmDJlil7odW11AkyZMoXU1FT69etH06ZNycjI4LfffuPQoUP4+fnx/PPP12oeS5cuZdCgQfTu3ZvJkyeTlZXFkiVLcHV15b333tPJjRgxQlcaICkpCX9/f7KyslizZg0JCQl62yjV4e/vT0REBFOnTiUiIoKIiAi9+xMmTACkjLiVZcUNDg4mMzPTYBusLixYsICDBw/Sp08fZs6cCUgZhVUqlUGG4Pfee4/t27czZswY3nzzTVxdXfnxxx85d+4c7733ni7fTNnYPv74Y44cOaKrZbdp0yZWrVrFs88+i4eHByUlJVy4cIEtW7bg7OzM3Llzde3VajVLlixh/PjxDBgwgOeff564uDiWLFmi+z/606htlr6/y4GcUVimFmQUZIgntzwp2n3XTvT7oZ8o0hRVKhcW/ro4eMhDHDzkIW7d+rf49ddfddmHP/74Y3El7LIQHzeWMgtvmyi+P3tXl1n4wp20KvsvjIkRN5/sKWUObtNWZO7dW+14Mw/c0WUejn3/hMi5kPRQ838U7A6+LIKnHBKrpx8WOemZYtMHb+myDm98b5bIz64hQ3M9+DtkFO7bt29ZVtZKjyNHjuhki4uLxfz584W7u7swNjYW7u7uYv78+QYZguuic+vWrWLo0KHCxcVFGBsbC0tLS9G1a1fxn//8xyArcU0cPXpU+Pn5CTMzM2FjYyOee+45cefOHQO5rKws8dFHHwkfHx9hYWEhLCwsRK9evcTOnTtr3Vd185O+OqunITIKCyFEWFiYGDJkiLC0tBSWlpZi6NChIiwsrFLZhIQE8dJLLwkHBwehVquFt7e3WL16tYHc3LlzDV6n8+fPi6CgIOHu7i7MzMyEiYmJaN26tXjzzTdFYhWZybdv3y58fX2FiYmJcHBwEJMmTRIpKSnVzqeMR5VRWK799ABy7SeZ2rD84nLWXFkDwPvd32e8l2HeCoCiolTOnRtBYdE9AHw7b+XKlXwOHz6skwm0vkL7rINg35rPW29i5WGpJsrht/vi4WC4OqHJyODOuPEURUcDYPfKK5Wu0lRECEHO8Tgy997RXbN/pd1fasXm0oEYToVIcw/8vy7YOhsRMv8jEqNuAtC2V1+Gz6x+nnXl71D7SUbmr8ijqv0k+9TIyNSRtII0NkdsBsDFwoXnWj9Xpaxa3Rgfn2W6x7f/WETv3r155plndEUmd2S1I4KWiPS7bDp9BwBbc2PcbA1DmrVFRcTNeENn0FgNGYLjnLdrHLNCocCqb1PsgtpAaZR4ekgk2oK/TqK7Rg7lTpoFOcWYmFsQ+I9PcGgh+VXcPH2C7LS/bhSXjIzMn49s1MjI1JG1V9aSXyJFbkztOBVjVfW+L7a23XFylCJDMjMvkpJykM6dO/Pss88CIFCwnWHc1jhjli9Fbkzv3wq1kf7bU5uXR9zUaeSVpig369QJl88WoqhDlIF5J0es+roBoMksJHNvdK3bPmqUqvKcPFqNtIJsYm7Bk6Mkp0Oh1XLup21/ythkZGT+O5CNGhmZOnA/7z5bb0qF/ZpaNWVEy9qlXPfwmI1CIfnlR91ejFZbQseOHRk+fDgAGozYygj8jS5ja27MhCea67XX5OQSM+k1ck+dAkDdogVuX6xGWZq9sy5YD2yOkaO0KpJ7NomCW39OOvMHqWjUaDTlURgtu/bA1kUyxC7v30NS1K3HPjYZGZn/DmSjRkamlggh+PTMp7pke9M6TsNIWbsAQnPz5ri6StlG8/KiSEraAUC3bt3wH9QfgBKMUakseMbTDFNjVXm/xcXEz5xJ/kVpS9mkdWuab9qIUT2TWymMldiObq3bhkrddJ2CyD/fsFFVWJkqLiwPE1WqVAx6VSo7gRAc+GYV2kpykMjIyMjIRo2MTC0JiQzRlURo17gdw9yH1al9ixYzUKkkP5k/opej0UjpxHv69aWTWtoG0iiMML7zuy6BmBCCxA8/0q3QmHh70XzDeoweMrusSTNrrAdLq0GiSEvKd9fIu3K/hlaPFlvn8iR7yXez9e41a9cB7z4DpHt3bhO6ZxcyMjIyDyIbNTIytaBQU8jKSysBMDMy47M+n6FSqmpopY+J2p5mTaXaKYWFScTFScnBijVaiovy6InkK1NcWMjGjRtJSUkhZeVKMn/6CQBjV1eaffUVKhubBpmT9YBmNHqqNEOqRpC25Qa555IaRHd9MLdW65yFk24bJgns+8KrmFpKGZd//349MVfDH+v4ZGRk/vrIRo2MTC3YfXs3aQVSReHX2r9GM+vaV9CuSLNmr2JsLJUquHP3CwoL7/N7ZApbCnsxmBN04zIAubm5fPfll8R9uxYAZaNGNP3ma4wqKbb3MFj1dcN2lKe0FSUgfUck2cfjamz3qHBu2QiA1IQcivL1I7PMrRsxePIMALQaDbuX/puslD93dUlGRuavhWzUyMjUQF5xHl9c/gKQVmnGtBlTb11GRpa4u78BQElJNuFXprL29xtcEp6c0vjwFEfopJDysuSUlHClfXsUajVNV6/CpDRlfENj0d0Zu/FtodRRN3NPNFmHYh5JXzVhalEaSSYgP8ewTETrHr14crSUE6ggJ5tT2zY/zuHJyMj8xZGNGhmZGtgUsYnkfKl+zUSfiTQyafRQ+lxdxmNr2xOArKzLeKi/BsDayhIlMKQolEaZWQBEe7hjPHcu5g8UE2xozNs7YP+SDwpj6SMh68BdMn+7w+NMzimEIDpcykNjaWeCtX3lkV1Pjh6Hk4eUsOv6scOkJVReWVpGRubvh2zUyMhUgxCCHZFSpJK9mT0v+bz00DqVSiPat1uJmZnkqNvH7TRedjdp3tgSIeDeCUGn0kgnoVTye072YzEuTFvb0vhlHxRq6WMh+0gsmXuiH5thkxqfS9Z9Kf9Py06OuuSED6JQKOg19gUAhNBy/fjhSuVkZGT+fshGjYxMNVxPu058jrQSEOARgLmxYZbf+mBsbIOPz1K0QvrintxhMyp3T9JuWpCfbITzvXs0LSwCIDo6mlu3Hk9uFtOWNti/2h6FieQEnXMinoyfbyO0j96wiQ4r94/x6Fy971CLDp2xtGsMwI1TxxCVVBeWkZH5+yEbNTIy1XA99bruvI9bnwbV3ci6I5fThgBgrc4gVLuH+GQpukdpbsLwl15EWZoteP/+/ZSUPJ6SBibNrXF4rT0KMykHT+7pRNJ3RD5ywyYvq0h37tjcqlpZhVJJ2159Aci8l8SdsFqVhZGRkfkfRzZqZGSq4U7mHd25R6OGd9RVNZrO6YSuABQr80idVUKxmxaXsd44t21Lt27dAEhNTeXkyZMN3n9VqN2scHitPUoLybDJu3CPzD2PtqSCkXH5x1FJcc0rLx0HD4PSLaqLe39+ZOOSkZH570E2amRkquFO1h0ArNRW2JnaNbj+Hh6OHDw5CONTUtSP1hJS3y6mxEmqYNu3b1/MzaUtr6NHjxIbG9vgY6gKtYslDpM7oLSUxpbzezw5ZxMfWX+WduWOwRn38mqUt3FyplXXHgDcCbtIatzje27+m7hw4QKzZs2iQ4cOWFlZ4ezszMCBAzl48KCBrEajYeHChbRq1QoTExNatWrFwoUL0TyQwbkuOiMiIggKCsLT0xNLS0usra3p1KkTy5Yto7CwsE5zOXHiBH369MHCwgI7OzuCgoKIiTGM1CspKSE4OJhOnTphZWWFvb09vXv3Ztu22tcO27lzJy+88AKenp6Ym5vj7u7OuHHjarUV/NFHH6FQKHBzc9NdO3r0KAqFolbHvHnzdO2uXr3KsGHDsLa2xtrammHDhnH16lW9/u7cuVOtPmPj6uvTPTjvbt26YWZmhpOTE5MnTyYtLe2hZR8XtcvxLiPzNyUpV0pGZ2Ni80j0t3Sw5PXwndgfgaxCJbn9tWhNFFxsmkLzy2/j0WEBzz77LFu2bEEIwdatW3n11Vexs2t4A6syjJ0ssH/Jh/tfhyOKtWTsisLIzhRTz/qVaKgOh6aWuvN7d7Jw9qg5ysz3qaeJOn8GgJM/bOTptz9o8HH9t7Nw4UKOHTtGYGAgM2bMICcnh3Xr1jF48GBWr17NtGnTdLJvvPEGX3zxBRMnTqRnz56cOnWK999/n9jYWFatWlUvnbGxsaSlpREUFISbmxsajYaTJ08ye/ZsDh06xO7du2s1j5MnTzJw4EC8vb1ZtGgRmZmZLF26lN69exMaGop9hSzb06ZNY82aNQQFBTFt2jTy8/PZuHEjY8aMYeXKlcyYMaPG/l577TXs7e0ZPXo0rVq1IiYmhlWrVrFr1y5OnDhBlyoiEiMjI1m0aBEWFhZ61728vNi4caPetfnz53Pv3j1WrFihd71Dhw46XX5+ftjZ2fHxxx8DsGLFCnr37s25c+fw9PQEwMHBwUA3SM/9Bx98wFNPPVXjfAF+/PFHxo4dS58+fVi+fDmxsbEsWbKE0NBQTp06hYmJSb1kHytCCPmocAC+gAgNDRUyMh+c+EC0+66daPddO3Eu8VyD6y+6f19cbeMlrrdpK9b1fVZcODZFHDzkoTtOnx4isrNviH379om5c+eKuXPnimXLlomsrKwGH0t15IbfF7HvHhex7x4XcXNPiqJ7uQ3eR1FhifhixhERPOWQ2LX8Uq3aaLVaseXDd8TiMcPF4jHDxa2zJ+vUZ2RkpIiMjKzHaP97+P3330VBQYHetby8PNG6dWtha2sriouLhRBChIeHC4VCIWbOnKknO3PmTKFQKER4eHiddVbH9OnTBSBu3LhRq3l06dJFuLm56f3vX7hwQSgUCjFnzhzdtaysLKFSqcSoUaP02ufm5gpHR0fRsWPHWvV36NAhg2vXr18XarVajBgxosp2/v7+YsiQIaJv377C1dW12j5qkgkMDBQWFhYiJiZGdy0mJkZYWFiI0aNH1ziHf/3rXwIQISEhNcoWFRWJJk2aCF9fX73Xb8eOHQIQwcHB9ZKtitq890JDQwUgAF9Ry+9weftJRqYaJvpM1J1/e+XbBtefe+w4SiQH3CNuXVgfP4VOuV0wKS3omJsXyfkLo2jXLhMfHx8A0tPTWbt2LRkZGQ0+nqowb2+P9dAWAIgCDWk/3kRoGtZx2Fitwq2ttAKUcCujVo7JCoUC/8kzUKqkReeTP2x6rLl1/hvo1auXwa9mMzMzAgICSE9PJzFR2lLcunUrQghmzZqlJztr1izdKmFddVZHixYtAGr1fxwZGUloaCivvPIKVlblTuRdunShd+/ebNmyRXctNzcXjUZDkyZN9HSYm5tjY2Oj286tiQEDBhhc8/Lyol27dly7dq3SNtu2bePo0aMsX768Vn1UR05ODrt37yYwMJCmTZvqrjdt2pTAwEB2795NTk5OtTo2bNhA48aNCQgI0LuekpLCjRs3yMsr3+Y9evQoiYmJzJgxAyOj8k2ckSNH0rx5c73nuC6yjxvZqJGRqYZWtq3o31Sqon0y4STXUiv/MKsvOUePAKBRqrjg2JaDEfcw7/MFPcKLcb4nFbzUagu4cfN9vH1CadVKqtVUZtikpz++6tpWfd0w6yAt8RfH5ZB9ouHLKdiVFrXUlGgpyDPMKFwZjd2a0WHQUABS42KIvXalwcf1v0hCQgJGRka6rcwLFy7g5OSEu7u7npy7uzuOjo6EhobWWWdF8vLySElJ4e7du2zbto1Fixbh4uKi22qpjgsXpLpoTz75pMG9J554goSEBF0RWGdnZ3x8fFi3bh3r16/n7t273Lhxg7feeovo6Gjef//9GvurCiEESUlJODo6GtzLycnhrbfeYtasWbRp06befZRx5coVioqKqpxzYWGhgW9NRU6dOkVkZCTjxo1DrVbr3QsODsbLy4tz587prlX3HPfo0YNLly6hLU2dUBfZx43sUyMjUwOT2k/iSKxkfCw4s4ANT22oczHLyihJTSXn6DEActq0I1dtBkUaNodnMqnjS/icWYVtRjE329iipYSkpG20a9cfY+O+RETcJisri02bNvHKK68Y7N8/ChQKBTZPt6QwKgNtXglZv93B2MkcM6/GDdaHeaPyD9+8zCLMLNXVSJfTyX84l3/7BYATW9Yx7tPFKB/yNbp67S3y8m4/lI6GxNy8Je18ljaIroiICHbs2MHTTz+t+99JSEjA1dW1UnlXV1fi46vP3FyZzoosWrRI5xcC0pff119/jZmZWY3jTUhI0I2jsrEBxMfH4+zsDEBISAgTJkzg5Zdf1snZ2Njw66+/Mnjw4Br7q4p169aRkJDAe++9Z3CvzLn3ww8/rLf+itR2zlWxfr1UMPell2qXMLSm/vLz80lPT6dx48Z1kn3cyEaNjEwNdHDogH9zf/bf3U94Sjgbrm9gYruJNTesgfQffkAUS6sR7i8EYXvVmPS8YlYdiWLMlKlYn1+Dy71CrIzMCfO2oLAwkdS0I3i0zESpDODatWhSU1P5/vvvefHFFw1+jT0KVJZqbEe3JnXjdRCQtuUGjjM6YezUMEbVg0ZN48q/Yw1o7NaUtr36cuPkMZJuR3L1yEE6DBzyUGPJy7tNdnbDrsz9FcjMzCQwMBBzc3OWLi03kvLy8vS2dipiampKVlZWnXVW5MUXX8TPz4/U1FQOHz5MeHh4rSNlyrZJKnM+NTWVouby8/N118zNzfH09KR79+4MHDiQrKwsVq1axahRo9i7dy9+fn616rcily5d4o033qB79+56jtAgRSgtX76cDRs2YGlpWYWGulHXOVeksLCQH3/8ER8fH7p27Wpwf968eXoRVnXt72HG9qiRjRoZmVrwfo/3OZN4hqyiLJZdXIanrSd+rnX/YCxDFBWR/v33ABg5OOAYMIzpDnF8+msE6XnFzD2axtKur8DZL7CK/4OuXT7jkmoneXlRZGVdxK1pNvn5T/HHH+nExcUREhLCmDFjUKkefgWpJsy8G9MowIPM3X8girWkb4/EYVpHFMrKyxrUSbdVuVGTn1NUjaQhfV94lT8unqMoP58Lv+yk/QD/Kkst1AZz85b1bvsoaIjx5OfnM2LECKKjo9m3bx/NmpVXmzc3N68yxLqgoKDKFZXqdFbEw8MDj9KirGPHjmXp0qX4+/sTFhaGl5cXGo2G+/f1q65bWlpiaWmp84OpbHwFBdI2bdn4srOz6dmzJ+PGjWPRokU6uaCgIHx8fJg8eTLXr0tJNdPS0igqKv8/U6lUODgYZrOOiopi2LBhODs789NPP+n5kQC8/vrruj4birrM+UF27dpFRkYGH3xQ+2jAiv09+APpwf7qIvu4kY0aGZlaYG9mz3y/+cw8PBOt0PLOsXfYPGwzHjb1S8iXufsXNPel4o22z49HoVbz4pMtCLkYT0RiFjsvxfPcuBfpafQdlORj+vtXdJ1ygMtXppKVdYm8vEjcPbIpKh5IXKySmzdvcvjw4YdaWq8LVr1cKbqTRf6VFIpis8k9l4jlEy4PrdfErPwjqahAU42kIZa2drTr78/FPbtIT4gj5moYzdt3qvdYGmqr569CUVERI0eO5MyZM+zYsYO+ffvq3XdxcSEsLKzStvHx8XTu3LnOOqtj/PjxzJ49m02bNjF//nxiY2MN/Hnmzp3LvHnzcHFx0Y2jffv2BmOD8q2Q7du3ExcXx+jRo/XkTE1NGTZsGMHBwaSkpGBvb8+oUaM4duyYTqZ58+bcuXNHr11MTAyDBg1CqVRy8OBBAwfkkJAQTpw4QUhICFFRUbrr+fn5aDQaoqKisLCwMGhXExXn/CAPzvlB1q9fj0qlYsKECfXqr23btgb9mZmZYWtrW2fZx43sKCwjU0v6Ne3HrC6zAMgpzmHG4RlkFGTUWY8mK4vk0iV6hakpNmPGAKA2UrJkTEed3LYbRdB9kvQg7Q+Mo37Ht/MGGjeWvjiKipLw8NhOs2bS/vapU6eIi2t4592qsHm6JQpTaWUo+1hcg0RDqU0rGDX5dS8L0XFweT6O8EO/PfR4/lcoKSlhzJgxHDhwgA0bNhhEw4AUSXTv3j2io/UzR0dHR5OcnGyQl6U2OqujbHuizNnd2dmZAwcO6B0vvviibmwAp0+fNtBz5swZXFxcdP40ZQ7DDyYMLBtzxb+ff/65Xn+bN2/Wk09MTGTgwIHk5uZy4MABA6ML0CXEDAwMxNPTU3ecO3eOpKQkPD09ee211+r03AC0b98etVpd5ZzVajXt2rUzuJeUlMRvv/2Gv79/nQyp6p7js2fP0rlzZ13ZlrrIPm5ko0ZGpg5M9JnI0y2fBiA2O5b/O/5/aLR1W1FI/WYNmhRplcZ+6hSMKkSKeDWxpmNTGwAO30hG230aKEuzgZ5fg0plTof2X+HmVlalupDmLQ7h4XEe0LBr167HViNKZaXWrc5o0gvJu3TvoXWqK6zUFNbDqLFzcaOpt/RLPurcafIyMx56TP/taLVaJkyYwK5du/jyyy8JCgqqVG7s2LEoFAqWLVumd33ZsmUoFArGjh1bZ50AycnJlV5fvXo1IDkMg7SSMmjQIL2jbLuqdevW+Pr6snbtWrKzs3U6QkNDOXHihF7/ZSsHZY6yZWRmZvLzzz/j5uamM4C6dOmi11+vXr108ikpKQwcOJDk5GT27duHt7d3pfMICAhg27ZtBoe3tzd2dnZs27atXhFXlpaWBAQEEBISovdjJTY2lpCQEAICAir139m8eTMajUbPSfpBKgvp7tevH87OzgQHB+sZhDt37uTu3bt6z3FdZB838vaTjEwdUCgUzH1yLnez7hJ2P4zTiaf55so3TO04tVbttQUFZPz4IwDGrq7YvfKKgcwT7naExWaQmV9Mqsoeh+ZPQvRxSJN+QSuVxrRpPQ8ry3bcuPkhQhTh6nYDC8t0bkT05vjx45Xm2HgUWPZ0IedkPKJYS+aeaEzb2qGqZcRSZRQXln9AVqwFVRfaDxpK7PUraDUlXDt2iG5PB9Z7PP8LzJkzhx9++IG+fftiZmbGpk2b9O4PHjwYJycnOnbsyOTJk1mxYgXZ2dn06tWLkydPsm7dOqZMmaIXel1bnQBTpkwhNTWVfv360bRpUzIyMvjtt984dOgQfn5+PP/887Wax9KlSxk0aBC9e/dm8uTJZGVlsWTJElxdXfWikUaMGEGnTp346quvSEpKwt/fn6ysLNasWUNCQgLr1q2rVX/+/v5EREQwdepUIiIiiIiI0LtftrXTqlUrWrVqZdA+ODiYzMxMg22wurBgwQIOHjxInz59mDlzJiBlFFapVCxYsKDSNuvXr8fGxoZnnnmmSr3BwcF8/PHHHDlyhH79+gGgVqtZsmQJ48ePZ8CAATz//PPExcWxZMkS3f9GGXWRfezUNkvf3+VAzigsUwuScpJE7+9767INb7y2sVbtMvfuFdfbtBXX27QVKd+urVTmu5PRovm7v4jm7/4iwmMzhNg8Voi51kIsbGEgm5F5WZz4vacuA/Gevd5ixYpXRUJCwkPNry5kHY/VZRtO23HroXTFRqSK4CmHRPCUQ+L6yfh66SguLBTBrwSJxWOGi+/mTK9W9u+QUbhv375lWVkrPY4cOaKTLS4uFvPnzxfu7u7C2NhYuLu7i/nz5xtkCK6Lzq1bt4qhQ4cKFxcXYWxsLCwtLUXXrl3Ff/7zH4OsxDVx9OhR4efnJ8zMzISNjY147rnnxJ07dwzksrKyxEcffSR8fHyEhYWFsLCwEL169RI7d+6sdV/VzU/66qyehsgoLIQQYWFhYsiQIcLS0lJYWlqKoUOHirCwsEplL168KAAxderUanXOnTvX4HUqY/v27cLX11eYmJgIBwcHMWnSJJGSklKpnrrIPsijyiisEHL2TT0UCoUvEBoaGoqvr++fPRyZvzCnEk4x/eB0SoS0TTKlwxSmd5pebcRN8vLlpH7xJQAtDx5AXaHgXRlrf4/mk1+k6Iy9b/bGa4c/3I8ABy+YfsZAvrAohatXZpCReV53LTOjAyNGbMHY+NFHIAit4N7yi5Tcy0NhrKTJ+91Rmte+gF5Fzu3+g/O/3gHgufe74tjcul56fl3xH26cPIZSpWLmhhBURpUvSpc5dlb2S1tGRubRUZv33sWLF8v8d7oIIS7WRq/sUyMjU096uvRk+YDlmKikXA1fhX/FgrML0IqqM2kWXpeWsBUmJhi7VB4tlJlfnknXVpkLKaVVgZtUnnnVtmb37wAArKxJREFURG1P586b8HB/CyGkt3Qjm3BOn34JrbZuVZDrg0KpwMpPisIQxVpyzyfVW9e9aCkXiom5EQ5NK8+ZUhvsXCVjUavRcP9udA3SMjIy/yvIRo2MzEPQx60PXw/+Gitj6Qt4682tvHf8PfKK8wxkNVlZ5Jw6BYB5164oqogOMKqQ70UduQdEqZ+JR78qx6FUGuHuPoP27TZTUCA5DxaXhBIWPhWttm75XuqDeSdHlBbSakjOqURESf1SpCtU0tyVKsVD5b1p0aF8lfXqkQP11iMjI/PfhWzUyMg8JL5OvqwduhY7UymKae+dvYz/dTxR6VF6cgVXr0JpBmGrwYOq1KdSlX+ZG8dKRhAKJbQZVuNYnJy6o+D/yMuTjKy0tONE3PjgkRd5VBgrseghhY9qMgvJ+PWPeukpy1NTn8iniji3ao1DsxYARPx+hOLShGAyMjL/28hGjYxMA9DWri0bntqAeyMpj8XtzNuM+3UcOyJ36AwKRWn6cABFFT4eAMlZ5VtGpqrSFQ8jUzCzqdVY/PxGEHnrafLzpRWbpKSd3Lm7ui7TqReWvVxRNZK24nJPJ9ZrG0pbmutGZfRwH00KhYL2pWUSivLzuXH6+EPpk5GR+e9ANmpkZBqI5tbN2Tp8qy6PTYGmgLmn5vL+7++TV5yHyqY8w6YmI6NKPZdjpXs25sYYG5caQiWFoKnd6oW1tTVPPTWOa1cHUFwshVdHR68gO+dG3SdVB1QWxjR+wQtKDZL0n6IojKm6XlBl5GZKBl3FJHz1xat3f52D8J1LNVeYlpGR+e9HNmpkZBoQc2Nz5vvN51+9/oWZkRR59OsfvzLq51Eczbqgk6vKqLmbmqszaga0cQTbFtINoYH02ju8enl50bx5D27d7Ck1FyVcv/4OJSW5dZ5TXVC7WWEb6Ck90AhSN0Wgya6dT49GoyX5rpRYzbF5/Z2EyzC1sKRx0+YA3I+9+9D6ZGRk/vrIRo2MzCPg2VbP8v3w72llI4UrxufE886lj9GU+ssUJ1WefXfx/lu68xGdXMC5Qhr0S5sqaVE1AwYMID29GfeTpS/2nJzrXLky7ZFHRFl0dsSyNBpKm1VE6qaIWjkO52YUoimW5OzdGqbScZlfTUZiAsVFhvNWKpVoNJpH7nMkIyNTjhACjUbzSEopyEaNjMwjoqVNS7YM38Ir7V5BrVQjlAoSbaQvzztXTpJTlKMnf/RmMrvDpDpOnZvZ0K+1A3j6g41klHB+DWTX3k/F0dGRp556isjIJ8jJkba+0tJPcu3a2whRt9IOdaXRU+6YtGwEQNHdLDJ2366xTUlRueFj3ADbTwD2pSs1QmhJi4s1uG9qaopWqyUpKUk2bGRkHgNCCJKSktBqtZhW8DNsKOQyCTIyjxAzIzPe6vIWY9uMZeWllSQ32oVbqkCRkk7gz4H8q9e/6N6kO9Epucz8/hIACgV8GOAtJfFTGUOfd+DnGVCUA3vmwNjar9h0796dnJwcTp/W0LHTb5iZZZN8fy83bljRtu2CahMFPgwKlQK78V4kB19Ck15I7tkkjF0ssexRdYG9slUaAGN1w/zesi9dqQG4H3MHJw/9RF9OTk4UFhaSkZFBVlYWKpWqQfqVkZGpHI1GozNoykppNCTySo2MzGPAxdKFf/f+N51a+QFglQ8JOfG8uv9VPjm1gEkbTpFVIDkCvzOkDb7Nyp2K6fQ8uHWXziN2w/Wf69R3//796dXrKa6ED6KwUPLzSUj8kbCwSRQVpT785KpAchz2RlFawylj123yrqRUKV9cVKHuk7phjIuKRs29P6IM7qtUKpo1a0ajRo0wNq5fFmQZGZnaY2xsTKNGjWjWrNkj+REhr9TIyDxGGju3IJ0TGGnBvEhBnglsi/wereUBlFljGda6O9P6ttRvpFTC0yvhq96gKYI974B7n1qHeCsUCvr164eFhQVHjpTQoeN+jI0LSU07ypmzAfh4L6Jx494NP1lA7WKJ7ejWpH1/A7SCtO8jQNsW844OBrIlj8CosbCxxcapCRn3Eok8e5L+L72G8oEPUpVKhUsV2Z1lZGT+u5BXamRkHiNGtuUrMCu8P8EE6ctdaZKCZYtvGN0rr/ItIce20HuOdJ6TBKdW1rnvbt26ERj4BjciAsnKlPotLk7mctjLhIVPIS/vTp111gbzjg5SRJQC0ELaDzfIv5FmIFdSWL79VN8K3Q+iUCjw7iNVLM/NSOfy/j0NoldGRuaviWzUyMg8Rsw6dtSdX/jyJCk3ZlCU3gMAoShi9vGZHLp7qPLGfm9Bo6bS+aVNtc5bU5GWLVsyceIcUlMnEhPTDiEkAyol5SBnzg4lMurfFBdn1FlvTVh0c8Z2dGvpgRbSNkdQeFc/h01mSn65vK1Jg/XdfoA/ajNzAI5vXktKzJ0G0y0jI/PXQjZqZGQeI+Y9eqBydgbA88Y5ECY0077Aq95vAFCsLebtY2+z+/Zuw8ZGauj8gnSekwSRv9VrDI0aNWLixEk0cZ7GpYvDyMiQnPWEKCYmZg2nTvcj+s6qBs9pY9HFiUYBHlJfxVpSvr1CQVSG7n7ynVIjRwE2juYN1q+lXWMGvTYdAE1xMUc2rGkw3TIyMn8tZKNGRuYxkpZfwhlbyWfGNSeFnk1M2T61J7O6TebDJz5EgQKN0PDB7x+wOWKzoYLOE6Q6UAAX1tV7HCqViqFDhzJs2BQib43g+rW+urIKJSXZ/PHHEk6d7k9s3IYGLYhp5eeK1QBptUkUaUn57ip54fcpzCsmOkxyInZpZYOxScM6EHr16kvLrtKKWMyVy8TfjGhQ/TIyMn8NZKNGRuYxEZWczbOrT3LW2BEAJYKFSYexLi3iOKbNGBb0XoBKIX2hLzy3kIXnFqLRVsgp08gVWko+IkQ/fD0jHx8fpk+fgYODP6EXniYqsjtFpRFSxcWp3Lr1MafPDCYxcWeD5bZp5N8C6yEtpAclgrQtN7j34y20pQn62jzh3CD9PMiTgeN05/u/WkFxoVzkUkbmfw3ZqJGReQycikph5OpTxKblc6SpL2mNJEfd3J07SN+8RScX4BHA0n5LdSUWNkdsZvrh6WQUZJQrsyz90tcWN8jYrKysGDt2LKNHB5GZ2Znz558hOrozJSVS3aiCgjiuR8zh7LkA7t8/2CBJ6qz7N8VmZCtQSj49yhtp9LJUYa4EW6eG23qqiJNHK9r1HwxAWnwsxzZ++0j6kZGR+fOQjRoZmUfMj+djeXHtObJL89AM7dGKDt99jcJc+vK+9+9/k3vmrE6+f7P+rBu6DgczyfA5GX+S0btHczn5siRQZuAYNVw2ToVCUbpqMx0fH1/iYttx/tyzxMb4oNVKK0m5ubcIvzKF0NDnSE8/89B9WvZogsOUDiitJeOpsZGS/lZGqG5nPLLsvv1fnoxtEyl8O+zAXiLPn34k/cjIyPw5yEaNjMwjQgjB4t9u8n8h4ZRopS/pOf6t+fy5jlh5tcXls4WSoEZD/KxZlKSWJ8LzaezDluFb6ODQAYB7efeYuG+iFBmVGC4JOXo3+JgtLCwIDAxk3LhxqNW23Lnjy7lzz3DvnhcgbYtlZl3i4qXnCb04ntTU4w9lgJg0t8bpjc7k20jRTkYKBUVHYklZe5WSjIavUaU2NWPYG+/octXs/3IFWSn3G7wfGRmZPwfZqJGReQSUaLS8GxJO8BEpi63aSMmKcZ2ZMcBTl4fGevBg7KeXRuVkZHB/hX7uGWcLZ74b8h0veEsRTyWihHeOzeFcYWkxTNcuj2z8bdq0Ydq0abRq1YriInNu3ezK+XMjKC7qjJRwBjIyznI5bCLnzz/DvXu/IkTNRSsrQ2Wl5l5LGy7llVBcaiAVRmZwb2kouRfuNfiqjXNLT3qNlZ7Tgpxsfl2+CE1J3cPjZWRk/nrIRo2MTAOTV1TC5I2h/HghDoBGZsZsmdSDpzsaZq21nzYVE09PADK2baPg5i29+8YqY/6v2//x4RMfAlAsSnjDyYFrajV0GPNI52FlZcX48eMZOnQoKpWKggIrzpxpR/QfE7CxGUyZcZOdc42r12Zy7vwIUlKO1MsIMbVQE1MkOJJVgqqZFQCiUEP69luk/XATbVHDFuDsNmIULTr6ApBwK4KTP2xsUP0yMjJ/DrJRIyPTgKTlFjH+m7McvpEMgEsjU7ZPfZKuLewqlVcYGeH43rvSA62W5M8WVmoUjGkzhpmdZwKQp1QyrYkTf1hWrrMhUSqVPPHEE7z22ms4OEg+PnFxcPhQS9xbbMKlyRgUCqlmUk7ODcLCJxF6MYi09NN1Mm5MLSUd+QIUQ92xeaalrmZU/uX7JK+6TPH9vAabl0Kp5KkZb2NpKz2H538O4Y+L5xtMv4yMzJ+DbNTIyDQQmXnFPL/mLJdjMwBo62zFjtd74elkVW07y169sOzbF4Dc/2fvvMOrqPI//M7t96b33kMSIAkJAUJHRURQsKwdsfeuq+66rq5bdH+WXbG3tRcsqNgAKYL03nt6773eOr8/JtwQkkCAFMp5nycPuXPOnDlzE+588q1r11H9wQddzrst4XpuaFAe7DUqiTuW3EFJY0nv3cBRCAwM5Pbbb2fw4MHKPpua+OKLpTgc1zN2zHKCg69BaktFr6vbzLZt17Nx00xKSr7D4Th2bIzBpb2ZpLnZhuuYYPzvT0Xjr2SB2cqaKX99Oy27u2+IebyY3D246MHHkdrq/ix8478ivkYgOM0RokYg6AXqW63c/NFG9pUoVXFHRXrz1Z1jCPToWYaS/5/+hGRUHuDlL75EzTffdJojZS3l0cpKLmloBJTg4TuW3EF1a+c+Sn2BTqfjyiuvZNy4cQDYbDa++eYbNm3KZHDCs4xO/xV//4uc8xsb97J332OsWTuJ7JxXaW0t7nbtrtpdaf1N+N+bijHZF1DcUVWf7aNuYQ6yo3fibEIHJzLu6usBEV8jEJwJCFEjEJwk+0vrmfnaarbm1wKQGu7JhzePxMOoPfqJh6GPjiL0tddAq5xT+vTfqF+06IgL/YIEPFNZzXlBYwHIrc/lriV30Whp7I1bOSYqlYopU6YwY8YMVCrl42PZsmWsWrUKkymKpMRXGZ3+K8HB16BSKRlNFksFOTmvsGbtRLZtv4mysp+x2ztab2zW9iBjlaZd4aj0aryvTVDaK7TVtGn4vZDqrw4g204sMPlIRl1yBZEpStC1iK8RCE5vhKgRCE6CX3aWcOkba8itUtxCyaEefHTTKFz0muNey3X8OEJefBFUKpBlih57nMZVq9sn5Cs1VTQBSbww+VVGBY4CYF/1Pu7/7X4s9t5rZ3As0tLSmDVrFto2EbZs2TI2bFBq7bi4xDI44VnGjV1NdPQj6HT+bWfJVFevYveeB1m9ZgwHDj5Dff0uZFnG5KFzrt1Y3VHwSJKE2/gQ/O5IQnUo9mZHBZUf70G2nnwAsaRSMe3eR3D19gFEfI1AcDojRI1AcILM3ZjPfXO30tpmZbh6RBhf3zkGD1PPLTRH4n7hVIL+8XflhdVK4QMP0Lx1G1iaoCZXOR6ahl6t55VzX2GIj1KrZnPZZv698d8nczvHTUxMDNdeey3qtpovCxcuZMWKFc4AYZ3Om6jIexk3diXJye/i5zsFSVLEns1WR2Hhp2zafCkbNk6jla9QG+oAqC3rOiBYH+mB/93DUHsrLj1zRi1Vcw8g20/eFeWMr1GJ+BqB4HRGiBqB4AT4ZF0uT3y3C1lWvCLPXpbI81ckY9CefCNGzyuuwP/xxwGQW1oouOsuzFnZ7RO0SiViV50rb53/FiGuIQDMOziP7zO+P+nrHw/R0dFcddVVTmGzYsUKFixYgMNxmDtJpcXPdzLJyW8zbtwaYmOfwMVlkHO8qSmD/OKXiL34cULHv0pd09Jug4s1Pkb87x6Gxk+JP2rdW0Xt/MxeqWUTmjBU1K8RCE5zhKgRCI6TRbtL+duPewDQqiXeuG44s9IjevUaPrfcjM+ddwLgqK+n+Mm/4axtZ2/v+eRt8OaVc1/BoFasFy9seoHy5vJe3cuxiI+PZ/bs2ej1SgzNpk2b+Pbbb7F1IQj0Ol8iwm8jfdRCRo74ntCQ2Wg0HgBIKgeuwbvQBr/AqtVjOHDgGerrd3YSLGo3Hb63JqJua6/QtKmU+iV5vXIvo2b+QcTXCASnMULUCATHwb6Seh76apvTQvPWrDSmJQX1ybX8HnoQtwsvBKB17z7Ktrsjy3RqZBnvHc+jIx4FoNHayAubXuiT/RyNyMhIbrrpJlxcXADYs2cPn3zyCTU1NV3OlyQJd/dk4uOfYcL4dSQmvo7cMgLZoXwk2Wx1FBZ9yqbNl7Fh4zTy8t7FbG4XaxpPA763JiK1dThv+K2Apo2lJ30fIr5GIDi9EaJGIOghNruDx+btcMbQ/OOSRM4fEtBn15MkicC/PY3aV0lprjnoSukWD+Tq3E5zr4y/0tkn6tfcX1lVuKrP9tUdQUFB3HrrrXh5eQGQn5/PW2+9xfbt24/qHlKp9AT4T8NH9yKZP79A+fYr0etinONNTRlkZj3P6jXj2L7jVsrKfsHhMKMNcMH3pqHOIn21P2VhLWs66fsQ8TUCwemLEDUCQQ/5bH0eu4uUOjQzhwVz/ejedTl1hcbLi7A330DlobhoajNdKPxkN/byog7zVJKKp0c/jbqtAN4z654hvz6/z/d3JN7e3tx6663ExsYCYLFYmD9/Pl988QW1tbVHPdc3xBV7qwfVBy/AW/qIkSPmExo6G43Gs22Gg6qqFeze8wCr14wnI/P/sPtV43mpci3Z6qD664O9Fl8z/pobACW+5te3XznpNQUCQd8jRI1A0AOsdgfvrlSCdT2MWv42o/c7ZHeHMTmZiE8+Ru2hBAg3FunIuewyWnbu7DAv3jueG4YqD+Ly5nJuXHQjGTUZ/bbPQ7i6ujJr1iymT5+ORqO4hzIyMnjjjTdYu3YtdnvXadg+oa7O76uLm3B3TyI+7hkmjF9LUuIb+PpOdlYttlqryc9/j3XrJ3NA9RjmkQeQJRvWokbMGbW9ch8jZ1xORHIqAPm7tlNdXNgr6woEgr5DiBqBoAf8tr+c4rpWAG4cE4GPq75fr2+Ijydy7lwMvorry1rVQN71s2lYurTDvPtT72d61HQAKlsqufXXWwfEYiNJEqNGjeKuu+4iMjISAKvVyuLFi3nrrbc4eLCzRcXkrsPopqTDVxW1FxNUqfT4+1/IsOR3GTduLbExj2M0hjvHa2rWkOv1b7Im/pHKmG+pWrutd+5BpWLUJVc4X+9ZsfQoswUCwamAEDUCQQ/Iqmh/yM5M6dxtuz/QRccR8c/b8Rqk7EW2WCh84EFq581zztGqtDw3/jmujLsSgBpzDXctvYuqlqoB2bOvry833ngjl1xyCca2NhCVlZV88cUXfPrpp5SVlXWY7xOiWGsOFzWHo9f5EhFxJ2NGLyMl5WP8/KY6rTd2fR1VMT+xP+wOtm26mcrK35DlkyvOFzYkCXc/pXjg3pW/4XD0brdwgUDQu5ywqJEkyVWSpGckSfpJkqQSSZJkSZI+6mauWpKkP0uSlClJkrnt3z9Lhz6N+mGuQHAy1LW0Zxx5mXRHmdm3qMbfS+B5HgSm1QIyOByUPPU0TevXO+eoVWr+OvqvTIucBkBBQwH3LbuPZmvvdbk+HiRJIjU1lfvuu49Ro0YhtTV6ys7O5u233+bHH3+koaEBaHdBtTRYaaxpPcqaKny8x5Oc9Cbjxq4iOuohdOq2oG1JprphJTt23s6atZPIyXm9Q+bUce1dpWLIxMkANNZUU7h39wmtIxAI+oeTsdT4An8D0oDNx5j7GvBvYCVwb9u//wZe7ce5AsEJ4+vS7m4qqm0ZuI1ojXDhv/Ea1EzI2BpABlmm+PE/YTssfVolqfjX+H85WynsrtrNYysfwz6AlgYXFxemT5/OPffcQ1xcHACyLLN161Zee+01fv/9d3zDjc75ebt7Zl3S6wOIirqfcRNWEp79J1wqhoGsCCezuYTsnJdZs3Y8O3fdQ1X1amT5+HpGDRo1xvl98cH9x3WuQCDoX05G1JQAobIsBwOXdTdJkqQk4C7gVVmWb5Fl+X+yLN+CIjzubhvv07kCwckyJNjd+f2ve06+HspJMXgGjLkP9/BWfAYrbhpbeTmF992Pw9xeiVen1vHyuS8T66lkB60sXMmHez4ckC0fjp+fH9dddx2zZ88mIECxrlgsFpYvX84Pyz+nxa0AWbJTsPf4uo+rVBqCkmYQuu1hole9SLB6NjqdHwCybKei4le2b7+Rdesnk5f3LhZLz0STb1gEGp0iakuz+j/wWiAQ9JwTFjWyLJtlWS469kyuASRgzhHH57Qdv6Yf5goEJ8WISC+CPZSqvf9blUNmef90xe6W8/8O4WPwS2rA6KsImZYtWyh54i/Ih7UocNe589b5b+Ft8AbgjW1vsK9q34Bs+UhiYmK48847mTlzJq6ubW6nlhYaXXKo8t1IVskerFbrMVbpiCnFH8mgRtvqi9emixk7eiVJiW/g7TXOOaelJb+t7s149uz9I41NRxcqKrUa/8hoAMqyDh7nXQoEgv6kPwKFRwBlsiznHH6w7XU5ivuqr+cKBCeFXqPmT9MSADDbHFzx9lo25hyfJaFXUWvg0jeR9CZCJ9Sgc1NaEtQvWEDFy3M6TA10CeTpMU8DYJNtPLHqCcz2rnsr9TcqlYrhw4fz4IMPcsEFF2AyKWnrstpKBfuZM2cOGzZs6LG4UenVuIwIBMBW2YI1qxF//wtJTf2EMaOXEh5+G1qtUhxQli2Uls5nw4Zp7Nx1Lw0Ne7pdNzBWcZc11lRTX9m/bSgEAkHP6Q9REwx0Z9EpAkL6YW6XSJIUJEnS8MO/gIRjnSc4O5k5LJjLU5Vfq9pmK7P+t55vtwxg7RLvaJj5Ghq9TNjEKtQ6xUJT9d57VH/SsWfR5PDJXBJzCQBZdVm8svXUKian1WoZO3YsDz30EMPi0pEcSn2bpqYmFi5cyGuvvcamTZu67Cd1JK5jghRbLdC4tth53GSKYlDsE4wbu4ahQ17G3T2lbUSmomIRGzfNZPuOW6mr295pzZCE9rpEhfu6Fz8CgWBg6Q9RYwK6+7OwFTD2w9zuuBPYcsTX5z04T3AWIkkS/7lqGA9MVjpMW+0yf/xmB88v2o/DcfJVbE+IpCvgktfRudkJnViFpFL2Ufbcc1S+826HqX8e9WeCXZR09E/3fsrGko39vt1jodPpmH7ZFPxqRmNqiEQlK+Kmvr6eX375hddee40tW7Z0W8APlE7ehnjF3dZ6sAZbbccsKrVaT2DgTEakzSM15VO8vNoDgauqVrB5yx/Ytv0mauu2OI+HDk50fl+4d1ev3KtAIOh9+kPUNAPdVSozAC39MLc73kFxUx3+NasH5wnOUiRJ4pEpcbx89TB0auW/z1srsrjrsy00mY9tRegTUq+HC57F5GslZFw1hwoaVLz8MqX/eha5zXXjqnPl2fHPIrWZMZ5c8yQ1rV03nBxI9EYNqedF4tIUjlf5KAYFD3N2AK+rq+Onn35izpw5LFu2rNuGmS6jFBcUMjRvLutyjiRJeHuPZXjqZ4xIm4ePzznOserqVWzZchVbt82mpmYjJncPfEKVgn8FQtQIBKcs/SFqiuneFRRCRxdSX83tElmWS2RZ3nr4FyByNgXH5LLUUObekY6Pi1KzZvHeMq54ex3FA5XuPeZeSLoStxAzYRMrkTSKxabms8/Iv+VWbFVKps+IwBHcOPRGAEqbSnl85ePYHAMkxo5C2rRIXDx0qGQNDbu8uGX2nUyYMAGdTnm/GxoaWLVqFa+88gqffPIJe/bs6eCaMsR7o3JT5jZtLkM+hiXNwyOVlGHvM3LEfHx9z3cer6lZy9Zt17Jl63UEJZkAmdrSEhxHsRQJBIKBoz9EzRYgQJKkqMMPtr32bxvv67kCQa+TFuHND/eNIz7ADYB9JfXMfH0N2/IHwPohSTDzdUidjUuAhYjzKtEYlQdv86ZN5FxxJS27lViQB1IfIMUvBYD1Jev5367/9f9+j4HOoGHsFUoqut3qYOvPRUyePJkHH3yQc845B3f39hT77OxsvvnmG/773/+yePFiKisrkdQSLiOUdHF7rRlzZm2PruvunsSw5HcYNfJH/PymOo/X1m5AE/49sTPzcA1ppKWxofduViAQ9Br9IWq+AmTgoSOOP9R2/Kt+mCsQ9AmhXia+vWcskxOUUvqVjWaufnc9P+4oPsaZfYDWAJe8Dpe/hzFAR9TUCkx+StiZraSEvFmzqPvhB7RqLf855z/4GHwAeG/nexTUF/T/fo/BoBEBBA/yBCB7ewX5e6twcXHhnHPO4aGHHmLWrFkkJCQ4KxQ3Nzezdu1aXn/9dT788EOyXSuxogi7pk3HV1vIzW0oyUlvMmrUL/j7T+dQ5LFrUAuxFxewc89sqqpW9dq9CgSC3kE6sqnccZ0sSfcBniji6O/ANuC7tuEfZVne2TbvbZSg3A+BNcA44GbgHVmW7zpizT6Zexz3NBzYsmXLFoYPH34iSwjOQuwOmecX7Xd28gZ4YPIgHpo8CJVK6v8NVWbANzchl+ymbJs7NRntHbC9b7wB/8ceY1HBEh5f+TgAQ32G8v7U93HRuvT/Xo9CZWEjXz+7EVkGF089lz86HHffjjkADQ0NbN++na1bt3aKsdFIaiJtfsQ6gkh98Hz0/id2f42NB9mx8Wla5E1Ih/04fX0nEzforx0abAoEgt5h69atpKWlAaS1hYcck5MVNblARDfDN8uy/FHbPA3wOHAbEAoUAv8DXpBluYNDv6/mHsc9CVEjOGG+3lTAk/N3YbUr/68uSg7ipSuGYdQNQDsyawssegK2fEhttpHSzZ7IDuWJbEpPJ+Tll7lv6xOsKVoDQHpQOm9OfhOdeuB6W3XF6nkZ7FiqWJLcfQ1c9sfhuHoZOs1zOBzk5uaydetW9u3b1ylDyqQyMCw9lcTERIKDg50Wnp5SmpXBvBfuISC1Eu9BDSApP2OVSkdE+J1ERNyJWt2TpEuBQNAT+l3UnIkIUSM4WdZnV3HXZ1uobVayjpJDPXjvhhEEuHd+EPcLG9+DBY/RUqWhcLU3thZFYOmiovB+82Xu2P1X9lcr8fHnh5/Pi5NeRKPSDMxeu8Bhd7D4/b1kbVWK3nkGmLjsj8MxuXcvvpqbm9m9ezc7d+6ksLBzLSEvLy+GDh1KYmIiAQEBPRI4sizz/gO3UVdehmeYjmHX6Kir3+QcNxhCiBv0V3x9pxy3YBIIBJ0RoqYXEKJG0BvkVTVxy0ebyKpoAiDQ3cCb1w9neLjXwGxo388w72ZsjTYK13jTUqkIAo2fH26vvcCt2f8kvyEfgEtjL+WZMc+gVp06ze7tNgcL39lF3i4li8snxIVLHxmOwUV7zHPLs4pY9/EyMimhQdU5O83Hx4e0tDRGjBjhzK7qjg3ff83qLz8BYPx1NxI52khG5r8xm9tjdry9J5AQ/w/hkhIITpITETX9ESgsEJx1RPi48P2945gYpzRULK1v5cq31/HykoPY7MfXJbpXGHwxXPEBGpNE+DmVuIUqD3dbRQV1t93Pm9734G9Sgp3nZ87nsZWPnTKtFADUGhUX3pFIaIIiCquKmvjp1e1YWo7tZfaPCeHc887lKssYZppHMCIquUP2VFVVFYsXL2bOnDmsXr0as7n7+06dNgOThycAm36Yh4fLOYxOX0xExF1IkiKwqqtXsX7DNPLz30eWReq3QNCfCFEjEPQR7gYtH9w4glvHK1UH7A6ZV5ZlcMXb68ipbOr/DQ2eAZe/i0qnIWRsDZ6xyh4cjY203P8Eb3E9vkZfAJbkLeHupXfTYDl1Upc1WjXT704mKMYDgPK8Bn5+fQfm5mP3hTIN80NCwl/2YGJIGg899BC33HILo0aNwmhU4mCam5tZunQpc+bMYeXKlbS2tnZaR2cwMvryqwEwNzWx8Ydv0GhciI15jPRRC/D2Gg+Aw9FKRuZzbN5yJc3Neb31FggEgmMgRI1A0Ido1CqeungIH948Ej83pSru9oJaLnp1FV9uzKff3b9JV8Ds75FMHgSm1eGXVA+AbLVif+oF3q+5jAh3JfZ/U+kmbl50MxXNFf27x6Og1au56L5h+EcotYFKsur47qWtNFR3FiCHIx0WqO2w2FGpVISHhzN9+nQeeughpkyZ4mym2dLSwm+//cacOXNYsWIFLS0dXVbJ51+Iu59SA2fzT987Kwy7uESTkvIRQwa/hEbjCUB9/Q42bppJWfnCXrl/gUBwdISoEQj6gXPj/Vn04AQuGKI8DJstdv783S5u/2QLVY397OaJmgi3LkFy9cd3aCNBo2qgLe3c/PJbvLFvFIleQwE4UHOA2Qtnk1uX2797PAp6o4YZ96fgH6m4kKqLm/j2hS3Uljd3e47c2u6mUhk6BkHr9XrGjRvHQw89xNSpU3F1VdLfW1tbWbFiBXPmzOG3336juVlZX63Rcv6tdyvryg5+efVFZ+duSZIICrqMMaN/xc/vAgDs9kZ2776PAweewX4KufQEgjMRIWoEgn7Cx1XPO7PTeP4PSZjaLAdL95Uxdc4qlu8v79/N+MXD7O9A74FndAth4yuRdMrDvvmTufzf8kAm+imNHosai7hh4Q3sqjh1eh4ZXLVc+nAqkcmKu6yp1syPc7Z3b7FRt3/UWfLqu5yi0+kYM2YMDz74INOmTcPNTbEGmc1mVq5cyZw5c1i6dClNTU1EpY5g1CVXKNeuqWbes0/TXF932Fq+JCW+Sdygp52xNoVFn7Jly5U0N+ee7O0LBIJuENlPRyCynwT9QV5VEw99tZ1t+bXOY5emBPOX6YPx78/U77x18OllYGuhpUpLwYYI7PWKRcKYPooPr/Pnu9JFymuNkXenvEuKf0r/7e8YOOwOln60j4xNStNKdz8jMx8YhoefqdPcyg9303pAKc7nM3swxqG+R13bZrOxbds2Vq9eTV1du2DRarWMHDmS0enpLH/vNTI3rQcgIDqWK596Dr2p47Xr63eya/cDtLYqtXbUalcGD/43Af7TT/zGBYKzAJHS3QsIUSPoL2x2B28sz+LV3zKwtzVcdNVreHhKHLNHR6DT9JMh9eBi+PJacNiwNOrI3xyPtVRJndbHx7HwvhG8Xfw1AO46dz6+8GNivWL7Z289wG53sOid3eTurATA6KblonuGERDl3mGepbiR8te2KU1UNCr8bktEH+lxzPVtNhs7duxg1apV1NbWOo9rNBqGp6ZSs2k1pfsUK1bY0GQu//MzaI5IDbda69m3/89UVPzqPBYScj2DYv+CWq0/wTsXCM5shKjpBYSoEfQ3Owtr+ev83ewsbLcGhHgaueucGK4aEYpe0w/1YnZ+A9/dDsjYbEYKdqTSmpELKLVs1t49lpesvwDgb/Tnk+mfEOIa0vf76iF2q4NlH+8lY7PixtPo1cy4fxjBsZ4d5jWuLab2xywAVCYN/g8OR+PRM1Fht9vZuXMnK1eu7NCOQavV4trSgDVzL5LsIGbEaGY+8gQqdcefmyzLFBZ9SkbGc8iykrHl4TGCYcnvotUeW1wJBGcbQtT0AkLUCAYCu0Pmy035vLDoAHUt7SnKAe567pwYw9Ujw3DR93GV343vwYJHAXCo3CnMGk/Thu3KmFrNtiuS+HfULpAkItwj+PjCj/Ex+vTtno4D2SGz9vssti9Righq9WpmPJDiTAE/RN2vuTQsV1xB+mgPfG9LQjqO/lx2u53du3ezcuVKqqqqnMdVDjvasgK0tVUkTprM1LseQFJ1trYd6Y5ycRlEyrAPMBiCj/ueBYIzGSFqegEhagQDSU2ThfdX5/Dx2lwazO0ZOx5GLdelh3PT2Mi+bbew4nlY8RwAsksQFbZZVH38hXM4OzWAv59bSYteYojPED6Y+sEp1wRzw0/ZbP4lFwCNVsX5Nw8hZri/c1x2yFR+sBtzZi0AruND8Lw4+riv43A42LFjB7/99hsNDe31fCSrGV1lKeljx3LuDbd12TLBaq1hx47bqavfBoBeH0jKsA9wdY0/7n0IBGcqQtT0AkLUCE4F6pqtfLg2hw9W51B/WDqyVi0xY1gwD02OI9ynczDsSSPLsPBx2Piu8jrmPBoC76b4L3/F0fbgrvYz8OxMKwX+EumB6bxx/hvoT6G4EFmW2fBjNlsWthe9G31pNMOnRjgFhr3eTNmr23A0trmBLo7GbfyJudMsFgvr169n9erVWCwW53HJamFwZDiX33wbGk1nK5vd3sLuPQ9RWbkUAI3GjaSkt/D2GnNC+xAIzjSEqOkFhKgRnEo0mm18vamAD9bkUFjTXgROq5aYPTqS+8+Lxcull7tq263w0cVQoGT1MHgmlpF/o/CRxzDvVxpfWrQS70yVWJWkYkrEFF6c+OIp1SsKYPfvhaz8KgO5LQg7YXQg58xKQK1VXEKWwgYq3tmJbHWABN7XDcaUdPSMqKPR3NzM+vXrWb9uHRZruwvR1WRi6rRpDB06FNUR7iiHw8aBg09TXPwVAJKkJjbmT4SF3SKaYgrOeoSo6QWEqBGcitjsDhbvLeOdldnsKKh1HnczaLjv3FhuHBuJQduLoqKuCN6fAvVFyuuY83Bc9Cal/3mdum+/c05bNkzik8kqLhhyKU+PeRqdupcF1klSsLeaRe/tdvaICor1YNpdSRhdlX227K+m6uM9bRlREn63JfUoI+potLS0sPinH9m2axeo2y00QUFBnH/++cTExHSYL8syObmvk5Mzx3nM328aCQn/Qqv1PKm9CASnM0LU9AJC1AhOZWRZ5tc9ZTy/aH+H/lEhnkYevzCeGcnBqI4j6PWo1OTBJ5dATY7y2i0YLnub2q0VlP7jn8htrpZKN3jvQhXm9ERenPgi4e6nVnfq6pImfnljB/WVSmE+dz8jF9+bjFegEgvUuKGE2u8zASUjyu/uYWi7qHNzvKz59it+X/4bFu8AOMxCExMTw/nnn09QUFCH+RUVS9iz91Hs9kYA9LoABg/+P3x8Jp70XgSC0xEhanoBIWoEpwNWu4O5G/OZszSD6qb2OI6UME9evjqFKN9eCt5tKIW510Lxoc8TCcY9QGvgHyh6/AksOTnOqb8nSsy92I2/nfdvzgs/r3eu30u0NFpY+PYuSjKVtHmdUcO0u5IIjVe6ftctzqXht7bieF56/O8ahrqHqd7dITsczH/xn2Tu3I7FLxirp1+H8eTkZKZMmeKsXAzQ3JzL7t0P0NC4x3ksJOQ6YmP+jEZzagVkCwR9jRA1vYAQNYLTifpWK2+vyOL91TmYbQ4AXHRqnr0siUtTe6mOjN0Ky5+D1S+j+GmAoBQcF79F5TeLqfrf/8BmB6DQB16+TMPV0x7lhiE3nFJxIXarg+Wf7+fA+lIAVGqJyTcOJm5UILIsU/PNQZq3ttW58TXid0cyaveTc6e1NNTz6Z8epKGqAsnFDf9zp5OZleUc1+l0TJo0ifT0dGcwscNhISf3dfLy3kaWlffVaAxnyOAX8fQccVL7EQhOJ05E1IjeTwLBaYy7QcvjFyaw/NFznM0ymyx2HvpqO/9bld07F1Fr4fy/wY0/KS4ogJLtqD6ajP/kUKLmzUPXFicSWgXPfmxj0bwXeH7T8/3fhfwoqLUqJt84mPSZSvq2wy6z5IO9bP1VyZLyunwQhgRvAGyVLVS8vwu5TSieKEY3d8ZceS0AclMDSYG+3HzzzQQHK++jxWJhyZIlvPvuu86aNyqVjpjoR0gb/jVGYyQALS35bNl6LRkZz2G3d9+4UyA42xGiRiA4Awj2NPLO7DT+eWki6raYmlUZlb17kagJcPcaGDxTeW1thm9vxZD3KVFffoHHJcpxgxUe+9bB+mWf8a/1/8Ihn5ww6E0kSWLE9EjOv2mwM/Zo3fdZrPzyILJKwmfWYPRxikvKVtZM44aSk75mXPo45/cV+blERERw2223MXPmTExtfaLKy8t59913OXDggHOuh0cK6aN+JjR0dtsRB/kF77N+w3Sqq9ec9L4EgjMRIWoEgjMESZK4Pj0cTdvD2t2o7f2LmLzhqk/g4pdB1bb+utdRfTeLoKcexe+hBwEwWuCJr+2sWfsVf1r5J1psLUdZtP+JHx3ExfcPQ2tQMsZ2/17Eso/2glrC59oEJKPiCmr4rQB7k/VoSx0Tje6w2Jw2y5VKpWL48OHcf//9DB06FFC6gc+dO5fly5fjcChCUK02Eh/3DKkpn2AwhAHQ2lrAtu03sGv3/bS0FJ3U3gSCMw0hagSCM4iC6hZnbE2wZx9VHpYkGHEL3LwA3NoyeHJWIr13Lj4zRuF9880AuLfAX7+0s3nHQm5adBNlTWV9s58TJGywN5c/OhwXDyVu5uDGMtZ8m4lkUON+jiIgHE1WZ6+oE6WuvP2+Da5uHcaMRiNXXHEFF1xwgTP+6Pfff2fu3Lm0tLQLQW/vcYxOX0B42K0c+tguL1/A+g1TyMr+L1Zr/UntUSA4UxCiRiA4Q2i12nlpcbv7Ii3cq28vGDYK7vgdwtsq4NYVIH1wIf5TgvG4/HIAfBrgqbl2ivL2cP3C68mrzzvKgv2Pb6gblz4yHKObYnXasayADT9m4zIuCG2IKwAtOyow59YdbZmjcmDtSuf3wXEJncYlSWLs2LHccMMNTndURkYGH330EU1N7Wn7arWJQYP+wsgR3+HhoSQxOBxmcnPfYM3a8Rw4+A+am0+t91cg6G+EqBEIzgDKG1q59r31/LijGABfVz2jY/qh2aRbANzwI4y6Q3ltNyP9eC9Bo1twm6ykdQfVKBabhsoSblx4I/uq9vX9vo4DzwATF983DK1ecUVtWZjHhp9y8ZzZ3g/KnH1ioqZgz07WzZsLgMHFlZCEod3OjYqK4s4773QGEZeVlfHJJ590EDYA7u5JpA3/mqFD56DXBwJgtzdRWPgx69ZPZsfOO6mp3XRKBWkLBP2FEDUCwWnO7qI6Lnl9DdvyawGI9DHx5R2jcTf0QUxNV2h0MP1FuPQt0CguL2nr+wQn7sNllGJRiKhQYmya6iqZtWAWH+/5+JQKIPaPcGfGAynOGJutv+axeWM5aBSXkLW06Wind0ljdRU/v/ICctt9Trvvj+hNRy/q5+HhwU033URERATQvbCRJInAgBmMGb2MhPh/YTLFto3IVFYuZevWa9i85Q+Ulf2Cw2FDIDhbEKJGIDhNkWWZ77YWcsXbaympU6rljov1Yf6944j1d+3/DaVcB7f8Ch5KPIqqbAuhcWswDo4CIK4YHp/nAIuFlza/xG2LbyOzJrP/99kNQTEezHwgBV2bsNm+rAA7iqiRrccnwCytLfw053ma62oBGH351UQPH9mjc3U6HbNmzeokbA6PsTmEWm0gJORaRqcvJGXYB3h7T3CO1dfvYPeeB1i3fjIFBR9hsx2/MBMITjeEqBEITkOKa1u49ePNPPL1DlrbHrg3jongo5tH4WkawP5LwSlw50oYdAEAKlsNYYPXog9V4nsS82UeWqBGkmU2lW7iDz/9gafXPE1pU+nA7fkwAqM9mPlQKnqTkv0kW5XidxxHDcHK/Fw+f+Jhig/sBSA8KYUxV153XPvoStisXbu22/mSpMLHZxKpKR+RPmoBQYF/QJIUS11rayEHM/7JmrXjycx6CbO5/Lj2IhCcTghRIxCcRrRa7by7MosLXl7Jb/uVh5Neo+LZyxL5+yWJaNWnwH9pkzdc+xWc9xRIKtQ6mfAR+9B5Kw/ZkXssPLotFACH7OD7zO+5+PuLeXXrq6dE6ndApDszH0whwEWDpi0jqbja7Oz2fTT2r/mdz5/8I9XFhQD4hIZz0QOPoTqBDuaHhI27uzsAO3bscKZ6Hw1X13iGDHmBcWN/JyLibjQa5XybrZ68vLdYs3Yie/c+RkPDqRXbJBD0BqfAJ6BAIDgWdofMN5sLOO+lFTy3YD+NZiVOYnS0N4semsis9IgB3uERqFQw8VG44Qdw8UdjcBA2phC1QREGI5cV8e6wfzPYezAAZruZ93a9xyXzL2FZ3rIBD3L1j3BnbFJ7oPWOjFp+n3ugW2EjyzIbf5jHL6++iM1iBmDIxPOY9ex/MbmfeNdvnU5HSkoKAPX19ezatavH5+r1AcTGPMq4sauJG/QUBkNo216tlJR+x8ZNF7N122wqK5c7434EgtMdIWoEglMYWZb5bX8Z019ZxWPzdlLcFjvj7aLj35cn8cVto3uveWVfEDUR7loFEePQudkJTKtRjttsRC/cxZcXf8nzE54nyEWpd1PSVMJDKx7i9sW3s718+4Bt295gwZGh7LVOhno77FlVzIrP93cSNrIs8/un77Pqi48AUKnVTLnjPi6852G0hpOvFTRy5EhnX6jly5djt9uP63yNxoWwsJsYM3oZiYmv4e4+zDlWU7OWHTtvY/2GqRQWfYHdPvCWMoHgZBCiRiA4RdmaX8PV767nlo82c6CsAQCjVs0D58Xy+2PncO2ocGep/1Mat0Al7XvcQ7iFtKJzU6xM1Z9+hnnHTqZHT2f+JfO5Pel2NCrl4b2hdAOzF87mrqV3saui59aJ3sKS3wB2Rbz4Tgl31rHZu6aE3z7bj+MwYbP268/Y8st8AHRGI5f9+RmSJ1/Ya8083dzcSE9PB6C2tpaiohOrIqxSaQjwn86ItG9JS/saf79pHHoENDdnc+DAU6xeM56srJcwm0+tQokCQU8RokYgOMXIqmjk7s+2cPmba9mYUw2AWiVx/ehwfn/8HB65IB63/krX7i3UGpjyd6SrPiRgeFv1W4eDoocfwNHUhElr4oHhD/D9zO85L+w852lritZw3YLrePT3RyluLO637cqWdmuIR5QHlz48HGNbx+79a0v47ZN9OByKy2n9d18BoDe5cNXT/yYyObXX95OQ0F60r7Cw8KTWkiQJT480kpJeZ+yY3wgLuwW1WsmWs9lqyc17izVrJ7Fn7x9paNhzUtcSCPobIWoEglOEsvpW/vL9Li54eSULd7dnA01PCmTJwxP516VJ+Lv1UeuD/iLxclzvfhmvQUp6sbWkgrJ//s05HOkRySvnvcJXF3/FpNBJzuO/5v7KzPkzeW3bazRb+75Lta261fm92kWLd7ALlz2SiqmtpcKB9aV8/c8PnC4njV7PZX9+hoDo2K6WO2n8/f2d39fW1vbaukZjGHGDnmT8uNUMin0SgyEEUOJuSkvns3HTTLZsvY6KymUi7kZwWiBEjUAwwGSWN/KneTuZ8PxyvtiQj73NtZEe5c3394zlzVlpRPsNQN2ZviLlOvzvvQWdu9Iosnb+LxQ+/DDWkvaO2EN8hvD65Nf5fPrnpPilAEow8bs73+WCby/g7R1vU2/pu35H5hylgrCkU6PxVwrmeQW6cNkjSq8oh72Wor3fA6DSaLj00acIiR/cZ/uxWk+uqeax0GjcCA+/hTGjfyMx8XU83NutTbW1G9i58w42brqEioqlAx7ELRAcDSFqBIIBYkteNbd/spnz//s7X20uwGJX/hKOD3Djw5tG8uUdo0nt6/5NA4TqgqcIviwCSaU8IBsWLiJr2nQq33oLR2u7lSTZL5lPpn3CCxNfIMAUAECduY43tr/BBfMuYM6WOdS01vTq3mw1rZizagHQR3sgHRa35Blg4tI/DkdvaL+mzuVczObAXt3DkSxdutT5vZ+fX59dR4m7mcaIEfMYkTYPf//pHHpMNDbuZeeuO9m0+TIqq1YIcSM4JZHEL2ZHJEkaDmzZsmULw4cPH+jtCM4wHA6ZZfvLeef3LDbndXwYJ4a4c8fEGC5KCkJ9OgQAnyylu2h57lzKtnjQUtVeMFATEIDf/ffhcemlSG1ZPwAttha+OfANH+/5mPKW9gJyLloXbhx6IzcMuQEX7clngtX+lEXjGiV+x+eGIRiHdO6htW/1Oha89iwAWpeLUeviiBsVwMRr4tCbejfeKSMjg88//xxQ3FB33HGHMxuqP2hpKSQ3701KSr5FlttbLri7pxId/RDeXuN6LShaIDicrVu3kpaWBpAmy/LWnpwjRM0RCFEj6AscDpn524t4Y3kmWRUdy9VPjPPjzonRjI3xOfseDvNuRd41j/pcI2UHw7HXNDiHdDEx+N13L25TpnQQNxa7hfmZ8/lg9wcUNbZnAnkbvLkj+Q6uir8KrerEhIW1soWyl7eAXUbjayTgkbQOlppDVBUV8NEjdwOgNY1GrR8LgKu3nqm3JRIYfeK1aQ6ntbWVN998k/r6eiRJ4vbbb3c2vOxvWlryycl9g9LS75Hl9kBqT4+RDBr0F9zdkwdkX4IzFyFqegEhagS9zbqsKp5dsJfdRe0xIGqVxIzkIO6YGMOQYPcB3N0AU5UFb4wChw1H1IVUNUyk+oMPcDS3BwNrQ0PxvvFGPC+/DJVLuyXG6rAyP3M+b29/u4PlJtojmsdGPsb4kPHHtRXZ5qDinZ1YChRh1Z2VBkB2OHjz9lm0NjZg8vDGPfBGassV8aPRq7nkwZSTFjYWi4XPP/+cvLw8ACZMmMDkyZNPas3eoLk5h5yc1ykt+wFQnh+SpCEm5jHCw25BkkRUg6B3OBFRI377BII+IqeyiTs+2cy17613ChqjVs0t46L4/bFzmHNN6tktaAC8oqCtNo3KqMfvvnuJWfwrXrNmgVaxtlgLCyl79lkyzptM+X9fxlquCBitSsuVcVfyy+W/8EjaI7jrlPcyuy6bu5fezb3L7u1gyTkasixTMz/TKWgMCd4YBnt3O19SqUg6T+lv1VxXjcPyE0MnKrEuNrOdn1/fQVVR4wm8IQpWq5WvvvrKKWiCgoKYNGnSMc7qH0ymKIYO/Q+j0xe1xdyALNvIzPw3O3bejsVSNcA7FJzNCFEjEPQytc0W/vHTXqb893cW71WKmEkSXJkWyorHzuHpGUMI9TIN8C5PEeoLwdYWGOwzCACNry+BT/2V2KVL8bn9dlRubgA46uqoevddsiafT/FfnsSckQGAQWPg5sSb+eWyX7g24VrUktJnaWXhSi774TI+2/sZdkf3VXhlWaZuQQ7Nm5WfldrbgPdVccd0BY67ejYRbTVpynMyqSv+kdQLlA7l5mYbC9/ehaXFdrQlusRms/HNN9+QlZUFKIHB119/fb/G0fQEF5dYkhJfIynxTWd/qaqqFWzYeDHVNesGeHeCsxUhagSCXuSH7UVMenEFH6zJwdaWmj0m2oef7hvPi1cOI8D9NK8z09uUH9ZU0XdQhyFtgD/+f3yE2OXLCfjLE2jbYklkq5W6774je8ZM8m+9jYbffkO22/E0ePKX9L8wb8Y80gOVCrwtthae3/Q8Nyy6gcyazE6Xl2WZuoW5NK5SLDqSQYPP7CGoehDsq9ZomPHwn/EJDQcgc9M6mmuWkDCmLUurooVlH+/rUH34WFgsFubNm8fBgwcB8PHx4YYbbsDF5dRtheHvP5VRI392poFbLOVs2zabvPz3BnhngrMREVNzBCKmRnAiNFtsPP3DHuZtaa/2GuXrwl+mD+b8wf5nXwBwT6jMgI8uhsa2QoN3roKg7oNNZZuNhiVLqHr/A1p37+4wpgkOwuuqq/C84go0vr7Issz8zPm8uPlFGiyKS0mj0nBH0h3clnQbWrUW2S5T832G00IjGdT43ZaELtTtuG6jrryUz5/8Iy31Sm2b8MQUrPYp1JQq1qH40YGcd8PgY7a0qK+vZ+7cuZS01evx9PTk5ptvxsOjd4KO+xqHw0pOzivk5r3NoVibuEFPExZ248BuTHDaIgKFewEhagTHS2WjmeveW8/BMiWGQqdR8fjUeG4YE4lOI4yhXXJgIfx4PzRVKK+HXQuXvd2jU2VZpmXzZqo++pjG5cvBcVilW60W9ynn43n1NZhGjaSqtYrnNjzHkrwlzinxXvG8POolDAsaMR9U0upVJg2+NyeiCzs+QXOI0qwM5r/wD5pqlfXcfQNQG66gpUkPQOLEECZdF9/t+WVlZXz66ac0Niq/Q76+vsyaNQsvr9OvTlFV1e/s3HU3DofSrTwp8Q38/S8c4F0JTkeEqOkFhKgRHA91zVaueW89+0qUQOAYPxdev244g4PO8gDg7miuhkV/hp1ftR8bdh1c8jqo1Me9nLW4mJpvvqH2m3nYKys7jOmio/G65mo8LrmEFbWbeXbDs1S0VJDUNIg/F9+Ct02xgKg9dPjemoTW/+TinBqrq/jxP89RknkAAK+gcGTN5bQ2KsL2nFnxDJ0Q0um8wsJCPvvsM1rbig7GxsZyxRVXYOiFDt8DRWXlcnbuugtZtqHT+TJm9FI0mhMTjIKzFyFqegEhagQ9pclsY/b7G9iaXwvA2Bgf/nfjCEy6Uyug85SgqQo2vAUb3gWz4qZBpYEJj8KkP4Hq5CxassVCw9Kl1Hz5Fc0bN3YYk/R63KdPR3v5RSzfvpv0rATUbeGETQF2Ym4Zg8ZDf1LXP4TNauWHl/5F7vYtAPhHJ9DUMBW7TY1KIzH97mQihraniZeUlPDhhx9isVgASEtL46KLLkJ1ku/HqUBO7htkZ/8XgIiIu4mNeXSAdyQ43RAp3QJBP9FqtXPHp5udgiY13JP3bhCCphO1BfDrkzAnCVa+2C5oApPg9uVw7hMnLWgAJJ0O9+nTifjkY6J/+RmvG2ajclesZbLZTP3C32h6ex9js4Y4Bc2XPou4zvsRVtWtPenrH0Kj1TLz4ScIjI0DoDx7P24eK5FlBw6bzIK3dpK7U7Eo1dXV8cUXXzgFzdixY7n44ovPCEEDEBF+G1qtIuDq6nr0PBIITpoz43+PQNDP/HvBPtZkKvU4Bge589FNo3DRC0EDQGsdbP0EPrwI5iTCutfB2lZF2T0Upr2oCJqjBAWfDPqYGAL/8hcG/b6CoOeewzj6YkznPoXGT4lpcbTW07jlTRy7vsej1sJjKx8jty63166vNRi47E9/wys4FIDSzG34Bm5GlmUcNpmF7+wib385n3/+OQ0NShDzyJEjmTJlyhkVUK5S6TEYggCwWnu3P5dA0B3iU1ggOE4OljXw6XqlKFqEj4lPbx2FRy/3+zntsDRD1m+we54SBGxr7TjuHQPjH4bkq0Gj63qNXkbS6cGYgibQ13nMVnWQ1o3vIZvrmFEAF22ys2lQMx81/Zm/3TG310SFyd2DK/7yD+Y+/RiN1VUU7V9N1HB3SnISsNvtzP38S1rV1QDExcUxbdq0M0rQADgcZpqbcwDQ6bquzCwQ9DZC1AgEx8nbK7I4VHrkH5ck4uvaO/EYpx2t9XDwV9j3I2QuBWtzx3G1HhKmQ/I1MGjKCQUCnyi26laqv9yPJb+tl5QE7udHYBqZQv18HdWffYY1Px+VDOkHZdIP7mDfqquJeOBRXEaN6pU9uPv584cn/s6Xz/wJc1MTOVsXEJGiJ7PG4hQ0/n6BXHHFFWeMy+lwKitXYLcrFjpfn3MHeDeCswUhagSC42RbQS0ACYFuTIrzG9jN9DdNlXBgAez7CbJXgN3SeU7EeBh2NQy5BAz9X2OlZX811V8eQG5Vqvmq3HX4XJOAvq0Xk/cNs/G6fhaNv/9O5rtzMGxTCt1Jm3eRf8ONGEek4XfPPZjGjDlp64lveCSXPv403/7rKWxWCwcL12PxUzKgVHY92rxYqgtbCIzuH+tVfyHLMrl5bwBKXyh//2kDvCPB2YIQNQLBcSDLMgXVikUiyOP0Tbk9LuqKYP8vikUmbw3Ijo7jkgoixsHgGZBwMXh0TlvuL8w5dVR9uhfsiinNkOCN15VxqF06ugcllQq3c89ljeceFi/O4vI1DtIPKue0bN5C/i23Yhw2DN9778FlwoSTEjehCUO56KE/8e3brzkFjVrS4F6TiMWm4vuXtpJ+STSpU8K77Ah+OpKdM4eGhj0ABAVejsEwMJ3FBWcfQtQIBMeBJEkMC/NkS14Nvx+sIKeyiSjfU7eE/QlTna1YY/b+CEWbO4+rtBBzriJk4qeDi2/nOf2MtbKFyk/aBY37hZG4TQztVijsrtzN+7vexxYo8eEsPy5JfJWm/31Ew6JfQZZp2bGDgjvuxJCYSMBf/oJpeOoJ7803Nh5bZDzY7CDLJPi4EJI4mG1L8nE4ZNZ9n0XRwRouvCMJrb7/3HR9QXHJPHJzXwdAo/EkMvK+Ad6R4GzizHPkCgR9zH3nxQLgkOGjNTkDvJteQpahbC+s+D94axy8mgpLnu4oaLQmGDwTLv8fPJ4Fs76B4TecEoLGYbFT/dle5LYGkm6Tw3E/J6xbQbOncg93LrkTm6zMf2bMM3gNHUboyy8T/fNPuM+c4Uw1b929m7zrrqPkqaex19Ye996ampr49NNPsdqUtgm6iiJKNq1hzOUxTLsrCb1J+dsyf081i97djd3uONpypzSNjQc5cOBpACRJx7DkdzAaB85yJzj7EJYageA4OSfOj7gAVw6WNfLt1iL+ODUed8NpmP3kcEDhJtj/s+Jeqs7qPEfvAfEXKhaZmMmgOzW7i9ctzMFaqrgFjcm+uJ8f3uW8Vlsr3xz8hje3v0mjVWlJcMOQGzg3vD2QVR8TQ8gLL+B3zz1UvvUWdT/8CEDtN9/QsGwZ4e//D8PgwT3al9VqZe7cuVRVKen/vi5GWqtKsQItDfVEp/jhF+7Gz6/voLq4ifw9Vaydl8mEq+NO9K0YMGy2JvbsecjZHiEh4Z94eo4Y4F0JzjaEpUYgOE4kSWL26AgAGs02/vPrgQHe0XFgM8PBxfDjA/CfePjgAlj7akdBY/KF4TfC9d/CY5lw+buKqDlFBY1sl51NKTU+BrwuH9QpBqbV1sqnez9l2nfTeGHTC05Bc+OQG3l0RNeVbnWRkQQ//zwRn3+GfpBinbNXV1P0yB9xtLQce1+yzC+//EJhodLkNDw8nBFxMRzaWUu90lrDzdvAjPtTcPVSsugObCg9vjfgFMDhsLBr1z00Nin/FwICZhIU+IcB3pXgbERYagSCE+DKEWF8uCaX7MomPlmfx0XJwYyK8h7obXVNax1kLFEsMhlLwNLYeY5HGCRcpLiXwkf3a/r1yWKrakG2Ki4b0/AAVIb2jzWH7ODHrB95betrlLeUO4976D24K/kuZg2edcwgYFNaGlHffUfJX5+i7ocfsOTkUP7iiwQ+/fRRz1u7di3bt28HwNvbm2uvvZadi35yjmt07dY9Vy89QTEeZGwux24/vVrX2O2t7Nn7MNU1qwFwdR1CQvw/zri6O4LTAyFqBIITwKBV8+/Lk7j63fXIMjz81XYWPDgBD+Mp4oZqKIP9PylupZxV4LB2nhOQqAiZhIsgMBlO04eQraa90J/GzwgoVpJNpZt4afNL7Kve5xz30Htw45AbuTbhWlx1rj2+hqTVEvj0UzRv34Y1L5+aL+bies45uE6c2OX8devWsWSJ0hlcq9Vy9dVXYzQaqS4ubFtQwuDascFjS6PyM9LqTh8DutVaw46dd1JXp/S6MhjCSBn2gWheKRgwhKgRCE6Q9Ggfbp8QxXurciiqbeGPX+/gndlpqAcqLdfaCgcXwvYvIHMZyPaO45IKwscoIiZ+OnhHDcw+exnZ0h5Ya1FZ+eXgN3x94Gv2V+93HjdqjNw89GZmD5l9XGLmcFQuLoQ8/zy5s64Hu52Sp54mdtlSJE3Hj9F169bx66+/AqBWq7n66qsJCAigub6O3B1KDyT/yGj0pvasubw9VZRmK32xfENPbH/9jSzb2b79FuobdgJgMkWTMuxD9PqzrHaT4JRCiBqB4CR4dGo8a7Oq2FNcz9J9Zfzz5738bcaQ/jW9F22FbZ/B7m+htbbjmFoPMee1CZlpp0SmUm+jdm8vXPfdgs95OeAT52sJiUtjL+W+1PvwN/mf9LWMKSnoY2MxHziAvaGhk3Vr/fr1HQTNNddcQ2xsLDarlR//8xzNdbUAxI4YDYDNYmftd1nsWlHoXCMy+fT4GRUWfe4UNB4eaQxLfhet1nNgNyU46xGiRiA4CfQaNe/MTuOyN9dS0WDmo7W5qFUST04fjKovLTaWJkXEbHofSrZ3HJPUEHs+DLsGBl0A+tPjL//jxWK3sDRvKV/t/4pb9FOJMYcxqWY4H/h8h8VgZ3rUdK4bfB1xXr2XSWTOycF8QAmGdb/wQiR1e+zR+vXrWbRoEdAuaAYNGoQsyyx551WK9ivF6EIShjDykiuoKGhgyft7qGnL2pIkGDE9ksRJob22377CZmsiO/tlADQad5KT3hSCRnBKIESNQHCShHqZ+PCmkVz9zjqaLHbeX51DRYOZl64chk7Ty/ER1Tmw/k3Y8SWY6zuO+Q+BlOsg6SpwC+jd654i2B12dlXu4reC3/gh8weqW5UeSh4+Gh4vvgm9rON545MkXzEJN13vx3W07Njh/N5tyvnO7zds2NCloAHY8N1X7F21XNlnQCAzH/4LO5cXs+GHbByHCgX6Gphyy1ACo/u/rcSJUFr2Azab8vsXFXk/Ot3pYV0SnPkIUSMQ9AKJIR7MvWM0N3+4iaomCz/uKKa6ycLbs9Nw1ffCf7Py/bD6v7BrXsdYGa0JEv8AI26G4OGnbbDv0ahtrWVN8RpWFa1iTdEaas21HcY1Kg2mJF/s9aBuhIhdHjj8qpHPc0VS9977YcnNpeqtt52vDUOGArB//34WLlwItMfQHBI0m3/+njVffwaA3sWFqXc9weIPsyk60H4PCWODmHDVIHSG0+Pj2GypJDdX6eukVrsQHHzlAO9IIGjn9PhfJBCcBiSHevLt3WO54YON5Fc3szqzkmvfXc8HN43Ez+0EO3lXZcHSZ5SWBRyW6uuXACNuheSrwOjZC7s/dZBlmQM1B1hVuIqVhSvZWbkTx5H9poBgl2CujL+SS2MvxdfoS7NnOdVfHQAZGpblY86qxfvKODQ+xpPeU/OmTRTedz/2OiWY1/W889AG+FNeXs53330HKPWLrrrqKuLiFHfXhvnfsHruxwCoNRqGX3Q3v/6vCHOzUsVYb9JwzqwEYtNOPtanv3A4rOzedR9ms1JLJyz0BpHpJDilEKJGIOhFIn1dmHf3GG76YBN7S+rZVVTHFW+v5ZNbRhHhcxw9osyNsOolWPdGx07YYekw4VEYNOWMsso0WZtYX7yeVUWrWFW4qkNNmUNISCT6JjIhdAITQyYy2GcwKqndvWdK9UfloqX66wM4Gq1Ycuspm7MV9wsicR0XfMLNIut++IHivz4FViXl2n36dIL+/RzNzc3MnTsXi0X5+UydOpX4+HgA1n07l7Vffw6AWqsjPHk225Y4AEWchSZ4MfnGIc6Ce6cLGZn/prZuEwCenulERT00sBsSCI5AiBqBoJfxdzPw1Z2jufPTLazNqiKvqpk/vLWWv89MZHpS4LEzo3JWwXd3QENx+7HICTDpTxA5/owQMw7Zwb7qfawrXsf64vVsKd+CzWHrNM9N58a44HFMCJ3AuOBx+Bh9jrquIc6LgAeHU/3NQcwHa5CtDup+yaZ5Wxmuo4MxJvt2KM53NOy1tVS8/gY1n33mPOZ7zz343q80aPzu88+pqakBICUlhfT0dAA2fP91B0Hj6vcHSrKVWBmVRmLMpTEMO6/7vlSnKqWlP1BYqFie9PogkhJfQ6USjxDBqYX4jRQI+gA3g5YPbx7JH7/ewc87S6hstHDvF1tJDffkyemDGRHZTfXhbZ/BTw/CoQe8RzhMfVZpU3Cai5mSxhLWlaxjbfFaNpRs6BQbc4g4rzgmhExgQugEhvkNQ3OcD061mw7fm4fSvLWc2p+zkVtsWIubqPkug5ofszAO9cElLQB9rGeXwsJhsVDz2edUvv02jrZWBmi1BP/rn3hccgkAjY2NZGZmAhAUFMTFF1+MJEmUZh5kzVeKCFKpdaj1l2BuCQLAO9iFKbcMPW3q0ByO2VzOgYN/A0Cl0pGc9CY63dEFpkAwEAhRIxD0EXqNmlevSSXa14W3f8/GYnewLb+WK95ex6Q4P+6cGM2YGJ92y82q/8Cyf7QvMP5hxTqjPfmYkIHAYrewtXwrqwpXsapoFTl1XXc0d9G6MDJwJBNDJzIhZAKBLoEnfW1JknBJC8AQ50XdolxadlYorRRsDlp2VNCyowK1uw5Tqj+mtAC0/iYcra3UzvuWqg/ex1Zc4lxLGxFO8LPPYhrR3pzRZDKh0Wiw2Wx4enqi0WiQHQ4Wv/saclv8j9p4ESptGEgw7LwwRl8ajUZ7+rSfOJyDGf/EZmsAIDbmz7i7Jw/wjgSCrhGiRiDoQ1QqiUcuiOfKEWG8tPgAP2xXXEq/H6zg94MVDA12546J0Vxk/RXNIUGj1sGlb0HSFQO48xOjtKnUGRezvmQ9LbbOjR/VkppE30TGBo9lTPAYEn0T0ar6pr2E2k2H95VxOGZE07KrkqYtZVhyFeuLvd5Cw++FNPxeiKRrwbznV8wHV4BVqRuj9vTE99578br6KiSdrsO6KpUKPz8/SkpKqKioACBv9w4q8hThptINQa2NwjvYhXNnJxAYdXqkandFU1M25eULAHB3TyU09PoB3pFA0D1C1AgE/UCYt4lXrknl1vFRvLosg6X7lEDYPcX1fP7VXC7WPwuArNYjXT8PorruKXQqUtxYzOLcxSzOW8yuyl1dzglxDWF8yHjGBI9hVOCoPqkhczRUBg0uIwNxGRmIraqFpq3lNG0qxlGvuPlkixHdoEvRxszAXpOBPsqIzy0XoQv06nZNf39/SkpKqKqqYt+uDFa/941zTGNIZ/jUcEbNiEbd27WK+pmCtjgagJjoh5Gk09PaJDg7EKJGIOhHkkM9+d+NI8ksb+T91dl8u7WQv6g+R40DhyzxiP0+Avb7cbN3K4EehoHebrcUNRaxJHdJt0JGo9IwImAE40PGMyFkAlEeUadM12ZHSzXNaz+i/tvvUblHoA0fiyZ4OJLGgKRSo/FJwF4P5a/sRh/tgTHRF+NQ3w7tGACioqLYsWMHsizz1bzP0Tkq0QFqbQjT7ppwWqVqd4fVWkdJybcAuLjE4eU1doB3JBAcHSFqBIIBINbflX9fnsyfY/Lx+D4bgO8d45lvTYPfs3l/VQ4zU4K5fUI0g4PcB3i3CkWNRYpFJncxu6t2dxp307pxbvi5nBd+HmOCxmDSmgZgl93jaG6m8r33qH7/A+S2NGx75UFUhmY8LopEN2g8rftqaT1YA3YZZDBn1WHOqqP2xyx0Ee6KwEn0ReOpJyo0Dl9NDJW2LJDA4heMzc2TUSmjzghBA1Ba+j0Oh+JCDAu76ZQRpgJBdwhRIxAMIB4Hlb+CZSSkc/5M+BYr+dXN2Bwy320t4rutRUxsCyoee3hQcT9Rb6nn+4zvWZSz6KhCZmrkVEYHjUan1nWxysAiyzINv/5K2fMvYCtpDwDWx8Xhc/vtuE+70Nlp23VUCI5WG637q2nZVUlrW1o4Mlhy67Hk1lP3czYObwMHy1twbw7BLFlo9MpG1mhxGEys37+bys9aGTduHOHh4ajVp6+7pr5eaVgpSRoCA2YO8G4EgmMjRI1AMFDIMmQsBkAKH83lk8dzybkyi/eU8s7KbLYX1AKw8mAFKw9WkBLmyX3nxjJ5sH+fi5tmazNf7P+CD3d/SL2lY4+p00HIHMJWUUHJ3/9O49JlzmOaoCACHn8Mtwsv7PJ9VBk0mFL8MaX447DYaT3QJnD21yBblBYVqupWEjQSCe5aWh3h5Ne1sltfQo2rBhnIzMwkMzMTg8FAbGws8fHxxMbGYjSeXplszS15ABgMoajVp9feBWcnQtQIBAOJqu2veJ1SbVitkpiWFMSFiYFszqvh3ZXZLN1XhizD9oJabvtkMwmBbtx7bizTk4JQ93IBN6vDytcHvubdne86m0XC6SVkQLHO1M3/gbL/+z8cba0NJJ0O71tvwff221GZeuYaU+nUmJL8MCX5YW2ysOm93Uj5DQRqJbRtgsigMhDnkkwcydSYG9nokk2BTcmIam1tZffu3ezevRtJkoiIiCAmJoaIiAiCg4PRaE7tj2C1Sonrctg7Z7EJBKcip/b/KIHgTEaSIDAZcldB4WawWUCjaxuSGBnpzchIbzLLG3lzRSY/bC/G7pDZX9rA/XO38fKSg9x1TgyXpYagVZ98hs2Gkg3838b/I7M203nMx+DD7cm3c0XcFejVp0dJ/9YDByj9xz9p2bLFecyYkkLQc8+ij44+oTWb6swseGsX5W3p4AYXDVNnROLWaqfk9124ODyQJAkv2ZWpjclUS43kqyrJV1dSrlJElSzL5ObmkpubC4BGoyEkJISIiAgiIiIIDQ1Frz+13mOTKYqa2vWYLWVYLNXodN0UjRQIThGEqBEIBpKYcxVR01oLu76G1M41QGL9XfnvVSk8fH4cb/+exTebC7HYHWRXNvH4vJ28sjSD2WMiuCItFF/X438oNlmbeGbtMyzKXeQ85qZz49bEW7k24dpTLuC3OxxmMxVzXqH6k0/ArriJJIMBv4cexHv2bKQTjG2pLWvmhznbaKwxA+AZYOKie5Px9Ffelx1Vy9nx88f4GyIYO+5KNJUqvGvB2+5Kij2SFiwUqCvJV1VSpK7GirI3m81GXl4eeXmKi0eSJIKCgggJCSEoKIjg4GD8/PwGNCbHwyONouK5AFRVrSAo6PIB24tA0BMkWZaPPessQpKk4cCWLVu2MHz48IHejuBMp74YXh4Kh7pQD7sOLvgXuHRfgr60rpX3VmXzxYZ8Wqx253GtWmLKkACuGRnO+FhfVD1wTVW3VnPv0nudQcASElfGXcl9qffhZei+Rsuphjkjg6JHH8N84IDzmNsFFxDw5z+hDQ4+4XVlh8x3L22hNFux0IQmeDH19kQMLu3FAqsKC/joj3cD4BkQxDX/fBGdVY85o4bWjFrMWbXIZuXn5MBBpdRAqaqWUlUtZeo6zFi7vb5arSYgIMApcoKCgvD39+83t5XVWsOq1enIsh29LoARI+ZhMJz4+ykQHA9bt24lLS0NIE2W5a09OUeImiMQokbQ76x5BZb8DWj7v2j0hjH3wIhbwdS9ub+6ycIHq3P4fEMeNc0dH4whnkZmpgQzIzmYwUFuXQbE1pnruH7B9eTW5wJKz6V/jfsXg30G99ad9Qu18+dT+rdnkM2KJUUbEkLgM8/gOmH8Sa+9b20xv32yH4DIZF8uvDMRdReuvkVvvsye35Vg5MDYOC57/GlMHp4AyHYZS2GDInIya7Hk1x9q1o2MTI3U5BQ55dp6Gh1Hj185VM3Y39/f+a+/vz+enp6oVL1f6C8j4znyC94HlFo1w1M/F24oQb8gRE0vIESNYEAo3KI0siw7rJCdxgips2D0PeAT0+2pZpudX/eU8eXGfNZmVXUaj/Fz4eLkYGYMCybWv72Z4t/X/Z15B+cBMDJwJK+c+0q/V/o9GWRZpvKtt6h89TXnMfeZMwh86inUbid/H7IsM/cfG6kpaUKjVzPrmXRcvbouiGizWvn2uaco3KtYvFx9fJn5yBMExcZ3mutotWHOrqM1owZzZi22io4ipgULVaoGql1bqXFpocJaQ21jfad1jkSr1eLr6+sUOYcEj4eHx0lly8mynZ277qayUhFtLi6DSE35GL0+4ITXFAh6ghA1vYAQNYIBw26FDe8olpum8sMGJIiepLimBl/szJTqitzKJr7cVMCP24sormvtND7I35XzhwTg65fFK7ufQEYm1jOWLy/+8rQJBAaw19VR+vd/UL9A6UmEVkvQP/6B52WX9to1SrPr+PYFJdg4aVIIE6/tLFAOp7WxkR9e+heF+xRho9ZoOO+Wu0mePPWo59lqWzFn1NKaUUPrgRqnq+pwLK7QnKChxstCaXU55eXlVFVV4XA4jnkfer2egICADl/+/v7HFZRstzezfcdt1NZuAMBoCCc19ROMxrAeryEQHC+nrKiRJCkS6LpFL7wvy/Jth81VA48BtwFhQAHwP+BFWZY7/G8/nrnHsVchagQDi80Mu76BdW9A+d6OYzpXGHIppFwL4WOhG3eDwyGzraCGn3aU8PPOEiobzc4xjccWDEHfIknKA/Hu+Je4IXUyrvrTI2+gad06ip/4C7bSUgBUbm6EvvYaLqPTe+0aR8bSXPWXkfiFH9v6Y7fZWPn5h2xd8IPzWNLkqZx3811otMdu2inbHJhz62jdW03LvirsNeaOE9QSpiRfXMeFoAoyUl1dTXm5InIqKiooLy+nurqannyue3l5dRI7Xl5e3bqw7PZWdu2+l6qqFQDodQGkpn6Ci0vsMa8lEJwIp4Oo+QGYd8RwpizL6w+b+yZwN/AhsBYYC9wMvCnL8r1HrNvjucexVyFqBKcGsgxZy2DLR3BgETiOCCh18YeE6ZBwsdIAU9P1X952h8yGnCp+2VnEwsLPsLq3Zzm1ls7AWjMOjUpiWJgnY2N8GBPjw/BwLwzaU6sSrmy3U/nGG1S++ZbzmD4hgZCXXkQf27sP1ozNZSz+3x4AYob7c+Edicd1/r7VK1j8zmvYLIoo8Q4JY/ItdxOemNzjNWRZxlbWTPOuSpo2luJosHQY97goGrcJIZ3Os1qtVFVVOcVOWVkZZWVl1Nf3zIXl7+/fSewcKhrocFjYs/ePzq7dWq0Xw4a9j4f7sB7fl0DQU04HUfOsLMt/Pcq8JGAH8Josyw8edvwV4H5gmCzLu4537nHuVYgawalHczXsmgc7voDibZ3HdW4Qd4EicOKmdnJRNVubeXL1kyzNXwqAhBqf5hvIyevapaLXqBgR6cXYGF/GxfqSFOLR64X+jgdbTQ3Fjz5G05o1ygFJwue2W/G9/35Uut4vBLjsk33sX1sCEtz43NhuY2mORkVeDj/851nqykqdxxLGTWLS9bfg6t19dltXyHYHLburaFxbjCWvXZx4XR2PS2rP+ky1tLQ4Bc6hr/LycqzW7rOvDuHu7n6YyPHDZv+I6uofAVCrTSQlvYWP98kHZgsEh3NaiJq2L2RZ7hTiL0nSs8BfgGhZlnMOOx4FZAPPybL85PHOPc69ClEjOLUp3wd7vod9P0P5ns7jWpMibBL/ALFTKGit4IHfHnAW1fPUe/KfSf9hVNAoimtbWHGggjVZlazLqqK6ydJ5PcDTpGVcrC8TB/kyfpAfIZ79VzLfUlBAwW23Y2mr56L28SHkPy/hMnp0n13zy39uoKqoCc8AE7P+fuLXaW1qZPWXn7JjyQLF8gZoDUbGXnEtqdNmoj6B1OyWfVVUfboPHDKoJQIeHI7W/8RqCTkcDmpqajqJnZqammOcKTNo0E4Cg3a2vdYQG/MvIiKuPKF9CARdcTqImkbgUPpFJjBHluU3Dpv3K4qFJbCLNcqAbbIsX3i8c49zr0LUCE4fqrNh/y+KwCnYgDMtvI1Nrl487OdFHTYABnkN4tVzXyXULbTTUg6HzMHyBtZkVrEuq5L12dU0mm1dXjbGz4UJg/yYGOdLepQPLn0Uj9Oyew8Fd96JvUrJ6jKmpBDyyhy0AX2XeVNX0cxnTyke8YSxQUy+4eRT3MuyM1n2/luUZLbX0fEJDWfyLXcRNrTnLqlDNG0po+abgwAYE33wuX7ISe/xcMxmcwfX1aEvs7ljjE9I6B6io5VnjSxDcfEEDPrphIeHEx8fj5fX6VPrSHDqcSqLmnDgA2A+kAcEowT3jgBekmX5sbZ5uwCLLMtpXayxFdDKspx0vHOPsq8gIOiIwwnA50LUCE47Gspg34+KFSdvLYUaFX8ICaK5LfDz/BYrzwaeiynpSoicCOqjCxGb3cHOojpWZ1Sy8mAF2wpqsTs6f15o1RJpEV6KyBnkx9Bg9x4V/jsWjatWUfjgQ8jNzQC4TbuQ4Oef7xN30+Gs/S6TbYvzAbj4/mFEDD0+V1F3yA4Hu1csZeUXH9Ha0O5CShg3iUmzb8XVq+e1X2RZpuKdnVja2jYE/WUUave+zV6TZZm6ujqKi4spLi6mqKiIoqIiPL32ERe3DklSfjdKigeRlTUSWVYKByYkJDB48GACAgL6vcu84PTmlBU1XV5YyVz6DRgPxMmynCVJUhZQJsvy2C7mrwX8ZVmObXvd47lH2cMzwN+6GhOiRnA646gr5NZfb2VzSzEAt9fWcV9NHc68FpMvDLkEhl0LoSOUPlTHoL7VyrqsKlZlVLAqo5K8quYu53mZtIwf5MeEQb5MGORLkMfxu6pqv59PyVNPgU2xFHnfeAP+f/oTUh8Ulzuc+soWvnhmA3abAzcfA7P+MbrLYnsnQ0tjA2u+/IQdSxc5XVI6o5FxV99A6tSLenSPsixT9vJWbOXNSHo1QU+mo9L1f2C3w+GgqqqKnJz51Df8B0lS4nPq6vzYv28CFkt7bJenpyeDBw8mISGBsLCwPikUKDizOK1EDYAkSTOAH4E7ZVl+V1hqBILeYXXRau5eqpTuH+c/nLdchyHt+R5Kd3ae7BMLw66B5KvBM7zH18iramJVRiWrMipYm1lFQzeuqkH+rkwY5MeEOF/So7wx6bq3EMmyTNU771IxZ47zmP/jj+Nzy8093teJ4rA7mP/yNkoylQaUF9w2lEEj+s7NVZqVwbL336Q0K8N5LHLYcC6852FcPI/utrEUNlD++nYAXMYE4XXJwKdVNzTsZeeuu2ltLQRAlk1kZ42juLhThAAuLi7Ex8eTkJBAVFQU2h6kuwvOPk5HUZOMksH0pCzLz4mYGoGgd3hy9ZP8mKVkp/x82c9EuEcoA5WZsOc72P0tVOzvfGLEOEi4COKng3dUj69nszvYUVjLyoOKyNleUEsXnip0ahVjYny4dlQYkwcHdOouXvbv/6P644+VF1otwf/+Nx4XX9TjfZwMG37MZvOCXADCBnsx44GUPneXyA4Hu5YvZuXnH2JuagLA6ObOhFk3MXTiZFTdNLOsX1FA/SJlr353JaOP9OjTffYUq7WG3bsforpmtfOYi8tE6utS2bvXTm1tXadzdDodgwcPZuzYsQT0YayU4PTjdBQ1lwPfArfJsvy+JEnPAU/Qs+ynHs89zj0JUSM47bnixys4UKMEpV4Tfw2PjXwMnfqwWBRZVqw2O76EnV9Dc2XnRfyHKOImYToEpXZb6K8r6pqtrM2qZGVbPE5Rbed+Rv5ueq4ZGcY1o8IJ9jTSuHoNBbcpdThVLi6EvvF6n2Y4HY7skHnvkZVYW+2YPHRc/eQoTO59G7tzOPWV5Sx8/b/OasQA3sGhjLtmNoNGje0krqo+30fLrkrQqAj5+xikXnaRnQyy7CC/4H2ysv6DLLenixsMYbi5TaWqMp79+5XA4yOJjY1l7NixREVFifgbwakraiRJ8pZlufqIY0ZgDZAIxMiyXCBJ0jBgG93XnkmRZXln27Eezz3OvQpRIzjtWZSziCdWP4HNobiEhvgM4T+T/tNl1hN2K2T9BjvmwsHFYG3qPMc1EGLPh0HnQ/S5YPTs8V5kWSa3qplVGRWsOFDB7wcrOgQcqySYEuvNfZ8/jaa4EFQqIud+gXFY/xV0a6xp5eMn1gIwfGoEYy7rvtdWX+Fw2Nn043ds+O4rrOb2FheBsXGcc8PthMS3Z2FVfrqX1j1VqEwagp8e0+977Qn1Dbs5ePCf1NVtPmJEwtt7PB7u0yktDWT37v0UFxd3mBEUFMTEiROJj48XsTdnMaeyqPkOMAHrgUKU7KcbgWjgCVmW/++wuW8Dd6JUCV4DjEOpEvyOLMt3HbFuj+cex16FqBGcEeyp3MMff/8jRY1FALhp3fjX+H9xXvh53Z9kbYXcVUqa+IGF0FjaeY6khrBRbSJnCgQm9yjQ+BClda18tamAuRvzKa1XHt7XHFjKjfuUSscF584g9YV/4ufWf72oynLrmfd/ysN30rVxJE7qQvz1E811taz//it2LlmI3dYep5QwbhITrrsRd19/qr7YR8vONkvNP8YiDWBhxGPR1JRFSck8Skq/w2LpaBHUaDwJDJiJJI1ny5YyDhw42GHc39+fSZMmMXjwYCFuzkJOZVFzK4qIiQe8UerVbAVekWX5xyPmaoDHUVK+Q1FE0P+AF2RZtp3o3OPYqxA1gjOGOnMdT615iuUFy53HhvoM5YLIC7gg4oKuLTeHcDiU6sUHfoGMxVDaTYFu14B2gXMcVhyb3cFv+8v5dsVe7nrzIQx2K9V6N24//3EcJhee/0Myl6R0bgPQF1QWNvLVvzYCMP6qQQw7b+AbNdZXlLP6q0/Zt6r9Z6fR6hgx83IGm9JpXq0ITo9pUbiOC0bSnNoPfYfDSlXV7xSXfENV1XKObM9nMIThYhpJYaEnO3a0YrW2xxOFhIRw+eWX4+PTO+n1gtODU1bUnE4IUSM405BlmU/3fsrLW17GdoTWH+ozlKmRU5kaOZVg1+CjL9RQCplLIWMJZC0Hc+egzxOx4rTu3UvO5X8AYP7QC3hn0AXOsQfOi+Wh8+N6pe7N0Wiut/Dh40pwa1x6AFNuHtqn1zseSjIOsPzjdynJaC/cF+s/nDSXKc7Xai89HhdEYhzmd0pbbQ5hNldQWjaf4uJvaG7O6jQuSRpstigK8t2org6iqckLrVbH1KlTSUtLE/E2ZwlC1PQCQtQIzlT2Vu1l7v65LMtfRoOlodN4WkAaM6JnMCVyCu4696MvZrdB4SbIXNIzK07s+RBzLhg7pyo7zGYOjhyFbLFgOuccfr/xT/zz571Y7cpn00VJQbx05TCMfVyHZd7zmynLqUejU3HJw6kERp0aGUWgCNP9a1ey8vMPaaxSXDiD3NNI8pmAlnY3ncbfhPvkcIxJvqeFuJFlmfr6bZSVL6S6ehVNTRldzjObjdTUBFNTE4yb6yguvPAPIlPqLECIml5AiBrBmY7VbmVdyToW5y7mt/zfaLB2FDg6lY5zws5hetR0xgSPwaTtQV+hnlpxQkcqwcbx05Xsqra/uPNm30Dzpk2o3N2JW7eWDXm13PXZFmqbleyZ5FAP/nfDCPzdj7+xZE/Zu6aY5Z8qae4anYqptycSmeTbZ9c7EazmVjb/9D0bf5yHzWxGq9KT4JFOgucoVLSLPo2/CbdzQjEO9UWlP7W6rR+N1tZiqqpWUlX9O9XVa7HbGzvNkWWJhgYfXEyjGDPmYdzcogdgp4L+QIiaXkCIGsHZhMVuYW3xWn7O/pkVBSsw2zv29tGpdIwOHs05YecwKXQS/qYedITuYMVZ0nXBPwCvKKUmTsLFVMzfSOVbbwPgftFFBPz1SYocOm75aBNZFUo21pAgd+bfOw5dH8WOyLLMuu+y2LYk33ksMsmH9Eti8A11PcqZ/U9DVSWr5n7sjLcxql1J9J1AlGsSkuMwC41GhSHOC2OSL8bB3qgMfdOjqy9wOKzU1W2jqnol1VUraWjsonkrEn5+U4kIvx0Pj5T+3qKgjxGiphcQokZwttJgaWBp3lJ+yv6JTaWbupyT6JPIpLBJTAidwGDvwaikHgiMHlhxLFZfsn80IFsdAKj9fAn6+99xjJnA3Z9tYW2W0tDyrkkx/HlawonfZA/Ytjiftd9ntvcGlSBuZACjL43BzbvvLEUnwpHxNka1K6PjLsXfGgr2Iz7b1RKGWE8MQ30wxnuj9ui/7LLewGyuoLp6Fbl5v1BXtw6ttqMA9/QYSXjE7fj6nIvUk99LwSmPEDW9gBA1AgGUNpWyomAFKwpXsLFkI1aHtdMcH4MP40PGMyF0AmOCxxw7DgcUK07Beti/APb/BLXtVpHWWg3F670w17aXzPe46EKMj/2VaR9sp7S+FUmCL28fTXp032bBVOQ3sH5+Fvl728trabQqhl8YQeqUcDQD0GepO2SHg+2Lf2Hl5x9hsygPek/PQM4772ZcG9wxZ9eCo/N52iAXDAneGOK90IW7nxYxOIf4+usvKSlZRmjYPjw9SzqMmUwxRITfRkDAJajVp5dwE3REiJpeQIgagaAjTdYm1havZUXBClYWrqTWXNtpjlpSk+KfwoSQCYwPGU+cV9yxM1RkGcp2KzVx9v8MpbuQHVC515XKPW4gK+drXNXYZ5zPFY3jaFSbCPE0suCBCXiY+r5fUNGBGtbNz6Isp72rtpuPgZTzw4kbFYDB5dTpWVRdXMSiN/5LSWZ7llTy+Rdy7rW3Y95XQ8vuSlozaztbcACVSYM+xhNdqBvaUFd0Ia6ntKtq3bp1/PrrrwBcc81YbPYFlJcv6JAmrtP5EhFxF6Ehs1GpTt17EXSPEDW9gBA1AkH32B12dlXuYlXRKlYVrmJf9b4u5/mb/JkQMoEJoRMYHTQaF61Ll/M6UJMHBxbA/l9o3b6B4vUeHaw2Kr1MTmQQb0RdhmpQGp/eOgp3Q9+LClmWObixjLXfZdJcZ2nfj0YiKtmPwWODCBvi3edp5z3BYbez8Yd5rJv3BQ678oC/+KE/ET9mgjLeasOcWUvL/mpaD9TgaLB0u5bG19gmcNzQhbqiDXY9ZYKOy8rKeOuttwAYNWoU06dPp6WlkIKCDyku+Rq7vb2DvJtbIoMTnsPN7dRJ0xf0DCFqegEhagSCnlPRXMHqotWsLlrN2uK1NFo7Z6toVBrSAtKcIifKvQd9fZqqkPctoPK9D6haXYJsP2y+JNMSbGB74iQufeafeHv1wO3VC1habWxZmMeuFYVYzR0Lx7l46IgfHUjCmCC8Ansg4PqYsuxMvvjrozjsNgJj45j17H87zZFlGWtxE637q2k9UI2lqLFLK44TCTR+JrRBLmiDXNAFuaANdkXt1n89sg4hyzJvvvkmFRUV6PV6HnnkEfR6xdVktdZSVPQFefn/w2Y7FL+lIiL8dqKjH0Kl6v/9Ck4MIWp6ASFqBIITw+qwsqN8h2LFKVpFRk3XNUdCXEMYHzKeiaETGRk4EqPGeNR17cVZ1L75D2oWbeRIzSTpZYyjhxBw52MYhvdPDySr2U7WtnL2ry2h6GBtp/HAaHcSxgQxaEQAOuPAuT0Wvfkye35fBsAtc97BK+jo1ZllmwNraROWwkYshQ1YixqxljV1GY9zOCpX7WFCxxVtkAsaP2OfN9ncuHEjCxYsAOCCCy5g7NixHcYtlkoyMp6jtOwH5zE3t0QSh87BZOp5B3rBwCFETS8gRI1A0DuUNpU63VTrS9bTYuvcqVun0jHMfxijAkeRHpROok8iWnXXLiXZYqZh7qtUz/2KltxGoKO1R+ulw2XEcExTLsNlzBg0fn59cVsdqKtoYf/6Eg6sK6WhurXDmEanYvCYIIadH4aHXw9q/fQy2ds28f3//R2A82+7h2FTph/3GrLVjqWkCeshoVPciLW8BRzHeG6oJbQBJrRtIueQZUfVi3FQZrOZV155hebmZlxcXLjtttvw8upc3LGqahX79v8Zs1lpK6FSGYkIv43w8FvRaNx6bT+C3keIml5AiBqBoPex2C1sLd/KqkLFipNTl9PlPKPGyPCA4YrICUwnwTsBtapzHEfT7g3sevHveO3JwtHYtUVAFxGKy7iJmEanYxo5Ek0XD7zeQnbIFB2sYd+6ErK3VmCztps3JAmiU/1InRJBQFT/uMpAaYz51h3XAzBixuVMuv6WXllXtjmwljdjLWlSRE5JE9bSJhzNx263p/bQKyIn2KVN7Lii8TaccObVqlWrWLZMsUa5urpy3XXXERzcud2H1VrL/v1/pbxiofOYVuvlDCQWWVKnJkLU9AJC1AgEfU9BQwGri1azrngdm0s3d6pqfAh3nTvpQemMDhrNmKAxhLm3N5qUZZlXf91D4/evM61oPR7ljVjqu7cE6GJjMA1PwzQiDePwNLQhwX3SQ8jcYiNzcxk7lxdSXdzUYSx4kCepU8KJSPTp8xTq2tIS3n/wdgDGX3MD6Zdd1WfXkmUZe71FETgljViLm7CWNGGrammv99MdGgmtnwlNgEmx7vi7oA0woe6B2LHZbMybN4/9+5VK0FqtlmnTppGamtrpZyvLMqVlP5CV9RJmc3sauF4fSFTUAwQF/kFkSZ1iCFHTCwhRIxD0L3aHnf3V+9lYupENpRvYWra1S1cVKPE4o4NGMzp4NKMDR+Np8OT7bYX8ad4ufO3lXGtdxoyaDehLW2gq12Nt7P4hpQkMxDR8OMYRaZiGD0cfG4uk6b2HmizL5O2uYvuS/E6xN16BJlKmhBOfHoi6jyokl2Qe4Isn/wjA+bfdy7Ap0/rkOkfDYbFjLW1qEzvtX7LFfuyTNSq0/ka0/iY0AYrQ0Qa6oPbSdxAsDoeDRYsWsXHjRuexIUOGcPHFF2MydXb72e1mioo+JzfvLazW9jpEJlM00dEP4+93oSjed4ogRE0vIESNQDCwWO1WdlftZn3xetaXrGdnxc5O3cUBJCQSvBMYHTwaf00y7y62k19lA2TGag7wVPhuYvKX01zQSnOFjpYKHZaG7i05ksmEMSkJY0oKxpRhGFNSes1lVZ5Xz7Yl+WRtKefwj1x3XwOjZkQTNzKg1y03h8fUzHj4z8SNHt+r658oskPGXtPqdFtZy5qxljVjq+xBrA4g6dVoA9vcV4GK0NEEmNi+dyeLFi3CalUKRRoMBsaNG0d6ejo6XeeMJ5utgfz8D8gveB+7vd2i5uaWSEz0o3h7jxfdwAcYIWp6ASFqBIJTiyZrE1vKtrCueB3rS9aTWZvZ5TydSocbcRSXhmJrisXRGsyEaE9eGVmNd/ZPsH8BtoYWmisVgdNcoaO1Russ8tflmhERishJTcGYkoJ+0CAk9YnXaqmvbGH7sgL2rSnGZmmPu/EJcWH0pTG92kBz68KfWP7ROwBc+8+XCI7r2/YSJ4tsc2CramkXOeXNWMua2sTOsc9Xe+lp9HawpHYT5U1VzuOurq6MHz+e5OTkLi03FksVuXlvUVj4ObLcXrfH0zOd2Ng/4eE+rFfuT3D8CFHTCwhRIxCc2pQ3l7OhZAPrS9azrngdFS0VXc5z2EzYm2PQWRJ4bOLFzB4Wr/SgOvir8tVcicMm0VKppaVKR3OljtYqHXZL966H3rLmtDZa2bo4j53LC7EfFlQckejD+CsH4Rlw8tlSS959nZ3LFgFw/0dfozP2fwZWbyDbHNgqWxSrTmlz279N2GvNXc634+CAuohtmlxapMOKJUoqYsOjGTYihbiEeLTajla7lpYicnJfpaTkOw5XUQH+FxMT8xhGY2if3J+ge4So6QWEqBEITh9kWSa7LttpxdlUuolmW3OXc42SP5MjxzExbAwj/YfjW50PBxcqAqdsd9t6YGlQ01Klo6VSR0udO+YqBxzlc9JpzUkbjiktDV10dI/dFk21ZjYtyGXf6mIcba4XlVoi5fww0qZFojuJVgVzn36c4gN7cffz5/bXPzjhdU5VHC02p8BxurJKm53xOlbs7FEXsFOTh0Xq6L7UoSHWI4z4yDhihg7CFOrhTDdvasokK/u/VFT86pwvSTrCwm4kMuIetNr+y2A72xGiphcQokYgOH2xOqzsqtjltOLsqNiJ3I3vIsojilGBoxgROIKRxmB88jbAwUWQsxLs7X/h260SrVVaWpr8aW7yo7WgEXtDU5drAqg9PTEOH44pbTjG4cMxDB2KqouYjsOpLmli9dcHKdhX4zzm4qFjzOWxxI0KOKHYjrfuuJ7muloiklO54sl/Hvf5pyOH4nUsxe1ZWE1FtWQ3FZGpLqVYVd3J26iV1YQ7fIkyBBMdEolLiCe6YBea3TPJLnuJ+vpt7XO1XkRF3k9IyHWoVKdO368zFSFqegEhagSCM4dGSyPf71vJG+sXUC/tRa3v2lUFEOMRw/CA4aR4JZDa0kJo3gakjMXQ1PEcWQaLzZ8WfTotzYG07M3AnJHRrTVH0usxJiVhGjUKU3o6xpRhqPSd66LIskzOjkpWf5NBQ1V7Ib+gGA9GXxpD8CDP47r3Tx6/n4q8HLyDQ7n55beP69wzDXujkm5ek1vBnox9HKjMpsJR12meWlYR7PAiqO3LR++BedBuSgM+w6JqTwM3maKIjn5EZEr1MULU9AJC1AgEZx42u4NvthTy0tJN1LEftSkbjSkblb6y23N8DD6k+A0jVedDSk0Jg7NWo6vN7zhJpYGkK7En30pLsZnmrVto2bKVlh07kM1dx3xIej3G1FRc0ttETmIi0mGWHJvFzrYl+WxZlNch3iY0wYv0mdEERnv06J4XvTWHPSuWAjD1rgdJPHdKj847W6gur2TP5l3szzhAUU1pl3O0sppAhydBshueIbswRy/GoW13b5qkQUT634d/9FTURmG56W2EqOkFhKgRCM5cmsw23l2Zzbsrs2mx2pE0dahN2YQFF6NzzaW4qaDbc3UqHYnuUaQ4VKSUHCClMh8vx2GurUEXwLgHIWIcstVK6759NG/ZSvOWLbRs3oy9rrNlAEAyGjENH44pPR2X9FEYhg5F0mior2ph3fdZZG4u7zA/fIg3wy+MIHiQ51HdUmU5Wcx96lHsVisqtYYZjzxB7Ij043vDzhIaGho4cOAA+/btIy8vD5ut6+rIBrWNuPD9uIfsRFK119ox1EbjV3k53m6T0Ie4K13NQ1xR6UUxv5NBiJpeQIgageDMp7y+lZeXHuSrTQXO0ih6jYrbJvmSHFvLnqpdbCvfxp6qPVgd1m7XiZTVpDTWkdpqJsVsJspqQwoeroibwTOgrcWD7HBgPnCApg0baN6wkebNm3E0dF1FWeXigmnECEzp6ZjSR9HoFsqmX/LI2dHRqhQY7c7wqRFEJvl2W+Nm3+oVLHjtJefrsVfNYvRlVyOphMukO2w2G8XFxeTm5pKbm0tBQYGz9s0h9PomwsJ3EhiYhSS1P0N1jSF450zHvTQdCQ0aXyO6UDe0Ia6K0Al2RaU78ZIAZxtC1PQCQtQIBGcPB8sa+MdPe1md2S4Ywr1N3HdeLJelhuDAyr6qfWwr38b28u1sr9hOdWt1t+t52O2kmC2ktJpJMQSSeMHzGGLO6zRPtttp3buP5o0baNqwgZbNW3A0d521pfb1xW3K+VjSzmd3niu5u6o6jHsFmkg6J5T40YFdZkttXfgTKz5+D1lWrEpeQcHEjBhN7MgxBA2KQ9VFby1BO4eLnLy8PPLz8w8r8FdPeMQu/P1zOogbudUdU8FEggqnoLUe5i5UgTbABV24G7ow5UvjZ+rzlhmnK0LU9AJC1AgEZxeyLPPTzhL++fNeKhra42DCvU3cd24slw0PQatWOefmN+SzvXy7U+hk1WV1u7ZGlhmidmVY1FRSw8aT6p+Kr7FzgT3ZaqV1zx6aNmykecN6mrduQ25t7TRP7emJ45yZ5HiNJidPRj7M+6UzqEkYE0TSOaGd6tzk7drOz6+8QGtDfYfjJg9PYtJGETNiNOFJw9DqRGPHY2G32ztYcvLz81GpaggN3UtAYCZqdbtbyuFQ0VSWgDZ/AoH1Q/CT3VDR0Uom6dVOgXPoS+129Gy5swUhanoBIWoEgrOT+lYrby7P4pN1uTQf1pso2s+FP1+YwJQhXadW15nr2FGxw2nJ2VWxk1Z710HCoPSvSvVPJcUvhRT/FGI9Yzt1IndYLLTu3EnT2nU0LFmiZFcdgSUwhtKR15FnDsJq6fg5HhTrQcKYIGLT/J3Wm/rKcrb8PJ/MzeupryjvtJ5GqyNsaBKRKSOITh2BZ2DQ0d8wAdBR5OTn78ZmX4q//z50uo6/Aw0NPpSXxqOuTCWg2Y8ghye+sjtqOrsC1Z76DtYcXYgrkvbss6gJUdMLCFEjEJzdVDWaeW9VTidxMyrSmycvGsywMM+jnm91WDlYfZBtGT+yfd88tsnNlB+lUaar1pVkv2RS/FNI808j2S8Zg8bQYY45O4eGxYupX/wr5r37OozZ1Hoqh11CYcBY6ls6ZuBodCpihvsTnx5IcJwnarUKWZapyMshc9M6MjetpyIvp8t9eQWFEJWSRljiMAKiYnD19hG9kHqA3W6nqCiPnJxvaG75GZ2u+IhxDeXlkZSVxtLSFECgzpfAVneCzYrIUdHFe6yS0Aa5OEWOPsoDjbeh87wzDCFqegEhagQCASji5rXfMvlsfR62tmhiSYLrRoXz+NQEPEw9SOF1OJB3zaNk3Ry2N+SwzaBnu17PQZ0WRzcCQafSkeyX7CwMOMxvGDp1uzvCUlBA/c8/Uzt/Pta89hRzGaiPHkPV2OsoKNN0SAcH0Bk1RCT6EDXMl4ihPuiMitCqKy8ja8sGcrZvoXDPLmxWC11hdHPHPyoG/8ho/CKj8Y+MxisoWMTkHAVZlqmp3UpW1ofU1y8DOr63LS2uVJRHUV4eRUuLB0adgQiXIEJt3gRWuWJwdC+G1Z569NEe6KM80Ed7oPY2nHGiU4iaXkCIGoFAcDi5lU288Ot+Fuxqr2Xi66rj8QsTuDw1BI26B5lEsgzZK2Dtq5D1G02SxE69ju1tImeHwUBTN8GierWeYX7DGBk4ktFBo0n0TUSj0iDLMi3btlP3/ffUL1yIo7HReY5u0mQapt5OZoaVspz6Tmuq1BIh8V5EJfsSNcwXVy/lr36ruZWCvbvI2baFnO2bqSvrun7LIbR6A74RkfhHKmInICoGn7AINFpRs+VIbLYGSst+oqjoSxob93Qab2z0oqI8iqqqMFpa3JEkiWC/ICLdggmz+eBersZR071bU+2hQx/lgS7aA320Jxqf01/kCFHTCwhRIxAIumJDdhV/nb+bjPJ28RDhY+LeczoGEx+TigOw9wfY+yOU7QLADmTotGw2GNhkNLLZZKK+m/YOrlpXRgSOYEzQGEYHjybKPQq5tZXKd9+l6n/vw6H0Y5UKjxkz0Fx9K4UVOnJ2VFCaU6+YdI7AL9yNqGGKwPEJcUWSJGRZpra0mNKsDMpzsynPyaI8N5vWxq5T0Q+hUqvxCQlzWnX8I2Pwi4xG30WH7LOVhoa9lJb9QFnZz5jNnYVjc5MHlVVhVFeF0tDgC0i4uroSGxlDpGsQQa0ekKc0+ezq5wmgctMplpw2a47Gz3jaiRwhanoBIWoEAkF3WGwO/rc6m9eWZdJibY+3CfE0cv95sVyRFtozy80hqrNh30+KwCna7Dx8SORsNBjY5O7DFp2KBrnrgnD+Jn9GB41mdNBoRrQGYXnxDZrXr2+foFbjMWMGnlddhRwzhLzdVeTsqKRgX3UnFxWAm7eB8KHeBES54x/pjlegC6o2K5IsyzRUVVCek015blab2Mmmoar79hOH8AwIwi8yCt+wSHzDI/ANi8QzMPCsdl/JsoPa2o2Ulv1IeflCbLbOVjWz2Uh1dQi1NcHU1gZis+lRqVSEh4eTGD+EWFMYFLRgzqnDWtzYvchx1aKP9sAw2AdDnBdql1PfmiZETS8gRI1AIDgWFQ1m/rcqm0/X53XMlPJ14ZEL4pieGOQUAj2mvgQyFitdw7OXg7W9bo0d2KfTsd7FhfUefmyVLFi7seTEesQwozKcET9noN2f22FMFxGBx2WX4XHJTPD2p2BfNTk7K8ndWUlrY9dFBrUGNf4RbgREKiInINLd6a46RHN9HRW5OYcJnSyqS4qO2t0clIwr75AwfMPC8Q2PxDcsAp+wCNx8fE87q8LJ4nBYqKndSEXFEiorl3ZpwZFlaGz0prYmiNraIOrq/NFoDCQlJTF8+HCCfAKw5DVgzq7DnF2riJyufk0k0EW6Yxzsg2GID1pfY9/f4AkgRE0vIESNQCDoKdVNFt5fnc1Ha3JpOkzcDA125/7zBnHBkIDjFzcA1lbIXa10DT/4K9R17DnVIkls0+tZ7+bBejcv9svNnf9Al2VGZKu4fr2O4PwjuopLEi5jxuBx2WW4TTkfdHpKs+vI2aEInNqyrgsBHsLFQ6cInDZrTkCEuzPwuP0WWqnIz1GsOnmKRaeyIBe7tfsKzYfQGU34hIXjExKOT2gYPiFh+ISGK2LnLKiGLMsOGhp2U1GxhIrKJTQ1dU7pB7Db1dTX+1NbE0RNbSAupgRSUlJJSkrCzc0Nh9mGJbcec04d5uw6LAUNXVpyNH5GDEN8MA72RhfufsoUAxSiphcQokYgEBwvVY1m3liexWfr87DY2/80jgtw5Z5zYrk4Oej43FKHI8tQlaVYb7KWQ+4qMHd0U9SoVGw06FnvHcR6g45Ce0dRElEmM2mXg0l7JdyaOv7prnJ1xX36dDwuuxRjSgqSJNHaaKUsr56ynHrKc5V/W5uOIkYk8AowtVtzotzxCXFFrel4zw6HndrSUqoK8qjIz6WqII/KgjxqSoqdFY+PhkavxyckDO8QReh4h4bhExKOZ0AgKvWZ68ZqNZdSU72W6po1VFevwWLp2t1nteqprQmktjYYD490EhPPISEhAW1b4La9yUrrgWpa91XTeqAG+TAhfgiViwZDvDfGIT7oB3mh0g/c+ypETS8gRI1AIDhRimpbeHVpBt9uLXSmgYMSc3NpajCXpoQwKMDt5C5it0HRljaR8xsUboIjBEGBRs0GF3fW+QSzTrLQ4FCyZtR2mZRsmXN2yqRlymiO0BGa4CBcRqU7m2tqg4MBJZamvrJVEThtIqeioKHLmJxDqDUqfMNcCYhyd4odj26CVW0WC9XFhVS2iZzK/FyqCguoryjr0Vui1mrxi4giMGYQAdGDCIwZhHdI6BkZryPLMk1NGU6BU1u7Abu9a8taY6MXlZVDiI+7gdGjz0FzWL0k2ebAnF1Hy74qWvdWY6/rIrNKI+GSGoDrpNABcVEJUdMLCFEjEAhOlsKaZt5dmc2Xmwqw2Do++IcGu3NpSggzhgUT6NELBdRaaiHnd8hcpnzVF3YYtgE79XpWewWwytWV/XYle8utWWb8HsWCE92NdtCGhWFKH4XLqFGY0tPRBgQ4x+x2B9VFTYrIyVUsOtUl3WfjAOhdNB1icwIi3TEepSWAtbWV6uJCqosKqCoqoKpQ+be2tBjZcXTLjtZgJCAqhoDoWAJjBhEYE4dHQOAZF6vjcFioq99BTfUaqqpWUd+wkyMDaex2DfV1CSQk3Eli4vROa8iyjLWkida9VbTsr8Za2NhxggTGJF/cJoWhC3Htw7vpiBA1vYAQNQKBoLcob2jl47W5fLe1iJK6zr2cUsM9uWBIIFOGBBDr3wsPC1mGyoNtAmcp5K0BW8frlqvVrDGZ+M0niNWSBRsOIspkJuxxkJwjE9m5g4ITXUSE0j181Chc0keh8fPrMG5ptVGe19DBotNU231tFQB3X0MHkeMb7ob2GJ2s7TYrNSXFitgpLKAiP4ey7Mwu2z8cjsHFlYAYxZJz6F9XrzOrUrLN1kBNzQZKShdTUfEL0PHnb7GEEBN9MzEx16BWd219sdeZadlXTdPGEqzFHeOxDIO9cZ8SgS6478WNEDW9gBA1AoGgt3E4ZDbmVjN/WxG/7CqhobVzena0n4tT4KSEeaLujWBNawvkrVVETtYyqNjfYbhOJfGbycRCd0826NU4ANdmmcEFMol5Mon5EFbR/TNCFx3dbskZMaKTyAForDFT3hafU5ZbT3lePdbWzrEch5BUEj4hLk6hExTjgWeAqUfCo7multLsDEozMyjLzqA0K4PmutqjnuPi6eUUOEExcYQkDEVrODNaENhsjRQUfktm5vuoVEUdxmTZSHDwH4iMuAmTKarL82VZxnywhvoVBViOKOJoTPTBfUoE2gCXPtu/EDW9gBA1AoGgL2m12llxoJxFu0tZtr+8S4Hj7aJjUpwf5yb4M2mQX89aMvSEusJ2gZO9AlrrnENVKhVLXEwscTGx2WDA0aYh3JtkhuTLJOVLpBXr8S7tPjNKGxGOKW0EprQ0TCPS0IaHdxIjskOmpqy5PQg5t56qwkYcju6fRS6eekLjvQiJ9yI0wQu3HvY9UurqVDoFTmmWInbMTU3dnqNSawiJH0xEciqRw4bjHxl92mdcybJMXt4Kdu56HYNhV4dO4qAlcegcAgIuPOoa5rx66pfmYc6obT+oUeF3RxL6cPc+2bcQNb2AEDUCgaC/sNodbMiuZsneUhbvLevSRaVWSaSFe3FOgh/nJfgTH+DWO+6SQwHHWW2xOEVbOBQQU6VS8ZuLkSUuJjYajNgPu5xHo0xyvopzKn2Jy7GgL67q9hJqP19Mw9OcIkcfH4/URZaSzWKnsrDRac0py62nvqKl23U9/IyEJrSJnHivo8blHIksy9SWlSgCp03olOdkYTV3fu8BDG7uRCSlEJGcQkRSKu6+na1RpwuyLLNv32a2bn0DD88dmEz1bcclAgP+SGLi3cdcw5xbR/2SPMxZiiBWuesIuD8V9XH8DHqKEDW9gBA1AoFgIJBlmd1F9SzbX8by/eXsKKzrcl6Ip5Fz4hWBMzbGF+Mx4k96THO1Im4O/AIZS8GitEOoValYblIEzjqjEdsResq3UcVFdZGMLnfHP6MKe1bXXb8BVC4uGFNTMY1QhI4hORmVXt/l3NZGK6U5dRQdrKXoQA0V3dRYAfAJcSW0zYoTPMizU82cY+H4//buPEiOs8zz+PfJo6qyqu9Wq3VbkiWfsiz5AttgbAaEGRtzLLCegGUWcAAeY+Nd2IGZgYWJ4YhlYcZcywx4B3aBnTE3+ADbwWEbG6zb8iVLsiRbZ6ulPuq+Mt/9I7NbfcrdrWq1uvx8IjKy8qiqt7Olrl+975vvG/j0HNjP/mef5oVtW3jxqScoF8aukWpbuJilq9dyxoVrWXzuBbOyqaparfLYY4+xY8e3WLrsjwxk5GzmFq655iaaml665qXv3t1kHwmbtBJnt9L+n8+ved8kDTU1oKFGKXU66M6UeGhHN7/bfoSHd3STKY1upoo7Fpef2c6fndvJuvM66Wyq0QdstQR7HoHt98Bz90E2vD0qbQkPJT0eSCZ5NJmkMuIzTBCuaFjNDbmVrDpgE2x9isLTT0N17CkexHVJrFpF8pJLSF52GcmL1mKlxu6jUcxWOLCzlwPbe9n/XC+94zSDiSXMPaORxee2sezCOXQsmXzNVuD7HNq1gxe2bWbvti0c3rljzHF0ZntTVTqd5qGHvkwy9X0A+vo62f7sn/PqV1/F5ZdfPji+zViMb+i+c9tgX5v2/3Qu3vlzalo+DTU1oKFGKXW6qfgBG/f28rvnjvDb7UfYdSQ75nlrFrew7vxO3nD+PM7sqNHdKUEA+x6HJ38ET/8MCj0AZEV4OOnxYFMrj3gxSmZ4519HHF616FXcsOANXNrbQmXLNgobN1HYupUgP06/HMfBO//8wTuskmvXjBtycn0l9j8XBpz923vI9ox9l1VDa5xlazpYvqaDBSuasaYwCGIxl2Xf09t4YdsW9j6xmf4jY98Dn2hs4oxVF3LGhWtnVVPV4+vfSzb7MAAbN9xAodBMa2sr69at45xzzhk3FFa683TdsRl8g7sgRedttf3M1FBTAxpqlFKnu309+cGA89jzx0aNhQOwYm4Db7toIX9x6RJaUzXq7+BXwlGNn/whbL93cH6qvAiPNDTx4IKzedjvo+AP75/S6Daybuk6rl9+PWvbV1N+bieFTRvJb9xEftMm/J6esd/PcfBWrQoDzkBNzhizfYeDAxbYv72XA1HQKWRGj4AcTzksX9PBeVcuoHNZ05SbS/oOH2Lvti28sG0zLz617YRNVcvWXMTyiy5j4TnnYTun5ySSBw7exfbtfwvA9u1vpfvI8UC8fPlyrr32WubOnTvmc3t++Bz5zeGt9PM/+Qrshtr1rdFQUwMaapRSs0muVOXhHd088EwXv3m2i/SIu6kSrsVb1y7ivVcu5ayTHc14qEIvbPwOrP8WZA4N7s57Lfzmordzr8nyx8N/IhjRbLMgtYDrll/H9Wdez/Lm5RhjKO/eTX79enLr15NfvwH/2Didjx0H74ILopBzKcm144ScwNC1N83urd3s3tpN/5HRnY5b56c478r5nP2KeZPqaDySX61yeNcOXnhyywmbqmKexxmr17L8ostYtuZiUi2tU37PWtux83Ps2/evAFy4+kds3nyUP/3pTwTRAIciwmWXXcbVV1+N5w0f2ya34TC9PwnnpprzvlUkzqrdz6WhpgY01CilZquBu6nuf/ow9z15iGO58rDjr145h5uvPpPLl9dwwLlqGZ7+Kfzhn4aPg9N5Ad3Xf5n70tu5Z/c9bO/ZPuqpazrWcMvaW3jl/FcO7hsIObnHHye/fgP59evHr8lxXVKXXkLTddfT+IZ12A2jm9yMMfQeyrN7azfPbznC0X3Dm+4sW7jsTcu4+NqlU/rxRyrmsux7aht7t21m7xObxx0Q8IzVa7n25ttpaGuvyftOVaFwgD89/jqCoIyXWMIrX/kAluVy9OhR7r//fnbuPD6Zpud5vPvd72bhwoUY31Da20/2kQMUt4e/n7m3ra3poHwaampAQ41Sqh4UKz53P3GQ7zy6l2cODR84bc3iFm6++kxef+4UZxEfi1+Fjf8bfve54+PfxBrgzd+A89/Czt6d3LP7Hu7dfS9d+eF9Ul4x/xXcftHtrJqzatTLGmMoP/98WIvz+Pow5PT2jjpP4nEaXnsNzW96Ew2vehUSG7v2pXtfhmcfPcSO9Ycp5cNarXjK4aYvX3WSF2A0Yww9B/axe/MGdm/ewIHnnhk2vUNDaxtv/tgnmbfirJq/90Q9/fRHOdz1cwBWnf9VOjuvG3Z8586d/PrXv+ZYVHu2oH0eb5//WorPHCPID6kVtIUFn74cq1Z346GhpiY01Cil6okxhvV7erjzD3t48JnhYWL1omb+8Z0XsmJuDZulckfhV38NT/3k+L51n4UrbgXAD3w2dm3kpzt/yq/2/Aoz5D7tt6x4Cx+/9OM0xMb/tm+MobxrF7n168k99kdyDz+MqQzvP2PPmUP7Te+n9cYbsca45doEht1PdPPb/7udcqFKQ2ucv/zClSf5g7+0YjbL3m2b2fbgr9j3zJMAOG6Mv/jsl5i7dPm0v/9I/f2b2bjpHQA0NV3IJRf/BBHBGIPfX6ZyOEflcI7SoTT37X6EPZXDANxQuoS5pnnwdZw5Ho3XLCZ1ceeY7zNVGmpqQEONUqpe7ezK8M2HnueXWw8OziIedyz+5o3n8J7Ll9au1sYY2HAn/PpvIKgAAu/6Max83bDTdvXu4mtbvsZv9/12cN/ChoV8/lWf56LOif399fv7ST/wAOlf3k1+w4Zhx5yODto/+EFa3vkOxHXJp8vs3tLNtt/tp6/reOfeBStbeOtHp//vvTGGYjbDpnt/weM/u2tw/7oP3cYF16yb9vcfqlg8xIaNb6Vc7gbg3PjX8bpXRkEmjxnRN2uLvYdN7m4AXlM+j/Pmr8Q7rx1vVTvO3IlNYzFZGmpqQEONUqre7e/N84X7tnPvk8c7+L565Rz+59svrM3M4QN2Pgg/eAdgINECH/g9tI2eZ2jrka185rHP8Hz/8wBYYnHnuju5dN6lk3q7ysGD9P7s5xz897vJ+CnyqXnkkvMozj+bfLJzsLlpkMCy1XO44m0raOkc3eF4Kowx5Pv76Dt8iL6uQ/QdPkjv4UPR9sFRUzSsuub1vO6mv6r5nVHGN/iZMn5/acgSbvdWH+Ngx7epJMJA07r3WubuuHHM18lS5En3RbbbB/AJSMY8Pvy+m0nOm56pEYbSUFMDGmqUUi8Hxhh+sfUgn/rFU4PzTzV7Lp99yyquXz2/dt+8H/4S/PYfwsedq+D9D0Bs9NgzJb/EVzZ/he898z0AVnes5vtv/P6Y5SgXq+TTZfL9ZXL9Jfq68vQeztN7OEff4TzVyui7j4aKJWzOvXIBF1y9iOaOsWeqHksQ+JRyOQqZDMVsmmI2S7a3h/6uMLT0RutKcfwpHgakWlp5/Qdu5cyLL5vw+5vAYIpVgnyVoBAt+cpgWPH7S1TT4eMgUx41AnPZO0L3yh+SnbfxeDm6L2Thlo8ghOP32M0xrM4ERxsKPJ3ezfYDu4bdwXbddddx6aWTC5tTNZVQM7mxpJVSStUFEeEtaxdy6bI2PvbDJ/jj7mP0Fyrc+m9b+PmWA3zmhvNZ3FaD2otXfxQObglHJ+56KmySuuGro05zJcaHz76dzMEKm/ZspXTE47784zT6beT7y+TTpWhdplIaf5bvUUxAotjD3ItW0LawkfZFDSy7cA6YCsVsP4ef308xm6GQzVDMZihmMhSiwFLMpIftL+ZzYdPaJNmOQ3PnfFrmzad13nzaOhezYvUrcK0YpT39Q0JKZVRgCdfhtilWx50qYjyBXSTTuYH+BX+g0PbckOtiMbfwVha1vJ/qn8foMr0czHez/9BODhw4gO8Pv8bt7e1cddVVrF69etI//6mkNTUjaE2NUurlJggM//roHr54/3ODA/klXIuP/NlZfOCq5dhT7GsTBIZSrkL+WB+Ff7uVQl+WfNBMYdUHyEsnuYGwki5TyFQwJ5ipeyzGBGBKGFNEKOLFCsSKXcjRPdjlPiTIQlDEb0xhrTovDCpRSAn8SQSjcbgSI2Z7xKwEXryRlrb5NDV20NDQSjLRRMJJ4Uocy7cwQ8PJS9QkTZXEbKwWm+qco5Sa95FNbaXXeoSA4YMhxmLnYdvv4Wh3nBdffJGjR4+O+5qLFi3iyiuv5Oyzz8Y6xVNAaPNTDWioUUq9XO06kuVTP3+KP+4+Pvjdq1bM4Ss3rqG9IY4xhkrJp5CpUMiUo6VCPlOmkA6380OOFbOVl6zYMMYHU8SY0vB1cHxbrBK2VUasMiYoEFTy+NUCQTD2nFKTIVjErAQxO0HM8gYfx50kqUQzXqyRuJskbnu4ksDBxQ4cLF8QU/vOsYPlci0sz0E8ByvpYHlutD6+bbwyBXsvBft5csFOMrlnyeWew5jyqNcLAptjRxfR1XUmvb0LgLHLnkqlWLx4MUuWLGHp0qXMn1/DpshJ0uYnpZRSE2YCQ6lQpZitUMhWsLNlPnX+Eja6SR59+ghSDvC2pvn6tj+w0Ivj56vD+quEX4orUW1JOVqXwJRHrIceL0IQhReKYCYWTF7qLEfcKJBEwSR6HLc8vETjkHCSxJUYjolhBzZWMIHahyBaJktA4lEIGQgknoOVdIeEkyGBZcg54tpUq2Wy2f2k0y+Qyx0gnz9IqXSYcuUQfv5FTK4LkROnxnR6Dl1dZ3K0+wyq1dEzore3t7NkyZLBpa2tbcZCTC1oqFFKqTpgjKFS9ClkK1FIKVPMVQYDS3Ho/oF1JosZJ4CcNyKoZHpGBxRMmUl38jgBQXCteFhjMlhzEg+bdyRBQuLErDjxqEbFtT1cN4lje4hMYNA3w0uno7HYcry2ZGgYGRlOBrajfZJwkKjprlqtks/nKRQK5PN5crkecrn9FHOHKPV0Ua124/vHMPRiWf3YdgbXzXOifDHyWKHQSC7bSjbXSjbbRi7bhjHNtLS0sGxZCy0tw5fW1laSY0wzMZtpqFFKqdNQpeyPEUSi7XSRbH+GQjpDIZOlmM1Ryucx/siakqHBZHhNCoxuoqgVW5whtSVhOIlbCRLESUicuJUgHh137TCcOE4S25n4nUhTIXH7eAgZEUCGNu/IQEAZ2HatwdoLYwylUikMJlFAKRT6yOfz5HtyFApHKZW7qZSPUvV7CII+II1tZ4nFCoOL6x6//rYTLhMVBBb5XAvZXCvFwhxEziCRWEFz8zwWLRoeXJLJ6RlD5nSloUYppaaZXwko5sJQkuvNkunJkO1Nk+/Pkk9nKGRyFLNZSvkclWKBSjFPcIKAMrXqhslzo1qSgRqTuMTxBhbCYDIYSuwkjuNhOx6WXbuZmkexGN6/ZESNiYzZvBOFE3t4U5Pv+8NqTwqFTLjuKwzZn6NY7KNSOYrv9xKYflwnhxsrhgHFLeIOBpUiCc+QOIls5vsxfL8JY1oQacOx23HducTj8/C8+TQ0LCaV6iSVSuF5Hq57es78PVM01Cil1CQEfkCuv0i6u4/MsT4yPX3ketPk+tPR+CVhOCkXslTLearlPMYvhn1JTAk4+btuJsN1PVKJRjw3RdyKE5M4MRxixsU1LjHjEjNxXIkTkwSOk8Rykliuh8j03e0ijkS1Ie6w5hsZ1pwzus+JxGxEhCAIKJfLFItFSqUSxWJx2ONStjTiWJ5KpZ9KpR8/yBD4GSCH45Rx3FK4dso4TgnXDR+7sRLtyTK2ffK/M2NshCYsqwXbmUM8No9EYh7J5EIaGhbR2LgEz5uPbddXc9CppqFGKfWyZIyhlMuRPtZPuruXzLF+sr39YTjpj8YmyWepFHJUSjmq5QJ+tYDxi0xn081QtpvAiXnEPA8v0UTSTZFw4sTFwfEF2xecqoXj2ziBgxs4OMTDu3SsKJg4NRwheARjAoIgByaLTRZX0thWFtvOYMV9rPlnYi29EGvhWVgpd7AGRRI2Zb8yGDgKA0GkNCSYZIoUu4eElFKJYrFAuZzB9zMEQWZYIHGjQOK4x8PJQFBpbCrR2lZ56R9o0gTLasax23Bjc0jE5+J5nXjePGKxOeES7yAe68Bxml9WzUAzRUONUmpWq5bLFHNZCpk0ud406aN9ZHvT5Pr6yaejQdNyWcr5LJVSnkopj1/NR+FkOoe0ECwniRPzcOMpYl6KuNdAKtlEKtGAZ8dwjWBXfayKj5QNVtlgVwTHd7CDGLbEsS0Py0kiVtQRtjrsLcCNlpMQBBWq1SyVIE+FHGWy+FYWrAyuncWz+mmx+2iSNEiOCiXKUqZMQFVilCRJ0euklOiglOik2HoWpXgHpXKZ4pHdlPY9OyyclMv5MIgM1pAMqSlxo9qSwe0STc3Hz7Gs6fydWVhWA47ThOu2EI+14sZaiMU6iMXmEI/NiR6H267bimXpx+jpRH8bSqkZZ4yhXMiHzTeZsBkn2xvWnOT7M+SHNe1kKRdzVMt5/EoBE0zHN/AhJIbteNhuEjeexE2k8LwmGlLNJL1Gkq5HXGwcA45fRUp+uJQNVsXC8l1sYthWAivwIEu4jMdhyn+Z/UoO389TCfKUKVAhT8Uq4Fs5fCtNlT6Mkwe7gOMWcCjjUMXCokyMInFKxCgRpxitS8QomHYKLKBMjEBswGBZPrZdGQwjtlPBtUs45gWc9M7BQOLGyiSTpWGBpRbNOSdiWUlsOwwmMbcZN9aKGwUVx2nGdZtx3GZc5/jadVuw7dS0Nrmp6aehRilVU9VKhWImTTEbBpP0sT5yPX3k+vrJpdPRsSzlQpZyIUelnMOv5MFMzyirIRskgWV72K6HEwvDSSrZTCrRRDLm4doOMRGcwOD4AU41wK4EWFULq+pgmxiOxLGsJJZxXjqcAFjRMgkmqGLKOap+joqfp2IKFCVHwS5ScEqUnRIVp4TvlDFWEawSQgHL+FgJlyqxEcFkIJw0Y2gFQMQPg4hdwXEqUSgp49iVcO1UcOw8jlMh4ZRpH7Y/DDCWNZ2/LxBxh4WQoQHEcVuGhJQRYcVpwrK08+zLlYYapdSEFDJp9mzZSCGT4eCOQ+QzaUq5sOakUgybdvxKHhNMV38TAYkjkgCJYzkejpvETSSJeQ0kkg0kGhto9lpolQaquTRBph/XNzhVg+MLjonhkAibdOxEOIlfEUaMIj/aFP5SmkoBU8kRVPJU/Bxlk6dMnrIU6YkV6Y37VJwqVbtKYIWLwceIRZCM4ROjHAWT6mD70kA1zpAJIQ24boHWtoM49kCtSZa4UyY1EEbsCrZzvFZlugPJcRKFjSZcp2VU7Ui4bsF1m3CclmE1KJaV0D4oatI01CilJiRz7Ci/+sY/1ubFJBGFEw/LDmtOnHiKWCJFPNlAoqERr7ERr6mJVGszDS1NNLY14jUl8BpcEikX2x27CiS3/jC9P90JtEYLU6oxATCBj6nkoZzDrx6vOSlLgYpVpuJUqMQD/AQEDQ40xZDWRmJz22iYN5+mjrNoae6kJdeD843jMxv/ibU8ztWTL9A4PC/N2Wc/VrPXO87CcRrHX+yh201DmnKacZwWHKdBm3PUKaWhRik1IV5j0xh7HRAPsRLYThI7low6xTYMCSdNpJrDcJJqbaGxrQmvIU485ZBIjh9Opkq80X/WTLWEKecIqnmqUZ+TqhTDYGJXqcZ9goRgUmEwsVpSxDpaSHZ00NC+kMb2eTSl2nCn3Kwx/GeMUxrjHEPcMsQdIeFaxGMu8XiMRNwj7iVJpBqJJ5uIp5pIeB7xeJx4PE4ikSAIXmT7cw8Me7XACMVqgnLgUTUpsFJhJ1i3kUSsmWS8hcZkMy2pVpLxZhy3aVRQCfuYaG2Jmj001CilJiTZ3MI7PvV5vMZGMr2QbGwi2ZwkkXJxE/Zp8+EXX95Mx4dWc/TYHo517SI5dw6NcxfR3LGQhNc4M4VKNMNf3gNeK3itrPRd3pctkkgkBsNJLBab8izIvt9CKnUXjtPIkwerNHjNzGtppz2VwJriDNtKzUYaapRSE2I7DktWrQag44wZLswJ2CkXO9XMwqVrWMiamS5OyLJh2asHNxuAhrbavbxte7S0XALA5WfV7nWVmm20sVMppZRSdUFDjVJKKaXqgoYapZRSStUFDTVKKaWUqgsaapRSSilVFzTUKKWUUqouaKhRSimlVF3QUKOUUkqpuqChRimllFJ1QUONUkoppeqChhqllFJK1YVZH2pExBaRT4jILhEpRetPiIg902VTSiml1KlTDxNafg24GfgO8BhwBfAFYDFwywyWSymllFKn0KwONSJyAfAh4KvGmI9Eu+8UkQxwq4j8szHmyZkroVJKKaVOldne/HQjIMAdI/bfEe2/8RSXRymllFIzZLaHmkuALmPMnqE7o+0jwMUzUiqllFJKnXKzuvkJWAAcGOfYAWDhiZ4sIvOB+SN2n1ODcimllFLqFJvtoSYJZMY5VgSaXuL5HwQ+PdaBZ5999iSKpZRSSqmTMeRzODHR54gxZnpKcwqIyJNA2RgzqplJRDYDrjHmghM8f6yammuBz9W0oEoppZSaqncZY/7fRE6c7TU1B4ELxzm2ENhyoicbYw4Bh4buE5EXgL3RUjzpEr58nQP8AHgXsH2Gy1IP9HrWll7P2tLrWVt6PUMJYClw/0SfMNtDzSZgnYgsG9pZWESWAXOj45NijDkGTCgRqvGJyMDD7caYzTNZlnqg17O29HrWll7P2tLrOcxjkzl5tt/9dBdggNtH7L892n/XKS6PUkoppWbIrK6pMcY8ISLfAm4TkUbgUeBK4L3Avxhjts1oAZVSSil1yszqUBP5MPAicBPwbmA/8HfAF2eyUEoppZQ6tWZ9qDHGVIHPR4s6fRwC/p4RHbHVlOn1rC29nrWl17O29HpO0ay+pVsppZRSasBs7yislFJKKQVoqFFKKaVUndBQo5RSSqm6oKFGKaWUUnVBQ41SSiml6oKGGqWUUkrVBQ01alqJyGtFxETLipkuz2wkIvNF5Jsi8qKIlETkoIj8XEQ6Z7pss42ILBaRb4vIbhEpiMheEfk/InLWTJftdCYiDSLyGRG5W0QORf+fvzvOubaIfEJEdkX/XndF2/YpLvZpa6LXU0QuEZE7RGSbiGRE5LCI/EZEXjcDxZ4VZv3ge+r0JSIx4BtADkjNcHFmJRFZCTwMFIA7CUfM7gAuB5qArpkr3ewiIu3AeiAGfBPYA6wAbgZuEJELjDH7Z7CIp7M5wKcJB4PbCFx/gnO/RnhNv0M4GeEVwBeAxcAt01vMWWOi1/MTwGuAnwBfBxoIpwF6UET+yhjzzVNQ1llFQ42aTh8F2oBvM3rSUfUSJJyq9wfAQeA1xpjsDBdptvuPwDzgBmPM3QM7RWQj8GPg7cAdM1O0094hYJEx5oCIOEBlrJNE5ALgQ8BXjTEfiXbfKSIZ4FYR+WdjzJOnpsintQldT+CfgHcZY0oDO0Tkm8BW4HMi8u1oVH0V0eYnNS1E5Azgk4TfNPpnuDiz1TXApcCnjTFZEUlEtV9qapqi9cih5w9G6/wpLMusYowpGWMOTODUGwFhdDi8I9p/Y21LNjtN9HoaYx4dGmiifQXgHqAVmD9NRZy1NNSo6fJVYBvw3Rkux2x2bbTOiMijhE1QRRH5o4hcPoPlmq1+E62/JiJXishCEXkNYbX+DuDfZ65odeMSoMsYs2fozmj7CHDxjJSq/iwAqkDPTBfkdKOhRtWciFxP2Eb8YaOTi52Mgc6rPybsO/NO4L9E+38bVfWrCTLGbAA+CKwE/kDYP+n3QBa4whiTnrnS1Y0FwHg1EAeAhaewLHVJRM4F3gb80hiTm+nynG60T42qKRHxCGtp7jTGbJrp8sxyDdH6CWPM2wZ2ishmws7DnyIMOmriuoFNwP3ALuAC4L8BvxCRN+iHxElLAplxjhU53gSopkBEmgk7DecJv+CoETTUqFr7O6AlWquTU4jW3xu60xjziIi8QHhXhJogEXkbcBdw0ZDOqr8UkQ2EIecW4IszVb46kQfi4xxLcPzftJqk6Avj3cAy4FpjzIszXKTTkjY/qZoRkQXAx4BvAS0isiIam6YtOmWJiCyfsQLOPgPV+GPdtn2YsKOgmriPADtH3n1jjHmAsHbhqhkpVX05yPhNTAsZv2lKnUB0g8DPgFcC7zDGPDTDRTptaahRtTSX8Fvax4GdQ5Zbo+O/Iew8rCZmQ7ReNMaxRYQdL9XEzQNGDQAX3TpvoTXXtbAJ6BSRZUN3Rttzo+NqEqJbvn8IvB54jzHmnhku0mlNQ42qpT3AO8ZYfhQdvxV498wUbVb6BWF1/k1DR2ONOmIvBH49UwWbpbYDK8e4c+w/EA4OufHUF6nu3AUYRo9LdXu0/65TXJ5ZTUQs4PvAm4EPGWP0Dr2XoN9MVM0YY/oJ79QZRkRWRQ9/bYzZdWpLNXsZY46KyN8SjvHxOxH5IWGYuY2ww+vfz2DxZqP/AbwReEBE/hfwPGFH4Q8QNud9fQbLdtoTkQ8T9pcb+DK8WkQ+GT3+pTFmmzHmCRH5FnCbiDQCjwJXEo6C+y/GGK2pjUzkegJfIhw08iGgICIjvxQ+aIzRUcWHEL3jVk03EfkM4ZDgKzXUTF70h+y/AucR1tw8CPyNMWb3jBZsFhKR1cB/JxxPZQHhOB8PAp80xrwwk2U73YnIXuCMcQ6/1xjz3eg8B/hr4CbCZtL9hFN8fFFHvz1uItdTRH7PiW8IuMYY8/saF21W01CjlFJKqbqgfWqUUkopVRc01CillFKqLmioUUoppVRd0FCjlFJKqbqgoUYppZRSdUFDjVJKKaXqgoYapZRSStUFDTVKKaWUqgsaapRSSilVFzTUKKWUUqouaKhRSimlVF3QUKOUUkqpuqChRimllFJ1QUONUkoppeqChhqllFJK1YX/D5+FOr5kfEdXAAAAAElFTkSuQmCC\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(5,5), dpi=125)\n", + "for iWS, WS in enumerate(A1scan_WS):\n", + " plt.plot(WS, A1scan_z, label=str(MMCdates[iWS])[:16])\n", + "plt.legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "cda88d5e-13fc-4d9a-b9e3-a1c778f4136a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(0.0, 2.0)" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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4bhh76Xi9M3E6C7FavFisnm6vHiwWL1arF4vFg9Xqib/6sFhi67re9eNrbGxkw4YNbNu2DcMY3u01iwlpeElRbrLNFLJUClmmD3vnH49RuIRlRsOENCthNCJK0W5AVcSkLmpHeWaDZ/bxHWCYNNNA6X2vAk0+9iZpzgCWlEI0uz22OBxodhu63Y77zDOxT5k8pm1TShFV0URS0LluKIOoGU1M+NujXEUxTTMR05lURFWS+M56xii+c3v3uP62ddZlKrNPvYZp9PgCEUJ8vATaA+N6fEmQRom/bc8wkyMAE79/L8FgFXZ7BjZbZvw1A7stA5tdoet2LFYvFosXj2d67GpNnFKKY8eO8e6777Jr164eGXt3VquV9PR00tLSSE9Px+NyUrNnB2Wb3oNggKsKvoTXlj5oa6NmmGg0gBHtQEUCqEg7WqgdW6ANIh2ocAcq0o7qtk64AxXp4GjRhRya9k/D/HySs+tB0hzN6BYTi9VEs5joNtBsCs1motkBmwK7QjlAORTKCaZDYTgUUbuGYdWIWjTCVjB0hWEaHFY5HFQrBvhSLyf69rd6JgBDTAKGmiCYyhy1z0kIcXLR4lfqNU2j87/Oi/eJkvi2zrjEtu7l8f06y3vvP6RjdSvv3u+yvzb0257ux+qnvHOf3m3o0T6ta5/ex2psa+QQh47zEx85SZBGSU7O5YQjjfjb9hKONBKJNBIOx14NY+BRtKPRFqLRFqB0wDibLQOfbwnh0HSqqzM4fLie1taej+3n5eUxe/bsngmRx9O30/EFF9JwtJyyte/jrPQmLrdvbniNiBEkbHZbjCARM4hJ/1/cacEg5xysBMCzdCkZN38Jze5IXIHRHXYmKCsZ29tpqo/Q4Y/GltYI4UC03zoHEzadvO0p483iXw8erIBgfBGjQtd0LJoltuixV6tu7fG+9zZd07Fq1q7tugWrFivvXE+2r0WzoMf/cdDjL/tu7wf6i7a/L5nEX97a0L6YEusDfQEl+ZLpU2eyc0jS1j7lvb+Akp3DAJ/LgG1N8iU6WPsGbesAicBIfrYDtXWwL/xBf7ZD/cIfwecthmbLli28zMvjdnxJkEaJrjuYOOGWfrcZRjCeMDX0SJzCkUYi4c7XhkRilWwak0ikkcbGvwLgS4Fp0zJoasqnqTmf1JTTWLr0IqZPnz7oL2K0OYj/3SqCH9SQHchJlFuzXVz1n9/B39hAW309bQ11tNbX0dYQW29rqKfuaN8kLmC3ooj9PZV999245s3FNBXNxzpoqPLTURMm4A8TCFkxMGN9SUbhzokvlHH8lQzDeCQFvbcNJYnovm9nfO92dLYtEdO9bbrepw3d29w9WRFCiI8qSZBOAIvFicVSgNNZMKR40wwTiTQRDjeyc+e7bN36d9zuFtLSq/H56unMf7y+Rry+RiZM3I1Sb1BW/gLVx0rwuBeQlnY6qamFeDwenE4nmqZhhg3a1pfT9vcKiHZlKJpNx31aDr7lE7BYbaTm5JGakwdAR2sLFXt3Ub57J611tf2299rv/gDjQA3VW4+yaY+Nulc2U1fuJxo6nqEGYhweKy6vHZfPhstnjy1eG/tDe8gsTmeR+/4xSwp6JyGSFAghxMeHJEgnIV2343Dk4nDk4nIFqasrB+Do0YVYrSHS0qtJT68iPb0KhyPWiU3TTOAwkchhmlv+THMLtLen0tqaQ82xmahwIc6wFXvUQkAPY9oVZ7lKmHveItyLsglG2mlorKDtcAP+xgYaK8sp37OT+rIj/bbRandROOcKdOs8Xv5FK5GgHSiGNysHPDeH25pIclw+O06fDbfPjtMbf+323um1YbH0n5QsYepIP14hhBBiUJIgneROO+008vPzOXLkCLqu097ejt/vp729neoqP9FoGVbbYbzecjIzK9G0ritDHk8LHk8L2dlH2Pjup/GjQ7cHt14Jbeb93/4J4ye1KHPwqz2anopuLUK3TkC3TaHmiIv+pi5xp9rJmZRCziQf2RN8eDMcsWRogIRHCCGEOJlIgnQSik1oGyAa9RONtuFy+ymeESUSbiUYbCIYbKK9pZZgawORYDNRasBV3SM56q6tLZP+ntPXImHCzXXoSZKjnglREZqe0ifG5bORMymF7Em+WFI00YcnbXTHJoL4WBmhEGZbG0abH9PfhtHWFn/fhpko88fK/G3k3ncf9smTR70tQgghPvokQRplphkmGm2LJTdGG0bUTyTSSijcQjDYRDjUQjjcQjjSSjQa224YfkyzHdPsAC2ApoWSJjs9WABPj+EdAYhGbbS05NDSkktLSy7+tlhnZi0awRLwowfa0UNhbAGFruWB3Yum+dB0L1ZHCg5PGp7ULDzp6Tg9Nlzx210urw1H4n2sX5A7xT5op3ClFCoYjCUyfn8/SU7f5MZMrHe90s/UJwPJuPlzkiAJIYQYEUmQjkNj00YOH36YlpYt6LoTMDHNIU7S2psG/YxbOCSRsIPW1uyuhMifjmZq6OEotohOGk589nRSU7LxTsjCl5mJNyOtR18fl9eG02PDOgqTuVZ981uEDhzousLj90N0ZI/zj4iuo/t8qGEmVEIIIUQnSZCOQ1nZU7S0bAHANIc/yI5hWBLznxmGDSMan/bDcKCiDog60AwnWsSFbrjQI07MsB0zYsMI2YiGHYSDdkKmnYhhR8ONXXnIs7mYUJLFhJIM0nJiM9r7Mp1YrCem/0/o4EGCe/aMbOd4cmPxemOvPl/81Yvu9aH7vLEyb7zM50P3ervivF40t1vGHBFCCHFcJEE6DhMnfJGGhvV9N6g5lB6xxxIew4bHnUle3hRs9hQc9jQcjjRURGfPG+toKasgRaWSay9komsGqdY0NDSqOw7TEq7DH22iLdpM5qxCltx0K+++VE5dWSuBtp5XR2zd1o0IHNlRz5Ed9V2FGkyel8UVX52Hpo9t8mCfNhVlGIkkJ5bUpEhyI4QQ4pQhCdJxyMg4l8WLfsf2HV8mGu16mmvq1MuoqPBSUR4bVLHk/PO58MILAVBRk9DRVkIHm5mccS3hjjZ6D1B9LHqEv9c816OsdutRQnqQT933b+i6hfbmEEd21lO2u5HyfY1EgoM8haZiSVN7Sxhv+uh3ou6u8KGHxrR+IYQQYqxJgnQcamv/xs5dd/QoS0lZgKmWUVr6fKJs586d+P1+0lPT0N9txtNqJUW5uiaDjbOkOXDNyWTRpWczN3oN9UePUHu0lB3r/kpDRRmHN7/P/37tFjKKiqk56kGpPDRLNpo2cL8hb7qDtFw30xbljHlyJIQQQnwUSIJ0HNradvUpa23djt//VaZN99HclE9DQxFNTU00NTV1BcVzFKey4VMuUpSLzNwschdMYsJMH7rDitPhpWj2XIpmz2X6GUv4zb/9M+3NTfibGvE3/aPbEa3o1jw0awG6tRDdOrlrDiFdI39aKllFXlJz3KRmuTANEz3JWERmIEC4tJTQ4VJ8FyxH93hG6ZMSQohTi1Kqx4TSUTNKxIz0mJg6akaJqmgsJl4eNWPL6bmnY7PYBj+QOGlpyWaA/7jSNG0RsHnz5s0sWrRowFjDCHK07H9paHiL1tbt9LlXBvj98zh4YCltbf3Pr9afG264gZKSkh5lrXW1bPnbWqr27aGm9BCm0f9TYRb7PGyeS5LWPXVhNpd8upDw4cOEDh0mfPgQocOlhA8dIlJVlYib9Nvf4D7ttCG3WQjx8aKU6pkcdE8WOhML0yBiRnokFIYyuhKN3slHt/26Jxvd43ofs7O+PsdVfY/R3/7dj9P7+Mdj/afXk+nKHKVP++Npy5YtLF68GGCxUmrLiT6+XEE6DhaLk6lT7mLqlLuIRFppbn6PxsZ3aWx6h46OWP+jgiydC3zXE6hooaG6nqaWJloJ0KYFaNUCNGvt+PWeT8CFQqE+x0rJzmH5zV9CmSbbX/srG1/4LR0tzX3i8qa6mHbmFFpqAzTXtNNc1Uao28gD5ZuOsvfHN2M1+h6ju/Dhw5IgCXGS2dOwhz0Ne4Z8VaNPctBPotFfstF9n97JSverKiK5qHkChzYRY0ISpFFis6WQnX0p2dmX0tq0hw+2Xg1AW8dudjfehbd1AZ7AAiYZOT32251Sxcbw3sT7ZcuWMX/+/KTH2frKn3nzFz/rUabpOkUlcyk+82zmXngpNnvsHp7R1sb+M87kw+JPU1m4DICI1c3flz6MLdyGK9iAM1iP2/TjS7WSkushbXIO6bOK8CxI3gYhxPh4q/wtfrL9J+PdjJNO56TUnZNNW3UrVs0aex8v71HWOTG1bum3vHt8n5j4BNfd47pPdN1ZluLoO/OAOLVIgjSKzLBB6ytHaNlxFMtiH4a9DaVH6cjaRUfWLuDXOI0JZNgvYNKEr+DIz+Tolvfhta4EKT09HV1PPl6RJy29T9lpl1/NwkuvID2/sEe5xefDmp2N1993AtmI3UfE7qM1ZXJXYSuwA7SdCs+6faRmufBluZgyP4upC7OH+3EIIUaZVR/ZX9nD+YK36ba+ycYA+3ePSbr/EJKV/urrfUyLHq+/e4KjWWVoEDEmpA9SL8Ppg9Rb67qjtK4rQ2kGHel7qZ/xIsGUw/3G1tct5dChGYTDPUfettls/Ou//is2W/LOfaXbNvPWr35OQ0VZj/KMgiKmnXEW009fQtaE6QTbozRt3ELY4qau3UXVYT/15X6MaN++UoP5woPnjskca0KIoatpr6EuUNcjQbBpfROSRJKiWdE1XRIIcUqSPkgfIQ2RN6k68zcEfWVgST7NRTRqparK2Sc5Apg0adKAyRHAlIWLmTRvITtef4V3f/8MgbbYGEyNVRU0/vF5Pvjj86C50a35aJoTNAea5oi/9n7vAN0BJJ9TLWeSD6dPnsYQYrzlenLJ9eSOdzOE+FiQBGmUtLU1cNj2X+Dom/QEAj7a2jLxt2XS5s8k0JFNWlous2ZlkpGRQUZGBpmZsfWUlMHvWytTUflhCzVlE8FxCzZVjhk5hBE+BMofD+rAjBwaxhloWO1OrA4XdqcHh8eD0+vF7fPhTvPx3gv7cXo8ONyxbQ63N/7a+d6NPtLJ5IQQQoiTjCRIo+Ctt95i27bfM3deLDlqbcmmsbEQs7UQW+tEfJEMspSLacpNiunG63DjKcol7aqpaEnGJErmwKYaNr54iLbGziffLFhsk3F4p5GS6UDXGwi176e98UPCHQ1Ew0FgKLdRFdFwgGg4QLCtEeqG1SwA7C4XDrcXd2oqKdk5pGTnktrjNQe7yz38ioUQQogTTBKk41RZWcmbb75JXl7XQJBO20oumXclaW0OwpV+whVtmK3driyFTNo3VmO2hcn4TAmaZfD+AUF/hL8/+yEHNtX2KC8oTqPk3HymnZaDzdF5BefKxHZlmoSDAUId7YTaY0uwo51Quz9W1lmeePUT6ujoEafMofVZCgcChAMB2hrqqDl8sN8Yp9dHSnYOqdm5XUlUTuw1JSsHh1sSKCGEEONPEqTjtHHjRgBCoa5Rp33pf6bdV49eOBvf6bNJ986Hdp1wRSxZ6thUg9EaJrCrgbI7nkKLbMJWkIutqAhbYSG2wgLsRUVYsrLQNI1ge4Tfff99/I1dYxfNW17E/AuLSMsZOKHQdD12G8ztgazhn59Sikgo2CPBCsUTp2BHO+GODoKdyVZ7O8F2P+1NjbTU1RDtZzynoL+NoL+N2tL+b/853B58mVl4M7PwZWbhy4i/ZmbjzcwkJTMbm9M5/BMRQgghhkESpOPU0NAAQHt7OkppaJoiFDpMVfVhqO6M0nE4JpCaOhffjNnYs9KJ/FphsxViSZuF0eqj5S8/RbX3vDqkORzYCgtpLVyI33JRj217NlTRWh9g8vwspszPGrMnzDRNw+50YXe68GUMPcNSShFoa6W1rpbWuhpa6moT6611tbTU1hAJBfvs13lVq778aNK6nR5vnwSq831GQRG+zBFkgkIIIUQ38ph/L8N9zL+qqoqNGzdSWVmJrm8hO6cUr7cJp7N9wP30qIPJG76NLTQZADPUSvu670Ak0CdWoVFRtJyqvLNp9xb22W6x6Vx73yJyJp06A5MppQj62+JJUy0tdTW01Nbgb6ynrSG29DdS+GA0TecTd9xLydILRr/RQgghThh5zP8UV1BQwIoVKwAIBAJUVVVRWVlJdfUh2to+IC9/Ay6Xv89+pjVE2ldm0v5EGAyF7khh0q9/h1F7lIb/fYrA9u2JWA3FhIo3mVDxJgFHBg2Zc2nIWUBTZgmmoTAiJq31wVMqQdI0DZcvBZcvhdyp0/uNCQc6KN+zi6M7t3Jk22aaqqv6jetOKZPG6r4DYwohhBDDIQnSKHK5XEybNo1p06YB5/PeP35He3vP5Mg0LYRDxdjsF7B3XStuM0QaHlLPLsI9fzplX/qvHslRd5rDQcacyRQumEbqpy7k979sTDzNtnN9Bf6mIBPnZJKe5z6lBoYL+NtorKygsao8/lpBU1UFzTXHhtRB3OZ0kVU0kcwJk8ibVsyc5RefgFYLIYT4KJMEaYyYZigxYa1hWGhomEBD/UQaGwswTRvgB94BB6Ag40gGOc/m4EhJocjrwevveYuu4L9/RMoll6DZ7Ykyq/29xHrVgWaqDjSz4fmD+DKcTJybydzzC8gq8p2Asx2caRq01tX1SII6XwOtLUOqw2KzkVE4gawJk3osvswstAGmZxFCCCGGS/og9TLSqUaUMmhr20NT07s0Nm2kuXkTphnrT+R2L0DXvkltbS11dXVUVlZiGMlnwvb4/Vz58p/pfg3IPnUq0/7y5x5xwfYIBzfVcHR3I2W7GzCNnj9Lu9PCF3+0FIv1xCUP4WCApqrKWALULQlqqq7EiCQfXbw7u8tNRmERGQVdS+aESaTl5qFbZDBKIYT4OJA+SKe41tYdHDn6U5qa/kE02v+VEJfrNFqag7S2tFJfWTNgcgSQ2tJC7xtkjmlT+8Q5PTZ0q05rfaBPcgSQlutGH8IYSyNlGgaV+3ZzeOsm6o6W0lhZQVvD0EeY9GVlxxKgwiIyCiYk1j1p6afULUIhhBAfPZIgHac9e/+V9vYDPcp03YlFn0VLawGlh500NhrAm/3ur5uKtKYm0pqaSG9qIjMcJi8jHeenPol98uTYMmUKjpkz++xbur2ON3+1r0eZw21l8vwspp2WzcTZmaOeaESCQY5s38LBTe9xeMsHBP1tA8ZbbDYy8gtJL5zQLRkqIiO/UMYzEkIIcdKSBOk4KGXS0XEEAKezCDiH/ft1yo7qKNX3VpDdaiMj7CHT9JFaeQDf3r+T0tKMrhRpK28g++67saQPfvXENEwqPmxi40uxwRZ1XaPk3HymnpZN4cx0LMOcviSZcDBAQ0UZDeVl1FeUUV92hIq9u/q9VeZKSSWzdxJUWIQvK1vmaBNCCHHKkQTpOEQiTSgVSxZqaorYsb3nYI2aplFYWMi0adOYWjgZ29oGTH+sX5KWX0Pre80Q7wPmf3M9+fffn/RYylRUH27hwAc1HNpSS6CtK0mZdU4+y2+cNfLzCAZpqCynoaKM+vKjsaSooozWutoB98ubVsz0M85m2ulLyCyaKLfFhBBCfGRIgnQcgqHEUNnU18cSFpvNxty5c5k+fTpTpkzB7Xajoia1q7cRqYslR7rbT/jDPYnkCCDj5pv6PUZrfYC971az773qHlONdCqcmc5Z/9S3f1J/IqEgjZUVPZKg+vIyWutqhrS/0+Mlr3gm009fwtTFZw5rZG0hhBDiVCIJ0ghFIk3s3fPNxPtgwEdJSQmXX3451UY1ue5c3E430cZGWl95j8ix2OP2RuNh2tY+DEZs8lrd7Sb/+98n5fLLEnUZEZPD2+vY804VFR82Qa/+1+n5HmackcP003P7nYstGg4nrgg1lB+lPp4MtdTW9EjKknG4PWQWTSRzwsTY+EJFk8icMFE6T4uPH6XAiIAZif/OauBKG+9WCSFOAEmQRkApxfYdt+Fvj3WQbm7OZdKkK/nUp64F4Et/+hL7m/az4tgErvvVUXRTw/uJ/0azuUC3gDLRPR4855xD9r334Jg6NVHvgQ9q2PD8QTpawz2O6UlzMHNJHjPOzCWjwNMjUQkHOqj8cC8Ve3ZSsXc3xw4dwDSig56H3eXulgRNTCRF3vTR79wtPuZ6JxpGNP4aBrNzPTLEmO7vu8WZka46OmN712X22t7v8bqVmb1+j6ZfAjc9Pz6foRDihJIEaQSUMmht3QFAKORm964LsFj2Mnv2AVIKUviw6UMAHHtK0aOxKzbRYzuwTViCJW0Sabf9lNyvnIHuivVZMqImDZV+3n3xEJUfNiWOo+sak+dnUXJuPhPnZKLrGqZp0NZQR93RUsr37KJy7y5qSg8NOOK03eUiszCW/GQWTUyMOu3NkETopKcUKDP2RZ1YjF7v+ykzokNIDvpJTvpLNEYjGemdaJyqjPDgMUKIjwRJkIZJKZPGpnewWlOIRBqx2wPoukkkEuG3v/0tt371Vn6w9Ae8fPhl/rb4HZbuNsjwQ+jwm1gLT0fTLRjHFHt+spPDNisttR20NQR73PnSrVFmLXGTMwmCbYc49ME7bHn5GM01x2itq8GIJv+ycaemUTRrDnnFM+OJ0ER8mdmnbiKkVD8JwRAShJNmn17vlTH8fcTI6Daw2MFijb3qNrB0LvbY63BjMvufN1AI8dEjCdIQKWVQUfkbKiqeTkwhAqDrdux2G9EomKbJj975L9LePcSZZUVcFriGlpIpODOKyHY6eyQprRXtlLX7MaNHUUYTptmMMlrQ9VaMiJ8tLw+tXd70DIpmz6OoZC5Fs+eSUVA0tGTINGDPH+DDv0JKIfjyQdNOQMIw2NWQfhIKMb70bslCZ+KgW3uWjVZMf0nKSBIb3Rr78yzEKSgYMXjq7cP8o7QRTdPQNdDjr6ChaSTKNI14TFecBon9NA00NHS9Wxmd27REHZ370q2Ozm1KgULFX7vex//HNFWP8s5/8CvVt1x1lqvB6605vK+fT+fEkQRpiI4c+SmHSx/pVqKRlXURu3ZNoqMjdtm9ylXFnD9ZsNnvIpBhw26BM3y2HvV0GCalgWo+bN5AJHKE3j2wkw2y7fKlkJabT2puHmm5eaTlFVA4czapuXkjuzr07o9h3arh7yd60q3dFssw349knyHWqVn6Jh79JSmDJS2SaAhxwt3/p908+0H5eDdj3IWODX1mhrEgCdIQWayeHu8zM5cxa+Z/sG/vm8BeAAoCBXTk5uBr1dEUTLB1DdjYrHdwOLCdg9XvoFTf/kKarpOSnUNqTjwBSiRD+aTm5OFw931a7bi40kenHt02yl/2o5QgjPo+/ZRpuiQPQohRl+qyDR4kxpwkSEM0oejzoEwOHvohSkVoaFjPhneXMWfOlVjNaezcVwMahFy1WCNWFm/ewKQ5V4CzgIDy88qhJ3rUZ7XZmbxwMTOWnEN+8Sx8WdlYrCfoxxENw/SL4ZL/gPefhJYR/EvFmQb/Wgr6iZsIVwghPg6+9YlZnD45g73VrZiJ21EKs9stKTNRFi9XxGO74jpjVLftiTK63pvxe1xmvL7O+qFre/e6usepXsfq/mp2i0+80rMeQylMEwxTJeo1zNjSbh/fWRgkQRoiTdOZOPFLpKefza7d99LRcRClwtTUvkRaLixgBvvLZhEIpFJY9Q4pTdto1S8kA7ArJ1bNDjaNqaedTvFZ5zJ10RnYna6xbXRLBZT+HY5sgJYy8NfGlkDj8dc96RxJjoQQYgxomsYls3O5ZHbueDdl2JRShA2TjpBBezhKR9igPdTzNbZEaQ/FX8NROkIGgYhB1FREDZOoqaiL+jg8juciCdIwuRwzSTOfovrA89gz1+LKOApASu5+FmQcYe/e8zHDLbwzexKTgvvJ8E7Fols598wbmPPlT+DypYxd49rrYwlR6d+h9C1oHMEfLZsbvLngzYkvueDptt65LbVo9NsvhBDihDFNRTBqdCUqiYTFoCMUf+1e3md7/wlQ1Bx8QOKhCB1rHpV6RkoSpGE4uLmW9b/eR6gjCiwA5uPM2k92yXN48o9is4WZO/d1jhwrwij1Uu7fy6Ksi7FgpYhpOL2+0W9UWw1s/y3sfB5qdiYJ0mJPqiWSnJxe67ngyY69Oryj30YhhBgF3W/dGGbsNo2RWFfx2zRd283O2zedt6Li23vfzum8hTTsfeJxsWN3X4+3w1Q96jHMrttTpur2vjOu81jd6jHM2HkbqludfdpCz/dm99tXPdsfjBiJBKcjYgxlcoUTwm7Rcdp0bBYdi65h1TUCAQfHxrFNkiANw+a/HYknR2DoIULOClqMMsJt+UzPLUfXTXRdkT2ngdZSL6kTCnBMSyN6yE+0NoDpj2Dx2Y+/IUYUDq6Drb+KPabf36PwWTNhyvmxZfJ54M44/uMK8THW88su+RdQjy/v+D6q25dh/1/InXF990l8+Sf5guxbD/E29aozaT2929UtQUjU063OEe7Tmcx0b5vZ4zPpndh0JQum2XWuYvy5bBY8DgtuuxW33YLHEX+1W3E7er0m2d65v8duxWW3YLf27bKxZUs6ix8fhxOMkwRpGM64cgqv/2o3jfoBAu5KvL4G5s7cgMfTkogxIw5qt2UC0FHVSFhvQdcskGlF84zCx91aBb+4ChoP9d027UKYvzKWFKXkH/+xhPiIU0pR1xaitL6dIw3tlNZ3cCS+Xt7YQdgwE1/eQowHi65hiY9HZNG7xjtKrOvx94l1DYsej0+sa1j02HunbfCExt1PguOxW3A7rLhsFiz6x+PpXUmQhiFjsg01Yz+B6gqKJuxh0qRt6Hrsb04j4sCpPs2ic77O9JxD/P3XaygJnxFLjoB39jxH+Ju/Zu6FlzF76QU4vSO8lVW1rf/kCODQG1D+PmQVQ9aM+OvM2Hr2THkkXXxkdd6OiMavihhKYRgqcfslYpgcawkmEqEj9R2U1rdztKGd9rAMRtofi9418ODxfjHrmtatnl519qmHrn2HU2dnG5K2bYj79Dg2fduR+CyS1cOA52rRBt6n97mK8aOpk+UG5ElC07RFwObNmzezaNGiRPmOgzv403Mvkpl2kMKiPT2uGjUfPpe6nddihFJwp9i5dMU0HAeaCO5qAKAmcJT1x55NxDt9Kdz84GOkZGUPr3HRMPiPwSv/D/a/Mrx5oeZcC9evGd7xxEmneyJgqnhC0C0RiJqx2xGxRMHEMCFqmolbLH1j+kksTJOo0VV/0lizV1uM+DE725K0Xd33NTG7tzFRj+pRT+Jck+w7mld4XDYLk7M8TMpw43ZY4l9o8S+3bl+yiS/dYXwxJxKMYXwx9/zCHfkXc592yRezOMlt2bKFxYsXAyxWSm050ceXK0gDONB0gL+W/pWt+9/l7PYQixYewOEIJLbrfkj5tQ1qrLTMdWK3wEzDQL10kGA8RrPpFK48nQWbWtix7hWUMgm2tdJaX9uVIDUdgeod0NEQXxpjr4HGnmWh1pGfTNXWke97CosaJtvKm2nuiMTed08s4gmEYZpjngh0/1I3FH2SkMESmERCIP+eGRUOq87kTA+Ts9xMzvIwJdMTe83ykONzSIIghJAEKZlDzYf4wcs/wIgafDfVSVpOfdfGMLjf1fG9YsU7eQGTPnMWZyycS8tLpXT/a7U+alKq6zjfi2B3zkapvwKQO62YwpmzY0HHdsHPlsZmbD9eFju4M+NLRrf1LJh33fHXfwq6f+1unnmvbLyb8bFls8SuVlj12JWJ2KL3eG+NX1HpGRMv1zSsltg+Fo3Yqw5WXe8b270OTcNiib/XYvtn+eyJRCgvxYn+MelHIYQYGUmQkjCUgaEMLthuknJlbGDFSMSOZYMDV+MUZl76eVLuXYY1PZ3goWbq1+xKJEd1huLDDoMGQwEGNNZhRqsSddccOsgz/+/nTD19OTm+NgqjPtyWlr6N6I+mQ/FlMOeavomQ3fOx7GfUOZZHMGISiBgEuy3rPzwxc/mcTImAtd+29H98a7ydFp1Ee7va0tX3wtJvu3X0Xm3s3i5JQIQQp7IRJ0iapp0O3ARcCEwB2oHdwA+UUut6xVqAfwFuBSYA5cBTwA+V6vmM+ljFDteM9Bn86sjnMA89SYMldnWnoWEC77lmsP6Mt/haURWfL4/S+LvthI903fpK+6fppM3MwLaznvryNuor/DRU+IlSgNV1AdHAm4Ci9vAfaK5zolsLgF+QmRagyLGbwvBrFNp2YtcD/TdMmbD/r3D+fVB0+vGc4piKGp3JitktYemZwAQiBqGISTBqEAj33B7qVpbYHjUJho14MtRVFo4O/+rb4585jWyvo99kQhIBIYQQx3MF6VvAMuAFYDXgBW4BXtM07WtKqZ92i/0xcDuwBngXOAf4AbGk5o5e9Y5V7LC0vf4Gvo3/S+NdRuLKUFNjIR2WANc0XMhFa2fSGNjXYx/fhRPwnhV7vH7u+YWJctMwaa4NUF8+m30bJnDgvV8CEA1swOb5BJrupaHZRQOns53T0TDIsR2kwL6HdEsFadZK0q2VOHV/rEK7N3bF6AQ5XOfnt++X0RKIEOiR8HQlQL2TodEaSXUs5KY4uHBWDl6HXEAVQgjRvxE/xaZp2rnAJqVUqFuZC9gGZAM5SqmopmnzgO3Aj5VSX+8W+xhwF7BAKbUzXjYmscM8r0XA5hdmziLlByZaamxgyCOlC3mj2YHuDPOD8sThMDST8sJGwoscTCgpZkrqFKz6wF+8L/5gFaXbNifee+weNOtsIrbT0PTkj/87nQbpmRbSijJIK0wnPc9Deq4bX5YTi2Xs5kX7zJPvsfFww5jVn4zdquO06jhtFlx2C06rBafd0lVms+C06bjsFhxWS58yp9WCw6bHy7rqKM714rSN7ySIQgghBnbKPsWmlNrQT1lA07SXgW8A+cRuea0ENODRXuGPAnfHt3cmMmMVO2yOBbPRUrcBUHtsClN/2cCsSCObLjw7EfOH9Df4fearNNla4QBwABwWBzPSZ/D5OZ/nssmX9Vv3spu/RO3+HbTHn6xqD7dD+APgfTIcFjJTZlOvziJg9Jy3LRi0UF0J1ZWNQNeEs7qukZLtIn9aKudeX4zDNbpXRi6Ylc37RxoxRvmqUF6Kk+9ePZuJGe5Y8mKLJT+dCc/HZTAyIYQQJ5+xuMdQAETp+gY/HahRSpV2D1JKlWqaVgss7lY8VrHDZr/1c8QuhoG9wSCvpgbQ+KeWpeCJxZTNaUH5dQh17RcyQuys38mD7z+YNEHKLJrIl372LEc2vMqHb/2NwwfKiEQVoNEYMskNvc4tBT+l3T2Hpk+9TPOxDpprOmiq6aD5WAdtjcEe9ZmmorkmFlNQnMass0d3FO3PnT2ZS2bn8eGxNg7WtrG/xs/+mjYO17UTNkb+9N2x1tjAfVfMk1G/hRBCnFxGNUHSNK0EuBb4k1KqPV5cAFQm2aUSKOz2fqxik7U3n9iVru5mARw6eITimbGCNH8s17PPuAyLZ1JsfXoq+fkTCO17p0+9dt3OjSU3Dnhsm91B8QVXU3zB1URCQUq3buKVH/+AcFSjOeJCAd6zr8E7K4MJs3rOoxYJG7TUdtAUT5zeX1saPx/Im5o62GkDsQEHmzsi1LQFqW0NUdMapLYtRG1rkJrWELVtsfdN7eExGWnY67AyLdvDpbNzR71uIYQQ4niNWoKkaVoqsQ7bHcC93Ta5gbYkuwWBlBMQm8xXgFX9bTh2rIEp06xYrVEsk9txzFuA+8zriTYY4NT5/7J+wlu7uu4yWjQLZ+WfxSemfIILJ16Iz+4bwuFjbA4nMwqsvGdppy7qpTqQwu/ar+Oy6Z+hvylmbXYLWUU+sop8HNpSmyifdXY+qTkumtrD1LTFE51+Ep+a1hB1baHjuvrTndOmk+G2k+6xk+Gxk+7u/mqLlXfbnua24bBKHyAhhBAnr1FJkOKds9cSe9z/cqVU95H5OgBHkl2dQOAExCbzM+BPvcpmAb+2WG3U1EynsHAfRq7C+t9XYXnVR7ShmUajmbdaYslRrjuXL8/7MpdMvoQMZ3/pzABaq6Hi/dj8aYfeYGlONX+pnEnQtFFVXsOv/vVurv/u9ymYMStpFQUz0lh4yUR2v13J3kyNf3/wDapagknjh8LrsJKT4iDH5yDT6+hKbty2fpMgl12SHSGEEB8tx50gaZpmB14CzgKuVUq91SukCliQZPdCYOsJiO2XUqoaqO5e1jnFgM/no+zofHJyDmOzhTla9iQzbQsBcBo2AJbkLeGhZQ8NLTGKhqBmN1R8AOX/gPIPoKXnCM8TPRol6Y1sbYjddopGwlTt3ztgglTeHuJlLcBabwf+t5NMYhvnc1jJTnGQ63OSk+IgN8VJjs9BToqT3Phrjs+BRx5/F0II8TF3XN+EmqZZgd8DlwA3KqVe7idsM3CppmlTuneo1jRtCpAT3z7WscO2YMECNm7cSGVlCZMnbyccrqUhug4fZ1FmPwbAF+d+sf/kKNQGx3bG5lc7tiP2WrcXzGjS49VoE3mlagp1LV23vWYsOZcFl3yiT2y9P8TL26t4aVsV28ube2zL8tq5an4BRemuROKTmxJLiNx2SXyEEEKIoTiekbR14BngU8BtSqlnk4T+jtigkvcAX+9Wfg+g4tvHOnbY9E2buXDSJN442sTkydsBCHAUH2dxyFkBwP/t/j/Ozl6IVvE+VG7pSoYau67kKKXRGJ1AVeRi8m37yLIdAc0CefNgwplE80/nvW21vP/qaygzlhy5U9O4+Etfo3jJOYl6WjoirN9fyx+3VfHW/ro+j9yX5KfwxXMnc/WCAhnjRwghhDhOx3NJ4UfADcBbQEDTtJt6bX9NKVWjlNquadqTwN2apvmADcC5xEbd/plSakfnDmMVOxL1TzzB3NNPx7qkIFFmiboB0DJjyck/qv/BG4/P5CJ/11QjhrJSG5lFdbiEqshsjoVnEVKxwR9Pn1tD1lUToOC02LxpwJtPrmbH668k9p99/oUs//yX0Rxu3j1YzzsH69lwsJ4dlS30HtPTY7dw+dx8rj+9iCVTMmQGciGEEGKUHE+CtCj+uiy+9HYBUBNfvxMoIzZn2k1ABfBvwEP97DdWscMW2rePSZ/umuzU0TYRgMsq9vDjqbGynVaNueFiSkNnUB2ZQ02kGEPZ+q2vOjITJi9KvG+oLGfnG68C4E3P4IJb72JDKIvbfreH90sbCfUzx5hF1zi/OItrFhVxSUmudJAWQgghxsDxjKS9fBixUeD78WVcYkeicYGLrKxyAPRmJ576+QD4IpPIb6tjYuPp0LCI50P9d9K22nVyp6RSMD2V/OI08qb0HKNo4/O/RalYEnTpV7/OD3fDX3bu6VNPltfBedMzOXd6FhfMyiHLm+zhPSGEEEKMBum1m4R96lRCF9UlPqDCQ1GsWjWGKqDWuJRP7bq4zz5Oj4386ankT08jf3oq2RN9SedIqys7wocb347VPWs2f25M4S879wPgtltYMiWD84qzOW96FjNyvXL7TAghhDiBJEFKIu2zZxOe/FsAGhqKmNGSR62jkMygwqtZsGISBdrsjcw8I59zz59H9gQf2hDnD9v91ut0dio66/qbuOL3XR27LbpGusfO5Ew3k7PckhwJIYQQJ9jYTQF/igsXpiXW62on83LtZVQ1dj2mXzTPwktzH+HXi/4/tLPryJmUMuTkCMCIRBLrhTNmcmW3+cjaglFe3FLJl57exOn/sY7/eHkPkVEa9VoIIYQQg5MEKYmg2ZxYb29PoyGrmVaza06yt3mOGt8R0BQtoZZh199SeyyxrkyTH16/gL//ywV8+xOzWFDU1VepLRTl5++UcudvthDup9O2EEIIIUafJEhJRKNd07xFIi6i9laO2XcmyjI7YlO9TUudxmWTLxtW3Yc2v0/p1k0ATJp/GnanC4CJmW5uPGsSD1wzj29/YhZp7q6n4V7ZXcM3XziukQuEEEIIMUTSBykJwwwl1lXIDbpJs7eJUDiCAxtZKoNvnvFNbph1Aza9/8f6+7P3nfX87SePxt9pVBVfyH3PbedIfTtHGtqp94eT7vvq7mMYpsIyjFt5QgghhBg+SZCSsFjciXVfOJcmZzVK1yjT6yk287nijE+RO7t40HqUUpQ1drD5aBO7Xv8bnk1/SGx7J+Mstm7pIDbvbv90DXxOG/OLUvnsmRMlORJCCCFOAEmQklDR9sS6pro+ppAW61ydktf/2EdRw2RHZQubjjSy+WgTm482U+8PMcO/n0vrXgfAQOeNrOXs880EYklQYbqLyZkepmR5mJTpYUqWm0mZHiaku7Fb5U6oEEIIcSJJgpSEv+odfGkQDXoJR+og1k2IiWYWAKpbh+mjDe38/UA9b++vY+OhBtpCPSelLfYf5OK6N9EAE42Wsz7D9WecJUmQEEIIcZKSBCmJYCgAaEQDGdgizYATi6bhVU4Adu2v5w8Hj/H2gTrKGwP91mG36lykH2Fa/To0YmMeXXnHvcw+/8ITcxJCCCGEGBFJkJLwG16gHc0SoqCqlKbMEgylqNNayVVpvPlBJb8h1GMfm0Vj8aR0lhZnc9bUTFKbSvnjD54AQNN0Lrv965IcCSGEEKcASZCSiGrxj0YZ5FdXsHteCQBVehO5RhqVxG6xFed4Oa84i/OLszlzSgYeR2y/UEcHTz/041gdmsaVX/8XZp699ISfhxBCCCGGTxKkZLRYPyLdZuJr9WMLh4nY7RywVLPAV8zSC2bx7VnZ5Ke6+t19z9tv0FZfB8DpV10jyZEQQghxCpGewUlEyAPA5m6k8p/mM6msHIBWPcAH1oNcv2Ri0uQIINzR9ej+/IuGN5CkEEIIIcaXJEhJnH/WfSgzdoEtOruFs//1m4lte/2lmObA0344vb7Een1F2dg0UgghhBBjQhKkJHSLQtNjt9lCITfP/uGPiW3F6ZPR9YE/uskLTkOLx2z8/a9pqCgfu8YKIYQQYlRJgpREKNQ1mWwgbCdixgaInGEWsOLLKwfdPzUnj1nnLgOgruwIv7jva6x9+AfUHjk8Ng0WQgghxKiRBCkJt3saFks6ALkTt6LHryY5TRtmY2igXROW3/wlCmfNjr1Riv3/2MCvvnk37z73mzFpsxBCCCFGhyRISVitbvLzro6tOzqw22Odrlu0dkKHWoZUhzs1jRvu/y+u+/f/pGj23ET59tf+MvoNFkIIIcSokQRpAI0NmwGIRBwEg15sysJp0alEG/ofObs/mqYxad5Cblj1YOKWW6C1FdM0xqTNQgghhDh+kiAlEY220RHcA0BjYwGgc4XzTLKUj8CueszQ8BOcjpZmACxWK/GZR4QQQghxEpIEKYm2tn10ZjEtzbExkSafMwsAsyNK+/vHku3ar6DfT/menbF6Fi5Gt1hGr7FCCCGEGFWSICVhmF230UJhNwAf2qrR3bGxkdrfq0KZQ78M1FJ7DBUfO2nCnPmj2FIhhBBCjDZJkJKw6M7Eus0ae2rtHx/8A/fpuQBEG4JEKv1Drq++/Ghi3eXzDRAphBBCiPEmCVIS9fVvJtY7AikApKWlodu73RrTtSHV1dZYz/pfPhXbxWKlYMas0WuoEEIIIUadJEhJNDW9C0BzUy7t/kysup1PfepThA7HHvHX3VZs+Z5B61Gmyd9+8ihBfxsA5628mdScvLFruBBCCCGOmyRIScX6F9U3TARg7oRzSEtLSzzib8vzoA3hCtKWv/6Jsp3bgFjfo9OvumZsmiuEEEKIUSMJ0iCMqB1bKJ0pE6ehTIXRGgbAkuYYdN9wMJAYNdvp8XL51+5NzM8mhBBCiJOXdbwbcLLzpdQRai8k2BGB7heMhnD1aPf6dYQDsRG4z77+RlKysseolUIIIYQYTXI5IwnDjHXGdjn92MJphPwRIsc6EgM8apaBE6SKfbt565n/A8DmcDJn2UVj2l4hhBBCjB5JkJKw6LGRsjtqZ6Kh40qx0/ZmWWK7e0FO0n3bGur540P/gRGJALD887ficLvHtsFCCCGEGDVyi20Q0epFABzdUkmhxQaAbYIPx9TUpPt8sPYFgu2xMZLOWrGS+RddPvYNFUIIIcSokStIg0izbwKgpjKMEY5dVbJ4bEnjO1qa2fnGqwBkFE7gnOs+O/aNFEIIIcSokgQpic5JRDxZ+wGwAMQnqNWcyedRe/u3TxMNxUbePuPqa+WpNSGEEOIUJN/eSYSCsUEgtcLYY/2pFg0tnjXZJ/Q/VUhDRTm73nwNgOxJU5i97MKxb6gQQgghRp0kSEm0d8T6GOmeRjRLCKfWNTGtLdPZ7z77//FOYv38G29B15NfaRJCCCHEyUsSpCQCHWkAaJrClXWQ1Paqro2W/j+2ozu2AuD0pTBx3oKxbqIQQgghxogkSEk0t2Yl1tNnvIredDjxPnigecB9nW6PXD0SQgghTmGSICWx115DU2M+AL78PQQDtRCpBSD4YWOfeCMaIdAWm5C2c2JaIYQQQpyaJEFKotxbjsPZDkA46CWteT9WS0Nso6H6xL/921/SWFkOwJRFZ5ywdgohhBBi9EmClIQbhdvdCkBLzQSmTtxDua0otrHXp7bzjVfZ/PJLAHgzs7jgC7edyKYKIYQQYpTJSNpJuDQrEHvE3x91UjYjjyrDRT4Q6IjGyhsb2Pq3tXyw9kUALDYbV939r7i8/Q8DIIQQQohTgyRISWRbujpZRw0HTWoOc2PDRdIWDvHXJx5m34a/YxrRRNzlX7uXwlmzT3hbhRBCCDG6JEFKYpbTTKw3NRWQHToLh00DYH/lXzj64e7E9pTsHM77zOeZdc75J7ydQgghhBh9kiAlMcHdBthpbcnG6PCQacsG4FDbdo76Y8lR3vQZnH7VNRSfeQ66RR7rF0IIIT4qJEFKwqbHnlSrq5uEU3OgoRE02tnW8AaulFSu+vq/MmHOfDRNG+eWCiGEEGK0SYI0iKamAjJUbF62fc3vE1VhVvzzf1A0a844t0wIIYQQY0Ue8x9ENGqn2IgNGFnZcQCA/e+9M9AuQgghhDjFSYI0CKctzGQzGzPkJ9pRB8DWv65lz9tvjnPLhBBCCDFWJEEaRJ4zihULZls1i44eQ9diH9m6/32Ctob6cW6dEEIIIcaCJEiDyI7Enl4z/dWkdYQ4c8Y8ACKhIH//9ZrxbJoQQgghxogkSIPI7pgEQOZNVzJzy2bO/vdV5E+fCcC+DW9Rc/jgeDZPCCGEEGNAEqRBhByNANiLJ6K73eh2O8s+d2ti+8YXfjteTRNCCCHEGJEEaRCBlFIAbNnuRFlKdjZWhwOA8t07UUqNS9uEEEIIMTYkQUrCMGMfjSXzAFh1LGmxhEiZJmsfeZBoKATAwsuulMEihRBCiI8YSZCSaGvNAiCSuZ+OzJ1gxOZmK92+mer9+wCYNP80zr3hpnFroxBCCCHGhiRISVRXF6NU7MpQzbRfE9zfBMTGQALQNJ1LvnwHui5zsAkhhBAfNZIgJRHy59DcnAtAxF2LGYmiTJOKfbGJaicvOI3UnLzxbKIQQgghxogkSEkoawivN/YEm7NtKq6SLPxNjYm+R9mTp45n84QQQggxhiRBSkLTDGy2MAAex0x0hxWLzZbYHmpvH6+mCSGEEGKMSYKUhK6biXWL1QWAOyWV9PwCAKo+3DMu7RJCCCHE2JMEKQlN60qQdN2eWHenpgEQjUROdJOEEEIIcYJIgpSEphtdb4zY02zRcJiWmmMA2F2u8WiWEEIIIU4ASZCSiISdmPHBItv9+1FKsfnPf8DfFOu4PXnB4vFsnhBCCCHGkCRISVlo96cDELAf4cDf3mbD754BYrfZzvjkivFsnBBCCCHGkCRIAzBV5yCQGmV/eh+lTDRN5+Jbv4bD7R5wXyGEEEKcuiRBSsJqWnG7mwHQog4yHLGn1y796t0Un3nOOLZMCCGEEGNNEqQkclJrE+MgddTMwqY7uPxr9zJ3+cXj3DIhhBBCjDVJkJJw2KoS69vr03G40yg5e/n4NUgIIYQQJ4wkSEmEmgOJdZunkU0cJHSgefwaJIQQQogTRhKkJMywSqzrepQavQWjNTSOLRJCCCHEiWId7wacrBxpXclQe3s6hhZE88jHJYQQQnwcyBWkJBypsalElOEhHHZhaCYH//dnhMvLx7llQgghhBhrkiAl4UiJAmC3TAFiU41UtjXT/PwL49gqIYQQQpwIkiAloVRsrrWgEUVTsQSpNtVFy4svoqLR8WyaEEIIIcaYJEhJRIOxaUaCRjnpaWkANGrtROvqCOzcOY4tE0IIIcRYkwQpCU2P9UEKGYrGliYAUltaAFDB4Li1SwghhBBjTxKkJHRr7Ck2ZdgSZVOOlMZWNPnYhBBCiI8y+aZPIhpIAyDF2QEodCC7tg4Aa072uLVLCCGEEGNvxAmSpmleTdPu1zRtraZp1ZqmKU3TftFP3OT4tv6Wp/qJt2ia9i1N0w5qmhaKv35L0zTL8cQOV6QtFQCbNYLX14BT13HmzENzpsktNiGEEOIj7nhGPswCVgHVwCbgqkHi/wg836vsYD9xPwZuB9YA7wLnAD8AJgB3HEfssESr/In13JzDHDqURfSMm/EaVpr/tIW82bOPp3ohhBBCnMSOJ0GqBoqUUpWaplmByCDxu5RSzwwUoGnaPOCrwONKqa/Hi5/SNK0NuEvTtP9RSu0cbuxI1NabGFEbFmsEhzOWLCmLFU13YQY6RlqtEEIIIU4BI77FppQKKaUqh7OPpmkuTdNcA4SsJDYq46O9yh+Nl68cYeywRYsKsVhjOV84mMqy8GxSlIto7U6ybrvyeKoWQgghxEnuRHbS/jrQAXRomnZA07T+boGdDtQopUq7F8bf1wKLRxg7bKbVgYoPEDk9y0exmQ+AYxrYCwuPp2ohhBBCnOROxOyrJvA68AfgKFAA3Aqs1jRtslLqX7rFFgDJrkpVAoUjjO2Xpmn5QH6v4lkApmmjvT0Nr7eJgH0HCoWGhmb3DVatEEIIIU5xY54gKaXKgIu7l8WfXnsD+Ea8r9Ch+CY30JakqiCQ0u39cGKT+QqxjuZ9eL11eL2xASItgdREuTXTO4RqhRBCCHEqG5dxkJRSBvCj+PEv6rapA3Ak2c0JBEYYm8zPiN2K677cCDBp8o5YW03I2fk5NDSM1ircZxQPoVohhBBCnMpOxC22ZI7GX7O6lVUBC5LEFwJbRxjbL6VUNbGn8RI0LdbvqL0lFzhG7fZMZjaXgAZmy1GcM68ZrFohhBBCnOLGcyTt6fHXmm5lm4FcTdOmdA+Mv8+Jbx9J7LA17Lye0tfOpXZL16jZlrRsdLv9eKoVQgghxClgzBMkTdMy+ilzAf9ObOykV7tt+h2ggHt67XJPvPx3I4wdttwz/o8J528m+7Q6aoNlsXZ7pxGpH8qdOyGEEEKcyo7rFpumaXcCaXQlWvM1Tfv3+PqflFI7iA3e6AbeAyqIPX32eWAq8G2lVHlnfUqp7ZqmPQncrWmaD9gAnAvcAvwsXt+wY0fC5WrB6rDizLCyd9d75LomoWka/r9XkH6t9EMSQgghPsqOtw/SfcCkbu9Piy8QS4Z2AH8mlhDdDmQAfmALcK9S6k/91HknUEZsKICb4vX8G/DQccYOSzDoAwLYs4McCRyhKXSMdEce7ZtrSLl0Ehav3GoTQgghPqqOK0FSSk0eQszPgZ8Po84o8P34MmqxwxUMpAAB3J4o9pQwlR0HSXfkgaEwmkKSIAkhhBAfYePZSfuk1tScl1hPn95CrmsyAJrDgi3fM06tEkIIIcSJIAlSEv62TMJhJwCZs5pxWtwA2PI9aFb52IQQQoiPMvmmT0KPujl2LDYSgd0XpS0zNqyS2RYez2YJIYQQ4gSQBCkJZyCX2pppifeh9MMAmGFzvJokhBBCiBNEEqQk7KF0VIOVaNQGgJEeG89SRQyUocazaUIIIYQYY5IgJaGbBnlHSwkEfACEfC0AqKBBx/ba8WyaEEIIIcaYJEhJWIwgBBsxo7GPyNTbUdbYPG2t68pQEbnVJoQQQnxUSYKUhC1YS3OKDV9qAwB+fzrus3IBMBqDtL5ZNp7NE0IIIcQYkgQpCRU5QsokP7oe629UWzcZ99ICdF+sT1LbG+W0vHIEpaQ/khBCCPFRIwlSEiGtHl9RBwBKQVNjIaYVMq6bAfFbbW1vltP80kFJkoQQQoiPGEmQkghaIrizAwC0t6cTjTqIRqM4Z2aQfes8dHdslpb294/RsUU6bQshhBAfJZIgJaMp7CkRADo6UgGIRqMAOCankn3bfDRb7ONr/uNBjPbI+LRTCCGEEKNOEqQkdItCt8RunUUiDgBsNltiuy3Pg29ZEQAqbBKtaT/xjRRCCCHEmJAEKQnT0BLrFt2goKCAlJSUHjHK7Op7ZElznrC2CSGEEGJsWce7AScvjXCHDbs7gsfbyMSJJf2EdCVRZsg4gW0TQgghxFiSBCkJBbTUZ5M9sQqfr5Hs7L5XiKzpjsR6uLQFe77nBLZQCDEaIpEITU1N+P1+TFMGgBViLOm6jtfrJT09vUe3lZOR3GJLIpxVQFNgUuJ9WnpHj+2hslaa/3Q48d6S5kAIcWpRSlFRUUFDQwORiDxoIcRYi0QiNDQ0UFFRcdIPkSNXkJIwfGkEApbE+2ikomu9OUjD03tQ4dhttZRLJuGanXnC2yiEOD4tLS0Eg0FSUlIoKChA63bbXAgx+kzTpLq6mtbWVlpaWkhLSxvvJiUlV5CSMQ0CLV231cLhOgCM9ggNv9yDGX+s33t+Ib4LJ4xLE4UQx6e1tRWAnJwcSY6EOAF0XScnJwfo+v07WckVpCS8oX3YD+awr3YKS778X0ydupjggSYan9uP2RoGwDkrg9TLp8hfrEKcoqLRKBaL5aTvCyHER4nNZsNisSTGFjxZSYKUhMdSjx5KI9johIhGy9+O0La+PLHdNsFHxsqZaLokR0KcqkzTRNflQroQJ5qu6yf9QxGSICWhlEHU5cUa8JO+J0Lbh7HkyLC1Y10KOReei2aVv1iFEEKIjyJJkJKotZ+JJW8ac+stOD6M3VILZ9RQfdZqorSSHi7BbZ00SC1CCCGEOBXJJZBkNC/oOpWZLgxMNKcFdXkVwWg50WgLO3Z+lWhUphcRQgghPookQUrCGog9wdZk6WCnpQzfeYVMnXcXOdmfAKC9fT8HDn5/PJsohBCD2rRpE/fccw/z58/H5/ORl5fHRRddxLp16/rEGobBgw8+yPTp03E4HEyfPp0HH3wQwzBGXOfevXtZuXIlxcXFeL1eUlJSWLhwIY8++iihUGhY5/L2229z/vnn4/F4yMjIYOXKlZSVlfWJi0ajrF69moULF+Lz+cjKymLp0qU899xzQz7WSy+9xM0330xxcTFut5spU6bwmc98hv379w+673e/+100TaOoqChRtn79ejRNG9Jy//33J/bbtWsXV1xxBSkpKaSkpHDFFVewa9euPsd86KGHWLp0KTk5OTgcDiZOnMj111/Ptm3bhnzOned9xhln4HK5yM3N5bbbbqOxsfG4Y09F2sk+UNOJpmnaImDzfdf+kJQ5bRi6Rr6RzhduvQXHpBSi0Xbe/+CTBAJHsNtzWHrexvFushBihA4ePAjA9OnTx7klY+e6667jrbfeYsWKFSxatAi/38+aNWvYtWsXP/nJT7j99tsTsV/72tf46U9/yi233MI555zDu+++y5o1a/ja177GE088MaI6X331VX70ox+xZMkSioqKMAyDDRs28Nvf/pYrr7yStWvXDuk8NmzYwAUXXMDs2bP58pe/TEtLC4888ghut5vNmzeTlZWViP3yl7/MU089xcqVK1m+fDmBQIBf/epXbNmyhR//+Mfceeedgx4vKyuLrKwsrrnmGqZPn05ZWRlPPPEEHR0dvP322yxevLjf/Q4cOMC8efOwWq2kpaVRUREbQ6+mpobXXnutR+wDDzxATU0Njz/+eI/y+fPnM3/+fA4cOMAZZ5xBRkYGd911FwCPP/44zc3NvP/++xQXFyf2uf7660lNTaWkpIT09HQqKipYs2YNVVVVrF+/nrPPPnvQc/7973/PDTfcwPnnn8+NN95IeXk5Dz/8MLNmzeLdd9/F4XCMKLY/Q/nd27JlS+fnvFgptWXQExhtSilZui3AIkD967U/VQ99+3tq1apV6pHvPKTCte2q0569/0+te32qWvf6VBWNBpQQ4tR04MABdeDAgfFuxph65513VDAY7FHW0dGhZsyYodLT01UkElFKKbVjxw6laZq6++67e8TefffdStM0tWPHjmHXOZA77rhDAWrfvn1DOo/FixeroqIi1dramijbtGmT0jRN3XfffYmy1tZWZbFY1LXXXttj//b2dpWTk6MWLFgwpOO9/vrrfcr27Nmj7Ha7uvrqq5Pud+mll6rLLrtMLVu2TBUWFg54jMFiVqxYoTwejyorK0uUlZWVKY/Ho6677rpBz6G6ulpZrVa1cuXKQWPD4bDKz89XixYt6vHze/HFFxWgVq9ePaLYZIbyu7d582ZFbOavRWoc8gG5xZaEBpioxHr7xurENmWG42t6fKsQQpyczj333D7/mne5XFx11VU0NTVRXR37u+3ZZ59FKcU999zTI/aee+5BKcWzzz477DoHMnnyZACam5sHjT1w4ACbN2/mi1/8Ij6fL1G+ePFili5dym9+85tEWXt7O4ZhkJ+f36MOt9tNWloabrd70OMBXHjhhX3KSkpKmDt3Lrt37+53n+eee47169fz2GOPDekYA/H7/axdu5YVK1YwYULXYMQTJkxgxYoVrF27Fr/fP2AdOTk5uFyuPp9xfX09+/bto6Ojawqt9evXU11dzZ133onV2vX81jXXXMOkSZN6fMbDiT2VSYI0gJAeu+/uVg78G6uINgYB8Ld/GCt3T8JikTnYhBCnnqqqKqxWKxkZGUCsX1Fubi5TpkzpETdlyhRycnLYvHnzsOvsrqOjg/r6eo4ePcpzzz3HQw89REFBAfPnzx+03k2bNgH0e5vorLPOoqqqimPHjgGQl5fHnDlzWLNmDU8//TRHjx5l37593HvvvZSWlvLtb3970OMlo5Ti2LFjiZGgu/P7/dx7773cc889zJw5c8TH6LRz507C4XDScw6FQv32Raqvr6e2tpZt27Zxyy230NbWxuWXX94jZvXq1ZSUlPD+++8nygb6jJcsWcLWrVsT4xYNJ/ZUJo/5D0AzY/ljUIuAgvZNx0i5ZALt7bF7px7P8f8SCCHEibZ3715efPFFPvnJT+LxeIBYclNYWNhvfGFhIZWVlcOus7uHHnqI733ve4n3S5Ys4cknn8Tlcg3a3qqqqkQ7+msbQGVlJXl5eQC88MIL3HTTTXzhC19IxKWlpfHnP/+ZSy65ZNDjJdPZp+db3/pWn22dHau/853vjLj+7oZ6zr1lZ2cn1lNTU/n3f//3RP+l4zleIBCgqamJzMzMYcWeyiRBGoDF9GLgp1WLXYYMHWym/Zwwphl78sLrmTGezRNCjKGvP7uVQ3UD38I4kaZle3ls5WnHXU9LSwsrVqzA7XbzyCOPJMo7Ojp63L7qzul0DjhvVrI6u/vc5z7HeeedR0NDA2+88QY7duwY8hNPnbeC+uv463TGnjgOBAKJMrfbTXFxMWeeeSYXXXQRra2tPPHEE1x77bX89a9/5bzzzhvScbvbunUrd911F2eeeWaPTugQe9Lsscce45e//CVer3fYdfdnuOfc6bXXXiMajXLw4EF++ctf0tLSQjgcTuwDsWSu+5Nywz3eSNt2qpEEKQlTixJ2xMY5ylCxP/CWDCeNje8kYtLSTh+Xtgkhxt6hOj+7Kk/uyTSHKxAIcPXVV1NaWsrf/vY3Jk6cmNjmdruTPnYfDAaTXukZqM7upk6dytSpUwG44YYbeOSRR7j00kvZvn07JSUlGIZBXV1dj328Xi9erzfRb6i/9gWDsa4Pne1ra2vjnHPO4TOf+QwPPfRQIm7lypXMmTOH2267jT179gDQ2NhIOBxOxFgslh5XYDodPHiQK664gry8PP7whz/06HcDsaf/Oo85WoZzzt1dfPHFifWbb76Z+fPn09jYyDPPPDPk49nt9gGPN5zYU5kkSElEbX7QYp20Jxixx0fdC3Ooifc/AvB6S8albUKIsTcte3SuBIyW421POBzmmmuu4b333uPFF19k2bJlPbYXFBSwffv2fvetrKzktNP6Xr0arM6BfPazn+Ub3/gGzzzzDA888ADl5eV9+j+tWrWK+++/n4KCgkQ75s2b16dt0HW75/nnn6eiooLrrruuR5zT6eSKK65g9erV1NfXk5WVxbXXXstbb72ViJk0aRJHjhzpsV9ZWRkXX3wxuq6zbt26Pp2/X3jhBd5++21eeOGFxKPrEEscDcPg4MGDeDyePvsNpvs599b7nJNJTU3liiuu4Mknn+Spp57qcRVpoOPNmjWrz/FcLhfp6enDjj2VSYKUhDXqBRUGzeRDSxXzjYkEtteRct4CqqufB6C29i8UFd00zi0VQoyF0biddbKIRqN8+tOf5rXXXuPXv/41V111VZ+YxYsX8+qrr1JaWtojUSktLaW2trbPuD9DqXMgnbdgmpqagFjn6t7jBHVeceo89saNG/t0OH7vvfcoKChI9D/q7Kzde3DLzjZ3f/3v//7vxPGh71WP6upqLrroItrb23nrrbf6JHAA5eWxeTpXrFjR73kWFxdz5ZVX8vLLL/e7PZl58+Zht9vZuHEjX/3qV3tse++997Db7cydO3fQegKBAKZp0traOmCC1P0z7p30/OMf/+C0005LTOw8nNhT2niMLXAyL8THQfrmtT9VD3zzcbVq1Sq1atUqtftbf1NV//UPFYm0qTfeLFHrXp+qtu+4fcAxHIQQJ7ePwzhIhmGoG264QQHqySefTBq3bdu2AcdB2r59+7DrVEqpmpqafsv/5V/+RQHqF7/4xZDOY9GiRUnHQfrGN76RKOsci+crX/lKj/2bm5tVQUGBKioqGtLx6urqVElJiUpJSVGbNm1KGnfgwAH13HPP9Vlmz56tMjIy1HPPPafeeeedfvcdbByka6+9Vnk8HlVeXp4o6xwHqfs4T36/X/n9/j77l5WVqYyMDDV58uQ+57Z3717V3t41vl8oFFJ5eXlq0aJFKhqNJso7P8/HH398RLHJnArjIMkVpCRMPUrYEfuXRbrpxadcuBblYLV6sdsyCYaqMKInTwdOIYToz3333cfvfvc7li1bhsvl6tMX5ZJLLiE3N5cFCxZw22238fjjj9PW1sa5557Lhg0bWLNmDV/5yld6PI4/1DoBvvKVr9DQ0MDy5cuZMGECzc3NvPLKK7z++uucd9553HjjjUM6j0ceeYSLL76YpUuXctttt9Ha2srDDz9MYWFhj6fKrr76ahYuXMjPfvYzjh07xqWXXkpraytPPfUUVVVVrFmzZkjHu/TSS9m7dy9f/epX2bt3L3v37u2x/aabYncPpk+f3u9o0KtXr6alpaXPrb7h+P73v8+6des4//zzufvuu4HYSNoWi4Xvf79rqqsDBw5w4YUXcv311zNz5ky8Xi8ffvgha9asoa2tjaeffrpP2773ve/x5ptvsnz5cgDsdjsPP/wwn/3sZ7nwwgu58cYbqaio4OGHH0782eg0nNhT2nhkZSfzQvwK0h2f+2bi6tEb3/6d2nHP71UkGFJKKfXee59Q616fqv7xfvLRVIUQJ7+PwxWkZcuWdf4rvN/lzTffTMRGIhH1wAMPqClTpiibzaamTJmiHnjggT4jYw+nzmeffVZdfvnlqqCgQNlsNuX1etXpp5+ufvjDH/YZjXsw69evV+edd55yuVwqLS1NXX/99erIkSN94lpbW9V3v/tdNWfOHOXxeJTH41Hnnnuueumll4Z8rIHOL/bVObDRGElbKaW2b9+uLrvsMuX1epXX61WXX355j6t5SsWuCN1+++1qzpw5KiUlRVmtVlVYWKhuuOGGfq9+rVq1qs/PqdPzzz+vFi1apBwOh8rOzla33nqrqq+v77dtw4nt7VS4giRzsfXSORfbbbfdRn5+Ppmmj0+Fz2BT3V/5pyf/E91iYdu2W2ho/Ds2WybnL31/0DqFECenj8NcbEKcjE6Fudg+Ar2oxta5kZnoaITNIJoWm1bE7Y51HIxEGhKDRgohhBDio0MSpAF4QpnkqFQA8t3TIJ4gZWV3jTNRW/u3cWmbEEIIIcaOJEgDOE91e6RTa09cQUpLPQObLTbXUFPTxvFomhBCCCHGkDzFlsSkcAETiF09KvPvw8Lz0PYF8OWi61ZmzPguDnsOaWmnYxhBLJbk40sIIYQQ4tQiV5CSaNO65pE53LYNzBC83jXRYl7u1aSnL6Gp6T02bryQ5pbBZ7oWQgghxKlBEqQkGm1NHNNi4yBN9s3jSDAVtj8LkWAiJhCoZOeuOwiFa9i69SZqaoY3UqoQQgghTk6SIA1gg/UAJgqfLZ3moDs2TpJuSWx3OvMpLIwNFmaaYXbt/jpHjvwEGTpBCCGEOLVJgjSAJksbOy1lpNgyCRt2mu0TwGJLbNc0nenT7qNk1oNoWqw716HD/83efd/CNMPJqhVCCCHESU4SpCSs1ljCs9l6iFZLmExHAYfsZ/YbW1BwPQsX/B9Wqw+A6urn2bb9i0QirSesvUIIIYQYPZIgJVGfF5tnzdQUG237WZR1KRXt2UnjMzLOZfHi53A6i4DY4/+bNl9PIFB+QtorhBBCiNEjCVISm80NWNtbADimN9PshPSGwgH7F3k9xZx++gukpCwAoKPjIJs330BUJrUVQgghTimSIA3gg6x3E+uVeiMZtrxB93HYszht4a+wWmNjKIXCNUQiTWPWRiGEEEKMPkmQBuBzerBEIgD4tSCGzZEYTTsZpQwOHf4h0Wjs6lNOzhW4XBPGvK1CCCGEGD2SIA3g61VVWKIGALV6C82md8BbbIYRZOeuu6io+BUAVmsqM4q/c0LaKoQQ/dm0aRP33HMP8+fPx+fzkZeXx0UXXcS6dev6xBqGwYMPPsj06dNxOBxMnz6dBx98EMMwRlzn3r17WblyJcXFxXi9XlJSUli4cCGPPvoooVBoWOfy9ttvc/755+PxeMjIyGDlypWUlZX1iYtGo6xevZqFCxfi8/nIyspi6dKlPPfcc0M+1ksvvcTNN99McXExbrebKVOm8JnPfIb9+/cPuu93v/tdNE2jqKgoUbZ+/Xo0TRvScv/99yf227VrF1dccQUpKSmkpKRwxRVXsGvXrj7HfOihh1i6dCk5OTk4HA4mTpzI9ddfz7Zt24Z0vqFQiNtuu42FCxeSnp6Oy+VixowZ3HPPPRw7dizpZ3TGGWfgcrnIzc3ltttuo7GxcUjHOxVoMmZPT5qmLQI2z/n/ZvLP+wsIZZ7DsbTYE23pwVxuvPtGsgpS+t330KEfceToTwGw27NYMP8pUlLmnaimCyGG6eDBgwBMnz59nFsydq677jreeustVqxYwaJFi/D7/axZs4Zdu3bxk5/8hNtvvz0R+7WvfY2f/vSn3HLLLZxzzjm8++67rFmzhq997Ws88cQTI6rz1Vdf5Uc/+hFLliyhqKgIwzDYsGEDv/3tb7nyyitZu3btkM5jw4YNXHDBBcyePZsvf/nLtLS08Mgjj+B2u9m8eTNZWVmJ2C9/+cs89dRTrFy5kuXLlxMIBPjVr37Fli1b+PGPf8ydd9456PGysrLIysrimmuuYfr06ZSVlfHEE0/Q0dHB22+/zeLFi/vd78CBA8ybNw+r1UpaWhoVFRUA1NTU8Nprr/WIfeCBB6ipqeHxxx/vUT5//nzmz5/PgQMHOOOMM8jIyOCuu+4C4PHHH6e5uZn333+f4uLixD7XX389qamplJSUkJ6eTkVFBWvWrKGqqor169dz9tlnD3i+ra2tXHzxxZx33nlMmTIFl8vF7t27+fnPf05aWho7duwgLS0tEf/73/+eG264gfPPP58bb7yR8vJyHn74YWbNmsW7776Lw+EY8HhD+d3bsmVL5+e8WCm1ZcAKx4JSSpZuC7AIUNPun6YeueFy9X+33KH+87v/n1q1apVatWqVeviHj6qGhgbVm2ma6p0N56t1r09Vf3/7LNXRUd4nRghxcjlw4IA6cODAeDdjTL3zzjsqGAz2KOvo6FAzZsxQ6enpKhKJKKWU2rFjh9I0Td199909Yu+++26laZrasWPHsOscyB133KEAtW/fviGdx+LFi1VRUZFqbW1NlG3atElpmqbuu+++RFlra6uyWCzq2muv7bF/e3u7ysnJUQsWLBjS8V5//fU+ZXv27FF2u11dffXVSfe79NJL1WWXXaaWLVumCgsLBzzGYDErVqxQHo9HlZWVJcrKysqUx+NR11133aDnUF1draxWq1q5cuWgsck899xzClD/8z//kygLh8MqPz9fLVq0qMfP+sUXX1SAWr169aD1DuV3b/PmzQpQwCI1DvmA3GIbgGkxaWw/wrmNWaSabgBa/E288sorfWLr6l4lGIz9SyEv92pcrqI+MUIIcaKde+65ff4173K5uOqqq2hqaqK6uhqAZ599FqUU99xzT4/Ye+65B6UUzz777LDrHMjkyZMBaG5uHjT2wIEDbN68mS9+8Yv4fL5E+eLFi1m6dCm/+c1vEmXt7e0YhkF+fn6POtxuN2lpabjd7kGPB3DhhRf2KSspKWHu3Lns3r27332ee+451q9fz2OPPTakYwzE7/ezdu1aVqxYwYQJXf1YJ0yYwIoVK1i7di1+/8BPSOfk5OByufp8xvX19ezbt4+Ojo5B29Hfz2n9+vVUV1dz5513JsYMBLjmmmuYNGlSj5/HqUwSpIG4Y/Ou7a17i8tCpyWK7VZbj7Bg6Bh7930bAE2zkZ+/4sS1UQghRqCqqgqr1UpGRgYQ61eUm5vLlClTesRNmTKFnJwcNm8efELu3nV219HRQX19PUePHuW5557joYceoqCggPnz5w9a76ZNmwD6vU101llnUVVVlegnk5eXx5w5c1izZg1PP/00R48eZd++fdx7772Ulpby7W9/e9DjJaOU4tixY+Tk5PTZ5vf7uffee7nnnnuYOXPmiI/RaefOnYTD4aTnHAqF+u2LVF9fT21tLdu2beOWW26hra2Nyy+/vEfM6tWrKSkp4f333++zfyQSob6+PnFr7o477kDTNC699NJEzEA/jyVLlrB161ZM0xz2OZ9srIOHfHxF7R1Y8NGh/OwPlYMrVh440ES0OYg1zQnAseo/JJ5amzbtn/F6j/+XQwghxsrevXt58cUX+eQnP4nH4wFiyU1hYWG/8YWFhVRWVg67zu4eeughvve97yXeL1myhCeffBKXyzVoe6uqqhLt6K9tAJWVleTlxYZieeGFF7jpppv4whe+kIhLS0vjz3/+M5dccsmgx0ums0/Pt771rT7bOjtWf+c7o/NgzlDPubfs7K4BjVNTU/n3f//3RP+loejs69Vp8uTJPPvss5x2WtdFgsHaFggEaGpqIjMzc8jHPRlJgjQAS3MAe8QgbLNQVvtXvCmL8etBDoYreeexP3PuVy/HlushanRd5szPu2YcWyyEGDUv3Ar1gz+xdMJkzYAVTx13NS0tLaxYsQK3280jjzySKO/o6Ohx+6o7p9NJa2vyqZOS1dnd5z73Oc477zwaGhp444032LFjx5CfeOq8FdRfx1+nM/YP1UAgkChzu90UFxdz5plnctFFF9Ha2soTTzzBtddey1//+lfOO++8IR23u61bt3LXXXdx5pln9uiEDrEnzR577DF++ctf4vV6h113f4Z7zp1ee+01otEoBw8e5Je//CUtLS2Ew+HEPhBL5ro/KdfdggULeO211+jo6GDr1q289NJL1NfXj0rbTjWSICXhCSiW7zRo8DSwc2IOESOAOhZAy7egNJMN5h6K/zGLgqtn0dS4Ib6Xhq47B6xXCHGKqN8P1dvHuxWjKhAIcPXVV1NaWsrf/vY3Jk6cmNjmdruTPnYfDAaTXukZqM7upk6dytSpUwG44YYbeOSRR7j00kvZvn07JSUlGIZBXV1dj328Xi9erzfRb6i/9gWDsa4Qne1ra2vjnHPO4TOf+QwPPfRQIm7lypXMmTOH2267jT179gDQ2NhIONw1sbjFYulxBabTwYMHueKKK8jLy+MPf/hDj343EHv6r/OYo2U459zdxRdfnFi/+eabmT9/Po2NjTzzzDNDOm56enqijk9+8pNceeWVLFmyBLvdzq233tqnbXa7fchtO9VIgpTEhTtM3GHYXdh1qdjPZA5Godh2lIhm8ErpBi4q+4DWth0A5OZcidU6Ov96EEKMs6wZ492Cno6zPeFwmGuuuYb33nuPF198kWXLlvXYXlBQwPbt/SeElZWVPW6xDLXOgXz2s5/lG9/4Bs888wwPPPAA5eXlffo/rVq1ivvvv5+CgoJEO+bN6zl0Sudtps7bPc8//zwVFRVcd911PeKcTidXXHEFq1evpr6+nqysLK699lreeuutRMykSZM4cuRIj/3Kysq4+OKL0XWddevW9en8/cILL/D222/zwgsvJB5dh1jiaBgGBw8exOPx9NlvMN3Pubfe55xMamoqV1xxBU8++SRPPfVUj6tIQ3X66aczY8YM1qxZk0iQurdt1qxZfdrmcrlIT08f9rFONpIgJXHaQQjbdOpSYgmSbp2M1TeZaiPAUksLx/Rmypoq2bvvr9hsYLWmUDxDBoUU4iNjFG5nnSyi0Sif/vSnee211/j1r3/NVVdd1Sdm8eLFvPrqq5SWlvZIVEpLS6mtre0z7s9Q6hxI5y2YpqbYVEx5eXl9xgnqvOLUeeyNGzf26XD83nvvUVBQkOh/1NlZu/fglp1t7v763//934njQ9+rHtXV1Vx00UW0t7fz1ltv9UngAMrLYxOSr1jR/8M5xcXFXHnllbz88sv9bk9m3rx52O12Nm7cyFe/+tUe29577z3sdjtz584dtJ5AIIBpmrS2to4oQeqso/vn1P3n0TtB+sc//sFpp52Grp/6z4BJgpSEJwwN6V2/LBb7LLKwcBjFpHAJAft2Ir5KbLYGAJyO5dhtp3aHNCHER49pmtx000388Y9/5Mknn2TlypX9xt1www08+OCDPProoz0eU3/00UfRNI0bbrhh2HUC1NbW9vvU109+8hMg1lkbYld4ut8e6m7GjBksWrSI//u//+O+++5L9JXavHkzb7/9Nvfee28itvML++mnn+7xlFVLSwt/+tOfKCoqSiRTyQZ7hNjTYBdddBG1tbW88cYbzJ49u9+4q666qseI2Z1WrVrFsWPH+NnPfjbsq0cQu7141VVX8cILL/DAAw8kjlFeXs4LL7zAVVddlejv1N7eDtCnc3x5eTlr165l8uTJPX4G9fX11NfXM3HixMTtsvr6ejIyMvokNn/5y184evRojw7vy5cvJy8vj9WrV/O5z30Oi8UCxEbWPnr0KP/8z/887PM9GUmCNIB6b1eCpNsmYNc1clMcbG2FT4cX83e9NrF9164yDhz4NZdddlm/97CFEGI83Hffffzud79j2bJluFyuPn1RLrnkEnJzc1mwYAG33XYbjz/+OG1tbZx77rls2LCBNWvW8JWvfKXH4/hDrRPgK1/5Cg0NDSxfvpwJEybQ3NzMK6+8wuuvv855553HjTfeOKTzeOSRR7j44otZunQpt912G62trTz88MMUFhb2eKrs6quvZuHChfzsZz/j2LFjXHrppbS2tvLUU09RVVXFmjVrhnS8Sy+9lL179/LVr36VvXv3snfv3h7bb7rpJiA2EnR/o0GvXr2alpaWPrf6huP73/8+69at4/zzz+fuu+8GYiNpWywWvv/97yfiDhw4wIUXXsj111/PzJkz8Xq9fPjhh6xZs4a2tjaefvrpPm373ve+x5tvvsny5csBeOaZZ3jiiSf4p3/6J6ZOnUo0GmXTpk385je/IS8vj1WrViX2t9vtPPzww3z2s5/lwgsv5MYbb6SiooKHH3448efoI2E8Rqc8mRfiI2k/P2myemzFJepHn75SPfzZm9Xqr7yu/vjoFrXm9QNqwzffVOXf/Lva95116rV189S616eqP/7pNLVq1XfVqlWr1G9/+1t19OjRAUcIFUKMv4/DSNrLli3rHI243+XNN99MxEYiEfXAAw+oKVOmKJvNpqZMmaIeeOCBPiNjD6fOZ599Vl1++eWqoKBA2Ww25fV61emnn65++MMf9hmNezDr169X5513nnK5XCotLU1df/316siRI33iWltb1Xe/+101Z84c5fF4lMfjUeeee6566aWXhnysgc4v9tU5sNEYSVsppbZv364uu+wy5fV6ldfrVZdffrnavn17j5i6ujp1++23qzlz5qiUlBRltVpVYWGhuuGGG9SmTZv61Llq1ao+P6cPPvhArVy5Uk2ZMkW5XC7lcDjUjBkz1Ne//nVVXV3db9uef/55tWjRIuVwOFR2dra69dZbVX19/YDn0+lUGElb5mLrpXMutucnTebAOTOxGVZ060TsvuuYe24+M1qCGBWxx/rX2QzOvPENqqt+DcDuXRfQ2Nh1qbWoqIizzjqLGTNm9OnpL4QYfx+HudiEOBmdCnOxyS22AbS5DTLarCgzlhDlVfsxGmOPMO4kyn9FOri36lKma8+ilMGChfsoLzuNgwdjj6pWVFTw/PPPY7PZmDlzJnPnzmX69Ol9HhEVQgghxMlFvqmTaHZDwGFCGygVIdeq4YknR3qum/9sbSAQgP9a18ovrvknwm0vEI1WU1z8Zy644FH+8Y9d7Nq1C9M0iUQi7NoVe+9wOCgpKWHOnDlMnTo10blNCCGEECcPSZCSKM8GXWkAaJrJTGe8Z7+ukbVyFt9r8nPrLzdhmIpf7r6Gry2spbHxbfztH1J97N/41Kee5pJLLmHPnj3s3r2bsrIyIDaw1rZt29i2bRsul4vZs2czd+5cJk2a9JF4LFIIIYT4KJAEKYkGn0ZRU6zfkM2Zg88SS5ZcJRnY8z1ozV3Ti0zJSWP+vJ+wdevnaGndSkvLFnbuupMF83/OkiVLWLJkCS0tLezevZtdu3Yl5rEJBAJs3ryZzZs34/V6mT9/PmeeeSZpaWkn/HyFEEII0UUSpCSCNgdWM3ZFJzNjHlYtliBZc9z4Q1H+4+XYUPW6BjefNQmLxc2CBT9ny5bP4G//kIaGt2ht3U5q6kIgNqLpOeecwznnnENjY2MiWaqpqQFiM0G/++67bNy4kdmzZ3PWWWcxYcKEE3/iQgghhJAEKRlD6+oblObKh9jAq+hZTr71wg6ONMQm67txySQmZMQG2rLZUple/P/Ytu3zAHR0HE4kSN1lZGSwdOlSli5dSl1dHbt372b79u00NTWhlGL37t3s3r2bqVOn8tnPflY6dQshhBAnmHzzJqGpro/Gp3WNTvqD94/w8tHY6NnFOV7+3xUliW3RqJ8jpau73htdt+GSyc7OZvny5Zx//vns37+f9957LzEX0OHDhzl48GCfodyFEEIIMbakV3ASjnCs/5HL7SAlYgMgqhS/iydHBalO/ufmxbjssStNphlh+/ZbaW75AACvdxZ5uf805OPpus6sWbP4whe+wC233JIo7z75oRBCCCFODEmQkrBFY1eQcidOQDdig2laNY3P46AkP4WX7jiXadneRHzpkR8nkiOfbw6LTnsGmy1lRMeeMGFC4rZaW1vb8ZyGEEIIIUZAEqQk9PgA41GLm50dBpH4iONfxMH/OVNIawwlYpubN3HkyE8BsNtzWLjgF9hs6SM+dk1NTWK26cLCwhHXI4QQQoiRkT5ISWjx1wPVraQrxXt+g7N8VmyAUdpK3f/swDE9DfdFGeyu/gZgAjB79g+x2zOO69iGYXS1Q9MGiBRCCCHEWJArSEloeuwKTri1ERNFo6Eom5yKa05mIiZ4sIndG+8jGKwEYMKEL5KZcd5xHzsrKyuRGB0+fPi46xNCCCHE8MgVpGR0M7HaroPPhJaQQeZX5xOu8tO6rozqtt/Rlvc+AG5tGtOm3nfchzVNk5deeonOSYR9Pt9x1ymEEEKI4RnxFSRN07yapt2vadpaTdOqNU1Tmqb9IkmsRdO0b2madlDTtFD89VuapvWZiGysYofLGv9oAhYnvlQHAP6mWL8je4GXjJuKaZj9BwD0qJPct79MpLTjeA9LaWkpH374IRAbXPITn/jEcdcphPj42rRpE/fccw/z58/H5/ORl5fHRRddxLp16/rEGobBgw8+yPTp03E4HEyfPp0HH3ywx23/4da5d+9eVq5cSXFxMV6vl5SUFBYuXMijjz5KKBTqEz+Qt99+m/PPPx+Px0NGRgYrV65MTOPUXTQaZfXq1SxcuBCfz0dWVhZLly7lueeeG/KxXnrpJW6++WaKi4txu91MmTKFz3zmM+zfv3/Qfb/73e+iaRpFRUWJsvXr16Np2pCW+++/P7Hfrl27uOKKK0hJSSElJYUrrriCXbt2DdqGZcuWoWkaN91005DPufO8zzjjDFwuF7m5udx22200NjYed+yp6HiuIGUBq4BqYBNw1QCxPwZuB9YA7wLnAD8AJgB3nKDY4YmPoh3UnVjT7USbwjTXdBAORLG7rCgVxVCxcY581Wdj78ij6cWD5N6zCN0+8vwsIyMDi8WCYRi0trZy5MgRSkpKBt9RCCH68eCDD/LWW2+xYsUK7rzzTvx+P2vWrOGSSy7hJz/5Cbfffnsi9q677uKnP/0pt9xyC+eccw7vvvsu3/72tykvL+eJJ54YUZ3l5eU0NjaycuVKioqKMAyDDRs28I1vfIPXX3+dtWvXDuk8NmzYwEUXXcTs2bN56KGHaGlp4ZFHHmHp0qVs3ryZrKysROztt9/OU089xcqVK7n99tsJBAL86le/4tOf/jQ//vGPufPOOwc93pe//GWysrK47rrrmD59OmVlZTzxxBP88Y9/5O2332bx4sX97nfgwAEeeughPB5Pj/KSkhJ+9atf9Sh74IEHqKmp4fHHH+9RPn/+/ERd5513HhkZGXzve98D4PHHH2fp0qW8//77FBcX99uGX/7yl2zevHnQc+zt97//PTfccAPnn38+jz32GOXl5Tz88MNs3ryZd999F4fDMaLYU5ZSakQL4AAK4+tWQAG/6CduHrEezI/1Kn8sXj5vrGOHeV6LAPWNS85RP/r0lerWW+5Rn/+319Xqr8SWo7vrlVJKmaap1r0+Xa17fara8sptqvybf1fl3/y7avrzIXW89uzZo+6//361atUq9R//8R/q6NGjx12nEKKvAwcOqAMHDox3M8bUO++8o4LBYI+yjo4ONWPGDJWenq4ikYhSSqkdO3YoTdPU3Xff3SP27rvvVpqmqR07dgy7zoHccccdClD79u0b0nksXrxYFRUVqdbW1kTZpk2blKZp6r777kuUtba2KovFoq699toe+7e3t6ucnBy1YMGCIR3v9ddf71O2Z88eZbfb1dVXX510v0svvVRddtllatmyZaqwsHDAYwwWs2LFCuXxeFRZWVmirKysTHk8HnXdddf1u09TU5PKyclRP/jBDxSgbrzxxgHb0CkcDqv8/Hy1aNGiHj+/F198UQFq9erVI4pNZii/e5s3b1bx3GKRGmGucjzLiG+xKaVCSqnKIYSuJPZQ2KO9yh+Nl688AbHDpqMSr7tCwUR59aEWIPZ0mdNZAICR0YglwwmA/+1KwpWDj6A9kJKSksSttWg0ym9+8xuampqOq04hxMfTueee2+df8y6Xi6uuuoqmpiaqq6sBePbZZ1FKcc899/SIveeee1BK8eyzzw67zoFMnjwZgObm5kFjDxw4wObNm/niF7/Yo1/m4sWLWbp0Kb/5zW8SZe3t7RiGQX5+fo863G43aWlpuN3uQY8HcOGFF/YpKykpYe7cuezevbvffZ577jnWr1/PY489NqRjDMTv97N27VpWrFjRY17OCRMmsGLFCtauXYvf3/e75t/+7d9ITU3lG9/4RtK66+vr2bdvHx0dXd1C1q9fT3V1NXfeeWeP6a2uueYaJk2a1OMzHk7sqexEPMV2OlCjlCrtXhh/XwssPgGxw2bGH/TXUNhUV3lHSxiAmtq/EgrFJpoNRxpwzY0/3aYguLdhxMdtaGjgjTfe4J133kmUBYNB9u3bN+I6hRCit6qqKqxWKxkZsWFJNm3aRG5uLlOmTOkRN2XKFHJycoZ0y6Z3nd11dHRQX1/P0aNHee6553jooYcoKChI3E4ayKZNmwA4++yz+2w766yzqKqq4tixYwDk5eUxZ84c1qxZw9NPP83Ro0fZt28f9957L6WlpXz7298e9HjJKKU4duwYOTk5fbb5/X7uvfde7rnnHmbOnDniY3TauXMn4XA46TmHQqE+fZE2b97M//zP//DYY49ht9uT1r169WpKSkp4//33E2UDfcZLlixh69atmKY57NhT2Yl4iq0ASHalqRIoPAGx/dI0LR/I71U8C8CM545HXJO4vKPrD9q0Rdk0NPydXbvupnPsoyLf5/H/KdYUzW7BNT97sEP36y9/+UuPP7CdJk2axJw5c0ZUpxBC9LZ3715efPFFPvnJTyb6ylRVVSUdmLawsJDKyoFvGPRXZ3cPPfRQoh8NxL5In3zySVwu16DtraqqSrSjv7YBVFZWkpeXB8ALL7zATTfdxBe+8IVEXFpaGn/+85+55JJLBj1eMmvWrKGqqopvfetbfbZ1dqz+zne+M+L6uxvqOXcyTZPbb7+dq666akQP9wx2vEAgQFNTE5mZmcOKPZWdiATJDSSbLyMIpJyA2GS+Qqyjeb80CzS5isnyx5KlWefkM3F2Jtu2P00sOdIomfV9PLvOpE2VA5B+fTG2nKFdwu3u8OHDPZKjlJQUFixYwIIFC3p0PhTi/2/v3uOiqvbH/782l4GBAQFREPACgYl3wbQUxCOKfrx0Ukzx0vVTqGWGHvue6vM5Yp/PB4/HTt7COvnzHLKsoyFaWaeLmph5yUDDG56gUFBARS4jdxjW74+RkWGGAbwBup6PxzyAtd/rNpsNa/Zee23p7vjj938kqySr+cC7xLeTL38Z9ZdbLqekpITIyEgcHBxYs2aNIb28vLzJZUXs7e3RarWtLrOhJ598kpCQEMNZ8hMnTrT4jqf6S0HmJv7a2+unN1RUVBjSHBwcCAgIYNiwYYSHh6PVatmwYQPTpk3jq6++IiSk9evVHT9+nJdeeolhw4YZTUIH/Z1m69at44MPPkCj0TRRQuu0ts8bN27k5MmTbNu2rdmyly9fbnSnXGvra23bOqq7MUAqRz+h2xx7oOIuxDblPeDzRml9gI8AbK0FjuLGW9Srf2d0uipKSn4GwNVlOF5eM7j26wVDjG2X1g2OhBCcPXuWb775xpA2c+ZMHnzwQays5DqektRWskqySC9Mb+tm3FYVFRVMmTKFrKwsvv76a3r06GHY5uDg0ORt95WVlU2e6bFUZkN+fn74+fkB+r9xa9asISIigrS0NAIDA9HpdFy5csUoj0ajQaPRGOYNmWtfZaV+jmh9+65du8aIESOYNWsWq1atMsRFRUXRr18/oqOjOXPmDACFhYVUV1cbYqytrenSxfQKQGZmJhMnTsTT05NPP/3UaN4NwAsvvGCo83ZpTZ+vXLnC66+/ziuvvGJyifRm6mt8ea5xfa2J7cjuxgApFxjUxDZv4PhdiDVLCJGHfpkCg4aP9rCyEjjb3niLrG2s+PW3v1JbWwyAi+vD+ji1rSGmrrK2uWoNzp8/z+7du7lw4cYAa9CgQfK2fklqB3w73dw/mjvlVttTXV3N1KlTOXLkCDt27CAsLMxou5eXF2lpaWbzXrx4kSFDhrS6TEtmz57NkiVL2LJlC3FxceTk5Jj8c4+NjWX58uV4eXkZ2jFgwACTtsGNyz3bt2/nwoULTJ8+3SjO3t6eiRMnEh8fT0FBAe7u7kybNo39+/cbYnr27Mm5c+eM8mVnZzN27FisrKzYs2ePyeTvpKQkDhw4QFJSEpmZmYb0iooKdDodmZmZODo6muRrTsM+N9a4z//zP/+Doig8/vjjRm0A/dyozMxM3N3dcXFxaVF9ffr0MalPrVbj6ura6tiO7G4MkFKBCEVRfBtOqFYUxRfoen37nY69KRVWap4Y60f+9vMAXMr7mVLbfwBgb+9Nj+5P6wPrGszitmr+2WlCCPbv309ycvKNbFZWDB06lLFjx95qsyVJug1ux+Ws9qK2tpYZM2awe/duPvroIyZPNl22Ljg4mG+//ZasrCyjgUpWVhaXL182WfenJWVaUn8Jpv4OXU9PT3bv3m0UU3/Gqb7uw4cPM2HCBKOYI0eO4OXlZZh/VD9Zu/HilvVtbvj1rbfeMrpDuPFZj7y8PMLDwykrK2P//v1mz87k5OinV0RGRprtZ0BAAJMmTeKLL74wu70pAwYMQKVScfjwYebPn2+07ciRI6hUKvr3729oQ2FhodkJ75999hmfffYZb775JkuXNv20h4bvceNBz48//siQIUMMVzVaE9uh3Y61ArC8DtIgLK9XNPBOx7ayL0GAiBkXItYv/E9RXVkr3luULOLn7RWJ7ywVe/b6iT17/UTB1QOGtRpKj10yrINUkVFocV2HmpoasX37dhEbG2t4bd++XVy9etViPkmSbr/7YR0knU4nZs6cKQCxcePGJuN+/vlni+sgpaWltbpMIYS4dOmS2fRXXnlFAOL9999vUT+CgoKaXAdpyZIlhrT6tXjmzZtnlL+4uFh4eXkJHx+fFtV35coVERgYKJydnUVKSkqTcRkZGSIxMdHk1bdvX+Hm5iYSExPFDz/8YDZvc+sgTZs2TTg6OoqcnBxDWv06SA3XeTp06JDZNgAiNDRUJCYmin//+99GfUtPTxdlZWWGtKqqKuHp6SmCgoJEbW2tIb3+/Vy/fv1NxVp639r7Oki3dAZJUZSFgAs3lgsYqCjKf1///nMhxAkhRJqiKBuBRYqiOAEHgZHAM8B7QogTDQZrdyT2ZtlZWWFrZ81Dk305lJSJbSf9rfbW1hrcXG/c3mhlf2PlbJ222qSchvbv38/JkycB/SnfGTNmGD4lSZIk3W5Lly5l27ZthIWFoVar2bJli9H2cePG4eHhwaBBg4iOjmb9+vVcu3aNkSNHcvDgQRISEpg3b57R2YmWlgkwb948rl69yujRo+nevTvFxcV888037N27l5CQEObMmdOifqxZs4axY8cSGhpKdHQ0Wq2W1atX4+3tbXRX2ZQpUxg8eDDvvfce+fn5REREoNVq2bRpE7m5uSQkJLSovoiICNLT05k/fz7p6emkpxvPR6t/hIe/vz/+/v4m+ePj4ykpKTG51NcaK1asYM+ePYwaNYpFixYB+pW0ra2tWbFihSHO3O329Xr06GHShvj4eN544w327dvH6NGjAVCpVKxevZrZs2czZswY5syZw4ULF1i9erXhd6Nea2I7tFsZXQHn0I/uzL2ebhBnA7wO/AZUX//6OmBjpsw7EtuKPhnOIK19aoYQQojaWp3Ysuyw+PrLQWLPXj/x00+zjUa5l/9+0nAGqSpbK5pSWVkp/vznP4vY2Fjx17/+VVy5cqXJWEmS7rz74QxSWFhYU3+jBSD27dtniK2pqRFxcXHC19dX2NraCl9fXxEXF2eyMnZryty6dauYMGGC8PLyEra2tkKj0YihQ4eKN99802Q17uYkJyeLkJAQoVarhYuLi3j88cfFuXPnTOK0Wq1YtmyZ6Nevn3B0dBSOjo5i5MiRYufOnS2uy1L/9P86LbsdK2kLIURaWpoYP3680Gg0QqPRiAkTJhidzWuuD+ZW0o6NjTXZT/W2b98ugoKChJ2dnejSpYt47rnnREFBgdnyWxPbWEc4g6QI0WD+jISiKEFAasy4ELxdO7H4o0+xtrEhbf9xCnT6UbiD1eM8MnolAOXHL1O4Tf9wWfs+brg/bX69Iq1Wy7Zt2wyT6yZMmMDDDz985zskSVKT6ie0mjsDIEnSndOSY+/YsWP1852ChRDH7k7LbrgHZlHdOQpQlK9fEMu5+427O8ov63dozZVyinZm6BNtFDr9Ry+z5eTl5bFx40bD4Khz585m7wiRJEmSJKl9kAOkZqSc1t8Ceq3sRwDqam0pzNLP2i/5MgtRrV9N22XKA9h6mK4eW11dzSeffGJ4Zs4DDzzAf/7nf94bTzqWJEmSpHuUHCA14+S/fwJAp9Mv1qWrccDJtRPVOdeoPKtfBdYuwAXHYZ5m8+/du9dwG+ngwYOZM2dOix+WKEmSJElS27gb6yB1SFbX1za6+utvANRW639WlDo6e2so3vWrIdZ5XE+jBSbrHT16lB9/1J95cnFxYeLEiffG2hCSJEmSdI+T/62b4FyuP2PkermOi0U5iFr9AmJWthW4llZTna1/DJx6gDt2PUwf+5aWlsa//vUvAGxsbIiMjLT4dGVJkiRJktoPeQapCa7lldQANnVWfH30C3rbVIMCiiJQnSkAQFFZ4zLZeA0jIQQHDx5kz549+hhFYfr06XTv3v1ud0GSJEmSpJskzyA1wa72xjL1h098QVWN/lZ+5Zo3SpV+YrbzuJ5YdzKebH3mzBnD4MjKyoqpU6eaLMUuSZIkSVL7Js8gNcG2wXN8rlZdpba2FlsVWFnfeBitrZfpXWsZGRmG7+fMmcMDDzxwZxsqSZIkSdJtJ88gNcG2ts7wvbrKmisFPQCo0+RSo74KwLXkHItlyMGRJEmSJHVMcoDUhArVjZNr1bZgXeZh+Nm6s35b3bUak3y2trY38lVbfi6bJEmSJEntkxwgNaHI0d7wvVB549gpHwCl1harS50AsHazN8nn6Hjjstu3335LTY3pIEqSJEmSpPZNDpCaUOSgH/zUObrhVTwarPRzj6x0Oqyd9Ntqr5Sb5PP39zesdZSSksKmTZu4cuXK3Wm0JEmSJEm3hRwgNaHq+iU2+84+9Crxp65GPyiqsdFh11O/KGTtlQrKTxgPfnx8fHj22WdxdXUF4NKlS2zcuJFjx44hHwwsSdLdlpKSQkxMDAMHDsTJyQlPT0/Cw8MNd9s2pNPpWLlyJf7+/tjZ2eHv78/KlSvRNbhppbVlpqenExUVRUBAABqNBmdnZwYPHszatWupqqpqVV8OHDjAqFGjcHR0xM3NjaioKLKzs03iamtriY+PZ/DgwTg5OeHu7k5oaCiJiYktrmvnzp088cQTBAQE4ODggK+vL7NmzeKXX35pNu+yZctQFAUfHx9DWnJyMoqitOi1fPlyQ75Tp04xceJEnJ2dcXZ2ZuLEiZw6darZNoSFhaEoCnPnzm1Rf6uqqoiOjmbw4MG4urqiVqvp3bs3MTEx5Ofnm82zc+dOHnroIdRqNR4eHkRHR1NYWNii+joCeRdbM3r5+JCdbkO11gs4hpW1gqJsBuuZoBMUbc/A1sPB6DlsPj4+zJs3jy+++IJTp05RU1PD559/zrlz53jsscfkatqSJN01K1euZP/+/URGRrJw4UJKS0tJSEhg3LhxvPPOOyxYsMAQ+9JLL/Huu+/yzDPPMGLECA4dOsRrr71GTk4OGzZsuKkyc3JyKCwsJCoqCh8fH3Q6HQcPHmTJkiXs3buXXbt2tagfBw8eJDw8nL59+7Jq1SpKSkpYs2YNoaGhpKam4u7ubohdsGABmzZtIioqigULFlBRUcGHH37IjBkzePvtt1m4cGGz9T3//PO4u7szffp0/P39yc7OZsOGDXz22WccOHCg/inzJjIyMli1apXRdAuAwMBAPvzwQ6O0uLg4Ll26xPr1643SBw4caCgrJCQENzc33njjDQDWr19PaGgoR48eJSAgwGwbPvjgA1JTU5vtY0NVVVX8/PPPjBkzBl9fX9RqNadPn+bvf/87O3bs4MSJE7i4uBjiP/nkE2bOnMmoUaNYt24dOTk5rF69mtTUVA4dOnRvPG9UCCFfDV5AECBixoWIv86YJL77+0cift5e8Y9lb4s9e/3Enr1+4uJ73uLagfMi54/fi5w/fi8uvnFIVGVrRWN1dXUiNTVV/O///q+IjY0VsbGx4tChQyZxkiS1jYyMDJGRkdHWzbijfvjhB1FZWWmUVl5eLnr37i1cXV1FTU2NEEKIEydOCEVRxKJFi4xiFy1aJBRFESdOnGh1mZa8+OKLAhBnz55tUT+Cg4OFj4+P0Gpv/K1NSUkRiqKIpUuXGtK0Wq2wtrYW06ZNM8pfVlYmunbtKgYNGtSi+vbu3WuSdubMGaFSqcSUKVOazBcRESHGjx8vwsLChLe3t8U6mouJjIwUjo6OIjs725CWnZ0tHB0dxfTp083mKSoqEl27dhV//vOfBSDmzJljsQ3NSUxMFID429/+Zkirrq4W3bp1E0FBQUb7eseOHQIQ8fHxzZbbkmMvNTVVAAIIEm0wHpCnMpphq9GvgF1T1tmQVm1di2OPPMMDauvKa7ny/52gMrPIKK+iKAQFBREdHY29vf4S3d69eykpKblLrZck6X43cuRIk0/zarWayZMnU1RURF5eHgBbt25FCEFMTIxRbExMDEIItm7d2uoyLenVqxcAxcXFzcZmZGSQmprKs88+i5OTkyE9ODiY0NBQPv74Y0NaWVkZOp2Obt26GZXh4OCAi4tLix8WPmbMGJO0wMBA+vfvz+nTp83mSUxMJDk5mXXr1rWoDktKS0vZtWsXkZGRRk9i6N69O5GRkezatYvS0lKTfP/1X/9Fp06dWLJkSZNlFxQUcPbsWcrLTefRNmZuPyUnJ5OXl8fChQuxsblxIWrq1Kn07NnTaH90ZHKA1AydTj8wqq3sZEgrV1ujfP8mLo89gGaUNwCiuo6ChNNUnCowKaNr166Eh4fry6mt5fz583eh5ZIkSU3Lzc3FxsYGNzc3QD+vyMPDA19fX6M4X19funbt2qJLNo3LbKi8vJyCggLOnz9PYmIiq1atwsvLy3A5yZKUlBQAHnnkEZNtDz/8MLm5uYZ5Mp6envTr14+EhAQ2b97M+fPnOXv2LIsXLyYrK4vXXnut2fqaIoQgPz+frl27mmwrLS1l8eLFxMTE8OCDD950HfVOnjxJdXV1k32uqqoymYuUmprK3/72N9atW2fx2Z/x8fEEBgZy9OhRk201NTUUFBSQm5tLcnIyL774IoqiEBERYYixtD+GDx/O8ePHqaurM9nW0cgBUjOK8ooBKKeWi9X6ydmFLraIzN0oJz/BZaIfzhN66YN1gqsfpVP1W7FRGXl5efz666+Gn+vPJkmSJLWF9PR0duzYwaOPPmqYK5Obm4u3t7fZeG9vby5evNjqMhtatWoVXbp0oVevXsyYMQM/Pz+++uor1Gp1s+3Nzc01tMNc2wCj9iUlJdG3b1+efvppevXqRWBgIO+//z5ffvklU6ZMaba+piQkJJCbm8vs2bNNttVPrP7Tn/500+U31No+19XVsWDBAiZPnsx//Md/3HS9Bw8epEuXLnh7e/O73/2Oy5cvs3XrVoYMGdLitlVUVFBUVGSyraORk7SbUXK5HLCiRH2ZkkprvFW1VNlbU6Wywv6LJeA1BOfRD1JXWkPpDxdBQPXFMmx6OnHmzBmOHj1KTo7xittdunRpm85IktRiF5e+QvVvv7V1MwxUfn54//XNWy6npKSEyMhIHBwcWLNmjSG9vLzc6PJVQ/b29mi12laX2dCTTz5JSEgIV69e5bvvvuPEiRMtvuOp/lKQuYm/9R84KyoqDGkODg4EBAQwbNgwwsPD0Wq1bNiwgWnTpvHVV18REhLSonobOn78OC+99BLDhg0zmoQO+jvN1q1bxwcffIBGo2l12ea0ts8bN27k5MmTbNu2rdmyly9fbnSnXEODBg1i9+7dlJeXc/z4cXbu3ElBgfGVkda2raOSAyQL3Lv3xCXUhh9Sd1OqKqKH0h/4GYBiF1s8L5fBR9MRMz+m6px+nSSdtSBdZHNw/Scmc426detGaGioYQkASZLar+rffqPyzJm2bsZtVVFRwZQpU8jKyuLrr7+mR48ehm0ODg5N3nZfWVnZ5JkeS2U25Ofnh5+fHwAzZ85kzZo1REREkJaWRmBgIDqdzmTNOI1Gg0ajMcwbMte+yspKAEP7rl27xogRI5g1axarVq0yxEVFRdGvXz+io6M5c32/FhYWGj3xwNra2uwH2MzMTCZOnIinpyeffvqp0bwbgBdeeMFQ5+3Smj5fuXKF119/nVdeecXkEmlrubq6MnbsWAAeffRRJk2axPDhw1GpVDz33HMmbWt8Ka9x2zoyOUCywNP/QX7q/ANHen4OwNIh73E14ymslTpO+rrgVngZVXE21RtfpqziT/xinctJ9QXKvrsxcra2tqZv374MGzYMHx8fFEVpq+5IktQKquv/zNuLW21PdXU1U6dO5ciRI+zYsYOwsDCj7V5eXqSlpZnNe/HiRaNLLC0t05LZs2ezZMkStmzZQlxcHDk5OSb/3GNjY1m+fDleXl6GdgwYMMCkbXDjcs/27du5cOEC06dPN4qzt7dn4sSJxMfHU1BQgLu7O9OmTWP//v2GmJ49e3Lu3DmjfNnZ2YwdOxYrKyv27NljMvk7KSmJAwcOkJSURGZmpiG9oqICnU5HZmYmjo6OJvma07DPjTXu8//8z/+gKAqPP/64URtAPzcqMzMTd3d3o9v0W2ro0KH07t2bhIQEwwCpYdv69Olj0ja1Wn1PnAiQAyQLbFS2HLt8DIAeTj0I7jGCH64+S1XRJqzsdHzby5/BGbUc1E0iw+4HahUd6E8kYWdnx7Bhwxg+fPhtO+UqSdLdczsuZ7UXtbW1zJgxg927d/PRRx8xefJkk5jg4GC+/fZbsrKyjAYqWVlZXL582WTdn5aUaUn9JZj6uSqenp7s3r3bKKb+jFN93YcPH2bChAlGMUeOHMHLywtPT/1dxfWTtRsvblnf5oZf33rrLaO5Mo3PeuTl5REeHk5ZWRn79+83e3amfgpFZGSk2X4GBAQwadIkvvjiC7PbmzJgwABUKhWHDx9m/vz5RtuOHDmCSqWif//+hjYUFhaanfD+2Wef8dlnn/Hmm2+ydOnSVrWhXuM5RQ33R+MB0o8//siQIUPuifX+5ADJAhu1PVklWQD0c+8HwIhBSzl45HuqK39B5aHl/XOR1NZeM+Sxp4qHe3dl+NT598QpRkmSOra6ujrmzp3LZ599xsaNG4mKijIbN3PmTFauXMnatWuNblNfu3YtiqIwc+bMVpcJcPnyZbN3fb3zzjuA/q4n0J/hqb+001jv3r0JCgriH//4B0uXLjXMlUpNTeXAgQMsXrzYEFv/D3vz5s1Gd1mVlJTw+eef4+PjYxhMNbXYI+hvhQ8PD+fy5ct899139O3b12zc5MmTjVbMrhcbG0t+fj7vvfdeq88egf7y4uTJk0lKSiIuLs5QR05ODklJSUyePNnw4fuPf/yj2RWzH3/8cUJDQ1m0aJHR4KmgoICCggJ69OhhuFxWUFCAm5ubycDmX//6F+fPn+fpp582pI0ePRpPT0/i4+N58sknsba2BvQra58/f54//OEPre5veyQHSBbU2EJttf6Thm8nX4qLi/npp584f74bvn6/YG2to2evn/k1czhuQsXD7GaQchK7X2ogcT/8fgN0Mn9XiCRJ0t2wdOlStm3bRlhYGGq1mi1bthhtHzduHB4eHgwaNIjo6GjWr1/PtWvXGDlyJAcPHiQhIYF58+YZ/YNtaZkA8+bN4+rVq4wePZru3btTXFzMN998w969ewkJCWHOnDkt6seaNWsYO3YsoaGhREdHo9VqWb16Nd7e3rz66quGuClTpjB48GDee+898vPziYiIQKvVsmnTJnJzc0lISGhRfREREaSnpzN//nzS09NJT0832l4/IPH398ff398kf3x8PCUlJSaX+lpjxYoV7Nmzh1GjRrFo0SJAv5K2tbU1K1asMMSZu92+Xo8ePUzaEB8fzxtvvMG+ffsYPXo0AFu2bGHDhg089thj+Pn5UVtbS0pKCh9//DGenp7ExsYa8qtUKlavXs3s2bMZM2YMc+bM4cKFC6xevdrwe3RPaIvVKdvziwYraW97b4Xo/35/MXTTULH676vF8uXLRWxsrHjjjf8Su74YaFhZ+9O3/ygC//ip+L/lS0TN/3kJEeusf63oLsTJJIsrhUqS1Hbuh5W0w8LC6lcjNvvat2+fIbampkbExcUJX19fYWtrK3x9fUVcXJzJytitKXPr1q1iwoQJwsvLS9ja2gqNRiOGDh0q3nzzTZPVuJuTnJwsQkJChFqtFi4uLuLxxx8X586dM4nTarVi2bJlol+/fsLR0VE4OjqKkSNHip07d7a4Lkv90//rtOx2rKQthBBpaWli/PjxQqPRCI1GIyZMmCDS0tJa3AdzK2nHxsaa7KeffvpJREVFCV9fX6FWq4WdnZ3o3bu3ePnll0VeXp7Z8rdv3y6CgoKEnZ2d6NKli3juuedEQUFBi9rWEVbSVoSQD1BtSFGUICA1ZlwI/cKGktD1KCPzR+Kgu7H6qoujM310OmyHbgIr/RmmY5cG8tHZx+ntYMM2zy0oWTcm/vG7/4ZRS0FO0JakdqV+Qqu5MwCSJN05LTn2jh07Vn8ZNFgIcezutOyGjj+L6g6qc9QQlhdmGBx1796dmY9OJ7LsYfoXP4zn6WdRsAUgyOME/ztiBRXW5/jtP7bAhL+AlX4b+/4PPl0A1c0v6y5JkiRJUtuTAyQLKq0dUdXp13hw83fj6aefxiPDFqVSf3dE90GzGT78Czp10k/0c7CtYP7A9zmdcxIeng9zk8Du+iNK0v4Jm8Lhyi9t0hdJkiRJklpODpAs0NjeWFU2zT2NuoJKyn++DICquxNOo3xwdPQnOGgripN+Upq9TRXq0v+iquoy+IXBf34Lna+fQrx8BjaOhsy9d7srkiRJkiS1ghwgWWDNjTlDZy6coeDgOf10McB5fE8UK/12RbGi1HYuh3IfAsBKl0PqsZlUVORA1z4QnQz9r99FUFMGW2dD1oG72BNJkiRJklpDDpAscBS1hu97XOtB5Qn982hs3NXYPeBiFHtJW8UHZ2ZyqkC/BkdFRTbHjs9BpysHOyeI3ARj39AH11bCxzMhx/RJypIkSZIktT05QLKksMDwVOoHtb2prqwBwGFIV5NHhuSVVFJTp+Lt48/j6hYBQGXlRa5c2aMPUBQIidHf0Qb6M0lbpkPuz3ejJ5IkSZIktYIcIFlQlHeRMWPGAGAlrDlmo3+yt8Ng04cZ5pXol81X2drj7fV7Q/rlK98YB45aCiNf1n9fVQLbnwG51IIkSZIktStygGRBXZ2OIUOGoFx/lNqv1pcQPnbYdDZ9hMjJiyXYW1fw/MBPOHXqRUO6rY2zcWDpJTh3sEGCAqLuDrRekiRJkqSbJR81YoHGRf9cGjsHKypL66hVdPzauZDujeKKyqqprLzA68Pfw1uTfz1VobvPUzzwQINn0hT+Bh/8Hoqz9T+7+cGsf4KV9d3ojiRJkiRJLSTPIFlQnpXFF/E/41nQE5XQjyUP/ppCYWGhUVxd9Wn+e/hbhsGRvdqfocGJ9O79J6ytHaCuDjL2wD8m3Bgc+Y2G57+DLg/ezS5JkiRJktQCcoBkQVltNedPFeJ2pQcP1wYAUFNby08//WSIqazM4/SpaJxUpQCkXhpIrs3bdOo0BMoL4dDbEB8MH0XqL68B9I+E2Ymgdr3rfZIkSZIkqXnyEpsFOisFG1GHrWJDgK4b39vqn+ZcVVUFgBA6Tp1+mZoa/RmlPefD2J4xja9GOsCuGP3q2bWVxoUOnw/jV8jLapIkSZLUjskBUnNEFTaKDdXcWBPJxkb/tl29+j0lJakAnCzow9Z/T2XDI9fw3x4B2os3yrB3gSFzYeiz0PmBu9l6SZIkSZJugrzE1gxRV0xxdSV5VkWGNE9PTwCuXt1vSPso/XHWenzDxOPzbwyOuvSB378DfzgL4+Pk4EiSpLsuJSWFmJgYBg4ciJOTE56enoSHh7Nnzx6TWJ1Ox8qVK/H398fOzg5/f39WrlyJTqe76TLT09OJiooiICAAjUaDs7MzgwcPZu3atYaz8S114MABRo0ahaOjI25ubkRFRZGdnW0SV1tbS3x8PIMHD8bJyQl3d3dCQ0NJTExscV07d+7kiSeeICAgAAcHB3x9fZk1axa//NL88zSXLVuGoij4+PgY0pKTk1EUpUWv5cuXG/KdOnWKiRMn4uzsjLOzMxMnTuTUqVMmdT799NNNlnfhwoVW9fuhhx5CrVbj4eFBdHS0ybzbm4ntiOQZpGaIOi3VhSWkdS41pPn5+SFEHRfy9Gsc5Zd15SmrVH5f8uH1CEW/1tHvXgcbuzZotSRJkt7KlSvZv38/kZGRLFy4kNLSUhISEhg3bhzvvPMOCxYsMMS+9NJLvPvuuzzzzDOMGDGCQ4cO8dprr5GTk8OGDRtuqsycnBwKCwuJiorCx8cHnU7HwYMHWbJkCXv37mXXrl0t6sfBgwcJDw+nb9++rFq1ipKSEtasWUNoaCipqam4u7sbYhcsWMCmTZuIiopiwYIFVFRU8OGHHzJjxgzefvttFi5c2Gx9zz//PO7u7kyfPh1/f3+ys7PZsGEDn332GQcOHCA4ONhsvoyMDFatWmVYZLheYGAgH374oVFaXFwcly5dYv369UbpAwcONJQVEhKCm5sbb7yhfxLD+vXrCQ0N5ejRowQEBJjUv3nzZqysjM99uLm5NdtfgE8++YSZM2cyatQo1q1bR05ODqtXryY1NZVDhw5hZ2d3U7EdlhBCvhq8gCBAxIwLEX+dMUmsfXqtiH/+dREbGytiY2PF+/+9QdReqxI/Z+4Te/b6iT17/cS2v4cJEeusf/1fNyF++15IktT+ZWRkiIyMjLZuxh31ww8/iMrKSqO08vJy0bt3b+Hq6ipqamqEEEKcOHFCKIoiFi1aZBS7aNEioSiKOHHiRKvLtOTFF18UgDh79myL+hEcHCx8fHyEVqs1pKWkpAhFUcTSpUsNaVqtVlhbW4tp06YZ5S8rKxNdu3YVgwYNalF9e/fuNUk7c+aMUKlUYsqUKU3mi4iIEOPHjxdhYWHC29vbYh3NxURGRgpHR0eRnZ1tSMvOzhaOjo5i+vTpRrFPPfWUAFr03ptTXV0tunXrJoKCgozK2LFjhwBEfHz8TcU2pSXHXmpqqkD/BNQg0QbjAXmJrRmVzhVc8bIFwFZY83BNb04eP8/f9nxriBlfdFL/jZUtRG0B39C2aKokSZKJkSNHmnyaV6vVTJ48maKiIvLy8gDYunUrQghiYmKMYmNiYhBCsHXr1laXaUmvXr0AKC4ubjY2IyOD1NRUnn32WZycnAzpwcHBhIaG8vHHHxvSysrK0Ol0dOvWzagMBwcHXFxccHBwaLY+wPAUhYYCAwPp378/p0+fNpsnMTGR5ORk1q1b16I6LCktLWXXrl1ERkbSvfuN1fe6d+9OZGQku3btorS01CSfEAKtVktdXdMLEBcUFHD27FnKy8sNacnJyeTl5bFw4ULDPFuAqVOn0rNnT6P3uDWxHZkcIFlQ4+RChav+LjQrAWNq+uOgUziw4v9wr7lkiFME4OQFcz6BB0wPKkmSpPYmNzcXGxsbw+WXlJQUPDw88PX1NYrz9fWla9eupKamtrrMhsrLyykoKOD8+fMkJiayatUqvLy8DJeTLElJSQHgkUceMdn28MMPk5ubS36+fh06T09P+vXrR0JCAps3b+b8+fOcPXuWxYsXk5WVxWuvvdZsfU0RQpCfn0/Xrl1NtpWWlrJ48WJiYmJ48MFbX9/u5MmTVFdXN9nnqqoqs3OROnfuTKdOndBoNERGRvLrr7+axMTHxxMYGMjRozcemG7pPR4+fDjHjx83DLpaE9uRyTlIFtQ6dwbASrGit6073avcEdQw+uIpLlbcuE2/qN8jOP/uI7Dv1FZNlSRJarH09HR27NjBo48+apgrk5ubi7e3t9l4b29vLl68aHabpTIbWrVqlWEeDej/kW7cuBG12vTRTY3l5uYa2mGubQAXL1403ECTlJTE3Llzefrppw1xLi4ufPnll4wbN67Z+pqSkJBAbm4ur776qsm2+onVf/rTn266/IZa2ud6np6eLFmyhODgYOzs7Dhy5Ahvv/0233//PSkpKfTs2fOW6quoqKCoqIjOnTu3KrYjkwOkJgig1lF/Ktezqxe9vIPgUBmKtS32XfpRffYg9oPq0NlYccndhp5ycCRJ95Rv/36a4kvlzQfeJS4eDkT8Z79bLqekpITIyEgcHBxYs2aNIb28vNzo8lVD9vb2aLXaVpfZ0JNPPklISAhXr17lu+++48SJEy2+46n+UpC5ib/29vYAVFRUGNIcHBwICAhg2LBhhIeHo9Vq2bBhA9OmTeOrr74iJCSkRfU2dPz4cV566SWGDRtmNAkd9HearVu3jg8++ACNRtPqss1pbZ9XrlxpFBMZGUlERAQRERHExsby/vvvG7YtX77c6E651tbX2rZ1VHKA1ARhbQvW+renSHHinUNXWMH1a9eKFVe7WOF4/d2zsTb9tCRJUsdWfKmcK9nX2roZt1VFRQVTpkwhKyuLr7/+mh49ehi2OTg4NHnbfWVlZZNneiyV2ZCfnx9+fn4AzJw5kzVr1hAREUFaWhqBgYHodDquXLlilEej0aDRaAzzhsy1r7JSPw2ivn3Xrl1jxIgRzJo1i1WrVhnioqKi6NevH9HR0Zw5cwaAwsJCqqurDTHW1tZ06dLFpI7MzEwmTpyIp6cnn376qdG8G4AXXnjBUOft0po+N2XcuHEEBQXx7bffWoxrXJ9KpbJYX2tiOzI5QGqCsLU1fL87p5LJDd6q6pIMnEJuXF/1e2DJXW2bJEl3notHyybz3i232p7q6mqmTp3KkSNH2LFjB2FhYUbbvby8SEtLM5v34sWLDBkypNVlWjJ79myWLFnCli1biIuLIycnx2T+U2xsLMuXL8fLy8vQjgEDBpi0DW5c7tm+fTsXLlxg+vTpRnH29vZMnDiR+Ph4CgoKcHd3Z9q0aezff2M9u549e3Lu3DmjfNnZ2YwdOxYrKyv27NljMvk7KSmJAwcOkJSURGZmpiG9oqICnU5HZmYmjo6OJvma07DPjTXusyU9e/bk5MmTraqvT58+JvWp1WpcXV1bHduRyQFSE5Q6YfjeDh0R6Occ1V3LJ2v6FVyv/63y9HgMl07m18OQJKnjuh2Xs9qL2tpaZsyYwe7du/noo4+YPHmySUxwcDDffvstWVlZRgOVrKwsLl++bLLuT0vKtKT+EkxRkX4RXk9PT3bv3m0UU3/Gqb7uw4cPM2HCBKOYI0eO4OXlZZh/VD9Zu/HilvVtbvj1rbfeMtQPpmc98vLyCA8Pp6ysjP3795sM4EC/zhPoL2mZExAQwKRJk/jiiy/Mbm/KgAEDUKlUHD58mPnz5xttO3LkCCqViv79+zdbTmZmJh4eHs3GNXyPGw96fvzxR4YMGWJYX6k1sR1aW6wt0J5fXF8H6eWIUYa1j176U7zI+eP3IueP34t/z4wR3+7Wr3/0w8FQUV1dYnEdB0mS2q/7YR0knU4nZs6cKQCxcePGJuN+/vlni+sgpaWltbpMIYS4dOmS2fRXXnlFAOL9999vUT+CgoKaXAdpyZIlhrT6tXjmzZtnlL+4uFh4eXkJHx+fFtV35coVERgYKJydnUVKSkqTcRkZGSIxMdHk1bdvX+Hm5iYSExPFDz/8YDZvc+sgTZs2TTg6OoqcnBxDWv06SA3XeSotLTVZl0oIIbZu3Wr2vbhy5YpIT08XZWVlhrSqqirh6ekpgoKCRG1trSG9/v1cv379TcU2pSOsgyTPIDVBEXVYV1SgU6txt9Vfp1ahQuejon5g3LNHNLa2zm3bUEmSJAuWLl3Ktm3bCAsLQ61Ws2XLFqPt48aNw8PDg0GDBhEdHc369eu5du0aI0eO5ODBgyQkJDBv3jyj2/FbWibAvHnzuHr1KqNHj6Z79+4UFxfzzTffsHfvXkJCQpgzZ06L+rFmzRrGjh1LaGgo0dHRaLVaVq9ejbe3t9FdZVOmTGHw4MG899575OfnExERgVarZdOmTeTm5pKQkNCi+iIiIkhPT2f+/Pmkp6eTnp5utH3u3LkA+Pv74+/vb5I/Pj6ekpISk0t9rbFixQr27NnDqFGjWLRoEaBfSdva2poVK1YY4jIyMpg0aRKPPfYYAQEBhjNPH3/8MT179jS6e7C+bW+88Qb79u1j9OjRAKhUKlavXs3s2bMZM2YMc+bM4cKFC6xevdrwu1GvNbEdWluMytrziwYraf953jzDWaR9Me+KnD9+L1Lf/U/DCtqFhUcsjn4lSWrf7oczSGFhYfWfws2+9u3bZ4itqakRcXFxwtfXV9ja2gpfX18RFxdnsjpza8rcunWrmDBhgvDy8hK2trZCo9GIoUOHijfffNPsWQ9LkpOTRUhIiFCr1cLFxUU8/vjj4ty5cyZxWq1WLFu2TPTr1084OjoKR0dHMXLkSLFz584W12Wpf/p/nZbdjpW0hRAiLS1NjB8/Xmg0GqHRaMSECROMzuYJIUReXp6YPXu2CAgIEI6OjkKlUokHHnhAxMTEiCtXrpiUGRsba7Kf6m3fvl0EBQUJOzs70aVLF/Hcc8+JgoICs21rTWxjHeEMkiLEjbk2EiiKEgSkxowLwdv7YUp76u9QG1zdg8E2Xfg1ZCnY1GJn78OIh/dgZWVruUBJktqt+km15s4ASJJ057Tk2Dt27Fj9fKdgIcSxu9OyG+6BWVR3jq3SUz92Bcqsa7jqtwts9JP7/P2WyMGRJEmSJN2j5ADJAsWqMyj6721VpRT7JAPg6NgbD4/W3bEhSZIkSVLHIQdIFgirG5cf7V1ywUp/22ivngtQFOumskmSJEmS1MHJAZIFou6y4Xsb1Y2nJmucAtuiOZIkSZIk3SVygGSBVU2R+Q2i4z+lWJIkSZKkpskBkgW1yo3vqytvPMRRq21+2XZJkiRJkjouOUCyoK46A/s6/dOKs0rtURT9XWu//vYWNTVNP9lakiRJkqSOTQ6QLFB0WrrX6FeDLamxgcrfA1BdfZn8/B1t2TRJkiRJku4gOUBqhk3tjYcXKnUhhu+rawrbojmSJEmSJN0FcoDUjNqqCsP35RcKDN/rasvaojmSJEmSJN0FcoDUjCztLzhcn4d0IvcCtrgDUFR0uC2bJUmSJEnSHSQHSE1w9vACwLry39Q59QKgStFRldsDgNKyf1MrzyJJkiRJ0j1JDpCaEBDYHwCVqMHuTA7W6FfOvlKpMsRUV182m1eSJEmSpI5NDpCa4PrzEWxr9Y8WEVVnsavWX1orrr7xlpVePNcWTZMkSWqxlJQUYmJiGDhwIE5OTnh6ehIeHs6ePXtMYnU6HStXrsTf3x87Ozv8/f1ZuXIlOp3upstMT08nKiqKgIAANBoNzs7ODB48mLVr11JVVdWqvhw4cIBRo0bh6OiIm5sbUVFRZGdnm8TV1tYSHx/P4MGDcXJywt3dndDQUBITE1tc186dO3niiScICAjAwcEBX19fZs2axS+//NJs3mXLlqEoCj4+Poa05ORkFEVp0Wv58uWGfKdOnWLixIk4Ozvj7OzMxIkTOXXqlEmdTz/9dJPlXbhwodk2V1VVER0dzeDBg3F1dUWtVtO7d29iYmLIz89v8j166KGHUKvVeHh4EB0dTWHhvXMDk01bN6C98nTeT2VVBOeqqxG6y9gWasDzEtXVDoaYi7sP4+4TipVavo2SJLVPK1euZP/+/URGRrJw4UJKS0tJSEhg3LhxvPPOOyxYsMAQ+9JLL/Huu+/yzDPPMGLECA4dOsRrr71GTk4OGzZsuKkyc3JyKCwsJCoqCh8fH3Q6HQcPHmTJkiXs3buXXbt2tagfBw8eJDw8nL59+7Jq1SpKSkpYs2YNoaGhpKam4u7ubohdsGABmzZtIioqigULFlBRUcGHH37IjBkzePvtt1m4cGGz9T3//PO4u7szffp0/P39yc7OZsOGDXz22WccOHCA4OBgs/kyMjJYtWoVjo6ORumBgYF8+OGHRmlxcXFcunSJ9evXG6UPHDjQUFZISAhubm688cYbAKxfv57Q0FCOHj1KQECASf2bN2/Gysr43Iebm1uz/a2qquLnn39mzJgx+Pr6olarOX36NH//+9/ZsWMHJ06cwMXFxRD/ySefMHPmTEaNGsW6devIyclh9erVpKamcujQIezs7Jqts90TQshXgxcQBIjUaEfxy4ZnxF9nTBJ/nTFJrJn7moh/4RXxl7+8LPbs9RN79vqJn955RRTu+EVIktQxZWRkiIyMjLZuxh31ww8/iMrKSqO08vJy0bt3b+Hq6ipqamqEEEKcOHFCKIoiFi1aZBS7aNEioSiKOHHiRKvLtOTFF18UgDh79myL+hEcHCx8fHyEVqs1pKWkpAhFUcTSpUsNaVqtVlhbW4tp06YZ5S8rKxNdu3YVgwYNalF9e/fuNUk7c+aMUKlUYsqUKU3mi4iIEOPHjxdhYWHC29vbYh3NxURGRgpHR0eRnZ1tSMvOzhaOjo5i+vTpRrFPPfWUAFr03rdGYmKiAMTf/vY3Q1p1dbXo1q2bCAoKMqpvx44dAhDx8fHNltuSYy81NVUAAggSbTAekJfYLOiu/YFCW/3IW1d9GoeiXqgvVRq2/9sxnZ9SUqgurGiqCEmSpDY1cuRIk0/zarWayZMnU1RURF5eHgBbt25FCEFMTIxRbExMDEIItm7d2uoyLenVqxcAxcXFzcZmZGSQmprKs88+i5PTjcc+BQcHExoayscff2xIKysrQ6fT0a1bN6MyHBwccHFxwcHBgZYYM2aMSVpgYCD9+/fn9OnTZvMkJiaSnJzMunXrWlSHJaWlpezatYvIyEi6d+9uSO/evTuRkZHs2rWL0tJSk3xCCLRaLXV1TT8ztKCggLNnz1JeXt5sO8ztp+TkZPLy8li4cCE2NjeuoEydOpWePXsa7Y+OTA6QLLCvvISDQ/0vmY4Kh24M2/sDlTX6R46onQo4ZPtvNm35h9nr4JIkSe1Vbm4uNjY2hssvKSkpeHh44OvraxTn6+tL165dSU1NbXWZDZWXl1NQUMD58+dJTExk1apVeHl5GS4nWZKSkgLAI488YrLt4YcfJjc31zBPxtPTk379+pGQkMDmzZs5f/48Z8+eZfHixWRlZfHaa681W19ThBDk5+fTtWtXk22lpaUsXryYmJgYHnzwwZuuo97Jkyeprq5uss9VVVVm5yJ17tyZTp06odFoiIyM5NdffzWJiY+PJzAwkKNHj5psq6mpoaCggNzcXJKTk3nxxRdRFIWIiAhDjKX9MXz4cI4fP25xgNZRyMkzTbF1BCrxrb1AHhpQ1NRZO/PtUHe6imL8qcHJqQBF0XG58AqbN29m1qxZ+Pv7t3XLJUmSLEpPT2fHjh08+uijhrkyubm5eHt7m4339vbm4sWLrS6zoVWrVhnm0YD+H+nGjRtRq9UmsY3l5uYa2mGubQAXL17E09MTgKSkJObOncvTTz9tiHNxceHLL79k3LhxzdbXlISEBHJzc3n11VdNttVPrP7Tn/500+U31NI+1/P09GTJkiUEBwdjZ2fHkSNHePvtt/n+++9JSUmhZ8+eLar34MGD/O53vzP83KtXL7Zu3cqQIUNa3LaKigqKioro3Llzi+psr+QAqSn9IyH/I7TXb+u3snZHURQKegcx7QFv8nPewcqqjkCVHWeqatHpdGzdupXZs2fj5+fXxo2XJOlWfbn+TQpzm7/7525x8/Jh0qJXbrmckpISIiMjcXBwYM2aNYb08vJyo8tXDdnb26PVNv2A7qbKbOjJJ58kJCSEq1ev8t1333HixIkW3/FUfynI3MRfe3t7ACoqbkx1cHBwICAggGHDhhEeHo5Wq2XDhg1MmzaNr776ipCQEJNymnP8+HFeeuklhg0bZjQJHfR3mq1bt44PPvgAjUbT6rLNaW2fV65caRQTGRlJREQEERERxMbG8v777xu2LV++3OhOuYYGDRrE7t27KS8v5/jx4+zcuZOCggKjmNa2raOSA6SmBE6i8uI2ynT6AZJirR8Jj3b+PR6udeTn6MP6q+1wrvXniO4stbW1bNmyhf/4j/9g6NChKIrSVq2XJOkWFeZe4HKW6eWJjqyiooIpU6aQlZXF119/TY8ePQzbHBwcmrztvrKysskzPZbKbMjPz8/w4XHmzJmsWbOGiIgI0tLSCAwMRKfTceXKFaM8Go0GjUZjmDdkrn2Vlfp5ofXtu3btGiNGjGDWrFmsWrXKEBcVFUW/fv2Ijo7mzJkzABQWFlJdXW2Isba2pkuXLiZ1ZGZmMnHiRDw9Pfn000+N5t0AvPDCC4Y6b5fW9Lkp48aNIygoiG+//bbF9bq6ujJ27FgAHn30USZNmsTw4cNRqVQ899xzJm1TqVRG+Vvato5ADpCa4tQNbeeHDD9aof9UYFumwt7+xvX1Wrti+uc/jM6mlp9sMqmrq+PLL7/k6tWrTJgw4a43W5Kk28PNy6f5oLvoVttTXV3N1KlTOXLkCDt27CAsLMxou5eXF2lpaWbzXrx40egSS0vLtGT27NksWbKELVu2EBcXR05Ojsn8p9jYWJYvX46Xl5ehHQMGDDBpG9y43LN9+3YuXLjA9OnTjeLs7e2ZOHEi8fHxFBQU4O7uzrRp09i/f78hpmfPnpw7d84oX3Z2NmPHjsXKyoo9e/aYTP5OSkriwIEDJCUlkZmZaUivqKhAp9ORmZmJo6OjSb7mNOxzY437bEnPnj05efJkq+puaOjQofTu3ZuEhATDAKlh2/r06WPSNrVajaur603X2V7IAZIF+aoHAf0nSMXaGYBr2jLDCBnA1s8ezsOg2p64aJxJ1p2kpqaGI0eO8NBDD3X4a7CSdL+6HZez2ova2lpmzJjB7t27+eijj5g8ebJJTHBwMN9++y1ZWVlGA5WsrCwuX75ssu5PS8q0pP4STFFREaCfQ7N7926jmPozTvV1Hz582OSD55EjR/Dy8jLMP6qfrN14ccv6Njf8+tZbbxnqB9OzHnl5eYSHh1NWVsb+/ftNBnCgX+cJ9Je0zAkICGDSpEl88cUXZrc3ZcCAAahUKg4fPsz8+fONth05cgSVSkX//v2bLSczMxMPD49W1d1Y/Zyieg33R+MB0o8//siQIUNM1mLqiOQAyYITp+tvVVVQbHsB0HWIG79kLL2eak1n599RjQCgT6/eOPbpwaeffgrA5cuX5QBJkqQ2VVdXx9y5c/nss8/YuHEjUVFRZuNmzpzJypUrWbt2rdFt6mvXrkVRFGbOnNnqMkH/d9DcXV/vvPMOoJ+sDfozPPWXdhrr3bs3QUFB/OMf/2Dp0qWGuVKpqakcOHCAxYsXG2Lr/2Fv3rzZ6C6rkpISPv/8c3x8fAyDqaYWewT9rfDh4eFcvnyZ7777jr59+5qNmzx5stGK2fViY2PJz8/nvffea/XZI9BfXpw8eTJJSUnExcUZ6sjJySEpKYnJkycb5juVlZVhY2NjMido27ZtnDx5knnz5pn0raCggB49ehgulxUUFODm5mYysPnXv/7F+fPnjSa8jx49Gk9PT+Lj43nyySexttY/imvnzp2cP3+eP/zhD63ub3skB0hN0F65zKUC/UQ0lVUvFCt7rGqLOKCKI7TiPACu+eOpPiEMear72PH99zeu9TY80yRJktQWli5dyrZt2wgLC0OtVrNlyxaj7ePGjcPDw4NBgwYRHR3N+vXruXbtGiNHjuTgwYMkJCQwb948o9vxW1omwLx587h69SqjR4+me/fuFBcX880337B3715CQkKYM2dOi/qxZs0axo4dS2hoKNHR0Wi1WlavXo23t7fRXWVTpkxh8ODBvPfee+Tn5xMREYFWq2XTpk3k5uaSkJDQovoiIiJIT09n/vz5pKenk56ebrR97ty5APj7+5u9ezk+Pp6SkhKTS32tsWLFCvbs2cOoUaNYtGgRoF9J29ramhUrVhjiMjIymDRpEo899hgBAQGGM08ff/wxPXv2NLp7sL5tb7zxBvv27WP06NEAbNmyhQ0bNvDYY4/h5+dHbW0tKSkpfPzxx3h6ehIbG2vIr1KpWL16NbNnz2bMmDHMmTOHCxcusHr1asPv0T2hLVanbM8vrq+kvWX9GsMq2gkz/lvEz9srNszbKXZ89aDYs9dPfPdNX3Huv74SOX/8Xlz47x/EyR1HxMqVK0VsbKyIjY0Vf//730VVVZXFVUIlSWpb98NK2mFhYfWrEZt97du3zxBbU1Mj4uLihK+vr7C1tRW+vr4iLi7OZHXm1pS5detWMWHCBOHl5SVsbW2FRqMRQ4cOFW+++abJatzNSU5OFiEhIUKtVgsXFxfx+OOPi3PnzpnEabVasWzZMtGvXz/h6OgoHB0dxciRI8XOnTtbXJel/un/dVp2O1bSFkKItLQ0MX78eKHRaIRGoxETJkwQaWlpRjF5eXli9uzZIiAgQDg6OgqVSiUeeOABERMTI65cuWJSZmxsrMl++umnn0RUVJTw9fUVarVa2NnZid69e4uXX35Z5OXlmW3b9u3bRVBQkLCzsxNdunQRzz33nCgoKLDYn3odYSVtRYgbZ0DuFEVRegFZTWz+uxDiuQax1sArwHNAdyAH2AS8KYQwuqjcmthWtDUISF29+AXqLp7HWqnDt3oIuV3DeXDgLkSfzwFw+20Sbuen02lEd07aZfPdgeT6ARb9+/fn97//Pba2tjfTBEmS7pL6SbVy/TJJurtacuwdO3as/jJosBDi2N1p2Q13+xLbZ8D2RmmZjX5+G1gAJACHgBHAn9EPgF68hdhWKcg+j5s1dLUvxVpYEeyZR2nvfwFgU+nCj8Wd+MQnlohz46ls8PiR0aNHM2rUqHtigpokSZIk3a/u9gDplBBiS1MbFUUZAMwH1gshXr6evElRlGvAS4qi/E0IcbK1sTejXFuCm2snutqX4uDoTVXQ3xBW+jsfqtVT2W13nBH5I6kU+sGRnZ0dkZGR9O7d+2arlCRJkiSpnbjrpzkURVEritLUClJRgAKsbZS+9np61E3G3jRXW2vshpymWqNfWr3TlT6Uawcw4OoAbIR+fHnZ/jIjIkfIwZEkSZIk3SPu9gDpZaAcKFcUJUNRlMaXwYYCl4QQRvOVrv98GQi+ydibZuc4lJKee/Rll7nx7/0eHD9+HAAblQ0p7ikc8DzAz6U/347qJEmSJElqB+7WJbY6YC/wKXAe8EI/sTpeUZReQoj6Fdm8gKaeiHgRaLhsaGtizVIUpRvQeIEKo1WvKv1qENb6pejPZw4lp6v+1lVrO2vS/dI5X6m/5f+34t+aq06SJEmSpA7irgyQhBDZgNEKYIqibAK+A5Zcny/0K+AAXGuimErAucHPrYltyjwgtqmNVlZQ2j0FgNoKZy5orz+jR1fF1+7fo6288fDGR7weMVeEJEmSJEkdUJstFCmE0CmK8ldgFBCO/pke5YDp44H17IGGjwduTWxT3gM+b5TWB/gIwNWnDp2dfgx2Id8PIaywra4h+HAyX0VdQ23jwGS/yUT1iaK3q5x/JEmSJEn3irZeSfv89a/u17/mAoOaiPUGjjf4uTWxZgkh8oC8hmmKohi+1zR41l5RcTcQCu6XetEjr4Q3Tw1i8Fvv4axqyYkqSZIkSZI6krZerKd+hahL17+mAh6Kohg9EfD6z12vb+cmYm+KQ+cqw/eVFRocS3tRa/sAlfauePz4mxwcSZIkSdI96q4MkBRFcTOTpgb+G6gB6h9gtg39suIxjcJjrqdva5DWmtibILD10Y/bykpd0NVoUJf5YFVXg6r6GpqwsFsrXpIkSZKkdutuXWLbpCiKA3AEuID+DrSnAD/gNSFEDoAQIk1RlI3AIkVRnICDwEjgGeA9IcSJ+gJbE3szrGzrsFLrpzEVl3jSqcIPBYVOJb9hLWpxX7DgVoqXJEmSJKkdu1sDpC/RD4gWAG5AKXAMWCyEaDxJeiGQjX4ZgLnoB1T/BawyU25rYltF1N6Yi6QodViVdQLAtejfOI4ciZ2fb1NZJUmSJEnq4O7KJTYhxN+FEKOEEB5CCFshhKsQItzM4AghRK0QYoUQwk8Iobr+dYUQovZWYltLsb3xEF9FWKHS2QPQufAMzv8x4VaLlyRJuitSUlKIiYlh4MCBODk54enpSXh4OHv27DGJ1el0rFy5En9/f+zs7PD392flypXodLqbLjM9PZ2oqCgCAgLQaDQ4OzszePBg1q5dS1VVlUm8JQcOHGDUqFE4Ojri5uZGVFQU2dnZJnG1tbXEx8czePBgnJyccHd3JzQ0lMTExBbXtXPnTp544gkCAgJwcHDA19eXWbNm8csvvzSbd9myZSiKgo+PjyEtOTkZRVFa9Fq+fLkh36lTp5g4cSLOzs44OzszceJETp061WTdW7duJSQkBGdnZ5ycnBg8eDDvvfdeq/r90EMPoVar8fDwIDo6msLCwluO7Yja+i62dkvtduMBtNeudcbZ2gqbS2k4leZg98ADbdgySZKkllu5ciX79+8nMjKShQsXUlpaSkJCAuPGjeOdd95hQYPpAi+99BLvvvsuzzzzDCNGjODQoUO89tpr5OTksGHDhpsqMycnh8LCQqKiovDx8UGn03Hw4EGWLFnC3r172bVrV4v6cfDgQcLDw+nbty+rVq2ipKSENWvWEBoaSmpqKu7u7obYBQsWsGnTJqKioliwYAEVFRV8+OGHzJgxg7fffpuFCxc2W9/zzz+Pu7s706dPx9/fn+zsbDZs2MBnn33GgQMH6p8ybyIjI4NVq1bh6OholB4YGMiHH35olBYXF8elS5dYv369UfrAgQMNZYWEhODm5sYbb7wBwPr16wkNDeXo0aMEBAQY5VuyZAnr1q1jxowZzJ07FyEEGRkZnD9/npb45JNPmDlzJqNGjWLdunXk5OSwevVqUlNTOXToEHZ2djcV22EJIeSrwQsIAsT/vNhf7NnrJ/bs9RNrV/5BbFvwrfhp8CiRPnCQqNVqhSRJHV9GRobIyMho62bcUT/88IOorKw0SisvLxe9e/cWrq6uoqamRgghxIkTJ4SiKGLRokVGsYsWLRKKoogTJ060ukxLXnzxRQGIs2fPtqgfwcHBwsfHR2gb/P1NSUkRiqKIpUuXGtK0Wq2wtrYW06ZNM8pfVlYmunbtKgYNGtSi+vbu3WuSdubMGaFSqcSUKVOazBcRESHGjx8vwsLChLe3t8U6mouJjIwUjo6OIjs725CWnZ0tHB0dxfTp041iv/jiCwGIjz/+2GKdTamurhbdunUTQUFBRvtvx44dAhDx8fE3FduUlhx7qampAv1NV0GiDcYDbX2bf7tlq6kBQAiFTmXdCfhlG44Vl3GNisLayamNWydJktQyI0eONPk0r1armTx5MkVFReTl6ZeC27p1K0IIYmJijGJjYmIQQrB169ZWl2lJr169ACguLm42NiMjg9TUVJ599lmcGvz9DQ4OJjQ0lI8//tiQVlZWhk6no1s346dIOTg44OLigoODQ7P1AYwZM8YkLTAwkP79+3P69GmzeRITE0lOTmbdunUtqsOS0tJSdu3aRWRkJN27dzekd+/encjISHbt2kVpaakh/S9/+QvBwcHMmjULIQTXrjX1oAkoKCjg7NmzlJeXG9KSk5PJy8tj4cKF2NjcuLg0depUevbsafQetya2I5MDpCZY2dQBoNNZg7DB2akzAM5TprRlsyRJkm6L3NxcbGxscHPTr8KSkpKCh4cHvr7GN6D4+vrStWtXUlObX1qucZkNlZeXU1BQwPnz50lMTGTVqlV4eXkZLidZkpKif+TTI4+YPtLp4YcfJjc3l/z8fAA8PT3p168fCQkJbN68mfPnz3P27FkWL15MVlYWr732WrP1NUUIQX5+Pl27djXZVlpayuLFi4mJieHBBx+86TrqnTx5kurq6ib7XFVVZZiLVFpaysGDB3n44YdZvnw5nTt3xtnZGTc3N1555RVqamqM8sfHxxMYGMjRo0cNaZbe4+HDh3P8+HHq6upaHduRyTlITRH6u9gURVCklGHrM5zq9M+xclC3ccMkSZJuTXp6Ojt27ODRRx81zJXJzc3F29v8M769vb25eLGpZ4M3XWZDq1atMsyjAf0/0o0bN6JWN/83NTc319AOc20DuHjxIp6engAkJSUxd+5cnn76aUOci4sLX375JePGjWu2vqYkJCSQm5vLq6++arKtfmL1n/70p5suv6GW9hkgMzOTuro6tm3bRl1dHcuWLcPHx4d//vOf/PWvfyUvL48tW7bcUn0VFRUUFRXRuXPnVsV2ZHKA1ARx/SY2RRFUKjVYOXbBytmbmgsXsPPza9vGSZJ0x13depbaKy15pOPdYdNFTeeoPrdcTklJCZGRkTg4OLBmzRpDenl5udHlq4bs7e3RarVmt1kqs6Enn3ySkJAQrl69ynfffceJEydafMdT/aUgcxN/7e31dxhXVNzYVw4ODgQEBDBs2DDCw8PRarVs2LCBadOm8dVXXxESEtKiehs6fvw4L730EsOGDTOahA76O83WrVvHBx98gEajaXXZ5rSmz/WX2goKCvj+++8JDQ0FYPr06YSHh/PRRx/x+uuv07dvX0A/mGt4p1xr62vt/uio5ACpSfXrIAlq0d/iauP9ELVXrrRdkyRJumtqr1RQc7G0+cAOpKKigilTppCVlcXXX39Njx49DNscHByavO2+srKyyTM9lspsyM/PD7/rHy5nzpzJmjVriIiIIC0tjcDAQHQ6HVca/X3VaDRoNBrDvCFz7aus1N9xXN++a9euMWLECGbNmsWqVTeWxIuKiqJfv35ER0dz5swZAAoLC6murjbEWFtb06VLF5M6MjMzmThxIp6ennz66adG824AXnjhBUOdt0tr+lz/tVevXobBUb0nnniC7777jv379xsGSM3Vp1KpLNbXmtiOTA6QmmBtox8U6XS2uOj0o2TbXiHYDx7Qls2SJOkusenSvv7A32p7qqurmTp1KkeOHGHHjh2ENXpckpeXF2lpaWbzXrx4kSFDhrS6TEtmz57NkiVL2LJlC3FxceTk5JjMf4qNjWX58uV4eXkZ2jFggPHf4PrLTPWXe7Zv386FCxeYPn26UZy9vT0TJ04kPj6egoIC3N3dmTZtGvv37zfE9OzZk3Pnzhnly87OZuzYsVhZWbFnzx6Tyd9JSUkcOHCApKQkMjMzDekVFRXodDoyMzNxdHQ0ydechn1urHGf6796eHiYxNZfdiwqKmpxfX36GJ+pvHjxImq1GldX11bHdmRygNSU6++MEFZ0LiwGZ7Cyc6bk60JUz3TDysG2TZsnSdKddTsuZ7UXtbW1zJgxg927d/PRRx8xefJkk5jg4GC+/fZbsrKyjAYqWVlZXL582WTdn5aUaUn9JZj6f9yenp7s3r3bKKb+jFN93YcPH2bCBOOFeo8cOYKXl5dhIFA/Wbvx4pb1bW749a233jIaODQ+65GXl0d4eDhlZWXs37/fZAAH+nWeACIjI832MyAggEmTJvHFF1+Y3d6UAQMGoFKpOHz4MPPnzzfaduTIEVQqFf379wf0752Pj4/ZwdSFCxcAzE4sb6jhe9x40PPjjz8yZMgQrKysWh3bobXF2gLt+cX1dZDiXgk0rIO0be50cS76A5Hzx+9Fzh+/F5fe+VnU1dVZXL9BkqT2735YB0mn04mZM2cKQGzcuLHJuJ9//tniOkhpaWmtLlMIIS5dumQ2/ZVXXhGAeP/991vUj6CgoCbXQVqyZIkhrX4tnnnz5hnlLy4uFl5eXsLHx6dF9V25ckUEBgYKZ2dnkZKS0mRcRkaGSExMNHn17dtXuLm5icTERPHDDz+YzdvcOkjTpk0Tjo6OIicnx5BWvw5S43We/t//+38CELt27TKk1dbWimHDhglra2uRlZVl1Lf09HRRVlZmSKuqqhKenp4iKChI1NbWGtLr38/169ffVGxTOsI6SPIMUhPsnG/cFmmjq6T80Bo6Td9AXUUt1dlaqK0DW+s2bKEkSVLzli5dyrZt2wgLC0OtVpvczTRu3Dg8PDwYNGgQ0dHRrF+/nmvXrjFy5EgOHjxIQkIC8+bNM7odv6VlAsybN4+rV68yevRounfvTnFxMd988w179+4lJCSEOXPmtKgfa9asYezYsYSGhhIdHY1Wq2X16tV4e3sb3VU2ZcoUw+M18vPziYiIQKvVsmnTJnJzc0lISGhRfREREaSnpzN//nzS09NJT0832j537lwA/P398ff3N8kfHx9PSUmJyaW+1lixYgV79uxh1KhRLFq0CNCvpG1tbc2KFSuMYl999VW2b9/OjBkzePnll/H29uaTTz7h6NGjvPrqq4Z1p+rb9sYbb7Bv3z5Gjx4NgEqlYvXq1cyePZsxY8YwZ84cLly4wOrVqw2/G/VaE9uhtcWorD2/uH4G6d13vcWevX5i67YwsWf078Sv0xYYziAVbDljcdQrSVLHcD+cQQoLC6v/FG72tW/fPkNsTU2NiIuLE76+vsLW1lb4+vqKuLg4k5WxW1Pm1q1bxYQJE4SXl5ewtbUVGo1GDB06VLz55psmq3E3Jzk5WYSEhAi1Wi1cXFzE448/Ls6dO2cSp9VqxbJly0S/fv2Eo6OjcHR0FCNHjhQ7d+5scV2W+qf/12nZ7VhJWwgh0tLSxPjx44VGoxEajUZMmDDB6GxeQ7m5ueKpp54SXbp0ESqVSvTt21e88847JnGxsbEm+6ne9u3bRVBQkLCzsxNdunQRzz33nCgoKDBbX2tiG+sIZ5AUIW48lFUCRVGCgNR33/UmoLcdKT/9nrHf/EbXoYtQrGxBga4vDUHldXtu5ZQkqe3UT6o1dwZAkqQ7pyXH3rFjx+rnOwULIY7dnZbdcA/MorpzqqocqKhwptOgZ/WDI6DTJD85OJIkSZKke5wcIFlQXa1f8MrKTr94mmaUD04h5lealSRJkiTp3iEHSBZYW+tvBa1SakCXR6cJvdq2QZIkSZIk3RVygGSBlZV+gFRaeRXHodYoVkozOSRJkiRJuhfIAZIFtrbVQB0XSjNwmfZoWzdHkiRJkqS7RA6QLLC2rsXJ6SqXu3VGsZUrZ0uSJEnS/UIOkJqh0RRyzaqm+UBJkiRJku4ZcoDUjKoqB3RqOfdIkiRJku4ncoDUjPJyF36yO8qFaxfauimSJEmSJN0lcoBkQV2dFZWVjvzqfIZ3095t6+ZIkiRJknSXyAGSBZWVGmzqbKm1ruWc9lxbN0eSJEmSpLtEDpAsqKhwwl6oAAjuGtzGrZEkSZIk6W6RAyQLqqvVqNDf3j+mx5g2bo0kSZIkSXeLHCBZIIQVdsKaLuouDOwysK2bI0mS1GopKSnExMQwcOBAnJyc8PT0JDw8nD179pjE6nQ6Vq5cib+/P3Z2dvj7+7Ny5Up0Ot1Nl5menk5UVBQBAQFoNBqcnZ0ZPHgwa9eupaqqqlV9OXDgAKNGjcLR0RE3NzeioqLIzs42iautrSU+Pp7Bgwfj5OSEu7s7oaGhJCYmtriunTt38sQTTxAQEICDgwO+vr7MmjWLX375pdm8y5YtQ1EUfHx8DGnJyckoitKi1/Llyw35Tp06xcSJE3F2dsbZ2ZmJEydy6tSpJuveunUrISEhODs74+TkxODBg3nvvfeabXNVVRXR0dEMHjwYV1dX1Go1vXv3JiYmhvz8/Cbfo4ceegi1Wo2HhwfR0dEUFhY2W1dHYdPWDWjPrK1q6VHXmbHqUVgpciwpSVLHs3LlSvbv309kZCQLFy6ktLSUhIQExo0bxzvvvMOCBQsMsS+99BLvvvsuzzzzDCNGjODQoUO89tpr5OTksGHDhpsqMycnh8LCQqKiovDx8UGn03Hw4EGWLFnC3r172bVrV4v6cfDgQcLDw+nbty+rVq2ipKSENWvWEBoaSmpqKu7u7obYBQsWsGnTJqKioliwYAEVFRV8+OGHzJgxg7fffpuFCxc2W9/zzz+Pu7s706dPx9/fn+zsbDZs2MBnn33GgQMHCA42P+0iIyODVatW4ejoaJQeGBjIhx9+aJQWFxfHpUuXWL9+vVH6wIEDDWWFhITg5ubGG2+8AcD69esJDQ3l6NGjBAQEGOVbsmQJ69atY8aMGcydOxchBBkZGZw/f77Z/lZVVfHzzz8zZswYfH19UavVnD59mr///e/s2LGDEydO4OLiYoj/5JNPmDlzJqNGjWLdunXk5OSwevVqUlNTOXToEHZ2ds3W2e4JIeSrwQsIAsS773qL7UmPiC9f/1D8vOJLUVerE5Ik3VsyMjJERkZGWzfjjvrhhx9EZWWlUVp5ebno3bu3cHV1FTU1NUIIIU6cOCEURRGLFi0yil20aJFQFEWcOHGi1WVa8uKLLwpAnD17tkX9CA4OFj4+PkKr1RrSUlJShKIoYunSpYY0rVYrrK2txbRp04zyl5WVia5du4pBgwa1qL69e/eapJ05c0aoVCoxZcqUJvNFRESI8ePHi7CwMOHt7W2xjuZiIiMjhaOjo8jOzjakZWdnC0dHRzF9+nSj2C+++EIA4uOPP7ZYZ2slJiYKQPztb38zpFVXV4tu3bqJoKAgo329Y8cOAYj4+Phmy23JsZeamioAAQSJNhgPyNMiFjg7X6HStoTOJU5c+16ugyRJUsczcuRIk0/zarWayZMnU1RURF5eHqC/NCOEICYmxig2JiYGIQRbt25tdZmW9OrVC4Di4uJmYzMyMkhNTeXZZ5/FycnJkB4cHExoaCgff/yxIa2srAydTke3bt2MynBwcMDFxQUHB4dm6wMYM8Z03mlgYCD9+/fn9OnTZvMkJiaSnJzMunXrWlSHJaWlpezatYvIyEi6d+9uSO/evTuRkZHs2rWL0tJSQ/pf/vIXgoODmTVrFkIIrl271mTZBQUFnD17lvLy8mbbYW4/JScnk5eXx8KFC7GxuXEhaurUqfTs2dNof3RkcoBkgZVVHTpn/anJsiPmr8FKkiR1RLm5udjY2ODm5gbo5xV5eHjg6+trFOfr60vXrl1JTU1tdZkNlZeXU1BQwPnz50lMTGTVqlV4eXkZLidZkpKSAsAjjzxisu3hhx8mNzfXME/G09OTfv36kZCQwObNmzl//jxnz55l8eLFZGVl8dprrzVbX1OEEOTn59O1a1eTbaWlpSxevJiYmBgefPDBm66j3smTJ6murm6yz1VVVYa5SKWlpRw8eJCHH36Y5cuX07lzZ5ydnXFzc+OVV16hpsb4cVnx8fEEBgZy9OhRk7JramooKCggNzeX5ORkXnzxRRRFISIiwhBjaX8MHz6c48ePU1dXd0v9bw/kHKRmuFV7AmAX4NK2DZEkSbpN0tPT2bFjB48++qhhrkxubi7e3t5m4729vbl48WKry2xo1apVhnk0oP9HunHjRtRqdbPtzc3NNbTDXNsALl68iKen/u91UlISc+fO5emnnzbEubi48OWXXzJu3Lhm62tKQkICubm5vPrqqybb6idW/+lPf7rp8htqaZ8BMjMzqaurY9u2bdTV1bFs2TJ8fHz45z//yV//+lfy8vLYsmVLi+o9ePAgv/vd7ww/9+rVi61btzJkyJAWt62iooKioiI6d+7cwt62T3KA1Ay/a/2pqi3Ba+LDbd0USZLuoqSkJAoKCtq6GQbu7u5ERkbecjklJSVERkbi4ODAmjVrDOnl5eVGl68asre3R6vVtrrMhp588klCQkK4evUq3333HSdOnGjxHU/1l4LMTfy1t7cHoKKiwpDm4OBAQEAAw4YNIzw8HK1Wy4YNG5g2bRpfffUVISEhLaq3oePHj/PSSy8xbNgwo0nooL/TbN26dXzwwQdoNJpWl21Oa/pcf6mtoKCA77//ntDQUACmT59OeHg4H330Ea+//jp9+/YF9IO5hnfKNTRo0CB2795NeXk5x48fZ+fOnSbHQWv3R0clB0jNsNHZkZ2zHw+rUWiur4kkSdK9r6CgoEVzaTqSiooKpkyZQlZWFl9//TU9evQwbHNwcGjytvvKysomz/RYKrMhPz8//Pz8AJg5cyZr1qwhIiKCtLQ0AgMD0el0XLlyxSiPRqNBo9EY5g2Za19lZSWAoX3Xrl1jxIgRzJo1i1WrVhnioqKi6NevH9HR0Zw5cwaAwsJCqqurDTHW1tZ06dLFpI7MzEwmTpyIp6cnn376qdG8G4AXXnjBUOft0po+13/t1auXYXBU74knnuC7775j//79hgGSJa6urowdOxaARx99lEmTJjF8+HBUKhXPPfecSdtUKpXFtnVkcoBkgdDZUFNXRf61XDpfzaKP96C2bpIkSXdJw9vG24NbbU91dTVTp07lyJEj7Nixg7CwMKPtXl5epKWlmc178eJFo0ssLS3TktmzZ7NkyRK2bNlCXFwcOTk5JvOfYmNjWb58OV5eXoZ2DBgwwKRtcONyz/bt27lw4QLTp083irO3t2fixInEx8dTUFCAu7s706ZNY//+/YaYnj17cu7cOaN82dnZjB07FisrK/bs2WMy+TspKYkDBw6QlJREZmamIb2iogKdTkdmZiaOjo4m+ZrTsM+NNe5z/VcPDw+T2PrLjkVFRa2qv97QoUPp3bs3CQkJhgFSw7b16dPHpG1qtRpXV9ebqq89kQMkC3RXA7hamUeJqgSb0vOAHCBJ0v3idlzOai9qa2uZMWMGu3fv5qOPPmLy5MkmMcHBwXz77bdkZWUZDVSysrK4fPmyybo/LSnTkvpLMPX/uD09Pdm9e7dRTP0Zp/q6Dx8+zIQJE4xijhw5gpeXl2EgUD9Zu/HilvVtbvj1rbfeMho4ND7rkZeXR3h4OGVlZezfv99kAAf6dZ6g6d+XgIAAJk2axBdffGF2e1MGDBiASqXi8OHDzJ8/32jbkSNHUKlU9O/fH9C/dz4+PmYHUxcu6O/ANjexvKXq5xTVa7g/Gg+QfvzxR4YMGYKV1T1wD1hbrC3Qnl80WAdp77o/im/m/UX8zzNjxMl3hgpRY7zuhyRJHdv9sA6STqcTM2fOFIDYuHFjk3E///yzxXWQ0tLSWl2mEEJcunTJbPorr7wiAPH++++3qB9BQUFNroO0ZMkSQ1r9Wjzz5s0zyl9cXCy8vLyEj49Pi+q7cuWKCAwMFM7OziIlJaXJuIyMDJGYmGjy6tu3r3BzcxOJiYnihx9+MJu3uXWQpk2bJhwdHUVOTo4hrX4dpMbrPP2///f/BCB27dplSKutrRXDhg0T1tbWIisry6hv6enpoqyszChNpzNd7+/LL78UgHj66acNaVVVVcLT01MEBQWJ2tpaQ3r9e79+/fom+1SvI6yDJM8gWWBV4U6lTkuxWsuVazlwdCOMeKmtmyVJktRiS5cuZdu2bYSFhaFWq03uZho3bhweHh4MGjSI6Oho1q9fz7Vr1xg5ciQHDx4kISGBefPmGd2O39IyAebNm8fVq1cZPXo03bt3p7i4mG+++Ya9e/cSEhLCnDlzWtSPNWvWMHbsWEJDQ4mOjkar1bJ69Wq8vb2N7iqbMmWK4fEa+fn5REREoNVq2bRpE7m5uSQkJLSovoiICNLT05k/fz7p6emkp6cbbZ87dy4A/v7++Pv7m+SPj4+npKTE5FJfa6xYsYI9e/YwatQoFi1aBOhX0ra2tmbFihVGsa+++irbt29nxowZvPzyy3h7e/PJJ59w9OhRXn31VcN6RvVte+ONN9i3bx+jR48GYMuWLWzYsIHHHnsMPz8/amtrSUlJ4eOPP8bT05PY2FhDfpVKxerVq5k9ezZjxoxhzpw5XLhwgdWrVxt+j+4JbTEqa88vGpxB2vN/68W2Z/4gXox5SBz9cxchEp+xONqVJKljuR/OIIWFhdV/Cjf72rdvnyG2pqZGxMXFCV9fX2Frayt8fX1FXFycycrYrSlz69atYsKECcLLy0vY2toKjUYjhg4dKt58802T1bibk5ycLEJCQoRarRYuLi7i8ccfF+fOnTOJ02q1YtmyZaJfv37C0dFRODo6ipEjR4qdO3e2uC5L/dP/67TsdqykLYQQaWlpYvz48UKj0QiNRiMmTJhgdDavodzcXPHUU0+JLl26CJVKJfr27Sveeecdk7jY2FiT/fTTTz+JqKgo4evrK9RqtbCzsxO9e/cWL7/8ssjLyzNb3/bt20VQUJCws7MTXbp0Ec8995woKCiw2J96HeEMkiL0gwLpOkVRgoDUd9/1xqfgDxRlZPCz8wlWdj6Jba9QeLp115ElSWq/6ifVmjsDIEnSndOSY+/YsWP1852ChRDH7k7LbrgHZlHdOZVKLYI6PItV+hv8i861cYskSZIkSbob5ADJggpqsFZssa1SUScAbS7cA8unS5IkSZJkmRwgWVAj6iitKUan2PBvbRfo8TDcC7cuSpIkSZJkkfxvb0GtqKOsWr8U/rd5AWT5Pt/GLZIkSZIk6W6QAyQLFGFNp0r9AKlWWPPpxvfJOp7Sxq2SJEmSJOlOkwMkC2qsK7niVczRQP0gqU6n4/T337VxqyRJkiRJutPkAMmCGqc8Bjsp5HS98VRijVvnNmyRJEmSJEl3g1xJ2wI7VQVC1YuJKdbo16qCC44lbdsoSZIkSZLuOHkGyQJdnTWpDMC+TP9zdtdy/r/KT6nR1bRtwyRJkiRJuqPkAMkCK6WOWpWaandP6nzdSB5yhcKaInJKc9q6aZIkSZIk3UFygGSBxq4SgBp3by4P7kedtT69orbCQi5JkiRJkjo6OUCywNv1CgBCAZezVXSuckVlpcJH49PGLZMkSZIk6U6Sk7QtEJ0uMNDOmhNVOmqoY9rFKTg91plOdp3aummSJEmSJN1B8gxSM/ICP8EZFQBVmirmDJjbxi2SJElquZSUFGJiYhg4cCBOTk54enoSHh7Onj17TGJ1Oh0rV67E398fOzs7/P39WblyJTqd7qbLTE9PJyoqioCAADQaDc7OzgwePJi1a9dSVVXVqr4cOHCAUaNG4ejoiJubG1FRUWRnZ5vE1dbWEh8fz+DBg3FycsLd3Z3Q0FASExNbXNfOnTt54oknCAgIwMHBAV9fX2bNmsUvv/zSbN5ly5ahKAo+PjeuNiQnJ6MoSotey5cvN+Q7deoUEydOxNnZGWdnZyZOnMipU6eM6jt37pzF8mxtbVvV74ceegi1Wo2HhwfR0dEUFhbecmxHpAgh2roN7YqiKEFA6sblPviF6gdGuVXWVP0axPjAELqHLzSbT9QJFCsF0C8oWVNVhZ2Dw91qtiRJNyEzMxMAf3//Nm7JnTN9+nT2799PZGQkQUFBlJaWkpCQwKlTp3jnnXdYsGCBIfaFF17g3Xff5ZlnnmHEiBEcOnSIhIQEXnjhBTZs2HBTZX777bf89a9/Zfjw4fj4+KDT6Th48CD//Oc/mTRpErt27WpRPw4ePMjvfvc7+vbty/PPP09JSQlr1qzBwcGB1NRU3N3dDbHPP/88mzZtIioqitGjR1NRUcGHH37IsWPHePvtt1m40Pzf8Ybc3d1xd3dn6tSp+Pv7k52dzYYNGygvL+fAgQMEBwebzZeRkcGAAQOwsbHBxcWFCxcuAHDp0iV2795tFBsXF8elS5dYv369UfrAgQMZOHAgGRkZPPTQQ7i5ufHSSy8BsH79eoqLizl69CgBAQEAlJWVsXPnTpO25OTk8PrrrzNlyhQ+//zzZvv8ySefMHPmTEaNGsWcOXPIyclh9erV9OnTh0OHDmFnZ3dTsea05Ng7duxY/fscLIQ41mwHbjchhHw1eAFBgNg0bqjY+6Wf2LP3xuvnT3xE8c9vC3Mu/S1N5K1LFf9e963483/Hirf+L07s2LFD7N+/X5w+fVrk5+eL6upqs3klSWobGRkZIiMjo62bcUf98MMPorKy0iitvLxc9O7dW7i6uoqamhohhBAnTpwQiqKIRYsWGcUuWrRIKIoiTpw40eoyLXnxxRcFIM6ePduifgQHBwsfHx+h1WoNaSkpKUJRFLF06VJDmlarFdbW1mLatGlG+cvKykTXrl3FoEGDWlTf3r17TdLOnDkjVCqVmDJlSpP5IiIixPjx40VYWJjw9va2WEdzMZGRkcLR0VFkZ2cb0rKzs4Wjo6OYPn16s3343//9XwGIpKSkZmOrq6tFt27dRFBQkNH+27FjhwBEfHz8TcU2pSXHXmpqqkC/CGGQaIPxgLzE1oQMp2cp/8ck1IesoU6fVtBZRcrVNaQemkhBwXcIod8gauuoztFSm1uGVa41ldagrakmLS2N7777jk8++YR3332XuLg41q5dy5YtW/jqq6/46aef+O233ygpKakfnEmSJN1WI0eONPk0r1armTx5MkVFReTl5QGwdetWhBDExMQYxcbExCCEYOvWra0u05JevXoBUFxc3GxsRkYGqampPPvsszg5ORnSg4ODCQ0N5eOPPzaklZWVodPp6Natm1EZDg4OuLi44NDCM/tjxowxSQsMDKR///6cPn3abJ7ExESSk5NZt25di+qwpLS0lF27dhEZGUn37t0N6d27dycyMpJdu3ZRWlpqsYwPPviAzp07M3nyZKP0goICzp49S3l5uSEtOTmZvLw8Fi5ciI3NjenJU6dOpWfPnkbvcWtiOzI5SbtJCufdH6Po9EAG7F+NdmoNNX30A6Liyn9TfOJ5HFU++PR6AduywdR6CLhSS221ju66zpQo5VxTKhCKcanFxcUUFxcbTi/WU6vVhIeHM3To0LvVQUmS7mO5ubnY2Njg5uYG6OcVeXh44OvraxTn6+tL165dSU1NbXWZDZWXl1NeXk5ZWRlHjx5l1apVeHl5MXDgwGbLTUnRPyT8kUceMdn28MMP8/3335Ofn4+npyeenp7069ePhIQEHnroIcMltvfee4+srCz++te/NltfU4QQ5Ofn06NHD5NtpaWlLF68mJiYGB588MGbrqPeyZMnqa6ubrLPH3zwAadOneLhhx82m//QoUNkZGSwcOFCVCqV0bb4+HjeeOMN9u3bx+jRowHL7/Hw4cPZtWsXdXV1WFlZtSq2I5MDpCbU2OvXQNJ28qMkZyCd304jZ4QbzqPzqfQCFCirvsC/f3md6jIbikq7ouT1p5ttIGM0/bC1UqGjDq1SQYlSTolSpv9qU4FWXUVFhfFaShUVFXzxxRcUFRURHh7e4X+xJElqv9LT09mxYwePPvoojo6OgH5w4+3tbTbe29ubixcvtrrMhlatWsUbb7xh+Hn48OFs3LgRtVrdbHtzc3MN7TDXNoCLFy/i6ekJQFJSEnPnzuXpp582xLm4uPDll18ybty4ZutrSkJCArm5ubz66qsm2+onVv/pT3+66fIbammfm7J582YAnnrqqdtSX0VFBUVFRXTu3LlVsR2ZHCA1IXCaK1XX59Od7jODaq0OXWkFfOGKyqmaLgMK6dynGCtbgcqxFo/huTAsD+vSMxRoU7DX+mKv7UWna91xresCdMGmqwOdJvqi7uNGeXk5BQUFXL16lStXrnD06FFqa2s5ePAghw8fxsXFBRcXF1xdXXF1dTX6Xq1WoyiKxfZLknRrTp1eTHn5r23dDAMHhwfo32/NLZdTUlJCZGQkDg4OrFlzo7zy8nKjy1cN2dvbo9VqW11mQ08++SQhISFcvXqV7777jhMnTrT4jqf6S0HmJv7a29sDGH3odHBwICAggGHDhhEeHo5Wq2XDhg1MmzaNr776ipCQkBbV29Dx48d56aWXGDZsmNEkdNDfabZu3To++OADNBpNq8s2p7V9bqiqqopPPvmEfv36mb0qsXz5cqM75Vpb3620rSORA6QmBPkO4EDnHGyuOqFTBDrlxs6uvqbi4iFP8o+54963CM8B11Dsq0ARVDtdoNrpAlrvg/rgOitUZV7Ya3thr+1FaWIfbGu9wNEKO3cNvp6d8O/UlQdCvUg68iXlFRXU1dVRWFjY5B8PlUplduDk6+vbqts5JUlqWnn5r1y7Zn6uSUdVUVHBlClTyMrK4uuvvza6VOTg4NDkbfeVlZVNnumxVGZDfn5++Pn5ATBz5kzWrFlDREQEaWlpBAYGotPpuHLlilEejUaDRqMxzBsy177KSv3Z/vr2Xbt2jREjRjBr1ixWrVpliIuKiqJfv35ER0dz5swZAAoLC6murjbEWFtb06VLF5M6MjMzmThxIp6ennz66adG825Af/dffZ23S2v63Nhnn31GcXExr7/++k3V1/iSXOP6WhPbkckBkgVPvDyGj5L+xaVzJXjU/Ae6ussIUQZ15Yi6MnRV5Vw6ZsPVEx7499Og7laC4lpAndNVUK5PuraqazBo+gGEgk/qKzgW9qW2sJTSX/ST7OyA39s9xMVH6igqK6GoqIgrV66YPTiqq6u5dOkSly5dMkr38fHhueeeu9NviyTdFxwcHmjrJhi51fZUV1czdepUjhw5wo4dOwgLCzPa7uXlRVpamtm8Fy9eZMiQIa0u05LZs2ezZMkStmzZQlxcHDk5OSbzn2JjY1m+fDleXl6GdgwYMMCkbXDjcs/27du5cOEC06dPN4qzt7dn4sSJxMfHU1BQgLu7O9OmTWP//v2GmJ49e3Lu3DmjfNnZ2YwdOxYrKyv27NljMvk7KSmJAwcOkJSUZDS3tKKiAp1OR2ZmJo6Ojib5mtOwz4017nNjmzdvxtramrlzW75uX8P6+vTpY1KfWq3G1dW11bEdmRwgWeDq7sjvPbpw6oc0yss7UeD+MDpr41OKQuhAVJCfc4Gwir9TeU1LqVBR7mRNjYsNuFpj41t0I4MiKNSdp67GE7W1E8XWFVy1KqWMSsp0VVSegQr7WrRabasXUauqqkIIIS+/SdJtcDsuZ7UXtbW1zJgxg927d/PRRx+Z3NUE+jvCvv32W7KysowGKllZWVy+fNlk3Z+WlGlJ/SWYoiL930dPT0+TdYLqzzjV13348GEmTJhgFHPkyBG8vLwM84/y8/MBTBa3rG9zw69vvfWWoX4wPeuRl5dHeHg4ZWVl7N+/32QAB/q1hgAiIyPN9jMgIIBJkybxxRdfmN3elAEDBqBSqTh8+DDz58832nbkyBFUKhX9+/c3yZefn88333xDREREqwZlDd/jxoOeH3/8kSFDhhjmxrYmtiOTAyQLrqxbz75UN0qdxoKZS/O2ViX0VJ3A0/bfPKj+Hnura+DSIKAUyqydSa21p8ZGfwfcldOuXPw5DThBSNRT5NfZcvxk+o082usvC9RqtWFV1YavBx98UA6OJEkyUldXx9y5c/nss8/YuHEjUVFRZuNmzpzJypUrWbt2rdFt6mvXrkVRFGbOnNnqMgEuX75M165dTdLfeecdQD9ZG/RneMaOHWu2jN69exMUFMQ//vEPli5dapgrlZqayoEDB1i8eLEhtv4f9ubNm43usiopKeHzzz/Hx8fHMJhqarFH0N8KHx4ezuXLl/nuu+/o27ev2bjJkycbrZhdLzY2lvz8fN57771Wnz0C/eXFyZMnk5SURFxcnKGOnJwckpKSmDx5stn5Th999BE6nc5ogrq5vhUUFNCjRw/D5bLRo0fj6elJfHw8Tz75JNbW+qez79y5k/Pnz/OHP/zBkL81sR2ZHCBZ0On3v6fTd5sp1fiAqMOqUzn9gh6k2wMueD7QCfXR/8XmSDwAhUJDtt0AevcfCl0evP7qg8reHvufn6am9DROqnB+PpiLSu3ApEWv4Bf0EMnJyUZ1qoWKTp1d6NTF1ewgyMnJyeSaryRJUlOWLl3Ktm3bCAsLQ61Ws2XLFqPt48aNw8PDg0GDBhEdHc369eu5du0aI0eO5ODBgyQkJDBv3jyj2/FbWibAvHnzuHr1KqNHj6Z79+4UFxfzzTffsHfvXkJCQpgzZ06L+rFmzRrGjh1LaGgo0dHRaLVaVq9ejbe3t9FdZVOmTGHw4MG899575OfnExERgVarZdOmTeTm5pKQkNCi+iIiIkhPT2f+/Pmkp6eTnp5utL3+8pW/v7/Z1aDj4+MpKSkxudTXGitWrGDPnj2MGjWKRYsWAfqVtK2trVmxYoXZPJs3b8bFxYXf//73TZZr7jZ/lUrF6tWrmT17NmPGjGHOnDlcuHCB1atXG3436rUmtkNri9Up2/OL6ytpp6amCiGE+O0fSWL/l7vFv/79tekyn5f/LUTWAaHTXhZfn8oTJy8Um8YIIaqri0VW1juirk4n0vZ8LQou3FgV9erVq+L8+fOi8MpVUbT/vNBVNL8CrSRJt8f9sJJ2WFhY/WrEZl/79u0zxNbU1Ii4uDjh6+srbG1tha+vr4iLizNZGbs1ZW7dulVMmDBBeHl5CVtbW6HRaMTQoUPFm2++abIad3OSk5NFSEiIUKvVwsXFRTz++OPi3LlzJnFarVYsW7ZM9OvXTzg6OgpHR0cxcuRIsXPnzhbXZal/+n+dlt2OlbSFECItLU2MHz9eaDQaodFoxIQJE0RaWprZ2GPHjglAzJ8/32KZsbGxJvup3vbt20VQUJCws7MTXbp0Ec8995woKCgwW05rYhvrCCtpy2exNVL/LLbU1FSCgoLaujmSJN1B98Oz2CSpPeoIz2Lr+LOoJEmSJEmSbjM5QJIkSZIkSWpEDpAkSZIkSZIakQMkSZIkSZKkRuQASZIkSZIkqRE5QJIkSZIkSWpEDpAkSbpvWVlZUVdX19bNkKT7Tl1dXbt/HEn7bp0kSdIdZGNjg06no6ampq2bIkn3jZqaGnQ6HTY27fthHnKAJEnSfcvZ2RnQPy9MnkmSpDuvrq6Oy5cvAzeOv/aqfQ/fJEmS7qBOnTpRVFSEVqultLTU8NBNSZLuDJ1OR11dHfb29nTq1Kmtm2ORHCBJknTfUhSF7t27U1hYSGlpqTyLJEl3mK2tLRqNBjc3NxRFaevmWNThB0iKolgDrwDPAd2BHGAT8KYQQteWbZMkqf2zsbGha9eudO3ata2bIklSO9LhB0jA28ACIAE4BIwA/ox+sPRiG7ZLkiRJkqQOqkMPkBRFGQDMB9YLIV6+nrxJUZRrwEuKovxNCHGy7VooSZIkSVJH1NHvYosCFGBto/S119Oj7nJ7JEmSJEm6B3T0AdJQ4JIQIqth4vWfLwPBbdIqSZIkSZI6tA59iQ3wAi42se0i4G0ps6Io3YBujZL73IZ2SZIkSZLUgXX0AZIDcK2JbZVAc6tQzQNizW1IT0+/hWZJkiRJknQrGvwftm+L+hUhRFvUe1soinISqBZCmFxKUxTlGGArhBhgIb+5M0iPA6/e1oZKkiRJknSzXhRCvHO3K+3oZ5BygUFNbPMGjlvKLITIA/IapimK0gn9AOkZ4MRtaGN71wf4CJgDnG3jttwt91uf77f+wv3X5/utv3D/9fl+6y/AQPRL+LTJJZ2OPkBKBSIURfFtOFFbURRfoOv17a1Vcv3rCSHEsdvQxnatwUqmZ++H/sL91+f7rb9w//X5fusv3H99vt/6C0Z9LrEUd6d09LvYtgECiGmUHnM9fdtdbo8kSZIkSfeADn0GSQiRpijKRmCRoihOwEFgJPrLY+8JIe6HS2SSJEmSJN1mHXqAdN1CIBv9s9jmAheA/wJWtWWjJEmSJEnquDr8AEkIUQusuP66HfKAN2g0efsedr/1F+6/Pt9v/YX7r8/3W3/h/uvz/dZfaOM+d+jb/CVJkiRJku6Ejj5JW5IkSZIk6baTAyRJkiRJkqRG5ABJkiRJkiSpETlAkiRJkiRJakQOkCRJkiRJkhqRAyRJkiRJkqRG7rkBkqIo1oqivKooSqaiKFXXv76qKIp1C/P3VxTlX4qiaK+//qUoSv9bjb1Tbra/iqI4KIoy/3qbcxRFKVcU5YyiKKsURXExE/++oiiiiZfPHeug+bbf9D5ubT86+D7uZaGvQlGUmkbx7WIfK4qiURRluaIouxRFybte//utLKOjHcc33eeOeizf6n7uaMfyLe7jDncsK4oyVFGUtYqinFAU5ZqiKPmKouxVFGVsK8po0+O4wy8UacbbwAL0TwA+BIwA/gx0B160lFFRlADgB6AQiL2evAg4oCjKMCFExs3E3mE3218/4B3gAPAucBkIBhYDUxVFCRZCaM3kewqoa5RWeCsduAk3vY8baLYf98A+vgI8YSa9O/qFVb9qIl9b72N39O93HpACTG5N5g56HN9KnzvqsXxL+7mBjnIs30p/O+Kx/CoQBiQB8YAG/WPAdiuK8oIQ4l1LmdvFcSyEuGdewAD0vwzrGqWvu54+oJn824FSoHuDtO7X0xJvNrY99hf9wTrQTPqz6B/0u6RR+vvX0206+D5ucT86+j62UOZ/X38PprXTfWwHeF//3uZ6m95vRf4OdRzfap878LF8q/u5ox3Lt9TfJspst8cy+uei2jVKUwP/Rj+Qsdi29nAct8kbdwd3SNz1XwrfRum+19PjLOTVAFXAZjPbNgOVgKa1se21vxbKdL6e9++N0usPONvrMVYdbR+3ph/3+D7+BSgAVO1xHzdqU2sHCx3uOL7VPlsop10fy7fa5452LN+hfdxhjuUGbXvretu6W4hpF8fxvTYHaShwSQiR1TDx+s/1p52bMgBQAYfNbDuCfvTf/yZi76Rb6W9Tul3/ermJ7VeBEqBUUZQkRVEeuIk6bsXt6nNz/bgn97GiKCOAAOCfQojqJsLaeh/fio54HN8p7f1Yvl06yrF8W3XgY9kLqMXypb52cRzfa3OQvICLTWy7CHg3k7c+zlxeGuRvTeyddCv9bcp/oR/db22Ung+sBlLRj9YfBl4CRimKMlQIcf4m6roZt9rnlvbjXt3HT13/utnMtvayj29FRzyO75T2fizfqo52LN9uHe5YVhQlEJgGfC6EKLMQ2i6O43ttgOQAXGtiWyX6U42W8oL+l8lcXtBfP21t7J10K/01oShKNPqJgKuFEGkNtwkhXm0UnqQoyrfAt+iftvx0a+q6BbfU51b0457bx4qi2AEzgNNCiJTG29vRPr4VHfE4vu06yLF8SzrgsXzbdMRjWVGUTugnbJejv4HAknZxHN9rl9jK0Z9OM8ceqGgmL03kt7/+teImYu+kW+mvEUVRHkN/J8wu4I8tySOE2A0cAyJaWs9tcNv6XK+Jftxz+xj4PeCC+U+cZrXRPr4VHfE4vq060LF827XzY/l26lDHsqIoavS/j77AY0KI7GaytIvj+F4bIOXS9Kk0b5q+VFGftz7OXF4a5G9N7J10K/01UBQlAv1p+O+BGUKI2la04Tz6u2jultvSZzMa9+Oe2sfXPQXogC2tbMPd3se3oiMex7dNBzuW75T2eizfTh3mWFYURQXsRH+Z73EhxP4WZGsXx/G9NkBKBTwURfFtmHj9567XtzflJFANPGJm28PXt526idg76Vb6Wx8bBnwKpAGPCiEqLecw4Q9camWeW3HLfW5C437cM/v4erwnMB74VgiR18o23O19fCs64nF8W3TAY/lOaa/H8m3RkY5lRVFsgE+AccCTQogvWpi1fRzHbX3L322+fXAQlteMGXj9Z1ugD9CtUVwS+nUTfBqk1a+lkHSzse24v8PRz285AbhaqMeRRutZXE+fiX4S6N86wj5ubT/uhX3cIP4P1/s4o73v40b1N3k79L1yHN+mPne4Y/lW+twRj+Vb3ccNtneIYxn9CZit1+t83kJcuz2OlesF3TMURfkbMA/9qsMH0S9W9QzwnhBi/vWYXkAW+nUTnm6Q90HgKPpbI9dfT14EdAaGCSH+fTOxd9LN9ldRlJ7AccAJ/YqnjT9VXBL6a9YoijIY+BL9p9MMbozWZwM5wHAhxN38VHKzfW5VPzr6Pm5Uxgn0fzA8hRAmkxnb4T5eiH6OhRX6SaXHgR3XN38uhDhxLx3H19tyU33u4MfyzfZ5MB3zWL7p3+sGZXSIY1lRlNXoJ2PvBzaZCdkthLjUro/juzGSvJsv9CPz14Hf0P9i/Hb9Z5sGMb1oevQ+EPga/aexa+iXcDdZpba1se2tv8Do62lNvZIbxHoCH6FflKwU/d0CmcAawL2j7OOb6UdH3scNtg25vu1dC3W0t318zsLv5tMt6HOHOo5vpc8d/Fi+2T531GP5Vn+vO8yxDCQ383s5ugX9bdPj+J47gyRJkiRJknSr7rVJ2pIkSZIkSbdMDpAkSZIkSZIakQMkSZIkSZKkRuQASZIkSZIkqRE5QJIkSZIkSWpEDpAkSZIkSZIakQMkSZIkSZKkRuQASZIkSZIkqRE5QJIkSZIkSWpEDpAkSZIkSZIakQMkSZIkSZKkRuQASZIkSZIkqRE5QJIkSZIkSWpEDpAkSZIkSZIakQMkSZIkSZKkRv5/+hROFtuMWzwAAAAASUVORK5CYII=\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(5,5), dpi=125)\n", + "for iWS, TKE in enumerate(A1scan_TKE):\n", + " plt.plot(TKE, A1scan_z, label=str(MMCdates[iWS])[:16])\n", + "plt.legend()\n", + "plt.xlim([0,2])" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "c3f6d0bf-dc10-4947-9f94-96ad1b53cdec", + "metadata": {}, + "outputs": [], + "source": [ + "# Write data to arrays\n", + "Udat = np.array(A1scan_WS)\n", + "WDdat = np.array(A1scan_WD)\n", + "TKEdat = np.array(A1scan_TKE)\n", + "\n", + "#Uheights = lds['U']['height'].values\n", + "timessec = (MMCdates-tstart)/np.timedelta64(1, 's')\n", + "writeFiles = True\n", + "\n", + "# save the profile data and times\n", + "if writeFiles:\n", + " np.savetxt('A1scan_WS1.dat', Udat)\n", + " np.savetxt('A1scan_WD1.dat', WDdat)\n", + " np.savetxt('A1scan_TKE1.dat', TKEdat)\n", + " \n", + " np.savetxt('A1scan_times1.dat', timessec)\n", + " np.savetxt('A1scan_heights.dat', A1scan_z)" + ] + }, + { + "cell_type": "markdown", + "id": "561734ef-7401-467a-b8b3-c9a39739cd1c", + "metadata": {}, + "source": [ + "### A1 profiling lidar" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "b40043c7-6f7c-4036-8e79-5d5acb013132", + "metadata": {}, + "outputs": [], + "source": [ + "# For scanner\n", + "A1prof_z = ds_A1prof['height']\n", + "tvec = ds_A1prof['time'].data\n", + "\n", + "#MMCdates = []\n", + "A1prof_WS = []\n", + "A1prof_WD = []\n", + "\n", + "for t in tdeltas:\n", + " ttarget = tstart + np.timedelta64(int(t*3600), 's')\n", + " ttarget_m05 = ttarget - np.timedelta64(5, 'm')\n", + " ttarget_p05 = ttarget + np.timedelta64(5, 'm')\n", + "\n", + " im05 = (np.where(tvec == ttarget_m05))[0][0]\n", + " ip05 = (np.where(tvec == ttarget_p05))[0][0]\n", + "\n", + " WSm05 = ds_A1prof['U'][im05, :]\n", + " WSp05 = ds_A1prof['U'][ip05, :]\n", + " \n", + " WDm05 = ds_A1prof['WD'][im05, :]\n", + " WDp05 = ds_A1prof['WD'][ip05, :]\n", + "\n", + " WStarget = (WSp05 - WSm05)/(10.0)*(5.0) + WSm05\n", + " WDtarget = (WDp05 - WDm05)/(10.0)*(5.0) + WDm05\n", + "\n", + " A1prof_WS.append(WStarget)\n", + " A1prof_WD.append(WDtarget)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "e588f395-87f7-4a6b-b6a8-8c7eec8c0d87", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, axs=plt.subplots(1,2, figsize=(12,5), dpi=150, sharey=True)\n", + "for iWS, WS in enumerate(A1scan_WS):\n", + " l = axs[0].plot(WS, A1scan_z, label=str(MMCdates[iWS])[:16])\n", + " axs[0].plot(A1prof_WS[iWS], A1prof_z, color=l[0].get_color(), ls='--')\n", + "\n", + " axs[1].plot(A1scan_WD[iWS], A1scan_z, color=l[0].get_color(), ls='-')\n", + " axs[1].plot(A1prof_WD[iWS], A1prof_z, color=l[0].get_color(), ls='--')\n", + "\n", + "axs[0].legend()\n", + "for ax in axs:\n", + " ax.set_ylim([0, 500])" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "33c32425-e45a-42aa-8572-1ad8053e59a4", + "metadata": {}, + "outputs": [], + "source": [ + "# Write data to arrays\n", + "Udat = np.array(A1prof_WS)\n", + "WDdat = np.array(A1prof_WD)\n", + "#Uheights = lds['U']['height'].values\n", + "timessec = (MMCdates-tstart)/np.timedelta64(1, 's')\n", + "writeFiles = True\n", + "\n", + "# save the profile data and times\n", + "if writeFiles:\n", + " np.savetxt('A1prof_WS1.dat', Udat)\n", + " np.savetxt('A1prof_WD1.dat', WDdat)\n", + " np.savetxt('A1prof_times1.dat', timessec)\n", + " np.savetxt('A1prof_heights.dat', A1prof_z)" + ] + }, + { + "cell_type": "markdown", + "id": "d19ca04f-1d96-4385-9794-04b46f9de7f5", + "metadata": {}, + "source": [ + "## Create temperature profiles" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "23db2f01-dbaa-4509-8899-60299e0bcb42", + "metadata": {}, + "outputs": [], + "source": [ + "Bassist_z = ds_temperature['temperature']['height'].values\n", + "tvec = ds_temperature['temperature']['time']\n", + "\n", + "Bassist_T = []\n", + "\n", + "for t in tdeltas:\n", + " ttarget = tstart + np.timedelta64(int(t*3600)+15, 's')\n", + " i = (np.where(tvec == ttarget))[0][0]\n", + " Tprof = ds_temperature['temperature'].values[i,:]\n", + " Bassist_T.append(Tprof)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "b37acb06-ea95-479e-860d-b5682b5780b1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(295.0, 314.0)" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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JunnCBN9vLi5qcioRHBM0AAA6IWgAgEMkOZPV+PqF4DibXdHq6nLHa9O5MY1Nhv0PC536GgontRYvyigsUVrLGdWm8sEl47FwrCtBAwCgE4IGADhE4pMZjZXDDEIs5unRo9e6Xj8d2Qzdoa/BGK2MX5EkXa2GJUoPz4wFr8fWwhKoBcauAgA6IGgAgEPExI1Sk0XVK4Xg3OLiq12vnzy9/QQlc+I9kqLN0Ndmww3SmXuvB69XHpfVqDUH/+AAgJFG0AAAh0xiJitvYyY4Xlu/1vXaSKbhXucJShOXPiBJuuoEDS8UV8L3e+NbiidaPw6stPSACUoAgCiCBgA4ZBLTWcU2wrGrterNrtdO9ZFpGLvwfknShXpDac+fsPT2XDhpqX7rHU2eyATHlCgBANoRNADAIZOYzSq9cTo49uz9rtdOnQ0zDRvLS6psdPiFf+aKGkooIempup9teDQpNbNp//vWqpgLy5UW79IMDQCIImgAgEMmMZNV3hm7mkzOd9zBIEn5yWmlss6ehU7N0ImUlsaekCRdaTVDW2O0dK4YPqc+Hz7jPkEDACCKoAEADpnkTFYT6xfD42RVi4u3Ol5rjIlshu5WolSfeVZStK/hnbACSrnFm8FrypMAAO0IGgDgkImNp5S1M2rUU8G5R4+/0/X6qbbN0J3kW30NbtDw4mS4nyFz88Xg9fpiVbVyWK4EAABBAwAcMsYYJWdyqpfCxW1LS93HrrqZho4L3iQVLvgTlJ6q1WVapU5vTIcBhHn9eSXT8eCYEiUAgIugAQAOocRMVrY0GxyXNq53vXbqbB+7Gk76uxrGrNX5hp9FuDMr2Vjrx0CtpsmpMGhYuEuJEgAgRNAAAIdQYiarxPqJ4Lhe7xwMSNK0U5608vChGvX61ovGprWW9IOQK1U/w1BPGG2cmQguGU+E2YXFe2QaAAAhggYAOIQSM1llnLGrMg+7XlucO6lY3M8SWOtp+f7djteVpp6RJF2thUHF3ZNh38RY6UHweoGgAQDgIGgAgEMoMZvV+Mb54DiZXFGjUel4bTyR0MTJMMDo1gydPvs+SdIVpxn6lelw+3P2wRvOMyhPAgCECBoA4BBKzmQ1UTonz/P/N22M1fz8K12vd0uUujVDj1/0m6HdTMN3JsPgIPXGnwSvy2t1ldfC4AIAcLwRNADAIRTLJZXNjqlaHg/Ozc+/3PX6qTPurobOmYZYqxl6ttnUZLMpSXpnzgTfj8/fUTrrTFCiRAkA0ELQAACHVGImq4YzdnVl9Y2u10Z2NXQJGjR9WXWTllFYorSeM6rO+IGJkTSRbwaX09cAANhE0AAAh1RiJiuzEa5tLpdvdL02shX63h1Zz9t6USyuteJTkqSr1bBE6dGZXPC64C05z6GvAQDgI2gAgEMqMZNVcuNUcNxsdMkgKFqe1KhVtTr/uON1m/sa3Gbot2bCACK3fCt4TXkSAGATQQMAHFKJmaxy62eC41j8kWxrm3O7VCarwnS4DK7bBKVOzdAvFFeC15lb3wmfcX+j6/sBAI4XggYAOKQSkxmNlcJRqrFYQ/X6QtfrJ06GWYnVx533OsRPPCtJulCvK9EKCN6ZCQOD1K1wQlO11FB1o7GzDw8AGCkEDQBwSMUn0irUp9RoJINza+vvdL1+fDbsf1h5/KjzRbNXJElJ+YGDJD2clGzSn5qUrK4qmQonKi0/Lm15BADg+CFoAIBDKjaWVC6eVqWSD84tL13ren1x9kTwevVRlw3SY7OqJPxpSU/U/SyCFzPaODkhyZ+glM+EE5RWH5d3+OkBAKOEoAEADikTM0qOZ1SvFIJza2s3u17vZhpWu2UajFF14klJ0hNOX8OjuVTwesyuBa9XCBoAACJoAIBDLV5My6tMBMel0q2u17qZhpUuPQ2SlDhxVZJ0uR4GDTcmwmlKmVIYcBA0AAAkggYAONTiE2mZ8mRwXK3e63rt+FyYaSitLKterXS8Lnf6GUnSE07Q8GphNXidmQ/7JihPAgBIBA0AcKjFi2klytPBcdPrnkHIT04rFo8Hx6uPu+xqaDVDX6g3FNucoDQdLoNL3n09eE2mAQAgETQAwKGWKKaVLM86Zxa67k6IxeMqTM8Ex93GrmrmaUlSxlqdafjN0PenJBvzpyZl1x4El5ZWa6pVGLsKAMcdQQMAHGLxYlrZSlh2ZExDtR67Gopzbl9Dl2boifNqxNKSpMutZuh6wqgyW5QkpavLisXCwGR1vnOZEwDg+CBoAIBDLD6R1lh9QvV6ON2oUu687VmSxt2xq90yDbG4quOXJEX7GhZOZCRJRlZjyfA8fQ0AAIIGADjE4sWUxmxG1epYcK7XBKW+FrwpnKC0uatBkt6ZCvcz5JorwWsWvAEACBoA4BCLjSU1Fs9EFrytrd3oen2xn0yDpPQpf4LSZWdXw2uFcD9Ddu2+8xwyDQBw3BE0AMAhZoxRtjgWXfC2/k7X6/ta8CYFzdCXnPKktyfD16lHbwevmaAEACBoAIBDLj6elleeCI7L5dtdr3V7GnrtatgMGsas1YnWBKW74WRXZVbCfRAEDQAAggYAOOQSE2nFylPBcb3+oOu1+amptl0NXbIN00/Ka/0I2CxRKmeMalN+GVSuHO54WF+sqNnwtj4DAHBsEDQAwCEXL6aVrIRpAK/5uPuuhlhchZlwr8NKt76GZEa1wjlJ0QlKiyf8hutMZUFG/ntYK60tMHYVAI4zggYAOOTiEyml3AVvpq5arfO2Z6mtGfpR976G+Jy/GdoNGu5M+4FCzDaVjVWD85QoAcDxRtAAAIdcfDytsUYxuquh0t+uhq6ZBknJ1tjVy7Vw7Orr4+vB61xt0XkOQQMAHGcEDQBwyMUn0hqz0bGr5R4L3ooDTlByMw3XJsIypPTK3eD1CrsaAOBYI2gAgEMuXkwrZ9OqOkFDpXK36/Xjc/3tatCsX5404XmabDU6350xwbczy2Fgwq4GADjeCBoA4JCL5RLKJ7KqOFuhNzb629XQayv0ZqZBki7Xa/71OamRz0iSss4EJcqTAOB4I2gAgEPOGKOx8YKq5TDTsL5xq+v1biN0eXVF9UqXyUfZCdWzfoP15c0SJWO0fNJ/n2x5Prh0db4i63We2AQAGH0EDQBwBCQn0lJ1Ijiu9ihPGpucVCyeCI5X57tnG2KtCUruZuh7M/6PhmwlDBqaDU/ry1UBAI4nggYAOALixbRi5XBXQ73xQNZ2XrgWi8U17u5qeNS9ryHe6mvYXPAmSW8W/abnRLOqtA3LkuhrAIDji6ABAI6AeDGtZHnGOdPouash2tewfTP0E/Vw7Opm0CBFsw30NQDA8UXQAABHQHwirVyjoHo9HZwr99jVUIxMUNq+GXq22dRY0+9ZuDvtTFCKjF0laACA44qgAQCOgHhxc1dDOEGpUu4xdjWyFXr7TINROEFpvih56aSkaDM0uxoA4PgiaACAIyAx0WlXQ38L3nqOXS2cUjPpP3NzgpI1RmsnC5LagwYyDQBwXBE0AMAREB9Pacymo1uhewQNkUxDr54GY2RmW5uhnWbo+7P+9CV3V8Pq47KsZewqABxHBA0AcASYbEJjyeiCt3Lpdtfrx+fCTEN5bVW1SvcsQSxohg6DhmsT/njVbCUMGmqVpirrdQEAjh+CBgA4AowxGh8fj2QaSuXuQUN+Yiq6q6GPZmg3aHh9fE2SlKxvKOGFy+EoUQKA44mgAQCOiPRETrZcDI6r1ftddzWYWEzjs/3tatgMGk43mkp50QlKRlJ2I8w2EDQAwPFE0AAAR0S8mFa8Et3VUK11zyD03dfQKk+KKWyGfjAp2XhrM3SZoAEAjjuCBgA4IuITaWUbedVr4a6GSrm/XQ09JyhNXpKN+SNWN0uUmnGjjRPjkrY2QwMAjh+CBgA4IhJFf+xqpeqOXe2+q6HYb6YhnpCmL0uSLjsTlB7NpSSRaQAAEDQAwJERL6Y0pnRkwVu5RzP0uLOroWcjtCQz85SkaDP025P+srdshQVvAHDcETQAwBERn0hrbMuCt/62QvcsT5Kkma1jV18r+BOU3ExDea2uWqUx0OcGABx9BA0AcETEi+mBFry5W6Era6uqlXtkCVrN0OfqDcVb+9vuTPtf09UVxbwwmFidp0QJAI4bggYAOCJimYTGkrlI0FDpETSMTUwqnhhsV0NC0oVWtuHelP8tI6tM2SlRekTQAADHDUEDABwh44VxVZ2t0JXKPVnb7Hitv6shzDb0LFFq9TRI4djVasqoPFOQJOVohgaAY42gAQCOkNxkXvVyITi2tqFqtb9dDT0XvKXGZItnJUUnKM2fyEiSsm6mgaABAI4dggYAOEKSExllmnnV3F0Nwxi7Ksl0aIa+OeU3PTN2FQCON4IGADhCNseuuhOUhjV2dbMZ+olahwlKzthVFrwBwPFD0AAAR0inCUq9mqHHI1uhe2caNpuhLzbqMq0JSren/RdupmFtqaJm3Rv0owMAjjCCBgA4QuITW7dCl3uWJw2QaWgFDWkrnW74zdWbY1czlUWZzYZrK60ukG0AgOOEoAEAjpDNTEO14k5Q6pFpcHoaKutrqpa239UgSU/VqpKkjaxRrZhTzDaVriwF36evAQCOF4IGADhC4sVWpsEtTyp3zzSMFScUTyaD49X5HtmGsRkp6y9ncJuhF0/mJNEMDQDHGUEDABwhsXRc+dRYNGiobrOrYcYtUdqmr2GzGbreCE7dnvL7GnJlmqEB4LgiaACAI2Z8PB9Z8ObvaugeDEQWvD3arq/BX/Lm7mp4fXxdkpStOJmGeYIGADhOCBoA4IgpTBTlNROq1TLBuXK5e19DdFfDg94Pb+1quOTuapj0X0fKkx4RNADAcULQAABHTGoiq6xSOxu7ul2moVWeNGatZhv+WNU7M0ZSdCv06kJZnmcH/uwAgKOJoAEAjphOE5SGPXZVCicoLeWlRi4dCRq8htX6UmXQjw4AOKIIGgDgiAl2NfSbaYiUJ23TCF08JyWykpwJSsZo+eSY4l5Nqeqy8yxKlADguCBoAIAjJl5M+Vuhq+7Y1R49DU55UmVjXdXSRveHx2LSzJOSomNX705vLVFi7CoAHB8EDQBwxGzuaoiWJ3UPGnLFCSWSqeB4+xIlv6/hci0cu/pm0V8Kl60QNADAcUTQAABHTLyY1pii5UnV6n15XqPj9cYYFdyxq9sFDcGuhjDT8PaE39/gTlCiPAkAjg+CBgA4YmIpf8FbdFdDs+euhmgz9DZ9Da1m6AnPU7HhT0i6E5QnsasBAI4jggYAOILGCwV5XkK1ajY417sZevCgQZKeqtckSY8mJC8Zj2yFXnlUlrWMXQWA44CgAQCOoPGJoiSp4mQbegUNxbmTweuVR9sEDdOXJeP/eLjcChpszGj1ZCGSaahXmyqv1Ts+AgAwWggaAOAIyk7llbTxSF9Dr10N44P0NCTS0uQlSdITtTAouD8TV7JRUqJeCs6tUqIEAMcCQQMAHEGdJihVyre7Xl8cZFeD1LEZ+nrRX+YW6Wt4VBIAYPQRNADAEdRpV0O/mYbqxoYqG+u936DV13DZCRremvCzCtmKEzQwQQkAjgWCBgA4gjqNXe3V0zD4rgY/aJhpeso1/VN3Oi14ozwJAI4FggYAOIISE5vlSe6uhgc9dzVEJyj1t6vBKCxRuj/lN0RHy5MIGgDgOCBoAIAjKD6e1pjNqFJp39XwoOs943MD9DXMPBW8fKruL3ZrJIw25gqRTAON0ABwPBA0AMARZJIx5dM5WRtXtc9dDcVBJihlilLhlCTpsjNB6eFsUjkn01Beq6tW7pzdAACMDoIGADiiCoWCJEVKlMo9F7yFmYZtdzVIQbbhktMMfWOiplRtVbFmLXwWzdAAMPIIGgDgiBovdljwVu614G3Asaszfl+DO0HpjfENGVllK04zNEEDAIy8PQkajDFTxphHxhhrjHl9m2t/yhjzTWPMujFm0Rjze8aYj25zz0db1y227vumMeavDPdfAQCHW36qIGNN24K37rsaIgve+sk0tJqhTzWaSnn+qTszHSYoPWZXAwCMur3KNPyipJntLjLG/KKkfyLp3ZK+IOmbkj4p6SvGmJ/ocs9PSPqKpB+W9JKkfyPpKUmfaz0PAI6F5ERWOaWiC94q97tePz4TBg21cknV0kbvN2iNXY1JOl/3567enfa/5U5QWl2oDPjJAQBHzdCDBmPMD0n6K5L+8TbX/aCkn5G0IOl91toft9b+sKSPSWpK+qwxZrLtnklJn5UUl/QZa+0PWGs/I+mqpGuSfsYY8/Fh/5sA4DCKj6eUtSlVnfKkao+gITdeVDyRCI7X5h93vVZSEDRI0tN1PzCopI0qkzllKovhcwgaAGDkDTVoMMZkJf0jSa9K+n9vc/nPtb7+grX2rc2T1tqvt55RlPTTbff8tdb537HW/pZzz0NJf691+LM7/gcAwBESH0/5uxrcnobqfVnrdbzexGIqTM8Gx2sL8x2vCxROSim/2dpthl6YzUR6GggaAGD0DTvT8F9Luizpb0qqd7vIGJOR9EOtw9/ocMnmuR9rO/+pHvd8XlJF0idazweAkRYfT7cyDbngnLV11Wrdg4HCTBg0rG6XaTAmmKD0hDN29fZkc0umwXp20I8PADhChhY0GGPeKz978Flr7Ve2ufyqpLSkx9baTqM+nm99fW/b+fe2fT9gra1JellSRtKVfj83ABxV8fGUckqp2UypXk8F5yvV7iVKhemw3WxtYZugQQpKlC7Vw10MbxY2IkFDs+GptFbbcisAYHQMJWgwxsTk9zAsKywT6uV862vH2YDW2o3WsyaNMYXWe4xLmuh1n3P+fJfvA8DIMOm4cjE/sRopUarc63rPuJNp2LanQQoyDRfqdZlWMuH2lKdEs6JEfT24bHWeEiUAGGWJ7S/py38m6bsl/VVr7UIf12/OB+w1p29DfpCQl7Tm3NPrvs1RIPku3w8YY17p8q3L290LAIeBMUb57JhUlarVnPL5JUlStUfQ4PY0rA6QaUhJOlm3up8yujfdGrtaWdRa0v/f7dpCWacuF3f4LwEAHHa7zjQYY85J+gVJf2Ct/Vy/t7W+9iqCNdsc93MPAIy0sbyfYeg30+D2NGzbCC1FJig91ZqgNF+UmsmEMpXwb0SMXQWA0TaMTMP/JP+PUH9zgHvWWl/Helyz2dm3mf9ea/veah/3dGWtfVen860MxLPb3Q8Ah0F+fFxa0JYJSt1Eehrm52U9TybW4+9HU5ckE5Osp8v1ur6irKwxWp3LRYIGJigBwGgbRtDwKfn9B79iTOQP/ZsTjM4bY768ea21dl3Srdbx2U4PNMaMyS9NWrbWrkmStXbVGLMif+TqWfljXdttPu9Wh+8BwMgZnxyXbqhtwVt/5Ules6HS6orGJia7Xq9EWpq8KC2+HRm7en8mpvF5d4JSeWf/AADAkTCs6UkTkr6/7b/vaX0v65zbDFLekFSVNGuM6RQ4PNf6+lLb+Rfbvh8wxiTlb5autp4PACMvPZFTyiYiY1d7BQ3pXE7pXBhgrM4/2v5NgglKYdBwfbxMeRIAHCO7DhqstabTf5IutS55wzm/3LqnLOlLre9/psNjN8/9btv5z/e451PysxtftNby0wvAsdBpK3S9vqBms9r1nsH7GvwJSm7QcHOiHi1PWmRXAwCMsmEvdxvEL7a+/rwx5qnNk8aYj0j6G/J7Fn6t7Z5fbZ3/tDHmJ5175iT9g7bnAsDIi4+nlFVKtVpO/t9rfNW++xr6n6BU9KyKrXUNd6dNZFeD17DaWGFXAwCMqgMLGqy1X5D0S5KmJb1gjPlXxpjfk/QVSUlJP22tXWy7Z1HST0vyJP2GMeb3jTG/Lr8c6UlJv2yt/eJ+/jsA4CDFxtPK2ZSsjalWywbn+97VMMDYVSnMNtyfkhLNqpK1cEYFfQ0AMLoOMtMga+3flfRXJb0m6ZOSPirpi5K+31r7m13u+U1JH5P0byW9X9KPSrouP8j4O3v/qQHg8IgXUsrZtKS2Zuhqn7saBsg0SNLTrbGr5bRReSIbyTbQ1wAAo2tYy922sNbeVB97E1q7HT434LO/JulHdvK5AGCUxNJxZeObW6HdZuge5UmDboXOTUm5aam0oEv1RnD68WxKmcqC1sYv+M8iaACAkXWgmQYAwO7ls36wUHGaoXtthR6fHrARWgqyDU84zdDvTNSVjWQaKE8CgFFF0AAAR1x+LC9pgAVvM2Ej9MbykhpOINDV5gSlmjt2tcKCNwA4JggaAOCIK4wXJPW/4C0/NS05yzjXFxe6XhtoZRpONJtKef6pu9NiVwMAHBMEDQBwxOUnxyW1ZRoq92Rt570J8UQysgV6bYAFbzFJ5+t+1HBv2ijrBA3rixV57GoAgJFE0AAAR9zYZEHGmkjQ4HllNRrLXe8ZuK9hJlino6drfu/C/LiUbK6E79m0Kq10XyoHADi6CBoA4IhLFjPKKqlGI6VmMx6c7zlByVnw1tfY1YkLUjwlSXqi4fc12JjR2kw8squBEiUAGE0EDQBwxMXHU8ratCSzpUSpm8KgC95icWn6SUnRZui7U9G+hrV5JigBwCgiaACAIy7e2gottU9Q6m/BW1+7GqSgROkJZ1fD9UK5bewqmQYAGEUEDQBwxMULKWU3g4Y+JyiNz+x8V8P5el2m1e98Z9oqUwnvZ+wqAIwmggYAOOJMMqZcIispmmmoDrOnQQqChpSkE60KpXtTRhkWvAHAyCNoAIARkM9s3QrdszzJyTTUyiVVSxvbv4kzQempuj8l6d60ImNXVx/18RwAwJFD0AAAI2BszA8WatVccK5XeVJuvKh4Mhkc99XXMB0GDU+2goZy2kiJ9eD8+nKdXQ0AMIIIGgBgBBQK/lboitPTUK0+kuc1Ol5vYjEVppwSpX4mKKXz0vgZSdKlejhBaXk8HLlqrbSxzK4GABg1BA0AMAIKE/5W6Fot55z1VKt13/YcGbs6328ztJ9tcIOGd4obStVWw2fR1wAAI4egAQBGQGG6KEnyvIRqtUxwvueuBqcZuq9dDVJQouQGDbcmGpFdDYxdBYDRQ9AAACMgOzmmpPW3QVf77GuIjF0dcIJS0bMabxhJfjN0ZMEbQQMAjByCBgAYAbFxZ1dDv1uhnQVvffU0SJEJSpvZhrvTbWNXH65vuQ0AcLQRNADACIiPp5VVhwVv1R67Gnax4E2SrtT93oX5cSldD4OGlXsr/T0LAHBkEDQAwAiIF5LK2bSk9gVvffY0zM/Let72bzR+Wkr6z79U9ycz2ZhRPRVmF1YXKU8CgFFD0AAAI8DEY8ol/Aboar8L3pzyJK/Z0MbKch9vZIISpSecZuj5XJipKJWMvGYfAQgA4MggaACAETGW9hug+22ETudySufCAKPvCUqtEqVLtTBouF14GLy2MlpnVwMAjBSCBgAYEfnWVuiKk2loNFbVaHRvTC7sYoLSiWZTKa81QWmqoVQ17GVgghIAjBaCBgAYEZtboeu1rDwv/N97r2bo8R01Q/vlSTFJZ+t+GdK9aRPd1TDPgjcAGCUEDQAwIvLF8dYrE9kM3W8z9OqAmQZJulLzgwN/V0M4QWn5nT4DEADAkUDQAAAjojA1HryuVAbf1dB3T8PUE5Lxf3xcbtQkSeW0UcIuBZes3FnqeCsA4GgiaACAEVGYLkrWfx2doNTnroZ+Mw3JjDRxQZL0hNMMXU4uO88q9fcsAMCRQNAAACMiOZEJF7z1OUFpfHoHPQ1SOEGptatBkuYzj4LX6+u2/2cBAA49ggYAGBHx8bSydjNo6LM8aSbsadhYXlLD2b3QU6sZ+ny9LtOKDx4WwkbociPFrgYAGCEEDQAwImL5pHKbmYaKuxW6e3lSfmraX9jWsr640PXaiFamISVpru7ff3s67GOwJqb1JXY1AMCoIGgAgBFhYka5RFZSe0/DA1nb+a/+8URSYxOTwfHa/KOO123hTFB6su4HB3enm0pVl4PzK/dW2u8CABxRBA0AMEI6bYW2tqZarXsGwe1r2MnY1afr/iK3x0UpUw3Hri691b0sCgBwtBA0AMAIyWf9DEOzmZLXTAfnK9X+djX03Qw9Ni1lpyRJl1p9EDZmJHfsKrsaAGBkEDQAwAjJ58OypHq1ELzu3Qy9g7GrUpBteMJpni7Hw4zGyqP1/p8FADjUCBoAYISEW6GlSsXdCt1jV8NOFrxJwQSli07QsJwJswvrq0xPAoBRQdAAACNkfKoYvC5VMsHrXuVJ4zM76GmQgkxD0bMqNPwJSo/zYU/DRj3Z/7MAAIcaQQMAjJDCbBg0VPpc8BYpT9rBgjdJutha8nZnKgwaKrExNerN/p8HADi0CBoAYIRkJ/OKW/9/7X0veHMaoWvlkqqljf7erFWeJElX62VJ0o3ZZWlzvKuJaeWtu31+cgDAYUbQAAAjJFFMK2e3LnjrFTTkxouKJ8NSor6boScuSDH/vsv1miRpI9dUsr4aXLL0+q2+PzsA4PAiaACAERLLJZWVP2rVzTTU6wtqNjtvaDaxmApTYbZhtd9m6HhCmr4sSbrUKk+SJOM5uxpuDNAjAQA4tAgaAGCEmJjRWMJvgK7VcpI1wfeq1R4TlCJjVwfpa/BLlJ6ohROUKrHw/tUHa/0/CwBwaBE0AMCI2dwKbW1MXtMdwdrvgrfBJyidaDaV8vwAZS0dZhrWVuodbwMAHC0EDQAwYsYy4dSkZs1Z8LaHY1eNpDM1K0laGAsXvG1U4v0/CwBwaBE0AMCIyefzwWu3GXovF7xJ0pXWBKW7k0vBuXKsIK9c7v95AIBDiaABAEZMwdkKXa5kg9d972oYJNMwHQYNTzb8Rmt3V0M1XVT57Zv9Pw8AcCgRNADAiClMhkFDqexuhe6VaXB7GhZkPa+/N8uMS4VTksJm6LXMcmRXw9KrN/t7FgDg0CJoAIARU5gJt0KvV5ygoWcjdJhp8JoNbaws9/+GrRKlzbGrXqwp460E315++0H/zwIAHEoEDQAwYsZnJoLX1WrOed0905DO5ZTOhf0PO5mgdKFel/F7oVU3YTP0yr3VTncBAI4QggYAGDHJ8YyS1p9aVKuFPQ3NZknNZqnrfbmJyeB1aWWl63VbTD3hv6+kqYb/Y6WUDO8vrXReKgcAODoIGgBgxMRyCaWVlCTVaxn5A1F9tVr3xW1jxYngdWmQ8qTJi8HLM60SpbVMmF0olWz/zwIAHEoEDQAwYkw8ppQSraOYjMJdDb2ChtwQgoYnG/541cWxMGioNJPyKpX+nwcAOHQIGgBgBKXjqeC18foNGsIG6p0GDRcaNUnSfD4MGmrpoup37/b/PADAoUPQAAAjKJMIgwav6Sx76zPTMND0pNSYNDYnSTrXKk9aT4dBQzVVVP3Onf6fBwA4dAgaAGAEpZPp4LVXDyco1WoLnS6XJI0Vw0bo8uryYG84dUmSdLbhBw2llJNpSBVUvU3QAABHGUEDAIygTCrcz1CvhhOUepUnZZ3ypI3l5cHesFWitJlpKCXDoMHGktq4xa4GADjKCBoAYARlM27QEL7ek+lJUhA05K1VrhlTNVGStfXg2+v3umc4AACHH0EDAIygTNYJFCphqVLPRujxieB1eX1NXrPZ/xtOXgpenqpbyUj1WJhtWH+80f+zAACHDkEDAIygbC7sYyhXksHrnkHDxER4YK3KawNscnYmKF1q+Mvc3BKljWUWvAHAUUbQAAAjKJMP+xjKlXCSUq+gIZXJKpEOsxIby0v9v+FUmGl4ou7valjNhFuhq15KzUG2TAMADhWCBgAYQbnCWPC65GQams11NZvd/+rvliiVVgf4JT9/Qkr4JVGbE5RWs87Y1fS4aoxdBYAji6ABAEZQdjwMGjbq8cj39qQZ2phwglLHsasTqjN2FQCOLIIGABhBuWIYNDSsUSIRjlOt1R53v8/paxh8gpJforQ5dnUj5S54G1f9LkEDABxVBA0AMIJyk/nIcSIWLm7rPUEpDC52OnZ1ttlU3DORRuhaukh5EgAcYQQNADCCUvmM4jb8X3xMbqahR9DgbIXeadAQkzTXMJHypGpqXLU7dwd7HgDg0CBoAIARZIxRyiTCE9548LJ30LCLTIMzQelCoxHJNHjxtCp3Hw32PADAoUHQAAAjKh0LR63aeliuVKv3ChomgtcbO8w0SNKleknl5Lo8hQvi1ufXZT1vsGcCAA4FggYAGFHpuDNqtRoue6vVFrres+PpSZI0cSF4eaFRk4xVObkWnKvGcmo87t6EDQA4vAgaAGBEZRLhorZmNRO87l2eNBG8Lq2syFrb/xsmM1LhtKQeE5RohgaAI4mgAQBGVCYVBg218uBBg9dsqLqxMdibtkqUzga7GsIFcbVUkaABAI4oggYAGFHpdBgoVEthf0OvoCEzllcsHi6D21hZGuxNW83QZxoNySo6djXF2FUAOKoIGgBgRGWzYdBQKYX9DY3Gqjyv2vEeE4sp6+xqKK+sdLyuq1amIW2liWY8OnY1XWQrNAAcUQQNADCisrmw+blUSkS+16sZencTlMKxq2ebHj0NADAiCBoAYERlxrLB62rdUyJRCI773gq9ujzYm0bGrla2lifdZcEbABxFBA0AMKJy+TDTUG3WlErNBMd7NnbVCRou1sqR8qRaelyNBw9ka7XBngkAOHAEDQAworLjY8Hrqq0rmXSDhh6ZhonJ4HVpeXmwNx2bkVL+IrlzjYZKybAnopHIqWkSqt+7N9gzAQAHjqABAEZUJGhQXanEdHC8Z+VJxoRjV+sNlZNrsgq3QNdS46rdoUQJAI4aggYAGFFjk/ngdd00ldBEcNzvroaBG6GlIGg412jIi3mqJMJdD1V2NQDAkUTQAAAjKpPLRo5NYzx43Sto2FVPgxQEDUXPU8aLRSYo1dJF1e8SNADAUUPQAAAjKp1OR45tLWyM7hU0ZCNBw4B7GqQgaDCSTjVNZIJSNTXOgjcAOIIIGgBgRMViMaVNuNStWXGChnp/05PqlbLq1cpgbzwV7mq42KirlAoDj1qKBW8AcBQRNADACEvHUsHreincEN0z0+A0Qks7GbsaBg2XquvRrdAseAOAI4mgAQBGWDoRBg2NDSeAqC/J8+od74knEsrkw0VwA5coFc9Jxv/xcrZR10Yy2tPQXF5Wc32j290AgEOIoAEARlgmFfY1VJygQepdorSrCUqJlDR+VpJ0rt5oyzT4WQyaoQHgaCFoAIAR5gYN1ZKneDwcw9p77Kqzq2FHE5QuSGoteIv0NPgTnChRAoCjhaABAEZYJhOOXS1XK0ql+lzwVnS2Qu9i7OrJRlOVxFpwup4qyDNx1W7fHvyZAIADQ9AAACMskw2bnyu1qlKpmeB4T3c1tCYoxSWNJaL9C7VUQXW2QgPAkULQAAAjLDsWZhqq9fagoUdPw/huy5MuBi/P2pqq8VL4vmyFBoAjh6ABAEZYdizczVBp1vrONOQmJoLXOwsanF0N1VJkK3Q1xVZoADhqCBoAYIRlC2PB65pXVyoxeE/DwNOTpEim4XytHNkKXUuPq3bnrqy1gz8XAHAgCBoAYITlimHQUFVdCRMGAz2DBrc8aXXAPQ2SlJ2U0v4zzja2jl215bKaC93LowAAhwtBAwCMsGwhLE+qmYaSXn9Bw5hTnlRZW1Wz0RjsjY2Rpi5K2tzVwNhVADjKCBoAYIRls04jtBqK18eD496ZhonIcXkn2YZWidLZRiNSnrS54K3GBCUAODIIGgBghGUy4chVa6xsOSxXqteX5HmdMwjJTEbJdHjvjkqUWs3QOWtlk+vB6VqrbIlMAwAcHQQNADDC3KBBkhpraefIql5f6npvZILScvfrunKaoQvxcMFbdbM8iQlKAHBkEDQAwAhLJBJKmHhwXF33FIuFJUt72gztBA0zJnyfWmpcVka12wQNAHBUEDQAwIjLxFPB6/J6qf9dDbsduzoV7mo43bwXnjex1lZoggYAOCoIGgBgxKWTYUlSuVTuO2gYK04Er3e04G38rNTKcpy3a6rHquH7psZVv39fdtCpTACAA0HQAAAjLpNyg4aKUilnwVu9V6bBKU/aSdAQT0gT5yRtjl1tm6DUbKr+4OHgzwUA7DuCBgAYcRlnClKl2n+mIbfbTIMUTFA622hoI8muBgA4qggaAGDEZbJu0FBVOjUbHPcbNOyop0EKmqGnm56qSWeCUjB29fbOngsA2FcEDQAw4rI5Z8FbvdqWaVjoep8bNJR3GjS0mqGNpFjK2dXQyjTUyDQAwJFA0AAAIy47lgteVxpVJZNOT0Ptcdf7IuVJqyuynjf4mztjVzPx5fB9U5uZBrZCA8BRQNAAACMuWwiDhqptKBkLR6n2W57kNZuqbKx3vbYrJ2iY0KPwc9DTAABHCkEDAIy4bGEseF03DSWaE+FxfUnW2o73ZcbyisXDxXC7XvBmowveJKnGVmgAOBIIGgBgxKUz4cjVuppKNMeDY2ubajTWOt0mY4wy+UJwXFnrfF1PmaKUmZAkndBS+DlS/nObj+fl1WqDPxcAsK8IGgBgxKVS4UbouhqK1bJy//dfry92vdcNGsrrOwgaJGnygiTpnA2DhmY8rWYsKUlqPHiws+cCAPYNQQMAjDg3aGiYpmzFUzI5EZyr15e73pstuJmG1a7X9TRxXpJ03gkaJKme9Mum6vfu7+y5AIB9Q9AAACMummloylaabUHDUoe7fJl8WMpU2WmmYcLPNORVVz1eCd836Qck9fsEDQBw2BE0AMCIaw8amuV630GDm2nYeXnSxeBlI7ERvK4l8/7732PsKgAcdgQNADDi3KBBRqqVqkomp4JTvcqTdt0ILQXlSZIUS4TPqG8GDWQaAODQI2gAgBEXCRokVUuVtkxDv43QO+1puBC8TJrl8H1TftDQuHdvZ88FAOwbggYAGHHJZDJyvDVoWO56b7QReveZhlws3PUQlieRaQCAw46gAQBGnDFGqXgYOFTL/ZcnZZ1G6B33NKRy0tisJGlcYbbCLU/qtmAOAHA4EDQAwDGQSoRBQ61SjWQaar3Kk4YxclUKSpSmnfKkzUyDrVbVXOz+GQAAB4+gAQCOgaQbNFRrkaCh0TPT4AQN6+s7/wCtBW9zzq6GajofvKZECQAON4IGADgG3Gboam2A6UmFsDypUa+pXq10vbanVl9DPhZmKypu0HCfZmgAOMwIGgDgGHCDhlqt1laetNS1p8CdniRJ5R03Q/uZhowTNDQS4bPrTFACgEONoAEAjoF0Oh28rtXrSiUng2Nra2o2Sx3vSySTSqYzwfHOt0L7mYasEzTY+Jg84/8YarCrAQAONYIGADgGUk7QUG/UFY8VI9/vtRXabYYu77QZurUVOuuMXJWkRiLnvz+ZBgA41AgaAOAYSGfC8qS6acrUpIRbHtQjaHDHru4401A8K8koaSqSqQWna0n/M9AIDQCH29CCBmPMzxpjfssY85YxZsUYUzXGvGOM+SfGmHf1uO+njDHfNMasG2MWjTG/Z4z56Dbv9dHWdYut+75pjPkrw/q3AMCoSeXCEqOGGvIqTSWdEqXezdBupmGHQUMiLRVOyRgpFQufsbkVuk55EgAcasPMNPzfJf2IpEVJX5T0eUkVST8l6XljzI+032CM+UVJ/0TSuyV9QdI3JX1S0leMMT/R6U1a578i6YclvSTp30h6StLnWs8DALRxG6HrasqrNNqChl6ZBnfs6g6DBikYu+r2NWwueGsuLsorl3f+bADAnhpm0PBpSZPW2u+x1v5k678rkv6WpJSkXzXGxDcvNsb8oKSfkbQg6X3W2h+31v6wpI9Jakr6rDFm0n2D1vFnJcUlfcZa+wPW2s9IuirpmqSfMcZ8fIj/JgAYCW4jdN00ZSvNyASl3j0NbnnS7he8FUzY11BJuWNXH+z82QCAPTW0oMFa+zVr7ZYB3tbaX5H/C/1pSVecb/1c6+svWGvfcq7/uqR/JKko6afbHvfXWud/x1r7W849DyX9vdbhz+7ynwIAI2f7TMNy13uzwyhPkpwJSmHQsDrGrgYAOAr2qxG62fpakyRjTEbSD7XO/UaH6zfP/Vjb+U/1uGezHOoTrecDAFrcoKFhmvKq7T0NPTINY3tXnrTuBg1MUAKAQ2vPgwZjzE/JzzC8Kent1umrktKSHltr73S47fnW1/e2nX9v2/cD1tqapJclZRTNaADAsRfNNDRkKw0lExPhuV49DcMYuSp13NVQTofPZlcDABxeiWE/0BjzX0h6l6QxSc+0Xt+T9B9aa73WZedbXzsFDLLWbhhjliVNGmMK1to1Y8y4pIle97XOf6j1/Bd3+U8BgJGxpTyp3FAyNRWe63N60q4yDR22Qtfdnoa7ZBoA4LAaetAg6c8pLD2SpNuS/rK19lvOuc2fEp1XkPo25AcJeUlrzj297ttoe35XxphXunzr8nb3AsBREwkaTLM1cnUiPNfnnoZd9TSMn5FMPJJpaMbdngYyDQBwWA29PMla+wlrrZE0KX8S0huSvmyM+S+dy8zm5T0eZbY57uceAIDaehrU9MuT+u1pcDMNG+uyntf12p7iCal4JtIIbUwYNFTJNADAobUXmQZJkrV2WdIfGmN+VNLXJf13xph/Z639E/mZA8kvYeom1/q63vq61va9ToW17ff0+nwdF861MhDPbnc/ABwl7ZmGZrmutBM01PrMNMhaVUobkd0NA5m4oOz828FhwhuTlf8Xn8bDB7KeJxPbrxkdAIB+7fn/ma21dUn/Qv7PhM1pSLdaX892uscYMya/NGnZWrvWes6qpJVe9znnb3X5PgAcS+6eBkmqlmuR8iTPK6vZrHa+N5eTMeGPi8pumqEnL0R6GmJKqJHISpJMo6HG4/mdPxsAsGf26885mz8FZltf35BUlTRrjOkUADzX+vpS2/kX274fMMYk5W+WrraeDwBocTMNklQvV5RMTEbPNTpnG0wspnQ+LCPa3a6GC8qYdZlgEre04jy7wa4GADiU9ito+P7W1+uSZK0tS/pS69xnOly/ee53285/vsc9n5I/bvWLnZbMAcBxlkgkZEzY9lWt1hSPpxWP54Jz9VqvEqXhTVAyxioTC6tIH0+wqwEADruhBA3GmD9jjPk/GWMSbeeTxpj/TNJfllSWX6a06RdbX3/eGPOUc89HJP0N+T0Lv9b2Vr/aOv9pY8xPOvfMSfoHbc8FALQYY5RKJIPjasUvRep3V0NmWLsaJjfHrobN0MvOs5mgBACH07AaoS9L+qykeWPMtyQtSJqR9B5Jp+Rvav6/Wmtvb95grf2CMeaXJP0dSS8YY/69pJSkT8oPZv6StXbRfRNr7aIx5qcl/UtJv2GM+QP5pU+fkN8D8cvW2i8O6d8EACMllUqpWq9Jkmq1VtCQmlSl6v91v95Y7nrv8DINrQVvZlWbIcqqsxW6xgQlADiUhhU0/IGk/0F+GdJ75QcMNUk3Jf2G/F/mr7XfZK39u8aYFyT9bfnBQl3SFyX9grX2q53eyFr7m8aYj0n6eUkflh9ovCbpH1prPzukfw8AjJxUKhVss6k36rJNG+lr6FmeVAgnKO0qaMiflOKpyK6GUjYMSNZu3dGpnT8dALBHhhI0WGtvSPovt72w872fk/S5Ae/5mqQf2cn7AcBxlXImKNXVlK02+l7wlsm75Um7CBpiMal4TpnFMGiopsLp2+xqAIDDiWHYAHBMpNLOgrfNrdApJ9PQqzzJyTSUd5NpkKTJC5FMQyMRlifp4YPdPRsAsCcIGgDgmHDHrtbUlFdp9F2elHHGou5qT4PkL3hzGqHlbIVOlNbVXN92PycAYJ8RNADAMeEueGuoKVtptGUaegUNQ8w0TJyPLHhL2Lzq8fDbDSYoAcChQ9AAAMeEm2mom4a8cjM6crVnI7QzPWk3PQ3SlvKkTCOvhfDx7GoAgEOIoAEAjolI0LBZnpR0Mg315a73Rhqh13dbnnQxEjRk63nNF8PFc6U7d3f3fADA0BE0AMAx4QYNg5YnuY3QjWpVjVpt5x9k4nykpyHppfV4PFw8t3D91s6fDQDYEwQNAHBMRMuTWtOTnEboRmNNnlfveK+7EVra5a6GsRll0o3IqcXxsBl649adnT8bALAnCBoA4JjYUp7UtqdBkuqNFXWSTKWVSIWN1LtqhjZG8cmzSpmN4NSKE5TUaYQGgEOHoAEAjon2RmhbaSoezykWc873XPA2zLGr0QlKG9lwwVti/uHung0AGDqCBgA4Jtp7GrxKQ8aYvnc1ZCPN0MOdoFRJh8/OrS7KNhqd7gIAHBCCBgA4Jtw9DXU15ZX9X8zdEqWeuxqcZuhdj11ta4auO1uhY9aq8ejR7p4PABgqggYAOCbaG6FtpSlJfY9djWQahrAVOhMLA4+ULWg5F3578W0mKAHAYULQAADHRKc9DVJb0NCjPMmdoDSc8qQw05Cpj2k+TGTo/ls3d/d8AMBQETQAwDER6WkwTTU3y5N2sKthVyNXpVZ5UnTB24Kz4G35BpkGADhMCBoA4JhwgwZJqlerkqRkYiI81yvT4JQn7TpoyE4qmwp3QmQaeT12Mg0VtkIDwKFC0AAAx0R70FCr12WbXrQ8qbHc9X4301DebSO0pEwxEz67Pqb58TDTYB8ydhUADhOCBgA4JhKJhIwJfzEPtkJHGqH3aU+DpOxEGIRk6nnNF533WmR6EgAcJgQNAHBMGGPamqEbspXoVujeQYOTadhteZKk7PR0+OzmmOYL8eC4uLYoz7O7fg8AwHAQNADAMRKLhf/bt5Js0yru7EhoNstd701lwnKiRq2268+SmpyNHK/lksHrbKOq+cXdByYAgOEgaACAY8Ta8K/3xj+hmAl/Wfe8+tabWmLxRHhdo/t1/YoVpiPH5XQ8cvzgLiVKAHBYEDQAwDESDRqMZKVYLOl8v0fQkAh/qW82m7v+LPHCVOTYiydVc+KGx/ce7/o9AADDQdAAAMfIlqBBkukz0xB3Mg2yVp63u8AhNj4TPbZxrWfD46UH87t6PgBgeAgaAOAYaS9PsgNlGhKRY6+xu6DB5OcUUyM4jnsJrYdtE1p9vLir5wMAhoegAQCOEc/znCMjWStjwolK1jZkrbf1RkmxeLTnwGs2Ol7Xt9y0YiZ8RswmtOEEDaV5ggYAOCwIGgDgGHEzDbEOPQ3+NZ2zDfG2TMOu+xoSacWNm2mIaz0b7pGoLq3s7vkAgKEhaACAY8QNGlontgQN3foatmQaGrvMNEiKmTCrEbPxSKahuULQAACHBUEDABwj2zVC+9d0CxraMg1DCBri8fDzxG20p8Gsr6nJgjcAOBQIGgDgmGjPMhirjuVJfWcahjB2NRYLy5FiXlwbmfB4rFbS47Xqrt8DALB7BA0AcExsCRpkZNsaoSXJ8zpvezbGRBe87bYRWlI8EQYJSZuIjFzN10q6t9J9QzUAYP8QNADAMRGdnNTaCC0/GHBLlPpd8DaUnoZ4GDQUbCpSnlSol3R/ubLr9wAA7B5BAwAcE50yDWqdckuUumUapOiCt6FshU6Gzxv32oKGWln3yTQAwKFA0AAAx0TnoME/F9kK3SvTEB9upiGeDJ9XaJrIyNV8vaR7ZBoA4FAgaACAY2Jr0BCKbIXu0ggtRbdCN4fQ0xBLhu871lBk5Gq+Vtb95Y1dvwcAYPcIGgDgmOiYaWi1OUQyDT2CBnfBm9cYQnlSKmzCHqvbSHlSXFYLj5d3/R4AgN0jaACAY6Jj0NBqaohkGvotTxpGpiGdDl6PNW0k0yBJG48Xdv0eAIDdI2gAgGOifXqSFLQ0RMau9mqEjo5cHUamIQwasl5cNma0EZ5SdXlF9ebWzw0A2F8EDQBwTLRnGmJdpif1yjTEnUzDUHoanBGumab/OtLXUC3p4SrN0ABw0AgaAOCYaA8aWmclSbE+expikZ6G4S53y3h+0BBZ8FYv6/4KQQMAHDSCBgA4JnrtaTCxAxq5mgh/DKU3g4aMs/CtVtK9ZXY1AMBBI2gAgGOi53I3dyN0r+VuifC6YSx3izlBQ8rrUJ5EpgEADgWCBgA4JjruabCb05PcRuj9m54Uj4dZhYSNyyhanlSolXSfTAMAHDiCBgA4JtqnJxmZzUSDjBs02B7Tk4a8p8HNNFibUFGJyK6GQr2ke2QaAODAETQAwDHhZhqMbf2Fv2N50sFkGjyb0KRMpKchXyvrAUEDABw4ggYAOCYiQUN40j/usxE67uxpaA6hEdrNNDSV1GTTi/Q0FOol3V+hPAkADhpBAwAcE9GgYRiZhiEsd4s7QYNNaKpRj45crZU1v15TdQilUACAnSNoAIBjonOmoXXcb6YhMdxMQzzplCcpoclaeUumQRIlSgBwwAgaAOCY6Jhp2FzuFusz0+A2Qg9j5GpbpmGy0Yj2NNT90qR7ywQNAHCQCBoA4Jhon54kySlP6nN60rAboRPRTMOU14xMT8o1qop7TfoaAOCAETQAwDHhZhpirUyD7VSe1LOnwc00DKERuj3T0PQiPQ2SlK+XWPAGAAeMoAEAjonocre28qQ+G6HjiTDTMJSeBmd6kmcTmmw2VU1KDeenU6FW1j0WvAHAgSJoAIBjov9G6F7L3ZzrhrHczdnT0FRSU54nGRNd8FYr0QgNAAeMoAEAjol+R672Kk+KOz0NzWH0NCS3lidJio5dZSs0ABw4ggYAOCY6Bw2b05NSznX99jQMY09D28jV1jMjY1drZRqhAeCAETQAwDHhTk8ybd8zTtDgeX1OTxr2RmibUFJSQfG2saslLZfqKtdY8AYAB4WgAQCOiaFshB7yngZ3I7Qn/zNMWtOWafAXvN0j2wAAB4agAQCOiUjQYKPn+t4I7fY0NLpf16+Ys6ehaf2AZNLz2noa/GDhPgveAODAEDQAwDExnEyDE1wMOdMQBA2NOpkGADhkCBoA4JjoGTT0mWkY9kboWNtGaEmaqlXaehrINADAQSNoAIBjIrrcLTgrSTL9jlx1ehqaQ9jT4C53s4rLszFNNhuR8qRC3c80MEEJAA4OQQMAHBPR6UntmQZ35Gqf05OGsachEf0x5I9d9bYsd5Ok++xqAIADQ9AAAMdEr/KkfjMNw97T4G6Elvy+himv2bk8iUwDABwYggYAOCaiQUPrnDaXuzmN0L2mJ7kjV4ewp6FTpmGq6WnDLU+qlSRr6WkAgANE0AAAx0TPTIPbCN1ruVvCHbk63EZoyc80TDabkfKkhPWUada0Vm1orbL7Ma8AgMERNADAMdEp09Bp5Oq+lifF2oOGpJ9pyESvo68BAA4WQQMAHBMdG6GD8iS3EbrP5W5DaIQ2xmwZuzrpNdWMG5XDjxT0Ndxbpq8BAA4CQQMAHBO9picZE2YQrG10Gc8qGSdosEPINEhSzFnw5tm40lbKKhbJNuRbmYYHZBoA4EAQNADAMVGvhxmEhPX/929av7Bb6zlXGhkTLRsKeE4wERvSj5BIgOK/LsioElZMKdP0P/vjtepw3hMAMBCCBgA4JiJBg1oZg2DkqZOFMHF142YrYkMKGtx4xRg/aMh7Us0JGtJNvzn78TpBAwAcBIIGADgmarVwKlKyFTSYVj+BtWGpkTHdfzRYt8RpWEGDk2mItYKXvOepGlZMKU2mAQAOFEEDABwT0fKkVtAQlCe5/QndMw3WC68bXqbBLU9qBQ3NhqrJsEQqyDQQNADAgSBoAIBjomN5Umu52uaSN2mb8iTrljENK9MQvg4yDY1aW3lSK9NAeRIAHAiCBgA4JtzypM2gwWz2NETKk7o0QWv45UnRLIOkoKehSXkSABwiBA0AcEx0np60taehV3nSsBuh20e7uj0NnRqhS7Wm1qu73w8BABgMQQMAHBOdGqGD8qQ+y46imYbuwUW/IpNeFWYv8p6naoeRqxLZBgA4CAQNAHBMdOppCBqh5ZYn9WqEHnJ5UlumwaTzkqS8ZyNBQ9GEn4+gAQD2H0EDABwTkZ4GG+1piGYa9q88yfPag4YxSZuZhrC3YpygAQAOFEEDABwTbqahvTwp0gjd60eDEzQo1r1hum/tfdCZzUxDtDwpr7CP4fFaZffvCwAYCEEDABwTvaYnRRqh9zHTsKU8KVOQJI15VjVnetKYdYIGxq4CwL4jaACAY6LncrfInob9HLkaPd7MNBTaMg1ZL/zsj1YJGgBgvxE0AMAxEc00tP7333FPwwFmGtLjkqS8jQYNmyNXJTINAHAQCBoA4Biw1nbsaTAdRq722tMw7JGrWxqhs62gwfMi5UnJetjHQCM0AOw/ggYAOAbcgEHqND3JzTT0u6dhCD9CtjRC+z0N7SNX4/UwUCBoAID9R9AAAMfAlqBhM5uwGTT0uadhz0eutoKGjLVqOCNXY9UwUFjYqKnZdh8AYG8RNADAMeD2M0itoCFugqbnnW2E3oOehmzR/yopngiDBlMLg4amZ7VUiv57AAB7i6ABAI4BN9MQtzHFZILJSZLa9jT06mnor4ypX5FWChP2NEhS0ulpMJWqsonw/ZigBAD7i6ABAI6BjjsanL/kRxqhD2h6kjFGyhSD42QsOo/1dC58PyYoAcD+ImgAgGMgsqOhfdyqJCu3PGk/9zQ4QUNMUtrJNLQFDacy4eeiGRoA9hdBAwAcA70Wu0kaoDxp2D0N4ev2TEPWRJu3T6bD1wQNALC/CBoA4Bhwy5PadzRI7eVJ3X80DL08KZJpaA8aPDWct5hLhdcSNADA/iJoAIBjIFqeFB23KrXvaeiRabDDXe4WzTQoUp5U8KJboWeTTtBATwMA7CuCBgA4BiKN0LZDpiHS07CP5UlOpiEWM1I8ISXHJEljbUHDdCK89tFquCEaALD3CBoA4BhwMw1BeVLXTMM+lidFUg2tr60SpYJnVXPGrk7Fw/cm0wAA+4ugAQCOgU4jV93ypANrhHZaKWKx1ufJ+CVK7ZmGYiz8jPQ0AMD+ImgAgGMgOj3J/1+/Oz2p30boyHK3WPfRrP2yW5oaFGQa8m1Bw7gJ33ut0lClHh4DAPYWQQMAHAOdl7t162norzxp2CNXgxik1Qydt1bVZBiYjNlG5F6yDQCwfwgaAOAYiPQ02N2UJ7mNy3swclWKZBpqTqYhVqtqMheeoK8BAPYPQQMAHAMdMw2RRuh+y5OGPXLVCRpMtKehvTzJq5Q1V8gEx49WCRoAYL8QNADAMdBpT0N0uVufexr2cORqEKu4PQ3O9CSvXNZsIVwLTaYBAPYPQQMAHAORjdCbexriu+tpGM7I1fB1kGnY7GnwbKQ8qbqxFg0a6GkAgH1D0AAAx8BAG6H3deRq754GtzypXiJoAICDQtAAAMdAtKdhc+Rql0bonuVJ/S2B61eniaubQUNSUtMpT6ptrGk2T9AAAAeBoAEAjoHonoZOPQ1uI3T3/QtDL0/qkWmQJCXCz9Iob9DTAAAHhKABAI6ByMjVTuVJkZ6GfSxPikxPar1o9TRIkkmE32+WSppzg4bVyq7fHwDQH4IGADgGOo9cdX4EOJmG/e1pCF93yjTEYuEFXmXr9KTIRmkAwJ4haACAEddsNiNlRZ3Lk8JehV57GoY/Pan7ngZJisedoKFciQQN9abVSjnMoAAA9g5BAwCMODfLIHWZnqQ+G6HtcJe7eV6H8iQn0+AGDapUVcwmlXQ+N83QALA/CBoAYMS5/QxS2NNgEp03QveaijTs8iS505M2y5OSOakVuCTjzgXVqowxTFACgANA0AAAI87NNBgZxeT/ch5Z7mYbzjXdMwheM8xIDKM8KZppMJsvghIlN2iIVf3ghwlKALD/CBoAYMSVSqXgdcakZDaDhnQYHDQbG8HreGKs67NqlXBiUTKT2fVnq1fDICSVcYKVRNZ/D6fnYfNVMZcKzq3S0wAA+4KgAQBG3MZGGBBkFK5YjmXDzWmN5lrwOpEodH1WvRwGIKlsdtefrVYOMxzJjLPJLe5/zri2Bg3jznWrlfB+AMDeIWgAgBEXyTRYJ2hwfvluNJygId49aKhVysHrVCa368/mBg2prJNpiPvZhHhkoqp/MJ4N/w1kGgBgfxA0AMCIi2QamuEv3MYpB4oEDT0yDbWyEzQMI9NQccuT3ExDK2jokGkokGkAgH1H0AAAI27gTEOvoKEy7KDByTS4PQ2b5UnOxFXb6pMezziZhgqZBgDYDwQNADDioj0NYRNxNGhYD153CxqajbqazvjWZGa4PQ2p7NZMg3Mm7GmgPAkA9h1BAwCMODfTkN3MNCSMTNL/EWBtU82mGzTkOz7HLU2S9qA8qUPQEOvU00B5EgDsO4IGABhxkUyDbf0yHskybESu75Zp2JOgwc00dJqe1GHkqptpWCPTAAD7gqABAEZcpKehNXK1Wz+DJMXjXTINTj9DIp1WLNZ9CVy/uvc0dGiE7tjTQKYBAPYDQQMAjDBrbcdMQ2RykrOjIRbLKhYLfyl3RSYnDaGfQepVnrSZaQhPdd7TQKYBAPYDQQMAjLBaraZmM/zFfHN60k4mJw17sZv/THe52+B7GmoNT5V6UwCAvbXroMEYkzPG/Lgx5teMMS8ZY1aNMRvGmBeNMf+VMaZzntu/96eMMd80xqwbYxaNMb9njPnoNu/30dZ1i637vmmM+Su7/XcAwChyswySU57k/FW/uZNxq0NY7NZsemrUw5mqnfY0dJyelIlmQsg2AMDeG0am4T+U9NuSfrr1vH8j6Q8lXZL030r6E2PMXPtNxphflPRPJL1b0hckfVPSJyV9xRjzE53eqHX+K5J+WNJLrfd6StLnWs8DADgi/QyJtGKt/+2btLvYbftxq5JUHXKmoV6JZgg6lid5biO0/zqTjCkZN8H51TJ9DQCw14YRNNQk/Yqkp62177bW/gfW2h+WdEXStyVdlfQ/ujcYY35Q0s9IWpD0Pmvtj7fu+ZikpqTPGmMm2+6ZlPRZSXFJn7HW/oC19jOt51+T9DPGmI8P4d8DACPDzTRk4+ng9c7Kk4a82K3tl/2UE8go4X9W94fUZiO0MSaSbVgj0wAAe27XQYO19v9nrf1b1tq32s7fl/Sftg5/0hiTcr79c62vv+DeZ639uqR/JKkoP3Ph+mut879jrf0t556Hkv5e6/Bnd/vvAYBREsk0xJzFbtkdbIOOBA27L09yJyclM3GZWJg9CHsanEyD099QYFcDAOyrvW6EfrH1NS1pWpKMMRlJP9Q6/xsd7tk892Nt5z/V457PS6pI+kTr+QAAtWUaTJhp6DY9KdFl3KrU3tMwjEyDMznJ7WeQOk9PMuEBW6EBYH/tddDwROtrXdJi6/VV+UHEY2vtnQ73PN/6+t628+9t+37AWluT9LKkjPyyKACA2he7hb9o76Q8yc00JIeyDbrLjgbJ2dMQcgcpRXc1EDQAwF7b66Dh77S+/htrbbX1+nzra6eAQdbaDUnLkiaNMQVJMsaMS5rodZ9z/nyX7wPAsRMpT/J2GTQMO9PgBg3Z9kxDh/IkuZkGpzyJRmgA2HOJ7S/ZGWPMj0r6j+VnGf6+863N3Hdpy02hDflBQl7SmnNPr/s2/5zWPbce/XyvdPnW5X7uB4CjIJJpaIT/y4+UJ/WdaRju9KRoeVJ7pqH7cjeJTAMA7Lc9yTQYY56R9E8lGUn/hbX2Rffbra92y41br+l23M89AHDsuZmGtBM0HIpG6PL2mYbI9CR17mlgehIA7L2hZxqMMWfl70+YlPSL1tpfartk86fTWI/HbP402hwevtb2vdU+7unJWvuuTudbGYhn+3kGABx2kUxD3QkaMjtY7jbskauRnoZu5UnS5vo39y9NhTTlSQCwn4aaaTDGzEj69/L7Cj4r6T/vcNmt1tezXZ4xJr80adlauyZJ1tpVSSu97nPO3+ryfQA4diI9DZFG6M7lSfF+exqGEjRsPz0p5vY0dJueRKYBAPbc0IKGVtPy/yF/OtJvSfrr1tpOJUhvSKpKmm1lJdo91/r6Utv5F9u+7753Uv5m6Wrr+QBw7NVqNdXr4S/UGRvuaTBuI3SfI1frbk/DEBqh606GIJntPD0p4fwU8ZxvRxuhCRoAYK8NJWgwxqQl/Y6kD0n6t5L+L9baZqdrrbVlSV9qHX6mwyWb53637fzne9zzKfnjVr9ora0M8NEBYGS5WQZJysj/67xJhYvUrPXUaIRVnX1PTxpCT0O1vH15UixSlGTlWT90iDZCU54EAHtt10GDMSYu6Z9L+rikP5T0k629Cb38YuvrzxtjnnKe9RFJf0N+z8Kvtd3zq63znzbG/KRzz5ykf9D2XAA49tx+hnQypXjrf/kx56/6zeaG3G6BbkGD9bw92Ag9+PSkhucHCDRCA8D+GkYj9N+W9BOt1/OS/idjOg4y+s+ttfOSZK39gjHml+TvcXjBGPPvJaUkfVJ+IPOXrLWL7s3W2kVjzE9L+peSfsMY8wet9/uE/B6IX7bWfnEI/x4AGAlupiGXzgYjJUyXHQ1S96ChXo0mcYfR01DvY09DzE00GD9oSMVT0UwDjdAAsOeGETRMOq9/outV0n8j/5d8SZK19u8aY16QH3R8Uv4+hy9K+gVr7Vc7PcBa+5vGmI9J+nlJH5YfaLwm6R9aaz+7i38DAIwcN9OQTWaC19HFbmFpUiyWViwW9j243CyDNKzlbk6mYUvQ0Mo0yF3uJjWsHyAUnH9Dud5UreEpldjrfaUAcHztOmiw1v438gOCndz7OUmfG/Cer0n6kZ28HwAcJ26mIZtwgwZnclJz8G3QsXhc8WSy67X9qvXsaUj7X9rGaXQqT5L8EqXpfHrXnwkA0Bl/lgGAERXJNMTCX6i7lSf1vaMhk1WXMtSBRPc0dJ6eFOlpMGHQMJaKK+Z8BJqhAWBvETQAwIiK7GgwYdlR123Q8f6ChuQQ+hmaTU+NWjhEtVt5UvsPqabnlzQZY2iGBoB9RNAAACMqsg1a2y92651pCAOQ9BAmJ9Ur0anc3TINbj7DzTRIohkaAPYRQQMAjKhIT0OXxW7NHWyDHkamodb2S36yy54GtfU01G2YUYgseCPTAAB7iqABAEZUZE9DM/wFOzaEnobdcicnJdNxxWJtPRLxrY3WVmF5kiQV0m6mgaABAPYSQQMAjKhIT0PDDRrc8qQ+t0E75UnD2NHQswlaCjMNrvbyJDINALBvCBoAYAQ1Gg1Vq9XgOF0Lf8E23RqhewQN9YqbaRjCNuhyj8VuUsegwd0ILdHTAAD7iaABAEaQm2WQpHQ1/N99pDyp3z0NbnnSkDMNW/oZpLA8qa2noWnD8iSmJwHA/iFoAIAR5PYzJJNJxarhb99dpyf1GLlajZQnDSPT4GyD7rM8yUqqe04jtJtpYE8DAOwpggYAGEFupmEsNyY13KBhB+VJe5hp6Lc8qb2noeD8O2iEBoC9RdAAACPIzTTk2n7J774ROt/1ebXKkKcnlbdphI7FJRlZdyO0upcnrRA0AMCeImgAgBG0srISvM5nxsJvJGIyKf9//dZa1WqPg28lk1Ndn1daDZ+XyXcPLvpVXq05z+uUVTCSMbJeOIq10RZb5NPhiXI9uiwOADBcBA0AMIIWFxeD18V0WHaUKKZkjP+LeL2+IM8LJyxlMme6Pm99cSF4nZ+a3vXnW18K3zc/md56gedJ1pNXD4OGcsooFQsDjHQiDBoqBA0AsKcIGgBgBC0tLQWvx+NhpiFeDH9Br1TuhefjeSWT4x2f1Ww0IpmG/NTMrj/f2mIleF2YzGy9oFWG5DXCH1OVtJR0lr6lE+H3qg1v158JANAdQQMAjKBIpkFhD4IbNJQrd4PX2R5Zho3lJbnNBWOTk7v6bNbaaKZhqlOmwe95iGYapGTMCRqSYaaBoAEA9hZBAwCMmHq9rtXV1eA4Xw//kh/NNIRBQzpzuuvz3NKkTL6gZKrDL/kDqJUbqlfDcqJ8p0xD029sdjMNW4IGN9NAeRIA7CmCBgAYMcvLy8FrY4xypXBaUrwY9gS45Um9+hk2lsKsRX6ye7N0v9wsQzwRU7aQ3HpRt0yDU56USTqlS2QaAGBPETQAwIhxS5MmJiak1XAcabdMQ7ZHpmFtyE3Qbj/D2GQ6aMyO8PzMQbMRfq+SNm2ZhrA8qdbwZG3b+mgAwNAQNADAiHGDhqmpKTVXnL/sd2mE7jk5aWnvJicVOk1OkqTW5udmvUd5UjL6I4y+BgDYOwQNADBi3MlJk+MTsrXwl+loeVKYacj0yDRsuJmGYZQnOZmG/FSHfgYpKE9yMw1bexqiixsIGgBg7xA0AMCIiZQnZcIdDYobxcb8X7objXU1Gs7CtgPKNHTc0SB17WlIxd09DW2ZBpqhAWDPEDQAwIhxg4bxRHRHw2b/gFuaZExKqdRs1+etOc8bTtDgZBo6TU6Sgp6GyPSkLT0NlCcBwH4haACAEeJ5XmR6UkG54HX30qSTMqb7j4MNN9MwOdxG6K6ZhtbIVetkGipt5UnGmLYFb2QaAGCvEDQAwAhZWVmR54V/cS84OxoSO2iCrpVLqpXLwfFuMw3Ws1pfdhqhe/Q0WCtZp6ehmo4pHov2MbhBQ6VOpgEA9gpBAwCMELc0qVAoKLYe/vW927jVTLq/casmFlNuvLirz1der8trhKNRezVC26aRbBg0NDNb9zlEt0KTaQCAvULQAAAjJDI5aXKy+7jV6uCL3cYmp2Riu/ux4fYzJDNxpbOJzhd6zUgTtCQ1sqktl0W3QpNpAIC9QtAAACOk946Gbj0NPSYnOZmGwtD7GbpkGSTJq8tzSpM8I9n01kxDJpJpIGgAgL1C0AAAI2Rr0FALjrsvdutenrTelmnYrfXFPha7SZLX2LLYLRHvUJ5EIzQA7AuCBgAYIW550kS+KFvd2tPgeTVVqw+D8z2DhsVh72joY7GbJHmNSKahfbHbpmjQQKYBAPYKQQMAjAhrbSTTUEzmw286i92q1QeSwmbkTOZU12cOP2joY7GbtKWnodK22G2TuxW6wnI3ANgzBA0AMCI2NjZUr9eD46JxdjSMp2RiWxe7pVJzisW6//Ie2QY9jPKkfha7SVKzLq+tPKlTpiGTJNMAAPuBoAEARoSbZchkMkqWw7/Udx232qMJWpLWh7wNes3pachP9e5piJQntW2D3uRmGpieBAB7h6ABAEZE78lJ4S/o5T6boK3naWN5eEGD1/RUWnEboYfQ05CkERoA9gNBAwCMCLcJuvfkJDfT0D1oKK2uyGuGv4jndzlydWOlJhu2UvTR0+Bse+7a08BGaADYDwQNADAi3EzD5OSkGkPc0ZDMZJXO5bpe2491Z0dDJp9UIhXvfrFXjzRCd+9pYCM0AOwHggYAGBG9ypMSXXY0ZHsFDUtD7meINEH3yDJI/p6GSE8DI1cB4CARNADAiNhanrS1p8FaT9Wq29PQX6ZhKJOT3MVuvXY0SH5PQ2R6klGy43I3GqEBYD8QNADACKhUKiqVSsHxxNi4bGXrYrdabUGeF/Y69N4GvZc7GrYLGpp9NUK7I1crlCcBwJ4haACAEeCWJiUSCWWbTtNwzCiW93/hdvsZEomCEolC12dGxq0OfUfDNuVJzfqW5W6MXAWAg0PQAAAjoL00yVt1Jie5i936LE2S9jjT0GtHg9QaueqUJ6XVuTyJkasAsC8IGgBgBLRPTuq2o2GwxW7DDRrWFvvcBi21ehr62NNAIzQA7AuCBgAYAVsnJ7k7GrqNW+3ezyC1TU/aZXlSo9ZUZb0eHG/fCB3taaikjFKxrXsa3JGrlTqZBgDYKwQNADAC+pmcJEXHrWbS3YOGRq2mytpqcLzbTINbmmSMNFbcGgBEePXI9KRSt/IkMg0AsC8IGgBgBAy7PGljeTFyPDaxu0yD2wSdK6YVi/f+8WNrVVlvwEZoggYA2DMEDQBwxNXrda2uhlmBreVJXTINPYKGNaefIVecUDyR2NVnXFt0x61u0wQtqVmuRI7762mgPAkA9gpBAwAcccvLy8HrWCymYrGoRiTT4JcCNRprajTC4KL/xW7DmJwUBgHb9jNI8krVyHElJaXiW0ua0pGeBjINALBXCBoA4Ih7+PBh8HpiYkKqeLLlRnAuMeH/kr6xcS04F4tllEp1DwZWHj4IXuendx80LD8MF8/1EzQ0l1eC1+WU5MWM0vGtGYpELCxhajQJGgBgrxA0AMARd/v27eD1mTNnVL+3HhzHxpKKFfyynpXVF4LzhcK7ZUz3HwGPblwPXs+ev7Trz/jonbXg9cz5/LbX1++GQcujYutzZGe3XFd2JiZlnawDAGC4CBoA4Ihzg4Zz585FgobkmbyM8f8av7LyfHC+WHx/z2c+uvl28Hru0hO7+nzVUj2SaThxcXzbe2oPw/Koh5P+55/LzW25LhI0pAgaAGCvEDQAwBFWq9V0//794PjcuXOq3Q2DhtTp8K/6qysvBK+L4891fWa1tKHlh+Ez5y5e3tVndLMM6bGExmey295Texz+Gx5Mtj5Hp6ChRtAAAPuBoAEAjrC7d+/KWitJSqVSOnHihOr3NoLvJ8+MSZKq1YeqVMPJSb0yDW6WIZ0bU3HuxK4+48ObYfP1iQvjQeajK2tVXwqnPz2cMIqZmKazW3srIkED5UkAsGcIGgDgCHNLk86ePSvVPDXmy8G5zUzDipNlyKRPK53uHgg8uhEGDbMXL23/S/42HjlBw1wfpUkqL6m2Fv54ejApzWRmlIhtHfsaLU/a3VhYAEB3BA0AcIRt7WcIswwmE1e8NaloZfXbwfnxbfsZwibo3ZYm+c8bLGjwFm6pUQ6zBg8mTcfSJKk908CPNADYK/wfFgCOKM/zdOfOneD43Llzqt2L9jOETdBh0FAc/0DP50aaoC/urgl6famqDWfR3NyFwrb31N96JXjdiEkL4537GSSmJwHAfiFoAIAjamFhQeVyWIp09uxZ1e9GJydJkufVtbb2neB8sdg9aGjUalq4cys4PnFpt03QYZYhP5nWWHH7bdC1G+E+icdFf0dDX0ED5UkAsGcIGgDgiHJLk+bm5pTJZKKZhlbQsL7+ujzP37BsTEqFwrNdnzl/+x1Zz1+SlkimNHXm3K4+Y6QJup9+Bkm1d94J75/wMyUnxjr3YNAIDQD7g6ABAI6o9n4Gr9ZU41G4DyG52QTt9DMUCs8qFuv+1363n2Hm/AXF4rv7RXzgJmhJ9XvhYrde41al9pGr/EgDgL3C/2EB4Ihyg4bz58+r/mBD8qevyiRjSrT2IUT2M/QoTZKik5N22wRtPRvZ0dBv0FB7uBi87rXYTYqWJ+UoTwKAPUPQAABHUKlU0vz8fHB87ty5aD/D6bxMrFMT9Pt7PjcyOWmXm6BXHpdVKzf8AyPNnd++CVqSavNhtmS7TEPJyTRkKE8CgD1D0AAAR5CbZRgbG9Pk5GRkE3TytL/UrVabV7kSNjYXi903QXteU49v3QyOd5tpcPsZJk/klMpunwmwjYbqK/Xg+MFmpiHbOWioMD0JAPYFQQMAHEHt/QzGGNU7NEGvrL4YnkvNKZ0+1fWZS/fuqVHdbJiOaeb8hV19xh31M9y/L3nOM4pSLpFTPpXveH2p1ghe51IEDQCwVwgaAOAIag8abMNT/WGHJmi3NKn4/p7bnd3SpKkzZ5VMZ3b1GXc0Oentt4LXCwWpnuw+blWSyvUwwqA8CQD2DkEDABwxzWZTd+/eDY7PnTvnBwzNVhd03Ch5IidJWh1gqdvDG+4m6N31MzSbnuZvh5mPuQt9ZhreejV4vdnPcCLXedyq1FaeRKYBAPYMQQMAHDEPHjxQo+GX5cTjcZ06dSraBH1qTCYek+c1tLr2UnB+fJvJSY9vDi9oWLy7oWbDzwLE4kYzZzuXF7Wr3QwXu23uaOiVaaA8CQD2B0EDABwxbmnSqVOnlEwmo0vdWqVJGxtvqdn0S5aMSWi88O6uz7TWRset7nITtFuaNHM2r3iyvx83tVvhv227casSy90AYL8QNADAEdO+n0FSNNNwZutSt3z+quLxbNdnrs0/VmUjfMbsLjMNO2mClqT6vYfB6+3GrUpShZ4GANgXBA0AcIRYa3XrVjhC9dy5c7JNq9r9jeDcZqZhoH4GpzRpfHZO2Xx/OxW6efSOEzT02c9grVXt0XJw/KBVntStp6HR9FRrhkED5UkAsHcIGgDgCFlZWdHaWrhl+dy5c2o8Lkmt/gHFpORJf0fDyuoLwXX7uQm6Xm1q8V4YxPQ7Oanx+LGsU270cJtMg7sNWqI8CQD2EkEDABwhbmnS5OSk8vl8dKnb3JhMMqZ6fVmlUhgIjO/jJujHt9ZkW4Ockum4Jk7m+rqv7vzbVrNSKdO7p2FL0ECmAQD2DEEDABwh7fsZJEWWuoX9DC+E55JTymbP93zuo5vDyzS4TdBzFwqKxbrvhnDV3gnLrh5O+F9jJqbp7HTH690maGOkdIIfaQCwV/g/LAAcIZ2CBjfTkDrtlyatrrwQnCsWP9BzqVtpdUXrC/PB8W4zDTvpZ5Ck2m0naGhNTprJzCgRS3S83s00ZJPxnv9GAMDuEDQAwBFRrVb14MGD4PjcuXOynlXd6R8IMg2RJuj393yum2XIjheVn+z8l/1+7Xhy0q2tmYbeOxoYtwoA+4WgAQCOiHv37sm2mgXS6bTm5ubUWCiHzcNGSp7Ky1ovUp60bT9D2ybo3fzFvrxW0+p8xXle/1OYak4z9oM+djRUamyDBoD9QtAAAEeEW5p09uxZxWKxSD9DYiarWDqujY1rajY3z8c0Pv7ens+N9DPscqnbo3fCyU7ZQlKFqUzf99bv3Ale9xM0tJcnAQD2DkEDABwR7fsZJKl2d2tp0qqTZcjnn1Yike/53GgT9O76GR62lSb1m7Vorq6quRoGQJvjVk+Mdd7RILWVJ5FpAIA9RdAAAEeA53m64/wlvtPkpM2lbisDLHWrVcpaun83ON7t5CS3Cbrf/QySVLsVZlFqCavlsdbnIdMAAIcCQQMAHAHz8/OqVPxeAWOMzpw5I2ttdNzqZtCwGgYN48X393zu45s3tLlUIZnJavLkqR1/RmvtLpqg3wk/04TxZ6hqm56GOpkGANgvBA0AcAS4pUlzc3PKZDJqLlXllRrB+dTpMdXry9rYuBac2y7T8NBpgp69cEkmtvMfC2sLFZXX6uHnvDBAE/Q7YdBwbzI83yto2KiSaQCA/ULQAABHwDvOL9UXLlyQJNXuhE3HiemMYrmklpb+WFIrc5CcVi7Xu0fhwfU3g9cnLz+1q894763l4PXEiZyy+VTf91beDD/H7Vk/y2BkdCZ/pus9y6Va+H65/t8LADA4ggYAOOSstbp582ZwHAQNt8OgIXnW/6v+4tIfBeempj66bSPyg2tvBK9PPvn0rj7nvWvLwetTTxYHurf65lvB61utoOHU2Cml4+mu9yxuhEHD1FhyoPcDAAyGoAEADrmlpSWtrYUBQqegIXWu0LrWCRomP9rzueX1NS3dvxccn3ryyq4+5/1rK8Hr009N9H2fV6up5gRFm0HD+fHzPe9zg4ZJMg0AsKcIGgDgkHOzDDMzM8rn87JNq/pdZ3LSuYIqlXsqlW4E5ya3CRoeXgtLgrKFcRXnuo833c7GSlXLD0vB8eknJ/q+t3b9utT0+xO8mNX9Kf/8hfELPe9bdMqTpgcohQIADI6gAQAOOTdouHjxoiSp8bgkW/f8kzG/CdotTcpmzyubPdvzufedoOHkk0/vahO0m2XIT6ZVmO5/qVvV6WdYmJKacf9zbBc0LJFpAIB9Q9AAAIdcxyZot5/h5JhMMq6lxa8H57bLMkjRJujdliZF+xkmBgpA3Cbod2bD+7bNNER6GggaAGAvETQAwCG2tLSklZXwr/ibmYZIP8PZgqy10SbobYIGa63uvzW8Juj7TtAwSD+DFG2CfvNEf0FDvelptRKOmyVoAIC9RdAAAIeYm2WYnp5WoeA3PLc3QW+UrqlWexScm5z8SM/nrjx6qPJauIhtN0FDtdzQ/J2wv2LwyUlbMw1xE9fp/Omu9yw5/QwSQQMA7DWCBgA4xDqNWvVqTdUfbgTnU+cKWloMswz5/LNKpaZ6PtcdtTp56rSy+f4XsbW7f215czWE0mMJTZ0c6/ve5sqKGg8fBse35vyg4Uz+jJKx7mNUlzbCJXLpRIzlbgCwxwgaAOAQczMNm6VJ9XvrUqsH2qRiSszl2kqTemcZpLYm6Mu7LU1yRq0+OSET67+fwc0yNFJWC63YZbt+hoWNavB6eiy1qyZuAMD2CBoA4JBaWVnR0tJScBxugg5LgZJn8rJqann5G8G5yak+mqAjk5N22QTtbII+NcCoVSnaBL007Umm38lJYaZhktIkANhzBA0AcEi5pUmTk5MqFv1egfYm6LW1l9Vo+OeMSWqi+F09n9tsNPToxvXg+NQu+hkataYevRP2RuymCfquMzlp28VuJSYnAcB+ImgAgEOq06hVSardiTZBu1ugi+PvVyLRu6dg/tZNNer+L93xREKzF5/Y8Wd8eGNVXtNvaEik45o9lx/ofrc86fW58EfStuNW1wkaAGA/ETQAwCHVaalbc6Ou5kIlOJ86W4j0M/RTmuT2M8xefEKJZPeG4+1E9jM8Ma5YvP8fK9ZaVd8KMw2vnAqbmbctTyqx2A0A9hNBAwAcQmtra1pcXAyONzMNdSfLEBtLSuNWKyvfCs5tt59Bik5O2n0T9HLwetB+hsa9e/LWw/6MWzP+12QsqZO5kz3vZbEbAOwvggYAOITcLEOxWNTk5KSkaBN06lxBq6vPy/NapUbxMY2Pv2/bZ7uZhlNP7bwJ2mt6uv+208+wiyboxlhT5Yzf03C+cF7xWO8RqpFMA0EDAOw5ggYAOIQ6lSZJ7U3Q+Uhp0sTEdynWY7eBJFVLG1q8dyc43k2m4fHtdTWqTUlSLG504tL4QPe7TdCr0zZ4vV0TtCQtOD0N0wQNALDnCBoA4BDq1ARtrY00QSfblrpNTX7vts99cO0tyfq/oGfG8po81X3r8nbcUatzF8aVSA22YM1tgr4/E57frp9BoqcBAPYbQQMAHDLr6+uan58PjoMm6OWqvPVwP4E56Wl17TvBcV/7Ga67+xme3tVSNLefYdBRq1I0aLh2Ivwc2wUN1lp6GgBgnxE0AMAh42YZCoVC2M/glCbFpzJarX1Lkp81SCanlB/bvtTovtsEvYv9DNazkU3Qp54sDnZ/rabqjRvB8Ysn+5+cVKo1VW14wTFBAwDsPYIGADhk2vsZNrMBW/YzLH49OJ6c/IiM6f2/dGut7r8VBg2ndrEJevHBhiqbW5nN4JOTqjduSo1G636r12bDoOF8YZvFbk6WQZImcjsfGQsA6A9BAwAcMm6mIdoE7UxOOlvQ4tLXguOpqe37GdYWHqu0shwc7ybT4GYZZs7mlc4mBrrfLU2yxaaacT8wyiaymsvN9bzX7WcYzySUHGA3BABgZ/g/LQAcIhsbG3r06FFwHDRBe1b1u2GmwZ4qqVR6OzjuZz/D/bfCX9SLcyeUGx+spMjlNkEPOmpVigYNG1NhqdH5wvlt+ywWnEzDdD498HsDAAZH0AAAh4ibZcjn85qenpYkNR6VZGutX65j0nr6xeC6TOacstlz2z472gS989Ika20kaBi0NEmKBg2PZgYbt7q04U5OojQJAPYDQQMAHCLto1aDfganCTp5YkxLa38cHE/1MTVJUls/w85Lk9YWKtpYrgbHO5mcVHGyHjfmwh9FF8cvbnsvk5MAYP8RNADAIdJ1qVtkP0O+bT/D9kGD12zq4Y1rwfFuMg33nFGrEydyyo0P9ot7c3VVjXv3g+NXToQ/ivrKNJQIGgBgvxE0AMAhUS6X9fDhw+B4s59BimYavNNLqtbC6yYnP7Lts+dvv6NG1c8OxOJxzV16Ysef836kNGnwvojqW+Em6FjS00tT4eSkQTMNkwQNALAvCBoA4JBwS5NyuZxmZ2clSbbeVP1BKfjeeiFc6JbPP6NUanrbZz+4FpYDzZy/qGRq5w3E95zJSbtd6hYvNrSaCCcv9ZNpiJQnsQ0aAPYFQQMAHBLto1aDfoZ7G5LnNwubZEwrjT8NruunNEmS7jtBw272M5RWa1p+GAYwO5mcVHGChspUM3hdSBY0mZ7c9v6ljXArNpkGANgfBA0AcEhcuxb2HERKk26uBq/jZxJaWg73M/RTmiRJd19/OXi9m/0Mt15dCF6PTaRVmM4M/IzKd8LP8mgmPH9h/MK241Yl6eFaJXg9TdAAAPuCoAEADoHHjx/r8ePHwfFTTz0VvK68tRS8Ll1+Sc2m/5f+RKLQV9Cw9OCelu7fC47Pv/u9O/6c17/l7JB4z3Rfv+S7msvLqrzySnD8rfPhj6F3z7x72/sr9aZuL4aZjoszYwO9PwBgZwgaAOAQeO2114LXJ0+e1NTUlCTJqzVVvRH2ECzlvxy8npv9EcXj2/+l/8a3vxW8nj57XuMzvTcud1MtN3TrtcXg+MnnBn/Oxh9/Q7J+qVU83dQXz4S9Fc+deG7b+28ubGxWaikZN7owlRv4MwAABkfQAACHgBs0PPPMM8Hr6o0Vqen/ltworGi5/M3geydP/WRfz775QtgDcekDH9rxZ7z54mN5Df+zZPJJnXl6YuBnbHz968Hr+Kma7qbCJugPzH1g2/vfergevL40M6ZEnB9jALAf+L8tAByw5eVl3b8f7i2IBA1vOqVJz7wgyd8Kncmc00Txg9s+u16r6vYr4bSlS+/f/p5urj0flk898f5ZxXbwC/vGH4X7Je6dCzdBn8mf0cmxk9t/hkdh0PDkXH7g9wcA7AxBAwAcMDfLMD09HYxalcJ+Biur5ckvB+dPnfxxGbP9/8LvvPqyGnV/RGkyk9WZq8/u6DNWy41IE/ROSpNqt2+rfvt2cPwnT4T9EM/NbV+aJEnXHjtBwyxBAwDsF4IGADhg7aVJm83FjeWqGo/KkqRq4ZbK9kZw3cmTn+7r2Te+HZYmXXjP+xRPJHf0GW++NB+WJo0ldebKxMDP2PijsDQpNd7QH02H/QwfOLF9aZIkXXcyDZfJNADAviFoAIADtLa2plu3bgXHzz4bZgKqztSktSe+Ebwujn9Audylvp5/w+1neP/O+xmuOVOTnnj/zM5Kk5x+huTJqt5MhQHMB+e2L5tqND29/XgjOKY8CQD2D0EDAByg119/PXhdLBZ16tSp4DgoTTJNrc6GvQD9NkAvPbin5Qdhr8TFHfYz1MoN3X41nJp0+YODlybZZlMlJ2i4f86TbWVUJtITulTcPgi6vVRWren3dBgjXaY8CQD2DUEDABygbqVJ1rOqvLUsSdqYflmNmP/amJROzP1oX892R63OnLug8ZnZHlf3eM5L82o2/F/W02MJnbmy/dbmdpXXXldzpTU61kh/eiH88fOBuQ/0te/BbYI+N5lTJhkf+HMAAHaGoAEADkipVNKNG2Gfgjs1qX53XbbckCStng6zDDMzH1cyOdHX893SpJ1mGSTp+vNuadKs4rucmpSdbeqbRWc/Q79N0ExOAoADQ9AAAAfkzTfflG0tOsvn8zp37lzwvUpr1GozUdL63LeD86dO/kRfz67XqroTGbW6s36GWrmhW6/sbqGbFA0aMrMlvZwabKmbRNAAAAdpKEGDMeaDxpj/mzHmt4wxd40x1hhT6eO+nzLGfNMYs26MWTTG/J4x5qPb3PPR1nWLrfu+aYz5K8P4dwDAfnr11VeD11evXlUsFv4vebOfYe3En8jGWiNTk5Oanv7+vp5955XvtI1afWabOzq7+Z220qSrg5cmeeWyyt8KS6UenGuqFvPLkTLxjJ6Z6u+zXXu0FrwmaACA/ZXY/pK+/H1J/c3/azHG/KKkn5FUlvTvJGUkfVLSnzXG/EVr7W93uOcnJP26/GDnK5LmJf2QpM8ZY95nrf3ZXf0rAGCfVKtVXb9+PTh2S5O8SkO1W6uSpNVT4V/oT8x9SrFYqq/n33gh/CX9wnvev+NRq5GpSe/bWWlS6VvPy9brkqRYKq5vnQ1/9Lx39r1Kxrf/bNZaXWdyEgAcmGEFDV+X9KKkP2n996DXxcaYH5QfMCxI+oi19q3W+Y9I+rKkzxpjvmytXXLumZT0WUlxSX/BWvtbrfMnJH1V0s8YY/61tfb3h/RvAoA989Zbb6nZbEqSMpmMLl68GHyven1Z8qR65rHKU28E50+e6q80SWobtfqBHU5NqkRLk3YyNUmSNr4eBj6500bPjzn7Geb628/wYLWi9WojOCZoAID9NZTyJGvt/8ta+19ba3/XWvuwj1t+rvX1FzYDhtZzvi7pH0kqSvrptnv+Wuv872wGDK17Hkr6e61DMg0AjgR3atKVK1cUj4eTgDb7GVZPhSNKc7knNF54b1/PXrp/NzJqdaf9DJHSpFxCZ3dQmiRFl7rlphb07fTu+hnmCmmNZ3aWOQEA7My+N0IbYzLyS4ok6Tc6XLJ57sfazn+qxz2fl1SR9InW8wHg0KrX63rzzTeDY3ehmyRV3lqWldXK6a8F506e/PG+xpJK0dKkmfMXVZie2dHnvP6tx8HrSzucmtRYXFTVCZDmzzS11npOzMT0vtn39fWctx7SBA0AB+kgpiddlZSW9Nhae6fD959vfW3/k9p7274fsNbWJL0svy/iypA+JwDsievXr6veqvFPpVJ64okngu815stqLlZUKb6t+liYuD154sf7fr4bNFza6UK3SkPvvLIQHO94apKz0C1RzOrbJ8Kq2KtTVzWWHOvrOdceh0HDUwQNALDvDiJoON/62ilgkLV2Q9KypEljTEGSjDHjkiZ63eecP9/l+wBwKLilSU899ZSSybDUZnNq0uqpMMswMfE9ymbP9PXserXSNmp1Z0HDO99ZULM+hNIkJ2gYO5/U89nB9zNIjFsFgIM2rEboQWz+377U45oN+UFCXtKac0+v+zbHavT108QY80qXb13u534A2Ilms6k33gibm92pSZLfz2BNQ6snvxGc63c3gyTdfjUctZrKZnX6yrPb3NHZNWeh26X3zSieGPxvTNbayH6GXPGhns9kg+N++xkk6boTNFwmaACAfXcQmYbNolzbxzXdjvu5BwAOnZs3b6pS8dfYxONxPfXUU8H3bNNT9fqK1mdelJfy/w4Si6U1N/fDfT//xrfdUasfUDwx+N+GapWG3nk5LE26vMPSpPo776hxL2zIXp9b10Pn8/Q7OWlxo6aFjVpwTKYBAPbfQWQaNrfz9CpkzbW+bv5paa3te6t93NOTtfZdnc63MhA7+9McAGzDXej25JNPKu1MEqq9syZba2r1dPjX+dnZP6tEotD38286/QwXd1qa9HK0NOncM1M7es66k2VIn53RtyeXg+ML4xc0k+2vQdstTSpmk5rNp3tcDQDYCweRabjV+nq20zeNMWPyS5OWrbVrkmStXZW00us+5/ytLt8HgAPleZ5ef/314HhLadJbS2om17U++0JwbpDSpKX7d7X80B21urOg4bqz0O3Se3dWmiRJJbef4UJa384Mp5+h3ylSAIDhOYig4Q1JVUmzxphOAcDmT5KX2s6/2Pb9gDEmKendree+0f59ADgMbt++rY2NzbKjmJ5++unI9ytvLfm9DDF/6VsqNaPJye/t+/k3vh0udNvpqNV6tRktTdrhQjfbaGjjj8O+jLGJx3o+M/hSN6ktaJilNAkADsK+Bw3W2rKkL7UOP9Phks1zv9t2/vM97vmU/HGrX7TWVnb9IQFgD7hTky5evKhcLhccNzfqqt9d1+qpsKTn5IlPKxbrv4o0Mmr1Aztf6NZolSalsjsvTaq8/LK8tVZlaSKhWu62rqdSwfc/eKL/LIg7bpV+BgA4GAeRaZCkX2x9/XljTNAFaIz5iKS/Ib9n4dfa7vnV1vlPG2N+0rlnTtI/aHsuABwq1tpI0NC+0K16bUm17ANVJq4H504OUJpUr1Z0+9Xdj1q9PoSpSVJ01Gruynm9WAgDhunMtM4VzvX9rGsPw7a2J08QNADAQRhKI7Qx5s9L+vttp1PGmD92jv87a+3nJcla+wVjzC9J+juSXjDG/HtJKUmflB/I/CVr7aL7MGvtojHmpyX9S0m/YYz5A0nzkj4hvwfil621XxzGvwcAhu3u3btaWVkJjq9cie6hrLyxpOWzvx8c58euqFCI9jz08s53XlRzc2FcNqfTT/d/76ZquaGb39n91CRJWvvyl4PXufMp/XEmExw/d+K5vvsSFjdqurcSJpBZ7AYAB2NY05NmJX1P2znTdm7W/aa19u8aY16Q9LflBwt1SV+U9AvW2q92ehNr7W8aYz4m6eclfVh+oPGapH9orf3sEP4dALAnXn755eD1xYsXVSiEE5GsZ1W69kArHwz/13f6zP95oOdf/9PwbzSX3v/BHY1avf78o2BqUmYsqfPP7qw0qf7wkSovhm1p+eI7+kouDBq+93T/fRrfvrUUvJ7Jp3VmItvjagDAXhlK0GCt/Zykz+3Hfdbar0n6kUHfCwAOiud5kaDh3e9+d+T79bvrWsl/VV7Sb5KOx3IDTU3yvKauf+ubwfHl7/rwjj7nG3/8IHj91IfmdlyatP77XwpeJ0+d1IP4S7qTPB2c+74z39f3s771Thg0PHd+gslJAHBADqqnAQCOjVu3bml93W/mNcZsGbVaen1BS+fD6sqTp358oN0M9958XeVVv/QpFo/vqJ9hdb6se28tB8dPf/jkwM/YtPaF8N9SeN9ZfXUszA5cmbyiE2Mn+n7W806m4YMXJnf8mQAAu0PQAAB7zM0yXL58WWNj0d2WS7e+oer4O8Hx2TP/0UDPv/6n4WjTs8++R5mxwev+3/zmw+B1cS6rExfHB36GJDXX1rTxjfDz5E+tRUqT/szZP9P3sxpNTy/eDvtAniNoAIADQ9AAAHuo2WxGtkC3lyY112qaT4cTpou5DyqfjzZJ92KtjfQzPPmh9vay/p7xxjfC0qSrHz654zKg9a98RWo1ZMcnJqTm8/pTpwn6Y2c/1vezXn+wpnLd31mRjBu950xxR58JALB7BA0AsIdu3LihUqkkSYrH47p69Wrk+2uv3dDaybAf4ezFnxro+Yt372jp/r3g+PKHBu9neHRzTcsPS8Hx09+989Kk9S+GpUn57363vpGoqdEKQMZTBb1n5j19P8stTXr2dFGZZHzHnwsAsDsEDQCwh9zSpCeffFIZ56/uknTv3r+UjTUkSQlvUnNzf3ag519zsgxzly5rfGa2x9WduVmG009NaHxmZxOKvFpN63/wleC48ERCf5h1pyZ9nxIDLKtzm6A/eJ7SJAA4SMMauQoAaNNoNCIL3dpLk7xGXY9TYWnSycJfUCyW0iCipUmDZxmaDU9v/UnYz3Dle3aeZSh94xvyNvwJUCaTUS71mv4wHQYgg/QzSNFMw3MXJnb8uQAAu0emAQD2yLVr11StViVJyWRyy0K3h6//H2pk5v0DL6bzzw5WmrS+tKj7b70RHF/eQT/DrVcWVNlo9SAkYrr83OCZik3u1KSxj3y3ri+9ooetfRFGRh89/dG+n/VoraLbi+Xg+DkyDQBwoAgaAGCPvPLKK8Hrp59+WqlUNItw5/4/C14Xy9+jbOHMQM9/29nNMD47p9kLlwb+jG5p0qX3zSidSw78DEmynqe1LzmjVt81qz/MpYPjd8+8S9PZ6b6f9/w7y8HrU8WMTrPUDQAOFEEDAOyBWq2m119/PThuL00qlW5qNf4nwfGpif9g4Pdw+xkuf+h7Bp54VNmo68ZL88HxbkqTyi++qObj1rPiceUnH+kPs05p0pn+pyZJbaVJZBkA4MARNADAHnjrrbdUb40eTafTevLJJyPfv/32/xK8Tq2f1tzVTwz0/FqlrFsvvxgcP/mhjwz8Ga8//0hew0qSsoWkzr1rauBnbHKnJuU+9CFtPPyKXsiEmYaB+xncTdDsZwCAA0fQAAB7wJ2adPXqVSWTYdlPs1nW/Ue/GRxPLf05JWdzAz3/5ovPq9kKSjJjeZ195l0Df8Y3/jgsTXrqQycUj+/sR4K1Vmv//gvBceG7n9XXmytqtjIfU+kJPTv9bN/PqzU8vXTXWep2fmJHnwsAMDwEDQAwZJVKRW+++WZw3F6a9PDh59XUmiTJNNI6Of3pgd/j+p+EpUmXnvsuxeKD7TBYeVzW/evhL+ZXPrzz0qTa22+r9k640bpwth4Ztfp9Zz+mmOn/x80r91ZUa3iSpFQipnedZqkbABw0ggYAGLI33nhDzaa/yTibzeqJJ54Ivmet1Z07YWnS+P2PauzK2YGe32w09PbzYT/ETrZAv/nNMMsweTKn2fOFgZ+xyZ2alH72GcWXv6Gv5tx+hsFKk9z9DO89U1QqwY8qADho/J8YAIbMLU169tlnFXeyAKurL2ptPfz+5INPKn1psL+k3339VVU21iVJ8URCF9/33ED3W2v1ulOadOXDJwduonatOf0MhR/4mF578CdabP2b44rpI6cH67f49q3l4PUH6WcAgEOBoAEAhqhUKun69evB8bveFe01uHP3nwavs0tPq3jqPTID/iXdXeh2/t3vUyo7WD/EwxurWn0c7kB4+rt3XppUf/hQlZdeCo4LV4r6SjrcG/q+ufepmB4sKHIzDR9gchIAHAoEDQAwRK+99po8z6/HHxsb08WLF4Pv1WqLevTo88HxxK0fUvbqYBOLrLW69qffCI6f/K7Bpya5WYYzVyZUmMr0uLq39S99KXidPHtW6eZr+qo7avXsYKNW7y2X9WC1EhyzCRoADgeCBgAYIrc06V3vepdisfB/s/fu/7o8ryZJileLKjz6oDJXB/tL+vytm1p9/DA4fuKD3z3Q/c26p2t/Gt6/m90MUrSfofBDP6Slt7+o76TDJXa76Wc4N5XVXGHnAQ0AYHgIGgBgSNbX13Xz5s3g2J2aZG1Td++GG6An7ny/UieLio+nNYhrztSkU09eUX5ysEzFOy8vqFpqSJISyZguf2BuoPtdzdVVbXwjzHoUvufd+lrlnmyrP2IuM62nJ58e6JnuUrcPUpoEAIcGQQMADMmrr74qa/1lacViUWfPhlORFhb+QJXKHf/Ai6l45+PKDFiaJG3dAj2o1//4fvD60vtnlcomelzd2/pX/lBq+AFIfHJS2bEH0S3Q535g4AZrlroBwOFE0AAAQ9KrNMkds5p//JyS1cmBg4bV+cd6dCNssn7yuz480P2V9breeXkhON51adIXw4Vu+Y9/XM23v6SvOfsZBt0CXak39cq91eD4OTINAHBoEDQAwBCsrKzo1q1bwbFbmlQqvaOFxa8ExxO3f1CxXEKpc4PtRrj+rbAUaOLkKU2dOTfQ/W/96UN5TT8Tkh1P6dwzO/+l3KtWtfEH4b+p8IM/oO/c/ZpWW6NWEyauD58aLKj5zt0VNTz/8+VScV09ufPdEQCA4SJoAIAh+M53vhO8npqa0qlTp4Lj27c/G7xOrZ9WbvEZpZ+elIkNVrpz7Zt/FLy+/KEPD1T6Y63Va38UliY9/V0nFIvv/EfAxte+Jq9UkiSZbFZjZ41+Pxl+/4Nzz2ksOTbQM795YzF4/b6zE0rs4vMBAIaL/yMDwC5Za/X8888Hx+95z3uCX+gr1Qe6e+9fBN+buPUJGRllnxmsNGl9cUG3XgkDk6e++6MD3f/wxqoe31oLjq9+5FSPq7e3/Fu/FbzOf//3y77xr/T5fLgv4uMXfmjgZ37xtXCq0/c8MXi/BwBg7xA0AMAuvfPOO1pcDP9K/v73v9/53j+Stf6Y1URlUsV73yclYspcnR7oPV7/o69Im03Wcyd0+umrA93/0u/fCV6ferKombP5ge53NRYWtP7lPwiOJz79Kf3J9c/rUcJvqo7L6Icv/vBAz5xfr+rbt5eD4088c2LHnw8AMHwEDQCwS26W4fLly5qc9HsFKtUHuudkGaZu/HnFvJQyVyYVS8cHeo/Xvvrl4PXV7x1sKtHGSlXXn38UHL/344P1QrRb+df/OpialJib09jshv51uJpB33v6I5rODhYU/f7rjzZjIp0qZvSu0+O7+owAgOEiaACAXSiXy3r11VeD4+eeey54/c47/99gmVuiOqniXX87cu49MwO9x8Ld25GpSc983/cPdP+rX70XNECPTaR16f2Dvb/LWquV3/rt4Lj46U+r8sqv6wtjYWnSjz35EwM/94uvhUHND16dG3hUKwBgbxE0AMAufOc731Gj9Vf3XC6nK1euSJKq1Ye6d+9/C66bevtHFfNSUsIoM2A/w+tfC0uBZi8+oemz5/u+t9nw9PJX7gbH7/7YGcV30WBceeVVVd98MzgufurP6kt3/0Cl1njZfDyjHzj3A4M9s97UV956HBxTmgQAhw9BAwDsUHsD9Pve9z4lWnX9N90sgzel4l0/O5B5ekqxdP8L1ay1ev2rYdDwzPf9wECf8e1vP1Zpxf8csYTRs993eqD72604DdDZD3xA6fJL+tfZsDbpkxf/nDKJTKdbu/rjtxdUqjX9Zybj+sjlwUqbAAB7j6ABAHbo/v37evDgQXC8WZpUrT6KZBmmW70M0uClSQ+uvanlh61Rqcbo6kc/NtD93/ly2AD91AdPKDee6nF1b161qpXPfz44Lv7kT2j+xX+mrzsL3X7syU8P/Fy3NOn7nppRJjlYvwcAYO8RNADADrlZhnPnzml2dlbSZi9DVZKUjM1o/EZrM3J88NIktwH63DPvVmG6/6Dj8a013b++Ehy/5+NnB3rvdutf+pK8Ff95JpPR+Pd9UL+3+KK8Vv/BqfSUPnjigwM901obGbX6SUqTAOBQImgAgB2o1WqRhW5uluHuvX8enD+x/pkgy5B5elKxTP+lSV6zqTe+/ofB8dUBG6BfcrIMJy6N68TF3U0kWnYaoAt/9pOKv/Nv9btOA/Sff+onFDOD/Vh57f6a7q1UJEnGSB+/OrerzwgA2BsEDQCwA6+++qqqVT+bkEql9K53vUuS9M6t/znIMqRSsxp78buDe7IDlibd+s4LKq0sS5LiiYSe/p7v6/ve8npNb30z/Av+e35gd1mG+sOH2vja14LjiZ/8SV17+Z/rtXRY7vSpyz828HPdLMP7zk5otpDe1ecEAOwNggYA2IH2DdCpVMrPMtz9Z8H5M7m/LK21/jcbN8o+O1iDr1uadOkDH1Im3/9Ctte+dl/NhidJyhaSevK53f0Ff+Vf/Y7k+c9Lnjmj3OVp/e7GzeD7z4xf0uWJywM/9wuvh/0Mn3iGLAMAHFYEDQAwoMePH+vWrVvB8WZp0ju3/nEky1B8Jywnyjw1WGlSvVrRW3/yx8Hx1e/9gb7v9ZqevvMHYWnSu/7MGcWTO//fvbVWK7/t7Gb48R+Xffk39fn8WHDux678xYGf+2i1ohedLdA/RD8DABxaBA0AMKBvf/vbwesTJ07o9OnTqlYf6+7d/zU4f/7cX1f15fXgeNDSpOvf+qbqlbIkKZXN6okPflff9958aUHri37wEosZvftjZwZ673blb7+g2s2bwXHxxz+tP33tX+hBa7xsXEY/culHBn7ul5wsw5mJrK6eLOzqcwIA9g5BAwAMoNFo6IUXXgiOn3vuORljdCuSZZjRTPVH5W3U/Yt2UJrkLnR76rs/qmSq/1p/twH6iedmNTaxuz6Bld8OdzPkvud7lIrP6197y8G5j8x9UDPZwbdMf+G1aGkSW6AB4PAiaACAAbz55psqlUqSpHg8rve+972q1uZ15//f3n2HR1XlfQD/nplJ74WEkFBDCC0gIAKiFFHA3lBsr2Vtr7rqrl1Xse2u+65YVkVd3V11V117b4ggYAOkBzAQiJSEkJBeJpl2z/vHvbkzCTOTO5lJQpLv53l4Zs4t55wcbm7mN/cUj6cMgwddB/t291OGyOGJMEUZ75rU1FCPXzdt0NMjA1jQrfJgA0p2VuvpYAdAK1Yr6r74Uk8nnncumrb8F8s8Zk3qSNekZocL3+92rwLNrklEREc3Bg1ERAHwHAA9evRoREVFYf++l6Ao6rShYWEpGJBxMZq2V+rHReX1C6iMXT99D8XlBABEJyRi0Nhxhs/NX1miv08dGIuM7ISAym6rftkyKI2NAABTTAziTp6Dlbs/RaNJ/fMRYwrH7EGzA873xz0VaHaoA6tjws2YMiyw9SuIiKhrMWggIjKopqYGu3fv1tMTJ0484inDkMHXw7nfDqVB65pkEogaHdgHYs+uSSOPnwGTydgKyTarAzvXlOrpvFlZQXf58VybIf60U2EqW49PLQ5928kDT0KUJSrgfD27Js0Y0Q8RFq4CTUR0NGPQQERkkOdYhuTkZAwZMuSIpwyZmZegKb9CPy5ieCJM0WGGy6irKEfxL9v09KgAuiYV/HQITrv67X1EjAUjJgfX5cdeXAzr2rV6OuHc81Cx5Q38GBWpbzsj9/yA8227CjS7JhERHf0YNBARGaAoSqtZkyZOnAiHo7L1WIbB18EkItG0zR00RAc4a1LBD6v190kZA5CenWPoPKlI5HsMgB49fQAs4cF9e1/74Uf6+/ChQxE1diSWHlgBl/b0Ii0sDpPTjc/q1GJbSR3K6tRB40IAs3MD675FRERdj0EDEZEBRUVFqK2tBQAIITB+/HhtXYaWpwzJyMq8BPa9ta27Jo0JcNYkjwXdRk6fabh70b7tlag93KTVDxg7M7hpVqWitF6b4dxzIXYvw6eR7kDk9OFnw2yw65SnbzyeMkwalISUWK4CTUR0tGPQQERkwPr16/X3ubm5sFiqUVzc+imD2RwN61aPrknZCQF1TTq871cc3r9XTxtd0E1RJDZ/415sbsi4VMSnBD7OwFPjjz/BcfCgmjCZkHD22di9+TVsj3B/wD8z57wO5b28gF2TiIh6GgYNRETt2LRpEwoKCvR0Xl46Nmy8GIqifrOvPmW4FPbiejT+fEg/LjqAWZMUxYXl/3pRT6cPy0HygPafFiguBctf3YGSnTX6tnGzg5tm1VlRgdL779fTMSdMB6rXY1F9vr5tZPQA5CQZ6zrlafkvZdhWUqenTx6VFlRdiYioaxifOJyIqA8qKSnBZ599pqcHDw5HVfW9sNvdawwMH343hCsCVW9tAlwSAGCOD0fUOOPjGdZ/+iFKCrbr6clntT/AWHEp+OaVHShc756JaNCYZGTmJhku94g87XYU33IrnIe04MdsRurlF+LJb29GfrT7KcPVk24NOO9mhwsPfer+GacMTcbwtNgO15WIiLoOgwYiIh8aGhrw9ttvw+VyAQBSUpowLPsz2O3uxdNyRzyMARkLUP1BIZwV6pMHCCBpYS5MkcZuseV7i/DD26/r6ZHTZyJ32gl+z3G5FHzzrx3YvcEdMGSNTML86/M6PM2qlBJljz6KJo+1KNLvvgs//boYr0e7f5bzB87B/GGnBZz/89/uxoEqtY0sJoFHzh7LVaCJiHoIdk8iIvLC5XLhvffeQ12d2pUmNrYKY/OWwulsCRgERo18DFlZl6FpWwUa17m7JcXNyEJkdqKhcpx2O754drG+mFtscgrm/OaGduqmYNk/trcKGAaOSsLpN45DWBAzJlW/8SZq3n1PTyecfx4ah5bhAccBfduIiBTcM+MvAedddLgBL64q0tNXnzAUuf3jOlxXIiLqWnzSQETkxbJly7B3714AQFzcYRwzYTUUxartNWH06MeR0f8cuGptqP6gUD8vLDMW8acMNlzO92/9G5XF7kHM82/8PSJjfXfZcTkVfP2P7Sja7O4eNWh0Mk7937ygplhtXLMGZY89pqejJkxAynXn4YqvL0V9uDqYOxomPHHqK4i0RPrKxispJR78ZDvsLnUNiYyESNwyJ/DxEERE1H0YNBARtbF161asWbMGABAfX4Zx41cCsAMAhLBgzJinkJ52GqQiUfXuLihW9SmBCDMh+aJcCIuxh7j7t23Bhs8/0tMTTzsbg/OO8Xm8y6lg6cvb8OsW9wxNg8emYP71Y2EJ63jAYD9wACW3/g7QumFZ0tOR9eRfsfjzs7E93D3704PH3YshCUMDzv+L/EP4rtBd50VnjEZMBP/8EBH1JLxrExF5KC0txSeffAIASEgsxdixKyGEFhSIMOSNfRb9+p0CAGj4vgS23TX6uYlnZiOsX7ShcpobG/Dl80/p6ZSsQTjh4st9Hu9yKPjq5W3Y6zGl65C8FMy/Lg/msI73NFUaG1F8401wtaxBERGBrOeew7dr78cbYXb9uAvSp+G0URcFnH+DzYlHPnMPfp45oh/mj+3f4foSEVH3YNBARKSxWq14++234XQ6kZRUgtFjVsFkUr99N5nCkZf3AlJTZgEA7CUNqF26Vz83ckwKoicbX3Ng+T9fQEOlGgCYzBac+tvbERbufZEzp8OFr17ahn35lfq2IeNSMf/asUEFDFJRcPCee2ArdHevyvjjH1EhtmNR9c+ASc071xyHu095tkNlPL1sl776c7jFhIfPGsPBz0REPRCDBiIiAIqi4L333kNNTQ2Skw9g1OjVMJnUPvgmUyTGj3sJycnT1WPtLlS9VdBqetWk83IMfxgu+GEVCn5YpaePv/BSpA/N9nqs0+HCly/mY//2Kn3bsGP6Ye41Y2A22A3Kl4olz6N+2Td6OuWaqxE1cyKue+cUNGjBSIwEnjj1FUSYA1+1ueBQHV75ca+evmFmNoakxgRVZyIi6h4MGoiIACxfvhxFRUVITd2H3JHfwWTSAgJzDMaP+weSko7Tj639vAjOwx7Tq16YC3OMsZWf66sq8M0/n9fTA3JHY/JZ3ldWdtpd+OLFfBzY4Q4Ysif0wynXjIHZHFzAULf0a1QsWaKnY2bOQL/f/Q6P/XcOdng8vXjomFswOCU34PwVReL+D7fBpajtODglGjfM8h4YERHR0Y9BAxH1edu2bcMPP/yAfv1+Re7IHyCE+kHXYonDMeNfQULCBP3Ypu2VaFzrnl419sQsRA5PNFSOVBR89fzTsDU2AgDCIqNw2m9vg8l05CBmh92FL57fiuIC95oQ2RPTcMrVo4MOGJp37sTBe+7R0+FDhyJz8WJ8vep+/FdxBygLE8Zg/jHXdqiM9zcWY/0+d90fOmsMIoMYrE1ERN2LQQMR9WllZWX4+OOPkZ6+GzkjfkJLDyOLJQETjnkN8fF5+rGuOhuq39+lp8MyY5Ew1/j0qpuWfob9+Zv19ElXXoeEtCMHBTtsLnz+/FaU7HR/6M45Ng0nXzUapiADBmd1NYpvvAmySX1SYoqLQ9aSJSip3IgH93+qj2MYhQjceforHSqjxmrHY18W6On5Y/pjdm5aUPUmIqLuxaCBiPqspqYmvPXWW0hJ3Y6cnLX69rCwZEw45t+Iixulb/M6vepC49OrVhbvx3dvvKqnh0+eijGzTj7iOIfNhc+XbEHJrhp9W87kdJx85aigAwbpcKDk1t/BUVKibhACmU8sBjJTcMeb56JRCxhiFYkn5r+EiLCoDpXz+NKdqGpUZ16KDjdj0Zmjg6o3ERF1PwYNRNQnKYqC999/H1FRPyJ7+Hp9e3h4P0yY8B/ExrRefKzhhxLYCmv0dMIZwxCWZmx6VZfTgS+efQJOh/ZBOiERp1x38xEDp+3NTnz23BaU7q7Vt+VO6Y+TrhgFkyn4GYfKHvsLrOvW6em0O25H7IwZ+OO7Z+EXbZYoAHh4xGUYmDGxQ2VsPlCDN9e5F6u7ZU4OBiR2LPggIqKjB4MGIuqTVq5ciebmj5E9fKO+LSKiPyZOeB3R0a0XMLMfbEDtV3v1dOToFMQcZ3ytgZ/e+y/K9+7R0/P+91ZExye0LqPZic+e3YLSPe6AYeS0/pj9P6EJGKrfeQfVb76pp+PPOhPJv/kNvlr7BN62/qpvvzhyIOZOv8dbFu1yKRL3f5QPqQ4JQU5aLH4zPfDF4IiI6OjDoIGI+pwdO3Zg797nMHTYFn1bZGQWJk54HVFRA1sd23Z6VVNcOJLONz69aknBDqz76D09Pe7k+Rg2cXKrY+xNTnz67GYcKqrTt406PgOzLxsJEYKAwbphAw49+kc9HTl2LDIeeQT7y/Px0I5XAK2M0S6BO85601c27Xpz7T5sK3H/DI+eMxbhQU4LS0RERwcGDUTUp5SXl2P9hvsxeIhnwDAIkya+gcjIAUccX/vFr3CWN+np5AtHGJ5e1d5kxZfPPwkp1fUeEvtnYOb/XN3qGFuTE58+sxllv7o/bI8+YQBmXZIbkoDBcfAgim++BXA4AADmfqnIWvIc7GaJ25dejUatjDhFweKZTyM8KrFD5Ryut+GvS3fq6fMmZGLqsJSg609EREcHBg1E1Gc0NTVh5cqbkJnpDhgiIgbj2En/RUTEkas5N+2oROOaUj0dOyMTkTlJhsv79rV/oLZMnZ5VmEw47bd3IDzS3b/fZnXgk2e2oHyvO2AYMyMTMy8aEZKAQWlqwoHf/hauKnUaVREWhqxnnkFYejoe+/Qy7JTN+rGPDJiLgdmndLisx774BfXN6iDxuEgL7j1tVDtnEBFRT8KggYj6BJfLiW+WX42UVPcYBotlMCZPfgcR4alHHl9nbz29akYMEuYOMVze7p/XYNu3X+vpKecuREaOe5G05kYHPn1mM8r31evbxs7MxIyLRhju+uSPlBKlf/gDbDt+0bf1f+ghRE+YgC+2vIJ3q9yB06WIx8mnPNHhstYUVeKDTSV6+s55uegXF/gK0kREdPRi0EBEvZ6ULqxafS2io9d6bB2EaVPfQ3h48pHHKxJV7+6E0ugxverFIw1Pr9pYU42vX3pWT6cPy8HU8xbq6eZGBz7522Yc3u8OGPJmZ+HEC42PlWhP5Usvo+6LL/V00uX/g8Tzz8OvVYV4eNOTgFbMWLsLt1/wpr4+Q6AcLgUPfLRNT4/NjMelU4yvXUFERD0DR6gRUa+mKA6sWXMdpFytb7PbM3HC9A+8BgwA0LimtPX0qqcbn15VSomvX3oWTXXqLEiW8AicdvPtMFvU72iaGx34+OlNrQKG8ScNDGnAUL98OQ4//bSejjl+GtLvugtWhxW3fXkFrFoxcS4Fj0++G2GJHf+Q/+LKPSgsbwAACAH88Zw8mEPQtYqIiI4uDBqIqNdSFBs2bLwO1qaV+rbGxgycMP19RER4H5vgOGxF7ZfuKUgjRyUjZorx6VW3r1qOog3utRBmXHYVkgdkAXAHDBUHGvT9408eiOkXDA9ZwNBcUICSO+9Cy7ynYQMHIvPJJwGzGYu+uha7ne5g5dH4PGQdc0WHy/qltA7PrCjU0xcfNwjHDEzscH5ERHT0YtBARL2Sy2XFps3XoK7O/YShtiYDx076D+Li+nk9R7okqt/ZBelQZzsyxYQFNL1qXUU5vn31JT09eNwEHDP3dADuLkmeAcMxJw/E9PNDFzA4Kypw4MYbIa1Wtf6xsRj4wvMwJybi3+ufxtKqrfqxv7GHYc5Z/+pwWQ6Xgtvf2QKHNhXtgIRI3HPqyOB+ACIiOmoxaCCiXsfprMemzVehpuZHfVtlRRZycp7BgAG+FxurX30A9gPub+KTzh0Oc2y4oTKlomDpC0/D3qR+YI+IjsG8/70VQgivYxjGnzwQx4cwYFDsdhTffAucB7XZnkwmZD75BCKGD8fa4u/x5HZ3gDC12Y6bz3oDCDfW5cqbJd/uxo5S96xPfzl/HOIjjU1FS0REPQ8HQhNRr2K3V2HzlqtQX+8enFtePgQpyXcgL2+i7/MONqDum/16OnpiGqLGHjmrki+bln6O/dvc3+SfdNX1iEtJ9RkwhPIJg5QShxY9iKZNm/RtaXfdidgZM3Co8RDuXHELFK2oDKcTf518HyzpHZ8SdfvBWjy3Yreevvi4QZgxwvvTGyIi6h0YNBBRr2GzlWPT5svR2OjuZ19aOhwu50WYM2euz/OkU0HV2zv1VZ/NCeFIPDPbcLlVB0vw3Zuv6unhk6dh1ImzvQcMc0IbMABA1b/+hdqPPtLTCQvOR/IVV8DmsuH3X1yJaqku7BauSDyVcjySJnZ8HIPdqXZLcipqW2UmRuEPp3NNBiKi3o7dk4ioV2hqKsGGjQtbBQwlxSNxuHweFiy4EGaz2ee5dcv2wVlm1dNJC0bAFGXsOxXF5cJXS56E024DAETFJ+CU634Lm9XpPWBYENqAoX7Ftyhf7F5jIfrYY5GxaBGEEHhs9b3YZnWvn/CAMxpjTl8SVHnPrShEwSH3z/TXBeMQG8Hvn4iIejsGDUTU41mtv2LDxoVoanJ3L9q/Lw/79k3BwoUXISYmxue5tn11qF9drKdjpmUEtOrzz5+8j9LdO/X0Kdf9FiZz9JEBw0mhDxiad+7CwTvucM+UlJWFzGefgQgPx3u//Bfv71+mH7uw0YZzzn8LCIvscHnbSmqxZOUePX3Z1EGYPtx4Fy4iIuq5+PUQEfVoDQ07sWnz5bDbK/RtvxZNRHHxGJx99pkYMGCAz3MVmwtV7+wE1M/csKRGIeFU3wOl2yrfW4Qf331TT4+ecRIGjj4Wnz7jJWAI4bSqAOCsqkLxjTdCaZkpKSYGA194HpakJOQfzsef1z2mHzuu2Ya7ZzwGJA/rcHk2pwu3v7MFLq1bUlZSFO49ld2SiIj6CgYNRNRj1dZtwebNV8HprNW37S48DqWluTj22GMxYcIE/+d/+Stclc1qQgBJF46AKdx3NyZPTocDXy15EopLXTU6NiUV0xf+Bp8+sxnl+9wBw7iTskIeMLTMlOQo0boeCYEBTyxGRE4OKpsq8ftl18OhRUIpTheezDwNYWPPD6rMZ5YXYmeZ++d6fMF4xLBbEhFRn8E7PhH1SNXV67Bl6zVwuRoBAFIK7No5DeXl2cjKysL8+fP9nt+8qxqNa0r1dNysgYgYFG+4/J/eexOH9+/V0ydddROWvlx4RMBwwgWhW+kZ0GZKeuhhNG3YoG9Lu/NOxM2aBafixJ3f3IQyh1oHi5R4QiYjff5fgypzy4EavLiqSE9fMW0wpmWnBJUnERH1LAwaiKjHqaxcha35N0JR1KcEimJCQcEJqKwYjNjYWFx44YWwWHzf3hSrA9Xv7dLTYRkxiJ8zyHD5B3f9gp8/fl9P5500H5u/QeuAYXboAwYAqHrlVdR+8IGeTjjvPCRfdSUA4OmfH8fPVdv1fXfU2TDp8jcBi7G1Jrxpdrhwx7vubkmDkqNxNxdxIyLqcxg0EFGPUl6+FNu23wqpTSOqKBbs2D4D1dWZMJlMuOCCCxAf7/+JQc0ne+Cqs6sJs0DShbkQFmPzQjiam/HV809BSnXV6IS0DFQfnoCK4jYBw4WhDxjqV65E+eOP6+moSZPQ/6EHIYTAV0Vf4rUC9/iK0xsaccncJUCi8WDIm6e/KURhuXsV68cXjEN0OP90EBH1NbzzE1GPUVr6IX4puBtSugAAUkZgW/5M1NamAwDmz5+PwYMH+83Dml8B6+bDejr+lMEIz/A9u1Jbq998FdWlBwEAQpgQmXAqKopt+v68TgoYbIWFOHi7x0xJmZnIevYZmMLDUVhdiEXf/0E/Ntdmx4PDL4IYeWpQZW7aX42XVrtnS7pq+hBMGcZuSUREfRGDBiLqEYqL38DOXYv0tBCx2LzpBNTXqysRjx8/HpMnT/abh6vejpoP3es4hA+OR9yMLMN12Je/GZuXfqan4/pNQ21Fop7Om52FEzshYHBWV+PADTdCaVTHb5iio5H1/POwJCejzl6H331zI5q0Jy9xLgVPWQYi6uSHgyqzpVuS1isJQ1Kicdc8dksiIuqrGDQQ0VFv376XsHvP/+lpszkJGzfMQH292g2pf//+OOOMM/x+WJdSovqDQihWdbYjEWZC8gUjIEzGPuDbrI1Y+sLf9HRYZBps9kloKTJvVucEDNJuR8nNt8BRrK0lIQQGLF6MyNwRUKSC+1bdhf3WQ+ouKfF/dXYM/M2/AXNYUOU+uWwX9hxubCkSiy8YjyiDM0sREVHvw6CBiI5aUkoU/fo09u59Tt8WHp6O/PxTUFenfjiPiorCwoULERbm/0OydUMZmn+p0tMJpw2FJTXKcF2+ffVl1Fdq3ZqECSJsLoRQb6F5s7Jw4sJOCBikROkjj8C6fr2+Le322xB30mwAwN+3/B2rDv6g77uxpg4nnvEKEO97bQojNuyrwsvfuWdLunr6UBw7JDmoPImIqGfjitBEdNTaU7S4VcAQFTUIB/ZfhPIy9cO5EAILFixAUpL/FZydNTbUfOr+EByRk4iYqRnG67FhLbav+kZPWyKmwWRJAwDkzczslIABAKpffwO177lnaUo4+2wkX301AOD7ku/xwpbn9X2zGq24Lu86YPicoMpsdrhw57tbW4ZOYFhqDO6YlxtUnkRE1PMxaCCio1Jp6QfYt+9FPR0Tk4PoqIewa5f7acGcOXOQnZ3dbl4Nq4shbergaRFpRtKCEYY/5CuKC6tff0VPC3N/mCPVsRNjZ2bixIuM5xUIe3Exyhcv1tNREyag/6OPQAiBOnsdFn13X8tC1hjscODP0bkwzb436HL/trwQRRXa2AkBPH7BeESGsVsSEVFfx6CBiI46dXVbUbDTPRtQbEwuxuX9GytWuBc0y8nJwfTp09vNS2l2onF9mZ5OmDcEloQIw3UpXPsjqg4W6+mwmLkQwoSRU/tjRicFDFJKHHr0UUibOiuTOTUVWc89C1O4ut7Ckz8/gcO2agBAuCLxVK0Dcee/ApiC+3C//WAtXlrt0S3phKGYNNj/UxwiIuobOKaBiI4qNnsFtubfAEVR11EIC0vGuHEvY926X1BXVwcAMJlMmD9/vqEP7I0byiDtLU8ZLIielG64LlJRsOaDt/W0KSwXJnMqouPDccLCzgkYAKB+2TI0rlqtp9PvvhuWFHWq0zWla/D+bvfibjfU1CJn/jNAnPGfyxunS8E97+e3WsTttlPYLYmIiFR80kBERw1FcWBb/m9hs2mzAQkzxo59Bg5HHL7//nv9uClTpiAlpf31AqQi0fjjQT0dc1x/mAKYAWj3hrWo2L9XT1uijgMATL9gOCKiOuc7F6WxEWV/fkxPR0+bivgzTgcAWB1WPPT9/fq+UTY7rhgwCxhzbtDlvvLDXuSX1OrpP5+bx9mSiIhIx6CBiI4ahYV/Qk3tz3p6+PB7kZw0DStWrIDDoa5DEB0djRkzZhjKr3lXNZyVzWpCALEBDH6WUmJtq6cM2TCZ+yEzNxE5xwb3rb4/h59bAuchLWgKC0P/BxbpTzSe3fgsSqxqVyuzlHi43omw058Musz9lVY8sWynnl4wKQsn5KQGnS8REfUe7J5EREeFgwffRXHJf/R0//7nYmDWlTh48CA2b96sb589ezaiooxNldrg8ZQhcnQKLMmRhuuzd/MGlBXt1tOWyKkwmQVmXJTbad2SmnfuRNW//62nU669BhHDhgIANpdvxhsFr+v7flNbh1HzngJi+wVVppQSf/goH80OBQCQGhuOP5w2Kqg8iYio9+GTBiLqdrW1m1Gw073ac1xcHkbm/hEAsHTpUn17v379MHHiREN5OsqtsO2q1tOxxxtfu0BKiZ8+eEtPmyxDYbKk45hTBiE5I8ZwPoGQioJDDz4EuNTxF2EDByLluusAAHaXHQ96zJY01O7A9WnTgTHnBV3uBxtL8F1hhZ5edOYYJMWEB50vERH1LgwaiKhb2WzlyM+/EVK2DHxOwbi852E2R+KXX37Bvn379GPnzZsHs9lYP3vPpwxh/aMRMSzBcJ32b9uC0l0FetoSNQVxyZE49rQhhvMIVM3776PJ44lK/0UPwBSpPhn5+5a/o6jhAAB11eeH6x2IOONpIMgnHhUNNjz6+Q49fdLINJw5zngXLiIi6jvYPYmIuo2i2JG/7SbY7Go/fSEsyBv7HCIjB8DpdGLZsmX6sTk5ORg+fLixfJucsG50T7Mae3xmQF2KWo1lsAyCyTIAJy7MQVgnDQx2VlWhfPETejpu/nzEnngiAGBn1U78K/8f+r6L6xow4eTHg54tCQAe/WwHaqzqWJGYcDMePWdsp3W9IiKino1PGoio2+za9Qhqazfq6RE5DyApSZ2haO3ataiuVrsXCSEwd+5cw/k2ri+DtKt99E3RFkQdY7zff3HBdhzYka+nLZFTMGRcKoaOD27sgD/ljy+GUqvOXGSKjkb6vfcAAJyKE4tW3wMn1J9lgMOJW1OnAHkLgi7z24JyfLzZ/TTmrvkjkZlobKwIERH1PQwaiKhbFJe8iZKD/9XTGRkXIDPzUgBAQ0MDVq92r1MwefJk9Otn7EO7VCQafvKYZnVyYNOsrnnfPZZBWDIRHj0YJ16YY/j8QFl//hm1H36op/v97laEpatPEf69/TXsqHUPxn6wzoboM/8WdLekBpsTf/jQHRhNHJSIy6YODipPIiLq3dg9iYi6XE3Neuza9Yiejo8/BrkjHta7xnz77bewaashR0ZGYtasWYbzbi6ogqvKPc1qzDTjffRLd+/Evq2b9LQlciomnTYE8amd8w28tNtR+vDDejpi1CgkXXIJAGBv7V48v+k5fd859Q04fs5fgLj+QZe7eOlOHKxV2yjMLPCX88fBbGK3JCIi8o1PGoioSzXbDiF/202QUu1LHx7eD3l5S2A2RwAAysrKsHGju8vSzJkzER0dbTh/zwHQUWNSYEk0Ps3qmvfdYxmEuT+SM0diwsmDDJ8fqMrXXoN99x6tQIGMhx6EsFigSAUPfncvbNIJAEh1unBH0rHAuAuDLnPj/mq89tNePX3DrOEYkR4XdL5ERNS7MWggoi7jctmQn38j7HZ1ik8hwpCXtwSREeq351JKLF26FFKqk4umpKRg8uTJhvN3lDXCtrtGT8cen2n43PK9RSjauE5PWyKnYuYluTCHdc5t0l5cgoolz+vpxAsvRNT48QCAdwrexsbKbfq+++uakXDmM0F3S7I7Fdz7fj605kV2vxjcNDs7qDyJiKhvYNBARF1CSomdux5EXd0WfVvuiAeRmDBJT+/atQtFRUV6eu7cubBYjPeibDXNakYMwofGGz73h3fe1N8Lcxpyp03BwJHJhs8PVNmf/gTZrHYRMicnI+223wMAShtK8dT6xfpxpzRaMWf2H4H44KdC/fuqPdhZVq+n/+/8cYiwdM6MUERE1LswaCCiLlFc8jpKS9/V05kDLkZm5sV62uVy4euvv9bTQ4cOxYgRIwznr1gdsG4s19Ox0wcYnj604sA+FG1Yo6cj4qbhhAuMlx2o+uXL0fDtt3o6/e67YE5IgJQSD393H6yKumZFvMuF++LHAeMv9pWVYbvLG/DsCveg6sumDsKxQzovKCIiot6FQQMRdTqHowa7d/9FTyckTMKIEYtaHVNQUIDKykoA6hSr8+bNC2jNgKbtlZAObZrVGAuix6cZPnfjl1/o74UpBdMvmIuYxAjD5wfq8JIl+vvo445D/FlnAQDWHVqHH8rX6/vurrMh9awlQXdLAoC/fFkAu0ttn/7xkbhr/sig8yQior6DQQMRdbrDh7+Gomiz9YQlIW/sEphM4a2OKStzL8Y2cuRI9O8f2CxBSrNTfx8+KB4igLEIVSXF+ntzxFjkzR4YUNmBUJqbYSvYqafT7rxTD46+3P2xvn1yUzPOnH4fED8g6DJ3l9fjm1/c7fvQWaMRHxkWdL5ERNR3MGggok5XVva5/j497QxERBy55kJVVZX+Pi3N+FOCFqYI99gHaXcFdK7NWqe/F6Y4OJoDOz+gsvbsART1G38REYHIUeo3/k7FieX73Ctgn2sXEBMuC0mZL6/+VX+fmx6HeWOCn7aViIj6FgYNRNSp7PYKVFX/qKfT08/wepxn0JCcHHhfexHpHtCr2AL70N9UV+POR0SjucERcPlG2Xbu0t9HZGdDaAO915WuQ41LexojJWaNOA+wBN9FqryuGR9uKtHT184YFlC3LyIiIoBBAxF1svLyrwCo36xHRPRHQsLEI46RUurjGYCOBQ2mCHfQIAN4UqAoLlhraz0yikFzY2cGDe6uSRG5ufr7r7f/R38/3dqEuMnXhqS8137aq49lSI+PwFnjg+/uREREfQ+DBiLqVGVln+nv09NOhxBH3nasVqu+AjTQ0ScN7u5Jis3p58jWmurqIKXizscUg6ZOfNLQvMszaFBnaHIqTiwvdc/eNDdmCJAS/PoJjTYnXl+zX09fNX0owi287RMRUeD414OIOk1zcylqan/W00a6JkVERAS0AnSLjj5psNbWeKQsAMLQ3GAPuHyjPLsnRWpPGtb9ugw1UAOdMCkxa8L1ISnr7Z8PoLZJDYBiIyy4ZErnrW5NRES9G4MGIuo05eVf6u+jIgchLi7P63GeQUNKSkqH+tx7jmmQDgXSJQ2d11hT7c7DFAMhRKc9aXBWVMDlGSBp61B8veWf+rbj7RJxY84NviyXgn9+7x4AffFxAzljEhERdRiDBiLqNGXlHl2T0k/3GQwEOwgaaD17EgBIg12UPIMGCPUJR2cNhG72GM9gTk2FJSUFTqcdK2rd2+dlTAPMwX+4/2LbIZTUNAEALCaBq6YPDTpPIiLquxg0EFGnaGraj7q6LXo6Pf1Mn8eGImgQHt2TAOMzKHl2TxKmGACdFzS06pqkPWX4efM/UK3dicOkxKypdwRdjpQSL63eo6fPHD8AAxKjgs6XiIj6LgYNRNQpPNdmiInJQUzMCJ/HhiRoMAmIcPctTRoMGlp1T2p50tBJsyd5mzlp6S9v69uON8Uhrl/wKzX/tKcS20rca09ce+KwoPMkIqK+jUEDEXWKsnJ30JCW5rtrEhCaoAEAhEcXJc8Vov1pO6YB6MTuSYUeazSMGAFnzQGscBzWt83N9v00JhAvfVekvz8xJxWjB8SHJF8iIuq7GDQQUcg1Nu5GQ8Mvejo97XSfx1qtVjQ1NenpYIIGUwcWeGs1e5IWNHTGQGjpdMJeuFtPR+aOwM8/PYFqs1rnMAnMmnRD0OXsPFSPlTvdgch1M/iUgYiIgseggYhCzrNrUlzsGMTE+P7gWl3t/qY/PDwcMTExHS5XdGDaVa/dkzohaLDv3Qvp0PI1mxE+ZDCW7l+m7z8+OgvxkUlBl/PSavdThlEZ8ThheGrQeRIRETFoIKKQklIeMWuSP227JnVkutUWpg4s8NbYaiC0FjRYHVAUY1O2GuU5c1L40CFQ9q3AijB3GXNHXxJ0GYdqm/HJlhI9fd2MoUG1JxERUQsGDUQUUk1Ne2G1ur/tTvPTNQlo/aQhKSm4b9o9nzS4attfoE1RXGiudw8YhtBmGJJA9aHGoOrSlr3IvWZCxPAcbNv6H3fXJAjMGnF20GV8sqUEDm19igEJkThj3ICg8yQiIgIYNBBRiNntlfr78PA0REVl+T0+PDxcf2+z2YIqOzzD3bXJuqkcsp2nBUKYEBkbp6djE93lr/98b1B1acsUG6u/d9XUoMFaoacHhCciPjz4wcqVHitZz8xNQ5iZt3giIgoN/kUhopByKc36e7Mpst3jU1Pdfe4PHz7s58j2RR/bH9B647iqmmErrPZ7vBAC/bNz9HTaIPeA7N0bylG+r87baR0SOXq0/r55+3aYHe6yXCHqQeT0CJIiLLy9ExFR6PCvChGFlOJyBw0mc0S7x3sGDfX19WhubvZztH+WxAhEjkrR0w1rSts9p/9w9/oRjuaDSMlyPxFY83GRt1M6JHL0KP29Ul8PS4U7aFBCVIbT5c7JYuJYBiIiCh0GDUQUUorHkwaTgScNCQkJCAsL09MVFRV+jm5f7NQM/X1zQRWc1f6DkP7Z7qDh0O5dmHq2e6anAzuqUFxQ5e20gJnj4hA+ZIietpS6u0IZm+epfZ5PGsxmBg1ERBQ6DBqIKKQC7Z4khGj1tCHYoCFieCLMKVq5Emhcd8jv8Z7dkxprqpGcITEgJ1Hf9tNHRZAyNDMpRY4Zo7+3lLlnd1IQmvydLnc+fNJARESh1CODBiFEpBDiYSHELiFEsxDioBDiX0II/yMuiajTKS73N+gmc/tBAwD069dPfx/suAZhEoid4n7a0PjzIUin7w5AMYlJiO+XpqfL9hRi6jnZerp8bx1+3RxcINPCM2gwlbs/4LtCFJR4PmmwmHrk7Z2IiI5SPe6vihAiEsByAIsAxAL4GMABAFcB2CiEyPZzOhF1stbdk9of0wAgpE8aACB6UjqgDQRWGhxo2u4/T88uSqV7diEjOwFDxrnrtObjPSFZt8EzaBCVZkALFlwyNKManArHNBARUefocUEDgPsAHA/gJwAjpJQLpZRTANwOoB+Af3Vn5Yj6ukC7JwGhfdIAAOaYMER7fOhv+Mn/gGjPwdCHdu8CAHVsg/a5u/qQFTvX+O/mZITnYGjhMCFdm9wpZN2TPJ80cLpVIiIKoR71V0UIEQbgZi15k5SyoWWflPJJAFsBzBBCTOqO+hFR29mTjAUNnk8aqqur4XQaW83Zn9hp7oXN7Hvr4PCzWFuGx5OGsqJCKIoLKZmxyJ3SX9++7rMiOB3BDVluOxh62KEQP2ng7ElERNRJelTQAOAEAIkA9kgpN3nZ/572emaX1YiIWlEUjzENBp80JCcnw6T1wZdSorKysp0z2heWFYuwTPf0qf6mX00blg0h1PLtTU2oPlgCADjujKEwabMQNVTZsH31waDr5dlFKVsPGkIzf5Kr1ZMGBg1ERBQ6PS1oGK+9bvSxf2Ob44ioi7XunmRsTIPZbEZycrKeDsW4BiFEq+lXrRvLodi8P8EIj4xCysBBerpU66IUnxqFsTMy9e3rv9wLe1NwT0E8g4ZhWo+nUAUNDs6eREREnaSnBQ0tf9WLfewvbnMcEXWxjnRPAkI/rgEAosb3g4g0AwCk3QXrJt/5tl2vocWkU4fAEqHm0dzgwOZv9gdVJ8+gYeghCUgJJUTdk1wc00BERJ1EhGr+8a4ghHgJwLUA/iSlvN/L/uEACgHsklLmtpPXdh+7RkZERJiyszkJE1FH2GyH4HTWAwDCw1MQFpbczhmqxsZGWK1WAEBERATi4+NDUh+l3g7Fqj0dsJhgSfEeyDQ3NqCxWl3IzRIejoQ093iGpnoHmhrsANQnGIlpURAd/SZfUWArcq80fShJwGkGshODv+cUVzehya4+tUiPj0B8VFg7ZxARUV+yZ88e2Gy2eillwH9kLZ1RoU7U8lfaV6QTiufxJpvNpuzYsaMgBHlR+1o+Ke3p1lr0HV3c3oe0f0eRMmOHlVT4Xgm61Pgi0e23t1afHQd3GM7UiOLgh4X0NLyXdC22d9die3et3tzeAwFYO3JiTwsa6rXXGB/7o7XXBh/7dVLKMd62tzyB8LWfQovt3bXY3l2L7d112NZdi+3dtdjeXYvt7V1P6/Ta0pnY18rPWW2OIyIiIiKiIPW0oGGL9jrRx/6W7Vu7oC5ERERERH1CTwsafgBQCyBbCDHBy/4F2utnXVclIiIiIqLerUcFDVJKO4DntORzQgh9bIMQ4jYA4wB8L6X8uTvqR0RERETUG/W0gdAA8EcAJwM4HkChEOI7AIMBTAFQCeCqbqwbEREREVGv06PWaWghhIgCcC+AS6BOHVUN4CsAD0gpD3Rn3YiIiIiIepseGTQQEREREVHX6VFjGoiIiIiIqOsxaCAiIiIiIr8YNBARERERkV8MGoiIiIiIyC8GDURERERE5BeDBiIiIiIi8qtHBA1CiGghxDlCiH8KIbYKIeqEEI1CiC1CiEVCiFgf52UJIV4UQuwXQtiEEAeFEK8KIYb4OH6WEEL6+bemg/U/QwixSghRq9V9lRDijI7k1RW6sL1XttPeUgihBFDvK9vJ660ONkmnE0LcJoT4QAhRqF0nNiHEPiHEa0KIMX7Ou1wIsU4I0SCEqBJCfCGEOL6dso7XjqvSzlsnhLgiiLr3tOu709taCDFSCHG3EGK5x+/DIa3cEztQZ17b/tub925NF7U3792aQNtbCDFQCHGjtv8XIYSi/YxTDZTVp+/dQNe0t+D926cesU6DEOIaAC9rye0AdgCIh7oqdByAAgAzpZTlHueMBbACQD8AvwLYBGA4gHEAagGcKKXMb1POLADfAtgD4HsvVdkjpXw0wLrfAuBvAJwAvgFgAzAXQBSAW6WUzwSSX1fowva+B8BIH9WYBGAsgNVSypkG630lgFcAbAGw2csha6WULxjJq6sJISoAxADYCqBE2zwGwAgAdgDnSCm/bHPOkwB+D6AJwNcAIgHMASAAXCCl/NBLOecCeBfqFwarAVRo5yQCeEpKeVuA9e6J13ent7UQohhAJoA6AGuhLkA5Guo1LQHcJqV8OoA6Xwle2/7aexZ47wbQZe3Ne7cm0PYWQvwOwFNespompfQZ3PLereqK9ub92w8p5VH/D8DlAJ4HkNNmewaAjVD/E9/02C6g/udIAP8EYPHY93tt+zYApjb5zdL2vRqieo8A4ADQDPUC9dxeoe3LCUVZPbG926nDWu28awI450rtnIe6uw070ObTAUR62X6D9jOVADB7bD9J217h+f8EYBrUm38NgKQ2eSVp2yWA8zy2pwMo1LbPDqDOPfX67oq2/hrAxQDC22y/XsvLCWB0AHXmte2/vWeB9+4ua+92yue92397nwXgSe3+MBzASu24qX7K4L27a9ub929fP0t3VyAEF9A07T+jueU/GMAJ2rYqAHFezlmn7T+rzfZQ/+FZouX3tJd9LR+mn+3uNuyu9vZTRo5HGQkB1K3X/GK2+bla/iiM9tj2ubbtd16O/5u27/Y22+/Utn/k5ZxztX2fBlCv3nh9h6St2yljqXbOgwGcw2vbT3vz3t217e0nf96722lvL8esRPsfYnnv7sL2bqeMPn3/7hFjGtqxRXuNAJCivZ+kva6XUtZ7OWeV9np2Z1YMQEvfwPe87HtXez2zk+sQal3R3pdpr59IKWsDr2Kv49Je7QAghGjpOgB4v7ZatrW9tvxdj59D/UN/spa/Eb3x+g5VW/vT8js0IODa9T5d0d4d0RuvbaDz25v37tZatXcQeO82JlTt7U+fvn9bursCITBMe3VA/aYbUPu7AWo/NG9ajhvvY3+OEOIxqB+KK6D2kf1KShnIwK5EAIO05Ka2+6WUxVrfvMFCiIQedIPtjPZu61Lt9fXAqqabJIR4HOo4jEMAVkgpV7VzzlFJCHE5gFwAuwAUaZtHQg3aDkspi72ctlF7Hddm+7g2+3VSSrsQYhuAY7XytrQ9pk29EtHLru8Qt7U/Lb9DhzpQTV7bKl/tzXu3D110ffPerfHR3h3Fe3c7Qtze/vTp+3dvCBpu1V6/klLatPeHtdfBPs5p2T7Ex/7jtX+e8oUQ50spCw3Wq+WXslpK2ejjmGIAqdqx+T6OOdp0RnvrhBDTAGQDqATwZTuH+3IG3N+kAMAiIcQqAAullGUdzLNLCCHuhDqoKwbAKO39QQCXeHzwabm2vP2Rh5SyUQhRAyBJCBEnpawXQsRDHTDn8zxt+7Fa/n7/8KAXXN+d1dbtlJkN97X5SQeqzWvbf3vz3q3p6uub925D7d2RfHnv9qKz2rudMvvs/btFj+6eJIQ4DcDVUL/1fsBj12rtdbIQYnSbc2IBLNCScW2yrAXwOICpUL+pSoH66HYNgDwAy4QQCQar1zItqdXPMS2/sF6nMD3adEJ7e/M/2utbUkpHgFUsBfAQgAkAEgD0hzoIqgDATACfCyHMAebZ1eYBuAJqm40BcADqTXCDxzEdubY8rzFf5wVyPfaG67uz2torIYQFwKtQv9l9u0057eG17eatvXnvPlKXXt/gvdtIe3cE793edVZ7e8X7t6a7B1V09B/UyLIK6uCSW73sf0/bVwhgNtSL/xio/esd2r4mg2WZoX4wlgDuM3jOdO34A36O+UE7ZpqRPHt7ewMIg9qlQAKYEsK6xwLYqeV7SXe3pcE6JwI4EcAyrd5/8Nh3qbbtOz/nl2jHZGjpTC0t4TG7VZtz3tD2X2ygfr3m+g51W/s57gXtuD0AkkNU9z5/bbdTFu/dXdDevHcba28fx6+En4G5vHd3bXv7OY/3b9lDB0ILIbIAfAV1GrInpZR/83LYNVAvjuFQ1w+oh9p/71gA92nH+OqD34qU0gXg/7TkPIPVbHmMG+PnmGjttcFgnt2iC9v7VKjfEBZKKdcGX3OVlLIBQMuc00b//7qVlLJGSvkdgNMAbADwqBBisra7I9dWvZd97Z3jT6+5vjuhrY8ghFgE4H8BlAGYJ6Ws8nVsIHhtt1tWn753A13W3rx3a9pp747gvduPTmjvI/D+7dbjggYhRCrUiHIQ1MUy7vB2nJSyBur806dCfWz9EtQPr6OhrhkAqAuXGdXSHzbD4PH7tdckIYSvX86sNscedbq4vVtm3ujoIDp/Av3/OypI9TH/21DXwmiZzaLlesnydo52vSUCqJFaH2QpZR3ULhw+z0Ng12OvuL49haqtvRxzE4CHobb/fCnl7hBWG+jj17YBffLe3VYntzfv3W34aO+O5MN7twGhau+2eP9urUcFDUKIOKgDrEYC+ADAtVJ7xuONVH0lpbxLSnm9lPIxKeU+ACdrh6wMoPgk7dVQ5K19iG75hZvQdr/27X0qgP3yKJ2doCvbWxvs1fKL3hl/eAL6/zvKVGiv/bTXnVAXXeqnXUdtTdRet7bZvqXNfp0QIgzqapc2LX+/esP17UOo2hoAIIS4FMCzUPsPny6l3By6qup4bfvX5+7dfoS8vXnv9qtte3cU793GhKq9AfD+7U2PCRqEEBEAPoba3WUp1L57Lv9nec0nGergGTuA1wI49XztNZDBL59rrwu87LtAe/0sgPy6TDe09wIAkQB+kFJ2xnRpHfn/O1rM1F73AICUsglqFzDA+7XVsq3tteXvejwDavsvl1I2G6xXj72+/QhVW7dMHPAq1DE950opfwhpTd14bfvXp+7d7eiM9ua927dW7R0E3ruNCVV78/7tS3cPqjDyD+pgtg+gDhZZDSDawDkjAMS32ZYG9yCYB72ccz2AlDbbhLbdAUABMMnLeQXav8w223OhLjfeDI9BN1BXzazQ9uV2d/t2V3u3OXaFdtz1Bsry1d63AIhtsy0MwINa3ta25xwN/6AO4lqINoPctLrfDHXBGiuAgR77TtZ+pgoAOR7bp2nXWy3aDNYCkKxtlwDOa/P/1LKS5pzefH13YVtP1/JxADgngPrx2u5Ye/Pe3YXt3SZv3rsDaG8veaxE+ytC9/l7dxe3N+/fvn7G7q6Awf+IW+GePeADqNGft3+pHuc8pP1HrAbwX6jfllu1PF4BYPJSzl6o34hvhvot+8dQFwmR2sV4s4/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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(6,6), dpi=150)\n", + "for iT, T in enumerate(Bassist_T):\n", + " l = plt.plot(T+273.15, Bassist_z, label=str(MMCdates[iT])[:16])\n", + "plt.ylim([0, 500])\n", + "plt.xlim([295, 314])" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "2f21152f-c292-4dc7-8247-28d6f07e6379", + "metadata": {}, + "outputs": [], + "source": [ + "# Write data to arrays\n", + "Tdat = np.array(Bassist_T)\n", + "writeFiles = True\n", + "\n", + "# save the profile data and times\n", + "if writeFiles:\n", + " np.savetxt('Bassist_T1.dat', Tdat)\n", + " np.savetxt('Bassist_heights.dat', Bassist_z)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "9a6a1971-af94-4d05-8d6e-956c6bd89ddf", + "metadata": {}, + "outputs": [], + "source": [ + "#raise ValueError('Stop here')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cc91a93b-19ad-4049-9d36-05a37fb77d0c", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md b/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md new file mode 100644 index 00000000..bf71e81d --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md @@ -0,0 +1,49 @@ +# Setting up the AWAKEN benchmark simulation in AMR-Wind + +**Contents** + +- [Prerequisites](#prerequisites) +- [Preparing the measurement data](#preparing-the-measurement-data) + + +## Prerequisites + +The measured data from the AWAKEN benchmark problem should be downloaded and unpacked before running the ABL simulation. Specifically required are the A1 profiling and scanning lidar data, and the site B ASSIST temperature profiles avaiable at the pages: + +- https://awaken-benchmark.readthedocs.io/en/latest/phase1.html +- https://awaken-benchmark.readthedocs.io/en/latest/phase2.html + +For later comparisons, the wind farm performance data can also be downloaded from +- https://awaken-benchmark.readthedocs.io/en/latest/phase3.html + +From the downloaded zip files, extract these three netcdf files and put them in a separate directory (here called `Phase2_Data`): +```bash +Phase2_Data/A1_profiling_lidar_10min.nc +Phase2_Data/A1_scanning_lidar_10min.nc +Phase2_Data/B_ASSIST.nc +``` + +## Preparing the measurement data + +Once the netcdf files are ready, we can create the MMC profiles necessary to drive the ABL precursor. Use the [MMCprofiles_Ph3_try1.ipynb](MMCprofiles_Ph3_try1.ipynb) notebook for this purpose. + +```python +tstart = np.datetime64('2023-08-24T03:00') +t_5AM = np.datetime64('2023-08-24T05:00') +t_7AM = np.datetime64('2023-08-24T07:00') +``` + +```python +# Open NetCDF files +ds_A1prof = xr.open_dataset('Phase2_Data/A1_profiling_lidar_10min.nc') +ds_A1scan = xr.open_dataset('Phase2_Data/A1_scanning_lidar_10min.nc') + +# Open the NetCDF file +ds_temperature = xr.open_dataset('Phase2_Data/B_ASSIST.nc') +``` + +## Set up the ABL precursor run + + +## Compare statistics from the ABL precursor + From 6f4e294c46004e9d358cf4185feaedb9489d9b94 Mon Sep 17 00:00:00 2001 From: Lawrence Cheung <15526007+lawrenceccheung@users.noreply.github.com> Date: Mon, 22 Sep 2025 21:52:34 -0600 Subject: [PATCH 02/21] Update documentation --- .../actuator_line/AWAKEN_benchmark/README.md | 2 +- .../setup/MMC_BM3_BigPrecursor_ABLStats.ipynb | 555 + .../AWAKEN_benchmark/setup/Prod1_Phase3.ipynb | 9664 +++++++++++++++++ .../AWAKEN_benchmark/setup/README.md | 22 +- 4 files changed, 10241 insertions(+), 2 deletions(-) create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/setup/MMC_BM3_BigPrecursor_ABLStats.ipynb create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/setup/Prod1_Phase3.ipynb diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/README.md b/amr-wind/actuator_line/AWAKEN_benchmark/README.md index c229c0c6..9e684b82 100644 --- a/amr-wind/actuator_line/AWAKEN_benchmark/README.md +++ b/amr-wind/actuator_line/AWAKEN_benchmark/README.md @@ -20,7 +20,7 @@ The size of the computational domain was 24km x 17.6km x 0.8 km, with a backgrou ![domain](setup/KP_Domain_lidar.png) -Running this simulation requires setting up a precursor ABL calculation to match the measured inflow, and then adding the turbines to the actual wind farm simulation itself. The precursor ABL calculation is done using a meso/microscale coupling (MMC) approach which uses a direct data assimilation method to incorporate measured wind speed and temperature profiles into the simulation forcing. The forcing terms and boundary data is then used in the wind farm simulation itself. In the setup documentation page, we describe how the measurement data is processed, the MMC precursor is created, and the wind farm simulation is set up. +Running this simulation requires setting up a precursor ABL calculation to match the measured inflow, and then adding the turbines to the actual wind farm simulation itself. The precursor ABL calculation is done using a meso/microscale coupling (MMC) approach which uses a direct data assimilation method to incorporate measured wind speed and temperature profiles into the simulation forcing. The forcing terms and boundary data is then used in the wind farm simulation itself. In the [setup documentation](setup/README.md) page, we describe how the measurement data is processed, the MMC precursor is created, and the wind farm simulation is set up. ## Code performance diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/MMC_BM3_BigPrecursor_ABLStats.ipynb b/amr-wind/actuator_line/AWAKEN_benchmark/setup/MMC_BM3_BigPrecursor_ABLStats.ipynb new file mode 100644 index 00000000..d94a74a9 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/MMC_BM3_BigPrecursor_ABLStats.ipynb @@ -0,0 +1,555 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "7ab9436b-b022-438d-bda5-27b24a4e8814", + "metadata": {}, + "source": [ + "# Postprocessing MMC case" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "b2b77954-3e72-4bd8-819d-8d081ed3d3b2", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/ascldap/users/lcheung/.local/lib/python3.9/site-packages/pandas/core/computation/expressions.py:21: UserWarning: Pandas requires version '2.8.4' or newer of 'numexpr' (version '2.8.1' currently installed).\n", + " from pandas.core.computation.check import NUMEXPR_INSTALLED\n", + "/ascldap/users/lcheung/.local/lib/python3.9/site-packages/pandas/core/arrays/masked.py:60: UserWarning: Pandas requires version '1.3.6' or newer of 'bottleneck' (version '1.3.4' currently installed).\n", + " from pandas.core import (\n" + ] + } + ], + "source": [ + "# Load the modules\n", + "\n", + "# Add any possible locations of amr-wind-frontend here\n", + "amrwindfedirs = ['/projects/wind_uq/lcheung/amrwind-frontend/',\n", + " '/ccs/proj/cfd162/lcheung/amrwind-frontend/']\n", + "import sys, os, shutil\n", + "for x in amrwindfedirs: sys.path.insert(1, x)\n", + "import MMCutil as writeMMC\n", + "import postproamrwindsample_xarray as ppsamplexr\n", + "\n", + "# Load the libraries\n", + "import numpy as np\n", + "import pandas as pd\n", + "import amrwind_frontend as amrwind\n", + "import matplotlib.pyplot as plt\n", + "from mpl_toolkits.axes_grid1 import make_axes_locatable\n", + "from scipy.interpolate import CubicSpline\n", + "\n", + "# Also ignore warnings\n", + "import warnings\n", + "warnings.filterwarnings('ignore')\n", + "\n", + "# Make all plots inline \n", + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "6d800b98-6566-4f58-9f12-90b0450d0a68", + "metadata": {}, + "outputs": [], + "source": [ + "def find_nearest(a, a0):\n", + " \"Element in nd array `a` closest to the scalar value `a0`\"\n", + " idx = np.abs(a - a0).argmin()\n", + " return idx" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "5e434305-1ccb-4597-9d01-903e026bb932", + "metadata": {}, + "outputs": [], + "source": [ + "def interpProfile(avgtimes, case, zheight, var):\n", + " interpvar = []\n", + " for avgt in avgtimes:\n", + " dat=case.ABLpostpro_plotprofiles(ax=None, plotvars=[var], avgt=avgt, doplot=False)\n", + " interpvar.append(np.interp(zheight, dat[var]['z'], dat[var]['data']))\n", + " return interpvar" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "97b31299-88b5-4aa9-b950-0f1066ba94f5", + "metadata": {}, + "outputs": [], + "source": [ + "rundir = '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/MMC/MMC_BM3_BigPrecursor'\n", + "suffix = 'BigPrecursor'" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "1efc6246-8fe7-488c-8b57-5e2a223451b0", + "metadata": {}, + "outputs": [], + "source": [ + "# Start the amrwind_frontend app \n", + "case = amrwind.MyApp.init_nogui()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "11aeeac1-19df-43e8-9cb7-4839d073d3a8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loading /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/MMC/MMC_BM3_BigPrecursor/post_processing/abl_statistics00000.nc\n", + "Time range: 0.500000 to 14400.000000\n", + "Done.\n" + ] + } + ], + "source": [ + "case.ABLpostpro_loadnetcdffile(rundir+'/post_processing/abl_statistics00000.nc')" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "382c2e8e-b622-4702-9c30-157bfb8fde80", + "metadata": {}, + "outputs": [], + "source": [ + "zMMC = np.loadtxt(rundir+'/MMC_all_heights.dat')\n", + "tMMC = np.loadtxt(rundir+'/MMC_time_sec.dat')\n", + "uMMC = np.loadtxt(rundir+'/MMC_Ublend%s.dat'%suffix)\n", + "vMMC = np.loadtxt(rundir+'/MMC_Vblend%s.dat'%suffix)\n", + "tempMMC = np.loadtxt(rundir+'/MMC_Tblend%s.dat'%suffix)\n", + "TKEprof = np.loadtxt('../A1scan_TKE1.dat')\n", + "TKEtimes = np.loadtxt('../A1scan_times1.dat')\n", + "TKEz = np.loadtxt('../A1scan_heights.dat')\n", + "\n", + "twindow = 600\n", + "avgtimes = [\n", + " [1*3600-twindow, 1*3600],\n", + " [2*3600-twindow, 2*3600],\n", + " #[2.5*3600-twindow, 2.5*3600],\n", + " [3*3600-twindow, 3*3600],\n", + " [4*3600-twindow, 4*3600],\n", + " #[6*3600-twindow, 6*3600],\n", + " #[7*3600-twindow, 7*3600],\n", + " #[8*3600-twindow, 8*3600], \n", + " #[10*3600-twindow, 10*3600], \n", + " ]" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "2b35b93e-cc8f-4ac8-8840-c1f01d404bf5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loading u\n", + "Loading v\n", + "Loading u\n", + "Loading v\n", + "Loading u\n", + "Loading v\n", + "Loading u\n", + "Loading v\n" + ] + }, + { + "data": { + "text/plain": [ + "Text(0.5, 0.98, 'Horizontal velocity [10-min avg]')" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot velocity\n", + "fig, axs = plt.subplots(1,len(avgtimes),figsize=(2.25*len(avgtimes),4), facecolor='w', dpi=150, sharey=True)\n", + "for it, avgt in enumerate(avgtimes):\n", + " ax=axs[it]\n", + " dat=case.ABLpostpro_plotprofiles(ax=ax, plotvars=['Uhoriz'], avgt=avgt, doplot=False)\n", + " ax.plot(dat['Uhoriz']['data'], dat['Uhoriz']['z'], label='AMR-Wind')\n", + " \n", + " # Get the nearest MMC data point\n", + " targett = avgt[1]\n", + " iclosest = find_nearest(tMMC, targett)\n", + " uMMC_t = uMMC[iclosest, :]\n", + " vMMC_t = vMMC[iclosest, :]\n", + " uh_MMC = np.sqrt(uMMC_t**2 + vMMC_t**2)\n", + " ax.plot(uh_MMC, zMMC, 'k--', label='Data')\n", + " \n", + " #ax.plot(np.sqrt(np.array(profile['u'])**2 + np.array(profile['v'])**2), zMMC, 'k--', label='NOW23')\n", + " ax.set_xlabel('U [m/s]')\n", + " ax.set_title('t=%.0fs'%avgt[1])\n", + " ax.grid(linestyle=':')\n", + " ax.set_xlim([0, 16])\n", + " \n", + " ax.axhline(90-127*0.5, linestyle='--', color='gray', lw=0.5)\n", + " ax.axhline(90, linestyle='--', color='gray')\n", + " ax.axhline(90+127*0.5, linestyle='--', color='gray', lw=0.5)\n", + " \n", + "axs[0].set_ylabel('z [m]')\n", + "axs[0].set_ylim([0, 600])\n", + "axs[0].legend(prop={'size':8})\n", + "\n", + "fig.suptitle('Horizontal velocity [10-min avg]')" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "b9a359e5-2384-4608-a341-796b4b4f8c07", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n", + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n", + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n", + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n" + ] + }, + { + "data": { + "text/plain": [ + "Text(0.5, 0.98, 'TKE profiles [10-min avg]')" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + " # Plot TKE\n", + "fig, axs = plt.subplots(1,len(avgtimes),figsize=(2.25*len(avgtimes),4), facecolor='w', dpi=150, sharey=True)\n", + "for it, avgt in enumerate(avgtimes):\n", + " ax=axs[it]\n", + " dat=case.ABLpostpro_plotprofiles(ax=ax, plotvars=['TKE'], avgt=avgt, doplot=False)\n", + " ax.plot(dat['TKE']['data'], dat['TKE']['z'], label='AMR-Wind')\n", + " #ax.plot(np.sqrt(np.array(profile['u'])**2 + np.array(profile['v'])**2), zMMC, 'k--')\n", + " \n", + " # Get the nearest MMC data point\n", + " targett = avgt[1]\n", + " iclosest = find_nearest(TKEtimes, targett)\n", + " #print(TKEprof[iclosest,:])\n", + " ax.plot(TKEprof[iclosest,:], TKEz, 'k--', label='Data')\n", + " \n", + " ax.set_xlabel('TKE [$m^2/s^2$]')\n", + " ax.set_title('t=%.0fs'%avgt[1])\n", + " ax.set_xlim([0, 0.6])\n", + " ax.grid(linestyle=':')\n", + " \n", + " ax.axhline(90-127*0.5, linestyle='--', color='gray', lw=0.5)\n", + " ax.axhline(90, linestyle='--', color='gray')\n", + " ax.axhline(90+127*0.5, linestyle='--', color='gray', lw=0.5)\n", + "\n", + "axs[0].set_ylabel('z [m]')\n", + "axs[0].set_ylim([0, 600])\n", + "axs[0].legend(prop={'size':8})\n", + "\n", + "fig.suptitle('TKE profiles [10-min avg]')" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "ca392082-03a0-4ae7-9051-d9838e368bee", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n", + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n", + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n", + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n", + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n", + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n", + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n" + ] + } + ], + "source": [ + "zmet = 110.0\n", + "#TKE_avgtimes = [[t-600, t] for t in np.arange(3600, 36001, 3600)]\n", + "TKE_avgtimes = [[t-600, t] for t in np.arange(3600, 14401, 1800)]\n", + "TKE_zmet = interpProfile(TKE_avgtimes, case, zmet, 'TKE')" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "65e434f6-a4da-4a56-bc49-c0376f1968ea", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0, 0.5, 'TKE [$m^2/s^2$]')" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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8HugL/Hea31OSJEmSjijp7lGrBB5KLddPjLEUeDL1ACCE4NL9kiRJknQQ6e5Ru5tkflqbGkKcJEmSJKl16Q5qXwBeG0I4P833lSRJkqReI61BLca4C/gJ8LsQwn0hhMtCCMeEENIdCCVJkiTpiJXu5fm/B1xDstLj2alHBCpDCItJlupfEGP8eTrfV5IkSZKOJOnu6bqMZOGQsUAxMJdklcdfALUkS/f/LM3vKUmSJElHlHSv+hiA22KMm1M/P5d6JAdDCMC0NL+nJEmSJB1R0h3UHgaObutgjDECK9L8npIkSZJ0REn30MdrgbeHEOam+b6SJEmS1GukO6g9RzL88ckQwvdCCK8NIfRJ83tIkiRJ0hEt3UHtXmAXSVj7OPA4sC+EsCSEcFsI4ZMhhNPT/J6SJEmSdERJ6xy1GONlACGEPOAY4ARgdur5v4B3kSzXn5vO95UkSZKkI0m6FxMBIMZYCyxKPRqFEMaRBDdJkiRJUhu6Jai1Jca4Edh4ON9TkiRJknqaLs1RCyEUZOJaSZIkSTqSdXUxkf0hhHd19KIQwtDUtS4sIkmSJEktdDWoBZLFQTp7rSRJkiSphXQsz39bCKGuIw9gG50PeJIkSZJ0ROvqYiL/r4vXr+ni9ZIkSZJ0xOlSUIsxdjWoSZIkSZJaSMfQR0mSJElSGhnUJEmSJCnLGNQkSZIkKcsY1CRJkiQpyxjUJEmSJCnLGNQkSZIkKcsY1CRJkiQpy3Q5qIUQ/hhCeF2TnwtDCFeEEMa0cu7ZIYQXu/qekiRJknQkS0eP2luB8U1+7gfcCMxs5dyBwIw0vKckSZIkHbG6a+hj6JabhpAbQrg2hLAqhFCVer42hJB7iOv6hhAuDyH8OYSwIYRQEUJ4MYRwXQhhUHfUVZIkSZI6q6fNUbsR+CbwBPDR1PM3gR8e4rrJwE+AYuCnwFXA48DHgWdCCAO6q8KSJEmS1FF5ma5Ae4UQZgGXAz+MMV6dKr4lhFAKfCyE8LMY4+I2Lt8CnBBjXNSk7JYQwjPA/wIfBK7vrrpLkiRJUkf0pB61i0mGVN7QovyGVPnFbV0YY9zRIqQ1+H3q+dg01E+SJEmS0iJdPWqnhRCKUq/7ARF4UwhhYovzXt2F95gHbI0xrm1aGGNcG0LYBsztxD1Hp563daFekiRJkpRW6QpqH0w9mvpkG+fGTr7HGGBTG8c2AWM7cc//SdXnd+05OYQwmgPhrkFrq1tKkiRJUqelI6i9Pg33aI++QGkbxyqBDi0IEkL4EPBu4PoY48J2XvZh4MsdeR9JkiRJ6qh0BLWnY4xV7T05hHBGJ9+nAihs41gRsL8DdXgrySqQfwI+24E63ATc16JsJnB7B+4hSZIkSQeVjqB2Twjh3BhjzaFODCG8BbiLpHeso0qA2W0cGws8156bhBDOIhnq+ARwYYyxtr0ViDFuBja3uF97L5ckSZKkdknHqo9vBO5sx6bTbwX+CGzv5PvMB0aGECa1uO8kYETq+EGFEE4F7gEWAufGGCs7WRdJkiRJ6jbpCGqfAM4Dbg9tdC+FEC4E7iRZ9OPUTr7PHSQLf1zTovyaVPkdqffKDyHMTC380bQOrwTuB1YB/xVjLOtkPSRJkiSpW3V56GOM8YYQQh/g60AV8N6mx0MIlwK/BNYCp8cYN3byfRaGEG4Grgoh9AeeAl4DvA+4qck+aWOBpcCtwGWpOkwAHiSZy3Yr8JYWmXJrjPGRztRLkiRJktItLcvzxxi/mdpH7YshhP0xxssBQggfAG4GlgNvSM3x6oorgZdItgK4FNhIssT+dYe4bhIwOPX6u60cfxwwqEmSJEnKCunaR40Y45dTPWufCiFUAiuBHwIvAGfEGDs7N63pe9QC30g92jpnHRBalP29ZZkkSZIkZau0BTWAGONnQgiFwFUk88YWAGfFGHen830kSZIk6UjW5aAWQnh/i6JFwDpgJPBb4G0t1xiJMf6iq+8rSZIkSUeqdPSo3XKQY63NB4uAQU2SJEmS2pCOoPb6NNxDkqQeq74+sr+mjuLCtM4okCT1Yun4F+XLwNdjjH9Nw70kSepRVm0r5fLbFrBmexnnnTCWa86YxoShxZmuliSph0vHhtenkcxHkySpV3l4yRbe+uN/smpbGfUR7n5uE6d/73E+98dFlOzZn+nqSZJ6sHQENUmSepX6+sgPHl3Jh349n7KqWgDGDuoDQF195Lf/2cBp3/k7X7lvCdtLqzJZVUlSD2VQkySpA8qqarn8tvl8/9EVAOTmBL509jE8+dnXc8t75nH06AEAVNfV86t/ruOU6x7jWw8uY09FdSarLUnqYdI163lECGFye0+OMa5J0/tKknTYrNtRzn//37Os3FYGwOC++fz4XXM4eeowAM44ZiSnzxzBn1/YzPWPrGDN9nL219Txs8dXc/vT6/nA6ybxgddOon9Rfib/GJKkHiDEGLt2gxDqSZbcb7cYY26X3jSLhBDmAPPnz5/PnDlzMl0dSVI3eXzFdj72mwXsq0yGOh49egA3v3su44f0bfX82rp67nm+hBseXcHG3Qfmqw3qm8/lp07hPa+eQN8CV4mUpCPJggULmDt3LsDcGOOCrtwrXf9C3EOy0bUkSUeUGCM3PbGG6/6yjPrU15JnHz+a684//qBBKy83h/PnjuPc2WO489kN3Pi3lWzdV8Weihq+9eAybvnHWq58/RTe+cqjKMw7Yr6/lCSlSbqC2h9ijL9J070kScoK+6vr+OwfFnHfwhIAQoDPvHEml586mRBCu+5RkJfDpa+awPlzx3H7v1/iJ4+tYmd5NTvKqvjKn17k5ifW8LE3TOP8uePIz3XquCQp4b8IkiS1YuPuCt7x0382hrT+RXn84rKT+MhpU9od0poqys/lA6+dxBOfeT2ffuMMBhQl35WW7K3kc39czBnXP87dz22krr5rUxIkSUcGg5okSS38a/VOzv3RU7y4eR8AU0f0474rX8vrZ4zo8r2LC/P46Oun8o/Pns5Vp0+luCAZ9rh+ZwUfv2Mh/3XDEzy4eDNdnUMuSerZDGqSJKXEGPnVU2u59H//za7yZDn9M44eyd1XnMykYcVpfa+BffL5xFkz+MdnT+dDp0ymMC/5J3nltjI+cvsCzvnRkzy2bJuBTZJ6qS7PUYsxGvYkST1eZU0dX7znBe6av7Gx7Oo3TOPqN0wjJ6fjQx3ba0hxAZ9/89F88LWT+NFjq/jtf16ipi7ywqZ9vO9XzzB3wmA+edZ0Tp4yrNvqIEnKPoYsSVKvt2VvJRfd/HRjSCsuyOWmd8/l42dO79aQ1tSIAUV89bzjeOxTp3HRvPHkpt53/vrdvOvn/+aSW55mwUu7D0tdJEmZ5wYuktTDPb9hD/9avZNxg/tw7JgBTBxafNjCxZFg/vpdXH7bAraXVgEwcWhfbn7PPKaP7J+R+owb3Jdvn388Hz51Mj/460ruW1hCjPDUqp08teqfnD5zBJ84czrHjR2YkfpJkg4Pg5ok9VCllTV8+y/LuO3pl5qVFxfkcsyYARw7ZiDHpp6njezn0u+t+N1/XuKL975ATV0yD+zU6cP54cUnMrBvfoZrBpOH9+MHF5/IR06bwvcfWcFDS7YC8Ldl2/jbsm28edYoPnHmdKaOyEyglCR1r+Ak5a4JIcwB5s+fP585c+ZkujqSeonHlm3j83cvZvPeynadX5Cbw4xR/VPBbQDHjh3I0aMG0Kegd260XF1bz1fvX9Is5F5+6hQ+/cYZjUMOs82ijXv43sMreHzF9saynABvPWEsV58xjQlD07vYiSSp4xYsWMDcuXMB5sYYF3TlXga1LjKoSTqcdpVX89U/LeGe50sayyYPL+aLZx9DdW09SzbtZUnJPpaU7GPLvoOHuJwAU4b3a+x1O3bsAI4dPTArepO60/bSKj56+wL+s24XAEX5OVx3/mzOnT0mwzVrn/+s3cV3H17Of9buaizLywlcMG88Hzt9KmMG9clg7SSpdzOoZRGDmqTDIcbI/Ys285X7lrAztWx8bk7gI6dO4crTp1KU//KesR1lVSwp2ccLm/byYsk+lpTsZd3OikO+1/ghfTh2dDJs8rixyfOIAUVp/zNlwqKNe/jwr+c39kSOHdSHm98zl2PH9Kz5XjFGnlq1k+88vJyFG/Y0lhfk5nDJq47iitOmMrx/YeYqKEm9lEEtixjUJHW3LXsr+cI9L/Do0q2NZceOGcB15x/f4YCxr7KGpSX7eCEV3F4s2cfKbWXU1R/834Jh/Qo5bmwybPK4MQM5dsxAxg/pQwjZOUywNXc/t5Fr/7CYqtp6AF41eQg/ftcchvbruYEmxshfl27juw8vZ9mW0sbyPvm5XPaaiXz4lMkM6luQwRpKUu9iUMsiBjVJ3SXGyO+e2cA3HlhKaVUtAAV5OXz8jOn89+smkZemxUEqa+pYvqU06X0rSYZOLtu8rzHQtKV/UV7jsMkkxA1k8rDitNUrXWrr6vnWg8u45cm1jWWXnTyR/3nL0UfMAiv19ZE/v7CZ6x9ZwZrt5Y3l/Qvz+ODrJvP+106kf9GRPaRVkrKBQS2LGNQkdYd1O8r53B8X8681OxvLXjFxCN96xywmD+/X7e9fW1fP6u3lLCnZywubDvS+NQTGthTm5XD06AHNAtz0kf1bHZp5OOwur+bK3y7gqVXJ77EgL4evv/U4Lpg3PiP16W61dfXc83wJNzy6go279zeWD+qbz+WnTuG9r57YaxeQkaTDwaCWRQxqktKprj7yiyfX8r1HllNZk/RoFRfkcu2bj+aSVxyV0f3R6usjG3ZXNM57W5IaPrmjrPqg1+XlBKaO6Ne4XcBxYwdy9Oj+3d7Ds3TzPj7062fZsCsJLCMHFHLTu+dxwvhB3fq+2aC6tp47n93AjX9bydZ9VY3lw/oVcuXrp/DOVx5FYZ6BTZLSzaCWRQxqktJl2ZZ9fPb3i1i4cW9j2WkzhvP1t81ibJau5BdjZFtpVbOetyUl+5r15rRl0rDi1H5vDfPeBqRtvtifF2/mk3cuZH9NHQBzjhrEzy6de8QsitJelTV13P7vl/jJY6saF6EBGDOwiKveMI13zB13xAz/lKRsYFDLIgY1SV1VVVvHjx9bzU8eW0VtalGPwX3z+fI5x3LeCWN61IIdDfZUVPNikzlvS0r2sXp7GYf6J2f0wCKOHTOAY8YM5LjUfm9jBha1+3dQVx+5/pHl/Pix1Y1l73zFeL5y7rG9ugepvKqWX/1zHTc9vpp9lQeGr04c2pdrzpjOObPHZO3+cZLUkxjUsohBTVJXPPfSbj77h0Ws2FrWWHbO7DF8+ZxjGNaDVyNsTUV1LUs3l/JiQ+/b5r2s2FJGdd3BFy0Z3De/cdjksantAiYNLX7ZMNB9lTVc87vn+duybUAy5PIr5x7Lpa+a0G1/pp5m7/4abvnHGn7x5FrKq+say6eP7McnzpzOG48d1SO/GJCkbGFQyyIGNUmdUVFdy/ceXsEvnlrb2Ms0ckAhX3vrLM48ZmRmK3cYVdfWs3JbsuJkw2bdL27eR0WTENGavgW5HNNk0ZJRA4v4yn1LWLMjWfFwWL8CfnLJXF4xacjh+GP0ODvLqrjpiTXc+s91zVb3PG7sAD551gxOmz7cwCZJnWBQyyIGNUkd9dSqHVz7x0WNi1xAMjzv2jcdzcA+LqFeVx9Zt7O8WXhbUrKX3RU17bp+1tiB3PTuuYzJ0nl92WTrvkp+/Ngqfvufl6ipO/B5YN6EwXzyrBm8esrQDNZOknoeg1oWMahJaq+9+2v4xgNLuePZDY1lRw3py7fePouTpw7LYM2yX4yRkr2VzYLbkpJ9bN5b2ey8t584lm+8fVbGtgPoqTbsquDGv63kDws2Ndv8/DVTh/LJs2Yw56jBGazdwcUY2bRnPyu2lpKbk8OrJw+lIM8FUtQL1NfDnnWw5QXYugS2vgDbXkyOFY+AfsNTzyOgeHjyaHjdbwQU9AN7ztPOoJZFDGqS2uOhJVv44j0vsK00WSo9J8AHXjuJT5w5w32tumBnWRVLSvaxdPM+xgzqw9nHj3bIXhes2V7GDY+u5E+LSpot/PKGmSP4xFnTOXbMwMxVjmSRmmVbSlm+pZTlW5PnFVtKm+3vN7S4gLedOJaLThrPtJH9M1hbKY0q9yUhbMviVChbkvxcXXboa9uS1+dAmCse/vJg129E6tgw6DPYUNdOBrUsYlCTdDDbS6v4yn1LeGDx5sayGSP78+3zj+8V+3mpZ1q2ZR/XP7yCh1/c2qz8LbNG8/EzpzF1RPcGoMqaOlZtK2sMZEk429dsT7j2OPGoQVw4bzxnHz+62/ftk9Kivh52r016x7YuSfWWvQB71h/62rw+MOJoyCuEsm1Qvh2q9qWnXjn5rYe5lr10xSOg7xDI6b1fQBrUsohBTVJrYoz8ccEmvnr/i+zdn8ytys8NXPn6aXzktCkOzVKPsGjjHr738AoeX7G9sSwnwFtPGMs1Z0znqKF9u3T/+vrIS7sqmvSS7WPZllLW7Sinvh0fT8YO6sOMUf2ZMao/M0f1Z+Pu/dz17AbW7axodl6f/FzecvxoLpw3npMmDrbXVdmhci9sfTEVyl5IQtm2pVBTfuhrBx0FI4+Dkcemno+DIZNeHpBq9ieBrWw7lKfCW1kbz/t3pefPFXKg77BD99I1lOUeWV+iGNSyiEFNUksbd1fwP3e/0OzD7QnjB3Hd+ccz3aFY6oH+s3YX3314Of9Ze+CDXF5O4IJ547nqDVMZPfDQC7dsL61i+ZZSlm3ZlwxZ3FrKiq1ljZuSH8zAPvmNYazhedrI/gxopZcsxsi/1+7izmc38OfFm6msab79w+RhxVwwbzzvmDuWEf171wboypD6OtjVpJesIZjteenQ1+b3hRHHwKjjDgSykcdAUTcMQ66rgfIdSaBrCHYNIa5lsKvYAfHgW6u0W5/BrYS5YU3Kmsy3y8/+/2cNalnEoCapQX195LZ/r+fbDy5r3KOqKD+HT501g/e9ZpIbCqtHizHy5KodfPfhFSzcsKexvCAvh0teeRRXnDaV4f0LKa+qZeW2MpZv2Xegp2xLKTvLqw/5HgV5OUwb0a8xjE0f2Z+ZowYwckBhp3rB9lXW8KeFJdz57MZmdQbIzQm8fsYILpw3jtfPHEF+rr3cSoP9e1JzyV44EMi2LYWaikNeyqAJSRAb1aSnbPAkyMnC/zbr66BiVyrEtRLsWga8+vat2ntIhQOahLjWeuuGZ3yxFINaFjGoSQJYvb2Mz/5+Ec+u391YdvKUoXzr7cd3eXiYlE1ijDy6dBvfe3g5y7aUNpb3yc9leP9CNuyu4FAfLUKACUP6poJYf2aMGsCMUf2ZOLQved0UmJZt2cedz2zk7uc2vmyrh2H9CnnH3LFcOG88U4b365b31xGmsZdscZO5ZEtgb3t6yYqTXrGGoYujZiVzy7qjlywbxAiVe1qEuR2tBLtU4Kvdf8hbtkvTxVJe1ks3vHlvXdGgtIU6g1oWMahJvVtdfeSmJ1Zzw6MrqU5tHNy/KI8vvOVoLpw33rkwOmLV10ceWLyZ7z+6gjXb255TM6xfQTKPbOSAxqGL00b2o29B3mGs7QFVtXU8+uI27nx2A0+s3P6yUDlvwmAuPGk8b5k1muLCzNRRWWb/7tbnkrUnUAye2GTI4rFJb9mgidnZS5YNYoTq8vb10h2OxVJetmjKoRdLMahlEYOa1HvtLKvimjue5x8rdzSWnXnMSL721uMYOSD7x9FL6VBbV889z5dw+7/XUx9h5sgD88imj+rPsH6Fma5im0r27Of38zdy57Mb2Li7+Yfu4oJczpk9hgvmjWfOUYP80qU3qK+DnatbzCVbAns3HPragn6p4YoNj4ZesgHdX+/erNliKW0Eu+5aLKWNXroF6/Yy921XgEEt8wxqUu80f/0uPnr7c2zZl2y4PKS4gP/vvON486xRfqCTepj6+sjTa3Zyx7MbePCFLY294w2mjejHhfPG87Y5Y7M6eKoD9u9uvvx9w1yy2spDXzt40oEhiw1zyQZNsJcs2x2mxVIWbK5j7s3lYFDLPIOa1LvEGPnfJ9fyrQeXUZtaP3zehMH86F1zGDXQXjSpp9tbUcO9Czdx57MbeGFT82FVeTmBNxw9gotOGs8p04Z323w6pVFdLexafWDIYsNm0fs2Hvragv7Ne8ka5pIVunrvEa8Li6UY1LKIQU3qPfbur+Ezv1/IQ0sObAL8oVMm8+k3znDFOOkItKRkL3c+s4F7ni9p3A+xwcgBhZw/dxwXzhvPhKHFGaqhmqnY1Xz5+y0vwPZl7eglC8keZC3nkg08yl4yHVqLxVIW/Odp5l70aehtQS2EkAt8GvggMB7YANwCfCfGeNCNWEIIZwHnA3OBWUA+MCnGuK6LdTKoSb3AkpK9XHH7AtanNtLtX5THdy+YzRuPHZXhmknqbpU1dTz84lbufGYDT67a8bLjr5w0hItOGs+bjhtNn4K2FxlQmtTVws5VBwJZwxDG0pJDX1s4oEkvWSqYjTgaCl3tU+mRzsVEetpyRjcCHwF+CfwTOBn4Jklo++ghrn0X8E5gMbAcOK77qinpSBFj5HfPbODL9y1pnLdy7JgB/PSSuS67L/USRfm5nDt7DOfOHsOGXRXcNX8jv392AyV7k56af6/dxb/X7uLL9y7h3BPGcOG88Rw/bqDzVdOhYleLYYuLYdsyqKs6xIUBhkxusVH0sTDoqIzsrSV1Ro/pUQshzAIWAjfGGK9uUv4D4GPA7Bjj4oNcPxbYEWOsCiF8Dfgf7FGTdBAV1bV84Z4X+OOCTY1l73rlUXzp7GMoyvdbc6k3q6uPPLVqB3c8u4FHlmyluq75wgMzR/VPFiA5cSyDiwsyVMsepK4Wdq5M9Y4tPjCXrF29ZAObzCNr0ktW4JBUHX69tUftYiAAN7QovwG4KnW8zaAWY9zU1jFJamnVtjKuuH0+K7aWAclmvt94+3G87cRxGa6ZpGyQmxM4ZfpwTpk+nN3l1dzz/CbueGZD4ybgy7aU8tX7X+RbDy7jzGNGcuFJ43nt1GHk5tibQ/nOFsMWF8P25e3rJRs65UAP2ahUL9nA8faS6YjUk4LaPGBrjHFt08IY49oQwjaSuWeS1GX3LSzhc39YRHl1MvV1yvBifnbpXKaNdKUvSS83uLiA971mEpedPJHFm/ZyxzMbuO/5Ekqraqmuq+eBxZt5YPFmxgws4vx547lg7jjGD+kFQ6framDHygNDFhvmkpVtOfS1RQMPDFdsOpesoBf83qSUnhTUxgBt9YptAsZ2dwVCCKOB0S2KZ3b3+0o6PKpq6/j6A0v5v3+tbyw774QxfONtsygu7El/XUrKhBACx48bxPHjBvGFtxzDX5Zs5o5nNvD0mmSj3ZK9lfzwryv54V9X8pqpQ7lw3njeeOyonj+Uur4e9m2CHSuSvcgagtn25VBXffBrQw4MmXKgd2xkam+ygePsJVOv15M+efQFSts4Vgkcjq3fPwx8+TC8j6TDbMOuCq78zQIWbtwLQEFuDl865xgueeVRLgggqcP6FOTythPH8bYTx7F+Zzl3PbuR38/fyJZ9yQIkT63ayVOrdjKwTz5vPWEMF8wbz3FjB2a41odQVZqstrhjZfLYuRJ2rErKavcf+vqiQc2HLI48DobPtJdMakNPCmoVQGEbx4qAdvwN0WU3Afe1KJsJ3H4Y3ltSN/nr0q184s6FjfskjRvch59cMofjxw3KbMUkHREmDC3mU2+cwcfPnM4TK7ZzxzMbeHTpVmrrI3v313Drv9Zz67/Wc+yYAVx00njOmz2WgX3zM1PZ+jrYuyEJYDtWpMLYyiSMlW5u3z1CDgyd1nxxj5HHwoCx9pJJHdCTgloJMLuNY2OB57q7AjHGzUCzv6X8pl3quWrr6vneIyv46d9XN5adcfQIvnfBCZn7kNQR1eWw5G5Y8H+weWHyIWjo1OQxbOqB1/1H++FIygK5OYHXzxzB62eOYGdZFXc/lyxAsnJbsmjRkpJ9fOneJXztgaW86bhRXDhvPK+ePJSc7liApHJvqjdsZRLIGsLYztXtWNSj4Q9U2OTvm2kwbBoMm57MJcvvk/46S71MTwpq84GzQgiTmi4oEkKYBIxIHZekdtm2r5KP/fY5/r02mTuSmxP49Btn8KHXTe6eD0XptHkhzL8VFt8FVfsOlO9anTxWPtT8/PziZKW0oVOTD1JDpx74uSjLh1pJR6ih/Qr54Osm84HXTuL5DXu489kN/GnhZsqqaqmurefe50u49/kSxg/pwwVzx3P+3HGMGdTB8FNXC3vWNxmuuOLA6/Jt7b9P/9GpvzumNXmemqy2mNPD59dJWawnBbU7gGuBa4Crm5RfA8TUcUII+cAUYG+qB0ySmvnn6h1c9dvn2VGWfGs8on8hN77zRF45eWiGa3YQVaWw+Pew4FYoaTGAIK8IJp0KFTuTb8cr9zY/XlMOWxYlj5aKR7y8B27oNBg8EfLc+0nqbiEETjxqMCceNZgvnn0MDyzazJ3PbuCZdbsB2LBrP9c/soLvP7qC100bzkXzxnPGMSMozGsSkCp2tR7Gdq2B+pr2VSSvz4Evc5qGsaFToTBZ8ba+PrKropoteyvZuqWSLSs2snVvJVv2VbJlXxXb9lUyZlAfPnzK5Oz++1TqIXpMUIsxLgwh3AxcFULoDzwFvAZ4H3BTjLHhE8hYYClwK3BZw/UhhOOBc1M/vjb1fGUIYQ+wJ8b4o27/Q0jKqPr6yE8fX833Hl5OfUzKTp4ylB9cfCLD+7c1BTaDYoRNC2DBr2DxH5LA1dSIY2DuZXD8hdBn8IFrKnYlgW3nqgMf2HauTj60tRzSVL4tebz0z+blIQcGTWjSCzflQIjrPxpycrrrTy31Wn0L8rhg3ngumDeeNdvLuPPZjfxhwUa2l1aRG2vZuHIhd6/6CysKt3LakD3MyN9K331rki9p2mvAuCSADZveJIxNo7LvKLaWJiFsy75Ktu6pZMv6KrbuW5kEsb2VbCutpKYuHvT2y7aU8rdl23jdtGF86qwZzB4/qGu/FKkXCzEe/H+4bBJCyAM+A3wQGAdsBG4Brosx1qbOmQisBW6NMV7W5NrLgF+2cev1McaJnazTHGD+/PnzmTNnTmduIekw2F1ezSfufJ7Hlm9vLPvY6VO55ozp2bcB7f49ybDG+bcmS1w3ld8Xjns7zLkMxs3r2NyzhkUCGuahNA1xezeQDE5oh/y+yXLazXrhUo8+g9pfH0nNxZiErsYVFVdSv30F+7csp7D0JfKoa9998osbA1j90GmU9Z/EtoLxbAijKanIadYL1vC6YTGlzggBhhYXMrS4gOVbmy/QfeYxI/nEmdM5evThWJxbyrwFCxYwd+5cgLkxxgVduVePCmrZyKAmZb/nXtrNlb95jk17ksVhB/XN5/sXncDrZ4zIcM2aiBE2/DsJZ0vufvlS16Nnw5z3wqwLoKgbPvDU7E963Bp74VYdeL1/V/vv03dY60Mph0yCvCzstZQyobYKdq1tvqJiw4IelXvadYv6GNgUh7EmjmZNHM36nLEMnziL6oGTWbW/P1tKq9rdC3YwffJzGTWwiJEDChk1oIiRqUdSljyP6F9Ifm7Sy/5iyT6uf2Q5jy49MAcuBDj7+DFcc8Y0pgzv1+m6SD2BQS2LGNSk7BVj5NZ/ruPrf17a+EHlhPGD+PElcxjb0Un53aViFyz8XTL3bPuy5scK+sOs82Hue2HMiZmpHxyY/9LYA5fqkdu1Gmor23ePkJMsPNC4mEmTx4CxDqXUkSdGKNvWIoyl5pDtWQ+xvn33KRzQZAhyMn8sDp3KgrIh/O657TyweDMV1e3saWuioRds1MADAWzUgCJGDkyeG4LYgKK8Tq1w/dxLu7n+kRX8Y+WOxrKcAO+YM46r3jCN8UPcO01HJoNaFjGoSdmptLKGa/+wmAcWH1hT6H2vmcjn3nQ0BXkZDgUxwronk3D24n0vnzc2dl4Szo59OxRm8bfP9fWwb+OB4Lajyby4PS/R7qGUeUWtDKVMzYvrO6Rb/whSl9VUJl9aNNsAOvVctffQ18OBOaFNF/FomEPWb8RBhziXVdXywKIS7nhmAwte2gO00gvWEL6avB7epBesOz29ZifffWg5z67f3ViWnxu46KTxfOz0aYwcUNTtdZAOJ4NaFjGoSdln2ZZ9XHHbAtbsSBbf6FeYx3XnH8+bZ43ObMXKtsPztyf7nu1a3fxY4UCYfVEyvHHUcZmpXzrVVMLuta0PpazYcejrG/QZ0mJLgdTrIZMh3w94OkxiTDZ7flkYW9mxLyWKBrVYUTG171iahgbvLKsiLzen071g3SXGyOMrtvO9h1eweNOB8FqYl8O7XzWBj5w2haH9HBqtI4NBLYsY1KTsctezG/jivS9QWZMMK5o5qj8/uWQOkzM1L6K+Htb+Heb/Cpb9+eVLZR/16iScHXMeFPSSoUAVuw7Mh2s6lHLnqpfPzWtTSA2lbGVBk4Hj3NtJnVNdkfrvsUUY27kKqsvad4+QmwSvZmEsFcj6Du3Vm8/HGHloyVauf2Q5K7Ye+H32Lcjl/a+ZxH+fMpmBffIzWEOp6wxqWcSgJmWHypo6vnTvC9z57MbGsgvnjeOr5x1HUX4GPrTv2wzP3wYLfp3MR2mqzxCY/c5keOPwGYe/btmqvh5KS5qvRtk4lLIDc3pyC1O9b022FGgIccXu7dTr1dfDvk2th7G9G9p/nz5DkvDVNIy5B2G71NVH7l9UwvcfWcG6nRWN5QOK8vjQKZN532smUVzYY3aQkpoxqGURg5qUeWt3lHPF7QtYunkfkAyn+f/eehwXzht/eCtSXwer/pr0nq34C8QWE/wnvi7Z9+zoc1wBsaNqq2D3ulZ64VZC+fZDXt6oz+AmvW8thlL2lh7N3qKqrMl/LysPPO9cDTUVh74eICc/+W+jYfhtkwU9nD/ZdbV19fxxwSZ+8NeVjavyAgwpLuCK06Zw6asmZOaLNqkLDGpZxKAmZdaDizfz6d8voqyqFoBJw4r5ySVzDu+ePXs2wHO3JY99G5sfKx4OJ1wCc96TBAOl3/49qcUcmsyD6+gHckiGUr6sF24KDDrKoZTpECPU1STDf+uqoa429bqmSXlN62WNr2uTaxvPTf3c8LpxlcVVSe9sexUPTy3e0SKMDZoAufbsdLeq2jrueGYDN/5tFdtLDyyuNHJAIVeePo2L5o3P/CJQUjsZ1LKIQU3KjOraer754FJ++dS6xrK3zBrNt94xi/5Fh2GOQ10NrHgoWblx5SM0X0wgwJTTk6GN09/kMKhMaVgA4mVDKVfC7vUv7/FsS25B0qvSshdu6FQoHnb45hzV1zUPJY2vWwaY2lbCUNPrUj+39vqgIalloKrt2H3raw/P76ktuQUHVhdtWFGxoafMjdqzwv7qOn799Dp++vfV7K44MJ933OA+XP2GabztxLHkHYaVKqWuMKhlEYOadPiV7NnPR3+zgOdSS1Hn5wY+/+ajuezkid2/0tnudcmqjc/dDmVbmh/rPxpOvBROfDcMntC99VDX1FYn896abinQ8Cjb2v77FA1ssh/cmCRMvSzAHCTMtBqo2uhpau/Kgr1dv1FNhipOP/DantEeo6yqll88uZafP7GG0qoDAX/ysGKuOXM6Z88aTU5O712URdnNoJZFDGrS4fX35dv4+B3PN37bOmZgET++ZA4nHjW4+960thqWPwDzb4U1jzU/FnJg2lnJyo3TznKY1JGgcl/bQynbu/LfkSQnP+mNys1LvU49clo8t/o6L7m24fXL7tXyvgWQk/fy1wd9jyaviwZAYf9M/8aUJnsqqrn5iTX88ql17K850AM+c1R/PnHmdM48ZmRWbUMggUEtqxjUpMOjrj7yg0dXcONjq2j4a+u0GcP5/oUnMLi4m4YW7liVDG18/jcv3/tr4Pik5+zES2Hg2O55f2WXGJPettZ64Xava31oX8htX4A5aJhpGUo6EWBy81PXFLTxOr/1OuTk9url5JUddpRV8dO/r+bXT6+nuvbA6q+zxw/iU2dN57VThxnYlDUMalnEoCZ1v+2lVVxzx3M8tWonADkBPnHmdK44bWr6h7/UVMLSPyUrN65/svmxkAsz3pSs3DjldIdR6YC6mmRRk6bhKicfcpxPI6XL5r37+dHfVnHHMxuorT/w+fUVk4bwqbNm8IpJrsSpzDOoZRGDmtS9/rN2F1f+ZgHbUiuBDetXwA/feSInTxmW3jfatizpPVv4W9i/u/mxwROTVRtPuAT6j0rv+0qSOuSlnRX84K8rufu5jTTJa5wyfTifPHM6s8cPyljdpHQGNSdTSMpKMUZuemIN33loOXWpf4lfMWkIN77zREYOKErPm1RXwIv3JL1nG/7d/FhOPhx9djL3bNKp9oxIUpY4amhfvnfhbD5y2hS+/+gKHli0GYAnVmzniRXbOfOYkXzyrOnMHHUYt2mRuoFBTVLW2VtRwyfvWsijSw+svnf5qVP41FnT07M085bFSThbdBdU7W1+bOjUZGjj7HcmS69LkrLS1BH9+PG75vDR0/Zx/SPLeXTpNgAeeXErjy7dytnHj+HjZ0xj8vB+Ga6p1DkGNUlZZfHGvVzxm/ls2LUfgAFFeVx/4QmccczIrt24qhRe+EOycmNJi5EIuYVwzHlJQJtwsosnSFIPcsyYAdzy3pN47qXdXP/ICv6xcgcxwp8WlvDAohLeMWccV71hGuOH9M10VaUOMahJygoxRm7790v8f396keq6ZFWv48cN5MfvmtP5f1xjhJLnkt6zF/7w8qXVhx+dhLPjL4S+TkKXpJ7sxKMG8+sPvJKn1+zkuw8t59n1u6mPcNf8jdzz/CYuPukorjx9avqGz0vdzKAmKePKq2r5/N2Luff5ksayd79qAl84+2gK8zqxsmLlXlh0Z7I4yJbFzY/l9YHj3p4EtHEn2XsmSUeYV00eyl2Xv5rHV2znew+vYPGmvdTURX799HrufHYD73n1BC4/dQpD+xVmuqrSQRnUJGXUyq2lfOT2BazalvR29S3I5Ztvn8V5J3Rwb7IYYcN/knD2wh+hdn/z46NmJeFs1gVQNDA9lZckZaUQAqfNGMGp04fz0JKtXP/IclZsLaOqtp6f/2Mtv/n3S7z/tZP44OsmM7BPfqarK7XKoCYpY+5+biOf/+ML7K+pA2DaiH789NI5TB3Rv/03qdgFi+5I5p5tX9r8WEE/mHV+snLjmBPtPZOkXiaEwH8dN4ozjxnJ/YtK+P4jK1i3s4Ly6jpu/Nsqbv3nOj586hQuO3kixYV+LFZ28b9ISYddZU0dX73/RX7z75cay95+4li+9rbj6FvQjr+WYoT1TyXh7MV7oa6q+fGxc5Nwdtw7oNDVviSpt8vNCZx3wljeMms0f1ywiR/8dSWb9uxnX2Ut33loOb94ci0fOW0Kl75qAkX5nRhyL3UDg5qkw+qlnRVc8Zv5vLBpHwAFeTn8v3OP5eKTxhMO1eNVvgOe/00yvHHnqubHCgcmi4LMfW8yzFGSpBbycnO48KTxnHfiGO54ZgM3/m0V20ur2FlezdceWMrP/7GGK0+fxkXzxlOQ5/6ZyiyDmqTD5uElW/jkXQsprawF4KghffnJJXM4buxB5ozV18Pax5NwtvR+qK9pfnz8q5JwdsxbocCllyVJh1aYl8t7Xj2RC+aO59dPr+Onf1/N7ooatu6r4ov3vMBNj6/m6jdM420njk3P/p1SJxjUJHW7mrp6vvPQcm5+Yk1j2VnHjOQ7F8xuexJ36RZ4/nZY8H+we13zY30GJxtSz3kvjJjZfRWXJB3R+hTk8qFTpvCuV07gF0+u5edPrKG0qpaNu/fz6d8v4qePr+bjZ0znLbNGk5PjPGcdXiHGmOk69GghhDnA/Pnz5zNnzpxMV0fKOlv2VvKx3y7gmXW7gWSewOfeNJMPvHbSy4c61tfB6r8l+54tfxBiXfPjE1+XhLOjz4F898GRJKXXnopqbn5iDb98al3jQlcAM0f155NnzeCMo0ccepi+erUFCxYwd+5cgLkxxgVduZc9apK6zZMrd3D1755jZ3k1AKMGFPGjd53IvIktNpfeuxGeuy157N3Q/FjfYXDCu5KANmzqYaq5JKk3GtS3gM/810ze/9pJ/PTvq/n10+uprq1n2ZZS/vv/nmX2+EF86qzpvHbqMAObup1BTVLa1ddHbvzbKm746woaOu1fN20YN1x0woENRutqYeXDSe/Zqkcg1je/yeTXJ/uezXgz5BUczupLknq5Yf0K+eLZx/DB103iR39bxR3PbKC2PrJwwx7e/b//4RWThvDpN87gpJZfPEpp5NDHLmoY+vjZm+7htJNfwaRh/ZgwtK9Lu6rX2lVezTV3PM8TK7YDydZlV79hGh87fRq5OSGZb7bg18n8s9LNzS/uNwpOvBTmvBsGTzzsdZckqTUv7azgB39dyd3PbaS+yUfnU6YP51NnTef4cYMyVjdll3QOfTSodVFDUBv13hsoHDU1VQZjBvZh8vBiJg8rZtKwYiYN78fkYcWMGdQn+bAqHYHmr9/Nlb9ZwOa9lQAMKS7ghotO4JTJA2H5n5OVG1c/BjT5eyfkwNQzk5Ubp70Rcu3olyRlp1Xbyvj+oyt4YFHzLxrPOmYknzhrOjNHDchQzZQtDGpZpLWgdjAFeTlMHNo3CW/DkvA2aXgS5oYWFzjeWT1SjJH/fXIt33pwGbWprxrnThjMT980kBEr70j2Pivf3vyiAeOSnrMTL4WB4zJQa0mSOufFkn1c/8hyHl26rbEsBDjn+DF88HWTmDV2oJ/peimDWhZpCGp3P/wEfcZMY+2OctZuL2fNjjLW7ihnR1l1u+81oCivsedtUotHcaG9DMo++yprWL+jgh8/toq/LNkCQAE1fPvodZwXHyVn3T+aXxByYcabkoVBpr4BchwiLEnquZ57aTfXP7KCf6zc0ax80rBizp09hnNPGMOU4f0yVDtlgkEtixxqef69+2tYt6OctTvKWbOjnDXbkwC3dkc5FdV1L79hG0YNKEoNoSxuFuTGD+lLfi/eiHF/dR0bd1eQmxPoV5RHv8I8+uTn+i1WmsQY2V1Rw7qd5azfWc76nRWs31mR+rmCXeUHvoiYEjbx3oK/c3HhUxRU72l+o0ETYM574IRLYMDow/uHkCSpmz29ZifffWg5z67f/bJjx40dwHmzx3L27NGMHtgnA7XT4WRQyyKd3Uctxsi20irWbC9PBbeyxtcv7apoHD52KHk5gaOG9D3Q+5YaRjlleD9G9C88IgJLjJGd5dWs3lbGqu1lrN5WzurtZazaVsamPftfdn5OgOLCPPoX5lFcmNcY4Po1/Nz0dVEe/Qpz6VeYT3FhLv1Tz70p9MUY2V5WlQSwHeXNgti6neWUVta2eW0BNZyd8y8uznuMV+Qsb34wJx9mviWZezbpNMjpvV8oSJKOfDFGFm3cy30LS/jTwhK2lVY1Ox4CvHLSEM6dPZY3zxrFoL6uaHwkMqhlke7Y8Lqmrp6Nu/c3hrc1qeGUa3eUs2VfZbvv07cgtzHATW7sjevHxGHFDOyTn5a6plNdfWTj7gpWbStrDGKrtyehbE9FTUbq1FboKy5oJQBmceirr49s2VfZLICt35E8v7SrokO9u3k5gfFD+jJhaF+mDcrh00vOo6C27MAJQ6Yk4Wz2u6Df8G7400iSlN3q6iP/XrOTe58v4c8vbH7Zl575uYFTpw/n3BPGcsbRI+hb4BSXI4VBLYt0R1A7mPKqWtbtTA2l3N58SOXBej5aGtavoMkcuH6pXrhijhral8K87p03VFFdy5pUAFudCmOrtpWxdmc51bX1h74BMLhvPlNH9GPK8CR4xpj8bsoaHpW1lFfXUlpZ27y8qpZM/SffEPqahrv+RR0MfaljrYW+2rp6SvZUNg5TXJcaprh+Zznrd1W0+3cLyaI3E4b0ZcLQYiYM7cvEocnriUOLGTOoiLymw23v/zg8dzscc24y92zia5OvDSVJElW1dfx9+XbuW1jCoy9uparFv8d9C3I585iRnHfCGF43bXivntJyJDCoZZHDHdTaEmNkV3l1Y4BbkxpOuXZH8oG9vR/ScwKMHdyncUXKycMPzIcbM7APOe3cWqBhuGJD79jqbeWpYYutD1dsTQgwbnAfpgzvx9Th/ZiSCmZTR/RjSHHnhgvEGNlfU0dZZRLayqvqKK2qobyqjrKqGsqqkmM9LfQ19MK2d8gsQJ/83FQIK2bCsNRz6udRA4ra3daUboHcAujrpp+SJB1MWVUtDy/Zwr3Pl/Dkqh3Utfh3e3DffN48azTnzh7DSROHtP/fYmVcZU0dO8qqeOrpZ7j4zaeBQS3zsiWoHUxdfaRkz/7UEMqyxl64tTvK2bRnf7vDRmFeDhOHFjdb1GTy8GIG9S1g3Y7yZsMVV20rY+/+9g1XLMzLYdKw4sYesobnycOLs3rj8MbQ1xDmuhD6yqtq6UDGarf+hXlMHHYggE1o7Bnry/AjZA6jJEk90c6yKv68eDP3Pl/S6iIkowcWce7sMZwzewzHjhngv9mHWYyRvftr2FFWxY6yanaUVbGzrJqdZVVsTz3vKKtiZ3k1O0qrKE9NI6nasoott14DBrXM6wlB7WAqa+pYv7MimQ/XZC7c2h3l7Cxv/9YC7TGkuIApw4ubhbGpI/q5CThdC31lVcmQ14ahihOHHRimOLhvvn+xS5KU5TbsquBPi0q47/kSlm0pfdnxKcOLOe+EsZw7ewwThxVnoIZHhuraenaVV6fCVxLAGgNXWTXbG8JYefLckZFKDQxqWaSnB7WD2VtR07gfXGMvXCrI7a9pffGJhuGKU4c36R1LhbLODleUJEnqLZZvKeW+hZu49/kSNu5++XSR2eMGcu4JYznn+NGMGFCUgRoefrV19VTW1lNZU0dV6jl51FNVU0dlbfK6sqaO8uo6djX0gJVXsaO0mh3lVeworWJfB9ZzOJSBffIZ1q+Aof0KGdavgGH9ChlaXEjpphV88bKzwaCWeUdyUGtLjMkKgmtTc+H2VFQzYWgydHHSsOwerihJktQTxBh5bsMe7nu+hPsXlbCjrPlIp5wAr54ylPNmj+WNx406bCt6xxipqq2nqqY+FZAOhKTKmrrGQFVZU9fGOQfKqhrKalvco6aeqiZlnenZ6qi8nMDQfgUMLS5kWP9ChhUXMKx/IUOLUyEsFcaG9StkSHEBBXmtL/riYiJZpDcGNUmSJB0+tXX1/HN1stz/Q0u2NE57aFCQm8NpM4Zz3gljmTGqf6rnqUU4ahGIqlqEqgPnNDneNDA1hKva+owtptZRxQW5LcJWIcMbe8Gahq8CBhTlp2XxlnQGNTdtkCRJkrJYXm4Op0wfzinTh/P1muN4bNk27n2+hL8t30Z1bT3VdfU8/OJWHn5xa6ar2m65OYGivByK8nMpys+lMD+HorxcivIPlBWlygrzm5Q3Oyd5LmxS1ic/lyGpYNanoGeP8jKoSZIkST1EUX4ub5o1mjfNGs2+yhoeemEL9y0s4alVO7q0gnRhXvPw0xCIChtCU8vjqbLCFqGq+Tk5qRDVNFQlz+4Xd2g9KqiFEHKBTwMfBMYDG4BbgO/EGFtf3aL59ccB1wGvTRU9CXwmxvhC99RYkiRJ6h4DivK5YN54Lpg3nm2llTz64jZKK2va7G1qK1AV5uW4SnQW6lFBDbgR+AjwS+CfwMnAN0lC20cPdmEIYRpJMNsFfDlVfBXwjxDCK2KMK7ur0pIkSVJ3GtG/iHe98qhMV0Np1GOCWghhFnA58MMY49Wp4ltCCKXAx0IIP4sxLj7ILb5J8uc9Nca4IXXP3wNLgW8AF3Rf7SVJkiSp/XrS4NCLgQDc0KL8hlT5xW1dGELoB5wD/KEhpAGkXv8BOCd1jiRJkiRlXI/pUQPmAVtjjGubFsYY14YQtgFzD3LtLKAA+Fcrx54G3gMcl3rdphDCaGB0i+LjAZYuXXrQykuSJEk6sjXJBF3ejbwnBbUxwKY2jm0Cxh7i2obzWruWQ1zf4MMcmN/WzKWXXtqOyyVJkiT1AhNJ1tTotJ4U1PoCpW0cqwQGHOJagKo2rgXo04463ATc16JsXqr8fcCidtxDmTMTuB24BFiW4bro0GyvnsX26jlsq57F9upZbK+eo7vaqogkpD3U1Rv1pKBWARS2cawI2H+Ia2nj+oZuyYNdD0CMcTOwuWlZk6VMF3V193F1ryZttcy2yn62V89ie/UctlXPYnv1LLZXz9HNbdWlnrQGPWkxkRLaHp44lraHRTZc23Bea9dyiOslSZIk6bDpSUFtPjAyhDCpaWHq5xGp421ZDFQDr27l2KtSx9z0WpIkSVJW6ElB7Q4gAte0KL8mVX4HQAghP4QwM7VCIwAxxjLgfuAdIYRxDeUhhPHAO4D7U+dIkiRJUsb1mDlqMcaFIYSbgatCCP2Bp4DXkCzicVOMsWEhj7Ekm1jfClzW5BafB84Anggh/DBVdhVQlzrWWZuB/0eLuWvKSrZVz2J79Sy2V89hW/UstlfPYnv1HFnfViHGmOk6tFsIIQ/4DPBBYBywEbgFuC7GWJs6ZyKwFrg1xnhZi+uPB64jCXgATwKfbRLyJEmSJCnjelRQkyRJkqTeoCfNUZMkSZKkXsGgJkmSJElZxqAmSZIkSVnGoCZJkiRJWcagJkmSJElZxqDWCSGE3BDCtSGEVSGEqtTztSGE3EzX7UgTQpgXQrghhLAohFAaQtgSQvhrCOGMVs5td7t017lqLoRwegghph5TWxyzvbJACGF0COGnIYSXUr+vkhDCPSGEkU3Osa0yLIQwPoTw8xDCmhDC/hDCuhDCrSGE6S3Os60OoxBCvxDCV0IIfwohbE79XferNs7NeNv09nZsb3uFDnz2SJ1ve3WDjvz/1eK6Nj97pI73nPaKMfro4AP4CRCBX5Ds6faL1M8/znTdjrQH8HtgO/Az4EPAJ4DFqd/3RzrbLt11ro9mv7cCks3ny1K/r6m2V3Y9gGkkG32uAb4EvB/4LHAPMM22yo4HMDTVTjuBrwEfAL4J7AF2A+Nsq4y1zcTU76EE+FPq9a/aODfjbdPb27G97UUHPnvYXplvrxbXHPSzR09rr4w3Qk97ALOAeuAHLcp/kCqflek6HkkPks3JC1uU9QGWA7uAvI62S3ed6+Nlbfc5YCvw/ZZ/WdpemX8AAfgPMB/od5DzbKvMt9UVqf+HzmlR/o5U+TW2VcbaphAYm3qdR9sf/DPeNrZjh9qrXZ89bK/saK8W17T52aMntpdDHzvuYpIPODe0KL8hVX7xYa7PES3G+FSMsapF2X7gfmAwMDpV3JF26a5zlRJCmAB8AbgW2NvKKbZX5r0eOAn4coyxLIRQFEIoaOU82yrzBqSeN7coL0k9V6SebavDLMZYFWPc1I5Ts6Ften07tre9OvDZA2yvbtOB/7+Adn32gB7WXga1jpsHbI0xrm1amPp5GzA3I7XqfcYAtSTfbEHH2qW7ztUBPwQWAb9q47jtlXn/lXouDSE8BewHKkMI/wohvLrJebZV5v019XxjCOE1IYSxIYRTgR8BK4DfpY7bVtkrG9rGduy6lp89wPbKJof67AE9rL0Mah03Bmgr3W8Cxh7GuvRKIYSjgbcD98UYy1PFHWmX7jpXQAjhbOBs4MqY6vdvhe2VeQ2LUPyeZJjIhcDHU+V/CyHMSh23rTIsxvgM8GGSOYVPAhuBv5PMwTg5xrgvdaptlb2yoW1sxy5o47MH2F5ZoZ2fPaCHtZdBreP6AlVtHKskGcOsbhJCGAj8gWSoz8ebHOpIu3TXub1eCKEPyTdat8QY5x/kVNsr8/qlnhfGGN8eY7wrxvgD4K1AEfDF1HHbKjtsJ5lP+EngPJLhPbOBe0MIxalzbKvslQ1tYzt20kE+e4DtlXEd+OwBPay98jpzUS9XQTK5sTVFJMOH1A1S/yP+CZgE/FeM8aUmhzvSLt11ruB/gEGp54OxvTKv4Xfx66aFMcZ/hBDWA6emimyrDAshvB24A5gTY1ycKr4vhPAM8BDwUeA6bKtslg1tYzt2wiE+e4DtlQ3a+9kDelh72aPWcSW03X05lra7PdUFqUUO7gZeBVwQY3y8xSkdaZfuOrdXCyGMAT4F3AwMCiFMTe1fMiR1ylEhhMmp17ZX5jX8Lra2cmwLyYR5sK2ywdXAyiYhDYAY48NAKXBKqsi2yl7Z0Da2Ywe147MH2F4Z1cHPHtDD2sug1nHzgZEhhElNC1M/j0gdVxqFEPKAO4EzgffEGO9v5bSOtEt3ndvbjSD5NumzwMomj4+ljv+VZJIv2F7Z4JnU87hWjo0jmfwMtlU2GAW0trlqIPl3vGF0jG2VvbKhbWzHDmjnZw+wvTKtI589oIe1l0Gt4+4gtW9Ni/JrUuV3HOb6HNFCCDnAbSRzMi6PMf6ujVM70i7ddW5vtxa4oJXHXanjHwMuTb22vTLvXpKhGh8MITSGgNSE7LHAX1JFtlXmLQOmtViNE5J91IqBZ1M/21bZKxvaxnZspw589gDbK9M68tkDelp7dWbztd7+INmpPpLsOP4BDuw8/rNM1+1IewDXp363fyf5H63lY2Rn2qW7zvXRaht+hdY3nbS9Mt82V6d+N08AVwLfBMpJetPG21bZ8QBOBqpJhjl+G/gQcCPJxPXNwCjbKqPtcyXJ4i5fSv1OFqR+/gJwfDa1je3YvvaiA589bK/Mt1cb132FVj579LT2yngD9MQHyTCTzwNrSP7xXJP6OS/TdTvSHqm/JONBHqd1pl2661wfrbZhq39Z2l7Z8SD50LGAZFWqXSTf+k22rbLrARxPspXCutTvagvJQjATbKuMt826g/wbdVk2tY3t2L72ogOfPWyvzLdXG9d9hbaDWo9pr5C6sSRJkiQpSzhHTZIkSZKyjEFNkiRJkrKMQU2SJEmSsoxBTZIkSZKyjEFNkiRJkrKMQU2SJEmSsoxBTZIkSZKyjEFNkiRJkrKMQU2SJEmSsoxBTZIkSZKyjEFNktQrhBAmhhBiCOGyTNelqSb1anhc3sHri1pcf1t31VWSdPgY1CRJPVaLgHKwx98zXdd2uBl4N/DXDl5Xnbru3WmvkSQpY/IyXQFJkrqgZTh5O/A24FPA1iblW4H1QH+g8vBUrcP+FWPscG9YjLEeuA0ghPDrtNdKkpQRBjVJUo/VMtiEEKaSBLV7Y4yrWrmk7LBUTJKkLnLooySpV2htjloI4bJU2X+FEL4aQtgYQigPITwUQjgqdc7HQgirQgiVIYSnQwizWrl33xDC/wshLA8hVIUQtoUQ/i+EMK6Ldc4NIXwmhLAkVa89IYRFIYSvdOW+kqTsZ4+aJEnwDZIhkdcBY4BPAneHEO4E3gX8GBgAfAb4YwhhZoyxDiCEUAA8ApwI/C+wGDgK+ChwWghhToxxRyfr9UXgy8CvgB8ABcA04LRO3k+S1EMY1CRJgjrglBhjLUAIIR/4BDAYODbGuD9VXgZ8FzidJJwBXA28InX9vxpuGEL4PfAsSej7XCfrdR7wYIzxfZ28XpLUQzn0UZIk+HlDSEtpCFy/bghpKU+lnqc2KXsnMB9YGUIY1vAANgIrgTO6UK89wLEhhGO7cA9JUg9kj5okScmKkE3tST2/1Eb5kCZlM4E+wPY27t3yHh3xBeAe4IUQwirgMeDuGOODXbinJKkHMKhJkpQMfexIeWjyOoekB+5LbZzb6e0AYoxPhRAmA28mGW55JvDfIYT7gfNSS/NLko5ABjVJkrpmJTAkxvhod9w8xlgK3AHcEUIIwHdI5r2dStLDJkk6AjlHTZKkrvkNMKPpsv8NQmJ4Z2+cmuvWKMYYgedTPw7t7H0lSdnPHjVJkrrmeuBNwC9DCG8BngRqgEkkqzbeSTLXrDOWhhCeAp4BNgMTgSuALUC39OBJkrKDQU2SpC6IMVaFEM4EriHZc+1skqC2EXgY+F0Xbn996n4fB/qThLW7ga/HGPd04b6SpCwXklEUkiQpE0IIE4G1wMdIQl1ZjLFDC5A0GSK5Hbg9xnhpWispSTrsnKMmSVJ2uJEkaF3WkYtCCEWp69raHkCS1AM59FGSpMzaQrLsfoOlHby+usX1m7tcI0lSxjn0UZIkSZKyjEMfJUmSJCnLGNQkSZIkKcsY1CRJkiQpyxjUJEmSJCnLGNQkSZIkKcsY1CRJkiQpyxjUJEmSJCnLGNQkSZIkKcsY1CRJkiQpyxjUJEmSJCnLGNQkSZIkKcsY1CRJkiQpy/z/uPnSJ5mRwPkAAAAASUVORK5CYII=\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Compare TKE\n", + "TKEdat = np.loadtxt('../TKE_history1.dat')\n", + "\n", + "plt.figure(figsize=(8,3), dpi=125)\n", + "plt.plot(TKEdat[:,0]-6*3600, TKEdat[:,1], label='lidar')\n", + "plt.plot(np.array(TKE_avgtimes)[:,1], TKE_zmet, label='AMR-Wind')\n", + "plt.xlim([0, 14400])\n", + "plt.ylim([0, 0.5])\n", + "plt.xlabel('Time [s]')\n", + "plt.ylabel('TKE [$m^2/s^2$]')" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "7585a57c-da05-425a-af91-95c1cea89ffd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loading u\n", + "Loading v\n", + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n", + "Loading u\n", + "Loading v\n", + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n", + "Loading u\n", + "Loading v\n", + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n", + "Loading u\n", + "Loading v\n", + "Loading u'u'_r\n", + "Loading v'v'_r\n", + "Loading w'w'_r\n" + ] + }, + { + "data": { + "text/plain": [ + "Text(0.5, 0.98, 'TI profiles [10-min avg]')" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot TI\n", + "fig, axs = plt.subplots(1,len(avgtimes),figsize=(2.25*len(avgtimes),4), facecolor='w', dpi=150, sharey=True)\n", + "for it, avgt in enumerate(avgtimes):\n", + " ax=axs[it]\n", + " dat=case.ABLpostpro_plotprofiles(ax=ax, plotvars=['TI_TKE'], avgt=avgt, doplot=False)\n", + " ax.plot(dat['TI_TKE']['data'], dat['TI_TKE']['z'], label='AMR-Wind')\n", + " #ax.plot(np.sqrt(np.array(profile['u'])**2 + np.array(profile['v'])**2), zMMC, 'k--')\n", + " ax.set_xlabel('TI [-]')\n", + " ax.set_title('t=%.0fs'%avgt[1])\n", + " #ax.set_xlim([0, 0.3])\n", + " ax.grid(linestyle=':')\n", + " \n", + "\n", + "axs[0].set_ylabel('z [m]')\n", + "axs[0].set_ylim([0, 1000])\n", + "axs[0].legend(prop={'size':8})\n", + "\n", + "fig.suptitle('TI profiles [10-min avg]')" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "ac8bc608-5f9d-42a6-a5c8-d69feb8fb51b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loading theta\n", + "Loading theta\n", + "Loading theta\n", + "Loading theta\n" + ] + }, + { + "data": { + "text/plain": [ + "Text(0.5, 0.98, 'Temperature profiles [10-min avg]')" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot Temperature\n", + "fig, axs = plt.subplots(1,len(avgtimes),figsize=(2.25*len(avgtimes),4), facecolor='w', dpi=150, sharey=True)\n", + "for it, avgt in enumerate(avgtimes):\n", + " ax=axs[it]\n", + " dat=case.ABLpostpro_plotprofiles(ax=ax, plotvars=['Temperature'], avgt=avgt, doplot=False)\n", + " ax.plot(dat['T']['data'], dat['T']['z'], label='AMR-Wind')\n", + " #ax.plot(np.sqrt(np.array(profile['u'])**2 + np.array(profile['v'])**2), zMMC, 'k--')\n", + " ax.set_xlabel('T [K]')\n", + " \n", + " targett = avgt[1]\n", + " iclosest = find_nearest(tMMC, targett)\n", + " tempMMC_t = tempMMC[iclosest, :]\n", + " ax.plot(tempMMC_t, zMMC, 'k--', label='Data')\n", + " \n", + " ax.set_title('t=%.0fs'%avgt[1])\n", + " ax.grid(linestyle=':')\n", + " ax.set_xlim([295, 330])\n", + " \n", + "axs[0].set_ylabel('z [m]')\n", + "axs[0].set_ylim([0, 1000])\n", + "axs[0].legend(prop={'size':8})\n", + "\n", + "fig.suptitle('Temperature profiles [10-min avg]')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ab93796b-407f-40b8-95fd-ad880c757b55", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/Prod1_Phase3.ipynb b/amr-wind/actuator_line/AWAKEN_benchmark/setup/Prod1_Phase3.ipynb new file mode 100644 index 00000000..563e4934 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/Prod1_Phase3.ipynb @@ -0,0 +1,9664 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "a48c2993-e93a-499b-a0a3-44af9ffe1fbf", + "metadata": {}, + "source": [ + "# Production Run 1 (new BC)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "b48f14d4-6d1d-4118-9678-4184535219c1", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/ascldap/users/lcheung/.local/lib/python3.9/site-packages/pandas/core/computation/expressions.py:21: UserWarning: Pandas requires version '2.8.4' or newer of 'numexpr' (version '2.8.1' currently installed).\n", + " from pandas.core.computation.check import NUMEXPR_INSTALLED\n", + "/ascldap/users/lcheung/.local/lib/python3.9/site-packages/pandas/core/arrays/masked.py:60: UserWarning: Pandas requires version '1.3.6' or newer of 'bottleneck' (version '1.3.4' currently installed).\n", + " from pandas.core import (\n" + ] + } + ], + "source": [ + "# Load the modules\n", + "\n", + "# Add any possible locations of amr-wind-frontend here\n", + "amrwindfedirs = ['/projects/wind_uq/lcheung/amrwind-frontend/',\n", + " '/ccs/proj/cfd162/lcheung/amrwind-frontend/']\n", + "import sys, os, shutil\n", + "for x in amrwindfedirs: sys.path.insert(1, x)\n", + "import MMCutil as writeMMC\n", + "import postproamrwindsample_xarray as ppsamplexr\n", + "\n", + "# Load the libraries\n", + "import numpy as np\n", + "import pandas as pd\n", + "import re\n", + "import utm\n", + "import amrwind_frontend as amrwind\n", + "import matplotlib.pyplot as plt\n", + "from mpl_toolkits.axes_grid1 import make_axes_locatable\n", + "from scipy.interpolate import CubicSpline\n", + "\n", + "# Also ignore warnings\n", + "import warnings\n", + "warnings.filterwarnings('ignore')\n", + "\n", + "# Make all plots inline \n", + "%matplotlib inline" + ] + }, + { + "cell_type": "markdown", + "id": "748742db-572c-4b79-93f1-ac62c697777a", + "metadata": {}, + "source": [ + "## Set up measurement coordinates" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e96ced42-f49a-4607-b453-0cb47eccbd8a", + "metadata": {}, + "outputs": [], + "source": [ + "def dms2dec(lat):\n", + " deg, minutes, seconds, direction = re.split('[°\\'\"]', lat.strip())\n", + " return (float(deg) + float(minutes)/60 + float(seconds)/(60*60)) * (-1 if direction in ['W', 'S'] else 1)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6faacb76-3634-47dc-8658-3d0a3898e225", + "metadata": {}, + "outputs": [], + "source": [ + "# Get the UTM coordinates of all measurement locations\n", + "mdict = {\n", + " 'siteA1':{'lat':dms2dec(\"\"\"36°21'43.6\"N\"\"\"), 'long':dms2dec(\"\"\"97°24'16.4\"W\"\"\")},\n", + " #'siteA2':{'lat':dms2dec(\"\"\"36°19'05.5\"N\"\"\"), 'long':dms2dec(\"\"\"97°24'32.7\"W\"\"\")}, # outside of domain\n", + " 'siteA5':{'lat':dms2dec(\"\"\"36°21'42.5\"N\"\"\"), 'long':dms2dec(\"\"\"97°22'53.8\"W\"\"\")},\n", + " #'siteB': {'lat':dms2dec(\"\"\"36°13'54.4\"N\"\"\"), 'long':dms2dec(\"\"\"97°33'31.2\"W\"\"\")},\n", + " #'siteE36':{'lat':dms2dec(\"\"\"36°07'01.0\"N\"\"\"), 'long':dms2dec(\"\"\"97°30'39.2\"W\"\"\")},\n", + " 'siteC1a': {'lat':dms2dec(\"\"\"36°21'41.8\"N\"\"\"), 'long':dms2dec(\"\"\"97°30'36.1\"W\"\"\")},\n", + " 'siteG':{'lat':dms2dec(\"\"\"36°23'58.1\"N\"\"\"), 'long':dms2dec(\"\"\"97°24'28.9\"W\"\"\")},\n", + " 'siteGC':{'lat':dms2dec(\"\"\"36°22'47.09\"N\"\"\"), 'long':dms2dec(\"\"\"97°31'24.51\"W\"\"\")},\n", + " 'siteH':{'lat':dms2dec(\"\"\"36°26'12.7\"N\"\"\"), 'long':dms2dec(\"\"\"97°24'27.9\"W\"\"\")},\n", + " 'turbE06':{'lat':dms2dec(\"\"\"36°24'39.708\"N\"\"\"), 'long':dms2dec(\"\"\"97°24'21.24\"W\"\"\")},\n", + "}\n", + "\n", + "# Convert to UTM coordinates\n", + "for k,g in mdict.items():\n", + " g['utm'] = utm.from_latlon(g['lat'], g['long'])\n", + " g['utmx'] = g['utm'][0]\n", + " g['utmy'] = g['utm'][1]" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "cdd4d42d-97bc-4a10-a143-087f7e662b76", + "metadata": {}, + "outputs": [], + "source": [ + "inputfile = 'FarmRun3_01.inp'\n", + "runOnSummit = False\n", + "rundir = 'BM3_FarmRunProd1_runA'\n", + "\n", + "# Go to the run directory\n", + "\n", + "# Delete any existing directory\n", + "if os.path.exists(rundir):\n", + " shutil.rmtree(rundir)\n", + "\n", + "# create a new version\n", + "os.makedirs(rundir)\n", + "\n", + "cwd = os.getcwd()\n", + "os.chdir(rundir)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "8e1fdfc4-ad6a-4ede-a953-9855ed694d93", + "metadata": {}, + "outputs": [], + "source": [ + "# Start the AMR-Wind case\n", + "case = amrwind.MyApp.init_nogui()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "d1be98c3-5ad1-4382-8ee9-23b1129cbb42", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CANNOT update: ABLMeanBoussinesq use forcechange=True in setval()\n" + ] + }, + { + "data": { + "text/plain": [ + "OrderedDict()" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Location of precursor run with boundary data\n", + "#summitprecursordir = '/gpfs/alpine2/cli187/world-shared/lcheung/AWAKEN/Benchmark1/Phase1/MMC_BM1_BigPrecursor.prod/'\n", + "\n", + "#precursordir = '/gpfs/lcheung/AWAKEN/Benchmark1/Phase2/MMC/MMC_BM2_BigPrecursor/'\n", + "precursordir = '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/MMC/MMC_BM3_BigPrecursor'\n", + "precursorsetup= precursordir+'/abl_HPP_MMC.inp'\n", + "\n", + "# Load the starting point\n", + "case.loadAMRWindInput(precursorsetup)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "41acf336-b5c4-4251-aedd-840385ba0d54", + "metadata": {}, + "outputs": [], + "source": [ + "#case.setAMRWindInput('time_control', ['const dt'])\n", + "case.setAMRWindInput('time.fixed_dt', 0.10)\n", + "case.setAMRWindInput('time.checkpoint_interval', 900)\n", + "case.setAMRWindInput('time.stop_time', 7200+5400.0)\n", + "case.setAMRWindInput('ABL.stats_output_frequency', 10)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "42de2925-56d0-4e6a-a0b2-934be7343109", + "metadata": {}, + "outputs": [], + "source": [ + "# Set the restart point\n", + "chkiter = '/chk14400/'\n", + "chkdir = precursordir+chkiter\n", + "case.setAMRWindInput('restart_file', os.path.realpath(chkdir))" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "9a063f2a-6298-4736-a146-af3e9347c439", + "metadata": {}, + "outputs": [], + "source": [ + "# Set the boundary input file parameters\n", + "ablstatfile = precursordir+'/post_processing/abl_statistics00000.nc'\n", + "forcingdict = {'ablstatfile':ablstatfile, 'tendencyforcing_file':'./tendencyforcing.nc'}\n", + "inflowplanes= ['xlo', 'ylo', 'xhi','yhi' ] #['ylo', 'xhi']\n", + "bndryfiles = precursordir+'/bndry_file/'" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "dfe4c7d3-a0aa-4e26-9b5c-fd37ae8a1516", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "SET ABL_bndry_io_mode = '1'\n", + "SET ABL_bndry_file = '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/MMC/MMC_BM3_BigPrecursor/bndry_file/'\n", + "SET ABL_bndry_planes = ['xlo', 'ylo', 'xhi', 'yhi']\n", + "SET is_periodicx = False\n", + "SET is_periodicy = False\n", + "SET xlo_type = 'mass_inflow_outflow'\n", + "SET xlo_density = 1.103707\n", + "SET xlo_temperature = 0.0\n", + "SET xlo_tke = 0.0\n", + "SET ylo_type = 'mass_inflow_outflow'\n", + "SET ylo_density = 1.103707\n", + "SET ylo_temperature = 0.0\n", + "SET ylo_tke = 0.0\n", + "SET xhi_type = 'mass_inflow_outflow'\n", + "SET xhi_density = 1.103707\n", + "SET xhi_temperature = 0.0\n", + "SET xhi_tke = 0.0\n", + "SET yhi_type = 'mass_inflow_outflow'\n", + "SET yhi_density = 1.103707\n", + "SET yhi_temperature = 0.0\n", + "SET yhi_tke = 0.0\n", + "SET ABLForcing = False\n", + "Wrote ./tendencyforcing.nc\n", + "SET ABL_tendency_forcing = True\n", + "SET ABL_mesoscale_forcing = './tendencyforcing.nc'\n", + "SET ABLMesoForcingMom = True\n", + "SET ABL_initial_condition_input_file = 'None'\n", + "SET ABLMeanBoussinesq = True\n", + "SET wall_shear_stress_type = 'local'\n", + "SET checkpoint_start = 14400\n" + ] + } + ], + "source": [ + "case.boundaryplane_restart(bndryfiles=bndryfiles, \n", + " forcingdict=forcingdict, \n", + " inflowplanes=inflowplanes, \n", + " checkpointdir=chkdir,\n", + " autoset_BodyForcing=False,\n", + " autoset_MMCForcing=False,\n", + " autoset_MMCTendencyForcing=True,\n", + " autooutflow=False,\n", + " massinflowBC='mass_inflow_outflow',\n", + " verbose=True)" + ] + }, + { + "cell_type": "markdown", + "id": "9546b099-b7e8-43b4-93cc-a2d9b5bbfe71", + "metadata": { + "tags": [] + }, + "source": [ + "## Add Turbines" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "275159ea-a2c3-4053-8422-bc75e7b07c65", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Farm center = [637500, 4030000.0]\n" + ] + } + ], + "source": [ + "WS = 10.05 # Wind speed, m/s\n", + "WDir = 180 # Wind direction, degrees\n", + "farm_domainsize = [2.4*10000.0, 1.76*10000.0, 800]\n", + "farm_center = [637500, 4.030E6] # In utm\n", + "#print(utm.from_latlon(36.587395, -97.756294))\n", + "#farm_center = utm.to_latlon(640000, 4030000, 14, 'S')\n", + "print(\"Farm center = \"+repr(farm_center)) # in lat/long\n", + "farm_background_mesh = 10 " + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "374eeb4e-3688-4ef1-974a-2869bf96038b", + "metadata": {}, + "outputs": [], + "source": [ + "summitcsv = precursordir+'/turbines.csv'\n", + "outputcsv = 'turbines_farmrun.csv'\n", + "\n", + "inityaw = 155.25\n", + "initAFyaw = 155.25 #221.3 # See MMC_BM2_bigprecursor_ABLStats.ipynb\n", + "YawNeut = 270.0-inityaw\n", + "typereplace = {'Summit_GE2.8-127':'NREL 2.8-127 ADM AWAKEN',\n", + " 'Summit_GE1.79-100':'NREL GE1.79-100 Joukowski Jul2024',\n", + " 'Summit_GE2.3-116':'NREL GE2.3-116v2 Joukowski Jul2024',\n", + " 'Summit_GE1.7-103':'NREL GE1.72-103 Joukowski Jul2024',\n", + "}\n", + "\n", + "OFoptions = (\n", + " \"EDparam_YawDOF:False \"\n", + " \"AMRparam_Actuator_openfast_stop_time:5400.0 \"\n", + " \"FSTparam_DT_Out:0.5 \" #\"FSTparam_DT_Out:1 \"\n", + " \"FSTparam_TStart:0.0 \"\n", + " \"ADparam_AirDens:Default \"\n", + " \"EDparam_BlPitch(1):0.0 \"\n", + " \"EDparam_BlPitch(2):0.0 \"\n", + " \"EDparam_BlPitch(3):0.0 \"\n", + ")\n", + "\n", + "YAWoptions = (\n", + " \"EDparam_YawDOF:True \"\n", + " \"SDparam_YawNeut:{YawNeut} \"\n", + " \"SDparam_YCMode:5 \"\n", + " \"SDparam_TYCOn:0.0 \"\n", + " \"DISCONparam_Y_ControlMode:1 \"\n", + " \"DISCONparam_Y_ErrThresh:'4.0 4.0' \"\n", + " \"DISCONparam_WE_RhoAir:1.103707 \"\n", + ")\n", + "\n", + "OFoptions += YAWoptions.format(YawNeut=YawNeut)\n", + "\n", + "if runOnSummit:\n", + " OFoptions += \"SDparam_DLL_FileName:/gpfs/alpine2/cli187/world-shared/lcheung/summit.spackbuilds/ew-mananger.20241017/ROSCO_2.9/rosco/controller/build/libdiscon.so \"\n", + "\n", + "JDiskoptions = (\n", + " \"AMRparam_Actuator_epsilon:[5;5;5] \"\n", + " \"AMRparam_Actuator_output_frequency:1 \"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "a454bbd9-81c4-4ca7-948d-d94d62dbb455", + "metadata": {}, + "outputs": [], + "source": [ + "# Process the csv file\n", + "df = pd.read_csv(summitcsv)\n", + "\n", + "# Fix the turbine types of the turbines\n", + "for index, row in df.iterrows():\n", + " \n", + " turbtype = df.loc[index, ' type']\n", + " df.loc[index, ' type'] = typereplace[turbtype.strip()]\n", + " if turbtype.strip() == \"Summit_GE2.8-127\":\n", + " df.loc[index, ' options'] = OFoptions\n", + " df.loc[index, ' yaw']=inityaw\n", + " else:\n", + " df.loc[index, ' options'] = JDiskoptions\n", + " df.loc[index, ' yaw']=initAFyaw\n", + " \n", + "df.to_csv(outputcsv, index=False)\n", + "#print(df)\n", + "# if row['turbine_qc_id'].startswith('WIT_USKPL_SS001'):\n", + "# df.loc[index, 'Unnamed: 0']='King Plains'\n", + "# if row['turbine_qc_id'].startswith('WAF1'):\n", + "# df.loc[index, 'Unnamed: 0']='Armadillo Flats'" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "73cb68e2-ad42-4a99-addf-cb99127d51e1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Total turbines: 85\n" + ] + } + ], + "source": [ + "print('Total turbines: %i'%len(df))" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "b1941af2-1296-4016-9c7a-8aa3310198ab", + "metadata": {}, + "outputs": [], + "source": [ + "case.loadTurbineCSVFile(outputcsv)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "2f9a8ed6-8c77-4614-8849-07e33e288e1e", + "metadata": {}, + "outputs": [], + "source": [ + "case.setAMRWindInput('turbines_coordsys', 'utm')\n", + "\n", + "## Set up the domain \n", + "case.setAMRWindInput('turbines_domainsize', farm_domainsize)\n", + "case.setAMRWindInput('turbines_backgroundmeshsize', farm_background_mesh)\n", + "case.setAMRWindInput('turbines_autocalccenter', False)\n", + "case.setAMRWindInput('turbines_farmcenter', [farm_center[0], farm_center[1]])\n", + "case.setAMRWindInput('turbines_deleteprev', True)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "2ed6fef4-e24d-4a72-88ac-8301545dbd5a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Preview the turbine layout\n", + "fig, ax = plt.subplots(figsize=(8,8), facecolor='w', dpi=125)\n", + "case.setAMRWindInput('turbines_plotnames', False)\n", + "#case.popup_storteddata['plotdomain']['plot_chooseview'] = 'XY'\n", + "case.turbines_previewAllTurbines(ax=ax)\n", + "\n", + "#rect = patches.Rectangle((turb_inside_box[0][0], turb_inside_box[1][0]), \n", + "# turb_inside_box[0][1]-turb_inside_box[0][0], \n", + "# turb_inside_box[1][1]-turb_inside_box[1][0], linewidth=1, edgecolor='k', linestyle='--', facecolor='none')\n", + "#ax.add_patch(rect)\n", + "\n", + "# Plot measurement sites\n", + "for k, g in mdict.items():\n", + " ax.plot(g['utmx'], g['utmy'], 'r^')" + ] + }, + { + "cell_type": "markdown", + "id": "18b389f5-89b0-45bf-8d19-5be6ba96b7e5", + "metadata": { + "tags": [] + }, + "source": [ + "### Add turbines" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "e89e6364-abd3-4194-8a7b-56ab6d902f85", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT001_OpenFAST_NREL2p8-127_AWAKEN\n", + "WIT_USKPL_SS001_WT001_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT001_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT002_OpenFAST_NREL2p8-127_AWAKEN\n", + "WIT_USKPL_SS001_WT002_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT002_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT003_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT003_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT003_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT004_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT004_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT004_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT005_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT005_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT005_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT006_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT006_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT006_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT007_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT007_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT007_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT008_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT008_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT008_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT009_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT009_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT009_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT010_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT010_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT010_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT012_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT012_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT012_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT013_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT013_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT013_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT014_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT014_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT014_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT015_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT015_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT015_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT016_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT016_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT016_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT017_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT017_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT017_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT018_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT018_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT018_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT019_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT019_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT019_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT020_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT020_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT020_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT021_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT021_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT021_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT022_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT022_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT022_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT023_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT023_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT023_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT024_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT024_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT024_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT025_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT025_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT025_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT026_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT026_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT026_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT027_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT027_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT027_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT028_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT028_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT028_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT030_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT030_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT030_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT031_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT031_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT031_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT032_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT032_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT032_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT033_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT033_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT033_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT034_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT034_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT034_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT035_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT035_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT035_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT036_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT036_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT036_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT037_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT037_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT037_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT038_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT038_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT038_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT039_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT039_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT039_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT040_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT040_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT040_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT041_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT041_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT041_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT042_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT042_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT042_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT043_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT043_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT043_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT044_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT044_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT044_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT045_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT045_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT045_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT046_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT046_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT046_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT047_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT047_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT047_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT048_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT048_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT048_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT049_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT049_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT049_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT050_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT050_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT050_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT051_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT051_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT051_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT052_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT052_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT052_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT053_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT053_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT053_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT054_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT054_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT054_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT055_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT055_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT055_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT056_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT056_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT056_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT057_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT057_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT057_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT058_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT058_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT058_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT059_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT059_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT059_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT060_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT060_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT060_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT061_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT061_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT061_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT062_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT062_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT062_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT063_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT063_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT063_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT064_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT064_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT064_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT065_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT065_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT065_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT066_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT066_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT066_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT067_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT067_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT067_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT068_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT068_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT068_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT069_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT069_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT069_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT070_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT070_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT070_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT071_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT071_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT071_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT072_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT072_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT072_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT073_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT073_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT073_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT074_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT074_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT074_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT075_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT075_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT075_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT076_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT076_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT076_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT077_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT077_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT077_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT078_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT078_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT078_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT080_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT080_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT080_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT081_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT081_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT081_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT082_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT082_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT082_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT083_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT083_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT083_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT084_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT084_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT084_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT085_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT085_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT085_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT086_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT086_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT086_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT087_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT087_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT087_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "docopy = True from /projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN to WIT_USKPL_SS001_WT088_OpenFAST_NREL2p8-127_AWAKEN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WIT_USKPL_SS001_WT088_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Fixing yaw in /projects/AWAKEN/lcheung/awaken.github/SummitRuns/AWAKEN_summit_setup/Benchmark1/Phase3/FarmRuns/prod1/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT088_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat\n", + "MISMATCH between incflo.density = 1.103707 and OpenFAST density = 1.225000\n", + "USING incflo value\n", + "Setting Actuator_openfast_stop_time to 5400.0\n", + "OrderedDict([('DT_Out', 0.5), ('TStart', 0.0)])\n", + "OrderedDict([('AirDens', 'Default')])\n", + "OrderedDict([('YawNeut', 114.75), ('YCMode', 5), ('TYCOn', 0.0)])\n", + "OrderedDict([('YawDOF', 'True'), ('BlPitch(1)', 0.0), ('BlPitch(2)', 0.0), ('BlPitch(3)', 0.0)])\n", + "OrderedDict([('Y_ControlMode', 1), ('Y_ErrThresh', '4.0 4.0'), ('WE_RhoAir', 1.103707)])\n", + "85\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 114.75 NacYaw - Initial or fixed nacelle-yaw angle (degrees) [EDITED]\n", + " 1.103707 AirDens - Air density (kg/m^3) [EDITED]\n", + " 0.5 DT_Out - Time step for tabular output (s) (or \"default\") [EDITED]\n", + " 0.0 TStart - Time to begin tabular output (s) [EDITED]\n", + " Default AirDens - Air density (kg/m^3) [EDITED]\n", + " 5 YCMode - Yaw control mode {0: none 3: user-defined from routine UserYawCont 4: user-defined from Simulink/Labview 5: user-defined from Bladed-style DLL} (switch) [EDITED]\n", + " 0.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] [EDITED]\n", + " 114.75 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) [EDITED]\n", + " True YawDOF - Yaw DOF (flag) [EDITED]\n", + " 0.0 BlPitch(1) - Blade 1 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(2) - Blade 2 initial pitch (degrees) [EDITED]\n", + " 0.0 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] [EDITED]\n", + "1 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} [EDITED]\n", + "1.103707 ! WE_RhoAir\t\t\t- Air density, [kg m^-3] [EDITED]\n", + "4.0 4.0 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. [EDITED]\n" + ] + } + ], + "source": [ + "case.turbines_createAllTurbines()\n", + "\n", + "# Print out existing list of turbines, just to confirm that the turbines got made\n", + "print(len(case.listboxpopupwindict['listboxactuator'].getitemlist()))" + ] + }, + { + "cell_type": "markdown", + "id": "a3ccc3a5-30bc-42d3-ade4-80eb649fa150", + "metadata": {}, + "source": [ + "## Add refinements" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "28886341-1b70-499a-a684-b63de091a92b", + "metadata": {}, + "outputs": [], + "source": [ + "refinementcsv=\"\"\"\n", + "# CSV file should have columns with\n", + "# level, upstream, downstream, lateral, below, above, options\n", + "level, upstream, downstream, lateral, below, above, options\n", + "#0, 13800, 15000, 18500, 100, 250, center:farm units:meter\n", + "# KP\n", + "#0, 4250, 4200, 9500, 100, 75, center:specified units:meter centerx:638500 centery:4029000 centerz:100\n", + "0, 4250, 3500, 4750, 100, 75, center:specified units:meter centerx:643000 centery:4029000 centerz:100 orientation:180\n", + "0, 2700, 4200, 4750, 100, 75, center:specified units:meter centerx:634000 centery:4029000 centerz:100 orientation:180\n", + "\n", + "# AF\n", + "#0, 4000, 6000, 5000, 100, 350, center:specified units:meter centerx:632000 centery:4018000 centerz:100 \n", + "#0, 4000, 3000, 7000, 100, 350, center:specified units:meter centerx:618000 centery:4035000 centerz:100\n", + "\n", + "# Turbine refinement\n", + "#1, 2.0, 2.0, 2.0, 0.525, 0.525, orientation:nacdir\n", + "1, 0.6, 0.6, 0.6, 0.525, 0.525, orientation:nacdir\n", + "\"\"\"\n", + "case.setAMRWindInput('refine_csvtextbox', refinementcsv)\n", + "case.setAMRWindInput('refine_deleteprev', True)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "35a94c92-e118-4acf-a621-9a0eb135b91e", + "metadata": {}, + "outputs": [], + "source": [ + "case.refine_createAllZones()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "bfaf493b-3068-4f7b-9303-18bc30e37256", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(624300.0, 650700.0, 4020320.0, 4039680.0)" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the domain (total domain)\n", + "fig, ax = plt.subplots(figsize=(8,8), facecolor='w', dpi=150)\n", + "case.popup_storteddata['plotdomain']['plot_turbines'] = case.listboxpopupwindict['listboxactuator'].getitemlist()\n", + "case.popup_storteddata['plotdomain']['plot_refineboxes'] = case.listboxpopupwindict['listboxtagging'].getitemlist()\n", + "case.popup_storteddata['plotdomain']['plot_windnortharrows'] = False\n", + "case.popup_storteddata['plotdomain']['plot_chooseview'] = 'XY'\n", + "case.plotDomain(ax=ax)\n", + "ax.axis('scaled')" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "7b9e631b-ec8f-4654-be25-61f41ac3f14e", + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(624300.0, 650700.0, -40.0, 840.0)" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the domain (total domain)\n", + "fig, ax = plt.subplots(figsize=(8,8), facecolor='w', dpi=150)\n", + "case.popup_storteddata['plotdomain']['plot_turbines'] = case.listboxpopupwindict['listboxactuator'].getitemlist()\n", + "case.popup_storteddata['plotdomain']['plot_refineboxes'] = case.listboxpopupwindict['listboxtagging'].getitemlist()\n", + "case.popup_storteddata['plotdomain']['plot_windnortharrows'] = True\n", + "case.popup_storteddata['plotdomain']['plot_chooseview'] = 'XZ'\n", + "case.plotDomain(ax=ax)\n", + "ax.axis('auto')" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "2a8c3a76-c360-48be-aab0-8514c6ae76bb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ESTIMATED MESH SIZE\n", + " Level Ncells Cell Size\n", + " 0 337920000 10.0 x 10.0 x 10.0\n", + " 1 194845000 5.0 x 5.0 x 5.0\n", + " 2 16848445 2.5 x 2.5 x 2.5\n", + " TOTAL: 549613445\n" + ] + } + ], + "source": [ + "# Estimate mesh size\n", + "case.estimateMeshSize(verbose=False)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0be503b5-84ed-457c-bb9d-7fdd743b2406", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "d2a8cac4-dafa-476c-b869-d4071f4c9002", + "metadata": { + "tags": [] + }, + "source": [ + "### Add metmast/lidar sampling" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "0cb39bb2-27c2-4158-a1a0-b8694ca95758", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "postprocessing_setup_name: 'surf_'\n", + "postprocessing_setup_type: 'Sampling'\n", + "postprocessing_setup_output_frequency: 1\n", + "postprocessing_setup_fields: ['velocity', 'temperature', 'tke']\n", + "postprocessing_setup_derived_fields: None\n", + "postprocessing_setup_averaging_window: None\n", + "postprocessing_setup_averaging_start_time: None\n", + "postprocessing_setup_averaging_stop_time: None\n", + "postprocessing_setup_name: 'lidar_'\n", + "postprocessing_setup_type: 'Sampling'\n", + "postprocessing_setup_output_frequency: 1\n", + "postprocessing_setup_fields: ['velocity', 'temperature', 'tke']\n", + "postprocessing_setup_derived_fields: None\n", + "postprocessing_setup_averaging_window: None\n", + "postprocessing_setup_averaging_start_time: None\n", + "postprocessing_setup_averaging_stop_time: None\n" + ] + } + ], + "source": [ + "# Set up averaging\n", + "\n", + "## Surface measurements\n", + "metmastpprosetup = case.get_default_postprosetupdict()\n", + "metmastpprosetup['postprocessing_setup_name'] = 'surf_'\n", + "metmastpprosetup['postprocessing_setup_type'] = 'Sampling'\n", + "metmastpprosetup['postprocessing_setup_output_frequency'] = 1\n", + "metmastpprosetup['postprocessing_setup_fields'] = ['velocity', 'temperature', 'tke']\n", + "case.add_postprosetup(metmastpprosetup, verbose=True)\n", + "\n", + "## Lidar measurements\n", + "metmastpprosetup = case.get_default_postprosetupdict()\n", + "metmastpprosetup['postprocessing_setup_name'] = 'lidar_'\n", + "metmastpprosetup['postprocessing_setup_type'] = 'Sampling'\n", + "metmastpprosetup['postprocessing_setup_output_frequency'] = 1\n", + "metmastpprosetup['postprocessing_setup_fields'] = ['velocity', 'temperature', 'tke']\n", + "case.add_postprosetup(metmastpprosetup, verbose=True)\n", + "\n", + "### Lidar measurements\n", + "#metmastpprosetup = case.get_default_postprosetupdict()\n", + "#metmastpprosetup['postprocessing_setup_name'] = 'tprof_'\n", + "#metmastpprosetup['postprocessing_setup_type'] = 'Sampling'\n", + "#metmastpprosetup['postprocessing_setup_output_frequency'] = 1\n", + "#metmastpprosetup['postprocessing_setup_fields'] = ['velocity', 'temperature', 'tke']\n", + "#case.add_postprosetup(metmastpprosetup, verbose=True)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "cc009ba9-815d-401d-b678-43f6c4400723", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['Farm_sw1', 'Farm_hh']\n", + "['sw_', 'hubheight_', 'surf_', 'lidar_']\n" + ] + } + ], + "source": [ + "print(case.listboxpopupwindict['listboxsampling'].getitemlist())\n", + "print(case.listboxpopupwindict['listboxpostprosetup'].getitemlist())" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "94407762-fec9-4e5a-9df8-4ed4d0bceba3", + "metadata": {}, + "outputs": [], + "source": [ + "# Add surface measurement outputs\n", + "for name in ['siteA1', 'siteA5']:\n", + " sampledict = case.get_default_samplingdict()\n", + " sampledict['sampling_name'] = 'surface_'+name\n", + " sampledict['sampling_outputto'] = 'surf_'\n", + " sampledict['sampling_type'] = 'LineSampler'\n", + " sampledict['sampling_l_num_points'] = 2\n", + " sampledict['sampling_l_start'] = [mdict[name]['utmx'], mdict[name]['utmy'], 4.0]\n", + " sampledict['sampling_l_end'] = [mdict[name]['utmx'], mdict[name]['utmy'], 10.0]\n", + " case.add_sampling(sampledict, verbose=False)\n", + " \n", + "for name in ['siteA1', 'siteC1a', 'siteH', 'siteG', 'siteGC']: # Not available: 'siteB', 'siteE36',\n", + " sampledict = case.get_default_samplingdict()\n", + " sampledict['sampling_name'] = 'lidar_'+name\n", + " sampledict['sampling_outputto'] = 'lidar_'\n", + " sampledict['sampling_type'] = 'LineSampler'\n", + " sampledict['sampling_l_num_points'] = 79\n", + " sampledict['sampling_l_start'] = [mdict[name]['utmx'], mdict[name]['utmy'], 10.0]\n", + " sampledict['sampling_l_end'] = [mdict[name]['utmx'], mdict[name]['utmy'], 790.0]\n", + " case.add_sampling(sampledict, verbose=False)\n", + " \n", + "# Add surface wake measurements\n", + "for name in ['siteC1a', 'siteG', 'siteH']:\n", + " sampledict = case.get_default_samplingdict()\n", + " sampledict['sampling_name'] = 'surface_'+name\n", + " sampledict['sampling_outputto'] = 'surf_'\n", + " sampledict['sampling_type'] = 'LineSampler'\n", + " sampledict['sampling_l_num_points'] = 2\n", + " sampledict['sampling_l_start'] = [mdict[name]['utmx'], mdict[name]['utmy'], 4.0]\n", + " sampledict['sampling_l_end'] = [mdict[name]['utmx'], mdict[name]['utmy'], 10.0]\n", + " case.add_sampling(sampledict, verbose=False)\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "ecfe6d76-08d6-433b-b77a-a8032cab4c97", + "metadata": {}, + "outputs": [], + "source": [ + "outputoptions=\"outputvars:velocity;tke;temperature outputfreq:10\"\n", + "\n", + "#centerx, centery = 637500, 4025000.0\n", + "centerx, centery = 639000, 4029000\n", + "AFcenterx, AFcentery = 632000, 4018000\n", + "## Add E06 Wake sampling\n", + "samplingcsv = \"\"\"\n", + "# CSV file should have columns withturbinescsv=\n", + "# name, type, upstream, downstream, lateral, below, above, n1, n2, options\n", + "name, type, upstream, downstream, lateral, below, above, n1, n2, options\n", + "E06wake27, hubheight, 0, 4000.5, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:27 orientation:y outputto:E06wake_z27_ {outputoptions} \n", + "E06wake59, hubheight, 0, 4000.5, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:59 orientation:y outputto:E06wake_z59_ {outputoptions} \n", + "E06wake90, hubheight, 0, 4000.5, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:90.5 orientation:y outputto:E06wake_z90_ {outputoptions} \n", + "E06wake122, hubheight, 0, 4000.5, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:122 orientation:y outputto:E06wake_z122_ {outputoptions} \n", + "E06wake154, hubheight, 0, 4000.5, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:154 orientation:y outputto:E06wake_z154_ {outputoptions} \n", + "E06wake217, hubheight, 0, 4000.5, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:217.5 orientation:y outputto:E06wake_z217_ {outputoptions} \n", + "E06wake281, hubheight, 0, 4000.5, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:281 orientation:y outputto:E06wake_z281_ {outputoptions} \n", + "E06wake344, hubheight, 0, 4000.5, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:344.5 orientation:y outputto:E06wake_z344_ {outputoptions} \n", + "\"\"\".format(outputoptions=outputoptions, dx=12.7, centerx=mdict['turbE06']['utmx'], centery=mdict['turbE06']['utmy'])\n", + "#print(samplingcsv)\n", + "\n", + "samplingcsv += \"\"\"\n", + "# CSV file should have columns withturbinescsv=\n", + "# name, type, upstream, downstream, lateral, below, above, n1, n2, options\n", + "allhh, hubheight, {up}, {down}, {lateral}, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:90 orientation:y wholedomain:1 outputto:all_z90_ {outputoptions} \n", + "hh90, hubheight, {up}, {down}, {lateral}, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:90 orientation:y outputto:farm_z90_ {outputoptions} \n", + "hh153, hubheight, {up}, {down}, {lateral}, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:153 orientation:y outputto:farm_z153_ {outputoptions} \n", + "\"\"\".format(centerx=centerx, centery=centery, up=6000, down=6000, lateral=9300, dx=200, outputoptions=outputoptions)\n", + "\n", + "samplingcsv += \"\"\"\n", + "# King plains inflow/outflow\n", + "KP500, hubheight, 6000, 7000, 10000, 0, none, 0, 0, usedx:20 units:meter center:specified centerx:{centerx} centery:{centery} centerz:500 outputto:KP_z500hh_ orientation:180.0 {outputoptions}\n", + "KP153, hubheight, 6000, 7000, 10000, 0, none, 0, 0, usedx:20 units:meter center:specified centerx:{centerx} centery:{centery} centerz:153 outputto:KP_z153hh_ orientation:180.0 {outputoptions}\n", + "KP090, hubheight, 6000, 7000, 10000, 0, none, 0, 0, usedx:20 units:meter center:specified centerx:{centerx} centery:{centery} centerz:90 outputto:KP_z090hh_ orientation:180.0 {outputoptions}\n", + "KP026, hubheight, 6000, 7000, 10000, 0, none, 0, 0, usedx:20 units:meter center:specified centerx:{centerx} centery:{centery} centerz:26 outputto:KP_z026hh_ orientation:180.0 {outputoptions}\n", + "\n", + "#KP_sideplane1, streamwise, 6000, 7000, 10000, 100, 400, 0, 0, usedx:20 units:meter center:specified centerx:{centerx} centery:{centery} centerz:100.1 outputto:KP_sideplane1_ noffsets:2 orientation:180.0 {outputoptions}\n", + "#KP_sideplane2, streamwise, 6000, 7000, -10000, 100, 400, 0, 0, usedx:20 units:meter center:specified centerx:{centerx} centery:{centery} centerz:100.1 outputto:KP_sideplane2_ noffsets:2 orientation:180.0 {outputoptions}\n", + "#KP_ioflow1, rotorplane, 6000, 7000, 10000, 100, 400, 0, 0, usedx:20 units:meter center:specified centerx:{centerx} centery:{centery} centerz:100.1 outputto:KP_inflow1_ noffsets:4 orientation:180.0 {outputoptions}\n", + "\n", + "KP_sideplane1o, streamwise, 5000, 7000, 7000, 100, 400, 0, 0, usedx:20 units:meter center:specified centerx:{centerx} centery:{centery} centerz:100.1 outputto:KP_sideplane1o_ noffsets:2 orientation:{inityaw} {outputoptions}\n", + "KP_sideplane2o, streamwise, 5000, 7000, -7000, 100, 400, 0, 0, usedx:20 units:meter center:specified centerx:{centerx} centery:{centery} centerz:100.1 outputto:KP_sideplane2o_ noffsets:2 orientation:{inityaw} {outputoptions}\n", + "KP_ioflow1o, rotorplane, 5000, 7000, 7000, 100, 400, 0, 0, usedx:20 units:meter center:specified centerx:{centerx} centery:{centery} centerz:100.1 outputto:KP_inflow1o_ noffsets:4 orientation:{inityaw} {outputoptions}\n", + "\"\"\".format(centerx=centerx, centery=centery,outputoptions=outputoptions, inityaw=inityaw)\n", + "\n", + "#samplingcsv += \"\"\"\n", + "## Armadillo flats inflow/outflow\n", + "#AF090, hubheight, 4000, 8000, 5000, 0, none, 0, 0, usedx:20 units:meter center:specified centerx:{centerx} centery:{centery} centerz:90 outputto:AF_z090hh_ orientation:180.0 {outputoptions}\n", + "#AF_ioflow1, rotorplane, 4000, 8000, 5000, 100, 400, 0, 0, usedx:20 units:meter center:specified centerx:{centerx} centery:{centery} centerz:100.1 outputto:AF_inflow1_ noffsets:4 orientation:180.0 {outputoptions}\n", + "#AF_sideplane1, streamwise, 4000, 8000, 5000, 100, 400, 0, 0, usedx:20 units:meter center:specified centerx:{centerx} centery:{centery} centerz:100.1 outputto:AF_sideplane1_ noffsets:2 orientation:180.0 {outputoptions}\n", + "#AF_sideplane2, streamwise, 4000, 8000, -5000, 100, 400, 0, 0, usedx:20 units:meter center:specified centerx:{centerx} centery:{centery} centerz:100.1 outputto:AF_sideplane2_ noffsets:2 orientation:180.0 {outputoptions}\n", + "#\"\"\".format(centerx=AFcenterx, centery=AFcentery,outputoptions=outputoptions, inityaw=inityaw)\n", + "\n", + "samplingcsv += \"\"\"\n", + "# CSV file should have columns withturbinescsv=\n", + "# name, type, upstream, downstream, lateral, below, above, n1, n2, options\n", + "KPturbhh, hubheight, 1020, 1020, 760, 0, 0, 11, 11, usedx:10 units:meter outputto:KPturbhh_ orientation:nacdir outputvars:velocity applyto:WIT_USKPL_* {outputoptions}\n", + "KPsw, streamwise, 1020, 1020, 0, 80, 380, 11, 11, usedx:10 units:meter outputto:KPsw_ orientation:nacdir outputvars:velocity applyto:WIT_USKPL_* {outputoptions}\n", + "KProtor, rotorplane, 1020, 1020, 760, , 380, 11, 11, usedx:10 units:meter outputto:KProtor_ orientation:nacdir outputvars:velocity noffsets:8 applyto:WIT_USKPL_* {outputoptions}\n", + "\"\"\".format(outputoptions=outputoptions)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "e4927fcc-bcd7-4241-8c32-0a411c8eab1c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[ 27. 42.875 58.75 74.625 90.5 106.375 122.25 138.125 154.\n", + " 169.875 185.75 201.625 217.5 ]\n" + ] + } + ], + "source": [ + "# heights at \n", + "print(127/4.0*np.array([-2, -1.5, -1, -0.5, 0,0.5,1,1.5,2,2.5,3,3.5,4])+90.5)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "cd32e4b6-1307-4a5a-8c8d-c4430a6e3e1d", + "metadata": {}, + "outputs": [], + "source": [ + "# Add H05 scanning lidars (optional)\n", + "H05centerx, H05centery = 643049.78, 4025582.41\n", + "#samplingcsv += \"\"\"\n", + "XXXsamplingcsvXXXX = \"\"\"\n", + "# CSV file should have columns withturbinescsv=\n", + "# name, type, upstream, downstream, lateral, below, above, n1, n2, options\n", + "H05wake27, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:27 orientation:y outputto:H05wake_z27_ {outputoptions} \n", + "H05wake43, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:42.875 orientation:y outputto:H05wake_z43_ {outputoptions} \n", + "H05wake59, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:59 orientation:y outputto:H05wake_z59_ {outputoptions} \n", + "H05wake75, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:74.625 orientation:y outputto:H05wake_z75_ {outputoptions} \n", + "H05wake90, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:90.5 orientation:y outputto:H05wake_z90_ {outputoptions} \n", + "H05wake106, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:106.375 orientation:y outputto:H05wake_z106_ {outputoptions} \n", + "H05wake122, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:122 orientation:y outputto:H05wake_z122_ {outputoptions} \n", + "H05wake138, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:138.125 orientation:y outputto:H05wake_z138_ {outputoptions} \n", + "H05wake154, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:154 orientation:y outputto:H05wake_z154_ {outputoptions} \n", + "H05wake170, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:169.875 orientation:y outputto:H05wake_z170_ {outputoptions} \n", + "H05wake186, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:185.75 orientation:y outputto:H05wake_z186_ {outputoptions} \n", + "H05wake202, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:201.625 orientation:y outputto:H05wake_z202_ {outputoptions} \n", + "H05wake217, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:217.5 orientation:y outputto:H05wake_z217_ {outputoptions} \n", + "H05wake281, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:281 orientation:y outputto:H05wake_z281_ {outputoptions} \n", + "H05wake344, hubheight, 2000.25, 2000.25, 2540, 0, none, 11, 11, usedx:{dx} units:meter center:specified centerx:{centerx} centery:{centery} centerz:344.5 orientation:y outputto:H05wake_z344_ {outputoptions} \n", + "\"\"\".format(outputoptions=outputoptions, dx=12.7, centerx=H05centerx, centery=H05centery)\n", + "#print(samplingcsv)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "3f656f40-a380-473d-9f8a-9f87713bb844", + "metadata": {}, + "outputs": [], + "source": [ + "case.setAMRWindInput('sampling_csvtextbox', samplingcsv)\n", + "case.setAMRWindInput('sampling_deleteprev', False)\n", + "\n", + "case.sampling_createAllProbes(verbose=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "739d2d4b-d167-4865-b228-e4831cc14d83", + "metadata": {}, + "outputs": [], + "source": [ + "KPturbhh = [x for x in case.listboxpopupwindict['listboxsampling'].getitemlist() if x.endswith('_KPturbhh') ]\n", + "KPsw = [x for x in case.listboxpopupwindict['listboxsampling'].getitemlist() if x.endswith('_KPsw') ]\n", + "KProtor = [x for x in case.listboxpopupwindict['listboxsampling'].getitemlist() if x.endswith('_KProtor') ]\n", + "lidarsam = [x for x in case.listboxpopupwindict['listboxsampling'].getitemlist() if x.startswith('lidar') ]\n", + "KPIO = [x for x in case.listboxpopupwindict['listboxsampling'].getitemlist() if x.startswith('Farm_KP') ]\n", + "E06wake = [x for x in case.listboxpopupwindict['listboxsampling'].getitemlist() if x.startswith('Farm_E06') ]\n", + "H05wake = [x for x in case.listboxpopupwindict['listboxsampling'].getitemlist() if x.startswith('Farm_H05') ]" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "3dd90578-6e24-460b-81cc-09e631fec815", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['Farm_E06wake27', 'Farm_E06wake59', 'Farm_E06wake90', 'Farm_E06wake122', 'Farm_E06wake154', 'Farm_E06wake217', 'Farm_E06wake281', 'Farm_E06wake344']\n", + "[]\n" + ] + } + ], + "source": [ + "print(E06wake)\n", + "print(H05wake)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "64069a26-6483-4379-9f6e-9a0dd97e1b69", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the domain\n", + "fig, ax = plt.subplots(figsize=(7,7), facecolor='w', dpi=125)\n", + "\n", + "# Set any additional items to plot\n", + "#case.popup_storteddata['plotdomain']['plot_sampleprobes_style'] = \"{'markersize':0.1, 'marker':'.', 'linestyle':'None', }\"\n", + "#case.popup_storteddata['plotdomain']['plot_sampleprobes_legend'] = \"{'title':'Sampling probes', 'fontsize':6, 'loc':'upper right', 'markerscale':6}\"\n", + "\n", + "\n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes_legend'] = \"{'title':'Sampling probes', 'fontsize':6, 'loc':'upper right', 'markerscale':2}\"\n", + "#case.popup_storteddata['plotdomain']['plot_sampleprobes'] = KPturbhh[-10:] + KPsw[-10:] + KProtor[-10:] \n", + "#case.popup_storteddata['plotdomain']['plot_sampleprobes'] = E06wake\n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes_style'] = \"{'markersize':5, 'marker':'.', 'linestyle':'None', }\"\n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes'] = lidarsam #case.listboxpopupwindict['listboxsampling'].getitemlist() \n", + "\n", + "#case.popup_storteddata['plotdomain']['plot_sampleprobes_style'] = \"{'markersize':0.5, 'marker':'.', 'linestyle':'None', }\"\n", + "#case.popup_storteddata['plotdomain']['plot_sampleprobes'] = KPIO #lidarsam #case.listboxpopupwindict['listboxsampling'].getitemlist() \n", + "#case.popup_storteddata['plotdomain']['plot_sampleprobes_legend'] = \"{}\"\n", + "\n", + "case.popup_storteddata['plotdomain']['plot_chooseview'] = 'XY'\n", + "case.popup_storteddata['plotdomain']['plot_refineboxes'] = [] \n", + "case.popup_storteddata['plotdomain']['plot_turbines'] = case.listboxpopupwindict['listboxactuator'].getitemlist()\n", + "case.popup_storteddata['plotdomain']['plot_windnortharrows'] = False\n", + "case.plotDomain(ax=ax, verbose=False)\n", + "\n", + "ax.set_aspect('equal')\n", + "#ax.set_xlim([ 640000, 650000])\n", + "#ax.set_ylim([4025000, 4035000])" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "c95dc5ed-575a-4853-a8c7-21b8eb43f8a0", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the domain\n", + "fig, axs = plt.subplots(1,2, figsize=(14,7), facecolor='w', dpi=125)\n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes_style'] = \"{'markersize':0.01, 'marker':'.', 'linestyle':'None', }\"\n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes'] = KPsw[::5]+KProtor[::5]+KPturbhh[::5] \n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes_legend'] = \"{}\"\n", + "case.plotDomain(ax=axs[0], verbose=False)\n", + "\n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes_style'] = \"{'markersize':0.01, 'marker':'.', 'linestyle':'None', }\"\n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes'] = E06wake #lidarsam #case.listboxpopupwindict['listboxsampling'].getitemlist() \n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes_legend'] = \"{}\"\n", + "case.plotDomain(ax=axs[1], verbose=False)\n", + "\n", + "\n", + "axs[0].set_xlim([640000, 644000])\n", + "axs[0].set_ylim([4.025E6, 4.029E6])\n", + "\n", + "axs[0].set_aspect('equal')\n", + "axs[1].set_aspect('equal')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "830b57f5-b1fa-4cb3-b4ed-d33d215520b3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "e04696f6-7bb3-4477-a203-d3ce3f3f8a34", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the domain\n", + "fig, axs = plt.subplots(1,2, figsize=(14,7), facecolor='w', dpi=125)\n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes_style'] = \"{'markersize':0.01, 'marker':'.', 'linestyle':'None', }\"\n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes'] = ['Farm_KP090', 'Farm_KP_sideplane1o', 'Farm_KP_sideplane2o', 'Farm_KP_ioflow1o',]\n", + " #'Farm_AF090', 'Farm_AF_ioflow1', 'Farm_AF_sideplane1', 'Farm_AF_sideplane2',]\n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes_legend'] = \"{}\"\n", + "case.plotDomain(ax=axs[0], verbose=False)\n", + "\n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes_style'] = \"{'markersize':0.01, 'marker':'.', 'linestyle':'None', }\"\n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes'] = H05wake #lidarsam #case.listboxpopupwindict['listboxsampling'].getitemlist() \n", + "case.popup_storteddata['plotdomain']['plot_sampleprobes_legend'] = \"{}\"\n", + "case.plotDomain(ax=axs[1], verbose=False)\n", + "\n", + "axs[1].set_xlim([640000, 647000])\n", + "axs[1].set_ylim([4.021E6, 4.028E6])\n", + "\n", + "axs[0].set_aspect('equal')\n", + "axs[1].set_aspect('equal')" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "d1a2b84f-10b4-4d57-a9b0-d7fcaf6aa247", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "-- Checking inputs --\n", + "[ PASS] max_level: max_level = 2 >= 0\n", + "[ PASS] dt & CFL: DT and CFL OK\n", + "[ PASS] restart dir: Restart directory /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/MMC/MMC_BM3_BigPrecursor/chk14400 exists\n", + "[ PASS] boundary plane dir: Restart directory /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/MMC/MMC_BM3_BigPrecursor/bndry_file/ exists\n", + "[ PASS] Actuator physics: incflo.physics and ICNS.source_terms OK for Actuators\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT001 [WIT_USKPL_SS001_WT001_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT001 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT001 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT001 [WIT_USKPL_SS001_WT001_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT001 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT001 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT001 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT002 [WIT_USKPL_SS001_WT002_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT002 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT002 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT002 [WIT_USKPL_SS001_WT002_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT002 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT002 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT002 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT003 [WIT_USKPL_SS001_WT003_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT003 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT003 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT003 [WIT_USKPL_SS001_WT003_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT003 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT003 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT003 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT004 [WIT_USKPL_SS001_WT004_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT004 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT004 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT004 [WIT_USKPL_SS001_WT004_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT004 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT004 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT004 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT005 [WIT_USKPL_SS001_WT005_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT005 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT005 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT005 [WIT_USKPL_SS001_WT005_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT005 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT005 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT005 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT006 [WIT_USKPL_SS001_WT006_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT006 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT006 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT006 [WIT_USKPL_SS001_WT006_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT006 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT006 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT006 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT007 [WIT_USKPL_SS001_WT007_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT007 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT007 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT007 [WIT_USKPL_SS001_WT007_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT007 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT007 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT007 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT008 [WIT_USKPL_SS001_WT008_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT008 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT008 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT008 [WIT_USKPL_SS001_WT008_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT008 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT008 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT008 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT009 [WIT_USKPL_SS001_WT009_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT009 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT009 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT009 [WIT_USKPL_SS001_WT009_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT009 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT009 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT009 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT010 [WIT_USKPL_SS001_WT010_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT010 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT010 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT010 [WIT_USKPL_SS001_WT010_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT010 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT010 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT010 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT012 [WIT_USKPL_SS001_WT012_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT012 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT012 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT012 [WIT_USKPL_SS001_WT012_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT012 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT012 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT012 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT013 [WIT_USKPL_SS001_WT013_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT013 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT013 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT013 [WIT_USKPL_SS001_WT013_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT013 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT013 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT013 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT014 [WIT_USKPL_SS001_WT014_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT014 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT014 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT014 [WIT_USKPL_SS001_WT014_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT014 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT014 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT014 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT015 [WIT_USKPL_SS001_WT015_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT015 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT015 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT015 [WIT_USKPL_SS001_WT015_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT015 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT015 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT015 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT016 [WIT_USKPL_SS001_WT016_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT016 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT016 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT016 [WIT_USKPL_SS001_WT016_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT016 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT016 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT016 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT017 [WIT_USKPL_SS001_WT017_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT017 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT017 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT017 [WIT_USKPL_SS001_WT017_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT017 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT017 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT017 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT018 [WIT_USKPL_SS001_WT018_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT018 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT018 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT018 [WIT_USKPL_SS001_WT018_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT018 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT018 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT018 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT019 [WIT_USKPL_SS001_WT019_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT019 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT019 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT019 [WIT_USKPL_SS001_WT019_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT019 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT019 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT019 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT020 [WIT_USKPL_SS001_WT020_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT020 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT020 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT020 [WIT_USKPL_SS001_WT020_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT020 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT020 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT020 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT021 [WIT_USKPL_SS001_WT021_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT021 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT021 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT021 [WIT_USKPL_SS001_WT021_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT021 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT021 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT021 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT022 [WIT_USKPL_SS001_WT022_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT022 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT022 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT022 [WIT_USKPL_SS001_WT022_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT022 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT022 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT022 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT023 [WIT_USKPL_SS001_WT023_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT023 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT023 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT023 [WIT_USKPL_SS001_WT023_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT023 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT023 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT023 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT024 [WIT_USKPL_SS001_WT024_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT024 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT024 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT024 [WIT_USKPL_SS001_WT024_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT024 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT024 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT024 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT025 [WIT_USKPL_SS001_WT025_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT025 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT025 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT025 [WIT_USKPL_SS001_WT025_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT025 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT025 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT025 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT026 [WIT_USKPL_SS001_WT026_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT026 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT026 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT026 [WIT_USKPL_SS001_WT026_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT026 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT026 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT026 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT027 [WIT_USKPL_SS001_WT027_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT027 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT027 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT027 [WIT_USKPL_SS001_WT027_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT027 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT027 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT027 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT028 [WIT_USKPL_SS001_WT028_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT028 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT028 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT028 [WIT_USKPL_SS001_WT028_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT028 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT028 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT028 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT030 [WIT_USKPL_SS001_WT030_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT030 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT030 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT030 [WIT_USKPL_SS001_WT030_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT030 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT030 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT030 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT031 [WIT_USKPL_SS001_WT031_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT031 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT031 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT031 [WIT_USKPL_SS001_WT031_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT031 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT031 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT031 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT032 [WIT_USKPL_SS001_WT032_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT032 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT032 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT032 [WIT_USKPL_SS001_WT032_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT032 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT032 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT032 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT033 [WIT_USKPL_SS001_WT033_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT033 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT033 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT033 [WIT_USKPL_SS001_WT033_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT033 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT033 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT033 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT034 [WIT_USKPL_SS001_WT034_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT034 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT034 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT034 [WIT_USKPL_SS001_WT034_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT034 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT034 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT034 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT035 [WIT_USKPL_SS001_WT035_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT035 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT035 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT035 [WIT_USKPL_SS001_WT035_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT035 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT035 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT035 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT036 [WIT_USKPL_SS001_WT036_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT036 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT036 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT036 [WIT_USKPL_SS001_WT036_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT036 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT036 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT036 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT037 [WIT_USKPL_SS001_WT037_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT037 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT037 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT037 [WIT_USKPL_SS001_WT037_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT037 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT037 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT037 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT038 [WIT_USKPL_SS001_WT038_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT038 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT038 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT038 [WIT_USKPL_SS001_WT038_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT038 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT038 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT038 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT039 [WIT_USKPL_SS001_WT039_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT039 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT039 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT039 [WIT_USKPL_SS001_WT039_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT039 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT039 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT039 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT040 [WIT_USKPL_SS001_WT040_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT040 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT040 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT040 [WIT_USKPL_SS001_WT040_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT040 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT040 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT040 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT041 [WIT_USKPL_SS001_WT041_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT041 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT041 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT041 [WIT_USKPL_SS001_WT041_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT041 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT041 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT041 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT042 [WIT_USKPL_SS001_WT042_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT042 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT042 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT042 [WIT_USKPL_SS001_WT042_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT042 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT042 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT042 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT043 [WIT_USKPL_SS001_WT043_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT043 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT043 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT043 [WIT_USKPL_SS001_WT043_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT043 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT043 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT043 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT044 [WIT_USKPL_SS001_WT044_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT044 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT044 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT044 [WIT_USKPL_SS001_WT044_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT044 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT044 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT044 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT045 [WIT_USKPL_SS001_WT045_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT045 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT045 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT045 [WIT_USKPL_SS001_WT045_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT045 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT045 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT045 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT046 [WIT_USKPL_SS001_WT046_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT046 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT046 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT046 [WIT_USKPL_SS001_WT046_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT046 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT046 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT046 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT047 [WIT_USKPL_SS001_WT047_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT047 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT047 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT047 [WIT_USKPL_SS001_WT047_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT047 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT047 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT047 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT048 [WIT_USKPL_SS001_WT048_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT048 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT048 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT048 [WIT_USKPL_SS001_WT048_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT048 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT048 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT048 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT049 [WIT_USKPL_SS001_WT049_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT049 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT049 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT049 [WIT_USKPL_SS001_WT049_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT049 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT049 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT049 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT050 [WIT_USKPL_SS001_WT050_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT050 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT050 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT050 [WIT_USKPL_SS001_WT050_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT050 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT050 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT050 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT051 [WIT_USKPL_SS001_WT051_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT051 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT051 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT051 [WIT_USKPL_SS001_WT051_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT051 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT051 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT051 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT052 [WIT_USKPL_SS001_WT052_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT052 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT052 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT052 [WIT_USKPL_SS001_WT052_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT052 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT052 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT052 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT053 [WIT_USKPL_SS001_WT053_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT053 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT053 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT053 [WIT_USKPL_SS001_WT053_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT053 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT053 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT053 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT054 [WIT_USKPL_SS001_WT054_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT054 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT054 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT054 [WIT_USKPL_SS001_WT054_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT054 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT054 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT054 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT055 [WIT_USKPL_SS001_WT055_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT055 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT055 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT055 [WIT_USKPL_SS001_WT055_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT055 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT055 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT055 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT056 [WIT_USKPL_SS001_WT056_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT056 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT056 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT056 [WIT_USKPL_SS001_WT056_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT056 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT056 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT056 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT057 [WIT_USKPL_SS001_WT057_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT057 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT057 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT057 [WIT_USKPL_SS001_WT057_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT057 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT057 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT057 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT058 [WIT_USKPL_SS001_WT058_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT058 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT058 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT058 [WIT_USKPL_SS001_WT058_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT058 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT058 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT058 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT059 [WIT_USKPL_SS001_WT059_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT059 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT059 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT059 [WIT_USKPL_SS001_WT059_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT059 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT059 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT059 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT060 [WIT_USKPL_SS001_WT060_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT060 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT060 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT060 [WIT_USKPL_SS001_WT060_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT060 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT060 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT060 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT061 [WIT_USKPL_SS001_WT061_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT061 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT061 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT061 [WIT_USKPL_SS001_WT061_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT061 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT061 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT061 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT062 [WIT_USKPL_SS001_WT062_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT062 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT062 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT062 [WIT_USKPL_SS001_WT062_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT062 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT062 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT062 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT063 [WIT_USKPL_SS001_WT063_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT063 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT063 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT063 [WIT_USKPL_SS001_WT063_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT063 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT063 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT063 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT064 [WIT_USKPL_SS001_WT064_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT064 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT064 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT064 [WIT_USKPL_SS001_WT064_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT064 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT064 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT064 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT065 [WIT_USKPL_SS001_WT065_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT065 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT065 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT065 [WIT_USKPL_SS001_WT065_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT065 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT065 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT065 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT066 [WIT_USKPL_SS001_WT066_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT066 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT066 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT066 [WIT_USKPL_SS001_WT066_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT066 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT066 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT066 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT067 [WIT_USKPL_SS001_WT067_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT067 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT067 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT067 [WIT_USKPL_SS001_WT067_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT067 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT067 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT067 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT068 [WIT_USKPL_SS001_WT068_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT068 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT068 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT068 [WIT_USKPL_SS001_WT068_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT068 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT068 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT068 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT069 [WIT_USKPL_SS001_WT069_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT069 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT069 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT069 [WIT_USKPL_SS001_WT069_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT069 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT069 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT069 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT070 [WIT_USKPL_SS001_WT070_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT070 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT070 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT070 [WIT_USKPL_SS001_WT070_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT070 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT070 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT070 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT071 [WIT_USKPL_SS001_WT071_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT071 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT071 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT071 [WIT_USKPL_SS001_WT071_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT071 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT071 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT071 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT072 [WIT_USKPL_SS001_WT072_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT072 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT072 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT072 [WIT_USKPL_SS001_WT072_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT072 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT072 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT072 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT073 [WIT_USKPL_SS001_WT073_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT073 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT073 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT073 [WIT_USKPL_SS001_WT073_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT073 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT073 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT073 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT074 [WIT_USKPL_SS001_WT074_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT074 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT074 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT074 [WIT_USKPL_SS001_WT074_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT074 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT074 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT074 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT075 [WIT_USKPL_SS001_WT075_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT075 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT075 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT075 [WIT_USKPL_SS001_WT075_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT075 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT075 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT075 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT076 [WIT_USKPL_SS001_WT076_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT076 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT076 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT076 [WIT_USKPL_SS001_WT076_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT076 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT076 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT076 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT077 [WIT_USKPL_SS001_WT077_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT077 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT077 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT077 [WIT_USKPL_SS001_WT077_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT077 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT077 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT077 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT078 [WIT_USKPL_SS001_WT078_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT078 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT078 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT078 [WIT_USKPL_SS001_WT078_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT078 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT078 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT078 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT080 [WIT_USKPL_SS001_WT080_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT080 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT080 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT080 [WIT_USKPL_SS001_WT080_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT080 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT080 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT080 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT081 [WIT_USKPL_SS001_WT081_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT081 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT081 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT081 [WIT_USKPL_SS001_WT081_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT081 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT081 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT081 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT082 [WIT_USKPL_SS001_WT082_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT082 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT082 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT082 [WIT_USKPL_SS001_WT082_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT082 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT082 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT082 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT083 [WIT_USKPL_SS001_WT083_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT083 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT083 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT083 [WIT_USKPL_SS001_WT083_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT083 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT083 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT083 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT084 [WIT_USKPL_SS001_WT084_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT084 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT084 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT084 [WIT_USKPL_SS001_WT084_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT084 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT084 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT084 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT085 [WIT_USKPL_SS001_WT085_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT085 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT085 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT085 [WIT_USKPL_SS001_WT085_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT085 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT085 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT085 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT086 [WIT_USKPL_SS001_WT086_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT086 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT086 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT086 [WIT_USKPL_SS001_WT086_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT086 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT086 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT086 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT087 [WIT_USKPL_SS001_WT087_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT087 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT087 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT087 [WIT_USKPL_SS001_WT087_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT087 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT087 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT087 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT088 [WIT_USKPL_SS001_WT088_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT088 Actuator density=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT088 CompInflow OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT088 [WIT_USKPL_SS001_WT088_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat] exists\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT088 WakeMod=0 OK\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT088 AirDens=1.103707, matches incflo.density=1.103707\n", + "[ PASS] Actuator FST:WIT_USKPL_SS001_WT088 WE_RhoAir=1.103707 in DISCON matches AirDens=1.103707 and incflo.density=1.103707\n", + "[ PASS] Sampling probes:Farm_sw1 \n", + "[ PASS] Sampling probes:Farm_hh \n", + "[ PASS] Sampling probes:surface_siteA1 is inside domain\n", + "[ PASS] Sampling probes:surface_siteA5 is inside domain\n", + "[ PASS] Sampling probes:lidar_siteA1 is inside domain\n", + "[ PASS] Sampling probes:lidar_siteC1a is inside domain\n", + "[ PASS] Sampling probes:lidar_siteH is inside domain\n", + "[ PASS] Sampling probes:lidar_siteG is inside domain\n", + "[ PASS] Sampling probes:lidar_siteGC is inside domain\n", + "[ PASS] Sampling probes:surface_siteC1a is inside domain\n", + "[ PASS] Sampling probes:surface_siteG is inside domain\n", + "[ PASS] Sampling probes:surface_siteH is inside domain\n", + "[ PASS] Sampling probes:Farm_E06wake27 \n", + "[ PASS] Sampling probes:Farm_E06wake59 \n", + "[ PASS] Sampling probes:Farm_E06wake90 \n", + "[ PASS] Sampling probes:Farm_E06wake122 \n", + "[ PASS] Sampling probes:Farm_E06wake154 \n", + "[ PASS] Sampling probes:Farm_E06wake217 \n", + "[ PASS] Sampling probes:Farm_E06wake281 \n", + "[ PASS] Sampling probes:Farm_E06wake344 \n", + "[ PASS] Sampling probes:Farm_allhh \n", + "[ PASS] Sampling probes:Farm_hh90 \n", + "[ PASS] Sampling probes:Farm_hh153 \n", + "[ PASS] Sampling probes:Farm_KP500 \n", + "[ PASS] Sampling probes:Farm_KP153 \n", + "[ PASS] Sampling probes:Farm_KP090 \n", + "[ PASS] Sampling probes:Farm_KP026 \n", + "[ PASS] Sampling probes:Farm_KP_sideplane1o \n", + "[ PASS] Sampling probes:Farm_KP_sideplane2o \n", + "[ PASS] Sampling probes:Farm_KP_ioflow1o \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT001_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT002_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT003_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT004_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT005_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT006_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT007_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT008_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT009_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT010_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT012_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT013_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT014_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT015_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT016_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT017_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT018_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT019_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT020_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT021_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT022_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT023_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT024_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT025_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT026_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT027_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT028_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT030_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT031_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT032_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT033_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT034_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT035_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT036_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT037_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT038_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT039_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT040_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT041_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT042_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT043_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT044_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT045_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT046_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT047_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT048_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT049_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT050_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT051_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT052_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT053_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT054_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT055_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT056_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT057_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT058_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT059_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT060_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT061_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT062_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT063_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT064_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT065_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT066_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT067_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT068_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT069_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT070_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT071_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT072_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT073_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT074_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT075_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT076_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT077_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT078_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT080_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT081_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT082_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT083_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT084_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT085_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT086_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT087_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT088_KPturbhh \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT001_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT002_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT003_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT004_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT005_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT006_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT007_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT008_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT009_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT010_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT012_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT013_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT014_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT015_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT016_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT017_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT018_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT019_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT020_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT021_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT022_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT023_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT024_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT025_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT026_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT027_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT028_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT030_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT031_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT032_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT033_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT034_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT035_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT036_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT037_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT038_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT039_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT040_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT041_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT042_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT043_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT044_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT045_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT046_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT047_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT048_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT049_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT050_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT051_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT052_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT053_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT054_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT055_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT056_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT057_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT058_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT059_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT060_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT061_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT062_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT063_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT064_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT065_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT066_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT067_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT068_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT069_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT070_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT071_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT072_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT073_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT074_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT075_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT076_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT077_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT078_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT080_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT081_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT082_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT083_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT084_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT085_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT086_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT087_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT088_KPsw \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT001_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT002_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT003_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT004_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT005_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT006_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT007_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT008_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT009_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT010_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT012_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT013_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT014_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT015_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT016_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT017_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT018_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT019_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT020_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT021_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT022_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT023_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT024_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT025_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT026_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT027_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT028_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT030_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT031_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT032_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT033_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT034_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT035_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT036_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT037_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT038_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT039_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT040_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT041_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT042_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT043_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT044_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT045_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT046_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT047_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT048_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT049_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT050_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT051_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT052_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT053_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT054_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT055_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT056_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT057_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT058_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT059_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT060_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT061_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT062_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT063_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT064_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT065_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT066_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT067_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT068_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT069_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT070_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT071_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT072_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT073_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT074_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT075_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT076_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT077_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT078_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT080_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT081_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT082_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT083_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT084_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT085_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT086_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT087_KProtor \n", + "[ PASS] Sampling probes:WIT_USKPL_SS001_WT088_KProtor \n", + "\n", + "Results: \n", + " 885 PASS\n", + " 0 SKIP\n", + " 0 FAIL\n", + " 0 WARN\n" + ] + } + ], + "source": [ + "v=case.validate();" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "b09c158d-df27-4b42-8e28-8f476df936a0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# --- Simulation time control parameters ---\n", + "time.stop_time = 12600.0 # Max (simulated) time to evolve [s]\n", + "time.max_step = -1 \n", + "time.fixed_dt = 0.1 # Fixed timestep size (in seconds). If negative, then time.cfl is used\n", + "time.checkpoint_interval = 900 \n", + "time.checkpoint_start = 14400 \n", + "incflo.physics = ABL Actuator # List of physics models to include in simulation.\n", + "incflo.verbose = 3 \n", + "io.check_file = chk \n", + "io.restart_file = /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/MMC/MMC_BM3_BigPrecursor/chk14400\n", + "incflo.use_godunov = true \n", + "incflo.godunov_type = weno_z \n", + "turbulence.model = OneEqKsgsM84 \n", + "TKE.source_terms = KsgsM84Src \n", + "nodal_proj.mg_rtol = 1e-06 \n", + "nodal_proj.mg_atol = 1e-12 \n", + "mac_proj.mg_rtol = 1e-06 \n", + "mac_proj.mg_atol = 1e-12 \n", + "diffusion.mg_rtol = 1e-06 \n", + "diffusion.mg_atol = 1e-12 \n", + "temperature_diffusion.mg_rtol = 1e-10 \n", + "temperature_diffusion.mg_atol = 1e-13 \n", + "incflo.do_initial_proj = 0 \n", + "incflo.initial_iterations = 0 \n", + "incflo.gravity = 0.0 0.0 -9.81 # Gravitational acceleration vector (x,y,z) [m/s^2]\n", + "incflo.density = 1.103707 # Fluid density [kg/m^3]\n", + "transport.viscosity = 1.771e-05 # Fluid dynamic viscosity [kg/m-s]\n", + "transport.laminar_prandtl = 0.7 # Laminar prandtl number\n", + "transport.turbulent_prandtl = 0.3333 # Turbulent prandtl number\n", + "\n", + "# --- Geometry and Mesh ---\n", + "geometry.prob_lo = 625500.0 4021200.0 0.0\n", + "geometry.prob_hi = 649500.0 4038800.0 800.0\n", + "amr.n_cell = 2400 1760 80 # Number of cells in x, y, and z directions\n", + "amr.max_level = 2 \n", + "geometry.is_periodic = 0 0 0 \n", + "xlo.type = mass_inflow_outflow \n", + "xlo.density = 1.103707 \n", + "xlo.temperature = 0.0 \n", + "xlo.tke = 0.0 \n", + "xhi.type = mass_inflow_outflow \n", + "xhi.density = 1.103707 \n", + "xhi.temperature = 0.0 \n", + "xhi.tke = 0.0 \n", + "ylo.type = mass_inflow_outflow \n", + "ylo.density = 1.103707 \n", + "ylo.temperature = 0.0 \n", + "ylo.tke = 0.0 \n", + "yhi.type = mass_inflow_outflow \n", + "yhi.density = 1.103707 \n", + "yhi.temperature = 0.0 \n", + "yhi.tke = 0.0 \n", + "zlo.type = wall_model \n", + "zlo.tke_type = zero_gradient \n", + "zhi.type = slip_wall \n", + "zhi.temperature_type = fixed_gradient \n", + "\n", + "# --- ABL parameters ---\n", + "ICNS.source_terms = BoussinesqBuoyancy ActuatorForcing ABLMeanBoussinesq ABLMesoForcingMom\n", + "ABL.stats_output_frequency = 10 \n", + "ABL.stats_output_format = netcdf \n", + "Temperature.source_terms = ABLMesoForcingTemp \n", + "ABLMesoForcingMom.forcing_scheme = direct \n", + "ABLMesoForcingTemp.forcing_scheme = direct \n", + "ABL.tendency_forcing = true \n", + "ABL.mesoscale_forcing = ./tendencyforcing.nc\n", + "ABL.bndry_io_mode = 1 \n", + "ABL.bndry_file = /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/MMC/MMC_BM3_BigPrecursor/bndry_file/\n", + "ABL.bndry_planes = xlo ylo xhi yhi \n", + "ABL.bndry_output_start_time = 7000.0 \n", + "ABL.bndry_var_names = velocity temperature tke\n", + "ABL.bndry_output_format = native \n", + "incflo.velocity = 0.0 0.0 0.0 \n", + "ABLForcing.abl_forcing_height = 150.0 \n", + "ABL.kappa = 0.4 \n", + "ABL.normal_direction = 2 \n", + "ABL.surface_roughness_z0 = 0.0001 \n", + "ABL.reference_temperature = 300.0 \n", + "ABL.surface_temp_rate = 0.0 \n", + "ABL.mo_beta_m = 16.0 # Monin-Obukhov Beta m parameter\n", + "ABL.mo_gamma_m = 5.0 # Monin-Obukhov Gamma m parameter\n", + "ABL.mo_gamma_h = 5.0 # Monin-Obukhov Gamma h parameter\n", + "ABL.random_gauss_mean = 0.0 \n", + "ABL.random_gauss_var = 1.0 \n", + "ABL.wall_shear_stress_type = local \n", + "BoussinesqBuoyancy.reference_temperature = 300.0 \n", + "ABL.temperature_heights = 0.0 10.0 20.0 30.0 40.0 50.0 60.0 70.0 80.0 90.0 100.0 110.0 120.0 130.0 140.0 150.0 160.0 170.0 180.0 190.0 200.0 210.0 220.0 230.0 240.0 250.0 260.0 270.0 280.0 290.0 300.0 310.0 320.0 330.0 340.0 350.0 360.0 370.0 380.0 390.0 400.0 410.0 420.0 430.0 440.0 450.0 460.0 470.0 480.0 490.0 500.0 510.0 520.0 530.0 540.0 550.0 560.0 570.0 580.0 590.0 600.0 610.0 620.0 630.0 640.0 650.0 660.0 670.0 680.0 690.0 700.0 710.0 720.0 730.0 740.0 750.0 760.0 770.0 780.0 790.0 800.0 810.0 820.0 830.0 840.0 850.0 860.0 870.0 880.0 890.0 900.0 910.0 920.0 930.0 940.0 950.0 960.0 970.0 980.0 990.0 1000.0 1010.0 1020.0 1030.0 1040.0 1050.0 1060.0 1070.0 1080.0 1090.0 1100.0 1110.0 1120.0 1130.0 1140.0 1150.0 1160.0 1170.0 1180.0 1190.0 1200.0 1210.0 1220.0 1230.0 1240.0 1250.0 1260.0 1270.0 1280.0 1290.0 1300.0 1310.0 1320.0 1330.0 1340.0 1350.0 1360.0 1370.0 1380.0 1390.0 1400.0 1410.0 1420.0 1430.0 1440.0 1450.0 1460.0 1470.0 1480.0 1490.0 1500.0 1510.0 1520.0 1530.0 1540.0 1550.0 1560.0 1570.0 1580.0 1590.0 1600.0 1610.0 1620.0 1630.0 1640.0 1650.0 1660.0 1670.0 1680.0 1690.0 1700.0 1710.0 1720.0 1730.0 1740.0 1750.0 1760.0 1770.0 1780.0 1790.0 1800.0 1810.0 1820.0 1830.0 1840.0 1850.0 1860.0 1870.0 1880.0 1890.0 1900.0 1910.0 1920.0 1930.0 1940.0 1950.0 1960.0 1970.0 1980.0 1990.0 2000.0 2010.0 2020.0 2030.0 2040.0 2050.0 2060.0 2070.0 2080.0 2090.0 2100.0 2110.0 2120.0 2130.0 2140.0 2150.0 2160.0 2170.0 2180.0 2190.0 2200.0 2210.0 2220.0 2230.0 2240.0 2250.0 2260.0 2270.0 2280.0 2290.0 2300.0 2310.0 2320.0 2330.0 2340.0 2350.0 2360.0 2370.0 2380.0 2390.0 2400.0 2410.0 2420.0 2430.0 2440.0 2450.0 2460.0 2470.0 2480.0 2490.0 2500.0 2510.0 2520.0 2530.0 2540.0 2550.0 2560.0 2570.0 2580.0 2590.0 2600.0 2610.0 2620.0 2630.0 2640.0 2650.0 2660.0 2670.0 2680.0 2690.0 2700.0 2710.0 2720.0 2730.0 2740.0 2750.0 2760.0 2770.0 2780.0 2790.0 2800.0 2810.0 2820.0 2830.0 2840.0 2850.0 2860.0 2870.0 2880.0 2890.0 2900.0 2910.0 2920.0 2930.0 2940.0 2950.0 2960.0 2970.0 2980.0 2990.0 3000.0 3010.0 3020.0 3030.0 3040.0 3050.0 3060.0 3070.0 3080.0 3090.0 3100.0 3110.0 3120.0 3130.0 3140.0 3150.0 3160.0 3170.0 3180.0 3190.0 3200.0 3210.0 3220.0 3230.0 3240.0 3250.0 3260.0 3270.0 3280.0 3290.0 3300.0 3310.0 3320.0 3330.0 3340.0 3350.0 3360.0 3370.0 3380.0 3390.0 3400.0 3410.0 3420.0 3430.0 3440.0 3450.0 3460.0 3470.0 3480.0 3490.0 3500.0 3510.0 3520.0 3530.0 3540.0 3550.0 3560.0 3570.0 3580.0 3590.0 3600.0 3610.0 3620.0 3630.0 3640.0 3650.0 3660.0 3670.0 3680.0 3690.0 3700.0 3710.0 3720.0 3730.0 3740.0 3750.0 3760.0 3770.0 3780.0 3790.0 3800.0 3810.0 3820.0 3830.0 3840.0 3850.0 3860.0 3870.0 3880.0 3890.0 3900.0 3910.0 3920.0 3930.0 3940.0 3950.0 3960.0 3970.0 3980.0 3990.0 4000.0\n", + "ABL.temperature_values = 303.61745471405146 303.868858587108 304.1145462228351 304.3544486987543 304.5875920011584 304.81300715643147 305.02973137144136 305.2368094455341 305.4332955218002 305.6189196574776 305.791520021455 305.9541424129186 306.09700895015317 306.22964852506436 306.3556732505793 306.48015773538464 306.5945960832089 306.69568696584923 306.7913988431376 306.8881139753319 306.9831933764323 307.07792472969277 307.17384305184777 307.26973018398326 307.36889946011377 307.4750465056469 307.58920764546326 307.71211694826206 307.8450013518159 307.9883755069978 308.1458130913051 308.32365502201 308.5284655686835 308.7643868371526 309.03424247116095 309.3414292023855 309.68923271325156 310.0807528872275 310.5193469542744 311.0072053766757 311.54451729950085 312.128962932484 312.75482638263315 313.4132715070998 314.093229892897 314.782036852744 315.46630924381634 316.1331644585193 316.77125789117093 317.3710782404229 317.92544914452264 318.4297620782748 318.88178434958894 319.2813836975001 319.6304905159029 319.9323438232766 320.1910041562701 320.41094448060926 320.5967384305045 320.75281534365206 320.8832852655234 320.9918995820346 321.08200817697093 321.1565503558141 321.2180695947695 321.2687461198826 321.3104336748407 321.34468861069263 321.3728106033952 321.3958805932382 321.41479466971526 321.4302937366957 321.4429884183705 321.45337993291605 321.46188323343864 321.4688396159478 321.4745292753431 321.47918204824276 321.48298633292893 321.4860964732525 321.48863884052713 321.4907168132414 321.4924150726603 321.49380291076267 321.49493700244625 321.4958636942828 321.4966208808754 321.4972395422104 321.4977450026403 321.4981579626232 321.4984953431287 321.498770964935 321.4989961236635 321.49918005141853 321.49933029313974 321.49945301447167 321.4995532535711 321.4996351270294 321.49970199824946 321.49975661429266 321.4998012194146 321.49983764970204 321.4998674042295 321.4998917068733 321.4999115569116 321.4999277703026 321.4999410133614 321.4999518302399 321.4999606653501 321.4999678816658 321.49997377553666 321.4999785888655 321.49998251950063 321.49998572912506 321.49998834984996 321.49999048961377 321.4999922365978 321.4999936628364 321.49999482716913 321.49999577765414 321.4999965535407 321.4999971868815 321.4999977038686 321.4999981258896 321.49999847038 321.499998751576 321.4999989811012 321.4999991684456 321.4999993213573 321.49999944616184 321.49999954802337 321.4999996311577 321.4999996990063 321.4999997543785 321.49999979956766 321.49999983644636 321.499999866543 321.4999998911042 321.4999999111473 321.499999927503 321.49999994084914 321.49999995173926 321.4999999606251 321.49999996787534 321.4999999737909 321.49999997861744 321.49999998255527 321.49999998576806 321.4999999883892 321.4999999905276 321.4999999922722 321.49999999369555 321.4999999948568 321.4999999958041 321.499999996577 321.49999999720757 321.49999999772206 321.4999999981417 321.4999999984841 321.4999999987635 321.49999999899137 321.49999999917725 321.4999999993289 321.4999999994526 321.49999999955355 321.4999999996359 321.49999999970305 321.49999999975785 321.4999999998025 321.49999999983896 321.4999999998687 321.4999999998929 321.4999999999127 321.4999999999288 321.4999999999419 321.49999999995265 321.4999999999614 321.4999999999685 321.49999999997436 321.4999999999791 321.49999999998295 321.49999999998613 321.49999999998863 321.49999999999073 321.49999999999244 321.49999999999386 321.499999999995 321.4999999999959 321.4999999999967 321.49999999999727 321.4999999999978 321.4999999999982 321.4999999999986 321.4999999999988 321.49999999999903 321.4999999999992 321.4999999999994 321.49999999999943 321.4999999999996 321.49999999999966 321.4999999999997 321.4999999999998 321.4999999999998 321.49999999999983 321.4999999999999 321.4999999999999 321.49999999999994 321.49999999999994 321.49999999999994 321.49999999999994 321.5 321.5 321.49999999999994 321.5 321.5 321.5 321.49999999999994 321.5 321.5 321.5 321.5 321.49999999999994 321.49999999999994 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5\n", + "ABLMeanBoussinesq.read_temperature_profile = false \n", + "ABL.perturb_velocity = true \n", + "ABL.perturb_ref_height = 50.0 \n", + "ABL.Uperiods = 4.0 \n", + "ABL.Vperiods = 4.0 \n", + "ABL.deltaU = 1.0 \n", + "ABL.deltaV = 1.0 \n", + "ABL.perturb_temperature = true \n", + "ABL.theta_amplitude = 0.8 \n", + "ABL.cutoff_height = 100.0 \n", + "time.plot_interval = -1 \n", + "io.plot_file = plt \n", + "\n", + "#---- tagging defs ----\n", + "tagging.labels = Farm_level_0_center_643000_4029000_100 Farm_level_0_center_634000_4029000_100 WIT_USKPL_SS001_WT001_level_1_zone WIT_USKPL_SS001_WT002_level_1_zone WIT_USKPL_SS001_WT003_level_1_zone WIT_USKPL_SS001_WT004_level_1_zone WIT_USKPL_SS001_WT005_level_1_zone WIT_USKPL_SS001_WT006_level_1_zone WIT_USKPL_SS001_WT007_level_1_zone WIT_USKPL_SS001_WT008_level_1_zone WIT_USKPL_SS001_WT009_level_1_zone WIT_USKPL_SS001_WT010_level_1_zone WIT_USKPL_SS001_WT012_level_1_zone WIT_USKPL_SS001_WT013_level_1_zone WIT_USKPL_SS001_WT014_level_1_zone WIT_USKPL_SS001_WT015_level_1_zone WIT_USKPL_SS001_WT016_level_1_zone WIT_USKPL_SS001_WT017_level_1_zone WIT_USKPL_SS001_WT018_level_1_zone WIT_USKPL_SS001_WT019_level_1_zone WIT_USKPL_SS001_WT020_level_1_zone WIT_USKPL_SS001_WT021_level_1_zone WIT_USKPL_SS001_WT022_level_1_zone WIT_USKPL_SS001_WT023_level_1_zone WIT_USKPL_SS001_WT024_level_1_zone WIT_USKPL_SS001_WT025_level_1_zone WIT_USKPL_SS001_WT026_level_1_zone WIT_USKPL_SS001_WT027_level_1_zone WIT_USKPL_SS001_WT028_level_1_zone WIT_USKPL_SS001_WT030_level_1_zone WIT_USKPL_SS001_WT031_level_1_zone WIT_USKPL_SS001_WT032_level_1_zone WIT_USKPL_SS001_WT033_level_1_zone WIT_USKPL_SS001_WT034_level_1_zone WIT_USKPL_SS001_WT035_level_1_zone WIT_USKPL_SS001_WT036_level_1_zone WIT_USKPL_SS001_WT037_level_1_zone WIT_USKPL_SS001_WT038_level_1_zone WIT_USKPL_SS001_WT039_level_1_zone WIT_USKPL_SS001_WT040_level_1_zone WIT_USKPL_SS001_WT041_level_1_zone WIT_USKPL_SS001_WT042_level_1_zone WIT_USKPL_SS001_WT043_level_1_zone WIT_USKPL_SS001_WT044_level_1_zone WIT_USKPL_SS001_WT045_level_1_zone WIT_USKPL_SS001_WT046_level_1_zone WIT_USKPL_SS001_WT047_level_1_zone WIT_USKPL_SS001_WT048_level_1_zone WIT_USKPL_SS001_WT049_level_1_zone WIT_USKPL_SS001_WT050_level_1_zone WIT_USKPL_SS001_WT051_level_1_zone WIT_USKPL_SS001_WT052_level_1_zone WIT_USKPL_SS001_WT053_level_1_zone WIT_USKPL_SS001_WT054_level_1_zone WIT_USKPL_SS001_WT055_level_1_zone WIT_USKPL_SS001_WT056_level_1_zone WIT_USKPL_SS001_WT057_level_1_zone WIT_USKPL_SS001_WT058_level_1_zone WIT_USKPL_SS001_WT059_level_1_zone WIT_USKPL_SS001_WT060_level_1_zone WIT_USKPL_SS001_WT061_level_1_zone WIT_USKPL_SS001_WT062_level_1_zone WIT_USKPL_SS001_WT063_level_1_zone WIT_USKPL_SS001_WT064_level_1_zone WIT_USKPL_SS001_WT065_level_1_zone WIT_USKPL_SS001_WT066_level_1_zone WIT_USKPL_SS001_WT067_level_1_zone WIT_USKPL_SS001_WT068_level_1_zone WIT_USKPL_SS001_WT069_level_1_zone WIT_USKPL_SS001_WT070_level_1_zone WIT_USKPL_SS001_WT071_level_1_zone WIT_USKPL_SS001_WT072_level_1_zone WIT_USKPL_SS001_WT073_level_1_zone WIT_USKPL_SS001_WT074_level_1_zone WIT_USKPL_SS001_WT075_level_1_zone WIT_USKPL_SS001_WT076_level_1_zone WIT_USKPL_SS001_WT077_level_1_zone WIT_USKPL_SS001_WT078_level_1_zone WIT_USKPL_SS001_WT080_level_1_zone WIT_USKPL_SS001_WT081_level_1_zone WIT_USKPL_SS001_WT082_level_1_zone WIT_USKPL_SS001_WT083_level_1_zone WIT_USKPL_SS001_WT084_level_1_zone WIT_USKPL_SS001_WT085_level_1_zone WIT_USKPL_SS001_WT086_level_1_zone WIT_USKPL_SS001_WT087_level_1_zone WIT_USKPL_SS001_WT088_level_1_zone\n", + "tagging.Farm_level_0_center_643000_4029000_100.type = GeometryRefinement \n", + "tagging.Farm_level_0_center_643000_4029000_100.shapes = Farm_level_0_center_643000_4029000_100\n", + "tagging.Farm_level_0_center_643000_4029000_100.level = 0 \n", + "tagging.Farm_level_0_center_643000_4029000_100.Farm_level_0_center_643000_4029000_100.type = box \n", + "tagging.Farm_level_0_center_643000_4029000_100.Farm_level_0_center_643000_4029000_100.origin = 647750.0 4024750.0 0.0\n", + "tagging.Farm_level_0_center_643000_4029000_100.Farm_level_0_center_643000_4029000_100.xaxis = 4.745506346695994e-13 7750.0 0.0\n", + "tagging.Farm_level_0_center_643000_4029000_100.Farm_level_0_center_643000_4029000_100.yaxis = -9500.0 5.817072295949928e-13 -0.0\n", + "tagging.Farm_level_0_center_643000_4029000_100.Farm_level_0_center_643000_4029000_100.zaxis = 0.0 0.0 175.0 \n", + "tagging.Farm_level_0_center_634000_4029000_100.type = GeometryRefinement \n", + "tagging.Farm_level_0_center_634000_4029000_100.shapes = Farm_level_0_center_634000_4029000_100\n", + "tagging.Farm_level_0_center_634000_4029000_100.level = 0 \n", + "tagging.Farm_level_0_center_634000_4029000_100.Farm_level_0_center_634000_4029000_100.type = box \n", + "tagging.Farm_level_0_center_634000_4029000_100.Farm_level_0_center_634000_4029000_100.origin = 638750.0 4026300.0 0.0\n", + "tagging.Farm_level_0_center_634000_4029000_100.Farm_level_0_center_634000_4029000_100.xaxis = 4.2250314570583687e-13 6900.0 0.0\n", + "tagging.Farm_level_0_center_634000_4029000_100.Farm_level_0_center_634000_4029000_100.yaxis = -9500.0 5.817072295949928e-13 -0.0\n", + "tagging.Farm_level_0_center_634000_4029000_100.Farm_level_0_center_634000_4029000_100.zaxis = 0.0 0.0 175.0 \n", + "tagging.WIT_USKPL_SS001_WT001_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT001_level_1_zone.shapes = WIT_USKPL_SS001_WT001_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT001_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT001_level_1_zone.WIT_USKPL_SS001_WT001_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT001_level_1_zone.WIT_USKPL_SS001_WT001_level_1_zone.origin = 634291.8924088458 4029629.351572155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT001_level_1_zone.WIT_USKPL_SS001_WT001_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT001_level_1_zone.WIT_USKPL_SS001_WT001_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT001_level_1_zone.WIT_USKPL_SS001_WT001_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT002_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT002_level_1_zone.shapes = WIT_USKPL_SS001_WT002_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT002_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT002_level_1_zone.WIT_USKPL_SS001_WT002_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT002_level_1_zone.WIT_USKPL_SS001_WT002_level_1_zone.origin = 633880.5624438458 4029586.0012071547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT002_level_1_zone.WIT_USKPL_SS001_WT002_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT002_level_1_zone.WIT_USKPL_SS001_WT002_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT002_level_1_zone.WIT_USKPL_SS001_WT002_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT003_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT003_level_1_zone.shapes = WIT_USKPL_SS001_WT003_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT003_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT003_level_1_zone.WIT_USKPL_SS001_WT003_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT003_level_1_zone.WIT_USKPL_SS001_WT003_level_1_zone.origin = 633492.1525108458 4029643.532059155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT003_level_1_zone.WIT_USKPL_SS001_WT003_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT003_level_1_zone.WIT_USKPL_SS001_WT003_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT003_level_1_zone.WIT_USKPL_SS001_WT003_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT004_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT004_level_1_zone.shapes = WIT_USKPL_SS001_WT004_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT004_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT004_level_1_zone.WIT_USKPL_SS001_WT004_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT004_level_1_zone.WIT_USKPL_SS001_WT004_level_1_zone.origin = 632552.8726658458 4029545.461814155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT004_level_1_zone.WIT_USKPL_SS001_WT004_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT004_level_1_zone.WIT_USKPL_SS001_WT004_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT004_level_1_zone.WIT_USKPL_SS001_WT004_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT005_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT005_level_1_zone.shapes = WIT_USKPL_SS001_WT005_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT005_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT005_level_1_zone.WIT_USKPL_SS001_WT005_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT005_level_1_zone.WIT_USKPL_SS001_WT005_level_1_zone.origin = 631075.3522738458 4029620.101957155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT005_level_1_zone.WIT_USKPL_SS001_WT005_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT005_level_1_zone.WIT_USKPL_SS001_WT005_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT005_level_1_zone.WIT_USKPL_SS001_WT005_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT006_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT006_level_1_zone.shapes = WIT_USKPL_SS001_WT006_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT006_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT006_level_1_zone.WIT_USKPL_SS001_WT006_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT006_level_1_zone.WIT_USKPL_SS001_WT006_level_1_zone.origin = 631482.4627048458 4030494.591623155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT006_level_1_zone.WIT_USKPL_SS001_WT006_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT006_level_1_zone.WIT_USKPL_SS001_WT006_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT006_level_1_zone.WIT_USKPL_SS001_WT006_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT007_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT007_level_1_zone.shapes = WIT_USKPL_SS001_WT007_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT007_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT007_level_1_zone.WIT_USKPL_SS001_WT007_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT007_level_1_zone.WIT_USKPL_SS001_WT007_level_1_zone.origin = 631072.6520878458 4030681.0814761547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT007_level_1_zone.WIT_USKPL_SS001_WT007_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT007_level_1_zone.WIT_USKPL_SS001_WT007_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT007_level_1_zone.WIT_USKPL_SS001_WT007_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT008_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT008_level_1_zone.shapes = WIT_USKPL_SS001_WT008_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT008_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT008_level_1_zone.WIT_USKPL_SS001_WT008_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT008_level_1_zone.WIT_USKPL_SS001_WT008_level_1_zone.origin = 630701.1425438458 4030774.851091155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT008_level_1_zone.WIT_USKPL_SS001_WT008_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT008_level_1_zone.WIT_USKPL_SS001_WT008_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT008_level_1_zone.WIT_USKPL_SS001_WT008_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT009_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT009_level_1_zone.shapes = WIT_USKPL_SS001_WT009_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT009_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT009_level_1_zone.WIT_USKPL_SS001_WT009_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT009_level_1_zone.WIT_USKPL_SS001_WT009_level_1_zone.origin = 630319.7627178458 4030817.421520155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT009_level_1_zone.WIT_USKPL_SS001_WT009_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT009_level_1_zone.WIT_USKPL_SS001_WT009_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT009_level_1_zone.WIT_USKPL_SS001_WT009_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT010_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT010_level_1_zone.shapes = WIT_USKPL_SS001_WT010_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT010_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT010_level_1_zone.WIT_USKPL_SS001_WT010_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT010_level_1_zone.WIT_USKPL_SS001_WT010_level_1_zone.origin = 635081.1023958458 4029663.4316111547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT010_level_1_zone.WIT_USKPL_SS001_WT010_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT010_level_1_zone.WIT_USKPL_SS001_WT010_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT010_level_1_zone.WIT_USKPL_SS001_WT010_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT012_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT012_level_1_zone.shapes = WIT_USKPL_SS001_WT012_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT012_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT012_level_1_zone.WIT_USKPL_SS001_WT012_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT012_level_1_zone.WIT_USKPL_SS001_WT012_level_1_zone.origin = 632956.2822518458 4030035.021032155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT012_level_1_zone.WIT_USKPL_SS001_WT012_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT012_level_1_zone.WIT_USKPL_SS001_WT012_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT012_level_1_zone.WIT_USKPL_SS001_WT012_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT013_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT013_level_1_zone.shapes = WIT_USKPL_SS001_WT013_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT013_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT013_level_1_zone.WIT_USKPL_SS001_WT013_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT013_level_1_zone.WIT_USKPL_SS001_WT013_level_1_zone.origin = 633835.0320298459 4030879.041218155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT013_level_1_zone.WIT_USKPL_SS001_WT013_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT013_level_1_zone.WIT_USKPL_SS001_WT013_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT013_level_1_zone.WIT_USKPL_SS001_WT013_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT014_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT014_level_1_zone.shapes = WIT_USKPL_SS001_WT014_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT014_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT014_level_1_zone.WIT_USKPL_SS001_WT014_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT014_level_1_zone.WIT_USKPL_SS001_WT014_level_1_zone.origin = 632636.9223758458 4031002.691181155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT014_level_1_zone.WIT_USKPL_SS001_WT014_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT014_level_1_zone.WIT_USKPL_SS001_WT014_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT014_level_1_zone.WIT_USKPL_SS001_WT014_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT015_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT015_level_1_zone.shapes = WIT_USKPL_SS001_WT015_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT015_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT015_level_1_zone.WIT_USKPL_SS001_WT015_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT015_level_1_zone.WIT_USKPL_SS001_WT015_level_1_zone.origin = 631832.4027448458 4032048.101518155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT015_level_1_zone.WIT_USKPL_SS001_WT015_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT015_level_1_zone.WIT_USKPL_SS001_WT015_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT015_level_1_zone.WIT_USKPL_SS001_WT015_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT016_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT016_level_1_zone.shapes = WIT_USKPL_SS001_WT016_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT016_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT016_level_1_zone.WIT_USKPL_SS001_WT016_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT016_level_1_zone.WIT_USKPL_SS001_WT016_level_1_zone.origin = 632201.3319688458 4032303.521669155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT016_level_1_zone.WIT_USKPL_SS001_WT016_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT016_level_1_zone.WIT_USKPL_SS001_WT016_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT016_level_1_zone.WIT_USKPL_SS001_WT016_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT017_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT017_level_1_zone.shapes = WIT_USKPL_SS001_WT017_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT017_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT017_level_1_zone.WIT_USKPL_SS001_WT017_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT017_level_1_zone.WIT_USKPL_SS001_WT017_level_1_zone.origin = 632547.8327458458 4032574.951600155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT017_level_1_zone.WIT_USKPL_SS001_WT017_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT017_level_1_zone.WIT_USKPL_SS001_WT017_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT017_level_1_zone.WIT_USKPL_SS001_WT017_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT018_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT018_level_1_zone.shapes = WIT_USKPL_SS001_WT018_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT018_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT018_level_1_zone.WIT_USKPL_SS001_WT018_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT018_level_1_zone.WIT_USKPL_SS001_WT018_level_1_zone.origin = 632935.2826138458 4032570.6311981548 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT018_level_1_zone.WIT_USKPL_SS001_WT018_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT018_level_1_zone.WIT_USKPL_SS001_WT018_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT018_level_1_zone.WIT_USKPL_SS001_WT018_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT019_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT019_level_1_zone.shapes = WIT_USKPL_SS001_WT019_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT019_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT019_level_1_zone.WIT_USKPL_SS001_WT019_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT019_level_1_zone.WIT_USKPL_SS001_WT019_level_1_zone.origin = 636264.4726088458 4029678.881692155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT019_level_1_zone.WIT_USKPL_SS001_WT019_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT019_level_1_zone.WIT_USKPL_SS001_WT019_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT019_level_1_zone.WIT_USKPL_SS001_WT019_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT020_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT020_level_1_zone.shapes = WIT_USKPL_SS001_WT020_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT020_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT020_level_1_zone.WIT_USKPL_SS001_WT020_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT020_level_1_zone.WIT_USKPL_SS001_WT020_level_1_zone.origin = 635864.6722748458 4029643.401883155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT020_level_1_zone.WIT_USKPL_SS001_WT020_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT020_level_1_zone.WIT_USKPL_SS001_WT020_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT020_level_1_zone.WIT_USKPL_SS001_WT020_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT021_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT021_level_1_zone.shapes = WIT_USKPL_SS001_WT021_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT021_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT021_level_1_zone.WIT_USKPL_SS001_WT021_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT021_level_1_zone.WIT_USKPL_SS001_WT021_level_1_zone.origin = 635473.6822868459 4029643.331793155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT021_level_1_zone.WIT_USKPL_SS001_WT021_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT021_level_1_zone.WIT_USKPL_SS001_WT021_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT021_level_1_zone.WIT_USKPL_SS001_WT021_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT022_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT022_level_1_zone.shapes = WIT_USKPL_SS001_WT022_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT022_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT022_level_1_zone.WIT_USKPL_SS001_WT022_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT022_level_1_zone.WIT_USKPL_SS001_WT022_level_1_zone.origin = 635912.5126278459 4030934.811827155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT022_level_1_zone.WIT_USKPL_SS001_WT022_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT022_level_1_zone.WIT_USKPL_SS001_WT022_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT022_level_1_zone.WIT_USKPL_SS001_WT022_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT023_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT023_level_1_zone.shapes = WIT_USKPL_SS001_WT023_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT023_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT023_level_1_zone.WIT_USKPL_SS001_WT023_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT023_level_1_zone.WIT_USKPL_SS001_WT023_level_1_zone.origin = 636304.3919948458 4030846.5619641547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT023_level_1_zone.WIT_USKPL_SS001_WT023_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT023_level_1_zone.WIT_USKPL_SS001_WT023_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT023_level_1_zone.WIT_USKPL_SS001_WT023_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT024_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT024_level_1_zone.shapes = WIT_USKPL_SS001_WT024_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT024_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT024_level_1_zone.WIT_USKPL_SS001_WT024_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT024_level_1_zone.WIT_USKPL_SS001_WT024_level_1_zone.origin = 636825.9826618459 4030848.571749155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT024_level_1_zone.WIT_USKPL_SS001_WT024_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT024_level_1_zone.WIT_USKPL_SS001_WT024_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT024_level_1_zone.WIT_USKPL_SS001_WT024_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT025_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT025_level_1_zone.shapes = WIT_USKPL_SS001_WT025_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT025_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT025_level_1_zone.WIT_USKPL_SS001_WT025_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT025_level_1_zone.WIT_USKPL_SS001_WT025_level_1_zone.origin = 637174.8827448458 4031020.571946155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT025_level_1_zone.WIT_USKPL_SS001_WT025_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT025_level_1_zone.WIT_USKPL_SS001_WT025_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT025_level_1_zone.WIT_USKPL_SS001_WT025_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT026_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT026_level_1_zone.shapes = WIT_USKPL_SS001_WT026_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT026_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT026_level_1_zone.WIT_USKPL_SS001_WT026_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT026_level_1_zone.WIT_USKPL_SS001_WT026_level_1_zone.origin = 637502.3222778458 4031293.781917155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT026_level_1_zone.WIT_USKPL_SS001_WT026_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT026_level_1_zone.WIT_USKPL_SS001_WT026_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT026_level_1_zone.WIT_USKPL_SS001_WT026_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT027_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT027_level_1_zone.shapes = WIT_USKPL_SS001_WT027_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT027_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT027_level_1_zone.WIT_USKPL_SS001_WT027_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT027_level_1_zone.WIT_USKPL_SS001_WT027_level_1_zone.origin = 637872.3921368459 4031166.581763155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT027_level_1_zone.WIT_USKPL_SS001_WT027_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT027_level_1_zone.WIT_USKPL_SS001_WT027_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT027_level_1_zone.WIT_USKPL_SS001_WT027_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT028_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT028_level_1_zone.shapes = WIT_USKPL_SS001_WT028_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT028_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT028_level_1_zone.WIT_USKPL_SS001_WT028_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT028_level_1_zone.WIT_USKPL_SS001_WT028_level_1_zone.origin = 638630.6226498458 4030574.241717155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT028_level_1_zone.WIT_USKPL_SS001_WT028_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT028_level_1_zone.WIT_USKPL_SS001_WT028_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT028_level_1_zone.WIT_USKPL_SS001_WT028_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT030_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT030_level_1_zone.shapes = WIT_USKPL_SS001_WT030_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT030_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT030_level_1_zone.WIT_USKPL_SS001_WT030_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT030_level_1_zone.WIT_USKPL_SS001_WT030_level_1_zone.origin = 639414.6026138458 4030507.031871155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT030_level_1_zone.WIT_USKPL_SS001_WT030_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT030_level_1_zone.WIT_USKPL_SS001_WT030_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT030_level_1_zone.WIT_USKPL_SS001_WT030_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT031_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT031_level_1_zone.shapes = WIT_USKPL_SS001_WT031_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT031_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT031_level_1_zone.WIT_USKPL_SS001_WT031_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT031_level_1_zone.WIT_USKPL_SS001_WT031_level_1_zone.origin = 639895.5328098459 4030599.541109155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT031_level_1_zone.WIT_USKPL_SS001_WT031_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT031_level_1_zone.WIT_USKPL_SS001_WT031_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT031_level_1_zone.WIT_USKPL_SS001_WT031_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT032_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT032_level_1_zone.shapes = WIT_USKPL_SS001_WT032_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT032_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT032_level_1_zone.WIT_USKPL_SS001_WT032_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT032_level_1_zone.WIT_USKPL_SS001_WT032_level_1_zone.origin = 640624.4925808458 4030609.071048155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT032_level_1_zone.WIT_USKPL_SS001_WT032_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT032_level_1_zone.WIT_USKPL_SS001_WT032_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT032_level_1_zone.WIT_USKPL_SS001_WT032_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT033_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT033_level_1_zone.shapes = WIT_USKPL_SS001_WT033_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT033_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT033_level_1_zone.WIT_USKPL_SS001_WT033_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT033_level_1_zone.WIT_USKPL_SS001_WT033_level_1_zone.origin = 638513.6326048458 4028620.4210991547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT033_level_1_zone.WIT_USKPL_SS001_WT033_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT033_level_1_zone.WIT_USKPL_SS001_WT033_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT033_level_1_zone.WIT_USKPL_SS001_WT033_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT034_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT034_level_1_zone.shapes = WIT_USKPL_SS001_WT034_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT034_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT034_level_1_zone.WIT_USKPL_SS001_WT034_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT034_level_1_zone.WIT_USKPL_SS001_WT034_level_1_zone.origin = 638915.1322038458 4028629.991344155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT034_level_1_zone.WIT_USKPL_SS001_WT034_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT034_level_1_zone.WIT_USKPL_SS001_WT034_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT034_level_1_zone.WIT_USKPL_SS001_WT034_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT035_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT035_level_1_zone.shapes = WIT_USKPL_SS001_WT035_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT035_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT035_level_1_zone.WIT_USKPL_SS001_WT035_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT035_level_1_zone.WIT_USKPL_SS001_WT035_level_1_zone.origin = 639400.9625428459 4028571.801227155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT035_level_1_zone.WIT_USKPL_SS001_WT035_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT035_level_1_zone.WIT_USKPL_SS001_WT035_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT035_level_1_zone.WIT_USKPL_SS001_WT035_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT036_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT036_level_1_zone.shapes = WIT_USKPL_SS001_WT036_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT036_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT036_level_1_zone.WIT_USKPL_SS001_WT036_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT036_level_1_zone.WIT_USKPL_SS001_WT036_level_1_zone.origin = 641011.6122098458 4030630.591039155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT036_level_1_zone.WIT_USKPL_SS001_WT036_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT036_level_1_zone.WIT_USKPL_SS001_WT036_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT036_level_1_zone.WIT_USKPL_SS001_WT036_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT037_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT037_level_1_zone.shapes = WIT_USKPL_SS001_WT037_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT037_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT037_level_1_zone.WIT_USKPL_SS001_WT037_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT037_level_1_zone.WIT_USKPL_SS001_WT037_level_1_zone.origin = 641414.9921658458 4030602.131561155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT037_level_1_zone.WIT_USKPL_SS001_WT037_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT037_level_1_zone.WIT_USKPL_SS001_WT037_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT037_level_1_zone.WIT_USKPL_SS001_WT037_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT038_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT038_level_1_zone.shapes = WIT_USKPL_SS001_WT038_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT038_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT038_level_1_zone.WIT_USKPL_SS001_WT038_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT038_level_1_zone.WIT_USKPL_SS001_WT038_level_1_zone.origin = 641824.3023748458 4030566.5818381547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT038_level_1_zone.WIT_USKPL_SS001_WT038_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT038_level_1_zone.WIT_USKPL_SS001_WT038_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT038_level_1_zone.WIT_USKPL_SS001_WT038_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT039_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT039_level_1_zone.shapes = WIT_USKPL_SS001_WT039_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT039_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT039_level_1_zone.WIT_USKPL_SS001_WT039_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT039_level_1_zone.WIT_USKPL_SS001_WT039_level_1_zone.origin = 642197.8221618459 4030658.2416711547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT039_level_1_zone.WIT_USKPL_SS001_WT039_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT039_level_1_zone.WIT_USKPL_SS001_WT039_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT039_level_1_zone.WIT_USKPL_SS001_WT039_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT040_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT040_level_1_zone.shapes = WIT_USKPL_SS001_WT040_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT040_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT040_level_1_zone.WIT_USKPL_SS001_WT040_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT040_level_1_zone.WIT_USKPL_SS001_WT040_level_1_zone.origin = 642581.3720568458 4030576.222013155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT040_level_1_zone.WIT_USKPL_SS001_WT040_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT040_level_1_zone.WIT_USKPL_SS001_WT040_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT040_level_1_zone.WIT_USKPL_SS001_WT040_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT041_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT041_level_1_zone.shapes = WIT_USKPL_SS001_WT041_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT041_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT041_level_1_zone.WIT_USKPL_SS001_WT041_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT041_level_1_zone.WIT_USKPL_SS001_WT041_level_1_zone.origin = 643027.8924058458 4030682.331975155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT041_level_1_zone.WIT_USKPL_SS001_WT041_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT041_level_1_zone.WIT_USKPL_SS001_WT041_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT041_level_1_zone.WIT_USKPL_SS001_WT041_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT042_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT042_level_1_zone.shapes = WIT_USKPL_SS001_WT042_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT042_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT042_level_1_zone.WIT_USKPL_SS001_WT042_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT042_level_1_zone.WIT_USKPL_SS001_WT042_level_1_zone.origin = 643451.5519358459 4030687.4020731547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT042_level_1_zone.WIT_USKPL_SS001_WT042_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT042_level_1_zone.WIT_USKPL_SS001_WT042_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT042_level_1_zone.WIT_USKPL_SS001_WT042_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT043_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT043_level_1_zone.shapes = WIT_USKPL_SS001_WT043_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT043_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT043_level_1_zone.WIT_USKPL_SS001_WT043_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT043_level_1_zone.WIT_USKPL_SS001_WT043_level_1_zone.origin = 643818.0519928458 4029832.0416971548 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT043_level_1_zone.WIT_USKPL_SS001_WT043_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT043_level_1_zone.WIT_USKPL_SS001_WT043_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT043_level_1_zone.WIT_USKPL_SS001_WT043_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT044_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT044_level_1_zone.shapes = WIT_USKPL_SS001_WT044_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT044_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT044_level_1_zone.WIT_USKPL_SS001_WT044_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT044_level_1_zone.WIT_USKPL_SS001_WT044_level_1_zone.origin = 644255.1022158458 4029875.221990155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT044_level_1_zone.WIT_USKPL_SS001_WT044_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT044_level_1_zone.WIT_USKPL_SS001_WT044_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT044_level_1_zone.WIT_USKPL_SS001_WT044_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT045_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT045_level_1_zone.shapes = WIT_USKPL_SS001_WT045_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT045_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT045_level_1_zone.WIT_USKPL_SS001_WT045_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT045_level_1_zone.WIT_USKPL_SS001_WT045_level_1_zone.origin = 641760.5823648458 4028602.951623155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT045_level_1_zone.WIT_USKPL_SS001_WT045_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT045_level_1_zone.WIT_USKPL_SS001_WT045_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT045_level_1_zone.WIT_USKPL_SS001_WT045_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT046_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT046_level_1_zone.shapes = WIT_USKPL_SS001_WT046_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT046_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT046_level_1_zone.WIT_USKPL_SS001_WT046_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT046_level_1_zone.WIT_USKPL_SS001_WT046_level_1_zone.origin = 642177.2426638458 4028661.141876155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT046_level_1_zone.WIT_USKPL_SS001_WT046_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT046_level_1_zone.WIT_USKPL_SS001_WT046_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT046_level_1_zone.WIT_USKPL_SS001_WT046_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT047_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT047_level_1_zone.shapes = WIT_USKPL_SS001_WT047_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT047_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT047_level_1_zone.WIT_USKPL_SS001_WT047_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT047_level_1_zone.WIT_USKPL_SS001_WT047_level_1_zone.origin = 642616.2724328458 4028674.832049155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT047_level_1_zone.WIT_USKPL_SS001_WT047_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT047_level_1_zone.WIT_USKPL_SS001_WT047_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT047_level_1_zone.WIT_USKPL_SS001_WT047_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT048_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT048_level_1_zone.shapes = WIT_USKPL_SS001_WT048_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT048_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT048_level_1_zone.WIT_USKPL_SS001_WT048_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT048_level_1_zone.WIT_USKPL_SS001_WT048_level_1_zone.origin = 643052.0424578459 4028680.401357155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT048_level_1_zone.WIT_USKPL_SS001_WT048_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT048_level_1_zone.WIT_USKPL_SS001_WT048_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT048_level_1_zone.WIT_USKPL_SS001_WT048_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT049_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT049_level_1_zone.shapes = WIT_USKPL_SS001_WT049_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT049_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT049_level_1_zone.WIT_USKPL_SS001_WT049_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT049_level_1_zone.WIT_USKPL_SS001_WT049_level_1_zone.origin = 643449.5819978458 4028709.051736155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT049_level_1_zone.WIT_USKPL_SS001_WT049_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT049_level_1_zone.WIT_USKPL_SS001_WT049_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT049_level_1_zone.WIT_USKPL_SS001_WT049_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT050_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT050_level_1_zone.shapes = WIT_USKPL_SS001_WT050_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT050_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT050_level_1_zone.WIT_USKPL_SS001_WT050_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT050_level_1_zone.WIT_USKPL_SS001_WT050_level_1_zone.origin = 645024.1920318458 4028031.2518191547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT050_level_1_zone.WIT_USKPL_SS001_WT050_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT050_level_1_zone.WIT_USKPL_SS001_WT050_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT050_level_1_zone.WIT_USKPL_SS001_WT050_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT051_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT051_level_1_zone.shapes = WIT_USKPL_SS001_WT051_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT051_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT051_level_1_zone.WIT_USKPL_SS001_WT051_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT051_level_1_zone.WIT_USKPL_SS001_WT051_level_1_zone.origin = 645458.9721088458 4028027.432038155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT051_level_1_zone.WIT_USKPL_SS001_WT051_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT051_level_1_zone.WIT_USKPL_SS001_WT051_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT051_level_1_zone.WIT_USKPL_SS001_WT051_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT052_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT052_level_1_zone.shapes = WIT_USKPL_SS001_WT052_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT052_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT052_level_1_zone.WIT_USKPL_SS001_WT052_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT052_level_1_zone.WIT_USKPL_SS001_WT052_level_1_zone.origin = 645894.7326778459 4028005.661756155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT052_level_1_zone.WIT_USKPL_SS001_WT052_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT052_level_1_zone.WIT_USKPL_SS001_WT052_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT052_level_1_zone.WIT_USKPL_SS001_WT052_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT053_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT053_level_1_zone.shapes = WIT_USKPL_SS001_WT053_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT053_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT053_level_1_zone.WIT_USKPL_SS001_WT053_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT053_level_1_zone.WIT_USKPL_SS001_WT053_level_1_zone.origin = 647075.3619298458 4027816.1419541547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT053_level_1_zone.WIT_USKPL_SS001_WT053_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT053_level_1_zone.WIT_USKPL_SS001_WT053_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT053_level_1_zone.WIT_USKPL_SS001_WT053_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT054_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT054_level_1_zone.shapes = WIT_USKPL_SS001_WT054_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT054_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT054_level_1_zone.WIT_USKPL_SS001_WT054_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT054_level_1_zone.WIT_USKPL_SS001_WT054_level_1_zone.origin = 642559.2425198458 4027398.831859155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT054_level_1_zone.WIT_USKPL_SS001_WT054_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT054_level_1_zone.WIT_USKPL_SS001_WT054_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT054_level_1_zone.WIT_USKPL_SS001_WT054_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT055_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT055_level_1_zone.shapes = WIT_USKPL_SS001_WT055_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT055_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT055_level_1_zone.WIT_USKPL_SS001_WT055_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT055_level_1_zone.WIT_USKPL_SS001_WT055_level_1_zone.origin = 643066.6125678458 4027390.9815811547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT055_level_1_zone.WIT_USKPL_SS001_WT055_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT055_level_1_zone.WIT_USKPL_SS001_WT055_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT055_level_1_zone.WIT_USKPL_SS001_WT055_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT056_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT056_level_1_zone.shapes = WIT_USKPL_SS001_WT056_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT056_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT056_level_1_zone.WIT_USKPL_SS001_WT056_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT056_level_1_zone.WIT_USKPL_SS001_WT056_level_1_zone.origin = 643480.9720558458 4027440.521066155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT056_level_1_zone.WIT_USKPL_SS001_WT056_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT056_level_1_zone.WIT_USKPL_SS001_WT056_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT056_level_1_zone.WIT_USKPL_SS001_WT056_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT057_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT057_level_1_zone.shapes = WIT_USKPL_SS001_WT057_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT057_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT057_level_1_zone.WIT_USKPL_SS001_WT057_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT057_level_1_zone.WIT_USKPL_SS001_WT057_level_1_zone.origin = 643884.4627548459 4027473.111102155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT057_level_1_zone.WIT_USKPL_SS001_WT057_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT057_level_1_zone.WIT_USKPL_SS001_WT057_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT057_level_1_zone.WIT_USKPL_SS001_WT057_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT058_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT058_level_1_zone.shapes = WIT_USKPL_SS001_WT058_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT058_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT058_level_1_zone.WIT_USKPL_SS001_WT058_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT058_level_1_zone.WIT_USKPL_SS001_WT058_level_1_zone.origin = 644290.1926488458 4027420.882039155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT058_level_1_zone.WIT_USKPL_SS001_WT058_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT058_level_1_zone.WIT_USKPL_SS001_WT058_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT058_level_1_zone.WIT_USKPL_SS001_WT058_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT059_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT059_level_1_zone.shapes = WIT_USKPL_SS001_WT059_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT059_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT059_level_1_zone.WIT_USKPL_SS001_WT059_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT059_level_1_zone.WIT_USKPL_SS001_WT059_level_1_zone.origin = 644701.6624128458 4027070.691460155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT059_level_1_zone.WIT_USKPL_SS001_WT059_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT059_level_1_zone.WIT_USKPL_SS001_WT059_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT059_level_1_zone.WIT_USKPL_SS001_WT059_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT060_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT060_level_1_zone.shapes = WIT_USKPL_SS001_WT060_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT060_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT060_level_1_zone.WIT_USKPL_SS001_WT060_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT060_level_1_zone.WIT_USKPL_SS001_WT060_level_1_zone.origin = 646347.4726268458 4026311.662147155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT060_level_1_zone.WIT_USKPL_SS001_WT060_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT060_level_1_zone.WIT_USKPL_SS001_WT060_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT060_level_1_zone.WIT_USKPL_SS001_WT060_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT061_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT061_level_1_zone.shapes = WIT_USKPL_SS001_WT061_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT061_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT061_level_1_zone.WIT_USKPL_SS001_WT061_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT061_level_1_zone.WIT_USKPL_SS001_WT061_level_1_zone.origin = 646732.9319868458 4026291.821860155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT061_level_1_zone.WIT_USKPL_SS001_WT061_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT061_level_1_zone.WIT_USKPL_SS001_WT061_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT061_level_1_zone.WIT_USKPL_SS001_WT061_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT062_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT062_level_1_zone.shapes = WIT_USKPL_SS001_WT062_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT062_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT062_level_1_zone.WIT_USKPL_SS001_WT062_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT062_level_1_zone.WIT_USKPL_SS001_WT062_level_1_zone.origin = 647146.7523518458 4026287.791086155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT062_level_1_zone.WIT_USKPL_SS001_WT062_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT062_level_1_zone.WIT_USKPL_SS001_WT062_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT062_level_1_zone.WIT_USKPL_SS001_WT062_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT063_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT063_level_1_zone.shapes = WIT_USKPL_SS001_WT063_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT063_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT063_level_1_zone.WIT_USKPL_SS001_WT063_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT063_level_1_zone.WIT_USKPL_SS001_WT063_level_1_zone.origin = 641504.7920958458 4025548.811407155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT063_level_1_zone.WIT_USKPL_SS001_WT063_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT063_level_1_zone.WIT_USKPL_SS001_WT063_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT063_level_1_zone.WIT_USKPL_SS001_WT063_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT064_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT064_level_1_zone.shapes = WIT_USKPL_SS001_WT064_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT064_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT064_level_1_zone.WIT_USKPL_SS001_WT064_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT064_level_1_zone.WIT_USKPL_SS001_WT064_level_1_zone.origin = 641914.9022908459 4025624.641416155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT064_level_1_zone.WIT_USKPL_SS001_WT064_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT064_level_1_zone.WIT_USKPL_SS001_WT064_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT064_level_1_zone.WIT_USKPL_SS001_WT064_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT065_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT065_level_1_zone.shapes = WIT_USKPL_SS001_WT065_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT065_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT065_level_1_zone.WIT_USKPL_SS001_WT065_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT065_level_1_zone.WIT_USKPL_SS001_WT065_level_1_zone.origin = 642331.4822268458 4025634.5315741547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT065_level_1_zone.WIT_USKPL_SS001_WT065_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT065_level_1_zone.WIT_USKPL_SS001_WT065_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT065_level_1_zone.WIT_USKPL_SS001_WT065_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT066_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT066_level_1_zone.shapes = WIT_USKPL_SS001_WT066_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT066_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT066_level_1_zone.WIT_USKPL_SS001_WT066_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT066_level_1_zone.WIT_USKPL_SS001_WT066_level_1_zone.origin = 642714.6422778458 4025622.951724155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT066_level_1_zone.WIT_USKPL_SS001_WT066_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT066_level_1_zone.WIT_USKPL_SS001_WT066_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT066_level_1_zone.WIT_USKPL_SS001_WT066_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT067_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT067_level_1_zone.shapes = WIT_USKPL_SS001_WT067_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT067_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT067_level_1_zone.WIT_USKPL_SS001_WT067_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT067_level_1_zone.WIT_USKPL_SS001_WT067_level_1_zone.origin = 643150.8828218458 4025545.111209155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT067_level_1_zone.WIT_USKPL_SS001_WT067_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT067_level_1_zone.WIT_USKPL_SS001_WT067_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT067_level_1_zone.WIT_USKPL_SS001_WT067_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT068_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT068_level_1_zone.shapes = WIT_USKPL_SS001_WT068_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT068_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT068_level_1_zone.WIT_USKPL_SS001_WT068_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT068_level_1_zone.WIT_USKPL_SS001_WT068_level_1_zone.origin = 643497.3326328458 4025703.621353155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT068_level_1_zone.WIT_USKPL_SS001_WT068_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT068_level_1_zone.WIT_USKPL_SS001_WT068_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT068_level_1_zone.WIT_USKPL_SS001_WT068_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT069_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT069_level_1_zone.shapes = WIT_USKPL_SS001_WT069_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT069_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT069_level_1_zone.WIT_USKPL_SS001_WT069_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT069_level_1_zone.WIT_USKPL_SS001_WT069_level_1_zone.origin = 643898.5424388458 4025663.841238155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT069_level_1_zone.WIT_USKPL_SS001_WT069_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT069_level_1_zone.WIT_USKPL_SS001_WT069_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT069_level_1_zone.WIT_USKPL_SS001_WT069_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT070_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT070_level_1_zone.shapes = WIT_USKPL_SS001_WT070_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT070_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT070_level_1_zone.WIT_USKPL_SS001_WT070_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT070_level_1_zone.WIT_USKPL_SS001_WT070_level_1_zone.origin = 644327.9527558459 4025619.891539155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT070_level_1_zone.WIT_USKPL_SS001_WT070_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT070_level_1_zone.WIT_USKPL_SS001_WT070_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT070_level_1_zone.WIT_USKPL_SS001_WT070_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT071_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT071_level_1_zone.shapes = WIT_USKPL_SS001_WT071_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT071_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT071_level_1_zone.WIT_USKPL_SS001_WT071_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT071_level_1_zone.WIT_USKPL_SS001_WT071_level_1_zone.origin = 644915.9424628458 4025469.171334155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT071_level_1_zone.WIT_USKPL_SS001_WT071_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT071_level_1_zone.WIT_USKPL_SS001_WT071_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT071_level_1_zone.WIT_USKPL_SS001_WT071_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT072_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT072_level_1_zone.shapes = WIT_USKPL_SS001_WT072_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT072_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT072_level_1_zone.WIT_USKPL_SS001_WT072_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT072_level_1_zone.WIT_USKPL_SS001_WT072_level_1_zone.origin = 637234.9628078458 4028102.6218071547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT072_level_1_zone.WIT_USKPL_SS001_WT072_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT072_level_1_zone.WIT_USKPL_SS001_WT072_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT072_level_1_zone.WIT_USKPL_SS001_WT072_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT073_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT073_level_1_zone.shapes = WIT_USKPL_SS001_WT073_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT073_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT073_level_1_zone.WIT_USKPL_SS001_WT073_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT073_level_1_zone.WIT_USKPL_SS001_WT073_level_1_zone.origin = 637679.7124308458 4027955.671398155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT073_level_1_zone.WIT_USKPL_SS001_WT073_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT073_level_1_zone.WIT_USKPL_SS001_WT073_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT073_level_1_zone.WIT_USKPL_SS001_WT073_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT074_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT074_level_1_zone.shapes = WIT_USKPL_SS001_WT074_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT074_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT074_level_1_zone.WIT_USKPL_SS001_WT074_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT074_level_1_zone.WIT_USKPL_SS001_WT074_level_1_zone.origin = 639038.8921498458 4027350.961193155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT074_level_1_zone.WIT_USKPL_SS001_WT074_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT074_level_1_zone.WIT_USKPL_SS001_WT074_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT074_level_1_zone.WIT_USKPL_SS001_WT074_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT075_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT075_level_1_zone.shapes = WIT_USKPL_SS001_WT075_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT075_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT075_level_1_zone.WIT_USKPL_SS001_WT075_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT075_level_1_zone.WIT_USKPL_SS001_WT075_level_1_zone.origin = 639357.0228148458 4026934.681993155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT075_level_1_zone.WIT_USKPL_SS001_WT075_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT075_level_1_zone.WIT_USKPL_SS001_WT075_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT075_level_1_zone.WIT_USKPL_SS001_WT075_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT076_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT076_level_1_zone.shapes = WIT_USKPL_SS001_WT076_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT076_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT076_level_1_zone.WIT_USKPL_SS001_WT076_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT076_level_1_zone.WIT_USKPL_SS001_WT076_level_1_zone.origin = 640277.0522568459 4027337.681053155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT076_level_1_zone.WIT_USKPL_SS001_WT076_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT076_level_1_zone.WIT_USKPL_SS001_WT076_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT076_level_1_zone.WIT_USKPL_SS001_WT076_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT077_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT077_level_1_zone.shapes = WIT_USKPL_SS001_WT077_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT077_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT077_level_1_zone.WIT_USKPL_SS001_WT077_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT077_level_1_zone.WIT_USKPL_SS001_WT077_level_1_zone.origin = 640626.3328158458 4027773.041589155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT077_level_1_zone.WIT_USKPL_SS001_WT077_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT077_level_1_zone.WIT_USKPL_SS001_WT077_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT077_level_1_zone.WIT_USKPL_SS001_WT077_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT078_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT078_level_1_zone.shapes = WIT_USKPL_SS001_WT078_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT078_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT078_level_1_zone.WIT_USKPL_SS001_WT078_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT078_level_1_zone.WIT_USKPL_SS001_WT078_level_1_zone.origin = 641034.4727898458 4028080.591412155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT078_level_1_zone.WIT_USKPL_SS001_WT078_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT078_level_1_zone.WIT_USKPL_SS001_WT078_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT078_level_1_zone.WIT_USKPL_SS001_WT078_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT080_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT080_level_1_zone.shapes = WIT_USKPL_SS001_WT080_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT080_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT080_level_1_zone.WIT_USKPL_SS001_WT080_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT080_level_1_zone.WIT_USKPL_SS001_WT080_level_1_zone.origin = 636820.4020528458 4027911.741366155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT080_level_1_zone.WIT_USKPL_SS001_WT080_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT080_level_1_zone.WIT_USKPL_SS001_WT080_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT080_level_1_zone.WIT_USKPL_SS001_WT080_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT081_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT081_level_1_zone.shapes = WIT_USKPL_SS001_WT081_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT081_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT081_level_1_zone.WIT_USKPL_SS001_WT081_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT081_level_1_zone.WIT_USKPL_SS001_WT081_level_1_zone.origin = 636335.9127828458 4027698.251620155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT081_level_1_zone.WIT_USKPL_SS001_WT081_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT081_level_1_zone.WIT_USKPL_SS001_WT081_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT081_level_1_zone.WIT_USKPL_SS001_WT081_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT082_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT082_level_1_zone.shapes = WIT_USKPL_SS001_WT082_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT082_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT082_level_1_zone.WIT_USKPL_SS001_WT082_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT082_level_1_zone.WIT_USKPL_SS001_WT082_level_1_zone.origin = 635948.3123408458 4027731.231462155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT082_level_1_zone.WIT_USKPL_SS001_WT082_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT082_level_1_zone.WIT_USKPL_SS001_WT082_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT082_level_1_zone.WIT_USKPL_SS001_WT082_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT083_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT083_level_1_zone.shapes = WIT_USKPL_SS001_WT083_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT083_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT083_level_1_zone.WIT_USKPL_SS001_WT083_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT083_level_1_zone.WIT_USKPL_SS001_WT083_level_1_zone.origin = 635551.5226078458 4027673.451196155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT083_level_1_zone.WIT_USKPL_SS001_WT083_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT083_level_1_zone.WIT_USKPL_SS001_WT083_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT083_level_1_zone.WIT_USKPL_SS001_WT083_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT084_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT084_level_1_zone.shapes = WIT_USKPL_SS001_WT084_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT084_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT084_level_1_zone.WIT_USKPL_SS001_WT084_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT084_level_1_zone.WIT_USKPL_SS001_WT084_level_1_zone.origin = 635159.0721008459 4027640.6320481547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT084_level_1_zone.WIT_USKPL_SS001_WT084_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT084_level_1_zone.WIT_USKPL_SS001_WT084_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT084_level_1_zone.WIT_USKPL_SS001_WT084_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT085_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT085_level_1_zone.shapes = WIT_USKPL_SS001_WT085_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT085_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT085_level_1_zone.WIT_USKPL_SS001_WT085_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT085_level_1_zone.WIT_USKPL_SS001_WT085_level_1_zone.origin = 634659.1020908458 4027987.3215061547 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT085_level_1_zone.WIT_USKPL_SS001_WT085_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT085_level_1_zone.WIT_USKPL_SS001_WT085_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT085_level_1_zone.WIT_USKPL_SS001_WT085_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT086_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT086_level_1_zone.shapes = WIT_USKPL_SS001_WT086_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT086_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT086_level_1_zone.WIT_USKPL_SS001_WT086_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT086_level_1_zone.WIT_USKPL_SS001_WT086_level_1_zone.origin = 634274.7924578459 4027912.850993155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT086_level_1_zone.WIT_USKPL_SS001_WT086_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT086_level_1_zone.WIT_USKPL_SS001_WT086_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT086_level_1_zone.WIT_USKPL_SS001_WT086_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT087_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT087_level_1_zone.shapes = WIT_USKPL_SS001_WT087_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT087_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT087_level_1_zone.WIT_USKPL_SS001_WT087_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT087_level_1_zone.WIT_USKPL_SS001_WT087_level_1_zone.origin = 633962.7325568459 4027680.102029155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT087_level_1_zone.WIT_USKPL_SS001_WT087_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT087_level_1_zone.WIT_USKPL_SS001_WT087_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT087_level_1_zone.WIT_USKPL_SS001_WT087_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "tagging.WIT_USKPL_SS001_WT088_level_1_zone.type = GeometryRefinement \n", + "tagging.WIT_USKPL_SS001_WT088_level_1_zone.shapes = WIT_USKPL_SS001_WT088_level_1_zone\n", + "tagging.WIT_USKPL_SS001_WT088_level_1_zone.level = 1 \n", + "tagging.WIT_USKPL_SS001_WT088_level_1_zone.WIT_USKPL_SS001_WT088_level_1_zone.type = box \n", + "tagging.WIT_USKPL_SS001_WT088_level_1_zone.WIT_USKPL_SS001_WT088_level_1_zone.origin = 633571.2025338458 4027614.881468155 23.325000000000003\n", + "tagging.WIT_USKPL_SS001_WT088_level_1_zone.WIT_USKPL_SS001_WT088_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0\n", + "tagging.WIT_USKPL_SS001_WT088_level_1_zone.WIT_USKPL_SS001_WT088_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0\n", + "tagging.WIT_USKPL_SS001_WT088_level_1_zone.WIT_USKPL_SS001_WT088_level_1_zone.zaxis = 0.0 0.0 133.35 \n", + "\n", + "#---- actuator defs ----\n", + "Actuator.labels = WIT_USKPL_SS001_WT001 WIT_USKPL_SS001_WT002 WIT_USKPL_SS001_WT003 WIT_USKPL_SS001_WT004 WIT_USKPL_SS001_WT005 WIT_USKPL_SS001_WT006 WIT_USKPL_SS001_WT007 WIT_USKPL_SS001_WT008 WIT_USKPL_SS001_WT009 WIT_USKPL_SS001_WT010 WIT_USKPL_SS001_WT012 WIT_USKPL_SS001_WT013 WIT_USKPL_SS001_WT014 WIT_USKPL_SS001_WT015 WIT_USKPL_SS001_WT016 WIT_USKPL_SS001_WT017 WIT_USKPL_SS001_WT018 WIT_USKPL_SS001_WT019 WIT_USKPL_SS001_WT020 WIT_USKPL_SS001_WT021 WIT_USKPL_SS001_WT022 WIT_USKPL_SS001_WT023 WIT_USKPL_SS001_WT024 WIT_USKPL_SS001_WT025 WIT_USKPL_SS001_WT026 WIT_USKPL_SS001_WT027 WIT_USKPL_SS001_WT028 WIT_USKPL_SS001_WT030 WIT_USKPL_SS001_WT031 WIT_USKPL_SS001_WT032 WIT_USKPL_SS001_WT033 WIT_USKPL_SS001_WT034 WIT_USKPL_SS001_WT035 WIT_USKPL_SS001_WT036 WIT_USKPL_SS001_WT037 WIT_USKPL_SS001_WT038 WIT_USKPL_SS001_WT039 WIT_USKPL_SS001_WT040 WIT_USKPL_SS001_WT041 WIT_USKPL_SS001_WT042 WIT_USKPL_SS001_WT043 WIT_USKPL_SS001_WT044 WIT_USKPL_SS001_WT045 WIT_USKPL_SS001_WT046 WIT_USKPL_SS001_WT047 WIT_USKPL_SS001_WT048 WIT_USKPL_SS001_WT049 WIT_USKPL_SS001_WT050 WIT_USKPL_SS001_WT051 WIT_USKPL_SS001_WT052 WIT_USKPL_SS001_WT053 WIT_USKPL_SS001_WT054 WIT_USKPL_SS001_WT055 WIT_USKPL_SS001_WT056 WIT_USKPL_SS001_WT057 WIT_USKPL_SS001_WT058 WIT_USKPL_SS001_WT059 WIT_USKPL_SS001_WT060 WIT_USKPL_SS001_WT061 WIT_USKPL_SS001_WT062 WIT_USKPL_SS001_WT063 WIT_USKPL_SS001_WT064 WIT_USKPL_SS001_WT065 WIT_USKPL_SS001_WT066 WIT_USKPL_SS001_WT067 WIT_USKPL_SS001_WT068 WIT_USKPL_SS001_WT069 WIT_USKPL_SS001_WT070 WIT_USKPL_SS001_WT071 WIT_USKPL_SS001_WT072 WIT_USKPL_SS001_WT073 WIT_USKPL_SS001_WT074 WIT_USKPL_SS001_WT075 WIT_USKPL_SS001_WT076 WIT_USKPL_SS001_WT077 WIT_USKPL_SS001_WT078 WIT_USKPL_SS001_WT080 WIT_USKPL_SS001_WT081 WIT_USKPL_SS001_WT082 WIT_USKPL_SS001_WT083 WIT_USKPL_SS001_WT084 WIT_USKPL_SS001_WT085 WIT_USKPL_SS001_WT086 WIT_USKPL_SS001_WT087 WIT_USKPL_SS001_WT088\n", + "Actuator.WIT_USKPL_SS001_WT001.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT001.openfast_input_file = WIT_USKPL_SS001_WT001_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT001.base_position = 634190.790027 4029666.65021 0.0\n", + "Actuator.WIT_USKPL_SS001_WT001.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT001.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT001.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT001.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT001.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT001.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT001.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT001.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT001.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT001.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT001.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT001.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT001.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT001.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT001.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT001.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT001.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT002.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT002.openfast_input_file = WIT_USKPL_SS001_WT002_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT002.base_position = 633779.460062 4029623.299845 0.0\n", + "Actuator.WIT_USKPL_SS001_WT002.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT002.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT002.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT002.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT002.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT002.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT002.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT002.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT002.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT002.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT002.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT002.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT002.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT002.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT002.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT002.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT002.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT003.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT003.openfast_input_file = WIT_USKPL_SS001_WT003_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT003.base_position = 633391.050129 4029680.830697 0.0\n", + "Actuator.WIT_USKPL_SS001_WT003.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT003.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT003.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT003.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT003.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT003.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT003.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT003.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT003.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT003.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT003.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT003.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT003.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT003.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT003.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT003.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT003.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT004.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT004.openfast_input_file = WIT_USKPL_SS001_WT004_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT004.base_position = 632451.770284 4029582.760452 0.0\n", + "Actuator.WIT_USKPL_SS001_WT004.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT004.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT004.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT004.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT004.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT004.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT004.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT004.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT004.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT004.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT004.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT004.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT004.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT004.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT004.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT004.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT004.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT005.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT005.openfast_input_file = WIT_USKPL_SS001_WT005_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT005.base_position = 630974.249892 4029657.400595 0.0\n", + "Actuator.WIT_USKPL_SS001_WT005.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT005.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT005.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT005.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT005.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT005.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT005.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT005.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT005.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT005.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT005.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT005.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT005.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT005.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT005.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT005.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT005.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT006.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT006.openfast_input_file = WIT_USKPL_SS001_WT006_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT006.base_position = 631381.360323 4030531.890261 0.0\n", + "Actuator.WIT_USKPL_SS001_WT006.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT006.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT006.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT006.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT006.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT006.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT006.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT006.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT006.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT006.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT006.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT006.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT006.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT006.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT006.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT006.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT006.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT007.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT007.openfast_input_file = WIT_USKPL_SS001_WT007_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT007.base_position = 630971.549706 4030718.380114 0.0\n", + "Actuator.WIT_USKPL_SS001_WT007.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT007.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT007.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT007.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT007.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT007.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT007.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT007.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT007.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT007.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT007.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT007.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT007.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT007.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT007.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT007.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT007.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT008.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT008.openfast_input_file = WIT_USKPL_SS001_WT008_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT008.base_position = 630600.040162 4030812.149729 0.0\n", + "Actuator.WIT_USKPL_SS001_WT008.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT008.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT008.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT008.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT008.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT008.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT008.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT008.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT008.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT008.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT008.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT008.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT008.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT008.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT008.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT008.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT008.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT009.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT009.openfast_input_file = WIT_USKPL_SS001_WT009_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT009.base_position = 630218.660336 4030854.720158 0.0\n", + "Actuator.WIT_USKPL_SS001_WT009.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT009.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT009.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT009.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT009.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT009.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT009.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT009.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT009.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT009.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT009.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT009.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT009.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT009.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT009.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT009.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT009.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT010.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT010.openfast_input_file = WIT_USKPL_SS001_WT010_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT010.base_position = 634980.000014 4029700.730249 0.0\n", + "Actuator.WIT_USKPL_SS001_WT010.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT010.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT010.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT010.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT010.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT010.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT010.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT010.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT010.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT010.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT010.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT010.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT010.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT010.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT010.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT010.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT010.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT012.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT012.openfast_input_file = WIT_USKPL_SS001_WT012_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT012.base_position = 632855.17987 4030072.31967 0.0\n", + "Actuator.WIT_USKPL_SS001_WT012.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT012.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT012.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT012.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT012.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT012.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT012.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT012.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT012.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT012.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT012.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT012.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT012.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT012.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT012.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT012.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT012.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT013.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT013.openfast_input_file = WIT_USKPL_SS001_WT013_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT013.base_position = 633733.929648 4030916.339856 0.0\n", + "Actuator.WIT_USKPL_SS001_WT013.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT013.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT013.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT013.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT013.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT013.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT013.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT013.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT013.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT013.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT013.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT013.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT013.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT013.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT013.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT013.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT013.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT014.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT014.openfast_input_file = WIT_USKPL_SS001_WT014_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT014.base_position = 632535.819994 4031039.989819 0.0\n", + "Actuator.WIT_USKPL_SS001_WT014.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT014.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT014.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT014.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT014.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT014.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT014.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT014.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT014.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT014.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT014.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT014.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT014.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT014.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT014.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT014.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT014.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT015.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT015.openfast_input_file = WIT_USKPL_SS001_WT015_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT015.base_position = 631731.300363 4032085.400156 0.0\n", + "Actuator.WIT_USKPL_SS001_WT015.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT015.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT015.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT015.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT015.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT015.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT015.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT015.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT015.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT015.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT015.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT015.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT015.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT015.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT015.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT015.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT015.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT016.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT016.openfast_input_file = WIT_USKPL_SS001_WT016_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT016.base_position = 632100.229587 4032340.820307 0.0\n", + "Actuator.WIT_USKPL_SS001_WT016.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT016.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT016.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT016.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT016.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT016.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT016.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT016.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT016.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT016.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT016.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT016.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT016.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT016.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT016.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT016.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT016.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT017.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT017.openfast_input_file = WIT_USKPL_SS001_WT017_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT017.base_position = 632446.730364 4032612.250238 0.0\n", + "Actuator.WIT_USKPL_SS001_WT017.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT017.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT017.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT017.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT017.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT017.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT017.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT017.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT017.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT017.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT017.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT017.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT017.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT017.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT017.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT017.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT017.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT018.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT018.openfast_input_file = WIT_USKPL_SS001_WT018_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT018.base_position = 632834.180232 4032607.929836 0.0\n", + "Actuator.WIT_USKPL_SS001_WT018.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT018.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT018.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT018.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT018.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT018.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT018.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT018.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT018.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT018.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT018.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT018.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT018.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT018.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT018.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT018.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT018.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT019.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT019.openfast_input_file = WIT_USKPL_SS001_WT019_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT019.base_position = 636163.370227 4029716.18033 0.0\n", + "Actuator.WIT_USKPL_SS001_WT019.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT019.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT019.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT019.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT019.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT019.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT019.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT019.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT019.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT019.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT019.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT019.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT019.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT019.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT019.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT019.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT019.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT020.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT020.openfast_input_file = WIT_USKPL_SS001_WT020_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT020.base_position = 635763.569893 4029680.700521 0.0\n", + "Actuator.WIT_USKPL_SS001_WT020.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT020.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT020.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT020.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT020.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT020.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT020.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT020.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT020.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT020.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT020.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT020.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT020.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT020.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT020.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT020.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT020.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT021.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT021.openfast_input_file = WIT_USKPL_SS001_WT021_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT021.base_position = 635372.579905 4029680.630431 0.0\n", + "Actuator.WIT_USKPL_SS001_WT021.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT021.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT021.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT021.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT021.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT021.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT021.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT021.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT021.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT021.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT021.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT021.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT021.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT021.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT021.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT021.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT021.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT022.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT022.openfast_input_file = WIT_USKPL_SS001_WT022_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT022.base_position = 635811.410246 4030972.110465 0.0\n", + "Actuator.WIT_USKPL_SS001_WT022.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT022.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT022.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT022.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT022.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT022.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT022.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT022.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT022.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT022.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT022.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT022.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT022.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT022.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT022.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT022.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT022.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT023.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT023.openfast_input_file = WIT_USKPL_SS001_WT023_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT023.base_position = 636203.289613 4030883.860602 0.0\n", + "Actuator.WIT_USKPL_SS001_WT023.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT023.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT023.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT023.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT023.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT023.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT023.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT023.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT023.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT023.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT023.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT023.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT023.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT023.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT023.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT023.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT023.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT024.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT024.openfast_input_file = WIT_USKPL_SS001_WT024_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT024.base_position = 636724.88028 4030885.870387 0.0\n", + "Actuator.WIT_USKPL_SS001_WT024.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT024.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT024.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT024.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT024.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT024.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT024.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT024.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT024.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT024.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT024.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT024.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT024.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT024.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT024.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT024.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT024.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT025.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT025.openfast_input_file = WIT_USKPL_SS001_WT025_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT025.base_position = 637073.780363 4031057.870584 0.0\n", + "Actuator.WIT_USKPL_SS001_WT025.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT025.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT025.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT025.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT025.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT025.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT025.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT025.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT025.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT025.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT025.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT025.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT025.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT025.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT025.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT025.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT025.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT026.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT026.openfast_input_file = WIT_USKPL_SS001_WT026_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT026.base_position = 637401.219896 4031331.080555 0.0\n", + "Actuator.WIT_USKPL_SS001_WT026.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT026.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT026.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT026.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT026.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT026.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT026.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT026.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT026.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT026.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT026.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT026.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT026.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT026.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT026.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT026.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT026.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT027.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT027.openfast_input_file = WIT_USKPL_SS001_WT027_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT027.base_position = 637771.289755 4031203.880401 0.0\n", + "Actuator.WIT_USKPL_SS001_WT027.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT027.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT027.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT027.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT027.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT027.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT027.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT027.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT027.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT027.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT027.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT027.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT027.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT027.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT027.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT027.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT027.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT028.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT028.openfast_input_file = WIT_USKPL_SS001_WT028_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT028.base_position = 638529.520268 4030611.540355 0.0\n", + "Actuator.WIT_USKPL_SS001_WT028.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT028.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT028.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT028.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT028.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT028.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT028.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT028.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT028.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT028.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT028.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT028.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT028.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT028.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT028.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT028.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT028.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT030.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT030.openfast_input_file = WIT_USKPL_SS001_WT030_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT030.base_position = 639313.500232 4030544.330509 0.0\n", + "Actuator.WIT_USKPL_SS001_WT030.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT030.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT030.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT030.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT030.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT030.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT030.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT030.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT030.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT030.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT030.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT030.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT030.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT030.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT030.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT030.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT030.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT031.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT031.openfast_input_file = WIT_USKPL_SS001_WT031_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT031.base_position = 639794.430428 4030636.839747 0.0\n", + "Actuator.WIT_USKPL_SS001_WT031.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT031.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT031.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT031.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT031.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT031.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT031.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT031.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT031.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT031.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT031.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT031.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT031.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT031.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT031.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT031.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT031.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT032.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT032.openfast_input_file = WIT_USKPL_SS001_WT032_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT032.base_position = 640523.390199 4030646.369686 0.0\n", + "Actuator.WIT_USKPL_SS001_WT032.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT032.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT032.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT032.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT032.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT032.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT032.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT032.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT032.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT032.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT032.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT032.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT032.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT032.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT032.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT032.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT032.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT033.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT033.openfast_input_file = WIT_USKPL_SS001_WT033_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT033.base_position = 638412.530223 4028657.719737 0.0\n", + "Actuator.WIT_USKPL_SS001_WT033.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT033.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT033.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT033.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT033.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT033.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT033.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT033.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT033.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT033.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT033.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT033.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT033.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT033.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT033.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT033.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT033.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT034.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT034.openfast_input_file = WIT_USKPL_SS001_WT034_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT034.base_position = 638814.029822 4028667.289982 0.0\n", + "Actuator.WIT_USKPL_SS001_WT034.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT034.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT034.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT034.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT034.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT034.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT034.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT034.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT034.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT034.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT034.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT034.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT034.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT034.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT034.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT034.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT034.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT035.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT035.openfast_input_file = WIT_USKPL_SS001_WT035_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT035.base_position = 639299.860161 4028609.099865 0.0\n", + "Actuator.WIT_USKPL_SS001_WT035.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT035.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT035.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT035.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT035.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT035.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT035.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT035.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT035.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT035.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT035.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT035.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT035.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT035.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT035.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT035.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT035.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT036.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT036.openfast_input_file = WIT_USKPL_SS001_WT036_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT036.base_position = 640910.509828 4030667.889677 0.0\n", + "Actuator.WIT_USKPL_SS001_WT036.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT036.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT036.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT036.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT036.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT036.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT036.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT036.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT036.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT036.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT036.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT036.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT036.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT036.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT036.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT036.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT036.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT037.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT037.openfast_input_file = WIT_USKPL_SS001_WT037_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT037.base_position = 641313.889784 4030639.430199 0.0\n", + "Actuator.WIT_USKPL_SS001_WT037.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT037.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT037.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT037.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT037.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT037.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT037.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT037.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT037.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT037.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT037.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT037.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT037.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT037.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT037.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT037.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT037.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT038.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT038.openfast_input_file = WIT_USKPL_SS001_WT038_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT038.base_position = 641723.199993 4030603.880476 0.0\n", + "Actuator.WIT_USKPL_SS001_WT038.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT038.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT038.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT038.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT038.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT038.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT038.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT038.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT038.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT038.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT038.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT038.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT038.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT038.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT038.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT038.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT038.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT039.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT039.openfast_input_file = WIT_USKPL_SS001_WT039_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT039.base_position = 642096.71978 4030695.540309 0.0\n", + "Actuator.WIT_USKPL_SS001_WT039.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT039.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT039.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT039.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT039.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT039.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT039.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT039.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT039.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT039.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT039.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT039.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT039.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT039.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT039.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT039.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT039.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT040.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT040.openfast_input_file = WIT_USKPL_SS001_WT040_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT040.base_position = 642480.269675 4030613.520651 0.0\n", + "Actuator.WIT_USKPL_SS001_WT040.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT040.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT040.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT040.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT040.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT040.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT040.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT040.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT040.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT040.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT040.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT040.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT040.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT040.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT040.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT040.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT040.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT041.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT041.openfast_input_file = WIT_USKPL_SS001_WT041_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT041.base_position = 642926.790024 4030719.630613 0.0\n", + "Actuator.WIT_USKPL_SS001_WT041.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT041.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT041.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT041.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT041.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT041.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT041.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT041.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT041.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT041.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT041.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT041.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT041.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT041.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT041.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT041.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT041.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT042.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT042.openfast_input_file = WIT_USKPL_SS001_WT042_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT042.base_position = 643350.449554 4030724.700711 0.0\n", + "Actuator.WIT_USKPL_SS001_WT042.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT042.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT042.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT042.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT042.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT042.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT042.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT042.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT042.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT042.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT042.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT042.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT042.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT042.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT042.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT042.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT042.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT043.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT043.openfast_input_file = WIT_USKPL_SS001_WT043_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT043.base_position = 643716.949611 4029869.340335 0.0\n", + "Actuator.WIT_USKPL_SS001_WT043.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT043.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT043.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT043.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT043.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT043.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT043.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT043.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT043.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT043.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT043.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT043.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT043.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT043.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT043.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT043.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT043.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT044.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT044.openfast_input_file = WIT_USKPL_SS001_WT044_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT044.base_position = 644153.999834 4029912.520628 0.0\n", + "Actuator.WIT_USKPL_SS001_WT044.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT044.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT044.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT044.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT044.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT044.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT044.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT044.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT044.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT044.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT044.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT044.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT044.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT044.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT044.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT044.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT044.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT045.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT045.openfast_input_file = WIT_USKPL_SS001_WT045_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT045.base_position = 641659.479983 4028640.250261 0.0\n", + "Actuator.WIT_USKPL_SS001_WT045.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT045.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT045.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT045.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT045.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT045.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT045.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT045.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT045.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT045.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT045.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT045.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT045.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT045.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT045.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT045.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT045.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT046.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT046.openfast_input_file = WIT_USKPL_SS001_WT046_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT046.base_position = 642076.140282 4028698.440514 0.0\n", + "Actuator.WIT_USKPL_SS001_WT046.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT046.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT046.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT046.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT046.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT046.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT046.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT046.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT046.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT046.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT046.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT046.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT046.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT046.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT046.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT046.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT046.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT047.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT047.openfast_input_file = WIT_USKPL_SS001_WT047_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT047.base_position = 642515.170051 4028712.130687 0.0\n", + "Actuator.WIT_USKPL_SS001_WT047.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT047.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT047.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT047.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT047.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT047.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT047.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT047.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT047.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT047.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT047.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT047.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT047.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT047.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT047.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT047.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT047.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT048.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT048.openfast_input_file = WIT_USKPL_SS001_WT048_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT048.base_position = 642950.940076 4028717.699995 0.0\n", + "Actuator.WIT_USKPL_SS001_WT048.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT048.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT048.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT048.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT048.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT048.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT048.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT048.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT048.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT048.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT048.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT048.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT048.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT048.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT048.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT048.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT048.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT049.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT049.openfast_input_file = WIT_USKPL_SS001_WT049_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT049.base_position = 643348.479616 4028746.350374 0.0\n", + "Actuator.WIT_USKPL_SS001_WT049.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT049.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT049.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT049.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT049.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT049.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT049.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT049.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT049.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT049.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT049.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT049.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT049.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT049.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT049.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT049.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT049.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT050.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT050.openfast_input_file = WIT_USKPL_SS001_WT050_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT050.base_position = 644923.08965 4028068.550457 0.0\n", + "Actuator.WIT_USKPL_SS001_WT050.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT050.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT050.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT050.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT050.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT050.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT050.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT050.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT050.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT050.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT050.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT050.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT050.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT050.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT050.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT050.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT050.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT051.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT051.openfast_input_file = WIT_USKPL_SS001_WT051_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT051.base_position = 645357.869727 4028064.730676 0.0\n", + "Actuator.WIT_USKPL_SS001_WT051.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT051.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT051.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT051.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT051.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT051.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT051.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT051.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT051.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT051.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT051.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT051.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT051.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT051.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT051.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT051.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT051.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT052.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT052.openfast_input_file = WIT_USKPL_SS001_WT052_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT052.base_position = 645793.630296 4028042.960394 0.0\n", + "Actuator.WIT_USKPL_SS001_WT052.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT052.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT052.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT052.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT052.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT052.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT052.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT052.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT052.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT052.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT052.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT052.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT052.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT052.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT052.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT052.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT052.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT053.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT053.openfast_input_file = WIT_USKPL_SS001_WT053_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT053.base_position = 646974.259548 4027853.440592 0.0\n", + "Actuator.WIT_USKPL_SS001_WT053.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT053.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT053.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT053.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT053.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT053.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT053.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT053.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT053.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT053.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT053.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT053.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT053.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT053.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT053.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT053.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT053.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT054.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT054.openfast_input_file = WIT_USKPL_SS001_WT054_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT054.base_position = 642458.140138 4027436.130497 0.0\n", + "Actuator.WIT_USKPL_SS001_WT054.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT054.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT054.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT054.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT054.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT054.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT054.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT054.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT054.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT054.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT054.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT054.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT054.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT054.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT054.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT054.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT054.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT055.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT055.openfast_input_file = WIT_USKPL_SS001_WT055_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT055.base_position = 642965.510186 4027428.280219 0.0\n", + "Actuator.WIT_USKPL_SS001_WT055.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT055.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT055.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT055.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT055.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT055.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT055.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT055.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT055.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT055.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT055.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT055.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT055.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT055.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT055.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT055.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT055.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT056.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT056.openfast_input_file = WIT_USKPL_SS001_WT056_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT056.base_position = 643379.869674 4027477.819704 0.0\n", + "Actuator.WIT_USKPL_SS001_WT056.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT056.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT056.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT056.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT056.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT056.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT056.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT056.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT056.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT056.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT056.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT056.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT056.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT056.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT056.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT056.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT056.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT057.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT057.openfast_input_file = WIT_USKPL_SS001_WT057_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT057.base_position = 643783.360373 4027510.40974 0.0\n", + "Actuator.WIT_USKPL_SS001_WT057.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT057.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT057.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT057.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT057.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT057.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT057.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT057.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT057.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT057.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT057.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT057.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT057.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT057.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT057.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT057.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT057.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT058.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT058.openfast_input_file = WIT_USKPL_SS001_WT058_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT058.base_position = 644189.090267 4027458.180677 0.0\n", + "Actuator.WIT_USKPL_SS001_WT058.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT058.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT058.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT058.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT058.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT058.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT058.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT058.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT058.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT058.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT058.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT058.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT058.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT058.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT058.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT058.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT058.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT059.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT059.openfast_input_file = WIT_USKPL_SS001_WT059_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT059.base_position = 644600.560031 4027107.990098 0.0\n", + "Actuator.WIT_USKPL_SS001_WT059.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT059.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT059.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT059.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT059.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT059.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT059.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT059.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT059.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT059.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT059.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT059.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT059.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT059.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT059.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT059.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT059.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT060.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT060.openfast_input_file = WIT_USKPL_SS001_WT060_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT060.base_position = 646246.370245 4026348.960785 0.0\n", + "Actuator.WIT_USKPL_SS001_WT060.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT060.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT060.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT060.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT060.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT060.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT060.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT060.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT060.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT060.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT060.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT060.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT060.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT060.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT060.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT060.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT060.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT061.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT061.openfast_input_file = WIT_USKPL_SS001_WT061_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT061.base_position = 646631.829605 4026329.120498 0.0\n", + "Actuator.WIT_USKPL_SS001_WT061.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT061.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT061.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT061.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT061.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT061.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT061.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT061.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT061.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT061.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT061.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT061.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT061.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT061.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT061.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT061.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT061.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT062.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT062.openfast_input_file = WIT_USKPL_SS001_WT062_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT062.base_position = 647045.64997 4026325.089724 0.0\n", + "Actuator.WIT_USKPL_SS001_WT062.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT062.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT062.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT062.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT062.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT062.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT062.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT062.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT062.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT062.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT062.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT062.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT062.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT062.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT062.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT062.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT062.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT063.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT063.openfast_input_file = WIT_USKPL_SS001_WT063_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT063.base_position = 641403.689714 4025586.110045 0.0\n", + "Actuator.WIT_USKPL_SS001_WT063.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT063.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT063.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT063.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT063.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT063.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT063.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT063.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT063.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT063.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT063.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT063.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT063.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT063.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT063.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT063.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT063.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT064.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT064.openfast_input_file = WIT_USKPL_SS001_WT064_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT064.base_position = 641813.799909 4025661.940054 0.0\n", + "Actuator.WIT_USKPL_SS001_WT064.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT064.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT064.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT064.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT064.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT064.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT064.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT064.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT064.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT064.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT064.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT064.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT064.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT064.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT064.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT064.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT064.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT065.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT065.openfast_input_file = WIT_USKPL_SS001_WT065_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT065.base_position = 642230.379845 4025671.830212 0.0\n", + "Actuator.WIT_USKPL_SS001_WT065.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT065.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT065.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT065.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT065.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT065.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT065.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT065.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT065.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT065.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT065.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT065.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT065.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT065.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT065.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT065.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT065.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT066.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT066.openfast_input_file = WIT_USKPL_SS001_WT066_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT066.base_position = 642613.539896 4025660.250362 0.0\n", + "Actuator.WIT_USKPL_SS001_WT066.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT066.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT066.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT066.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT066.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT066.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT066.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT066.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT066.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT066.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT066.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT066.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT066.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT066.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT066.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT066.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT066.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT067.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT067.openfast_input_file = WIT_USKPL_SS001_WT067_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT067.base_position = 643049.78044 4025582.409847 0.0\n", + "Actuator.WIT_USKPL_SS001_WT067.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT067.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT067.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT067.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT067.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT067.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT067.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT067.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT067.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT067.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT067.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT067.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT067.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT067.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT067.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT067.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT067.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT068.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT068.openfast_input_file = WIT_USKPL_SS001_WT068_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT068.base_position = 643396.230251 4025740.919991 0.0\n", + "Actuator.WIT_USKPL_SS001_WT068.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT068.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT068.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT068.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT068.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT068.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT068.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT068.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT068.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT068.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT068.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT068.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT068.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT068.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT068.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT068.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT068.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT069.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT069.openfast_input_file = WIT_USKPL_SS001_WT069_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT069.base_position = 643797.440057 4025701.139876 0.0\n", + "Actuator.WIT_USKPL_SS001_WT069.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT069.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT069.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT069.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT069.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT069.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT069.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT069.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT069.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT069.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT069.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT069.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT069.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT069.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT069.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT069.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT069.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT070.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT070.openfast_input_file = WIT_USKPL_SS001_WT070_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT070.base_position = 644226.850374 4025657.190177 0.0\n", + "Actuator.WIT_USKPL_SS001_WT070.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT070.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT070.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT070.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT070.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT070.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT070.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT070.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT070.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT070.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT070.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT070.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT070.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT070.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT070.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT070.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT070.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT071.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT071.openfast_input_file = WIT_USKPL_SS001_WT071_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT071.base_position = 644814.840081 4025506.469972 0.0\n", + "Actuator.WIT_USKPL_SS001_WT071.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT071.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT071.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT071.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT071.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT071.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT071.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT071.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT071.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT071.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT071.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT071.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT071.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT071.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT071.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT071.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT071.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT072.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT072.openfast_input_file = WIT_USKPL_SS001_WT072_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT072.base_position = 637133.860426 4028139.920445 0.0\n", + "Actuator.WIT_USKPL_SS001_WT072.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT072.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT072.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT072.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT072.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT072.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT072.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT072.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT072.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT072.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT072.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT072.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT072.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT072.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT072.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT072.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT072.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT073.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT073.openfast_input_file = WIT_USKPL_SS001_WT073_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT073.base_position = 637578.610049 4027992.970036 0.0\n", + "Actuator.WIT_USKPL_SS001_WT073.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT073.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT073.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT073.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT073.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT073.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT073.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT073.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT073.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT073.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT073.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT073.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT073.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT073.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT073.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT073.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT073.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT074.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT074.openfast_input_file = WIT_USKPL_SS001_WT074_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT074.base_position = 638937.789768 4027388.259831 0.0\n", + "Actuator.WIT_USKPL_SS001_WT074.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT074.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT074.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT074.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT074.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT074.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT074.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT074.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT074.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT074.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT074.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT074.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT074.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT074.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT074.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT074.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT074.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT075.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT075.openfast_input_file = WIT_USKPL_SS001_WT075_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT075.base_position = 639255.920433 4026971.980631 0.0\n", + "Actuator.WIT_USKPL_SS001_WT075.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT075.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT075.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT075.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT075.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT075.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT075.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT075.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT075.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT075.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT075.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT075.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT075.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT075.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT075.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT075.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT075.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT076.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT076.openfast_input_file = WIT_USKPL_SS001_WT076_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT076.base_position = 640175.949875 4027374.979691 0.0\n", + "Actuator.WIT_USKPL_SS001_WT076.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT076.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT076.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT076.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT076.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT076.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT076.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT076.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT076.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT076.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT076.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT076.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT076.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT076.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT076.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT076.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT076.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT077.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT077.openfast_input_file = WIT_USKPL_SS001_WT077_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT077.base_position = 640525.230434 4027810.340227 0.0\n", + "Actuator.WIT_USKPL_SS001_WT077.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT077.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT077.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT077.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT077.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT077.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT077.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT077.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT077.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT077.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT077.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT077.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT077.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT077.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT077.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT077.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT077.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT078.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT078.openfast_input_file = WIT_USKPL_SS001_WT078_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT078.base_position = 640933.370408 4028117.89005 0.0\n", + "Actuator.WIT_USKPL_SS001_WT078.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT078.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT078.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT078.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT078.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT078.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT078.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT078.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT078.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT078.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT078.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT078.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT078.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT078.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT078.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT078.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT078.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT080.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT080.openfast_input_file = WIT_USKPL_SS001_WT080_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT080.base_position = 636719.299671 4027949.040004 0.0\n", + "Actuator.WIT_USKPL_SS001_WT080.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT080.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT080.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT080.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT080.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT080.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT080.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT080.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT080.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT080.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT080.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT080.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT080.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT080.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT080.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT080.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT080.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT081.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT081.openfast_input_file = WIT_USKPL_SS001_WT081_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT081.base_position = 636234.810401 4027735.550258 0.0\n", + "Actuator.WIT_USKPL_SS001_WT081.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT081.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT081.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT081.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT081.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT081.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT081.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT081.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT081.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT081.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT081.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT081.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT081.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT081.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT081.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT081.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT081.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT082.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT082.openfast_input_file = WIT_USKPL_SS001_WT082_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT082.base_position = 635847.209959 4027768.5301 0.0\n", + "Actuator.WIT_USKPL_SS001_WT082.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT082.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT082.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT082.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT082.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT082.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT082.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT082.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT082.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT082.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT082.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT082.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT082.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT082.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT082.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT082.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT082.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT083.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT083.openfast_input_file = WIT_USKPL_SS001_WT083_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT083.base_position = 635450.420226 4027710.749834 0.0\n", + "Actuator.WIT_USKPL_SS001_WT083.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT083.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT083.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT083.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT083.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT083.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT083.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT083.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT083.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT083.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT083.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT083.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT083.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT083.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT083.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT083.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT083.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT084.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT084.openfast_input_file = WIT_USKPL_SS001_WT084_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT084.base_position = 635057.969719 4027677.930686 0.0\n", + "Actuator.WIT_USKPL_SS001_WT084.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT084.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT084.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT084.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT084.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT084.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT084.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT084.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT084.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT084.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT084.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT084.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT084.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT084.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT084.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT084.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT084.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT085.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT085.openfast_input_file = WIT_USKPL_SS001_WT085_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT085.base_position = 634557.999709 4028024.620144 0.0\n", + "Actuator.WIT_USKPL_SS001_WT085.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT085.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT085.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT085.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT085.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT085.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT085.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT085.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT085.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT085.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT085.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT085.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT085.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT085.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT085.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT085.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT085.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT086.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT086.openfast_input_file = WIT_USKPL_SS001_WT086_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT086.base_position = 634173.690076 4027950.149631 0.0\n", + "Actuator.WIT_USKPL_SS001_WT086.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT086.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT086.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT086.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT086.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT086.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT086.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT086.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT086.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT086.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT086.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT086.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT086.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT086.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT086.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT086.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT086.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT087.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT087.openfast_input_file = WIT_USKPL_SS001_WT087_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT087.base_position = 633861.630175 4027717.400667 0.0\n", + "Actuator.WIT_USKPL_SS001_WT087.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT087.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT087.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT087.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT087.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT087.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT087.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT087.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT087.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT087.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT087.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT087.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT087.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT087.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT087.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT087.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT087.use_root_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT088.type = TurbineFastDisk \n", + "Actuator.WIT_USKPL_SS001_WT088.openfast_input_file = WIT_USKPL_SS001_WT088_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst\n", + "Actuator.WIT_USKPL_SS001_WT088.base_position = 633470.100152 4027652.180106 0.0\n", + "Actuator.WIT_USKPL_SS001_WT088.rotor_diameter = 127.0 \n", + "Actuator.WIT_USKPL_SS001_WT088.hub_height = 90.0 \n", + "Actuator.WIT_USKPL_SS001_WT088.num_points_blade = 64 \n", + "Actuator.WIT_USKPL_SS001_WT088.num_points_tower = 12 \n", + "Actuator.WIT_USKPL_SS001_WT088.epsilon = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT088.epsilon_tower = 5.0 5.0 5.0 \n", + "Actuator.WIT_USKPL_SS001_WT088.openfast_start_time = 0.0 \n", + "Actuator.WIT_USKPL_SS001_WT088.openfast_stop_time = 5400.0 \n", + "Actuator.WIT_USKPL_SS001_WT088.fllc = false \n", + "Actuator.WIT_USKPL_SS001_WT088.nacelle_drag_coeff = 1.0 \n", + "Actuator.WIT_USKPL_SS001_WT088.nacelle_area = 8.0 \n", + "Actuator.WIT_USKPL_SS001_WT088.yaw = 155.25 \n", + "Actuator.WIT_USKPL_SS001_WT088.output_frequency = 10 \n", + "Actuator.WIT_USKPL_SS001_WT088.density = 1.103707 \n", + "Actuator.WIT_USKPL_SS001_WT088.num_blades = 3 \n", + "Actuator.WIT_USKPL_SS001_WT088.use_tip_correction = true \n", + "Actuator.WIT_USKPL_SS001_WT088.use_root_correction = true \n", + "\n", + "#---- postprocessing defs ----\n", + "incflo.post_processing = sw_ hubheight_ surf_ lidar_ E06wake_z27_ E06wake_z59_ E06wake_z90_ E06wake_z122_ E06wake_z154_ E06wake_z217_ E06wake_z281_ E06wake_z344_ all_z90_ farm_z90_ farm_z153_ KP_z500hh_ KP_z153hh_ KP_z090hh_ KP_z026hh_ KP_sideplane1o_ KP_sideplane2o_ KP_inflow1o_ KPturbhh_ KPsw_ KProtor_\n", + "sw_.type = Sampling \n", + "sw_.output_frequency = 20 \n", + "sw_.fields = velocity temperature tke\n", + "hubheight_.type = Sampling \n", + "hubheight_.output_frequency = 20 \n", + "hubheight_.fields = velocity temperature tke\n", + "surf_.type = Sampling \n", + "surf_.output_frequency = 1 \n", + "surf_.fields = velocity temperature tke\n", + "lidar_.type = Sampling \n", + "lidar_.output_frequency = 1 \n", + "lidar_.fields = velocity temperature tke\n", + "E06wake_z27_.type = Sampling \n", + "E06wake_z27_.output_frequency = 10 \n", + "E06wake_z27_.fields = velocity temperature tke\n", + "E06wake_z59_.type = Sampling \n", + "E06wake_z59_.output_frequency = 10 \n", + "E06wake_z59_.fields = velocity temperature tke\n", + "E06wake_z90_.type = Sampling \n", + "E06wake_z90_.output_frequency = 10 \n", + "E06wake_z90_.fields = velocity temperature tke\n", + "E06wake_z122_.type = Sampling \n", + "E06wake_z122_.output_frequency = 10 \n", + "E06wake_z122_.fields = velocity temperature tke\n", + "E06wake_z154_.type = Sampling \n", + "E06wake_z154_.output_frequency = 10 \n", + "E06wake_z154_.fields = velocity temperature tke\n", + "E06wake_z217_.type = Sampling \n", + "E06wake_z217_.output_frequency = 10 \n", + "E06wake_z217_.fields = velocity temperature tke\n", + "E06wake_z281_.type = Sampling \n", + "E06wake_z281_.output_frequency = 10 \n", + "E06wake_z281_.fields = velocity temperature tke\n", + "E06wake_z344_.type = Sampling \n", + "E06wake_z344_.output_frequency = 10 \n", + "E06wake_z344_.fields = velocity temperature tke\n", + "all_z90_.type = Sampling \n", + "all_z90_.output_frequency = 10 \n", + "all_z90_.fields = velocity temperature tke\n", + "farm_z90_.type = Sampling \n", + "farm_z90_.output_frequency = 10 \n", + "farm_z90_.fields = velocity temperature tke\n", + "farm_z153_.type = Sampling \n", + "farm_z153_.output_frequency = 10 \n", + "farm_z153_.fields = velocity temperature tke\n", + "KP_z500hh_.type = Sampling \n", + "KP_z500hh_.output_frequency = 10 \n", + "KP_z500hh_.fields = velocity temperature tke\n", + "KP_z153hh_.type = Sampling \n", + "KP_z153hh_.output_frequency = 10 \n", + "KP_z153hh_.fields = velocity temperature tke\n", + "KP_z090hh_.type = Sampling \n", + "KP_z090hh_.output_frequency = 10 \n", + "KP_z090hh_.fields = velocity temperature tke\n", + "KP_z026hh_.type = Sampling \n", + "KP_z026hh_.output_frequency = 10 \n", + "KP_z026hh_.fields = velocity temperature tke\n", + "KP_sideplane1o_.type = Sampling \n", + "KP_sideplane1o_.output_frequency = 10 \n", + "KP_sideplane1o_.fields = velocity temperature tke\n", + "KP_sideplane2o_.type = Sampling \n", + "KP_sideplane2o_.output_frequency = 10 \n", + "KP_sideplane2o_.fields = velocity temperature tke\n", + "KP_inflow1o_.type = Sampling \n", + "KP_inflow1o_.output_frequency = 10 \n", + "KP_inflow1o_.fields = velocity temperature tke\n", + "KPturbhh_.type = Sampling \n", + "KPturbhh_.output_frequency = 10 \n", + "KPturbhh_.fields = velocity temperature tke\n", + "KPsw_.type = Sampling \n", + "KPsw_.output_frequency = 10 \n", + "KPsw_.fields = velocity temperature tke\n", + "KProtor_.type = Sampling \n", + "KProtor_.output_frequency = 10 \n", + "KProtor_.fields = velocity temperature tke\n", + "\n", + "#---- sample defs ----\n", + "sw_.labels = Farm_sw1 \n", + "hubheight_.labels = Farm_hh \n", + "surf_.labels = surface_siteA1 surface_siteA5 surface_siteC1a surface_siteG surface_siteH\n", + "lidar_.labels = lidar_siteA1 lidar_siteC1a lidar_siteH lidar_siteG lidar_siteGC\n", + "E06wake_z27_.labels = Farm_E06wake27 \n", + "E06wake_z59_.labels = Farm_E06wake59 \n", + "E06wake_z90_.labels = Farm_E06wake90 \n", + "E06wake_z122_.labels = Farm_E06wake122 \n", + "E06wake_z154_.labels = Farm_E06wake154 \n", + "E06wake_z217_.labels = Farm_E06wake217 \n", + "E06wake_z281_.labels = Farm_E06wake281 \n", + "E06wake_z344_.labels = Farm_E06wake344 \n", + "all_z90_.labels = Farm_allhh \n", + "farm_z90_.labels = Farm_hh90 \n", + "farm_z153_.labels = Farm_hh153 \n", + "KP_z500hh_.labels = Farm_KP500 \n", + "KP_z153hh_.labels = Farm_KP153 \n", + "KP_z090hh_.labels = Farm_KP090 \n", + "KP_z026hh_.labels = Farm_KP026 \n", + "KP_sideplane1o_.labels = Farm_KP_sideplane1o \n", + "KP_sideplane2o_.labels = Farm_KP_sideplane2o \n", + "KP_inflow1o_.labels = Farm_KP_ioflow1o \n", + "KPturbhh_.labels = WIT_USKPL_SS001_WT001_KPturbhh WIT_USKPL_SS001_WT002_KPturbhh WIT_USKPL_SS001_WT003_KPturbhh WIT_USKPL_SS001_WT004_KPturbhh WIT_USKPL_SS001_WT005_KPturbhh WIT_USKPL_SS001_WT006_KPturbhh WIT_USKPL_SS001_WT007_KPturbhh WIT_USKPL_SS001_WT008_KPturbhh WIT_USKPL_SS001_WT009_KPturbhh WIT_USKPL_SS001_WT010_KPturbhh WIT_USKPL_SS001_WT012_KPturbhh WIT_USKPL_SS001_WT013_KPturbhh WIT_USKPL_SS001_WT014_KPturbhh WIT_USKPL_SS001_WT015_KPturbhh WIT_USKPL_SS001_WT016_KPturbhh WIT_USKPL_SS001_WT017_KPturbhh WIT_USKPL_SS001_WT018_KPturbhh WIT_USKPL_SS001_WT019_KPturbhh WIT_USKPL_SS001_WT020_KPturbhh WIT_USKPL_SS001_WT021_KPturbhh WIT_USKPL_SS001_WT022_KPturbhh WIT_USKPL_SS001_WT023_KPturbhh WIT_USKPL_SS001_WT024_KPturbhh WIT_USKPL_SS001_WT025_KPturbhh WIT_USKPL_SS001_WT026_KPturbhh WIT_USKPL_SS001_WT027_KPturbhh WIT_USKPL_SS001_WT028_KPturbhh WIT_USKPL_SS001_WT030_KPturbhh WIT_USKPL_SS001_WT031_KPturbhh WIT_USKPL_SS001_WT032_KPturbhh WIT_USKPL_SS001_WT033_KPturbhh WIT_USKPL_SS001_WT034_KPturbhh WIT_USKPL_SS001_WT035_KPturbhh WIT_USKPL_SS001_WT036_KPturbhh WIT_USKPL_SS001_WT037_KPturbhh WIT_USKPL_SS001_WT038_KPturbhh WIT_USKPL_SS001_WT039_KPturbhh WIT_USKPL_SS001_WT040_KPturbhh WIT_USKPL_SS001_WT041_KPturbhh WIT_USKPL_SS001_WT042_KPturbhh WIT_USKPL_SS001_WT043_KPturbhh WIT_USKPL_SS001_WT044_KPturbhh WIT_USKPL_SS001_WT045_KPturbhh WIT_USKPL_SS001_WT046_KPturbhh WIT_USKPL_SS001_WT047_KPturbhh WIT_USKPL_SS001_WT048_KPturbhh WIT_USKPL_SS001_WT049_KPturbhh WIT_USKPL_SS001_WT050_KPturbhh WIT_USKPL_SS001_WT051_KPturbhh WIT_USKPL_SS001_WT052_KPturbhh WIT_USKPL_SS001_WT053_KPturbhh WIT_USKPL_SS001_WT054_KPturbhh WIT_USKPL_SS001_WT055_KPturbhh WIT_USKPL_SS001_WT056_KPturbhh WIT_USKPL_SS001_WT057_KPturbhh WIT_USKPL_SS001_WT058_KPturbhh WIT_USKPL_SS001_WT059_KPturbhh WIT_USKPL_SS001_WT060_KPturbhh WIT_USKPL_SS001_WT061_KPturbhh WIT_USKPL_SS001_WT062_KPturbhh WIT_USKPL_SS001_WT063_KPturbhh WIT_USKPL_SS001_WT064_KPturbhh WIT_USKPL_SS001_WT065_KPturbhh WIT_USKPL_SS001_WT066_KPturbhh WIT_USKPL_SS001_WT067_KPturbhh WIT_USKPL_SS001_WT068_KPturbhh WIT_USKPL_SS001_WT069_KPturbhh WIT_USKPL_SS001_WT070_KPturbhh WIT_USKPL_SS001_WT071_KPturbhh WIT_USKPL_SS001_WT072_KPturbhh WIT_USKPL_SS001_WT073_KPturbhh WIT_USKPL_SS001_WT074_KPturbhh WIT_USKPL_SS001_WT075_KPturbhh WIT_USKPL_SS001_WT076_KPturbhh WIT_USKPL_SS001_WT077_KPturbhh WIT_USKPL_SS001_WT078_KPturbhh WIT_USKPL_SS001_WT080_KPturbhh WIT_USKPL_SS001_WT081_KPturbhh WIT_USKPL_SS001_WT082_KPturbhh WIT_USKPL_SS001_WT083_KPturbhh WIT_USKPL_SS001_WT084_KPturbhh WIT_USKPL_SS001_WT085_KPturbhh WIT_USKPL_SS001_WT086_KPturbhh WIT_USKPL_SS001_WT087_KPturbhh WIT_USKPL_SS001_WT088_KPturbhh\n", + "KPsw_.labels = WIT_USKPL_SS001_WT001_KPsw WIT_USKPL_SS001_WT002_KPsw WIT_USKPL_SS001_WT003_KPsw WIT_USKPL_SS001_WT004_KPsw WIT_USKPL_SS001_WT005_KPsw WIT_USKPL_SS001_WT006_KPsw WIT_USKPL_SS001_WT007_KPsw WIT_USKPL_SS001_WT008_KPsw WIT_USKPL_SS001_WT009_KPsw WIT_USKPL_SS001_WT010_KPsw WIT_USKPL_SS001_WT012_KPsw WIT_USKPL_SS001_WT013_KPsw WIT_USKPL_SS001_WT014_KPsw WIT_USKPL_SS001_WT015_KPsw WIT_USKPL_SS001_WT016_KPsw WIT_USKPL_SS001_WT017_KPsw WIT_USKPL_SS001_WT018_KPsw WIT_USKPL_SS001_WT019_KPsw WIT_USKPL_SS001_WT020_KPsw WIT_USKPL_SS001_WT021_KPsw WIT_USKPL_SS001_WT022_KPsw WIT_USKPL_SS001_WT023_KPsw WIT_USKPL_SS001_WT024_KPsw WIT_USKPL_SS001_WT025_KPsw WIT_USKPL_SS001_WT026_KPsw WIT_USKPL_SS001_WT027_KPsw WIT_USKPL_SS001_WT028_KPsw WIT_USKPL_SS001_WT030_KPsw WIT_USKPL_SS001_WT031_KPsw WIT_USKPL_SS001_WT032_KPsw WIT_USKPL_SS001_WT033_KPsw WIT_USKPL_SS001_WT034_KPsw WIT_USKPL_SS001_WT035_KPsw WIT_USKPL_SS001_WT036_KPsw WIT_USKPL_SS001_WT037_KPsw WIT_USKPL_SS001_WT038_KPsw WIT_USKPL_SS001_WT039_KPsw WIT_USKPL_SS001_WT040_KPsw WIT_USKPL_SS001_WT041_KPsw WIT_USKPL_SS001_WT042_KPsw WIT_USKPL_SS001_WT043_KPsw WIT_USKPL_SS001_WT044_KPsw WIT_USKPL_SS001_WT045_KPsw WIT_USKPL_SS001_WT046_KPsw WIT_USKPL_SS001_WT047_KPsw WIT_USKPL_SS001_WT048_KPsw WIT_USKPL_SS001_WT049_KPsw WIT_USKPL_SS001_WT050_KPsw WIT_USKPL_SS001_WT051_KPsw WIT_USKPL_SS001_WT052_KPsw WIT_USKPL_SS001_WT053_KPsw WIT_USKPL_SS001_WT054_KPsw WIT_USKPL_SS001_WT055_KPsw WIT_USKPL_SS001_WT056_KPsw WIT_USKPL_SS001_WT057_KPsw WIT_USKPL_SS001_WT058_KPsw WIT_USKPL_SS001_WT059_KPsw WIT_USKPL_SS001_WT060_KPsw WIT_USKPL_SS001_WT061_KPsw WIT_USKPL_SS001_WT062_KPsw WIT_USKPL_SS001_WT063_KPsw WIT_USKPL_SS001_WT064_KPsw WIT_USKPL_SS001_WT065_KPsw WIT_USKPL_SS001_WT066_KPsw WIT_USKPL_SS001_WT067_KPsw WIT_USKPL_SS001_WT068_KPsw WIT_USKPL_SS001_WT069_KPsw WIT_USKPL_SS001_WT070_KPsw WIT_USKPL_SS001_WT071_KPsw WIT_USKPL_SS001_WT072_KPsw WIT_USKPL_SS001_WT073_KPsw WIT_USKPL_SS001_WT074_KPsw WIT_USKPL_SS001_WT075_KPsw WIT_USKPL_SS001_WT076_KPsw WIT_USKPL_SS001_WT077_KPsw WIT_USKPL_SS001_WT078_KPsw WIT_USKPL_SS001_WT080_KPsw WIT_USKPL_SS001_WT081_KPsw WIT_USKPL_SS001_WT082_KPsw WIT_USKPL_SS001_WT083_KPsw WIT_USKPL_SS001_WT084_KPsw WIT_USKPL_SS001_WT085_KPsw WIT_USKPL_SS001_WT086_KPsw WIT_USKPL_SS001_WT087_KPsw WIT_USKPL_SS001_WT088_KPsw\n", + "KProtor_.labels = WIT_USKPL_SS001_WT001_KProtor WIT_USKPL_SS001_WT002_KProtor WIT_USKPL_SS001_WT003_KProtor WIT_USKPL_SS001_WT004_KProtor WIT_USKPL_SS001_WT005_KProtor WIT_USKPL_SS001_WT006_KProtor WIT_USKPL_SS001_WT007_KProtor WIT_USKPL_SS001_WT008_KProtor WIT_USKPL_SS001_WT009_KProtor WIT_USKPL_SS001_WT010_KProtor WIT_USKPL_SS001_WT012_KProtor WIT_USKPL_SS001_WT013_KProtor WIT_USKPL_SS001_WT014_KProtor WIT_USKPL_SS001_WT015_KProtor WIT_USKPL_SS001_WT016_KProtor WIT_USKPL_SS001_WT017_KProtor WIT_USKPL_SS001_WT018_KProtor WIT_USKPL_SS001_WT019_KProtor WIT_USKPL_SS001_WT020_KProtor WIT_USKPL_SS001_WT021_KProtor WIT_USKPL_SS001_WT022_KProtor WIT_USKPL_SS001_WT023_KProtor WIT_USKPL_SS001_WT024_KProtor WIT_USKPL_SS001_WT025_KProtor WIT_USKPL_SS001_WT026_KProtor WIT_USKPL_SS001_WT027_KProtor WIT_USKPL_SS001_WT028_KProtor WIT_USKPL_SS001_WT030_KProtor WIT_USKPL_SS001_WT031_KProtor WIT_USKPL_SS001_WT032_KProtor WIT_USKPL_SS001_WT033_KProtor WIT_USKPL_SS001_WT034_KProtor WIT_USKPL_SS001_WT035_KProtor WIT_USKPL_SS001_WT036_KProtor WIT_USKPL_SS001_WT037_KProtor WIT_USKPL_SS001_WT038_KProtor WIT_USKPL_SS001_WT039_KProtor WIT_USKPL_SS001_WT040_KProtor WIT_USKPL_SS001_WT041_KProtor WIT_USKPL_SS001_WT042_KProtor WIT_USKPL_SS001_WT043_KProtor WIT_USKPL_SS001_WT044_KProtor WIT_USKPL_SS001_WT045_KProtor WIT_USKPL_SS001_WT046_KProtor WIT_USKPL_SS001_WT047_KProtor WIT_USKPL_SS001_WT048_KProtor WIT_USKPL_SS001_WT049_KProtor WIT_USKPL_SS001_WT050_KProtor WIT_USKPL_SS001_WT051_KProtor WIT_USKPL_SS001_WT052_KProtor WIT_USKPL_SS001_WT053_KProtor WIT_USKPL_SS001_WT054_KProtor WIT_USKPL_SS001_WT055_KProtor WIT_USKPL_SS001_WT056_KProtor WIT_USKPL_SS001_WT057_KProtor WIT_USKPL_SS001_WT058_KProtor WIT_USKPL_SS001_WT059_KProtor WIT_USKPL_SS001_WT060_KProtor WIT_USKPL_SS001_WT061_KProtor WIT_USKPL_SS001_WT062_KProtor WIT_USKPL_SS001_WT063_KProtor WIT_USKPL_SS001_WT064_KProtor WIT_USKPL_SS001_WT065_KProtor WIT_USKPL_SS001_WT066_KProtor WIT_USKPL_SS001_WT067_KProtor WIT_USKPL_SS001_WT068_KProtor WIT_USKPL_SS001_WT069_KProtor WIT_USKPL_SS001_WT070_KProtor WIT_USKPL_SS001_WT071_KProtor WIT_USKPL_SS001_WT072_KProtor WIT_USKPL_SS001_WT073_KProtor WIT_USKPL_SS001_WT074_KProtor WIT_USKPL_SS001_WT075_KProtor WIT_USKPL_SS001_WT076_KProtor WIT_USKPL_SS001_WT077_KProtor WIT_USKPL_SS001_WT078_KProtor WIT_USKPL_SS001_WT080_KProtor WIT_USKPL_SS001_WT081_KProtor WIT_USKPL_SS001_WT082_KProtor WIT_USKPL_SS001_WT083_KProtor WIT_USKPL_SS001_WT084_KProtor WIT_USKPL_SS001_WT085_KProtor WIT_USKPL_SS001_WT086_KProtor WIT_USKPL_SS001_WT087_KProtor WIT_USKPL_SS001_WT088_KProtor\n", + "sw_.Farm_sw1.type = PlaneSampler \n", + "sw_.Farm_sw1.num_points = 1201 41 \n", + "sw_.Farm_sw1.origin = 625500.0001 4030000.0 0.00010000000000331966\n", + "sw_.Farm_sw1.axis1 = 23999.9998 0.0 0.0 \n", + "sw_.Farm_sw1.axis2 = 0.0 0.0 799.9998 \n", + "sw_.Farm_sw1.offset_vector = 0.0 0.0 0.0 \n", + "hubheight_.Farm_hh.type = PlaneSampler \n", + "hubheight_.Farm_hh.num_points = 1201 881 \n", + "hubheight_.Farm_hh.origin = 625500.0001 4021200.0001 90.0\n", + "hubheight_.Farm_hh.axis1 = 23999.9998 0.0 0.0 \n", + "hubheight_.Farm_hh.axis2 = 0.0 17599.9998 0.0 \n", + "hubheight_.Farm_hh.offset_vector = 0.0 0.0 0.0 \n", + "surf_.surface_siteA1.type = LineSampler \n", + "surf_.surface_siteA1.num_points = 2 \n", + "surf_.surface_siteA1.start = 643138.9160690333 4025294.8290571244 4.0\n", + "surf_.surface_siteA1.end = 643138.9160690333 4025294.8290571244 10.0\n", + "surf_.surface_siteA5.type = LineSampler \n", + "surf_.surface_siteA5.num_points = 2 \n", + "surf_.surface_siteA5.start = 645198.1596212502 4025295.1732680155 4.0\n", + "surf_.surface_siteA5.end = 645198.1596212502 4025295.1732680155 10.0\n", + "lidar_.lidar_siteA1.type = LineSampler \n", + "lidar_.lidar_siteA1.num_points = 79 \n", + "lidar_.lidar_siteA1.start = 643138.9160690333 4025294.8290571244 10.0\n", + "lidar_.lidar_siteA1.end = 643138.9160690333 4025294.8290571244 790.0\n", + "lidar_.lidar_siteC1a.type = LineSampler \n", + "lidar_.lidar_siteC1a.num_points = 79 \n", + "lidar_.lidar_siteC1a.start = 633676.4300493542 4025088.256221997 10.0\n", + "lidar_.lidar_siteC1a.end = 633676.4300493542 4025088.256221997 790.0\n", + "lidar_.lidar_siteH.type = LineSampler \n", + "lidar_.lidar_siteH.num_points = 79 \n", + "lidar_.lidar_siteH.start = 642715.5127273027 4033582.478377856 10.0\n", + "lidar_.lidar_siteH.end = 642715.5127273027 4033582.478377856 790.0\n", + "lidar_.lidar_siteG.type = LineSampler \n", + "lidar_.lidar_siteG.num_points = 79 \n", + "lidar_.lidar_siteG.start = 642759.0493389885 4029434.325876203 10.0\n", + "lidar_.lidar_siteG.end = 642759.0493389885 4029434.325876203 790.0\n", + "lidar_.lidar_siteGC.type = LineSampler \n", + "lidar_.lidar_siteGC.num_points = 79 \n", + "lidar_.lidar_siteGC.start = 632439.1475412737 4027081.6186301485 10.0\n", + "lidar_.lidar_siteGC.end = 632439.1475412737 4027081.6186301485 790.0\n", + "surf_.surface_siteC1a.type = LineSampler \n", + "surf_.surface_siteC1a.num_points = 2 \n", + "surf_.surface_siteC1a.start = 633676.4300493542 4025088.256221997 4.0\n", + "surf_.surface_siteC1a.end = 633676.4300493542 4025088.256221997 10.0\n", + "surf_.surface_siteG.type = LineSampler \n", + "surf_.surface_siteG.num_points = 2 \n", + "surf_.surface_siteG.start = 642759.0493389885 4029434.325876203 4.0\n", + "surf_.surface_siteG.end = 642759.0493389885 4029434.325876203 10.0\n", + "surf_.surface_siteH.type = LineSampler \n", + "surf_.surface_siteH.num_points = 2 \n", + "surf_.surface_siteH.start = 642715.5127273027 4033582.478377856 4.0\n", + "surf_.surface_siteH.end = 642715.5127273027 4033582.478377856 10.0\n", + "E06wake_z27_.Farm_E06wake27.type = PlaneSampler \n", + "E06wake_z27_.Farm_E06wake27.num_points = 316 401 \n", + "E06wake_z27_.Farm_E06wake27.origin = 640388.6940958027 4030719.6365441643 27.0\n", + "E06wake_z27_.Farm_E06wake27.axis1 = 0.0 4000.5 0.0 \n", + "E06wake_z27_.Farm_E06wake27.axis2 = 5080.0 0.0 0.0 \n", + "E06wake_z27_.Farm_E06wake27.offset_vector = 0.0 0.0 0.0 \n", + "E06wake_z59_.Farm_E06wake59.type = PlaneSampler \n", + "E06wake_z59_.Farm_E06wake59.num_points = 316 401 \n", + "E06wake_z59_.Farm_E06wake59.origin = 640388.6940958027 4030719.6365441643 59.0\n", + "E06wake_z59_.Farm_E06wake59.axis1 = 0.0 4000.5 0.0 \n", + "E06wake_z59_.Farm_E06wake59.axis2 = 5080.0 0.0 0.0 \n", + "E06wake_z59_.Farm_E06wake59.offset_vector = 0.0 0.0 0.0 \n", + "E06wake_z90_.Farm_E06wake90.type = PlaneSampler \n", + "E06wake_z90_.Farm_E06wake90.num_points = 316 401 \n", + "E06wake_z90_.Farm_E06wake90.origin = 640388.6940958027 4030719.6365441643 90.5\n", + "E06wake_z90_.Farm_E06wake90.axis1 = 0.0 4000.5 0.0 \n", + "E06wake_z90_.Farm_E06wake90.axis2 = 5080.0 0.0 0.0 \n", + "E06wake_z90_.Farm_E06wake90.offset_vector = 0.0 0.0 0.0 \n", + "E06wake_z122_.Farm_E06wake122.type = PlaneSampler \n", + "E06wake_z122_.Farm_E06wake122.num_points = 316 401 \n", + "E06wake_z122_.Farm_E06wake122.origin = 640388.6940958027 4030719.6365441643 122.0\n", + "E06wake_z122_.Farm_E06wake122.axis1 = 0.0 4000.5 0.0 \n", + "E06wake_z122_.Farm_E06wake122.axis2 = 5080.0 0.0 0.0 \n", + "E06wake_z122_.Farm_E06wake122.offset_vector = 0.0 0.0 0.0 \n", + "E06wake_z154_.Farm_E06wake154.type = PlaneSampler \n", + "E06wake_z154_.Farm_E06wake154.num_points = 316 401 \n", + "E06wake_z154_.Farm_E06wake154.origin = 640388.6940958027 4030719.6365441643 154.0\n", + "E06wake_z154_.Farm_E06wake154.axis1 = 0.0 4000.5 0.0 \n", + "E06wake_z154_.Farm_E06wake154.axis2 = 5080.0 0.0 0.0 \n", + "E06wake_z154_.Farm_E06wake154.offset_vector = 0.0 0.0 0.0 \n", + "E06wake_z217_.Farm_E06wake217.type = PlaneSampler \n", + "E06wake_z217_.Farm_E06wake217.num_points = 316 401 \n", + "E06wake_z217_.Farm_E06wake217.origin = 640388.6940958027 4030719.6365441643 217.5\n", + "E06wake_z217_.Farm_E06wake217.axis1 = 0.0 4000.5 0.0 \n", + "E06wake_z217_.Farm_E06wake217.axis2 = 5080.0 0.0 0.0 \n", + "E06wake_z217_.Farm_E06wake217.offset_vector = 0.0 0.0 0.0 \n", + "E06wake_z281_.Farm_E06wake281.type = PlaneSampler \n", + "E06wake_z281_.Farm_E06wake281.num_points = 316 401 \n", + "E06wake_z281_.Farm_E06wake281.origin = 640388.6940958027 4030719.6365441643 281.0\n", + "E06wake_z281_.Farm_E06wake281.axis1 = 0.0 4000.5 0.0 \n", + "E06wake_z281_.Farm_E06wake281.axis2 = 5080.0 0.0 0.0 \n", + "E06wake_z281_.Farm_E06wake281.offset_vector = 0.0 0.0 0.0 \n", + "E06wake_z344_.Farm_E06wake344.type = PlaneSampler \n", + "E06wake_z344_.Farm_E06wake344.num_points = 316 401 \n", + "E06wake_z344_.Farm_E06wake344.origin = 640388.6940958027 4030719.6365441643 344.5\n", + "E06wake_z344_.Farm_E06wake344.axis1 = 0.0 4000.5 0.0 \n", + "E06wake_z344_.Farm_E06wake344.axis2 = 5080.0 0.0 0.0 \n", + "E06wake_z344_.Farm_E06wake344.offset_vector = 0.0 0.0 0.0 \n", + "all_z90_.Farm_allhh.type = PlaneSampler \n", + "all_z90_.Farm_allhh.num_points = 121 89 \n", + "all_z90_.Farm_allhh.origin = 625500.0001 4021200.0001 90.0\n", + "all_z90_.Farm_allhh.axis1 = 23999.9998 0.0 0.0 \n", + "all_z90_.Farm_allhh.axis2 = 0.0 17599.9998 0.0 \n", + "all_z90_.Farm_allhh.offset_vector = 0.0 0.0 0.0 \n", + "farm_z90_.Farm_hh90.type = PlaneSampler \n", + "farm_z90_.Farm_hh90.num_points = 61 94 \n", + "farm_z90_.Farm_hh90.origin = 629700.0 4023000.0 90.0\n", + "farm_z90_.Farm_hh90.axis1 = 0.0 12000.0 0.0 \n", + "farm_z90_.Farm_hh90.axis2 = 18600.0 0.0 0.0 \n", + "farm_z90_.Farm_hh90.offset_vector = 0.0 0.0 0.0 \n", + "farm_z153_.Farm_hh153.type = PlaneSampler \n", + "farm_z153_.Farm_hh153.num_points = 61 94 \n", + "farm_z153_.Farm_hh153.origin = 629700.0 4023000.0 153.0\n", + "farm_z153_.Farm_hh153.axis1 = 0.0 12000.0 0.0 \n", + "farm_z153_.Farm_hh153.axis2 = 18600.0 0.0 0.0 \n", + "farm_z153_.Farm_hh153.offset_vector = 0.0 0.0 0.0 \n", + "KP_z500hh_.Farm_KP500.type = PlaneSampler \n", + "KP_z500hh_.Farm_KP500.num_points = 651 1001 \n", + "KP_z500hh_.Farm_KP500.origin = 649000.0 4023000.0 500.0\n", + "KP_z500hh_.Farm_KP500.axis1 = 7.960204194457796e-13 13000.0 0.0\n", + "KP_z500hh_.Farm_KP500.axis2 = -20000.0 1.2246467991473533e-12 -0.0\n", + "KP_z500hh_.Farm_KP500.offset_vector = 0.0 0.0 0.0 \n", + "KP_z153hh_.Farm_KP153.type = PlaneSampler \n", + "KP_z153hh_.Farm_KP153.num_points = 651 1001 \n", + "KP_z153hh_.Farm_KP153.origin = 649000.0 4023000.0 153.0\n", + "KP_z153hh_.Farm_KP153.axis1 = 7.960204194457796e-13 13000.0 0.0\n", + "KP_z153hh_.Farm_KP153.axis2 = -20000.0 1.2246467991473533e-12 -0.0\n", + "KP_z153hh_.Farm_KP153.offset_vector = 0.0 0.0 0.0 \n", + "KP_z090hh_.Farm_KP090.type = PlaneSampler \n", + "KP_z090hh_.Farm_KP090.num_points = 651 1001 \n", + "KP_z090hh_.Farm_KP090.origin = 649000.0 4023000.0 90.0\n", + "KP_z090hh_.Farm_KP090.axis1 = 7.960204194457796e-13 13000.0 0.0\n", + "KP_z090hh_.Farm_KP090.axis2 = -20000.0 1.2246467991473533e-12 -0.0\n", + "KP_z090hh_.Farm_KP090.offset_vector = 0.0 0.0 0.0 \n", + "KP_z026hh_.Farm_KP026.type = PlaneSampler \n", + "KP_z026hh_.Farm_KP026.num_points = 651 1001 \n", + "KP_z026hh_.Farm_KP026.origin = 649000.0 4023000.0 26.0\n", + "KP_z026hh_.Farm_KP026.axis1 = 7.960204194457796e-13 13000.0 0.0\n", + "KP_z026hh_.Farm_KP026.axis2 = -20000.0 1.2246467991473533e-12 -0.0\n", + "KP_z026hh_.Farm_KP026.offset_vector = 0.0 0.0 0.0 \n", + "KP_sideplane1o_.Farm_KP_sideplane1o.type = PlaneSampler \n", + "KP_sideplane1o_.Farm_KP_sideplane1o.num_points = 601 26 \n", + "KP_sideplane1o_.Farm_KP_sideplane1o.origin = 641093.2986876871 4024459.2841308746 0.09999999999999432\n", + "KP_sideplane1o_.Farm_KP_sideplane1o.axis1 = -5023.916850449134 10897.718085900977 0.0\n", + "KP_sideplane1o_.Farm_KP_sideplane1o.axis2 = 0.0 0.0 500.0 \n", + "KP_sideplane1o_.Farm_KP_sideplane1o.offset_vector = -0.9081431738250814 -0.4186597375374278 0.0\n", + "KP_sideplane1o_.Farm_KP_sideplane1o.offsets = 0.0 3500.0 7000.0 \n", + "KP_sideplane2o_.Farm_KP_sideplane2o.type = PlaneSampler \n", + "KP_sideplane2o_.Farm_KP_sideplane2o.num_points = 601 26 \n", + "KP_sideplane2o_.Farm_KP_sideplane2o.origin = 641093.2986876871 4024459.2841308746 0.09999999999999432\n", + "KP_sideplane2o_.Farm_KP_sideplane2o.axis1 = -5023.916850449134 10897.718085900977 0.0\n", + "KP_sideplane2o_.Farm_KP_sideplane2o.axis2 = 0.0 0.0 500.0 \n", + "KP_sideplane2o_.Farm_KP_sideplane2o.offset_vector = -0.9081431738250814 -0.4186597375374278 0.0\n", + "KP_sideplane2o_.Farm_KP_sideplane2o.offsets = 0.0 -3500.0 -7000.0 \n", + "KP_inflow1o_.Farm_KP_ioflow1o.type = PlaneSampler \n", + "KP_inflow1o_.Farm_KP_ioflow1o.num_points = 701 26 \n", + "KP_inflow1o_.Farm_KP_ioflow1o.origin = 647450.3009044627 4027389.9022936365 0.09999999999999432\n", + "KP_inflow1o_.Farm_KP_ioflow1o.axis1 = -12714.00443355114 -5861.236325523989 0.0\n", + "KP_inflow1o_.Farm_KP_ioflow1o.axis2 = 0.0 0.0 500.0 \n", + "KP_inflow1o_.Farm_KP_ioflow1o.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KP_inflow1o_.Farm_KP_ioflow1o.offsets = 0.0 3000.0 6000.0 9000.0 12000.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT001_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT001_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT001_KPturbhh.origin = 635308.0117713952 4029058.525573227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT001_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT001_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT001_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT002_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT002_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT002_KPturbhh.origin = 634896.6818063952 4029015.175208227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT002_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT002_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT002_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT003_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT003_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT003_KPturbhh.origin = 634508.2718733952 4029072.706060227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT003_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT003_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT003_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT004_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT004_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT004_KPturbhh.origin = 633568.9920283952 4028974.635815227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT004_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT004_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT004_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT005_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT005_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT005_KPturbhh.origin = 632091.4716363952 4029049.275958227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT005_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT005_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT005_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT006_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT006_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT006_KPturbhh.origin = 632498.5820673952 4029923.765624227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT006_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT006_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT006_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT007_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT007_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT007_KPturbhh.origin = 632088.7714503952 4030110.255477227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT007_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT007_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT007_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT008_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT008_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT008_KPturbhh.origin = 631717.2619063952 4030204.025092227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT008_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT008_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT008_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT009_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT009_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT009_KPturbhh.origin = 631335.8820803952 4030246.595521227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT009_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT009_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT009_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT010_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT010_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT010_KPturbhh.origin = 636097.2217583952 4029092.6056122268 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT010_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT010_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT010_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT012_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT012_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT012_KPturbhh.origin = 633972.4016143952 4029464.195033227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT012_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT012_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT012_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT013_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT013_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT013_KPturbhh.origin = 634851.1513923953 4030308.215219227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT013_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT013_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT013_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT014_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT014_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT014_KPturbhh.origin = 633653.0417383952 4030431.865182227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT014_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT014_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT014_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT015_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT015_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT015_KPturbhh.origin = 632848.5221073952 4031477.275519227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT015_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT015_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT015_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT016_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT016_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT016_KPturbhh.origin = 633217.4513313952 4031732.695670227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT016_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT016_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT016_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT017_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT017_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT017_KPturbhh.origin = 633563.9521083952 4032004.125601227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT017_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT017_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT017_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT018_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT018_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT018_KPturbhh.origin = 633951.4019763952 4031999.805199227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT018_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT018_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT018_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT019_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT019_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT019_KPturbhh.origin = 637280.5919713952 4029108.055693227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT019_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT019_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT019_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT020_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT020_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT020_KPturbhh.origin = 636880.7916373952 4029072.575884227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT020_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT020_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT020_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT021_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT021_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT021_KPturbhh.origin = 636489.8016493953 4029072.505794227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT021_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT021_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT021_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT022_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT022_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT022_KPturbhh.origin = 636928.6319903953 4030363.985828227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT022_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT022_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT022_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT023_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT023_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT023_KPturbhh.origin = 637320.5113573952 4030275.735965227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT023_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT023_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT023_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT024_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT024_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT024_KPturbhh.origin = 637842.1020243953 4030277.745750227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT024_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT024_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT024_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT025_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT025_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT025_KPturbhh.origin = 638191.0021073952 4030449.745947227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT025_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT025_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT025_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT026_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT026_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT026_KPturbhh.origin = 638518.4416403952 4030722.955918227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT026_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT026_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT026_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT027_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT027_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT027_KPturbhh.origin = 638888.5114993952 4030595.755764227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT027_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT027_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT027_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT028_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT028_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT028_KPturbhh.origin = 639646.7420123952 4030003.415718227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT028_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT028_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT028_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT030_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT030_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT030_KPturbhh.origin = 640430.7219763952 4029936.205872227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT030_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT030_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT030_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT031_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT031_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT031_KPturbhh.origin = 640911.6521723953 4030028.715110227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT031_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT031_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT031_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT032_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT032_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT032_KPturbhh.origin = 641640.6119433952 4030038.245049227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT032_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT032_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT032_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT033_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT033_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT033_KPturbhh.origin = 639529.7519673952 4028049.595100227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT033_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT033_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT033_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT034_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT034_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT034_KPturbhh.origin = 639931.2515663952 4028059.165345227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT034_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT034_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT034_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT035_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT035_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT035_KPturbhh.origin = 640417.0819053953 4028000.975228227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT035_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT035_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT035_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT036_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT036_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT036_KPturbhh.origin = 642027.7315723952 4030059.765040227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT036_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT036_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT036_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT037_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT037_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT037_KPturbhh.origin = 642431.1115283952 4030031.305562227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT037_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT037_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT037_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT038_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT038_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT038_KPturbhh.origin = 642840.4217373952 4029995.755839227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT038_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT038_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT038_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT039_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT039_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT039_KPturbhh.origin = 643213.9415243953 4030087.415672227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT039_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT039_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT039_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT040_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT040_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT040_KPturbhh.origin = 643597.4914193952 4030005.396014227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT040_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT040_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT040_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT041_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT041_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT041_KPturbhh.origin = 644044.0117683952 4030111.505976227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT041_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT041_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT041_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT042_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT042_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT042_KPturbhh.origin = 644467.6712983953 4030116.5760742268 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT042_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT042_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT042_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT043_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT043_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT043_KPturbhh.origin = 644834.1713553952 4029261.215698227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT043_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT043_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT043_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT044_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT044_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT044_KPturbhh.origin = 645271.2215783952 4029304.395991227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT044_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT044_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT044_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT045_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT045_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT045_KPturbhh.origin = 642776.7017273952 4028032.125624227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT045_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT045_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT045_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT046_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT046_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT046_KPturbhh.origin = 643193.3620263952 4028090.315877227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT046_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT046_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT046_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT047_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT047_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT047_KPturbhh.origin = 643632.3917953952 4028104.006050227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT047_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT047_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT047_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT048_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT048_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT048_KPturbhh.origin = 644068.1618203953 4028109.575358227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT048_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT048_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT048_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT049_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT049_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT049_KPturbhh.origin = 644465.7013603952 4028138.225737227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT049_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT049_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT049_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT050_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT050_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT050_KPturbhh.origin = 646040.3113943952 4027460.425820227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT050_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT050_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT050_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT051_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT051_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT051_KPturbhh.origin = 646475.0914713952 4027456.606039227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT051_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT051_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT051_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT052_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT052_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT052_KPturbhh.origin = 646910.8520403953 4027434.835757227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT052_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT052_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT052_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT053_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT053_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT053_KPturbhh.origin = 648091.4812923952 4027245.315955227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT053_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT053_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT053_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT054_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT054_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT054_KPturbhh.origin = 643575.3618823952 4026828.005860227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT054_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT054_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT054_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT055_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT055_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT055_KPturbhh.origin = 644082.7319303952 4026820.155582227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT055_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT055_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT055_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT056_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT056_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT056_KPturbhh.origin = 644497.0914183952 4026869.695067227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT056_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT056_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT056_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT057_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT057_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT057_KPturbhh.origin = 644900.5821173952 4026902.285103227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT057_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT057_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT057_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT058_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT058_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT058_KPturbhh.origin = 645306.3120113952 4026850.056040227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT058_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT058_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT058_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT059_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT059_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT059_KPturbhh.origin = 645717.7817753952 4026499.865461227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT059_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT059_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT059_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT060_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT060_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT060_KPturbhh.origin = 647363.5919893952 4025740.836148227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT060_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT060_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT060_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT061_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT061_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT061_KPturbhh.origin = 647749.0513493952 4025720.995861227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT061_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT061_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT061_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT062_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT062_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT062_KPturbhh.origin = 648162.8717143952 4025716.965087227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT062_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT062_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT062_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT063_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT063_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT063_KPturbhh.origin = 642520.9114583952 4024977.985408227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT063_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT063_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT063_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT064_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT064_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT064_KPturbhh.origin = 642931.0216533953 4025053.815417227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT064_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT064_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT064_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT065_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT065_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT065_KPturbhh.origin = 643347.6015893952 4025063.705575227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT065_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT065_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT065_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT066_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT066_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT066_KPturbhh.origin = 643730.7616403952 4025052.125725227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT066_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT066_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT066_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT067_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT067_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT067_KPturbhh.origin = 644167.0021843952 4024974.285210227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT067_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT067_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT067_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT068_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT068_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT068_KPturbhh.origin = 644513.4519953952 4025132.795354227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT068_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT068_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT068_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT069_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT069_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT069_KPturbhh.origin = 644914.6618013952 4025093.015239227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT069_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT069_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT069_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT070_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT070_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT070_KPturbhh.origin = 645344.0721183952 4025049.065540227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT070_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT070_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT070_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT071_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT071_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT071_KPturbhh.origin = 645932.0618253952 4024898.345335227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT071_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT071_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT071_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT072_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT072_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT072_KPturbhh.origin = 638251.0821703952 4027531.795808227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT072_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT072_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT072_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT073_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT073_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT073_KPturbhh.origin = 638695.8317933952 4027384.845399227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT073_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT073_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT073_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT074_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT074_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT074_KPturbhh.origin = 640055.0115123952 4026780.135194227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT074_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT074_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT074_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT075_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT075_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT075_KPturbhh.origin = 640373.1421773952 4026363.855994227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT075_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT075_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT075_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT076_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT076_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT076_KPturbhh.origin = 641293.1716193953 4026766.855054227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT076_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT076_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT076_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT077_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT077_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT077_KPturbhh.origin = 641642.4521783952 4027202.215590227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT077_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT077_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT077_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT078_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT078_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT078_KPturbhh.origin = 642050.5921523952 4027509.765413227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT078_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT078_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT078_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT080_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT080_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT080_KPturbhh.origin = 637836.5214153952 4027340.915367227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT080_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT080_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT080_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT081_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT081_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT081_KPturbhh.origin = 637352.0321453952 4027127.425621227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT081_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT081_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT081_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT082_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT082_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT082_KPturbhh.origin = 636964.4317033952 4027160.405463227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT082_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT082_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT082_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT083_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT083_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT083_KPturbhh.origin = 636567.6419703952 4027102.625197227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT083_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT083_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT083_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT084_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT084_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT084_KPturbhh.origin = 636175.1914633953 4027069.806049227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT084_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT084_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT084_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT085_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT085_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT085_KPturbhh.origin = 635675.2214533952 4027416.495507227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT085_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT085_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT085_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT086_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT086_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT086_KPturbhh.origin = 635290.9118203953 4027342.024994227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT086_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT086_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT086_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT087_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT087_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT087_KPturbhh.origin = 634978.8519193953 4027109.276030227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT087_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT087_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT087_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPturbhh_.WIT_USKPL_SS001_WT088_KPturbhh.type = PlaneSampler \n", + "KPturbhh_.WIT_USKPL_SS001_WT088_KPturbhh.num_points = 205 153 \n", + "KPturbhh_.WIT_USKPL_SS001_WT088_KPturbhh.origin = 634587.3218963952 4027044.055469227 90.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT088_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT088_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KPturbhh_.WIT_USKPL_SS001_WT088_KPturbhh.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT001_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT001_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT001_KPsw.origin = 634617.8229592881 4028740.3441726984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT001_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT001_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT001_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT002_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT002_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT002_KPsw.origin = 634206.4929942881 4028696.993807698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT002_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT002_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT002_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT003_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT003_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT003_KPsw.origin = 633818.0830612881 4028754.5246596984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT003_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT003_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT003_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT004_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT004_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT004_KPsw.origin = 632878.8032162881 4028656.4544146983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT004_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT004_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT004_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT005_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT005_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT005_KPsw.origin = 631401.2828242881 4028731.0945576984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT005_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT005_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT005_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT006_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT006_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT006_KPsw.origin = 631808.3932552881 4029605.5842236984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT006_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT006_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT006_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT007_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT007_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT007_KPsw.origin = 631398.5826382881 4029792.074076698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT007_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT007_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT007_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT008_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT008_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT008_KPsw.origin = 631027.0730942881 4029885.8436916983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT008_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT008_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT008_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT009_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT009_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT009_KPsw.origin = 630645.6932682882 4029928.4141206983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT009_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT009_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT009_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT010_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT010_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT010_KPsw.origin = 635407.0329462881 4028774.424211698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT010_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT010_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT010_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT012_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT012_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT012_KPsw.origin = 633282.2128022881 4029146.0136326985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT012_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT012_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT012_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT013_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT013_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT013_KPsw.origin = 634160.9625802882 4029990.0338186985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT013_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT013_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT013_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT014_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT014_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT014_KPsw.origin = 632962.8529262881 4030113.6837816983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT014_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT014_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT014_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT015_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT015_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT015_KPsw.origin = 632158.3332952881 4031159.0941186985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT015_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT015_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT015_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT016_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT016_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT016_KPsw.origin = 632527.2625192881 4031414.5142696984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT016_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT016_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT016_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT017_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT017_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT017_KPsw.origin = 632873.7632962881 4031685.9442006983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT017_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT017_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT017_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT018_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT018_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT018_KPsw.origin = 633261.2131642881 4031681.623798698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT018_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT018_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT018_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT019_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT019_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT019_KPsw.origin = 636590.4031592881 4028789.874292698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT019_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT019_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT019_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT020_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT020_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT020_KPsw.origin = 636190.6028252881 4028754.3944836985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT020_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT020_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT020_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT021_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT021_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT021_KPsw.origin = 635799.6128372882 4028754.3243936985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT021_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT021_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT021_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT022_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT022_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT022_KPsw.origin = 636238.4431782882 4030045.8044276983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT022_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT022_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT022_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT023_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT023_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT023_KPsw.origin = 636630.3225452881 4029957.554564698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT023_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT023_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT023_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT024_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT024_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT024_KPsw.origin = 637151.9132122882 4029959.5643496984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT024_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT024_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT024_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT025_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT025_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT025_KPsw.origin = 637500.8132952881 4030131.5645466982 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT025_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT025_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT025_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT026_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT026_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT026_KPsw.origin = 637828.2528282881 4030404.774517698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT026_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT026_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT026_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT027_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT027_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT027_KPsw.origin = 638198.3226872882 4030277.5743636983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT027_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT027_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT027_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT028_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT028_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT028_KPsw.origin = 638956.5532002881 4029685.2343176985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT028_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT028_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT028_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT030_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT030_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT030_KPsw.origin = 639740.5331642882 4029618.0244716983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT030_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT030_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT030_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT031_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT031_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT031_KPsw.origin = 640221.4633602882 4029710.5337096984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT031_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT031_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT031_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT032_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT032_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT032_KPsw.origin = 640950.4231312881 4029720.0636486984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT032_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT032_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT032_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT033_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT033_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT033_KPsw.origin = 638839.5631552881 4027731.413699698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT033_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT033_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT033_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT034_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT034_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT034_KPsw.origin = 639241.0627542881 4027740.9839446982 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT034_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT034_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT034_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT035_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT035_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT035_KPsw.origin = 639726.8930932882 4027682.7938276986 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT035_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT035_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT035_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT036_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT036_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT036_KPsw.origin = 641337.5427602881 4029741.5836396986 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT036_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT036_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT036_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT037_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT037_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT037_KPsw.origin = 641740.9227162881 4029713.1241616984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT037_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT037_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT037_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT038_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT038_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT038_KPsw.origin = 642150.2329252881 4029677.574438698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT038_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT038_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT038_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT039_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT039_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT039_KPsw.origin = 642523.7527122882 4029769.234271698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT039_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT039_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT039_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT040_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT040_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT040_KPsw.origin = 642907.3026072881 4029687.2146136984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT040_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT040_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT040_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT041_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT041_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT041_KPsw.origin = 643353.8229562881 4029793.3245756985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT041_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT041_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT041_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT042_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT042_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT042_KPsw.origin = 643777.4824862882 4029798.394673698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT042_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT042_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT042_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT043_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT043_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT043_KPsw.origin = 644143.9825432881 4028943.034297698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT043_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT043_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT043_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT044_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT044_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT044_KPsw.origin = 644581.0327662881 4028986.2145906985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT044_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT044_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT044_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT045_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT045_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT045_KPsw.origin = 642086.5129152881 4027713.944223698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT045_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT045_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT045_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT046_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT046_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT046_KPsw.origin = 642503.1732142881 4027772.1344766985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT046_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT046_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT046_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT047_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT047_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT047_KPsw.origin = 642942.2029832881 4027785.8246496986 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT047_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT047_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT047_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT048_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT048_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT048_KPsw.origin = 643377.9730082882 4027791.3939576983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT048_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT048_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT048_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT049_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT049_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT049_KPsw.origin = 643775.5125482881 4027820.0443366985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT049_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT049_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT049_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT050_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT050_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT050_KPsw.origin = 645350.1225822881 4027142.244419698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT050_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT050_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT050_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT051_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT051_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT051_KPsw.origin = 645784.9026592881 4027138.4246386983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT051_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT051_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT051_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT052_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT052_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT052_KPsw.origin = 646220.6632282882 4027116.6543566985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT052_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT052_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT052_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT053_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT053_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT053_KPsw.origin = 647401.2924802881 4026927.134554698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT053_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT053_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT053_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT054_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT054_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT054_KPsw.origin = 642885.1730702881 4026509.8244596985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT054_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT054_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT054_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT055_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT055_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT055_KPsw.origin = 643392.5431182882 4026501.974181698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT055_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT055_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT055_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT056_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT056_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT056_KPsw.origin = 643806.9026062881 4026551.5136666982 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT056_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT056_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT056_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT057_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT057_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT057_KPsw.origin = 644210.3933052882 4026584.1037026984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT057_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT057_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT057_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT058_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT058_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT058_KPsw.origin = 644616.1231992882 4026531.8746396983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT058_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT058_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT058_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT059_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT059_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT059_KPsw.origin = 645027.5929632881 4026181.6840606984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT059_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT059_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT059_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT060_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT060_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT060_KPsw.origin = 646673.4031772881 4025422.6547476985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT060_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT060_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT060_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT061_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT061_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT061_KPsw.origin = 647058.8625372881 4025402.8144606985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT061_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT061_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT061_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT062_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT062_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT062_KPsw.origin = 647472.6829022882 4025398.7836866984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT062_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT062_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT062_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT063_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT063_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT063_KPsw.origin = 641830.7226462881 4024659.8040076983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT063_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT063_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT063_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT064_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT064_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT064_KPsw.origin = 642240.8328412882 4024735.634016698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT064_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT064_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT064_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT065_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT065_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT065_KPsw.origin = 642657.4127772881 4024745.524174698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT065_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT065_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT065_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT066_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT066_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT066_KPsw.origin = 643040.5728282881 4024733.9443246983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT066_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT066_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT066_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT067_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT067_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT067_KPsw.origin = 643476.8133722881 4024656.1038096985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT067_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT067_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT067_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT068_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT068_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT068_KPsw.origin = 643823.2631832882 4024814.6139536984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT068_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT068_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT068_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT069_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT069_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT069_KPsw.origin = 644224.4729892882 4024774.8338386985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT069_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT069_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT069_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT070_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT070_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT070_KPsw.origin = 644653.8833062882 4024730.8841396985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT070_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT070_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT070_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT071_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT071_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT071_KPsw.origin = 645241.8730132881 4024580.1639346983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT071_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT071_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT071_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT072_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT072_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT072_KPsw.origin = 637560.8933582881 4027213.614407698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT072_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT072_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT072_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT073_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT073_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT073_KPsw.origin = 638005.6429812881 4027066.6639986984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT073_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT073_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT073_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT074_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT074_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT074_KPsw.origin = 639364.8227002881 4026461.9537936985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT074_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT074_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT074_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT075_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT075_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT075_KPsw.origin = 639682.9533652881 4026045.6745936982 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT075_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT075_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT075_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT076_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT076_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT076_KPsw.origin = 640602.9828072882 4026448.6736536985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT076_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT076_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT076_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT077_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT077_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT077_KPsw.origin = 640952.2633662882 4026884.0341896983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT077_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT077_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT077_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT078_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT078_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT078_KPsw.origin = 641360.4033402881 4027191.5840126984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT078_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT078_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT078_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT080_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT080_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT080_KPsw.origin = 637146.3326032881 4027022.7339666984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT080_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT080_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT080_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT081_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT081_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT081_KPsw.origin = 636661.8433332881 4026809.2442206983 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT081_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT081_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT081_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT082_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT082_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT082_KPsw.origin = 636274.2428912881 4026842.2240626984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT082_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT082_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT082_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT083_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT083_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT083_KPsw.origin = 635877.4531582881 4026784.4437966985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT083_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT083_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT083_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT084_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT084_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT084_KPsw.origin = 635485.0026512882 4026751.624648698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT084_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT084_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT084_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT085_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT085_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT085_KPsw.origin = 634985.0326412881 4027098.314106698 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT085_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT085_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT085_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT086_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT086_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT086_KPsw.origin = 634600.7230082882 4027023.8435936985 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT086_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT086_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT086_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT087_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT087_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT087_KPsw.origin = 634288.6631072882 4026791.0946296984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT087_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT087_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT087_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KPsw_.WIT_USKPL_SS001_WT088_KPsw.type = PlaneSampler \n", + "KPsw_.WIT_USKPL_SS001_WT088_KPsw.num_points = 205 47 \n", + "KPsw_.WIT_USKPL_SS001_WT088_KPsw.origin = 633897.1330842881 4026725.8740686984 10.0\n", + "KPsw_.WIT_USKPL_SS001_WT088_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0\n", + "KPsw_.WIT_USKPL_SS001_WT088_KPsw.axis2 = 0.0 0.0 460.0 \n", + "KPsw_.WIT_USKPL_SS001_WT088_KPsw.offset_vector = 0.0 0.0 0.0 \n", + "KProtor_.WIT_USKPL_SS001_WT001_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT001_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT001_KProtor.origin = 635308.0117713952 4029058.525573227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT001_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT001_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT001_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT001_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT002_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT002_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT002_KProtor.origin = 634896.6818063952 4029015.175208227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT002_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT002_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT002_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT002_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT003_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT003_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT003_KProtor.origin = 634508.2718733952 4029072.706060227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT003_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT003_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT003_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT003_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT004_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT004_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT004_KProtor.origin = 633568.9920283952 4028974.635815227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT004_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT004_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT004_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT004_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT005_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT005_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT005_KProtor.origin = 632091.4716363952 4029049.275958227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT005_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT005_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT005_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT005_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT006_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT006_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT006_KProtor.origin = 632498.5820673952 4029923.765624227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT006_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT006_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT006_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT006_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT007_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT007_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT007_KProtor.origin = 632088.7714503952 4030110.255477227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT007_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT007_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT007_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT007_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT008_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT008_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT008_KProtor.origin = 631717.2619063952 4030204.025092227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT008_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT008_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT008_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT008_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT009_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT009_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT009_KProtor.origin = 631335.8820803952 4030246.595521227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT009_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT009_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT009_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT009_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT010_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT010_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT010_KProtor.origin = 636097.2217583952 4029092.6056122268 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT010_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT010_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT010_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT010_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT012_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT012_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT012_KProtor.origin = 633972.4016143952 4029464.195033227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT012_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT012_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT012_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT012_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT013_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT013_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT013_KProtor.origin = 634851.1513923953 4030308.215219227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT013_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT013_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT013_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT013_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT014_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT014_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT014_KProtor.origin = 633653.0417383952 4030431.865182227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT014_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT014_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT014_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT014_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT015_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT015_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT015_KProtor.origin = 632848.5221073952 4031477.275519227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT015_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT015_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT015_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT015_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT016_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT016_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT016_KProtor.origin = 633217.4513313952 4031732.695670227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT016_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT016_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT016_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT016_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT017_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT017_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT017_KProtor.origin = 633563.9521083952 4032004.125601227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT017_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT017_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT017_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT017_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT018_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT018_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT018_KProtor.origin = 633951.4019763952 4031999.805199227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT018_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT018_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT018_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT018_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT019_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT019_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT019_KProtor.origin = 637280.5919713952 4029108.055693227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT019_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT019_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT019_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT019_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT020_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT020_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT020_KProtor.origin = 636880.7916373952 4029072.575884227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT020_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT020_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT020_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT020_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT021_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT021_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT021_KProtor.origin = 636489.8016493953 4029072.505794227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT021_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT021_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT021_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT021_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT022_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT022_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT022_KProtor.origin = 636928.6319903953 4030363.985828227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT022_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT022_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT022_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT022_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT023_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT023_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT023_KProtor.origin = 637320.5113573952 4030275.735965227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT023_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT023_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT023_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT023_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT024_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT024_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT024_KProtor.origin = 637842.1020243953 4030277.745750227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT024_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT024_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT024_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT024_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT025_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT025_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT025_KProtor.origin = 638191.0021073952 4030449.745947227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT025_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT025_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT025_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT025_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT026_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT026_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT026_KProtor.origin = 638518.4416403952 4030722.955918227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT026_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT026_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT026_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT026_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT027_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT027_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT027_KProtor.origin = 638888.5114993952 4030595.755764227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT027_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT027_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT027_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT027_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT028_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT028_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT028_KProtor.origin = 639646.7420123952 4030003.415718227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT028_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT028_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT028_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT028_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT030_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT030_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT030_KProtor.origin = 640430.7219763952 4029936.205872227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT030_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT030_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT030_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT030_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT031_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT031_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT031_KProtor.origin = 640911.6521723953 4030028.715110227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT031_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT031_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT031_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT031_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT032_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT032_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT032_KProtor.origin = 641640.6119433952 4030038.245049227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT032_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT032_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT032_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT032_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT033_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT033_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT033_KProtor.origin = 639529.7519673952 4028049.595100227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT033_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT033_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT033_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT033_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT034_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT034_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT034_KProtor.origin = 639931.2515663952 4028059.165345227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT034_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT034_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT034_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT034_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT035_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT035_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT035_KProtor.origin = 640417.0819053953 4028000.975228227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT035_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT035_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT035_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT035_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT036_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT036_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT036_KProtor.origin = 642027.7315723952 4030059.765040227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT036_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT036_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT036_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT036_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT037_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT037_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT037_KProtor.origin = 642431.1115283952 4030031.305562227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT037_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT037_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT037_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT037_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT038_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT038_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT038_KProtor.origin = 642840.4217373952 4029995.755839227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT038_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT038_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT038_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT038_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT039_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT039_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT039_KProtor.origin = 643213.9415243953 4030087.415672227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT039_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT039_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT039_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT039_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT040_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT040_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT040_KProtor.origin = 643597.4914193952 4030005.396014227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT040_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT040_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT040_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT040_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT041_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT041_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT041_KProtor.origin = 644044.0117683952 4030111.505976227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT041_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT041_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT041_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT041_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT042_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT042_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT042_KProtor.origin = 644467.6712983953 4030116.5760742268 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT042_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT042_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT042_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT042_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT043_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT043_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT043_KProtor.origin = 644834.1713553952 4029261.215698227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT043_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT043_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT043_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT043_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT044_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT044_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT044_KProtor.origin = 645271.2215783952 4029304.395991227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT044_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT044_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT044_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT044_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT045_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT045_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT045_KProtor.origin = 642776.7017273952 4028032.125624227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT045_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT045_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT045_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT045_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT046_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT046_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT046_KProtor.origin = 643193.3620263952 4028090.315877227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT046_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT046_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT046_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT046_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT047_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT047_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT047_KProtor.origin = 643632.3917953952 4028104.006050227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT047_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT047_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT047_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT047_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT048_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT048_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT048_KProtor.origin = 644068.1618203953 4028109.575358227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT048_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT048_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT048_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT048_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT049_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT049_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT049_KProtor.origin = 644465.7013603952 4028138.225737227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT049_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT049_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT049_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT049_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT050_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT050_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT050_KProtor.origin = 646040.3113943952 4027460.425820227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT050_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT050_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT050_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT050_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT051_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT051_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT051_KProtor.origin = 646475.0914713952 4027456.606039227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT051_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT051_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT051_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT051_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT052_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT052_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT052_KProtor.origin = 646910.8520403953 4027434.835757227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT052_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT052_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT052_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT052_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT053_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT053_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT053_KProtor.origin = 648091.4812923952 4027245.315955227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT053_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT053_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT053_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT053_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT054_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT054_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT054_KProtor.origin = 643575.3618823952 4026828.005860227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT054_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT054_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT054_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT054_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT055_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT055_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT055_KProtor.origin = 644082.7319303952 4026820.155582227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT055_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT055_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT055_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT055_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT056_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT056_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT056_KProtor.origin = 644497.0914183952 4026869.695067227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT056_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT056_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT056_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT056_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT057_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT057_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT057_KProtor.origin = 644900.5821173952 4026902.285103227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT057_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT057_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT057_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT057_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT058_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT058_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT058_KProtor.origin = 645306.3120113952 4026850.056040227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT058_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT058_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT058_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT058_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT059_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT059_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT059_KProtor.origin = 645717.7817753952 4026499.865461227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT059_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT059_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT059_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT059_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT060_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT060_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT060_KProtor.origin = 647363.5919893952 4025740.836148227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT060_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT060_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT060_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT060_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT061_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT061_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT061_KProtor.origin = 647749.0513493952 4025720.995861227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT061_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT061_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT061_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT061_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT062_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT062_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT062_KProtor.origin = 648162.8717143952 4025716.965087227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT062_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT062_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT062_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT062_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT063_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT063_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT063_KProtor.origin = 642520.9114583952 4024977.985408227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT063_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT063_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT063_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT063_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT064_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT064_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT064_KProtor.origin = 642931.0216533953 4025053.815417227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT064_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT064_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT064_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT064_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT065_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT065_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT065_KProtor.origin = 643347.6015893952 4025063.705575227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT065_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT065_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT065_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT065_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT066_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT066_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT066_KProtor.origin = 643730.7616403952 4025052.125725227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT066_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT066_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT066_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT066_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT067_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT067_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT067_KProtor.origin = 644167.0021843952 4024974.285210227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT067_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT067_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT067_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT067_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT068_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT068_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT068_KProtor.origin = 644513.4519953952 4025132.795354227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT068_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT068_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT068_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT068_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT069_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT069_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT069_KProtor.origin = 644914.6618013952 4025093.015239227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT069_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT069_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT069_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT069_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT070_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT070_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT070_KProtor.origin = 645344.0721183952 4025049.065540227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT070_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT070_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT070_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT070_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT071_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT071_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT071_KProtor.origin = 645932.0618253952 4024898.345335227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT071_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT071_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT071_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT071_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT072_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT072_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT072_KProtor.origin = 638251.0821703952 4027531.795808227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT072_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT072_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT072_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT072_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT073_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT073_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT073_KProtor.origin = 638695.8317933952 4027384.845399227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT073_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT073_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT073_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT073_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT074_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT074_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT074_KProtor.origin = 640055.0115123952 4026780.135194227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT074_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT074_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT074_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT074_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT075_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT075_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT075_KProtor.origin = 640373.1421773952 4026363.855994227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT075_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT075_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT075_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT075_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT076_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT076_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT076_KProtor.origin = 641293.1716193953 4026766.855054227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT076_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT076_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT076_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT076_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT077_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT077_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT077_KProtor.origin = 641642.4521783952 4027202.215590227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT077_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT077_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT077_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT077_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT078_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT078_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT078_KProtor.origin = 642050.5921523952 4027509.765413227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT078_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT078_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT078_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT078_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT080_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT080_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT080_KProtor.origin = 637836.5214153952 4027340.915367227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT080_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT080_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT080_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT080_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT081_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT081_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT081_KProtor.origin = 637352.0321453952 4027127.425621227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT081_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT081_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT081_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT081_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT082_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT082_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT082_KProtor.origin = 636964.4317033952 4027160.405463227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT082_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT082_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT082_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT082_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT083_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT083_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT083_KProtor.origin = 636567.6419703952 4027102.625197227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT083_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT083_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT083_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT083_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT084_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT084_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT084_KProtor.origin = 636175.1914633953 4027069.806049227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT084_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT084_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT084_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT084_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT085_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT085_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT085_KProtor.origin = 635675.2214533952 4027416.495507227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT085_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT085_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT085_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT085_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT086_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT086_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT086_KProtor.origin = 635290.9118203953 4027342.024994227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT086_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT086_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT086_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT086_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT087_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT087_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT087_KProtor.origin = 634978.8519193953 4027109.276030227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT087_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT087_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT087_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT087_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "KProtor_.WIT_USKPL_SS001_WT088_KProtor.type = PlaneSampler \n", + "KProtor_.WIT_USKPL_SS001_WT088_KProtor.num_points = 153 45 \n", + "KProtor_.WIT_USKPL_SS001_WT088_KProtor.origin = 634587.3218963952 4027044.055469227 26.5\n", + "KProtor_.WIT_USKPL_SS001_WT088_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT088_KProtor.axis2 = 0.0 0.0 443.5 \n", + "KProtor_.WIT_USKPL_SS001_WT088_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0\n", + "KProtor_.WIT_USKPL_SS001_WT088_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0\n", + "\n", + "#---- extra params ----\n", + "#== END AMR-WIND INPUT ==\n", + "\n" + ] + } + ], + "source": [ + "# Write the input file\n", + "print(case.writeAMRWindInput(inputfile))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "467d49c3-bcda-402f-b744-f2ea3e90b86c", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md b/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md index bf71e81d..93807866 100644 --- a/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md @@ -4,7 +4,9 @@ - [Prerequisites](#prerequisites) - [Preparing the measurement data](#preparing-the-measurement-data) - +- [Set up the ABL precursor run]() +- [Compare statistics from the ABL precursor]() +- [Set up the wind farm run]() ## Prerequisites @@ -23,6 +25,18 @@ Phase2_Data/A1_scanning_lidar_10min.nc Phase2_Data/B_ASSIST.nc ``` +In addition, download the [AMR-Wind front end](https://github.com/Exawind/amr-wind-frontend) tool. + +The AMR-Wind front end tool has useful utilities which can be used for setting up the OpenFAST turbine model and postprocessing results, and will be required in the set up steps below. It is available on github and can be downloaded via + + ```bash + $ git clone --recursive git@github.com:Exawind/amr-wind-frontend.git AMRWINDFEDIR + ``` + + where `AMRWINDFEDIR` is the location you'd like the tool to be + located. For the basic use of front end tool, the usual python 3 + libraries (numpy, scipy, pandas, etc.) are required. + ## Preparing the measurement data Once the netcdf files are ready, we can create the MMC profiles necessary to drive the ABL precursor. Use the [MMCprofiles_Ph3_try1.ipynb](MMCprofiles_Ph3_try1.ipynb) notebook for this purpose. @@ -44,6 +58,12 @@ ds_temperature = xr.open_dataset('Phase2_Data/B_ASSIST.nc') ## Set up the ABL precursor run +Use the notebook [MMC_BM3_BigPrecursor.ipynb](MMC_BM3_BigPrecursor.ipynb). ## Compare statistics from the ABL precursor +Use the notebook [MMC_BM3_BigPrecursor_ABLStats.ipynb](MMC_BM3_BigPrecursor_ABLStats.ipynb). + +## Set up the wind farm run + +Use the notebook [Prod1_Phase3.ipynb](Prod1_Phase3.ipynb). From 0d33005b7916dd963e65ca09e90739e1461f7bd3 Mon Sep 17 00:00:00 2001 From: Lawrence Cheung <15526007+lawrenceccheung@users.noreply.github.com> Date: Tue, 23 Sep 2025 16:32:40 -0600 Subject: [PATCH 03/21] Add more setup files --- .../setup/MMC_BM3_BigPrecursor_profiles1.png | Bin 0 -> 62937 bytes .../setup/MMC_BM3_BigPrecursor_profiles2.png | Bin 0 -> 80762 bytes .../NREL-2p8-127_AeroDyn15_Polar_00.dat | 254 +++++++++++++ .../NREL-2p8-127_AeroDyn15_Polar_01.dat | 254 +++++++++++++ .../NREL-2p8-127_AeroDyn15_Polar_02.dat | 254 +++++++++++++ .../NREL-2p8-127_AeroDyn15_Polar_03.dat | 254 +++++++++++++ .../NREL-2p8-127_AeroDyn15_Polar_04.dat | 254 +++++++++++++ .../NREL-2p8-127_AeroDyn15_Polar_05.dat | 254 +++++++++++++ .../NREL-2p8-127_AeroDyn15_Polar_06.dat | 254 +++++++++++++ .../NREL-2p8-127_AeroDyn15_Polar_07.dat | 254 +++++++++++++ .../NREL-2p8-127_AeroDyn15_Polar_08.dat | 254 +++++++++++++ .../NREL-2p8-127_AeroDyn15_Polar_09.dat | 254 +++++++++++++ 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| 254 +++++++++++++ .../NREL-2p8-127_AeroDyn15_Polar_27.dat | 254 +++++++++++++ .../NREL-2p8-127_AeroDyn15_Polar_28.dat | 254 +++++++++++++ .../NREL-2p8-127_AeroDyn15_Polar_29.dat | 254 +++++++++++++ .../NREL-2p8-127.fst | 71 ++++ .../NREL-2p8-127_AeroDyn15.dat | 151 ++++++++ .../NREL-2p8-127_AeroDyn15_blade.dat | 36 ++ .../NREL-2p8-127_Cp_Ct_Cq.txt | 81 ++++ .../NREL-2p8-127_DISCON.IN | 198 ++++++++++ .../NREL-2p8-127_ElastoDyn.dat | 351 ++++++++++++++++++ .../NREL-2p8-127_ElastoDyn_blade.dat | 62 ++++ .../NREL-2p8-127_ElastoDyn_tower.dat | 51 +++ .../NREL-2p8-127_InflowFile.dat | 71 ++++ .../NREL-2p8-127_ServoDyn.dat | 110 ++++++ .../NREL-2p8-127_ServoDyn.dat~ | 110 ++++++ .../AWAKEN_benchmark/setup/README.md | 91 ++++- .../AWAKEN_benchmark/setup/nrel2p8_127.yaml | 18 + 45 files changed, 9013 insertions(+), 8 deletions(-) create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/MMC_BM3_BigPrecursor_profiles1.png create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/MMC_BM3_BigPrecursor_profiles2.png create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_00.dat create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_01.dat create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_02.dat create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_03.dat create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_04.dat create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_05.dat create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_06.dat create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_07.dat create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_08.dat create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_09.dat create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_10.dat create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_11.dat create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_12.dat create mode 100755 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b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_00.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF00_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! (deg) (-) (-) (-) +-1.80000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 2.16840434497101e-19 +-1.77000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 +-1.74000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 +-1.71000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 +-1.68000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 +-1.65000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 +-1.62000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 +-1.59000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 +-1.56000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 +-1.53000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 +-1.50000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 +-1.47000000000000e+02 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0.00000000000000e+00 + 1.35000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 + 1.38000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 + 1.41000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 + 1.44000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 + 1.47000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 + 1.50000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 + 1.53000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 + 1.56000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 + 1.59000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 + 1.62000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 + 1.65000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 + 1.68000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 5.55111512312578e-17 + 1.71000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 + 1.74000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 + 1.77000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 0.00000000000000e+00 + 1.80000000000000e+02 0.00000000000000e+00 5.00000000000000e-01 2.16840434497101e-19 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_01.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_01.dat new file mode 100755 index 00000000..2c3f97d9 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_01.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF01_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-2.35623589340039e-02 + 1.65000000000000e+02 -2.72360674221785e-02 4.99608171404760e-01 -2.73438495437070e-02 + 1.68000000000000e+02 -2.36489773325938e-02 4.99524509579567e-01 -3.11903985752876e-02 + 1.71000000000000e+02 -1.90803609145996e-02 4.99457714568622e-01 -3.13452420489940e-02 + 1.74000000000000e+02 -1.25964736639045e-02 4.99418378323573e-01 -2.00356593921316e-02 + 1.77000000000000e+02 -6.23768336203496e-03 4.99373842070984e-01 -9.72296262197550e-03 + 1.80000000000000e+02 7.15569903825545e-05 4.98272865144399e-01 1.11539156839100e-04 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_02.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_02.dat new file mode 100755 index 00000000..8da2e86d --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_02.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF02_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-1.87150510054742e-01 + 1.65000000000000e+02 -2.28363691551358e-01 4.68241882193580e-01 -2.19324930693571e-01 + 1.68000000000000e+02 -1.99504569798234e-01 4.62119643036690e-01 -2.52747147994371e-01 + 1.71000000000000e+02 -1.62119295698542e-01 4.57432811656762e-01 -2.54749010131783e-01 + 1.74000000000000e+02 -1.06895377674320e-01 4.54771774069826e-01 -1.62833784773626e-01 + 1.77000000000000e+02 -5.28940422582663e-02 4.51783227120757e-01 -7.90204490884154e-02 + 1.80000000000000e+02 6.06785925718170e-04 4.43844582360444e-01 9.06500889394360e-04 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_03.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_03.dat new file mode 100755 index 00000000..f65307c4 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_03.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF03_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! (deg) (-) (-) (-) +-1.80000000000000e+02 1.19461330354191e-03 2.86513460658754e-01 1.57765787905867e-03 +-1.77000000000000e+02 1.04135451864752e-01 2.98112702855408e-01 1.10020617139721e-01 +-1.74000000000000e+02 2.10724355097791e-01 3.07398469407098e-01 2.26714397332085e-01 +-1.71000000000000e+02 3.20267132632736e-01 3.15846634844479e-01 3.54688484231113e-01 +-1.68000000000000e+02 3.89195177912315e-01 3.32128086922449e-01 3.58433358670624e-01 +-1.65000000000000e+02 4.40412121694545e-01 3.55419527358393e-01 3.30883174397657e-01 +-1.62000000000000e+02 5.09212773335899e-01 3.74997808430423e-01 3.06201586469516e-01 +-1.59000000000000e+02 5.32089831048635e-01 3.97673161059268e-01 2.90327845717151e-01 +-1.56000000000000e+02 5.24250833498754e-01 4.26724872500404e-01 2.82814121954550e-01 +-1.53000000000000e+02 5.17144382599200e-01 4.53476087589972e-01 2.73591907239656e-01 +-1.50000000000000e+02 5.11208422802191e-01 4.79070658883015e-01 2.66765891873130e-01 +-1.47000000000000e+02 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-3.18475765241372e-01 + 1.65000000000000e+02 -4.40412121694545e-01 3.55419527358393e-01 -3.76872444417065e-01 + 1.68000000000000e+02 -3.89195177912315e-01 3.32128086922449e-01 -4.38638393159931e-01 + 1.71000000000000e+02 -3.20267132632736e-01 3.15846634844479e-01 -4.43360605288891e-01 + 1.74000000000000e+02 -2.10724355097791e-01 3.07398469407098e-01 -2.83392996665107e-01 + 1.77000000000000e+02 -1.04135451864752e-01 2.98112702855408e-01 -1.37525771424652e-01 + 1.80000000000000e+02 1.19461330354191e-03 2.86513460658754e-01 1.57765787905867e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_04.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_04.dat new file mode 100755 index 00000000..3f9d0785 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_04.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF04_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-3.44238585454640e-01 + 1.65000000000000e+02 -5.47687466919928e-01 2.42039936418090e-01 -4.08395849772344e-01 + 1.68000000000000e+02 -4.89037055284963e-01 2.06722155496634e-01 -4.76549249901987e-01 + 1.71000000000000e+02 -4.06769894373219e-01 1.84554614610383e-01 -4.82027607162351e-01 + 1.74000000000000e+02 -2.67167146642180e-01 1.74470100707594e-01 -3.08108673706000e-01 + 1.77000000000000e+02 -1.31884392252920e-01 1.63778582337402e-01 -1.49519866519910e-01 + 1.80000000000000e+02 1.51284087127972e-03 1.52765832970837e-01 1.71525084387675e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_05.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_05.dat new file mode 100755 index 00000000..b8ca0301 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_05.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF05_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! (deg) (-) (-) (-) +-1.80000000000000e+02 1.59028340185488e-03 5.30484011581130e-02 1.71525084387675e-03 +-1.77000000000000e+02 1.43440667955864e-01 5.69904773378858e-02 1.19615893215928e-01 +-1.74000000000000e+02 2.90768981755963e-01 6.08655619319221e-02 2.46486938964800e-01 +-1.71000000000000e+02 4.43178545481321e-01 6.45604482370117e-02 3.85622085729881e-01 +-1.68000000000000e+02 5.29376421517182e-01 7.97854838674342e-02 3.88888686624352e-01 +-1.65000000000000e+02 5.83384432075683e-01 1.13322899940713e-01 3.56596594333429e-01 +-1.62000000000000e+02 6.58052746466602e-01 1.39666099854011e-01 3.28044528833179e-01 +-1.59000000000000e+02 6.82626273057617e-01 1.74719916850604e-01 3.08525502430541e-01 +-1.56000000000000e+02 6.59935593709743e-01 2.29890975105168e-01 2.98037146145450e-01 +-1.53000000000000e+02 6.38474111618216e-01 2.82696757573840e-01 2.85220088519226e-01 +-1.50000000000000e+02 6.19863294475652e-01 3.36609267754187e-01 2.75697028993217e-01 +-1.47000000000000e+02 6.08516661541211e-01 4.00266009496372e-01 2.77677067842002e-01 +-1.44000000000000e+02 5.98299369782621e-01 4.63778354794774e-01 2.80354060205679e-01 +-1.41000000000000e+02 5.87864422578644e-01 5.26072169366589e-01 2.82513318245551e-01 +-1.38000000000000e+02 5.73272961409524e-01 5.91196046305549e-01 2.87022812687574e-01 +-1.35000000000000e+02 5.55209533058643e-01 6.58186211569015e-01 2.94147772623991e-01 +-1.32000000000000e+02 5.39055411379097e-01 7.25210081298953e-01 3.00482829576636e-01 +-1.29000000000000e+02 5.18889759887378e-01 7.90241792508510e-01 3.06998772884326e-01 +-1.26000000000000e+02 4.90306432645970e-01 8.52262741568379e-01 3.13845103004571e-01 +-1.23000000000000e+02 4.63103969744417e-01 9.15535538907446e-01 3.20838639273727e-01 +-1.20000000000000e+02 4.34875532517620e-01 9.76839749931639e-01 3.27473325632488e-01 +-1.17000000000000e+02 3.98084924479969e-01 1.02828799374096e+00 3.32569068553104e-01 +-1.14000000000000e+02 3.59585831299907e-01 1.07864173872429e+00 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-3.38900342673624e-01 + 1.65000000000000e+02 -5.88359323470545e-01 1.13322899940713e-01 -4.04828431304173e-01 + 1.68000000000000e+02 -5.29376421517182e-01 7.97854838674342e-02 -4.75635987361107e-01 + 1.71000000000000e+02 -4.43178545481321e-01 6.45604482370117e-02 -4.82027607162351e-01 + 1.74000000000000e+02 -2.90768981755963e-01 6.08655619319221e-02 -3.08108673706000e-01 + 1.77000000000000e+02 -1.43440667955864e-01 5.69904773378858e-02 -1.49519866519910e-01 + 1.80000000000000e+02 1.59028340185488e-03 5.30484011581130e-02 1.71525084387675e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_06.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_06.dat new file mode 100755 index 00000000..3aedfbdb --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_06.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF06_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-3.35824488587996e-01 + 1.65000000000000e+02 -6.02756791373887e-01 5.27443629663410e-02 -4.02772912452634e-01 + 1.68000000000000e+02 -5.42909265297265e-01 2.13961250270233e-02 -4.75109772568552e-01 + 1.71000000000000e+02 -4.55566365456502e-01 1.05694776697916e-02 -4.82027607162351e-01 + 1.74000000000000e+02 -2.98780941360442e-01 1.05293095924272e-02 -3.08108673706000e-01 + 1.77000000000000e+02 -1.47358028762347e-01 1.04872888303436e-02 -1.49519866519910e-01 + 1.80000000000000e+02 1.67716541505925e-03 1.04446674962589e-02 1.71525084387675e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_07.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_07.dat new file mode 100755 index 00000000..1bf2d3c1 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_07.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF07_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! (deg) (-) (-) (-) +-1.80000000000000e+02 2.36256509367287e-03 2.33915508881306e-02 2.63005231533311e-03 +-1.77000000000000e+02 1.43318979868104e-01 2.33914127688100e-02 1.19412037654295e-01 +-1.74000000000000e+02 2.90526723986337e-01 2.45650718179195e-02 2.46532806675788e-01 +-1.71000000000000e+02 4.41540191878993e-01 3.59898835603894e-02 3.85633552484065e-01 +-1.68000000000000e+02 5.36725143233620e-01 5.41556689651003e-02 3.77301081735220e-01 +-1.65000000000000e+02 6.11268538664784e-01 8.62381366018546e-02 3.11332656608064e-01 +-1.62000000000000e+02 7.14248998681557e-01 1.11948778172091e-01 2.48649741372014e-01 +-1.59000000000000e+02 7.46087164111379e-01 1.46923246765385e-01 2.19234635899299e-01 +-1.56000000000000e+02 7.17456974571990e-01 2.03744096917453e-01 2.16340906668473e-01 +-1.53000000000000e+02 6.90293001321723e-01 2.57824207421449e-01 2.10589483596158e-01 +-1.50000000000000e+02 6.66670101030090e-01 3.12750446544980e-01 2.07242737324115e-01 +-1.47000000000000e+02 6.52270965092702e-01 3.78049760786323e-01 2.11765979615973e-01 +-1.44000000000000e+02 6.39242271890949e-01 4.45415153830131e-01 2.16115790584452e-01 +-1.41000000000000e+02 6.25817498243449e-01 5.11466304967348e-01 2.20454263052358e-01 +-1.38000000000000e+02 6.08515136855236e-01 5.80676066561468e-01 2.27051081548987e-01 +-1.35000000000000e+02 5.88252908823712e-01 6.51971519545227e-01 2.36476173370156e-01 +-1.32000000000000e+02 5.69747700927882e-01 7.23227846922858e-01 2.44967538427813e-01 +-1.29000000000000e+02 5.47171758390314e-01 7.92550659969604e-01 2.53953204232855e-01 +-1.26000000000000e+02 5.16391024984778e-01 8.58937853349752e-01 2.63791468555163e-01 +-1.23000000000000e+02 4.86966577464429e-01 9.26588275592512e-01 2.73651823967331e-01 +-1.20000000000000e+02 4.56476310337611e-01 9.92235148263257e-01 2.83291215923240e-01 +-1.17000000000000e+02 4.17423408737975e-01 1.04781279252935e+00 2.92001695084598e-01 +-1.14000000000000e+02 3.76678933235703e-01 1.10225720769051e+00 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-3.53426595721088e-01 + 1.65000000000000e+02 -6.04090178043434e-01 8.66185179660174e-02 -4.12875574156589e-01 + 1.68000000000000e+02 -5.30205496877345e-01 5.48200956737916e-02 -4.77696076864642e-01 + 1.71000000000000e+02 -4.32718730101282e-01 3.67338085927513e-02 -4.82041940605081e-01 + 1.74000000000000e+02 -2.85020935970946e-01 2.50810210978703e-02 -3.08166008344735e-01 + 1.77000000000000e+02 -1.40666225844055e-01 2.35276215147343e-02 -1.49265047067869e-01 + 1.80000000000000e+02 2.36256509367287e-03 2.33915508881306e-02 2.63005231533311e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_08.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_08.dat new file mode 100755 index 00000000..3b95b007 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_08.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF08_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-3.84462312633766e-01 + 1.65000000000000e+02 -6.04668180253632e-01 1.38854010867266e-01 -4.30738080968019e-01 + 1.68000000000000e+02 -5.06532754422957e-01 1.06335040436198e-01 -4.82268916935814e-01 + 1.71000000000000e+02 -3.93563715294956e-01 7.71888618184322e-02 -4.82063630750221e-01 + 1.74000000000000e+02 -2.61230666539504e-01 4.79024424862685e-02 -3.08252770238523e-01 + 1.77000000000000e+02 -1.29116790714168e-01 4.39983541638724e-02 -1.48879440413304e-01 + 1.80000000000000e+02 3.32021791019216e-03 4.36563740641532e-02 4.01437965837889e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_09.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_09.dat new file mode 100755 index 00000000..3cd9b3db --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_09.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF09_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! (deg) (-) (-) (-) +-1.80000000000000e+02 3.76391738779976e-03 5.31476641885223e-02 4.66274714354355e-03 +-1.77000000000000e+02 1.29970501279881e-01 5.31472191671717e-02 1.18959069268519e-01 +-1.74000000000000e+02 2.63071037757645e-01 5.69287562681268e-02 2.46634725028365e-01 +-1.71000000000000e+02 3.95828567699254e-01 9.37395741188135e-02 3.85659031686550e-01 +-1.68000000000000e+02 5.12485809131761e-01 1.28321939057793e-01 3.52640439446630e-01 +-1.65000000000000e+02 6.19785379302519e-01 1.62093583411379e-01 2.15002393130359e-01 +-1.62000000000000e+02 7.58174956576270e-01 1.93557762874768e-01 7.74138201323027e-02 +-1.59000000000000e+02 8.02634407720057e-01 2.33797330808657e-01 3.17687214308559e-02 +-1.56000000000000e+02 7.72230279663785e-01 2.92930788229498e-01 4.92027280341610e-02 +-1.53000000000000e+02 7.43425630280709e-01 3.49588668420873e-01 6.49314431667653e-02 +-1.50000000000000e+02 7.18408684752239e-01 4.07297514269801e-01 7.94722345537421e-02 +-1.47000000000000e+02 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-4.07049932493213e-01 + 1.65000000000000e+02 -6.04863200844218e-01 1.63319174644356e-01 -4.43808469580444e-01 + 1.68000000000000e+02 -4.87580371492886e-01 1.30462726240995e-01 -4.85614961114773e-01 + 1.71000000000000e+02 -3.67085322035697e-01 9.61365054187003e-02 -4.82073789608188e-01 + 1.74000000000000e+02 -2.44813936155481e-01 5.85911482088063e-02 -3.08293406285457e-01 + 1.77000000000000e+02 -1.21180627886171e-01 5.35860846337465e-02 -1.48698836585648e-01 + 1.80000000000000e+02 3.76391738779976e-03 5.31476641885223e-02 4.66274714354355e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_10.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_10.dat new file mode 100755 index 00000000..5390d699 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_10.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF10_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-4.21048888787605e-01 + 1.65000000000000e+02 -5.99422550146435e-01 1.63005892540251e-01 -4.51976932820627e-01 + 1.68000000000000e+02 -4.72506655407358e-01 1.30404926044849e-01 -4.87705759829580e-01 + 1.71000000000000e+02 -3.52433600414843e-01 9.61444841288109e-02 -4.82071615786880e-01 + 1.74000000000000e+02 -2.35281035998610e-01 5.85651479874792e-02 -3.08282580490560e-01 + 1.77000000000000e+02 -1.16619337892520e-01 5.35330443524502e-02 -1.48747842133184e-01 + 1.80000000000000e+02 3.60617225096867e-03 5.30842120903968e-02 4.48681729738824e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_11.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_11.dat new file mode 100755 index 00000000..f72fccee --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_11.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF11_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-4.32026760001298e-01 + 1.65000000000000e+02 -5.83546590901951e-01 1.59091452320882e-01 -4.58385560749273e-01 + 1.68000000000000e+02 -4.57601240180736e-01 1.27273315524755e-01 -4.89345513018724e-01 + 1.71000000000000e+02 -3.40618369335640e-01 9.38400793614292e-02 -4.82063850891680e-01 + 1.74000000000000e+02 -2.27420179833011e-01 5.71766817522755e-02 -3.08246101869390e-01 + 1.77000000000000e+02 -1.12878420652120e-01 5.22013570850264e-02 -1.48912235150536e-01 + 1.80000000000000e+02 3.09394954133124e-03 5.17341580429927e-02 3.89664659822503e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_12.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_12.dat new file mode 100755 index 00000000..3058925b --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_12.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF12_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-4.41127170143229e-01 + 1.65000000000000e+02 -5.65406079875595e-01 1.54649159832547e-01 -4.63714630916321e-01 + 1.68000000000000e+02 -4.44446874019088e-01 1.23719415321868e-01 -4.90709005157517e-01 + 1.71000000000000e+02 -3.31130434522943e-01 9.12249314949292e-02 -4.82054653804830e-01 + 1.74000000000000e+02 -2.21038288207439e-01 5.56009843903810e-02 -3.08204571685975e-01 + 1.77000000000000e+02 -1.09848557206237e-01 5.06900951897450e-02 -1.49098796146539e-01 + 1.80000000000000e+02 2.51235711811031e-03 5.02020526543461e-02 3.22689288714371e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_13.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_13.dat new file mode 100755 index 00000000..f79e077c --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_13.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF13_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! (deg) (-) (-) (-) +-1.80000000000000e+02 1.95845647681373e-03 4.87440875373128e-02 2.58954929772994e-03 +-1.77000000000000e+02 1.13846731420220e-01 4.87439042124992e-02 1.19421063399945e-01 +-1.74000000000000e+02 2.29009873927392e-01 5.22420610421186e-02 2.46530775873736e-01 +-1.71000000000000e+02 3.43414767039575e-01 8.61337419185197e-02 3.85633044791236e-01 +-1.68000000000000e+02 4.57308024839952e-01 1.17221942799208e-01 3.47973356919319e-01 +-1.65000000000000e+02 5.71129134748264e-01 1.46957051783119e-01 1.96771841697792e-01 +-1.62000000000000e+02 7.08746854683589e-01 1.74481007479046e-01 4.55602995682812e-02 +-1.59000000000000e+02 7.53470699362023e-01 2.11358886520021e-01 -5.95371428470788e-03 +-1.56000000000000e+02 7.38179826172805e-01 2.69747033909953e-01 9.03296788698955e-04 +-1.53000000000000e+02 7.25131094018390e-01 3.25277877660726e-01 8.12061912200729e-03 +-1.50000000000000e+02 7.12923732527185e-01 3.81991832515281e-01 1.50360171925523e-02 +-1.47000000000000e+02 6.99397333403318e-01 4.51148769942883e-01 2.84245368375275e-02 +-1.44000000000000e+02 6.85322508667051e-01 5.22842676988189e-01 4.43529179984873e-02 +-1.41000000000000e+02 6.71871493038099e-01 5.92983412282087e-01 5.89812835754059e-02 +-1.38000000000000e+02 6.54041296379638e-01 6.66319366644530e-01 7.40319580098033e-02 +-1.35000000000000e+02 6.32756514047148e-01 7.41761426943568e-01 8.93274281199519e-02 +-1.32000000000000e+02 6.13467874105737e-01 8.17239604404309e-01 1.04518523986683e-01 +-1.29000000000000e+02 5.89715444594652e-01 8.90475795156001e-01 1.19903610294562e-01 +-1.26000000000000e+02 5.56816552331752e-01 9.60317954151342e-01 1.35592452026364e-01 +-1.23000000000000e+02 5.25423530608072e-01 1.03157139378836e+00 1.51336143355260e-01 +-1.20000000000000e+02 4.92875626878606e-01 1.10060605166367e+00 1.66927717516289e-01 +-1.17000000000000e+02 4.50900455182570e-01 1.15851760951754e+00 1.81779922135776e-01 +-1.14000000000000e+02 4.07055281628960e-01 1.21518596789574e+00 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-4.49216916424933e-01 + 1.65000000000000e+02 -5.47955571732732e-01 1.50421834783210e-01 -4.68480081501840e-01 + 1.68000000000000e+02 -4.33216499263116e-01 1.20337492274261e-01 -4.91928586455040e-01 + 1.71000000000000e+02 -3.23476829225648e-01 8.87363335215164e-02 -4.82045317074457e-01 + 1.74000000000000e+02 -2.15854151957265e-01 5.41015367638227e-02 -3.08164850005883e-01 + 1.77000000000000e+02 -1.07389835298542e-01 4.92519649264163e-02 -1.49276329249931e-01 + 1.80000000000000e+02 1.95845647681373e-03 4.87440875373128e-02 2.58954929772994e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_14.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_14.dat new file mode 100755 index 00000000..b87f3a68 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_14.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF14_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-4.57006417768648e-01 + 1.65000000000000e+02 -5.32702098342661e-01 1.46806734461501e-01 -4.73112741893382e-01 + 1.68000000000000e+02 -4.24045527027153e-01 1.17445358133946e-01 -4.93114826073740e-01 + 1.71000000000000e+02 -3.17454982099623e-01 8.66081481491383e-02 -4.82036304549129e-01 + 1.74000000000000e+02 -2.11756110021294e-01 5.28192474830386e-02 -3.08130527321353e-01 + 1.77000000000000e+02 -1.05445458643130e-01 4.80221126872484e-02 -1.49428151021784e-01 + 1.80000000000000e+02 1.48397991623078e-03 4.74972730382829e-02 2.04450935208172e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_15.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_15.dat new file mode 100755 index 00000000..ff1ed5cc --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_15.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF15_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! (deg) (-) (-) (-) +-1.80000000000000e+02 1.20481386170366e-03 4.67685164223522e-02 1.72593632726792e-03 +-1.77000000000000e+02 1.09559486852468e-01 4.67684423893836e-02 1.19613512048772e-01 +-1.74000000000000e+02 2.19908482853628e-01 5.01356197023365e-02 2.46487474729859e-01 +-1.71000000000000e+02 3.29763150113209e-01 8.26862686579169e-02 3.85622219669118e-01 +-1.68000000000000e+02 4.39655518433689e-01 1.12246824339460e-01 3.47300498062441e-01 +-1.65000000000000e+02 5.49568920891820e-01 1.40313063697097e-01 1.94143527057367e-01 +-1.62000000000000e+02 6.85886501988316e-01 1.66185183272431e-01 4.09858603116513e-02 +-1.59000000000000e+02 7.31747718962228e-01 2.01651783750583e-01 -1.14702205319560e-02 +-1.56000000000000e+02 7.23895497013906e-01 2.59720683038021e-01 -8.69570868685738e-03 +-1.53000000000000e+02 7.17330913073166e-01 3.14773872092047e-01 -6.22952048963996e-03 +-1.50000000000000e+02 7.10395264247905e-01 3.71063362549826e-01 -3.53057636254341e-03 +-1.47000000000000e+02 6.97580698220091e-01 4.40514777306430e-01 9.74471175949958e-03 +-1.44000000000000e+02 6.83388990331843e-01 5.12668998557266e-01 2.66447695320214e-02 +-1.41000000000000e+02 6.70238862044593e-01 5.83181750279415e-01 4.17066923960584e-02 +-1.38000000000000e+02 6.52647882224395e-01 6.56952685749149e-01 5.70555712798740e-02 +-1.35000000000000e+02 6.31532335568412e-01 7.32872279815321e-01 7.25892986673387e-02 +-1.32000000000000e+02 6.12435106800955e-01 8.08807424471895e-01 8.80256357837782e-02 +-1.29000000000000e+02 5.88859613140738e-01 8.82537391282443e-01 1.03657132234010e-01 +-1.26000000000000e+02 5.56079192266112e-01 9.52926020372984e-01 1.19599946281127e-01 +-1.23000000000000e+02 5.24812272963181e-01 1.02471580630088e+00 1.35586990240001e-01 +-1.20000000000000e+02 4.92389091165145e-01 1.09429792629205e+00 1.51428304083727e-01 +-1.17000000000000e+02 4.50501940062650e-01 1.15280435738689e+00 1.66582860811279e-01 +-1.14000000000000e+02 4.06735630572246e-01 1.21006960445250e+00 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-4.64945244445662e-01 + 1.65000000000000e+02 -5.23023338958649e-01 1.44693727050416e-01 -4.77910305592861e-01 + 1.68000000000000e+02 -4.18345275579481e-01 1.15754920710774e-01 -4.94344549314207e-01 + 1.71000000000000e+02 -3.13757389127146e-01 8.53642348234157e-02 -4.82028661124570e-01 + 1.74000000000000e+02 -2.09236804653799e-01 5.20697560409391e-02 -3.08109648458886e-01 + 1.77000000000000e+02 -1.04244066671564e-01 4.73032704243391e-02 -1.49516890060965e-01 + 1.80000000000000e+02 1.20481386170366e-03 4.67685164223522e-02 1.72593632726792e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_16.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_16.dat new file mode 100755 index 00000000..aa54e36e --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_16.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF16_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-4.73707670773979e-01 + 1.65000000000000e+02 -5.21043473381663e-01 1.46805733825271e-01 -4.83347659536183e-01 + 1.68000000000000e+02 -4.16835080112915e-01 1.17444549096995e-01 -4.95700886297117e-01 + 1.71000000000000e+02 -3.12645427994366e-01 8.66076039619540e-02 -4.82022868577820e-01 + 1.74000000000000e+02 -2.08493140807672e-01 5.28191108892163e-02 -3.08107186480915e-01 + 1.77000000000000e+02 -1.03875869662964e-01 4.80210531109840e-02 -1.49519866519910e-01 + 1.80000000000000e+02 1.19150933416438e-03 4.74945985818624e-02 1.71525084387675e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_17.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_17.dat new file mode 100755 index 00000000..bbc8e98b --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_17.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF17_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! (deg) (-) (-) (-) +-1.80000000000000e+02 1.18794031825343e-03 5.02377652520037e-02 1.71525084387677e-03 +-1.77000000000000e+02 1.08866445967322e-01 5.02376982549728e-02 1.19615893215928e-01 +-1.74000000000000e+02 2.18509866242558e-01 5.38547932841568e-02 2.46486938964800e-01 +-1.71000000000000e+02 3.27665374972119e-01 8.88204596916544e-02 3.85622085729881e-01 +-1.68000000000000e+02 4.36867896845900e-01 1.20570302811585e-01 3.47686530836939e-01 +-1.65000000000000e+02 5.46099384727968e-01 1.50712311029396e-01 1.95651323795572e-01 +-1.62000000000000e+02 6.80638766758587e-01 1.78795012075837e-01 4.51873496395837e-02 +-1.59000000000000e+02 7.28928509634576e-01 2.15755313462363e-01 -1.03686176951023e-02 +-1.56000000000000e+02 7.24948597525987e-01 2.72817726857059e-01 -1.24244435041248e-02 +-1.53000000000000e+02 7.21840288569456e-01 3.27082558358228e-01 -1.66317353599798e-02 +-1.50000000000000e+02 7.20052620530892e-01 3.82727175776496e-01 -2.24733513490889e-02 +-1.47000000000000e+02 7.06810909898784e-01 4.51747743556908e-01 -9.00445485758222e-03 +-1.44000000000000e+02 6.90772745752074e-01 5.23527374306397e-01 9.03088463372893e-03 +-1.41000000000000e+02 6.76470996589195e-01 5.93643117533036e-01 2.49871827302166e-02 +-1.38000000000000e+02 6.57972354047975e-01 6.66949815726438e-01 4.09544735908065e-02 +-1.35000000000000e+02 6.36207340553018e-01 7.42359721969321e-01 5.68857580528051e-02 +-1.32000000000000e+02 6.16378336851967e-01 8.17807006924375e-01 7.27823981614579e-02 +-1.29000000000000e+02 5.92129147618266e-01 8.91010209939222e-01 8.88058044317803e-02 +-1.26000000000000e+02 5.58895507486032e-01 9.60816363427365e-01 1.05038757508330e-01 +-1.23000000000000e+02 5.27146693006458e-01 1.03203458322479e+00 1.21323237006647e-01 +-1.20000000000000e+02 4.94247534902726e-01 1.10103297641853e+00 1.37456543176033e-01 +-1.17000000000000e+02 4.52024597289103e-01 1.15890377563806e+00 1.52871196937229e-01 +-1.14000000000000e+02 4.07956920535147e-01 1.21553096289769e+00 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-4.83398094120407e-01 + 1.65000000000000e+02 -5.19495002404677e-01 1.54784146617808e-01 -4.89493605398401e-01 + 1.68000000000000e+02 -4.15596234932722e-01 1.23827367133854e-01 -4.97160244012920e-01 + 1.71000000000000e+02 -3.11716142991239e-01 9.13046062314657e-02 -4.82016645814054e-01 + 1.74000000000000e+02 -2.07873285512908e-01 5.56498810460324e-02 -3.08105568927746e-01 + 1.77000000000000e+02 -1.03567088143818e-01 5.07326698215007e-02 -1.49519866519910e-01 + 1.80000000000000e+02 1.18794031825343e-03 5.02377652520037e-02 1.71525084387677e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_18.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_18.dat new file mode 100755 index 00000000..ebb9e356 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_18.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF18_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-4.92004276426546e-01 + 1.65000000000000e+02 -5.18414913185646e-01 1.64603196341436e-01 -4.94997251401255e-01 + 1.68000000000000e+02 -4.14732114209744e-01 1.31682714971884e-01 -4.98498321559848e-01 + 1.71000000000000e+02 -3.11067962084291e-01 9.70852169914730e-02 -4.82011557441600e-01 + 1.74000000000000e+02 -2.07440987380705e-01 5.91337159451159e-02 -3.08104462504770e-01 + 1.77000000000000e+02 -1.03351383739208e-01 5.40698623188461e-02 -1.49519866519910e-01 + 1.80000000000000e+02 1.18553516284643e-03 5.36137863522789e-02 1.71525084387676e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_19.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_19.dat new file mode 100755 index 00000000..9f188881 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_19.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF19_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-4.97920683395267e-01 + 1.65000000000000e+02 -5.17905869148492e-01 1.71005823610177e-01 -4.98735700762182e-01 + 1.68000000000000e+02 -4.14324855038920e-01 1.36804887248108e-01 -4.99545847886441e-01 + 1.71000000000000e+02 -3.10762481394059e-01 1.00854532467384e-01 -4.82008847257571e-01 + 1.74000000000000e+02 -2.07237272458508e-01 6.14053916115495e-02 -3.08103950167446e-01 + 1.77000000000000e+02 -1.03249587814635e-01 5.62459180763731e-02 -1.49519866519910e-01 + 1.80000000000000e+02 1.18443679277198e-03 5.58151607586491e-02 1.71525084387675e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_20.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_20.dat new file mode 100755 index 00000000..83b1a881 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_20.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF20_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-5.00938935977867e-01 + 1.65000000000000e+02 -5.18715046461178e-01 1.71839926691211e-01 -5.00546173646544e-01 + 1.68000000000000e+02 -4.15192980633346e-01 1.37444879894429e-01 -5.00249488950529e-01 + 1.71000000000000e+02 -3.11571407584946e-01 1.01308561645733e-01 -4.82017116446664e-01 + 1.74000000000000e+02 -2.07761866619141e-01 6.16798270700781e-02 -3.08169152995273e-01 + 1.77000000000000e+02 -1.03506452551675e-01 5.65111017258337e-02 -1.49134606105111e-01 + 1.80000000000000e+02 1.18739760787619e-03 5.60840434418004e-02 3.20202396175453e-03 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_21.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_21.dat new file mode 100755 index 00000000..89af75cf --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_21.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF21_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-5.03331062852412e-01 + 1.65000000000000e+02 -5.31470448899051e-01 1.67409320615177e-01 -5.01928907589438e-01 + 1.68000000000000e+02 -4.28576318549419e-01 1.33507280627858e-01 -5.00861706156895e-01 + 1.71000000000000e+02 -3.23881530704524e-01 9.81671847450129e-02 -4.82142508913310e-01 + 1.74000000000000e+02 -2.15757201582891e-01 5.97981569798294e-02 -3.09109076845104e-01 + 1.77000000000000e+02 -1.07425981330701e-01 5.47417489949713e-02 -1.43587419541320e-01 + 1.80000000000000e+02 1.23236154236670e-03 5.43029389337965e-02 2.46093825848747e-02 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_22.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_22.dat new file mode 100755 index 00000000..626bc74a --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_22.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF22_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-5.05382667919736e-01 + 1.65000000000000e+02 -5.56057205934774e-01 1.58533940661562e-01 -5.03102799945913e-01 + 1.68000000000000e+02 -4.54358594468988e-01 1.25651060744974e-01 -5.01409982889663e-01 + 1.71000000000000e+02 -3.47588219241669e-01 9.19171962459834e-02 -4.82383871855044e-01 + 1.74000000000000e+02 -2.31155149348765e-01 5.60536719926225e-02 -3.10916500091164e-01 + 1.77000000000000e+02 -1.14974663732791e-01 5.12185513587968e-02 -1.32920842968112e-01 + 1.80000000000000e+02 1.31895831997566e-03 5.07557368399015e-02 6.57731738793961e-02 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_23.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_23.dat new file mode 100755 index 00000000..2e13de6c --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_23.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF23_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! (deg) (-) (-) (-) +-1.80000000000000e+02 1.42307220825987e-03 4.63087889602784e-02 1.15162466527564e-01 +-1.77000000000000e+02 1.31587437928796e-01 4.63087218239101e-02 1.64749526758294e-01 +-1.74000000000000e+02 2.65185542557029e-01 4.95581878026438e-02 2.32064253751634e-01 +-1.71000000000000e+02 4.00334033684495e-01 8.15350343844350e-02 3.82016469001999e-01 +-1.68000000000000e+02 5.09394814909046e-01 1.13071964894219e-01 3.41510983200101e-01 +-1.65000000000000e+02 6.06027490593112e-01 1.44979315997217e-01 1.71528030085296e-01 +-1.62000000000000e+02 7.28793874471918e-01 1.74314128659304e-01 3.63373979499428e-03 +-1.59000000000000e+02 7.71121454554479e-01 2.12597457486897e-01 -5.80291261964897e-02 +-1.56000000000000e+02 7.56238549215818e-01 2.70979333541648e-01 -4.98739953243371e-02 +-1.53000000000000e+02 7.42155142684428e-01 3.26650934458919e-01 -4.36471673422233e-02 +-1.50000000000000e+02 7.28828517760478e-01 3.83538883085987e-01 -3.44597114355689e-02 +-1.47000000000000e+02 7.13980939306811e-01 4.52665141919314e-01 -2.02398357123976e-02 +-1.44000000000000e+02 6.97482922053019e-01 5.24282874292495e-01 -2.77760852426962e-03 +-1.41000000000000e+02 6.82136137416692e-01 5.94370845304098e-01 1.25606871110750e-02 +-1.38000000000000e+02 6.62809450431293e-01 6.67645238969179e-01 2.79408704594856e-02 +-1.35000000000000e+02 6.40455784935861e-01 7.43019778933505e-01 4.34673885516095e-02 +-1.32000000000000e+02 6.19962382797984e-01 8.18433043107950e-01 5.89095762715866e-02 +-1.29000000000000e+02 5.95100073053416e-01 8.91599893197755e-01 7.45567408028994e-02 +-1.26000000000000e+02 5.61454996025616e-01 9.61366448578330e-01 9.05271867979203e-02 +-1.23000000000000e+02 5.29268452023882e-01 1.03254559962902e+00 1.06539120198437e-01 +-1.20000000000000e+02 4.95936577010954e-01 1.10150377362720e+00 1.22414011015437e-01 +-1.17000000000000e+02 4.53408157407085e-01 1.15933039916684e+00 1.37639962615377e-01 +-1.14000000000000e+02 4.09066513139165e-01 1.21591328172370e+00 1.52815850439536e-01 +-1.11000000000000e+02 3.66107686492785e-01 1.27475614862164e+00 1.68192951885976e-01 +-1.08000000000000e+02 3.17644234656749e-01 1.31743733624599e+00 1.81760515184548e-01 +-1.05000000000000e+02 2.65332546911507e-01 1.35220145187752e+00 1.94295080680891e-01 +-1.02000000000000e+02 2.14339587291959e-01 1.39334988998188e+00 2.07675148273043e-01 +-9.90000000000000e+01 1.62134869722949e-01 1.41857665234664e+00 2.18898678066754e-01 +-9.60000000000000e+01 1.07969232701449e-01 1.42953273993458e+00 2.27382843241835e-01 +-9.30000000000000e+01 5.39485825743138e-02 1.44304286695143e+00 2.36540893627433e-01 +-9.00000000000000e+01 3.36710301994231e-07 1.45305999999944e+00 2.44789552398654e-01 +-8.70000000000000e+01 -5.39485768144007e-02 1.44304285026592e+00 2.49211068814310e-01 +-8.40000000000000e+01 -1.07969483818088e-01 1.42953268944469e+00 2.53407285370326e-01 +-8.10000000000000e+01 -1.62134308381429e-01 1.41857679421956e+00 2.58301944726125e-01 +-7.80000000000000e+01 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-5.06800995283406e-01 + 1.65000000000000e+02 -5.85650053882045e-01 1.47329733490704e-01 -5.03908411642887e-01 + 1.68000000000000e+02 -4.85367243657641e-01 1.15780723056015e-01 -5.01848946632434e-01 + 1.71000000000000e+02 -3.76087922466505e-01 8.40913897079784e-02 -4.82673852184863e-01 + 1.74000000000000e+02 -2.49667228644298e-01 5.13639220163541e-02 -3.13085186186772e-01 + 1.77000000000000e+02 -1.24050317526844e-01 4.68026005464317e-02 -1.20122831527450e-01 + 1.80000000000000e+02 1.42307220825987e-03 4.63087889602784e-02 1.15162466527564e-01 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_24.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_24.dat new file mode 100755 index 00000000..325928ed --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_24.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF24_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-5.07524210937169e-01 + 1.65000000000000e+02 -6.12895046905107e-01 1.36454079153853e-01 -5.04317113526666e-01 + 1.68000000000000e+02 -5.13890859682237e-01 1.06248252512669e-01 -5.02157795583666e-01 + 1.71000000000000e+02 -4.02290102478461e-01 7.65607395509958e-02 -4.82940260548651e-01 + 1.74000000000000e+02 -2.66687994321129e-01 4.68498489149862e-02 -3.15074566784665e-01 + 1.77000000000000e+02 -1.32395169950265e-01 4.25486118403343e-02 -1.08383566745913e-01 + 1.80000000000000e+02 1.51880254840382e-03 4.20240013999565e-02 1.60465909680271e-01 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_25.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_25.dat new file mode 100755 index 00000000..351124dc --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_25.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF25_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! (deg) (-) (-) (-) +-1.80000000000000e+02 1.58578354474256e-03 3.88897305355829e-02 1.92088274839259e-01 +-1.77000000000000e+02 1.47286007521921e-01 3.88896555692602e-02 1.95353550148086e-01 +-1.74000000000000e+02 2.97420639569072e-01 4.15474975917940e-02 2.22284580347031e-01 +-1.71000000000000e+02 4.50486624299897e-01 6.81882771532370e-02 3.79571587657112e-01 +-1.68000000000000e+02 5.59748981145594e-01 9.65754920644395e-02 3.36788730919799e-01 +-1.65000000000000e+02 6.48142659928665e-01 1.26826655279420e-01 1.53081887192851e-01 +-1.62000000000000e+02 7.63813333114880e-01 1.53974077269879e-01 -3.03246473561414e-02 +-1.59000000000000e+02 8.00892870776161e-01 1.91097826916699e-01 -9.19229329004131e-02 +-1.56000000000000e+02 7.72244383830672e-01 2.51738849677205e-01 -7.06352337560125e-02 +-1.53000000000000e+02 7.45154109356719e-01 3.09429257763627e-01 -5.10926037289311e-02 +-1.50000000000000e+02 7.21593002822034e-01 3.68030803387382e-01 -3.29558765118952e-02 +-1.47000000000000e+02 7.06249855035793e-01 4.37820070294717e-01 -1.77648569588951e-02 +-1.44000000000000e+02 6.91951080807516e-01 5.09845592418776e-01 -2.59182276413936e-03 +-1.41000000000000e+02 6.77468105523313e-01 5.80461324862809e-01 1.24693877880218e-02 +-1.38000000000000e+02 6.58819298747056e-01 6.54352965367063e-01 2.77593020967363e-02 +-1.35000000000000e+02 6.36953256681774e-01 7.30405250827880e-01 4.32213182439269e-02 +-1.32000000000000e+02 6.17008510876433e-01 8.06467118445746e-01 5.85843040974524e-02 +-1.29000000000000e+02 5.92650338028345e-01 8.80334558920045e-01 7.41617495502712e-02 +-1.26000000000000e+02 5.59345101933281e-01 9.50876215310844e-01 9.00819180131741e-02 +-1.23000000000000e+02 5.27519726894413e-01 1.02281580804838e+00 1.06039451488759e-01 +-1.20000000000000e+02 4.94544340946783e-01 1.09255038149351e+00 1.21860312043659e-01 +-1.17000000000000e+02 4.52267269007873e-01 1.15122216622601e+00 1.37044083454953e-01 +-1.14000000000000e+02 4.08151342826851e-01 1.20865345748482e+00 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-6.31982311415004e-01 1.28445558492560e-01 -5.04439049527360e-01 + 1.68000000000000e+02 -5.33856637715466e-01 9.92607220174668e-02 -5.02337745427749e-01 + 1.71000000000000e+02 -4.20621510930795e-01 7.10586532512334e-02 -4.83126507886097e-01 + 1.74000000000000e+02 -2.78596688685235e-01 4.35509532464956e-02 -3.16463251862197e-01 + 1.77000000000000e+02 -1.38233927842738e-01 3.94374886575211e-02 -1.00189414341900e-01 + 1.80000000000000e+02 1.58578354474256e-03 3.88897305355829e-02 1.92088274839259e-01 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_26.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_26.dat new file mode 100755 index 00000000..5ed43051 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_26.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF26_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-6.39049345204095e-01 1.25382917483750e-01 -5.04448986451083e-01 + 1.68000000000000e+02 -5.41244616294629e-01 9.65961342673439e-02 -5.02397902004603e-01 + 1.71000000000000e+02 -4.27402357496677e-01 6.89648404339162e-02 -4.83195367349789e-01 + 1.74000000000000e+02 -2.83001936048423e-01 4.22953705232977e-02 -3.16976150100527e-01 + 1.77000000000000e+02 -1.40393849373998e-01 3.82528217348885e-02 -9.71630863805732e-02 + 1.80000000000000e+02 1.61056171551222e-03 3.76960998240643e-02 2.03767292163497e-01 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_27.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_27.dat new file mode 100755 index 00000000..1cb48915 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_27.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF27_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-6.39049483539518e-01 1.25382856961580e-01 -5.04448986451087e-01 + 1.68000000000000e+02 -5.41244760887112e-01 9.65960816544434e-02 -5.02397903149536e-01 + 1.71000000000000e+02 -4.27402490192922e-01 6.89647991157153e-02 -4.83195368697119e-01 + 1.74000000000000e+02 -2.83002022256992e-01 4.22953457451952e-02 -3.16976160132990e-01 + 1.77000000000000e+02 -1.40393891642954e-01 3.82527983531156e-02 -9.71630271852082e-02 + 1.80000000000000e+02 1.61056220041293e-03 3.76960762645205e-02 2.03767520606581e-01 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_28.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_28.dat new file mode 100755 index 00000000..09c45204 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_28.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF28_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-6.39049483539518e-01 1.25382856961580e-01 -5.04448986451087e-01 + 1.68000000000000e+02 -5.41244760887112e-01 9.65960816544434e-02 -5.02397903149536e-01 + 1.71000000000000e+02 -4.27402490192922e-01 6.89647991157153e-02 -4.83195368697119e-01 + 1.74000000000000e+02 -2.83002022256992e-01 4.22953457451952e-02 -3.16976160132990e-01 + 1.77000000000000e+02 -1.40393891642954e-01 3.82527983531156e-02 -9.71630271852082e-02 + 1.80000000000000e+02 1.61056220041293e-03 3.76960762645205e-02 2.03767520606581e-01 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_29.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_29.dat new file mode 100755 index 00000000..6e4f5654 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/Airfoils/NREL-2p8-127_AeroDyn15_Polar_29.dat @@ -0,0 +1,254 @@ +! ------------ AirfoilInfo v1.01.x Input File ---------------------------------- +! AeroElasticSE FAST driver +! line +! line +! ------------------------------------------------------------------------------ +DEFAULT InterpOrd ! Interpolation order to use for quasi-steady table lookup {1=linear; 3=cubic spline; "default"} [default=3] +1 NonDimArea ! The non-dimensional area of the airfoil (area/chord^2) (set to 1.0 if unsure or unneeded) +0 NumCoords ! The number of coordinates in the airfoil shape file. Set to zero if coordinates not included. +AF29_BL.txt BL_file ! The file name including the boundary layer characteristics of the profile. Ignored if the aeroacoustic module is not called. +1 NumTabs ! Number of airfoil tables in this file. Each table must have lines for Re and Ctrl. +! ------------------------------------------------------------------------------ +! data for table 1 +! ------------------------------------------------------------------------------ +6.000000 Re ! Reynolds number in millions +0 Ctrl ! Control setting (must be 0 for current AirfoilInfo) +True InclUAdata ! Is unsteady aerodynamics data included in this table? If TRUE, then include 30 UA coefficients below this line +!........................................ +0.000000 alpha0 ! 0-lift angle of attack, depends on airfoil. +0.000000 alpha1 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA>alpha0. (deg) +0.000000 alpha2 ! Angle of attack at f=0.7, (approximately the stall angle) for AOA1] +0.000000 S2 ! Constant in the f curve best-fit for AOA> alpha1; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S3 ! Constant in the f curve best-fit for alpha2<=AOA< alpha0; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 S4 ! Constant in the f curve best-fit for AOA< alpha2; by definition it depends on the airfoil. [ignored if UAMod<>1] +0.000000 Cn1 ! Critical value of C0n at leading edge separation. It should be extracted from airfoil data at a given Mach and Reynolds number. It can be calculated from the static value of Cn at either the break in the pitching moment or the loss of chord force at the onset of stall. It is close to the condition of maximum lift of the airfoil at low Mach numbers. +0.000000 Cn2 ! As Cn1 for negative AOAs. +Default St_sh ! Strouhal's shedding frequency constant. [default = 0.19] +0.000000 Cd0 ! 2D drag coefficient value at 0-lift. +0.000000 Cm0 ! 2D pitching moment coefficient about 1/4-chord location, at 0-lift, positive if nose up. [If the aerodynamics coefficients table does not include a column for Cm, this needs to be set to 0.0] +0.000000 k0 ! Constant in the \hat(x)_cp curve best-fit; = (\hat(x)_AC-0.25). [ignored if UAMod<>1] +0.000000 k1 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k2 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k3 ! Constant in the \hat(x)_cp curve best-fit. [ignored if UAMod<>1] +0.000000 k1_hat ! Constant in the expression of Cc due to leading edge vortex effects. [ignored if UAMod<>1] +Default x_cp_bar ! Constant in the expression of \hat(x)_cp^v. [ignored if UAMod<>1, default = 0.2] +Default UACutout ! Angle of attack above which unsteady aerodynamics are disabled (deg). [Specifying the string "Default" sets UACutout to 45 degrees] +Default filtCutOff ! Cut-off frequency (-3 dB corner frequency) for low-pass filtering the AoA input to UA, as well as the 1st and 2nd derivatives (Hz) [default = 20] +!........................................ +! Table of aerodynamics coefficients +200 NumAlf ! Number of data lines in the following table +! Alpha Cl Cd Cm +! 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-6.39049483539518e-01 1.25382856961580e-01 -5.04448986451087e-01 + 1.68000000000000e+02 -5.41244760887112e-01 9.65960816544434e-02 -5.02397903149536e-01 + 1.71000000000000e+02 -4.27402490192922e-01 6.89647991157153e-02 -4.83195368697119e-01 + 1.74000000000000e+02 -2.83002022256992e-01 4.22953457451952e-02 -3.16976160132990e-01 + 1.77000000000000e+02 -1.40393891642954e-01 3.82527983531156e-02 -9.71630271852082e-02 + 1.80000000000000e+02 1.61056220041293e-03 3.76960762645205e-02 2.03767520606581e-01 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst new file mode 100755 index 00000000..ce5f0db8 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst @@ -0,0 +1,71 @@ +------- OpenFAST INPUT FILE ------------------------------------------- +Generated with AeroElasticSE FAST driver +---------------------- SIMULATION CONTROL -------------------------------------- +False Echo - Echo input data to .ech (flag) +"FATAL" AbortLevel - Error level when simulation should abort (string) {"WARNING", "SEVERE", "FATAL"} +720.0 TMax - Total run time (s) +0.01 DT - Recommended module time step (s) +2 InterpOrder - Interpolation order for input/output time history (-) {1=linear, 2=quadratic} +0 NumCrctn - Number of correction iterations (-) {0=explicit calculation, i.e., no corrections} +99999.0 DT_UJac - Time between calls to get Jacobians (s) +1000000.0 UJacSclFact - Scaling factor used in Jacobians (-) +---------------------- FEATURE SWITCHES AND FLAGS ------------------------------ +1 CompElast - Compute structural dynamics (switch) {1=ElastoDyn; 2=ElastoDyn + BeamDyn for blades} +2 CompInflow - Compute inflow wind velocities (switch) {0=still air; 1=InflowWind; 2=external from OpenFOAM} +2 CompAero - Compute aerodynamic loads (switch) {0=None; 1=AeroDyn v14; 2=AeroDyn v15} +1 CompServo - Compute control and electrical-drive dynamics (switch) {0=None; 1=ServoDyn} +0 CompHydro - Compute hydrodynamic loads (switch) {0=None; 1=HydroDyn} +0 CompSub - Compute sub-structural dynamics (switch) {0=None; 1=SubDyn; 2=External Platform MCKF} +0 CompMooring - Compute mooring system (switch) {0=None; 1=MAP++; 2=FEAMooring; 3=MoorDyn; 4=OrcaFlex} +0 CompIce - Compute ice loads (switch) {0=None; 1=IceFloe; 2=IceDyn} +0 MHK - MHK turbine type (switch) {0=Not an MHK turbine; 1=Fixed MHK turbine; 2=Floating MHK turbine} +---------------------- ENVIRONMENTAL CONDITIONS -------------------------------- +9.81 Gravity - Gravitational acceleration (m/s^2) +1.225 AirDens - Air density (kg/m^3) +1025 WtrDens - Water density (kg/m^3) +1.464e-05 KinVisc - Kinematic viscosity of working fluid (m^2/s) +335 SpdSound - Speed of sound in working fluid (m/s) +103500 Patm - Atmospheric pressure (Pa) [used only for an MHK turbine cavitation check] +1700 Pvap - Vapour pressure of working fluid (Pa) [used only for an MHK turbine cavitation check] +300 WtrDpth - Water depth (m) +0 MSL2SWL - Offset between still-water level and mean sea level (m) [positive upward] +---------------------- INPUT FILES --------------------------------------------- +"NREL-2p8-127_ElastoDyn.dat" EDFile - Name of file containing ElastoDyn input parameters (quoted string) +"none" BDBldFile(1) - Name of file containing BeamDyn input parameters for blade 1 (quoted string) +"none" BDBldFile(2) - Name of file containing BeamDyn input parameters for blade 2 (quoted string) +"none" BDBldFile(3) - Name of file containing BeamDyn input parameters for blade 3 (quoted string) +"NREL-2p8-127_InflowFile.dat" InflowFile - Name of file containing inflow wind input parameters (quoted string) +"NREL-2p8-127_AeroDyn15.dat" AeroFile - Name of file containing aerodynamic input parameters (quoted string) +"NREL-2p8-127_ServoDyn.dat" ServoFile - Name of file containing control and electrical-drive input parameters (quoted string) +"none" HydroFile - Name of file containing hydrodynamic input parameters (quoted string) +"none" SubFile - Name of file containing sub-structural input parameters (quoted string) +"none" MooringFile - Name of file containing mooring system input parameters (quoted string) +"none" IceFile - Name of file containing ice input parameters (quoted string) +---------------------- OUTPUT -------------------------------------------------- +False SumPrint - Print summary data to ".sum" (flag) +10.0 SttsTime - Amount of time between screen status messages (s) +99999.0 ChkptTime - Amount of time between creating checkpoint files for potential restart (s) +Default DT_Out - Time step for tabular output (s) (or "default") +120.0 TStart - Time to begin tabular output (s) +3 OutFileFmt - Format for tabular (time-marching) output file (switch) {1: text file [.out], 2: binary file [.outb], 3: both} +True TabDelim - Use tab delimiters in text tabular output file? (flag) {uses spaces if false} +"ES10.3E2" OutFmt - Format used for text tabular output, excluding the time channel. Resulting field should be 10 characters. (quoted string) +---------------------- LINEARIZATION ------------------------------------------- +False Linearize - Linearization analysis (flag) +False CalcSteady - Calculate a steady-state periodic operating point before linearization? [unused if Linearize=False] (flag) +3 TrimCase - Controller parameter to be trimmed {1:yaw; 2:torque; 3:pitch} [used only if CalcSteady=True] (-) +0.001 TrimTol - Tolerance for the rotational speed convergence [used only if CalcSteady=True] (-) +0.01 TrimGain - Proportional gain for the rotational speed error (>0) [used only if CalcSteady=True] (rad/(rad/s) for yaw or pitch; Nm/(rad/s) for torque) +0.0 Twr_Kdmp - Damping factor for the tower [used only if CalcSteady=True] (N/(m/s)) +0.0 Bld_Kdmp - Damping factor for the blades [used only if CalcSteady=True] (N/(m/s)) +2 NLinTimes - Number of times to linearize (-) [>=1] [unused if Linearize=False] +30.000000, 60.000000 LinTimes - List of times at which to linearize (s) [1 to NLinTimes] [used only when Linearize=True and CalcSteady=False] +1 LinInputs - Inputs included in linearization (switch) {0=none; 1=standard; 2=all module inputs (debug)} [unused if Linearize=False] +1 LinOutputs - Outputs included in linearization (switch) {0=none; 1=from OutList(s); 2=all module outputs (debug)} [unused if Linearize=False] +False LinOutJac - Include full Jacobians in linearization output (for debug) (flag) [unused if Linearize=False; used only if LinInputs=LinOutputs=2] +False LinOutMod - Write module-level linearization output files in addition to output for full system? (flag) [unused if Linearize=False] +---------------------- VISUALIZATION ------------------------------------------ +0 WrVTK - VTK visualization data output: (switch) {0=none; 1=initialization data only; 2=animation} +2 VTK_type - Type of VTK visualization data: (switch) {1=surfaces; 2=basic meshes (lines/points); 3=all meshes (debug)} [unused if WrVTK=0] +False VTK_fields - Write mesh fields to VTK data files? (flag) {true/false} [unused if WrVTK=0] +10.0 VTK_fps - Frame rate for VTK output (frames per second){will use closest integer multiple of DT} [used only if WrVTK=2] diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat new file mode 100755 index 00000000..c64c99f9 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15.dat @@ -0,0 +1,151 @@ +------- AERODYN v15.03.* INPUT FILE ------------------------------------------------ +Generated with AeroElasticSE FAST driver +====== General Options ============================================================================ +False Echo - Echo the input to ".AD.ech"? (flag) +Default DTAero - Time interval for aerodynamic calculations {or "default"} (s) +0 WakeMod - Type of wake/induction model (switch) {0=none, 1=BEMT, 2=DBEMT, 3=OLAF} [WakeMod cannot be 2 or 3 when linearizing] +2 AFAeroMod - Type of blade airfoil aerodynamics model (switch) {1=steady model, 2=Beddoes-Leishman unsteady model} [AFAeroMod must be 1 when linearizing] +1 TwrPotent - Type tower influence on wind based on potential flow around the tower (switch) {0=none, 1=baseline potential flow, 2=potential flow with Bak correction} +1 TwrShadow - Calculate tower influence on wind based on downstream tower shadow (switch) {0=none, 1=Powles model, 2=Eames model} +True TwrAero - Calculate tower aerodynamic loads? (flag) +False FrozenWake - Assume frozen wake during linearization? (flag) [used only when WakeMod=1 and when linearizing] +False CavitCheck - Perform cavitation check? (flag) [AFAeroMod must be 1 when CavitCheck=true] +False Buoyancy - Include buoyancy effects? (flag) +False CompAA - Flag to compute AeroAcoustics calculation [only used when WakeMod=1 or 2] +AeroAcousticsInput.dat AA_InputFile - AeroAcoustics input file [used only when CompAA=true] +====== Environmental Conditions =================================================================== +1.225 AirDens - Air density (kg/m^3) +1.4775510204081632e-05 KinVisc - Kinematic air viscosity (m^2/s) +340.0 SpdSound - Speed of sound (m/s) +103500.0 Patm - Atmospheric pressure (Pa) [used only when CavitCheck=True] +1700.0 Pvap - Vapour pressure of fluid (Pa) [used only when CavitCheck=True] +====== Blade-Element/Momentum Theory Options ====================================================== [unused when WakeMod=0 or 3] +2 SkewMod - Type of skewed-wake correction model (switch) {1=uncoupled, 2=Pitt/Peters, 3=coupled} [unused when WakeMod=0 or 3] +1.4726215563702154 SkewModFactor - Constant used in Pitt/Peters skewed wake model {or "default" is 15/32*pi} (-) [used only when SkewMod=2; unused when WakeMod=0 or 3] +True TipLoss - Use the Prandtl tip-loss model? (flag) [unused when WakeMod=0 or 3] +True HubLoss - Use the Prandtl hub-loss model? (flag) [unused when WakeMod=0 or 3] +True TanInd - Include tangential induction in BEMT calculations? (flag) [unused when WakeMod=0 or 3] +True AIDrag - Include the drag term in the axial-induction calculation? (flag) [unused when WakeMod=0 or 3] +True TIDrag - Include the drag term in the tangential-induction calculation? (flag) [unused when WakeMod=0,3 or TanInd=FALSE] +Default IndToler - Convergence tolerance for BEMT nonlinear solve residual equation {or "default"} (-) [unused when WakeMod=0 or 3] +500 MaxIter - Maximum number of iteration steps (-) [unused when WakeMod=0] +====== Dynamic Blade-Element/Momentum Theory Options ====================================================== [used only when WakeMod=2] +2 DBEMT_Mod - Type of dynamic BEMT (DBEMT) model {1=constant tau1, 2=time-dependent tau1, 3=constant tau1 with continuous formulation} (-) [used only when WakeMod=2] +3.778642475306742 tau1_const - Time constant for DBEMT (s) [used only when WakeMod=2 and DBEMT_Mod=1] +====== OLAF -- cOnvecting LAgrangian Filaments (Free Vortex Wake) Theory Options ================== [used only when WakeMod=3] +NREL-2p8-127_OLAF.dat OLAFInputFileName - Input file for OLAF [used only when WakeMod=3] +====== Beddoes-Leishman Unsteady Airfoil Aerodynamics Options ===================================== [used only when AFAeroMod=2] +3 UAMod - Unsteady Aero Model Switch (switch) {1=Baseline model (Original), 2=Gonzalez's variant (changes in Cn,Cc,Cm), 3=Minnema/Pierce variant (changes in Cc and Cm)} [used only when AFAeroMod=2] +True FLookup - Flag to indicate whether a lookup for f' will be calculated (TRUE) or whether best-fit exponential equations will be used (FALSE); if FALSE S1-S4 must be provided in airfoil input files (flag) [used only when AFAeroMod=2] +0.0 UAStartRad - Starting radius for dynamic stall (fraction of rotor radius) [used only when AFAeroMod=2] +1.0 UAEndRad - Ending radius for dynamic stall (fraction of rotor radius) [used only when AFAeroMod=2] +====== Airfoil Information ========================================================================= +1 AFTabMod - Interpolation method for multiple airfoil tables {1=1D interpolation on AoA (first table only); 2=2D interpolation on AoA and Re; 3=2D interpolation on AoA and UserProp} (-) +1 InCol_Alfa - The column in the airfoil tables that contains the angle of attack (-) +2 InCol_Cl - The column in the airfoil tables that contains the lift coefficient (-) +3 InCol_Cd - The column in the airfoil tables that contains the drag coefficient (-) +4 InCol_Cm - The column in the airfoil tables that contains the pitching-moment coefficient; use zero if there is no Cm column (-) +0 InCol_Cpmin - The column in the airfoil tables that contains the Cpmin coefficient; use zero if there is no Cpmin column (-) +30 NumAFfiles - Number of airfoil files used (-) +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_00.dat" AFNames - Airfoil file names (NumAFfiles lines) (quoted strings) +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_01.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_02.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_03.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_04.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_05.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_06.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_07.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_08.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_09.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_10.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_11.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_12.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_13.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_14.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_15.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_16.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_17.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_18.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_19.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_20.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_21.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_22.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_23.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_24.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_25.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_26.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_27.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_28.dat" +"Airfoils/NREL-2p8-127_AeroDyn15_Polar_29.dat" +====== Rotor/Blade Properties ===================================================================== +True UseBlCm - Include aerodynamic pitching moment in calculations? (flag) +"NREL-2p8-127_AeroDyn15_blade.dat" ADBlFile(1) - Name of file containing distributed aerodynamic properties for Blade #1 (-) +"NREL-2p8-127_AeroDyn15_blade.dat" ADBlFile(2) - Name of file containing distributed aerodynamic properties for Blade #2 (-) [unused if NumBl < 2] +"NREL-2p8-127_AeroDyn15_blade.dat" ADBlFile(3) - Name of file containing distributed aerodynamic properties for Blade #3 (-) [unused if NumBl < 3] +====== Hub Properties ============================================================================== [used only when Buoyancy=True] +0 VolHub - Hub volume (m^3) +0 HubCenBx - Hub center of buoyancy x direction offset (m) +====== Nacelle Properties ========================================================================== [used only when Buoyancy=True] +0 VolNac - Nacelle volume (m^3) +0.0, 0.0, 0.0 NacCenB - Position of nacelle center of buoyancy from yaw bearing in nacelle coordinates (m) +====== Tail Fin Aerodynamics ======================================================================== +False TFinAero - Calculate tail fin aerodynamics model (flag) +"unused" TFinFile - Input file for tail fin aerodynamics [used only when TFinAero=True] +====== Tower Influence and Aerodynamics ============================================================ [used only when TwrPotent/=0, TwrShadow/=0, TwrAero=True, or Buoyancy=True] +10 NumTwrNds - Number of tower nodes used in the analysis (-) [used only when TwrPotent/=0, TwrShadow/=0, TwrAero=True, or Buoyancy=True] +TwrElev TwrDiam TwrCd TwrTI TwrCb !TwrTI used only with TwrShadow=2, TwrCb used only with Buoyancy=True +(m) (m) (-) (-) (-) + 8.700000000000001e+00 3.999999999999999e+00 5.000000000000000e-01 1.000000000000000e-01 0.000000000000000e+00 + 1.740805555555556e+01 3.999999999999999e+00 5.000000000000000e-01 1.000000000000000e-01 0.000000000000000e+00 + 2.610805555555556e+01 4.000000000000000e+00 5.000000000000000e-01 1.000000000000000e-01 0.000000000000000e+00 + 3.481611111111111e+01 4.000000000000000e+00 5.000000000000000e-01 1.000000000000000e-01 0.000000000000000e+00 + 4.351611111111112e+01 4.000000000000000e+00 5.000000000000000e-01 1.000000000000000e-01 0.000000000000000e+00 + 5.221611111111111e+01 4.000000000000000e+00 5.000000000000000e-01 1.000000000000000e-01 0.000000000000000e+00 + 6.092416666666666e+01 3.947145365908269e+00 5.000000000000000e-01 1.000000000000000e-01 0.000000000000000e+00 + 6.962416666666667e+01 3.510962729313252e+00 5.000000000000000e-01 1.000000000000000e-01 0.000000000000000e+00 + 7.832416666666667e+01 2.951717675794445e+00 5.000000000000000e-01 1.000000000000000e-01 0.000000000000000e+00 + 8.700000000000000e+01 2.249944340473617e+00 5.000000000000000e-01 1.000000000000000e-01 0.000000000000000e+00 +====== Outputs ==================================================================================== +False SumPrint - Generate a summary file listing input options and interpolated properties to ".AD.sum"? (flag) +9 NBlOuts - Number of blade node outputs [0 - 9] (-) +4, 7, 10, 13, 15, 18, 21, 24, 27 BlOutNd - Blade nodes whose values will be output (-) +0 NTwOuts - Number of tower node outputs [0 - 9] (-) +0 TwOutNd - Tower nodes whose values will be output (-) + OutList - The next line(s) contains a list of output parameters. See OutListParameters.xlsx for a listing of available output channels, (-) +"B1N1Alpha" +"B1N2Alpha" +"B1N3Alpha" +"B1N4Alpha" +"B1N5Alpha" +"B1N6Alpha" +"B1N7Alpha" +"B1N8Alpha" +"B1N9Alpha" +"B2N1Alpha" +"B2N2Alpha" +"B2N3Alpha" +"B2N4Alpha" +"B2N5Alpha" +"B2N6Alpha" +"B2N7Alpha" +"B2N8Alpha" +"B2N9Alpha" +"B3N1Alpha" +"B3N2Alpha" +"B3N3Alpha" +"B3N4Alpha" +"B3N5Alpha" +"B3N6Alpha" +"B3N7Alpha" +"B3N8Alpha" +"B3N9Alpha" +"RtFldCp" +"RtFldCt" +"RtFldFxh" +"RtFldFyh" +"RtFldFzh" +"RtVAvgxh" +"RtVAvgyh" +"RtVAvgzh" +END of input file (the word "END" must appear in the first 3 columns of this last OutList line) +--------------------------------------------------------------------------------------- diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15_blade.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15_blade.dat new file mode 100755 index 00000000..4c93b1fa --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_AeroDyn15_blade.dat @@ -0,0 +1,36 @@ +------- AERODYN v15.00.* BLADE DEFINITION INPUT FILE ------------------------------------- +Generated with AeroElasticSE FAST driver +====== Blade Properties ================================================================= +30 NumBlNds - Number of blade nodes used in the analysis (-) + BlSpn BlCrvAC BlSwpAC BlCrvAng BlTwist BlChord BlAFID + (m) (m) (m) (deg) (deg) (m) (-) + 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 2.449060749956117e-01 1.999622705006573e+01 2.600000000000000e+00 1 + 2.145385316672924e+00 9.170244331647504e-03 2.599373138036385e-02 -6.222017266511438e-02 1.943216716893003e+01 3.075938810749622e+00 2 + 4.290770633345847e+00 -4.659548041224327e-03 -1.394654171584274e-02 -8.678340601753668e-01 1.847450505720568e+01 3.456295420827362e+00 3 + 6.436155950018770e+00 -5.581769288358439e-02 -1.798823645001940e-01 -8.359306535878193e-01 1.722766506875535e+01 3.714300426497794e+00 4 + 8.581541266691691e+00 -6.725856465608322e-02 -2.221288570984939e-01 1.505033871153572e-01 1.579607155744170e+01 3.823184424025492e+00 5 + 1.072692658336462e+01 -4.454679690305734e-02 -1.218997204769209e-01 3.939645870067433e-01 1.373862695429748e+01 3.779542745174367e+00 6 + 1.287231190003754e+01 -3.775554759765037e-02 -5.232688835978495e-02 -3.019251405088615e-02 1.071206911691092e+01 3.640422317512817e+00 7 + 1.501769721671046e+01 -4.680785605508772e-02 -7.868330720909623e-03 -3.711605414852899e-01 7.632085212931211e+00 3.456378751327838e+00 8 + 1.716308253338338e+01 -6.555085166339487e-02 1.710578427392662e-02 -5.900426992928084e-01 5.432336329860429e+00 3.277580329286782e+00 9 + 1.930846785005631e+01 -9.099423694916503e-02 2.731892837772927e-02 -7.478691705955760e-01 4.530906741456287e+00 3.134546220292326e+00 10 + 2.145385316672924e+01 -1.215557438633067e-01 2.698685819349170e-02 -8.834522698074301e-01 3.932891395380547e+00 2.996838098261787e+00 11 + 2.359923848340215e+01 -1.571516552264416e-01 1.786790583019264e-02 -1.033701446492576e+00 3.471288958153630e+00 2.858363957936131e+00 12 + 2.574462380007508e+01 -1.989634558458738e-01 1.373362701273959e-03 -1.195295089841800e+00 3.047546660553226e+00 2.715443011848685e+00 13 + 2.789000911674800e+01 -2.466585107601360e-01 -2.005473845620676e-02 -1.348771398360925e+00 2.572537108765753e+00 2.562745637383605e+00 14 + 3.003539443342093e+01 -2.999610208260695e-01 -4.310209099852623e-02 -1.508179168592809e+00 2.062271391068728e+00 2.395840677297219e+00 15 + 3.218077975009385e+01 -3.595901029785964e-01 -6.389791078576620e-02 -1.680786410470351e+00 1.592050296422031e+00 2.226071490619705e+00 16 + 3.432616506676677e+01 -4.258138271877479e-01 -8.045295325260587e-02 -1.883461359625294e+00 1.237195528050180e+00 2.066212641403228e+00 17 + 3.647155038343968e+01 -5.006134968345322e-01 -9.302787106457774e-02 -2.105794278867923e+00 1.058143761623011e+00 1.927814112835530e+00 18 + 3.861693570011262e+01 -5.834772065634296e-01 -1.014510246622173e-01 -2.353473165841971e+00 9.690322661850839e-01 1.806759482089311e+00 19 + 4.076232101678556e+01 -6.768110145302763e-01 -1.052548132619043e-01 -2.622117035869219e+00 9.062685791708173e-01 1.694302274891272e+00 20 + 4.290770633345848e+01 -7.797739665199546e-01 -1.036397822811760e-01 -2.912991623878820e+00 8.262504577362277e-01 1.582759725548197e+00 21 + 4.505309165013140e+01 -8.948653822205282e-01 -9.894848622813912e-02 -3.236352579341148e+00 6.712533574981115e-01 1.465317680629028e+00 22 + 4.719847696680431e+01 -1.022009322326001e+00 -8.887063663691659e-02 -3.608320721646740e+00 2.196104005033870e-01 1.349242488896530e+00 23 + 4.934386228347724e+01 -1.164906989862390e+00 -7.358927334673913e-02 -4.031446897911932e+00 -4.428706842550584e-01 1.232165813014221e+00 24 + 5.148924760015016e+01 -1.323667567146845e+00 -5.498109956912584e-02 -4.522327395806423e+00 -1.121887824385676e+00 1.106279857196556e+00 25 + 5.363463291682309e+01 -1.503223849429038e+00 -3.667502870042871e-02 -5.105255108977968e+00 -1.626478562831282e+00 9.637903738049439e-01 26 + 5.578001823349602e+01 -1.705484590984788e+00 -2.210850102683931e-02 -5.761649415773030e+00 -2.005712131244969e+00 7.999379871842953e-01 27 + 5.792540355016894e+01 -1.933975845960201e+00 -1.262764387830995e-02 -6.530988486520528e+00 -2.345370895387496e+00 6.163600044790760e-01 28 + 6.007078886684185e+01 -2.193519295578558e+00 -6.897525286997287e-03 -7.580363146243843e+00 -2.633316876347664e+00 4.154558650746524e-01 29 + 6.221617418351478e+01 -2.500000000000000e+00 1.106763636204401e-17 -8.213132119791702e+00 -2.857412095214279e+00 1.996250083563900e-01 30 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_Cp_Ct_Cq.txt b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_Cp_Ct_Cq.txt new file mode 100755 index 00000000..a0dfdcdb --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_Cp_Ct_Cq.txt @@ -0,0 +1,81 @@ +# ----- Rotor performance tables for the WEIS Turbine wind turbine ----- +# ------------ Written on Mar-29-24 using the ROSCO toolbox ------------ + +# Pitch angle vector, 20 entries - x axis (matrix columns) (deg) +-5.0 -3.158 -1.316 0.5263 2.368 4.211 6.053 7.895 9.737 11.58 13.42 15.26 17.11 18.95 20.79 22.63 24.47 26.32 28.16 30.0 +# TSR vector, 20 entries - y axis (matrix rows) (-) +2.0 2.526 3.053 3.579 4.105 4.632 5.158 5.684 6.211 6.737 7.263 7.789 8.316 8.842 9.368 9.895 10.42 10.95 11.47 12.0 +# Wind speed vector - z axis (m/s) +9.976 + +# Power coefficient + +0.003747 0.006452 0.009085 0.011646 0.014144 0.016597 0.019023 0.021448 0.023914 0.026481 0.029187 0.032018 0.034840 0.037123 0.038564 0.039496 0.040036 0.039879 0.038653 0.036195 +0.009040 0.013358 0.017588 0.021760 0.025912 0.030107 0.034462 0.039016 0.043677 0.048382 0.052365 0.054930 0.056835 0.058174 0.058046 0.055628 0.051027 0.044996 0.037897 0.029679 +0.016914 0.023540 0.030124 0.036776 0.043701 0.050824 0.057899 0.064986 0.071079 0.075236 0.078829 0.081212 0.080111 0.074835 0.066800 0.057196 0.046377 0.034553 0.021310 0.008388 +0.027915 0.037779 0.047947 0.058428 0.068675 0.078604 0.088567 0.096251 0.102851 0.108323 0.108052 0.101081 0.090033 0.076755 0.062172 0.046701 0.028894 0.010934 -0.007870 -0.026558 +0.042688 0.057384 0.072058 0.085899 0.099304 0.113244 0.124652 0.135721 0.141378 0.136063 0.123532 0.106984 0.088454 0.069376 0.048119 0.024324 -0.000391 -0.025217 -0.050169 -0.073819 +0.062440 0.082198 0.100417 0.117957 0.137557 0.155152 0.172383 0.177034 0.167470 0.149875 0.127992 0.104741 0.080335 0.052951 0.022188 -0.009670 -0.041495 -0.073550 -0.104005 -0.130979 +0.086192 0.109931 0.132306 0.158493 0.184993 0.210686 0.215980 0.203601 0.181692 0.155590 0.127241 0.096625 0.062883 0.025348 -0.014256 -0.053610 -0.093982 -0.132613 -0.168005 -0.200158 +0.111705 0.140073 0.172060 0.209933 0.247921 0.257860 0.244695 0.219799 0.189764 0.156185 0.119859 0.079933 0.035995 -0.011414 -0.059475 -0.108446 -0.157233 -0.202844 -0.244474 -0.283132 +0.138462 0.175641 0.224139 0.279154 0.300739 0.289811 0.264787 0.232611 0.194152 0.151050 0.105363 0.055669 0.001117 -0.056243 -0.113889 -0.173822 -0.231631 -0.285277 -0.335140 -0.380289 +0.168214 0.222006 0.295805 0.340345 0.336468 0.313761 0.280464 0.239096 0.191306 0.140150 0.085145 0.024803 -0.041207 -0.109047 -0.178877 -0.250415 -0.318414 -0.382020 -0.440538 -0.491921 +0.204205 0.286666 0.368050 0.380628 0.364514 0.334277 0.291510 0.240848 0.184842 0.124821 0.059577 -0.013036 -0.090625 -0.170673 -0.254483 -0.338928 -0.419143 -0.493550 -0.561725 -0.617368 +0.251468 0.369125 0.413257 0.410295 0.386931 0.347741 0.297891 0.239424 0.174899 0.105272 0.028694 -0.056798 -0.147797 -0.241910 -0.341559 -0.440955 -0.534276 -0.621524 -0.698475 -0.756980 +0.327263 0.419688 0.442792 0.433050 0.402825 0.358455 0.301734 0.235132 0.161710 0.081735 -0.008114 -0.107298 -0.213053 -0.323277 -0.441374 -0.556847 -0.665595 -0.766200 -0.851135 -0.911845 +0.373061 0.445812 0.461592 0.448278 0.415784 0.366816 0.303146 0.228316 0.145620 0.053396 -0.050031 -0.164840 -0.286476 -0.416202 -0.554211 -0.688158 -0.813717 -0.928352 -1.019966 -1.083985 +0.395774 0.450916 0.469249 0.459219 0.426216 0.372966 0.302566 0.219409 0.125751 0.021145 -0.097775 -0.229501 -0.369245 -0.520861 -0.681763 -0.835256 -0.979857 -1.108262 -1.205778 -1.275636 +0.393727 0.440838 0.468286 0.466230 0.434257 0.377417 0.300361 0.207857 0.103064 -0.015735 -0.151374 -0.301739 -0.461406 -0.639197 -0.824102 -0.999739 -1.164608 -1.306455 -1.409865 -1.488942 +0.380499 0.425587 0.458530 0.469433 0.440376 0.380463 0.295998 0.193709 0.076873 -0.057215 -0.210771 -0.381589 -0.564651 -0.771254 -0.982240 -1.182421 -1.368644 -1.523544 -1.633749 -1.725796 +0.360705 0.407248 0.444415 0.469051 0.444751 0.381563 0.289535 0.177225 0.047260 -0.103048 -0.276884 -0.470108 -0.679196 -0.918074 -1.156892 -1.384135 -1.592622 -1.760250 -1.879031 -1.987797 +0.335610 0.386331 0.429045 0.464795 0.446777 0.380756 0.281281 0.158336 0.014323 -0.154158 -0.349080 -0.566693 -0.806498 -1.080082 -1.349144 -1.605685 -1.837227 -2.017500 -2.147325 -2.276406 +0.306011 0.363063 0.412522 0.455558 0.446415 0.378347 0.271294 0.137011 -0.022035 -0.209725 -0.428839 -0.673189 -0.947270 -1.257820 -1.559970 -1.847871 -2.103164 -2.296392 -2.440218 -2.593073 + + +# Thrust coefficient + +0.066326 0.065585 0.064780 0.063926 0.063046 0.062169 0.061326 0.060553 0.059899 0.059408 0.059120 0.059037 0.058911 0.058327 0.057256 0.056003 0.054564 0.052638 0.049868 0.046052 +0.082624 0.081842 0.081068 0.080349 0.079737 0.079303 0.079110 0.079211 0.079637 0.080037 0.079680 0.078596 0.077442 0.076014 0.073474 0.069013 0.062675 0.055117 0.046683 0.037352 +0.103442 0.102902 0.102536 0.102442 0.102693 0.103361 0.104431 0.105302 0.105024 0.104155 0.103598 0.102259 0.098032 0.090205 0.080014 0.068518 0.056110 0.043198 0.029133 0.016065 +0.129324 0.129470 0.130046 0.131126 0.132707 0.134357 0.134942 0.134662 0.135275 0.135476 0.130785 0.120288 0.106328 0.090531 0.073862 0.057047 0.038087 0.019783 0.001591 -0.014662 +0.160852 0.162150 0.164063 0.166332 0.168251 0.169052 0.170433 0.173728 0.172781 0.162135 0.145341 0.125178 0.103666 0.082560 0.059693 0.034765 0.009819 -0.013281 -0.033726 -0.051264 +0.198364 0.201013 0.203765 0.206031 0.207871 0.212017 0.218946 0.215274 0.199039 0.175890 0.149403 0.122784 0.095841 0.066371 0.034094 0.002079 -0.027116 -0.052421 -0.073630 -0.089208 +0.241681 0.244849 0.247525 0.250777 0.258152 0.269955 0.264682 0.243592 0.214210 0.182408 0.149668 0.115447 0.078748 0.039072 -0.000919 -0.037306 -0.069114 -0.094957 -0.114673 -0.128690 +0.289538 0.292496 0.296893 0.307097 0.325737 0.322006 0.297286 0.262170 0.224386 0.184701 0.143312 0.099174 0.052144 0.003621 -0.041871 -0.081797 -0.114359 -0.139609 -0.157545 -0.170663 +0.340952 0.345696 0.357370 0.384002 0.387057 0.360940 0.322468 0.279523 0.231836 0.181030 0.129390 0.075296 0.018310 -0.037620 -0.087378 -0.129332 -0.162026 -0.185836 -0.203207 -0.214687 +0.397309 0.408636 0.440321 0.458044 0.434341 0.393549 0.344619 0.289764 0.230797 0.171141 0.109830 0.045302 -0.021326 -0.083363 -0.136934 -0.179728 -0.211676 -0.235025 -0.251313 -0.260051 +0.461729 0.490515 0.531045 0.516698 0.476872 0.424905 0.361783 0.294610 0.226116 0.156930 0.085231 0.009295 -0.065554 -0.133163 -0.189286 -0.232395 -0.264100 -0.286912 -0.301776 -0.305545 +0.539402 0.599826 0.602008 0.568147 0.515273 0.447336 0.373339 0.296211 0.218074 0.138734 0.055789 -0.030966 -0.114106 -0.186488 -0.244265 -0.287775 -0.319253 -0.341806 -0.353729 -0.350743 +0.658386 0.686978 0.663790 0.615555 0.545958 0.466904 0.382402 0.295075 0.206967 0.116848 0.021374 -0.075678 -0.166438 -0.242619 -0.302119 -0.345636 -0.377800 -0.399171 -0.406740 -0.395817 +0.760132 0.759215 0.720663 0.654738 0.573977 0.484305 0.389174 0.291625 0.193193 0.090691 -0.016773 -0.124458 -0.221848 -0.301885 -0.362295 -0.406943 -0.439239 -0.458923 -0.460399 -0.441510 +0.847583 0.822135 0.767058 0.690844 0.599975 0.499780 0.394161 0.286335 0.176018 0.061364 -0.058901 -0.176782 -0.280660 -0.363535 -0.425691 -0.471325 -0.503777 -0.520652 -0.514658 -0.488628 +0.922671 0.872552 0.808064 0.724484 0.624223 0.513902 0.397826 0.278724 0.156535 0.028441 -0.104620 -0.232547 -0.342107 -0.428340 -0.491960 -0.539065 -0.571249 -0.584112 -0.569774 -0.537828 +0.987670 0.920592 0.844238 0.755877 0.647301 0.527055 0.399743 0.268972 0.134205 -0.007793 -0.153453 -0.291197 -0.406836 -0.495824 -0.561576 -0.610047 -0.641537 -0.649122 -0.626115 -0.589521 +1.050106 0.967552 0.878249 0.785433 0.669519 0.538803 0.400091 0.257369 0.109193 -0.046806 -0.205844 -0.353284 -0.474253 -0.566411 -0.634506 -0.684278 -0.714496 -0.715580 -0.684064 -0.643862 +1.111750 1.014137 0.912179 0.813169 0.690405 0.549316 0.399175 0.243909 0.081770 -0.089192 -0.260834 -0.417677 -0.544681 -0.640061 -0.710786 -0.761757 -0.789995 -0.783520 -0.743977 -0.700883 +1.173183 1.060967 0.946466 0.838289 0.710076 0.558929 0.397090 0.228669 0.051954 -0.133923 -0.319317 -0.485562 -0.618012 -0.716862 -0.790426 -0.842470 -0.867921 -0.853064 -0.806162 -0.760602 + + +# Torque coefficient + +0.001880 0.003237 0.004558 0.005843 0.007096 0.008327 0.009544 0.010761 0.011998 0.013286 0.014644 0.016064 0.017480 0.018625 0.019349 0.019816 0.020087 0.020008 0.019393 0.018160 +0.003591 0.005306 0.006986 0.008643 0.010292 0.011958 0.013688 0.015497 0.017348 0.019217 0.020799 0.021818 0.022575 0.023106 0.023056 0.022095 0.020268 0.017872 0.015053 0.011788 +0.005560 0.007738 0.009902 0.012089 0.014365 0.016706 0.019032 0.021362 0.023365 0.024731 0.025912 0.026695 0.026334 0.024599 0.021958 0.018801 0.015245 0.011358 0.007005 0.002757 +0.007827 0.010592 0.013443 0.016382 0.019255 0.022039 0.024832 0.026986 0.028837 0.030371 0.030295 0.028340 0.025243 0.021520 0.017431 0.013094 0.008101 0.003066 -0.002207 -0.007446 +0.010434 0.014026 0.017613 0.020996 0.024273 0.027680 0.030468 0.033174 0.034557 0.033258 0.030195 0.026150 0.021621 0.016957 0.011762 0.005945 -0.000096 -0.006164 -0.012263 -0.018043 +0.013528 0.017808 0.021756 0.025556 0.029802 0.033614 0.037347 0.038355 0.036283 0.032471 0.027730 0.022692 0.017405 0.011472 0.004807 -0.002095 -0.008990 -0.015935 -0.022533 -0.028377 +0.016768 0.021386 0.025740 0.030834 0.035989 0.040988 0.042018 0.039610 0.035347 0.030269 0.024754 0.018798 0.012234 0.004931 -0.002773 -0.010429 -0.018284 -0.025799 -0.032684 -0.038940 +0.019719 0.024727 0.030374 0.037060 0.043766 0.045520 0.043196 0.038801 0.033499 0.027572 0.021159 0.014111 0.006354 -0.002015 -0.010499 -0.019144 -0.027757 -0.035808 -0.043157 -0.049982 +0.022372 0.028379 0.036214 0.045103 0.048591 0.046825 0.042782 0.037583 0.031369 0.024405 0.017024 0.008994 0.000180 -0.009087 -0.018401 -0.028085 -0.037425 -0.046093 -0.054149 -0.061444 +0.025055 0.033067 0.044060 0.050694 0.050116 0.046734 0.041775 0.035613 0.028495 0.020875 0.012682 0.003694 -0.006138 -0.016242 -0.026643 -0.037299 -0.047427 -0.056901 -0.065617 -0.073271 +0.028212 0.039604 0.050848 0.052586 0.050359 0.046182 0.040274 0.033274 0.025537 0.017245 0.008231 -0.001801 -0.012520 -0.023579 -0.035158 -0.046825 -0.057907 -0.068186 -0.077605 -0.085292 +0.032394 0.047551 0.053236 0.052854 0.049845 0.044796 0.038374 0.030843 0.022531 0.013561 0.003696 -0.007317 -0.019039 -0.031163 -0.044000 -0.056804 -0.068826 -0.080065 -0.089978 -0.097514 +0.039490 0.050643 0.053430 0.052255 0.048608 0.043254 0.036409 0.028373 0.019513 0.009863 -0.000979 -0.012947 -0.025709 -0.039009 -0.053259 -0.067193 -0.080315 -0.092455 -0.102704 -0.110030 +0.042337 0.050593 0.052384 0.050873 0.047185 0.041628 0.034402 0.025910 0.016526 0.006060 -0.005678 -0.018707 -0.032511 -0.047232 -0.062894 -0.078095 -0.092344 -0.105354 -0.115750 -0.123015 +0.042391 0.048297 0.050261 0.049187 0.045652 0.039948 0.032408 0.023501 0.013469 0.002265 -0.010473 -0.024582 -0.039549 -0.055789 -0.073023 -0.089463 -0.104951 -0.118705 -0.129150 -0.136632 +0.039929 0.044706 0.047490 0.047281 0.044039 0.038275 0.030460 0.021079 0.010452 -0.001596 -0.015351 -0.030600 -0.046792 -0.064822 -0.083574 -0.101385 -0.118105 -0.132490 -0.142977 -0.150996 +0.036638 0.040980 0.044152 0.045202 0.042404 0.036635 0.028502 0.018652 0.007402 -0.005509 -0.020295 -0.036743 -0.054370 -0.074264 -0.094580 -0.113855 -0.131787 -0.146702 -0.157314 -0.166177 +0.033062 0.037329 0.040735 0.042994 0.040766 0.034974 0.026539 0.016245 0.004332 -0.009445 -0.025379 -0.043090 -0.062255 -0.084151 -0.106041 -0.126871 -0.145981 -0.161346 -0.172233 -0.182203 +0.029351 0.033787 0.037523 0.040649 0.039073 0.033299 0.024600 0.013847 0.001253 -0.013482 -0.030529 -0.049561 -0.070533 -0.094460 -0.117991 -0.140427 -0.160676 -0.176442 -0.187796 -0.199085 +0.025589 0.030359 0.034495 0.038094 0.037329 0.031637 0.022686 0.011457 -0.001843 -0.017537 -0.035860 -0.056292 -0.079211 -0.105179 -0.130445 -0.154519 -0.175867 -0.192025 -0.204051 -0.216833 + diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_DISCON.IN b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_DISCON.IN new file mode 100755 index 00000000..4b2936d6 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_DISCON.IN @@ -0,0 +1,198 @@ +! Controller parameter input file for the WEIS Turbine wind turbine +! - File written using ROSCO version 2.9.0 controller tuning logic on 03/29/24 + +!------- SIMULATION CONTROL ------------------------------------------------------------ +2 ! LoggingLevel - {0: write no debug files, 1: write standard output .dbg-file, 2: LoggingLevel 1 + ROSCO LocalVars (.dbg2) 3: LoggingLevel 2 + complete avrSWAP-array (.dbg3)} +0 ! DT_Out - {Time step to output .dbg* files, or 0 to match sampling period of OpenFAST} +1 ! Ext_Interface - (0 - use standard bladed interface, 1 - Use the extened DLL interface introduced in OpenFAST 3.5.0.) +0 ! Echo - (0 - no Echo, 1 - Echo input data to .echo) + +!------- CONTROLLER FLAGS ------------------------------------------------- +1 ! F_LPFType - (1: first-order low-pass filter, 2: second-order low-pass filter), [rad/s] (currently filters generator speed and pitch control signals +0 ! IPC_ControlMode - Turn Individual Pitch Control (IPC) for fatigue load reductions (pitch contribution) {0: off, 1: 1P reductions, 2: 1P+2P reductions} +2 ! VS_ControlMode - Generator torque control mode in above rated conditions (0- no torque control, 1- k*omega^2 with PI transitions, 2- WSE TSR Tracking, 3- Power-based TSR Tracking)} +1 ! VS_ConstPower - Do constant power torque control, where above rated torque varies, 0 for constant torque} +1 ! PC_ControlMode - Blade pitch control mode {0: No pitch, fix to fine pitch, 1: active PI blade pitch control} +0 ! Y_ControlMode - Yaw control mode {0: no yaw control, 1: yaw rate control, 2: yaw-by-IPC} +1 ! SS_Mode - Setpoint Smoother mode {0: no setpoint smoothing, 1: introduce setpoint smoothing} +0 ! PRC_Mode - Power reference tracking mode{0: use standard rotor speed set points, 1: use PRC rotor speed setpoints} +2 ! WE_Mode - Wind speed estimator mode {0: One-second low pass filtered hub height wind speed, 1: Immersion and Invariance Estimator, 2: Extended Kalman Filter} +1 ! PS_Mode - Pitch saturation mode {0: no pitch saturation, 1: implement pitch saturation} +0 ! SD_Mode - Shutdown mode {0: no shutdown procedure, 1: pitch to max pitch at shutdown} +0 ! Fl_Mode - Floating specific feedback mode {0: no nacelle velocity feedback, 1: feed back translational velocity, 2: feed back rotational veloicty} +0 ! TD_Mode - Tower damper mode (0- no tower damper, 1- feed back translational nacelle accelleration to pitch angle +0 ! TRA_Mode - Tower resonance avoidance mode (0- no tower resonsnace avoidance, 1- use torque control setpoints to avoid a specific frequency +0 ! Flp_Mode - Flap control mode {0: no flap control, 1: steady state flap angle, 2: Proportional flap control, 2: Cyclic (1P) flap control} +0 ! OL_Mode - Open loop control mode {0: no open loop control, 1: open loop control vs. time, 2: rotor position control} +0 ! PA_Mode - Pitch actuator mode {0 - not used, 1 - first order filter, 2 - second order filter} +0 ! PF_Mode - Pitch fault mode {0 - not used, 1 - constant offset on one or more blades} +0 ! AWC_Mode - Active wake control {0 - not used, 1 - complex number method, 2 - Coleman transform method} +0 ! Ext_Mode - External control mode {0 - not used, 1 - call external dynamic library} +0 ! ZMQ_Mode - Fuse ZeroMQ interface {0: unused, 1: Yaw Control} +0 ! CC_Mode - Cable control mode [0- unused, 1- User defined, 2- Open loop control] +0 ! StC_Mode - Structural control mode [0- unused, 1- User defined, 2- Open loop control] + +!------- FILTERS ---------------------------------------------------------- +1.17186 ! F_LPFCornerFreq - Corner frequency (-3dB point) in the low-pass filters, [rad/s] +0.00000 ! F_LPFDamping - Damping coefficient {used only when F_FilterType = 2} [-] +0 ! F_NumNotchFilts - Number of notch filters placed on sensors +0.0000 ! F_NotchFreqs - Natural frequency of the notch filters. Array with length F_NumNotchFilts +0.0000 ! F_NotchBetaNum - Damping value of numerator (determines the width of notch). Array with length F_NumNotchFilts, [-] +0.0000 ! F_NotchBetaDen - Damping value of denominator (determines the depth of notch). Array with length F_NumNotchFilts, [-] +0 ! F_GenSpdNotch_N - Number of notch filters on generator speed +0 ! F_GenSpdNotch_Ind - Indices of notch filters on generator speed +0 ! F_TwrTopNotch_N - Number of notch filters on tower top acceleration signal +0 ! F_TwrTopNotch_Ind - Indices of notch filters on tower top acceleration signal +0.62830 ! F_SSCornerFreq - Corner frequency (-3dB point) in the first order low pass filter for the setpoint smoother, [rad/s]. +0.20944 ! F_WECornerFreq - Corner frequency (-3dB point) in the first order low pass filter for the wind speed estimate [rad/s]. +0.17952 ! F_YawErr - Low pass filter corner frequency for yaw controller [rad/s]. +0.000000 1.000000 ! F_FlCornerFreq - Natural frequency and damping in the second order low pass filter of the tower-top fore-aft motion for floating feedback control [rad/s, -]. +0.01042 ! F_FlHighPassFreq - Natural frequency of first-order high-pass filter for nacelle fore-aft motion [rad/s]. +0.0000 1.0000 ! F_FlpCornerFreq - Corner frequency and damping in the second order low pass filter of the blade root bending moment for flap control + +!------- BLADE PITCH CONTROL ---------------------------------------------- +30 ! PC_GS_n - Amount of gain-scheduling table entries +0.060393 0.089489 0.112598 0.132382 0.150217 0.167042 0.182529 0.197616 0.211791 0.225532 0.238845 0.251477 0.264158 0.275965 0.287658 0.299425 0.310230 0.321210 0.332238 0.342353 0.352583 0.363048 0.372766 0.382481 0.392295 0.401805 0.411073 0.420294 0.429513 0.438724 ! PC_GS_angles - Gain-schedule table: pitch angles [rad]. +-0.013742 -0.011957 -0.010516 -0.009328 -0.008331 -0.007483 -0.006753 -0.006117 -0.005560 -0.005066 -0.004626 -0.004231 -0.003875 -0.003552 -0.003258 -0.002989 -0.002743 -0.002515 -0.002305 -0.002110 -0.001929 -0.001760 -0.001603 -0.001455 -0.001317 -0.001186 -0.001064 -0.000948 -0.000839 -0.000735 ! PC_GS_KP - Gain-schedule table: pitch controller kp gains [s]. +-0.000428 -0.000383 -0.000346 -0.000315 -0.000290 -0.000268 -0.000250 -0.000233 -0.000219 -0.000207 -0.000195 -0.000185 -0.000176 -0.000168 -0.000161 -0.000154 -0.000147 -0.000142 -0.000136 -0.000131 -0.000127 -0.000122 -0.000118 -0.000115 -0.000111 -0.000108 -0.000105 -0.000102 -0.000099 -0.000096 ! PC_GS_KI - Gain-schedule table: pitch controller ki gains [-]. +0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 ! PC_GS_KD - Gain-schedule table: pitch controller kd gains +0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 ! PC_GS_TF - Gain-schedule table: pitch controller tf gains (derivative filter) +1.570000000000 ! PC_MaxPit - Maximum physical pitch limit, [rad]. +0.000000000000 ! PC_MinPit - Minimum physical pitch limit, [rad]. +0.122170000000 ! PC_MaxRat - Maximum pitch rate (in absolute value) in pitch controller, [rad/s]. +-0.12217000000 ! PC_MinRat - Minimum pitch rate (in absolute value) in pitch controller, [rad/s]. +137.1305200000 ! PC_RefSpd - Desired (reference) HSS speed for pitch controller, [rad/s]. +0.000000000000 ! PC_FinePit - Record 5: Below-rated pitch angle set-point, [rad] +0.017450000000 ! PC_Switch - Angle above lowest minimum pitch angle for switch, [rad] + +!------- INDIVIDUAL PITCH CONTROL ----------------------------------------- +7.183510 8.979388 ! IPC_Vramp - Start and end wind speeds for cut-in ramp function. First entry: IPC inactive, second entry: IPC fully active. [m/s] +2 ! IPC_SatMode - IPC Saturation method (0 - no saturation (except by PC_MinPit), 1 - saturate by PS_BldPitchMin, 2 - saturate sotfly (full IPC cycle) by PC_MinPit, 3 - saturate softly by PS_BldPitchMin) +0.3 ! IPC_IntSat - Integrator saturation (maximum signal amplitude contribution to pitch from IPC), [rad] +0.000e+00 0.000e+00 ! IPC_KP - Proportional gain for the individual pitch controller: first parameter for 1P reductions, second for 2P reductions, [-] +0.000e+00 0.000e+00 ! IPC_KI - Integral gain for the individual pitch controller: first parameter for 1P reductions, second for 2P reductions, [-] +0.000000 0.000000 ! IPC_aziOffset - Phase offset added to the azimuth angle for the individual pitch controller, [rad]. +0.0 ! IPC_CornerFreqAct - Corner frequency of the first-order actuators model, to induce a phase lag in the IPC signal {0: Disable}, [rad/s] + +!------- VS TORQUE CONTROL ------------------------------------------------ +94.00408000000 ! VS_GenEff - Generator efficiency mechanical power -> electrical power, [should match the efficiency defined in the generator properties!], [%] +21876.01190000 ! VS_ArSatTq - Above rated generator torque PI control saturation, [Nm] +1500000.000000 ! VS_MaxRat - Maximum torque rate (in absolute value) in torque controller, [Nm/s]. +24063.61309000 ! VS_MaxTq - Maximum generator torque in Region 3 (HSS side), [Nm]. +0.000000000000 ! VS_MinTq - Minimum generator torque (HSS side), [Nm]. +71.10471000000 ! VS_MinOMSpd - Minimum generator speed [rad/s] +0.764990000000 ! VS_Rgn2K - Generator torque constant in Region 2 (HSS side). Only used in VS_ControlMode = 1,3 +2820000.000000 ! VS_RtPwr - Wind turbine rated power [W] +21876.01190000 ! VS_RtTq - Rated torque, [Nm]. +137.1305200000 ! VS_RefSpd - Rated generator speed [rad/s] +1 ! VS_n - Number of generator PI torque controller gains +-143.890030000 ! VS_KP - Proportional gain for generator PI torque controller [-]. (Only used in the transitional 2.5 region if VS_ControlMode =/ 2) +-32.3591400000 ! VS_KI - Integral gain for generator PI torque controller [s]. (Only used in the transitional 2.5 region if VS_ControlMode =/ 2) +10.00 ! VS_TSRopt - Power-maximizing region 2 tip-speed-ratio. Only used in VS_ControlMode = 2. +0.314000000000 ! VS_PwrFiltF - Low pass filter on power used to determine generator speed set point. Only used in VS_ControlMode = 3. + +!------- SETPOINT SMOOTHER --------------------------------------------- +1.00000 ! SS_VSGain - Variable speed torque controller setpoint smoother gain, [-]. +0.00100 ! SS_PCGain - Collective pitch controller setpoint smoother gain, [-]. + +!------- POWER REFERENCE TRACKING -------------------------------------- +2 ! PRC_n - Number of elements in PRC_WindSpeeds and PRC_GenSpeeds array +0.07854 ! PRC_LPF_Freq - Frequency of the low pass filter on the wind speed estimate used to set PRC_GenSpeeds [rad/s] +3.0000 25.0000 ! PRC_WindSpeeds - Array of wind speeds used in rotor speed vs. wind speed lookup table [m/s] +0.7917 0.7917 ! PRC_GenSpeeds - Array of generator speeds corresponding to PRC_WindSpeeds [rad/s] + +!------- WIND SPEED ESTIMATOR --------------------------------------------- +63.516 ! WE_BladeRadius - Blade length (distance from hub center to blade tip), [m] +1 ! WE_CP_n - Amount of parameters in the Cp array +0.0 ! WE_CP - Parameters that define the parameterized CP(lambda) function +0.0 ! WE_Gamma - Adaption gain of the wind speed estimator algorithm [m/rad] +97.0 ! WE_GearboxRatio - Gearbox ratio [>=1], [-] +25162574.31813 ! WE_Jtot - Total drivetrain inertia, including blades, hub and casted generator inertia to LSS, [kg m^2] +1.225 ! WE_RhoAir - Air density, [kg m^-3] +"NREL-2p8-127_Cp_Ct_Cq.txt" ! PerfFileName - File containing rotor performance tables (Cp,Ct,Cq) (absolute path or relative to this file) +20 20 ! PerfTableSize - Size of rotor performance tables, first number refers to number of blade pitch angles, second number referse to number of tip-speed ratios +60 ! WE_FOPoles_N - Number of first-order system poles used in EKF +3.0000 3.2062 3.4124 3.6186 3.8247 4.0309 4.2371 4.4433 4.6495 4.8557 5.0619 5.2680 5.4742 5.6804 5.8866 6.0928 6.2990 6.5052 6.7113 6.9175 7.1237 7.3299 7.5361 7.7423 7.9485 8.1546 8.3608 8.5670 8.7732 8.9794 9.5134 10.0474 10.5814 11.1155 11.6495 12.1835 12.7175 13.2516 13.7856 14.3196 14.8536 15.3876 15.9217 16.4557 16.9897 17.5237 18.0577 18.5918 19.1258 19.6598 20.1938 20.7278 21.2619 21.7959 22.3299 22.8639 23.3979 23.9320 24.4660 25.0000 ! WE_FOPoles_v - Wind speeds corresponding to first-order system poles [m/s] +-0.01658304 -0.01772276 -0.01886249 -0.02000222 -0.02114195 -0.02228168 -0.02342141 -0.02456114 -0.02570086 -0.02684059 -0.02798032 -0.02912005 -0.03025978 -0.03139951 -0.03253924 -0.03367897 -0.03481869 -0.03595842 -0.03709815 -0.03823788 -0.03937761 -0.04051734 -0.04165707 -0.04279679 -0.04393652 -0.04507625 -0.04621598 -0.04735571 -0.04849544 -0.04963517 0.01938615 0.01284040 0.00390118 -0.00618516 -0.01699597 -0.02826420 -0.04052806 -0.05315550 -0.06579814 -0.07990993 -0.09395782 -0.10874051 -0.12427709 -0.13915236 -0.15551654 -0.17313201 -0.18890535 -0.20617447 -0.22457196 -0.24139422 -0.25903677 -0.27786047 -0.29414710 -0.31299668 -0.33314151 -0.35021846 -0.36705498 -0.38539641 -0.40504136 -0.42473287 ! WE_FOPoles - First order system poles [1/s] + +!------- YAW CONTROL ------------------------------------------------------ +0.00000 ! Y_uSwitch - Wind speed to switch between Y_ErrThresh. If zero, only the second value of Y_ErrThresh is used [m/s] +4.000000 8.000000 ! Y_ErrThresh - Yaw error threshold/deadbands. Turbine begins to yaw when it passes this. If Y_uSwitch is zero, only the second value is used. [deg]. +0.00870 ! Y_Rate - Yaw rate [rad/s] +0.00000 ! Y_MErrSet - Integrator saturation (maximum signal amplitude contribution to pitch from yaw-by-IPC), [rad] +0.00000 ! Y_IPC_IntSat - Integrator saturation (maximum signal amplitude contribution to pitch from yaw-by-IPC), [rad] +0.00000 ! Y_IPC_KP - Yaw-by-IPC proportional controller gain Kp +0.00000 ! Y_IPC_KI - Yaw-by-IPC integral controller gain Ki + +!------- TOWER CONTROL ------------------------------------------------------ +0.00000 ! TRA_ExclSpeed - Rotor speed for exclusion [LSS, rad/s] +0.00000 ! TRA_ExclBand - Size of the rotor frequency exclusion band [LSS, rad/s]. Torque controller reference will be TRA_ExclSpeed +/- TRA_ExlBand/2 +0.00000e+00 ! TRA_RateLimit - Rate limit of change in rotor speed reference [LSS, rad/s]. Suggested to be VS_RefSpd/400. +0.00000 ! FA_KI - Integral gain for the fore-aft tower damper controller, [rad*s/m] +0.00000 ! FA_HPFCornerFreq - Corner frequency (-3dB point) in the high-pass filter on the fore-aft acceleration signal [rad/s] +0.00000 ! FA_IntSat - Integrator saturation (maximum signal amplitude contribution to pitch from FA damper), [rad] + +!------- MINIMUM PITCH SATURATION ------------------------------------------- +60 ! PS_BldPitchMin_N - Number of values in minimum blade pitch lookup table (should equal number of values in PS_WindSpeeds and PS_BldPitchMin) +3.000 3.206 3.412 3.619 3.825 4.031 4.237 4.443 4.649 4.856 5.062 5.268 5.474 5.680 5.887 6.093 6.299 6.505 6.711 6.918 7.124 7.330 7.536 7.742 7.948 8.155 8.361 8.567 8.773 8.979 9.513 10.047 10.581 11.115 11.649 12.184 12.718 13.252 13.786 14.320 14.854 15.388 15.922 16.456 16.990 17.524 18.058 18.592 19.126 19.660 20.194 20.728 21.262 21.796 22.330 22.864 23.398 23.932 24.466 25.000 ! PS_WindSpeeds - Wind speeds corresponding to minimum blade pitch angles [m/s] +0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.011 0.022 0.032 0.047 0.060 0.073 0.085 0.097 0.109 0.120 0.131 0.142 0.152 0.162 0.172 0.182 0.192 0.202 0.211 0.221 0.230 0.239 0.249 0.258 0.268 0.277 0.286 0.295 0.305 0.314 0.323 0.332 0.341 ! PS_BldPitchMin - Minimum blade pitch angles [rad] + +!------- SHUTDOWN ----------------------------------------------------------- +0.436300000000 ! SD_MaxPit - Maximum blade pitch angle to initiate shutdown, [rad] +0.418880000000 ! SD_CornerFreq - Cutoff Frequency for first order low-pass filter for blade pitch angle, [rad/s] + +!------- Floating ----------------------------------------------------------- +1 ! Fl_n - Number of Fl_Kp gains in gain scheduling, optional with default of 1 +0.0000 ! Fl_Kp - Nacelle velocity proportional feedback gain [s] +0.0000 ! Fl_U - Wind speeds for scheduling Fl_Kp, optional if Fl_Kp is single value [m/s] + +!------- FLAP ACTUATION ----------------------------------------------------- +0.000000000000 ! Flp_Angle - Initial or steady state flap angle [rad] +0.00000000e+00 ! Flp_Kp - Blade root bending moment proportional gain for flap control [s] +0.00000000e+00 ! Flp_Ki - Flap displacement integral gain for flap control [-] +0.174500000000 ! Flp_MaxPit - Maximum (and minimum) flap pitch angle [rad] + +!------- Open Loop Control ----------------------------------------------------- +"unused" ! OL_Filename - Input file with open loop timeseries (absolute path or relative to this file) +0 ! Ind_Breakpoint - The column in OL_Filename that contains the breakpoint (time if OL_Mode = 1) + 0 0 0 ! Ind_BldPitch - The columns in OL_Filename that contains the blade pitch (1,2,3) inputs in rad [array] +0 ! Ind_GenTq - The column in OL_Filename that contains the generator torque in Nm +0 ! Ind_YawRate - The column in OL_Filename that contains the yaw rate in rad/s +0 ! Ind_Azimuth - The column in OL_Filename that contains the desired azimuth position in rad (used if OL_Mode = 2) +0.0000 0.0000 0.0000 0.0000 ! RP_Gains - PID gains and Tf of derivative for rotor position control (used if OL_Mode = 2) +0 ! Ind_CableControl - The column(s) in OL_Filename that contains the cable control inputs in m [Used with CC_Mode = 2, must be the same size as CC_Group_N] +0 ! Ind_StructControl - The column(s) in OL_Filename that contains the structural control inputs [Used with StC_Mode = 2, must be the same size as StC_Group_N] + +!------- Pitch Actuator Model ----------------------------------------------------- +3.140000000000 ! PA_CornerFreq - Pitch actuator bandwidth/cut-off frequency [rad/s] +0.707000000000 ! PA_Damping - Pitch actuator damping ratio [-, unused if PA_Mode = 1] + +!------- Pitch Actuator Faults ----------------------------------------------------- +0.00000000 0.00000000 0.00000000 ! PF_Offsets - Constant blade pitch offsets for blades 1-3 [rad] + +!------- Active Wake Control ----------------------------------------------------- +1 ! AWC_NumModes - Number of user-defined AWC forcing modes +1 ! AWC_n - Azimuthal mode number(s) (i.e., the number and direction of the lobes of the wake structure) +1 ! AWC_harmonic - Harmonic(s) to apply in the AWC Inverse Coleman Transformation (only used when AWC_Mode = 2) +0.0500 ! AWC_freq - Frequency(s) of forcing mode(s) [Hz] +1.0000 ! AWC_amp - Pitch amplitude(s) of individual forcing mode(s) [deg] +0.0000 ! AWC_clockangle - Initial angle(s) of forcing mode(s) [deg] + +!------- External Controller Interface ----------------------------------------------------- +"unused" ! DLL_FileName - Name/location of the dynamic library in the Bladed-DLL format +"unused" ! DLL_InFile - Name of input file sent to the DLL (-) +"DISCON" ! DLL_ProcName - Name of procedure in DLL to be called (-) + +!------- ZeroMQ Interface --------------------------------------------------------- +"tcp://localhost:5555" ! ZMQ_CommAddress - Communication address for ZMQ server, (e.g. "tcp://localhost:5555") +1.000000 ! ZMQ_UpdatePeriod - Update period at zmq interface to send measurements and wait for setpoint [sec.] +0 ! ZMQ_ID - Integer identifier of turbine + +!------- Cable Control --------------------------------------------------------- +1 ! CC_Group_N - Number of cable control groups +0 ! CC_GroupIndex - First index for cable control group, should correspond to deltaL +20.000000 ! CC_ActTau - Time constant for line actuator [s] + +!------- Structural Controllers --------------------------------------------------------- +1 ! StC_Group_N - Number of cable control groups +0 ! StC_GroupIndex - First index for structural control group, options specified in ServoDyn summary output diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat new file mode 100755 index 00000000..a1798df4 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn.dat @@ -0,0 +1,351 @@ +------- ELASTODYN v1.03.* INPUT FILE ------------------------------------------- +Generated with AeroElasticSE FAST driver +---------------------- SIMULATION CONTROL -------------------------------------- +False Echo - Echo input data to ".ech" (flag) +3 Method - Integration method: {1: RK4, 2: AB4, or 3: ABM4} (-) +Default DT Integration time step (s) +---------------------- DEGREES OF FREEDOM -------------------------------------- +True FlapDOF1 - First flapwise blade mode DOF (flag) +True FlapDOF2 - Second flapwise blade mode DOF (flag) +True EdgeDOF - First edgewise blade mode DOF (flag) +False TeetDOF - Rotor-teeter DOF (flag) [unused for 3 blades] +False DrTrDOF - Drivetrain rotational-flexibility DOF (flag) +True GenDOF - Generator DOF (flag) +False YawDOF - Yaw DOF (flag) +True TwFADOF1 - First fore-aft tower bending-mode DOF (flag) +True TwFADOF2 - Second fore-aft tower bending-mode DOF (flag) +True TwSSDOF1 - First side-to-side tower bending-mode DOF (flag) +True TwSSDOF2 - Second side-to-side tower bending-mode DOF (flag) +False PtfmSgDOF - Platform horizontal surge translation DOF (flag) +False PtfmSwDOF - Platform horizontal sway translation DOF (flag) +False PtfmHvDOF - Platform vertical heave translation DOF (flag) +False PtfmRDOF - Platform roll tilt rotation DOF (flag) +False PtfmPDOF - Platform pitch tilt rotation DOF (flag) +False PtfmYDOF - Platform yaw rotation DOF (flag) +---------------------- INITIAL CONDITIONS -------------------------------------- +0.0 OoPDefl - Initial out-of-plane blade-tip displacement (meters) +0.0 IPDefl - Initial in-plane blade-tip deflection (meters) +18.174125242279743 BlPitch(1) - Blade 1 initial pitch (degrees) +18.174125242279743 BlPitch(2) - Blade 2 initial pitch (degrees) +18.174125242279743 BlPitch(3) - Blade 3 initial pitch (degrees) [unused for 2 blades] +0.0 TeetDefl - Initial or fixed teeter angle (degrees) [unused for 3 blades] +0 Azimuth - Initial azimuth angle for blade 1 (degrees) +13.5 RotSpeed - Initial or fixed rotor speed (rpm) +0.0 NacYaw - Initial or fixed nacelle-yaw angle (degrees) +0.0 TTDspFA - Initial fore-aft tower-top displacement (meters) +0.0 TTDspSS - Initial side-to-side tower-top displacement (meters) +0.0 PtfmSurge - Initial or fixed horizontal surge translational displacement of platform (meters) +0.0 PtfmSway - Initial or fixed horizontal sway translational displacement of platform (meters) +0.0 PtfmHeave - Initial or fixed vertical heave translational displacement of platform (meters) +0.0 PtfmRoll - Initial or fixed roll tilt rotational displacement of platform (degrees) +0.0 PtfmPitch - Initial or fixed pitch tilt rotational displacement of platform (degrees) +0.0 PtfmYaw - Initial or fixed yaw rotational displacement of platform (degrees) +---------------------- TURBINE CONFIGURATION ----------------------------------- +3 NumBl - Number of blades (-) +63.51617418351478 TipRad - The distance from the rotor apex to the blade tip (meters) +1.3 HubRad - The distance from the rotor apex to the blade root (meters) +-3.0 PreCone(1) - Blade 1 cone angle (degrees) +-3.0 PreCone(2) - Blade 2 cone angle (degrees) +-3.0 PreCone(3) - Blade 3 cone angle (degrees) [unused for 2 blades] +0.0 HubCM - Distance from rotor apex to hub mass [positive downwind] (meters) +0.0 UndSling - Undersling length [distance from teeter pin to the rotor apex] (meters) [unused for 3 blades] +0.0 Delta3 - Delta-3 angle for teetering rotors (degrees) [unused for 3 blades] +0.0 AzimB1Up - Azimuth value to use for I/O when blade 1 points up (degrees) +-5.019096350003331 OverHang - Distance from yaw axis to rotor apex [3 blades] or teeter pin [2 blades] (meters) +0.0 ShftGagL - Distance from rotor apex [3 blades] or teeter pin [2 blades] to shaft strain gages [positive for upwind rotors] (meters) +-4.999629720311564 ShftTilt - Rotor shaft tilt angle (degrees) +0.023746740967894475 NacCMxn - Downwind distance from the tower-top to the nacelle CM (meters) +-0.09316585667421906 NacCMyn - Lateral distance from the tower-top to the nacelle CM (meters) +0.9931879834642826 NacCMzn - Vertical distance from the tower-top to the nacelle CM (meters) +0.0 NcIMUxn - Downwind distance from the tower-top to the nacelle IMU (meters) +0.0 NcIMUyn - Lateral distance from the tower-top to the nacelle IMU (meters) +0.0 NcIMUzn - Vertical distance from the tower-top to the nacelle IMU (meters) +1.5625892426828474 Twr2Shft - Vertical distance from the tower-top to the rotor shaft (meters) +87.0 TowerHt - Height of tower above ground level [onshore] or MSL [offshore] (meters) +0.0 TowerBsHt - Height of tower base above ground level [onshore] or MSL [offshore] (meters) +0.0 PtfmCMxt - Downwind distance from the ground level [onshore] or MSL [offshore] to the platform CM (meters) +0.0 PtfmCMyt - Lateral distance from the ground level [onshore] or MSL [offshore] to the platform CM (meters) +0.0 PtfmCMzt - Vertical distance from the ground level [onshore] or MSL [offshore] to the platform CM (meters) +0.0 PtfmRefzt - Vertical distance from the ground level [onshore] or MSL [offshore] to the platform reference point (meters) +---------------------- MASS AND INERTIA ---------------------------------------- +0.0 TipMass(1) - Tip-brake mass, blade 1 (kg) +0.0 TipMass(2) - Tip-brake mass, blade 2 (kg) +0.0 TipMass(3) - Tip-brake mass, blade 3 (kg) [unused for 2 blades] +7727.661971481177 HubMass - Hub mass (kg) +12314.835931071884 HubIner - Hub inertia about rotor axis [3 blades] or teeter axis [2 blades] (kg m^2) +4922.381329415576 GenIner - Generator inertia about HSS (kg m^2) +107292.70773594239 NacMass - Nacelle mass (kg) +670966.8281532945 NacYIner - Nacelle inertia about yaw axis (kg m^2) +3236.785626358049 YawBrMass - Yaw bearing mass (kg) +0.0 PtfmMass - Platform mass (kg) +0.0 PtfmRIner - Platform inertia for roll tilt rotation about the platform CM (kg m^2) +0.0 PtfmPIner - Platform inertia for pitch tilt rotation about the platform CM (kg m^2) +0.0 PtfmYIner - Platform inertia for yaw rotation about the platform CM (kg m^2) +---------------------- BLADE --------------------------------------------------- +50 BldNodes - Number of blade nodes (per blade) used for analysis (-) +"NREL-2p8-127_ElastoDyn_blade.dat" BldFile1 - Name of file containing properties for blade 1 (quoted string) +"NREL-2p8-127_ElastoDyn_blade.dat" BldFile2 - Name of file containing properties for blade 2 (quoted string) +"NREL-2p8-127_ElastoDyn_blade.dat" BldFile3 - Name of file containing properties for blade 3 (quoted string) [unused for 2 blades] +---------------------- ROTOR-TEETER -------------------------------------------- +0 TeetMod - Rotor-teeter spring/damper model {0: none, 1: standard, 2: user-defined from routine UserTeet} (switch) [unused for 3 blades] +0.0 TeetDmpP - Rotor-teeter damper position (degrees) [used only for 2 blades and when TeetMod=1] +0.0 TeetDmp - Rotor-teeter damping constant (N-m/(rad/s)) [used only for 2 blades and when TeetMod=1] +0.0 TeetCDmp - Rotor-teeter rate-independent Coulomb-damping moment (N-m) [used only for 2 blades and when TeetMod=1] +0.0 TeetSStP - Rotor-teeter soft-stop position (degrees) [used only for 2 blades and when TeetMod=1] +0.0 TeetHStP - Rotor-teeter hard-stop position (degrees) [used only for 2 blades and when TeetMod=1] +0.0 TeetSSSp - Rotor-teeter soft-stop linear-spring constant (N-m/rad) [used only for 2 blades and when TeetMod=1] +0.0 TeetHSSp - Rotor-teeter hard-stop linear-spring constant (N-m/rad) [used only for 2 blades and when TeetMod=1] +---------------------- DRIVETRAIN ---------------------------------------------- +95.5 GBoxEff - Gearbox efficiency (%) +97.0 GBRatio - Gearbox ratio (-) +368895787.92065376 DTTorSpr - Drivetrain torsional spring (N-m/rad) +1927372.3636395463 DTTorDmp - Drivetrain torsional damper (N-m/(rad/s)) +---------------------- FURLING ------------------------------------------------- +False Furling - Read in additional model properties for furling turbine (flag) [must currently be FALSE) +"none" FurlFile - Name of file containing furling properties (quoted string) [unused when Furling=False] +---------------------- TOWER --------------------------------------------------- +20 TwrNodes - Number of tower nodes used for analysis (-) +"NREL-2p8-127_ElastoDyn_tower.dat" TwrFile - Name of file containing tower properties (quoted string) +---------------------- OUTPUT -------------------------------------------------- +False SumPrint - Print summary data to ".sum" (flag) +1 OutFile - Switch to determine where output will be placed: {1: in module output file only; 2: in glue code output file only; 3: both} (currently unused) +True TabDelim - Use tab delimiters in text tabular output file? (flag) (currently unused) +"ES10.3E2" OutFmt - Format used for text tabular output (except time). Resulting field should be 10 characters. (quoted string) (currently unused) +0.0 TStart - Time to begin tabular output (s) (currently unused) +1 DecFact - Decimation factor for tabular output {1: output every time step} (-) (currently unused) +9 NTwGages - Number of tower nodes that have strain gages for output [0 to 9] (-) +2, 4, 6, 8, 10, 12, 14, 16, 18 TwrGagNd - List of tower nodes that have strain gages [1 to TwrNodes] (-) [unused if NTwGages=0] +9 NBlGages - Number of blade nodes that have strain gages for output [0 to 9] (-) +6, 11, 16, 21, 26, 31, 36, 41, 46 BldGagNd - List of blade nodes that have strain gages [1 to BldNodes] (-) [unused if NBlGages=0] + OutList - The next line(s) contains a list of output parameters. See OutListParameters.xlsx for a listing of available output channels, (-) +"Azimuth" +"BldPitch1" +"BldPitch2" +"BldPitch3" +"GenSpeed" +"LSSTipMya" +"LSSTipMys" +"LSSTipMza" +"LSSTipMzs" +"LSShftFxa" +"LSShftFxs" +"LSShftFya" +"LSShftFys" +"LSShftFza" +"LSShftFzs" +"NacYaw" +"NcIMURAys" +"NcIMUTAxs" +"NcIMUTAzs" +"PtfmHeave" +"PtfmPitch" +"PtfmRoll" +"PtfmSurge" +"PtfmSway" +"PtfmYaw" +"RootFxb1" +"RootFxb2" +"RootFxb3" +"RootFxc1" +"RootFxc2" +"RootFxc3" +"RootFyb1" +"RootFyb2" +"RootFyb3" +"RootFyc1" +"RootFyc2" +"RootFyc3" +"RootFzb1" +"RootFzb2" +"RootFzb3" +"RootFzc1" +"RootFzc2" +"RootFzc3" +"RootMxb1" +"RootMxb2" +"RootMxb3" +"RootMxc1" +"RootMxc2" +"RootMxc3" +"RootMyb1" +"RootMyb2" +"RootMyb3" +"RootMyc1" +"RootMyc2" +"RootMyc3" +"RootMzb1" +"RootMzb2" +"RootMzb3" +"RootMzc1" +"RootMzc2" +"RootMzc3" +"RotSpeed" +"RotThrust" +"RotTorq" +"Spn1FLzb1" +"Spn1FLzb2" +"Spn1FLzb3" +"Spn1MLxb1" +"Spn1MLxb2" +"Spn1MLxb3" +"Spn1MLyb1" +"Spn1MLyb2" +"Spn1MLyb3" +"Spn2FLzb1" +"Spn2FLzb2" +"Spn2FLzb3" +"Spn2MLxb1" +"Spn2MLxb2" +"Spn2MLxb3" +"Spn2MLyb1" +"Spn2MLyb2" +"Spn2MLyb3" +"Spn3FLzb1" +"Spn3FLzb2" +"Spn3FLzb3" +"Spn3MLxb1" +"Spn3MLxb2" +"Spn3MLxb3" +"Spn3MLyb1" +"Spn3MLyb2" +"Spn3MLyb3" +"Spn4FLzb1" +"Spn4FLzb2" +"Spn4FLzb3" +"Spn4MLxb1" +"Spn4MLxb2" +"Spn4MLxb3" +"Spn4MLyb1" +"Spn4MLyb2" +"Spn4MLyb3" +"Spn5FLzb1" +"Spn5FLzb2" +"Spn5FLzb3" +"Spn5MLxb1" +"Spn5MLxb2" +"Spn5MLxb3" +"Spn5MLyb1" +"Spn5MLyb2" +"Spn5MLyb3" +"Spn6FLzb1" +"Spn6FLzb2" +"Spn6FLzb3" +"Spn6MLxb1" +"Spn6MLxb2" +"Spn6MLxb3" +"Spn6MLyb1" +"Spn6MLyb2" +"Spn6MLyb3" +"Spn7FLzb1" +"Spn7FLzb2" +"Spn7FLzb3" +"Spn7MLxb1" +"Spn7MLxb2" +"Spn7MLxb3" +"Spn7MLyb1" +"Spn7MLyb2" +"Spn7MLyb3" +"Spn8FLzb1" +"Spn8FLzb2" +"Spn8FLzb3" +"Spn8MLxb1" +"Spn8MLxb2" +"Spn8MLxb3" +"Spn8MLyb1" +"Spn8MLyb2" +"Spn8MLyb3" +"Spn9FLzb1" +"Spn9FLzb2" +"Spn9FLzb3" +"Spn9MLxb1" +"Spn9MLxb2" +"Spn9MLxb3" +"Spn9MLyb1" +"Spn9MLyb2" +"Spn9MLyb3" +"TipDxb1" +"TipDxb2" +"TipDxb3" +"TipDxc1" +"TipDxc2" +"TipDxc3" +"TipDyb1" +"TipDyb2" +"TipDyb3" +"TipDyc1" +"TipDyc2" +"TipDyc3" +"TipDzb1" +"TipDzb2" +"TipDzb3" +"TipDzc1" +"TipDzc2" +"TipDzc3" +"TwHt1FLxt" +"TwHt1FLyt" +"TwHt1FLzt" +"TwHt1MLxt" +"TwHt1MLyt" +"TwHt1MLzt" +"TwHt2FLxt" +"TwHt2FLyt" +"TwHt2FLzt" +"TwHt2MLxt" +"TwHt2MLyt" +"TwHt2MLzt" +"TwHt3FLxt" +"TwHt3FLyt" +"TwHt3FLzt" +"TwHt3MLxt" +"TwHt3MLyt" +"TwHt3MLzt" +"TwHt4FLxt" +"TwHt4FLyt" +"TwHt4FLzt" +"TwHt4MLxt" +"TwHt4MLyt" +"TwHt4MLzt" +"TwHt5FLxt" +"TwHt5FLyt" +"TwHt5FLzt" +"TwHt5MLxt" +"TwHt5MLyt" +"TwHt5MLzt" +"TwHt6FLxt" +"TwHt6FLyt" +"TwHt6FLzt" +"TwHt6MLxt" +"TwHt6MLyt" +"TwHt6MLzt" +"TwHt7FLxt" +"TwHt7FLyt" +"TwHt7FLzt" +"TwHt7MLxt" +"TwHt7MLyt" +"TwHt7MLzt" +"TwHt8FLxt" +"TwHt8FLyt" +"TwHt8FLzt" +"TwHt8MLxt" +"TwHt8MLyt" +"TwHt8MLzt" +"TwHt9FLxt" +"TwHt9FLyt" +"TwHt9FLzt" +"TwHt9MLxt" +"TwHt9MLyt" +"TwHt9MLzt" +"TwrBsFxt" +"TwrBsFyt" +"TwrBsFzt" +"TwrBsMxt" +"TwrBsMyt" +"TwrBsMzt" +"YawBrFxp" +"YawBrFyp" +"YawBrFzp" +"YawBrMxp" +"YawBrMyp" +"YawBrMzp" +END of input file (the word "END" must appear in the first 3 columns of this last OutList line) +--------------------------------------------------------------------------------------- diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn_blade.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn_blade.dat new file mode 100755 index 00000000..2721abfb --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn_blade.dat @@ -0,0 +1,62 @@ +------- ELASTODYN V1.00.* INDIVIDUAL BLADE INPUT FILE -------------------------- +Generated with AeroElasticSE FAST driver +---------------------- BLADE PARAMETERS ---------------------------------------- +30 NBlInpSt - Number of blade input stations (-) +1.0 BldFlDmp1 - Blade flap mode #1 structural damping in percent of critical (%) +1.0 BldFlDmp2 - Blade flap mode #2 structural damping in percent of critical (%) +1.0 BldEdDmp1 - Blade edge mode #1 structural damping in percent of critical (%) +---------------------- BLADE ADJUSTMENT FACTORS -------------------------------- +1.0 FlStTunr1 - Blade flapwise modal stiffness tuner, 1st mode (-) +1.0 FlStTunr2 - Blade flapwise modal stiffness tuner, 2nd mode (-) +1.0 AdjBlMs - Factor to adjust blade mass density (-) +1.0 AdjFlSt - Factor to adjust blade flap stiffness (-) +1.0 AdjEdSt - Factor to adjust blade edge stiffness (-) +---------------------- DISTRIBUTED BLADE PROPERTIES ---------------------------- + BlFract PitchAxis StrcTwst BMassDen FlpStff EdgStff + (-) (-) (deg) (kg/m) (Nm^2) (Nm^2) + 0.000000000000000e+00 5.000000000000000e-01 1.999622705006573e+01 9.839941147335340e+02 9.284959964327105e+09 9.285325476655386e+09 + 3.448275862068967e-02 4.805125015294591e-01 1.943216716893003e+01 8.604277757891396e+02 1.130353558074915e+10 1.154108039229266e+10 + 6.896551724137931e-02 4.096734640281731e-01 1.847450505720568e+01 6.341293974647373e+02 8.444042206940045e+09 1.044768792356193e+10 + 1.034482758620690e-01 3.507767507681290e-01 1.722766506875535e+01 4.851323802787717e+02 5.263345968425474e+09 7.908483732623363e+09 + 1.379310344827586e-01 3.103806570995589e-01 1.579607155744170e+01 3.546289382322654e+02 3.001417466677296e+09 5.587844527047787e+09 + 1.724137931034483e-01 2.832024524965176e-01 1.373862695429748e+01 2.943184851202867e+02 2.140137589651067e+09 3.914894253694286e+09 + 2.068965517241379e-01 2.646287770796291e-01 1.071206911691092e+01 2.670757552997053e+02 1.688690008531599e+09 2.577641992360519e+09 + 2.413793103448276e-01 2.522968133106488e-01 7.632085212931211e+00 2.594793021397757e+02 1.429286084636814e+09 1.598427356156579e+09 + 2.758620689655172e-01 2.447574257601071e-01 5.432336329860429e+00 2.568497421273265e+02 1.218163168706739e+09 1.088938519358984e+09 + 3.103448275862068e-01 2.412572444587033e-01 4.530906741456287e+00 2.452829219052069e+02 1.004724153575735e+09 8.388690727819971e+08 + 3.448275862068966e-01 2.409736330426718e-01 3.932891395380547e+00 2.260041483505087e+02 7.999937783931820e+08 6.474751705752237e+08 + 3.793103448275861e-01 2.437374143984668e-01 3.471288958153630e+00 2.068341247274589e+02 6.293528226747689e+08 5.036179504439521e+08 + 4.137931034482759e-01 2.494935236312201e-01 3.047546660553226e+00 1.908184130953352e+02 5.038889827332386e+08 4.077755369444038e+08 + 4.482758620689655e-01 2.578333837552100e-01 2.572537108765753e+00 1.798963475624758e+02 4.100151185330321e+08 3.469133707796569e+08 + 4.827586206896552e-01 2.680020426405560e-01 2.062271391068728e+00 1.709135758893825e+02 3.290312516672757e+08 2.894107787064390e+08 + 5.172413793103448e-01 2.787154237784173e-01 1.592050296422031e+00 1.634547009779102e+02 2.598629524549443e+08 2.417084397016528e+08 + 5.517241379310344e-01 2.889464818007590e-01 1.237195528050180e+00 1.561773111353410e+02 2.009307073722518e+08 2.063835580792773e+08 + 5.862068965517239e-01 2.982638534641935e-01 1.058143761623011e+00 1.479035473882090e+02 1.493390374427301e+08 1.833654533196886e+08 + 6.206896551724137e-01 3.061588507333415e-01 9.690322661850839e-01 1.379384506044614e+02 1.074492704938374e+08 1.690376088616416e+08 + 6.551724137931036e-01 3.121305790614219e-01 9.062685791708173e-01 1.273397458412083e+02 7.635851129542072e+07 1.585058223663141e+08 + 6.896551724137934e-01 3.154872359750070e-01 8.262504577362277e-01 1.170441549852833e+02 5.458236393722464e+07 1.478788125289602e+08 + 7.241379310344829e-01 3.175316202787503e-01 6.712533574981115e-01 1.078978401178980e+02 3.793299222924871e+07 1.359308080421705e+08 + 7.586206896551723e-01 3.158675443334596e-01 2.196104005033870e-01 1.054459495406159e+02 2.598770710941583e+07 1.326583441160093e+08 + 7.931034482758620e-01 3.097252991077753e-01 -4.428706842550584e-01 1.056792939258563e+02 1.740715401130355e+07 1.291536924060779e+08 + 8.275862068965516e-01 2.997086165028778e-01 -1.121887824385676e+00 1.003575606379190e+02 1.080039917333676e+07 1.108581306713521e+08 + 8.620689655172413e-01 2.880682478805071e-01 -1.626478562831282e+00 5.981039891176065e+01 5.627430096421203e+06 3.781601075519728e+07 + 8.965517241379312e-01 2.776547115134294e-01 -2.005712131244969e+00 4.277686374034007e+01 2.560206355518356e+06 1.979060408034632e+07 + 9.310344827586208e-01 2.705046252180729e-01 -2.345370895387496e+00 2.681747856939424e+01 8.605989272039862e+05 8.055163112884955e+06 + 9.655172413793103e-01 2.666198559131539e-01 -2.633316876347664e+00 8.721769203747147e+00 6.992040663953385e+04 1.454525854335532e+06 + 1.000000000000000e+00 2.499999999999999e-01 -2.857412095214279e+00 4.191779628431561e+00 6.443096080448048e+03 1.597070650359136e+05 +---------------------- BLADE MODE SHAPES --------------------------------------- +-0.1424682873612444 BldFl1Sh(2) - Flap mode 1, coeff of x^2 +2.579170946887163 BldFl1Sh(3) - , coeff of x^3 +-4.465754292251817 BldFl1Sh(4) - , coeff of x^4 +5.246477531462709 BldFl1Sh(5) - , coeff of x^5 +-2.21742589873681 BldFl1Sh(6) - , coeff of x^6 +-0.5702248459804065 BldFl2Sh(2) - Flap mode 2, coeff of x^2 +2.8354437120386984 BldFl2Sh(3) - , coeff of x^3 +-11.661624547786898 BldFl2Sh(4) - , coeff of x^4 +14.73863139090069 BldFl2Sh(5) - , coeff of x^5 +-4.342225709172083 BldFl2Sh(6) - , coeff of x^6 +0.6237135077216255 BldEdgSh(2) - Edge mode 1, coeff of x^2 +-4.492740428997714 BldEdgSh(3) - , coeff of x^3 +15.745705868140238 BldEdgSh(4) - , coeff of x^4 +-16.601038971451977 BldEdgSh(5) - , coeff of x^5 +5.724360024587828 BldEdgSh(6) - , coeff of x^6 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn_tower.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn_tower.dat new file mode 100755 index 00000000..78c44f8d --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ElastoDyn_tower.dat @@ -0,0 +1,51 @@ +------- ELASTODYN V1.00.* TOWER INPUT FILE ------------------------------------- +Generated with AeroElasticSE FAST driver +---------------------- TOWER PARAMETERS ---------------------------------------- +10 NTwInpSt - Number of input stations to specify tower geometry +1.0 TwrFADmp(1) - Tower 1st fore-aft mode structural damping ratio (%) +1.0 TwrFADmp(2) - Tower 2nd fore-aft mode structural damping ratio (%) +1.0 TwrSSDmp(1) - Tower 1st side-to-side mode structural damping ratio (%) +1.0 TwrSSDmp(2) - Tower 2nd side-to-side mode structural damping ratio (%) +---------------------- TOWER ADJUSTMUNT FACTORS -------------------------------- +1.0 FAStTunr(1) - Tower fore-aft modal stiffness tuner, 1st mode (-) +1.0 FAStTunr(2) - Tower fore-aft modal stiffness tuner, 2nd mode (-) +1.0 SSStTunr(1) - Tower side-to-side stiffness tuner, 1st mode (-) +1.0 SSStTunr(2) - Tower side-to-side stiffness tuner, 2nd mode (-) +1.0 AdjTwMa - Factor to adjust tower mass density (-) +1.0 AdjFASt - Factor to adjust tower fore-aft stiffness (-) +1.0 AdjSSSt - Factor to adjust tower side-to-side stiffness (-) +---------------------- DISTRIBUTED TOWER PROPERTIES ---------------------------- + HtFract TMassDen TwFAStif TwSSStif + (-) (kg/m) (Nm^2) (Nm^2) + 0.000000000000000e+00 3.541445806052171e+03 1.610074441643784e+11 1.610074441643784e+11 + 1.111453993725248e-01 3.184135707849283e+03 1.449926314954190e+11 1.449926314954190e+11 + 2.222907987450496e-01 2.937025660551799e+03 1.338868647603450e+11 1.338868647603450e+11 + 3.334361981175744e-01 2.475352105779001e+03 1.130719494458378e+11 1.130719494458378e+11 + 4.445815974900993e-01 2.127149060338004e+03 9.731597007740543e+10 9.731597007740543e+10 + 5.556755644705036e-01 1.793018378697786e+03 8.215069745921602e+10 8.215069745921602e+10 + 6.668209638430284e-01 1.442206572952359e+03 6.530264865176910e+10 6.530264865176910e+10 + 7.779663632155532e-01 1.158043013505685e+03 4.620720280065355e+10 4.620720280065355e+10 + 8.890603301959574e-01 9.166292432490451e+02 2.745420089215011e+10 2.745420089215011e+10 + 1.000000000000000e+00 9.807285557294418e+02 1.895264108153188e+10 1.895264108153188e+10 +---------------------- TOWER FORE-AFT MODE SHAPES ------------------------------ +1.0804865227144653 TwFAM1Sh(2) - Mode 1, coefficient of x^2 term +-0.1072273749066357 TwFAM1Sh(3) - , coefficient of x^3 term +-0.029418054713018713 TwFAM1Sh(4) - , coefficient of x^4 term +0.12726071335487293 TwFAM1Sh(5) - , coefficient of x^5 term +-0.0711018064496841 TwFAM1Sh(6) - , coefficient of x^6 term +52.11326715175336 TwFAM2Sh(2) - Mode 2, coefficient of x^2 term +-9.451553500128762 TwFAM2Sh(3) - , coefficient of x^3 term +-108.60936980299557 TwFAM2Sh(4) - , coefficient of x^4 term +149.0396568095058 TwFAM2Sh(5) - , coefficient of x^5 term +-82.09200065813482 TwFAM2Sh(6) - , coefficient of x^6 term +---------------------- TOWER SIDE-TO-SIDE MODE SHAPES -------------------------- +1.071903181433014 TwSSM1Sh(2) - Mode 1, coefficient of x^2 term +-0.11368999280805266 TwSSM1Sh(3) - , coefficient of x^3 term +0.011066600812330405 TwSSM1Sh(4) - , coefficient of x^4 term +0.07251055060188719 TwSSM1Sh(5) - , coefficient of x^5 term +-0.04179034003917883 TwSSM1Sh(6) - , coefficient of x^6 term +21.961062363714234 TwSSM2Sh(2) - Mode 2, coefficient of x^2 term +0.281792647598179 TwSSM2Sh(3) - , coefficient of x^3 term +-55.94740189715383 TwSSM2Sh(4) - , coefficient of x^4 term +76.39498489315743 TwSSM2Sh(5) - , coefficient of x^5 term +-41.690438007316004 TwSSM2Sh(6) - , coefficient of x^6 term diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_InflowFile.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_InflowFile.dat new file mode 100755 index 00000000..ee78f28c --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_InflowFile.dat @@ -0,0 +1,71 @@ +------- InflowWind v3.01.* INPUT FILE ------------------------------------------------------------------------- +Generated with AeroElasticSE FAST driver +--------------------------------------------------------------------------------------------------------------- +False Echo - Echo input data to .ech (flag) +3 WindType - switch for wind file type (1=steady; 2=uniform; 3=binary TurbSim FF; 4=binary Bladed-style FF; 5=HAWC format; 6=User defined; 7=native Bladed FF) +0.0 PropagationDir - Direction of wind propagation (meteoroligical rotation from aligned with X (positive rotates towards -Y) -- degrees) +0.0 VFlowAng - Upflow angle (degrees) (not used for native Bladed format WindType=7) +False VelInterpCubic - Use cubic interpolation for velocity in time (false=linear, true=cubic) [Used with WindType=2,3,4,5,7] +1 NWindVel - Number of points to output the wind velocity (0 to 9) +0.0 WindVxiList - List of coordinates in the inertial X direction (m) +0.0 WindVyiList - List of coordinates in the inertial Y direction (m) +89.0 WindVziList - List of coordinates in the inertial Z direction (m) +================== Parameters for Steady Wind Conditions [used only for WindType = 1] ========================= +10.0 HWindSpeed - Horizontal windspeed (m/s) +89.0 RefHt - Reference height for horizontal wind speed (m) +0.2 PLexp - Power law exponent (-) +================== Parameters for Uniform wind file [used only for WindType = 2] ============================ +"/kfs3/scratch/equon/WEIS_AWAKEN_new_ps_pct/outputs/1_full_dlcs/openfast_runs/rank_0/wind/NREL-2p8-127_0_NTM_U19.000000_Seed744789066.0.bts" Filename_Uni - Filename of time series data for uniform wind field. (-) +89.0 RefHt_Uni - Reference height for horizontal wind speed (m) +127.03234836702956 RefLength - Reference length for linear horizontal and vertical sheer (-) +================== Parameters for Binary TurbSim Full-Field files [used only for WindType = 3] ============== +"/kfs3/scratch/equon/WEIS_AWAKEN_new_ps_pct/outputs/1_full_dlcs/openfast_runs/rank_0/wind/NREL-2p8-127_0_NTM_U19.000000_Seed744789066.0.bts" FileName_BTS - Name of the Full field wind file to use (.bts) +================== Parameters for Binary Bladed-style Full-Field files [used only for WindType = 4] ========= +"none" FilenameRoot - Rootname of the full-field wind file to use (.wnd, .sum) +False TowerFile - Have tower file (.twr) (flag) +================== Parameters for HAWC-format binary files [Only used with WindType = 5] ===================== +"none" FileName_u - name of the file containing the u-component fluctuating wind (.bin) +"none" FileName_v - name of the file containing the v-component fluctuating wind (.bin) +"none" FileName_w - name of the file containing the w-component fluctuating wind (.bin) +2 nx - number of grids in the x direction (in the 3 files above) (-) +2 ny - number of grids in the y direction (in the 3 files above) (-) +2 nz - number of grids in the z direction (in the 3 files above) (-) +10 dx - distance (in meters) between points in the x direction (m) +10 dy - distance (in meters) between points in the y direction (m) +10 dz - distance (in meters) between points in the z direction (m) +0.0 RefHt_Hawc - reference height; the height (in meters) of the vertical center of the grid (m) +------------- Scaling parameters for turbulence --------------------------------------------------------- +0 ScaleMethod - Turbulence scaling method [0 = none, 1 = direct scaling, 2 = calculate scaling factor based on a desired standard deviation] +1.0 SFx - Turbulence scaling factor for the x direction (-) [ScaleMethod=1] +1.0 SFy - Turbulence scaling factor for the y direction (-) [ScaleMethod=1] +1.0 SFz - Turbulence scaling factor for the z direction (-) [ScaleMethod=1] +1.0 SigmaFx - Turbulence standard deviation to calculate scaling from in x direction (m/s) [ScaleMethod=2] +1.0 SigmaFy - Turbulence standard deviation to calculate scaling from in y direction (m/s) [ScaleMethod=2] +1.0 SigmaFz - Turbulence standard deviation to calculate scaling from in z direction (m/s) [ScaleMethod=2] +------------- Mean wind profile parameters (added to HAWC-format files) --------------------------------- +0.0 URef - Mean u-component wind speed at the reference height (m/s) +0 WindProfile - Wind profile type (0=constant;1=logarithmic,2=power law) +0.0 PLExp_Hawc - Power law exponent (-) (used for PL wind profile type only) +0.0 Z0 - Surface roughness length (m) (used for LG wind profile type only) +0 XOffset - Initial offset in +x direction (shift of wind box) (-) +------------- LIDAR Parameters -------------------------------------------------------------------------- +0 SensorType - Switch for lidar configuration (0 = None, 1 = Single Point Beam(s), 2 = Continuous, 3 = Pulsed) +0 NumPulseGate - Number of lidar measurement gates (used when SensorType = 3) +0 PulseSpacing - Distance between range gates (m) (used when SensorType = 3) +0 NumBeam - Number of lidar measurement beams (0-5)(used when SensorType = 1) +0 FocalDistanceX - Focal distance co-ordinates of the lidar beam in the x direction (relative to hub height) (only first coordinate used for SensorType 2 and 3) (m) +0.0 FocalDistanceY - Focal distance co-ordinates of the lidar beam in the y direction (relative to hub height) (only first coordinate used for SensorType 2 and 3) (m) +0.0 FocalDistanceZ - Focal distance co-ordinates of the lidar beam in the z direction (relative to hub height) (only first coordinate used for SensorType 2 and 3) (m) +0.0, 0.0, 0.0 RotorApexOffsetPos - Offset of the lidar from hub height (m) +0.0 URefLid - Reference average wind speed for the lidar[m/s] +0.0 MeasurementInterval - Time between each measurement [s] +False LidRadialVel - TRUE => return radial component, FALSE => return x direction estimate +1 ConsiderHubMotion - Flag whether to consider the hub motions impact on Lidar measurements +====================== OUTPUT ================================================== +False SumPrint - Print summary data to .IfW.sum (flag) +OutList - The next line(s) contains a list of output parameters. See OutListParameters.xlsx for a listing of available output channels, (-) +"Wind1VelX" +"Wind1VelY" +"Wind1VelZ" +END of input file (the word "END" must appear in the first 3 columns of this last OutList line) +--------------------------------------------------------------------------------------- diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ServoDyn.dat b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ServoDyn.dat new file mode 100755 index 00000000..abab7b2e --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ServoDyn.dat @@ -0,0 +1,110 @@ +------- SERVODYN v1.05.* INPUT FILE -------------------------------------------- +Generated with AeroElasticSE FAST driver +---------------------- SIMULATION CONTROL -------------------------------------- +False Echo - Echo input data to .ech (flag) +default DT - Communication interval for controllers (s) (or "default") +---------------------- PITCH CONTROL ------------------------------------------- +5 PCMode - Pitch control mode {0: none, 3: user-defined from routine PitchCntrl, 4: user-defined from Simulink/Labview, 5: user-defined from Bladed-style DLL} (switch) +0.0 TPCOn - Time to enable active pitch control (s) [unused when PCMode=0] +9999 TPitManS(1) - Time to start override pitch maneuver for blade 1 and end standard pitch control (s) +9999 TPitManS(2) - Time to start override pitch maneuver for blade 2 and end standard pitch control (s) +9999 TPitManS(3) - Time to start override pitch maneuver for blade 3 and end standard pitch control (s) [unused for 2 blades] +7.0 PitManRat(1) - Pitch rate at which override pitch maneuver heads toward final pitch angle for blade 1 (deg/s) +7.0 PitManRat(2) - Pitch rate at which override pitch maneuver heads toward final pitch angle for blade 2 (deg/s) +7.0 PitManRat(3) - Pitch rate at which override pitch maneuver heads toward final pitch angle for blade 3 (deg/s) [unused for 2 blades] +90.0 BlPitchF(1) - Blade 1 final pitch for pitch maneuvers (degrees) +90.0 BlPitchF(2) - Blade 2 final pitch for pitch maneuvers (degrees) +90.0 BlPitchF(3) - Blade 3 final pitch for pitch maneuvers (degrees) [unused for 2 blades] +---------------------- GENERATOR AND TORQUE CONTROL ---------------------------- +5 VSContrl - Variable-speed control mode {0: none, 1: simple VS, 3: user-defined from routine UserVSCont, 4: user-defined from Simulink/Labview, 5: user-defined from Bladed-style DLL} (switch) +1 GenModel - Generator model {1: simple, 2: Thevenin, 3: user-defined from routine UserGen} (switch) [used only when VSContrl=0] +94.00408471422075 GenEff - Generator efficiency [ignored by the Thevenin and user-defined generator models] (%) +True GenTiStr - Method to start the generator {T: timed using TimGenOn, F: generator speed using SpdGenOn} (flag) +True GenTiStp - Method to stop the generator {T: timed using TimGenOf, F: when generator power = 0} (flag) +99999.0 SpdGenOn - Generator speed to turn on the generator for a startup (HSS speed) (rpm) [used only when GenTiStr=False] +0.0 TimGenOn - Time to turn on the generator for a startup (s) [used only when GenTiStr=True] +99999.0 TimGenOf - Time to turn off the generator (s) [used only when GenTiStp=True] +---------------------- SIMPLE VARIABLE-SPEED TORQUE CONTROL -------------------- +99999.0 VS_RtGnSp - Rated generator speed for simple variable-speed generator control (HSS side) (rpm) [used only when VSContrl=1] +0.0 VS_RtTq - Rated generator torque/constant generator torque in Region 3 for simple variable-speed generator control (HSS side) (N-m) [used only when VSContrl=1] +0.0 VS_Rgn2K - Generator torque constant in Region 2 for simple variable-speed generator control (HSS side) (N-m/rpm^2) [used only when VSContrl=1] +99999.0 VS_SlPc - Rated generator slip percentage in Region 2 1/2 for simple variable-speed generator control (%) [used only when VSContrl=1] +---------------------- SIMPLE INDUCTION GENERATOR ------------------------------ +99999.0 SIG_SlPc - Rated generator slip percentage (%) [used only when VSContrl=0 and GenModel=1] +99999.0 SIG_SySp - Synchronous (zero-torque) generator speed (rpm) [used only when VSContrl=0 and GenModel=1] +99999.0 SIG_RtTq - Rated torque (N-m) [used only when VSContrl=0 and GenModel=1] +99999.0 SIG_PORt - Pull-out ratio (Tpullout/Trated) (-) [used only when VSContrl=0 and GenModel=1] +---------------------- THEVENIN-EQUIVALENT INDUCTION GENERATOR ----------------- +99999.0 TEC_Freq - Line frequency [50 or 60] (Hz) [used only when VSContrl=0 and GenModel=2] +0 TEC_NPol - Number of poles [even integer > 0] (-) [used only when VSContrl=0 and GenModel=2] +99999.0 TEC_SRes - Stator resistance (ohms) [used only when VSContrl=0 and GenModel=2] +99999.0 TEC_RRes - Rotor resistance (ohms) [used only when VSContrl=0 and GenModel=2] +99999.0 TEC_VLL - Line-to-line RMS voltage (volts) [used only when VSContrl=0 and GenModel=2] +99999.0 TEC_SLR - Stator leakage reactance (ohms) [used only when VSContrl=0 and GenModel=2] +99999.0 TEC_RLR - Rotor leakage reactance (ohms) [used only when VSContrl=0 and GenModel=2] +99999.0 TEC_MR - Magnetizing reactance (ohms) [used only when VSContrl=0 and GenModel=2] +---------------------- HIGH-SPEED SHAFT BRAKE ---------------------------------- +0 HSSBrMode - HSS brake model {0: none, 1: simple, 3: user-defined from routine UserHSSBr, 4: user-defined from Simulink/Labview, 5: user-defined from Bladed-style DLL} (switch) +99999.0 THSSBrDp - Time to initiate deployment of the HSS brake (s) +99999.0 HSSBrDT - Time for HSS-brake to reach full deployment once initiated (sec) [used only when HSSBrMode=1] +99999.0 HSSBrTqF - Fully deployed HSS-brake torque (N-m) +---------------------- NACELLE-YAW CONTROL ------------------------------------- +0 YCMode - Yaw control mode {0: none, 3: user-defined from routine UserYawCont, 4: user-defined from Simulink/Labview, 5: user-defined from Bladed-style DLL} (switch) +99999.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] +0.0 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) +497023065.7519218 YawSpr - Nacelle-yaw spring constant (N-m/rad) +196280.25400354966 YawDamp - Nacelle-yaw damping constant (N-m/(rad/s)) +99999.0 TYawManS - Time to start override yaw maneuver and end standard yaw control (s) +0.25 YawManRat - Yaw maneuver rate (in absolute value) (deg/s) +0.0 NacYawF - Final yaw angle for override yaw maneuvers (degrees) +---------------------- Aerodynamic Flow Control ------------------------------------- +0 AfCmode - Airfoil control mode {0- none, 1- cosine wave cycle, 4- user-defined from Simulink/Labview, 5- user-defined from Bladed-style DLL} +0.0 AfC_Mean - Mean level for sinusoidal cycling or steady value (-) [used only with AfCmode==1] +0.0 AfC_Amp - Amplitude for for cosine cycling of flap signal (AfC = AfC_Amp*cos(Azimuth+phase)+AfC_mean) (-) [used only with AfCmode==1] +0.0 AfC_phase - Phase relative to the blade azimuth (0 is vertical) for for cosine cycling of flap signal (deg) [used only with AfCmode==1] +---------------------- STRUCTURAL CONTROL --------------------------------------- +0 NumBStC - Number of blade structural controllers (integer) +"unused" BStCfiles - Name of the file for blade tuned mass damper (quoted string) [unused when CompNTMD is false] +0 NumNStC - Number of nacelle structural controllers (integer) +"unused" NStCfiles - Name of the file for nacelle tuned mass damper (quoted string) [unused when CompNTMD is false] +0 NumTStC - Number of tower structural controllers (integer) +"" TStCfiles - Name of the file for tower tuned mass damper (quoted string) [unused when CompNTMD is false] +0 NumSStC - Number of sbustructure structural controllers (integer) +"" SStCfiles - Name of the file for sbustructure tuned mass damper (quoted string) [unused when CompNTMD is false] +---------------------- CABLE CONTROL ---------------------------------------- +0 CCmode - Cable control mode {0- none, 4- user-defined from Simulink/Labview, 5- user-defineAfC_phased from Bladed-style DLL} +---------------------- BLADED INTERFACE ---------------------------------------- [used only with Bladed Interface] +"/projects/wind_uq/lcheung/amrwind-frontend/turbines/OpenFAST_NREL2p8-127_AWAKEN/libdiscon.so" DLL_FileName - Name/location of the dynamic library {.dll [Windows] or .so [Linux]} in the Bladed-DLL format (-) [used only with Bladed Interface] +"NREL-2p8-127_DISCON.IN" DLL_InFile - Name of input file sent to the DLL (-) [used only with Bladed Interface] +"DISCON" DLL_ProcName - Name of procedure in DLL to be called (-) [case sensitive; used only with DLL Interface] +default DLL_DT - Communication interval for dynamic library (s) (or "default") [used only with Bladed Interface] +False DLL_Ramp - Whether a linear ramp should be used between DLL_DT time steps [introduces time shift when true] (flag) [used only with Bladed Interface] +99999.0 BPCutoff - Cuttoff frequency for low-pass filter on blade pitch from DLL (Hz) [used only with Bladed Interface] +0.0 NacYaw_North - Reference yaw angle of the nacelle when the upwind end points due North (deg) [used only with Bladed Interface] +0 Ptch_Cntrl - Record 28: Use individual pitch control {0: collective pitch; 1: individual pitch control} (switch) [used only with Bladed Interface] +0.0 Ptch_SetPnt - Record 5: Below-rated pitch angle set-point (deg) [used only with Bladed Interface] +0.0 Ptch_Min - Record 6: Minimum pitch angle (deg) [used only with Bladed Interface] +0.0 Ptch_Max - Record 7: Maximum pitch angle (deg) [used only with Bladed Interface] +0.0 PtchRate_Min - Record 8: Minimum pitch rate (most negative value allowed) (deg/s) [used only with Bladed Interface] +0.0 PtchRate_Max - Record 9: Maximum pitch rate (deg/s) [used only with Bladed Interface] +0.0 Gain_OM - Record 16: Optimal mode gain (Nm/(rad/s)^2) [used only with Bladed Interface] +0.0 GenSpd_MinOM - Record 17: Minimum generator speed (rpm) [used only with Bladed Interface] +0.0 GenSpd_MaxOM - Record 18: Optimal mode maximum speed (rpm) [used only with Bladed Interface] +0.0 GenSpd_Dem - Record 19: Demanded generator speed above rated (rpm) [used only with Bladed Interface] +0.0 GenTrq_Dem - Record 22: Demanded generator torque above rated (Nm) [used only with Bladed Interface] +0.0 GenPwr_Dem - Record 13: Demanded power (W) [used only with Bladed Interface] +---------------------- BLADED INTERFACE TORQUE-SPEED LOOK-UP TABLE ------------- +0 DLL_NumTrq - Record 26: No. of points in torque-speed look-up table {0 = none and use the optimal mode parameters; nonzero = ignore the optimal mode PARAMETERs by setting Record 16 to 0.0} (-) [used only with Bladed Interface] +GenSpd_TLU GenTrq_TLU +(rpm) (Nm) +---------------------- OUTPUT -------------------------------------------------- +False SumPrint - Print summary data to .sum (flag) (currently unused) +1 OutFile - Switch to determine where output will be placed: {1: in module output file only; 2: in glue code output file only; 3: both} (currently unused) +True TabDelim - Use tab delimiters in text tabular output file? (flag) (currently unused) +"ES10.3E2" OutFmt - Format used for text tabular output (except time). Resulting field should be 10 characters. (quoted string) (currently unused) +0.0 TStart - Time to begin tabular output (s) (currently unused) + OutList - The next line(s) contains a list of output parameters. See OutListParameters.xlsx for a listing of available output channels, (-) +"GenPwr" +"GenTq" +END of input file (the word "END" must appear in the first 3 columns of this last OutList line) +--------------------------------------------------------------------------------------- diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ServoDyn.dat~ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ServoDyn.dat~ new file mode 100755 index 00000000..327c2c46 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127_ServoDyn.dat~ @@ -0,0 +1,110 @@ +------- SERVODYN v1.05.* INPUT FILE -------------------------------------------- +Generated with AeroElasticSE FAST driver +---------------------- SIMULATION CONTROL -------------------------------------- +False Echo - Echo input data to .ech (flag) +default DT - Communication interval for controllers (s) (or "default") +---------------------- PITCH CONTROL ------------------------------------------- +5 PCMode - Pitch control mode {0: none, 3: user-defined from routine PitchCntrl, 4: user-defined from Simulink/Labview, 5: user-defined from Bladed-style DLL} (switch) +0.0 TPCOn - Time to enable active pitch control (s) [unused when PCMode=0] +9999 TPitManS(1) - Time to start override pitch maneuver for blade 1 and end standard pitch control (s) +9999 TPitManS(2) - Time to start override pitch maneuver for blade 2 and end standard pitch control (s) +9999 TPitManS(3) - Time to start override pitch maneuver for blade 3 and end standard pitch control (s) [unused for 2 blades] +7.0 PitManRat(1) - Pitch rate at which override pitch maneuver heads toward final pitch angle for blade 1 (deg/s) +7.0 PitManRat(2) - Pitch rate at which override pitch maneuver heads toward final pitch angle for blade 2 (deg/s) +7.0 PitManRat(3) - Pitch rate at which override pitch maneuver heads toward final pitch angle for blade 3 (deg/s) [unused for 2 blades] +90.0 BlPitchF(1) - Blade 1 final pitch for pitch maneuvers (degrees) +90.0 BlPitchF(2) - Blade 2 final pitch for pitch maneuvers (degrees) +90.0 BlPitchF(3) - Blade 3 final pitch for pitch maneuvers (degrees) [unused for 2 blades] +---------------------- GENERATOR AND TORQUE CONTROL ---------------------------- +5 VSContrl - Variable-speed control mode {0: none, 1: simple VS, 3: user-defined from routine UserVSCont, 4: user-defined from Simulink/Labview, 5: user-defined from Bladed-style DLL} (switch) +1 GenModel - Generator model {1: simple, 2: Thevenin, 3: user-defined from routine UserGen} (switch) [used only when VSContrl=0] +94.00408471422075 GenEff - Generator efficiency [ignored by the Thevenin and user-defined generator models] (%) +True GenTiStr - Method to start the generator {T: timed using TimGenOn, F: generator speed using SpdGenOn} (flag) +True GenTiStp - Method to stop the generator {T: timed using TimGenOf, F: when generator power = 0} (flag) +99999.0 SpdGenOn - Generator speed to turn on the generator for a startup (HSS speed) (rpm) [used only when GenTiStr=False] +0.0 TimGenOn - Time to turn on the generator for a startup (s) [used only when GenTiStr=True] +99999.0 TimGenOf - Time to turn off the generator (s) [used only when GenTiStp=True] +---------------------- SIMPLE VARIABLE-SPEED TORQUE CONTROL -------------------- +99999.0 VS_RtGnSp - Rated generator speed for simple variable-speed generator control (HSS side) (rpm) [used only when VSContrl=1] +0.0 VS_RtTq - Rated generator torque/constant generator torque in Region 3 for simple variable-speed generator control (HSS side) (N-m) [used only when VSContrl=1] +0.0 VS_Rgn2K - Generator torque constant in Region 2 for simple variable-speed generator control (HSS side) (N-m/rpm^2) [used only when VSContrl=1] +99999.0 VS_SlPc - Rated generator slip percentage in Region 2 1/2 for simple variable-speed generator control (%) [used only when VSContrl=1] +---------------------- SIMPLE INDUCTION GENERATOR ------------------------------ +99999.0 SIG_SlPc - Rated generator slip percentage (%) [used only when VSContrl=0 and GenModel=1] +99999.0 SIG_SySp - Synchronous (zero-torque) generator speed (rpm) [used only when VSContrl=0 and GenModel=1] +99999.0 SIG_RtTq - Rated torque (N-m) [used only when VSContrl=0 and GenModel=1] +99999.0 SIG_PORt - Pull-out ratio (Tpullout/Trated) (-) [used only when VSContrl=0 and GenModel=1] +---------------------- THEVENIN-EQUIVALENT INDUCTION GENERATOR ----------------- +99999.0 TEC_Freq - Line frequency [50 or 60] (Hz) [used only when VSContrl=0 and GenModel=2] +0 TEC_NPol - Number of poles [even integer > 0] (-) [used only when VSContrl=0 and GenModel=2] +99999.0 TEC_SRes - Stator resistance (ohms) [used only when VSContrl=0 and GenModel=2] +99999.0 TEC_RRes - Rotor resistance (ohms) [used only when VSContrl=0 and GenModel=2] +99999.0 TEC_VLL - Line-to-line RMS voltage (volts) [used only when VSContrl=0 and GenModel=2] +99999.0 TEC_SLR - Stator leakage reactance (ohms) [used only when VSContrl=0 and GenModel=2] +99999.0 TEC_RLR - Rotor leakage reactance (ohms) [used only when VSContrl=0 and GenModel=2] +99999.0 TEC_MR - Magnetizing reactance (ohms) [used only when VSContrl=0 and GenModel=2] +---------------------- HIGH-SPEED SHAFT BRAKE ---------------------------------- +0 HSSBrMode - HSS brake model {0: none, 1: simple, 3: user-defined from routine UserHSSBr, 4: user-defined from Simulink/Labview, 5: user-defined from Bladed-style DLL} (switch) +99999.0 THSSBrDp - Time to initiate deployment of the HSS brake (s) +99999.0 HSSBrDT - Time for HSS-brake to reach full deployment once initiated (sec) [used only when HSSBrMode=1] +99999.0 HSSBrTqF - Fully deployed HSS-brake torque (N-m) +---------------------- NACELLE-YAW CONTROL ------------------------------------- +0 YCMode - Yaw control mode {0: none, 3: user-defined from routine UserYawCont, 4: user-defined from Simulink/Labview, 5: user-defined from Bladed-style DLL} (switch) +99999.0 TYCOn - Time to enable active yaw control (s) [unused when YCMode=0] +0.0 YawNeut - Neutral yaw position--yaw spring force is zero at this yaw (degrees) +497023065.7519218 YawSpr - Nacelle-yaw spring constant (N-m/rad) +196280.25400354966 YawDamp - Nacelle-yaw damping constant (N-m/(rad/s)) +99999.0 TYawManS - Time to start override yaw maneuver and end standard yaw control (s) +0.25 YawManRat - Yaw maneuver rate (in absolute value) (deg/s) +0.0 NacYawF - Final yaw angle for override yaw maneuvers (degrees) +---------------------- Aerodynamic Flow Control ------------------------------------- +0 AfCmode - Airfoil control mode {0- none, 1- cosine wave cycle, 4- user-defined from Simulink/Labview, 5- user-defined from Bladed-style DLL} +0.0 AfC_Mean - Mean level for sinusoidal cycling or steady value (-) [used only with AfCmode==1] +0.0 AfC_Amp - Amplitude for for cosine cycling of flap signal (AfC = AfC_Amp*cos(Azimuth+phase)+AfC_mean) (-) [used only with AfCmode==1] +0.0 AfC_phase - Phase relative to the blade azimuth (0 is vertical) for for cosine cycling of flap signal (deg) [used only with AfCmode==1] +---------------------- STRUCTURAL CONTROL --------------------------------------- +0 NumBStC - Number of blade structural controllers (integer) +"unused" BStCfiles - Name of the file for blade tuned mass damper (quoted string) [unused when CompNTMD is false] +0 NumNStC - Number of nacelle structural controllers (integer) +"unused" NStCfiles - Name of the file for nacelle tuned mass damper (quoted string) [unused when CompNTMD is false] +0 NumTStC - Number of tower structural controllers (integer) +"" TStCfiles - Name of the file for tower tuned mass damper (quoted string) [unused when CompNTMD is false] +0 NumSStC - Number of sbustructure structural controllers (integer) +"" SStCfiles - Name of the file for sbustructure tuned mass damper (quoted string) [unused when CompNTMD is false] +---------------------- CABLE CONTROL ---------------------------------------- +0 CCmode - Cable control mode {0- none, 4- user-defined from Simulink/Labview, 5- user-defineAfC_phased from Bladed-style DLL} +---------------------- BLADED INTERFACE ---------------------------------------- [used only with Bladed Interface] +"/home/equon/ROSCO/rosco/controller/build/libdiscon.so" DLL_FileName - Name/location of the dynamic library {.dll [Windows] or .so [Linux]} in the Bladed-DLL format (-) [used only with Bladed Interface] +"NREL-2p8-127_DISCON.IN" DLL_InFile - Name of input file sent to the DLL (-) [used only with Bladed Interface] +"DISCON" DLL_ProcName - Name of procedure in DLL to be called (-) [case sensitive; used only with DLL Interface] +default DLL_DT - Communication interval for dynamic library (s) (or "default") [used only with Bladed Interface] +False DLL_Ramp - Whether a linear ramp should be used between DLL_DT time steps [introduces time shift when true] (flag) [used only with Bladed Interface] +99999.0 BPCutoff - Cuttoff frequency for low-pass filter on blade pitch from DLL (Hz) [used only with Bladed Interface] +0.0 NacYaw_North - Reference yaw angle of the nacelle when the upwind end points due North (deg) [used only with Bladed Interface] +0 Ptch_Cntrl - Record 28: Use individual pitch control {0: collective pitch; 1: individual pitch control} (switch) [used only with Bladed Interface] +0.0 Ptch_SetPnt - Record 5: Below-rated pitch angle set-point (deg) [used only with Bladed Interface] +0.0 Ptch_Min - Record 6: Minimum pitch angle (deg) [used only with Bladed Interface] +0.0 Ptch_Max - Record 7: Maximum pitch angle (deg) [used only with Bladed Interface] +0.0 PtchRate_Min - Record 8: Minimum pitch rate (most negative value allowed) (deg/s) [used only with Bladed Interface] +0.0 PtchRate_Max - Record 9: Maximum pitch rate (deg/s) [used only with Bladed Interface] +0.0 Gain_OM - Record 16: Optimal mode gain (Nm/(rad/s)^2) [used only with Bladed Interface] +0.0 GenSpd_MinOM - Record 17: Minimum generator speed (rpm) [used only with Bladed Interface] +0.0 GenSpd_MaxOM - Record 18: Optimal mode maximum speed (rpm) [used only with Bladed Interface] +0.0 GenSpd_Dem - Record 19: Demanded generator speed above rated (rpm) [used only with Bladed Interface] +0.0 GenTrq_Dem - Record 22: Demanded generator torque above rated (Nm) [used only with Bladed Interface] +0.0 GenPwr_Dem - Record 13: Demanded power (W) [used only with Bladed Interface] +---------------------- BLADED INTERFACE TORQUE-SPEED LOOK-UP TABLE ------------- +0 DLL_NumTrq - Record 26: No. of points in torque-speed look-up table {0 = none and use the optimal mode parameters; nonzero = ignore the optimal mode PARAMETERs by setting Record 16 to 0.0} (-) [used only with Bladed Interface] +GenSpd_TLU GenTrq_TLU +(rpm) (Nm) +---------------------- OUTPUT -------------------------------------------------- +False SumPrint - Print summary data to .sum (flag) (currently unused) +1 OutFile - Switch to determine where output will be placed: {1: in module output file only; 2: in glue code output file only; 3: both} (currently unused) +True TabDelim - Use tab delimiters in text tabular output file? (flag) (currently unused) +"ES10.3E2" OutFmt - Format used for text tabular output (except time). Resulting field should be 10 characters. (quoted string) (currently unused) +0.0 TStart - Time to begin tabular output (s) (currently unused) + OutList - The next line(s) contains a list of output parameters. See OutListParameters.xlsx for a listing of available output channels, (-) +"GenPwr" +"GenTq" +END of input file (the word "END" must appear in the first 3 columns of this last OutList line) +--------------------------------------------------------------------------------------- diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md b/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md index 93807866..a221db90 100644 --- a/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md @@ -4,9 +4,9 @@ - [Prerequisites](#prerequisites) - [Preparing the measurement data](#preparing-the-measurement-data) -- [Set up the ABL precursor run]() -- [Compare statistics from the ABL precursor]() -- [Set up the wind farm run]() +- [Set up the ABL precursor run](#set-up-the-abl-precursor-run) +- [Compare statistics from the ABL precursor](#compare-statistics-from-the-abl-precursor) +- [Set up the wind farm run](#set-up-the-wind-farm-run) ## Prerequisites @@ -33,13 +33,15 @@ The AMR-Wind front end tool has useful utilities which can be used for setting u $ git clone --recursive git@github.com:Exawind/amr-wind-frontend.git AMRWINDFEDIR ``` - where `AMRWINDFEDIR` is the location you'd like the tool to be - located. For the basic use of front end tool, the usual python 3 - libraries (numpy, scipy, pandas, etc.) are required. +where `AMRWINDFEDIR` is the location you'd like the tool to be located. For the basic use of front end tool, the usual python 3 libraries (numpy, scipy, pandas, etc.) are required. + +In later stages of the simulation set up process, the AMR-Wind front-end tool will need to access the appropriate turbine model. To make sure everything is in the right location, copy the `OpenFAST_NREL2p8-127_AWAKEN` directory to the `AMRWINDFEDIR/turbines` directory. Similarly copy the [`nrel2p8_127.yaml`](nrel2p8_127.yaml) file into the same `AMRWINDFEDIR/turbines` directory. That will allow the front-end tool to recognize the turbine model and know where the turbine files are located. ## Preparing the measurement data -Once the netcdf files are ready, we can create the MMC profiles necessary to drive the ABL precursor. Use the [MMCprofiles_Ph3_try1.ipynb](MMCprofiles_Ph3_try1.ipynb) notebook for this purpose. +Once the netcdf files are downloaded and ready, we can create the MMC profiles necessary to drive the ABL precursor. Use the [MMCprofiles_Ph3_try1.ipynb](MMCprofiles_Ph3_try1.ipynb) notebook for this purpose. + +The purpose of this notebook is to extract the necessary velocity and temperature profiles from the measured data and format them appropriately for use by AMR-Wind. A few items are worthy of pointing in this notebook. First, in cell 2 of the notebook, it defines several times of importance: ```python tstart = np.datetime64('2023-08-24T03:00') @@ -47,6 +49,16 @@ t_5AM = np.datetime64('2023-08-24T05:00') t_7AM = np.datetime64('2023-08-24T07:00') ``` +The first time, `tstart`, is the start time of the precursor (03:00 UTC on 8/24/2023). It is a couple of hours ahead of the desired start time for the wind farm simulation (`t_5AM`) in order for the turbulence to spin up. The stop for both the precursor and the wind farm simulation is given by `t_7AM`), so in total, there will be a 2 hour spin-up time followed by a 2 hour wind farm simulation period. Only velocity and temperature profiles in this time window will be extracted. The line + +```python +tdeltas = [0, 0.5, 1, 1.5, 2, 2.5, 3, 3.5, 4] +``` + +instructs the notebook to extract profiles every 30 minutes during that 4 hour window. + + +In cell 3, the profiling lidar, scanning lidar, and the ASSIST profiles are read in: ```python # Open NetCDF files ds_A1prof = xr.open_dataset('Phase2_Data/A1_profiling_lidar_10min.nc') @@ -56,9 +68,72 @@ ds_A1scan = xr.open_dataset('Phase2_Data/A1_scanning_lidar_10min.nc') ds_temperature = xr.open_dataset('Phase2_Data/B_ASSIST.nc') ``` +The rest of the notebook is devoted to extracting the appropriate profiles from the measured data, plotting them for visual inspection, and then saving the data. At the end of the processing, the following data files are created: + +``` +A1prof_heights.dat +A1prof_times1.dat +A1prof_WD1.dat +A1prof_WS1.dat +A1scan_heights.dat +A1scan_times1.dat +A1scan_TKE1.dat +A1scan_WD1.dat +A1scan_WS1.dat +Bassist_heights.dat +Bassist_T1.dat +``` + + ## Set up the ABL precursor run -Use the notebook [MMC_BM3_BigPrecursor.ipynb](MMC_BM3_BigPrecursor.ipynb). +Once the scanning, profiling, and ASSIST profiles are generated, the notebook [MMC_BM3_BigPrecursor.ipynb](MMC_BM3_BigPrecursor.ipynb) will use the profiles to create the MMC forcing profiles required by AMR-Wind and set up the precursor input files. + +This work is divided into several stages. First, the lidar and the scanning profiles at A1 are merged into a single set of smooth, continuous profiles: + +![A1 profiles](MMC_BM3_BigPrecursor_profiles1.png) + +Secondly, the ASSIST temperature profiles are converted to potential temperature profiles: + +![ASSIST profiles](MMC_BM3_BigPrecursor_profiles2.png) + +Afterwards, the precursor input files are constructed using the generated profiles. In cell 17, the run directory is created (the `rundir` name is currently set to `MMC_BM3_BigPrecursor`): + +```python +suffix = 'BigPrecursor' +rundir = 'MMC_BM3_'+suffix +ICfilename = 'init.nc' +MMCfilename = 'MMC.nc' +amrfilename = 'abl_HPP_MMC.inp' +rho = 1.103707 + +# Go to the run directory +if not os.path.exists(rundir): + os.makedirs(rundir) +``` + +In cell 55, both the initial condition and the MMC forcing profiles are created and stored in the `ICfilename` and `MMCfilename` files: + +```python +# Set the MMC inputs +zstr, Tstr = writeMMC.makeIC_fromMMC(case.getAMRWindInput('geometry.prob_lo'), + case.getAMRWindInput('geometry.prob_hi'), + case.getAMRWindInput('amr.n_cell'), + all_Ublend, all_Vblend, all_Tblend, + ldr_time, all_heights, rundir+'/'+ICfilename, tstart, verbose=True) +writeMMC.makeMMCforcing(case.getAMRWindInput('geometry.prob_lo'), + case.getAMRWindInput('geometry.prob_hi'), + case.getAMRWindInput('amr.n_cell'), + all_Ublend, all_Vblend, all_Tblend, fluxdat, + ldr_time, all_heights, rundir+'/'+MMCfilename) +``` + +In the last step, the input file for the precursor run is generated and written out: + +```python +# Write the input file +print(case.writeAMRWindInput(rundir+'/'+amrfilename)) +`` ## Compare statistics from the ABL precursor diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/nrel2p8_127.yaml b/amr-wind/actuator_line/AWAKEN_benchmark/setup/nrel2p8_127.yaml new file mode 100644 index 00000000..4728342e --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/nrel2p8_127.yaml @@ -0,0 +1,18 @@ +turbines: + nrel2.8_127_ADM_AWAKEN: + turbinetype_name: "NREL 2.8-127 ADM AWAKEN" + turbinetype_comment: + Actuator_type: TurbineFastDisk + Actuator_openfast_input_file: OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst + Actuator_rotor_diameter: 127 + Actuator_hub_height: 90 + Actuator_num_points_blade: 64 + Actuator_num_points_tower: 12 + Actuator_epsilon: [5.0, 5.0, 5.0] + Actuator_epsilon_tower: [5.0, 5.0, 5.0] + Actuator_openfast_start_time: 0.0 + Actuator_openfast_stop_time: 1000.0 + Actuator_nacelle_drag_coeff: 1.0 + Actuator_nacelle_area: 8.0 + Actuator_output_frequency: 10 + turbinetype_filedir: OpenFAST_NREL2p8-127_AWAKEN From 9dd56dbcaee38f9ebb6cda55b4f7732938ed46b3 Mon Sep 17 00:00:00 2001 From: Lawrence Cheung <15526007+lawrenceccheung@users.noreply.github.com> Date: Tue, 23 Sep 2025 16:35:29 -0600 Subject: [PATCH 04/21] Fix typo --- amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md b/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md index a221db90..86cfc852 100644 --- a/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md +++ b/amr-wind/actuator_line/AWAKEN_benchmark/setup/README.md @@ -133,7 +133,7 @@ In the last step, the input file for the precursor run is generated and written ```python # Write the input file print(case.writeAMRWindInput(rundir+'/'+amrfilename)) -`` +``` ## Compare statistics from the ABL precursor From 5a5b9ca4a36cab3084f685ba9f28616406c41af1 Mon Sep 17 00:00:00 2001 From: Lawrence Cheung <15526007+lawrenceccheung@users.noreply.github.com> Date: Tue, 23 Sep 2025 17:08:33 -0600 Subject: [PATCH 05/21] Add more to setup REAMDE --- .../setup/MMC_BM3_BigPrecursor_ABLStats1.png | Bin 0 -> 82428 bytes .../setup/MMC_BM3_BigPrecursor_ABLStats2.png | Bin 0 -> 80201 bytes .../AWAKEN_benchmark/setup/README.md | 30 +++++++++++++++--- 3 files changed, 26 insertions(+), 4 deletions(-) create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/MMC_BM3_BigPrecursor_ABLStats1.png create mode 100755 amr-wind/actuator_line/AWAKEN_benchmark/setup/MMC_BM3_BigPrecursor_ABLStats2.png diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/MMC_BM3_BigPrecursor_ABLStats1.png b/amr-wind/actuator_line/AWAKEN_benchmark/setup/MMC_BM3_BigPrecursor_ABLStats1.png new file mode 100755 index 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Date: Wed, 24 Sep 2025 11:34:18 -0600 Subject: [PATCH 06/21] Add more to setup documentation --- .../input_files/FarmRun3_01.inp | 4388 +++++++++++++++++ .../input_files/turbines_farmrun.csv | 86 + .../setup/KP_Domain_refinement.png | Bin 0 -> 47216 bytes .../setup/KP_Domain_sampleplanes.png | Bin 0 -> 147258 bytes .../AWAKEN_benchmark/setup/README.md | 63 +- 5 files changed, 4536 insertions(+), 1 deletion(-) create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/input_files/FarmRun3_01.inp create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/input_files/turbines_farmrun.csv create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/setup/KP_Domain_refinement.png create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/setup/KP_Domain_sampleplanes.png diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/input_files/FarmRun3_01.inp b/amr-wind/actuator_line/AWAKEN_benchmark/input_files/FarmRun3_01.inp new file mode 100644 index 00000000..315f53a8 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/input_files/FarmRun3_01.inp @@ -0,0 +1,4388 @@ +# --- Simulation time control parameters --- +time.stop_time = 12600.0 # Max (simulated) time to evolve [s] +time.max_step = -1 +time.fixed_dt = 0.1 # Fixed timestep size (in seconds). If negative, then time.cfl is used +time.checkpoint_interval = 900 +time.checkpoint_start = 14400 +incflo.physics = ABL Actuator # List of physics models to include in simulation. +incflo.verbose = 3 +io.check_file = chk +io.restart_file = /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/MMC/MMC_BM3_BigPrecursor/chk14400 +incflo.use_godunov = true +incflo.godunov_type = weno_z +turbulence.model = OneEqKsgsM84 +TKE.source_terms = KsgsM84Src +nodal_proj.mg_rtol = 1e-06 +nodal_proj.mg_atol = 1e-12 +mac_proj.mg_rtol = 1e-06 +mac_proj.mg_atol = 1e-12 +diffusion.mg_rtol = 1e-06 +diffusion.mg_atol = 1e-12 +temperature_diffusion.mg_rtol = 1e-10 +temperature_diffusion.mg_atol = 1e-13 +incflo.do_initial_proj = 0 +incflo.initial_iterations = 0 +incflo.gravity = 0.0 0.0 -9.81 # Gravitational acceleration vector (x,y,z) [m/s^2] +incflo.density = 1.103707 # Fluid density [kg/m^3] +transport.viscosity = 1.771e-05 # Fluid dynamic viscosity [kg/m-s] +transport.laminar_prandtl = 0.7 # Laminar prandtl number +transport.turbulent_prandtl = 0.3333 # Turbulent prandtl number + +# --- Geometry and Mesh --- +geometry.prob_lo = 625500.0 4021200.0 0.0 +geometry.prob_hi = 649500.0 4038800.0 800.0 +amr.n_cell = 2400 1760 80 # Number of cells in x, y, and z directions +amr.max_level = 2 +geometry.is_periodic = 0 0 0 +xlo.type = mass_inflow_outflow +xlo.density = 1.103707 +xlo.temperature = 0.0 +xlo.tke = 0.0 +xhi.type = mass_inflow_outflow +xhi.density = 1.103707 +xhi.temperature = 0.0 +xhi.tke = 0.0 +ylo.type = mass_inflow_outflow +ylo.density = 1.103707 +ylo.temperature = 0.0 +ylo.tke = 0.0 +yhi.type = mass_inflow_outflow +yhi.density = 1.103707 +yhi.temperature = 0.0 +yhi.tke = 0.0 +zlo.type = wall_model +zlo.tke_type = zero_gradient +zhi.type = slip_wall +zhi.temperature_type = fixed_gradient + +# --- ABL parameters --- +ICNS.source_terms = BoussinesqBuoyancy ActuatorForcing ABLMeanBoussinesq ABLMesoForcingMom +ABL.stats_output_frequency = 10 +ABL.stats_output_format = netcdf +Temperature.source_terms = ABLMesoForcingTemp +ABLMesoForcingMom.forcing_scheme = direct +ABLMesoForcingTemp.forcing_scheme = direct +ABL.tendency_forcing = true +ABL.mesoscale_forcing = ./tendencyforcing.nc +ABL.bndry_io_mode = 1 +ABL.bndry_file = /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/MMC/MMC_BM3_BigPrecursor/bndry_file/ +ABL.bndry_planes = xlo ylo xhi yhi +ABL.bndry_output_start_time = 7000.0 +ABL.bndry_var_names = velocity temperature tke +ABL.bndry_output_format = native +incflo.velocity = 0.0 0.0 0.0 +ABLForcing.abl_forcing_height = 150.0 +ABL.kappa = 0.4 +ABL.normal_direction = 2 +ABL.surface_roughness_z0 = 0.0001 +ABL.reference_temperature = 300.0 +ABL.surface_temp_rate = 0.0 +ABL.mo_beta_m = 16.0 # Monin-Obukhov Beta m parameter +ABL.mo_gamma_m = 5.0 # Monin-Obukhov Gamma m parameter +ABL.mo_gamma_h = 5.0 # Monin-Obukhov Gamma h parameter +ABL.random_gauss_mean = 0.0 +ABL.random_gauss_var = 1.0 +ABL.wall_shear_stress_type = local +BoussinesqBuoyancy.reference_temperature = 300.0 +ABL.temperature_heights = 0.0 10.0 20.0 30.0 40.0 50.0 60.0 70.0 80.0 90.0 100.0 110.0 120.0 130.0 140.0 150.0 160.0 170.0 180.0 190.0 200.0 210.0 220.0 230.0 240.0 250.0 260.0 270.0 280.0 290.0 300.0 310.0 320.0 330.0 340.0 350.0 360.0 370.0 380.0 390.0 400.0 410.0 420.0 430.0 440.0 450.0 460.0 470.0 480.0 490.0 500.0 510.0 520.0 530.0 540.0 550.0 560.0 570.0 580.0 590.0 600.0 610.0 620.0 630.0 640.0 650.0 660.0 670.0 680.0 690.0 700.0 710.0 720.0 730.0 740.0 750.0 760.0 770.0 780.0 790.0 800.0 810.0 820.0 830.0 840.0 850.0 860.0 870.0 880.0 890.0 900.0 910.0 920.0 930.0 940.0 950.0 960.0 970.0 980.0 990.0 1000.0 1010.0 1020.0 1030.0 1040.0 1050.0 1060.0 1070.0 1080.0 1090.0 1100.0 1110.0 1120.0 1130.0 1140.0 1150.0 1160.0 1170.0 1180.0 1190.0 1200.0 1210.0 1220.0 1230.0 1240.0 1250.0 1260.0 1270.0 1280.0 1290.0 1300.0 1310.0 1320.0 1330.0 1340.0 1350.0 1360.0 1370.0 1380.0 1390.0 1400.0 1410.0 1420.0 1430.0 1440.0 1450.0 1460.0 1470.0 1480.0 1490.0 1500.0 1510.0 1520.0 1530.0 1540.0 1550.0 1560.0 1570.0 1580.0 1590.0 1600.0 1610.0 1620.0 1630.0 1640.0 1650.0 1660.0 1670.0 1680.0 1690.0 1700.0 1710.0 1720.0 1730.0 1740.0 1750.0 1760.0 1770.0 1780.0 1790.0 1800.0 1810.0 1820.0 1830.0 1840.0 1850.0 1860.0 1870.0 1880.0 1890.0 1900.0 1910.0 1920.0 1930.0 1940.0 1950.0 1960.0 1970.0 1980.0 1990.0 2000.0 2010.0 2020.0 2030.0 2040.0 2050.0 2060.0 2070.0 2080.0 2090.0 2100.0 2110.0 2120.0 2130.0 2140.0 2150.0 2160.0 2170.0 2180.0 2190.0 2200.0 2210.0 2220.0 2230.0 2240.0 2250.0 2260.0 2270.0 2280.0 2290.0 2300.0 2310.0 2320.0 2330.0 2340.0 2350.0 2360.0 2370.0 2380.0 2390.0 2400.0 2410.0 2420.0 2430.0 2440.0 2450.0 2460.0 2470.0 2480.0 2490.0 2500.0 2510.0 2520.0 2530.0 2540.0 2550.0 2560.0 2570.0 2580.0 2590.0 2600.0 2610.0 2620.0 2630.0 2640.0 2650.0 2660.0 2670.0 2680.0 2690.0 2700.0 2710.0 2720.0 2730.0 2740.0 2750.0 2760.0 2770.0 2780.0 2790.0 2800.0 2810.0 2820.0 2830.0 2840.0 2850.0 2860.0 2870.0 2880.0 2890.0 2900.0 2910.0 2920.0 2930.0 2940.0 2950.0 2960.0 2970.0 2980.0 2990.0 3000.0 3010.0 3020.0 3030.0 3040.0 3050.0 3060.0 3070.0 3080.0 3090.0 3100.0 3110.0 3120.0 3130.0 3140.0 3150.0 3160.0 3170.0 3180.0 3190.0 3200.0 3210.0 3220.0 3230.0 3240.0 3250.0 3260.0 3270.0 3280.0 3290.0 3300.0 3310.0 3320.0 3330.0 3340.0 3350.0 3360.0 3370.0 3380.0 3390.0 3400.0 3410.0 3420.0 3430.0 3440.0 3450.0 3460.0 3470.0 3480.0 3490.0 3500.0 3510.0 3520.0 3530.0 3540.0 3550.0 3560.0 3570.0 3580.0 3590.0 3600.0 3610.0 3620.0 3630.0 3640.0 3650.0 3660.0 3670.0 3680.0 3690.0 3700.0 3710.0 3720.0 3730.0 3740.0 3750.0 3760.0 3770.0 3780.0 3790.0 3800.0 3810.0 3820.0 3830.0 3840.0 3850.0 3860.0 3870.0 3880.0 3890.0 3900.0 3910.0 3920.0 3930.0 3940.0 3950.0 3960.0 3970.0 3980.0 3990.0 4000.0 +ABL.temperature_values = 303.61745471405146 303.868858587108 304.1145462228351 304.3544486987543 304.5875920011584 304.81300715643147 305.02973137144136 305.2368094455341 305.4332955218002 305.6189196574776 305.791520021455 305.9541424129186 306.09700895015317 306.22964852506436 306.3556732505793 306.48015773538464 306.5945960832089 306.69568696584923 306.7913988431376 306.8881139753319 306.9831933764323 307.07792472969277 307.17384305184777 307.26973018398326 307.36889946011377 307.4750465056469 307.58920764546326 307.71211694826206 307.8450013518159 307.9883755069978 308.1458130913051 308.32365502201 308.5284655686835 308.7643868371526 309.03424247116095 309.3414292023855 309.68923271325156 310.0807528872275 310.5193469542744 311.0072053766757 311.54451729950085 312.128962932484 312.75482638263315 313.4132715070998 314.093229892897 314.782036852744 315.46630924381634 316.1331644585193 316.77125789117093 317.3710782404229 317.92544914452264 318.4297620782748 318.88178434958894 319.2813836975001 319.6304905159029 319.9323438232766 320.1910041562701 320.41094448060926 320.5967384305045 320.75281534365206 320.8832852655234 320.9918995820346 321.08200817697093 321.1565503558141 321.2180695947695 321.2687461198826 321.3104336748407 321.34468861069263 321.3728106033952 321.3958805932382 321.41479466971526 321.4302937366957 321.4429884183705 321.45337993291605 321.46188323343864 321.4688396159478 321.4745292753431 321.47918204824276 321.48298633292893 321.4860964732525 321.48863884052713 321.4907168132414 321.4924150726603 321.49380291076267 321.49493700244625 321.4958636942828 321.4966208808754 321.4972395422104 321.4977450026403 321.4981579626232 321.4984953431287 321.498770964935 321.4989961236635 321.49918005141853 321.49933029313974 321.49945301447167 321.4995532535711 321.4996351270294 321.49970199824946 321.49975661429266 321.4998012194146 321.49983764970204 321.4998674042295 321.4998917068733 321.4999115569116 321.4999277703026 321.4999410133614 321.4999518302399 321.4999606653501 321.4999678816658 321.49997377553666 321.4999785888655 321.49998251950063 321.49998572912506 321.49998834984996 321.49999048961377 321.4999922365978 321.4999936628364 321.49999482716913 321.49999577765414 321.4999965535407 321.4999971868815 321.4999977038686 321.4999981258896 321.49999847038 321.499998751576 321.4999989811012 321.4999991684456 321.4999993213573 321.49999944616184 321.49999954802337 321.4999996311577 321.4999996990063 321.4999997543785 321.49999979956766 321.49999983644636 321.499999866543 321.4999998911042 321.4999999111473 321.499999927503 321.49999994084914 321.49999995173926 321.4999999606251 321.49999996787534 321.4999999737909 321.49999997861744 321.49999998255527 321.49999998576806 321.4999999883892 321.4999999905276 321.4999999922722 321.49999999369555 321.4999999948568 321.4999999958041 321.499999996577 321.49999999720757 321.49999999772206 321.4999999981417 321.4999999984841 321.4999999987635 321.49999999899137 321.49999999917725 321.4999999993289 321.4999999994526 321.49999999955355 321.4999999996359 321.49999999970305 321.49999999975785 321.4999999998025 321.49999999983896 321.4999999998687 321.4999999998929 321.4999999999127 321.4999999999288 321.4999999999419 321.49999999995265 321.4999999999614 321.4999999999685 321.49999999997436 321.4999999999791 321.49999999998295 321.49999999998613 321.49999999998863 321.49999999999073 321.49999999999244 321.49999999999386 321.499999999995 321.4999999999959 321.4999999999967 321.49999999999727 321.4999999999978 321.4999999999982 321.4999999999986 321.4999999999988 321.49999999999903 321.4999999999992 321.4999999999994 321.49999999999943 321.4999999999996 321.49999999999966 321.4999999999997 321.4999999999998 321.4999999999998 321.49999999999983 321.4999999999999 321.4999999999999 321.49999999999994 321.49999999999994 321.49999999999994 321.49999999999994 321.5 321.5 321.49999999999994 321.5 321.5 321.5 321.49999999999994 321.5 321.5 321.5 321.5 321.49999999999994 321.49999999999994 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 321.5 +ABLMeanBoussinesq.read_temperature_profile = false +ABL.perturb_velocity = true +ABL.perturb_ref_height = 50.0 +ABL.Uperiods = 4.0 +ABL.Vperiods = 4.0 +ABL.deltaU = 1.0 +ABL.deltaV = 1.0 +ABL.perturb_temperature = true +ABL.theta_amplitude = 0.8 +ABL.cutoff_height = 100.0 +time.plot_interval = -1 +io.plot_file = plt + +#---- tagging defs ---- +tagging.labels = Farm_level_0_center_643000_4029000_100 Farm_level_0_center_634000_4029000_100 WIT_USKPL_SS001_WT001_level_1_zone WIT_USKPL_SS001_WT002_level_1_zone WIT_USKPL_SS001_WT003_level_1_zone WIT_USKPL_SS001_WT004_level_1_zone WIT_USKPL_SS001_WT005_level_1_zone WIT_USKPL_SS001_WT006_level_1_zone WIT_USKPL_SS001_WT007_level_1_zone WIT_USKPL_SS001_WT008_level_1_zone WIT_USKPL_SS001_WT009_level_1_zone WIT_USKPL_SS001_WT010_level_1_zone WIT_USKPL_SS001_WT012_level_1_zone WIT_USKPL_SS001_WT013_level_1_zone WIT_USKPL_SS001_WT014_level_1_zone WIT_USKPL_SS001_WT015_level_1_zone WIT_USKPL_SS001_WT016_level_1_zone WIT_USKPL_SS001_WT017_level_1_zone WIT_USKPL_SS001_WT018_level_1_zone WIT_USKPL_SS001_WT019_level_1_zone WIT_USKPL_SS001_WT020_level_1_zone WIT_USKPL_SS001_WT021_level_1_zone WIT_USKPL_SS001_WT022_level_1_zone WIT_USKPL_SS001_WT023_level_1_zone WIT_USKPL_SS001_WT024_level_1_zone WIT_USKPL_SS001_WT025_level_1_zone WIT_USKPL_SS001_WT026_level_1_zone WIT_USKPL_SS001_WT027_level_1_zone WIT_USKPL_SS001_WT028_level_1_zone WIT_USKPL_SS001_WT030_level_1_zone WIT_USKPL_SS001_WT031_level_1_zone WIT_USKPL_SS001_WT032_level_1_zone WIT_USKPL_SS001_WT033_level_1_zone WIT_USKPL_SS001_WT034_level_1_zone WIT_USKPL_SS001_WT035_level_1_zone WIT_USKPL_SS001_WT036_level_1_zone WIT_USKPL_SS001_WT037_level_1_zone WIT_USKPL_SS001_WT038_level_1_zone WIT_USKPL_SS001_WT039_level_1_zone WIT_USKPL_SS001_WT040_level_1_zone WIT_USKPL_SS001_WT041_level_1_zone WIT_USKPL_SS001_WT042_level_1_zone WIT_USKPL_SS001_WT043_level_1_zone WIT_USKPL_SS001_WT044_level_1_zone WIT_USKPL_SS001_WT045_level_1_zone WIT_USKPL_SS001_WT046_level_1_zone WIT_USKPL_SS001_WT047_level_1_zone WIT_USKPL_SS001_WT048_level_1_zone WIT_USKPL_SS001_WT049_level_1_zone WIT_USKPL_SS001_WT050_level_1_zone WIT_USKPL_SS001_WT051_level_1_zone WIT_USKPL_SS001_WT052_level_1_zone WIT_USKPL_SS001_WT053_level_1_zone WIT_USKPL_SS001_WT054_level_1_zone WIT_USKPL_SS001_WT055_level_1_zone WIT_USKPL_SS001_WT056_level_1_zone WIT_USKPL_SS001_WT057_level_1_zone WIT_USKPL_SS001_WT058_level_1_zone WIT_USKPL_SS001_WT059_level_1_zone WIT_USKPL_SS001_WT060_level_1_zone WIT_USKPL_SS001_WT061_level_1_zone WIT_USKPL_SS001_WT062_level_1_zone WIT_USKPL_SS001_WT063_level_1_zone WIT_USKPL_SS001_WT064_level_1_zone WIT_USKPL_SS001_WT065_level_1_zone WIT_USKPL_SS001_WT066_level_1_zone WIT_USKPL_SS001_WT067_level_1_zone WIT_USKPL_SS001_WT068_level_1_zone WIT_USKPL_SS001_WT069_level_1_zone WIT_USKPL_SS001_WT070_level_1_zone WIT_USKPL_SS001_WT071_level_1_zone WIT_USKPL_SS001_WT072_level_1_zone WIT_USKPL_SS001_WT073_level_1_zone WIT_USKPL_SS001_WT074_level_1_zone WIT_USKPL_SS001_WT075_level_1_zone WIT_USKPL_SS001_WT076_level_1_zone WIT_USKPL_SS001_WT077_level_1_zone WIT_USKPL_SS001_WT078_level_1_zone WIT_USKPL_SS001_WT080_level_1_zone WIT_USKPL_SS001_WT081_level_1_zone WIT_USKPL_SS001_WT082_level_1_zone WIT_USKPL_SS001_WT083_level_1_zone WIT_USKPL_SS001_WT084_level_1_zone WIT_USKPL_SS001_WT085_level_1_zone WIT_USKPL_SS001_WT086_level_1_zone WIT_USKPL_SS001_WT087_level_1_zone WIT_USKPL_SS001_WT088_level_1_zone +tagging.Farm_level_0_center_643000_4029000_100.type = GeometryRefinement +tagging.Farm_level_0_center_643000_4029000_100.shapes = Farm_level_0_center_643000_4029000_100 +tagging.Farm_level_0_center_643000_4029000_100.level = 0 +tagging.Farm_level_0_center_643000_4029000_100.Farm_level_0_center_643000_4029000_100.type = box +tagging.Farm_level_0_center_643000_4029000_100.Farm_level_0_center_643000_4029000_100.origin = 647750.0 4024750.0 0.0 +tagging.Farm_level_0_center_643000_4029000_100.Farm_level_0_center_643000_4029000_100.xaxis = 4.745506346695994e-13 7750.0 0.0 +tagging.Farm_level_0_center_643000_4029000_100.Farm_level_0_center_643000_4029000_100.yaxis = -9500.0 5.817072295949928e-13 -0.0 +tagging.Farm_level_0_center_643000_4029000_100.Farm_level_0_center_643000_4029000_100.zaxis = 0.0 0.0 175.0 +tagging.Farm_level_0_center_634000_4029000_100.type = GeometryRefinement +tagging.Farm_level_0_center_634000_4029000_100.shapes = Farm_level_0_center_634000_4029000_100 +tagging.Farm_level_0_center_634000_4029000_100.level = 0 +tagging.Farm_level_0_center_634000_4029000_100.Farm_level_0_center_634000_4029000_100.type = box +tagging.Farm_level_0_center_634000_4029000_100.Farm_level_0_center_634000_4029000_100.origin = 638750.0 4026300.0 0.0 +tagging.Farm_level_0_center_634000_4029000_100.Farm_level_0_center_634000_4029000_100.xaxis = 4.2250314570583687e-13 6900.0 0.0 +tagging.Farm_level_0_center_634000_4029000_100.Farm_level_0_center_634000_4029000_100.yaxis = -9500.0 5.817072295949928e-13 -0.0 +tagging.Farm_level_0_center_634000_4029000_100.Farm_level_0_center_634000_4029000_100.zaxis = 0.0 0.0 175.0 +tagging.WIT_USKPL_SS001_WT001_level_1_zone.type = GeometryRefinement +tagging.WIT_USKPL_SS001_WT001_level_1_zone.shapes = WIT_USKPL_SS001_WT001_level_1_zone +tagging.WIT_USKPL_SS001_WT001_level_1_zone.level = 1 +tagging.WIT_USKPL_SS001_WT001_level_1_zone.WIT_USKPL_SS001_WT001_level_1_zone.type = box +tagging.WIT_USKPL_SS001_WT001_level_1_zone.WIT_USKPL_SS001_WT001_level_1_zone.origin = 634291.8924088458 4029629.351572155 23.325000000000003 +tagging.WIT_USKPL_SS001_WT001_level_1_zone.WIT_USKPL_SS001_WT001_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0 +tagging.WIT_USKPL_SS001_WT001_level_1_zone.WIT_USKPL_SS001_WT001_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0 +tagging.WIT_USKPL_SS001_WT001_level_1_zone.WIT_USKPL_SS001_WT001_level_1_zone.zaxis = 0.0 0.0 133.35 +tagging.WIT_USKPL_SS001_WT002_level_1_zone.type = GeometryRefinement +tagging.WIT_USKPL_SS001_WT002_level_1_zone.shapes = WIT_USKPL_SS001_WT002_level_1_zone +tagging.WIT_USKPL_SS001_WT002_level_1_zone.level = 1 +tagging.WIT_USKPL_SS001_WT002_level_1_zone.WIT_USKPL_SS001_WT002_level_1_zone.type = box +tagging.WIT_USKPL_SS001_WT002_level_1_zone.WIT_USKPL_SS001_WT002_level_1_zone.origin = 633880.5624438458 4029586.0012071547 23.325000000000003 +tagging.WIT_USKPL_SS001_WT002_level_1_zone.WIT_USKPL_SS001_WT002_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0 +tagging.WIT_USKPL_SS001_WT002_level_1_zone.WIT_USKPL_SS001_WT002_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0 +tagging.WIT_USKPL_SS001_WT002_level_1_zone.WIT_USKPL_SS001_WT002_level_1_zone.zaxis = 0.0 0.0 133.35 +tagging.WIT_USKPL_SS001_WT003_level_1_zone.type = GeometryRefinement +tagging.WIT_USKPL_SS001_WT003_level_1_zone.shapes = WIT_USKPL_SS001_WT003_level_1_zone +tagging.WIT_USKPL_SS001_WT003_level_1_zone.level = 1 +tagging.WIT_USKPL_SS001_WT003_level_1_zone.WIT_USKPL_SS001_WT003_level_1_zone.type = box +tagging.WIT_USKPL_SS001_WT003_level_1_zone.WIT_USKPL_SS001_WT003_level_1_zone.origin = 633492.1525108458 4029643.532059155 23.325000000000003 +tagging.WIT_USKPL_SS001_WT003_level_1_zone.WIT_USKPL_SS001_WT003_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0 +tagging.WIT_USKPL_SS001_WT003_level_1_zone.WIT_USKPL_SS001_WT003_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0 +tagging.WIT_USKPL_SS001_WT003_level_1_zone.WIT_USKPL_SS001_WT003_level_1_zone.zaxis = 0.0 0.0 133.35 +tagging.WIT_USKPL_SS001_WT004_level_1_zone.type = GeometryRefinement +tagging.WIT_USKPL_SS001_WT004_level_1_zone.shapes = WIT_USKPL_SS001_WT004_level_1_zone +tagging.WIT_USKPL_SS001_WT004_level_1_zone.level = 1 +tagging.WIT_USKPL_SS001_WT004_level_1_zone.WIT_USKPL_SS001_WT004_level_1_zone.type = box +tagging.WIT_USKPL_SS001_WT004_level_1_zone.WIT_USKPL_SS001_WT004_level_1_zone.origin = 632552.8726658458 4029545.461814155 23.325000000000003 +tagging.WIT_USKPL_SS001_WT004_level_1_zone.WIT_USKPL_SS001_WT004_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0 +tagging.WIT_USKPL_SS001_WT004_level_1_zone.WIT_USKPL_SS001_WT004_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0 +tagging.WIT_USKPL_SS001_WT004_level_1_zone.WIT_USKPL_SS001_WT004_level_1_zone.zaxis = 0.0 0.0 133.35 +tagging.WIT_USKPL_SS001_WT005_level_1_zone.type = GeometryRefinement +tagging.WIT_USKPL_SS001_WT005_level_1_zone.shapes = WIT_USKPL_SS001_WT005_level_1_zone +tagging.WIT_USKPL_SS001_WT005_level_1_zone.level = 1 +tagging.WIT_USKPL_SS001_WT005_level_1_zone.WIT_USKPL_SS001_WT005_level_1_zone.type = box +tagging.WIT_USKPL_SS001_WT005_level_1_zone.WIT_USKPL_SS001_WT005_level_1_zone.origin = 631075.3522738458 4029620.101957155 23.325000000000003 +tagging.WIT_USKPL_SS001_WT005_level_1_zone.WIT_USKPL_SS001_WT005_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0 +tagging.WIT_USKPL_SS001_WT005_level_1_zone.WIT_USKPL_SS001_WT005_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0 +tagging.WIT_USKPL_SS001_WT005_level_1_zone.WIT_USKPL_SS001_WT005_level_1_zone.zaxis = 0.0 0.0 133.35 +tagging.WIT_USKPL_SS001_WT006_level_1_zone.type = GeometryRefinement +tagging.WIT_USKPL_SS001_WT006_level_1_zone.shapes = WIT_USKPL_SS001_WT006_level_1_zone +tagging.WIT_USKPL_SS001_WT006_level_1_zone.level = 1 +tagging.WIT_USKPL_SS001_WT006_level_1_zone.WIT_USKPL_SS001_WT006_level_1_zone.type = box +tagging.WIT_USKPL_SS001_WT006_level_1_zone.WIT_USKPL_SS001_WT006_level_1_zone.origin = 631482.4627048458 4030494.591623155 23.325000000000003 +tagging.WIT_USKPL_SS001_WT006_level_1_zone.WIT_USKPL_SS001_WT006_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0 +tagging.WIT_USKPL_SS001_WT006_level_1_zone.WIT_USKPL_SS001_WT006_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0 +tagging.WIT_USKPL_SS001_WT006_level_1_zone.WIT_USKPL_SS001_WT006_level_1_zone.zaxis = 0.0 0.0 133.35 +tagging.WIT_USKPL_SS001_WT007_level_1_zone.type = GeometryRefinement +tagging.WIT_USKPL_SS001_WT007_level_1_zone.shapes = WIT_USKPL_SS001_WT007_level_1_zone +tagging.WIT_USKPL_SS001_WT007_level_1_zone.level = 1 +tagging.WIT_USKPL_SS001_WT007_level_1_zone.WIT_USKPL_SS001_WT007_level_1_zone.type = box +tagging.WIT_USKPL_SS001_WT007_level_1_zone.WIT_USKPL_SS001_WT007_level_1_zone.origin = 631072.6520878458 4030681.0814761547 23.325000000000003 +tagging.WIT_USKPL_SS001_WT007_level_1_zone.WIT_USKPL_SS001_WT007_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0 +tagging.WIT_USKPL_SS001_WT007_level_1_zone.WIT_USKPL_SS001_WT007_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0 +tagging.WIT_USKPL_SS001_WT007_level_1_zone.WIT_USKPL_SS001_WT007_level_1_zone.zaxis = 0.0 0.0 133.35 +tagging.WIT_USKPL_SS001_WT008_level_1_zone.type = GeometryRefinement +tagging.WIT_USKPL_SS001_WT008_level_1_zone.shapes = WIT_USKPL_SS001_WT008_level_1_zone +tagging.WIT_USKPL_SS001_WT008_level_1_zone.level = 1 +tagging.WIT_USKPL_SS001_WT008_level_1_zone.WIT_USKPL_SS001_WT008_level_1_zone.type = box +tagging.WIT_USKPL_SS001_WT008_level_1_zone.WIT_USKPL_SS001_WT008_level_1_zone.origin = 630701.1425438458 4030774.851091155 23.325000000000003 +tagging.WIT_USKPL_SS001_WT008_level_1_zone.WIT_USKPL_SS001_WT008_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0 +tagging.WIT_USKPL_SS001_WT008_level_1_zone.WIT_USKPL_SS001_WT008_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0 +tagging.WIT_USKPL_SS001_WT008_level_1_zone.WIT_USKPL_SS001_WT008_level_1_zone.zaxis = 0.0 0.0 133.35 +tagging.WIT_USKPL_SS001_WT009_level_1_zone.type = GeometryRefinement +tagging.WIT_USKPL_SS001_WT009_level_1_zone.shapes = WIT_USKPL_SS001_WT009_level_1_zone +tagging.WIT_USKPL_SS001_WT009_level_1_zone.level = 1 +tagging.WIT_USKPL_SS001_WT009_level_1_zone.WIT_USKPL_SS001_WT009_level_1_zone.type = box +tagging.WIT_USKPL_SS001_WT009_level_1_zone.WIT_USKPL_SS001_WT009_level_1_zone.origin = 630319.7627178458 4030817.421520155 23.325000000000003 +tagging.WIT_USKPL_SS001_WT009_level_1_zone.WIT_USKPL_SS001_WT009_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0 +tagging.WIT_USKPL_SS001_WT009_level_1_zone.WIT_USKPL_SS001_WT009_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0 +tagging.WIT_USKPL_SS001_WT009_level_1_zone.WIT_USKPL_SS001_WT009_level_1_zone.zaxis = 0.0 0.0 133.35 +tagging.WIT_USKPL_SS001_WT010_level_1_zone.type = GeometryRefinement +tagging.WIT_USKPL_SS001_WT010_level_1_zone.shapes = WIT_USKPL_SS001_WT010_level_1_zone +tagging.WIT_USKPL_SS001_WT010_level_1_zone.level = 1 +tagging.WIT_USKPL_SS001_WT010_level_1_zone.WIT_USKPL_SS001_WT010_level_1_zone.type = box +tagging.WIT_USKPL_SS001_WT010_level_1_zone.WIT_USKPL_SS001_WT010_level_1_zone.origin = 635081.1023958458 4029663.4316111547 23.325000000000003 +tagging.WIT_USKPL_SS001_WT010_level_1_zone.WIT_USKPL_SS001_WT010_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0 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+tagging.WIT_USKPL_SS001_WT085_level_1_zone.WIT_USKPL_SS001_WT085_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0 +tagging.WIT_USKPL_SS001_WT085_level_1_zone.WIT_USKPL_SS001_WT085_level_1_zone.zaxis = 0.0 0.0 133.35 +tagging.WIT_USKPL_SS001_WT086_level_1_zone.type = GeometryRefinement +tagging.WIT_USKPL_SS001_WT086_level_1_zone.shapes = WIT_USKPL_SS001_WT086_level_1_zone +tagging.WIT_USKPL_SS001_WT086_level_1_zone.level = 1 +tagging.WIT_USKPL_SS001_WT086_level_1_zone.WIT_USKPL_SS001_WT086_level_1_zone.type = box +tagging.WIT_USKPL_SS001_WT086_level_1_zone.WIT_USKPL_SS001_WT086_level_1_zone.origin = 634274.7924578459 4027912.850993155 23.325000000000003 +tagging.WIT_USKPL_SS001_WT086_level_1_zone.WIT_USKPL_SS001_WT086_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0 +tagging.WIT_USKPL_SS001_WT086_level_1_zone.WIT_USKPL_SS001_WT086_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0 +tagging.WIT_USKPL_SS001_WT086_level_1_zone.WIT_USKPL_SS001_WT086_level_1_zone.zaxis = 0.0 0.0 133.35 +tagging.WIT_USKPL_SS001_WT087_level_1_zone.type = GeometryRefinement +tagging.WIT_USKPL_SS001_WT087_level_1_zone.shapes = WIT_USKPL_SS001_WT087_level_1_zone +tagging.WIT_USKPL_SS001_WT087_level_1_zone.level = 1 +tagging.WIT_USKPL_SS001_WT087_level_1_zone.WIT_USKPL_SS001_WT087_level_1_zone.type = box +tagging.WIT_USKPL_SS001_WT087_level_1_zone.WIT_USKPL_SS001_WT087_level_1_zone.origin = 633962.7325568459 4027680.102029155 23.325000000000003 +tagging.WIT_USKPL_SS001_WT087_level_1_zone.WIT_USKPL_SS001_WT087_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0 +tagging.WIT_USKPL_SS001_WT087_level_1_zone.WIT_USKPL_SS001_WT087_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0 +tagging.WIT_USKPL_SS001_WT087_level_1_zone.WIT_USKPL_SS001_WT087_level_1_zone.zaxis = 0.0 0.0 133.35 +tagging.WIT_USKPL_SS001_WT088_level_1_zone.type = GeometryRefinement +tagging.WIT_USKPL_SS001_WT088_level_1_zone.shapes = WIT_USKPL_SS001_WT088_level_1_zone +tagging.WIT_USKPL_SS001_WT088_level_1_zone.level = 1 +tagging.WIT_USKPL_SS001_WT088_level_1_zone.WIT_USKPL_SS001_WT088_level_1_zone.type = box +tagging.WIT_USKPL_SS001_WT088_level_1_zone.WIT_USKPL_SS001_WT088_level_1_zone.origin = 633571.2025338458 4027614.881468155 23.325000000000003 +tagging.WIT_USKPL_SS001_WT088_level_1_zone.WIT_USKPL_SS001_WT088_level_1_zone.xaxis = -63.803744000704 138.4010196909424 0.0 +tagging.WIT_USKPL_SS001_WT088_level_1_zone.WIT_USKPL_SS001_WT088_level_1_zone.yaxis = -138.4010196909424 -63.803744000704 0.0 +tagging.WIT_USKPL_SS001_WT088_level_1_zone.WIT_USKPL_SS001_WT088_level_1_zone.zaxis = 0.0 0.0 133.35 + +#---- actuator defs ---- +Actuator.labels = WIT_USKPL_SS001_WT001 WIT_USKPL_SS001_WT002 WIT_USKPL_SS001_WT003 WIT_USKPL_SS001_WT004 WIT_USKPL_SS001_WT005 WIT_USKPL_SS001_WT006 WIT_USKPL_SS001_WT007 WIT_USKPL_SS001_WT008 WIT_USKPL_SS001_WT009 WIT_USKPL_SS001_WT010 WIT_USKPL_SS001_WT012 WIT_USKPL_SS001_WT013 WIT_USKPL_SS001_WT014 WIT_USKPL_SS001_WT015 WIT_USKPL_SS001_WT016 WIT_USKPL_SS001_WT017 WIT_USKPL_SS001_WT018 WIT_USKPL_SS001_WT019 WIT_USKPL_SS001_WT020 WIT_USKPL_SS001_WT021 WIT_USKPL_SS001_WT022 WIT_USKPL_SS001_WT023 WIT_USKPL_SS001_WT024 WIT_USKPL_SS001_WT025 WIT_USKPL_SS001_WT026 WIT_USKPL_SS001_WT027 WIT_USKPL_SS001_WT028 WIT_USKPL_SS001_WT030 WIT_USKPL_SS001_WT031 WIT_USKPL_SS001_WT032 WIT_USKPL_SS001_WT033 WIT_USKPL_SS001_WT034 WIT_USKPL_SS001_WT035 WIT_USKPL_SS001_WT036 WIT_USKPL_SS001_WT037 WIT_USKPL_SS001_WT038 WIT_USKPL_SS001_WT039 WIT_USKPL_SS001_WT040 WIT_USKPL_SS001_WT041 WIT_USKPL_SS001_WT042 WIT_USKPL_SS001_WT043 WIT_USKPL_SS001_WT044 WIT_USKPL_SS001_WT045 WIT_USKPL_SS001_WT046 WIT_USKPL_SS001_WT047 WIT_USKPL_SS001_WT048 WIT_USKPL_SS001_WT049 WIT_USKPL_SS001_WT050 WIT_USKPL_SS001_WT051 WIT_USKPL_SS001_WT052 WIT_USKPL_SS001_WT053 WIT_USKPL_SS001_WT054 WIT_USKPL_SS001_WT055 WIT_USKPL_SS001_WT056 WIT_USKPL_SS001_WT057 WIT_USKPL_SS001_WT058 WIT_USKPL_SS001_WT059 WIT_USKPL_SS001_WT060 WIT_USKPL_SS001_WT061 WIT_USKPL_SS001_WT062 WIT_USKPL_SS001_WT063 WIT_USKPL_SS001_WT064 WIT_USKPL_SS001_WT065 WIT_USKPL_SS001_WT066 WIT_USKPL_SS001_WT067 WIT_USKPL_SS001_WT068 WIT_USKPL_SS001_WT069 WIT_USKPL_SS001_WT070 WIT_USKPL_SS001_WT071 WIT_USKPL_SS001_WT072 WIT_USKPL_SS001_WT073 WIT_USKPL_SS001_WT074 WIT_USKPL_SS001_WT075 WIT_USKPL_SS001_WT076 WIT_USKPL_SS001_WT077 WIT_USKPL_SS001_WT078 WIT_USKPL_SS001_WT080 WIT_USKPL_SS001_WT081 WIT_USKPL_SS001_WT082 WIT_USKPL_SS001_WT083 WIT_USKPL_SS001_WT084 WIT_USKPL_SS001_WT085 WIT_USKPL_SS001_WT086 WIT_USKPL_SS001_WT087 WIT_USKPL_SS001_WT088 +Actuator.WIT_USKPL_SS001_WT001.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT001.openfast_input_file = WIT_USKPL_SS001_WT001_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT001.base_position = 634190.790027 4029666.65021 0.0 +Actuator.WIT_USKPL_SS001_WT001.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT001.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT001.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT001.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT001.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT001.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT001.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT001.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT001.fllc = false +Actuator.WIT_USKPL_SS001_WT001.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT001.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT001.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT001.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT001.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT001.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT001.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT001.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT002.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT002.openfast_input_file = WIT_USKPL_SS001_WT002_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT002.base_position = 633779.460062 4029623.299845 0.0 +Actuator.WIT_USKPL_SS001_WT002.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT002.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT002.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT002.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT002.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT002.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT002.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT002.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT002.fllc = false +Actuator.WIT_USKPL_SS001_WT002.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT002.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT002.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT002.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT002.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT002.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT002.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT002.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT003.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT003.openfast_input_file = WIT_USKPL_SS001_WT003_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT003.base_position = 633391.050129 4029680.830697 0.0 +Actuator.WIT_USKPL_SS001_WT003.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT003.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT003.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT003.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT003.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT003.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT003.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT003.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT003.fllc = false +Actuator.WIT_USKPL_SS001_WT003.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT003.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT003.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT003.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT003.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT003.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT003.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT003.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT004.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT004.openfast_input_file = WIT_USKPL_SS001_WT004_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT004.base_position = 632451.770284 4029582.760452 0.0 +Actuator.WIT_USKPL_SS001_WT004.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT004.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT004.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT004.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT004.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT004.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT004.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT004.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT004.fllc = false +Actuator.WIT_USKPL_SS001_WT004.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT004.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT004.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT004.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT004.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT004.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT004.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT004.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT005.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT005.openfast_input_file = WIT_USKPL_SS001_WT005_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT005.base_position = 630974.249892 4029657.400595 0.0 +Actuator.WIT_USKPL_SS001_WT005.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT005.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT005.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT005.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT005.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT005.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT005.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT005.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT005.fllc = false +Actuator.WIT_USKPL_SS001_WT005.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT005.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT005.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT005.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT005.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT005.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT005.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT005.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT006.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT006.openfast_input_file = WIT_USKPL_SS001_WT006_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT006.base_position = 631381.360323 4030531.890261 0.0 +Actuator.WIT_USKPL_SS001_WT006.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT006.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT006.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT006.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT006.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT006.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT006.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT006.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT006.fllc = false +Actuator.WIT_USKPL_SS001_WT006.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT006.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT006.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT006.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT006.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT006.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT006.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT006.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT007.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT007.openfast_input_file = WIT_USKPL_SS001_WT007_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT007.base_position = 630971.549706 4030718.380114 0.0 +Actuator.WIT_USKPL_SS001_WT007.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT007.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT007.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT007.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT007.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT007.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT007.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT007.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT007.fllc = false +Actuator.WIT_USKPL_SS001_WT007.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT007.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT007.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT007.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT007.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT007.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT007.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT007.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT008.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT008.openfast_input_file = WIT_USKPL_SS001_WT008_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT008.base_position = 630600.040162 4030812.149729 0.0 +Actuator.WIT_USKPL_SS001_WT008.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT008.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT008.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT008.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT008.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT008.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT008.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT008.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT008.fllc = false +Actuator.WIT_USKPL_SS001_WT008.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT008.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT008.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT008.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT008.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT008.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT008.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT008.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT009.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT009.openfast_input_file = WIT_USKPL_SS001_WT009_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT009.base_position = 630218.660336 4030854.720158 0.0 +Actuator.WIT_USKPL_SS001_WT009.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT009.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT009.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT009.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT009.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT009.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT009.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT009.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT009.fllc = false +Actuator.WIT_USKPL_SS001_WT009.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT009.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT009.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT009.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT009.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT009.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT009.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT009.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT010.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT010.openfast_input_file = WIT_USKPL_SS001_WT010_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT010.base_position = 634980.000014 4029700.730249 0.0 +Actuator.WIT_USKPL_SS001_WT010.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT010.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT010.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT010.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT010.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT010.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT010.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT010.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT010.fllc = false +Actuator.WIT_USKPL_SS001_WT010.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT010.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT010.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT010.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT010.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT010.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT010.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT010.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT012.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT012.openfast_input_file = WIT_USKPL_SS001_WT012_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT012.base_position = 632855.17987 4030072.31967 0.0 +Actuator.WIT_USKPL_SS001_WT012.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT012.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT012.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT012.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT012.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT012.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT012.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT012.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT012.fllc = false +Actuator.WIT_USKPL_SS001_WT012.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT012.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT012.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT012.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT012.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT012.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT012.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT012.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT013.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT013.openfast_input_file = WIT_USKPL_SS001_WT013_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT013.base_position = 633733.929648 4030916.339856 0.0 +Actuator.WIT_USKPL_SS001_WT013.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT013.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT013.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT013.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT013.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT013.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT013.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT013.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT013.fllc = false +Actuator.WIT_USKPL_SS001_WT013.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT013.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT013.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT013.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT013.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT013.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT013.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT013.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT014.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT014.openfast_input_file = WIT_USKPL_SS001_WT014_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT014.base_position = 632535.819994 4031039.989819 0.0 +Actuator.WIT_USKPL_SS001_WT014.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT014.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT014.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT014.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT014.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT014.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT014.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT014.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT014.fllc = false +Actuator.WIT_USKPL_SS001_WT014.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT014.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT014.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT014.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT014.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT014.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT014.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT014.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT015.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT015.openfast_input_file = WIT_USKPL_SS001_WT015_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT015.base_position = 631731.300363 4032085.400156 0.0 +Actuator.WIT_USKPL_SS001_WT015.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT015.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT015.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT015.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT015.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT015.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT015.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT015.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT015.fllc = false +Actuator.WIT_USKPL_SS001_WT015.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT015.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT015.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT015.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT015.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT015.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT015.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT015.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT016.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT016.openfast_input_file = WIT_USKPL_SS001_WT016_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT016.base_position = 632100.229587 4032340.820307 0.0 +Actuator.WIT_USKPL_SS001_WT016.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT016.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT016.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT016.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT016.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT016.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT016.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT016.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT016.fllc = false +Actuator.WIT_USKPL_SS001_WT016.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT016.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT016.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT016.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT016.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT016.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT016.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT016.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT017.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT017.openfast_input_file = WIT_USKPL_SS001_WT017_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT017.base_position = 632446.730364 4032612.250238 0.0 +Actuator.WIT_USKPL_SS001_WT017.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT017.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT017.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT017.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT017.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT017.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT017.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT017.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT017.fllc = false +Actuator.WIT_USKPL_SS001_WT017.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT017.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT017.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT017.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT017.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT017.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT017.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT017.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT018.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT018.openfast_input_file = WIT_USKPL_SS001_WT018_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT018.base_position = 632834.180232 4032607.929836 0.0 +Actuator.WIT_USKPL_SS001_WT018.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT018.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT018.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT018.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT018.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT018.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT018.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT018.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT018.fllc = false +Actuator.WIT_USKPL_SS001_WT018.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT018.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT018.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT018.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT018.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT018.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT018.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT018.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT019.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT019.openfast_input_file = WIT_USKPL_SS001_WT019_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT019.base_position = 636163.370227 4029716.18033 0.0 +Actuator.WIT_USKPL_SS001_WT019.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT019.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT019.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT019.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT019.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT019.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT019.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT019.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT019.fllc = false +Actuator.WIT_USKPL_SS001_WT019.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT019.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT019.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT019.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT019.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT019.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT019.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT019.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT020.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT020.openfast_input_file = WIT_USKPL_SS001_WT020_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT020.base_position = 635763.569893 4029680.700521 0.0 +Actuator.WIT_USKPL_SS001_WT020.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT020.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT020.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT020.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT020.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT020.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT020.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT020.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT020.fllc = false +Actuator.WIT_USKPL_SS001_WT020.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT020.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT020.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT020.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT020.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT020.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT020.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT020.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT021.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT021.openfast_input_file = WIT_USKPL_SS001_WT021_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT021.base_position = 635372.579905 4029680.630431 0.0 +Actuator.WIT_USKPL_SS001_WT021.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT021.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT021.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT021.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT021.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT021.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT021.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT021.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT021.fllc = false +Actuator.WIT_USKPL_SS001_WT021.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT021.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT021.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT021.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT021.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT021.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT021.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT021.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT022.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT022.openfast_input_file = WIT_USKPL_SS001_WT022_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT022.base_position = 635811.410246 4030972.110465 0.0 +Actuator.WIT_USKPL_SS001_WT022.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT022.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT022.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT022.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT022.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT022.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT022.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT022.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT022.fllc = false +Actuator.WIT_USKPL_SS001_WT022.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT022.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT022.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT022.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT022.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT022.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT022.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT022.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT023.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT023.openfast_input_file = WIT_USKPL_SS001_WT023_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT023.base_position = 636203.289613 4030883.860602 0.0 +Actuator.WIT_USKPL_SS001_WT023.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT023.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT023.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT023.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT023.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT023.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT023.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT023.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT023.fllc = false +Actuator.WIT_USKPL_SS001_WT023.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT023.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT023.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT023.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT023.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT023.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT023.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT023.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT024.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT024.openfast_input_file = WIT_USKPL_SS001_WT024_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT024.base_position = 636724.88028 4030885.870387 0.0 +Actuator.WIT_USKPL_SS001_WT024.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT024.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT024.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT024.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT024.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT024.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT024.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT024.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT024.fllc = false +Actuator.WIT_USKPL_SS001_WT024.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT024.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT024.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT024.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT024.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT024.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT024.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT024.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT025.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT025.openfast_input_file = WIT_USKPL_SS001_WT025_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT025.base_position = 637073.780363 4031057.870584 0.0 +Actuator.WIT_USKPL_SS001_WT025.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT025.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT025.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT025.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT025.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT025.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT025.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT025.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT025.fllc = false +Actuator.WIT_USKPL_SS001_WT025.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT025.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT025.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT025.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT025.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT025.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT025.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT025.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT026.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT026.openfast_input_file = WIT_USKPL_SS001_WT026_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT026.base_position = 637401.219896 4031331.080555 0.0 +Actuator.WIT_USKPL_SS001_WT026.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT026.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT026.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT026.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT026.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT026.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT026.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT026.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT026.fllc = false +Actuator.WIT_USKPL_SS001_WT026.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT026.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT026.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT026.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT026.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT026.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT026.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT026.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT027.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT027.openfast_input_file = WIT_USKPL_SS001_WT027_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT027.base_position = 637771.289755 4031203.880401 0.0 +Actuator.WIT_USKPL_SS001_WT027.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT027.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT027.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT027.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT027.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT027.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT027.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT027.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT027.fllc = false +Actuator.WIT_USKPL_SS001_WT027.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT027.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT027.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT027.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT027.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT027.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT027.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT027.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT028.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT028.openfast_input_file = WIT_USKPL_SS001_WT028_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT028.base_position = 638529.520268 4030611.540355 0.0 +Actuator.WIT_USKPL_SS001_WT028.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT028.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT028.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT028.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT028.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT028.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT028.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT028.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT028.fllc = false +Actuator.WIT_USKPL_SS001_WT028.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT028.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT028.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT028.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT028.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT028.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT028.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT028.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT030.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT030.openfast_input_file = WIT_USKPL_SS001_WT030_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT030.base_position = 639313.500232 4030544.330509 0.0 +Actuator.WIT_USKPL_SS001_WT030.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT030.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT030.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT030.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT030.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT030.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT030.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT030.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT030.fllc = false +Actuator.WIT_USKPL_SS001_WT030.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT030.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT030.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT030.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT030.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT030.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT030.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT030.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT031.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT031.openfast_input_file = WIT_USKPL_SS001_WT031_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT031.base_position = 639794.430428 4030636.839747 0.0 +Actuator.WIT_USKPL_SS001_WT031.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT031.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT031.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT031.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT031.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT031.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT031.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT031.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT031.fllc = false +Actuator.WIT_USKPL_SS001_WT031.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT031.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT031.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT031.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT031.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT031.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT031.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT031.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT032.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT032.openfast_input_file = WIT_USKPL_SS001_WT032_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT032.base_position = 640523.390199 4030646.369686 0.0 +Actuator.WIT_USKPL_SS001_WT032.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT032.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT032.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT032.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT032.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT032.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT032.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT032.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT032.fllc = false +Actuator.WIT_USKPL_SS001_WT032.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT032.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT032.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT032.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT032.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT032.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT032.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT032.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT033.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT033.openfast_input_file = WIT_USKPL_SS001_WT033_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT033.base_position = 638412.530223 4028657.719737 0.0 +Actuator.WIT_USKPL_SS001_WT033.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT033.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT033.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT033.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT033.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT033.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT033.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT033.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT033.fllc = false +Actuator.WIT_USKPL_SS001_WT033.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT033.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT033.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT033.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT033.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT033.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT033.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT033.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT034.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT034.openfast_input_file = WIT_USKPL_SS001_WT034_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT034.base_position = 638814.029822 4028667.289982 0.0 +Actuator.WIT_USKPL_SS001_WT034.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT034.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT034.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT034.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT034.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT034.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT034.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT034.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT034.fllc = false +Actuator.WIT_USKPL_SS001_WT034.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT034.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT034.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT034.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT034.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT034.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT034.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT034.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT035.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT035.openfast_input_file = WIT_USKPL_SS001_WT035_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT035.base_position = 639299.860161 4028609.099865 0.0 +Actuator.WIT_USKPL_SS001_WT035.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT035.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT035.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT035.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT035.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT035.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT035.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT035.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT035.fllc = false +Actuator.WIT_USKPL_SS001_WT035.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT035.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT035.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT035.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT035.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT035.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT035.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT035.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT036.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT036.openfast_input_file = WIT_USKPL_SS001_WT036_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT036.base_position = 640910.509828 4030667.889677 0.0 +Actuator.WIT_USKPL_SS001_WT036.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT036.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT036.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT036.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT036.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT036.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT036.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT036.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT036.fllc = false +Actuator.WIT_USKPL_SS001_WT036.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT036.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT036.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT036.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT036.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT036.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT036.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT036.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT037.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT037.openfast_input_file = WIT_USKPL_SS001_WT037_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT037.base_position = 641313.889784 4030639.430199 0.0 +Actuator.WIT_USKPL_SS001_WT037.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT037.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT037.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT037.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT037.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT037.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT037.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT037.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT037.fllc = false +Actuator.WIT_USKPL_SS001_WT037.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT037.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT037.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT037.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT037.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT037.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT037.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT037.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT038.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT038.openfast_input_file = WIT_USKPL_SS001_WT038_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT038.base_position = 641723.199993 4030603.880476 0.0 +Actuator.WIT_USKPL_SS001_WT038.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT038.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT038.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT038.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT038.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT038.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT038.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT038.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT038.fllc = false +Actuator.WIT_USKPL_SS001_WT038.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT038.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT038.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT038.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT038.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT038.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT038.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT038.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT039.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT039.openfast_input_file = WIT_USKPL_SS001_WT039_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT039.base_position = 642096.71978 4030695.540309 0.0 +Actuator.WIT_USKPL_SS001_WT039.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT039.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT039.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT039.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT039.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT039.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT039.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT039.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT039.fllc = false +Actuator.WIT_USKPL_SS001_WT039.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT039.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT039.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT039.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT039.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT039.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT039.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT039.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT040.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT040.openfast_input_file = WIT_USKPL_SS001_WT040_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT040.base_position = 642480.269675 4030613.520651 0.0 +Actuator.WIT_USKPL_SS001_WT040.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT040.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT040.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT040.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT040.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT040.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT040.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT040.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT040.fllc = false +Actuator.WIT_USKPL_SS001_WT040.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT040.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT040.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT040.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT040.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT040.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT040.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT040.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT041.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT041.openfast_input_file = WIT_USKPL_SS001_WT041_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT041.base_position = 642926.790024 4030719.630613 0.0 +Actuator.WIT_USKPL_SS001_WT041.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT041.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT041.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT041.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT041.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT041.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT041.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT041.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT041.fllc = false +Actuator.WIT_USKPL_SS001_WT041.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT041.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT041.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT041.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT041.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT041.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT041.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT041.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT042.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT042.openfast_input_file = WIT_USKPL_SS001_WT042_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT042.base_position = 643350.449554 4030724.700711 0.0 +Actuator.WIT_USKPL_SS001_WT042.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT042.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT042.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT042.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT042.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT042.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT042.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT042.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT042.fllc = false +Actuator.WIT_USKPL_SS001_WT042.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT042.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT042.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT042.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT042.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT042.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT042.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT042.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT043.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT043.openfast_input_file = WIT_USKPL_SS001_WT043_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT043.base_position = 643716.949611 4029869.340335 0.0 +Actuator.WIT_USKPL_SS001_WT043.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT043.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT043.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT043.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT043.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT043.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT043.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT043.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT043.fllc = false +Actuator.WIT_USKPL_SS001_WT043.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT043.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT043.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT043.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT043.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT043.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT043.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT043.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT044.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT044.openfast_input_file = WIT_USKPL_SS001_WT044_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT044.base_position = 644153.999834 4029912.520628 0.0 +Actuator.WIT_USKPL_SS001_WT044.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT044.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT044.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT044.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT044.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT044.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT044.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT044.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT044.fllc = false +Actuator.WIT_USKPL_SS001_WT044.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT044.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT044.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT044.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT044.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT044.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT044.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT044.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT045.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT045.openfast_input_file = WIT_USKPL_SS001_WT045_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT045.base_position = 641659.479983 4028640.250261 0.0 +Actuator.WIT_USKPL_SS001_WT045.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT045.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT045.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT045.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT045.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT045.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT045.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT045.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT045.fllc = false +Actuator.WIT_USKPL_SS001_WT045.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT045.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT045.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT045.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT045.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT045.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT045.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT045.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT046.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT046.openfast_input_file = WIT_USKPL_SS001_WT046_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT046.base_position = 642076.140282 4028698.440514 0.0 +Actuator.WIT_USKPL_SS001_WT046.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT046.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT046.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT046.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT046.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT046.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT046.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT046.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT046.fllc = false +Actuator.WIT_USKPL_SS001_WT046.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT046.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT046.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT046.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT046.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT046.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT046.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT046.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT047.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT047.openfast_input_file = WIT_USKPL_SS001_WT047_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT047.base_position = 642515.170051 4028712.130687 0.0 +Actuator.WIT_USKPL_SS001_WT047.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT047.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT047.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT047.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT047.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT047.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT047.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT047.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT047.fllc = false +Actuator.WIT_USKPL_SS001_WT047.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT047.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT047.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT047.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT047.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT047.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT047.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT047.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT048.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT048.openfast_input_file = WIT_USKPL_SS001_WT048_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT048.base_position = 642950.940076 4028717.699995 0.0 +Actuator.WIT_USKPL_SS001_WT048.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT048.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT048.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT048.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT048.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT048.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT048.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT048.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT048.fllc = false +Actuator.WIT_USKPL_SS001_WT048.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT048.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT048.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT048.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT048.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT048.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT048.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT048.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT049.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT049.openfast_input_file = WIT_USKPL_SS001_WT049_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT049.base_position = 643348.479616 4028746.350374 0.0 +Actuator.WIT_USKPL_SS001_WT049.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT049.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT049.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT049.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT049.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT049.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT049.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT049.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT049.fllc = false +Actuator.WIT_USKPL_SS001_WT049.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT049.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT049.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT049.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT049.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT049.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT049.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT049.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT050.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT050.openfast_input_file = WIT_USKPL_SS001_WT050_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT050.base_position = 644923.08965 4028068.550457 0.0 +Actuator.WIT_USKPL_SS001_WT050.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT050.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT050.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT050.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT050.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT050.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT050.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT050.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT050.fllc = false +Actuator.WIT_USKPL_SS001_WT050.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT050.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT050.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT050.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT050.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT050.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT050.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT050.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT051.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT051.openfast_input_file = WIT_USKPL_SS001_WT051_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT051.base_position = 645357.869727 4028064.730676 0.0 +Actuator.WIT_USKPL_SS001_WT051.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT051.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT051.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT051.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT051.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT051.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT051.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT051.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT051.fllc = false +Actuator.WIT_USKPL_SS001_WT051.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT051.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT051.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT051.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT051.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT051.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT051.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT051.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT052.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT052.openfast_input_file = WIT_USKPL_SS001_WT052_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT052.base_position = 645793.630296 4028042.960394 0.0 +Actuator.WIT_USKPL_SS001_WT052.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT052.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT052.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT052.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT052.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT052.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT052.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT052.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT052.fllc = false +Actuator.WIT_USKPL_SS001_WT052.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT052.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT052.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT052.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT052.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT052.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT052.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT052.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT053.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT053.openfast_input_file = WIT_USKPL_SS001_WT053_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT053.base_position = 646974.259548 4027853.440592 0.0 +Actuator.WIT_USKPL_SS001_WT053.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT053.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT053.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT053.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT053.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT053.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT053.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT053.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT053.fllc = false +Actuator.WIT_USKPL_SS001_WT053.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT053.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT053.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT053.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT053.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT053.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT053.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT053.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT054.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT054.openfast_input_file = WIT_USKPL_SS001_WT054_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT054.base_position = 642458.140138 4027436.130497 0.0 +Actuator.WIT_USKPL_SS001_WT054.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT054.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT054.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT054.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT054.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT054.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT054.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT054.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT054.fllc = false +Actuator.WIT_USKPL_SS001_WT054.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT054.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT054.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT054.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT054.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT054.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT054.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT054.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT055.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT055.openfast_input_file = WIT_USKPL_SS001_WT055_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT055.base_position = 642965.510186 4027428.280219 0.0 +Actuator.WIT_USKPL_SS001_WT055.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT055.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT055.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT055.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT055.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT055.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT055.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT055.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT055.fllc = false +Actuator.WIT_USKPL_SS001_WT055.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT055.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT055.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT055.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT055.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT055.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT055.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT055.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT056.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT056.openfast_input_file = WIT_USKPL_SS001_WT056_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT056.base_position = 643379.869674 4027477.819704 0.0 +Actuator.WIT_USKPL_SS001_WT056.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT056.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT056.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT056.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT056.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT056.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT056.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT056.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT056.fllc = false +Actuator.WIT_USKPL_SS001_WT056.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT056.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT056.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT056.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT056.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT056.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT056.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT056.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT057.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT057.openfast_input_file = WIT_USKPL_SS001_WT057_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT057.base_position = 643783.360373 4027510.40974 0.0 +Actuator.WIT_USKPL_SS001_WT057.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT057.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT057.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT057.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT057.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT057.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT057.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT057.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT057.fllc = false +Actuator.WIT_USKPL_SS001_WT057.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT057.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT057.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT057.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT057.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT057.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT057.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT057.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT058.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT058.openfast_input_file = WIT_USKPL_SS001_WT058_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT058.base_position = 644189.090267 4027458.180677 0.0 +Actuator.WIT_USKPL_SS001_WT058.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT058.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT058.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT058.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT058.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT058.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT058.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT058.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT058.fllc = false +Actuator.WIT_USKPL_SS001_WT058.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT058.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT058.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT058.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT058.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT058.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT058.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT058.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT059.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT059.openfast_input_file = WIT_USKPL_SS001_WT059_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT059.base_position = 644600.560031 4027107.990098 0.0 +Actuator.WIT_USKPL_SS001_WT059.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT059.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT059.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT059.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT059.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT059.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT059.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT059.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT059.fllc = false +Actuator.WIT_USKPL_SS001_WT059.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT059.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT059.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT059.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT059.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT059.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT059.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT059.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT060.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT060.openfast_input_file = WIT_USKPL_SS001_WT060_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT060.base_position = 646246.370245 4026348.960785 0.0 +Actuator.WIT_USKPL_SS001_WT060.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT060.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT060.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT060.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT060.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT060.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT060.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT060.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT060.fllc = false +Actuator.WIT_USKPL_SS001_WT060.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT060.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT060.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT060.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT060.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT060.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT060.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT060.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT061.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT061.openfast_input_file = WIT_USKPL_SS001_WT061_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT061.base_position = 646631.829605 4026329.120498 0.0 +Actuator.WIT_USKPL_SS001_WT061.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT061.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT061.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT061.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT061.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT061.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT061.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT061.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT061.fllc = false +Actuator.WIT_USKPL_SS001_WT061.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT061.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT061.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT061.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT061.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT061.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT061.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT061.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT062.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT062.openfast_input_file = WIT_USKPL_SS001_WT062_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT062.base_position = 647045.64997 4026325.089724 0.0 +Actuator.WIT_USKPL_SS001_WT062.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT062.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT062.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT062.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT062.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT062.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT062.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT062.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT062.fllc = false +Actuator.WIT_USKPL_SS001_WT062.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT062.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT062.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT062.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT062.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT062.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT062.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT062.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT063.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT063.openfast_input_file = WIT_USKPL_SS001_WT063_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT063.base_position = 641403.689714 4025586.110045 0.0 +Actuator.WIT_USKPL_SS001_WT063.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT063.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT063.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT063.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT063.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT063.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT063.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT063.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT063.fllc = false +Actuator.WIT_USKPL_SS001_WT063.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT063.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT063.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT063.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT063.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT063.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT063.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT063.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT064.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT064.openfast_input_file = WIT_USKPL_SS001_WT064_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT064.base_position = 641813.799909 4025661.940054 0.0 +Actuator.WIT_USKPL_SS001_WT064.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT064.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT064.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT064.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT064.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT064.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT064.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT064.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT064.fllc = false +Actuator.WIT_USKPL_SS001_WT064.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT064.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT064.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT064.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT064.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT064.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT064.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT064.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT065.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT065.openfast_input_file = WIT_USKPL_SS001_WT065_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT065.base_position = 642230.379845 4025671.830212 0.0 +Actuator.WIT_USKPL_SS001_WT065.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT065.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT065.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT065.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT065.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT065.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT065.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT065.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT065.fllc = false +Actuator.WIT_USKPL_SS001_WT065.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT065.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT065.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT065.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT065.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT065.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT065.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT065.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT066.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT066.openfast_input_file = WIT_USKPL_SS001_WT066_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT066.base_position = 642613.539896 4025660.250362 0.0 +Actuator.WIT_USKPL_SS001_WT066.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT066.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT066.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT066.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT066.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT066.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT066.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT066.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT066.fllc = false +Actuator.WIT_USKPL_SS001_WT066.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT066.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT066.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT066.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT066.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT066.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT066.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT066.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT067.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT067.openfast_input_file = WIT_USKPL_SS001_WT067_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT067.base_position = 643049.78044 4025582.409847 0.0 +Actuator.WIT_USKPL_SS001_WT067.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT067.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT067.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT067.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT067.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT067.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT067.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT067.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT067.fllc = false +Actuator.WIT_USKPL_SS001_WT067.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT067.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT067.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT067.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT067.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT067.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT067.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT067.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT068.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT068.openfast_input_file = WIT_USKPL_SS001_WT068_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT068.base_position = 643396.230251 4025740.919991 0.0 +Actuator.WIT_USKPL_SS001_WT068.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT068.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT068.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT068.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT068.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT068.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT068.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT068.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT068.fllc = false +Actuator.WIT_USKPL_SS001_WT068.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT068.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT068.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT068.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT068.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT068.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT068.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT068.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT069.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT069.openfast_input_file = WIT_USKPL_SS001_WT069_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT069.base_position = 643797.440057 4025701.139876 0.0 +Actuator.WIT_USKPL_SS001_WT069.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT069.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT069.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT069.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT069.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT069.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT069.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT069.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT069.fllc = false +Actuator.WIT_USKPL_SS001_WT069.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT069.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT069.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT069.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT069.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT069.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT069.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT069.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT070.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT070.openfast_input_file = WIT_USKPL_SS001_WT070_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT070.base_position = 644226.850374 4025657.190177 0.0 +Actuator.WIT_USKPL_SS001_WT070.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT070.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT070.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT070.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT070.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT070.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT070.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT070.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT070.fllc = false +Actuator.WIT_USKPL_SS001_WT070.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT070.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT070.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT070.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT070.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT070.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT070.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT070.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT071.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT071.openfast_input_file = WIT_USKPL_SS001_WT071_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT071.base_position = 644814.840081 4025506.469972 0.0 +Actuator.WIT_USKPL_SS001_WT071.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT071.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT071.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT071.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT071.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT071.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT071.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT071.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT071.fllc = false +Actuator.WIT_USKPL_SS001_WT071.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT071.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT071.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT071.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT071.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT071.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT071.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT071.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT072.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT072.openfast_input_file = WIT_USKPL_SS001_WT072_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT072.base_position = 637133.860426 4028139.920445 0.0 +Actuator.WIT_USKPL_SS001_WT072.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT072.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT072.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT072.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT072.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT072.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT072.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT072.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT072.fllc = false +Actuator.WIT_USKPL_SS001_WT072.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT072.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT072.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT072.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT072.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT072.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT072.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT072.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT073.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT073.openfast_input_file = WIT_USKPL_SS001_WT073_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT073.base_position = 637578.610049 4027992.970036 0.0 +Actuator.WIT_USKPL_SS001_WT073.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT073.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT073.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT073.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT073.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT073.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT073.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT073.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT073.fllc = false +Actuator.WIT_USKPL_SS001_WT073.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT073.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT073.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT073.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT073.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT073.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT073.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT073.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT074.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT074.openfast_input_file = WIT_USKPL_SS001_WT074_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT074.base_position = 638937.789768 4027388.259831 0.0 +Actuator.WIT_USKPL_SS001_WT074.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT074.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT074.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT074.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT074.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT074.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT074.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT074.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT074.fllc = false +Actuator.WIT_USKPL_SS001_WT074.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT074.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT074.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT074.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT074.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT074.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT074.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT074.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT075.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT075.openfast_input_file = WIT_USKPL_SS001_WT075_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT075.base_position = 639255.920433 4026971.980631 0.0 +Actuator.WIT_USKPL_SS001_WT075.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT075.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT075.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT075.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT075.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT075.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT075.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT075.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT075.fllc = false +Actuator.WIT_USKPL_SS001_WT075.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT075.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT075.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT075.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT075.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT075.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT075.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT075.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT076.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT076.openfast_input_file = WIT_USKPL_SS001_WT076_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT076.base_position = 640175.949875 4027374.979691 0.0 +Actuator.WIT_USKPL_SS001_WT076.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT076.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT076.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT076.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT076.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT076.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT076.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT076.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT076.fllc = false +Actuator.WIT_USKPL_SS001_WT076.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT076.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT076.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT076.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT076.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT076.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT076.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT076.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT077.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT077.openfast_input_file = WIT_USKPL_SS001_WT077_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT077.base_position = 640525.230434 4027810.340227 0.0 +Actuator.WIT_USKPL_SS001_WT077.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT077.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT077.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT077.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT077.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT077.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT077.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT077.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT077.fllc = false +Actuator.WIT_USKPL_SS001_WT077.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT077.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT077.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT077.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT077.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT077.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT077.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT077.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT078.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT078.openfast_input_file = WIT_USKPL_SS001_WT078_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT078.base_position = 640933.370408 4028117.89005 0.0 +Actuator.WIT_USKPL_SS001_WT078.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT078.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT078.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT078.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT078.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT078.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT078.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT078.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT078.fllc = false +Actuator.WIT_USKPL_SS001_WT078.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT078.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT078.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT078.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT078.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT078.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT078.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT078.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT080.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT080.openfast_input_file = WIT_USKPL_SS001_WT080_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT080.base_position = 636719.299671 4027949.040004 0.0 +Actuator.WIT_USKPL_SS001_WT080.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT080.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT080.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT080.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT080.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT080.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT080.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT080.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT080.fllc = false +Actuator.WIT_USKPL_SS001_WT080.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT080.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT080.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT080.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT080.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT080.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT080.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT080.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT081.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT081.openfast_input_file = WIT_USKPL_SS001_WT081_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT081.base_position = 636234.810401 4027735.550258 0.0 +Actuator.WIT_USKPL_SS001_WT081.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT081.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT081.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT081.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT081.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT081.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT081.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT081.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT081.fllc = false +Actuator.WIT_USKPL_SS001_WT081.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT081.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT081.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT081.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT081.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT081.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT081.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT081.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT082.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT082.openfast_input_file = WIT_USKPL_SS001_WT082_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT082.base_position = 635847.209959 4027768.5301 0.0 +Actuator.WIT_USKPL_SS001_WT082.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT082.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT082.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT082.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT082.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT082.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT082.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT082.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT082.fllc = false +Actuator.WIT_USKPL_SS001_WT082.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT082.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT082.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT082.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT082.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT082.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT082.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT082.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT083.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT083.openfast_input_file = WIT_USKPL_SS001_WT083_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT083.base_position = 635450.420226 4027710.749834 0.0 +Actuator.WIT_USKPL_SS001_WT083.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT083.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT083.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT083.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT083.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT083.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT083.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT083.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT083.fllc = false +Actuator.WIT_USKPL_SS001_WT083.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT083.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT083.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT083.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT083.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT083.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT083.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT083.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT084.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT084.openfast_input_file = WIT_USKPL_SS001_WT084_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT084.base_position = 635057.969719 4027677.930686 0.0 +Actuator.WIT_USKPL_SS001_WT084.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT084.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT084.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT084.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT084.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT084.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT084.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT084.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT084.fllc = false +Actuator.WIT_USKPL_SS001_WT084.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT084.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT084.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT084.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT084.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT084.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT084.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT084.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT085.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT085.openfast_input_file = WIT_USKPL_SS001_WT085_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT085.base_position = 634557.999709 4028024.620144 0.0 +Actuator.WIT_USKPL_SS001_WT085.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT085.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT085.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT085.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT085.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT085.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT085.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT085.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT085.fllc = false +Actuator.WIT_USKPL_SS001_WT085.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT085.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT085.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT085.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT085.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT085.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT085.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT085.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT086.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT086.openfast_input_file = WIT_USKPL_SS001_WT086_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT086.base_position = 634173.690076 4027950.149631 0.0 +Actuator.WIT_USKPL_SS001_WT086.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT086.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT086.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT086.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT086.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT086.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT086.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT086.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT086.fllc = false +Actuator.WIT_USKPL_SS001_WT086.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT086.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT086.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT086.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT086.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT086.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT086.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT086.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT087.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT087.openfast_input_file = WIT_USKPL_SS001_WT087_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT087.base_position = 633861.630175 4027717.400667 0.0 +Actuator.WIT_USKPL_SS001_WT087.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT087.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT087.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT087.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT087.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT087.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT087.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT087.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT087.fllc = false +Actuator.WIT_USKPL_SS001_WT087.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT087.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT087.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT087.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT087.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT087.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT087.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT087.use_root_correction = true +Actuator.WIT_USKPL_SS001_WT088.type = TurbineFastDisk +Actuator.WIT_USKPL_SS001_WT088.openfast_input_file = WIT_USKPL_SS001_WT088_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.fst +Actuator.WIT_USKPL_SS001_WT088.base_position = 633470.100152 4027652.180106 0.0 +Actuator.WIT_USKPL_SS001_WT088.rotor_diameter = 127.0 +Actuator.WIT_USKPL_SS001_WT088.hub_height = 90.0 +Actuator.WIT_USKPL_SS001_WT088.num_points_blade = 64 +Actuator.WIT_USKPL_SS001_WT088.num_points_tower = 12 +Actuator.WIT_USKPL_SS001_WT088.epsilon = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT088.epsilon_tower = 5.0 5.0 5.0 +Actuator.WIT_USKPL_SS001_WT088.openfast_start_time = 0.0 +Actuator.WIT_USKPL_SS001_WT088.openfast_stop_time = 5400.0 +Actuator.WIT_USKPL_SS001_WT088.fllc = false +Actuator.WIT_USKPL_SS001_WT088.nacelle_drag_coeff = 1.0 +Actuator.WIT_USKPL_SS001_WT088.nacelle_area = 8.0 +Actuator.WIT_USKPL_SS001_WT088.yaw = 155.25 +Actuator.WIT_USKPL_SS001_WT088.output_frequency = 10 +Actuator.WIT_USKPL_SS001_WT088.density = 1.103707 +Actuator.WIT_USKPL_SS001_WT088.num_blades = 3 +Actuator.WIT_USKPL_SS001_WT088.use_tip_correction = true +Actuator.WIT_USKPL_SS001_WT088.use_root_correction = true + +#---- postprocessing defs ---- +incflo.post_processing = sw_ hubheight_ surf_ lidar_ E06wake_z27_ E06wake_z59_ E06wake_z90_ E06wake_z122_ E06wake_z154_ E06wake_z217_ E06wake_z281_ E06wake_z344_ all_z90_ farm_z90_ farm_z153_ KP_z500hh_ KP_z153hh_ KP_z090hh_ KP_z026hh_ KP_sideplane1o_ KP_sideplane2o_ KP_inflow1o_ KPturbhh_ KPsw_ KProtor_ +sw_.type = Sampling +sw_.output_frequency = 20 +sw_.fields = velocity temperature tke +hubheight_.type = Sampling +hubheight_.output_frequency = 20 +hubheight_.fields = velocity temperature tke +surf_.type = Sampling +surf_.output_frequency = 1 +surf_.fields = velocity temperature tke +lidar_.type = Sampling +lidar_.output_frequency = 1 +lidar_.fields = velocity temperature tke +E06wake_z27_.type = Sampling +E06wake_z27_.output_frequency = 10 +E06wake_z27_.fields = velocity temperature tke +E06wake_z59_.type = Sampling +E06wake_z59_.output_frequency = 10 +E06wake_z59_.fields = velocity temperature tke +E06wake_z90_.type = Sampling +E06wake_z90_.output_frequency = 10 +E06wake_z90_.fields = velocity temperature tke +E06wake_z122_.type = Sampling +E06wake_z122_.output_frequency = 10 +E06wake_z122_.fields = velocity temperature tke +E06wake_z154_.type = Sampling +E06wake_z154_.output_frequency = 10 +E06wake_z154_.fields = velocity temperature tke +E06wake_z217_.type = Sampling +E06wake_z217_.output_frequency = 10 +E06wake_z217_.fields = velocity temperature tke +E06wake_z281_.type = Sampling +E06wake_z281_.output_frequency = 10 +E06wake_z281_.fields = velocity temperature tke +E06wake_z344_.type = Sampling +E06wake_z344_.output_frequency = 10 +E06wake_z344_.fields = velocity temperature tke +all_z90_.type = Sampling +all_z90_.output_frequency = 10 +all_z90_.fields = velocity temperature tke +farm_z90_.type = Sampling +farm_z90_.output_frequency = 10 +farm_z90_.fields = velocity temperature tke +farm_z153_.type = Sampling +farm_z153_.output_frequency = 10 +farm_z153_.fields = velocity temperature tke +KP_z500hh_.type = Sampling +KP_z500hh_.output_frequency = 10 +KP_z500hh_.fields = velocity temperature tke +KP_z153hh_.type = Sampling +KP_z153hh_.output_frequency = 10 +KP_z153hh_.fields = velocity temperature tke +KP_z090hh_.type = Sampling +KP_z090hh_.output_frequency = 10 +KP_z090hh_.fields = velocity temperature tke +KP_z026hh_.type = Sampling +KP_z026hh_.output_frequency = 10 +KP_z026hh_.fields = velocity temperature tke +KP_sideplane1o_.type = Sampling +KP_sideplane1o_.output_frequency = 10 +KP_sideplane1o_.fields = velocity temperature tke +KP_sideplane2o_.type = Sampling +KP_sideplane2o_.output_frequency = 10 +KP_sideplane2o_.fields = velocity temperature tke +KP_inflow1o_.type = Sampling +KP_inflow1o_.output_frequency = 10 +KP_inflow1o_.fields = velocity temperature tke +KPturbhh_.type = Sampling +KPturbhh_.output_frequency = 10 +KPturbhh_.fields = velocity temperature tke +KPsw_.type = Sampling +KPsw_.output_frequency = 10 +KPsw_.fields = velocity temperature tke +KProtor_.type = Sampling +KProtor_.output_frequency = 10 +KProtor_.fields = velocity temperature tke + +#---- sample defs ---- +sw_.labels = Farm_sw1 +hubheight_.labels = Farm_hh +surf_.labels = surface_siteA1 surface_siteA5 surface_siteC1a surface_siteG surface_siteH +lidar_.labels = lidar_siteA1 lidar_siteC1a lidar_siteH lidar_siteG lidar_siteGC +E06wake_z27_.labels = Farm_E06wake27 +E06wake_z59_.labels = Farm_E06wake59 +E06wake_z90_.labels = Farm_E06wake90 +E06wake_z122_.labels = Farm_E06wake122 +E06wake_z154_.labels = Farm_E06wake154 +E06wake_z217_.labels = Farm_E06wake217 +E06wake_z281_.labels = Farm_E06wake281 +E06wake_z344_.labels = Farm_E06wake344 +all_z90_.labels = Farm_allhh +farm_z90_.labels = Farm_hh90 +farm_z153_.labels = Farm_hh153 +KP_z500hh_.labels = Farm_KP500 +KP_z153hh_.labels = Farm_KP153 +KP_z090hh_.labels = Farm_KP090 +KP_z026hh_.labels = Farm_KP026 +KP_sideplane1o_.labels = Farm_KP_sideplane1o +KP_sideplane2o_.labels = Farm_KP_sideplane2o +KP_inflow1o_.labels = Farm_KP_ioflow1o +KPturbhh_.labels = WIT_USKPL_SS001_WT001_KPturbhh WIT_USKPL_SS001_WT002_KPturbhh WIT_USKPL_SS001_WT003_KPturbhh WIT_USKPL_SS001_WT004_KPturbhh WIT_USKPL_SS001_WT005_KPturbhh WIT_USKPL_SS001_WT006_KPturbhh WIT_USKPL_SS001_WT007_KPturbhh WIT_USKPL_SS001_WT008_KPturbhh WIT_USKPL_SS001_WT009_KPturbhh WIT_USKPL_SS001_WT010_KPturbhh WIT_USKPL_SS001_WT012_KPturbhh WIT_USKPL_SS001_WT013_KPturbhh WIT_USKPL_SS001_WT014_KPturbhh WIT_USKPL_SS001_WT015_KPturbhh WIT_USKPL_SS001_WT016_KPturbhh WIT_USKPL_SS001_WT017_KPturbhh WIT_USKPL_SS001_WT018_KPturbhh WIT_USKPL_SS001_WT019_KPturbhh WIT_USKPL_SS001_WT020_KPturbhh WIT_USKPL_SS001_WT021_KPturbhh WIT_USKPL_SS001_WT022_KPturbhh WIT_USKPL_SS001_WT023_KPturbhh WIT_USKPL_SS001_WT024_KPturbhh WIT_USKPL_SS001_WT025_KPturbhh WIT_USKPL_SS001_WT026_KPturbhh WIT_USKPL_SS001_WT027_KPturbhh WIT_USKPL_SS001_WT028_KPturbhh WIT_USKPL_SS001_WT030_KPturbhh WIT_USKPL_SS001_WT031_KPturbhh WIT_USKPL_SS001_WT032_KPturbhh WIT_USKPL_SS001_WT033_KPturbhh WIT_USKPL_SS001_WT034_KPturbhh WIT_USKPL_SS001_WT035_KPturbhh WIT_USKPL_SS001_WT036_KPturbhh WIT_USKPL_SS001_WT037_KPturbhh WIT_USKPL_SS001_WT038_KPturbhh WIT_USKPL_SS001_WT039_KPturbhh WIT_USKPL_SS001_WT040_KPturbhh WIT_USKPL_SS001_WT041_KPturbhh WIT_USKPL_SS001_WT042_KPturbhh WIT_USKPL_SS001_WT043_KPturbhh WIT_USKPL_SS001_WT044_KPturbhh WIT_USKPL_SS001_WT045_KPturbhh WIT_USKPL_SS001_WT046_KPturbhh WIT_USKPL_SS001_WT047_KPturbhh WIT_USKPL_SS001_WT048_KPturbhh WIT_USKPL_SS001_WT049_KPturbhh WIT_USKPL_SS001_WT050_KPturbhh WIT_USKPL_SS001_WT051_KPturbhh WIT_USKPL_SS001_WT052_KPturbhh WIT_USKPL_SS001_WT053_KPturbhh WIT_USKPL_SS001_WT054_KPturbhh WIT_USKPL_SS001_WT055_KPturbhh WIT_USKPL_SS001_WT056_KPturbhh WIT_USKPL_SS001_WT057_KPturbhh WIT_USKPL_SS001_WT058_KPturbhh WIT_USKPL_SS001_WT059_KPturbhh WIT_USKPL_SS001_WT060_KPturbhh WIT_USKPL_SS001_WT061_KPturbhh WIT_USKPL_SS001_WT062_KPturbhh WIT_USKPL_SS001_WT063_KPturbhh WIT_USKPL_SS001_WT064_KPturbhh WIT_USKPL_SS001_WT065_KPturbhh WIT_USKPL_SS001_WT066_KPturbhh WIT_USKPL_SS001_WT067_KPturbhh WIT_USKPL_SS001_WT068_KPturbhh WIT_USKPL_SS001_WT069_KPturbhh WIT_USKPL_SS001_WT070_KPturbhh WIT_USKPL_SS001_WT071_KPturbhh WIT_USKPL_SS001_WT072_KPturbhh WIT_USKPL_SS001_WT073_KPturbhh WIT_USKPL_SS001_WT074_KPturbhh WIT_USKPL_SS001_WT075_KPturbhh WIT_USKPL_SS001_WT076_KPturbhh WIT_USKPL_SS001_WT077_KPturbhh WIT_USKPL_SS001_WT078_KPturbhh WIT_USKPL_SS001_WT080_KPturbhh WIT_USKPL_SS001_WT081_KPturbhh WIT_USKPL_SS001_WT082_KPturbhh WIT_USKPL_SS001_WT083_KPturbhh WIT_USKPL_SS001_WT084_KPturbhh WIT_USKPL_SS001_WT085_KPturbhh WIT_USKPL_SS001_WT086_KPturbhh WIT_USKPL_SS001_WT087_KPturbhh WIT_USKPL_SS001_WT088_KPturbhh +KPsw_.labels = WIT_USKPL_SS001_WT001_KPsw WIT_USKPL_SS001_WT002_KPsw WIT_USKPL_SS001_WT003_KPsw WIT_USKPL_SS001_WT004_KPsw WIT_USKPL_SS001_WT005_KPsw WIT_USKPL_SS001_WT006_KPsw WIT_USKPL_SS001_WT007_KPsw WIT_USKPL_SS001_WT008_KPsw WIT_USKPL_SS001_WT009_KPsw WIT_USKPL_SS001_WT010_KPsw WIT_USKPL_SS001_WT012_KPsw WIT_USKPL_SS001_WT013_KPsw WIT_USKPL_SS001_WT014_KPsw WIT_USKPL_SS001_WT015_KPsw WIT_USKPL_SS001_WT016_KPsw WIT_USKPL_SS001_WT017_KPsw WIT_USKPL_SS001_WT018_KPsw WIT_USKPL_SS001_WT019_KPsw WIT_USKPL_SS001_WT020_KPsw WIT_USKPL_SS001_WT021_KPsw WIT_USKPL_SS001_WT022_KPsw WIT_USKPL_SS001_WT023_KPsw WIT_USKPL_SS001_WT024_KPsw WIT_USKPL_SS001_WT025_KPsw WIT_USKPL_SS001_WT026_KPsw WIT_USKPL_SS001_WT027_KPsw WIT_USKPL_SS001_WT028_KPsw WIT_USKPL_SS001_WT030_KPsw WIT_USKPL_SS001_WT031_KPsw WIT_USKPL_SS001_WT032_KPsw WIT_USKPL_SS001_WT033_KPsw WIT_USKPL_SS001_WT034_KPsw WIT_USKPL_SS001_WT035_KPsw WIT_USKPL_SS001_WT036_KPsw WIT_USKPL_SS001_WT037_KPsw WIT_USKPL_SS001_WT038_KPsw WIT_USKPL_SS001_WT039_KPsw WIT_USKPL_SS001_WT040_KPsw WIT_USKPL_SS001_WT041_KPsw WIT_USKPL_SS001_WT042_KPsw WIT_USKPL_SS001_WT043_KPsw WIT_USKPL_SS001_WT044_KPsw WIT_USKPL_SS001_WT045_KPsw WIT_USKPL_SS001_WT046_KPsw WIT_USKPL_SS001_WT047_KPsw WIT_USKPL_SS001_WT048_KPsw WIT_USKPL_SS001_WT049_KPsw WIT_USKPL_SS001_WT050_KPsw WIT_USKPL_SS001_WT051_KPsw WIT_USKPL_SS001_WT052_KPsw WIT_USKPL_SS001_WT053_KPsw WIT_USKPL_SS001_WT054_KPsw WIT_USKPL_SS001_WT055_KPsw WIT_USKPL_SS001_WT056_KPsw WIT_USKPL_SS001_WT057_KPsw WIT_USKPL_SS001_WT058_KPsw WIT_USKPL_SS001_WT059_KPsw WIT_USKPL_SS001_WT060_KPsw WIT_USKPL_SS001_WT061_KPsw WIT_USKPL_SS001_WT062_KPsw WIT_USKPL_SS001_WT063_KPsw WIT_USKPL_SS001_WT064_KPsw WIT_USKPL_SS001_WT065_KPsw WIT_USKPL_SS001_WT066_KPsw WIT_USKPL_SS001_WT067_KPsw WIT_USKPL_SS001_WT068_KPsw WIT_USKPL_SS001_WT069_KPsw WIT_USKPL_SS001_WT070_KPsw WIT_USKPL_SS001_WT071_KPsw WIT_USKPL_SS001_WT072_KPsw WIT_USKPL_SS001_WT073_KPsw WIT_USKPL_SS001_WT074_KPsw WIT_USKPL_SS001_WT075_KPsw WIT_USKPL_SS001_WT076_KPsw WIT_USKPL_SS001_WT077_KPsw WIT_USKPL_SS001_WT078_KPsw WIT_USKPL_SS001_WT080_KPsw WIT_USKPL_SS001_WT081_KPsw WIT_USKPL_SS001_WT082_KPsw WIT_USKPL_SS001_WT083_KPsw WIT_USKPL_SS001_WT084_KPsw WIT_USKPL_SS001_WT085_KPsw WIT_USKPL_SS001_WT086_KPsw WIT_USKPL_SS001_WT087_KPsw WIT_USKPL_SS001_WT088_KPsw +KProtor_.labels = WIT_USKPL_SS001_WT001_KProtor WIT_USKPL_SS001_WT002_KProtor WIT_USKPL_SS001_WT003_KProtor WIT_USKPL_SS001_WT004_KProtor WIT_USKPL_SS001_WT005_KProtor WIT_USKPL_SS001_WT006_KProtor WIT_USKPL_SS001_WT007_KProtor WIT_USKPL_SS001_WT008_KProtor WIT_USKPL_SS001_WT009_KProtor WIT_USKPL_SS001_WT010_KProtor WIT_USKPL_SS001_WT012_KProtor WIT_USKPL_SS001_WT013_KProtor WIT_USKPL_SS001_WT014_KProtor WIT_USKPL_SS001_WT015_KProtor WIT_USKPL_SS001_WT016_KProtor WIT_USKPL_SS001_WT017_KProtor WIT_USKPL_SS001_WT018_KProtor WIT_USKPL_SS001_WT019_KProtor WIT_USKPL_SS001_WT020_KProtor WIT_USKPL_SS001_WT021_KProtor WIT_USKPL_SS001_WT022_KProtor WIT_USKPL_SS001_WT023_KProtor WIT_USKPL_SS001_WT024_KProtor WIT_USKPL_SS001_WT025_KProtor WIT_USKPL_SS001_WT026_KProtor WIT_USKPL_SS001_WT027_KProtor WIT_USKPL_SS001_WT028_KProtor WIT_USKPL_SS001_WT030_KProtor WIT_USKPL_SS001_WT031_KProtor WIT_USKPL_SS001_WT032_KProtor WIT_USKPL_SS001_WT033_KProtor WIT_USKPL_SS001_WT034_KProtor WIT_USKPL_SS001_WT035_KProtor WIT_USKPL_SS001_WT036_KProtor WIT_USKPL_SS001_WT037_KProtor WIT_USKPL_SS001_WT038_KProtor WIT_USKPL_SS001_WT039_KProtor WIT_USKPL_SS001_WT040_KProtor WIT_USKPL_SS001_WT041_KProtor WIT_USKPL_SS001_WT042_KProtor WIT_USKPL_SS001_WT043_KProtor WIT_USKPL_SS001_WT044_KProtor WIT_USKPL_SS001_WT045_KProtor WIT_USKPL_SS001_WT046_KProtor WIT_USKPL_SS001_WT047_KProtor WIT_USKPL_SS001_WT048_KProtor WIT_USKPL_SS001_WT049_KProtor WIT_USKPL_SS001_WT050_KProtor WIT_USKPL_SS001_WT051_KProtor WIT_USKPL_SS001_WT052_KProtor WIT_USKPL_SS001_WT053_KProtor WIT_USKPL_SS001_WT054_KProtor WIT_USKPL_SS001_WT055_KProtor WIT_USKPL_SS001_WT056_KProtor WIT_USKPL_SS001_WT057_KProtor WIT_USKPL_SS001_WT058_KProtor WIT_USKPL_SS001_WT059_KProtor WIT_USKPL_SS001_WT060_KProtor WIT_USKPL_SS001_WT061_KProtor WIT_USKPL_SS001_WT062_KProtor WIT_USKPL_SS001_WT063_KProtor WIT_USKPL_SS001_WT064_KProtor WIT_USKPL_SS001_WT065_KProtor WIT_USKPL_SS001_WT066_KProtor WIT_USKPL_SS001_WT067_KProtor WIT_USKPL_SS001_WT068_KProtor WIT_USKPL_SS001_WT069_KProtor WIT_USKPL_SS001_WT070_KProtor WIT_USKPL_SS001_WT071_KProtor WIT_USKPL_SS001_WT072_KProtor WIT_USKPL_SS001_WT073_KProtor WIT_USKPL_SS001_WT074_KProtor WIT_USKPL_SS001_WT075_KProtor WIT_USKPL_SS001_WT076_KProtor WIT_USKPL_SS001_WT077_KProtor WIT_USKPL_SS001_WT078_KProtor WIT_USKPL_SS001_WT080_KProtor WIT_USKPL_SS001_WT081_KProtor WIT_USKPL_SS001_WT082_KProtor WIT_USKPL_SS001_WT083_KProtor WIT_USKPL_SS001_WT084_KProtor WIT_USKPL_SS001_WT085_KProtor WIT_USKPL_SS001_WT086_KProtor WIT_USKPL_SS001_WT087_KProtor WIT_USKPL_SS001_WT088_KProtor +sw_.Farm_sw1.type = PlaneSampler +sw_.Farm_sw1.num_points = 1201 41 +sw_.Farm_sw1.origin = 625500.0001 4030000.0 0.00010000000000331966 +sw_.Farm_sw1.axis1 = 23999.9998 0.0 0.0 +sw_.Farm_sw1.axis2 = 0.0 0.0 799.9998 +sw_.Farm_sw1.offset_vector = 0.0 0.0 0.0 +hubheight_.Farm_hh.type = PlaneSampler +hubheight_.Farm_hh.num_points = 1201 881 +hubheight_.Farm_hh.origin = 625500.0001 4021200.0001 90.0 +hubheight_.Farm_hh.axis1 = 23999.9998 0.0 0.0 +hubheight_.Farm_hh.axis2 = 0.0 17599.9998 0.0 +hubheight_.Farm_hh.offset_vector = 0.0 0.0 0.0 +surf_.surface_siteA1.type = LineSampler +surf_.surface_siteA1.num_points = 2 +surf_.surface_siteA1.start = 643138.9160690333 4025294.8290571244 4.0 +surf_.surface_siteA1.end = 643138.9160690333 4025294.8290571244 10.0 +surf_.surface_siteA5.type = LineSampler +surf_.surface_siteA5.num_points = 2 +surf_.surface_siteA5.start = 645198.1596212502 4025295.1732680155 4.0 +surf_.surface_siteA5.end = 645198.1596212502 4025295.1732680155 10.0 +lidar_.lidar_siteA1.type = LineSampler +lidar_.lidar_siteA1.num_points = 79 +lidar_.lidar_siteA1.start = 643138.9160690333 4025294.8290571244 10.0 +lidar_.lidar_siteA1.end = 643138.9160690333 4025294.8290571244 790.0 +lidar_.lidar_siteC1a.type = LineSampler +lidar_.lidar_siteC1a.num_points = 79 +lidar_.lidar_siteC1a.start = 633676.4300493542 4025088.256221997 10.0 +lidar_.lidar_siteC1a.end = 633676.4300493542 4025088.256221997 790.0 +lidar_.lidar_siteH.type = LineSampler +lidar_.lidar_siteH.num_points = 79 +lidar_.lidar_siteH.start = 642715.5127273027 4033582.478377856 10.0 +lidar_.lidar_siteH.end = 642715.5127273027 4033582.478377856 790.0 +lidar_.lidar_siteG.type = LineSampler +lidar_.lidar_siteG.num_points = 79 +lidar_.lidar_siteG.start = 642759.0493389885 4029434.325876203 10.0 +lidar_.lidar_siteG.end = 642759.0493389885 4029434.325876203 790.0 +lidar_.lidar_siteGC.type = LineSampler +lidar_.lidar_siteGC.num_points = 79 +lidar_.lidar_siteGC.start = 632439.1475412737 4027081.6186301485 10.0 +lidar_.lidar_siteGC.end = 632439.1475412737 4027081.6186301485 790.0 +surf_.surface_siteC1a.type = LineSampler +surf_.surface_siteC1a.num_points = 2 +surf_.surface_siteC1a.start = 633676.4300493542 4025088.256221997 4.0 +surf_.surface_siteC1a.end = 633676.4300493542 4025088.256221997 10.0 +surf_.surface_siteG.type = LineSampler +surf_.surface_siteG.num_points = 2 +surf_.surface_siteG.start = 642759.0493389885 4029434.325876203 4.0 +surf_.surface_siteG.end = 642759.0493389885 4029434.325876203 10.0 +surf_.surface_siteH.type = LineSampler +surf_.surface_siteH.num_points = 2 +surf_.surface_siteH.start = 642715.5127273027 4033582.478377856 4.0 +surf_.surface_siteH.end = 642715.5127273027 4033582.478377856 10.0 +E06wake_z27_.Farm_E06wake27.type = PlaneSampler +E06wake_z27_.Farm_E06wake27.num_points = 316 401 +E06wake_z27_.Farm_E06wake27.origin = 640388.6940958027 4030719.6365441643 27.0 +E06wake_z27_.Farm_E06wake27.axis1 = 0.0 4000.5 0.0 +E06wake_z27_.Farm_E06wake27.axis2 = 5080.0 0.0 0.0 +E06wake_z27_.Farm_E06wake27.offset_vector = 0.0 0.0 0.0 +E06wake_z59_.Farm_E06wake59.type = PlaneSampler +E06wake_z59_.Farm_E06wake59.num_points = 316 401 +E06wake_z59_.Farm_E06wake59.origin = 640388.6940958027 4030719.6365441643 59.0 +E06wake_z59_.Farm_E06wake59.axis1 = 0.0 4000.5 0.0 +E06wake_z59_.Farm_E06wake59.axis2 = 5080.0 0.0 0.0 +E06wake_z59_.Farm_E06wake59.offset_vector = 0.0 0.0 0.0 +E06wake_z90_.Farm_E06wake90.type = PlaneSampler +E06wake_z90_.Farm_E06wake90.num_points = 316 401 +E06wake_z90_.Farm_E06wake90.origin = 640388.6940958027 4030719.6365441643 90.5 +E06wake_z90_.Farm_E06wake90.axis1 = 0.0 4000.5 0.0 +E06wake_z90_.Farm_E06wake90.axis2 = 5080.0 0.0 0.0 +E06wake_z90_.Farm_E06wake90.offset_vector = 0.0 0.0 0.0 +E06wake_z122_.Farm_E06wake122.type = PlaneSampler +E06wake_z122_.Farm_E06wake122.num_points = 316 401 +E06wake_z122_.Farm_E06wake122.origin = 640388.6940958027 4030719.6365441643 122.0 +E06wake_z122_.Farm_E06wake122.axis1 = 0.0 4000.5 0.0 +E06wake_z122_.Farm_E06wake122.axis2 = 5080.0 0.0 0.0 +E06wake_z122_.Farm_E06wake122.offset_vector = 0.0 0.0 0.0 +E06wake_z154_.Farm_E06wake154.type = PlaneSampler +E06wake_z154_.Farm_E06wake154.num_points = 316 401 +E06wake_z154_.Farm_E06wake154.origin = 640388.6940958027 4030719.6365441643 154.0 +E06wake_z154_.Farm_E06wake154.axis1 = 0.0 4000.5 0.0 +E06wake_z154_.Farm_E06wake154.axis2 = 5080.0 0.0 0.0 +E06wake_z154_.Farm_E06wake154.offset_vector = 0.0 0.0 0.0 +E06wake_z217_.Farm_E06wake217.type = PlaneSampler +E06wake_z217_.Farm_E06wake217.num_points = 316 401 +E06wake_z217_.Farm_E06wake217.origin = 640388.6940958027 4030719.6365441643 217.5 +E06wake_z217_.Farm_E06wake217.axis1 = 0.0 4000.5 0.0 +E06wake_z217_.Farm_E06wake217.axis2 = 5080.0 0.0 0.0 +E06wake_z217_.Farm_E06wake217.offset_vector = 0.0 0.0 0.0 +E06wake_z281_.Farm_E06wake281.type = PlaneSampler +E06wake_z281_.Farm_E06wake281.num_points = 316 401 +E06wake_z281_.Farm_E06wake281.origin = 640388.6940958027 4030719.6365441643 281.0 +E06wake_z281_.Farm_E06wake281.axis1 = 0.0 4000.5 0.0 +E06wake_z281_.Farm_E06wake281.axis2 = 5080.0 0.0 0.0 +E06wake_z281_.Farm_E06wake281.offset_vector = 0.0 0.0 0.0 +E06wake_z344_.Farm_E06wake344.type = PlaneSampler +E06wake_z344_.Farm_E06wake344.num_points = 316 401 +E06wake_z344_.Farm_E06wake344.origin = 640388.6940958027 4030719.6365441643 344.5 +E06wake_z344_.Farm_E06wake344.axis1 = 0.0 4000.5 0.0 +E06wake_z344_.Farm_E06wake344.axis2 = 5080.0 0.0 0.0 +E06wake_z344_.Farm_E06wake344.offset_vector = 0.0 0.0 0.0 +all_z90_.Farm_allhh.type = PlaneSampler +all_z90_.Farm_allhh.num_points = 121 89 +all_z90_.Farm_allhh.origin = 625500.0001 4021200.0001 90.0 +all_z90_.Farm_allhh.axis1 = 23999.9998 0.0 0.0 +all_z90_.Farm_allhh.axis2 = 0.0 17599.9998 0.0 +all_z90_.Farm_allhh.offset_vector = 0.0 0.0 0.0 +farm_z90_.Farm_hh90.type = PlaneSampler +farm_z90_.Farm_hh90.num_points = 61 94 +farm_z90_.Farm_hh90.origin = 629700.0 4023000.0 90.0 +farm_z90_.Farm_hh90.axis1 = 0.0 12000.0 0.0 +farm_z90_.Farm_hh90.axis2 = 18600.0 0.0 0.0 +farm_z90_.Farm_hh90.offset_vector = 0.0 0.0 0.0 +farm_z153_.Farm_hh153.type = PlaneSampler +farm_z153_.Farm_hh153.num_points = 61 94 +farm_z153_.Farm_hh153.origin = 629700.0 4023000.0 153.0 +farm_z153_.Farm_hh153.axis1 = 0.0 12000.0 0.0 +farm_z153_.Farm_hh153.axis2 = 18600.0 0.0 0.0 +farm_z153_.Farm_hh153.offset_vector = 0.0 0.0 0.0 +KP_z500hh_.Farm_KP500.type = PlaneSampler +KP_z500hh_.Farm_KP500.num_points = 651 1001 +KP_z500hh_.Farm_KP500.origin = 649000.0 4023000.0 500.0 +KP_z500hh_.Farm_KP500.axis1 = 7.960204194457796e-13 13000.0 0.0 +KP_z500hh_.Farm_KP500.axis2 = -20000.0 1.2246467991473533e-12 -0.0 +KP_z500hh_.Farm_KP500.offset_vector = 0.0 0.0 0.0 +KP_z153hh_.Farm_KP153.type = PlaneSampler +KP_z153hh_.Farm_KP153.num_points = 651 1001 +KP_z153hh_.Farm_KP153.origin = 649000.0 4023000.0 153.0 +KP_z153hh_.Farm_KP153.axis1 = 7.960204194457796e-13 13000.0 0.0 +KP_z153hh_.Farm_KP153.axis2 = -20000.0 1.2246467991473533e-12 -0.0 +KP_z153hh_.Farm_KP153.offset_vector = 0.0 0.0 0.0 +KP_z090hh_.Farm_KP090.type = PlaneSampler +KP_z090hh_.Farm_KP090.num_points = 651 1001 +KP_z090hh_.Farm_KP090.origin = 649000.0 4023000.0 90.0 +KP_z090hh_.Farm_KP090.axis1 = 7.960204194457796e-13 13000.0 0.0 +KP_z090hh_.Farm_KP090.axis2 = -20000.0 1.2246467991473533e-12 -0.0 +KP_z090hh_.Farm_KP090.offset_vector = 0.0 0.0 0.0 +KP_z026hh_.Farm_KP026.type = PlaneSampler +KP_z026hh_.Farm_KP026.num_points = 651 1001 +KP_z026hh_.Farm_KP026.origin = 649000.0 4023000.0 26.0 +KP_z026hh_.Farm_KP026.axis1 = 7.960204194457796e-13 13000.0 0.0 +KP_z026hh_.Farm_KP026.axis2 = -20000.0 1.2246467991473533e-12 -0.0 +KP_z026hh_.Farm_KP026.offset_vector = 0.0 0.0 0.0 +KP_sideplane1o_.Farm_KP_sideplane1o.type = PlaneSampler +KP_sideplane1o_.Farm_KP_sideplane1o.num_points = 601 26 +KP_sideplane1o_.Farm_KP_sideplane1o.origin = 641093.2986876871 4024459.2841308746 0.09999999999999432 +KP_sideplane1o_.Farm_KP_sideplane1o.axis1 = -5023.916850449134 10897.718085900977 0.0 +KP_sideplane1o_.Farm_KP_sideplane1o.axis2 = 0.0 0.0 500.0 +KP_sideplane1o_.Farm_KP_sideplane1o.offset_vector = -0.9081431738250814 -0.4186597375374278 0.0 +KP_sideplane1o_.Farm_KP_sideplane1o.offsets = 0.0 3500.0 7000.0 +KP_sideplane2o_.Farm_KP_sideplane2o.type = PlaneSampler +KP_sideplane2o_.Farm_KP_sideplane2o.num_points = 601 26 +KP_sideplane2o_.Farm_KP_sideplane2o.origin = 641093.2986876871 4024459.2841308746 0.09999999999999432 +KP_sideplane2o_.Farm_KP_sideplane2o.axis1 = -5023.916850449134 10897.718085900977 0.0 +KP_sideplane2o_.Farm_KP_sideplane2o.axis2 = 0.0 0.0 500.0 +KP_sideplane2o_.Farm_KP_sideplane2o.offset_vector = -0.9081431738250814 -0.4186597375374278 0.0 +KP_sideplane2o_.Farm_KP_sideplane2o.offsets = 0.0 -3500.0 -7000.0 +KP_inflow1o_.Farm_KP_ioflow1o.type = PlaneSampler +KP_inflow1o_.Farm_KP_ioflow1o.num_points = 701 26 +KP_inflow1o_.Farm_KP_ioflow1o.origin = 647450.3009044627 4027389.9022936365 0.09999999999999432 +KP_inflow1o_.Farm_KP_ioflow1o.axis1 = -12714.00443355114 -5861.236325523989 0.0 +KP_inflow1o_.Farm_KP_ioflow1o.axis2 = 0.0 0.0 500.0 +KP_inflow1o_.Farm_KP_ioflow1o.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KP_inflow1o_.Farm_KP_ioflow1o.offsets = 0.0 3000.0 6000.0 9000.0 12000.0 +KPturbhh_.WIT_USKPL_SS001_WT001_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT001_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT001_KPturbhh.origin = 635308.0117713952 4029058.525573227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT001_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT001_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT001_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT002_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT002_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT002_KPturbhh.origin = 634896.6818063952 4029015.175208227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT002_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT002_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT002_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT003_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT003_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT003_KPturbhh.origin = 634508.2718733952 4029072.706060227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT003_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT003_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT003_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT004_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT004_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT004_KPturbhh.origin = 633568.9920283952 4028974.635815227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT004_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT004_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT004_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT005_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT005_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT005_KPturbhh.origin = 632091.4716363952 4029049.275958227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT005_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT005_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT005_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT006_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT006_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT006_KPturbhh.origin = 632498.5820673952 4029923.765624227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT006_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT006_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT006_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT007_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT007_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT007_KPturbhh.origin = 632088.7714503952 4030110.255477227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT007_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT007_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT007_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT008_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT008_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT008_KPturbhh.origin = 631717.2619063952 4030204.025092227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT008_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT008_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT008_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT009_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT009_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT009_KPturbhh.origin = 631335.8820803952 4030246.595521227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT009_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT009_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT009_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT010_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT010_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT010_KPturbhh.origin = 636097.2217583952 4029092.6056122268 90.0 +KPturbhh_.WIT_USKPL_SS001_WT010_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT010_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT010_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT012_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT012_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT012_KPturbhh.origin = 633972.4016143952 4029464.195033227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT012_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT012_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT012_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT013_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT013_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT013_KPturbhh.origin = 634851.1513923953 4030308.215219227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT013_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT013_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT013_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT014_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT014_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT014_KPturbhh.origin = 633653.0417383952 4030431.865182227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT014_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT014_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT014_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT015_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT015_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT015_KPturbhh.origin = 632848.5221073952 4031477.275519227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT015_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT015_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT015_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT016_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT016_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT016_KPturbhh.origin = 633217.4513313952 4031732.695670227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT016_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT016_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT016_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT017_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT017_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT017_KPturbhh.origin = 633563.9521083952 4032004.125601227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT017_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT017_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT017_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT018_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT018_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT018_KPturbhh.origin = 633951.4019763952 4031999.805199227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT018_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT018_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT018_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT019_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT019_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT019_KPturbhh.origin = 637280.5919713952 4029108.055693227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT019_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT019_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT019_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT020_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT020_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT020_KPturbhh.origin = 636880.7916373952 4029072.575884227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT020_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT020_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT020_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT021_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT021_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT021_KPturbhh.origin = 636489.8016493953 4029072.505794227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT021_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT021_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT021_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT022_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT022_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT022_KPturbhh.origin = 636928.6319903953 4030363.985828227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT022_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT022_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT022_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT023_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT023_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT023_KPturbhh.origin = 637320.5113573952 4030275.735965227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT023_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT023_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT023_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT024_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT024_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT024_KPturbhh.origin = 637842.1020243953 4030277.745750227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT024_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT024_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT024_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT025_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT025_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT025_KPturbhh.origin = 638191.0021073952 4030449.745947227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT025_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT025_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT025_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT026_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT026_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT026_KPturbhh.origin = 638518.4416403952 4030722.955918227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT026_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT026_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT026_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT027_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT027_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT027_KPturbhh.origin = 638888.5114993952 4030595.755764227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT027_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT027_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT027_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT028_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT028_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT028_KPturbhh.origin = 639646.7420123952 4030003.415718227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT028_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT028_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT028_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT030_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT030_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT030_KPturbhh.origin = 640430.7219763952 4029936.205872227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT030_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT030_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT030_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT031_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT031_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT031_KPturbhh.origin = 640911.6521723953 4030028.715110227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT031_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT031_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT031_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT032_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT032_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT032_KPturbhh.origin = 641640.6119433952 4030038.245049227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT032_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT032_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT032_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT033_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT033_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT033_KPturbhh.origin = 639529.7519673952 4028049.595100227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT033_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT033_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT033_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT034_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT034_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT034_KPturbhh.origin = 639931.2515663952 4028059.165345227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT034_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT034_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT034_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT035_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT035_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT035_KPturbhh.origin = 640417.0819053953 4028000.975228227 90.0 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-854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT037_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT037_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT038_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT038_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT038_KPturbhh.origin = 642840.4217373952 4029995.755839227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT038_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT038_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT038_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT039_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT039_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT039_KPturbhh.origin = 643213.9415243953 4030087.415672227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT039_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 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-1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT041_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT042_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT042_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT042_KPturbhh.origin = 644467.6712983953 4030116.5760742268 90.0 +KPturbhh_.WIT_USKPL_SS001_WT042_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT042_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT042_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT043_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT043_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT043_KPturbhh.origin = 644834.1713553952 4029261.215698227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT043_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT043_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 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0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT046_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT046_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT046_KPturbhh.origin = 643193.3620263952 4028090.315877227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT046_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT046_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT046_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT047_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT047_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT047_KPturbhh.origin = 643632.3917953952 4028104.006050227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT047_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT047_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT047_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT048_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT048_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT048_KPturbhh.origin = 644068.1618203953 4028109.575358227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT048_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT048_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT048_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT049_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT049_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT049_KPturbhh.origin = 644465.7013603952 4028138.225737227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT049_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT049_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT049_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT050_KPturbhh.type = PlaneSampler 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153 +KPturbhh_.WIT_USKPL_SS001_WT052_KPturbhh.origin = 646910.8520403953 4027434.835757227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT052_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT052_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT052_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT053_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT053_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT053_KPturbhh.origin = 648091.4812923952 4027245.315955227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT053_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT053_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT053_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT054_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT054_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT054_KPturbhh.origin = 643575.3618823952 4026828.005860227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT054_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT054_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT054_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT055_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT055_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT055_KPturbhh.origin = 644082.7319303952 4026820.155582227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT055_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT055_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT055_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT056_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT056_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT056_KPturbhh.origin = 644497.0914183952 4026869.695067227 90.0 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-854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT058_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT058_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT059_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT059_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT059_KPturbhh.origin = 645717.7817753952 4026499.865461227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT059_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT059_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT059_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT060_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT060_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT060_KPturbhh.origin = 647363.5919893952 4025740.836148227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT060_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 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-1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT062_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT063_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT063_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT063_KPturbhh.origin = 642520.9114583952 4024977.985408227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT063_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT063_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT063_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT064_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT064_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT064_KPturbhh.origin = 642931.0216533953 4025053.815417227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT064_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT064_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT064_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT065_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT065_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT065_KPturbhh.origin = 643347.6015893952 4025063.705575227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT065_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT065_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT065_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT066_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT066_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT066_KPturbhh.origin = 643730.7616403952 4025052.125725227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT066_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT066_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT066_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT067_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT067_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT067_KPturbhh.origin = 644167.0021843952 4024974.285210227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT067_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT067_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT067_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT068_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT068_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT068_KPturbhh.origin = 644513.4519953952 4025132.795354227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT068_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT068_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT068_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT069_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT069_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT069_KPturbhh.origin = 644914.6618013952 4025093.015239227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT069_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT069_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT069_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT070_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT070_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT070_KPturbhh.origin = 645344.0721183952 4025049.065540227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT070_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT070_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT070_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT071_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT071_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT071_KPturbhh.origin = 645932.0618253952 4024898.345335227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT071_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT071_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT071_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT072_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT072_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT072_KPturbhh.origin = 638251.0821703952 4027531.795808227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT072_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT072_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT072_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT073_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT073_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT073_KPturbhh.origin = 638695.8317933952 4027384.845399227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT073_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT073_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT073_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT074_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT074_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT074_KPturbhh.origin = 640055.0115123952 4026780.135194227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT074_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT074_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT074_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT075_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT075_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT075_KPturbhh.origin = 640373.1421773952 4026363.855994227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT075_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT075_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT075_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT076_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT076_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT076_KPturbhh.origin = 641293.1716193953 4026766.855054227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT076_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT076_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT076_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT077_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT077_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT077_KPturbhh.origin = 641642.4521783952 4027202.215590227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT077_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT077_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT077_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT078_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT078_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT078_KPturbhh.origin = 642050.5921523952 4027509.765413227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT078_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT078_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT078_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT080_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT080_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT080_KPturbhh.origin = 637836.5214153952 4027340.915367227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT080_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT080_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT080_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT081_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT081_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT081_KPturbhh.origin = 637352.0321453952 4027127.425621227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT081_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT081_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT081_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT082_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT082_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT082_KPturbhh.origin = 636964.4317033952 4027160.405463227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT082_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT082_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT082_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT083_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT083_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT083_KPturbhh.origin = 636567.6419703952 4027102.625197227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT083_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT083_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT083_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT084_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT084_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT084_KPturbhh.origin = 636175.1914633953 4027069.806049227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT084_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT084_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT084_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT085_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT085_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT085_KPturbhh.origin = 635675.2214533952 4027416.495507227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT085_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT085_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT085_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT086_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT086_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT086_KPturbhh.origin = 635290.9118203953 4027342.024994227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT086_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT086_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT086_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT087_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT087_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT087_KPturbhh.origin = 634978.8519193953 4027109.276030227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT087_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT087_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT087_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPturbhh_.WIT_USKPL_SS001_WT088_KPturbhh.type = PlaneSampler +KPturbhh_.WIT_USKPL_SS001_WT088_KPturbhh.num_points = 205 153 +KPturbhh_.WIT_USKPL_SS001_WT088_KPturbhh.origin = 634587.3218963952 4027044.055469227 90.0 +KPturbhh_.WIT_USKPL_SS001_WT088_KPturbhh.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPturbhh_.WIT_USKPL_SS001_WT088_KPturbhh.axis2 = -1380.3776242141237 -636.3628010568902 0.0 +KPturbhh_.WIT_USKPL_SS001_WT088_KPturbhh.offset_vector = 0.0 0.0 0.0 +KPsw_.WIT_USKPL_SS001_WT001_KPsw.type = PlaneSampler +KPsw_.WIT_USKPL_SS001_WT001_KPsw.num_points = 205 47 +KPsw_.WIT_USKPL_SS001_WT001_KPsw.origin = 634617.8229592881 4028740.3441726984 10.0 +KPsw_.WIT_USKPL_SS001_WT001_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPsw_.WIT_USKPL_SS001_WT001_KPsw.axis2 = 0.0 0.0 460.0 +KPsw_.WIT_USKPL_SS001_WT001_KPsw.offset_vector = 0.0 0.0 0.0 +KPsw_.WIT_USKPL_SS001_WT002_KPsw.type = PlaneSampler +KPsw_.WIT_USKPL_SS001_WT002_KPsw.num_points = 205 47 +KPsw_.WIT_USKPL_SS001_WT002_KPsw.origin = 634206.4929942881 4028696.993807698 10.0 +KPsw_.WIT_USKPL_SS001_WT002_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPsw_.WIT_USKPL_SS001_WT002_KPsw.axis2 = 0.0 0.0 460.0 +KPsw_.WIT_USKPL_SS001_WT002_KPsw.offset_vector = 0.0 0.0 0.0 +KPsw_.WIT_USKPL_SS001_WT003_KPsw.type = PlaneSampler +KPsw_.WIT_USKPL_SS001_WT003_KPsw.num_points = 205 47 +KPsw_.WIT_USKPL_SS001_WT003_KPsw.origin = 633818.0830612881 4028754.5246596984 10.0 +KPsw_.WIT_USKPL_SS001_WT003_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPsw_.WIT_USKPL_SS001_WT003_KPsw.axis2 = 0.0 0.0 460.0 +KPsw_.WIT_USKPL_SS001_WT003_KPsw.offset_vector = 0.0 0.0 0.0 +KPsw_.WIT_USKPL_SS001_WT004_KPsw.type = PlaneSampler +KPsw_.WIT_USKPL_SS001_WT004_KPsw.num_points = 205 47 +KPsw_.WIT_USKPL_SS001_WT004_KPsw.origin = 632878.8032162881 4028656.4544146983 10.0 +KPsw_.WIT_USKPL_SS001_WT004_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPsw_.WIT_USKPL_SS001_WT004_KPsw.axis2 = 0.0 0.0 460.0 +KPsw_.WIT_USKPL_SS001_WT004_KPsw.offset_vector = 0.0 0.0 0.0 +KPsw_.WIT_USKPL_SS001_WT005_KPsw.type = PlaneSampler +KPsw_.WIT_USKPL_SS001_WT005_KPsw.num_points = 205 47 +KPsw_.WIT_USKPL_SS001_WT005_KPsw.origin = 631401.2828242881 4028731.0945576984 10.0 +KPsw_.WIT_USKPL_SS001_WT005_KPsw.axis1 = -854.0658645763527 1852.612074603166 0.0 +KPsw_.WIT_USKPL_SS001_WT005_KPsw.axis2 = 0.0 0.0 460.0 +KPsw_.WIT_USKPL_SS001_WT005_KPsw.offset_vector = 0.0 0.0 0.0 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-0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT002_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT003_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT003_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT003_KProtor.origin = 634508.2718733952 4029072.706060227 26.5 +KProtor_.WIT_USKPL_SS001_WT003_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT003_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT003_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT003_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT004_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT004_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT004_KProtor.origin = 633568.9920283952 4028974.635815227 26.5 +KProtor_.WIT_USKPL_SS001_WT004_KProtor.axis1 = -1380.3776242141237 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1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT008_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT008_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT008_KProtor.origin = 631717.2619063952 4030204.025092227 26.5 +KProtor_.WIT_USKPL_SS001_WT008_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT008_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT008_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT008_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT009_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT009_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT009_KProtor.origin = 631335.8820803952 4030246.595521227 26.5 +KProtor_.WIT_USKPL_SS001_WT009_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT009_KProtor.axis2 = 0.0 0.0 443.5 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1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT021_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT021_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT021_KProtor.origin = 636489.8016493953 4029072.505794227 26.5 +KProtor_.WIT_USKPL_SS001_WT021_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT021_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT021_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT021_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT022_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT022_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT022_KProtor.origin = 636928.6319903953 4030363.985828227 26.5 +KProtor_.WIT_USKPL_SS001_WT022_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT022_KProtor.axis2 = 0.0 0.0 443.5 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1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT034_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT034_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT034_KProtor.origin = 639931.2515663952 4028059.165345227 26.5 +KProtor_.WIT_USKPL_SS001_WT034_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT034_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT034_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT034_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT035_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT035_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT035_KProtor.origin = 640417.0819053953 4028000.975228227 26.5 +KProtor_.WIT_USKPL_SS001_WT035_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT035_KProtor.axis2 = 0.0 0.0 443.5 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1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT046_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT046_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT046_KProtor.origin = 643193.3620263952 4028090.315877227 26.5 +KProtor_.WIT_USKPL_SS001_WT046_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT046_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT046_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT046_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT047_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT047_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT047_KProtor.origin = 643632.3917953952 4028104.006050227 26.5 +KProtor_.WIT_USKPL_SS001_WT047_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT047_KProtor.axis2 = 0.0 0.0 443.5 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1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT058_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT058_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT058_KProtor.origin = 645306.3120113952 4026850.056040227 26.5 +KProtor_.WIT_USKPL_SS001_WT058_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT058_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT058_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT058_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT059_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT059_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT059_KProtor.origin = 645717.7817753952 4026499.865461227 26.5 +KProtor_.WIT_USKPL_SS001_WT059_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT059_KProtor.axis2 = 0.0 0.0 443.5 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+KProtor_.WIT_USKPL_SS001_WT066_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT066_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT066_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT067_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT067_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT067_KProtor.origin = 644167.0021843952 4024974.285210227 26.5 +KProtor_.WIT_USKPL_SS001_WT067_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT067_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT067_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT067_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT068_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT068_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT068_KProtor.origin = 644513.4519953952 4025132.795354227 26.5 +KProtor_.WIT_USKPL_SS001_WT068_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT068_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT068_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT068_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT069_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT069_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT069_KProtor.origin = 644914.6618013952 4025093.015239227 26.5 +KProtor_.WIT_USKPL_SS001_WT069_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT069_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT069_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT069_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT070_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT070_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT070_KProtor.origin = 645344.0721183952 4025049.065540227 26.5 +KProtor_.WIT_USKPL_SS001_WT070_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT070_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT070_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT070_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT071_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT071_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT071_KProtor.origin = 645932.0618253952 4024898.345335227 26.5 +KProtor_.WIT_USKPL_SS001_WT071_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT071_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT071_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT071_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT072_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT072_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT072_KProtor.origin = 638251.0821703952 4027531.795808227 26.5 +KProtor_.WIT_USKPL_SS001_WT072_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT072_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT072_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT072_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT073_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT073_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT073_KProtor.origin = 638695.8317933952 4027384.845399227 26.5 +KProtor_.WIT_USKPL_SS001_WT073_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT073_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT073_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT073_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT074_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT074_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT074_KProtor.origin = 640055.0115123952 4026780.135194227 26.5 +KProtor_.WIT_USKPL_SS001_WT074_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT074_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT074_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT074_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT075_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT075_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT075_KProtor.origin = 640373.1421773952 4026363.855994227 26.5 +KProtor_.WIT_USKPL_SS001_WT075_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT075_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT075_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT075_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT076_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT076_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT076_KProtor.origin = 641293.1716193953 4026766.855054227 26.5 +KProtor_.WIT_USKPL_SS001_WT076_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT076_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT076_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT076_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT077_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT077_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT077_KProtor.origin = 641642.4521783952 4027202.215590227 26.5 +KProtor_.WIT_USKPL_SS001_WT077_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT077_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT077_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT077_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT078_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT078_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT078_KProtor.origin = 642050.5921523952 4027509.765413227 26.5 +KProtor_.WIT_USKPL_SS001_WT078_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT078_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT078_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT078_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT080_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT080_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT080_KProtor.origin = 637836.5214153952 4027340.915367227 26.5 +KProtor_.WIT_USKPL_SS001_WT080_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT080_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT080_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT080_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT081_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT081_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT081_KProtor.origin = 637352.0321453952 4027127.425621227 26.5 +KProtor_.WIT_USKPL_SS001_WT081_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT081_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT081_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT081_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT082_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT082_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT082_KProtor.origin = 636964.4317033952 4027160.405463227 26.5 +KProtor_.WIT_USKPL_SS001_WT082_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT082_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT082_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT082_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT083_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT083_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT083_KProtor.origin = 636567.6419703952 4027102.625197227 26.5 +KProtor_.WIT_USKPL_SS001_WT083_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT083_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT083_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT083_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT084_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT084_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT084_KProtor.origin = 636175.1914633953 4027069.806049227 26.5 +KProtor_.WIT_USKPL_SS001_WT084_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT084_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT084_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT084_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT085_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT085_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT085_KProtor.origin = 635675.2214533952 4027416.495507227 26.5 +KProtor_.WIT_USKPL_SS001_WT085_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT085_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT085_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT085_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT086_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT086_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT086_KProtor.origin = 635290.9118203953 4027342.024994227 26.5 +KProtor_.WIT_USKPL_SS001_WT086_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT086_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT086_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT086_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT087_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT087_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT087_KProtor.origin = 634978.8519193953 4027109.276030227 26.5 +KProtor_.WIT_USKPL_SS001_WT087_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT087_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT087_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT087_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 +KProtor_.WIT_USKPL_SS001_WT088_KProtor.type = PlaneSampler +KProtor_.WIT_USKPL_SS001_WT088_KProtor.num_points = 153 45 +KProtor_.WIT_USKPL_SS001_WT088_KProtor.origin = 634587.3218963952 4027044.055469227 26.5 +KProtor_.WIT_USKPL_SS001_WT088_KProtor.axis1 = -1380.3776242141237 -636.3628010568902 0.0 +KProtor_.WIT_USKPL_SS001_WT088_KProtor.axis2 = 0.0 0.0 443.5 +KProtor_.WIT_USKPL_SS001_WT088_KProtor.offset_vector = -0.4186597375374278 0.9081431738250814 0.0 +KProtor_.WIT_USKPL_SS001_WT088_KProtor.offsets = 0.0 255.0 510.0 765.0 1020.0 1275.0 1530.0 1785.0 2040.0 + +#---- extra params ---- +#== END AMR-WIND INPUT == diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/input_files/turbines_farmrun.csv b/amr-wind/actuator_line/AWAKEN_benchmark/input_files/turbines_farmrun.csv new file mode 100644 index 00000000..894b3605 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/input_files/turbines_farmrun.csv @@ -0,0 +1,86 @@ +# name, x, y, type, yaw, hubheight, options +WIT_USKPL_SS001_WT001,634190.790027,4029666.65021,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT002,633779.460062,4029623.299845,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT003,633391.050129,4029680.830697,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT004,632451.770284,4029582.760452,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT005,630974.249892,4029657.400595,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT006,631381.360323,4030531.890261,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT007,630971.549706,4030718.380114,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT008,630600.040162,4030812.149729,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT009,630218.660336,4030854.720158,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT010,634980.000014,4029700.730249,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT012,632855.17987,4030072.31967,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT013,633733.929648,4030916.339856,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT014,632535.819994,4031039.989819,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT015,631731.300363,4032085.400156,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT016,632100.229587,4032340.820307,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT017,632446.730364,4032612.250238,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT018,632834.180232,4032607.929836,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT019,636163.370227,4029716.18033,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT020,635763.569893,4029680.700521,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT021,635372.579905,4029680.630431,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT022,635811.410246,4030972.110465,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT023,636203.289613,4030883.860602,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT024,636724.88028,4030885.870387,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT025,637073.780363,4031057.870584,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT026,637401.219896,4031331.080555,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT027,637771.289755,4031203.880401,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT028,638529.520268,4030611.540355,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT030,639313.500232,4030544.330509,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT031,639794.430428,4030636.839747,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT032,640523.390199,4030646.369686,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT033,638412.530223,4028657.719737,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT034,638814.029822,4028667.289982,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT035,639299.860161,4028609.099865,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT036,640910.509828,4030667.889677,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT037,641313.889784,4030639.430199,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT038,641723.199993,4030603.880476,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT039,642096.71978,4030695.540309,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT040,642480.269675,4030613.520651,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT041,642926.790024,4030719.630613,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT042,643350.449554,4030724.700711,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT043,643716.949611,4029869.340335,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT044,644153.999834,4029912.520628,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT045,641659.479983,4028640.250261,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT046,642076.140282,4028698.440514,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT047,642515.170051,4028712.130687,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT048,642950.940076,4028717.699995,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT049,643348.479616,4028746.350374,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT050,644923.08965,4028068.550457,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT051,645357.869727,4028064.730676,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT052,645793.630296,4028042.960394,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT053,646974.259548,4027853.440592,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT054,642458.140138,4027436.130497,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT055,642965.510186,4027428.280219,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT056,643379.869674,4027477.819704,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT057,643783.360373,4027510.40974,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT058,644189.090267,4027458.180677,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT059,644600.560031,4027107.990098,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT060,646246.370245,4026348.960785,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT061,646631.829605,4026329.120498,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT062,647045.64997,4026325.089724,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT063,641403.689714,4025586.110045,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT064,641813.799909,4025661.940054,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT065,642230.379845,4025671.830212,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT066,642613.539896,4025660.250362,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT067,643049.78044,4025582.409847,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT068,643396.230251,4025740.919991,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT069,643797.440057,4025701.139876,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT070,644226.850374,4025657.190177,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT071,644814.840081,4025506.469972,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT072,637133.860426,4028139.920445,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT073,637578.610049,4027992.970036,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT074,638937.789768,4027388.259831,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT075,639255.920433,4026971.980631,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT076,640175.949875,4027374.979691,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT077,640525.230434,4027810.340227,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT078,640933.370408,4028117.89005,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT080,636719.299671,4027949.040004,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT081,636234.810401,4027735.550258,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT082,635847.209959,4027768.5301,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT083,635450.420226,4027710.749834,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT084,635057.969719,4027677.930686,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT085,634557.999709,4028024.620144,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT086,634173.690076,4027950.149631,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT087,633861.630175,4027717.400667,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 +WIT_USKPL_SS001_WT088,633470.100152,4027652.180106,NREL 2.8-127 ADM AWAKEN,155.25, ,EDparam_YawDOF:False AMRparam_Actuator_openfast_stop_time:5400.0 FSTparam_DT_Out:0.5 FSTparam_TStart:0.0 ADparam_AirDens:Default EDparam_BlPitch(1):0.0 EDparam_BlPitch(2):0.0 EDparam_BlPitch(3):0.0 EDparam_YawDOF:True SDparam_YawNeut:114.75 SDparam_YCMode:5 SDparam_TYCOn:0.0 DISCONparam_Y_ControlMode:1 DISCONparam_Y_ErrThresh:'4.0 4.0' DISCONparam_WE_RhoAir:1.103707 diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/setup/KP_Domain_refinement.png b/amr-wind/actuator_line/AWAKEN_benchmark/setup/KP_Domain_refinement.png new file mode 100644 index 0000000000000000000000000000000000000000..3ec1fca5f40fcf114e7aaa8f8682d50f403180e5 GIT binary patch literal 47216 zcmeFZ2UJw~mo8eMXp0JMz<>e7f(m~d*{5Z z-97AGoJEDig)R%6v-9+H^^g`8cKW~GAmrk1E8Kr~r4BA~!1b1~2MTpe3i*#N;=Lgq 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z+869^J`4h#j?wY$yB{@2W<%ynx`MV4V$`|5|t6T{dNEv!r&k`Ub(YTuIx#R(u}JHE09 z2P={1@Cbmj5@O%%WP9Au^AexBozTe@(L_q08!4l>V>`?XN|@C#p>M3BV4qzNV}{;Tho`|Jmq}o|7N@I zJA=58c^v^g*?nx$+1lyxZqk;|c6n9?`>Wi;rBLdXGPPv3BFLqR%K&wV|FRT%1K7I| znIb$4$cDTb@aqnWe&Mk%_ot|`9PSD6V4ASEOt)glctu?bSbP*!8CKJH8c+vz*9sV+ z2oZVY92)rpwhiyq?Numt)HQaRh-vz)Q_^+~0ioLG6G*Yk-^S0^e^>a&2T=HBpAnSvwgoFbsW(5{HRn{;T( z0ALzZrv8ff Date: Wed, 24 Sep 2025 11:48:32 -0600 Subject: [PATCH 07/21] Start postprocessing section --- .../actuator_line/AWAKEN_benchmark/README.md | 6 ++++++ .../AWAKEN_benchmark/post_processing/README.md | 17 +++++++++++++++++ 2 files changed, 23 insertions(+) create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/post_processing/README.md diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/README.md b/amr-wind/actuator_line/AWAKEN_benchmark/README.md index 9e684b82..36a5467a 100644 --- a/amr-wind/actuator_line/AWAKEN_benchmark/README.md +++ b/amr-wind/actuator_line/AWAKEN_benchmark/README.md @@ -26,5 +26,11 @@ Running this simulation requires setting up a precursor ABL calculation to match ## Postprocessing +Full details of the postprocessing methods used in the benchmark simulation are provided in the [**postprocessing documentation**](postprocessing/README.md). + +A number of scripts and notebooks are provided which should extract the +- turbine performance time history +- virtual lidar measurements + ## Results diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/post_processing/README.md b/amr-wind/actuator_line/AWAKEN_benchmark/post_processing/README.md new file mode 100644 index 00000000..06286c0b --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/post_processing/README.md @@ -0,0 +1,17 @@ +# Postprocessing AWAKEN benchmark results + +**Contents** + +- [OpenFAST turbine results](#openfast-turbine-results) + +**Note**: In many of the python scripts and Jupyter notebooks provided, the path to the [AMR-Wind front end](https://github.com/Exawind/amr-wind-frontend) library must be provided. If necessary, download the library and edit the lines in the python code which define `amrwindfedirs` to include any locations of that library. +```python +# Add any possible locations of amr-wind-frontend here +amrwindfedirs = ['/projects/wind_uq/lcheung/amrwind-frontend/', + '/ccs/proj/cfd162/lcheung/amrwind-frontend/'] +import sys, os, shutil, io +for x in amrwindfedirs: sys.path.insert(1, x) +``` + +## OpenFAST turbine results + From c88f7dd03c2f7efe4a3ccf6b90c88c3b085c3250 Mon Sep 17 00:00:00 2001 From: Lawrence Cheung <15526007+lawrenceccheung@users.noreply.github.com> Date: Wed, 24 Sep 2025 11:49:47 -0600 Subject: [PATCH 08/21] Rename postprocessing --- .../{post_processing => postprocessing}/README.md | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename amr-wind/actuator_line/AWAKEN_benchmark/{post_processing => postprocessing}/README.md (100%) diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/post_processing/README.md b/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/README.md similarity index 100% rename from amr-wind/actuator_line/AWAKEN_benchmark/post_processing/README.md rename to amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/README.md From 2f83bd97a9907289a583e25cf6804ef6a40bc4e0 Mon Sep 17 00:00:00 2001 From: Lawrence Cheung <15526007+lawrenceccheung@users.noreply.github.com> Date: Wed, 24 Sep 2025 15:05:43 -0600 Subject: [PATCH 09/21] Adding more postprocessing --- .../postprocessing/AVG_Lidar.ipynb | 833 +++++++++++ .../postprocessing/Extract_OF_Results.ipynb | 1265 +++++++++++++++++ .../AWAKEN_benchmark/postprocessing/README.md | 6 + 3 files changed, 2104 insertions(+) create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/AVG_Lidar.ipynb create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/Extract_OF_Results.ipynb diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/AVG_Lidar.ipynb b/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/AVG_Lidar.ipynb new file mode 100644 index 00000000..fd5aeb94 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/AVG_Lidar.ipynb @@ -0,0 +1,833 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "f5e67d25-b3f1-40cf-8df3-64647d7e3e58", + "metadata": {}, + "source": [ + "# Average lidar" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "6a614130-e131-424a-8308-21840c5b0f59", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/ascldap/users/lcheung/.local/lib/python3.9/site-packages/pandas/core/computation/expressions.py:21: UserWarning: Pandas requires version '2.8.4' or newer of 'numexpr' (version '2.8.1' currently installed).\n", + " from pandas.core.computation.check import NUMEXPR_INSTALLED\n", + "/ascldap/users/lcheung/.local/lib/python3.9/site-packages/pandas/core/arrays/masked.py:60: UserWarning: Pandas requires version '1.3.6' or newer of 'bottleneck' (version '1.3.4' currently installed).\n", + " from pandas.core import (\n" + ] + } + ], + "source": [ + "# Add any possible locations of amr-wind-frontend here\n", + "amrwindfedirs = ['/projects/wind_uq/lcheung/amrwind-frontend/',\n", + " '/ccs/proj/cfd162/lcheung/amrwind-frontend/',\n", + " ]\n", + "import sys, os, shutil, io\n", + "import numpy as np\n", + "for x in amrwindfedirs: sys.path.insert(1, x)\n", + "\n", + "from functools import partial\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "\n", + "# Make all plots inline \n", + "#%matplotlib inline\n", + "\n", + "import postproengine as ppeng\n", + "\n", + "import imageio\n", + "import glob\n", + "import cv2" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ccc16e6e-3470-4017-a784-7824fb2a8752", + "metadata": {}, + "outputs": [], + "source": [ + "# Load ruamel or pyyaml as needed\n", + "try:\n", + " import ruamel.yaml\n", + " yaml = ruamel.yaml.YAML(typ='unsafe', pure=True)\n", + " useruamel=True\n", + " loaderkwargs = {'Loader':yaml.RoundTripLoader}\n", + " dumperkwargs = {'Dumper':yaml.RoundTripDumper, 'indent':4, 'default_flow_style':False}\n", + " Loader=yaml.load\n", + "except:\n", + " import yaml as yaml\n", + " useruamel=False\n", + " loaderkwargs = {}\n", + " dumperkwargs = {'default_flow_style':False }\n", + " Loader=yaml.safe_load\n", + " \n", + "def stringReplaceDict(s, dreplace):\n", + " outstr = str(s)\n", + " for k, g in dreplace.items():\n", + " outstr=outstr.replace(k, str(g))\n", + " return outstr\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "328a60b4-1d11-479c-bdec-5075d8ee49dc", + "metadata": {}, + "outputs": [], + "source": [ + "replacedict={'RUNDIRA':'/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/',\n", + " 'RUNDIR_A1':'/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/',\n", + " 'RUNDIR_A2':'/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/',\n", + " 'RUNDIR_A3':'/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/',\n", + " 'NCPREFIX':'KP_z090hh',\n", + " }" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "5faa8e77-1ce2-4c68-a5e6-c63a253afe82", + "metadata": {}, + "outputs": [], + "source": [ + "yamlstring=\"\"\"\n", + "globalattributes:\n", + " verbose: False\n", + " executeorder:\n", + " - timeavgworkflow\n", + " - Reavgworkflow_C1a\n", + " - Reavgworkflow_A1H\n", + "\n", + "filelist: &nclist [RUNDIRA/post_processing/lidar_14400.nc, RUNDIR_A1/post_processing/lidar_37800.nc, RUNDIR_A2/post_processing/lidar_54000.nc, RUNDIR_A3/post_processing/lidar_72900.nc]\n", + "varlist: &vlist ['velocityx', 'velocityy', 'velocityz',]\n", + "\n", + "Reavgworkflow_C1a:\n", + " linesampler:\n", + " - name: lidar_siteC1a\n", + " ncfile: *nclist\n", + " group: lidar_siteC1a\n", + " varnames: *vlist\n", + " reynoldsstress: \n", + " tavg: [8400, 9000]\n", + " savefile: ../results/AVG_lidar/siteC1a_RESTRESS_9000.csv\n", + " - name: lidar_siteC1a\n", + " ncfile: *nclist\n", + " group: lidar_siteC1a\n", + " varnames: *vlist\n", + " reynoldsstress: \n", + " tavg: [10200, 10800]\n", + " savefile: ../results/AVG_lidar/siteC1a_RESTRESS_1800.csv\n", + " - name: lidar_siteC1a\n", + " ncfile: *nclist\n", + " group: lidar_siteC1a\n", + " varnames: *vlist\n", + " reynoldsstress: \n", + " tavg: [12000, 12600]\n", + " savefile: ../results/AVG_lidar/siteC1a_RESTRESS_12600.csv\n", + " - name: lidar_siteC1a\n", + " ncfile: *nclist\n", + " group: lidar_siteC1a\n", + " varnames: *vlist\n", + " reynoldsstress: \n", + " tavg: [13800, 14400]\n", + " savefile: ../results/AVG_lidar/siteC1a_RESTRESS_14400.csv\n", + "\n", + "Reavgworkflow_A1H:\n", + " linesampler:\n", + " - name: lidar_siteH\n", + " ncfile: *nclist\n", + " group: lidar_siteH\n", + " varnames: *vlist\n", + " reynoldsstress: \n", + " tavg: [8400, 9000]\n", + " savefile: ../results/AVG_lidar/siteH_RESTRESS_9000.csv\n", + " - name: lidar_siteH\n", + " ncfile: *nclist\n", + " group: lidar_siteH\n", + " varnames: *vlist\n", + " reynoldsstress: \n", + " tavg: [10200, 10800]\n", + " savefile: ../results/AVG_lidar/siteH_RESTRESS_10800.csv\n", + " - name: lidar_siteH\n", + " ncfile: *nclist\n", + " group: lidar_siteH\n", + " varnames: *vlist\n", + " reynoldsstress: \n", + " tavg: [12000, 12600]\n", + " savefile: ../results/AVG_lidar/siteH_RESTRESS_12600.csv\n", + " - name: lidar_siteH\n", + " ncfile: *nclist\n", + " group: lidar_siteH\n", + " varnames: *vlist\n", + " reynoldsstress: \n", + " tavg: [13800, 14400]\n", + " savefile: ../results/AVG_lidar/siteH_RESTRESS_14400.csv\n", + "\n", + " - name: lidar_siteA1\n", + " ncfile: *nclist\n", + " group: lidar_siteA1\n", + " varnames: *vlist\n", + " reynoldsstress: \n", + " tavg: [8400, 9000]\n", + " savefile: ../results/AVG_lidar/siteA1_RESTRESS_9000.csv\n", + " - name: lidar_siteA1\n", + " ncfile: *nclist\n", + " group: lidar_siteA1\n", + " varnames: *vlist\n", + " reynoldsstress: \n", + " tavg: [10200, 10800]\n", + " savefile: ../results/AVG_lidar/siteA1_RESTRESS_10800.csv\n", + " - name: lidar_siteA1\n", + " ncfile: *nclist\n", + " group: lidar_siteA1\n", + " varnames: *vlist\n", + " reynoldsstress: \n", + " tavg: [12000, 12600]\n", + " savefile: ../results/AVG_lidar/siteA1_RESTRESS_12600.csv\n", + " - name: lidar_siteA1\n", + " ncfile: *nclist\n", + " group: lidar_siteA1\n", + " varnames: *vlist\n", + " reynoldsstress: \n", + " tavg: [13800, 14400]\n", + " savefile: ../results/AVG_lidar/siteA1_RESTRESS_14400.csv\n", + "\n", + "timeavgworkflow:\n", + " linesampler:\n", + " - name: lidar_siteH\n", + " ncfile: *nclist\n", + " group: lidar_siteH\n", + " varnames: ['velocityx', 'velocityy', 'velocityz', 'temperature']\n", + " average: \n", + " tavg: [8400, 9000]\n", + " savefile: ../results/AVG_lidar/siteH_AVG_9000.csv\n", + " - name: lidar_siteH\n", + " ncfile: *nclist\n", + " group: lidar_siteH\n", + " varnames: ['velocityx', 'velocityy', 'velocityz', 'temperature']\n", + " average: \n", + " tavg: [10200, 10800]\n", + " savefile: ../results/AVG_lidar/siteH_AVG_10800.csv\n", + " - name: lidar_siteH\n", + " ncfile: *nclist\n", + " group: lidar_siteH\n", + " varnames: ['velocityx', 'velocityy', 'velocityz', 'temperature']\n", + " average: \n", + " tavg: [12000, 12600]\n", + " savefile: ../results/AVG_lidar/siteH_AVG_12600.csv\n", + " - name: lidar_siteH\n", + " ncfile: *nclist\n", + " group: lidar_siteH\n", + " varnames: ['velocityx', 'velocityy', 'velocityz', 'temperature']\n", + " average: \n", + " tavg: [13800, 14400]\n", + " savefile: ../results/AVG_lidar/siteH_AVG_14400.csv\n", + " \n", + " - name: lidar_siteA1\n", + " ncfile: *nclist\n", + " group: lidar_siteA1\n", + " varnames: ['velocityx', 'velocityy', 'velocityz', 'temperature']\n", + " average: \n", + " tavg: [8400, 9000]\n", + " savefile: ../results/AVG_lidar/siteA1_AVG_9000.csv\n", + " - name: lidar_siteA1\n", + " ncfile: *nclist\n", + " group: lidar_siteA1\n", + " varnames: ['velocityx', 'velocityy', 'velocityz', 'temperature']\n", + " average: \n", + " tavg: [10200, 10800]\n", + " savefile: ../results/AVG_lidar/siteA1_AVG_10800.csv\n", + " - name: lidar_siteA1\n", + " ncfile: *nclist\n", + " group: lidar_siteA1\n", + " varnames: ['velocityx', 'velocityy', 'velocityz', 'temperature']\n", + " average: \n", + " tavg: [12000, 12600]\n", + " savefile: ../results/AVG_lidar/siteA1_AVG_12600.csv\n", + " - name: lidar_siteA1\n", + " ncfile: *nclist\n", + " group: lidar_siteA1\n", + " varnames: ['velocityx', 'velocityy', 'velocityz', 'temperature']\n", + " average: \n", + " tavg: [13800, 14400]\n", + " savefile: ../results/AVG_lidar/siteA1_AVG_14400.csv\n", + "\n", + "\"\"\"\n", + "f = io.StringIO(stringReplaceDict(yamlstring, replacedict))\n", + "yamldict = Loader(f, **loaderkwargs)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "eda8e627-4c53-44bb-b527-f47c0c73d6f1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Initialized linesampler\n", + "Running linesampler\n", + "Initialized average inside linesampler\n", + "Executing average\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 6000\n", + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "\n", + "Ncount = 6000\n", + "\n", + "Initialized average inside linesampler\n", + "Executing average\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 6000\n", + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "\n", + "Ncount = 6000\n", + "\n", + "Initialized average inside linesampler\n", + "Executing average\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 6000\n", + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "\n", + "Ncount = 6000\n", + "\n", + "Initialized average inside linesampler\n", + "Executing average\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 5985\n", + "[============================================================] 100.0% \n", + "Ncount = 5985\n", + "\n", + "Initialized average inside linesampler\n", + "Executing average\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 6000\n", + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "\n", + "Ncount = 6000\n", + "\n", + "Initialized average inside linesampler\n", + "Executing average\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 6000\n", + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "\n", + "Ncount = 6000\n", + "\n", + "Initialized average inside linesampler\n", + "Executing average\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 6000\n", + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "\n", + "Ncount = 6000\n", + "\n", + "Initialized average inside linesampler\n", + "Executing average\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 5985\n", + "[============================================================] 100.0% \n", + "Ncount = 5985\n", + "\n", + "Initialized linesampler\n", + "Running linesampler\n", + "Initialized reynoldsstress inside linesampler\n", + "Executing reynoldsstress\n", + "first ncfilelist ['/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc']\n", + "Calculating averages\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 6000\n", + "[============================--------------------------------] 45.9% \r" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "IOPub message rate exceeded.\n", + "The Jupyter server will temporarily stop sending output\n", + "to the client in order to avoid crashing it.\n", + "To change this limit, set the config variable\n", + "`--ServerApp.iopub_msg_rate_limit`.\n", + "\n", + "Current values:\n", + "ServerApp.iopub_msg_rate_limit=1000.0 (msgs/sec)\n", + "ServerApp.rate_limit_window=3.0 (secs)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "\n", + "Ncount = 6000\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 6000\n", + "Calculating reynolds-stress\n", + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "Ncount = 6000\n", + "\n", + "Initialized reynoldsstress inside linesampler\n", + "Executing reynoldsstress\n", + "first ncfilelist ['/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc']\n", + "Calculating averages\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 6000\n", + "[==============================------------------------------] 49.9% \r" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "IOPub message rate exceeded.\n", + "The Jupyter server will temporarily stop sending output\n", + "to the client in order to avoid crashing it.\n", + "To change this limit, set the config variable\n", + "`--ServerApp.iopub_msg_rate_limit`.\n", + "\n", + "Current values:\n", + "ServerApp.iopub_msg_rate_limit=1000.0 (msgs/sec)\n", + "ServerApp.rate_limit_window=3.0 (secs)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "\n", + "Ncount = 6000\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 6000\n", + "Calculating reynolds-stress\n", + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "Ncount = 6000\n", + "\n", + "Initialized reynoldsstress inside linesampler\n", + "Executing reynoldsstress\n", + "first ncfilelist ['/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc']\n", + "Calculating averages\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 6000\n", + "[==============================------------------------------] 49.9% \r" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "IOPub message rate exceeded.\n", + "The Jupyter server will temporarily stop sending output\n", + "to the client in order to avoid crashing it.\n", + "To change this limit, set the config variable\n", + "`--ServerApp.iopub_msg_rate_limit`.\n", + "\n", + "Current values:\n", + "ServerApp.iopub_msg_rate_limit=1000.0 (msgs/sec)\n", + "ServerApp.rate_limit_window=3.0 (secs)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "\n", + "Ncount = 6000\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 6000\n", + "Calculating reynolds-stress\n", + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "Ncount = 6000\n", + "\n", + "Initialized reynoldsstress inside linesampler\n", + "Executing reynoldsstress\n", + "first ncfilelist ['/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc']\n", + "Calculating averages\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 5985\n", + "[==============================------------------------------] 50.0% \r" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "IOPub message rate exceeded.\n", + "The Jupyter server will temporarily stop sending output\n", + "to the client in order to avoid crashing it.\n", + "To change this limit, set the config variable\n", + "`--ServerApp.iopub_msg_rate_limit`.\n", + "\n", + "Current values:\n", + "ServerApp.iopub_msg_rate_limit=1000.0 (msgs/sec)\n", + "ServerApp.rate_limit_window=3.0 (secs)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[============================================================] 100.0% \n", + "Ncount = 5985\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 5985\n", + "Calculating reynolds-stress\n", + "[============================================================] 100.0% \n", + "Ncount = 5985\n", + "\n", + "Initialized linesampler\n", + "Running linesampler\n", + "Initialized reynoldsstress inside linesampler\n", + "Executing reynoldsstress\n", + "first ncfilelist ['/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc']\n", + "Calculating averages\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 6000\n", + "[=============================-------------------------------] 49.0% \r" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "IOPub message rate exceeded.\n", + "The Jupyter server will temporarily stop sending output\n", + "to the client in order to avoid crashing it.\n", + "To change this limit, set the config variable\n", + "`--ServerApp.iopub_msg_rate_limit`.\n", + "\n", + "Current values:\n", + "ServerApp.iopub_msg_rate_limit=1000.0 (msgs/sec)\n", + "ServerApp.rate_limit_window=3.0 (secs)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "\n", + "Ncount = 6000\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 6000\n", + "Calculating reynolds-stress\n", + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "Ncount = 6000\n", + "\n", + "Initialized reynoldsstress inside linesampler\n", + "Executing reynoldsstress\n", + "first ncfilelist ['/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc']\n", + "Calculating averages\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 6000\n", + "[==============================------------------------------] 49.8% \r" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "IOPub message rate exceeded.\n", + "The Jupyter server will temporarily stop sending output\n", + "to the client in order to avoid crashing it.\n", + "To change this limit, set the config variable\n", + "`--ServerApp.iopub_msg_rate_limit`.\n", + "\n", + "Current values:\n", + "ServerApp.iopub_msg_rate_limit=1000.0 (msgs/sec)\n", + "ServerApp.rate_limit_window=3.0 (secs)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "\n", + "Ncount = 6000\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 6000\n", + "Calculating reynolds-stress\n", + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "Ncount = 6000\n", + "\n", + "Initialized reynoldsstress inside linesampler\n", + "Executing reynoldsstress\n", + "first ncfilelist ['/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc']\n", + "Calculating averages\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 6000\n", + "[=================-------------------------------------------] 28.8% \r" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "IOPub message rate exceeded.\n", + "The Jupyter server will temporarily stop sending output\n", + "to the client in order to avoid crashing it.\n", + "To change this limit, set the config variable\n", + "`--ServerApp.iopub_msg_rate_limit`.\n", + "\n", + "Current values:\n", + "ServerApp.iopub_msg_rate_limit=1000.0 (msgs/sec)\n", + "ServerApp.rate_limit_window=3.0 (secs)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[============================================================] 100.0% \n", + "Ncount = 5985\n", + "\n", + "Initialized reynoldsstress inside linesampler\n", + "Executing reynoldsstress\n", + "first ncfilelist ['/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc']\n", + "Calculating averages\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 6000\n", + "[============------------------------------------------------] 20.6% \r" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "IOPub message rate exceeded.\n", + "The Jupyter server will temporarily stop sending output\n", + "to the client in order to avoid crashing it.\n", + "To change this limit, set the config variable\n", + "`--ServerApp.iopub_msg_rate_limit`.\n", + "\n", + "Current values:\n", + "ServerApp.iopub_msg_rate_limit=1000.0 (msgs/sec)\n", + "ServerApp.rate_limit_window=3.0 (secs)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[============================================================] 100.0% \n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc 0\n", + "Calculating reynolds-stress\n", + "\n", + "Ncount = 6000\n", + "\n", + "Initialized reynoldsstress inside linesampler\n", + "Executing reynoldsstress\n", + "first ncfilelist ['/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc', '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/lidar_72900.nc']\n", + "Calculating averages\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/lidar_14400.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/lidar_37800.nc 0\n", + "\n", + "/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/lidar_54000.nc 6000\n", + "[===================-----------------------------------------] 32.5% \r" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "IOPub message rate exceeded.\n", + "The Jupyter server will temporarily stop sending output\n", + "to the client in order to avoid crashing it.\n", + "To change this limit, set the config variable\n", + "`--ServerApp.iopub_msg_rate_limit`.\n", + "\n", + "Current values:\n", + "ServerApp.iopub_msg_rate_limit=1000.0 (msgs/sec)\n", + "ServerApp.rate_limit_window=3.0 (secs)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[============================================================] 100.0% \n", + "Ncount = 5985\n", + "\n" + ] + } + ], + "source": [ + "# Run the driver\n", + "ppeng.driver(yamldict, verbose=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "811ab2d7-34e1-41d3-8337-ef8e2e499606", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/Extract_OF_Results.ipynb b/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/Extract_OF_Results.ipynb new file mode 100644 index 00000000..e33b56a8 --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/Extract_OF_Results.ipynb @@ -0,0 +1,1265 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "e4e760e8-7b1f-4d9c-9aa7-f8fe709093c2", + "metadata": {}, + "source": [ + "# Extract turbine quantities" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "d90eb70d-9229-466d-899f-e7c672730010", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/ascldap/users/lcheung/.local/lib/python3.9/site-packages/pandas/core/computation/expressions.py:21: UserWarning: Pandas requires version '2.8.4' or newer of 'numexpr' (version '2.8.1' currently installed).\n", + " from pandas.core.computation.check import NUMEXPR_INSTALLED\n", + "/ascldap/users/lcheung/.local/lib/python3.9/site-packages/pandas/core/arrays/masked.py:60: UserWarning: Pandas requires version '1.3.6' or newer of 'bottleneck' (version '1.3.4' currently installed).\n", + " from pandas.core import (\n" + ] + } + ], + "source": [ + "# Add any possible locations of amr-wind-frontend here\n", + "amrwindfedirs = ['/projects/wind_uq/lcheung/amrwind-frontend/',\n", + " '/ccs/proj/cfd162/lcheung/amrwind-frontend/',\n", + " ]\n", + "import sys, os, shutil, io\n", + "import numpy as np\n", + "for x in amrwindfedirs: sys.path.insert(1, x)\n", + "\n", + "from functools import partial\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "import glob\n", + "\n", + "# Make all plots inline \n", + "#%matplotlib inline\n", + "\n", + "import postproengine as ppeng" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "5900b44d-2d70-439f-afd8-08de5be04633", + "metadata": {}, + "outputs": [], + "source": [ + "# Load ruamel or pyyaml as needed\n", + "try:\n", + " import ruamel.yaml\n", + " yaml = ruamel.yaml.YAML(typ='unsafe', pure=True)\n", + " useruamel=True\n", + " loaderkwargs = {'Loader':yaml.RoundTripLoader}\n", + " dumperkwargs = {'Dumper':yaml.RoundTripDumper, 'indent':4, 'default_flow_style':False}\n", + " Loader=yaml.load\n", + "except:\n", + " import yaml as yaml\n", + " useruamel=False\n", + " loaderkwargs = {}\n", + " dumperkwargs = {'default_flow_style':False }\n", + " Loader=yaml.safe_load\n", + " \n", + "def stringReplaceDict(s, dreplace):\n", + " outstr = str(s)\n", + " for k, g in dreplace.items():\n", + " outstr=outstr.replace(k, str(g))\n", + " return outstr\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "e0f6ed40-092a-40b3-8b48-025752ac3591", + "metadata": {}, + "outputs": [], + "source": [ + "replacedict={'RUNDIRA':'/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/',\n", + " 'RUNDIR_A1':'/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/',\n", + " 'RUNDIR_A2':'/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/',\n", + " 'RUNDIR_A3':'/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/',\n", + " 'RESULTSDIRA':'../results/OFRESULTS_RUNA',\n", + " 'RESULTSDIR_A1':'../results/OFRESULTS_RUNA1',\n", + " 'RESULTSDIR_A2':'../results/OFRESULTS_RUNA2',\n", + " 'RESULTSDIR_A3':'../results/OFRESULTS_RUNA3',\n", + " }" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d195402a-227a-4bef-964d-aa1bc2bda174", + "metadata": {}, + "outputs": [], + "source": [ + "yamlstring=\"\"\"\n", + "globalattributes:\n", + " verbose: False\n", + " executeorder:\n", + " - openfast\n", + " \n", + "openfast:\n", + "\n", + "# RUNDIRA\n", + "- name: [] #[T0, T1]\n", + " filename: []\n", + " vars: \n", + " - Time\n", + " - NacYaw\n", + " - GenPwr\n", + " - Wind1VelX\n", + " - Wind1VelY\n", + " - Wind1VelZ\n", + " output_dir: RESULTSDIRA\n", + " useregex: True\n", + " csv: # Store information to CSV files\n", + " individual_files: False\n", + "\n", + "# RUNDIR_A1\n", + "- name: [] \n", + " filename: []\n", + " vars: \n", + " - Time\n", + " - NacYaw\n", + " - GenPwr\n", + " - Wind1VelX\n", + " - Wind1VelY\n", + " - Wind1VelZ\n", + " output_dir: RESULTSDIR_A1\n", + " useregex: True\n", + " csv: # Store information to CSV files\n", + " individual_files: False\n", + " \n", + "# RUNDIR_A2\n", + "- name: [] \n", + " filename: []\n", + " vars: \n", + " - Time\n", + " - NacYaw\n", + " - GenPwr\n", + " - Wind1VelX\n", + " - Wind1VelY\n", + " - Wind1VelZ\n", + " output_dir: RESULTSDIR_A2\n", + " useregex: True\n", + " csv: # Store information to CSV files\n", + " individual_files: False\n", + "\n", + "# RUNDIR_A3\n", + "- name: [] \n", + " filename: []\n", + " vars: \n", + " - Time\n", + " - NacYaw\n", + " - GenPwr\n", + " - Wind1VelX\n", + " - Wind1VelY\n", + " - Wind1VelZ\n", + " output_dir: RESULTSDIR_A3\n", + " useregex: True\n", + " csv: # Store information to CSV files\n", + " individual_files: False\n", + "\n", + "\"\"\"\n", + "f = io.StringIO(stringReplaceDict(yamlstring, replacedict))\n", + "yamldict = Loader(f, **loaderkwargs)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "62cf81c3-be58-4fe6-bb77-77002cf50587", + "metadata": {}, + "outputs": [], + "source": [ + "for irun, run in enumerate(['RUNDIRA', 'RUNDIR_A1', 'RUNDIR_A2', 'RUNDIR_A3', ]): #enumerate(['RUNDIRA', 'RUNDIR_A1', 'RUNDIR_A2', 'RUNDIRB', 'RUNDIRC']): #\n", + " turblist = glob.glob(replacedict[run]+'/WIT_USKPL_SS001_WT0??_OpenFAST_NREL2p8-127_AWAKEN/*.out')\n", + " #print(turblist)\n", + " for t in turblist:\n", + " for d in t.split('/'):\n", + " if d.startswith('WIT'):\n", + " tname = d.replace('_OpenFAST_NREL2p8-127_AWAKEN','')\n", + " #print(tname, t)\n", + " yamldict['openfast'][irun]['name'].append(tname)\n", + " yamldict['openfast'][irun]['filename'].append(t)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c86b85b3-d430-4491-b914-962b4fc3a61a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Initialized openfast\n", + "Running openfast\n", + "WIT_USKPL_SS001_WT046 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT046_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T43.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT046\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT007 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT007_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T6.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT007\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT073 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT073_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T70.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT073\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT062 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT062_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T59.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT062\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT004 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT004_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T3.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT004\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT077 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT077_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T74.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT077\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT088 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT088_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T84.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT088\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT053 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT053_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T50.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT053\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT016 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT016_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T14.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT016\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT024 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT024_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T22.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT024\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT018 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT018_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T16.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT018\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT087 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT087_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T83.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT087\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT020 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT020_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T18.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT020\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT028 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT028_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T26.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT028\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT033 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT033_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T30.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT033\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT025 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT025_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T23.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT025\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT078 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT078_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T75.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT078\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT034 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT034_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T31.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT034\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT075 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT075_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T72.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT075\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT063 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT063_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T60.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT063\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT067 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT067_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T64.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT067\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT039 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT039_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T36.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT039\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT065 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT065_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T62.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT065\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT059 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT059_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T56.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT059\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT042 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT042_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T39.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT042\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT064 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT064_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T61.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT064\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT035 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT035_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T32.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT035\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT038 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT038_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T35.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT038\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT060 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT060_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T57.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT060\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT066 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT066_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T63.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT066\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT040 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT040_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T37.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT040\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT081 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT081_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T77.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT081\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT074 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT074_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T71.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT074\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT058 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT058_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T55.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT058\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT036 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT036_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T33.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT036\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT037 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT037_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T34.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT037\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT071 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT071_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T68.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT071\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT015 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT015_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T13.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT015\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT017 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT017_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T15.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT017\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT085 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT085_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T81.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT085\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT021 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT021_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T19.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT021\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT030 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT030_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T27.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT030\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT001 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT001_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT001\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT052 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT052_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T49.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT052\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT031 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT031_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T28.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT031\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT003 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT003_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T2.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT003\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT045 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT045_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T42.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT045\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT026 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT026_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T24.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT026\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT069 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT069_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T66.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT069\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT084 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT084_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T80.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT084\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT080 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT080_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T76.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT080\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT055 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT055_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T52.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT055\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT012 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT012_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T10.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT012\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT083 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT083_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T79.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT083\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT002 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT002_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T1.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT002\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT010 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT010_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T9.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT010\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT061 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT061_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T58.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT061\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT050 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT050_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T47.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT050\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT019 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT019_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T17.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT019\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT082 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT082_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T78.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT082\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT068 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT068_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T65.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT068\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT076 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT076_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T73.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT076\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT070 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT070_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T67.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT070\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT006 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT006_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T5.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT006\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT008 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT008_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T7.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT008\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT014 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT014_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T12.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT014\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT009 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT009_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T8.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT009\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT044 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT044_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T41.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT044\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT005 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT005_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T4.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT005\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT043 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT043_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T40.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT043\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT049 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT049_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T46.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT049\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT057 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT057_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T54.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT057\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT047 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT047_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T44.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT047\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT072 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT072_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T69.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT072\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT041 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT041_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T38.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT041\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT032 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT032_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T29.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT032\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT056 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT056_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T53.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT056\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT013 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT013_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T11.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT013\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT023 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT023_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T21.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT023\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT054 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT054_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T51.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT054\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT086 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT086_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T82.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT086\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT022 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT022_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T20.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT022\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT048 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT048_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T45.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT048\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT051 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT051_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T48.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT051\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT027 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/WIT_USKPL_SS001_WT027_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T25.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT027\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT046 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT046_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T43.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT046\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT007 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT007_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T6.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT007\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT073 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT073_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T70.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT073\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT062 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT062_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T59.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT062\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT004 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT004_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T3.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT004\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT077 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT077_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T74.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT077\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT088 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT088_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T84.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT088\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT053 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT053_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T50.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT053\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT016 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT016_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T14.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT016\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT024 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT024_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T22.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT024\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT018 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT018_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T16.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT018\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT087 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT087_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T83.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT087\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT020 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT020_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T18.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT020\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT028 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT028_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T26.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT028\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT033 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT033_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T30.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT033\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT025 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT025_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T23.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT025\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT078 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT078_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T75.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT078\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT034 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT034_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T31.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT034\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT075 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT075_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T72.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT075\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT063 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT063_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T60.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT063\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT067 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT067_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T64.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT067\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT039 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT039_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T36.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT039\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT065 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT065_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T62.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT065\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT059 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT059_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T56.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT059\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT042 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT042_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T39.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT042\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT064 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT064_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T61.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT064\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT035 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT035_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T32.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT035\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT038 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT038_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T35.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT038\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT060 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT060_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T57.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT060\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT066 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT066_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T63.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT066\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT040 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT040_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T37.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT040\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT081 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT081_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T77.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT081\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT074 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT074_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T71.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT074\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT058 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT058_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T55.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT058\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT036 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT036_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T33.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT036\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT037 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT037_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T34.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT037\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT071 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT071_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T68.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT071\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT015 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT015_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T13.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT015\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT017 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT017_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T15.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT017\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT085 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT085_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T81.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT085\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT021 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT021_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T19.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT021\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT030 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT030_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T27.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT030\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT001 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT001_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT001\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT052 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT052_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T49.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT052\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT031 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT031_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T28.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT031\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT003 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT003_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T2.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT003\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT045 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT045_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T42.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT045\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT026 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT026_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T24.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT026\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT069 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT069_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T66.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT069\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT084 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT084_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T80.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT084\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT080 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT080_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T76.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT080\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT055 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT055_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T52.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT055\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT012 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT012_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T10.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT012\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT083 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT083_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T79.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT083\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT002 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT002_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T1.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT002\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT010 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT010_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T9.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT010\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT061 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT061_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T58.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT061\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT050 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT050_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T47.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT050\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT019 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT019_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T17.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT019\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT082 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT082_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T78.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT082\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT068 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT068_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T65.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT068\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT076 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT076_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T73.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT076\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT070 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT070_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T67.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT070\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT006 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT006_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T5.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT006\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT008 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT008_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T7.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT008\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT014 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT014_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T12.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT014\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT009 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT009_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T8.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT009\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT044 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT044_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T41.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT044\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT005 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT005_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T4.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT005\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT043 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT043_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T40.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT043\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT049 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT049_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T46.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT049\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT057 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT057_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T54.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT057\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT047 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT047_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T44.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT047\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT072 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT072_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T69.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT072\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT041 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT041_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T38.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT041\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT032 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT032_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T29.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT032\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT056 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT056_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T53.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT056\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT013 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT013_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T11.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT013\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT023 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT023_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T21.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT023\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT054 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT054_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T51.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT054\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT086 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT086_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T82.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT086\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT022 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT022_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T20.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT022\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT048 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT048_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T45.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT048\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT051 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT051_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T48.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT051\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT027 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/WIT_USKPL_SS001_WT027_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T25.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT027\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT046 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT046_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T43.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT046\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT007 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT007_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T6.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT007\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT073 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT073_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T70.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT073\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT062 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT062_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T59.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT062\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT004 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT004_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T3.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT004\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT077 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT077_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T74.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT077\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT088 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT088_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T84.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT088\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT053 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT053_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T50.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT053\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT016 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT016_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T14.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT016\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT024 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT024_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T22.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT024\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT018 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT018_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T16.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT018\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT087 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT087_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T83.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT087\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT020 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT020_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T18.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT020\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT028 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT028_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T26.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT028\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT033 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT033_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T30.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT033\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT025 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT025_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T23.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT025\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT078 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT078_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T75.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT078\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT034 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT034_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T31.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT034\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT075 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT075_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T72.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT075\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT063 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT063_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T60.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT063\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT067 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT067_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T64.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT067\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT039 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT039_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T36.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT039\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT065 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT065_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T62.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT065\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT059 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT059_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T56.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT059\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT042 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT042_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T39.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT042\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT064 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT064_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T61.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT064\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT035 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT035_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T32.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT035\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT038 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT038_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T35.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT038\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT060 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT060_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T57.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT060\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT066 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT066_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T63.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT066\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT040 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT040_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T37.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT040\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT081 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT081_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T77.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT081\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT074 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT074_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T71.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT074\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT058 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT058_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T55.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT058\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT036 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT036_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T33.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT036\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT037 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT037_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T34.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT037\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT071 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT071_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T68.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT071\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT015 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT015_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T13.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT015\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT017 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT017_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T15.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT017\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT085 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT085_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T81.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT085\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT021 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT021_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T19.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT021\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT030 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT030_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T27.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT030\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT001 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT001_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT001\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT052 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT052_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T49.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT052\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT031 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT031_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T28.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT031\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT003 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT003_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T2.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT003\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT045 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT045_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T42.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT045\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT026 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT026_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T24.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT026\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT069 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT069_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T66.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT069\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT084 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT084_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T80.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT084\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT080 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT080_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T76.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT080\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT055 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT055_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T52.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT055\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT012 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT012_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T10.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT012\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT083 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT083_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T79.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT083\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT002 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT002_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T1.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT002\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT010 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT010_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T9.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT010\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT061 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT061_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T58.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT061\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT050 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT050_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T47.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT050\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT019 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT019_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T17.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT019\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT082 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT082_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T78.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT082\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT068 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT068_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T65.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT068\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT076 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT076_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T73.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT076\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT070 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT070_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T67.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT070\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT006 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT006_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T5.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT006\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT008 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT008_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T7.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT008\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT014 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT014_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T12.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT014\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT009 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT009_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T8.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT009\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT044 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT044_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T41.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT044\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT005 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT005_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T4.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT005\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT043 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT043_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T40.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT043\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT049 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT049_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T46.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT049\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT057 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT057_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T54.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT057\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT047 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT047_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T44.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT047\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT072 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT072_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T69.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT072\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT041 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT041_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T38.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT041\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT032 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT032_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T29.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT032\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT056 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT056_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T53.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT056\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT013 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT013_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T11.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT013\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT023 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT023_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T21.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT023\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT054 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT054_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T51.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT054\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT086 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT086_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T82.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT086\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT022 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT022_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T20.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT022\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT048 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT048_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T45.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT048\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT051 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT051_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T48.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT051\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT027 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/WIT_USKPL_SS001_WT027_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T25.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT027\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT046 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT046_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T43.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT046\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT007 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT007_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T6.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT007\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT073 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT073_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T70.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT073\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT062 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT062_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T59.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT062\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT004 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT004_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T3.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT004\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT077 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT077_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T74.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT077\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT088 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT088_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T84.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT088\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT053 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT053_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T50.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT053\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT016 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT016_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T14.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT016\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT024 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT024_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T22.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT024\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT018 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT018_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T16.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT018\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT087 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT087_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T83.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT087\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT020 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT020_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T18.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT020\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT028 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT028_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T26.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT028\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT033 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT033_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T30.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT033\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT025 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT025_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T23.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT025\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT078 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT078_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T75.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT078\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT034 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT034_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T31.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT034\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT075 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT075_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T72.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT075\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT063 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT063_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T60.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT063\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT067 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT067_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T64.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT067\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT039 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT039_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T36.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT039\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT065 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT065_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T62.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT065\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT059 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT059_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T56.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT059\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT042 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT042_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T39.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT042\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT064 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT064_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T61.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT064\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT035 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT035_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T32.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT035\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT038 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT038_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T35.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT038\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT060 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT060_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T57.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT060\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT066 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT066_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T63.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT066\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT040 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT040_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T37.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT040\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT081 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT081_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T77.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT081\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT074 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT074_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T71.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT074\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT058 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT058_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T55.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT058\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT036 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT036_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T33.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT036\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT037 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT037_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T34.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT037\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT071 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT071_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T68.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT071\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT015 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT015_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T13.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT015\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT017 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT017_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T15.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT017\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT085 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT085_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T81.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT085\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT021 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT021_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T19.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT021\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT030 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT030_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T27.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT030\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT001 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT001_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT001\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT052 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT052_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T49.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT052\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT031 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT031_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T28.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT031\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT003 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT003_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T2.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT003\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT045 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT045_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T42.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT045\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT026 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT026_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T24.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT026\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT069 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT069_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T66.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT069\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT084 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT084_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T80.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT084\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT080 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT080_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T76.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT080\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT055 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT055_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T52.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT055\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT012 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT012_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T10.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT012\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT083 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT083_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T79.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT083\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT002 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT002_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T1.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT002\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT010 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT010_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T9.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT010\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT061 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT061_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T58.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT061\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT050 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT050_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T47.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT050\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT019 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT019_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T17.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT019\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT082 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT082_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T78.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT082\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT068 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT068_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T65.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT068\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT076 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT076_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T73.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT076\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT070 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT070_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T67.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT070\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT006 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT006_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T5.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT006\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT008 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT008_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T7.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT008\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT014 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT014_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T12.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT014\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT009 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT009_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T8.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT009\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT044 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT044_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T41.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT044\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT005 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT005_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T4.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT005\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT043 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT043_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T40.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT043\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT049 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT049_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T46.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT049\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT057 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT057_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T54.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT057\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT047 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT047_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T44.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT047\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT072 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT072_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T69.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT072\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT041 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT041_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T38.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT041\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT032 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT032_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T29.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT032\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT056 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT056_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T53.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT056\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT013 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT013_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T11.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT013\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT023 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT023_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T21.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT023\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT054 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT054_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T51.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT054\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT086 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT086_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T82.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT086\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT022 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT022_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T20.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT022\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT048 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT048_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T45.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT048\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT051 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT051_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T48.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT051\n", + "Executing csv\n", + "WIT_USKPL_SS001_WT027 /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/WIT_USKPL_SS001_WT027_OpenFAST_NREL2p8-127_AWAKEN/NREL-2p8-127.T25.out\n", + "Initialized csv inside WIT_USKPL_SS001_WT027\n", + "Executing csv\n" + ] + } + ], + "source": [ + "# Run the driver\n", + "ppeng.driver(yamldict, verbose=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c1b9c36a-9f53-41c3-8ea8-92f93cb77ba9", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/README.md b/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/README.md index 06286c0b..ac984bdd 100644 --- a/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/README.md +++ b/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/README.md @@ -15,3 +15,9 @@ for x in amrwindfedirs: sys.path.insert(1, x) ## OpenFAST turbine results +Use [Extract_OF_Results.ipynb](Extract_OF_Results.ipynb) + +## Averaged lidar results + +Use [AVG_Lidar.ipynb](AVG_Lidar.ipynb) + From 0a30013ce599c9a48590b3bf311c6da19fd81c42 Mon Sep 17 00:00:00 2001 From: Lawrence Cheung <15526007+lawrenceccheung@users.noreply.github.com> Date: Wed, 24 Sep 2025 17:27:58 -0600 Subject: [PATCH 10/21] Add more to postprocessing --- .../Plot_Hubheight_Instantaneous.ipynb | 468 ++++++++++++++++++ .../AWAKEN_benchmark/postprocessing/README.md | 8 + .../results/images/KP_z090hh.gif | Bin 0 -> 16288836 bytes 3 files changed, 476 insertions(+) create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/Plot_Hubheight_Instantaneous.ipynb create mode 100644 amr-wind/actuator_line/AWAKEN_benchmark/results/images/KP_z090hh.gif diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/Plot_Hubheight_Instantaneous.ipynb b/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/Plot_Hubheight_Instantaneous.ipynb new file mode 100644 index 00000000..82d7c5ac --- /dev/null +++ b/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/Plot_Hubheight_Instantaneous.ipynb @@ -0,0 +1,468 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "d57f3b76-5993-4d81-b511-5f70d96de015", + "metadata": {}, + "source": [ + "# Make instantaneous plots" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "a8b8b8d7-d72c-446d-a300-97197cdeb386", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/ascldap/users/lcheung/.local/lib/python3.9/site-packages/pandas/core/computation/expressions.py:21: UserWarning: Pandas requires version '2.8.4' or newer of 'numexpr' (version '2.8.1' currently installed).\n", + " from pandas.core.computation.check import NUMEXPR_INSTALLED\n", + "/ascldap/users/lcheung/.local/lib/python3.9/site-packages/pandas/core/arrays/masked.py:60: UserWarning: Pandas requires version '1.3.6' or newer of 'bottleneck' (version '1.3.4' currently installed).\n", + " from pandas.core import (\n" + ] + } + ], + "source": [ + "# Add any possible locations of amr-wind-frontend here\n", + "amrwindfedirs = ['/projects/wind_uq/lcheung/amrwind-frontend/',\n", + " '/ccs/proj/cfd162/lcheung/amrwind-frontend/',\n", + " ]\n", + "import sys, os, shutil, io\n", + "import numpy as np\n", + "for x in amrwindfedirs: sys.path.insert(1, x)\n", + "\n", + "from functools import partial\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "\n", + "# Make all plots inline \n", + "#%matplotlib inline\n", + "\n", + "import postproengine as ppeng\n", + "\n", + "import imageio\n", + "import glob\n", + "import cv2" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "d3dccabe-3b4c-4784-b2ca-5a930d60346b", + "metadata": {}, + "outputs": [], + "source": [ + "# Load ruamel or pyyaml as needed\n", + "try:\n", + " import ruamel.yaml\n", + " yaml = ruamel.yaml.YAML(typ='unsafe', pure=True)\n", + " useruamel=True\n", + " loaderkwargs = {'Loader':yaml.RoundTripLoader}\n", + " dumperkwargs = {'Dumper':yaml.RoundTripDumper, 'indent':4, 'default_flow_style':False}\n", + " Loader=yaml.load\n", + "except:\n", + " import yaml as yaml\n", + " useruamel=False\n", + " loaderkwargs = {}\n", + " dumperkwargs = {'default_flow_style':False }\n", + " Loader=yaml.safe_load\n", + " \n", + "def stringReplaceDict(s, dreplace):\n", + " outstr = str(s)\n", + " for k, g in dreplace.items():\n", + " outstr=outstr.replace(k, str(g))\n", + " return outstr\n", + " \n", + "def formatTfig(fig,ax):\n", + " ax.set_xlim([300, 301])\n", + " return\n", + "\n", + "def addturbines(fig, ax):\n", + " rundir = '/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA.perftest/'\n", + " outputcsv = rundir + '/turbines_farmrun.csv'\n", + " # Process the csv file\n", + " df = pd.read_csv(outputcsv)\n", + " # Fix the turbine types of the turbines\n", + " for index, row in df.iterrows():\n", + " ax.plot(row[' x'], row[' y'], 's', color='k', markersize=1)\n", + " return\n", + "\n", + "#ppeng.formatTfig = formatTfig\n", + "ppeng.addturbines = addturbines" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "2cb80f6c-b717-460a-b572-cdce876d454e", + "metadata": {}, + "outputs": [], + "source": [ + "replacedict={'RUNDIRA':'/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA/',\n", + " 'RUNDIR_A1':'/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1/',\n", + " 'RUNDIR_A2':'/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2/',\n", + " 'RUNDIR_A3':'/tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3/',\n", + " 'NCPREFIX':'KP_z090hh',\n", + " }" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "3c9d05b3-5f95-4de3-8a0f-57cea54dee87", + "metadata": {}, + "outputs": [], + "source": [ + "yamlstring=\"\"\"\n", + "globalattributes:\n", + " verbose: False\n", + " executeorder:\n", + " - instantaneousplanes\n", + "\n", + "instantaneousplanes:\n", + " - name: HHplot\n", + " ncfile: \n", + " - RUNDIRA/post_processing/NCPREFIX_14400.nc\n", + " - RUNDIR_A1/post_processing/NCPREFIX_37800.nc\n", + " - RUNDIR_A2/post_processing/NCPREFIX_54000.nc\n", + " - RUNDIR_A3/post_processing/NCPREFIX_72900.nc\n", + " times: [7300, 8000, 8500, 9000, 9500, 10000, 10500, 11000, 12000, 13000, 14000]\n", + " iplane: 0\n", + " xaxis: x #a1\n", + " yaxis: y #a2\n", + " # --- optional stuff here ---\n", + " plot:\n", + " title: 'ABL $U_h$ T={time:0.1f}s'\n", + " plotfunc: \"lambda db,i: np.sqrt(db['velocityx'][i]**2 + db['velocityy'][i]**2)\"\n", + " clevels: 'np.linspace(0, 12, 121)'\n", + " postplotfunc: postproengine.addturbines\n", + " #xscalefunc: 'lambda x: (x-126*4)/126.0'\n", + " #yscalefunc: 'lambda y: (y-126*2)/126.0'\n", + " xlabel: 'UTM X [m]'\n", + " ylabel: 'UTM Y [m]'\n", + " cbar_nticks: 13\n", + " fontsize: 10\n", + " figsize: [8,6]\n", + " dpi: 125\n", + " #plotturbines:\n", + " #- basexyz: [0,0,0]\n", + " # hubheight: 1.1\n", + " # rotordiameter: 1\n", + " # nacelledir: 270\n", + " Xsavefile: movieframes/hubheight_{time:0.1f}.png\n", + " Xsavefile: movieframes/KP_z090h_{time:0.1f}.png\n", + "\"\"\"\n", + "f = io.StringIO(stringReplaceDict(yamlstring, replacedict))\n", + "yamldict = Loader(f, **loaderkwargs)\n", + "#yamldict['instantaneousplanes'][0]['times']=np.arange(7200, 8126, 2)\n", + "#yamldict['instantaneousplanes'][0]['times']=np.arange(7200, 7256, 1)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "96573b59-ec44-4c4a-99cc-e31fa4a3da5e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Initialized instantaneousplanes\n", + "Running instantaneousplanes\n", + "Extracting from ncfile: /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA//post_processing/KP_z090hh_14400.nc 0\n", + "extracting iter 100\n", + "extracting iter 800\n", + "extracting iter 1300\n", + "extracting iter 1800\n", + "extracting iter 2300\n", + "Already processed itime: 2800\n", + "Already processed itime: 3300\n", + "Already processed itime: 3800\n", + "Already processed itime: 4800\n", + "Already processed itime: 5800\n", + "Already processed itime: 6800\n", + "Extracting from ncfile: /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA1//post_processing/KP_z090hh_37800.nc 1\n", + "Already processed itime: 100\n", + "Already processed itime: 800\n", + "Already processed itime: 1300\n", + "Already processed itime: 1800\n", + "Already processed itime: 2300\n", + "extracting iter 2800\n", + "extracting iter 3300\n", + "extracting iter 3800\n", + "Already processed itime: 4800\n", + "Already processed itime: 5800\n", + "Already processed itime: 6800\n", + "Extracting from ncfile: /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA2//post_processing/KP_z090hh_54000.nc 2\n", + "Already processed itime: 100\n", + "Already processed itime: 800\n", + "Already processed itime: 1300\n", + "Already processed itime: 1800\n", + "Already processed itime: 2300\n", + "Already processed itime: 2800\n", + "Already processed itime: 3300\n", + "Already processed itime: 3800\n", + "extracting iter 4800\n", + "extracting iter 5800\n", + "Already processed itime: 6800\n", + "Extracting from ncfile: /tscratch/lcheung/AWAKEN/Benchmark1/Phase3/FarmRuns/BM3_FarmRunProd1_runA3//post_processing/KP_z090hh_72900.nc 3\n", + "Already processed itime: 100\n", + "Already processed itime: 800\n", + "Already processed itime: 1300\n", + "Already processed itime: 1800\n", + "Already processed itime: 2300\n", + "Already processed itime: 2800\n", + "Already processed itime: 3300\n", + "Already processed itime: 3800\n", + "Already processed itime: 4800\n", + "Already processed itime: 5800\n", + "extracting iter 6800\n", + "Initialized plot inside instantaneousplanes\n", + "Executing plot\n" + ] + }, + { + "data": { + "image/png": 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9APADAfzlUsq/f7WNpJQOAOZSyu3T6tizSM+8gplS+mgAH40aM1lSSve99b2Xn98afCefvU/wHSe7eRHA/4AWvwkAH4iqgH7C8vP/gZpU55MA/FpUxfHn3NG3X4L7K8obbbTRRhtttNFGG2200TufPgU1XO+JKaX0pofI3/1e2CGllMvrJU7xVdAzrWAuWv7vAfCHSin/6Alvf275GVkIxEN4CL77KNR5+UBUL+cLqJ5QuUdgte8O4CeVUv7W8veXppS+CsCnpJR+SynlX1zp2x9Ezd7K9GEA/vDv+n/9dnzgf/IBSGUGAJSUccKNXjTiAgCYkTEvCOdpeY0DLsiY9Xuhm3JELlP9PA0oKWOYq5N1yjvMGDAj40LLQZ4j7cl38veIev8JN5gwYoeTPleuqT2cMMxnzGnAbTpgwogBF9yUY31+2iFj6sYr10lb/MxrNGPo5ofnZL8sB76O+8rfXTBiRkZB1r7wfGTM+pysv81du3We9jqvI846//JOZB7k+fz+uG+pzBgmOw+n8bnlugkzBnNtSRkzBpywN/3jPsoYE43Bzwf/fsGoa07Irz3+fcRF779gp9/vyi1Kyrhgh1vcIKMgYcYDHHU9AHVNMEkbMp/yPiaMSDS+jNnsF34fPF8zMs7Y6xoecTZzJ+sgu7Yj4s9P2Ova2eMWqczIZcKUd2Z8TH4dyLrxbcucylodyhm5TJjTgFwmpLle+3h8hFvcoJSMCQk36aRrsPbxRse2J1Yp4+Y5lnnkfS10zg90ji8YcSk7pDRjhzNGXHSOZY1xu5ZnTDpuz+v2OGEoZ+ymW8zIOI3PmTUvc3pON7hgDPvtx8398H2Q9yD8aCoDhjSZtS7tybOntKP3Zfez9GnEGeOlznXJGVPeGR7Pe0vmi8cv73lKbR/I+ITHybs55wdmDqQP8g557rhdf08bk+Vznkf66+SaERcMDtgj+0ta9OvB94+v9+9X3oN8z/xnV251bHyeZprb+/B/5mOemGfzs+WcEOLzh+dDzmc+j3eLc0N4pD8T/Hk4zGekeUbJGbf5OXP9hBE3eNytn9pWW+eez/H9vO4vGLFf+KWMVYjnW8a2m5ZxpwGvjG/o2vd7z685eeYIe8749e/7Lrxc5pf5lJdteA8J8bnI93n+K2vF0x4n7ObHyo9Lzng5v8Gcced0051LzE94Dad5xjTscJsO2t/D/BL251eQyoR52OPx7lG4r/k8i3g9ryn/Dvz82rmwe6+exQN2OJs9xu0VZOxw6vbdLRq/AtDxWj8vXp7x7xuAnre8j1jmid41y7DS9oyMf/1/fgM+8zM/AwC+qXvZ96fPOGLGN9Z38DHodYF3GXqmFUwAn4sa//i5r+LeV5afN8F3soqP/otSyl+T31NKfwwVmvtmNK+k3PNNpFwK/TEAHwHgJwNYVTBLKW8D8Db+TDyzH/QBPxAf+qEfCgDKGG7ToTvYhLHV3zMupTKIfWqM44J6gNzgMcb5pO1d8h7jXA+HS95jUmVrqO2kxjSG5bln7HVD73BqDDvt66YtGTlZxQQAduWEcT5hTgOO+VHdqCXjkF5BLhPOaY8Bk/ZnTgPOaa8McsCE8yJk83M95TKZ8fGYWLkZcdYxyX0AdI4HtHZkzHNZBNF0McxQFBLpn9zv+zWnyjgvZcSYLtqH/XREnifMecBpOJj+zGnQMcg8yudyn1z7eNdCiUXB8G3Je6r97AUIGaeMUeZB7hea9EDdmfv5vT8uBzxIbWvxXE0Y9J3wmORgGXHGYXqpPiPvzbN5zUkfZC7lXY04GyHTK8n8fnmNyB7apxMO80tm3iKFf0fC1YShe+9AXRe8n2S8PBY/v3MadC8AwG0+4FRudG+1PkzdOuY2n7v9XqR5wu3+eby4e3dcyohzGbFLF+zTSY1Ol7zX9QvYPXabDvoZj0mu4WfyvhM+MiPjQTpiwISqlu26MQgxDwDqu5e5le8BYD8dMU71ulf2LxilWvudD6Zd7jvzlEtZjGbL3Mo4PY+Z04Bjea6uj3zCobysn/v+MUXtyPUPzzWVwJzrvAkflHmq82OFbsAaC3mczOd478peia7jOYrmnudN1v+Ni97w8wgAc8nmHIqewWteeJPs5QkDduVk3q3cI3xZ5kXaBhqv9bSfjno/z5k8Q8bMZyLQeFV07gnJM6N+Mcn7k/UnYxSK5t+Pnc8D5mfchvTnmB/p83gM3tjM5NcK06ncdOcfgI6vz8i6P2R+ZL9K3x7vHuleZFo7c3RMpSrN+3Qye6L2hwxfwZ6/mY86t37PMs8aExm1CvH8NJv9GBHLQQD09xFn3MxHHcfL+Q24wWPsp6OuSd6XvC5lHvjcvwx7vQeoPGF/OZr55XXq94WcaczXb/HAyEYyJ9H8ts/a8/Uz4pUP8uPu7JB5nZGNLCTPlLNO+07v1J+Z/B7ld5E389yuvQx73aO8Tv379c/kMcocEL2qMLaU0psPyL/xp6YX8I14jJfK/OdTSkMpKxbn1zk9swpmSum9USGnvwvAG1NKb1y+evPy8weklOZSyr9aaeLblp8RDFY+i+CzSqWUF1NKXwngF6eUfmEp5THd8x3BLd++/HzTtXavEStK8t8LYnzQANYSywfPgAnH8hymNAB5bxSP6CAWmkvW5zYhPBsG3D1/2aBe8PbjyJhwwk0VVFM7nDL1Z1gOD2E8O5x0RHAIaR5Tnicg19+n1A50ZhIivAnDUsE0V4GaGVlOy7wnKFPsxl4m7NIJt3ig78kLRjJH+3RSIYXnZO1dMONlmtNQxznF77N7dpkwpCZoiNLjFc36WXx4+j6MOKvCIGYFHT9mnMqNCpmyjvjgn5e1oXO99MUL6qwUyBjlmlkPi2YYkefV79v7kv51Qv8yrhFn3KTH3fxFh5GsQW2L1iTPU8aEnLIaa1iJ4H2ifQmEKjtnOfzd94FpnKtC9DJqHrK6t+lgLRNyanvkFg9wwMt1bEGbOrfL+mXBmO/Jyc0Z1r2+8g5zmux+LhNyautEBAf2jGgbyzUyZ7wnpI9THhYL9nJ/mtUwBzRDQdR+M56teJ4xwAtBZl6Wfojwfxn2hg/IvVMadE/JfMsauGBn9zkJpbxvJwzK/2S9iUDJSo0oFMJ/jdXfreM1z1Z9btt7PJ/yfJkDUTTmPBjBWcjz5ogmGrMXkmU8kbLP/eF3peeG64tcw0q/nD/y3kRx5Wd773c/V+iUKzHO+LXvP+cxADCGp4xJz/g5DYuxrCn58k7Oab/Ke6K1ofenGaeyX5TM5tXheap9ssYSr3zMuckT3sjoz3ez5/OA87BXw5XpO7Jpk+cQuc73bT6EspMnNgBc0i7gYfYM478z5s5jDdR1PeS2pkeczd5vaKomD3gjMVCVY5FJBrfOLkNslDB9d2eKKJU8nuh3GZvMr9yvvCWQX4zCtvRnl07GWOVpwIR9ujXGa7lWz3wy5NR+Nf4m36usSWdANxeYrVxXbL8tauup5kL9zBkFH5ffhG/BCb9++hYA+BkA/szTfMizQs+sggngPVG9j5+9/Pf0VQBeRoOsevpaACcAPw7AH3Df/djlu392j34cAGQAb0CtcfntKaVvQay4vu/y8zvv0e69KJfJKCHCINkyCdSNwUqQbMgxXXTzndPeMHUh2UwiEDMTZwYqyiUftHyYD5jw4Lx4f8grJxZZFTYWwU6FUUy4TYfu4DOCgFPEvMKiHr0ZYH7gobAAVMjcpZNh5N3fODWGlmDamUvGLp06gc9b068JnDJP5t165QVQYZHbBWJFUrxSEck71oMztYOjfh8refxZp+yuMF8xRvD6iQ6GaTnwxIgQ9fm+xIaRHU76vDXhmNvflZNagS/DHqfhYBTBI57TduaSF0XACuQsaMlnQizciBIjAhRgLesj2kHZ9nsEbW59OGOPGwJknMbntO1cJuzzrfGmshDL7WbMVbhM6++W19xtPhiLu++v7DX/HlkQV16W2l4Qb8yaoqGCKisoy7pfM6QNmHAqN1aINfPqhZApvI6J3+vkxslKr+crXnE4owmPMicdGgKzUR7l/bBnjcfLcLNLGdWgJ4rukBo6JOJVfj60n7RnxnICMhlq0gWXMqrxKUKLCI82BhUIjG7XGRt831jh5nNAFE723spZFxkf70NiNJkx9MoQEX+nBpM7eNc1I68+m34XXgksHuF0QTN7LOEypLBEdMEOSDAywJphi+eW0Qd8BkZGqMfloLKCKFbsUZI57QwJd6TXyJiwT1cMf9SGMR4vn8na9e9GlDUm/UyUEPJMyvPlJxt5ZP3Xv5tBivf3zVxRGOJZk3tlzr3BnYl5JPMIfoeyv2WdRkbsYZEDBT3k36U/M3Owj6P1W8cZG+JExpoD46N8n1HfV6Rkzo7vMX9hPqyGDNcFlp2VkjsD2APNCrd7/6+GUkrv/gDpcz46vRFvTCPeiBE/PD2H7ymXL3tX9WI+ywrmvwYQ1an8+OXzX4maXAcppR2A/wTAiwv8FKWUl1JKXwHg41JKn1tKkWvfD8DHAfiKUspLy2cPl3te5gct134MKhyWlcY/AeCzUkofXUr5iuXaAcAvAjAB+Gt4lcQePyHj1Yw2yULiIQOscKvWwkAQEQbkPSXMcDKmMP7RMxgRCpdGMJICxlZNsfS1mIcWBxdBMK4d1Mp0iKGIxw6oBylbl6XdGbl6HZNlnJHgzc+XwyPur2WaRmHEpExTlYvppIJyRNeUyYiJyvf76YjTcAgFM5mbCpPJhllHUBTfn4xJITZtfpoywVQVGhsPFcGYtO+pHlCybtYssEDgUV0OdutJ7b07TEYo5Pc9T8jZCqL7dItTubFrlvqyBu+aS8aQrKCjc0mCV05N6NJ7RZBwBxt7jZn4fZ/GAyhErSrQeafr19znFSOQp3tRODsFkby3oQWbhK2KcLAQY7mGr4/gpuN0MmPyiuVdRoluLy+GuFcjLPj4LGlf9gT360nJeyzZ+HAaDma/RQpEaMhKs0EZsBGieYh74ZrXagSrN9Z9Gq9CjFMz7BgF0CnakVdB1vUxPVREAZMIxR6qL2vWK/na59y80nI26PNXHBS3eKB98OgHRcgsiqs+h4RggezL/WuKX6fYR8q+kwcAGATQBTuFsQLNsBzNhecxkSGnM+BidgrW9T3UYJCD8bzxWCYMRgCVNREqAmgwa7lOQm7uIvZwMv8eHP8Z15AoYhDnvrr3yUYOVjL7vvTvUc4sE7JBc+SNAfxuJrcXIyORnNe89+Wn8IDbdDBGfx4njy8yPkeIOhkXG5H5ezHUrslZXmaQMescLfIpw+lzcsiIezoeOYZUDKue168pzU9CH5fe9F1fWb4XPzO/WT/7lPxu+HXTNwPA/w3Al7ymBzyD9MwqmKWUFwF8qf88pfRDll//UinlG5ff3wfA1wH4IwA+nS7/HAAfCeBvppR+z/LZr0JVAj+HrvsgAH89pfSnAXw9gJcA/GAAPw+1TMmnuW78j1gWRErpd6PCZj8ewI8B8D+WUr7pCYdriC2wAFYte15AYxJrLlsiGc7GsWXi0ZB2xMMlgthdTOWaxVTGs8PJKCbeI+Pht7LJ78PQgCWGhmKomInelGPnEeJ58J7Tu4REiR+IhHwv4PChIYxyLCeM0xKbWpb4HYKrXYN4+THnFENsx/mE23wwzJ09WsjoAurlO6/IemqHqbXsilUypwoHBmIPqT/c+TkZE475kR7gdym9cg8A7NNkIJC+vxPaPEushjz7Nh9wGfaq0HiFUMYlghMbGCJleU5Dp3CHfRfY1HS64nluChnDmwBrzWWDxjifOtjUmM66nyPFgOGU/NwIzSDk3003Fwu0DqVXlNcgaxFkE4DGHwmt7dNIGBcacVaPlPQvgqOuQemYV7JAN6TmfYgEePk9gt96T7c3Poypegm90ZB/RiTQVhNb5oUwNOU++3lLTXFjkvUS5Qawz7eC/H29CsL7GcI3JRIky4TJxZ/y8yKPHP8dGeDkJ+/BjHl1j9/Fo70wKugGhgh6iC/QG5gtz3awVfI2An2SHlao1vol5xWvx4gPRYbf6Hfh+/J8HpOQeM1P5cZAR8080HsU44DELIpSv8PJJI7h/pi1jJbIidcyJ3Yb3N73Z4gojWOyhstqwOn7P6ZL56WTNhm9cMYec6mJp6LwI6DOH8tuE8kxXhkVgx/v7XpdNu14SPYunarnkBXjZA1eotD5czGS/3iNCzG/94i7NT7C65XRMReMq4bCiMc+CXIhklmkj69WyUwpfb8bJPyM9Ca8QP34kHTAW9Jz+K5y+VMppS8r5Yqg8zqkZ1bBfBpUSvn6lNJPBPDbAPz3y8dfA+CzSylfT5d+C4AvBvCTAHwiagba7wDwVwD8dp/BtpTyPSmlnwDgtwL4BaiZZr8RwC8vpfz+19LnYTorfGJIVikE0Aka10juFcidCC1zXmKNiEmZ+3DWTHtrcYfibZJr/Ma75pkT66d4s67GljlaE0inxWIlMRv7+WiEUel3i820nrRrShVbJ30sVmepTPY+Dws1/ZkvoZVtDdbiiQ+SCXX8rCDuymnJNtcLMqJwWOiTjYvka72QxjA9fmcCi/WCKa+PKAZI2hW4NCtna8Ice6T5XfK9oTdDDiqJvRrq38f8CA/Li8jThP3liMs+ErRImU62fYZEhmMrkyYZiazOilLoPDuTEa7nNOCc+1gWGZeHaXuBY81Tz/cCUHgYtx95rqI1w303cwZgTBYNwe2KEHKbDro39pdmeWflqIdr92PxXmUj5JCguGaUAETgrEYl/7kowkYAu4N4j15yS761w8kqFAuN0+K1c+9KBCzvCeKxAsAl7ZTfVT7Rx/Wt9vWqAslnSMy3DW8nr4LvY/RO6v2DwufPaa8xfeLJ9ALqjGGJh597fsuIgVy9ztntPzHMXRu72Tu5fcZjjp4P1Hd8i5bJ1HughCRmkBPBmXmM+kVCu/wun3O/pA1RpJQ30HPWoP4yL964yOPj+3xogOwl6ZtXWCZaT7d4gJwns18EudOMZhecyt4o1XJ2Ms9bW58RakJjIf24U4tDbHPRK0B8vSc1TOYWK8vvR9q8r4znPZ/1uU0mYNnF3BchHlC9uDyfff+twihyZLTmxSMqhh+5vz+3LARWPosQI62vs+aM8E6CNRTDXXSX7HmXI+Ua/Yz0pm//K+VF/Izcp2f55Pxu+Mzqxfx4AH/yVT/kGaTXnYJZSvk8AJ/nPvsmrPj5SilvBfBT72jz3wH45U/Yj7fBekufGglDHeeTJkYAqtLmLTFWiF/3aALQOMUZg0Ij5FpjjUeDt80lK0TOK2M5TRYr76zjax4Z38e7kmfIm/XegU7AXJ4/LpCScTppRjUvBEdWad8WUxSnYa5HD53kz5nEejjnMRQW1hQ9AJ3AzApspODIQcnQIvu97dsZe1VU+Xm5TCbGbVistwylHtPFMHo+YNbmAojgWJMevGIG4DXQzUknpM7mWR7KrAIdweYESn0cHuHhXDN8jrP1KopAFcWPmP6wIrQIFCPYsj/ooSjJXvheJo4rY7joZb83HujOUyHC9OKplu+4LQDGAy5tsxEm4qoRdFmIBTaFxNOc1Z0+GM/B2r7yyrFXLntor+WFonj5PSPfe8OE7z97iLw3WvcfCTfCm9dQCDIWXh8TBs26ykljeG6VFwQedaAaVCR+nBXvm/mIEdBYcZ4HnxBHM6AGCrn1Uq0okss5IXPLxjVO6LZGXvFnwdh7a9SAtsRZR2fdqeyxpxANVi5bopnBvBMh4QWMFpgDAx5nnjX8MtgzvCY40zUQe9wljnPvEt379amfyzgJTeK93AwrlGcALSxhLc4uClVhOHOkyHseoTDPJb5OMjLzmEwbqLDU23RATpNmYeVziPvUErzNXZtROMe1s4jbjtb7NWPUXSSZyuVZ8resCZ+bQq7Ljgfys73HVXkMrTkx0rBnd9VQocpbQyAwX+kMmVcUeM4MrXB2qTigz5DEg/7so1jN1NoDoKE3PgbVGL/pp/DxCM4bhhzAhqG8FnhsSum99kj4uPQmPB/M+Q9OB/zo9BDfVk5/IqX0p0spsSv7dUhPNT3SRq+dFA4390zbf8akG2Fhwh4G112/bLibcjRJOlo/JhXwZ93KQUwfSHhMQw1cJ2vrRIe4MoMFfssb28NDJJ5OniuMwR8cITyDmM04n0x8VO3zFYGeGRU9V+akPbuHx/KY+SfPoYznkvddGQ4ZacbUIJDJtuU9T9ynM/aGqUqbTJGw7YnbGaeT/u/XyHw/hcvNOfflPp4UvwYAC2mSa/h5/BPAEj/ZrjmnfSgE7crJxPoxSVp1C+W2ax2oiuk4n/QwvJTRGFxmLLU/00HXwNr7EAVbLPcyX/vpWPuy/G8HojtA5xo/fSpLmSGnqAKxNVvmT+NlVFgNDmPyiA5ub+3KqQksLrOg8Uy4d8tendN40PHzPHdhASX3sLRgXv3aMQoM7VHu5w0eq9Lqla9z2ut1IkgzD2BFWTxxRnFGtslogn7L3EaxTMBS6oMEbwO1JeVHeOJd5PkO8zvpiSjoEm8r18iz15AKaxTBUHc4GQXHeKaKTYbkFYkZWefae8FyqWeffz9CfCaqsoMHXXZV3r9yv6yVNcOJrO8bPNbn6Jw6r5v32AmPitu0htp9OhnIavNwcuZSUkSJ5/FauSlHHQ+/Cw8D5f0h68ML9AyRtGEyAV9ZYh9P5aZTwq2H0tcstJlZ2bu2w0nrL/KZfI14XudSlSH5zzKAvFeP2AhRNIss8iC3OONoTnUMV84IDllhwxjQK+9d2aJk+RlgPa95MRRFsGF/Jts+V8SHrO+B5oWNAWa+iP/6EKo1MvIZOUh4bF7GkmcxZUzuHM1NTqWwmFdDH5Pe+G07JHxs4L0U+pT8bvjWKi980qt6yDNKrzsP5n8spIpEHhqsRxSmofcMSp09tsae074lGMHiAZ3uIViyFTbZjKChVy21JBLIfbtGkcjAvGSqBWKhQBVWl2iIrb7CzBtDanFEPM5xqpAnibeIIDFAn4FSrjEeQseU2Csjyoc/sCKYx4wFAjgiFPbEYxIdBkws/Mmz5Do+YCK4LVv6REjjQ8RnJfVzw+OTueCDKUoO4j2KcvBqIqYUx7/UMfbeDZkr+V5q6fGzFMaTxEpqYWJ+TJyBL7LaSh+YdYYW+FKt7pdcvbxSUxKwSQUYsniXQeg0HIyRSfY79894Rdx5OJesyq9cc01wuUbGw0HzKOuKDSEi2AFATg3aq56odDL7DOgTkYinl3mTCNpaN5chgqx40LvkdqPMxQy59HFKmkk6+XuckEMxnuoh1MQ39vMZNSmIpMkHqpI5DzaJFytV0Xyxt0L4VnbxbfyeZL/LnLAyGKIqqHadNwb4OWBiaK6Hk5s5c5/5d8WefL7e7gHHZ0vGJcVx0NLOmTN5OtQG94kznw/ZnqG+fuY4nzThSFQbk40Xpr+wWdORapvi2fbGxW5MV5Ta+v2s4/AGXT/3Hjo8OO9S63PWMAv2uMlZPaMlOgJs9tJoDTONOOv7m9GXbOEarDL+qB0OhzHokkW+qGdXM+BEygeP1/wsNZER7z25p3p/bfiPn/fI+8e1qIXWUBHXoLScSb3rH8uIQbus9MnPa9DvNfJyyNo7qp+tlUKK16xvxycTukZre0X6GNXjfDVKZkrpfXdI+IT8Zjy6cs5+YHqAH5se4t+U0x9NKf3JdxUv5ubBfMZIrZZrh8jcGCFbhXhjndN+SSZgLfGXvNe4RBGkr1FkFdV+LgKbWH6q9adZMFnw9Vb0auFtmdmY8TA8w86Ljd3o560eauwdUIvyfITEdHhh0FvEu/kmJfY+zMUfGDwusZ7W/mb1OkSKY8bsMiQO3dzyGvDKpff2yeedl2NpY5x7y7haz/NwNaYW6D3Q8UEx6fxwTT+xzBtrZIotmJFVHIBapS/Yhcl1Rpw7b2v07uVveS8KBXbv3icpiNrk58o4xFt1Mx81nsx7y3iHC8RIvjuNBzzePQrXTcbclNdFIZUMpNcSSHhPMhtvpN/cfy8ge4+cJ+l/84bM+lxJdmXG4byrvE/XPJI6/sUD4CFjVdgb1BrP93ZefljoFSvR0je23l/KqHF71+bAe7sVyopWf5X3mvLQPIQIAk/8XjSpGs2ZN1h1KIBk16Fc4+OqGiLD7QkyIJ3TvtunkeGGvax+fGfsTZz/mrexfj/o+pc9J3tUeM3auxHExto13it1iwdmHY3TyXiedW3PzO/bnu4MlVfOYePVdJ7oqM/WI2Tfkfc2R32Qn7fpEBoB+rnpy6NFQv6c6tm8n454cH4JD84v4TC/ZPYFrytZc+JVOmOvfeJ+cUkQHmdtz/KvtdJHcaxk70lr39m50xqpC8kcGKONKmcx1NLU543mj+SoXTkZw45B5mDfrQfhe8KHAZi2LJKkGdjUi07raId6drEMCqA7C9mwJLIo38P7gj2G/GwmxtFx+/5dX1O4ucoBoy/4fulfq+HtPe1PpjL9tPTCNz9Awk9Pb7zz2k/O74631fP75z7RQ55h2hTMZ4ymIba4XgJL6xpJZjMprM3X+7hI78XphdYrXk6gYxxG0aUaa564rAQ/6y7rmKnFKX1eDiSG1XnFaMS51q4kph/Bx6Lv5BndHCxCDAvvA1pJl+igHecTDvNLRqgEoApW71Hhw3fJdkreVrV2LyRCmTcuKGxzPhnYmF8f6lVEK5EQeXf9PPA98jtn6OQDUYQSHqsouF6gNc+hNiLINEM6rxFD/QArWLPipgIkzqsFvhlyxkYAbkcOQ1mD8iyBDmn/RXAMhFB+hwzFbTC+Zixggd3HaUaK6Vp8Ls+V/r1m4ElWwIrayqUmT9J4oCUmfH85dgXZI+gTG1Y8yfgZ2r/mnbzLy8PPvYvX+jFfa78aQbzgFAvj+p8QLGIUnFC9eQpdLNZjK30fMBkoOCtaXsG7i3xyMwC6h7k/slciQw/vt7X1vSsWEgu0fRbNj5/HULnx5RBWPKbhuIVHLoqZtCdj9Gvce+U8f+a+8jUidItyzu8sCqfQtp0xQNqvXrC5g42v8VcP/c5u7QC9EC57LZy3ZV2ukRiX9tNxgUG7d0zPEsOsGE3EeDHjeqmUxhNanF10Zpo+zSe9L9yvzqvFnj6Wgvga9vxxe/Le6/6d9XlejpI58O+f3yU/45qSJbRqtLhHfoE1JZ3PQj+OmT7hd8Ce4O5ZcKVC0J+Zfj68YdAbuuT+yIPpQ3FEjmNY9ZNQSukH/OXyIn5mfjOeu8OZAwAfkG7w49MjfD+M/8tSevF1T5uC+YyRVwZFyACqksmZUZXJonmvGDYSKU9R7Nna3yqEUMA39zM6rBiCBzRP3TUlM5wHSlZgD4r+EAJa/JyvbWgE/dS8vV75WlM0RbhYYy5sNZf7RVFiazXDAsfphAfnlzpGyTAWHq+P8wCCBEdkaWz/nUAy12ffzMdOwOT3s8NJLc3dQULXqjB/TZDAjMNULdY389EciJGA1taV92D38SwyBvYmsKLhDwz2Qki8iidZu52SjrkJlVfm3nye4sN2zXOtVmWclphJq7TmeUKeJ+NpZqVU/vbzz7/fpgNO4xL7mVtmaW9cqYJ+7gRU3ZdOUfHedd9eNMfy/HG6tWn4EZd4YT7CUC9ZM8Yb57yYVaCZVXCMjDme7kI3+DmRe+4i2Ztd/4oVjsQLHaEH2ANR27zuBdO9sgjoa9dH61Kf6eJoAYLCL33flZNa/9t421jH+dQlM9I1OF8R/tMcCvFiKFtTnMx6dfPIiq7EuQl/9u97V04GjQA0BdvnHfDn3RqfD5XehS8K/xHvnTeG8T3+DAOaUBx5K4W/yv4Wz1D03o0Hf0Wwl7nwnjxRcteIeQ+HNkRhJdbLNuBUbozswLx5DX55XwM98xJrGLXnEu8H4fGCTjFrtFjvbna8a01JDg3OjiftSlN+IuWUPXXXEABCjACZMYRne6zo2iy+7C0VEqOTNQyt1yWOZL4npUjpbH2OlUzfB6AZikbcH7n6U9ML/+Y5DPjoe3gvhT45vxu+sz7j0+990zNMm4L5jFGaZ2U8Ph7MW2XWIFescDKpxYyEwwiqJO1FMBGG0kh7HjIHwCmZlqn5Q8hcR2MY0+UqfEXbIOXOKEDL316gEgHWX2ee4QQEf7h4xhtazmks0TuJBG9hzDfzkQ4OW5heFIo1YdFbghUqRx5djl0S0lg2PvjnlnxEBcAydWstmkf13C0C2/5yxGF6CQrTKlkhPVHG4QaZmbXPcqAy3eXxlHkQi/d9iibvcFq8lnataXKHkum9rAsIUXyNxNd6T532u0w1A+Yyg+p5Wt6fNwhUQdkqzJFQuE+3yKilUh7vHuE0HODJeLvJc7tmRBBjil//vLf2l8VYsZRBEMFeeUkeFfofeXWFRIBlXiUQ2zWh0QhjtG4GTCrIR+/AC3d3CacTBuNZ4f7znun4KRkQ/DMm+o4RLL5PokRE/ZV5k4zPs/A+ut57NP24ItLEF5TgTUgVGMOH7PrxCXbuomZs673YLDSyYqb3LqVc2CPsjSoyVlXa5n4Nyrh8rLlBeSzrqlMEKGuy7z+PAYi9OeLJlGuvKUnGcLH0WRQws0YWwd7Htkr/IkX4miFDvpdniJIrZ8rNfDRr2Sv9UnbCex2Z2CPGyqgv9dHPw9yyHM80NlL+ZKwhT47O99IrwcKLaliONWzLNT4URZJCifd7goWVRsQe5zWjTJ2DlTIfJTYoZEw2rpWQCzKHl7w3ic3kPm9QaIiOdo6POCuv5GfIdXLmyvprCm9WWSY6V2VO+B34/3omklHyPogSM9d3yA1CKaUf9FfLi/i4/CY8l+6vZv3AdIOfkJ7He2D8wpTSzb1vfEZpS/LzjFN0AMcWuubBGRPVAkzrHkoAHbNTppFjK3fUH1Ey/eaUml/+mUCL5Vk7SGQs0XjZaytjYOu/p4EsVayYH9NDHPCysQRfE3gMHCU40My1pSaWESVL++4O1QnDanB6LpOm95cYiogi6CZbFIFFeRysYDJhQJRgJrRkk2A2ohZ+l/I1UnzaK8+7dFLmzILbTTpiyKL41wQ4IuSY8ZMimDHb71NLfCCf31X4PZw7OqQ7gwxBfCXxgqTYX4vLmN14OVFV+Pxg39TxtlpzdWwPgKFHOIji0nl8jZXYCo4AlaVIE/JAXnHq666cMKYbU6tN+ry2Xnke+TAXT+X3Hd7T9H/NI2OEsnmq/UyWV+i7W8qxSN9aP3PIl/Q5uofX+SnTfj6q4nHOj1p7Cw9TAxDmDorv34cxWmAHpPX6sHIvJ+TwyTkyZsPzhURQUz4cKIW5tPIqSHaNNd4eCPBStkfG4ta5lC0SgV2UpIgHST/4uZ6kD/47C0lsCtyEQZN1sJHzwfSSPo+hhVF2Vp6n7nNk7HGr14jycEm7MEma3zd+bdbkZ3F5BPFkIvf5E3ifReWccppxmRdDUbL7Y4/b0MDKf+s9ySqQjM5R+DBcncjlHNhfjmYfCBLLKOJoMXby/iZaW8aATcqMr4Npzz+qMyqKQm7zEikM6+ds7J2VLOF+/jjJTuSRNQoPVhQ+zztK2/91zmKDhRjWue9soDbjCs49z/OFN8k7ifdnjy7SNVIyxnTuzh8hzp6bQZmuc/1/Kvsl0Q/1e+Xs9PMgY1wLBWEe4KnFiN5tBGP6qPSGf/UPysv4aU/gvRT65Pxm/PLp3wDAzwfw+5+4gWeINgXzGaOSc7fhZbMqLIwElGhjGIaKylBlo8kmk+QfgGViVsizCl4Eh1VLJHoLvBx4IugZgShRfAjVSpQxRc/V+L3gADbjL/aAk36IIDgja8ZXKejOh+xdFuK+n/mqgOKJLdFCt3igDNhb2gCYOnLimZL59HBCPvx4LqVttsiLgivXaO3K8WC90M4blktN83+brVLnBYKxnFpiKam9KJ7RDC06Hglk8o7WyBsWZF+wgGH6DAu3iQRqowxjxqnsMaZLixFMwAVsHIkz3+leSOsGFO6fP/T03VIoBq8R6b8o6Zzch8e3JizxnmrlU3ohaZ9vdRw6tmX1+QLpo4/nDZT2cT7hmB9BIFuPd4+wvxw7+KIxyrCXAz2vknbZIyv8RbJohwJgasqPF1YYOinPzbMTfFb6K8YSv48lhqyH3TVkiSfj6TXKs61xJ+SzRirfT2eccGMyX0fE/CCCCZoxJ65h17d3U471vJknXIY9jvmRZjaX9qTvt/mwulbvS8IHOQZ+n27183Pah8gNuVbXiRgrVjw8PmTB18vlvRh5SXmcsh46hXAxYomHUe5dy9QuzxPPvOdLXEamjcXyrUjJ7JSbZNdttI54newXr6Xcz7LBaTzo78ajteJd6/bwMo9SiiVWEFxCHjJwdNm8HT+T9+KNVpIxXmik7NKn4dAMavMJU27eNqkHuyZbsDx1n73AvIHXleHBi+HJGPJT/655bjnWGLC8H+hrsHrieVvzKDPpOkztfv1ukUOvyX3crtQljvYeQ9+l9JVvKyKWUS/3UJlSSh+YAfz8/B548ATeS6H3Szf4yel5fG05/r6U0h8upTy++65nkzaI7DNGhqHP7YDvLFSkbK4RY+8FTplLFZQkDoazxd0FA2OKMrJdS+rTY9tbcpwRZ5Nhlfsejeeatyb6LIKQsEDpsyt6WAWwnh2v4vLP3edV4YmtYvK9QonKCYfysvmeoYD+8wjCY+uRNeWK55Ehd0x93EY1cojHUg49iTUy0K/SQ7/YcFE9V1UAe7x71CWraod8dtZs2x8gjg/jOWIosxxGvv4lz01k9QXau8mYtAg2P0cTaKAlKOD5D+HqJKh065fey7U9eIPHRrmUucmYbd0+t27kPcnBz0qIJhZBVVTZwCEk4712EIvgHqEl5J1fBov4GTDhmB7q9/5dTmgx1LwPZfyCBtBEXkuCDsk8mZP1ensIaS4VyiZwdGk/gk4x3SVc8fe3eLCu0OhKife5XMOQQ+6fUUqEX60c6QOcVxi2TqRQFPvK/ZV7fdIfzdaKFncse3+cT5o1VMYmpYq4fa8ce8rBuD0JFDQigdhxzGQU43UNxaJ9kdg72nORYbj3lrikemhwyDZOgn7Chq7w3x7N0PhW722W93Wa952i6fvoFUGrsPgz2Sa584I/nx16zXzRtbFGa3tM4JGhUQ+tJJIkzLGG67rGjukhgBZy4Q2njIyJ1qI3fEqCK+1HGrC/HPHc7ffiML1kzgdO4iTvS72Rpc8HIWNm75uXV7p5cN45/l3W21r9ZTHi+/lV2QE9f49oIF4htaOFfzUjsJVPfLuRkugzzTYPY1bec5sOHa+Xs0JI1h7zNQ+/9xDnSPaM6CPSG77hBQz4r9ILd167Rp+U3w3fU2Mxf9GrbgRASulRSunzUkp/IaX0tpRSSSl9UXDdj0op/a6U0ltTSm9PKX17SumrUkof+VqevymYrwPiA4WZ3l3KJdA2y6nc2LjDWYpY9x7TqC0vkHsmKJtcFFbF6aOVToiYVE6zWoEjRVBoTcGTdiNmaYpgEyPyxAdhJJzLT4WyUPFd0w4930NA5LMoAYQcLDezLVvB7bLS4uNJ9boV74QXZtdIkkIIjfMJ+8sroSU7Evq1H2jxXWIk2U815uo2H1bvvcUDvY8VVSFJVb92wIalVtAKY+tnRcBY8brnNRp5pkWo6hTFZU34ZBNra24y1wzd2vDPBJyn/YqgDcSwqV2psaWy7sz+XYmnY4GtrbHeMykwuM5TMdTEQpJciO/PmLXERyQ4W17S4kNZAeXxyRrXNPgrSq/3qnhh0iuZF+xM7FhksIooYzZGvO4ZwXjZK2HmdzpiPx1DpVmNOY7X8twAld/u0y0O6RUcysvYlZPJNDziXBVuVzaIDSaixHOMfIufWldcZMzMj2Rc4uHlJHHXFEn+rrU5a+I4H1vLQqhkZb3kvVFWzHnBQjopA56idcRxyZGRkN+H9It5lMSz+eeHhmYvgItyv6Jkakzbso9P5SY8l6JxXvveP09khtt8wG064OX8hj6D/ZXSV14pF5L3fO08k/O0JcCx6IIbPNZ3KecuyyD83mQtciZR4S8+wZWQtJ3mCQ9Ob+/KVF2L/TYoCRqzPKcakey+lHaMjHDtXdL57BEvHHE5pktYt9PzH7vPHN8hfqz7Ayctv8WyLPMucYYAC1KJ5jBjVh5ljLyIvaVsOI6MuJ7XN1735IiKlNJ/+jfK9+Hj85tx8yq8l0Lvk/b4L9Mb8CYMvyel1CdLuD+9O4DfBOAtAP7hlet+PYBPAfB3AHwmgN8G4D0B/NWU0i97tQ/fFMxnkDhr7LVDFugVr6aKNEY5gIKlO5iJDUDnDegtOtcOWP0bWZmnQKCE0XuoibAy9qqxJ4x/91ZUb2VjL6xnIAIjjGCj0p5cL5lW1w5UmUuO3+C+iqd4jSTRQqdoz72A4q143ruiMBROphEomRFUUgSm3rNsrXRzHtWqu1bixh+wOr/JZliUg7zzkIkX05XwECVBaqzqc3kdBe+JjQD62QI70wOJrLleeeb5Y2HDKyHqxUntvxDXC4yoWVxdQibqz+DW+ZohxXt/r2WKnlOticke8vvEsTAfEVoTkHwSFS5EP9GYxWt6Kjfd2mLr/RqJYWgt+cmIswrPYTIsEji8EU/2oRjhpP+n8WC8MSyQsedMhdzAiBcp0n7Mp9K8vcqnZnu98AOeo105mX6Y59K+FoOAJHOaHS+Q8fPvq0o0Zfw2hpxl/0dlNmRf7S9H/c9zM859uRK+15dXkutGnLFPNQszl0pho6DsMeHTHP8dKZZAYPST2OiVHAMyBp+Aiveq7O/IWJkx4UFqBsc1RIt/pvDMNW+LV3ZUuaUkQmvkBe8IlcTE5+KljK1+b65r5K7yV9KGeB7Zk2+f2zxh3gguCqQ544N9d3VeMXW/51LreftkgUKXYY+SB8x5rEl8vMd/xTgtnl2By7KiFY23ttXvKzUosXwHQt2gGU3YqAv0iBwmNohr34l3sGzCoVxr7bBRcFj2r7TnZQQ26mpyN/mbvlNjV2AUZ94t/ZT+cG1OJjaqrp3nQh+env/6N2HET3kN3kuhT8xvxot1Pn/pa2jmbQDet5Ty3gB+5pXrfudy3S8tpXxhKeULAPwYAP8HgM9PKb2qcMpNwXxGSYtt00aLGJmQHLoRSYHzMV0MrMwcSMQ05DkCaZD2gVYSovMCsFKyCM9CxvvnrFscgybXsrVrTfgVWMpNOarVTDKMTY45CeO6U5AOMgtGgoNPC87ChGSPawqGE9zcIRzWTSu9FTMSqIAmKEQUeTq9oMSHNyucZ+zV6yQe4AmDZkxcg1RJmwpHc9dG0Gp5P9xnFtC5PiYfYIBVElgxM7Ct1GA6eliUJmD5dyD98VA7gZbXNbcy53Q4S7ZZnhcrGLCy296jrF85pOVeeS8CqZPEB5KNl99h5MFiw0ek6Pu5iAwsXnCV56wJp6xMidLAgkBN/nCp6204dM9ki7h4n7zVXdYZP4/7K/dG5D2ga4ImG02YP3p4fGSw4HuvET9fYgdZqGGPjxfQmH+q4OsMMaKAKWKDM0rrGuyNGKooIRJ0KQlXmnEmvqfPzlWwYyig9qlMGC63Fhq4Uq7EQ+8jPiKCIu91ABovKp/pmuJrii3lEJFHJcwlr3o+zVjorPUeHtu+je+Uc529WD5L5hpFhliZC/FOaT3qhYdcUzLZ4KzKCHo0T6foLb/f4kE7T5ws062t0owIFc2SjceQDStSGoTLb8l1bCzqxrNihOPfV9eB9B+zWTPCf18eXsDj/fM4jYfuffNZJ3PancvMw5zxQ6C9bHCO5C2ZN9PvYvcAv8vJrW1jLHJyDPdlLRZXx+vqb9/lNGGZ0NeTlv6J4Yo/92E1vJ5FweT5lHF5NMSr8VwCQErpQ766vB2fkN+M/WvwXgq9V9rjI9Mb8EYMX5DSgut+Qiql3JZSvvUe1/3tUsqt++wI4CsAvAnAe72a529Jfp4xKslZu9ESsYggIcyDM4sqoy5xgHwuLSOptxye0x77Faue8aJRdlrvLZBYLmY0AnlSD9yS3IEF97sgP3qQpB4yNk6nKiTlVmJDlNNz2iNTH7k+psRLsFdjbc68ly5SOP3vO5xwwh4obDFugiLDezwT9M/lzyPv8rVESf6g95A3Nh6wcin9fHl4wWSBlMQiXvlZIzmUznmv8Vdrc4dEiSho7Bx7MlEiEG/h5AQKuUzIacmm7OqssueZM+V5gWIQJRn7mmSgTCbW72GacMyPuoOV685FVmCZa7Emd6nuU/NWyvUsAGRM1kO1vHsv4IlwxgKjrDcm3gOyZngehPeYPiKAL6c98kCW89muXb6XSWJxdqUKINMdyV7kfQDQNXXJFTp9g+PqepH9f+vQRjMq/5CYdF4HbS3NWhsWgEkmJOtEEBIzMm7xQNcMAN1D18bFJO9ul07duhSaUJMq6ThSW5vjfMJ5gX/yfPF+v00H00cmyeoc9YvnL1LaB9Q4v4rymDBS32b0WVTnNCCvQCW9dxaoZ8cQ9Nt7YXxsJfNJ7r/E6fK70u8DY4eQ7l+ZYxlX6vm33lMm3KTH5tweMBmeNJeMS9qFcf3nVPmo7C3OJivGmRBVQArAmldTeVaEkFjalSyeEm+txq87MqoD0MQ4kRdJ5sEjAOTZANTgd4sHuEmPVR7R9qcm2wgvyGXS0kg8h7Wvdp/LdyKj8FzIfpxTk0MY2in9HhxffHl4YXVe1vI2rO13ng92BHB5HL+/rpGPO9XnLuW3bFbgei6cyo3ypGuGjXpfjz6I9rOQj8le+0z6KIni+Bl+f1YvZlb+B/Tr2xusIzJn+pU1/hPT8//iX5YjPiq9YfWaJ6VPyO+Gr5q+DwA+O6X054JL3lZKedtTe2BP7w3gAuC7X83Nm4L5jJL1LAyqaAKLZXIRovl62fTdYVvsoT4R08xlwjwMml3NM49eQLQC+brFn6zMSxmBCscCkKEWdmaId1mNeS6A3qJvrPopLjnCcKghTUuGNSf05sbEfUp4naNAyFahOk9GADHQlACm7DMDyrvwwrpeY8oBjGqF9krm2mHDymTE9NlSeIsHnceqfhdb+RW26wSaY34UlyKhw+2m1IyDrNTxdRF8uvV5UiWTP5PsltwnEfg586X04Yy9gZldsKsxdEOrsSX9qXE4jYV6oUEOuT31ae0gWyu2zcTKKdBnhvRCA4+NFe8Z7e+bcqyK8lJyws+rNz7woe4/M+vWncMiCK0JGTKfx/TQ7HFPVyHHbAxbSIRB3UtO2QIWQSbTNX7uQHwMdX9HZULk56WMOKaHJuOv4RWUxZH5aCRUsjDJ3zN8Ve69zVVpbPwpGx7kvUqXvDdIiRFno4iHcfeSMdMJc8p7EhQqK4gZHptkQhbqIMepKvxs6GGjSMbc8Uu915wTTrk0/Ld5aMZ06QyI0bvoeKlkJS8ti27l84OusREI4wzF9CdtMt+Y06DwPl073rOW25kwTtXpoF5U2pOcd8AYjwJ+r8K4n9NOye4N4N33dLbwmpEcA2KgmdCMvZJxVYzJkVzBBpybFCfWrO8ut+zwKeYjMg9sgPNQU2lP4NtAhb6e8yPDo3zSHw7H0bjalUysorwzj5JYbz1LA8+q9C2XyRgAJwyQ0mP9eOu636dbY7TkPS2KJRvqtb9LPdkMuz+8Yu2f58cdkTe+t88H15exoRFonuUeqfcLNGOyL+8kZbnEeCC/a+kuxyf5536llBQA/O3ydnzq+O7Y7657aJ+Evj/2+PGn5/HPp1d+43dj+o3BJb8ZwOc9tQcSpZQ+BMDPAvDlpbgslPekTcF8xiiCKK1h2TnlOjMKaUfu9TRg0vTxAPBgfgmn8VATsGDoUmmb3xcB1T+v9TXIyic1FFHT1QtDEqXZK5l82LNC083VipJr5gQUWxAwZ0m7DlTGLl4fViR8v/i+NUt1zpW53eCx9uWCnTLHCM6RU/NqsjcuIlU2lnIMJh4wsFLzPMu8dBBQUuDYWyaCWO1rS1HvhQEZIwDqU+t/9ey0wt5rVloRktdozZssghuTCG/crykN4XqSNthyar1SM+ZhUE9W7Wuv0Ms7lHfB88fzoRZ9A0Vqa8PHQOszdf/MGlvKfZhW1qV879ftTTnigucBxKVbRKH3UCKZV7OWF94lnkSJZx5xaiUCUou/XINlem96G/sc8jSBqrHHjNsZ0YwU0Thu06Hbc51haeFjQpFAAgA5ZTX4MBnjGCn957Q31655wDiWVa4TCKYqcM4DzMKW57WVfxDkl2D4u0Q1/Fxf1vZOnYtZ45EvZcSOPcJoMFHZY2tx3aaPdF4IMb8E1oVcoJVdOGFfvR/zA+zcfryGTGFll5EbM3JXbqvNUcaQXazacp55QxQrF9WzbFEMcg1nah5xgrB5NjKYMXA/YWGiglyQMYywyVyYzH5a+GfEE+R7JDuvrECpN3RRBG5wVCTSmhzAhnW/ftS76BT5qjA/bN7OaFyO19fPeuPWOJ8wXKoiP443uNzsF8NrmwNv5IugqYI0YWOPKIhswAIsskQ8q/yexWM74oR5aMqR7oFlLXp5LKfZeGS1/i0sH1MjPFo9Uum3rGk2FPg55GeKcfmMPW7KUWWs6H2EvJ1kNY9AmpGxJ6Mhx64LiTND+AiXqlmTJdbOid28XjFkBuZHaXjqYYcPkfHdmP4pal1MT+8Q72VK6QUAXwbgFQCf8Wrb2RTM1xmJ9cgzzcgyFFuVbL0ksYACAEbgmB6qoBaRfw7X8dKaZnhghEZ/WN+JwSfIShdwvTChUFmkZ0hfNRYtNe/amlVT+lvhtdb7GnlDO8GaBFARhPWQTDb2zMMcvVAhwp9P5e6F55a226ZjB3qICfeF2+B7PGwWQFh4mZ8hXkOBOa0lCABAsBVb360+p70377lhQYXJwpVszUkWANRK7+bet8XvwkNHZww4lucwDf6Zfdp88SAxFFY8hHIgaxsuXsN77GVO+DN+pjcqDJhUKJkw1CQXheDu8m7zXjN47geO+at7JIxbImFC33cglJm5KFMVhoNlUctbjMi+VJBTGPzfnaK0zCdDyAR2O6N6967VqVUoeGA0M/3NPR/w/RFPgGRK5M+lvwZ2hz4Rl/BNEcRYUemQDSAlA4NZt5EXgRVjhiAyjfNJDT0ethd5r+v4nCc9NUVQPBGaITZbpYPnIJrfiD9Jgh2GbBqPcYJ5BxcsSn+xPJdpzbCl50tihWfulEyO/WZPa3TueQMoQOsQPW/mPl7y4nWX97cYcmSu18bAYSXitZExAL0yI30fMBFiIkgaR0pFhNLxc6vzX4I5dn0WPgbQPsj9uR894zY9MIbOSE7ye/SCna7Dbq9dbrEfj7gdHnTtyP13kSi2Bm3jlOQZgw3hgDX8e2PXund6cvt1Nu/V81h9fmQ4DxTvY36k33mljM+kWzxYDAptvLbtWY1yk+vTNW+sX49juuBUavUCDh1iKDPP/bX9LvxRZMj7wo/fQXQupfzj/xAPWrLW/gUAPwjATy2l/NtX29amYD6jxAt6TbACLJPVzUJeORYQGK5irud2UvydCiLzCcj77hD0cDFholOuwtRIyYSGAKbm+yHMUxgYtx3RmsdG+shCuY+1kGtEWRaB9DDVGK88V2hhlPWOrXeXvDdCtBci10iULWasF+wUPsTKQT+2dUXDx8OqVTL1B8ddzLPVgmpCqxxeAisVRY4TaojgZ/q8QNa8os9wHH0uGRv0fuehlnvEcyjP3qd1+K8nVqZNHBYGtboCwIvpzTiVGzPX8nPtEOI5icrXXOtbD0EbdHweEg1YQTgyMFgP4oA96hoTZVHXMnZAaoaGplCvC7CmnyuefbZcs+d1TemvY75uFBYFwyfGyqV5PLi8jReQRdHJ6L2Ja+/Ux7z6OZJ+ST8y7V1fVF6e5xUs/1NIEBaKDKF53uFkYO2q/CArDxDvJBsHeIycxfIy7E18n3iNvPFP9r8iBWh+VLgttvahT8DBnjzhxYy68GeNJkvxEEH0+0bmYsQFc8oWleHvTyvnqntfRjgPlFUNWyBPq1ca2ePkvUbX9pq8G5lPSdonvN3fdyo3uFn2upxnQPNUN2NY7M2a02AMgpGR2GQzd8YGPgdVGS31fD/gJb1Gxsbk5Rb5bA0+7rOqX5YwEjaiMALDtAtnnE2xEtJDzuM4VN5/Iy7mvXfeX9rvrPRLm52nkIxd3rt+F1lDNcG7ab+xsmeM9b6/C29pc9GUWu7PBaM5F85pb4x+9YxcN+KrhzI1GUL2sOfT9ny2c1IV93ZOqhEh2G/iYb7PmfeuQCmlPYA/C+DHAvhZpZSvfi3tbQrmM0Yc49BgD72X6ppCJRQxG4Eq5DxV2BoVP89l6izZzLwZNjqRwMFB7vxc6fc57TEPNq4RDiKhFspyoviSE27SEcf0UK1QqizeA9LE88AHp8LiJMU8xPpMirk8I9PczKcui6WHGzLTFYFKYipsn2Z67sVYzCJmxnAhEcR2qcYAXkvgsEYilEvCiehwFw9pXwurxT2wdd7HZXGshH5OkN4LWjKLBjVyB4UTTJj4ANNDIrWEFhHMci3WsUEprRAyuPb3+YTHcxXgowLjnQV3OQy94m8yCZI3hQWQNau0H8fae78moCr8Odv4Nl1bFA/J89HG0JdY4XUELIoQCcAAGUuQrbfYxM3EfEQhTpJNkmCmEYrBeCCc4M37SMIFxLPDiWwiC3pVGAWQTQKZI3k+8888T8jDZGBa3C+ZZw975LY4cU/GhDzb/Sl1/joYtcDmWMlc4gf9nsvzBRkXNQqIQsleT/YKiRJwKjftfQWIBxmzrosV45sosWuGL+GXvg1WmNfeDRuGvNdYro+8hvy+eg+eVSxu8NgYctqz2xkmWdrlHBLoaS4T9nONR5casX7sksTOQ0PlbLZ8pPKhy1LygmHVsha4Fuoq1FjO/zQYIwkjMS5lNMqWN17IHEtc+ozcxQL78bCBPDLyegOsPw/FmyVGDO63VzAZ+ivXnsYDxukWaZ5QaL4ZEcTvX2N7ycjjk80BEl6wDvnv4oiJp/nkRdJ3fw57kvk280qKGMtJvG94PrgslKfV/Yqal4LRcYK04bPEI6XkOcqn8wOD2oqSJcl3nj8bxAEIycPhCVcU9BkDzjn2XAulXcbw4Okqo2lOuKfd4LU9p5Yi+RIAHwXgU0opX/Fa29wUzGeMztgbZu/JHJYJnRDSPIssVFtBDEvWVU1GsMBk5zRgGNYzffEhy3AIhsREVj3t93KQsPAkjMvDK7SNRZhrbbYY0NCzECh7zXqcFf4Sjg82ON94fmGVzCbA2bbWGDwzuwZR6yFsfOCvCV8iAOUyYZ9uax3BMuICm1DGwzd5PLwW+Dv5vnkeG4sQiNucBhXCNQlS3uuBKeMV6uC1AaTTkx97g2Pmbt6uvU/AKi9r0Di5ni24nABA6KYccUp7kzjEQ2qZ1JBA74EPxYyW7XatX/f1Gq7RZYHCRkaOSJlq7382yrAnb3zgdSnPZd7ESYDGdMYl2QQYXhFfo4xZPaw+cRQnxPKeDe+1mDHUbJNSSmKaDMxQ1kPoycKkSUsAYMoHw5NEvFGPSNpjRItL7ep+kkIg/QJiT9oOVfna4WSEzDxPwNCSqXE8ZvXf7LXd9sylREWykD3Tt8UzNq/wNiaBqLGALSReN84w7NEI1wW8tj+90u9rD0fvTDKRyjrzxgP2Yt8F8TTXkvAq+0XXOVrc5FrIgiQ9YmOW5CyYSZnzBgvfN/nvlSihCbXM1Bi8Z05UEynuvs8CW13z7rfo6t5AwzH4t3igsoE3ELESzOThpUwMX/bGK9mTMi8cjuLnSsYaGfEvub5HUYrPQzvPpeSLeE29YbFHpPQhP/r8O+4F1g00bFz15yXD1iPocGTskmdNGLqs4kDgQaT9IXM9pgs8BF4QY1EtbwDVSJP2Dc3FRluXlI7fPdCSSs1pMKi+DIsYk5+MOFtz4FzeRVWmlFIG8McBfCyAX1xK+eKn0e675my9zomTtgC9dTSyCAJ9TUV/jR568wmTs4ymecL+8opmSYtIhBpta2EWEpvhrV7XSJUctsot7a1l3vMejdb5uH35TqzrwmB8ZtSIZuQmxAVKq5A/QBmKuzYWExuY4gNGhL4x12QO8gxO9JBLbaeWBGgZDQ+pKYLVC2VjPvjg5HGZDKrLnIn1dUwX7KdaEH1OA877JX6PBKGcZhIup248dyl4MjdrsXAsxHXvywj/s/GEXZLNLMd9AmASIgDNSMCHo7ZdJjzIR5xwY5V3NKE1ipFssODZvH8Z812s2HskRCG1fejX5oxBEQtrJG35d/ZwelG9V1G73K810nq+hHiQNiT7sYV4XzcWCMk9DHcXz49e4/asoiS0mHfbY6pcFudxQY9QECFevHCnsfJS9oaIMsNw9Eveq+chEl68AuyvOQ2H6qHCoG2fhgPG4YRxuu2uN7BXKgFk5pH4Rk7V+zUOVthvvNqWQjAC2rKHKr/MJvaRr5vToBmZgWagEoVFYHMyx6KUqSeO+87e0LFlvpX3xM/mOOS3pzeGPEh57KLAs0dRyM9fBBdmSDC3LYmuOHxF1huXLjFK8XzCeWghKT7EZQ3J4z+XxGTH4ZGe/Z1CRXuT54896kzs6WOeYHjdIm+IgUnGpONLshcHAyUGLISaE1zldD2RWbdO5Nyhz1lWYsPoQHMgz67n+IhhnjDnluFXDCW73JItcsKk+xjLNPkPOQEuuZV7Y97IiCGWKyIFOUS9ufwCNcP5ZNqt9zRZg9/7aTiEfD/yDjOtGY/YkJ1TXs3dMCOus8zxpAB0XWtCvdLe0Wk8KLrJnEHOYM6GjbuU/tcLpZR+BYA3Qt0J+LCU0m9Yfv/yUspbAfwOAJ8A4KsBHFNKP8c181dLKd/xpM/eFMxnkDQjKNZj4yLhKQcMRv923jhvSRLoxzidTMp+vlfu8YeNh5/J8yOrru9HRB4+dlOOBq7n2+W4mWvEMSSSbUyUoUuipDvL3ImXRO5VRobYe1n71piYQOIu417vY+JDWYhjARmme3FFyiVWLJcJNzh2Vne2jovnTw/VJS7o2nwprA9nVaa6sboMliJc1jmkzHqcaRHtUI2YNQuCt/kQzrGnHgJnBWEA5v12Yw0y3vrx8pocUD3HQEuLzoojQ5W8USRKgBEphtG+N4ouKessTPReykmVZf9M9QYJtC3NZn/uL0fsccQr+xf0AF7jR6Zt6gN7MP134uWo/bmf91LGGikwSNC4xDVFoD27jUOyIZranRRn58fDQjcA7C9H3O7a/Mj69fV+5zRUQYcESU8M2/MCdC6TvgeBm80Y8Hj3SDEv++kYtiuxmexpkGeJ0CmxxZpAxj1bFC/lg/JO0SCf0jf2/vN7Yngeh1yYOXee4uYVJg/qgobRbJpzzabJ/eU+clzpYd9QQmtKyhqtehAdvxCPte9PDQ8BjuU55cOe1OixrMfD9JLyQyE1UAXzqX3itbq0dZOOqmB7D5aPcxVDxoyh8xiyAdeHBRieRN5Yf67Lc+T9yjsx6Cj3bPGmS/1orrNt+nclHwF/5o34rFhyibK6Jy6WF1AMdPMINg9bnY8ehqv3l+bnlWt5Hk9lbxBJTDyXYpCJFDkON5jT0M2D9m0luZnnAVjQNvsuh0U2vMXME/WLjVG6Xmnfe9SREIeLyRxLnzgLsTl7ZzJMlL2RObzh5Dws9VNLj/QxToNgHb0O6NcCeH/6+0cs/wHgWwC8FcCPXP7+yct/T/8lgE3BfFcktSCL4JJtkog1mIQntsrkUuEL49AUF4nlMYHXV57dtb+y+TiFe6RgRrAEf514BPjQ6LI0Bp4GDlZnwUqgXNoHtDglgbnMqEWvM2b1ZoqgpYIeKdsqRJdsPBfsQTVB9AGxMMXWeB4bC2PsAeD7ue6gP+BOZY8bWgt8OPE4dJ6XuRLBU/o35wHyOpo10scS2sQP0aFv3stENSgXiKVZKwGT19iwFUvp2n2+T0bpcgYenxhK9oh4uCPjAf8cEymZYG/80LLbLgf3mhciIu+Z9RAwFvStIOjmdIF1idC7c8KxCMJ+nF18GVmAeRw+vpYNKdKHJyERDlhp5NjytTnkuF+vZO4JPirP0GQclIiHSfa/JtchXjnirJ6j03DojIDSfxMPtMyFwMLmZEsSnIc+s/ZtOiCP8bqxdV3raPbTUbOO3u4e4AaPm1FngebPuSkbzItFyRRiKB4LgdcUN12L2cb1e68jKx/MFzkG12TuJv6oczH072s/tSyg/E4iI0hE/BxRoAdMNqYfQaxbaQiifR46yD97ay9533njfVyqroPlfBupb6oYLXMlCYFymZDzrMgBqd9p3g9aUjwNBUhQo0OsYHvD1qzrwM+ZrOfHu0dmjXDdWKaoTq14MXPQlzFdjDH5vuEFrCTtLy2xmyAUTuNz6jlUBThb7+GrCWUw5wF5EQV1IBStVTsnw+pZxPtbSA2/qa9zLIa17jlYQjo4HIa8ot7za8fZjAYZk65X3kPGCO7WpQ8jkfU1+7jYdPd7MOfWPNVcH/lRGPd9HyO3XrtPGA5PVwnNj+9IbX4HlVJ+4D2u+fDX9JAV2hTMZ5C4llTknfOQEXMvKwokwMv9Pl3/cXiEm1Shj8LLvGAgB5MomAyVlfY9hInjzpQBLczPlAEJGJE8P1IwophFHpvPAOnjhuKYEfIaFsnYlpd/jXmy9/ZqOngaL3Kz4kcwKh9boVZJSqPNQkMkiLFnjdeFZAcELLMWAZaFfU5+4udmRo21O+IhZioi7ON5xDofxtKmGZe5KjA+adBaDMwaqfASeELbeG1bXD/NFL8uyz0F5vDKsGU6puVw9kYNwCr8EbFltfXTJclh+FKAEohK9njIMY9d4aCUaRHLmvDlYVqfJLtmfZ732noFlT2fbBmO0AReieLxR8Ige4N5HctcCazMe4lVIFqgqF5pqGvHjcPtL6MUrBiEfH3DXCbcpMfWK4fmOcq5rpG1zJeeLthpHUVWotgTy3N4zI9wmFs2Tt9/He/imR4utzjvnsOIs3qBLrll0PW14rivLAgyfJW9D5JoxhgbyNDnM2wzb4v2l/d8Cz8WyOQaqfGSjGHSBhsbpA+AfddsXOjWtDfE4azImJz6bOX+fjFiceZdDq9gb3c4Nrc2OcZZPq+esBs9h+S58jzmezLvPAYj0Lt3JWOqvImUUZlfymMQomtmG4vM5xdnqgds+RSmCC1h0EaB167NnzWGXsqIS2o5Gsz6d0qMIIZ032ibi7c27cx+kLmeZV9gAovf0dkn64PpWuIr6VtDFsRxm+Z6l4BopBqmEqtp9mkgX/J6kv19zcsvhq6IxxiPa3DecTu1DM0B/vXmUlFdp/GAqLxrZAwQ45n8vmZEe516MN9ptCmYzyjJJhQxi18UW9c44YyJ+6ID31vOWUBR6IQTeLzVVZ63n454eXihTzGtgkbPIPgglH7e5oPCIa8RZ0z0JO2LRfTiDiU7n3EbnK4egArLUTwAvwcPBWFBXOPeqI7chPigk/fcfU5CL5fv0PculumgaLD8ntNklCmGRMp4npQkflU9Ftkq+ZJgxI57eU9LzF2LRQzq0LmYVfZA+3d4wVjrqHUF7a1nFGgxSDlPmNPDq4l/fMxRqJwEQicrJ6wQcj+iOBmZG07TPqXBJJERg1N06EYeiNrf5X2bOFnbF18Hj/t1GawHxtOIcwi7Mn1Z1sHOeRW7cZDlOXp/RtgiWB4LUeyJ4y5x/71yrWvTxYnxNd4QI21wwhodwwp5ocWPWT3l4gUUJU0EO/LERWvoUsYwG6eFGy7zernFcLnFNNqi5LlMmnBG2w/OBL1+RRj05QZY4ZGxyhmm3tIAvcL31v5bHsDKn7/WkyqjyzVr8cWRx+uaQN/NicmdQN+lHmZvIPyiZC68aMJQFQUJ0Sit1jCjcXzfuayGnEVjulRvKSk3Y7qEZ5yge3zWU/acrSq8ixGRUQln7IHFU8ln4l3nvswfo0j4fXuEj36PeB3wGe8RL/Iu5iUOcJI1Wdr7i+C98mwOh5D34+Px1+brWs1olqn47GdkVrRn5F4ZKwAbu4uWhIm/O81LjCyhbdiZEJ0DkRK8Pp647qwZS7q/XCJQ7GN6qHH1XCsUgBppmoLclGCBjucyATMwppPZO5yrY1MsXx1tCuYzRkNgcgmFseD7LrgdkgTECokKMaLrL0MPfQ0tlvOEm3w0Frw1usZ4BAYUpSf37Srs00Fko03fQfAC5sx9Y6sUl44Qgd9DJdeEbQMjSyccy3PIi7WRPTCNucce0Aj6IhZisQzOaVCrqLeSsxdmh1MYexgptQxfiTxcnXd68SKJIDSkqXuXHq6ideic5VwhM/PJCOxjOuGcH3UKk/wu63ukPSPvUNa4HCbjVBOhXIYbnPd7PMah81pyv72niecFaAqrfM/xYKfx0AkWa0IqJ/Ty855LPQB5b64lPPHzI1BCYxVe1kQvjCzrnLO5LrF4PId3UeQZ9IYqpdSS7YjxoCEDekvxTakoi8uw19q4M+o+EBi78YAg9hJaz4bzbi7eCF73q8YBaZeyMBtvnTw/27Y8CkHGzPPGe/GagtfumTWhCht2Brce1Kiy7LHhcov5xrZ5M/cxSOZZVwwOnaHD8bKrwnbgLfVrJrswAMOf6FofQsKf8Tm2n48GkQE0DzGHFbBXxii8dwjcvB985lNuZ0oui2YwR+y5YiXTr3fv4eL1JOgE4Z0tudnU3eMzW3tjmfH0E4qEYZ2m9i+FyFyG3ijq31OkZBgIpZtf+Zt5HQB7NpLxIDp7W26HQWu/mr3s9q78PaDWZxzvWe6Cny/GbMninEufKFGMMn7NRDG4jABoskfsTWRnBNB7M2WMZ5Jj+F6RLTkpF5NHpPixA06pNErwukHe939G1vhxnymb5aNIjuZ1HCnrT6pY5t3Th8imt782iOw7kzYF8xmjERfs060KXkDdnFpcO1lrb90ctpSAt6axhVwZ7KIgqDWeLHReqGEBd86DQiE50170bCE5DNkLJXA5H0Phx2ZrFNmsmUCfEEGIny8QMGaWDOvyKa8HWAisxC0J7E6SgsjYuDC3CkdpVqan8w10BzYTe0jkwACgZUuMN0/hnQssqPTCSy4TRorZujsu4e5EK+xFkvgNhT6uWHnXlGn7XBtjI7VDvWec29Fscct3HG94wS7MqpxLPRBPqN4bTjxkILKLZVPib5hYEc6YFMLICQW4HifQBKa1DMZeIBGlWObE18NbO7D99105DGcFl/nlzL8C72LEAZP3APhnXjvI9TOq4ygZUc33mI2gJXt4nCrvYa94BwNd3s08NB7qPUYMe5pg4e+ifN4JL3Pea69ksoIrPzkuT36GCIaVTMseZs11ZLkvbFRUpSBl3OJQE2Is8fY35dhBKztjnBPAmC9Ha4BjvqzXaeG1y56ZsSRJmacuQc857bv594ma1DsboAmEf8paeLx7pHtBjEPyuzdEDLBx694T6edJaEq9cY7PXebfzK+BpphdSozKaLUVV7yHgULFz699uBviJ/3e4VQRMAuMmD39ftwGrbScS10tw+VskXOC++33kfcq+2exoZnljU7hlDXbJSJqnsXOKM/Zx8kAzrKXN2zspyMw9JlpI+pCfFwWZ5+rQcij2ITEcLEWj9rG2hsV+2tbnUgABvLM5wDn1OB5YGOHRwdE6ANjrMDUza2tjWxzKFhDju0Xo+u8UQKAlqpb9f6yEcFVdHjSXAH/sdOmYD5jtJsf4/nTd+M0HkwdM2HMkcdPCmsLsYInh6W3il3KiBH1wGJ4GB+MrDRdgtT1g4PbrXlt9DB1jH7Vq5PsWKJYMdnoF+xq+v7c5mkNRiTWRo0fWg5DAAqN4XmT9o1AMWOBWa5Y8eXaxXrbQ416BuXHx30XJeNMyZjUK0jxEv75QvL+db4Wq/S1uMf+MM5mzgVm1WAnTcmc0vr75QLJPDerdSnJ28zKI8d/MZm4ZJdUhzNtyjM9PInhlipYTKdOuRPPlCqZ+vOi92gx6uBgZ1g2x+as7YdxPqmVWNr0cPSGSrBK3oQB08JHWNGrnrN6jRhddO0sSRxkP8vBLXvHH+xr5JUrXps8Hm1Xlc7ZvAv1iDioE9BgsewB4eydopTInoo8cBLvqEI67X3+e6I5Vcix228slLJQyM8UwWsspxCaq/O3cHIDhQPtCVJmPG/WNtxYT2WPtz/3nnj0+N+bORVL/1rB+4jWjEbML33NvDFdmgEg2ZIlTANiHsvrRiiCz6shdjnfxvmEl/MbkDHXuPFc960kO7pwsrsyARkmIcqakun7zB5yJqnj5/c587iMSZPMybkEQGMh2QMp4/ZGvaseZuF5Tjk4lRvNii0GTj5n2DiTy2Tim0O+RWWfWKmVPe3PF9PHYpPoMa/jfng0ExvLovHzvmlKfx8qYnIVBN70sG0xZiR7Jko4CNCUH58LYUbWJHreEaDnLKrBlOGfXk7xHnaGgbIxjQ2p3ng7JlhlirIBy73K8xmBRHOiSfrmCfNuWDWoRvXIvTHAJ4Czc2cNhmIwFiQLGwxZTlozonuYvu/DRq+ONgXzGaM0L1CTqR6IemhFiTPIm3nN6i6xY00gnfXQ4gx8Uh9zXiys+0s9FC/D3li516AF4mmTgxAI6kmp5fC6d4CFT/bkRkItW7G9ENxZW0ufoEeEfWZ6E4bQCsnj5mu7gxIVZiSZarnmomdyEdSnNrJXhs2FgXNppUn8fEVWOYbkeljqtbnlw85ncONxcns8Bq8ECbsRxf5SRuzzCSPOKjjq9fOEaeg9r9H7i4it7kLijRSIMc8P93uNVBBJTZFRYZmgkCLQ+npz1vvUJ0hgOmOPy7DXPcgp85Hte67r3Vp4G4xp8ZxhhzGdbR3bKx60BhePYejCkzhBSe2aNT7IuL1C5vel8A6dD1JqZwx4eXihW9P6e6Dk8RjZS8fzM+Ks+0Kh3jQXoSCCppQzZNqM1XkO5XM2tAE2eRr3W549I5syERGfASx6IYIFW6jajLfjBeCB88SlWjrjEMRUd3NA+zQ6cyLFO4I8slHAe1DVA0LeST5vvHdEEsfJ86VdzcCrnu+sie5G1BrDvj9mLFSCiI02hteloWtjSPb68Y53BNB6Sc0QZQx7CmFkA1WNq9ZC9MUmeoue0zLItsE/LofFQzqb8zR8t2jvzRukARiIsedLph+EXGDFtY7VKj/eOMTt2nMnh3tZvuP22CCuCv4yp97DbCCUsHOw6vnnJHKOPALExzJGMtJtOpha1vwsoIeZRudNRKzMyjqStkWWyqiJi27nPQa00BQfnsN9q2d1H6Mpsobvb0QRDxYDSDPmD1pKrUPbeO8kn/XLPpzz0EHo+XpvYN/o/rQpmM8YlbxYjPLQZeOLiOMAfJwE0Be5bdaqSxPmvEW/jDi4A98f8B4GJt+P6WwyqMkzI+HQW+cjC6EXTCKoBFv+cqkxkGuFq7lPALq2jIeG42LIyu3x+pGAPtA8n+Z9jT9MQUqzrj/NEnvBDuPQmKl6PhZlwwu4XrBjGKSfP7YARjEf3aGQ5tXv/fjFcnoszxmLu0lIQ9bcVU82Pec2HWzpjOAeKUQvbbLVmg+kyQgWc6c4s0dJ6muxwtzFiywH1GW4MWuY16SMGbBJFHhOjGFk2TPaD7YSz64MB52pEu8r1mbxTADQmExWMoVYKOO6aiNkP1u4LAt6AMzhfs14xF5Nv1Zv8Fi902O6tELfqdZ/FA+UPEO9GV55XPrOHrlIcGi/t723ZuyRNc0ICJ8AQyHF9K7uQjrI7+JJE34vEP7ahzratf0ajT18Jq31Ix5qWQjZG4f0Co7lOezTbVsjBDfm503Jniv+zPFwOKAZDXz9QlEoNRHXXN+5h3vy2vHQtxmDQfxI2493j7RdyfJ6wk2rQRnI3TyHPsOq/53HWCHLJPxyMqpA6V6jQ3l5efZeM7oKMaSSlcwIJcDeVEUi6Hxl4yUFapKXB/mxjkfWuxhH5rTUJmajiPPyA+iMhfI8DqkA6nq8xQOTUT5PNSxBnn1tzhjFJAbFjNl4N3U9QJA464onG1Qj2KT8nJNV/qJ3q98nGJglK5KMDooUQF9iKkJmrXlVPa/o4K/BMzNs8q3TeDCG+wF1vxzn6tkX5YENRVLqae298RxL/zTMh853Uegsb2711L1RYhwueDw/qHfIfJCRRNaEMdiUFoojSfkE/cJIiSdRLPOYMNw85RjMYYvB3OgpkVpV5FAIDg9Ouc7CrrfsXHKfyZIZTmSdBGCyAIrwwxYetjiP86krD8LJcqRdc/ARM/fJD+41RwHcxMBK52qdXrPgMuOOPIraz9RSrTMjj0rEhAeSxFMsTJ3nxSg4VwRyLiuTMRlLvTxH+nabatkQb90UZukhzCyA+P6tCbM6Xvp8TeD1CjXHCQPAPp3aYVusEngZbGKkGzw293ohgQW5sL9iBJknHPASTrlZPK0HM5vMh0LiQVZrb2n13DBXYfXx7pF6HCPiNaGfdYeojWEWi7437HAMKI9b18Yi2PhYk1s80D0XKSOyp6viul+UBWvU4VInZo4Jfndt/bBRip+bS61hebugKIxhaxgUHZHT3GelTUP3vDMaXJaNYQxj63jgyr7kZ60Jl2veb917K2tT2h/nU4PCe+E8EIz9/UCLKdTnLl4IL7CxB0VgpAAwDQtyI/Vx3b7/a5DjXoAnhbtk3KYHQIbGtcvS0jwDeX2erKGyj8cTiCfTcXikRiKt6btADqN2mZg3MJqm69fCWxkizRBmn4xNPl9FHRWrYJvzKa17Br3yLv0GoF6eCO2g9xP6iO+VPvnyRTwWw8tXUCa+faAaD0f3zgyvc/vc88gz9qECsfZ8n5W+i8N075kN1XX/9wZJltE8n/dQYW5TFPQagxsjNJj0LL9isDCfS9kheQ6d8SZ8h+W36RZzHnFCkH8AZ+zSiPPiXZekOjJuRt3IOpA+s9HfK44Zc+PRGLp9V6/N4TvN84TdcMIljUZ29WgUnv8JA/a8rpZ7TsNB94/3oks7G92fNgXzGSSxqki6cGGIIylGvoA0AFNAW5LxnPNeLeDAHUKQUzSYWKD2BZI5+cKqcLFihDHxJAGxoKoMO4BqinAhzE76rFAqSsTDY+bxegWs9q9ChjIdIHcRPx8ZmJd6gSb2JhAO7AHTLK6cGdDHi9m+TkYh9YH0HBsTeXdZ8WZmb4URmxzBryfLjGPvBoDQi5Znm6FPSKyW8vk1Qdu0mZpAc061pIoIMvt0q94Bn+AHaOVxWEETBV+eURW9pkQ/3j3StOjX+iblYyTGhYV+hmVHSRv42fw3e0055ibyYPM93QHqvJoDJi2XcpsPdc6STWghpF4R9z3DY7l9Dy+T30UgEX4z5+XeNGtpGvH0RWRijkngl/YlK7P0rZtfWPid34NMYuDjGDDxRPs4Qnn+bTrgBsc6rsm2yV4KXvNyDngPAFDXSeS5EmOgwGuv7VWhKMYxIoERqmAZKB2d0U0Kuy9ZM0dnYNpfjiaJWmRA4DHqukLztEXnm6BBRMHepxNOZa+Qw6jfvIei87CH3tX+3OKB8YpyP9cMM0LhO6JM5p5YoWKj51pJDc45oH8DCuP0WURzyl2tUOGByr8xGy8+8xWdKzIUyk8Zk/A8Y/hJLTM3G9NE5vHGJYWrBomQGBHkP+P+eaVSrtPrvTcddl+HBjOX6I2fJcShHBYFMndrzBsOBEZ+13nIxNdKCA8jJR7vHtlwDCKRIbJKAUuW4LRXaO1pOCj03/P2nCbT306WYOTAynqX6+hD4xjhLPKhcdMlt+Rxzcj9/n2Cud2op03BfMaopGwtZakJTIaBk0DJpAxorgw5Y2peOGc98gKQT/xyGfaqsHLb++molh75fIdTl/0tEobWniW/r8XqyMGmzJi8JQam5wU6Y0mMlTKmKAmCCJjqSRTvUZpWFWvuwwEv42U8b8bJioS0u1Y7EWgCu8B4fSyG3HOLB12Gxx6i3GCe0Xz7zIrewyc/V+MHXZ1Vb1FdfcfswSz7zlMl1zFkyM+Rh9GONBe36WBKHZhEO7DryMRwptiD4/vvC4fLODmJjkEJSAZbBxuT/qyVoLmLRHCTGL4u41/gafCeUDOuqXqVduWkJUGkHfYiRMkYAOsRN4YDV2LBGGYg2XovuAw3CxqjrT0uwcLKhazLSJCXdkUJl8LqFi4bW6h9PLb30DLvMkYDfudk+ABajJwI0XmelgQ0NpnbDY6Y08OlFEIToP17C5WK5fkMe46IDQCqkCab3M140a/wO+Edd8WAKQwPtbbz/vJKnZcHe/OsayTvP5dJoaBsVGHEDpPWekwIlUygGZ74/PLGMvmbP2cDg8wJAOMx5Xv9+ST7PvKiad/cuPSczujGwufgBUv8pf6vsXUcKyhwVrnGyxt8xjB/jwwB3EcTV+qytgv0VsbPZ603ekn9bHmewjeDpHeArTG6Nn8+3pOv8eE+0Z6L1o/KUWmnhpULRo0tj0gU/L1bK/IMno88T8DY82xvzGO5jKHPALp6qGfsOwdCRFzGDWjGwgmDyo2exCsfnv9YX++ej4jswuOsaBU2hNh92z6zYU9sPNZzd9m/a+iCje5Pm4L5DBIfziLosvIk1tCMKUzwwMzlNh+Mp8QffEawcEriGsRU7vWJfyIvZcSsI0iqWuw5bsUdvF4xk2QF/Nwz9goTzaXFpq7FRvlYHiZVAJY+cykFbr+zfAZC+j7fGgVoxHkxHFDmxgzNngdYj6IwOy8oZloT0i57HcW4IMRMmGP+AHewi9AAXwInTlXOSYy6a/1BvFzjY3ABGI8g98P0KVk4JENo1JOUhm5vnFFrKHp4oP/bU5SMQIRjD4nldPa1T33cZluTVdAS66830HBMIBuHuCSPwsZ43y97aJ9uccHOJNxggTzyBrM12kCMCMoYeTxzmpBTHHsiT40yqvo59e9YnjHOJ+Th0IwCi/B/Mx9VmHl59wJmZDVKXONdSKTku1JI7Xc7N503R9pZ+syZQ0/lBof0Cq2DwPiF5mEdVzyH8k7HodZulSQvLNytKZe8LsT4wX00Xh1aR4CFBXI/Lnlv49QDnsrkURveY8HjTPOEkgfsL0e8vHsBeUVhufYszX6c+twEPOYbPK5GS+xDPtQbnWKDaDfvBEkURI2fwzkN+h4YmcLKy9qZ5A0ptY/2HF9bRxUWT9m7A14nisOMrAo4I6CEPORS+mZjHgn+iEljz005KJFT0gMTQ+/7DkD5lXo1s31uVL+Zwytu0wONTY8MSWwQzaW2f4sHYUiOPscho3w26PZ+65yfy4h9OtGZz3HENss6y0E+lETmI5fJGHQ5TEjnL4nRdjT7m88hRvHIGemVPO3DwjfZsz6hrWmpIRqRGILuQ8K35jQsYRNZ6x4P/J5gZcR1GLuFyDLyQ2C5kfHuSSgNCcPuKcdg5i0Gc6OnTLL5hRFI7JR4HC5lxD5IgvB49wgPzi81pXHxOqxRxNAlZsTDCCKm4YWbKAjdljiYO0XpGsTD18jjYPXosLiU0SSMEPKwGn8YAgKFIcGNrV0LrEstxLMdn7TriQV5FfTJorwrJ+MRvaB/r9JHNgxMiWKlGG5Kc81KpkmwgwZP8ePvYDlBnb0LdqY2VV/j0x5Y4nFlJdPAqAL+mctkrONAS4EuMXrcd+5bZF2X+Z0xaH1SgQpbgaRlOWZlDGgCDtAgtzlbo4P8PA6PdC4y7WVPI86aWAG7Rzimh3Rfb4SZ02BisDXr4orFecRZx+gVCm6Xk0hwspQIEcD3eEE+gqexMuINYL7fHOt9Gg9GmfawNl2/S3uH6aWuRm0057lY+JqttxbHjq3FvDF5ZcYnDIuUMVa8mbzXk/m498TMaMkprnlVIh7OczinGucqWZ1FuPN808P81sa1Ni/y7jg2tHo9brUvvualtLNGa97Zxmtz9znXc/YF2vU65o0LR1hDDclcVfj2Ajel5GSM+PElvsIxIZufci0bRbWONcW+8Zx0awB8vsn+JKjt4iEXryYAVTTN+cFZ0dfmPjDeiYHIIwxGnOuYFv4i8ocvjxbPU6/8y2esAI841zhUUhj9+zX9Ly1pIdOa4sX3AXZfSJ1T+LJlpHD5zObcJ6mNDTQj7Ew1mtdCn7i/YxJZoIftArClRzCYUAM/nmt0xh48lb7GOq9f2Sci88iYNbZzbufHKbVSJH7eIxRYRP5cVcPa8rnA/qXfayXRNrofbQrmM0apzC1LaKLSFE7Y9DFjJgaDIArjfAKGhypMM12F/AUWbBFmo5TO7LGxA7JtiqAt/T0Oj5rC4Q4q6cMtHuAmPTafcayIqe2UlkywK3GKeg96AZufK5AbFcBSsypeMtXsI6vxnXBZOMstz414KvKleWldsoVIWACaIGGUAbI2AqCYv6G738O75BL2EHL7LWPfpP30CRZs1tkGa/FjkP6YEg0r3jWhXWl10hhm1SJDmldXiq1fBoabjsuhdoJVLpvCEcEAjSFFDiZS9gCYVPscw8PEUEoVvkTgHR6amGDuw0RzFSXFkDH7uQLQwabZ8u7n2veXhbw1K773JosAwH/L/u5g00Ryza4scGOC/LGious6V8QCz0MTGpqXXz43BgfMGncmdYGNsuTmQYS+NTixGQfE+GX3oXzHXgeZ46g9Fs4U9ZCsQW1MFxNrGsWdWq/6igcnDeoh2LnkSPwOvJfwTm8xoAo9G6WYt56GA/I4dUoYw03X1rg1FvYJWAT+5g1hngTKXtfo3CXkqnNneeJanzIm7NOEU7nBnCoK5JoH30OuhYQXaOy6IEzo/AEWtNHOoll0/P7ciArXL59xDcxLGsPyWiPOKpRL3655fCKjDe9Tvo7nQctyjIGsQbF3koDN83Iv8wzBXowQVlwOBLA5Gnz5kmtlNrwhtcYIXtQIbkIEunVmlU2/x+ZcvZHeY8rXiXLGHnOBhtt5t7xJ5QpVxO3alL3R8XdaA6yYhUglN+8eHVLlFZuVNmdrIBcjhMSmzqlmDjd5DFT6aP1Qz3xqsbVGhmQD3evXefhM0KZgPqMki1yTirgNqUwvDdhPx2a9HJdyDWT5F8GEqbM4kgDqGYcyZq5T5Rg+M9LIu6SHlgu+9pBMhg6p4oa9wkvFgpvThFfmh63vi7VVLLBR1j5VOEoLOLcK1+QYe7PANmvyoPXZWFEW6mIHnILN3jzp555hVGgxszyPRgFIQbbRyHtqvm/e3rsgoeLFEDJjjLyNolTqz77NyFsp/VCvI1k9vedMlTnEyjkALU9Tn1cD9rWoemlxWppJkjIaeus1v2/vfQVgvOqc9dL8TgK1WF09XcpY49AubcxesfaHuPGkU5+uedA9rSn8wLIGKSmKKDkirPv+RQJmZByIxt8J5gvkS40ZrpxFixmtfbvFA2Bn16iBnOOBWv+9oqTKRMpqSdd+JGswMX0mnhjNo0L3YQVH4aU+Pkg8xmueR+k7wylr2xYlkGlNegE2l6kTRrl9M26KDdYxSYbXNGDKg/Lxuyz77OEGWjyaPEve44RBS4pwbWat/8nCqVvvHF6x5qVXxVaUWyecy5rvvfAMRbWQwLX9w2t/n25DI5o3yLTn2f3gFU+/hnl/y1nJAvU1r++12ONdOQEJeEyZRDsjt1fmEcekynes5EdkshYvZyMromIA4PGql92dj/VdZr1f915yZ5UYCRwc1icp459ynzzLzEloyCJPbkK4vwBoEiZjjHIJ6KRUmjyreuH3xtvIvFr+HshDKDKSQTE5Axg/nz24vBfkffu9x+vP7yder03hz50yO6PG2XMYijdsqyzs4o/HVOVdTujDMkN/1rd+S5Z+XRfeyB+cB0x5zBj29/P03pc2iOxG7xASgepUbgxsUiCm+vfcsllKSRHJBnYXRdACttRNC3PeF8vA1wRTvWZhLqwAqQdGEnQEAtWQ+s92qEXYJ3eAjemC27LHVDIGtDqTkTXYKMpL21KA3dYfjJM6GKZLwoGHGjL5dhReCSoKjqHLPOqLE3t45Zpnkb/zcRtjagqjt9oy+RiENTiYjbXsPad+PmQ9rFm6xSPCcTiRoK3KJE7wcUoskAJV0L/NB82CKn2SQ1Y8V3q/O9gVrhXA56K+Rb+38fWFs6UPx/RQvQ+ejOea59xBKJmMJZ+u85lXo9hSocgTpBZsMgZJ/8QQFkLkIbX44qQ0XvkTQ0zGZA6oXGqcFccpjzhr5r+I3wm03fMhWRMS5zemCy6LZ1tqBHtBRtuEjUnj+KMIRhtBBS1kdJkbSkDF3jHAxuea2LtgTuWdc4x8RFH8lPaJhHhzT6lnzwk3oSfRtOF5rqw1ErKZBD2Rs10/k9tba+Opz7Qx4xPNuQqysDzY3x991gxFTXjmOK5rCjzPM3vKJDu29+K1ddIrcADUuOnh1SIvyLMir683osp6ZyMYx7NJxl0exxoEUQwFkXEagAlpkfXMJbgiw4G8b5FPVqH78gxC2XANUR+L7u+tc9cblRiiKu3z8zwig9eBV6QEGqow1Mgg6M4gNYrQnvZjjShCmTEZHk2hLWbNLfs08vyz99rLAlouD5OGfACkqK94Bo3MsjzrNh06D7Y3tOn9ziOuBnV375guBqLt25FM/OKllzCTjZ6cNgXzGSQWFGRD+OLB1yxoHBjN0CGvoLFlWAQ3o0ip0DQYWN6a5yRSsPwzhYkc86MuxlPaE6+FtTDXAsp8eMnByMl4/POF+N45DZoZkw/l6N51uKs7uEuv7HlBUpRMz9DEIyrEApLxtFBfBBqi/Q2VmiZUHKaXmqfZCcN+Tcg9Eo9gPFhe+aMsx/7Z5hAj4cR7TxUuJxbMK1lbjWKV7AHnvVPzEmvCMEOJIQNaBj2OQWn9b1kUgXrQcRwvW9ajQ3zGYJTUVdgt5lYbcKHI0yfkaxPq70vSCxVECGYt71Ey+PEe8pl3/VrzihCPXX7PZcJNOZrY2MgLGwkE18Y4pwHH/Ag35Wj4g6+xlzFrzUu/RjlbpXzuY/vEWMHx3RmtPMsxPwp5C88bw8e0vBQpJX4uonYmDOpFi7JEC+/Mbl9xe8IzRYHysW6CkBhTLzSx8gM0ZVwFOtpHkkBqjaSvnm/dzEfcoBr2juU5Ey8NLOiJxRgm6/ZaaQ+vcMh+9TGgrU+ziTOTZ+vYlz17g8e6zrn+ajfOKwpvBBuvz20JdBhlw7xX+ucTsfmxRUrtmiHHXmOVTABG8WFjzz6dnIF14Z90TnFiLT4bTOiJeqypbumKoYzRRlLPm5U8hQwjzgAM1DUqPN0gFFKLTTelktAnKvNJwMQYo31xvDrPk9bgluv9Ocj7RowOHsLN55I5R1YMmZFnzZerGWid+7XG/TNyACmf/noPtY0QHzLPZ+y7tcg8U/YEz7+0dUwPMaaWvNBAdWG9urUf1C4ZsuS+m3I04QQ5zbVcC5U5OaaHRt6+j7Nmo542BfMZoxJkYhQPXrSBBTp4GW70bwAKS4oO2rW/m6BlhXtJVoDchEsPv+L+mP65Q1YY2IAF3gZgTGfclGN3r2Q+9AIhtyueh/Z5Dpk60ILPI2bhM23KM3yiDi8Q+fGz0s2CjY8LMLEORli28GQz5uVgZWWZhf3JtXNNANQ2kU1GYn73Mk9cfiP0XK/ENF0jM38UB6cHjFMaI0HJx4b4zIySrETHql60Fn8kXm9TdNo9I4of0vZSLySJIhnVGdO+oAkT0lcAS8xWE0QZostwUSNczBP2l1dqXM5uUAHqVG5wwo3CeUUpZ6+izB/vl2vWWskwG83HzXxdydQxOe8DG2f8Xjov+58FSRGULFwq4zYvnk0yiAixoiNr3DxreV+c/GnNyBGNn/eNeryKLccgfR/nE3JqMdscQ1QzfQ7GcMJzFymrfk2wEaXz9CS7X9WrQu2O6bJq5JD2JOnQGr/3kEVte2rJg6b9oHVV9dqScUI9y9QTQsZGvz4i3ufJezEV+i3lv0i5rIlYlvWw8D3xbHF7a3vEG1QFZcHGRS4BYjyNqW/blLNCmzsWgGXexfDCffUomzoPFg7OoRP6meOlAlnkNvgMWlPyvCEIgBqM5jSo4U7akWczaor5ltyniIEVBbpDUVDWaDGw+LH6+QDaPco3U0uCyPdf6wcbGoR3iezDMcnanvPu52TDK6S/vgZmxNfW+FcEZ2XZY0AzMM8Lr9LMyHIGOIeEzJ3wLkaKTHnojE3cb0lAxF5uAw3WkA2LMPNeS3YYRDywe/byTlUOoOd4o9I15MRGMW0K5jNI0UIWgVGS2PC+lnIiEZOT4GkDTwB5OnyQOCz8lnHrHHu4lkgCsAe6h8p60rTTlJQnygLb3UcTwLWc5DBgazEztTP2mHLPrDlGxwiipBz6+A0PQ+L2hDhbrtSx4zF4g4Epw0K/yyEwY+gKf6sC6CzGMhdz6pMB8DjMZ5ECSQe7rLFcJo3JPQ/7Tlhj8rBYtnYbayNa8g+JE7mrtAUr42uQZDOO5fBhr9GABkXnYvDtfS+ed6/gBkqRt66LJ0refzNQ2FhYbTOASOXUZ9RlkrjP4XKLfRpw2dd3vU+3OJUb3OKB8dKzYO6FUb+mp2TnNZdWF3MeqoDIRhv2VEbCrczFmoHG9w9omaTNNTR30pbxDBBUTueJ3lUUo83XT2h7RpKIcPtimPHCsYfKeuQIU7g+l3a4zjDzKI6N9cSoF4lBixTVtbhS+c7HUHmvufTxkK2Qyx4S3vOGJ1FSLFVSl722w8nsQ5NB2O01bzzgMfi55ed73umVCe/1iOaNzzM2+sT32O8kk+l9id+ViUdONkGbGGyZb7Ghh710lY9n9bJnzNinWxMuI2SUXYotjmLgmYQPrsUxj9NpSWyVTV1nGScIjTGnAZGnMoLLRv3Qfi5Ki0B+gWuxsDYBkn+uP288mb4uMZ2ccE2gydIvgaNG2dlrf5r3jZFlYlDw65r7IEq891py6JV3RkwYMJZm4JmHoTNYh2icxfQQhcKwx5rnvfOWBog0u64bbwV6r64aPhZIfFSOjeXnjAmHZf1x9n1A3lOFot/L2PgOKFOStxjMjZ4WpTJrBlgTm0eKnjAT70mRBAlzrsLRmlXXCFmOsfh2AXQHlqSw94kkmDzcci3dszDUDstPh4vc5+ERzGjYytyl1wZ7OqxiLcIfKyqxN/N+TCPyeoiVbJ9utX9zya2m3/JOBVbJxd+57x7i4uNvABgruKZG53m8Igx1ltwAEhsZMVRQRK05tp+Opoj8DY42hsxAGH1ipQaXGVP/PFZ0jXKf5MDNRhmL+suQF661p8kPUpCyPjDQ8BqNoIx8Pcg7BjQlu0801dZcXoRAVrAkI64/VOc8ao/F2wkAw7CUOFpqnBqjkNTso2RHTJFlX0h41DS0OWDlGrDeGKNkoBkq/BoTYwjvI4HAenZ2U2pysznX2F0RsGWuzmg1PSWWXJQn9iy1ubflk2TOZK4M5H6BOE7uXQ+UhAhwCqsaqvp9JrS/VAFyj5bs5jLsA2/mijeA5u00703mxYjYECc8yLSH3kPKxEaJiLwBTsr3dP1G8+JJjFS0d/25EJ1xsee8jylXaCKfI5hUIZgH2pfuDASIj0lSonx3jb8Bkxp+5O/7eEZm5M7j3r+rpphEMGDud4UcxjUpuR42n7cClRVFk9/7upE5Xn8+GRrQeMqcBuzno/K5iM8yjN4T1yIWRdDCyvs+RQojQ1ZjQ03jbZqpOvfrw69Z6UNUX1rard725mk23xeBDbNB9mwNCfRTkt/xHAyYOsWZ75Ms6VqNIJ1wmx/EPMd91sqiNV7E74tlQeatjOzyhgkfH7sGG14jL+fepoORq4wcwfXPJclRFvnr6SqP7+q0KZjPGHm4SXfALrFcHsIlHqVcpmohzrxprSWTrVLyuXpdHKSQNyVDluSZ7NGKrMreGyjfeYu5fB5ZJVvAtfOmoI9xal5ThqBmE8cTWR5lDGNtRD0Acr+xavuDJlDeIqFBY4rSSYPfMzGtOg57oEQxEkKi4PM7kbUhgq8o5TInUu6Fn2FS4Ttoqic5TJfOtLmTA0DW4ZKl18Cu0AsKA70vSa7CByenjOc+ecPGtUNGFAV5nu8Dr1Xpz1r8nJBahykDqAo/y4E+Y9DkQCLU3YekvSFNQHqgVlTACWY05se7R+pZBKC8YE4DplzXhNTb9ApqO7xpPly2X6HbfFChI88ThoHebxpMunmTlGMxnhgPbSA4XlNmvJC0vxxxePy9mMY95psBt/mBuV6geABUiNHkIlTaoIPToQpYDBHrjHArsHDZ31HtReHd3kPEPLyDtNJ16qVyvMGfA3Oq63efT/pevdclEqb9nHuhLDqbWKG4Bq2W+27KES8PLxiPivaBjABCHnnBffTrIVK6IgW0zZHNEs5zJdf4RGJ30Zrn1HvKRHnYuRI7su86FBC9Hza6dut3QWAwEkmyMndIgWSNsNwPUTJDBRXNUCbXc4Z5GWc7g/r3bLzyUmezWF7i994aLzZjcuvTh/sAMCiibuysfBLaZM0rJ/dHCDK7J7NZD74PbDDn9TcnK8cYw+KVjLxmvHPLpA7U9TCRESwi7QO9U65c4MfPch5nhdXxFXseydmgPGXJ4mvadefFmmEgcpKsjYn77Euj6HMIqSYGFck1cdlUpieibbaeMVoTlHOpNRIfzwt2P02dJVzun/PQwUpu08FY2qRNeV4HESHrH5Mp5rzAWPzhEpFg+iNhjZ/vlVVm2KIk+lTscr8wrSjBihxgkknTe1bm1OJKb+YjkJd4OFIyhUZclKGK0Cpjk7a8wOwpir+scTSzEdC7uUE7JORZ/jkeMhZlz2OBn637Ak3mbK7XPJttPK28ig+6b89cMghSqRa5l2OjxIvgBX+jYIq1+w5vvSe9jqyf3qMl/RHyxhwmFaSivYiMY3qIQ3nZXA+0JCxrMCvxQo7phJfzG+rh5oRtsdTLOE7jIXw30p7+nydcxlboGugTNrQxWOHhVG6wGw9hDHanhDnhn4+bCF7u24tg3VFCqTRX5fntuzdq/CAXzAYaf7hgh4fz9+n7PObYoyb94D1gYblzKyfk5q0aXJoBRcbL2aH93r4moBp+kmxskI/L9V4SfgYbc2L+03idMQwQbzSwVVS49Gk8qNAqn5u2U8/HvTApcyTrjeNSQ0QI0CVn47n2wiST96pURap5K4xXLpGBMbU5FR621jfhK9IfHqNem/qC8TwWhtojwWRPFpK4OG0Ts/JO3e+pJtUTY9e8GE9EaAbQ1WZUA1cwf5E3189t9zkafxf0jSiyJ9S1s3Yvz0XIo1Z4nvbXncWchAewuSfkeYBNwKNtOdlBvl87A/SZqaEDBOkjbUi7kTiu8G1MzSiTmJ8sStDyHqfUG3r8+Dmho/dqetlFZDvlRd6goTylreMRZy1tEskna6EBjEIznkrEBr3IKMZz7BP88DnOPKofD0GOqXzfWp6GjdZpm7FnnORwn1MNrr4k8XBZPHtGU/LE8sqxbpyBLRSInDDVGEqD3Hghf+3gjg5WvlfjlFxx21wmVRwuw77LgsZ0M7dEASwkylxwSnrty8IshNGwJ0EZ/ZKNkyEk3lLo4zRl7JEF1s8PK1UmucTyjs7gYt/XLbY+/if0tNABxYLTLtWD/ZoVk+ffe6f5MNVDZIkP5hhXjtHivvj3wfBW+Uz66kmULwC4LFA2FgRE6Wf4XgSXYs/mLvWlcFSZoLUb1RcUOBHvR957AsfheLacpgAq3e4fAS2UfZMf4+XyyLQv69+TeHwl1i0yDjAJX5DyLh5K2IwTIihdcMRD3AyDmZdc6j0+aQvHKTJk21O0X6blnT6cvw8AzD7PmGrdxMsrSPOEcbrFuG+GH99WTazTautJ7bRdbp60GUHh8oUf+P1ex9OPgz2mvAYiqpkLLWzTlOmh5EzstVrzEAC409giApSJb5J9Q9CwcaXPek9u8Ln95Yg8TJ2yLmveC671O59opu3LC3ZdWSC+n88ZNjCKQth5RiGwu/a5gYunCZe8a3NAKI4bHBVtYpO8Ubba4JzyiqY3+jFyh/mQJxkX1/iVec2YOsVXiEMocpk0dm8iHuSVzJfLIzzMLxklUzKmhp7g4HxaU+69cdMos8u7kZAgr9QA0GQxggDgZ/gYTtNHJ9PIfnpwfgmPd5afyHwLeTQLo8c8eS+mV6x2pSl1c8mdIijGZflO4KNihJSwDpMcTOtCNi+wvAOl1PN8Wde1P3b/MMKCFbEo0SLPHSuZbNDy839NjtD2riQNjGJjIyMZx7VKX3RM5Nk+lue6tcPJAZn/3uYDRljPc9f3ccBw83TVqjRsMZgbPUXyUBjelJIeXoR0hh36+kv+d6BumK7g80rBaIXmIOOAV1bLYshh4L0SsonFOqkCqRzS6ToM0ZO27y1gpKwBVNojDXhcDotg25SQNev2Je+xn2vsU862nyhN2Z6RjXIUEceBmDlNlhlK/CiP6b7eOH0WFRqOlHvup6/pyELTrpyah4JujxRXP64BLbmLEeQWIVsOzc4a7iyKnAgpOqBkvHy/CGAS58aKJsOO6mf9emOBYM2jyOPmGEHjMaJ2xBM8pwHnpRC2h+PUpC1jp3RFa4pjnq5BEYEFajQAeUmcJXC3PNoao5zkZpxP2JfJ8BEdM7IRHC5lxG2q5SQ4tqZZoW12V/EOREoazx23o/3CuaEmRuDl/Ab97ow9Xnrwbnju9CKABnvl+RmnpuSdxgpnvuS9QV3wOzdCfBo6QTeiazxUxlbh4n2hejY6yHOikji+ZJMm04g8aI439VDSFXgvJbgSD8TatTKHVmls+9tDRac0mGzGu3RSuJkXKNe86TI+LjEg8ZJskJoCfiUka1MUmaXjVVgnAw4rmQe8jNt0WPVgsIJzzZPm5wighDH07Gh/j/NJPW8q8C5e4JYMzM2j80jmMgGUjVf56TL2GRnH8hwOlC1ePaFoBllOBKXzmq1XmA0ivA7lswkDzmSQmJFb3dZkeb43bPtyS2qwBLqSImHW6+W9V+joXveMj8uOIL7Mq1kBlevZmFnnlp5LPNEjl4DekC3zKUax6DugKn852TY53KHj0aL0Us1o5mGS2I35n0c+dHMKm9zNr2FZO9HnfA75+Evv0fRJptgzLsT3RAZNf8ZENXENX5ubQhpBajdap03BfMaopKzMWpgDH7YMBQVs5sQ1+Ii05Tc3H8IeGgEII6wbWBIIXYa9gUkxcV9NW4tVna1VPjZPGA0f/N5DMi1lCISJ85xIO/xssex6ZiUCj/ea3aYD8sAKMhUgltiWNHdCtJ9Dr4iveTY1yytBPSL4rv4kq6cKyiwoydySkLkGY1KPLQklDEubMOAwvaTvXOZeSOaQ599aqe1h5OMkOvicCgajSTrDDGpN6FSo6FIvTeMmhAJjAAsDTPxsWS9SJkPI1y3l/ZjLVLPvLcL3aTxouznNxvsiwokckLKXx/mEB+eXkOdLTd5DihuPw+81UdRFqTOGBAwmXpTngec5l8kmaQJBQZdr9+kWAjft6yw24bN5beLyGmuK2VWUBRhGNVXY4N4JBCveJDYKyHtp/ZvD/cyKnd+X3ijE9fE8dQI5hjAeldvzSbw4Jk693s7AEdFhfkmvveaJAKCwO62NiBk5NQFsHhr/ugx9nb1rpZE8KqNl0bTC4VwyznnfKdnyk5PBSJw3K4VMkdC9Onb63nvFJMOtH1+nxN/T2cB5Adh7Kcoxr7WRvjeolQGmfi5Qz5JDasbg8DyG3WNGLkjAsTynCc8ij54Qe81lb4kx6DQeOi9dtAc0ic1SC3hMZ63dK88Y55MaUTnx0lqNUJYHPArK7xe/ZwRy7PsqczOX3OUWqM/K8DJNVHoNAMHce0XKK586VncGsayzQ0uy5xXANWOk5/PTohb6RIun4dD6VXojhicfVyzP8rkdfHbyrn+sjJdsy8qs3McGUA0hkJrEycYk+0oDPHdrfCKXCcP8+lIwU0qPAPxaAG8B8KMAfH8Af6SU8umv5ronpU3BfMaIY60McxZPz2L9ZSVKvges5VA+80JFtMmnNCgkS68RIZ8C0sXyn+cmrHWwB1hIlFgKvSeMrYMaC5KX2DR3MALo4hxZkVOvJVwpjdQE3jP2uJRRFdk5DZqMBVg8M4sQDtiYzwazskxc42TKugX7mgfEp+Q2iUmcp3mmZzGchZVi/zyZYz6MGxRy1liQM6zhQK2qORBCXJ847oEFdT007/AAMXHmPCZuQ2I8ZQ5E+LjkvT2Y0EPjeHysqFnl18WBYAgtsNyuV5a6n8vaEcio7JM9WU51LSxjTfOEYZ6Qd1Pn5Y4s+75/0ZgBGMPAgKUeba4wNM0auHhLfMIamROBc3ONSvGCqGKg2QGtYO4FeW89lvHLfhejlnx+g8dGybtNB4WSRcIBe74jRW4toRPHO/lYHf8sv5bYaxCGCixJLWZkA5GUeEAOaZCf4s3gPkTj9MQe/z2OeHH37queCG1LvCkLhNILjZK913u7b/C48tmVBBre4BY9d0JWqPUQwIS5DeH57D0B+vcj5I0z/nfPW1ngZgXLe7KY/Fn8asjDtllhNMp2Opu9NaZLF5fLxttrz2JiQxvLEsILPC/iNdwM1NcTP+n9wqddIiM9w+eApy68xa8zg6BKsRHrRDHk3OY5iPmWNpUkJtd5ydbgs8bbDrtuIhLjTiYYMKPUpD9yJgmfuMHj5tEmA5ynu/YfrwVR1v3ZyEgaXqfiSWdZQ2RB6bcag2ltcdvRfHgUklzrjYLXkF8ziGek1m9feo6Jw7XuQiZof98BZUrSaytT8u4AfhOAtwH4hwA++jVe90S0KZjPGF0wtkyHLlGFkIUltRhGA/Hh6xibHxTvru1MXXwZgC7WB2gQk8jT4ONtWDFmGCLHkbS+tEPde1qukZ0PJ4RjVsYk8UtGME9W0RWIpolZRPUKMVQ2ep480/fLp8RW6JEUcQZC66B5F9mWs5D2hzR1mUxZqGW4iijYKjhQXO0571vcXl68gEHBevNOUiu5ot9T7UiBJ615TTjuw8xhyajZ8+LMxAzzEgikztfynRZuRvVm7j0EZjE42Ppgth4ZX+v74A9/7fuyJ/bkPazrZw8UKBTLx/wIPGtGTQy0z0cMuF1FC2jbbBQYXN+C/RmRxPJc8t4oI80zbBNaGOEBzcgkypoKhosiJZ/7wtUyXm+d17HRer6M4lFtiaguea+JTx6Xw1JGwcVCLWta2pIxSbsMz2rxYlYBFvKwPCERnGTOFUqoSnd7L9yPc27Jylj40bjXQFERQ5mfJzOnyXrALsNe90kukyqBHfwv2Mc6D8nCUIHF2EgeJVFsODFVKAQ674GngQw7RmGQtbAIfBxvamIigW5sngStAix1pNHipnUPjD20T9f8EivHtQ0nWOE94m36HRrk/ZrQL95ZRv94rzp7AsXTw4qaKALc32t8QYvOr5SKAqD7TL2YhGZgI/d9wj1amIiDR8oYqHaqmd9k92DohSOjGhuouc6syijo45N9OyPOHc9ukPWmfCmPFOU4tZAEqfNa23XlsARB4JI3yfO8F5MVe9nXAMyZ16F0HHTay2VMxjgm8sod+g6fERrPSUa3XOIwD1Ymm4zYEhGqA4H2uEclCTKkGZp7mUliWaNxaywpnWFiSLuvPPqM0dsAvG8p5VtTSiOwivG973VPRJuC+YyR97iwBU88N1Ir7eXdCwCggrxnFtEh4qGy3nJjLIgL4wcWpoSTsSaO82m1rpm3GqpAt7bxMZn4Oflsrf+cQdOTMIYK/8j62URja2MMrHzLYbHWVy04neI+8vOB5gn1iv+YzngMC9XjNriv1RsbK7PCePVQK7ZEiLQlcU/eGyV0Gg419nQhSRjjvXFMN3isnnBR6GrbdyhGsONjQVFjwZJN1sMHAcOD/TqTeM+RMkCy54Et3mtlCFp9sUtnxZXnSFySXx8TWsIK8TxxMg2du7kpoVMeFDI1l4y3794MgGJ5A6/BOLdEJQz59H2JyEPfZC72QTZoVtx9fJwo6pHFepxPCsPyGTBZUIiQGvy3jNcIO/OEESechz3F/rYsxQJXFETEmqGOYWJNye+92aaUT9DOXcSKgu5HlwRI5w3nrk0PebzzeaRMy/jk3BBe0fibM26VNpdtHsh7koarWcNFiT2W51Zhq7r/g/hBX8LBt+2NaIAVNu+j1ACtxNCEFqvNxsdxPhkFGuAyI1nr0669K6613I3DGf6Ez0p//Fh8YpvuHCdjpYzD81b1CtMzmLd5ni1Juc6oZ3/r+6ywQ5PQK+0xZoIVE7SX62qysi6GQI6x43NQYJoST84k/ZfPuQapn3MOh1Dek9HJEaws+j0g86OGX9YNXVmiYTkbxmxlJqmHrOMLSnFkTIoQ8X2IziuO2ZbkPReMxquvim+x56eMZ0TdD7I3xfC6ZqTxhtZK7T2uxa3qOJe58HvY3yPtcRIjmbeIt8i8cZs1PjWHDpQBDjq7QhFa7/VApZRbAN/6tK57UtoUzGeMhMGwgrhmCWXIlD90xTMAXMnIKYXWHbyo9WXSQ+Y2HYAM7EkoFgs2Q1AZhukzhLGS6RMd1D4PNbMi5nC84rHz8Uly+PJhoVbo4aG591RulqD4fqySnVEO6qhotngxAWgyjIw59DqLkql/u/lVCCBBQm/TAYfyksaycKY7hgDznADQbHH8rAiilNOM07yvUKp0NkxTrNyRV87HT/GzRdEShU7iS9SivSLACHmrZB+XYi2W6hlaBN25XGf6WvQZg3ln+pkXJBxshmFAfhzDYhjxHjg5zOSd3JQjhmwPeobg9DCsakCSd94yBsZzuHb48d4SJdWvCRYwj8OjEO7NwpF4Nrgv4snep1uT4EotwYkU/mUc1+Cs4RgXI8ZNOqpwN2DSovXVat/W3IzBlJJg5YH3yjifcBoOq0IVoyAiwZXb89BLNgyJkHshD7z87LxS9D45URGAijYgZRoZPW/n/i/3Ci85lRs8xNuXvjWPj64RMfA4IY/jpqMSMv7dsZfGxLMHe82XI5hLViWGlXJGLMw7C133isY1+F0zaDbl8prxoBvbooh4vsjXybrq2vTnsXg/g/1wTam0hp2W+In7IcZGz0vFo1RRBn3mYbO3lxIm3McxMJjxc/n5AFYh4wA02R8b/rySLWe2nw+GNEdGMxmrOTeWcUwYAIfS8WtmzRjLYzN7ng0xGNTAxddzOY4ZGShW6ZS+Smbza/tHnnfGHofykvKbS3pjNw/SB0UCiJG2NP5kZMUEsz+EBJnQxd/zXg4yG/u1EfVPxuTvbQkhW2zl7NaIRxn4vXGLB5jyYAwfudSMwgCQxwNezm9AxlyNGg49dMYeJfXK8n8g2qWUfmTw+dtKKW/7D96be9KmYD6D5BVCr1Aw897hZKzbTQjuE9GM80ljKFlAEIYg8VB+0zePXYUVmSyeZAHirGTcbxakbAwRwe0WxsiM9Jz2amXUa4TxpZZQ4JgfGcVOYFRA9bAx3IGZe+uDFXhEuLJKj42/8cxU2lxL8qHtUx/Fg8olVYwXc750wqcfJ8/tbbZQXP8e6lji4tpMAmVcUyhZeRAalKlXz27NNHro2pDncgKPlp2wHcCy5vQgLhlj6gUur1iJoOHhSzoGVZB8sW0vgPYwGy8E6b2lrWPxWEYHuCpp7jM+4PmgrIWdqxB3KC93a+GS9xiDhAqRsiNwI+0H1g967y3haxVG7PaQWOKZd/n2ZXxeMBXBdc2QpvOUKtT4mB/h4fRiew5aNmYZa6QQnlNNfLTmzZR72Su9ltjCeH6Wd3gaDs0Y4cbOmU69EiJ0TA/x/PQ9ACqa4JL3NbkarZVxOmGXT3i5PNI1zHGsa/DoXCb1Is+wYQIGdpcGU6PSG3uEfIIv/0xGJESwQ4PSoWvUd5Rafb8hxTDScT7hdmiJ33QfpRiayQYWgW37tcuCZbSPIm+fR5LMaTCKMK8LXjfcrozTkyhRAGy+hSThHP0Yfb+1ziOVdfBoGW9MZdnhtuwVusnx43KdkFd+OZ9AtK+lH1yqSehUbrBPt4r+WFNEvPGIz6buvTnorKIvkoBr7brhetTR++Z9yaW5OC/BGtlzODejtXsvsg9Y0fUyi9zHBr19vr2acEva5/AEf76b9oMMt9GYRDZai/H27XqjSW3HGgdk7HJuGxnROTUMKoPa8fkUPGoGWIxXuRmOBIrv9+k1Sjkjj0/Xy7nEYL4HgH8UfP2bAXzeU33gU6RNwXzGaG1jXoa99QiU6rG75D32l1cAAI/3z+M87DuGqG3PS6zQXK2/yihTr3R4GK1ucme59sxBhGth2QKZ80K0J+6LWK+RACQoPCcSmgCYVOQihEs9uTXLcAjbWOY+pxmnsu8UrbviegTW6Q84fyCZ3wMroY5z+YiV8tEpmF0faI0wTJkttHuCMUVJK5i8927tuQDIA5Q1e1tUKzC6j5Mt6XNMjUjyMrDHZQWux95J3//ucA/IQgjt++G4KQPxCRSXyFseXeuNL0x8uI/zSaF9YkiRBDgKl12EblmDLOyzIC7f8Wcydq8ssHVY+4Vs+4azNXYFFmu5juc0wyrc16BIAs+TGKo5DRhxMe9U0AwAtG6ceFhzaoJvpLTI/ZHlfo1yqVDtMZ209ILMuTe+ibLJSp3y86HFwKqXk2NslznZT8eFz7OS33tWe69b8/Ze401jOptkW/yOqwBpC8X7NaXPd0om96Obw0Ao9bDkKQ0Vgnk9P5FCunuvnC8TUw2Hl7QzkLvHu0fh/pQ++HF4IZljmSWxFGfhZgMYz9Fd1BmNnFcngsnKzxGVb8gzfZwjj8lkpkfGLl1UCec55dAP9ea685nXRZdskJQBrxAAvTFVSJEhqT/fGRYOXImV13PBGrl9KIPvk489lb41A2szDkZIrOoEaIZK4Wfs8TNy02IYZKPomtGHSZA1V2Wt0pJZ+TOADSkZE064WX0Wz1UzEll5T+Iame/ovg6UTN9mNeLOxuDXlO1mHGAECss2N3isa4PrfyIB43jS/Wo89wSpHecTpnz/M+EdQN8F4GOCz59Z7yWwKZjPHA3lbIXW2TLYKOnHcFkKXucaT8QWGm9lz3NlUvvLEZe9FeqZOfrkLft00rTbpiZbsZ4HPVRcTU5v2RayWP3mAWs+RMvIJ2IM/MxaBLdZ4s5pr3BPsfwDQB4O7XC5knZ7XA7VNW+euQ79oR5Z6hjGajwI6YQ5NUvubToAu+bd2JUTjulhO5QocQDPjTxnJIijt+IyDMZ4m8lKKnPjS51Eh6UXxIxgmeLELjwfzbNsBVJP1vreDo41RcaP0wgNJMzqAe9oTcHx/ZekAmKB5jk3ipnzOkvsKBskdjipl8krt+dFMeLvgEURWV6btOn3J5dp8d7TKdnSOux1FVgcG506S//irY7mbw0RIbGnt/mgcWF8n+5zF8c9oCXGOpbnMEpCpyXxBivUI825JG5Sjwh6vuR/Z49vlHrf82j2gGqiCGclF+8oQLFU2e5z6YcXxrwR5aYcda10CSrk/VyZP8m8y8+Vfg7LO9ulkyYGA5oCY2JEHbwz8pzVPsaeF+tlsGue0THntMep3GCXTxpT2wTwNk/qjZhPRqnj5/r4scijzp6da/H+Qr7G45wH5Ck2LNXzsSVdy2k2xhlOQML3yRjNmiU4YkMXtPUjqCW+VxTcyNMXtVuTZ7XQB1Yg/PzK/mOPms7hEMBj0RA8ErqgfQjOLp4P8VRHRhImfxawYgss3mOzDucu5q9eTzKMD0kpQY6ERfVhzzPzYwAtcSDJIhfsOq+tKFfV4H7WdyghRTJffPbI516GMn1GCzvhufbkoex8nYej+mfWz52xYSX3gdwb9cG3p2OCze1h4Mf+vjIZpN2MAcfhEYbB8iEf+iD9GrEeH/4OpnMp5R+/sx7+amlTMJ8xGqazZQiRd2ZZ8Je8r55NuoYTE7BQw54v+W4/HWstLTxAxtygfYv17VT2YNiZ3C/QxxmDqbXn+xhBi/R7sUw5xaZ+V1nzYWr123TcqTEUTh+9ltTIty1CjyakofgHg/HHWa2Zp7LX2K6on2L1ZUVjbR54PL4ttsaJ52ucTkBu3lGdh6BtAw11FlYhqSmmyk1uSUCuefOkHbXkk4Jx7Z6cWk1Kb4GNhGA/H2tt82GfSVC65pFjQTmCePnYyzXvroxdkjB0/VsMHKz0CEXCKs8rW9QHnkPsVJFkDx3H860JWN4AxLQrJ+wvzaPHw+H9tkZrnhc2Gvh54AN7zcCjMEY3dzlNeBnPY0bGqew147MoyVK31Sd0uFZzco08LEwU8mvzEUHtzJiDcir8DgXar33IpGSSl9obZYDmfVqDtgPVO2nnbv39Aaj8PR3M3pH1N04nXIaKFlnzBps23b6KlEuAkRDkLSunTnliWlOofcKP7h4in6zqFg9wg8dG0V/ztPC4gBjpY+CXc+XrFyeCRQZKrxT4MBPJTi2nKccWRm0D9b2uIQWY94qSP6cBRzyn8fuclZuNiuqtct67PE/Y4xgmBRxx7rzI0pZP3MPokTp+G1Pnr408jZGSKetH4foStpJkPvr1Jue0eFp3aIbgEWeTCdYri9HvxlO3Jsss77reO+FBOqqBRN57RJE84M8lnSMHMTceb/hSZHd79SKIMZ/h7IGUeZKfZ+zD7NYmRMH9XmPxb00f/Fni97HIwNIGe3cZQrzmaNgopk3BfMYoY8aD80tG8GePgqc5DbjdP99gI/NkMoECzoKVWxZIudZkMSuTpjo3ZTT4wCML0TXliQ/L+1il2Iq3KyeTBCWCXskYxnJCHmyCEv0ec/XKDO6wpYLiYkWOgtMzZhMfEnk/PVP08yBkYgS8soiaBEUOq5yGBmlKg2Z2XBMKzDySwnXt2lzWIb/iP2aGytZYL7xJXOVqnzhpSHLeBDow2fvps1nGsSetzhtDbiLFVaC73Ty4+CIedw+t6oUTwL7PXCbczMc+XpLq010IDsl7mw0J2j9Zp4sQdkivmO8ZUnWN/CHL/V3zZNTn917IiDSpBSmQMwbzjgErfHuoHqMvvDAp/d3nWzwudW+IoYjj19QQRjVtM2aT9dOPl5+jMcHE/yw0u733HU6mjIIQx+OtKV7Xai4CfebYyKAUJSTySqfxhKJ53EeccTPHikbUb/YUcxy+zA9DRhkazN69HrFieee0KJAZNWbUexCA5mUPhfBQYerniQXYyuPP7Z0t/Rpx1gyvpj3PV5L1oKinmpIvqXHCr2dGZrjvWMnObh4Y9t7NgYxV1isZoCNDT89vrIIl1+7TLZon06KL/P2ytk/DAfvpaOop83po99h4WAAK5xYjEs935CnNZcm4n+OYTZlTJh9Tb1AEEgdMKJzIE27HPmsbQ2pjXTvnAGCfT5WP0dgjyHCLVe6VVlYy74r/FBJ+EM2VUfDQaoCvtuXOae9x9g4ARg8wD+gMoITuAprc1SvA5GV0Z7yXCaVvPZrO5eMghfI+BjQAz2IdzHcqbQrmM0YqhM+Lhdot7NN4QD5P3WfzPGgCH39wRMKUOXTQ4i74sBzTBcfyAIMwNqdkSi2wawHw/Hze1EbQWIGqrgk9YUzbPGGX40LkE/qC4AzZ0sODoJMRk2bFosW/NKGEBUb/3qJDgccYMfkLdlqTkqFtGNeFAwAq3DDJvMs8eAExIqml1cFdIq/scqhw3wHrBWIFb03gY4uoj7+U370gIuPjg4ZT/wOL0GSsxdY7KcmychpMSQ2GSvp7u2QDadLkRexRjDwJl7wPBT+GXLM3hRNBCQRU7tN1ubTHXlL/nm7TQVEHLJhxP9a83/5Qj96Tj4kSpV28Q6I03iUIRYc57xWJ8RXDxct4hJynDiYv1wuJ5w2wce0REkAgh2287b0r75D9PlgP4yXbRBLRPpW+zGnAvOvhg9xPbscYM5xH1EBGYXm+8t4Fin+YXtLnS8mrENK9GL9EAGSP9yXvVYjmmndMvnQA9/OCnYHc+hhHr+CpEYmui5KUcBv8MyKGCWZMOKaHpoQMv5fI6MHEe9fXd5Ws7yZO0XlNJDO7jyUTIxr3Q1AznIzG847VMV85P6RfrMzIM8d0wans9exfU054fkwmdVqzUa4INur4WpHsqZLxZsy6RgSBEe1pHXOKFUNGWgDWMKKeQ6ArTRYhp9bWB8s+JnYWs/J9NmBfUn+GirHRJ7zzoTxRIjueB+UhiNeBvq9ESLOVRD9RTCjzS9kDUk6F58I/L+qrZLuPeFtTfpuBu4UpNDi/JIQ8jYeuFrUJB7uiy4lCvtH9aVMwnzEqOXewWFaObtMBeZwUnqTC2jB0taK8tZIZfWRNuk0HkzBnTGfcSB1JzEZ5E6vvWvY7T9qvgMHzoSKM0dfU4ja4VElXhJkgfcxkuZ6iOdTUqnh3kgUhFqh9PGAknMszL9gZxgZYi2l0WKsQT5Bdrk/J79h4FINDjp8VQa+jAySCGQFtrjl+SaDVAAso6weTjI/h1yY+hRR6aVMPGbpO+miyfy5KHwunss44k3D03kUpuosY2lOLZy9rgGrjsZApWUEBqyiwRX411hdnnHBTLerYYchWifVGjTUlEYDNJrqSoVPa4BqY1vvU1iXX8zzmR6vwLn7PoiD44uxrFnUei4l/pNigl9PzeJjfbowKQrL2x2kxJCyx6AKz309H8x66uXBCJc+R57MSk3kcHoVjkTHvL0cMlwblOo2HroQJADUcCjGfFqVFhHVvqOkyJi7K4m6paSz9P0wv4eXhhSb0O0HLwJDd2mIhrz7bJqVaGgiVTO2rM4AycVIkD6UTj6c3lojyy15JeWaUd4Dfowil/syK7pM+tM8dvN4ZXLm0WNQfvjZ6FpPAML2iIX1Wjx7QQa35GVIHUWKu9bnJGpYlrq8lcPOZuAfLy4GQRwmMnLMV6/OcMiVjqryqwTP9u+ByPffxNMl9cn4JtNgjPOQ7XdMLRLWtq/6c8c/gxIfy2Zo3UGDrd52bQJ+Az3s95RkRD/I80hskzVlCCiSH8QAwMdL+nJa+6f5Uwx17++c7jTayXqIznp8lfEGQHYIG4ozO43Ra6n1ScifMuIBrscaGYV/L+fVCKaVfAeCNaG6HD0sp/Ybl9y8vpbz1Sa57EtoUzGeMbvNzXVwVQ71EsDiNh84TwLWiOFYHaNbwOQ0ao8QHs2YzdVCcCouJIYMDMRrAWoXWYuuEOugjw3EXxsDZMP2hJXAjALiMFpbHhdeZkXhLtHgq+JrIQmWgQqRUADDw2ihjqBc+2Bq7JkhHkDWhGzyGeIQ4/nVOw1WrpVxzzUPlD/gxXULvW2fdLH1q8uoxnDTGaC11OUOUjJAZFFI25RRWDmh+Hx5K46n1uwkorX2XpMUJNjNy81aC9g8JZIDN5nmGLSvCh7ldJysC5SLY1ffcK6PmXQZ7Tw/e5Z3NqB7xcTh1SkxEXiCTNsU6PKehoggWRUKNVcvccL1QD+80SsCKkUzHGQj0sla81+guhVVIPHmnsQkRfo0ZBMaVBGFrcfPyntVLOF8wnl9BSQNulvu4bmII92TPIiktXvhh67x4Cf130oc0T9ijKhicYZGFR1UwJ4vS6Ma+zJnPTMmeq4gi2GQ09vCZa164K2sngufKtTuXr0CuYWXVn5P6OayCFMUNeiV5pjYZSsrP9vGbYjAWL5c+U8tsxfM0p5Z8KzpXIwOwDYVoqAVJ+iNjNe04kmdxGIsYqP393b2S0XgJmVjLTH6LBxXqvDK2CC3UsktXAwkbZPQMS7tO2ZM58pmO9XcKJWHidx6ROQ/R85hrXkTNYh/d5wwdvB79HlFeHMwzQ4DNmjZJ+iZrzCY51aOR/PkfZSHv+zCFv19FnVFfb+YK2baGt5UkZGwcQe5ipj2l4R1QpiS9ZojsrwXw/vT3j1j+A8C3AHjrE153b9oUzGeMLhjVQs0HEkAehYW8y14EwBkVKsLXavuLcslWN4ZLeGtcFOcjwilDEGUDMizhPtQUkXbQiOVUDjb/HO3X8nuX8ATr8QIRLMf3hz1xzKxZEZV5sd7M2AMoirf3yIkAZrwfZTKWZGZ4DON6Gc9XodR5XUTxkbnyQo1C/uiZ7f3PmnFT5iKcIxJsq8fOWiy9kIVUsxCz0MuWR+4PU7tuNvOT0xAmhdC2rkF5yGPtrbHeu6wWeX/okMFCBO8dTiqIy3j8oY7U4gJ1LKXGKTFs6pqxgwXIrn33+zXihFSn4WDQD+L1YGUr8lhHh3cuNUvfsTxnEtsrdDmosYngOvOZ3yOLYUMSb7V5mw1fkO/kPkmKVsfflHuOhZXkKw3ued37zsmE5BnROwgVozyisFFgnoCBYmqz/U7aPaSXTM1bmbdrxr8Ikmzbr8Ykhk8zidfcGEjofvb6y5vwQmYXHhCsbzm//DqIhHavCK3NvfRP1hEn9DD9IQOctCO8WJXlxVjCe3+cT7qHI28Pe66EIjjmWkkjuZ77kecJ+/mI291Bx6NrnRNa5aHLPO/RNp1hKtlrzX2lfwbzLHnnoZI5TxgGuz+tUbKd/fK8rDPZFACPPuF1JOuHZQYeY/TZmlGW4wS1j8k+UzLr8/7iNewNBfzO/Z4c0yVUQP27bTWzg/2zeHujMckeuuYtjPi8+d5lTDffMT/y7QfJ4taMCv4dsZEGuK6ke96xFqbAdbiRFiPGPJp+rim4rzcqpfzAp3ndk9CmYD5jtOZxWYPPiZeAIWaaYjsHTID+lmexBfZSRswpa0IHoLcYzdjjvHjLugQImI2Fd81Kxh4QIVFSWwa2PomKJ4YBjTiZLHUKsYFLf45Y2GHIBB9u7Zqs9/L7GFCF3gt2JqvcugXOZrT0h18uE26ThQ8ZiFcagNIL695qycluOL5Q3tmEwUCiuR2vpEUHtPTHCJIkZAmN6YLD/FLzfAQeHhbCMmrdLfYwSvstlX+DEYlg5g/reP6s8cGvA61fZpRk67Xma+8LD1dv+yJ83OBo3rcIlhJfE8GDW39sFt418oJjVGdThblUrfcMd11TmLgwPVAVUZ8dN6cZtzgYb2KEJBClfi1GmftijEsYcJhrlmkxmGkcm3gLA8t8XtbfDBuX7fdqBzv0kNFlr7E3SK9fyeTox/zK/gXsTjVhU8lDi58nIxDDy2QexunU9Z2FrlDQWym50J49GkQLGyfPQ826fcRzGIeTeqyFFFKKmphHzg5ZExEf9B5Bjw7wUD9VWkkwZIMOzwWTj4/PZcI5Nzifh2hHpHOV+s/k/BlTrZNn77OeRL8fIyU+gloyFNLHyO5QjTk2tGBZm0ss/rjAoZEphhU2jpv7KAiheC56Lw/gsqTSmawZ7eWMnk845ked8hWhEpqSPqtiY/MkWN7Isagcg7+mUOWyxPeRMijr/jZ7RMB6LVeZrwieKsquXKfzUyaFJUumVH9+9zGovfLtlf5IAb9GEWQ6Gi8/U8Ywp8ZDeR/7BI3ynKidu/i+0F0hK16hrwrpMldUMkiSZ/o+6Rpb+hfVBpXrNro/bQrmM0YZRRc4729R2jQpxGAhMwAMvApoab4N81/ShZ+HOCGDKBcCveENK5tNhH8veI04X010c43UI7gIJ6Ls6qZ3FlcDMSIrbeRxrePsYzvq75MRaAZ3SIh1luMovKfLPsfWovIWTLkm8v4wZBKwB6a276yuPg5DYFkRcS0ynePcw5+isfDzO2MBv2OjHA0hjNArFCwwyhz5+qJ8+AOLYJhY+GyHrIUZ2YQK5oCmvvn3DvSKVIOYtvHf4gFu0mPThn//jBAQ4v0tCoIciqJkMkVChjyD2/XlOTxcV4R6MeBkzCrwTPlwp9WWvcA8lnloypCFj/f7ZFdO2sfj8Ejf0Q0eXxUIZTxRggiTrVSUzGHQuGeea/kpxiDhH3Pu9668Ew+tFI+dxESzwWCN1MiwvN85DTg+eGPHLyPF/jLsjWIXPctb9iN4nlf65jxqPCpQ40JlPhiudko3ZgxMpo7mwislERAAzLtBS1tJP1TYRour4n0nSjUL0ArfdOEXXlmb3PjFKMfP9PV5VRFNPTyWoaBM57TXpFJ+LiQmLYrV9J5lpmjts3FrcjzZzIPjcdIeywsDJpzKTYU0XjECewNA94wgyVqDfvdr0ycV5OeY69YUzSAMA2h5FrzB+oKdrhW/ZjyyxyDEKJSoh52vJyJkrzpnIxceaM4BmnMpFTe79SWGD66Vqv1w3mNWxLVfgcLazXVwjndKFxsC0gM16F7LGB8hatT7v6Df+J2Zd86KKDlNan+sUWIN7SI0ppoFWqoqaP1wGmcUPx29ZzFGbPRk9HTz6b6DKaX0ESmlsvz/wHve80NSSl+ZUvq+5f9XppR+SHDdZ6WU/lZK6TtTSrcppX+bUvrTKaUffo9nfPXSpz/+KoZlSC2qqALQObnA+9KEBH/YiEDAmToFzuPrq+1w6qw+THPJjUnTs3OZcEivYCdZHEm4v5mPeO70Ih6cX6qFrpf+XRNaJ2Xx9hpmYBOaVV0PiUXRk/a5lElGTTHPqcX5YPTEDEUOyh1OGHFugv3y/F05qWWaD2GdN53RnoG157U5V89d6a1lTN4a3sUPrViWTd/EI4JW6PiMvUlFLspZRo178Yk5pkUpveR970EtU+cRVS9ybu9qLf7EHx7t8LRjkPcs72jEGRKDknXF+5IIMYT5Gun6oXdT901T9qSUgY/Bkb+jxCY7nFpylhXPPj/DH3zs1ZU54d9lrrvxkFDF0DNu45xabd1QmVv2FmfLlTHL9Qyvsu+A1u9cvRziMQ33ZbAfOJbHJxQKBQ5ax7LuL5S0yAh9VJDet6HXEz9o89gURJkDL5h77654W0/jQf+LUslKJivEEt7AmcK171cUcn6Pa0iEa+Q9XJ6ne8Ukut9DeLnfu3Jq+700A5AVPNtanZazUdqc04D9dMR+smElfk9KvyvihFAAaGuTrxN4rIdFSv8u2OE0HPTsiYyJ8vs14Z7blTPNzxMr8QL1ljPdozX4HDhjj9t8MGuJr7+2jmSNy3gBYJ9uW8bTktXQLFwXgK5P83+ejBE4en7teyyLeKiujLM9v2XYlntYfvGyyJqhVPozzi2kI6OVKuP41gjVYgzymIwhWPlC6uU2g0qhvuxworAIe+5keobMBRtkZuVO17OFX/MOKiS7TDZbsayluRoLGfniSeQOlg1sMieS6ZL1Lo7zqZMp2FAjMeaMxJGfVQbIjWflNrciS7LBmGu+R1T51HUPZsoJecxP9f9WpuQ/AKWU9gD+PwBeBvDwnvd8EICvAfDdAH7T8vGvAvC3Uko/ppTyDXT5jwbw9QD+HIDvAfC+AH4egL+fUvrwUsrfXXnGpwJ4yxMPaIV25XbVKgUAeb5gzvW1MVacrbPsIePyI5IxEWgWpchjp5YmV5NvRNucz+WXcSo3mrVun6rVWiBfAIwSEgk0jWHGXkdNapJ6KKIoad7rN4EKLzvcv47NKRprlrAMa3Vkz2IXz0QHWw9Hs544nosIiqTFhQO+4g+DBi3lGBUrdHfp8peyAbxG5pJxkx5jnE8Y8lTLPrhDT/qv7bhgfxXuUoMQS19u8QDn3OLapJ9e8GLP0YCWhEngjfI8NQQUhmYuCYVEGUwyzvWYXGnHKwQypxHcUJJTPJy/TxWB29QScZn9V0bsVgRwGd9a6vZrxM/wUFkWYCJvZvN6juZzUaAkQ63fW77/rHTz+FkRFi+OEaKDDNH6jlcOd36+xjqVEXN6aN5TFMfGcV1yzZDq/haDCXtdcpm6ZB+dJ5yMHB5ZwWPld8N7VcedSKjCYGIcJwwAJWMTTxTvtzXjXaToMaIlis+f09A8vXnAXIj3L7wYsGVTvOdP+0rZvQV1I57KaA0Jfx8TtPyM1iR2tYm9ce7a2NmIat/p3HlhZI1wXV0PrfdImDP2mDKV4AqgqtyvSCFp/KcpBNdoQk0GZc98K7D7XALee8p77VqCL5ETxFPI88exfl7AB4BxqhmST+NBDSqKlgh4C/ffxz2q8cFlGd/nE47zEk4SxeNf4Sl+TlRGChRhQeOIYiTn+ERnkc4X9Y95rqwlWV+SURxYeCgehH0dcVZEWbQPgLZvammxk/KsU6n1dU2oAntq84DzYA1ZjU+1czyXqfZ5Sfpo1s+y52/KsWUoD7IW51JrGL8yP1Q5jEOxLthVHpPbXhGZ04fAeLmH21FDeurDdfgdtXNvXTaAM/oNZfNiPgm9bhRMAJ8J4M0A/icAv+ae9/xW1DH+5FLKNwNASulLAXwdgN8C4GfLhaWUn+1vTil9IYBvRlVKOwUzpfRGAL8dwP+wPOs1Uy4THk4v4uXhBUrPPethdhqfA2ChGRGTZuYjMK6cyGNAjM8LIxEMTuCU4j0d0KxzL8/PVaZWJuRJ0u4/Z8bk+8awB/nJRXf13oWpT6llWGQlkgW0a8TPOZWbdsBdOYBymTQYXw70tbmeMTQLIrUZxST6e/0zq4A8ajvcd+6zjRtt9aoiEjggP4MZOz9/Px1xOzzQdiOBjg0VkSLi+y7kM92y0MvvVQ+INKmRocHm+nT4VTi/mEPdzpk3KjTvaOfppNjPSFD3JEKYzI/U1JzTgMc4hAIjH+RRlkYWsLlPdh7b+Pw+lrY9gzdC86J4GS83xbS2eFQXbxzsg4zJjIOV5ihTpN9PGfPVmFY29GiCjLRk9isjgFH55F0xkPLO2UjlER5An/RJiA0SnIwNwNVYRyGGx/N1GQ0a6z1icv2r8TxG3rIRzdvNsXin4aCCr4+f4nAFITYEcWz3cXiEA14ysDQRKlk4NR5VnbsmKANQ6DSAjteLEMxzowgft0alnxFf8jzWQhxbjJ9JRkdteKTCGvk9alEbdT92OQMImSPrRPhmm7HmXYoMXQzxVvglQXzzPIV7AKh7+YKWvRqoBofH8wOVTzhrt54HiyH8kvdqZJD63rzPn8iwRvGGcrY+zK+o8UOMv57fR4ZM/l34wGk4qJHH83Xtg2s7gqTzWhQ6DQdTmqWvD0qe55VkaGzkMucxJhyW5Gqc0EqynkZoo6VB7HKDzUfrODIwRuEz0fVMuVT585KrIiloI/luTGc8xgGnctMMFyttSR/uIjmLmTiMJDpbed909bSfgP9u9DpRMFNK7w/gNwD4FbBpdK/d8wjAxwD4YlEuAaCU8s0ppS8D8AkppUellJeuNPOdAI6otWEi+nwALwL4AjwlBTPNM8bphId4EW8f3tRBCU5jFcwiYf+a8gM0JZHbA+IMg/X7/hANY6oWwZ4pglBKX30/vaXQU4XkWKEw8gKyBUv+HjCpZbBPRuMEOJqnGxxNP8/YX02oUqEqMHCdiMTKzf0XD6OBMJpajb0w5GPCPEUxGCyEsaIggg0LB9e8fnofeVa654PrTLX+snK5JgSwxfA87FVxYKs8958VO51j32fwfFrIaTRO8d6vGXBEkTEewuW5XMD+wW4fviP2wAJWcI6U4cjzLrFhawYMhtWxl9LPSZ8Eq0GtOFbVe3MjhYcFoKZUNO8MYA99Vl5UuUX1DHjvoIF58V5cEBdivJiCvcFzp8Jo6nmGNVqs7+NrhgfPz9b2aOTNivijrnHnpeb+XhPEpG2eFxFuvVIxzidd112iFn6vsIlQOGZMxnocHuHh/KK5R+ckmG/ppy3Hc7HXpTi23ZxrpXlc5Hsm/z5YufXGNFaeIor4ED9jDQ5qjGALWsbAfp0isSsnze6Z3foCrCGw8XXnTQvW4SXvsV/KNvDceSONKJQn3ChEVuPki0UJXPIeeZhMdmZGT0VzyHNe+7vOm30dYzl77Xw/mWjLa8pD1ZH3ivIBoAbvKDOqX9ec/TnPE7Cre0TOFetts5BNX15oLa5S+p5L9TByP/wY65zZNSl7npFOnVJNnlqBpjJPMp5PQjJE/ElCj8Q4x/Iav/eM2cRum/4oLyP5mIxQWme5nEJ+asIPaK+1GNHukRu9CnpdKJgAfg9qDZYvAhTqehf9UAB7BJ5HAH8PwKcC+CHL70oppXcHkAG8N4DPAPA8gL/kG0gpvQXALwXw0aWU05PUqkkpvReA93IffzAAjOWM3fkV7M6v4PjwER7jAJQKy1OYT2pJcMRqPE4nhTsA9qAPDyugKyBtYEkL8QEqTFEZ7yL07tOpKW9DTQZxGfbm8GNqkAcbz2CsY7CKdfu8t+yz8CTWa4bm3qTHhmEKRFTa9gI2YC1+vcBY55MPJX+wGaaFFhso74CTL0XWQBPvQPPRK8X95xlzBwuU515TkoE+1X+k8POhyO3KfRMGTRQlAgC/Q65VyTArbkdhSoP1bCskxikoAD0/WQ+3h156q75XpjmbnBHKnffV186MoN5RjUImf8BWGrVfTMbYlNqB6PeseCmiw537GL0XeW5G3d8Cg+e4bl9/VcYpiU103nzmVeJBcvCMc82+qZ7b5X5d/3coThF5oZuh1mbu6P2yR219vmKjS+TB93TNcyXrU2rbeiVzUh4wmCyjRuEOnu/baPNj348I/3lewgKWTIv7+djgdDn2vPq++Eyqj3eP1CPKxs67itOP6YLbslfjChOXgZDzQObsDPLKkeLIc1q9o7GywzyEoaf83lno5/u8x5TPKoYaCvnrWRiOnivjYcWDkQUReVhupBBxciugyhJ5nvDy7oWmtKLCUU+zlPlxoTvEfwR23j1nZd3I92vk+Z5PfrfmyWKFLNonfg96j6CFu864YKSztV3LSdkUXSNnJGUwBSq/O1PpG++JlvcpCi3XOY1Cpsx4k4XqVgSQS4qEXT0vxoMmDRNj6EDZsD28l+cJcGFCqSFVMmajWApPeXn3goHpjumC/XlB0+WmaI95340zks/8fLAMZYxpjN5YZAGRDTxyJ6dZa65y21Gm8DXKQ8awe/Iz6xptMZjvQEopfTSAjwbwY0op5QkUufdefn5r8J189j7Bd99Fv7+ICn/9va5PGcDvB/AVpZS/eN8OEf0SrCjKaQmGl0KwnZBJm2Kfbo2wBvQeSyAWQiPy2cnMd86TIBY3URZUsds/p4eJTwFvrYLiSbSZ9ro+kWIm3sgJNh5PxioZbMfphDw0K2wukyZMYq+OV2g9U7vWp84CjiYwXLN4C83uMGOBj2NDmFnyQcbW2mN5zhS8XoN/RdDAqE8yDoGEZeqHjzdhRZwZfCvE3Wf3k36K4m/mQtYZZbI8e2v6UhZBDgwVNknZ6erFphYD1uaCvG3oPZzSX7aSe0GzCf/kIZN1N0/1EB97aB9by6U/8pl6bZwibK32Sx9VsIkNEICtEzu4Nj3lNKtl+ZL3zYOj83Q9yyvT5Pot94vHSfq1K6dqjDAlCOIs1CyoMq/rxoFJ+YHOsctE2XmKr0BKmaTuIAtMbOG/izykjt9JXErGGrXkM1b0VcELhEIPpb8WEpDLhLkMXUZy0597QONkTLd4gDE1xYmNe97QJp/NqILxDU64LfuaWIb7SWuk6wPyaj1MgVeLkqbz4ryX8rsaIckY5qF0zPs65Q3ZGnqD9dwZv+gdht47NGj/mmdnbQ3V+9tak3OHyzbsp2MoqOvzxXAptRAxd4Y32btseLlmCPH97AzjwuMoL4SsY1a2FdkkZ+QdZ7B5F+7sBdBKqywlaMZ0iZORURIoRWokqMI2p1Zrt84ZGWKdHMBrUGs98/wsPMyHLazxns54illr2uZh6pTMcH5I5PZK+AU7MkL0sG4hcY7IPIkhq+9vbYs9qRIGsZaRnmUTJuH/QCsHcymjGl93OCmCq5szJzPfx4i4UU/PtIKZUjqgei//UCnlHz3h7RIEeBt893j5GZ2iH4U6Lx+I6uV8AdUT+piu+cWoHtJPeMI+Cf1BAF/uPvtgAP9r4XTeDpcPWI+bOdzICimb9FRu6L4+poyhOWIxCzexE7wMpGERSMfJpnf3yX0YDsJjYS/mfUiUnrVYLT0UpiZUt2e1w1dSiQ+YqB9W4TiVG7WYXhPMWclVYSSYyz6WowldDO/wJII0QxWZee7zoO/aGgmmTlGOhJL6WQztzZiNx/sMq6R7K716jXEE0qEzIIw444QbVWJyWhGI0qDeQV/EfUceClHCI2ihPlOgWsNUM48a4TtWMk1fljFEcMuordt0wDwMeLDUaZTyMLwXDJIAwJyy8ap3ngcvaCAWPIQmDEDe18yark6sX8s8rgNeabVGF/7DCi/3uZ8ne1jLGKJ5VQXWeQm6NlfeqX/fXABcns1lPc6BZZyh1tGz1gxyTdmg+OhFsOV3yOQFMx6HPJv3q/BrNl4ItPiSyVDiPPg35YjbfDCGJL+WvFctgrLlUsMxpGyJ3CdGJcApA4FyCSz82hmIePw8/wBMkfecZuxw6epDWuHTwodHnE3pICHun4cBskEv6udqqIAbu4euRonacurPgNCQ4uPCurVpFUU2+q7B7o3MEIxZQyRceTR5nhi2WNGWfoqSKXPF4TST6+OaMrR2xt4sotc57RVlMbv1HPH/uwzqEcleiRQkb0hkZAOTeB55bUtoE3sZfd8FOiufA1bJ1JCGwHCr/ZY+pZivGuXWyWQRT5bPvdEtu3Ujbc+uXVYi/X3Rs6Ud70mVkA0TJkBhLDx+lo+4fUlWdZtbWamcJuSUzRxLyEXtc903sp5LUK5oo3V6phVMAJ+LGv/4ua/iXklnehN8J5HWXW7lUspfk99TSn8MFZr7ZgA/Z/nsPVATBP32Usq/fhX9QinlbQDexp+JZ/bx7hGmkeMke8y9MDoVGpIt7s2ekFNpmTsZ886bO2aerUYeZxyLLNvXvBkdlHJFqFyFuSzjNIoxmiWfYUW36YAxt9ih/eWIMZ3w8u6FJpBhgM8e6Mff6li1bK6afCZZyGZ0WHLGxWtjjOIHRECMiI0E43xqSv0OOKUbUpKJiZPlXQ5qjpUAUC11qVntxCJ8wQ43eGzgqAyBE8bPsRlM4q1gJVSMEmoBL5NmbJQ21wR+EdomJ1RzzAeXQwFgLceL1bIpAYHig6bEy6ElAq+MsXqMZ11LEwaF1Uhikls8wDicusO5efCbd52tqKxAe2inrgEHL25ejVjxZeL3wIeyHOCdAKAGmHXvHAvYBgYe9IEhjQAMfNjDyr23PFKCbnBUzzTDm3xxc40PKw3mJh5oFmikNIUnozBKxsbF0OWRGR6OD9gkMKzgdJB3qvnI/ZZ309Z6btlw+flocOWBrhdDzrX36JP6zMmVf6LzQry4rKhE83ZNkbjLC54xq9fomGrieIWGLgKjjId50KncaDzjWh+4z2avJDtOOV9EubmmtKzNgZAYOO1ZZte0QhCpFAgnmukMSwu/YMSG1sq+AtXL7h1447HwYcnEzYbKMV30PZxwo++pttt4qkEa3OH15rPoGipBEkBpHGgAV5Y+8jg9XJzfQQQlP2OPkeJGx/m0KCP7sH/CI4W3SFuSBRVovIV5pE+8x1nFIyUTWNZAacZkr7iG63oh2SNSDkey5s7OsSH9Zb5iDRbLOlmUaYZsNxRC5Ye52Phv+amx3mUJicmtj0zV0xgrdkYORmxA1zEtPPVU9l2iKXYkTBhwIrVBzqXZfR4+Z8wY9k9XrUr59avUPrM9Tym9N4BfC+ALAbwxpfSBS+3LNy+X/ICU0gdcaeLblp8RDFY+i+CzSqWUFwF8JYBPSimJUvrfoYrHf1r6RDU5Hy1/v/Fau9doxoBXbt6IV27eqIckKzMilPhSGT7GQYTpMV1wlrTvy+dcT1KvXwR/9uaY7xcmEAkFItRz4DQftnzPtByyLJRG//2cyNjZMt/1o4w4Do9M4opcJhyml6itxpAiaIUIcQMmVRZi/H/chlzra5Px85lEWV7zAHC/us/KhDxfjBLFdbqaNXM2B7G30uYy0QHRLKN8j7x7FhbqAdof8LwW5X3yHI04q2Ih69GvZW7HKwneSsrzIfVXFfZ1BYYj443WnAjnu3JSxTxqR66JioAf86NaJy9QWjrPvq79ALFAiaO8V1xqUu7TbWepntFb4vn5BrYm0KvU5pb3iY/p5HcUKZOd0UWMFmx4WRAUF+JPrCjr+r3Dot7qKE5G6JL+mXsdf/MetFws7NavDXlHYkRiwwiPPTK4yP0TYr7NKAWt70dZM33d1BnrUGX2NBvl3CsofGbMU8fHJfmH3x8tDq62Fwm0UiMvPG9WFJs6R9bLLAaV0xwL90J6Pi6GBoHBXlP66jPceZN6XpRRE6hwnepo7TS44GTKWkTE6AuzF91ZIp+xUM/X6NkzT2p07M/33phmDBDU984ghklROZ44npnJC/4esm3aCGQRP37uHz/Pey+lbnheeBY/X/77OefvuH2pH9rNGf0XftWQB1aG4b0U7RHPN/y88Tx4B4BAsH0b5l3SPd6wcU61ru5pPDSDbFC+CGBDXe+tl70mz2BPtDwDqIqi/Nf5kP2fm8Mg6gPzbf192V8epXXBrpMhpM8il53KjTE0jzir11ON4ERrKIaNrtOz7MF8T1Tv42cv/z19FWpNzEcr938tgBOAHwfgD7jvfuzy3T+7Rz8OqIr4G1Bhsu+HquS+Nbj2Y5f/vw7A77hH2x3tL68gl6kqSi6LmBBbqjjtNX/XNtVcs7wuXiN/ePhrI+KaZvvLEaexeR0EkqTeGmKODG3yljv/tyf1yhBUaMbQJWhQSz0m7JfkR7e5MkyGyLVDq3ljhOE3oSEboVwYEseSemYmfTelPjAbz4WHYYZzHEBy7iKBM+VShR+GRN+HGFoG1JjeVS9VXj8Yw3YX8hAsL1yr12XxBHKfFGaT+tIat/nQCdHyU96tMDeuySVk38/1UjXAsm7S0K1V9kB6TyMLC+ztkvvYQuwTfnSez0joRhM0rfDV1u+chnD8bAiq81qt4py4aEYtwyHx1dJfRk5IG76kR2RVrkJ3NkkTduVUvSBXkoZEEEJPLNTkNKtVfk6DIgKswN48gp7+/+z9f6wtS3Yehn1V3bv33uec+857b2ZIznD4U6RGMkVZpkjJSWwrsh3DBkTAieNEAYIkQgTEcWRaToxEiYxYRhwLERDDluLEdmRECmSIgiTYyA9HcBzFFiVFtCzFogQpEimS4nA4nJk3781995yzz+69uzt/VH2rvlpd+9w7o0fyjnDr4eGes8/u7qrqqlVrfetba11aC+vxzNV7fWpPPEWZVYoZ+6ZN465If63u3TDWKnpY9g50KNkfOV+abIfrxMtF3/R6Kro+BtgMF2aize+iVUKmZWT6lkCyxMiZQ1wlbkt9aV/fkmktg4dG3KX3b94mTJXn3a8hyh+NH1yNpwGAUA54anR1HUpGaRoyVKj9ejaqu3mv65hQNfwpj2xOZA0xVs0nP7E+NRLv+O9o0jXfdH+v36kDZMVo12yuQGEJzIhW2sZnmOcZ04vnkHV8PfAIJIbF1hHdvIdwXTqlZnLArXm/9/1zmx5SFwKg86NeT/t+9ojq3vT7gAl/1ODWPTqhs2zevH4le2jkZdquAixWgx3rtUnP+CkMpsO8Cl1X5wmAMD3qfrUS8ySnwdHCwXzoi7//xf33pr1ye50NzJ+C1KmU9t/In/8zAH4WAEIIGwC/DMDzTD/Fsix3IYT/G4B/IoTwO5dl4Xe/BcA/gZSg5y5/dp2vudcH5e/+IICfXpbli/nj/w2AP9To1x8F8CMoGW+/5hbnCV034XHZW6CxUvZUGPiAb6BsVgpco9FdUNRSJsdcINcdIIYARRRK5jlReYF0cHRhSrx2V2MTKLSKiuomyrpS9VbzcOGAVsE1I4JUJj7bBNeF1a1eBBWeCfF21Dx/mDpUWZseNJdaUcRqj5c39jyNxx8OrFtGBa6Vxj4ZyCxIXx+0Le+tNn5Ob+DLFGi9ju+lorNhnTXRK5zaJyb/UGMfqOkqx7CvjH89nPgsGhpUsk2J43dDnRpePTKr+Kklob4edLC/N4wkHt7nsDHjrfJWOI9/lH9Tf8r9+3DGdil77IQB4zKYp903DzapJ9WDOyzmndZKrA5YZgIEUmmKixTL7DFKY3+JYiDN091eZkB9Nc2DEwAsaRHBJKWAq0INtEuJWL8CFasSbza7d9f62Y+xZdSs5LAYmR54U0qbb2pkxjiZQsmxzEjraMhlmfx+03YpUZX2yd5RQ27ruXUJ6PRepFbzNPnqb4iVAeJphPV362dp3Kt5oCTJl96HgFiLglmNGXUm8ZftD5UDlwy61j4hiDLHlFCGLB5ml0dce8s8AECl3mSCGmFMjpTLx2jiHTUsfGwkr/fzvzp3NLZO5tXLQ8op/S7nrIS2RLvG6xbK3iFwxuf457L/ND5bcq82Lst6tUyloTCv9DnVPS7oZU956+vv1awsBW05VybLCfzIHiQYq4ymKiGenpfuPRdZGpv7Vde9r8WtRmaX6cExTHbG8dlsLRB3/Vk5q7TsijbVKytg1skf7+R448X86ttra2Bmeuof85+HEH5V/vFPLMvyE/nnbwbw1wD8QQD/Pfn6/wLAPwzgT4UQfm/+7IcATPlvbN8N4E+GEP4ogL8O4A7AZwD8FqQyJf9d6Ver7AljKH9mWZZVn7/aRmFPGhYLyAM12gTAYgLrzuT72KHZMBixRl5bh9mEDlP2FmmmscoIy0q7Lxw8I2LENtH35HO790sQf6/0132tkdIKcQ0jjthZmQxVHprPWkriCp+tTKmBBRVcK0H0KvEAvpSC3777RF+AcjAB7dgeehuU3nKJkkcjcwh1zSzSZLxBCKDKwMkDoNWqQ3mZVoqCN5IZu6WIpgchWl65VhuXIQMwEyBZSeMyVd5Cm4tc5PtlpVrs+6L4VlQ4TJVRwv4/hW7yb95wpUdB6XL1oVpos63SIxEzxmUwEAlIa5LffcrzxzUAINMg1TOaDlaNa/Z0QF6nTWtMthQ8Nk/DTf2uYz59X1tKfMtYB1wRc0zVvvZ1PSsadoNJ4BP3KEgGwOa/jEOTcqw9ZdWz0S5BtPa2pvesn+t60Dl6cq4adSR13PxXk4ghGx18P6rUs9+F1lxnUx7m2vvDvnmgw6+nlgehiktETcerniG1K1tytu532+OmfRuXrbFmLhmSfjyeUeCBSTJvKA/0jKFhN8cOj/MuzYNktPRgKvs4xzpzuz+P/dlVzdk8WSIynstnJ1MTiJL29zgP5Zxc1mf5UyyAp95JqymriKCI7hm/H4HineP1TePQGdz6vOje4yXv9ssy1bbYHel+dek47ks1ZGvZUyef8SEZemYSOJhjh74bjNl0CqUMUrpHAadfhUHFteHfgfUPdXk8v4fpadeziUamen597Ce986250+cooMvxtmqxAzBKrN1frmnpwfrsp1qIEbH/6oHQp+/5pkzJa9mWZfnrIYS/H8DvAfC/yh//aQD/s2VZ/rp89WcB/DCAfwDAb0bKQPsFAP8hUjKfv/CL1eepK/zxLR4x52S4XoCw6SFb0TbQNTOZqoHoM9oBNXKnQv8UBmBzY6hfS2h7ugcNZB4Q1WG3TDi6hEEe8fdNE160yq6oMKFCxn54TwK/R5rQ3JVMrPQKvYwqV+ZMhF02MiloVfnS77bmWOdPDxePep8wAJ0Yo+hWmV79ARlDXBuDyIl4JCuk0iI5P1PcrxQo/ZlroaJgZoN1cs/sQyl9Un+/Vr7pWbHDyIzhMpdcXzScfQIpoBji5sXM7dLB45verxw+00ohZ791fx7CdWVQXlpPOu8rIy6UccZFEm5lalgMM85z9nSEgrhaPVFnbFQeOJUjoSD49ASMSDUwx25vHq6q3+IdtHsKZYpKuaeUAeu6jOtSByXJWAVaXfIUcT2H1Hei4ZXiuETzPtPIYo1GTy9lttanFF9S6Akq0UDXMaTvreNqW817WrXf3oCzuqQN74cqZnNIiTw0Trv5bG8gyFpLH9TxjwqMsO8aj2dGUdc2ZFuN690rk8Da4PYxkFNwpaacTtYyal9Gx9Tvjsu2CUx5cE+Nd/VGpvuXPiprQpkGut6TB6qtoq2AKIYOYJc81ciJakKRFy2KY6vpWPTpNEToWVX9wlhFeY95z9Bq3uQcVvDC90NZHUq/fJmir3WYOZbKc9/oU+lLHbf4lJHp97Y/H8z7uxr/ek9fAoirJkYm/+73ZS+6C0MQ+Dy/bnwpD/aZ/fGyxb8DzRys2farusM2f7HN/EFJnNgCvzxwfUlHvdQu6S5eHz1HNY4vG7Rv2qu3rzsDc1mW3wXgd7nPfhoX/BLLsvwYgH/0Jfd8D8A//bfZr48EZlhCrIQTY+u0uO+lmBVuoEIhLdx4T8ekkFWB4xEgj3Yfwx4Qqk2LRsjG71AR8kgtUJefYH9TP6bGBi9CakaKF/NGphc6EfMqNoBzqJ48zjXniQpy3zAMLh3S/tDR61vtpfTgjBi3yoxETJaKPy5F2PJdarZg65uk/3/KsDJEWDLL0Xg9hsv0yNbBwGetPYDzalz6jtmPyujMXsmWQWMFntFVRoUi+HPorAC7Gu+AZg1ex1K2PEKk5yqNjohoP5csxqcNvcNtL5WOM3m9L68DoK8PZTl0Y5gtfnZCh0dXfYmHJ1Diso5xj9gwTmoKaNoPJww4SeIszjOb1cIldc+U0AJ8eGS4LhZf9h0N5daBfslb6X8vCHuJJfQxytXenyecJXM332FcJoxdHfOo3gb7fpZxZmSinfgkjfWScdmIbcM6YRiVy2quBfFvKc6aaIRjt0QaEYWmJgr4qt/iAWt7XNcemhndag96cNS/0/X+uOxJeOr8Ke9gbfDV36u9mK33QyXa02XV4PCUSBtb0PNoWs3dKnYsDCanAPW2t9dULbvSWJhxl2Exdi+RGaSJ+iWq68gbSgCMKquxkARwZ3Q453JX/jzw61Kpi/5s1rPg0vmoc+MbabStMjFN46XRP+0Pz2kPTut3Ll3nn8F38FSdbd/fmmK7DhvSc2he4ioLPasJRMxGmW6x2PjeZ7+GZX68vmjPEONSWWTUKTkvur5eBhayVXKDnl4BljgHFVskrOvrKlBdzY+U2Dt1w+odlxrj6yR8b9rT7evOwPw7vZkgERSTCJQpZ41YG4snyMJHjcx5ic04repwF8PLG4LlO9GSG3iDgI2KChEsFTweEV315xU377xE9LEoXS00nW0ylaCrBR1KLAZAAyRTRHOqdBqJ65T/bSPTDqIcw6YxIS0vZjUmAQ8UQWQ/9DCtDFOlpOaxDOfigTzHAXPszEBQauqTc9xIW66Ag37m54L9btVMNOXfIcxAMTpaHgBD91uUcKypzeybzotHTVuouY0f6yy1HUqcrnqidc9qTFO6j/e6rw9tIClLrfp9hc4047BcrUqf0KCpDsQL+6jyjjhalMYucfzteYnZS1F+1/Gl5092KJc+TVW8qFc8Sna/QgOtDJiGl07LdOjn9r4hXlABWRRgA8q78ooH4xb9fvfe2DJGR1ur6GyN2KvKWCtjTnO1rQA09cypB6PykLl1rvNCQITvye8F3qsFztRjLECftqcoodWYLyiVSs31CVf0uWqkeTmkc6b7W9e9sjGq5zfOKh+Pxe95MOCMTRXLb9eKbC6yLAFYvhSFekJZq1aB0jKeeTWHLdBzxQhQsJHfEQosv6NzBdTgFD37x5jDHDJbR1sBV9vlQzgm/1wmN7IELKEGBhQQ1PWlcnpCZ3kgujgJ3XqtF7QMTR/qsAI5G2eFroXo9kDLwGRft+ERR+wqL3DL06bgBAGOSy0Bt/2qbmzLMJpDfT4rSKXxly0QMi6TMQbYWqCUT1B5iRrt2Xkaq7ka41InxGudY3YOSb/1GpUb5ziYgTmcDzjHoQmkU9+9VBbnTWu3Nwbm10EbwhGPy/5i6QsAVm9JBbMGJqvy6Ftc6npy6gmqEvcEPOkR5b3mLHx40FTGiKPKktPPz2jArlHNYqhpvJkeHjV9I1G2umW2pASKkPJg0Ixp+twuK6S1YbgWOvxXDYdteLQD0YySfJBoraVyn3KIeJpxouFpn9uxi5VXGUCc01rpAYyCaHqFRp9v8+w920s9r095QNkuZaC0cV1Anz31DWFNZ1Uvoyp+++Xe+s109ZUHwR0yXnFp3d97AEjxpZJItNYMM8nY2mGymoSP2AMLVgYRFSsg7S2WhDBFVQ3JMOMQbuz7NseOadBULFVpnCf0KJlh1XurSoz31piSr1TIqj6bJskosdFsGlNez3cZr/6N60Dr8Oq76F4SF1etk/x9JiKa0WE/39n1SvdtedI0tb72u4w9VobkJe9lS3HRtp0T+2ATR9wvz5qhAP4aTWax2rOyjwnMaObYlhxq7W/v4dT6tubxEi8X15QqfN6r1QIzWW/wENfJ4XV9P8479PFUGXFGJRe2jx/LJY9Yy9vFVnkstQC70qG9Rx3Fq1jLrjVo4mVMxIRDuDbAQt93i2Lo78tGeaJGs5f1U+xMSZ+Q2C9+DakxGJe6RJpPfmKU/dA+J8zT6vSAFaUZNSis+4o0XDaVk9bHeQRiDYjOoavCR1oAIvuo89oyMi95IlvGLL2GpN1bH8PJ6iq2QFr9l02f12YS1DkpeA++Jy3hpnkENOGRGm0+UY6eywCaycb4s/cWdvl3JlHjevRhHV1Ys55aoQDalC2wAsFRQoG80e/b7nSH0zDYOmmBgk+1X5AYzPAmBvNN+whbi0bAgtPN7HxiYKw+R60A+r/rIUdjiH9r1SMiPdWjbkCJZzzHwYxQpvHXvzX7SuQ0NjwJkGxeFxC8Fn+/ihHJim2PU3VYtQQJ76H0I0WpaXSf42BlYmiY+f6w/2ck+pzFPEh8l0fE/eHAdl56jNiakbJdDjiGfUU3nNGtSorEeUJLLtqBgrFK8X4KgyV88OswKXBTnZjiFQzOVlNkvvp8WRth3hD0ipe/ThUxKsSaWIMHEJMMtJqnkgN1HJIipasaheINIAshhlSzzgtdjl9jhX3TQ/6wXKVYQmbkqwynWNEn+f601EiP0TLDxiV5TL6ad1h9VzxqLYXHe0RbHiBVptTo7+fR0GX1zqni22JzsFFmVEZuVo7b2QUn28dnKbK+AjzQjtVZ3U8M8ZZx+VSLy4Q+nldzasAY6kyaHmDyiWNsnTsvOgE+u4+ToVoA3c+VsWSyslh5C2MBK3lvP1cd6nOBrZ9GbOLlfZlAt7M9n/J4ip15zrUMkY+BWwN8sTJK2d/mGhHPfCvuVvvIc8M/e/XdZa1Q1/cS73bDm0QPIMdNw32ch8rQUyBTx0m5OKNbZYNX/YAMjW04GABAOaz31Lg83bt8n0zA45NU8X5agskbWpQfLUo5KdlqLFVreWG4gVxzQW/y1/L+3jPZh9PFNT5ByqHkfaQA8qvKA88W4tg9Mwqo9bIVIC702e18MLaNAZzdYO+Zut/Y7VcMrhWY4srF6PXaPYJ4vF81fsc24r71ugBQDNWWF1r74D3y3si0fuUyfHE+Y+4S4HKPZ9VeJ+OqBRy+aZfbGwPzNWvdUrvgW4q1b57O5zN5KX1QFRaPIibkPin92/lQUpxDAsAbij2wpr+q5029EHqv1Tg81cE1VcDVqLpEa2J/GS/CODn1VnD+rG9ZIdCaZ0Q+/XylBDjl2la2ON7DqIENJcK/05ZSxPlkcXceXJsw4rBcVbUEm7XmMvo+hXJtizLKOThjgxhmqwHGOWt5xy56BZyCUv1NkU9MlcLa+r5XivznMUScQ1Eu/EFo9CuU0jZAUTr4u2bt03WlCntCYBuZjf0Y1RhiwqvQNemH6sXjMz0Ky5/3Ebhfbqp+c1+O85A8O64/aqD57J6e3rgalzMSW42Akn+P5R5riniLEsa54HhTPGSmz/ZXQLyMZq89HumZTPjDtp/vMJwPZkjqPGjSi7Hbr0ArrhcqkypPWt4qnbumcaHAEmKlIOu+sNT9AVZqZBIDRvefZoC2Pi8lLkqb9otAk45fkztxLhQ4a8k8U+qyMatxuL6PKk/ZX2ZR19Ivq3kLhRpuzJH5gDm6ZFmxfv8to6G8i/L+PCPHwCYU77QlGcOxuqd6zA7LFc5hXc9aDXIAVrP53JXC9C0jqjnPQLP8DD3qNOJjnFYMIT8HZ2zQxSeMifxuNigxdjq26pwKtdwkEMZ4+ZbXt/699mK2qMD+ugkdplxKacI6TEMBrNZ+nNy9/H4mxd6zjDxr4SJQmCngBC+eykJ7SfaUZ8yr0BBdL0o1LyBgOQcArJLfEdTTNnb7trfdgSsE433dUP17i45POaeMI7577wRh8wyBi3qG82zTyKSuWoVJxdocqjzlX79OxF/S9sbAfA1bS/HX4G5F/g7hOnnllrXAW923hfo5ZY0blp6DOE2VEpa+U+IfVDFu1UtcJa5YCs+ebUKHVgZQ7TcbhdKrBMlXCRJCrTSwCPHqmqy0MNHH2CfhupU6cZVnICd2oeKuRY/Xxu7TiKU/KP2Y05gixmW7oridlx678GgG8dhf1dQmTJgbHgEK+k7eo9KRa6G+TgVu9xElTJUy9ZBUcxGU5pqNMKFeAbUB6/vqkWBSUU/xpul54D2YMMvHSGlredj0eXGZsMd95dkF1oZM+nKZc45ZAQSP5L4Kqh2XBFgobZ64/oRohjQPbqDQQCd0OIYdYlcr9541kO6pSmis9n35Tkmfz/3W4ySJyWoUuPS3NjxaVEa2MJd+cixsaqTq/p5Ct6Lv6vyZAu0SXigYRqp16kQbHLJ+uXi7Swo8ZcWl+DDWSuV9EnB3quSq7T/xaKh3qhqfp1+GwqLwhqO/fg4dRpfp28s09SYpsNPyIKnSX8mmXCIDwOp5/tmX6KZsNC51bXNPXkpyRkX9Eq1T3y8NKzZlEjTp6I1wkoqKLe9q9dwLxmU1tic8zMmTWK+9U+dogo7myczfut79GjIvV/be6blRZE6KBWzJNlvXknBsza6qvZhqpGpYhM6RGhsW7iPvhPLPNx2fPsvCLPz30TVllu8T2S9qxFGXaMlbjgHQetIdNqHsly6sjdnWPPDf1nc5NsvwHPMeDF3K3zAdTeb20xHnXVs303NW2ViXGGqkxrbWFddEtT/8mnBMh2Rcx9V7aJ3t2v8O0wqEb4GWLeP/ZR7MEANC9xF7Od+UKXnTPsqmG1DjI9resXm1wVpIX4tOAmClOHnEbGUsXljrhgxeSOXuhaxXyPQA8N4A9Yooes7WOgSeanboPIUOz/U86HUtYdRPmc7X7+2ak4sj4oGjvwM1danymuVWK4A5HX1GJzkvV/E+IfiksnZ1LakOkyHHvk/VWFzSHl8DUJFFnZsulwpR5Udjr6qaUwQJMs1U17VSW9V4iMtUfW9Vdy0fYC9wm5WQhlcFtULl6Zv2XdSxe3wekw+okqX9fOrwUVDoFBK1Wmtx2dzIO3uK/snxjXOugZkPw004Y5wHDHFd44utx2mV3fOSF5rPugRapb9fLkJd0duD83bI2uHvK6pnbkt0ayu3Jk2q8TmbV4DinOoOHod9ZVzxXpsG80Dla8vL470u9NrQOzDHDnNXK7uqFPqxe2OVSie/r0aqN6SfYgL4Put1pFADOVGY7PmVpymHbkzoVklBvBeiVft4jm158zKwhcYHjdJ+Loo45XePFIunrBUPSkzojG2jAKFvOp9MbqPJ8yjnWvPeagRWh6mOexymA9C142Mvtad0gEO8wX6+u+jd6XGqGEHsm75LH4vngbVLTamO2k+Vez6x01Nj7TA5j507Q5cJu9MddgBeDO+mxGkoidNeNo+8B1CX8CogoyQXuqCTecpwChmq9YkusD5mDbTq+c/PlR3G2NIThlWCpYvjQaHT9jgXvSEWJoECbQDQnZNXfok9dqc7jFmv8QA72+RYYTrWSwZnXCb0eX6UHaG6BtddCwyNYTbGTo9aZ/DsmFYfWiwhNqV5v2lfe3szg69hayHPQAMZb3yHbYMRpIn5/9kuUQsmdMbHZ9NDhFQ4Kp3czDyAWCcrfbd4N3lPKrQVksoxoSDy6rHyHqVVfAHqeBfvfeG41Ijl93w81Qm5r1noKiKvlIpWi0uhJJHWNiMatdV7vS7dQ72K9lz2mQH7Ml6lnHkvzBxrZZZxsE8ZFClWtSDF47JN8Wyk2ryCAsXGdcZ54fsrtO2C1nqj+JKSWehqxeifQ2eoPZ9nqKjM+0WaebUm5mrN83nHsK8MP46H9/V7jN5E/f5mGU2p8616hy7TosYv61pIv0dZ5+U9+bGrUs3GOeoae0GvqRRMxNX3uG+fojT6sfbT2Iz1BoBDd4Ox3+O0uTL6kspGzlE/jximw0oG+rAAINUWPscBY7+vjGx6wFsy1XuYCFawcHgZf9ecV200pnTd2H1lz2syIsrPZCRR+jbmuHE2eI9i1ZfQVc9sNb4fepwLKLaO/9KYTCB5E82Lw8/m9XvSdf0ylkfVf0R7N6T29tNYg4PzZQ8hsD43Z5kR/r3lDU59LQlVNE6N150wWOmdFq3fQhJypm81tIfpYLGQzbF7kKSxhzYYsV0Oyesa9+bV456Jy7o+rX8Gn6PUcc+wAvCksfOyM5N9fRX2BlCyk7ZAc33OZhlNjtMbyTV7yfDw+9zKzzTeH5/pP9NsxGy2f4VJUu53Ka9EyWPhwe0NxmbSR5XB1ZqTcJTNMprRzfPMkr013lM/Hat58eefrQs0Si0t6/wE/lqVhWQjbZeDjV2v9+ctz3tmf9Ux+3fQkoOX5IL9vToTv/5KlIQQbkIIvyuE8H8NIXw+hLCEEP7Ahe92IYTfEUL4iRDCMf/7O0L4KpQ91954MF/DFucJw3zA4+ZmJfCq74mXyNNzaMTZIXYhIYFHm7kpj3GfaHQSCE6qriJ0lxSCVGi9HHqnMKwKyV+iJAEFBXwZmt8yNFURZu27qo5o455G30Kh7bApAm9JPmI9jkvzsF0SHSaVmimHNa/z4yO9w3tBLhmDFQ2wQdEize0SpdjTofg8bRETzmFja8jT8fhMQxZlDTbXbL6WKO6rxBr5+8VlspgeT02t3peOE+v1sfbQlrFRYakBkFTMvA+n2pspc1Y8s3P1+xalPmmLZVCNOVPfPPBDDxAVJd1jnMdNOFe16dg8Xa3lQYwocVrWF5VBjRI9G4yWYZr9YjKwUrpkTa9l05ifuExQWvHY7Y2+5VH2Vd+WqTIaWQ+P/elxMsV6DsmLqDXQ+L5b69Y/a1UCR4wtyi0/Vi0LoQZ/xVBg30MBIFqZd02uu9I+vLfuE5MzQWh7+TOlqx66m6KkR1SGms5BDFMV+6Vo/yVPQRWz1phbnQ8qx0/JeqW12lhn8f53Q8WYWQEzsv4NXMhj0EzKVJBMUbbry1lKGca5pdLMfcHncXzqFeTYfS1TxmTOm05Kg3VVFs4qYddLDOgpFACWa/7cpfq2ftz7+c76wX75TLJAWi9lbH2lFzA+1fYJ1jHKzb2sZbdQewL5HYaBeJDL9p0amTzPc0kQoBhbpKvTe/oUmMn9TG8a18LLABGl0l6ixepzVM9Ic5B0rmPYV55gjjeGVrKjOt6dQDfro3LsXNuq65y7AcP5ofR/uCr3kn3EtV6BoJmlwnegQLGnFLfevddfGMbEdc9xUAbN6Ez20KNLOenlB69Tj7T2ZeXdRx0ORF3l67B9HMC/CODzAP4zAL/pie/+PgD/QwD/JwB/FsB/EcDvBvAtAP5HX8vD3xiYr3FLNaf2ZgDp4cVD4jgU6gLQ9mSmGmFaR0riqQQZ4+HJzTd2e/SunhKvV2F4DHuj8vKw8bS5DcaChs9njP0VHjc3pjR7I6pOftHBGyE+tqDVOkzloEPxECjtuNV40F1MYBFqQeXn3ifXiCEZC8xEqwaTKjxqsLQEoe+LosasCQjkw4NJinIfmMXW5i/U73o1fqCiuFZ/F/TXlLiwztDXak1PyhLRh5MdRKTpakxNyxNDZTTNQ37HYa7eyWpszvgsiSfagAnXp49pJKqsyZiKd2dYpdJPCvlQGY2trHaXjJt038tjsn/z3BHMOcSblVFdXZuVRz6Xe9gj82qMUunRMae5zEr/kmZqI+WEyhjEuyvJhvpptFhvVVrobeTcAOWdWOIbrOUf97AxIiQNPhP8PAy36XtzuZ6xSWqY6Xr3raIxNrJ8K4uEVLdX9f4bmFfFKwtokdc8jWg2pZXx/0nmh88fly22y6EYHNkLwDNncAm+Ks+VxrdLX31NYqD2LK08hs6g94CKb9UZEcoZtkFaP5r9ckDKlMmyPMmYasu9kqypjjXWfZE+i6sEZfycQBfXpZbK4DO5/gAgdkWmeSpgNUdwWUMpl0NnZ4u2qr9fpdeGXmGCPsdhb2eJbzTMgWRQjguzxz8tv56Sz/z7yxpjYdWTzvmjvACKEdmHEx6xbwKZvFfL4+WbGk0dppWO4LNW+/Xma1nqvm6CWh5kXsmXefW7j73kffe4r8DDNcCSsggP3QE9ipGp88nr5tBVQHuHOqeFgmnKBtB2qdZuq7FvSq32oK6uhYrlEer3xhJLEWvdjftli8eq36bHvaSF7rUrU/J5AJ9eluVzIYQeaBfyDCF8L4B/CsDvXZbln80f//4QwgsA/0wI4d9cluUvf7UPf0ORfQ2b0qh0Q00ZySFy1E/HSsnihqhiUZY2neK89JYZ1Z77xHKgYUa66jAdUkB4pk+1EKDk8XIG2nxGEMTV0D1HweXfPB3WKI/5/i9rMRuZvN/udIfd6Q7DdDADpUVle2o+1PtkBlymmXgqS5zTYU1aCr/PsShl51WFLQ2dGGaLvxuXbZUBslIGF8ZfFkXXU/n0u62f7bNQGxZjv7f12lIcFLW17IhNxLD0SWnS1bOX9Rwp1dZ/Ly419Yb/6n06TJnGVtOKtA/FiC1rkuVuJpQSKjqPp2xoqYd5XLY4hnahd17v56by2Lq9QPqdNlJZL3ngqrUX6jXsQQc1rDwtjn/jWiKtuFKe8vgLTbCej0O4rsqBVGOV/pxCMnxOGCo5obSzS+NUA8B78YfpYNT9ylCUe16i0nENAIUaeqlOMenmamj5WCH/fPbZjJ2lLYs4p0qpJeLv+81zgdTxGGaRU2fsTnemnPJssDWCQkfezockyxrKLZunFLbG12qvKgP9c+Iy4Rj39j4pk0k99eu3tddaIAy/8zJQgPL1jI3142XXEHDt5zU91BveDFtIinQJHeG5Q4X+0h4CchI1t442y4jr+cNUQ1j2rz+ftV825qVQuSNS4rHz0ludYB8rabF/0vQsau0x7curNgPKVmdFocx7+cfkRqtzKei5FKtrzEvduH91DyfvL+kVqjtoI8tgs4wmA2kkpeeuQxtU7rXG1Dp/+e8cOkz9FlO/tQzebJaRWDzJbIMkrgOSZ5QJnPTc1TPI018B2HpO45ir8XnZzPOuz6wdO2uWoj94/UbZSv4spuzgfKt8SV7fy7XoX8e2LMtxWZbPvcJXfzMSfPGvuc//tfz5b/5anv/Gg/matSWXP1Ajky0ieXgO4RpDPFgQ/krBatRc0mQbAEzh04OIBtDKOJmdwA4otJwZQOdKo+Riy4ry9nNObhH7SrzS09CKn5xQx2qu4gqI8DtFRyln1bwsddkDUnyIKrY8FbM7/CqFZKkP9BYFTg87P7czOvPevewQbdFkPRJ6XnpsuCZybSeuoyEcU9ZRKdXSOtxb/aBB3arFegx7IKI6NKLcaxIFTedKDU+fUVbRaXp9AFS00aYnFCWbpd07ry9V5KtyOstUUfzMEHBKACnW3lDlHHBOmWGyk7Wpilai8ay6bv00T21cKwX23YwWTwRZQolLIu1R54SfqzeSskRRWTV+1HtsHvXcb0/d1mywNralx4SY/2vTn1mXrc/UL1OYslecmUV1//Nf8yTHOpmVn1Nmk01GWJ/2KBPk5PWUvLztDNv2blAr/X5dlXfzdJyOp8lxbLYXGwXngbXxytJLpIr2OFe0bMYlrZRsyToaMRemxHlEmCdsNje2junJZD/p2TJZ1w2mQEZMlmTMKJ2hfl9N75yTk/Sg+7YCKmVNqKxXwOIUSkZe7QebejjY6LnQRGBTqM+cmsbp/oZS57EaJ0pN3bHfW5ZynwWW81EBL1kVTvtytvMUSEr8FMoebJ3fc6jn6HFzU9WKNE9WGCvD+xKbgp/304gY5xrQCntjS/WOwaBr3bdLZ7ZnbrFfnAvuD03k4/vJ+eee4e/KHuH88vzScRf2yrxKWuTlgJcjygZRYHpthMZqrV3SX1jP1oc/6LNU56tk/pKyNXMMqq/Q+O9xSkyS4Zn9jR73URIYzqFrhvpwHNQuJnRWO7sHqnllYkBtGsIwxf2K8XWpsf7rOWyadZl1DZFiTiNd9Qm/5nX9/R3evh/AF5Zl+Sn9cFmWnwohfBHAr/1abvrGwHzNWljm1Uby3oUzNnixebfKDNcS2lR67T4iYIEsgERQ6oHDWk0ah1NQpWTA9OckYLbzoeLx9zhhvMBXH/t9yqToNnQfcu2+xjhKf2uh6hOH+PhQzpc3EsM8ocfR5rJFbdPGPnol335epma80iVDqAqSl7IBbEqPVeGqB3SbNpziA2nw9VmQ8lqPTrcUZO27b1s8Gp1Z54PxIa35qpSKUOiPGtPwlFJORXmYMq3MK2Q0SsJs9eimC8o1kGnKLjMo08aPy/biOuDaUrobm/d8kELXGpf3ALfmv4XA01jSRgoqaVl+TabP5ioWStt+ulvtQxoHPr6WBqmWHjCvqqwnjrHHGcheXC93lGI4LltsssLt58CHCPh5UwOhUiYdGKTv4hj2iP20rvWWs/H24WlqXEvx9nP8svUM1GumZaxqrF/6tzayOS4AhqqrHKNsrwCtULx5Ri93iYrMeI7rJEVz6NBPx/zszuT4IVzbOojLhFM3WL3A1OcSn9lSFtWzQcUSaCvZ3jNq85e/TxodFUkaEX6f+ZhAf8Z6FoWP/6zvFStl3mJDUTx2XvYy/ITrsAUU+3Gmea+frcmpWmf5SpcIM47YG3jD7+jYj3EP9PWa9/dkv62eoxipc0j1eFsyxwNzrTHq/Z4yKtSzpcBuc//yPQuYqeCExkyv5swMtrUuod68UxheCjCx1ixQy0H25xK93Dsa+G9ZX/U1bFUIwzwhxglziJWRyeZrtVJXS/rNGbvxBR6HZ00wWs8m9VgirNesNutrXiuWaTt0zSzqrX2iBq2Cw16v85RYAioTOjOefbZk3a+/xEbmJoTwfY3PP78sy+c/gvt/CsAlT+fnAHzz13LTNwbma9YUjW8i0MuEbXjECQPu41vNBA9at7KpwBr6/fSGOWKHIZY4HL3X2O2rw1HjMfgMbf7A84qPF6pAEgit+D/GgCVv0JpSXgk4wILFzfCISSHbne5w2gzm2V1RLSEF4cMaZa2Q3Pys+82tIXvnOFTZXBVZJ/V3RlxlC32qrRWl2sMxLym19xaHipLK76wOLJYXEHT4qed5iilCQS1bzRsflQc4H7beUJ7QFcME0WI9+gtxhEB6V4qoakyqb5UXSvoyBx+DVfbIjM4OYH8oemNj9Twp0eG9OVMoiLL2z/cVqI3yHierQ0fvdS8lX3jddjkAObse93CHUucV2SM8nA+r8hlekVBKOffBymNPpS/PjaexV7S5/PP98gz77mEl6/ppXCkZtldiobUae8IptNV+zbU6ZySv6Uppk4yzmjTqEkXWx876mESgNiJ97NUlj02raRxW6qMzPoUpQsCMclHXmSpt/Txiiil2kcnkdIxMAkKPZAQpp70xQPp5RDxNOA1tMLEwQ8o+nmK3AtRaMs+DWK/aeA5ZuSMxHOx5T4CYbBo76xXv9XfduRGKV48yBagN6bHbV6Bsy4Nie3g+VJTBVv9bnjf/d72O6897Bamo38e3sF/urR/+PSjDSgvXA5mKG0pcJFBCYDwwZ8aWM4qaoIdrLZDuUn3KFvNE9RUFojlm78li4zxRL1D5SN3qHDbVOeKbpypXQLnsWc+q6ucRUfYk718bmHW8NmW9Z8WwrNxKvogO+bi5ydT5XL8416y1tZzvO3caXlIn/GLG9C5OFY27lTTnHEtyrn4ecYg32KIk96nm7AJQbrJcwjOGUBIN+fdKqq7NnzhtKkBT9vKlFmL46GMwUx3MTwD4C40//0sAftdH8JgrAC8u/O0RwFtfy03fGJivYdPEKTxYlIpG9OWIHR6XvXHfLyWjqAK+RRHyxpL+GzFhXIYKuekwVXXCHobb4llaagWvD2cc5h2GfD+f/U6bHnZEmS4hzjrOS8tX0XSgJCYBUBnfALCf73Af3zJBRATRuPciYPzBtcpeKgcX+6tUJzP4Wka/HACsC9amzK0pWdWcBOQi9wNaB3D1zCcUOFU2fC2xuj8lAyGwRkFX33dGC72HxSM7VQe1GZmZzumvL5nm1nUrVRGoKGZqWOR6f+duMPpRc67cu7/kXWHMr/faXboPP7PnhroWKMdEj94ppn3Eg3rs0jpRRVaVo34ejRal+wzASuEgwr3ypql3BAVhNyMVMAVDFesY5pRJdjXeWvGKYcZhucIQkncMfaFlkcpnXngFBbI8PIaSJVnXPA2ZPj1UMsp2ldfd3pl6oVC+i/hqHialZLHvNn+hpvO3ks08ZXCqR6D0rTZ+eP0jSl1I6aT1hZ+zZEicJzwMt+lrTpnnmDmX5zgAjPebz4g4Yz/d4b67XYMBrhSPVzz584QOh+7GKLYzaiN0lQirkoFTpXz302jJc4A2iEWQ8qmkM+bhzZ7pS89vNcoYPaf93AOFTfGUZ4TgZR9GjP0+l2KITfB5de6v9IBMJ13W5U9IC7a9jZPV/bVxNZgVbJqApbP9VKi8U3zZnNXnbvW3C8Zl8ZCvDScvQ/VelC3oUY2RZznlpBrdFVCjBq0DBz2FutUntuL5fnn5CwVFlSXAZ3rwye4v4x1zqRrPeqIcsXMm1+rlGkvMh37dF5YAmsg8KAYm6zwDdZ4NzvElIPsYdpZkLY2tbRj6dcn34gFigF7r2li/yNySzzW+2LMBfwnalwD8YOPzj8J7CQAPALYX/rYDcLlm0hPtjYH5GjceLnPocIxvJeVTNlY6wHuMy1CXK5CNUATPOqZM4+W0FeNqtpIMPPy9J+++u5V6j2UT9zhhH4sHY98oWK6xBF6AaOZOG5f7vdUu/V0VCFtqCgABAABJREFUY9LEipHzaGnqNYGC0dmW9mEFpAOKRvQc6kLbpzBUAMGrND1ALikyLbocW4cJQzhiXLbow7nUJr1A1fLAQPOAF6OM4yJYoPfUNeYR+UveXwCr+EV7bmVk1sCEgh4c3zHsDe1sjcej1K3Wim1pfcf3g/ef0Jk3WT2M2nyMlo6BySbUUGp5JugZ78MIxMHAHx+3an103tZLHgn/ffbB/37JGKpiPTFjFxMw4RP8ALCYb1/G5xCuMW+6KqHEOQ6r+EVTeFHS2Zt8DLWxtFnGVax3FTeOQl2mB539RkCF9PN7+jOBGP7uDTUPhKhh2FJ46Ak2b2XDS25jRqF6AXW8pnkDhC6vyqrFVC4DDvEG++Wu6peW74jLVCXM6QHE+Yx+GrEPdzjEG+tXMebmksU71F6aytBEh0O8WSnhcZkqWVO+XxvzEzoMS/GQvBjeLYaDnIGe7qhKZGtNtxI3tc4kjQ/Wviea9876WIM1l0uG6fx4sOiwXBlLhU29T2YMoY6PZmZrDyCoHPfrsJXlulVzU2Mak/e7zkzN76gxr8/SffvUWaGN19zjWZNOyWv5LLI42CjnTA9YDtV88Bq/1wlOcI+qMcV51PVJZsHLWAuXMn37sXDshXFTe/srBk5j3grAIjk5RC4M5wfMsce43TfPi0qGTHlt5vOIMoBZXYdwNMfBMeztjI7LVJW8UgD4EG+wn+9snD5hGfeV9qV1tmtohM4TAKsSwPkozy+6lWUef4nO+YvUTsuy/MVfwPv/HIC/+8LfvhnA//druekbA/M1bJVQmJEQdMwNIZ7+Ni5bjMuAXbisXBOd9yiPj1GhsqRxAudQkNaWlyfF4KxRuBSLuQZFqFCl4O9oB5vWHFOvY3WtKrAOmfLP0HnwdCBFvev7iydMlHJD7/O99bljXwSxooyIsLi1J+OyQvKSzKHEtmzDwYS1719zvG4ehnCshLd6PS56YgQJVMVN/w4ACCV+psQbpkPEvBD5HSuq7eMXK/R4mcwgA8p6pVHg4wi5HvU90TPF9e1jKebQVcoq68jxHayV/FevzWmGtDAALoE7mspe35kmYGLrMK2Slaz62TC0WgmnfPPldPRemkSk5W2jsgzxjLFZPVSZgwldJQu2y6Eu1yAGbspEeYNdPGA/3Vm/GGsJ1Gi4l1ktbyMNFW9k+nbR249ptS82y7hKAHOJQsU9yFptXtFUT3urL6r0apiAp6fzc7uGCX0yHdqvW21eNpxjArnozeJeiUvy+I/9HrtTiePdYMRhuVqVqpgRVwlfdIxKrTtiV33Py3HgssLHBE4E+tjXUvZoNoOcjcZ5Kx5PPcRPAYQeRNKf4zLhev7QCtlXIBnqdeqVeTPol/Kdfh7Rx8HelX+HHgwygCXHRrZAQABGw/VlZrR8xxwyNTO0s05zXw3L1KRkRrfGdY79WFpe9Et/v8YLHFGX0tB5UH3lsFxh2nSVnNUMvHFJrBDf5zoGd73+NFFgK273KWZPBcg8wZRgX9W7Z/donCctWbQycHP94hQ3HMsen8+WZbvVuB+UERaXFJJBfXBGyqqsoSpkI20wmlHYNeZWPeItgN8nguO1VWIff+42QLxLID0AxBCrELRkKL/c2/x12v4CgH8khPAdmugnhPAdAL4BbXruS9sbA/M1a2FuL2CiawAq5DnByGnz0GsFrJU7/q6KGFDH9UTZSFscEDN1kUkLtFVUDEN66r6TKsM+9CrUcypzrRdYobuiGKTn1YkUPN//0pi1Vd7TbPgpraPVFPWsDE3JqOlrULIRyX3RvVMVJvdxNDzgzCuVM+76ubT+XDCq/eFRH4qzKVMnDJa50x9oitCqJ9cf8gQaOG8dJqNLs/mkNPa5HCpMJqV97rCmpJzDxp5FOs+lpjUPLyknHmj4aukvqgz6+XvKgLE+Iq7WAYGjOaxp5KXYes4WnEGNanxS95Hxbp52xvXJxElVkgcmV+gGo0mV/q7X4zHuKwMwhqlSBlpKub6b7fgCADDEDnGYcOhuVs/xFH1vyHLdxXlC37XLltj8oNDluR+VEqvvo06+EQ1A4fySMu5r6hIsa1OhC6LeNPScl5n0MECzVK7HRrnPM4Ly/Rj32OY6o0rb9Wuec2a0SJQxbZdDqZPqjIY5pFqiWhJrFXvv5DNjeJU545Vi1oxtJUKq710rp0zgVJ0huVmGVNR079TnBNxqWID2vUXHfJkir4YYPS58jtLu4pJq1UZMa9aBvBv1HJP2S5CF89Dcb2pE5jWrRoo/2yhDTKnGvJK1LfCmyJ48Tw1KrCrq9Ix7MMH20dIGhKu+ynUKbvhn1nuxx+OyX3nPfXz/KkRH9qmuuWSQz9X5rvf1rAfKhhgisKDSfzw4oMCeXw96ho7LFvvwYN/V5HkKjKvhnP6e7ymJ2NJaq+mwzEivc27vcp5WAHsfkmOhzEtdK1QZPJfAIuocT53zrebzJKzkjzur+U5aIVk+v8mr9CXEiPARx2Ai/KJUk/wjAH4HgN8O4J+Vz387UqDLH/labvrGwHxNm23s3FQx1E1CpTAJ7KESdJfoGC3kRqmqbKbkh4RkbsOjfXdVMPgCnaCiDzm0n//yWi9QWK6C99dx+VgDPsvPof9d48bGsK2C8dkmdJVxRGWBylqrkSYzqVKXgYBt95hiC1CyTZaMt4WqPJwfEOYJU79NxmYHQ9xbyCYVMC8cVdlQ5bWfRwxyaPdTqmF6jPuKUkhlTJ9jHqOwXlepPMraW9h6By1FSKkqMzps54N5Rl4M7+a/zZW3wTc9bA2McJ5n9ke9zB6Jr73+6wPVz6t6L/l3RastSzFKDKBv3EuqgLF5RSKG2TJB8j21YrNtDEvxAjeNHlkP/tkct6f/VcpCHDCcD01vjBpIl2jH3TnFXfbdFptIGmcuv0H6YljTF0spmw6DJIG4pDxXY6aCV33WyPibP9OsoB4Zt/ceCohnxkhjD1gCClmHeq/KexVq5oUv6s6m1FuOz6i+BPS6knAM4nXWPiqzIN23PmcAVEamxTaKIbUNjzgsV2sjRNa392q0Gr/j9wKNMhprfh7u41tGvdZ5pZF8iDdNbxkTaHG+0/uc3TnjPcWZ/shEVlWZmFh5xvopxVBqUfsyNzWIZ59nr/O5W9fUfCpMgo2ADNdNBYY4yrv3gKm3WOOgL8U28rvjsq1i9yxreEO2ETBuefM92FwZhPK31t5qzQPlaB/OGJdi3KrHzGKSl3XG7kuthKCkNaAMnPp3L4Pm1Z61n914+b70jFHjsw/nKsaT+pk2n3uiNnaFch/WGdjJhCAdtjJ2u/W76OSeWIBxGSqquSZBoodYm2cZ+HnxurHqOHqmMxFSK0xFz1V/tnumVdWHCzr169xCCL8NwNswyY9fHUL4F/LP/5dlWX5sWZa/FEL4twH8UAjhGYA/A+C/BOC3APi3lmX5sa/l2W8MzNewcaOO3b7ybAGwRCesZcXvtzyKL+P8t/42IR3cmghAs71ZP0Q495lmwQO5dWjoAUrB5uNb1OuijbQy7fNTFAgvMPjzFBJSGZcU+L4fBtwvN6t+eOTR0zaobK68LdkAmGP6O+mizFZLxdanz+bczLFHN0/ozkfMm6sL875G1Lxy32rmnZbMoYrIqrLbUsz3y50Zaj527bz0uQbi0wkr2CoD2K0VO5DnMxDrrJB6ja4lPSiGcMTDfF1lraUBrwanZrMDimeHRpH3LKohoXNUzXFWVFs0sBkJsaaBWF2XlRFmy23NIRUJ3Qs04p4yDk1hiine7GXp1tUgKf2rldlK1uTDXsv0rBTCPAcxZIBlSbE6u/7ODExVDEgV5v09VbSs+5oK2jIcVsaleMLGZftVe675XK+k+/srq6HlWVKlsWVs+jHEZcIx7pr7heviHs+ABdiHh2pt+PdhSeQwWXp+31Qp476wv4kn7YhddV7EpY4B53zRWziFrvJQrs+JAiRe8ujoPFdzldfDYbnKibbSXGnG5JaBZHKPsyvjK962toEHpHAELXelivOUvfxUiOfQWRI3U5bzXGt5Km00TleAaUNxbjUzOIR1o6DFjFgSzIliTzmvidCq5zfAwz6ccb88Qx9Tkh/mEtB5f5Uz4hITgU3p/WWc65I+nMuS8GvEnJP6eS+aeks92HiJlWC1ImNN9b5EpVyBmAKam7eb7JEOVVw3x8tsplyfm0DvrZMNS6zCQPy8c53rPj0h1bdVucR/CXS8LPRC9yYTvVE/1L6t9+9U/9uQ3Ty/vRGsxqcHyi8ZhWpI6jthLgTfB4YMfB22fx7At8nvf0/+HwB+FgCNx98G4GcA/FYA/+38t98J4Pd8rQ9+Y2C+Zs1Q8yzMD/EGe9yZ0IlLoSL6xBcRRXn12e9U2CoNqELNW4gNlblQKzWr7zXQQxU0pEb565kKvWQS7XAJwfL31bgH3pfjtKREKPRCnyximA44dnVimVa5EkP2UZBkpZLyOhY8T0pSBGLJhumbf84JQ0oJzr87BFMRVY2JaSmm6vmgQL4+PU+Z4ZySwPXkE+hMIqzZ+rmUjVDP1oSIcRmwaRhuL2veuI0heVSHTgAOSdZxCmksXLf3m9uqfz2SZzpirsoAUAnupwTYKECjSHmcJ6CH1faz+05jmrtMBVOUXucNQJWN0d6JvG+vfGgxaXrL7TqUd7lf7kwhvUSHuxQrRuruETsro6AHMpkQq7gpMVR0326WsaLzanZAXXf2bujVlXIhD8OtGfuVkSz1UpPxWNNEGSdMo4blmtgv6zffJ4o8NSAhj71QZddG/yXlXdkefG/bJcVMe2PEMy1YqsbG0yjfo0CPB330uTT8OqQ5e5x3Nj/9InR7Qf2Z+VHvqbTN1VipuDU8BnGZsMd9pdwBBegx+SxeW86t3seanBV+7mwOGwYzm50ZLJGDTepDKF7X3enO1tbDcFsBARVFGlMqz7BMiH0qKdKKpdd9ziLv/vxQUIf/+rAAesnNI5YNg12mkc8xZdr1XhdPzdQkgEDxRnPdnZc+JV5BUcIPy1Vl2FsfhcmiXli+Bw9gx6WE1iSAIX3u44Qhn/u4TL3XpTqIJmez/qOgswJTHpDQ7LGHeGNGms5VC0xMfb1s8MalhJK02qW8CZxv9kEzZ8fzGbGfcNqsE9upHqMy33stW8nxrsbn6M5HTP0WH2y/Ka0DlLI6LZCZZx/3+NX43L7T0ieSXJqLvMtydkUjXrCqU8l2KZY4LqU+sp6b/JuWzOFZonHrl5wq1RhQyrvoXLxKCzEidq/+/Ve75xNF2l+hLcvy7a/4vTOAfyX//5G0Nwbma9YUseYBQEW5heiQ2hMxYRAEK4ZElz3gKv8+myBXui2bjyVaPa9CkmNdIwuNGoE6HjGITkLjvZ4/xO50lzj8uSTL6tAy/4/QKRoFzZV+lWiK0oeGoVBQ/JIMhnWhLimWLaO39V3GM4zYVkqi0iVX16AcmgAuxr+RsqRK1iXKEFs/j5YZLtWyc9kkpbbVanwOxeQ8xGXKRkWPDmm8x7CzOne+8b3q+lJDGSjrrUPKAqn0YL0mHXpHzLGv1i3fORFZej8twVHs8Gx63+aEbTgfEOczHodn9tkWj7hEx42YbK1o/7h+lZ47xS4nC3g6G2Xrs+azKRuEAqT7pcNknnTOrXr8yk7qXir8+V5srrpyGFcFsbPyUZTZdC2BsENXklVR4WCGw+GcYofGQRJrXAAo1GPjFX1TrkLtcdZ7eiMuhslqh7aMB3qLX5ZJlPfeLgdLMqUKPZPcaBgBY1fZDt1NRYMDipLF9a31LVVW85xABF5MN3hc9lZzjo11Tqv5jIldcbVM+PL2U096Xmgk+Xkdzgcb/7kbbA+kOao9SkAGBV0SIN+857AV+sBzRz1U6lllHx7nHbZxXWIpzmcM50OtwGNduJ4KNgB0sS2/fGNNWmbCrLz5DdCuB3COxTggoEjQJsypD13X8KA11qZ/jtJ5gd68mZTTBAOYwXoKUiYmpHVCeqQCSAQxvDdJAQbOh/fsWj/Fi8R/L7EDtPk+zCHP2VIn6qEMH5YD+ulYxhCLTsD1O8U9TijZeZUJRZmvVGOGjaxkTWMPqUd/g9HCaF7mqW2GM2VDXimgLPGkckwZHhNSjo4rPEecJ0xYnz8GNMYOL7p3UiUAibHXxHFq8OkYuBY0vEnbaemxYUmoCzGrOu/UAfy+eYqZ59ulkBq/DvnsVhgPx/r1SJH9pWxvDMzXrHlhox4E/u7/zsNCr7WMiVnBwQKM2GIIxwrh0fuqJ1M9PnGZMG/WMS9F2Z0sI6hlkHTIkqGCXQcuu2TcnI2+xEQI7MckCqU2NUJ5mNv85UD1Y9xXh5aft8fNTQO5mppKhufkl+LQEkMRZgxhNAogExh90H+DUQOJbvuae3pvP05NbKNjUaor0KYeUfCnpEGpQHoMHTADw3ywDIVK36rmw71DHqpqaBP5ZlHjc9isPBHaOpS07t5w1bU4ZTTf1xmz58beruWa4+Hm51XfmyYkMK+kNKUBxdDhEK6r7ME2H3JPlnYodU7LutjOB3RxwjHsDFzwZYW8h7qaW9SGYuUJibUnwRtRvC9pu6SV01Pj10xcJmAGzv06jlFbh7UHqZ9HHLprMyDtnvOEPe7MyFzFKOV12Yrb4n2G6YD7rniqaahZrOBS1zsDUDLOOvGhSpJRFdFV9Eade++RUuWH1GvOHd8JGRO8D/sYw1zADuc57qT2m3+HbFYnVBrfI9/vs+7OlPgY1vuaCTv4Of92e3oPLzbvru5Pg3Fctni2fGV1PzYdi68VyHbCYPNwqfTTGRvzjiMmJgFQy2LN1MwET/Ss0WBgroJH7HBYroCulPngewJqumhhpaTslz5DJpke6qVWhhBwoazJUmLCqCwbKJxl+bPlA4zd3pRyMjD6fqzkpMbH8ryiEXDobiqarc6tnWmazEU8zjbn+T7eKCaA4OMBdXzadC6BUq6MhkWPU8oyn8EwH1/sDXndG5U3y8lwL6PJdDjHAWGesMScMEnBKlKAYwIjbW9mxo7GK+oz+C4tlAmjJWzinPc4IWLKZZjqepPV2oh7PG5u0hpDqjV77gabRx/m4WUN99OI7UXjPIYZz7efwC2+VDzReR54f+oC1/OHuI9vFSB+nsBXUsVzA025FZeU7EfX3RDGUm+8wXhreXoVwG3JnRY4fdHTjNpb7o18v+Za9wnL37FZZH9B2hsD8zVrU+xNYHoFnE2NiqdainMsxg6Q6XuxFuS6mbj5zMuZ+fj9POKYUcGI2QxQve4ppHbdt7mkms5CzQoC9/uaXscssyB1KhZFNaypbJcMQ47H+oj1oah/0981FtICx0X5NM5+KHXfJkScSFubO3RxwtYZS3Z40QvW1V7lR+zRh1TMnAqcrYtGPGVr3HPoMPZ7AwsMdWwogdU8NkCCY1aCmPBJlXujZ0vNTe+BUJp0CzSxsYSSRESTexziTWUk6hyq8tmiNG2Xw8U1SS/B4+amKoHBPmvWy0t0QkDqk8k7ofJxjHs8LnszLlVxUiVNDRSdMytwn5VS1pqbossOWGVATcYBjRMCG+OyxRbruWdfDNVHoVgRUWa/aYyrh1TrwFp/spGpRiIgWWv7oaIqrvoyT9jG7B2UjIdMmsSi7jrmxKpI99fkNnZflu3Ic0F6uyXgys/RWp3aKlnh5i0a5bLMyxCO6FBqlTKpCOdvmA4rCqI+S99HPc5YgT4dCrWT+/4Y9uij1q0tfadSC9Sx9sXjVTeO8RyH5EHpCvXQFF/xClf1Pp1iqWOyc4dydC5GYFVaA0W5B2AU0vvNLTqUvnAvA8m4OYZdjmGdgV6SFskZa0p7NvLu41vYxsfVnusx4r67rc4IjR+zuGuR1eyzeXuXHkCPPTINN3sIj92uAh+9rNO5tLjXfI52Xckg6sNh1CNMFgO/u8GI3ekO2+OLFEZxNazYETyj1cOoYJDOJZslnQkDXkw3yXPlZBPp6Rrm4g00vfeKhbDUAMEp1Bnez9jY/J02ic2Vzr6UCdqHOtCL2y+1p04BQAX0gASC7KY7DOcH9P2IF5t3k+6loHCWJT7TOo3bY9xjQqJBb2I9p5YBuQEIblFXFxhi8RzrvlFP/+PmxuYLKOeiAdLTuALmdC4AGAvMYu8jrMxNCxA2plhIMdL8jM2AOJnbScZlAE3r3u4M1fJnvLcmGaM+odfHZcKU38ElZlVcJnTT5XIzb9q6vTEwX7M2xXUijktKMTcUaw9p9jw1IHqcLGtXK/OoKuZKoQVQFb3VdsYGiCV4HihoM8DDIx9yDRqJtkqwIXuWGgHVFBRKP/PxU3qA1XSRtULIewIlvpAeMK/kc0w1TbavjEyijVTm+7DB/XSFx3NW0JeArRwePp6m1Y7zgL4rqDiprtIpS/zk59iSNKAg+rtT/S6phLEZEhgurz+mu1fU3hc1ZrMMtG6MVV3LiBX1hoqR1jaMy2SgBmnjl+aOaKXSbK/G54jzGWN/ZePm85ZYU4DVoHgq/gbAKlbIKHpcT/n//XSHTRytZpufV/6+X+5wnxNRxFAfjBWKPRWlgIpVOylUb0qHAiFY6nFQiaQyHUOi4CuIdGm+W/Nz393i2ZwoyTQS7/HMPBi8buz3lbKu5TXohaT3iRT2ylB5Yh/FZSqxh2RKSDmgUzdU7IMeZwPmLjEMWjFjrZjcDhN24bCKjdKxz7HDGPer9Q+geJ5FwZlkn8cwVfuoJWNp8HovvIIfjO1rxSpRHs6hq9YLDcljTEamGmxAAZmoyFGeqkf+kqcWQPFIXgi9YKMH3AOC/XRE3w3YdY8mj8Z5wC7TZQmcthrl2xE7HJFo/9v5UAxeZzACqEpqMaaSyckAVLGCaTzpLDt0N7ien1/si3pXNstYACyI8i1ZfQHGZdZ5FuIymVxjojnuIz/3c7gMoCXPcgllMcMsU+Y1GZGu0004Y0JERC7PcUGeev2EYFGUhFlkZfRzCXfpMRot1gOAPBu5po5xXwEfh+7GPLgMPfCMEQ/OVPHTS8T95tbo/mwEkFq6hG8q430sKJs/U9jUyAZKvC0AA59alM/VWeHk1xaPK2+lJjrsQ0lAqXuiuifWJVw8qADUbB1vpOr56uu0at/t31D226WcBK2mDDzf4jJV83CphT4iDh+tWfW3G4P5S9neGJivWSMdQg0+NqKzahRwY23Do3mWnjLm7JpQF5Su/i4HxAbjSoHWvjY9rI5W9lRMhRpLj5sbixViH1vNUNlQx5sBosA4pN/GjfZhMXgvGgqdgijiYbnCFqUuHCLwuOwtvk4prdvlAARgG0fcL9s8JwGnnE2tD6fq/v4w04NpnIdEw5nGVY0q/VkNAX9YAPlgjUK5ygczPUuMPdG58nPmD5AhjhavqEaMGnZEYDU2S9fcCYMZER6NpCeESC0V8R5JMfbeWlX+TxgwLsnw2uKA7nxEdz7i3G0rY00b3wPjCM2rmGm9XDeqkGusptWCzMbeFgerOWnvCutYN+8F2yKVttHmkVV+f3e6ww7IcavRMvYNAhKM84AhFgX1jE1OiCBIbqYaVnUN/Z5ZGn2gJx1x5YnU+/XziNiRfyAKn6uFqntX565C800BrUuGJC9UiQO0fsbyHVMe5wldV2KclN6oyo83DvR5l5RBNm+Y6mdxmbAbX+DcbRNrQ8pR+L1rHoYG6JZkS6Fq6/VxmVZoPY1hTa7E9b1ZRhzC9cqI9gnS6AUalwHoYInogKSoafknelru8SwlcMr7iO/xksdKjWOeU7wn+/e4uSleJiSwIp0hPeI8YdMVeZfK35T1q/GivZsjAKme37JNtMO4DkPxrYrLDYWG7u+bvlvYHppwjLJTEx2t6oEi1yEWA3YOHfbzXQbeeivx0yz3kOWvsW3C2lOqFOBLYICeMQbkLNPKg0QP3rTQS1XK6mj5Kd+4FiirtFF+Wz3wGYhxsjmhwTtt0jm6xaEyEjjWsStMAn/GqQfay2z1tF3jBWZ0+GD/yXrMMj/zEnHAFWJMn5HarfVNeV99vjcCAVQU5aqPutZkTynwoLLZ6mK7qgHKoDvGOkGVgZlAxZxp7QuTcyHWgDLqvdJqR+xWZyTBas59S/fU5vWNlneS43rVdilG/U1rtzcG5mvWqH6p8UMDbze/sO/5wHq2I3boQyoQS6GhRdpp7KlAp5C3mpOhWwkV30cWodV4KaJS57ARykOhPujvEUm4nlFodudYx8itkju48isdJqPHqQKiyXSYUKLK5hrXtaRY5F2pkUBSiun1O22luLVQTDR2wFA4Kp6YsYkTjlPEae7wcNphO4wXqYT87NwNuJ6fY9ON+LnjN2HaRJyGAc9O75cDxcVOthRYPXwqBD17dXh42uf+Xcta4M8W87j0uMYL8/6qgcu5Y+PBH5fkHe7D2RQBrm9viNFjMy8Rh3hj3kuNoWshjitEPhs+S+ywZAO9Q+4HD/PYF68JUdnY4dQN5gnnvtQMqodYe4B9jT9TwBjLEiZT7KIYJ3PocMQOe9yXdyfJUNTj1KKKAcB+qmmo3nPG/uj8+LhVLdfi43x5vU8yRW/qdfjQqF5A2r+nMGDuyjX0DrFZwXVVvsXjdsTOEnKwadwb3wvX1nA+oM/oN4E4T+NbK9NFeYyYLOPy2O0FhCsyWQ1KH5+lnhfta+tdaLbkfhqN5qlz60MPfOKYSzF/HGfLUKWsrRXSNI9JGS+04Oj2Mq85hGuMcy7gji224WCgFdc4ULI3x2XCPj6sEn942fm47M07ZZmNs3FY+lp79NXjdo6DeVR9UiOWb1GlnO9FwTXfGJPpY8tbwCmN5B4nSzjnPf9xmbAPD6m0BOZU6iWv9/18Z4avX3N6PQCjqaq3bZtj61vvrXrf5kUqIAC/M0wHoFt7uMxYyv3S+6k+4pV/7gmGh5yXHmf0FbVd2So6Vp07lVusWal9Z5vQYTclGX17/FJKYMV3nteEet64Vrjf1TimHFKPpz5nmIuheI5Dzj4+m95mMjIwEV6iHo/dHru8l5WxMcX6vPVJzdS4sne5SDgDClON82V1WgHTXzx7Skt30UvJ543dHm8dvogwTzhfDzgsV0b5bwFiK/mFDmf0Vg+TQJbXW7wR32KQEHD2HnQPiFehMs6BwtYyUFtMFe/NftNevb0xMF+zdkZvh64qMnPoMPaZu97wIgCFjrAKwsdkRiEFR13eJB9GrvaPP5T0OfazoybwPl6h0viTY9gVgzMLfE2+oc9V4/FSxjxt3rAF6tIFvq/PTu+jnxO150X3jgk5FW7bwwcAgHcAfHn7KUOz/VyU+SkCfAhH3G6A9+ZbTEuHxynRRfpptIOpRYnupxFXD+9hiT2+cv02Hs8DtpvREhSsnpmNhFMocRDqEVytlblWZLd4NO+x70/rEJmR6u9p/UMijN7Ao+dJv9fqP70KXpAznbyizhwbaYStFrOBT+X5bvcxAwt8n+J8xn13i/18VwzzpcNGYte4L/3eutTo3fRZdSOmhOrSyxDKWqIhXlDz+uC0uVLlWZbgdjmYDDGQBbNlMWWGSJ/qXu+nqLU9T5UB2avHuMeAYiTxM8BlYbwgSwCUflJBDWVtck68h/pSnUwge0rnM+KSshH7Q07ly2RGaurDPsdSzbEXyt3auFFDG6JItjyrSvdm7BuBCvVamuc9e4A4H8e4b64zxpiRQUDFkB6ISo4SoMjKNIGc0eLq19kqCcIQCIqz9xhGbLJMPsZ9Bf5wDhhfxvFojUvGsauB2IdzBknbtfvYdH4AVHJg7EoMPwEs770oIGbOrHxhbdIwSOOpFeG1N7mrDBH9TksZ9h7zDlOVJMY3rxDzZ9LjTZYvh9V3tY8+OV3EfJGlpM+KS90/jdfl+Frx/2dssAsHMypeLG+1x5f75dkCXFNT3FdGt3kAl/o90Ct8NSbq8e3pPTxubupSXJ0YpyL7WrF5zXIpjf3C9c39Qg/kdjkkIC2/Hyuf06/Bg/VzSuZv9d5Tx9OSdbo+Wx5A/s03vy+286Eq/aSg0M3xfQz9AYeuyAG+d43P9XPFsejzWs4L30dPc6XBqnNPsKOSBwJYtOaB92QyQb9XWrTxN+2rb28MzNesTXLoegNTqTRAjVxp8wlUqIhUVNGvgtatHgne3wsl3pMCmuVTqn4RdWcMpRRL9ghYywD2aK56DtLf6xhAVRw1e6LNESKG8wPCPAH93gz0Ko4zDlhChziN6M5HXG9SdjWrnZaD97WpQXuVPafnoccXHm5xnhNdZOySYu7RsaII1hkjT3PqL+NFgHXcIteMzzrH77JESTUPTumhkqjIOD/ne9K4qjXI0fDeLdPK88b7+tiwi4reUrLntoCPiqYqBr7WGjuFAWjUv9S+38e3zGCy54ap8pZpX1sUSP+zKjFxKRTacdlWHnkqElqXjzU1Lynac+jA85hzuQ/JU6TINZt6yMyQNi9Rif9peb44RwoEzChyybwC6EzJSu+gzJnG0Ci6r4CH9ksVOTXU6HGi3DHDN9Sgis9W6td0WTNCf8sZilVBUdCvmo+l1GXj/Oi/Kis9o+QS+DOjngM19F6GoscleXHPMdHOGUOvdZTjNFV1QSEKtBq5Oo40L131t07mjNk3EWvwskXT5Ge6X9PnRYlmbKfV7byUGVPWDJPYaNwjvafHsKvOjSG/N8S0JmnUV3VDZW1czx8iLpMxBFqgg1Ln+bsCraqA8+ziZ2QDMRlYq2wOIIwDOTM1TtFn0fUG6SaMBnQw0Q3vdd/d2nzpvurFmFfgWzPW6t9PwcUJ5vhUy3OQjVrqOfXaiDZ/SkMF1qXUlMFz7uqa4EfsEDeTgaZ89hEpm/fUpbhayiyyGghAKpASl8mAOd9f1gDm576eZAyZVRFTKArB/nmJOIRriYkvMo5ezrK+1uU8OK80sjl33gNojLIlmsc4ra2y9tTYssRRKIyO89IbOBuXROs/7GvmjnpENecCZTZj3C1bt8oxiV/WMVN2a/mZ/MdU7i6DazYvTi+gF1f3vWcGXMqv4A3bUxjQd8NFb6gNJUSEj7gOJsLTz3yd2xsD8zVsJQS61Kqb5BDh71Mo9BvdDI/zDnOMuJ4/TPcLJeOpGQ4NBM4QMEV4l2lVQsFTlPRzpTb1GZ0/hOsV2tmhxGrweaSxMj23Tw7jaWeaCERrQs1L9kJmKuIp5Bg/jCVzrRMUnJMh1PMSlwlTv62+S3ojAMsMx/v6pDn9dEwZSjdnHKcOp3PAe4+3eD88wzfsPqjqiSICmJM3DQCmfosldugw434csOv2mLsI4BrP4ocrZdm/S6UnAiWhxzYc7B1V18RS1kTv2TIMgSTA7/EMQ6yNYTViJnRVfIe/B1DXyKxovAQkQkriQWXTxjEfmgqKP5w16cUx7HHqamoq536zjBixxcNwa8WkOZdVEoIcZ+j7y+dTgSNVyb+juGT6ekxGZqKU18apAThLovdWRq8oFVSQqGBxXNvwiFTwPO879cT4OcuGJfugitQpDHXCHekj0V/+jUYLs1L6bNicl0vxlsyoSKoyUBBrbUrPU7l3xA5DPKTSO13yymp8UWsNp7g8MS6z8ezpldXzHRjEcfA5rXgx9bhFkTHskyYC8fGO6m33QEzEXBntLQNUgbwE0iT5ou+H/ea7PmXqt3rs4zyhDyOO8a08jjrB2oxoFMHWnFk/oNl2C2Vd/yXFMArYouEW3ngqHv/ZjLgKaEWiotLDpI1GlXqqFLzchkcMpzQvTFTF8bM//p5K47Y+yz01vITZK+uzdD2HLYaPUcwxV5+zKSOEsjPGJActEZExKEoMY6t50NuDLX7sbPSwMwwFi86dzwC/9gxXf8+Gr8YRs282T9loO4TrBFLI+FOpoB7jsk21Yl3ilkteNQWNL8nPlidSx6JZmm/nLwNAMTr9exOqq8rPNEdlj1ySUwqIadk1dTZs54MlNeI1uhYs1CWcccA1jsM+heiEdgykyZdQG8kmv3LZPF8/tAZxp5Vu6tkKXAMRc+Vw0ffB5unWk53lBRDxXleOI9WnLYyscxywxK9fY++Xor0xMF/DxgxvnYsHVMG/nQ/V4uffeSArVUfTkfdzqdXkN7Ly2z3/3SM/fO4hXFvMpzfMKBh5wAA1ol+NWTxmJvS72jNlYxRhY7E2UQ7AMOFx2QNLEo5VyupYFI6ICeduC3SZ4iWKgj7zsHsbN3dfwEKlPpzNO7TFoaKJauIMAHjYvp2elw/Ux1PEe/db3O5O+OzdJ/AtN5KVNXSIccIwn1OSCgBjf4UhjpiWgOfHHbAFHqcez3YfNus41ih1ASX4PjbLWCmcEzozclnjjWf+Ja8PrwWAa7wAlstZ29RT7VvrUFXKKFAMDH/fKv4DtScEqA2PPpyLJ5AgBLpSv1Lm8BovcMTeshNW/RPvtq4PjrsqLA5kD0EdozPxYF8SFWkM2+oaoFBEUyxbWqkVhZxAgChHBAw0lbvSDjcYcQy7qgRLFWuU45b34aGKqfV72lpOYsTDX0uZbOdDVebIrm14odhHT8utqNLhstyo7zXjRfcOnuED83SzRqB6ftgUeNMYvpLFujY+fX1c3Rf0EgJINYNbyTlyowGv1FGNSeM9tZSJ9pkJeTpMdWkRr4TNySCi0exLJHiWgnpimvMr88e6t1T09su9yftUW7QoYjSehumAAammKQGN4zLYnqJxmx42VMaOp4162rWXDzzD+Byed/pdna/hnPpGT9bcdatzkNf08WzjoyLuS8XomctnJvkWS8bSuawj/s/zLtV3LsnjNsuI4VwM4fsNPamF4s1kaS0jqOXJ5H6kV28fHqrvapiFBxkJRFblxLjnhZXC71FZH3PCO66b4lFrJ0+ZsDaa7R1KrdsCJNTgIuthW6mZMFmZqCN26CUJFEENbdwf3lDnuuJ5ryDhJggDCFNheGQPtdaX3IeUMdyelw0gnyix1TzThHVFuW4qb7q713npi/4g2XDV2NRGffJ+c2v7VOcNSImyeE9NqMXGMiXMiaCMt/S+1t5xfQ++VUDlE3ILQL2OJcxIDekWwK0Oljl0mOI6lv5Nu9zeGJhfh40H/TAdLDDdkEWpAWUbCrEZmwk4NIxITU5ooKjdFGrkp1yf60DOybg9dDfY4y4dhlLLTJ9XKIGOOpczAGrrRACc0IjP09IKC43r9DmzaSrKRcVZDVUaXnNWguaQkreYIIzAh88+ZQf8Fo844GrtBXVoohrM2/iIbTfhvVOP3WbGccpzvfTYSvzMuUveE50HzvEXPhxwvono44zDcoUdSr07rwRwrj0FJC4ZXQwlK6WOm96TlbIqP3vF1L8vpYGZ4pP74+MReY0h00uPOZQkUmowMyOpove+rddnobfyWR2mpFQ1lDBDU7PiEpeixPuDn/uhUOJKdsZL3kKgGA5xKXXLSq3Xy9d57xX7zEPT0ONsgHDcGgPjEzqph+eMHrvTXZrjTWIezEsxbr1xxn8JVGiynTifMcxnV3e2GCXA+kAn/ZtKy6VYtJcZmqSfAzBFrr/glWG/tEYqk+MoTcxolxcMx8rYn0dL2qIeXkDW2DJVWRhZz9d7jxREbAE4ZQydjdcMlliMLyqF5zjYoe/3cQu0JBMCUt6F62iI5ffdeGeK+LxJ748ZvnkPAl1MKDcvKYZTgRuVZ1Poqj1OyluLacN+aPNeRF03lnQr1sAZs5IyNhXIdLyuJCK7np7bGUEZFRux4OelN7CHz1bKrJ4X6kVu5RHQFpe1UftUyQkP3Nh3UNhPVlNWan7qv6ydqI0JtTxrp9UP8zaGlEdC5ajFGZJl5catxp2X+fyblyWUH3Neh9cC1iujwce8kj3hjXQ1puOyZiD4xr3F804BHs110U8j9uG+AmV6nExv0/EA6zIu2gcap0ymo83CO/S6vP44H2c8q4BOGsjeCLP4TAEMWzLZ1rp8j2cp/0YwletQveMtlgL7cMnLDqwNX/O0Z4bMNpRyWVVOBRraDkxRufuUdx0AQhcR+6e/89W2N2VK3rSPrHWYKuSyl8+1PpBH04CiXLO2VbVRQqJSTZ1mJrusqDEbpgpaetrUm0mjQT2JQBKorDXG6/0BoAkvZiT07LQZaiQbkgUyoqIBrhB4PVSR6FcR5ZDUhBpsplgwe6YUYGezAH0W6O7qw7+fU3zmEjvzWPLe3mtytZ3xeEpc2GkJeDjvsdsc0KEABnGZEONklKkNRmy7CeOpx1ceenRxwbv7HW5jJ4hhtzoUOQ+kMypVVSksh+UK6LAyIhSp9rEqfg4rulTQNVJiIH1T5QPIVKrQpsmSfrePa5DEexN8ayZFwmxzwKQY1n/UBkE/j5hiB4pLH6fbfmbEs+UrwFK8eC2lgJQlnR9/mPU4Vcl/+HdLrjOPGKMkNpFyKn2o71nGXwydOeT4rXA241CLbfsyMtqHEwYzpmbEaq0ASQmdQ6LP9iHV433qsKYsaylwXmFg099bJQ/ozQNQJcABUIEBVKiBvM7DmnbKcgdeCfFNFUGNa1TKW2XwOOOI+0jDBBTIuGRsMsaaMoGK6/WUEp4o/djLUDN8Qx2jxKbX+gygXDeM+55CVxkLM6JlN7V13SgL4+UXvVvMnqtGuY5juxwqY8F7vMdla5kv9brd6Q67wwd4uPp4lVmbHkdS7Ell1Li947A3Q6aZPC/U9GV7RzrnuVTUWQCJE8SrdAFwUjBZQTh9RvFerRV1rkvWfqSBCaAYl1N9zur9AKzYMy0Zyut49vCdKxNEY3BbRrVSGFvMEQ3hae2tGUNF3db1fkYPoLfa1R4IaiWdu+Rd4zh8plbe72WJlEp/a497E2xEoany/luk0mj38xX6cLb1QLDWvOjZkDddI49viEc8Lnsz+MdlwBBGk1nUvQjQrsJDBNTSWpwXx7lEHEMprTc5gNyDjAoudRfmpqUDqR4NpHNs36U8BZqXxK9feln5POqsb9qrtzez9Ro30gt1w5ywNpL4XQq+LR4xLlsc494+Iy2EMYr8Wa/3KbFppJ5QjDp6+/S6Jg8+JgqYli3wjYe30WaQFIFDvHlSGPs5qFBZ89p25RCjl3OWuBcqsLEY4iyT4g8MIBkV9/EtPG5S7UX2N93XoYXO4J1Dh93pDp+8/gAxAu99BThNAfMM/I0vvZUUmXwNkwwotTAuE775+ssYT8DhGDCeA94/XOfamEfzrOphwSQailqe41BKgix9OcjC3PSAcp703q3EQtq8B9X+F2NGx+Wv4TozShERdZQ0796rs8Xj6kDzhj2QKFFFSU9KaYfJ9olm+tM1EZcpx6uUjH6M8/UKzwZjAXpESTnHcjhTMfAxX3qfLoMuNq+yF025UA/IXBRrT3uvf59XCi9bj1Na/7HHHBN1eghHu4J9rgAFece6J7Req74LKjsdplyuoFDL5qwAjcsW4+LLaGR6t9R1843Uww657FDD48vfubYImp3CsIq9tMynWbliySIaGAbszWV8Pq4RKMkltPG+x7C3BEH8rm9dNmw88MY5UyOExvws3r+I2eRcXKYV04Lr3ijygD1P14q9f6c2WGKc2IvivqnWQ+prtD1SzYXsCf3fN5OrWBv+q+821jfXzoRUL1MN5u34AmO3T/MUE7X62fSByUeeUzaWC56rNM7kYdkv981+HJarav/HeapkT+r/XP1LBod+R/clG39XEMfPq9L5gQZgJ6wg/Y6yjnRvcX2vSt8sBQTRs2cIxyyvJaYWpKrPVuZFQZd+HjFMh8Q0cICLyrwWqMsM2unMSxlWKe/1nfGeduZlfcGHlKT3kmVenguVawAs1Ij7UM8yoLAkTP9A6l8ad5sZFJGcDJR/LfrwdjlgG0YLs+K1vs1LxGG5snVHmT6EEQwNoH7WkkmMafZ/G7u93cv0SaebKKAwzoMl2fKhML7fmyWdrd7L+tReZDvGfT7bikPBx94D6zn143tjYH517Y0H8zVrC2kSOW6Km5JoDgWXxjnogX1zfB9AqtloQneJ6EPyahRlLlZKeYuiYum0kQyQ4XxYeQF1w/GAMSNG0LIep8oooPAYwmRxA/Q6aiY5VTzsd3QVSjihAxoxRtbH0FVoK9FfM3BifWCuEEokui0W4BykptTSV8ar1rCiYWHem2nEx84/j6H7BKYp4Pl9mrdND/zE82/C3/3sb1SeHz0gh/MBu+UOtzefxOe+sOD2rYif/tIWzx+/E7/hWXrfjMHTOCpPbeG/6lXYYCyxZXIIHLqb6j091YiGq7dG41l5IOoct4zwCXVJD52DTRgz2lzSpjPTXFxSQD7fne9zRYHKtL39cm/rmbFcJwwXY/VIc0bY1ZQ+N7/76Q5z6DCG7UXvm6Wwl776bJNxSYl6lE6kVOMVQyEb5aeGAaAe3gpUcvsKSFlHz1uhxIai5K7QYre+YphxCDeYN5JYahotIzJLvti7d4k+KoM6o9tUuCyxS1Z6Njlb7CTKdC9rZz/dVSwKxsFWik5OWjOIwTV2+8QeaHgv4jyhn45WLmqVfCjf20p/EJVHm+4bl5LcguNvJfzQuaf8I5pPuX1GCoHoheKuXr2x21vpD7479kFLXAB1XJQmYWM/mA1yiGN6P8tkMcumTGKWdTfbOzSKu7C+CJh4WcCxqieH+0fnROWdnVduvhNQUsI82M/HzQ02pwfEecLV+LyqnRrnRKdLMVsRQzgmgGso2VMV7JzkPZ6Q6hjHkDJTF9AoA585br2XMkgq18iqOGEwWvkxlneonv7qDL/gAVRmiHnUUSdRAgpF+NwN2I0vLKMy10oMNTVX3yGAyqtKMJqls3xjnGkpJRUNSIrLZDWGuff7acRuusMQOtxvbleguD8/tF/0nFJ217THaM8mTXwOKXsuZoBDU6+xshIMqCW4K/vMJyqsvLuxNmbITOB1l4wZ6m56P21kZbTiOJn80GLOsVnl+vBsCoZMeXm3xWM521ESUJocfoLZGZFKZ43LUFF6L7HqOM4u19jVNeh1Cf48icyckJMZxaRPQVhqfv+qV/xVYv/ftMvtjYH5mrX5iV1pCCK66oDRmILunJW5rSR/cEJGk1coGqTf8yU/qutDMXb5O7/GQ4ue0oTKnZtewWJkHu13/gyUmCCO1WJCRSmjoqWc/X4eMXedHdh8NuMaNWaEnp+Tp/uoIo4iqI/zgHHqMXRnoyKP/RX62KcYQS3gjNFqsvW58PP3vvNT+LkvfxemPA2ffPeMx1Odrp2Gj/VxSYrtN7/9gM99YY9pAnZb4MP7iIeP3eLm8cuIOFdeIypxivKa8bdInGA2IKjYqZGu6HN1X/lX54qJdGjEFkPiCU+DHAorhZ1JdvLa0rVRHUp6yIY1tcbuh5Q0Z5xzIqO+Rlcv9VPR92jqyDreyytRTDBBxURjTPiZrVGJTVQqPJ+p8c9UaPQwZdNC7ZUXKaBSKnzf9T2cMFyMWdQyDkqL5oE8LkNKWNMlgMzHJiotax9hFM7KGAmzeY1imFfZWbnvVOlRhZcGZQxTiXd162EOHeau1H1jHUfrq+xjxmMDqLx0XC8EkIC0ZjXjb4+xqq+rNFnOPRXlHidLSnToShZXLcvCVhIOlbmaEWtjYJ6wxx0O8aaKp6fhzfFVBpsAbzQ2Hobbao3twgEvlme4n66wjSP2uCs1CQX8VAqsea0zENh3QzUGfXdcW2b8ildhQioxoomzPEjSoubx+WQA6PNOm6sVoMT1wXcQQ6xosHoW2Xw7cMCyproWaSRHWA4FhhNwzVt/ggIxBSjlukmfp7XlWRw1/bTMkRpK93hWyVVtY39ldZG5RroM6vpyLt7TbWso52Y4Sg1LVdg1mZG+E50r6jsDDvV7QoQCGat5lnHa9xuJc8juYqgPkIC2eVPTx/06820FwAmApHPiv5++d3kcmpAm/VvyCXiPre9DKw5Y10iPk71bglEzBkdfZ/xmyUzbYbKkXeeYKMgpqV1JWHhpfirqcNZDmOTMz5/Nj6wnRAFjlqmSYXwOwY0KOMvgm8k+2R9cK0pppx6jXsxLyajKF34hypR8/cZgvvH3vmZtWdqvpFLcZZOvro8dlozU03gkMkZ60i4cbKNQmbuUscwy1IXBvJcaCwQkRdpq8M13lULXurduWDWAlNffIQXA0+BRoUiqBJsaM9bvhgdqd/gA+4f38Ozhi8UDFKkYb814Z50o/t/jhCGMKR4hnHGaO4xTj318rIL4+VytYem9YVfjc/yD3/UzOJ0X++zD+4j35k+sD4dukP+3+GWbn8TtWxG3Nwtu9jOGzYLnyzvrlyaN41FBqYJcUTvfxmVr9e0qSpejTqlnTOM+KuNRFET1wLM9idjma02pw1QAEDdnLRpX8565/Id/hqd46b8esGklFDJAIZwxLttqXj0NUPtS9S17QDz6rX+f3fplPwmwpP4IGyFTooE6w7SPZWE8tL7v1nz4dc22CwcM4Qj1sj4Oz+r4vWnE/vErRgcv85dW6QaJujqEtM+H8wHD+VAMWgiFHwnE0rXGem3mGcr0KE/h0983y2hr8xj2BkLpGJWiOIeuyvBKaiXj+DQD8RaPAthdoH9ixvXpeUqcMq2N+xaFsjLM6LXIa+u+uzUPidW24zomHViUU6+kPrV3AGCbZWFEiuVS0C4ZHWuv9ITkkdMEOjSMlZrWkkWrPZPjz6tkaEumzqJ41b1c4frWa3h/rX3YT4UOrXuk6kNYe8yAmqEDZFmTqbkar8k5r+iEpOE33sGMWMng6+k5tsuh2s/b5VBqvyJaX5SuSLrpZhkrz+5hubIzfs5ewvvu1pgd3pjhHPim7Ap6tXlmV8ZNXj9WHxEJOKE+wTAPYzDENQ03vdPLSr/SMfX7HmiwOc97RuPdm/s1z6MabS0vbYfEJGiF/Og7TvHyZ5NBOi6TyQ480H2ixipDG3TcpOjq/rg0V5QtpCpr2EfzuiWFqcxLbYwlmm5X0ZF1zesYtT2VgZtjYf1W3lP7omE8PnzLALbG+2idZ0AB8zbLWO21N+3l7Y0H8zVrQWhj9GR4tLtCgDBViOqH+29IqGwYgCV5FK7DnRlq5zhgmEvqei9k9WdTipaIEdsKjuhEcBuFZS4HPtE/1uHzTQ3LKqEOCkILJI9A1yVvqY5zRckMa0VbqTCqiNPLq0g1vSg+BsLH+sQ44UW4Smndl/uE5EpyiDifU93LecS8pM8fNzfp4FoyjXK+w3d8csKP/XjA7U367P/9V97GP/K9Z3zj+bNFcEptTSqt3/et7+PP/9S7+PjbC4Z+wY/9/Cew+9QjbscvNWk3ACybLj3P9PYcw868XEPOgqjKX5qPdOihYVzy985qWK3j+9R7t1K8QqHDebqKPzTYmH216+r4nrjkOqo9cIy7VPMOa6ocwLqasYm4n8KwKqptRogrOeDpsdpfUnpb6LUmSwBghbALSjxXyD7jTmqvcYm7axmClBUl9joZYkx0ovIASJ5Exjd1mWZNlFjv6xFjfT7jkLRVMc1LWc/9nJJTtRRAzqlRRvPeHaYDYixJWLjmEABkvGatlCdKZxfKmLU/SoNVEO+IHRCl9mCO/+27sez1C4Y2abl8VlLADhU4V/cxIf+JlnlGhM8Amd6lZ3BoiRJt/TxiyBRL79EEYHtncCVQOBYDXvryub6XDhP24aFSGufQmXd6QmcxYFp3kmuSexPAymvB76kX33sRNHZR5XqLVZHmr8SY83fNjKx/s9ATkdfDdEilrHK/Z0Srg4tQ16f0ni6Ce2nvyZ538rQPJevzjFJPlCAnldxERU9Zxvt5RB9GzMNtcw61UTFmNl82X0v6PryFPq7jCfk+PD2Zspt6Cfclv6PxnD5JGZO6PczXFkbDd9ehUJZVDtOrbHtfmuoh/D7XHMF2TU6V5OPR1huTIOqZryUqWoYmPWocUwUKChuAskavm0NXnQUEg/V9sZ/p35jDndZ7xgz6ZTKv8SYkevKElOSGfdFM3UxaVXn1QjnHNbTDM1+Y9Zst1RjdALHch/dsJvlDYgZcMjI1yVrLO+zHn8D90YAInXt9j08ZsJfO9Dfta2tvPJivWVMaI43MFr1Cv0/ji8KFB7/FN2TlQlF1U44MSZpWgfVEl9ladB9t3jvT8vDwPj65R/p7oe362m5bPGI/3a0OcKKjfH5VVFwE5Njt8bh/B3O3xRJ7bOcDJiT6G2M9tkgeyXcOn8ez8f2q7/084mp8juvTc+z6McUBhITGj12qm5iShBTMJiXgebDDhV6c4XzAd93+PIZNwG4z49s+8Yif/8IjfvRvfUM9XyIg6R35hvDzAIC7Q8Q0B3zwIfCn/9a3WnZXIsb6DiwNvKDYnG9S7Ix6jZLk4zrc2TUGCDQO2hQwvzY89cCjh0ifz5811oo0UlJZfHwsx0gEfsoIqVf2de3qAW7PlXXO+/fTiO2cPGX0GLX2XWdz2q3+13W7Dw/VHmbTwtEGpLiU/RyD9TfU75DvxCemUUWjeh/0FPAdzGWtAKW+LL0baf/k2KgLrAq93ryjc+2doYKjZWFOGHC3fbcCMzzVjRR7M9BzfwlgeQX6GPaV/KHClGoDzyu0Xw0vnTPelzHjrFHHub/vbnG/ubVELdXanIvxwLH5BGR8bwqu8DPrX+wrZbOac/HSUbmnF4trKMW9jmaEGKtgHk0e6f3U20Qvx4xkcHBvaRumQ9p/LqEV5wGAJYfqcbLvU05oApKnvE9H7Ko9kN5D/Y4NoBKWgZ83jbnk7+qVa82xjoWfaWIa9YCRSuyvB2BnKoHYCZ0ZtipjtnOZz5LkJp1tPN8qI3GZEhghHiFNSsXPaDjpfXSf0FN7NT7Hfr5LYPKyTTT5ecTt8UuW7KilmPO+TQp6KB5HPQv4HhUgJhi8WUYzRvrpaGwEnv36DlutZRhQBqzjEdO87053uJ6eW7+aoFEsiWhUxutce5nEs0kb76E6jHq3U7/qklqVZ1ETzcmZrPe3GNJ5rAAED0SSJcbM36qHrYD17BnVs8vG0wD1rL+vYLD5hFbpHmW/aG4PL3Or54bCIKlqOa/6F1dyxfdfY5vts4aseNOebm8MzNe4MYZRN2cLta6S9YR6cwzhuKIC6qZTBIoUWh6KZqCSRusEKBVtvTeNAt98LEiPE7bLIVFqlzpGis+aY8r2x0MZgCHkE2okyhRaDDh0NymbmQiKCetEPz6GhZ/zXz2Q4zyhOx9x9fAe3u3eTzTZTIE06uk84vn2E7jff8yycQIl9pN93Jwe8InDz+BbPwlMS0AXFvxjf1/E3/ypxycFKJDof9/3bc/x3vszNv2C7/rUGT/92RE/e/509Qw9+BTx9AcE21MCV9+bNp+BTo3RlhFKo76FRpIOZc8TBYXf0WvVuPEHO9euNnqmkrf2iCEcK4P3EG9W6/bF/FYzC/Ik66bMT4nOrEoVZMOOmQvVsCFtKWWbLN4KANiHBwzhaNRtr4jTwLUkCw1PjpalAWCxepaRMtaGu7ZKuc5KjVKLVMFnU6XEsrTOB1P4mXVQgZ80lnUWWp1fy+7cyG6pc0xl2vdri8eUsCwbfqrs9vO6rMkWj9jOh6TU5nvz3/PS43HZp+eFUhtRvTU06sZubxkS/ZzqvmGB9OfbTxid2IMj6gEguDIjZTtVqh7ZGi1lPPWxX9UarhTJDN4omOHfsfdIeyWOhsIzPDcFl0bvpUYqXYl1nuzs8Y3vi1nKVfnjHgfQzOhczoRYnR96NrCG8xzLGud5sF/uzdA0am+8LK8Bnmdzyozs5N8hXFffZfbeVTx6PsU4V0o555zQg6PzzDXLRvCMc6IAXgGL6qzEw/mA2+OXzANpQJEzngqrQBLohJrWOodOKLwJeNKybDYvy5UlGGplqdd+pvlpUz8LkD6vQKzqe3PaY75uLb14BBT89X7uVoZ2BmoqULy1h5xBo4n3qGdFJCoqzwvv2ef9CQzpuqW31J+/ml2a7CZf6ukpj58ZkxmAqeZU5oI62MU9IiBMcXaUhGbsu93vFYw9fV4rnIyAK+9fJWyy/+f6fk8YygAQQorB/Ej/fxOD+aZ9lE3jMVqNAtwLFxMqmErSh7wpmJZ9QlfFTJZnFkFRo2ZFOFPZYbp2CiWjlPFeWZjRC6H310bkTJE2bYxn0/tSKSP1yB9yKpR0LoGMQg5XmHpVYiZLeqPz2Z2Pq7qQ/ekB/fEOu9MdNnHC5w/v4sX8rJqP7ZwyNzIuiYkSzECez9lYHfGrPvHz+ML7pX/7fYc/f/e92I4vsDvdmdeSpTl4WH/b8hP4ZZ8uMZx/z6/s8B/951f1PIihrO+QbZgO1fiLR2Eyb1Ml0KlMNZTN4i1dF3NWOpt6cFq0F5ataCHI1g/nVTBaligyPKBSv4sRRi+Plnzwyg/7xzEwkzL77PcH52xF13JGG8fmvZk0dJRaTNbBdj7gGi/s4FdvoipUOsdA7c1LhntcyRRdUzo2egr7eUzxXPm5ESktvV5XAQDyHuIyYTe+wP7xK3h2/0Vczx9aVkOgGE30YNCYu8aLooigpk4ZMBbredVYbyLTLeQ6YjYlxfbGfNmobv3O95hijaLte5N3ojSybuOMaAyTFk2crQ9nPC77so4veI21eWWYQCOBAF3bcUmZQWmYbJZxdQZo07VGw68CF+TePIu0FMMcOlyNz5MHKlOKDSDI8aIaguFjzDh3fh7o1VPFfFX2JAOUu9Mdrk/Prc8JfK1lnbElxOvTnI8lec93p7tk1Avbp0oC5pgUdZ/SGqVh3GWDgeexAl6Vch5KllKVPedue/EdWj+8126pDe6x2+NhuMXDcJtohdrPsK9iMvt5TJk4pVEx3ywlvs+HSHhwkONJ70C9VsWrP4Qjnm8/gRebd6t5aO3JDcbqma3v8Xl6LpyxwX18y4AE7S/vo9drXLF/RgE41v3zLBbzLEtsogcrq74vNcCk8we0axyPy7bqI2s++thNJvw6d8Oq7ykBW/2sQ7heGXv1s9fJ73h+EYBUsGd9fdsbbKy3UDM/vMPEP9vryV4vpHzm3HjWAMdUdOk3JtNX097EYL5mbWksYKK7viTDSkEXahC9H2ck9B35YNBC30aPagg0omxMksCg6jl0JU10KMlErA9KCcOEIY5S/kQ9huWg688jxn6P6+k5XnQlaQ0VspYypGikV+b1/vx9RsQ5bND3qc8VPS8UA7qKk5BMknPsMHdbhH7C883H0Z0WfPluAHCDLizADrhdvmxzzOv04KIHocOIqR/wbPkKvu0bvwEfPAz4hpsDvue7B/ylH5/xD/zKCct8LgodUkzOHvcmnH/Nx34K/8lnvwvf8c5X8HgeMGyu8LfCd+GT3efs2dZ3mXcqCv00outKRkGt8bbFo2X3TNetPWgcEyC0nwa6O6HDFPf2XQru4XzA2O+rUh0ah7NS0JbJYgNJg2HbLJkOOB3rpDcoSRIU/VfjlsCIKR6hHDS7+Ij7+Qr7+Lgau17TubV2xsb26iaMmEMEFuAw77CPj3V5AJkXzkUrbvNSUzSc96Myav0MJzwueyuarU29cDR06QkBcubXvhisLcok54B0prhMGPsr7B+/gjCfsTvd4cXwtskAnS/OBRV49LVXZ1zS37fzofa89cDUeNeWCVDi3YpS4TyIsVY8jB57ycjAXMow5Oexrz1OliE1zhMQM+AUHg2w8HPvEfEhjLgPiZKLgh8V2eGVZvncjBMIvTwkcIrGrs1pptOvDOroFeqidPryP095Bvy9GW92znKCsXfmpWkAqQZ4ShwX+2XrzwH7E0omVjUWmYwpKeZz8eiFAmI2wQQ5C64PX0acJxx2bwOo49jU0I6N+2it1XEZLHM367YCKZ7tjI1lC6Y84HwyhkyNT80EzH89S2cbHnFADT52mMzAZVN5r+3Q3WAbyr5j+RQauzZu9078uqDndG041IbVEbuU3yA85M8KiKXX80yqKNqh0FKVTaFnID8/hr2BF/fdbcX20LXgZYeCLhrL2gRMsak8cScMic6eY2eZtRXIjC4B2V+EtzE5Q1Ln2zL4Kygu3x3CEUfsbT0xxpsef5vHUOdd0NZkduU4S36+n+8s7nGW7KlN41HmiEZy7YUu1NzKeJd7aYwrZbbKPgArJpI/cy6NFUi6G/fkqauT7L0xLr/69sbAfM1awGyJOaqCsqgD2OMyWa1C+86SjCgeaPvwgMNSHy6XmtWdC6dKOF+KdQBq6oRuPhUCGv8XURI+kEJGQ4Fek+vAsgD1gcDDvHh5cpbcsK7zFVGEoD0/o+TP48fMoCRaxcPlHBPF7mH7NoZzPkjnKSUBCh2O22eIwxVuT+/hPl5hmgO+fDfgajvjg4dvxPd+rJRbAWDvS8ttnOOAeVuUku+5/Wn8J5/9LtzgA/zs/+9H8fy9Lf7U9DfxPd/9HVj2Uig9G4dscZlwtZ3x3gcHfO4n/yyG4xX+xH/c4wf/3lu8/aymXQElmUaiJBXliIcfE9+o59o8CCxlkuffH+D6fbYJtQLKVPdxmaq4QT08fJIYGjn0uhjyGTogFmDBe5p5sOu61Pty3zDBkafT7uc7U0jfjoUupApO1c95RMzKvL4fo4vihBFbbOQ5h3Bt+5T3mLvibT1hMH7JyrOTs4U2KWG5NIUmOdhgBEINQPXzmL1LZ3x5/+l0tLcoqHOpsXruhlXNNN+O2CWjoAe28QUi0nsawrGwDlx23GPYJ2Ut1yg7bQpgkdZl14xz2yyjGXhGIZOSJnwHPYD7+Fa1vtRrpYobvfKq5Gh8LEMUKDvUQ27KaCyyeg4pwUaLap2mV5S4jPY/LnkdLbAkMi1PO88CJmvjnJ4wYIpiMFMBFPlxiDcryqOCGptlTMmnULx91mf5nsoCXXM+d0ChKk7GzjjHIXnJpK4s3wHPvn14WBnoHnzxdGug0ELjfMb14cs47N5O5w0m9CHNu7IY7B5iVPryWECRRZTrauRNDRCgg2SyjMAcopVl2C93trc2Mc231uGtvFYCOvlEO+yjf48mf/Ie0qYeG86bnc2hzrxLQ4jzUMULZsNOgQ6Caz7zrNas9Qab/1nP+kO4NnluoLOjjJPSzPI+E7o6yY6AjL4paHEM+6qM0IqqzLIaS48oSQf1XmxbPFbjIDuH87af73CM7sxgvd44W/1Jtsoz7PQqG/MrNH9OK3ijz5rR5WRzRV7w2aTRmlyeYSVLtIQe9bBO1ksFKqPElUbUa1tBa09xrtYjv+tkWWu8bH04V6waa26+X5bR1rfQBYT+1d7DK7f49UuRfWNgvmZNUbk+5Lpy+bA8o0eMdeplRW9iWHsiaWTqIc6/0SOhjZRAGpoetSZKTMMEwOreFBY89M7om0V/j9gBm0ITnJec8CCjpFrHUgV1ekZXeUVbbYZkhRUFmzFVfUhlQ5hV9rS5wsNwixfhbTzri2JGKtG86cyLct09YJrfwfsfRtzeBJyngC/cfALfuP1SNb80hlKR9tpgAlJM5Xd/wx3+0//0x/E//i3/MADgfwvgD/3wH8ev/XhBCvmumUq/n0f8+k/8OP6t/8eX8Lt/6AftO9/xh/89/Pof+L4ngQFVVmkUWbybGiE4pfeX6dZ9OFdIcQutXiXYkAOFh9G86VY14lTZocJXeaVFqfS0GPu9K0oLM7Py8FLFZEJnCUQ0oYICAlSAAVT1sVqHOIVoiTOOK0XTF5JOnrkB6GDZTZmt8rBcIYa5yraphy2poH3Ak+9Z34HP4NgDGB4/RFgmXA/PrVYjYq5HK1lmW5S/VpvRpbT2+eB/fv1Ju247H7DFAffxrRUqzHXGvdKJbNH7xfncKPyuipbQE2NSlAkWAE5BE0Wv3OuykkKlSjPZ8rptrs/nr+2nEf2SPMDemLHkG3FNB+7DeZVg7VKL84QYp1UhdKWqK6Jv7xP1XvKZUBPYN63kRJmPei5VQbc+eI/rPGETR5P1ANKebehPLMIOlPVAg13vPSOuPMOcv7HfY//4lRTuMCUj3Y/bDLYMLuoaUePwtLmy8lP0XvVKo1O56Mei85TzGTzOu6oP/Js3jEwebTINeSnyiXPAcj8sFcO6qfw7ZZ6ObYOx1BJEyQIblwn75a4yuukBp6HpdQLK+OSBfaxpkA2Prjarx4wC5JyXHuOyrYA/Agx6X2N1MfxiThmSAdGLbG7XdFYr7SPfPaNPjAoDtkutTcqiQ7jGOA9VhmSVMVWoTePMaHnnSP9sxXD6e3Ge+XPrDNDzgmtYPZUe5POsL4B1IwulnOdSi83ERqaR/Z6BXF8RwRIlXTD8CWLw+ta8qCedQB+9yk+tO75PY0dIiBABeO1//dw3Xsyvpr2Zrde89eFsh9IQjtXGoZJCQ9BngQWy8ZYPXKAgy02lC2vhQU9BXNZUBAuEDrUR1BoDlWJmTNvPd9gv9yClhZlYrc9MfiKHF1AyGCrta7aeF1SWMUQ8OBnvwm8e5t2qhMrm9IDd6Q5DOOIQb+rED1nhZsmRLR7xjW+NmOcFz+8CXtwv+JkPrqsYQkVxq/cxSZHq2OFbNz+zmrPHiQZQbbxpDFxcJnz67YfqumnpLN6vZXxfzx9WHj9FCPU5imr24Wzp3Y9h30yuBJSkT2q0pWfUnjEmJdE4YQBV3cgZhbqjcV0aX8fvHuO+ii8jOml9zN5XTTyj2R3Zqvc010bVjFTWhPGbFb0sFqovk2T5+wHrWCEg7ReOk89Upat18APr5B1cS/pePE2RhzVrzS2RXp51jK7ek97LlUEv96+8SEtR8jTZRDJs1smKLjXzHHKtxmQ06L7UpGStvmkct++jGQ+hXs/6s8bXHrEzA43MEN3rviaj/q+f1eNfv1sdTyvbqRkmc63IKYtAwQ5mumYjpV1jZluNgBDjcVcU41DXgSzfq8vL6Ph1jkzRR0kuQiOHsb++Hmyrrxr7CeQ1Ec540b2Dqd+Wde7eCY3hfkoZwrfLIT1L3hNrsD4Mt7jbfSwDppsUZy/MihLOUM5V88DFUiO0gMdnHMI1Hjc3VoojImVLBZJMoUcrLtOqZqy+S/aB6/u89GVsLmtrNQcOvNLi9byOIDHflZ5vzAysLAD/blu/U05q/PQWj3hn/ALeGb9gOg/n61Jynqco7xyH/rwClbL3TPvXomuzDxZDKNddauybeghZG3p976S7HeKN1R5V+c/91NKtVH5yzXVyTwAmJ9iXZrgL2mB9j5MlFrrGC6uL6cEYTXTVzyP2053FMvrkP+yfOikAkfPBUZpXZ8Zk80H5xUSRjGvV2EvW59T5uxTjfl56HOKNeZY5hpdRbF/XFkL4lhDCHwwhfCGEcAwh/NUQwg+FX6TMQW88mF8Hjfx5bYzzqaiK4UJMjBiBpJXSq8f7H0NBM4HCW68EoqMP1AIhVhtakfEYJqMG8d7azDCMBZ00r2ZIiG6rwG2Pk9EcmweD0K6oCG1xQAwD5hjx4nSFfvspfAw/Z17MuKRD/tCl8iXb5VBQt2xEUFn7tpsv4PCN34y/8TMB0wxsPg589u4T+BVXH1beymNMMWxeAaXBBAAf272o+h5CWxE3imGOW3t7qK9jptBdeFxlg6NnTY2Pi3OH4nmqPDMoKKtSpdjUm1C8Ikl56fuS4bACPjIFtw/nav2eMGBAXSTe/haG6hA6dDerRFFUXNhXoI6rPYcNznOPEUNZ2x2wm++s7/QK6CHHtXlqKI5sXqHSa00pxITr0/PijWiceavDNSPIZ5Q6mRO6lSCvPGkaixYzABE2uL/6GPppxP3m1vrTOvCBIm/UE6I/K5jgEXqNoeYzaip27ckBYLFDh3Bd6iGKUaXZD/t8f038YLRmiSFnDJJ/V49LylDbqtXGPqaxpKRiXUiJsRgXDWCVIZX043O3tTpz3ii3+co09O1S4kw3/R4vcGvPZJvkeq23+RSLQOWff7Z66Vqov8oKP2+t/Z/29cnkpJ8X9fTqe1JAzr4b6pI99MpprLK/r/2bldAPtt+E7VDLEHs+ohlymJO8ehFvsXU19ACpW4jB3pc3zulZ4ndpeHWYCiWZ4837+ITBzmPP0DnEG1wvzxEnJ1skW/HcZcMqi4k5dBa/W3vn23pBAWRTYphj2JscIrCsnlBmw94gyXLG/DKmcQq1LGp5MVVfIQ1T17Vmxbcx53v79XYKA2JX1s4JQxPIs7nRfwWMOYUSG0s2C9laaizG3IchlLGzranaxXhX2i37sJoXykKkTOdsZ2xsPAR3i/e5BvdVHhswG8ta9El7qvnJukWzZmXen6eulFSZ0K3igI9hj+v5ecpGPR9w7tL9PFNuP90ZxZzxwC35c4n26z3D1DPVy86/MzzjKTATqHUsPoNjB9DcQ69zCyF8CsCPArgB8L8D8DMA/iEA/zqAbwXwz/9C9+GNgfmaNcYPArBi64Y4zjUqHKc67sXu0fCeDWFcoYAMOgdgCg4PhEO4LgL1AsLtD3MKxxLh2BntDECFShIhosCzREY5yJrChxSICW2KlN63nsfJkD8KL3ohkeP3hm7AB+Nb6LcnvDN/HmGe0E/HMgfxxlD3VDqgPHOzjNjigO9956cwTt+Jv/nZ9PnnPtjiW27ewjvnLxTlPuY4s64UAmZjcoVf+Su+G3/oh/84AhYsCPjOX/7LzVAHCs2JXr+YD8TPfOYz+EM//McxLR0CFvzyz3zGxu+NSwC4xzP08Vx9Rooe39rjsq/K0qhRpE2V05anlu+JdJ5DTAkjDDzI9Dg+mfSq9E7Xhoc32vTgB5Dpl5nOlD2uqsx4RLsPJ5xDbzFRXEdjv0c/1vQ3GjzVGFGKT6vR7ZUj9WZwv/ThXJJ8zMmQ9cq1xgyWmGJSgurY6qc8UVXRaZQYtEN3g66bLGaVcalUnChDhmyYsum6qowXAaAUhQZQxeVwDHyvh3hTJQ3TvXodkqwg0ADA6MsGYGVvyqGTouzy7CRHkyxqlenZhUOlTNOIYaMy9Hzz8aJ0oCT56XFCH2sjLc5ndOcR525bZHeX5nQSYMk3i7E/TTgNQ0rUFjYVwMaxHeN+ZThabHHe06T1UXby3a0yr0qsuT9r/PvktZVRm5NE2f3yHI/9HsM5KZo0NpWposon5UIFFgh9stD5a6+Q99SzP6eQPJ/HsLdzzt5PZgqoEnkOAyLmFB8dHlcyZw6d0Qa12d4LmWGTQYKxL57jiKmEfGRQr9DltwD6pAjnsfP93Xe3uMbz4kFkMi56WCX+0MeM6TvRpEE6D3pGMjEgwn5l8Ba5nPQTH4vNs2Rctuhi7bkH1iVNtPGeL4Z3V+wQoI4hXz+3JBajbG01bwiqUd1KFgXU2a655o55bloGo/apyUxwNYIZJsLv8nnqHZzQrUBSyp4k106lDAlKzLDqjAAsfCQisXD4/NLnkiPD06lVj+N8aAk3/st55XtQ+WEGX2A9XgF9epRYVPcuVkCSzIv9G0o/FFTXs8bvDc8S0s85twioaL3+u80WI9B1T3/nq23hJc+83P7nAL4JwN+/LMufyZ/9myGEfwPAPxdC+HeWZflrH0UXL7U3BuZr1qgUWJYwMTKa9SUd0qoKQo+xokZdqjMHpINaFQSi0ADk0Ouqg4f9qrwXOf280R9DHahdP7+kha7Q7LnQkziu++62vjbUdI9LG9+jUPx5iwM23YjPnj6JL40fw3X/PBu2Z8Sc+fK43Rea2DRiGw61MpQVpneuRkzTBkN+Pf+vv/Fp/OO/7IPU/3OKGzttBxOiFeqd5+n65m38wPd/vxnb4zLglGMDjFqThe9xKenknz17Cz/w/d8PJuRJXsFz9a68wTMugxlihUqcUNMuGz8+VqkYUk/HX9h7DOXQYSFu3ksTKWzCiMNyVeI7XdPMnMN8MI8iUGrCFm9Yim0aYl32g63lJdRYL6AcWJqICCjKwX13a8YmsE5MZM9CUeA0QQmwPjSB5AFTbykpufocXkvvL59j45/LO6uSJTxh0NDQLpTouTJa5lBq7rUQZj923W/7JRVHv+9ubfxnbNbGjRicXDP6rO1cDBRft0/l3SY6OSIAABVJKlc6NzoXKtOI5nOfP5s+wIvuHdsD4zwkr3soa7sCspCKxZ+7lKGZStUQUiy1KbqZ3cH3RAPi2fg+XgzvQpNl2HtBrABBVQo1AUjLG/GyrIp2pjgj03u4OYdA3jdRYibzPBAoPHQ32MQ1uyEuk80fjVzeQ++vHiGdAwDmVfYynh4yeoEveqjzvumnEf3mjBfTDc6xx3W4SyDn7Ojm+Xw+hr3F33If+RqjNjcoslM9s5tlRBcmvJjfspg+xjJzDsauJIhi8i8zMPMZOaMzT2UMxWO2AuXyftE+KROE4SwzUjZsNbQpr2koa6bixEApiXg8pZmG4SoeMZ9vfLc0FgkOGGU6P1eNGJ5fEzpL9KJxmueGJxpgbGHxbvlGY0jBSf1c2Vs6NxqDy1AE36rSSF0x8H3z8+RlmmfUqNxqORxaTb18ymTSz81zqgmvxAjUZ5+xsbAmyml/ZrTYNgwZ8uVPLskob3Cq7NHnXJrbdF2iOY/LUI29SjqFWCXb43VfR+03APhJMS7Z/gCAfxrAfwvA//IXsgNvDMzXrKlRQEXhhMHoowBWyqLR/rqaIgS4GACJxeQztLgs2xzalKqnaIBKR6ByxjgxepSqa/VQI7qeqaRGATqPKUFD6BA7EeS5rRTVpQjDS7EG/rubOOFL99e4vv0Uhs2Ijx1/zr5zfXqeldczkA+rFt3j264+j7968+2IccJ2s+Av/ZV7/Pi3fBe+J/7l9Kz5bLRb9TqQzvRUP0nHWvUfawqtBfWL8VEL45KxjeuAh7RlXcyGqyriRDpLRtnac+HnVbMFnrHBdjng6vgVAMDj8AxTViKfPXwRS+ww7T95cfwWZ+GQS87hJoyrwzhiXlFwZnSVYgaUPWAK3yKeGjFkgXIIokNF0Yuovbg+SZLNsRrfKHTLsd9XtGEqTqSEedpc5VXIfVBkn/cgMKKF4nXd+jjRSwANPUo05C8pWXovnbM80dVzaUAp+KWemHMcLG5NywdozBvb1fjc/mber4YXE8jGbVh7MDtMq7IDbCekGnG78UV6dieZDEOidatH6RSyQRJ7hJjlNWNG5+K9GKaDGZRcM0fsMG2S7N2d7tBPR9wev4SHIYFrmnmYsfTDOXmXT12JM1VKr0f4gYLOA1JSqZVB+EK7RFvzSqmxW+bJ9g1QanB6Y4flU6wfoc7k2AZyZN0+EVXEjJzqGaJyyrUDpD113T3gMO9wDLvKc07AgUo2vX37JSWSuj6lhHFL7AxU8P1WIEfbLj5W3h/OAf8fu73RvflO2bxM42eM23wxvGt/4/22y8GyD2sOA3r2gEQd7/kO5b3EMFfxyz5JlY1V2Cfm0YwOzHP9JmXY0xSBQp1VbyrX7+oMeImRqV4uzWzf6n81d05P8s3LZ67ficZzcJ5F0q1Xhnctl9lP0nZ9YkU+z7eURKz2rrb6zTOQc8B3alTbULKkT1lvjJgqYCdiXoE86pxgH9XwpL5H3UqNVU0E1JoTzfXgnwGU9XIpbAxIzL6Rz9FElQtZXfW9v87aAOCh8Tk/+4Ff6A68MTBfw2boS5gtnoIoLYCVd8K3ORRu/GYpxZFJj0vCqd6047K1elcqWCsv1FLHyPDAVe+aIo6aga0VjE7B68dh8VpxQsx0TqV5+aLWbNbnl1AU1MMzdGeMU8Dn7t7BfnMG9sA74xdM8PXnEUHouv00Aj0qpHo/3eE7PjnhxaHDs/2Eb/vWa/zIX57wK39Nh4jkweS4/fxeompoqZoYZnRhHeTv49mA3hDhCp1EyfxbrlUqafmZ/eAheO6GumTBgoqyp94TPYyNVpTH1p3zfMeDKZdLVmqvT89XBbWBovx6I9ajtDTEOkyYYzayWcdxYu2vEruq7yIpVOnAHkhzlIM2YsJVBhr4u9GEsDZufT87TFXyDDN+ssdKk9AAMEr1AVcVQBAxVTQ//mzegwY9sdUf/qsUo3HZ4rgM6DAn7+9SU5JTvGlJyT85mbMCmjwd2SHiZvxmGqMBYPNoHn8MwAvcYsSA63BX7o2yLuIyoTsfTVl7GG6NxgXoup8NODmGPU55Teva1RggD9Ldd7eIffp5uxxwCNcmm9UAjgvXYIczBjtdbR4drcwU71Dqa1IBTB7bY5mXnElU2xE7DPFQ0Vc5x5SvXsFizBuAEn6R5+/cD8WL6gq7A7B49yHUMU5ASQbDgu75xds+3M6HVTjHhA4HXIGsHZ4DK+8QCq1vDl1hgsieOIZ9zn5ee+7U2GZm0hZQqnTBHic8iyc8zNfGeiDww/XdYTIPSMz9GXAwmabz1mrsg4I+lGtVya1F3119jraAnWE6pIznznOp3zd6YjcZ2DcuwwoE9olfzEsv58McOjsbWjHcelb3U2IDsK5u9SzRIbjOZkSjKeoc6PlAUInNZ9Blv72xme7VrWQ9kGmpczmnjCUTiu7FNXgKJczIezy5Zvsw4j6+lfqRa/ryqGeoBFBnYNYYdQJQ6sVkxQAFTPx8arZhY4YgJgZR3iekkBvIrGEOoo+kPRXX2aSX9V6q9l8GNgmaDsGBbmjvkx4n268tgIat/lsxilvfb7EgGE97XnrTmwjkKAuq5Y3+RW6bEML3NT7//LIsn79wzV8D8I+FED7pvvMb87/f/JH2sNHeZJF9zVpYCkVNs5VdEiTaPCWGn1W/IydXkdixDUbLnHqMe0PH2YgaVrx5rBEzMywcTW2LR8vyxeuJWHXIMViN+BAAGPsUa0Yli5Qg7aMpanNRlqhkVeip3J/ZAbdxRBcWPJ6SQf/Fx3dy3NADduOLNJZ+Wz1LjUtS977r9ufx/ocBXVjw67/7Bd7/8iP+4uOvTsapHLIAVvNrcZWo6+HtwgFDTMKvUuZESdpgtMymz5avpPvld2tzgBp5VUopDc8h1N5gf0BXf1sSfWpCZ0rspXUZw5wMvNhh6gfE+Yyr8Xmqg9pfGdJPZJPNqKDzWIEQrWept53GcpVpNGey2y6HOkPuBUNsXgq10Khnc1LGCXToIVbVMstzWs0B5orCRMWG7RSGKqPlMB2qUhU86DRbJn8Gak++HfCxq2LdVp4EHS9i6lEQT7bQbdl3ZoTVe7aUAwM2YmEj0Fh+6/BF7B+/gu3xRQKM8lyogs+5vg53MAocxMhpIfDzefWZfwfMVKr3qJQRQdX93+43tzh3A4ZzykDc47TK6s12jkOVddcDc3xGtcdyTbYZ0eL4wpzXXX4Xu9Nd5YHaL/fGilDlXuXrql8CpGyXA67G57amLE42rCnV9JwAbW+LN4TYmHXb3oPztvnSWXz+pUYjXn/XsWoYQg3QzEb/1H77PtEg7zAZ2MLx75eU0InAqFGlly3O2OSx9gYo+j6mvV+e31JeOfaWwdDKfMns2WqYD9MBu9Mdxn5v3u/mXM7J2NF43SjnBeNEuR4MQFiirXHrdz4TlB3D8RzD3mSWyq7NMuJ6/rCmrRsoWkBXzjeQ3iNr3JKKzned/j6ZnNL9p/3x64ul4B6XfY6HTU292qpLKOACrOViBfbNXtZm1oLG21MuY6rOHSAZqVx3Cha1PMY+LlKb7W3W8JSzwAA7AbvZmDlbk7RRjup8EnDl7wQTVl5fAmj5npoV3jefB8Kf819ra3l6GY/N+bhUGeFlMZih6xA3m4/0/5BA808A+AuN//8HT3Tn9yF5Mf/9EMLfF0L49hDCbwHwLwM4Ay6Rwy9Ae+PBfE3bq2wgU7ovHOCK4iolFXDZZCGFdTN6qHFmSmuostlKEXDSce43t1a/b14iulAEbhfWygEAS+iidIStZA+dQ7cS1EAdj6KCTJMBcR54H1Ui++mIZ5vnuNm+g899sEUXd4hxwXmXhGmYJ/RIMVSnkJ/FQshTrVw/mz7Apz72SUxLwLxE/Ma/d4+f/PkOv+Y7nqX5Vq9rmKoah5dqS+2nOxPGLIvgFSSNq+mnEbfTe/YONG4PqGlBFnNQ3a8oGpq0Jy5TisUREOC89PUco/Y+qBelw4Tj8Cz3MWfrxWQ1Pf164M8EFXT+/LOaoArmVFR9XiusWzyawsK4nRhmTFm5j5hxjRdV1lRt5vnOngImz9BSBOyDNk9dZGIhS2yDRJklJW+DRN1JcbV1BmX1Ltu9s9ermsO8Vq3+qMiKGEqiLaUJzUu0rMd+XpUe67Nas9GT5T3gTPQS5gkxr4HhnBPzICmniUJWnsu6oJ66pgmBltjZTKs3QzNOruoDc9+JQVN5B3RdiVeFyUuuT8+xHV9giR0etm9btmm+i1WyozweJrzRz+lVYDsvffIghhExdkkG5dhwjtFidbMsoWcmJQxrG2ekqjHmrAuTsWO68xHj7m2TJ15W2rvFaDHTno56jPsqNszo+vNYxRBGkb98F8xqTJbGjK7yWrH/uveARN3XrNB+n2g/PIMm/a3OuunX2RaPxQMbkldMvU0Ww47E7FDK+1NGMmvYsg9sFQUXBVQ9d8nTf54dLTKsjQnOjWUQ3ZTkeGUN1PoC4yc5FwQyXgzvrs4Ogt5H7KvwBK4rGmiUARO6ak3rc4Hi4VZjlY3zWtGBIfGmErPLxvVLg0rPRx1Hud9clbU6L30TOFLDkd7WSxnY2VbhIygAs9LxW/tMaZmze1+cD+pLMZ9ju1OKGTYPdiz3Vyp0S9eIGfzw40l6YtFV9tMdrh++DAC4v/pYKqmS76kGrgcxe5xwDrUXUL936R21wkK06Xe5F1vxq5fiOdMz4ipkhPRazttrEHv5JQA/2Pj8kvcSy7L8yWxQ/qsAfiR/fEDKHvu7ALz4iPu4am8MzNesLVkZKglMSqkNGoFsSv1Q2qwqfy0k2gTXEjFiawaOKsDamD3ttBlWpSC8MOlQKB0aQB+XyQ6usd836CouuDoM6ONoKdo19TtQDppUGDfVZrLYzZwMRJ+hhqV5xKRo+zwD79+ln7909QncxPetR0TP5lCn5Z5jVyWA+JUf+zz+45/4NDZvP8fP/fifwec+uMaf++Bv4u/67u/E8G5K6qE1lTy6rnQYjUfo5xF9HCwgHYAJayrbRA0BKUeBOvukKlHM2KqKksY0ALlQ/VTqr7HAfDrU1gmjqFxznECiNw3TwVLpE90nBYk1TtXLx/m1upBLrTTo+9RGagvHTC/SJAc1qT6cY87JNtNkImbsl+I9RUZZY+N5w5TGQGMaQAFXMvLOg5vPL4p2+g7ps5z3c6docVLmOJeMWaQSOYsRpUlMKAMU2Tejb6r3A71fGofLzKX0+mkzgKqxt/RdqTGr74oUQnrntvMBYyheA72n3+uq0B+xwzY8YuyvMJxTSIkq9kop9yWOnp3eT8+IRekmwNVSjvgujthh6jrcnr+EzfEF5m5A319hjrHIYikpwAQxVLSnuEcfkmxSarB/zj2e4TQMeDa+j934AeI84TRcoTsf0c0TdoB5pirFN0xNKpd6f0kD07hRABYnSYYG54aNY6LRr2US7P1kMIQ/T0GykIcSuwXA5huA7buesphGIfvH5GYZEOEZtJ0PJf55GaqkRwBwPT3HobvBuGwlg3mJEzOaYP79en6OcxyqJGTKAgAcTRSFYcTzWmNLq/dqYOpcxRgSbLJSTXMBaFYlXiTDZQyxmkO+X3RrgFXBshldBXSw70qZt88zeNahnH8aqkJQTRMSsSTECQMmif87hj36bp0zwYM8CgioweMZPn5eaezaPSWuUenvSu32+g7rbz4uyUDzhh7nsl9GnIfB9JuWYWXPyXvI4kel73ZmWHbkktiN32X+AFYUMDmOyTLa2vXi/dbziutVvZOtpFcazuTzOei9Qga7FCDkPdl2WLdW+Rl/b45dG8Hguq9r9hwAA6tUn/Uy0b8HNR41ZILXvgxI+EVqp2VZ/uJXe9GyLH8whPCHAfxqJG/mX0HyXv4+AH/yo+3iur0xMF/DRiGpAlrpPt44UwqWHWT5UGkJ2yRwyYk/mvJm9wupPpcJThM6NapNg6KfxwqB9BkvgUxLzYoB4+KodCSP5WOlbPMaj95pbOkcSmpuIrTqydQDjLWWOJfnLmUJHaYDznNEjMD9ARg2wN/40lt491OfwDuHz1fPtlgoUZyZ5GVeOtzO7+HXf+cO/+Gf+nH8jt/6j9q1f/iH/wi+791vA1ASxGijcamC1QyEfKAkemdvNEZmjLX34MYb42XEjt+t5hqxEsrWj6y0MxB/Dp2BCCrAfbyOJvQwL6SskeF8QB/SunnMMSD0qKsxP5wPpYSCrFMf60cP4fX03FB/Ag1cd4+bm5ycoPZgxTCZR4Fou9KvWkqm33+KfLJREWRTL4DFu4rnlNlr2fbhIVHSRHGwOLM899v5YLUsvYHO/899zkw61fTYfpIEPmFOnsy5TtqhCqeWNeK96Sn3a/oUBvMuMHlNMqC36MODoetxmTDELIOknh+NHFJn1VDXvjHxj4JqLfCBSLgaVlZfMOZ6myjeKWVw8Pnnpccj9riOA2ZZE0y8M4fOjIXd6a4CoRjfPpwfMMe+UsyAYjxQmWHZht3hAwBp7e6AHHN6XsWecV/yZ33PWvYqARsdhiXtq4fhFkM82BhX8yZrj3t5QDIy6ckkpbIPUk4nK+rqfVJFnOdZxIRn8UMA6X6k6U3iPfZKn7JpFNzgz5p5eo87jHGLcRmsdiHlpBqD9Ij1GKtafy3ZFZc683JZB4Xq2craTI9zi2Y3LxF73Je1mdkenm6rZVkiJjOeVUmm7PR9V+CQtSPN0yh7hsySOXQVYAIU7+YcOhyGm+zxK3IlMQckERbXxdInVokCIsJK6ucRh+56pcwrgPFU6+cRvZt3nWdPH/Vxenr+6bmqNOpzHHB1fo44n43B4pvuF69z8VnatM40Q044b/6aeUnAO9fZFgfc45ndi8wGnp82hwtLcm3Q41wBkR7k53mkAIomFruPb2G3u7Ns+/vpDi+6d+weuke1+fNBAX82NfzLui7x3k+tgQq4dckIqZt4MIZndcvot3421uOTLfxClCl5InvZK7RlWUYA/1m5XfjHkU7gP/G3deNXaG9iMF/DxgPPBzAXP2M7vsDTBePcprJRKaKyAaSDy7j4YkxOGY22IH65v9ZbMqMRRZirwXNpnIwRHKYDrucPq+cf494MwTSec+WliMtkMYjDdLBYCC1qrgdKpXTFZIDsH7+Cb7p5jnkG7u5njCegi8Dz6TZlgpRD0Dxqc+1p0vfwLL7As6Ge89Mi8QtVHMG0EliMkfD3TYdEQRP5Pop3pzbGOa9eYEZ3ADBmpmT85XFYH656jb4j/rxdDitElJ5vNdB4COrhRoUk/V8bSWwTOos7IxLLWFYq15slxX0M5wdThADYGmodUvROAwnJ34cHHJYroxnp+u6n0dZAFWOyMtZlDBJbp22Lx0TBC2fsQoq5PGGoa3XlfcrPt3PaI+c4VIkyuD90Pry3XRN/8O9xydlMXd9OGcDgWJRepX3r59GUD50H7gsdz+OyN7l1Hq5w2j6z+Ft6pMYuxYxZtliLEaMxogd9yYL9uLlJrAhHs/PvmsZlBcTM5ecSW9eOLeX+u9/c4nH/Ds5Doq0P08H+Zwzl5vRg9FDN0EqDYbOMpcZjnt0ep2qPn7HB4/4dnPJzHobbFA8e+1XpDBpcnEvvEeI6ZFwv1xABlPvNrckQjR8F1rVdde+mtV17hLSxXMOl2FnK7rV8q+UQ1xHjUxVUZTvEGzNi1IM+hKOMnWdJZkWI15Hf3yxjJU/5OanjqzHmcIGVHHDf5e9bPFZAFD1nl1o/jYV6asaQeEThGEB5vz9ubqo+7E53uD49N3mnMXBsVOYP4RqH5cri/1vj22DMca3d6vNWO2Go4iN9KQvTSap9UXQEjp9j1JJF1XMyO4Bn2ssa+zsug3mslKrM57GFnAuCsaSqj5xCnbhMcwYoQErQJ51XaQ9s50O1h0xWqWHkQlN0z7CMC/c+UGpOah6CSzqZyle9byXblx4fbL8J525rsowxotruN7e2byxudCnGov5vc6yATSMetPL6o763v17lkuYx2CwpftQD4pfay9h9X28thHAL4H8N4KcB/JFf6Oe98WC+Zk0PtoJ4dm6RrzeXXZ8PlwEHS3oT47SKaUn3ztlDczHuuCSvp6ZD71BqY/nr+bw5dEC8jF6t+hjXij4Nx22UNPwodeEeNzemWGicEwUoDT8eqowJ9VRZoKYEAcCnTz+Jh2/a4UvvX2HYANMMfO7DW3z87Vs8O3/Rko5UxcKz56eXuDcWu77q17W1vGH3VOwPFUClQtJbCvSiVNSo3OPmpvK8tbylbKSd9DhVddl4X/vZKbGkfZLOy5gV8xSH3YqS6NfD4+bGPDznmD2Ki6DVsv7VkOIz+ljqfGp8hSormzHRJuNwhS9vPwWlgNr8qaKMaD8P4ZiNteRVoCdUsQDrS/4b59uMMX84LtGoO2z9PGJwBeAVzaaHlvQvjTezbH6ZpTAj1U7Vfe4pdnPsMC9FaZ6RvWvdI+6XOob0MO+wj481LQ8pwYYi5Exh74EuxkBq/dRx2WIrYIOCNKr43Me38Gz5oOqP95b7poaFKWa+KHvI8ahMCCReVBryQFuO8bM+nPG47LHP4zDwZCZzYEacJ6MCT+isbzSKrH+xeJ6oAFEecD8+Hz6B7ZLAs+18wMNwW9Eoeb8Jqb4cDf9VTHBWlBjXdgjXCRjKnlrued7HN1PCpSZqj1IzsZpn1IYz14HGzhowVoFWhRLLOEW9tynqsTPj3YzkONgepnfXZMEyIuZQADIUbK0I8OjPXY5X1/YRu3V5iMz4iaGU3OL7UcBHQweYjEbnS+VXMvQLdfzZ8hXcx7cuZnvlPbVkkgI+ClT6sfqyW7znGb2F0fThjE1mnFiG7pzx+ohdXScRaM6RGVcS0lN9Z0lsKxoXeo+u2v91WJA/333z66xFaR3CMWUNRmJ18Rw9CUhHxsSAWjZUIKPF1ha9CqjLudg51DibSUuuwF25J1ByT+jcasKpyjicp9V92Hy8eErs1PCuCxjN/n8wfCO2eExJwqYRh6EwQCycK3QrlgVQ05RXzxLQulW+hY2ec96veH5nW2ue8UKA8RyHVbk1mw+sS+OUvn19GZchhG9C8lL++wA+C+CTAH4rgHcB/FeWZTlcvvqjaW8MzNesndFXAlPjLims7vEMQygc/7jUmU3v41uIccIux895z6b3RGnxcyuTsFxJdrFaeVz1WfpbUeqE5699iPOEbTzUSF8oNEw+84xNPtCLJ4qHGxMitAS9z+LG+qD+cNUkM9/e/xR+/OPfi8dj8mD+rS9EPJ6+G/+Fj5d6YsP5gH46WmZb63co1CwA+Myv+Ax+/7/7f8cmJuH0yz/zGTOI2G9tVQbIXP5AvdSVpzTMOM+5hqUcBowZOnQ3lQHgU7BfMjiV1qTtfnNrXpH0DttC1q8xfWYLcHjcrBVgfz++68fNTbVOfNM1d7+5xXB+sDgRjq3KbGgp8HdGQ7+eP7RENHOXDsj75SbFDsVM2e2HKklLqxG8GLFd/U1jrfwYq/0pFGwPSJQxTZbJl4flLrh0+TKXNK7UU3OORVEhfXAOHR7n3UoZYZ+15iZT9HvlFSiF1Wlw9+Fcau+5uaPRyrbFI+6726oECBuL3CsFz+YtrNfIJYM0zBPmblt56/juJidvtQTTdj7gGPd4Hj+GZ+Er9jyj/4dzzuC7Nc86jY8YEoDHtcw4aPU4cEyK1tMY5BxTcVvFkgUn555QiKz+nnsXKjv4LO7/4XwwDyfjv7gO/bN6nCoFkYqal388I9bsiMLk0Lq+Y7evs4fm6xKt+bEAP9kAVZYEUIxB1Vvp/dVGJdgroZQlqtTTg3MM+1XSGX2/fg/TmACSwnwMu8pw8NrZFo8448ZKHLE/PD987Wo97yjHzqEAPF62KKCZ6rP2lXFzxK6aN3tGpkaTzaBN3796r0xvkZwOyeAvsZe+BnSHRJ20sed/GQtfydAKMI3Vnm6dVWznpcc+PJQSHygloWjYzpvaCaBrh2P0IKvqcQbY5yRbpNEjopJF6/O0xPxaRt6QwKT9fGfnP+mlKuutD6EAScyormuc8lVbAZVnO7/OS48DrnCzvG99Y2OcbgoD6MzYZh/SO1mzHiq5kPOPVKwZlJwAx1DCqfw+NSp4BurU41/udVkfUlms99I8FV8n7Q7ATwD47wP4RgDvA/h/AviXlmX5iV+MDrwxMF/D5uPLLNg8KxAMpFfkUj0qMc61QbdMq4NuQmdGCWkdWs+JsZmX2iX6D++t8R4cA+NC+nlMYcY9LMkL6yC2lEoqM4iwpCqPyz4pbSBt9Xyx/qV6Nvg7Qsn6R5TvN376r+OP/th34+YqYNMH/KW/NuJjP/Cd+OW7n7Rrg9COqVz7+JzbZ8/wAz/w/UZ9quJjEKt30BJwTJmth4HGifThjGNOrd6HcyqZkGOOTpuSWZTPA4qHpPSjTfUaJL4vecW2mGMpRs1Afa7Jc0j0txIrt0adJxS6JpUYKgSXkMxWU08uKc9xmar4WgB4HJ5hh/Suxn5fKar0LrKfnIfd6S7Ft8m+2cWDedHt+VQGULw5VDJOEuvEMiNV/1ESKPhx63OpyM+hw+PmxtYJs8TGZTIDTmv76aHt+9oCmPhMxlEyHijGCQ/zdd2/rPClNVfHg1/yRrAYN9+XsQry8+83t/beVEbRa3sI13m9qZIxWby2KqBWVH7zbqVMcL418ROTArH/mtSFceFcX7oHmQ13wAEvhndxH97Cfklxc6TrbZC8Z5ZtWj0Qbt6BEjt66G4qeeAVvRlxJcMoW+nNPoWSnXK7HCyBl58LbTVFbW2Qsq9kiTAL9BzXSps+R1u1Lt3aJ83ZN2XNaHzcEbtUH1nWyiVjoZ9HS5KCpab91bTFzup+cq9fjc8tGZ3SIDcYLUmPxipzfJTVtp4AAxparYAYe1PauZ9pQNn5l+dW6xVrHJnuIfWoso4tFX4P+tpcZBCqX0b0YbSzBIDJsimUkiUVkIu58tKzT61zhsawj5tunQVaVoptXLLxEbpkWOXYWaPmh+LN6sN5xVjSsWvSKZ6rk8g29q0FrF/6XL2WbKSrcx2rjOaZxsZYcQC2flde6wxOjn29xztMdo5PKAwwZTbouvXP1XkawhEdphwbXdOWh5B0MCYb45o6YcB+KYkBeY0yjrStgFPVWy/smWRQForrKmmPOCk8dfxSq7zQAt7V41iHNK2/FBE+6hjM+LXFYC7Lcgfgv/7Rduara28MzNe4+QNUKUZA4ZafwoAdxJAS4cX7lGu6akMqyg6UjTbMJZOgpvxW2g0blZ2Swn1ngsMCtENCn3fzXaVoUVGmMlX1NdNkLN5QDlDSJM3LI3Q3oHiBqGD71OBxSTQ+XssD89u/GfjwPuDTnzjj/a/0+PGf6/At35XKEMR5wtSv62TpfMwhKTOatZCKAFHMKhmOo8dSYVD6D981szQOWXCqgq31P+kZvkQBsfkVg4cxWp4yM4SSrbeVBIiotf+7GtAdamqgvv/JDpOi/HIMsau94hwXlbd+TnGQ6F0Sp5AyBMc8L313zhRPocP6dOxxwGZ+wISyhi5R0I2umcdkVNTGuULDrCgXxeNARU3ZB3adGBKcI2/M0ZBt0eZsHroy1764tXn8Q52iXfuumf8sY6YoUOadW6YqARaZEFQc1SAoHrY8LmxWGT0BpMQUKPV6Oeb0+2yekxkddiDttzZG9ToqlEN3sIzIOmbNxO2NQa7JXkCEx2WPezzDPj6sjGyNu1QD04N++i6Bdtp9rh//rBJ/XSdh4729gkV2hK3J7AmLmCwLqvavyhTsKeKoY7ANuHG0RjOYs5E2YltRxS8ZajaPcl8+j4XiW033SFwmk7lsz07v2zt9sXm3GLGhlsmk5msyJc2MbcnlULyJF+WFY874NddPIwYc8Li5wWG5svOOe+dx3tn+jmE2YPM+vmVyXp8dlzpuj7/rmeDXnq/NHJfJQAqlThIQmNGl9dUwBrjmfQyczpFnPcRlqjy6LS8mAVVjU5BqupTSJf00Yt50KyqzjlHHrnGRQKoxDaT1TuDmsFxhHx5SfeJptGRxT9Wd5DOfMmpoAAIl4znDWrzhSv3BvPdCffXeUoLaeh7q/egJbLEnbF5yiTkAlbPBg3fPl3fQhzMGJGPUx68bCB+HKvO0zsEl8IXP03XkmR6txvHq3qf87kL97oHi1bb7Up8VkCgGxgJ/XXkwf8nbGwPzNWsUDHooPZVByyPtLaPS7m1KR0Hl2XhQKgUwzplmu0nKpCpgFAwUun2uvwSUWoNEtVSAaHZP3/Qw6TBVmRVHbCslVD1BfqwU2uxvP484dvuV8NYDgPTX290JH95v0YUFv/7vOuNP/vkz7r/zCrfnL6UaU3GdOS7OxSAfu32lyPlxMZ6qut4Mn24l7Foehg6JDnkOm5IZMnurWFqD99PWVIDkcD0tPQbUngkGxmtqekUizXMeThiXLQZX61THoR4WXkuPgPaH96bR6MfhKTHsg8Z+qHEFuEPSZewEgOebjxcjKB/eU1fvpQkl/TuVz0O8QR89tWeymoGm6CyrKUnrIADoS7xkK9Zzg6J4kVqm9MghjIbqt2oBVvd2jWNTGjQi0IctImbsp+QhoGdQ1+elbIQaP6zgQOwmS4zEvnvamzaNu1LPS0shqmJ1PSqu8gcbPG5u6uQcKAZy/qDyxGh/SLscpmSkvjd/AufQY4hj5U1aMTycIkVl+NwNKw88n2XAX4DVQDwsV9jHYjyle6/LD5Q5XsfCAbA4R8Y6bucDYpB4vFAbwVbHkEBeS7mT2oAcL4EgoKw1xvO2EtuoMaIxmfyb7lnP9DEqn3jXaOyYcbIUoFLLmFSe6uwN04zDh3iTktow/lXm/ogdrucPK48Y56yKuxSFvqXU7k53iP2E++VZmStsktq+DOiQMj0rsHYf31q9izl0RnU2RsCyplzqszXmVAEvjQ1mO2HI507xFD5lJKR5Kutf+6LZbhWM4X01drN43QrdWUFmNVYvrS3Sc6vxV/crcaLajthZjWKOp+W99GCCyirqRT7HgYJT6Qw91uOR+TdGipwTBHCBNWB9yctq4GJez8e4r/oaw7wy/tRYNIdEmHEUgFON2ioJ5Dxiip0Lb6gT7XiKdzUOvheUEiSebtvyhmqtVgtXqACsrtZ7Gx7ll/XtTbvc3hiYr3lTeuQWj5ZUY1W0NgscX66EPxf3PxM81J5DwHkPpUC7GQIoipfFbZwPObvrEYf9TaX0qJGplA/fvxklU60KNXL9qVgc494UHEP2Qykwrx6CCo2dJ+zDXaaHdAWNcnPUnUf86u1fwRc234fTlB707d+6wZ/9iS3+a9/xswASle1JxG2ZsMd9PZe5ZhmVeNbo48Ht6az+fVQHkgjLZISnOIOxyzX2dNwX+mmItqCX57DBJtM6mR5cG9/z0B3wfPhE8ZqIAnMOazqT7/dKEcgGTYsmx+yTQDbSs7jah6I8MVGMvk8FXM7dYIYRkOOkmKUw1DSh58MnrEYi55ioqyn8YUgJtPIzGCtDKhPfIQ/XE5OPuKx4+q6PcW977ZFUY0WopxGxm6r1q56LzVJoe5Un7InkF957B0hSoFgrW2ykiJLZ4A0HbaRMK/rcZWojy4OUjKc3uZ7t2oMIoOkZW8UJmde+/h7fk1e8qrlogFT2N4fwKygVlwn7+JiojfMO2xBNOdR1TlCJhsUcSuIxZaeol0m9kMewxxBHk5GsAcpmcWuYLUbWywFlqZhMDoXOybFSgWspa2O/N3DQ0+ksHlNAL6NpSmwVwZaapifezCzTt0upccm1BGAVG2wedNTZtJUxscUBiGncD8MtrsbnNt7NMmLEtpqb6lxgbFyexRhKojNdgxq/DZRzez8XWnjLc2nz3hVQdOiO1b1ZozcBgCmTdT8d0/MY193Y53xGXCbsxhcAgLG/sv2ra5Trsp9Ho/7zc3+2sqms532OLQAWdS1vuz4/X739xvKRsi1zyDGkmdHA9WylvGJnIM2AgxkIXKMGHEo/St+mFXg1ozPPLWX69fICMYdcaP/9+PV3Mh/4PAKj3mta3S8DkVy//noC9Mxk78EpDcuw0AqhefP5GhIFoJpPlh3x9GSWaYvLlMHXBBRZDens5e55ToSumi+eoT68ge9B584naKvmKYNQnmqvYTPayADi/Ht23YRcN3o+Y449zkPN9GmFgLxpr9a+rtIihRD+wRDCkv//rle85leFEP6DEMKH+f//IITwqxrf+5+GEH4khPDFEMIxhPAzIYQ/GkL4Ne57VyGEfyrf57MhhIcQwl8NIfyeEMLbf7tjtMO2IdCpbKaaT2tPhaZZv3j/7P0zAwWFLuW9UmzqddC/e0/Cdlbkc14LjWWqFIDina0RynKPGon0hz+bT7fOZ7FEAGOh9vMdtsvBBIsZIexLP6CfjvjV3/QlfPZLHbbnz+PuZ/8kfuqv/mn8R//5T+PnHkrKfF7fekfegLL4L+mjUoXUoFZDqxiYRRljKnX1YEXM1p/W/GyWcbUm2DcaKNfzh3gH7+EZkvLFw0Xjc7rziM3pIcW95PfbyoDL8VUeG0E2dXxWIsDGM5uiqI1FrWMosT6c/5VHOCsdVKR0riPqcgjqLYmYKs/H7nSXyoKIsqeHGA+fohiVmDGbe4wrgxaAMzZr4/scB+s/56ufUnp1kp94nQeAWh59bZwzfzj7xlqrlqlTDSsp1cKfqUwQ4PKeZ46X96Ox0k8jrsNdijlslE3w82afwRvsnYFRq+8ukyTqmHEMe4zdHse4t/X7VCywKiTq0ZtDio3axUfs4yOOy4Bx2VblAvj8zTLa9VwzY2ZVpH4VYM6SgeQSBhuMVSzqvESTQZtlTJ4FzCYLWB5GQQhdI0BSFi1lv3jWtLQDS0po4xnz1Hyxj+oNMoMme6UiclkWnECP/0r+z2mNddUeLUaCUj5V1qhs5p7az3dWSuZxc4OH4bb0qZFgTP/vp9S3x2Vv9VI3y4j9co8eJzybPljFY7PkhJ6dVGZntzY8UNNhqspVxZDmbBtrGd5PY1kTAqx67xvB0358wNXDe7h++DKuxueVDPWeNyCzDtxcaOIUXSsrwDh/Z7sc8voUj1OoqfL6XMpoJqnh/GwwYj/dFZYA+5Qz5XdIsYL33W21NtWLtkFZSwrU6r4wmmfehzMiduFQGcLMCFuVXAn1O9XxrcCa/H6BurQU37WeB2x6DvNs4L0ZZ7sOganrhNt8ILFG7OyVfqf+1XvTvyPeh2cyAKMun7GpnBykmOuaZDkmzYVwqalewD4xbMPrCc24SacP6fmtcnkOHcI8WcUAe667vnW+1A8MqQ7mR/n/32YdzF/K9nXjwQwhDAD+DQD3AK5f8nVe890A/jRS9qR/MX/8QwB+JITw65Zl+XH5+g8A+OtIKX0/APBpAL8FwI+GEP7Ly7L8f/L3vhPA/x7AjwD4PwD4IoBfC+CfA/BfDSH82mVZPvxax8nGhU1hBtQb3CtwrUOFTZHSuess3sZnMyV9jHQBKoG8h9at4mYe+72ho5cMTyrNPDyYVMP6h5N59bTRU2EIvY4JJ0PLU2rzQgNSAeKzDprXQDwIJwzmBQWAd/AevudbnuFHf/Qn8Tt+6z9kz/w//+F/D7/2+3+d9YAeGV9/zz9rP9XJTVpxFhUK6d5lj5PVQQOAcXZpyrE2KltNPSatvxF1xKYkDukwGTofhyt05yOG8wHHoUZyS+B9NDRRG9erZgVmayHKmhCB92PCBm1EiV/WWBfzvE2KN5PwpOLTSWnZLGPl+QCSZ+J+eMu8FnyXTzV6djVLsvUXRfFW4EAT+FAppXe2AnfkQFajPS6FXrZCzC8k++HzJvFo2HyFg9Wu1CLsFmM5rUEsJuVRg0BpyUZPciwLZoEkQq6lMICSWMp7QHwNQIstFM8/5YKVVMjr2lD0fJ3OU0sB1jjKuEyWQKdKY79EnDOqb7HRbm3OoatqtN5t37VxcQ/598T5obzjPqhkTI5tV9l6WK7Qh1q2rDJYqyIckgF3Xnqj2qbsrCVTsHlexbir7oea0qhxaoVa2abHMuabTIE+jhXIpd9reVr5+bPT+5hjh/vutsRrT0JvFe+Pjy1LCa/Wa3u7HIz5wvenRtkcOtxvbisgbz/dJQUbxbPZMh5Y3/lhuC1KfpgxzgOGQG/z2eThuZM4U2gt69IIflGuTP2AfkzAGjNscx3nG4GUYzb11rNtMOKwXME33XOlX5dLm+l1lX6wTCVLNQYrt8Yl4MFhvbeGQbzsTOBaUcaHAkkALBsrAMvUWq4vWZ11TC2At+r3E8CM7v/Carr8fW/IbucDHrJqzGzv9BRuhd5LttFhucIQy7h99QIDIPJeP8Qb7HFXjdGDqcCapqvjoYGbwmXWjC3e21O6W1Raza6tOvKld9Bqpif2NbPOGAuvqFu9ae32dWNgAvifINVv+T8C+O2veM3vRhrjb1iW5bMAEEL4YwD+GoB/BcA/yS8uy/JP+otDCP82Uv2YHwJAA/PnAfyaZVl+TL76+0MIfx7Av4NUZ+ZffeVRueaFsmYDPGIHbMomaCnbQMsDeUSQ2mwAcJKga7t+SSnx5019AFDx02cARSG/231shWDy79qUzsHMlXoQeNoVkI0rJEGvyR3sukDEtChXPhmK0oGaHj6MuO9SNjQqmJ/e/zz+3FIjR6elx3Ghh2a2jH8qvE1BEICgx1gh2cft3g7zlpGpMQMW/9h1JXsePQPY1AquUEF8Iic1/lVo8vcqDob3QyxxSFkfnPqtUcto3J1Ql6t4Ht41ZUxbxGTKaxPVFWXPx2JN6CpKT8tYVhRfx9thsj3w1vxFfHn/6XJNrk8JIL2PTgzt/Jzr+UMc4z7VP0QBC04YsKMSGQsQxDhIAiRqSHq6J9sx7iu0nUrxobupkPxTHKq5UgpPH04rxd/iXmM9P5XRsYy2t+gV65DifJ+KkdmcHrDElFAJPYDuerWflZqp7xRABf4AsDXIGqmPG6Xcr5FqJpjSuBoDnVAMR439VercHDrz1JrnJ8/TMJV4Iw+c0eC2Uh+Ud+FsmaNtXYUip1uyZ5gOFrvO/tHzEHM8HD2ZGIAXuAUptHyX2iKmYrDnTKxqOMSF85GuowFp14cZPYqHnxRw7bsHwKrkMdCEMLEa9yaMmEMBjlRRtOdleTd2+5oa61rL82GAZJZX59hnii5srmxvzSPmoUvnXX6PBME4Pq5NKp/Vnjk9yHOB0+YqMR0uvG++E834O+eapkZjPd3VmZVFTvCs5Jp83Nykfi5SMzSPT6nYQK6PHNI+HR4T9t2djxhCh8NwI97zzjJJ07M+ha7SM+KSgL7HeZfOhwx2mLxEHadtcto5YaoEUiKXeA0ZE/fdLWKX5V1X9iDnAbGsaT4fqPeqhqToe+Q+U8+mnisKWM2IdWJDtPffU4amGq7KoqnABkwrGTqhUNcpy3h/gibJyz7htv8A7y8fszjnNM540fDyupqnOMel0FU5B6pb0ROp4U0RUxXnfsmwpu4y5/HpO2BTcLOqnLBM2IZSu1hzcmhdZtWJLjUDz7ri0VXg5ilG0Jv2dPu6MDBDCN8G4F8A8NsAfNsrXnMD4AcB/DCNSwBYluWzIYQ/DuC/GUK4yal8L7UvAjgAeFuufw/Ae43v/jEkA/N7XqV/X03bLgc7hFOs0qlChtkq40AEHTNqatvPKSaRRotdt0QckLKmTehwDDtsu64KcG+1VrHjyvOyTFUZB/VyvYxuRWFMbyVQK4rbJR2Kh+WqFA6X8dOgYRYxFT7qxTl0N9hkGtJ2PuBbn9WvOWKReINSq23TQGSVgmHXZ+SY2fLU4K2osWJgxiUZf5uuKGd6OJG+acI6aEmT4tX1qHFFx+Jc5RiEVMPq2jxxXgE4dwN2p7uU9Kjbm4LB+Lwhex68l3YKXVZ6c+xXqCnPNCBTeYuS2vypdkn4K6I+I9Ul3MwPCHOiy93Ht1bJfmakWJ7zMFRepuF8wLzpLLZNaydq7FTsmDG27hMNNXovW9QgAiRbHCzxhSbsMoUN7l+357wRV81FqLMUVug3DrjHszQn2WgiYk/jV+l0527A1TlRpJaYj5EcuwOUsh4AzHDlmlCjsioITy/uVIwALXnA+/oYJqV5dphwADNxzpVSPsmanKg0yl7WYvH00B66G/PmeQBsRqyUHhp0EbOVktL3Zx6B0KGfjskwx2VvBRMjsQRLXCbbW1Tc2CetO2pzGur6g9zrHcRzJWuEmaB96RdSzTkGlp/xTb1XnB+thWxeZOyqcAcCIzPiqv5fBZShVsS1cQ57nBKle5lsT9t8zFlhznIueWILo4DKtJ4P3OstOQ2g1EsMqfYh98mEVPrEvPCZDh77lP3V+p0Veq637ZzBgVxHlHNJo42JoTS7uDFHnEzXeaTCDwCb8QH9KdV63OaMqEDaR7y/XusZN9vlgDlGjPNQGcEGbIpcYQyr3sferZzRBFoUMOP7oFy6xIwiAE8zp8R2p75oYroqXCLHsiugW90fM84otHsfi83PFOhVGjCfo3NJJo4HeRlHf0I9R9zHeqZbvKmU/KKe0M8jrrsH3M9XBnhZ30Ppz6UkW9TNvDeb88EkY2zX84fJA9jtq76rIbydD7iPbyXKLT2kjrE2LxFTuHzeawiByhTKb7sP1roOx0WKepQ+WugES49t9vYdxqryej7/qRZ+AcqUhDcU2V/w9nsB/BiAPwAY1fVl7XsBDCieR21/DsB/B8Cvyj9bCyF8HEkkfgqJ9voMwJ94hed9Mv/7xVfs30ubHmysi2blLvLGOWFoGlV6j3McMGTjhrQZIKPNRIScsKF3c14ijmGHqasLObcoKJfQPB4Y++nOkuTQ4zWHRMEr5Qjm1f0pBOZsZHvPLcd8KVunF8Zs3punReTn0OF7PvOd+Hd/+I/hcd4iYsFnfsVnEEPK5KfxX+pBqQy2fNDed7d4NpfkMVS0FOVlplClh2rbne6wQ0K4gVqZOy+9GZbpb6lv2/lgdOcXw7sXDbZaIcjrJK8zpVmxSPch3mC3pOyiMabrDuEafVeXT2i9B/7L5Atsre+PS6GIea+cphtXxUERTCLhm2VcUWCq8Wekmp7HI3bou+JZUOOgAidQsvcV1LOk89d4VHoJPXVMf6ZBT2Te7hPqGB99j+Y9DbIexOhh3/QdXAKC9vEBR+xWCXS0MUPsy1Bdj0ZrQXXLdgygD0WhNWNSYjzZf01KRSN9EuVB35FX4GweBNjwTY1RoLA+uuG2uTZT388Y55JBMYYZA464PqX4trHf4xCzF04zJWevb5zPtj9TjcK61hyQ9pqyVrbLAS9waxQ4/64YgsASJUalxbRW8FFTfLk2WUcPyAop6jg9NaI0HrjODin7IJRYZcrpZIDB7lcl9Anlc6DQmpnoThVT/Xk7H0zeajthQIwp2dAY9yt6t3mpQjrjaFg/bm5WAO52OeRMqwms0szMVkc2G+GMPeM7jksONxjqGFmfmI9GhQIalYxepspz47PqsrEOaOWd2iTvZRbblmGdiW44HgX7bI0J4yZitsRTVkaJ4SwNPWQ7HyxTqZcNNI4GHHDoblZKaQxzCYXJe0Ofwf2sBq6COqSPX/Iu8j1U8xsG8wISgPRgLvcVyyWtKNviZQTqHAxsfi42oeyFY9yXbM5hspAO86514n2LhaWxn+8wx1gl/GFOBWVy6N/0PFUvKmNuy1zFAkShgFBxnnDcfNx0IepBul4q436ZKu9kZSRe9LbmOP5lu8o2rN/RfdDyXGuzUmOiU9p6QAnXeRWw+01bt9fewAwh/CYAvwnAr1uWZfkqrPlP5X8/1/gbP/vmxt++JD8/B/AvA/h9r/C834lk3vzwy74YQvgkikHK9iv0Fx7gPokBkUwi8vyutqIkyabJCg3/bqU8GgXhLS7MMoqWWBqP6LC1UHgqNCoweJ3Fw+RD+xw3lSdJYy8vGZR8RpmruTpYKkNvXtPKptCt5k6pu289e4Zf9/3fhxmpFlmam0TLK/U517W2IrLwzHJ5g9EMQ31+JYCXydVoKnQPyxy3TLg+PTdjifQun/HTH8LsG9+NR2JPYcAQkpdPBbv2zTx2ccB+vqvKQvCZz8O7+dlzMwmVHcgAEFDS4fdrI8gbSTp3PrifCoTVUAtFyWgV9I7LZPOmc1UOlhnHmLwgZ0mSYMrenA58Kx8SBzuI9V0oHZZGEkWuXzutpFi8pnXYMp09m4IcllkSRfFUg7RSStz7Ju1oXAYrzaAeM3sHocPdzTfi5u4LFtNVGStqiLeM+vmM7jxi6plopdRv7fN61/uwTdmQP6OvYqR2+ftjv68yd2oMYQyTS5CV2ACtmEaro7pMZsytYwGTkk0jc4tHDNMB+8evWN/vt2+tFJNzHIAeRsWO84RtSDLQrwMA5oG5Pj1PDIFutPVDGe3lceXtW4rnsvR9MmCKcppMkJiVa83OXY17KXvYG9/V2ZGNH/8OzfvQYL2okUaZd795ZnvVnzM6V1wzm27E/XKzqg3bT+nMYawjQSHSTGPI3iI5Q6rkJBp20W3R44ixv6rur94/o8NuhhSPmfs3TAdMnSQ2W5JXSpPkGb3w/8/enwfbtpz3Ydivu9ew1x7OufO9bwDee3h4A2YSeABIS6Ism5GUclGVWLJmy3I0lWLJKaeskhW7ZCVxUmU75YzlJFVRVciIBhhTJmUxVkSJFEXSIEFiIABifHgA7pvvfIa999p7Dd35o9f39de91rkPIMHognW76tQ5Zw9r9erh62/4fb9PxSVNSO4GJT7I/ZSMjH7zujYeoaFn51ABnDJDivRUbiOdG3x2iPcztEIeC1Zs5Q2jyq6jUlF0vTSXOn2fInTp2kuZR9MIG+Dl6sYcRg5sWRaNHFna9dGZSE2ubXJUTRkXUqZaxOzVIweepSBBSMVJUUpyzdE12MGgkrJtCARBJNvS8kSV2+AUh6PaofQsqT6Xlu+QcNdUt2hsgUKPEXSr/h5OzfmIlTqNpJ95HsBG76eRR3ZkDXBcyUmRXkfO6VROLl07KpcjIdsIKKAcHn1DqS79g28yPVDtgR4tpVQFH738fzjnPv0dfp0k/37iPeJ4H3NqA/8D+HF5J3yU8xA+Erqb+Cz18y8D+DcB/BfOuc99G337KzgjEqsRDuRe+RyREjtWzuUGpYgmRwLpwJrYxFaZSNhT1MwqwyUOAHAkxws0L1wX/XFkFAHjDUv/p4ZBDwMMuP2sb7iUhrb+wGNFwnh6bOkFp98yRydNviboC9dHSoxI/p6oG8XGrgoCnD8nSELCnPRsiEvDgHLAJORLwj7lHLSqYBKIswSujDRYaDbOJcwKCIZZpodcJTePPICkjAJguBgQQwkp94TuucuXHOWV85ka7FQWAJgwUBAb3dE8iXnhtZRAQNO5oxw6mTMHYLxGhFLA0VFp/NIB3+95TAjOKA8TeZB2yH3NQx2enV7LRHTHqD4izKI9KMur7NWM14os0zBVfkM+P4BRPhMRrxA8s9NFBBkiAiP5LOlepecpuqCEiY/7NSyINjxzcXA2UWtMha6Yw3RNtGamFAjZiKTEoIGy4bO0h6ciOuT953sMa62zWdR3+Yza9ahEBkTpajSqnIB+xf2mUg2Uj+2VtHFpDupHoZuRk07ZDqbboyo2fG02EkzFRqYWzx/lU5MiKNmBI4NgzEwsDUkZZTyrXE1QWAf5ImRTpjrUasnKqHQIynud1dLoLhAg2lK5JbhtWh9XjtcCp9i4FTsfJVyZc8hE9E07Xxu2cxlKtRs9+6xdww4pEXIcuCxDvuTIDDWKCtP1ATDEWRLEUZMRwMaVgIEnSLHBUSyhp6Wro2hjmucKeLlfoMZxeTl8b3AIkSEhFeqp+emQ+2h5ZaL1wu+LtcK/VWxkAiHKle4Jcu5s9EEErac+AcIpkUT1AW98ez0gRhqkOeyErgHCurLwMOVFe8zrtcmqiOQslRWyxWdZiOKR4S/lEqW4BORI+Hwa9Zb3r+zap2EMsq6HYaNdGohTc5cS2lAtUrpvrRZYDPyS3qEWIr9Uw1USW8kWG5GD/ikccXyucxTZv7YtDn2+uo3Xv3YDDF8H45UM4ikkzlR0cKp0WToOsZM2XCNGasT3o7XDzkSh23KgAnHuMYAItfawfXvtgTYw4aOC54bf32mjLPwpVwex24wSC51z/5T+Vkr9v+ChuRcA/Nmpmyil/kfwrLL/EMDf/Db79n8H8N8mrz0P4MflC+RhkzBYefhOYeiBGFsum2Q7TYWjJMYAwPU2yQsrPy89VGmbijr1MChc2NS7fBnltmjXY7G9g6Kocad8dNKLD8R4e3lopdHKqb41phrlkUpPqoVhARIMGHHgDOQXUmliYzIh6xl5MJ2vxUYKFd2PxnJEU69immzpvZaES9r2mNk1+txMwhqLbgurDZOISKHa61hZlAWXgbj+GX3mfgolRecIUpSybp7VrDJc129qbZ8FbyGDjQzPVFGS+XSRggGhOMGicQEClO4nKnLPOYRDfnKhQ01TioxRv7PhmYzqGfqtYSNmPTLUqDwQgEjZkvky097enr9P+5MZlIWxPAW1lh78otsia7ZwOkNbzLHLl+GegmXZKo3azpAP5C/lcBDnrsF6dpFJeaI+TkSAAvR1j12xCt7jIaeMoJnkILBKEIzpOPpqTShLYp1m2ZauV3LGcK5sEtXyY5XkZg3Qx84UQ857QH7IeYry4NXMz7EBimLOZCqR84gcHUrUwhSQ/MgoTMZRKxPV4JVlQDg/TYnIg5hHOS7ymYFYxhGcl6Co1IhFOm0EVyZ5nULj07Geio5RZIBrpNKPpUjycEZor9BKI3wKjkh/e0X2bLJ5ihpLiCvtlT1m6PN0vDQ2+gCVC7UZ6Z70+ugeg0OoUzk7gyQU76w0ExoDrsUYOcs6rJq72BY+Elb0tWcZUrGRQ4aLhEUCPrJFJEqpbJH5c2k6zJRzhRqdFWSUd7pApTb8PGkKAxCIbgjtI3NfF/YEG30web8pnYecf9ZpFJIAp/c1aakWMn2WryXOZXqPzkEDX/ZkgdNJGSz1DopyndWkA0+7EDklGZ2mPdHngASJIIwxdmDKaN3gHCeZV+T7gCRwgRMijSpOGWlnGX+E+iDZU7s59maGSvv5Zgi7QjQuFAxJAxVnpR/QGPdCTtFeSJ15U8Zx2mQOq6xBCz2WSzKi/x03pQH9W/jeW13ze7Q9sAamUupRAP8+gP8DgHOixuSF4ffblVLWOfeNMy7x+vB7CgZLr03BZ7k5546VUv8dgL+slPqLzrkoiqmU+oPwkNhfBPDHnXNj7WX6um8AeCO5FgDAuDZa8Ez9LLyd0tCjOkpSsSBDgZUbe3/jABCGpSAqoHtI5jDaoAAi4oy3alEkzobr12aJrG/Y45+VMbRSHm7ZoNyRcOXXXcMHBT2zhNkA0/UBU8hYpnzenz+omgj6Q967QvmaaJ3LgiEAG12bDir5PykbVMoBSASjHQSoiFIQodOi8zldnSlQmyUW9jh8zw2kBjoI0Q4553kBwYNIxk/67FKpoVxBeX0ZQZLf6WE4t641RTCcoKN7TDoiEu9hWh7grINC5iQBPsovPcvpwUX3CNHyPbTtUak1TgeRkhpiIddjKGSuhdNhiKLItUyHFBEDEQQvcw3MkOwkc5plzp68D0XJeM4GGG70XCK6S0aG7Dsrhiqm2X+rZro9Mqq/mSg6dK+9K5Crjp0QJJNI2aXPy4LcVBKi6Gqf+2V7mHaLoj7CevUoQ/4C9HH6MCUjh5QnqwxqvWQlTUZ/0qidjGwBiOD3geinRyGMQDJq05zZtAUD0JORWKWRDQyf9gxFQ7t+kjiJmlSG5HeIBMRCo1Lef0rRK7nufSRHMHs6gUCYiApIWbC1C+9MU2OSLtnsYLykUXhSflN4OBPMCOekjJC0KNhhJ51Bsn4m5UJNEdwBIRpMSB0ykqUjg64p+9NNwNZlPrs0aimSyYq49n2TRplECVA/ehiO6Mj5AAJzZ5ojHCEqBKw66/eYN8e8d4reRzblfYk8iOH/w3jPukBeRuiHtKXImfS9aMxdUNhpf3ezInrGfsi9lOMaCLHiyB8bh4JhNKp3O6wriVIJUacB1TFA7I3dx5wT5AS0zSQ8m/rAz6Ys19lkR4cLRjiN3wiergLrtxzHyNk05EinsN9oDiP9I3a02kH3kGPI6BjhUGWkjjKjOSWZItd6NB/CyOTvCAcmEVEBoWRI+vkUriodHnJv0b2kc1W2eIwDkozOUpLlso+km0pDNXK+DfdNHSrxc8br4WH7ztqDbBpfgY8+/k0AL4qfvz68/3Pw0cWz2hcANAB+cOK9Hxje+81vox8V/DgdyBeVUr8fvmbm5wD8kdT4/O02AqBQS2EskvlNQoXkxiFWNlmYd8pISNn/pAH4VpErCeHz1wheLwuDxpWskPM1E1jctjhEV8zhdBAIqWeLioJz/g5yJiSha0eGsQvGN7W9riYFLX2+smss1NoXmJeRLRD6PhQfzlTn4UbOM1ZS4fMo+jAcThFZDOxovNMmFa/08OqQM+wHQPS8MgdvYw45VxN4a1ImLhxvGy4lEpHHcP+nFc7cxcRH6fxNrSGei6GoOJFi0KFNOa10f3p+adDLHMvoeVyGxvkIFD1Hk1VosvkQvauDoZcYlxRZ1LCY6d3kM+9VFa2jzDbI261Xslx8iNE9zoLYZKpD63xOIZF/+OhcYiRPeJ1pbaZeeJmzI4t5ywi/1ZkvO0PEHkM9WznePM6qQy4Oc8rN3GPG6zUlbqLrULQOQGR0SSdMuj73quL8atlojZDDZqZqrHAcRUgaV7JBHzFuKsP7OBj19EzxXBbdlqn/S+yiCAM9L60Bes5KbX2UWy9Z+af+RvsogZP1g5IjnXoZWiatSRvX7xzGgCJBBoNDAiFynNako32VNoqsUGtcyMeWTocp2SnXKuCNg5RdlN+zYb+mDj42QpI10ify0s9PHT0bnXPpMwUgZ6zo09x4QyXAL+V9CClAMqfEjh2ucl3J6Fh6vrKRaWuULo6WUYvOdpfxWaJhUbqalV86z+UzUMSKfsiZPCnvYaK55Bz4M1p6ngHgvslnpP5QY2f0cPblrkFpa1BOHzWZSjHVaD0DsXJPjgY5vov+GCt3hM5lUXkb4p2g554qx8Vjk6zrDG3kKJIy3cBHmDvkk8yv0ZyIuZLnlnwWalO8GulnaN/LJmVSpwsvf8Ta7hFksLzO1DhIZ5+ERkvdjng5Slv7n8GZwzDz4Z6l8+ve1zLW0TXpGmEsYhi27FPayLikyCZdOX2GtEkHtdSVaW5S+Zie/eoMne1hm24PbAQTwDch6lSK9seH1/86gFcBQCmVA3gawPEQHYRzbq2U+hkAf1Qp9R865+izbwPwRwH8DJUoUcpjaZyLcS7DZ38EwLecczfF6x8F8DMAvg7gD79FqZPvqDmlOfpBHmfywKS48vQQIc+9fz+QxJzlhabrAGNjh/LnzopgySa9etI4zNGwl40o9yPiocG42KsZTqorrBD4/oRIzqg4OCx2dsaJ5pR/QTBiUkBlgXCjPOQFKuS/UJPjmNkGK33CTGlT0Qt6Rg2L2s1QDs/Jz4ygzPLYW+9ZJw+/hGMRwyH1XbKYpWNMOamlMZgJMhPqF0HOOpf5GmJC8Zb14JD83SPkHGSqYwhTrkKdLf9mGIfS1lE5DfKWTtUnTCFA8r6F2gev6SDkZYkKOQZaWY7qSc8jfZ7WD3tuCdaqPFxq4Y6he3+v0tVoJopCpxEZCWkC4lxWJssSxlJkRJgQdZKQwdRDmg85vkQ4A+WVTcL3T+0D//2Qj0PfbUyIGEB8X6OPvOVNVqGAV8LU4Awpuhq7fFx/MM2/pFbbGVY6eKGpoH2TVaCPa9cPxn2FWbuG6eK0+EhhZfKlaUgbwcTp9apfo+g8s2dtln5vKU8yFeWmSseTKrh+GxDIPCiSJOeS1peMAMr9WasFKoQ8S8rV1sO9JXqAn1HHOc5AjMpIHTlTRh3ByoGwRnlcIobFflTrEpig9ydDQQVWcdrzMtojaxlL+Z5GD2SelEWoISijOFaZEeSVHUmC6EmeKak8jiIfCIaElIlT5x9FmFq9nEQC0HenGslSknt0PssoiZRvUxGuqUZpBvK5pKOHZY7xUkGeYdp2k3A/2QeG2+pwPknSwLS/lIcm0SKAYCQd5qU3A6dCHqddpM2jPYpRVIv6RcZYk4WawFYZziWc0lGozZpTWJ3htDiH3DUB7k8G5vDcad+sio2ayGAeEAPEoE9yndb4Xg9OLJHneL8m91FmG5TGwDJVSBiPVI+S70koP+1zQqrQXtpg5e8h6tnK76ZrMhAZCbkrDVrxWgqD5884zz+xx4wd7tF7aNAMpxmdhXJtURrKVEtzK6eIKac+mz4rBWMaU0V1yVl2yai7ip8/pAI8NDC/k/bAGpjOuWP42pJRU0q9d/jz/+uc+/rw92MAvgzgRwH8efHx/wWAHwbwi0qp/9Pw2r8LoB/eo/YMgJ9XSv3XAL4KYA3gOQD/NnyZkn9L3P8JAP8IPo/zRwH8awmz7Q3n3D/5Dh+Xm0UipIdLpzASuSGnmLKoeZZLjCCb6fVJcNjB09W4MhIA2vVssMjD86yIFnnfM+UTyxtXhjwbGyAgpNDsMQvKjRBoktSnR8hpm+kdGxCd8pAsqkcZ1TeiQ8r13sgQnsqzCBHIkPF9GdcrjJjYNLCz3hjl/DGI/KF+grwGgf3ROo0NVqjMlseUGs+5NrDOH+LajKOI8hl9TTlpdITPSSVC1gqjMWtVEXInhdKYKi2k2MgaUlTjVNa60irAU86KxgNBiZ+CqgAhYgEAtpiOhNJzRc4NgPPSiHVOQowz2yAzwbD7dhpBmkiZJ4bPThfos5LHgxqth6l6Xek80qHr8597QFXRQS33u5xjagT1TPP0pHEYyQwzRBkANMUKMxHBTJuGDbBcp5mICgB2ruL3PTy2g7Y9R9Apd5IiPzRO1ChSLSNHUt6lJCpRLiJFHfsmyqm7H7wzbRSRJSeFz5ULhp0ksbBJbh7BI1nxQ49qgDie4hBFwpg6FSkh5U6S7UwhR+S8N7ZApluunychgzTmgHesybGwioi6LMtOajKPW8q9lERK7t+UZVFGOWjvN64MhrkKMEWrPHxyCq4PBPIcec5oeDI4bcYs3jICPeUQlbU8OaIvjDr/fClcPjg8ZT5Zrhp2plhl0A5yIHUGpwQxwLTxRQqtzG+z0BFpHEdpbYD7WnhW3HlzzO+zsy15fl6jg5FE+1OOWyb6KiGL3Hc+m4NRbmFG/AAAIqbxyKhLnARnnWfE/lpp4Nidj5x00qHh7z/3z646LlW2y5dRqSN5bfk3QTXPkhcdcjYgU+SQlL98xin/7MK+i9bcvDn2qRpZD+Re9yFHlDRSJRHcWWud++gyLrPlHcRFpGNYJAy8QCQv6PryLE4hs2GPx4yv8vkZqjzhwMoQiBJJr5MGCJ0DUh+T8FbuN3popSHlDfVLpolF+gA5CJSHqsu6sLLsTBiP+Hz+tg1LrQHzXTarHtbBfDCbc+6rSqnfB+A/A/C/Hl7+ZQB/0zn3VfHRV+FzKX8IwJ+EZ6C9AeBnAfznCYPtUwCoovj/buK2/xzAb9nABMYbFxgfSmQcys0noxwS2iOL3qaKS46G4WSA36gbrMBRR5E0n0bUfHmRGPIzEgbOG2Kdytl7RLUTqZ90X3lgSbhnp3JmCAUEGQFig0iOS9ovwB/2tV6OvLTUZ1KkKJonBZRUNPy4hgT/TgWhSfkOGj3nAsk6aFTHSrLSAj5ZnsmDhnuzojXBKAhglFtmVSjYTHlQb+WZT41B+axAIIvQJo48dC5jhwF9J1UUUqFOzyb7O5XTQ7+lA4TarB1qgarYiEjXdPq85AXfuQomD3uhxA6ZMuwFlutRjgEQSEt6GFbSFu4YtfHFyikXUSpadECGnCPLa0jeh6jk5T6Xh3sEFyZFRIXcTqKOp/tRJA8IUUGp/NLfVht0IAjxPJpjGSFhyn4VSBYaW4CpKpTFveYAq+xeVK6B53Mo7WKVgdMmYo/tYSKFpLR1VFBeRqRSOaOViSID0sM+JUdlI+ULQHC0DREUawPLqFUmYlj18xbkgXRUUZkNGrvOZaiU8JyL6GtQgvQAIfPzVqLmHFAi6GLH1eAwyNBh5yp28tSYRzIyfXapdNH66Yd1H5yMQ41fhNJQVpmoTh7JJroPGSXQXubIWs1ynGm913qJRT84ePo4R40QODLKQ4iOWPGOyYVoLctSH9LpJh0Ae1Wx0UbRKyr3QzKTxoNLD6VOxsEpmOkGuuuCnEbOe4ueJxues9MFl8CaMnLi/R2UdKr5S+u9NkvkOkbg7FWFLIuNuynZCQz5pwmKiByOcsxIbrdqmmdB5jDLZ2ryKqqTKw0rGlOq6U1jSaVhyCEL+LM40w3LjZneYWdnETJFOsepDJiM+lJKDF3PKF8Pm/K5vXOtQTZBYDV+VsPOeroe9T9lO6f8eW360R7kcdcZO1p6bQbEECLHb6Zadp6nxpp0yEFhSOvxpatyeAdl48o4F1rIGenoovQjgvxrN52mFI9Jz/uV+yU+T4Rt6blMLLK1m0cIIKmHpOtt5CxUsbON5qhzGecva9ePHCz0eq6aaC6B2EFHTgeZIxoCMA9yVuGD177nDEzn3N8B8HeS176FSXEKOOc+D+APv8U1bwP4n36b9/+Fs+713Wo2WujxZksTxyV8TyPUCeNrIUShUngSX1MIfACilMKYgIK+L1+bIgpIPWxUaoWuR3A0vuagLFAeJR+2yo5gVFIA0fdk4j+9R2U3JGMek1BIhU14x8+CaaRkDxGkTSiqEYMqDDNG5q2PUJ7m5yIYGnlbydikAufkxZNGpoTzpO8DQUgb1UfzSWvgLMhX+p5Gz4qmzHlMvdB7zNCboGjzexNe6/QzKUyJlBwyLKhRzhOyuK4rG33iekYYyZIx10ek2iG66w83ACh0gOYWah+R4khSEeq3ZGaWhjUp1fPmGNp2OKmuoBiMBDrozor0p8orKULA9HzpwYihcaNnougnKXeNigl+SAWKDmtapzqQUgBAJwiGqCQK9ZNIUcjIpGLrANBagzvZVcyKnc+7kagJkft1Ul3Bcn+X35PGMBnZqYyhMSfFV85BWq9Rlog4S1LzXh7IkEh20DpvTCglQOsP8DKlMdNU/0VfM1Rvly9xihXM4OCjtSSJrKYcWFxb8CyCIEzD9ol8impldrrAXleo+nUUTZaN4GbyWWQ90Kz3UGfJ2Jy7hhU3OUf3ky28l6iGnalYNtP36QwhhxbB771TIqxdf70+cr5oF+CfKRKFGq1FyZ4tZT0p2VYZdtqchTyw0NjbApk5BApxXjuNPnGaRZHLwekrI6nxOMUOPkpV0MpGc0AGMz0TcwuYsH7JaJ1ywL1Vk3oCjQkZrOl8Nc7vMQnBpvM2chwM+5DkApXXkq3TBRvJNP/UfPQw5Mh2yAAHjtpRk2vZIE6jSM92khtpykw0FvJcE2MPBKceGW183QE5RHWEeT/ZUKt3FC0TaQGy/7Tepsi0Yhirxd4V0WekU9PfZ5zvKdcRdHx2E+RVImIAMGMxMNTiHOQtrYFTHKK/jyHmkVa+bxS5JceAdKZQHyXPR+Tkc8GZT22PGacsyJbqJGkd0CnkFI1bGth42L799j1nYP5ubykePN2n6QFK3hbyGMkmvYxWjY1F9lai53p+1AfJAJhSmqfGqqTHl7mb9FkyIOQBNaWgpUZOWnqD7kGe8vhZYwEk+8tKIb3HAnccnQTiRHU20CeEmUxKz1SHym2ig4oIiMr9KbL9KfL9Ke5duBoJfTJOW5chRzfUGwzeUBozHkMEY0GywqZNw7JnE8CoDEaRzA9Dvajo+uDRbkzl8yoS795M1dHYyXmgeZLQOop8SAhx6uiQEfZUWRyx2MKwxzJai0MfKceCoVviep3z+bvS0cBzAQ2pxN/PY0nGq3UaRvWcy9ii8PUzVfJ8g1LANVvRR/cnCFIasaE5o8hSethqeAZkJtdwPRbqFKfukJ9FQjCnnAFWGRSoUdb3YPI57Oyc/4CCuMZgvA8QrEI3niFziITtuwyvNefxttWdwAgq9+EQyW+yCvfKa0x64lmb92HND/3Rtvc5rEKpk3BbuTZojCRECgioDhnJkhEmeh5ptHMEjeoBuz5iqaWog5xLcsYp26NotrDKYFWc4tSuBtm85+vLvZxCvKSiI58LCAQ9FFkrVINOFdG1MtvAOsORP4q+Fl2NTX4Yrbf7NatMxL4JeBindHrKuU1h9ym7JkOsSakc9gcrfIgVPmlkpxHRUURTzFl6zkn2dSAuLSMRG3HkzgZnjZGlf8L5kQ8Rfb7/sAe3doGVPgnXhUGf1C+lnNjUwGRUwYTMobWdpsNwtEnKZxUgr/QZZuN1/QjmmSJayLBLHTdpX6kvxGJMz1O7OSq1FeeVcGa7hvc1EBwjABgpQ+Rack4l/JLmQJayImcN5fue5QDfmENUynMXyD0tx0M6MyRaSs6LhcFMe9KneXOMzhTYmEN+Jv8ZPcmObI3hdIT17CLv/bMcioUK3AqS10D+blCiVM2ojrdEzEhDU+4pufbH97cRHwUx7FNL06gA4FDdxT1c4lx0qc/IPgcorY6ct3Zi/On66VokY16mjEjZI/kSzlrH0qCl4MbIoKczAW+RSqM1YMb3+W21h2VKHrbvVhvlJ7j48KDXSFnb5Us2UFISEQmXk3j3dKNJYzZlHeyF8Je1jFJDjpWWiYgBE12IqJIsIC6hJSSMs6F+YfCQxiS9kgEy7S8duCNDeOhfdCBFEBKpTIiIpBhT/zvOFe1chpU78s9mDD/nqTnvFejhQFfWQzKJbEheP1cdP480nqXBzpGDwRNOY0W0+1MHxNTYjIxzFx/mpJBp63Noex0MQzrop3IjqO+cz6LitSa/I9c1PVsKa5bGgfwOKdpUAFx6qfkgGHIBJVSTrkteZyBEIOO8q4kIEZK8jlyMmzDuAM9oKKNGBj0f0jR/tP6lsUMwHwl9p+faK/99Hr8hupOSS8m2UGve/2nZCH7WRLbQtel/eV1iuAWCQ4UcE1v4moObxuDufoVi1sRlZwR7I43ZKQ5hrR9rKruROx/dyFQw5sg5kMod2WeWUzCRM0Eqqin6gfuGREYMTa6pyq4j2C5HFwbEgobFXleYJ7D1UjVswNJepTmR8Cv5WxoGU0YAQeAMeo4Enprzo3kEfBSFxrK0PqUhlfGyUQRAKmUE+a7zRVQgXkLK3sq7P2XUyrXHTNBm2GNCHsgoi+cHKKIoCgDeByyThDOTfw+wYzlGMkdSGv5cascIIxShNALL6qRUxUzv+Lyjz5O8leWpUqP4rRrDGgfZ1KJA4YYor46hrTzmqSNKjgPAqSrp3iqGtRo5ashIU/Eelvl4bNiqToxBMDKlLMlsA6g5j4fsc2oQRDrQIMfk2S+RABlaUBRcNpqfDnlcFkbsr6n0HhrXXDXMGA8EXYtSWbK+Qalr1EPtVflMHhYczjGfW5qFOUnKlMjfIwNIXFfqUNIYkkaV1Humrpc6ZtLXKLoo8+yls13OTacLXwtVAzOz477Ic2OqrMuY5yJGLEROvyH6DYDTXmQeLO23s3hJaB1T373eG5zXHvLfcAksmYf8VvrVwzZu37um8e/SRh6S9NC53yFUqD2zUMq8PiBsMOmpk5ANSY+fbiCKpjSuRONK3sg9pr1BU9fQro+8U+l7sl+Ni5WfHI2HajrNghyIafCZlh+h8DBFylJiBflj0A/XD4yWEhJauY2H9U7UPppSlsggkxGYEjtvAOVz2EzU4pK5X8N9SWmhXLzw3vQ4k5B/K+VE5rYCoW5eWjph6tnIkbFq7mLRHjNRR3rI+ZIVmteHhVcYi94rKvJASwU+RTvosD8r35Q+K1tpPdwqhTixwqQzpsoP4zGOuAIxWYN/fTofkxSliDVWHu77UxwcvxKVYwAGGDqPT6xQyb5IxWlq7gliJ8lsUigcKezz5tgbNgjFsWl/0D4jcifa005EjqjN2jVm7RqVXbN80bAoOg8JnbVrFLrBpfkpZrnFzXWF036J27jCkUip/GZ9KAmUqQ6bbobazdHDYLm7g+X+bmDn7X30jdZSuj7IKIgiXGq83kjeRd8Viqmcj72uzoTMUWPHTyIfTqorWC+verKgAfp7P3ZJnj/0I5iWdt6ANIjHj+SmlDWyWLt0QAKIIOfaDbDHwcidarIOrpw/AAxz5eiVMMykPAqRVr9f0pyukcNAwCE5aqTiOo1yr+zsLFIk+brDnMoziqOiAh4LxCULqBxK1EdtojVCJapSBEDuGszaNZcimTSmnY6uI9vIsEEg06L1Jc91OjsaU3GUkfbHd9Ioqk+wW6t8rnxnikAidJ/zhdb/Aqfs6KDXJQJEkrrIyLg8ewGM9ITOBDlXuhpUkkc2ua7IqZ67JhgniM84GSmkiCDpC2c1NrzVnqPwNB8yenzW+FNUVX4uLV8EjMsVUb8sjBhFG41n9IzkwBT6HZVKqfq1v44L45NG7uR35fgCiIMXSiB8EsOUUQ/wet+8Oeaca9LTqLxcei2+PyzvYTledD85l1NBhlQPlv1L5ZAce8CfN3Q+MTKFzsy3OBMetnF7GMF8wJpxMQlA2tij7OIIyUzV2NoFMj0dwpdRHFmsHIjzRFLSHyDAt85i0pLestQDR/fKdKiNRUXv5fcZzqli1kIAk5EXzr0col9EBqRhz2Tuo5IaMkdEKnW1WsA6jYU7waxde+90XowinBQFTGGUVH5gow9QYsdKfGcKOGXQ5wPJh/YkSp3NRgYleX1JqaQDZ2S4J4qtLB7Oyi8CuU3aJNOunDOpqGf9QH4x0OKXtsZGHyBDy2uEx0+FQ4gjMgOJAkUlgJA7KqFrFB0kts7OFOxlPssLn/5NeYuk7BKJgzRqPGxQc+FzalSHM0PHRD8xFDooh3SwE8nPLl9Ghe51N0Qmuz0wwHMp4iXp1VOmY2YCHeYt9fjKSNmUYyFdH/6g9DU5beEVx8BIGLMyUyOSIlIy0lwx7Xpo7Udj0R+j6La+vAl8v87pI+QHHX7t5Wu4WayQaYty0eCie2O0lshwRAHccwfYu8LDZLsGSvfI8iGiJYuGC+912mgd+ZzRMcSY14l0oMgIS2KUyvEkxwdFdq0KRodU+DS8ot/pgbkbLZPopHNGBmHIf4qVTdoHpCgSo2b6/LIUUfhuB2gfQWLyFqoDyF57D2VM5QjJIipH0iMwlxLsnvbHXlXRvcew2KlSC4ErwOeeDUqfDtBheY0Q/Qt7G0DEjlmoKcdo7BSKxt56ZvMOOYwW5V0QZBfN16SxCMPzza+JyHUO7/AipEKLgvOWM9Xx+kqj07SGPbmeHtXNlWkV1CSxEc0BXTNNbaF7TNVQpv9JFssxkCijKAVmWAtFV6NsTlFkNe6V1/x3neayFLK/fJ4hlMaQ80WGV9rYOax8aaDIIZOgpqai/nSNmBE3QP/JSSnnYqqxoaeCMUcoGf9cMeOrzFUsBIkR6W+RM0eckWlf6X25rsnBQusqgmxTFHiQn9r2KHUdnadyX0zpGIykUMbnRqr4vIhSDYa+yueJx20wbFU/1i9dDGumtZHyj0iSNClbpCxI54ci6dEeU9P6depkoL0b9RUPY3LfSXtoYD5gLfUgRUqHC6Ql9JtyXzy9uCR2iYlwJKRJXo+Y/Oh/ADFkA8GTWqh9IOEZjECCEqWHFgksVpKoplqS1yOfr9ANY/IlIyKQCDPxmoTlyOcCAgsh3T+zDWBjw5MMdn+NFg1K7HUVDGI+CINAS42TTHVRvhTBdCjXoTEV1sur8diTsqaCV1KWAqB1kNbxu19+Dj1rerBSqRILX/g4VwNs5QwjZa88RDFrtlCuh60yJibgSEly2KVeeYbQDBAuqfjIfpOyIplXtRPkBkkf00jllMFpVM8wS8ngy0qRUOSIYMGTWo0ZI4Gg2BHU1AiFdtausck822iTzaOjM4V4ecKMQHYi+wwggnVJ+BMQly+Q1w4K9xjeBHhjg547JX0AECmxrSpwXFxGNdRX3SvPUpqOcw4/V8r2cNrX5SMIaWYaaH0Nm8bgcGZx/fQy9IHF5frlqH/e4eP7lgtW6X25CoYxGWUTbH/yOum43a8YPDltqJHyMaVwpHKYyHOAsxUNgi7P90cAKMcqhuuTATxr1yibUzhtcFJdCRGJ4Znp+ak+ICw8qVZSNkIacbRPO1NEhsdZe51IbKRTRaYsAGDm78quOcqVymYJUZb5UxTJTNMLpPzokKM3SY0/+P3A7LqizAvlf0/l6I9SHDD93MS2LZt0IAZ5O14XFMGSBDONqTBvfKTmtLgQlN9BoQXA0ewpB07q4JCQXPldek75m4xMqwzXLyYjpVYLz5Rtm3gNCiOMzsfOFDG8nJ0RxaiECRun8N8rqP6oNIAGZ1pAUMT55ik5jnQ6MmRamZH8oedhx7YKzO5yraVNu0Bck6EdMSJP5kC6cE74Z/E5kXJ+rTLBIYoQvaW1JKGeU4YcEM4edmAKJ0QajR19T7DYAkOakw6Rv2yQ18See+aZehYhmpwLkU9MLd2HZPBKlILc26XasYOJxmqPGee8k46Zpk0B4HGmcZXGKuWGyjzdSE6rEMWUsiKMpeH6qbJ9Oznr4cMGyL7LZpV+WKbkYfsutykjMz2YUvISmacoIaVMuz6Bf5f34t/KonGhGLlMppfCqVVFlGclW4sCCxty0VjRn4hgspGIQMudehrPusfIe484J/F+iiMJMdoEUumQTG9k9MrEeM6hEtTie11FQpNhrDCAGcoxEBV+2iep9CfGh1QGqn6NxlR8dMncIwmlkxETJtAYFEYPaYzLJqRR41m7hu4bOG3YELDKeKiNMlxkWq4pmeMmPZJTc8BKrIrzLNMxkN5z/3o44OQzynmUB2I0xq5HhU30Ot2H66s5zQcd3S/KZ1Ye4jPDmq953t5CbZawucGKDmB7hpKDmHxpUd8BAOyLFdp87LkPTqI+GhN5WO4xi1ka+wZlcwpte+zL1aRzQuZSpkYnHeKeRMlw0fusb7BQJxFENx1nqwyuHra4fjOHOe9n5Mt3HgEuAhf3r/t7DtFMouo/lx/jzd1FlKUvkF6oYMixcQW/Jw0CeRQ5h6hcUjDg4giWjNDcr0l0CLXUWUXjnyrHFOWmHE3A51zL3EHy7o+cKjYYvlPpBJ0pAupE7HOZqyujFyS7yPGXQvHomZh4KHHa0bWJwZSUP464IxDCvVVxeVLq089TmQXJKrrHLDrDJNOjLEnF14ZHZxgVj4eUJ5xzJZyz9J40wOn7VGoEEDVsB5ktIZ2Z6lix7pXB4f4WTLeH03Geu3SAymcjOc3MooKEjj8zkZ4hx0WuJ3I2ExqD8rO9sm9A5STk89PYsNycKC8Ujc8ZTbseu2IVI4aGUjqcFsAIjJ7/D1Hj4MCj5wHAKBHaUzSHUtYD0iA3o7NEpl/wXh7O8al8bHpNfl7CKiU6YiqaR+taGnw0RlZ5A4aQOmSQy7VFaTpGjcc7gh4nJDRpPygPlSLZxGoOgNFCBWomJpLflfrDWeeyFuOXoY2j4MIAZ8e0kIO01xj6q8L8R+kAE7VjOyU4HjAEBQanipQt8Vk3ZtFP54bW3F5V4/zuh+233B4amA9YS6MeU3+TEiQhn9RC8djQ5IYHwAqj9EgBQaDnukEz5OqR8M9UFwkbihqQ8JJ9B4IBQPs8gkC4cIBAB3gnQTFSjyGQFIgXrzOMCxqV20xGtawyUR4S9XXqMCHvmVWGIbNcA3DiQJIU2vzc0EnieUwq1LpM1M/yBgdFPae8neRUkK9RXT4JSUnpvGUUh73dykdnU2WGFHe6f95ska3vwc4WaMsVf67ovDK/wAk2+iAu1zJEk+heKQumPJRko5pUU84Km8y7fJ3IfbTz9UWlp5Oa9NjK8QSAXlcceSV49Yhka+JQ6pBz3bWq94YmEaicHr4N8+1tvp/8HV1vOGCL+siP9/4UWAHH+SXec3KcQh5OrPwCkjwk5F/m+1Mo26PPCrTFhWg9UuQlRJeszzkZ1tkGq+F6Q54PRVp6H+mgsghOyA6CcAJApi16CxxvDcrcYd8qfBmP4AcObg+KwzA3w/qo7BpGXfAw2QGWLmGqck4z26BIHEfa9cwUTc8zlecqo1JkOEhlJUVypGyU9J6EEcq5ATypDgDsilXkVMvQoDUFGleimlinXk7FjiW570mgp4iGuA9CgRwM8w4F1+MlxwRBbpEFqBxdI5VnJKc65ICOHR40HwDQDiUZZBktGYmRdXbp+3JPF33NJZ04MkUKvgoRPTLsCUqeqXgvTDlQZbRJsqmGcff/l67GXlWR3GTjQtYYHRwMPGaJ3Cr6Gq3x52c/jG+GNnJSTMmkvari1BDErKk9Qr4nAOyLakJeWYbBd8hRqCTfjtAsIqoka2OSI0kikuR5LYmB0kaGAzurVOCUkOXGKOomn03+putngmRLOtVSGHN49jCnHP0b1s4eM7RUc5HWJPponQLTRGC0fmkNTqEjwj4ISJ2zHNydLhimqWFRYYOirWG1r73buJL1K7m+Iuc2OURFpD5d+/I10sWksQfEea9TTigZZadyX7J2rhyL1DCUc1Z0dRTRlPNFfdxjNnIepC1dIwZ9hAyYGu+zGGElOaAkGZOkRN/rTSn1NgB/G8C/CuARADcA/HMA/xvn3Nd+p+//0MB8wJpTOjp0Rl7NwQi02nDeCm2OWi+hVR+UCzPOZ+iQe8iTjfNyAL/xZvU9lNkp6vnT/B3rNHLVxDBG06PWSzbQplqtl1E9PBkV9MI1VlLYyFNjQ0PWS0pzFSihvOjqyXpvFKG7X0sNUxL+HTJQLpO8Dglao0ICuswJoUM0bd1gXPbWQJvx++TpT6GA9FqfUKvLNvY2xgq1hi++XJvlmVEdUnTr2TnksyOoroWy8YHOB0bujXDpeY6ijcPhnUYB01wHeQjy+kgM+/i5QtkNqnVI7MZT0ae0mDMp/l1xRpHoBPIj1xv1ddF6ONwuX/K1M+sjAM3sAKbbn7ketThQbVZw3mbZnKLKKmYilGMDeGUgXaNpn2mO1ABhLeojoHqEPeUSjZDZho09khk290pBbWcodRMMeB1yWll50uH4qHZHrJTe2z6DIgdONw5YKFgLbPY6QjJMteP9Aig98+oCp5g3xxx1ojEG4sgGy8qB8TgokYGRlxrXDSQWQrGGGDYlxjSF/9Nr5JyTxd1pPKXTZ2ruM9WxEtVkFfJmy/OmYSP5SFEpACwL0jNBKp1pDha15f4uR09GjkrbQw/9TJ1ame7Ycaddz8azjBTRfO6LKjpHUgMKiOGzslnlywqRszFtpOBTtHIqXWJSsWQlXUfP7fMj+9FnZWQFEMb8YNjy8yXGMjWnA7FYbgY4/CD7UpZriRrh14TxQvBNeh0IDkT6fOk8aymlVwRHnuX/0+h0Cr+k31TOiQxN70zaozMlr2PaB9IR2aLw6RS9z7UfRbMG/SCqp4iA8pFOM+I1mIreSWOJ1q3cXzJiODrL2QgLtaylkSFlADVpHNHY0ViyYwo2OKpVmENyBqTssCP9wvVBr3I9YAFjUqI3zY4FAJMwVkJspIguCanuh5xqGUnksUv1hmTP0j3JgSzz+OX6kvufHCuANzJSPYb7KNYKOY9S+TalB6f/x6R7wQmm4Z3PU21q3vkaQl+Rzruz0HQPYlNKXQTwawAKAP9XAN8E8E4AfxXAH1FKvc859+rvZB8eZqw+YG2qhARtJoKmkWEolS8ATC4gW6sKZreLWGB17E0CwqY13Z7LBgCD93EQ6sSOKWtVMWEHYqMizaFLPWSkGNJ7aYTprBZBBYfGB6NUQm3wUALe4GV2SkGIc7/Wumw0J+zFVxYtCn/IqwCvy13D5D3d8P00Z1E+C8ElDcYMhXJcGAo0zDtB6ojFNW3RtUjYqw5bu8ApDqP6ltxv62sb3suuoC8quCz3h7nxhg8ZVFm/Z086MSQSlE1GDAwCa6WMQpOxluZd0fNWaguCC0WMcNCCyTSMiYx4ReMr5j/1oBJzJDXaHyV2keJO8Mc9ZiOCglm75twr7XoRXVhF96cfGYHP0OLmuWfR59UARfbfJ7ZKIDAJ0v+zdo35/sjDnLua+0+KUw+vLPZ5xczFufNszIVuQDTu1DcaB78XQ7Sh6QONPj1XGlliJsRB8cz3Hpb7zKW7PD6ZcQCA9VZ5Uhja98l8907hjeMZjvcLvFFfiI1ngT6Q8o72vFUBicHwtWGNMOuuuF4KQ5UOGyIhkUXfp5p2PUevR++hZ/kz9R71qdMF2mKOPvP3lEabhAZH+Xyuj9YTKZ8ldj7yMXx2ly8Hg37rCafgnQiz1kPspXJOa5bucdbzEhtkGsUBvMMlVfpInsjnSPcBNY5+C8i+3KsUqYiMyjNkquyzl6k2WrdE6DJ1/pFSKnMlqRGrbWq0AcNeMKUn/TJnOzNjwyfIchldH31nGHFic6bPFl2NEjsfKWVHRJxLK+HMU00amel4UH/pnpNGPHTMaTBhcNAzTJ218owighbiB5A/lFstETu0ViK5KmSTVSZ6dinXR8+APHJ+WpiIp4Ac2amBIc+D2s1H15OfS41Mvn8yrqWrg0PiDIOGdpJGz4zDU2R+4RmH80tXrDtMOd2lXL5f8/LVsHErP5/ZwOJLtcDlOKbnfjomkthwzPw93u8p/0M6x/I85eskuqjso4VmfSJ3zaST+8ymNWCy7+7Pb70O5p8AcA3An3fO/UfOub/rnPtbAP4CgHMA/thv9cLfbntoYD5grUM2OnSkZ0hCfKRHOzooRR4YeT0z26BS25ATkQhwq4b8oWIOp7PYIwQbl3oQhz4AFN0W5f6U88mCEh0OFauDZ18qXlOHm3w2MmhLV8OKg4SElPwOjRvlkMmxI0NHHl4pHDW9v4VGPuSh1nrJ/Zee4tLVzBgrS2JQ+RTAR4MaV4SoHLHSujj/T8Jo07Hmfg0KQ6qkSXZROkBy14yMTw8r6/g78gBOHRY3zz2Lvqg8zHIoPkzGNEWvDtvbfF0/96QmmOiQIOIY+Vk5z2l0Rrve11lEGxmX1G+aU7reWY4CqwwrupTz2WQVK4GlrXkMKrXFYXubKf+NUCikctE4r0habVB0W+TtNoK/kaFGBFeL9hiL9tjDrxGcCfRz9/BJ7Kvz6LOCDzUZfea/5VoY7hHDDodcFl1gO7+EPp+jz+deyR8MWmLco7FIyZ6yvkHlNphlDfY2vJe3W8zqe5hvbwfHgg7EN6HWa4dLuInf99Sr2NYOXe/d3+uNxUsnj3Dfqf9kTM1Mh1XV4+ZpCaMcjuy5KDosIXs0f1R2gpQmXjuDMQL4PbbHDK0q2KijuZVNKj6p4iWdUhFU3SYlEUiOyH1ppx0f0unRZPNIudW2Q9b7CDgpOPIa8p6lrbHc3cG8OfbyHblXxHUV6sUJFt7MBoglOQypH7QmpBxIC7cDGEWp+HUBj+XXBsilL5fjFbWqX0fyceq8SyMZdF85dv4aoaQB7WM5VkVf+7q0FOUeDF7Kv0xlPzmsojNI5NtOkQb18Gdnk1VB/g7yMur/4IilKCpFndjRI2Rd6oySrcmqOAIF68uIIa7nmxqzfL4kZx3J6b2usMkP+f3d4CTja4gxIkciyRK6lmTUpu/0MGw0UTqLdTpaR1PPKeULOdno+sSOyuinCccsjTHNg9xjcr2V2PHayl3D52Z6TdIhaM1Ro8ggyZwMbcQS7fue1HpUhuHY3jkR5Bn90P2AuJyUbGY4z+lnyhDya9qPAzmhcuf3pCyLIhvJ1FS28fMNjOhk3NJzSKcl9X2vvEOLCHSW+7uYN8fx2ZWsVfmaNHr5PBaGae582galbpCelI4BXWNqHKlNzRWA78zIfHDawfD7jeT114ffW/wOt4cQ2Qew9TA+QVvFikVqbNDvesh/AUIOIYBIKaPPcvH14YDaYwboENHbFSsURGc9QD3ZIHGiHpE2XPvK6gyZ3UbeCtqQjStRqjEsTkYu6dqph2/0vCqOXhqMP0sHASn3pPDRZ3M0PtdFhbwGCb8d9RM2Ij0KhlToW9HX0PqMCBo0StVETI2Z6nCnOweDoWC99VGpzpTYFoewSp8JgyUFiJQJWTh4ryqUmBjr1CBTFgX2EVlE6WousUBe2Q45bp57lq9fDQx8TVbB2lA+olJbMYYxI26tFpzzJ6EmU40Vd3F4lM7nptD4U//lQUNwnKn9If9myIsKBEdAYNIk5TPrGmSqwbY4jHKiKNeucQX2agate3Sm5LykVhUw3d4z9gERhF3bDkW3hS69IsdK8rBfm6yKovAdMhQqwJqJCdjnwYzXBP0mxW+fX0LZnIZxFYqdVjbsByfy5kyAP+dZh+N2ibpcoNJAn5Uw3R7K9cjbLcPdac72xYrXw6xdQ2c93vOOa/jmGwqzUuHaZYXPv2Twfe81MF2DPouNgXPFMbZFgTfuVgBK3NsWsOc0HlUD++xw7QI1E6JQvw3i/DWDnvPPovlTiTwUa5GMR4pQkQyhz3NNOdRYlxfYSCu6OjKEAXiCnARyGNhnTeRxJ5gvzUdjKszg82eLbuvXkCBFs8rnV1ptsDGHKLral3axPWbKoM9j5x+VhaE+jJw6tvPQxoElVI5rrea8L+j7tIeIkZLz+XUsx3nMRZkZkjeL7R1k5QqnxQUudUL7QO57gr8D0/Ba7QIrKO1hCenLbINZcwqrMy7BIxs9Z8oPQPlxsnwJs5sn99fOGwHk1GRIOUIB+EzF3ym6GnXh14zMHZsyYiX0c4rhMrMNtJ6hsQUKNTaK6B69ODNkXwAPcy1RjxV+G1IA0iZlCZFb0f3oeuGzsQFP9WFlH2UaR+pQk8ZAofboVMHzRNeUz0PfCeOpQ33x4T6sY5HzZpgjQmI1WXXmWUV9JL6FHga+LFBM7iMNxbR/dB3aE7UJ4zxi7lbheXQ6RwBDtuUz0//siMKOy4x0yKN0C5LhMqiQrgVyFEiY7V5XTAQmHRdSvniysAKdOueJjLSX4dFn6J6qj+YnTRGiMYv+F2c7wbC16z2Xx6CTyDGRn2VG6+Q+0vElx/J+usv/H1qulPrgxOtvOOdSA5Lazw2//89KqX8fwLfgIbL/BYCvAfj4d72XSXtoYD6ATeLO5WFNG5wORfbGDuQEBP3qdAGbn53HSdei1qJgYW2VATIwAQ/gvdhksFGzyoTabFmFAiehkHWSJ1DrZTg8lPEGbd8gb7dDmYOQKyqfi+7DglQenomwk+VP5He81yt48IFAJkPerLNIA2TO2sgDCc1Rw+h1JSBHg0FSqL333FP5B11xHqbVOjIstPM03nL+ozptw/jej2SCGilvZ5bfIGUOcW5fhpZzSloU2NkZ5nrD3r0NVijMHrluRnNDfSGmPJ312GCFzmWY6Z28/Wie6BCTJC5Z32DhjpGbiuv2ybwd2c46BOQcTTklpmqFUuQ1JSrK0XjDErkf3ywckpSXaYdcLCJsmOOYr1t0dSBXGbzYORrUZolqYKZlxVBEiUjBJeM+bXxgqxAdOV48EuBtQiEssYsOd6qZ6fs+RKbdXdzoz2HTzwED2NLgsNsz3DI9+Jusgp2HGrtZ3+A9h9/CF7/xDly94HB+3uLLLwJf7Z7D+7LPRv2WrSod1rVGkTvcrRdYLC/5iGo/QHTdQMCll+i1EVCyWKHK0EZRKrmfJAwO8E6QhaiNRuU40nJGgI8uLvd3sS0O2dAbzYWQ0eTIkI4gureU4+ysGyKa5BxgMrZvQ9mi75Bxa5XPu8xMgPtKR4acb9noWRc4RY2QD0zpFvQNcjhOjQEZekRoEgzaEI1etMccoRrV0BwMNzlfZxmZVF5Kso/3GJOFpA4DYjSX8hWIy66k5wGAqAaiNALo8z0M4IAeGlSZL+3zqr2Le9mVyBhudRHVu5WfjyJIw/nIOciIC87L/jNpky6YnCUdRz6XkeSyDc/W6cLLEUEoKMnpDHqO2mbo+HpyvbYoGGINAzYGpuDS9Hmt+ghuSa83rvQl05JzT54lskUlzMT+k8iA0Zgkus7IcTLMKZ3D94MhF30dGZB8/URP4lQcHdfilZ9NjVdyTgUHvImul5IE0f8kd9LzMJUx8kw1CCkgxOjtuxvXnKTgCD/r4HQmuOxMBch1hPDI/LPTWLaqmMzHlX2N9BbVTn6WjEypL/Y6rDtyEKTPTc88JXfObEoDE/Lwt9WUAoDLAD498e7/EsDfmfqac+7XlVJ/BcD/FsAvi7d+EcAfdM6dfHc7Om4PDcwHrGkEj/GUUpQamVKxtCpEFWuzxKILCi8V5I4ECoJ3FiICwCxnBC9RwUis+jXTmcsDGwhRhlHy93Bf6QnP+gbl5o6nde8a3Fy9wwuyqSR24UmS/ebru/iApCLlspHCQUoOXzsfj23Re9heX5oz8y8BovEPh2lK+NJrA600f2fWrmG6PbJihd5dgXYKFjqKBqXPNRWJkyRIEs4F4YmfKvMiob1yXNMxq3qf36dth12xwimWfKgDiLzPsr5l1NcBvmStwUKf4lQdMnx2iiVVNlrzFK3R/cBgJ2pBWrEP/DMFWJ0cy3RMI08wKXcEHYVXyOkQzfomijyRQkLftYj34KzzCn6flRwxub0/RDHbY9Xc5f5Ejh8d8nhOzflg/CkbIj9K1M+USo5wOqSKAQBs3BJtXvCYE9uelC9pnqC2HTuALszWeO30HK7MDZaZRlZdxHx/xEZJ2hfp2AL8unrqMf9+mXV473NzfOprDs+9e86ESNJB0Ts/IfUeKHL/nXvNAXRhUajYCSKdQinciSBgI4NsGKdelBPS8OyWe115z/4w/kAoA0GGjlfmA7w3JfGR8Ft5bypfJEk3IkKewejKet/nJqvQ5nP+PpFFkXJP+5TyHiMmcCfKnwykOcTgSAYJ9Vsqd6mzh4yYStTj5DG0Y5kk14GMZEEBUAgQ+SEaDgSDuM3nQL4cOfvo+hKyPBUNIpggEJ8Ne10hy8YRbIoi0jxSS0nx6FkMelRqy7KD4lTS0F60x2gEQVeALI73rbYdym6PlSlQK0/MR4o0QdglQZwcz1z5qGzWbNFnJe4uHodGXJtRyjia18w2gJpHRvjUeUNOY9330X0LffZ8TCntgCgRAj0q0UK1EPkZoXnupSyX32FHGXT0Pu13KVtlbdwU0t0Pe1E6smuz8H3Pl6OaofRbPg/1U+oknctQqUCulKtAimjM/Q0lmZe4cUsUqomiwLIkXWpIS/lPgYLgRNORgSTZwjtdePbmweHk0VNj1NhUC/cLKSRENEZGGUXMyfDbuTHpWXQtkl3KI1KsWMdSV0jlq2x7zKDVOGUm3bOlraNUqjTaSc+U9vNfIMnPLQA/MvH6WdFL+b1PA/jHAL4O4H0A/gaAf6CU+kPOuc13tZdJe2hgfg80udF7TLORAT7JPBPGB8GXAC9Yar2chCkSZTh74ZTPBeV7OA2rNCtagFdOagGfcTpjRccIIZMN9O5k+FKfAUB1LZABpt2ismts9MHomdL/maABQbhG9bsGpUlGnhguRtFRxArdXs2iqFjWe0jjqrkbimYPtQsJVkPjJudoKtIg6eXT6M+tzQKzwwYbtcK+qCZr4EnhKw+Us4zRqYgvH9iJ0OUD0xiGrchIjRqISnoYrO0CyyxApkPeyTQxBBlqRTeUHygMTu0BCk3MjMN3BFMfMMBXhOCXkWny7EdwuDOaVJL3Oi4MT4ehzHGSY09RHjrwrDJxhB+hJimxGXpFP4MePrPc3cG2PIdVUePG/jKawhvodDgyHHdgcqVn8QekHeUyUcRgyksv14h3NIAjOjs3Qw+NhZ5Ot+Dr6YzXpxWwSqMcXjtZ4u3nemRmia7ySkka7SdYnDTstevx/iuv45e++TiuHQBPXjjFazeW2OSHTJBD85u7Bo/Nb+NLLz8GwGFRWtzZzND2ChevHPlIlyTsGMrCcN4dYsWKGkVUyfmTjmmOhqMzG3PolWmEeo8U9SlRRyzY2gVWVVKAUkOfxoAiyme1uFRUh6xvRpFGinyTYhgpx7NzqHZH3C/JBNrpAbatg2HJ0NDBwM9bn0PfZ4GoxqpBPqrwnDx+WvzN/fbrLjX46bnJQUlOIW/ghbEsuhqZFnnM0knECr2NZauLHUz+s7Gck9BdCeU13R7l5g5mAE7OP8mfkY1y/5i9VaxtgtrT9+gZ2ryIFG3aK7XykeTMNjBdg7w+8s7G+aXJyCAZZXRtkoktCpiuge79T7fIAzOqiDTRWADAjNbRfbQ9ys21yqAb8tRpzFb93RE8l/gMCMpI96Vnp3PXoPfkNypeL2edHTy3GCCOOsjLTgdnGRAb0pLhfpcvOVrHEWEhN1kGi/1Vmh3YzBvOC/kZK9AS3vgZl7OyghuBxiA6v0STa4d+03qm/EY9RPVTln2+p3gmOY5k2MnIITCQvQ3OJjLiCtSMXpGIHbp+KuN14gxnZzXi2sBTRFjAUHd5cIpl1ss53QrCx2FYter5OWSK01l94+ujnZwfOe6pLsnvCaNcGpKp7vAvqLXOuc98J19QSv3rAH4CwAedc18YXv5vlVK/Dm9w/jsA/rPvbjfj9pDk5wFskkgCmI5kydcoN6ZS25DsLKIr0shsXFxjkgRRBl9Im2G2LsPeFih0g7neMFmG7JcZFDALg325Ys80F9UekuWnDIEmq9DND7iWHkWNZMQw60O0hZ6briubHJvOFNjlSz4spiIZ8rMEMZKCwyfcZ9EzcL3EgUQjxfVzn4e8q6xvRu9Ro/E7qTVub1eo7QynvScROivyRs/J3lQU7HUjAhP63l5XI0WLoLIyAkgMqZL4iAS91RnPzTyrse0KrLsFWpdFlP38zAnbW2abEXSOvPP3G5PMNhHJDeXbaedZLHM0KNSeDx5qBj1HGKWSa1W8BojEgRl+E5bg9LCmcae5lGQiZIQCCCQypoR2vkQIQaFP9iVu731Ec9aucbh+A4vtHcyaU55TUsY4x9MWOMUharXgeZZRAIoYyrEDQlQqUx12fYnTdo5d52HOOzvjcUkjUdScjp+/yjscbw3u1gvcac7hev0YrDKe7VawONI6bIf8qFm7ZsKg8yuL1npl7z1P9fjMzSf4+gQjBYDKbfDORzv0PWC0//nma8DOBqZGyoUk2TB14MvIthwv+o5EbnjDYOsNHngSkbRgPLEkdrpgghXtCHreTyo/0olAjRRyuZaY5GMg+miyeTS3cs8XXSj5JM8Iq3wObJ+Vw3PuWWlMx0A2uqe2PUy7Rbm5g/n6Bpa7O7AqLmtCz8oOPWIQHsZ1sbmB2RCR9J830ZpN9xmRmkj2WGL9pr6me/HMnDixP9PPpAzCsqmuhepa7gtdi/rfooj6PGvXWO7uYLm/y8qpdIYB4TxoXBmNuYyCp2VviN13kiFTMJPL85la5TaTzkP/DIkRpCw7RYPEmT5npv6X5752vYeSw0REMQSZTY2KHoZ1E3nOZTYQQJFs5vsihgZ7Iz/UzzQIJDj8vgswTmlwy2hni4CckOuvtDUbplJO8nMM5xxF4yV6yKDHTNXcJzpfa72MHDRnjbPc55XbYIFTdtJTS513qR4ojb6UEC/SBegsHFIzmmyOzpSTMjN1KrB+QWtZ6BS0RiOY7sBw3A/GfoaWHbLsOCCCLB0CBHQW6mSO07Gg5xmxzbrUARDyROX30rUqx4zaWfvke6D9zwC8KIxLAIBz7mcBnAL4od/pDjyMYD6AjfIPUhx+KmBok0ulRf6WrHoU1StUiCDJpPrSBghahgYbNUdvDWDAxuvGLXGKQ8zyQPZA0KRtcThEAys0ruCi9+QVI6879X+vKujVowz30TaU9SClhVpmPYlCZCyqUINrSomgWlVpowOeYGmkHJPCwF5TfYYyMwgfiqLRNeVvGnMquE2tz0rkzRba9bhQnuI1Pccrd0qUV/0YbtoSj85u+s+qQPKUHiLaeXILmnf5niTrIJgJR2apztSE95WifEXv88qs85GKzDY4b2/hrlrhtC2xAmC08CjLiKkbR1nlwU4HsI+0B8a7s4gLSHHqtV+fFPWg+oPRM7gQ5dduIP5RJlLIJTQxR8ORAglhI1ifhHpSk3tmKueGIkLVzkcnDve30JU5FkWJfZehcSUW8Eyrip4z815bua5pjR03S8yyBqVuMFNxhPmsRnnQORrMsxq3d4fQSuGoWWCR7ycVUWo+H7rkMbzWv4o2ewpAhXvbHJ0dolHVEjP46K28HEcThpxO0zXIigbPXriNT71yBU+uXsZLX/kq7m5K4PzreO6553CwWvnvDs/19MEbeGP5dmz2GkY7LBcaP/uFS/g33n/P52HaDhodG/JnNelgoDVKDiW5d1tVREQ4si+A3zNUcsDCQOse2aBoTeXJpUojMBCLYTZy8IzmTnk0AUfIBqhiuT+F7vfYV+f5HrVaALmQ7cJIytvt0Pc9MlOgzefRWUHbn6Jw+3KFajBIqXbqEsBJdcWzRrtA9EZOlZER0jUo7BF0eY5rVfJ5InIkW1Uggzcm98UqKOjdHlp3HDmTNUBpHmiMpLybN8fQtsN6djGCRdI+36sq1MUT3yNnqHxdNibGGc4j+ky5uQPd7JCvLuN4+QhqtUBtlijVUCd5YI+18A7ZXhs+K3tlfD6s6wd27jKgWnSHKttggxX3oVUFI5KkUdEWcxiaY9ugNothTcXpB1weazjvFvYEG30wKXcjFl9RZzYTLPR7XaGwMXqB0CBkGPaJfJLnK82HhWbOCNo3qZKf5kiSw6XEDlBE6jS8J2p7y/taoZ/QGJIBCYBJ2LosdsQT1NenZTQ8JvQd7Xqugy0lx6I9Hq2l0+IC5x5Su5/cko3OMXZoiWtMyZrYGWT5tzQ46bvEaEyM3Ly2RMqLvE/krNchUsuGnApoEZvH5WHISZOpjsdCK8/kzCRopCcJ1UQiQ6gvQFyjVOrCuWuiMjaSAd6Py9Avcd6yLNNj9MtUNPZ+56e/oAbMd9kYVWfglN+6XZu+nFLwI/07bv89NDAf0CaL18smNz4QK9ZkcMicCPJQ02cJxiaNkzhy5YVPVezQ9nmUs7FQA0kNZpA5RR1yJmAhgbPHDIXzBkEmoLVSCNZmCRRAQdFCNOiQoVUBpkYtLVTNCoQOlO3Si0VGgxTEU8QTY6E05LcmpEGelTIwr0KULEkZf602IN1TlkaRnrurzct4ZX4Rx+scdzY+QrPZazz66NB/EmTCaCJSChb6wgtIYysPncqtWVFLHQ/h8BHef3FISXi1tj1WRY0314fY6QzMRTA4FMgQnfJ8E7QqzZ0Kh2Bc7Dim36cIeRHlnVb9GhtzyM8DICJRIUVCwqZsIvS9N1xAY90w7mrIyxOwpMZUw4Ea8oRyeJZZSRAix1+5HnmzRVVsAJzH7XWBZbHEWi3wHG7DJQoH70PVg8Tyrs/QO4XeGGR5N2KVlt9P76+dj2LOswa7flrMy3WaHuL0+xHzGl6uVnjjtsJxmaMqHar8MhZFqP1JuXNSVhX1EcxuAzNb4PD8IZ64fIDP/Po38Df+wh/kz/z4x38SH3nhgzyPdMC/65ETfOZbB7h8zqEqga+/tMUnrj6Lf+XCZyJSGm17GDOmj58yLkmZ8sRXHrHhPfAGp8UFAKHm6R4zZKqNnDOcTyRkDBmO6f4ZRRTcEO0cjFoZFZNGKn1Xwra066H7PXTXIG+2wJDbq2GxxwyliqPaVhlkuSdQI4g7zXVEniH2fZNV0NV5lPU9vlbWbFEUNfZmNlJOR44XZRjtsKjvYFNdjD5L+YWyRJaUr1nfILc9LBARJ8loIK19YpalPVPW95BtT5DPT/HmuXdFyiTdk1hcGxMgzk1WoSrimrbUHymPGIqv/ZmkbA/VNcj2p9CLK5xLSGPfOM8mOhuY04m1k+Z5Yw4DC/LghKHnlRBbAGyAkfyhZ9sWh34twO+B8/0NAMBxcTmKcJZqh9p55wIp1SV2wTgQ15RwTnIikAHGTgy5boVhmEaGqFEenoT6ZmjQmGqEhorWk+jX1Psldt4xhJz1jRpzIEcsj+EjZnxG05wmOlWrCs5NlDqBhISme5pyPtPIII1LuT+F1QYLZXCcX4qNl8RekPqX5HQAQm1zkrFSZ5P5/+GZw7NPkRSm+5fg+PI1nmdhxMmUJNI9ADDp3lmQ1Ex1vCcAr5d1yKBhYbSAxgKcE5q2qTXQCp0gYoFGvE5lo2AKrQdgjIaTBm1a83aqbugD3r4C4EeUUj/onPsV8fofBbAA8Knf6Q48NDAfsBYd5hgrxelmk5shbblrsDGHKIeyIzKfoDZLPrQi4TIUGPfQJg/frIyPunFB+eKQo32AF16ZarFoj9GZArdxBa3L2Bcr83MAwZiHoVyEgBqyEiYMHPmcJIwW9pgPRDKieh0zmxH8k6LBIyNHeGG5RicCRba8d6l2EbRGq1ixJYFHCkEWEfH4o4EiuVS0/onVLdw4fhS7Nsz53fYCltkmzu9EIITha6qY5CZ9rnStRN5OFSLX9F4alZCF5pusgnEWvVNorcGRPYdSz7FAgMTJJg+KlKHRKhOMuYm1TmNo0DP5DTHXkgKhbY/cxNBrWbZFOllkS41ZIECzdwPJCBCYcKWx1qqCnRZSKWsF/KlV3jtKBC3aDkXKnca+Vbi1WUBrhwuHT7O3m5mXh/vkroFRPTLT4Qhz7LsM54pN8MaKz05Fj6VRU2GDLG9hc4Oj9hCbtkQ1MPmSM0mWkQDADiaaq1m7xvl5g2/tC+SZQtMqvHE8w6PXDlkpo2g6tXJ/Ct3F4//O6jq+nMeIAkkI0aJADg8rv1gc4fK5JZpO4R1XavR2iU9/fosP/cHLOGxujZxm3ikQIzhahJqX2WCclftT7Fch15nQFkSABAQFiAxCDR+t2NoFZnrHY05jtNezSPmXRq10cNT5YkTeQmOQGqVy7ZtuDzcYcGSISFlPEXdJIHRcXMZK3Q3z2Q3lUkwYc/7uYHgQwUe1vQ1lhawdppXKBMlcPOmM2i0uRTnmhDQwiuSpBZw3+FpdjGBvbTH3UUzXM8EMw4QTpAjdg5rqGmTbE1QHa4YjkjErIZWEnNDwjrr94iI/q7x27hpssIIs0dXDOwidNnBZAb3bYNauPZmXcAJmqvN1FQm5I+H30OhchgYF2qLgEiVynZS2BgSLqLY9ZnYdwWqtMjhePoJ541l4q+0RlA1zI2V/pjrUahkYXBGMIzq/6V60X2h/kazjNQ0bGenyLKT1So3OW0opyeDJiTpTDpHBlglZ5HMBwSkrDcEUWs4OLSrfhJwjxhKlQ/JFwoh9feuJOq4DtHxXrBh51KowT6N1ItJ/7LA+KMfR6uB0IaOe2pSTULYoeCDuRc9OTMBnEfBMpaHwPA5ORasNl/CxNjA5n9WXswxI6SA7zi9FqDHKcadSJSGiGHSzTDURakMaizR3Z6Ua0Zj2KmbS53rjE99LjXSaX35fOOyhY1l7luH6ALf/FMD/EMDPKqX+SwAvwZP8/GUAbwL4v/xOd+ChgfmAtamCvGf9LQUQw3AGb6ssQMyebRGRynUcuSN4FjAIn3aNZTbH14+uojzXYIXj0SEMhFIYi/Y4bEwDbNsZ6tJDh2QZDv7+4P2v3Rx9YbjgPR3O5OWeis54ooQ9qkFJ3hcrNFmFDVahVuIgxBoXYMFRsrZQyCUpAkVm6aCuzVKQPMSeQskmR4YpeUo7ASPhzw/fpYPoYvsGXnhc459+6SoOlgrLyuK1kyWeuVCjwD7qb6qEknCle0mld+osmFovshG8RbLv7gZGPQCY6w0OygXubGa4MAP2roDWiwi6Jn9TeQZpvG6w4jwgSQhAxi6TEpGXNMkH3LhQHoXGlj2OiqKi4yhfZ2K4HcF9MgG5nrVr1MXV0f6j/hCTK5ULkcoK5ZntMfOHfr4MMMV+j8Nyg01dATBYVhYvnjyOpw5yLOwJzxsrFYPClasGq3yPm9sFjxH3hyBsAjqVetnp/1k/UMLnGm+uH8HMdKjyLT8XAIZE00EfGa62w7vzr+CVC9+HTQ00LQAobOwcq14w4yLkvirbeUW8MJzT2cNgmcVlaigimAFRnpJGj9Wsxxv3/IH+3CMbfOvlDKf9Ehf7V5H1e6xnIUoGjCHxBGMmCH3Z34OynpgpMAMPpQZUx8qiHWoddi5jx5lBPzJyaO1UbuOjHQmzZtHVKLotmiywwQJB+ZFQWZIvacSz0wWc9nBOp7MI1hmPYx8p5BYax/kllqWy33LPLGwwOjpd4LS44Nd6sw1F30XkwUJzBJGiQ74DPu89jQdGNZm52L3mZwQ8AgXZ4BARBmrR1dgXFe+z1OBgA786j2x7AlvM/B4ul5BQ5NSZtbMzzPQOBj225Tk2rOi+HGkzXYSyKJ0/x5rqHEp7B6oDit0J1uWF2HkHO3JASBRQpjoeSzKUGlOhN/4MPOu8J1ZufxEvX++V12ChMctOoew4ck5ro0OO2iyDjiAMuQiGbIN+IGWDFIkSnkhjZgRUFQikflaZwZGsh8h0iGBT5DM1agIMM/RJolrSRmuZjIRWFZFzQY4DQNFRy/WZ6by3yrCzAQDPBeWXyr0ZMQ2LM2yvK2gTSvfIkjxpf9NAgcynl/NoVcIjIaDjtH6mInwARnW7U4g/5V0SyozriuqAJkkd/9QnycI9JhPUEaxeyiWq1Uqsu/IMozStyMBOSAApNUqO/6hcjQowcamDAYh0O75eEqlk56Vgdybo+/dSc859Qin1AoC/DeBPAHgUwF0A/28A/5Fz7s3f6T48NDAfwJZ67qYgFVNN5l1mGKJHRpCSDFFB3mDD5kqJcCRRyKJs8crpRTyxstgXFUctuN6daZikg/pV6R1OXYWdq9CoElW+HUEoKSpYY86fs05zTcaRouuCB053HfL9Kcz2BNAG7aX5QCqjB0jU2HsVGSOir9JDJnNYOIojoJVSYaJiyOS5JdpzeRhJI5Q8diTgyEt86O7iYHkNm9qhyBWaTuH27hCPV358ZX08GQHudeIcEDAbOcbUD2BiXVEfxTjLwvFp4WWjHNpeoe0HCJcShAci4kAGnFUDW6Trfe1HPX3wmKRfJJTS4utQFbZ2gUyVgIsVCKp7KA1divrKSHXaJMzofHMDd/JH/H4TsF9WOlWLTuXsmaUcLT5glWXHS5vPmWil0jscLh1u3wPKXOHUGtwszuPp/B4To/BhL/bIQX6Km1hg083QZxrn9JF3FA0OFlJezpIHAHitUTvez9C7KwCAt5vrIyWIGJmDgpkhsw0++NhN/NLXr8AYb2R+8c2LuHb5Vf8dG2SAQY9ddR4zeJiwNSWKvkZjKrzr+Wfwox/7aVinkesWzzz3dOinmBuDHs8fXMeN43fi+OQEd67/Oh7LC3zyk8DFd/Q4WMWMsORMGjscfL1MrXsU5RamG/KOysDYSQoSKzMTZSJ6mKAY0V4zYb9oEzOtSnlKDKHMDiqUFM6TEnPOziPn63PaKiZUStsUAQblsteYI9MFkMdrhBh/yWjRtkOTzbHPvdFyHm96hlNBFDTTO1YM6Z6UFtEhR68N9sO4WpiAmhG52mmtWVZUB+dnm8/RmYLPFllKgAwlNniHSHuTVSgW56EF2qVzGc8hl9oC2LnVuSyKYG2wQqW2wqnSYzE4VDtdYI8ZM262+Rym3EMVIZqW5h0CwUjOVINNfihSXuJyQZ0uULs5l4Ci8SN0SlTKpwt5sJTmsbFz3Jg9ifPdzZhNfZBZVLy+Qx45Uhnq7+J1FdVITc7fiKk50Uk4xQF5YnD3g3G+h7I9mtm56D0ZlQSGWquuDqWibIN1eWHyXj3GKSI5PALE18sskImzOJX/O1cFKLMuOCeYHH6yDFE6FjIlg5hz089RjVfSEaY4IdI9IueOZMGIo0AYWWm0U6OHVkHGxM7zQFamXWA/pwi6Rs/srq1exg55xH2SupIkPCT0RZCsYW0VqomjhUozAsMjRcYtjZZPneXpegxM8/ePFMvxnGKepve9nAp63P2aU4oj19+t5n7rOZhwzn0ewB/77vXmO2sPDcwHsNFGTWEVtLlTqCe1zDYoXCjqKw+OxhXQeoC32Nj4kNeRcNXKrjEzF3BvW+C4XcIohzKr2WiIPO6Dp1M7D6/NdY8b9TlcmPmDotLBQ0x9tcqg0AY7V2HvvIdoYQwLW0lIQd/13sF42Wb93ucRDIe3FAIyP4CEtSQcSr1cLEgGD+QUXFKS23gYVRu9LyOM1MhrHUGCBkH0xOUdvvBNH51oWoVv3a7w6NsMF4rnz4vDSzoTorxc7b3b5EGW/ZCGLwCGJLYo4tIcg6ISF2Q3uFzexWuY4+XjFWa5RTszWBSnXiGUxCEYQ1HTuZBjL/8efUcoEJIwyUL76IQKHnHqv4S7po3nOTmYyTimencpTBrwCq/R43GX0Fq6HpMnDOQaz15e4c1bK9w+UsgzjXW9wBNvH/dRFn9fqB4XqwPc2ixwbelwq7+MR8xrfh0Ixj0AI+haFPHvG2hjkRuL9T6D1j6sUxdLVFhPjhNHdYY8mUN1D1V5Bb0FLp2zePWGwq9X78OHDr40MnzuFVdx0fUBMmk9adbhwRIf+fCH2AmUoYUVxphcCwDwA297FR/7x9/E/+rf+RG+9n/z4/9P/MAHH4k+L9eUhP0T1X3nMqxnFz2kUJlRNExGUqQhaJ3G1i1Q6Aar/h6Pcw+fYlD164hUiXKb/ZjvkTVbzAB0s4Ijo1MKinSKMCx8MHRP3QHaPOSIWWX4mdhRMyj/tN8lgVXjCmAoEeKfL6zZTDccneJrwGBbHGLV3WQ5S8a1/D61xg5pCsp/lvq0VxUqtw4Ks+rRQ6MUeVPU9qrivqRkLQBCXqEKUTIi1tGux3Z+CfPtbVYEyaAkIzPNQwM82iAj2a4sNm6Jma4ZokpjUvQ1tPboC3LUNKsKi9rXcLbweZcAsIKHve91hdmwBqjt8mWU+y7ly7pbwOgZDodtJJ127FTsG86plVFxA4vaznCenkumibiwDzhdZDD4RpEiIPo7itKJnFg/bjFqJW21WkCbUEPWlwHKeOVTbiYQIw/IeUF1sukevpRTEfUTwCi6Rc/bmIr3gDTsY9SRRaGaENlDzwYlGbeEzpJjQvfIkSDAhNyRxDV7VaFzGRZqPbrOVJMOTXr+FKYrZdvkmYnYOWZAe3sse4gEKxsco90E/D6F/79Vk6gHKGJ4Hxz3FCVXwSik3HfKyaRnPHN8BImYlJkyDSpLjEY5HlOOZuD+xqMsH/Swffvt4Wg9YO2s+juyjYyXxAO5au6i1ssICqZhmW3NJtDD6Pu2Qbk/Rbn3hsMsa9B2CuumxLYrcOzOj74nCVGyfu8jLMrhpM6xbT3jG1F8R/AEeKWdyIOaPkPt5mhVwYdQCr0ExOGnDVyW82s+cinKTwi2yLRJb2E6zpS/lRZST+egVcWoIDb108AfQkQoIj3U6WdX+R7b2sJo4GBh8ZUXdzhqx0yp8rtSUJIRxix4CEb6VPM06uQ/9ofuxhxily+ZLjxli9S2x6q9i4vLBicbjdPa4OV7C3zp9B0c8QSEp3S4tixeLvPcqHGu0RkHCt076xtU/RqFbphYgJ61l/eS0TeE3BuiwC9dHUHDmFl0oEqnA9kglH9Ja4PJRvNKnnupEMro4OX8Fg4PNPZ7h7bzBt4vvfHsyFmS5loVpsNmr/Hmeok310tel7tiFY2PjPpTH2gN5O0W5/dvYlE02LUa1ipYq/DN9aPYmEN+fkII0HOS44jG9CNvfxNNCyyKHrNS4bNfsezMor1Nxved8lHsixXnowIhYhhggobH2Ipxp3uX2KHM4v17rC5gkx9ir7winbsGJXb3hS9ZaJzikMtyyEZoh7guqlTQdHTtWbvGqrkLC4NTc57nSa6Lvap4XrNmyworGa0EvyWY6dT6z9CiUlvM9A6NK1DrJRrjiUfIqLMujhBIQ10PSh0zcwvl2o+J7z+V1iEoHinOp/MrvkwJxqVYWCYM+5nkrlQsG+dLeMg9YYa5pwgvyZ7OZdiYQ5zmF7DHDJvcy6K9rrjcB99bRKv3ukJtfF3V9fIqy2syKklO0JqTPxrWM6oq40t9OO0dnTqU0NCDQZfZhkuAkTw4nV/BenaRy3nNVM3lc6Zy44u+9k4CEfWhc87oHqeNR2dYeNTHfH+E5e7OOIIjUAsGPWZ6h11XhLIvJNOFHKA9clbevZTxebNldISUKfQdmdpAay2dH/98mktUkGzZFStGOsTzOS6zQnMpyaDOOicoAs4/tonPR8RIF0KgRHl7GJjth8heKifk/ekedI7S80412uvSUUp9pmhiOibynlONdaIJmfdWLKd87g3rmAz61DmZjo9c02QwvpVBRoiFHjGbLz0DncnkYNhjdl8iHTbuZSkb17O2Qe9Lgzrto032Rtrn9AwN7/WRjHvYvr320MB8wBoJI7mZ5OaXXhq5EYipVHrYiDxDKnV7zNCYoZab8GpZNURErBcEynZBYbHA8S5H3WZ4+fQCHxjx9wjSE5cP2PUZ7u5XsZI+GAxU/2u5v4tr/ausfJGyR57e1Mjc5Us01TnA9lBdy2NDxkOhmvsaltoFiEuqHJIAqdWCa/rJe0eGOUdQBPwszSmBr69V2hqV2kbzRtc6lx/j0asG9V6h7RSefXqGn/lkNfrs1AEb5Wnq0J+9qrhMSdpHes4OeaTA0YE3lfNC935sfhtaA3dPFHoL3DjO8YV7T3FUuHR1BAWK1olUPgbvq3xGIM6vkPelFl0bOnouUsJpXFJmU66hmBz0pMwUXY2qX/N9KSdErkFaZ5zvTNchAiDpZR7+nrVrHNQ3kWdAlik8cdXiYGHRtArr8sLIyKQ5aFWBXHVYlBYntd+nr+weCXXIBkcRwZokVIzmsMl8OQRtO6yKGkY7vHavxPEux+11ga/ceyw8g46fU7sYcr3CMRYVsGs1LhxY5LnGiyeP+7EdHBKlq3kf38uusNEPIFL40jwZuqd0RAHA4wdH0djMdI2tXXiyGExHAiKleJB9AHAvu+KNKpYxwXhKFQf6v9K74EQQEYzKevIm6cghhcxC4155DbvqPJrZAV9PKjulq1G5DUrrZSD9yEY19xbK10jcuCUaV4DyGAsV52kD3pigMyJHE2Cig5NRnh+Al6VknPCcD86VU3UOtZ3xHqP6tMHB5cdWK4tC7VGp7WCAaHYgENFV7hqeB1auE9IMC43aznDcH2Ljlp64xRXMoinnhvY+wT835pDrzso5B4IBHL4fnH807pnqsLcFtnbBzlkuSdE3/Ax7zNi5SNEpgsZHxprztYStzqI9RYp76erg9NIN2l7j7t4TC2nXI2u2yJot5vsjaOdh7n1W+r087BMyWmdZg9u4wszaVI4hMgyH+sIy8kbGBNeHTaDyPo+4HtXlBsZogzTXjca7tHXQDXQxQFdLVtZJRqeQylYVDOGkvkZrRQVSmPRsZCMfZjAo47PgLPKXHA0/95RcSV9jg5si5ojHaMqIob4y039yjqT3SOuejq6XnOu0tqafMa4dTffaYxacMzZhsUYfre20v9THqTzIHprrpNO1ZKOz2KBnwz+Cqibjl67ndE2mugKtMdpz9JM6YKhvpasnU5JID5f10M9sSnv+ge/iD9T3rpn2ECL7gDWCWUyV3gDCJkuT7YFQ7B3wr/cqTsQulC/7QJTXZMQRBMMOdfCUJRXG12YsMoc3bivMSq8QXJk/hsfMy3xfinBQ7kzR1bhavImX3TOwVsEYh6+v34bDcodHzGvInI+SAkCf+f4WtsOq3OK0neOw8PCVVLjSgaidJ2goZ3cAgJPzmY1PwJH8mAavMR2IFKEiz1zs3dcRMYMce1YgEJhn+T6uZ4a3qQfSFlAAAQAASURBVOgzKW9yHgEPiXr3tWP84pdWePbtDrMcuLXI8LXdO/Du/CsAgkeXBF9E6iRYDKlvROG+ckf8vb2q4hwI2OgZ5ZqSkGeqx0feQgCoa4tFpWEtcHdt0J4vsGrvemXVBIVURgSivA2n0alYwSSlQBql0miKjXvNjJ9UhkCjj2rPUW3TdLy169mQlPfQzsPHMxXnC/NBIxSZYMDEuSD0GYLHeQdMB9M1mJcWNxrvsLEWuHtk8enFO/D7V3eje1FeV2lrlKhxVC1w42gBQKPpK5zs34b3HbzkP29MtPd2+TIyhPi6OsOj3XW8pC/g6MQhMwpG+77sdcXjkTYZ0cz6Bo+d3+P2usBj57a48h6NL75S4d3PJE4aZdHZDC0ynJrzqNxm8toyB5cUi0V9B1m7RZfPcXvxBOdtEqT2ueeeiWDwsl4iGYwyv9jfxysae1cw6UuJsK6ocV6tMHwytMhdw9BYIrKhvS73lHZDnu5gvN4rrmJhT8ZjCj1SRGmfpREiMtxbU4S8Qqex0OsBenhGqYdhHWVoOe8wUy1D5zMpB2wfyReKEOxQYdvOUBYNFvbYK9+q9g4DOp+GvZe7hmtSnlRXcNdegHZU9mKPZb8HZsCsCazNBEWmnEQvNwu0NsdpP8ci26EcYIypAktzTWNFMFWab/o9Qo4I2RxHsDSO9nOs8j1dJKqfqV0P3fbQmYfAxkylMcMzKbBSTpD8YhQPlWYwhUdlaId1k6MuZ9F8ylIzaT1Eypursh2un17GlYXGwmwjorzUQPNw07BGZGtMhaKYR5+PHIQu5KtJaGnaUmcKjd9GHYozOZbBnc55fqhNMbimDtyzII8hTzCGwkvmav+aP0eKJF9P2x6lricd0dIQN+hRqD3veVk7c68rVAjlZNKW2QZaBSIhGTGOnKCJQSeNeconlo4NnxLh16ksk8N6gTjHtOvR6gIbc4iVvQsr6rbKQEZ0liCw+FKKlXY+D106EUsV71mZ78v7oB8IEZWJ9jMQM/PTs6XneKq70etTedFTTV6P9Uc9DWPWrodyDyOY30n73jWNf5e3VMDL1qIIxb/F+x1yhjlStJNy/8hzTQyGJBD5mgQHND7Zvc+80Hvb7A3Mcoe+BzZb//ulOwccZYm8trZD3myRN1ssd3dwZVnjlTsl1k2OfW9wp56zwaFsBzUo3vRz0d3Ayb5EK8ggRlAFF7yhm4NH0VTn0Gfl6OCRxiV5rmQ+BY0PXxeWIy9T5QSoL1I4kwFMNfXIuE9hnzIKKQ8OOuSyvsFj+mU8dtVHBa8sazz9NuCXPzccgtpEcM0ocjYBiUnhbAx3nTiIvRkQcmBoTdFaaLIq8mBXdo1lNdR0q72Bstt7wgR6Fhpb+p1GIAq1R6H27LFMWd7k53nsqIj8APcCMILd8FwgzlXleq2C3U8LxY3/dwECxfUDlVduyTEzBZ+hZ0prtdLfPpJh8HsufhFGA7dPDHLjsFxofPaL7agOmcyhKroaF8pT7PYOx2uFe6cabadwo7sW6tVN7BH5tzdwfQmIpy94Y7beKxjtSZu2djEJqaZxkBHt5+cvYV17q2KeNbh6weJGdy0mIxHRotrOUKtFEk2fptGnueA5QY/F8hxeeOHD+MEXPoCPfuj7cbDyTNE+f0qzLCTDK4a6hshFpjpvrDiNXVdg7wrUdoaNnfPapbHP0DKUkloaoQHC+usRDIfIG++CIelztYf8ROuJXWQEn/eYMKZkJIW+v+0qNH0WRZin5p/6Qp53SUClXR9FTCnCTNeR9931GfYuJoeTERiO/FBOfX2E5f4umt5DR9lwpVrH7RZ5u/XG6BBpzNByhG2mE6ZhyQTqekaDlNj5yMpwxpETgWQ44POpKUrI8GsRcSNjuzM+vcJahW1XDJEXD/FNo2hF5++foxEQwOGssR3s4Bii1IAUEcBrm6KQnb9WrnvvjB32TlfM0RVzjlimcyv/r9QWi6LBzc0KjfXng4w4yfVF35F7WiKSOCJoO36eoq8ZWUBRdRm1SqPifl14lMJeV1GaBLVFe4xZc4pqdzSOTiZGpjw/5f1kKsMuX3pIt5pOe6H2VvmKU5+fclKm8pKu06Jg1IY0vigaTGsubSmKYypqLPskieXknqT1DPjocRpxk887ctrqWK8gNBFF7CXbqkRJyLEY9U0RRD844dP5ZCeycBZEgRScrQ+nTp2pz9A1puY3fZ3Of+mgmZqDh+3baw8NzAesybzDqVA+bzjY5P9+LExcH3lwUyODjE8gYOxJQG3Lc3y4PHv+DSzmCsYAxgDHa4Xb9jKWuzuYNaes5FidoS3msNorGk8V11HkDkcbg12rcbozOO4PGbYnafeV7aBtj8eW9/Dm+tCzIKrFpFCgHIttcYh6ds7npLkKp+Y8TvMLIPgWj8twMI7ID5KDjeBeIa9iwrhXRXQNinBktonps8W8EZxKGrf0N10v6xs8e/kebp8YbNf38MqXfwH3Xv9V/P1fv4W7mzCHU4ruFNQUwMhIJkIfiu5Kx4P05pOCIqGaMr/xvZdex2bbw2jAaKDIgX/21asj5ZNapPSrAJ2aakVfY9Eeo7QehkqGrlSOZu0aKxzzfKX5IrJltmFlmvP9RE1BORdNVnH+jSwynlkP7+uQx8bvGeKT9oKEvvZZiaxv8IfffxO7vQ+jXTiw6HuHL9XPjjyzBl4pmdX32OFihtsZDXzm+mH0+eje0itLebnDXlvpUzx62WGzdTjeaNw60rixPfSMpTLiYeM9Qka+dj1+8Mk38Y3XG3zps7+I2y/+E/zTX/wNnJye8neD4undBx5mqYPXm3IRBUya7tFnBdxwr6pfM6ycx3HY21LeMdxuyLkj+KFsOXwe3cJs0VqD08YbapQxzNcm54iITJyVF1S6GqWrI9kJgHN9tbI4dueZCVWymZJcpu9UuyPM90e8pqo+FH7vdIFVfw8LnKJ3CtZp1GoR1uqEEjQySgg5oEIqhLYd7w36/qxdY7G5gYPT170RbwNrdNrIeOP/2y3acgVtO5wvTtBbj5posjkbGDInt7JrVHbNcrnoahw2t5CbdjK/jJ9lkAFklHJuN3TknEwNYu1C/pY0touuxsKe4EK1Qd1m2HXxfJORGRmafY1CNWid/3ytFuhMiazfszFhteGc9jSCRY4fwMu8XPfoLdC6DMfFZdypHucz+K1aZhss8j12rcamm3lYoliLZynhzO4rDARaT00297m5wuigHFNSwIHEmZn8XcKXg9mYQ2xyIa8mnLdpbuSUkSmNDfmTuyaCNdOYSMglRZylvEmdLwYhZz4tL5JGglPdQT73Xle85/eqiiKAWd/wuSaNMiYjEuuVcnSn2lRONP0tjXkDX0qJIdlJaRpvNAY0CMsju+aIYppmk3I/aNd7YicEp260FpL5TgMj1Dh1Qcx12iZlXYIgiMYjcSi0KEZjN0ksOJybLeI5cN/DcNV/Ee0hRPYBbMReBgSYQIqLl03mQ9Dmougiwez2uhogsyaUiiC2RDWGdEpP2MKe4N2PrvEb15foex+1+tqt83jy0JNYKNujmV8REbx9RNX8zVd7XDiXwWggN4c4vHjMBCgEkQVCrtamMbi9P8SqqLHQliN/UnAQhf2pOQ8Ni9YGxkMyXjb6gIUiUY9LYT+CXAyCsXGBvCdlQzUYs9BG45ZEF5kOXsKxxMFCJAhFV+Px/pvYPFLiE7/yDfytv/Sv8ud//OM/iY+8cDESdGRoRg4D6ZhwGoXa+2c2Y3gpKemyjXIkep8/Iz3D2vY4tLfx/c8/gi9/y+Lpt/nPfuFLW7zx7JO43L8eamoO0VbJeEnjwgc2eSwhFRlf1obKHqQkBPS7RPAGE9wo5EUVbKRVuyN/D+3ZPzGUICGDmZSqWntSE1k/kFpaVNv3PeQRyvEnpW1KCbncvoarF66gdwpXVnu87fEK37oFPP9ExcqFnCvlepSqwSOXHG7cVWg7h9snBuuNxZvmcTzaXT9b2YmiJh225Tmsmrv46OUGP3P0HADgwoHDZ17MsX77I/ih+ScBANvy3OhaMgJ/3t7Cm9fv4m/9pT/C7z/58Z/ER154JNxblvtw4jqJ4sAGykC9v55dRDGwZHLRcrVkOWh5PQGUuyW98mMoZWB3pPvkuse2KzAzHeZ6w/tQys9ehTnukKOxPsq1LQ6jKARHDe5Tq+/UrgCADbVltmF4YGOEQ0NnyND6iKhg0Zy1a2T9Hp0pYZTDvjee6EcfcDR/FAUaKWGxI4VfFwZbk/natU4qmfoKtl2B0+oCctdwTp5sUQTA9sBgTN3cLmCWPbrMy+YFTiNnUdaHvD9aW8XuBNfmBl/qnwcwx8UyRp7Q94bJBbQvZA8Fn6PaZ9i5AvNco1KbybGRURTZSt2gdwp36jlmWYNCzmsWagUT8U/WN2jyAqdNhU0/xyE5lsQZY5VhxlvqO9/fBGfO49mrOMqfwRvrAxzlc9RthicPbuOiejOSCzIFRjJ999Ygzxxaa1DbGaDPRagKP1wJ1FGeCaTUJ5HOdLykvEybmZDl1BpXRmy+jNoYPkrnuZR/ku2c/qealemcEpqoMSHiHJidQ6qQhMdSk455WY+Szv5Uvp/VyKBNoZ7a9cyobfO5Tx1RVVSSTRLMRI69oe+cxiT6MEUcSPcjHUWuHVq/ZOxr10fXJEbZ0g4OktwMhqMVcrebNMhSI3KKMI0jgoOslTVWDeJryLUk96pMCaJr8voQY2OSOZCBmHTMSJdKI6Da9XyvdE2e2ZQGvstlSka5Wt9D7aE5/oC1mPVviICxkBxDRM5q5I2nFgnKIZoQIgBxpAJAZNBZ5UtUVKWPulw+Z/HaDYffcB+EIyr7ro4IPbp87slNKosi11hvLNrO4d46jsA12RxWZ4P3t8F53AYAvHY0x/F+gdfry76PBF0YfshzWWKHnfXFrPfWe+MW9R3M90f8nvRsymfkMR8ErYQRS08qebHSaMvIoKAIDQxDkInBlGBGQOwppLwE+v/p/Bto+1igNDZAU2TNrSnjkj5DB4GEeaQHqyRoSNdIp4sAV5xQyD5w7uuYVwqFcSiMwzueWuCXvu7rK+ohGk2wyJTZt3HF8J5O1qUZFO4yUmJlJF+Sb3B0UcBZyCPduHK0B7TtRweWHB8/pslBKQ6bql/7yBIC9FLuQVojVPZlauy06/HRyy9iXWu0vcb73r7BrTtDkW4x3lT/bbO4ivPdTXz0wlfwvrdvsK0d6j3QtC6KtNDYEHEW55PA53EpS/tnj9X2Ji4cOCwrh1lu0bQWn/+a5X0or0mKv5QH2vZ4x+qNaJzkWuScH2WxUGvM9SYi1vHleuLC3XSNDVbMIkrwbCqT0aKI6tzGpCJjdIBBz3uQ++YytNbAWoXeKb/fBbqBmlRQJGnMHjOcmvMx26g05AUygfMLVYddV6C1Brs+9unS2iYiJoqkpOvPz02Bmdn7KFvv6wZLD7v0vKdGjvztrxdYl6XRAiAik1nle6ybHMe9j3ITYzRFZuS13YAMsNqgxA7nZzt88945HLdLX4ZKBUIZ6cCRe8TpDGVzipnpkOsencuwcxVaVXAELW0UUVyota/Va32fNlhFn0tlmI/UhXmcqRpV3uG09hHuN3cXcav15096vpluj7zd4tDdxaXZMY72c+zyJbbFIY8t7Z1UxqeNjNUri1O0nULdZrBW4bT1jpas3wdDQcfzSozf86yGtQpH9Qy9NThul7jVXIzy+6QxMWWk2eSM4xQYJvALaJKziOBSeRiurRm50AxrgRyXdJ4f7m+h6GpQ/iRBkDlaORiHMnpJ79Oa2mPGe5OfGSHvEwh7m1l8h3OSZFynCy73Qtcm2S7PC7pnaWuGipOhG/QHgk/7cSz3p1ju7mDRH4+CBqlT06DnlB1CUtwvsifngaKkqWOerisbIQnSyDGAiCRp6p5sFA9jSmOSIzAXy/WQrq+znBUSSTKF5JvaT+kYpM8jkVRynMiIl/1Jc9vTvj9s3157aGA+YE0PnhzamGlx6vs1uQEMYoOs6GvedJnqWFmu1JYFaaqMy/IHGj2unOugNTDLHS6c0/gnvwrsyxVHK+ngcTooTL9n9knMK08o8sRVi2Vl8cU7gbmSBDodCEVXw1pgXfuD9t7WFyoOXm9fAFx6+rSyaPoMTe8jANr2MF3D7IAbt0RtliNFKxVIJBwLFQ50OiQaV3ohPyh00mhLYRSjOXUh54+U/lRgSSbTdx2+eua1SuwiZ4Oce+r/wp6MWd3YI6oZGj3VZzLcexiG4BGbLgvegbX0A09umd300jng7lGHb9h3RtdL16+k+iaW4DQyS8aF9L7vmV4lsKymUKl0HhpX+v4Xc/RZHFGUBisztg4KgiQWSscP8PBFygWje0sj3UJHynh6z3lzjKuHLbabI3zj8z+PC+0/xU/+s5dxtNmODk2KsmZ9g0dnN3H1ksaFAx8S/NZdr0Br20XKL98vOSSlgfiBq8FAfNsjGe7e2eFreHf0OVIq02dIXwOQGHt2BFfMVMcOBvoMgCgXEQhwqhYFE+uE6wbHSgrDAkIkIooEDLA7er11GUcBrfPMrKfq3Ii9WN4P8NECMjIbW4zgvdH3hj1E38lUh0W2Y3hr5zI0pkJjKjZwgYHQJZHDcg6z3jtPMm1x2pbYuyIqZ8S5fX2sVBKSJTUMSN5SVIrGiNqsOcUy2/j0hqbCzd153GovR/X/6Fl9vuKcjdN5cwytLJe4Om2qUK+u2zM8NHKMmYJTJa6Wt3Dalth2FU7bOUeBydji8VEBWTFvjvGYfhml8eugcxlqHfZgOiba9ZxnSQ4koxz2rcKm8Q6Cm9sFNs5fg2QFsyLbHov6DpfZOrLnJvO0U4MQAMr9KfJ2y++d5heglYXRQNv5XPxbmwXuZVeitSXllmzn7S3P6n1ksO0KHO0qtHbM1Ev9IwZmdogMNTKl8UGOO5Jj8r7ScElz2NJ0CyB23GlY1G7u0SZDnr8/s/com9Mk6hqXtIrQLy7kHVKr3CY4hgbHQ3RvN0YUyfdk5BAAO+y4PxNzS/uLry1gyZ3LBgdSwbwTWbPFrDn17ye8DXxd6/vOaTsusCazsTv8pPm1dL3UIJZzMvUcmW2w6I9Hhh+nFiX50NKxS+de2khOS9ZnOW60pgh1Jd8j2fJWDhrZRsEDGQm9n94z6CJTRm+MSntoMn0n7SFE9gFrWbePBaKykeBPk55T1lKCdUTewyRkz5FL26NADHmShhsA6D4IvcdWR/jU9Us4v7I4v+xxcJDj88178d7yy6G/rucoiEYHZXu874kdPvW1ElXeQWuDz7+o8EPvKVihovtSu7hscPdkhjtrvzy/fnwNVX6JGVVlPwGvvBbGRwks/CFORu/KHeFYXWCIDj97KoiEwIvGilj3BGPvVIFl+b9/9lAe4Cy4ZErJTfd+7rln8aMf+2lYp5HrFu949jl0LkOl4oNXCk+NPhoT7XpmC47uOcCjJQSbI63Cw03kBmZg16OImFxLTxXX8aXtu2G0xiOHO/SPz/DG6RzvOPR5uDkadIgNilCbboDruXIg/JlQGtmBYGDU4JVFjg4ZCtXETJjOky55eHkog0HU/Sn1vIzo3g8NMBUJSo0AIEC0rPIQns5l2GAFnSeKw7Cf3r/4Cv7uJ+/hP/6rAWb62Md+Cj/44Ucih0+nC2gT5rnMHR47t8Usn+G//3SN9/zw2/BY/3U/N8YwzJGjvcog6/dQtkfe+nzGPitwsX0DgIe0LiuLD7xvha++CTz5uDfsCgSYszS4CWb13HPP4cc+9lPQykLB4eln38NjKed7j1nkUEghrSnsSr4nnQp6QslJ2xTMX7JQ9jDIVYfDYo1tm+Pezl//sPBlQFoUzBzK1xgg0yQbqE/WaTQokeuGlS1Zz067PkI2aWWR6x773u8/SYfP8P18PukEo71tlcGhu4vTYo5v3V3BWoUy69BkJYzuhwjfnktFjZStQSZATbMkkvPAG2zeADy0d2DUVbxxPMOq6nGCEvMDn3/YC9mXOw8593KiAzRQZB32rcLtdYFFmSHXB1iZe8ywLJ+T/u6z0kcHnc//vFP7KN6iMLiW6IVpbWVWrpXDm+tDHxHsl8hN/DkacyAo+PS/VhbWAkfbDH2lsN1rHDdLXNSxbO2zEuj23qCGwSrf43i/QDlrYHQfGWBSnhHKgOfEdrA6Q+lqXN9eBeDLABntcG+tsWuvobiyx6I95mulNSoz1yDrfP+bFvjW7QrLyiLTGbOh8x5QhvPupDzLVRPlp6XG+F5VyIc5X7V3OfpLMjRl/JTnoifZQoQ68KkoJTsAct2gHIwuchpDeXmQpqn0MKy4TjmL6X+S+doIA0caYiqgw9LoLsmDQhtYN9av5NgQ82jaH8oXr90cqK4gKxss6jvDORpqRALTNc8lky3JgegZB1lKsNEpHYOYXWl/pmNEMo94JCgtgWruTjF9A0IfUIZTugjmK8cG8HPdqZxL+qQoIcn4L/tGUWK6FuW1ymvLz8u/paEdxqvg/UBRaxrHqe+GlJg4Av6wffvtoYH5gDXyuNPiJhIZXvRikwFjRYaaQT/KtQH8piFvNu2rKSMvusdgWFzCTQCXsGsUzi0s3v8M8KtfMnjqI4dYtMf8/SarBkhRibI7xbvyL+ET7fehbjPkxmJeGfyG+yC+T39mdF+rDB6b38b1/HEYDexbhaONwVduaaze/RSe0l/lPofoqoehHfVzbOwc5fwKe+ezvsEqOx4RdbSqGBGBTI1FZGzTbxXDOrnv4vCk35T3QsqnPIApt0LOl3Y9DlYGP/Dh7+doj//dxU4DwVBJ10uVRjYSE8EoHRYEZwxlAsbGsvSCp0bmB95+gk99Y4XKnWL/yj/DV++tsL90C+9/9u1YHoj1N3hhM7RsQO1VNZnTIfMs5PhTXhxFwxpTsaIO+ENvT+M8PGMPg405ZCU+bQRhlvdpTMUHW4si2ie0bqLSJogVmrYsGOJV6yUbn9r5fNZ540s+PHnuXtSX1mVscEOFKAGtndL5OpatNViWHd75jjk+9coclx99PTyPMlF0t9MFmmzOij/DZbHH0xdP8LlXD3H1XI8nLu/wlVdnuKkewQV3J3I6SbgY52WvKnzohauRwmARjHWeI+vzmaUnPvKEq5isDBAQW3LSJCVtJOlE8ElPH/4R7EwBh84rx9uywpfePIS1PtJTmhYXi6NITtD1ae6069FrA6v8XTPVcU1fCV2klsJsC9Nh2/lcTjZwTMEGV5MFA1NGFClXyWq/xoxy3gDZ5jg/B643l/HUwQ3McQzTNbA6iwyQKedZZMC68Az8nvbGT9Y3aHuFda1gtMZ2rwFcwvOHr0Tf50ioLlipuGDuoszP4/YRsLgKvHayRHH+MVya3cK8Oeb5oX7Weokirxmeq7XDjXs5Lix7vHx3jkcfPYwiVnRvNowHhMg8q3HTLXBzs8KiaFDqJQ5xlyO72yImyGKGXNvhqfI6Xivfxc+bG4eTfYlmFWQCkST1WYldvsSpXaF3CjdPS5RmiXvuAI8Xr40cWuSI8EblGIp6dX6Mr929hNtHwKVzClXpMC8trm8fwbOz4CDTtkc2GAxyn15c7PDqrTk2tYK1GrePStw7uIbvu/IqssHRQizdZAxE59vgxJvKUwNCjeIpYimKCKbnrHR2yzIhpLdIcps2n4/2UFpWhK4pI3NThlXaBwCMOpDGhe+XNyazJKrZuQy1WcKYsH+ivsjyYBYR14F2PRtWq97L+cZUOF48Mi49R+esdPSb+HllhFM6R+X49DpG/Uw53Hhc+VpD7XGVY6FiJ3UaPU7TEpgoT7yelkKjlqHFDtXADREjhLgsHGIHIxm/MjJMMOG0IkDK6iv1Kn5m+FQdcizI16faVB7pWzVnDFw2TYr2W21Of+9GTb93e/67tFGh5alGkIEWRRRFoyY3TQqPoM0nBVBjqvHGxBgqRf9r1+MPPPVNHK8VjHJYFi0uX8hwq7nIxizBDOQ9y/0p/qX3NLhxZJBpi8Vc4Zc/Z7ArVnzYSmGxsCf4/rfdRr1XaAdumGuXgzcbCCUUtOux6I9xHrexyve4vV15Rj8dsPSZbbBoj0eEB9GhnxpmE7BXOmSkwS+/M/V/ZQMbpPzOCDqaKCMAGF5XaA/TpRyCKdg0HQYy54YOMioObmGY+IH6wzkWLhxiBMGhulmpZ1L28fHsVcxKhVe/+Tn8xT/zr+E/+Ws/hD/7J/8ovvC168MBYTmPhMY9bdTXoq8xb45HCsXo87DMLpr2iyDNsaGscVpcwCY/5P3Fh1ZSD5AIPPa64jxRua/S2ppTig5FG2jeuF6qMhGEziTRslIPRkfCKEjw9lm7xu8/91ncWRfYb+/B3vxZ/OZnfhm/9LmvjOC1cj01WeVp/IsVs8kq2+Pp7os4XFjcOz7BV3/jF7F+/Rfws7/4m1ifHHE/qcl8VqqvJqPRU3k6Ebxr+AnGaPx/mNuYDZvel/BaWWbpLONS5jzLuSNDKDctlpVF0yuc7Aq8ebrAzs5YmZPrVEZSiYxipmqs+ntcLFyyhMr1QCUdCrVHrjrUrc9BPi0uRA5AwCtsrIwna0sykT5iXoPWwK2jcHx/7d4jI5k0FUXjSAziNRz1I/l/NfPfOd5olLnDG3czHPeHo33qGVS3LHuLvsbTF30d0BtHBrtG4eWjQ9zorjH8HogjHVRuYq8rNJ3Bbu/L+tR7hRdPHh+hbeT3qc0GQp2jbYajeobbu8OQZzow546chkPENuubIS/ZX8to4HQnIMrCwUbfuYSbvryJ9XDgbZvj1eax6BykvlL0ktJIqISRdj0u96/j/ZdehdYK+9bDZI82E06xhE+Axuyp4jounQOsddAaWM4dmk7hTnMu+n5pa3bLyL6dRWbDCn0SuZPOPWrp3on6nUSKAL+/ab+TnOp0wUXtp5yjco/QM6SfkfchvYnSS2QeZ44Gldsgh5f5BNckFAylxVA0rejrCKo6JXPlnqjchtOUKDeenIAd8shRne5FKUekQzOzDZ8R9H2DUOMyikwnTM9kJFOTsnajD6IoJxGITaUDnLX30rGIxkfI+nRf0ElCkXWC66bnEMtn4diivG6pZ0nEHzkV6DyKzqC3MIEobeYslvqH7f7tYQTzAWudKN3BMMYBqshe6WFTpN4igkIAGBWalR6dKXgBC+thgweolDhUbI+FPcbVCxZ31hlm7hjHr34SP/ZrGj/8zut49vl3oTq46PupY8Xo6fKbeKN6F453OZ65VuPuUYkXm3fiueyro+iSdj0uqZt45Pwhvv56hvMrn3P2xW8afORZf6jr5NDWtsNBdYDXTpa4VxwAOMCjeRDMmW2ADmjzIjoA5TNKhYeilJNRr8RzS9AigqxM5UimkQTJqioFJhsq5B1lzyEZaKHUAV+bPIATUT/OX0BQIiJjWg2lS0RkjtkNRdSDGP7k89PvH37q6/gHr8WCurFF1FcaG5+TotnwLNSelS5ZGqRPDkp6FnrGs/Iki75GbwxqN0eh9pH3unNZOFySa3OkCOEQlnUbScmisZRsg0DIHWWmSQHHlqWHLAxHUJ597nn86Md+GkZ58O9zzz3NzICkvEwd1E2n8NpLX8L//N/+Q/zajwsW116ZyAMOxN7xTBmOmn3wynX8lz/1Gv73fyNc69KP/3/wgx9524ilMG0ldpNOGAA+AjtEMXldErFPUoJiylAkJ0/0OacZHi1LCY3yl8S6TaNd9Hfb5SiMw/UbGpfOeYX+dDnHYXGP93+AfiXw80G9BBDgnglRDilJ5LCwygAFYO1FnLZztFmGY3eIS/oWQ1rpudPGc68BWH+Pp84f4fbRBbxyp8T5ZQ+jga+r5/Hk7Bv+o4NMK2wdGbLUl3yIIhBqQsoeqw06FCxj3736Bt649xzuHlnkmUaeAS8fHWJ1cT0JG+Nr2R5XszexqA7x5q0ely8aNK3BLJ/j6qrgvrC8UuEsMuhR5R16m6NpfXmsV+/keP6pJUc/o9qrNpZ5RjncPVHolxon9QyH5TlkWcPMqwQl5vWhA6FMnjlY69Bbhd463D3ROL18iBkGZ2Hfj9hiZ6YDUA5wYIv1PsP5Cyuc728O1/dssjOs+X67fBlFmgtbY9XexYefOsRnrh9iVvqNc1LnwAwMxSTHsGwUhf29V76Mn7jxPFYLz3tQ7xW+dXeFx6+EuaE1TOcUrQWZfpManjRHkkCH3qN9Sg4HGdEaGSbiHErXuNzDxGButYdrRjUSE8Ouh4FWosa0GqD52cTaPMOIBoYzYnCo0hil96BrROQxw5rSfc951aP7imcjuaAzX96DzgmWd1rM00QUnBzDElnUi/G+X7pHGn0FAhutQc957zznwgmapvSkMouc31ZpVAgMzlIeE2Fb2u9CNWicqJUtmOgJni3HQ5aLA8LeiJ5XRHnPygX2n4sdnalOEcY8NsgftrduDyOYD1iTdddKW3viAQQjgJKhKfI0peDJaNQUixh50MgzR5/zMIhAlz3ybFMdvPNfBAC88a3P4T/4i38A/7e//fvxx/70n8MXvnY9KPTDAbgvVmiLOeb7I1xaeu/wYbnBu550+MbNABulPhKrn3Y9njmIyW7qvcVr5TsZAsbfHaB/Ghaz3OLN0wWOdhWu7x8HIEqUaMNQj3TMaFymDp60pYpvDs9eR1EWidknYggiKqLrL/pjLPrj0bzQ78loEGyknEsPnFbW3wOxYq1dMFDTyKdNDszUW0jv+XuZiAJeXoNykKLXoaLIpewv9SNTXTgEBkOfSIWAaTIC6ZGVnt20rljqmZSRsLOcBkS8EnmRmfmw5Gclp470WFsYbPQBRxPofuQ5l2RGe8ywxwyL5Tl88IWP4kMvfAQvvPBhXFjOmDyIiFPk8xP50UcefQW9jZ8vsLQGRUNGP+k1IjHwNe4yLNpjPHttE12rdxq1nUUKTARLg/Hyx9FThR9ZJ5TmXLYMbfAkR04SAfsS0QX6PkXy2UnhAqxqap2wjBM19Kggu1UG5/JjaO2gtUK9V7AW+MIrS9y2l6P707PTNf1aEnC1od5pZwKqhOXuYPSYzhOTlbbG5cUGd2rPkH2090QnkjFXritqUbH5wQlySd/C4dLh7pHFrtXQ2vnr5pe47An1QzpjpiIkJKPka7JO7Kxd45HzLXoL7PbAhcGgpX3cqlBmhQwvyfR85VyHIvcGj9bAnXXGrLBEoEKRYGpFX+NadQdGA7u98yWuMuA37jwVOeOCgRieq+hq9E6hyIH1VqFpFb745kWOUNH6p8+mHAXPHr4OrT0sOM8crp7v8ZU7VyJlE0BEBnK+OIHRDq/dcDipNe6tDfauCHMgcj7JsM36hsed8wVdj8f0y7h63t9jtwc++bnW59KJ+8sfOadZ3+Ajz9U43TgsSotLBz1+86sNv0eGKMP2RaQH8DqHzG3tk31JDkvZpJObZFfKS5A6SKXe0rjSo7JE/cjIse0Cy/uo/AfiszvsUYtaLUZsxySn5HNZ5XMRiYBLnuH0fI0ruY6yHDdaU9r1IwIqfv6pfadDP5nIhmSdjVM26Pva9dFepXFM0wtobNI+EIeBJAqiJp0IND5S3hkEeTilc1LtX0IW7VU1OgfOyp/nusbkkAS4Tm9mG8/8nSDKUud/ug947BAIGtM+kPNwiik3nS/A7x9j38LAVBpu4AD5bv1APSxT8rB9lxp5pgz8wT5rTjFrPY001XekvDWDkJydUu0TfIAOcQ+LCQdF0fsi4RIuktmhQLgLRiJBmeQG1rbHu67ew1EdY817FwttPsy1J/R5b/llT79+eoK7L/53ePPr/xyf/PRncXK6joQufb+0Nd799j3aTqHtFIpc4+e/fHkE65UF7au8w721f2/TeMISFv5JsespxZTuPQUXkgJ3JGQT4w8IQpsgN9JJcFajeaCiyHSoSgFYqS3DV6aaVBwBb+RUbsNRU3kYy1wOek+7np0P8t4titHYA/5Qe/75Z/H3Pv738bGP/wR+/OM/iXc9/+wIkhL1cRA9o7qFItKXwpBGytWQ/0aQt3QuR5EtBIbSFCKYlk6gRjBlacDLw5/Gl2jZ96qKyWlICRSe5QwtMrRRVHcKWUCGtHQ8UDmc87Nt9FkFB8qllXJh9DxkkJuwt1d5bGCaobQGMRfKvhFByNQBP6VcTXmMiRACwEjpkHvDO0esgOJaNkzpe6SQ9GKtSFbqNAeM9l/parzz8E1Y63DrroXWvr7vJ148j2N9ke+f9qmHwaI95uhbk1XsFCtdncgl3582n/vC9bqAUQ63TzKsmxx1m+GoPWTnRjqO8hnSsZ03x3js3Ba99VGqo43B0cbgmydXJ2Gk6f/yPlFut1Cm5Dy8d/kiDlfDnjUWubH40p1rMOj5XCLlV0ZMZ+0aFyu/VrUGMuNw7wT4yvHbWImU96FWmyUW9oQNrYOFxYVljxv3DG6ZR7EtDiNSEqsCu3HRbfHY6ghGA+uN5TH65vpRjqzKZ6V+S+ff73/mTRyfWFR5h2XZ4b//9e3Adhr6S9doTIVDewfXDmpkmcI9jwrGV25eZAcoMKBJ9PR5o50n4aJz6snz91DmDo9f9t/95etvjyKecg61i2sVP6e/glmpBgeKw+VLBT517zn+LOsEg5Ep90faL+mwPGtdkYGRykTSUWSLCL4GpV82Ki8loZpTsoXmvuhr3uOTZ9NgnNB1ovcG6Gd4fu+02rtidJYTXJaeLXeh3nZYfyWfnfJ+7ECaYGqWRk2GlvUv6TxIz0Avg00UhWaWVOnQTc55+owsg0c/o7JBMKPyeGl/ZXBCOvwltPYsh/3UmpM6lNTpCO2UXi897+XeiF4fpelMs93SOmrVWD+g6yn77edjPmwPIbIPZEvD8JltGGq619UkLAkYe3HS9yRdv6e8D7CkKY8XM4wJJkYiU7iG1/Doaj26j4Sv7DGDVv7wIyP18mKDT3/qJfz1PxfYM3/yv/ox/MCHLkeKIbWr1RGu37qGR863wCMZXn7DYZcvMWvXbJA2WQWtC+xsUOyPthl6C7w5u4K3ZzV7qqcgJAwHTg5v+ZvGBBgr/gQtJihohlgJkbCbDrk3LoRHlVoPz45HhBucwzNACKUnWEI+QsTUjtaGjIpMeegkxCmFW7OQFUZmBBUVBur5gzkuvvARXrs7VwHDOLBhi0DyQzUNSwQCHO16WGugVc/sgtKzmjo5ZCu6Gpv8kNlm6Z7a9TAq9nw3zpNcZINjMMpJEaQjckz2mDEMWa5ROlyl8UdR2kyNnRISCkoGEx9899m7ABiyaWHw7ne9Ez/6sZ/mzzz//DNRZE3mBVpjmBFQRn/ons8+9zz+7n/1D1HqBtZpvOPZZ0eU9LJR9PKsPktoMQCGtJ4VVZafpWvy/sMYHs7fpSLYEIyVYqyI9RKIFQi6R4kd3vfEDp/4YoFNDVQlACisuwUW2Wn0LESWVfVD/p4FuiwUuofGJNQbCBC65f4uPn36DljrmUKtBb62OcC5R49R2XUUqQAQ5bhNObqezr+Bm297D1694XDpvM8XvLPOgIN4HKVMS+eLFM+zGn2+6Gr80NOv4+e++oivH6ocvvUa8PSFc3i0ux45CPeq8jC/Yf1dLu7g8OCAr7moFD79JYfnf/CRwI6qgyyVeVbvu/gybp88BcAbS8enFi/du4gfOHh9ZIjLfUuEdACw2TrMSoXX7pV4YllgLtazrHsnGdMP3V08dvUqrFXorMa1a3P8Ny++F3/8HZ9B3m6ZpZyatj0ulKcwZo5t7bCofA7lq/k78Hj7jWj8JXw9lWvErL7Sp8izC6jyDi+8v8AXX2zRPhFYjqfmks5FAHjhidv43GuX8LaLOzxxTeHL3wQ++KEllrs7AxGUd45Ahf1DTKpy/WndRznndG/5v/yOXMPUR9rDEtUBhPQMX7e4YDmxtQvkKmY9JbncSye0iLJLMrs0/96zl3piJOoTER3Js5nksBHQSZb5Q4mLCmPnIjmaeCwwwOtVQP9AB+deqwq0Jpyt8iyODD3bI1MNeu1hq2nakxxTifRIm3QiaxWitDJlQe5zwKcSAd7gn7omzzGdwzpeHyU8++0eM7S6YOcnNYkCI/2GSvRRHWliqeXPOR2dcUDQR0nm9jBRehGPZeLk9s+vJyGvpGfJc65Vns39e5lw519EezhaD2jjaJHw5BDEMyVXkC31uMi/pdAn4S1JS6RRFSAGXhgTdFBGJd/7rnfgRz/20/ixj/0UfuxjP4Vnn3s+MoA0rIdKDPAXqwyuFTfhEu9gr/PI+8hRpb7BeXsLBwtf++3cvMNyoXG9foyFm/ReH6p7aHuNqvT5N12v8OU3DvBy/0So5TXhpZVtylsqxy31mAHDwUDQPyHIKGLJnxcCb68r1HoZeVA5ajocnGS8UFSbIWkoRvXN6PqpJ1n2PTXWpvrF4wLDCe6lq0dkAdQPvkYSqWQDbzhY5OGS2caTHyk7jtgMUclFf8we9lHfBoWQ83zFnJDXNUMbe36Hw0v2M2I0TMcy2QsSmikj36nSRWuBnA0SMko5PnLMaKzOcnDEfej5++cP5vjgCx/F933oB/HBFz6K1Soo8JPjNezLdJ8BwGp1gBde+Aje/cEfwns/9Hv5WqScRfsSY9Zdfk+JyP+gnFVq6wt5uw1HbWX0OkcTwZTSOTDiPUkUVLoaC3sSKa2yX9JBAsRkD+Tg0K7HU7OX/bxpHyUDgJvbRVCgBsVnap3INUJOwBSFIZVgbTs8feEutAZevaFwvNGo9wpfO34U2vUciWdHm6idmyrwxNT9fZeuo+scul7BaIeXrneo3Tz6jlxDU/3vXBYZEWl+sXYeAZKpDotKYddqbBqD5ULjH33mfFSDlQhaWlX4mobtFqWt8cITt3G6cTi36HF+2ePC+Qy//MpT0Vil0D8yGj7wuDdCjXI4XGm8fsfLe6ojmdmGx6wzBXbFykNF3/4mssGLtJw7tB1w1B6OnIf++WKnoXY93n5+g9vrAlXe4V1POlx/ucad/BHogYlZKsCd8QbSB57coiw8A2yROXzq+iX+DNekHohJpJKuXY994WtKa9dj0R6j7RSsVbi02OPZpzL8s296eHDRB2SSrNGonWcit9pgobfY7YG6zXB+3uDCOYMvnDw9Of9AjPaQa49TZxI5LeUInVMSFinPGUq9SfOZU4SFzMHjc13fh+TF+mjsvDmODA/OIRxkPhHbyeeWxC2p84tkt+wX/V+rRWREZ7aZPA/8dQ1DR7XrGU5LTUKJI+RGAg8mRApdM40oTp7fyZilLapJrMYkfjTOldpOQmP5mfVYH5LPR/cayfYkchtet6Hk13C+Z2i5pnCqf9GeT+uJjpyiAwopGqMEoRN0XsFqO7yWOy9jev3dZYj93d4eGpgPWJNQOoJfkXdsKkfnrKhHi4JzcWgDZrbhQ2nqe2lUSApZhg6oUJj+8GCJF174MD784Rfw4Q+/gPMHc2RoWclP2157qvdzxen4uYeIqbwP0fI/e+E2bpwUaOq7cLf/CT7xiV/Dr3zm8zg5PY3GoOhqvHP5Cl/zdON8FPN0gZvuGtdElAbdFLQmVebk6yPDY8I4oQMrlCvxB5b0llLbuYqhoNIQL7oas+YU2gUGPDJw6Hd6rchzO+FYSD3PUgGQpXGkB5tg1pzHJQ9TaJ5naSBwBCtxJHAN0kGhq9wmeG+7PfJ2i6Lb8lwSmcfUocI/AnJG7IhTZBDSCQCMoZnyuamRR5/Ha1A8ds4zzJJCla4TupcnpckjCFN0P1iGy87adVQfbyoqk7uGjTT+PkWHRRR0cm9j/LzUMrQotCyO7tfWTPlC33vMJunhz2o0/pnqOP+M154Yg3T/sFI4oagEBcvPL8mxyoYcPgmXBMBw4UnSjSFaUHQ13v+MJxEzyv/+5U93I+ZYanLdcWkOYVylDNqp4nnFvYG3Xdyh63z+pNHAaW1was7zc/g5MGwsUJMID5LVi/YY3/9Mg8x45tBLF3P8sxcfjZ81MTSnmswxlmcHP7fOUNk13nGlxhu3fQTTGGCz6fBi887I4ZeOWdY3uISbeOSSw2ntS+w8csnh9l3L0d2pPURzPs9q3DvV6J3ChQOLV17d4edeezeXC+GoS5JDfuju4qPPnIIChsvK4R99ah4Z0CkDpXzmx4vX+O/HDo7x7ufm+OpdX6vS6VhWUuTqUnkMya/1+pstrqt3egN9omanNDj8WT/n6z57+R6+dauErW/hxtd/Hl/8zC/hk5/+LI7W28HA6mA6T5K23N9lY7MxFSq7xuOXOxxtDLbre8Ctf4xP/sqv4Bc//yKONkLOTET/U/kxxRY79Tlf9ziwrlLTrh9Fr+gMKF3tDbjhPNOwmOkd6wFkyNRmyQ5ZOYZlfQ9lfQ/n6zeivkiET9UH2SqNQx9p27FsLHSDQjcs96hGL5XVIAcyGZlkhE/fN7wuazCTbkTRSmn4jkjNEjg1pWKw41ekyRAahs5x6gelftB96AyUUUmZvkNw3qlgg2zEFZIamQAiZxWd+VP64MjZPyCPPGljuCfl9QKBRyDVgWXqkXT2ntVSDgBq7AxRNtIfphwiU809zMGM2kMD8wFrxFgJgI25NEeEmsw7kgd0Lw6NNFoBjA8SVt50rBQBCeYe4fr+PRtFqqgt+gHyNRwZUtE7Vefw/PPP4kc/9tP4ex//+/jxj/8knnvuOb4XCd/chUK+V7tXMCscXnnp8/jrf+4P4j/8K/8y/sd/9n+CL7z0SkSEQiVJnr54grq2OF1b9D3Q9go3NysAQy1BoXSmuWry8KJDbkppn1aOA+RRMk3y+Dk6Qin3YailJz7XwUdzvfLQjBh272cgpflrPUw4DBOvffos9AytGoxc6NEz0xxxX0Rkib4v3/MkPqHMB+Wt0OGR2YYPtbNaRM/eB9gn53uZipVhNlrF+KaRfoouAmDDfsoYoNdaFKjdPFI2NCx2dobGTUeSM9uwsUtzDoQoL5H8MHnCEHkjJZT6Qr8lsYP3esf5vuTA2LlQ+Jxy+mjsZL00+aw0bxo+75KfQXWs0FRuw3smjWKnJCCynQXlp76zw2piDKmPkVNHzFt6H/qcdISQQ00qyNK5RDLjfQcv+Vw9p3DpoMdimeFTrz8WKf/sLdd+vdZmGa0VWXuUnk06BJuswq7wMujZ2Tdw4VyYv32r8KuvPO6NLaEQkmJNMM50D9P8rfI9bt8DFkWPRy/2uH2nxW/u3xXNhzRO6R70fUnMIWvyeQRN/HxPVK/hnY92uH1i8MiFDufP5RFZG0V0AE/wRmVxiq7GRy98BTfuAOt9hqcv3MWFcxov7Z/i73K0S8wjwd0vHfRoO4XVrMcH31vgxm2LtpgPkUSPAEjZRbO+waP5G5iVCsdrhUVpcXiQ4VdP3ueVX9ugbE4xa4LDM93/z16+h1fvzXD7Xg3c+Bn8yid+BT/35Vc8b4AORFqzdo1FewytLN73xA7rWqHpFC5dzPGZ64eemM520bV5rQ5OYDJEyKm8MmucX1l8/ksv4t/78z+M/+Pf/CH8iT/5p/AbL76GbXEYMd/KMaTneN/BSzAaeOlrX8Zf/Tf/MP6Tv/ZD+Nf/zJ/HZ6/fRD07B6tMVKNXGt7SwfBWSrZ8HwAjN6bOD+aBEGcAEPZ2ofYR38SZ3x/2oxt+TNdEa08yiHKdU9dHiCJyqFBOOJEnkiMvU51HX9g1G5cecWH9uZGgFYBQpkXKNB7H4UzqXBadO2R0di6L9hz99JjWP4q+5lxXKusi93x69kUcAIORSecT5WXK50m5BNI5oM9N6UeyjB7pAffjnqD22ykHIs/z+zlBZc3NqbQhmmP5GjXlHuZgfiftoYH5gLUOYaNLZk8SNMv9Xcyb45BgnhgVZ7UpxZK+w1EGQX7g8wFbwXAWC+775e3IpmFZ0ctsA60sVqsDfOTDH8KHX3gBP/jCB3BuOWflgpXx4Vmy3ke2vu/SdXQJc+ZezVioAMEbfDm/hUsXNIxR2O0dXr+lcP1mHnsVe08QMGlE2dgDRkYsjY38HUUHhJEpx5w9xErkdtxn66WeTFLiJcFJlL82GLSpoi6Jiqb6PeV08P0L45nC/uizNF8G/aicRco6Jw0AWm8U8Shtjb2qsKkuRnXhpKc5vTfNHSknlK8JeFKRHE1UkkQaQb4/MXtpOt6yr5Q/lFKZU4vgPULRy/om8hJLY5OgniMHhM54n6RNOpII+gWMPbFkZMooVOoFT0scSIdRrjqUqokYh6M5OyO6L8fNoOeaczLKzEqfsuxMalwZOWOkApnOxehetvPMfgiRXoIb0poj2SYhZtT22uf5zNo1PvC0n8eL8xo/8O4er91wERKDjDJ26sFwbnlqCANnwNJ0wfe7dNAzLHe3B77y4g531FU25BguK1ghpVHIc6ANLue3sJgr3FlnOKhaPPF4jq+8Oq7BmM479TOzDVbuiPcrQVwBMLMz5UTN2jXevfoGlpXD+dkOH3i6xa27lg1uGmvtQk1Lkh+zdo33PbVH2yucnKyBGz+DX/3VX8Mvfe6rOFoH0qpojcFgYU/wnouv4fU7BrtW49pBjeVC49X8HVEkkfKcGxMiv5lt8OTlPdYbv0cev+rwyc+1uJNd4/Wi7Dj9ga55Sd/CQWXx4te+hL/wp38E//m/9/vwx/70n8Ovv3yX00aknKrcBoflBputhwM/cbXDemPx+f79nF+Z3ovmRZKl7HWF0tX48MUXsd3HVBm7fobazdFk1SgXNO3/9197DZ2NIyBbs8LGHE5Gm+nsT53aqfyW95DrzDsd4+gPX1saJjpE4gvVMIQxdwFGnKYUkLFHzpsmq9DMDuB0BjVEss9CLMhGMkE6o6b6GH1nQI4Q3wKNVWeCjCDSobRJwwXwkFFCDKRjJNOR6Lv0PCm7umwkdwFEYyCdk/IzshFrLsnMvQqOSmmQp2M7ZWjS69Kg1KJf5Pimz0iHe+qQpMjkyBl6xtnA10rGdQoCTa/Le6WN5MnUPD1s3157aGA+YK0XG2+qXhC1yLARCqBs8uCTHntZCgIYQ2PTnED+HAJd+BT2n9glUypt7mPfBJgk7KS3SubO+b6W6LMSq+YuzhUxc6aMDqWRhPc9ehdGe4Xi6kXg69/Y4rg/HI1RamhNGY4U2WOPYyL05BhTPlnqhdVCnNL/9Ax0kEoykyabo88GiHNy0C7sCRdwjwwB2KhvBAEiiGM0dmcIzNwN+ZGw7NWmcZVeyalGuS/R+CbKRrrWtPP5MJ0usC0Oo+R+SfJAfSYllpQQGnuCP9M1ybijqCl5en2feo76UTtLocpdg4VasxcWCCUzUvID+o5VJorKSnY/6TEmSDivW6JmFyUNqKV512n/pfHrYdeac37e6nCU5FHk2c5UN2I8JsUsNVxS0isaB2JVrc0Se1WNyuQAcSRefidyfgx5uQQJ0+hHbJ5sTOtp2RXGKYxjaWueryeWN3DjbmBJvXBO42vHj56ZB0zK2FnKh1wLUzLlycM7fsyEz+Izr13hSHzWe+hj5TaTcl0+q3Y9nrlWo2kV9pu7uP2NX8BLX/xl/KPfeB0np6d8/z1moY6hDcpe1jeY74+iXLbchf1FuXh0zhB0/fjkBC994Rewv/3L+Plf/SpOTj2kv+hqzr2v9TIan+9Tn0FvFV762m/iL/zpH8Hf+kv/Mv6NP/Vn8IWvXQ8wbKE00hlRuhrvuNai7RXq9RHsrZ/Dz/z8l/ALX3gJt+vx+SX3zmOLO1guNJpeYZZbPPn2Gb514su5tMV8YPmtIvZbGmcAeP78azipY1m0dzOf0qCqKNoLAOf0EZ645id2WbR4+yPAZ18s0GflyECbkovaxor8tVWIsFLrXIaNOcS2PBcYoXUoyUPXrdwGF2fx9xUcLDRqteD1Y5Vhxx07VlXIGZQOaM57dGOW07OadjFMdmMOIwh4htY7pVQs41KnHhlJlJ6wLQ7RFnPvnFRjNnDSe+QY0/4BAuwUALONEqrCOj3Km6S+SuctkSDKNSvlM8l3aoX2jvYpRvm3Mo7J6bVXFWqzjOCoqZw4C7GSNkLmcPkv9N4AHspzpdFoLc7RKdkGYJQeks5j6mBnvTIxGhtXssFbuno0v/JZI8exCo5jqXNRWkqJ3eA0ILM5/KSNIN+dLtCrhzmY30l7yCL7ADaC4wFBCWpMxexapOQFaN2g4CXF1aeEivQEscdJMOiRx6xFMRJ2U8IvVXJ7GEAlLGGiD6WtYXSsLNMhRVtcviepvZ97/jn8vY//ff+/055UaGBAI+FEXq+VWePa5fNoBz308uUZfubXcvypH1yzQRNF7RIBfZb3VR4sadOuB5RXcDyRwx52Zpj9MxL40rihnEoqx6As50LQuEYRMBXy80bsaIMhysaU65Gpluc7NaiBAFOiki7+nkHQMzxT5GkCsUGZro3Ue+kjsMPBbsOB1AlSiA1WqMwWy+4uAGBnltjrKqxVwUzJEW7bMEuqpPEnQ0UaoWT4pYcIeVvlmNF1+DAzYCZWeq4OuT+IdYCaTR30QGxIZehgVZzfTOtcPhfVhEvHmGBYBOviKKYTz+Q0OpUPa2S8ruVvZnkc1l+aL1XrpXc6COKYFI4trzmKOKrYiIUDOpXzYZ82kiG8xodrFX0NmIHRd4AcSvZG2tNEDtPpAlr3owh8Ohba9ajsGu95W43Xjue4WryM45e/ha9+LsPJ4zfwvmefwPLgHHve5XNr12NjDqHVNIO3XEtAkGfncRvPvv0irt/QuHrB4vDdJb789Qb6Wh+xlFK+fBqJpnHRtodWnqzo9uIZfOE3v4b/4C/+Af7cf/2xH8eHPvwIgBBtTxVs2eQeoHxoqzN0ktDLdvjA1Tfwk//06/iP/+of5td/4uMfw+/5/vdwbt0GqxExh9UZfu+VL+MffiNW2qkMgewjPT+N37tX38CvN8/gpa99Ef/uv/WH+Lsf+/hP4KMvPDIae3rGSm3x/OM7XL81w+ycxdPX9vjcSzne84GxwywdY3L4Xl3GpXyo8Dvg90ifH0Zj966Lb+AffPZRPHl5i5vXP4E3b5X4qXqNP/BMhYPVMrp+rwy06ZkpnqJ71JcPvOtJ/NjHfgoA4KDw9LPP8pjVeslnC0xgBe6Qox3k9nPPhXNTweFdz72Tz5RaLQL0k2SrDvcmJnh6LpLd2naYATguLk86mkkXiJg8XY9cNSxHN/ogOr/4TDDhbG5cYM6lPnkkVHDebItDzJTPP+XIZA6Wn3TmMMuxrqJaytr1gAZDQj0Dume/jkjZRF/pPKP+UP7rFEog+g4bO96I08qKPMWzy8DQdzyMXdTZFud9+h2pF9E1U7ROprqorrN2PTI0kS7ZIWdnOdcpFagTujatZ35tYOClZ6aqBACi3EwLPZKT1J9Kb1G7OQoVn/vp2aCdl4MpAVKASk9DWyU6idYqMdzzPQd9+NuB7zql7osq+K00h+/dHMzv2MBUSv0rv817fsY5d/TbvMbv+uaNzDYoEdpvoNosUaqgNMsmDbUAqxwrJXITt6oYGaY+8hVyM6SSKr8/BSeR0TY+uMR3KPpEtePommSYpfAO2S4f5Lj4wguhn+hhESJLwBBlGa757OVDfOb6IR692OPqJYPPfm6Dl04ewXuXL/qDWfVsTJPwIDZIIFGiEfKDphT29DCV3vApwcQCT2GS/EUK40C17hnx4PzY9DDCMI09/rI/0jMo+9yiQImaDQcZ7crdUF/SduhMyYYZwbZ9v86IqgsHA40bwfs6XaDAOCqkXY9Md34umq2fgyEKSOtYu35UTkDuDc+um6HAng0UNtj6PazOvPKhC94jU/l/nS4Y6iTJIaDHxhQU2KNOdWVBXn+06BKPp2TJo+tIcqc0ci4hmelekiVO+PoTubmkyNA1R7IjMQB7mKCADWuw1kss3DF0349kgtzHrSp47Ok1wCvkdqDIB6TycR+nTmIMA4MzRCNyJsi9AhUbTTLKJ89pUuwLIZeey76K2/r9+OxvvoS/8Rd+mD/7Ex//GD74wkcjuSZlTulq3hPSyEh/S7gpALz7/Mu4fuNJ5MYhNw6XL+W4l13B205fhzUFmmzOhBuTNf50XLbioxe+gi934zQC6RgBBtjbUFaA5F1nymj90b2U7QGdRWsma7Z4rPkSnjoXl6nau1kEx+uQsYFJ5QTK5hRz2+FCcRR9V8GxU0ReI4VjPnvhNl5q4nOhcWXMaI04clz0NZ6dfQM3y3cB+9t46aXPAU2JX/r1Y7zn+adxYTWL50k4bXf5Ep3K8czzz+MnPv4xP+7I8a7n3hE53CTMT6NH5TZ4/9M9PvGJL+E/+WthLX3s4z+B3/PByzx/dD2/P7yMSduF1Qwf/fAHWRH2bcfQxoB8MTFKYFjv5w/m+JdeeD8A6RRsIodJi+L/x96fR1uWpXeB2G/vM9x77nsvXgyZkZmVQ1VWZWZUqkpSDZlZkoCldtPthgWye1jQ7eU2NMu9LGMMLbDbtBHdQNs9/OH26m6bNtDIIERVCRAgEEKCBmEkISEhCQ1VKlWVah5yiIzhxRvuveees7f/2Pv37W/vc17kFCWqqNxrxYqI9+49Z4/f/obf9/vQlqkQGCWiV9se3dltVLsznO0/kPVTGxp0frFPdPaUhkDpkBzQZGd3sK04VXssBFFBUq9Sl+G/u81tmIgEWXf7Yni5KsH0yYxNRJZEzUwsfeRjfV2T+sZ5578zLoKxR7sJxU9PFpeD/CycsZwb5lYDwfFRolJKnaOU1cEwDWU/tB6m55MOOt3KCORcahVlFADs4Ujy+PXZ4p1U6oPJGRN+15rkUGff9O/1c8poJmUFnx/QQ0UU2k7vBu69zFms7xd1VrO5iTpUNs+R5CcRBr4J9nw97fVEMP8BMl/5q27x6OJfB/Bjr+P7X1eN0EIgHSZ6eOmB0yQBZdMRPba7wVgYveKhZx09es5LxXQOPivviRcDFU2B/FWqbhww7R/yKGEZRbImeD1zWmsVIaMhFYXQw/bz+MTq3YGQ4tIO737XAV48Ah49uIwWvSje7OuiMHxofGbj1Aa2NghMbuAPtsXQznszy3y+na9RneNhY3mSrWtxWB1JRBuIa6aITzI2wOKCKS+qMV60TeExzLy7boBxI2ps0ZoK26abrrMay5wnG4BE2nkRnRvlw1Tx4Niy/xeeS75jazq5jAY0WJjNBPamv0MF4xQHE4O0PCuTqFxsNJ6zmmdQe/icdeX56usOe+5I4E6s41nOQwkdnbuYy33FHGprWpy5PdR2lykfejxUjM/N40UOiyWEX0cCKCc4fxNvMyFKqi4qZVqpjOn/nzaHmbzTUXV6m63J9xowLcmSIwiCEkxDlUzJ33rpo/irPj88W78UyJzkvsKFPLl4HlnHcm33M4dSFmmM7yGcceHWeObtx/jSnX1c3V+jskv8o0++Bb/nvl8M37XheQu/FkfHaXMol3Zm9EW5+o6L17O+swyMboTYOVjUsa/sEyOGIXeyBmydzm2E7266S2h2Z1j5nLlzYTahXhyNXs4V10s5aN711Nvx1z78QTgTdsW1a4+jNdtpJCZCoekEvYSX8cj+zey9O9dkqB9xBOi5x4j3P/gFfPDvfQ7/+R9IUdfv+dAP4dueew8WZpPNabNL6Ri7tsXlCys8Gp2b2iFZ5g7znNSuxzccfBo/UeY/upXsEXHIAJmDopRDZeQvtXpWOdYs0+HvkDu7OnsZY73A0d402tv7Fo1CsIgxYBx6v0Bje5h4H3RnL2O9ChDjMo1Hp8+Uhg8bZWaNcEaDozMwx+rzGiCzuQNVxqgcu6NJEFTjBhg/ohry0ljcg507wWBbiYrtTFpLGtQABC7L+dTcCiQulL4o/UuQO+oOLvUc+T0gnxlRYQ/Hkh4ygaX65Cwmw61OqcnmpriDysiibkF2RodxVaE2iY9j6U5w2hzOfu+8sXBt5XdqDKzjKbmYRaCjMkmvqU3ulHewWc1pjmuulfqCRv4Ecj2XI2qQdBcd8SwrAYzFd74WmjHmLwL4vXf5yB/33v8XX6n3v16I7J8D8E9f43cOAPx3r/N9XzfNwmdK2LrazxQjKjo8jGy8iKoCSpA9u1CeeYmUSeTZd9w461Vlf3TEjNFH60eszV7m/WTTCv95Cr14tjJFI/RjgU120ZYXWAkJfOr+O/ipT1xAZ49x+qV/js9fXwDP38J7n34EZu9hUXrZtPec3lbdX4n+mSmEGMijJzvTzkaeiP1nq5AT92hlCQDOhg6jN1iYWD9NRWVqM4UYlvPBcWkFfTRJWGpIEvNNK4zo6xXa4SwYma4XpeE8dtDsveWlp9ZSOxr0+nfjiYyPMBMNoZFnRcgTv8e9TyOMxvPOtBhtiMbRkJhzutQYsrXUfZqDHek51M+kIlg2vVdLCv/a9eg2t2HbEafNoUTItVJQRsUAACaWlsgM/BTRtMZlF+vSbqbR2sIJwfNLynqtLIzR2OkQIZtRBqUIcSzeTq+3aaX+m4YaduZMotk8H9rDzT7SiaQdW3PkRK/2wtdKkO7TFsvwjBrAEEtqLO9k3/UwSfFEIihyqLC1nexbAHBNnnM5FxXU/XlL8zx+6fY1YLvGy5//Sdw87fBDd9b4wNuWaKMs25kU9V+49Wz0htDbp689gT//wR9GZUa0tseT156Qd1I2cd45p1lOoIKw88xwbH3VBeXPBQTKE0/vC/SyQY+nn3oiKHERRteiR8lGzWdeOKjw7DPvl3lh1FzfCXq9+T0AeOe1wEJu4GGNw9ufSmOUcWDqyOrcCR66cDb5LKAcGip1wisY8WCaTEnXZ5PGhMhH9c533n9jpm8pNw9IcPaM7GpGedbyV8urLCdQwyxV6aLa9WhOb6Fql2iXF0WvkLnyFmushLBNK9rWBETNWC9Q7cI+JLkVdZP8PptxEs44nNiEXErtTz5D34PZmB3LbkAIf8ThXi0yFBKNnHZcR/K1HrYeceoPJGqZl0FyGUpBl4ISeatkp3UjhnYFZ+uJgwCApDStzZ44MuS7dLwiL79SI9V21SkDYcy7CfJpNLkxT7mq5V6KGKZIe4+FONoHNKLrseRTVTgd55yfeizyR0G9gbif45ztb2+iGrbYNSsctffL/i/XOd0R6Y6bk6ET473oXx7RzFNA1n4FkgOV388htvPO70kzFv4ugZzX1cwbMmr/LEJQsGz/EYBnAPzIG3n4K7XXa2D+hPf+Q6/lC8aYKwD++9f5vq+bVoFlPxKcokxWdrDBE2OnSdEl06BumZIehcd5rGkafiWGUawbN9gWx83l7CDLhRCFfIdTob3Xl8va7AUSnPFkAnfQbWs6Mcyk/25EizWWLuXl0MOmiWT08x6oX8De6hCf+cSv4Lu/M0GVvvfDP4hvfP+jIaZuCIlJuZLa4KKA4tw6E5ShnWkzQ1ivhTOVGPslXLWE05JARkqcKJZN5y0qO2I3hMumjMiVOVS6L/pv/q50PNCzy7FprzoNzxpB6ejGk8A+eM6e0c/WEYHyUigJLfomjInkJmO9UKUH5tlbddtiiQ6n6RwQeuZr1DPpCzoCBuQXku6fq6qsJhigIlI+J6QpjUZnqsxDK8pz9JozohNgyNOC5n3V5RG3Yl0ByH7Rxg/ni57pxvTZfiM8jK00rK0fMdoIyVV7q/Eh0ktoNtmhZV5mzrCeKyoq2gs9J39q7DCgmb3MmcvMuRxn5NxcdFs369M5tvGMnmI/EJ7E2/Ab3vkE/vL3/3XsXAMHgyevPZX1j4Z4uTZ8PuUC399XHVokxuoSAfHNj93Bj/6jj2WRtb/24Q/i2SsPi5zRTiAtY/QcA8Dl/SV+ywfejY1bBjIROAywYrCHyFEfWF/jPTIWtTZhE3R74deiLNauzwjcFgcX8OwzV+QcAMlp2SCVWtliKdF0Qqi1oUQDjesizic3Blbp4owdHlR47tn3Zw45mX+lHJYpIoNt0VZThxzz+IEIM0WNVX2U1tz1qKsEZy3fRacmf6f3w7Vr1/DnP/jDAABjHK5de+ckYq+NqB3CmdVOkJpReZs7ZIDkSOIctqaXupJU6Bmp79olfKzfuq72Zby6D9r40HDQxvfYNSs022N4k5PWaMdUeZ4lqjnjbCkdxbKvq/x3fL++f4kAYVvbfbiqwtCGOqKsJ5rNlctlXWu38hkSHnFOAQAeWY5kj8B4vfVtMMRNLmOYA77qj1AN4R47WVxOTNNIENjSCKIeoe+fNuY99nWXpR5YhLUeTIPetRmEtGylU1I3RkN19G5EJSlG3H9Ea/AzE3hzSYKkzq8e32DT/rBuxGJ7jKY9BPkIMiMvrvN5JayISgCQOTZ1E+c0VHqIctY6E0og9b4VGVIS97Hvr8q4/Cps3vufBvDT+mfGmBWA/wHAr3jvf+Er+f7XY2D+fgA/8zq+dxK/+7HX8d2vm6ahGLrpg0KIxNZ0chmVf+6WbJ55v0thgUYiEzrKAACrMQhOawfY5jDzkpVKU/ZM5SXPigPzcw5ANe0LL9u5/tdj9LTaCkf2SviFQTCKbf7Zb3/88/gzv5gL4MFX6RJWRiahdlRMeHGX7weAyoznQpt0K2FfWjm1GFGbBCu2xoXiz1FRbc2INZbYuQqnOJALbzaXLjbO9dwe4AVdYcTSrAGf15oEIHCswbZwTcpTs27EHo6kKHzZSo8ijYmSnZWf4b+plPIz1bAtHz35viZpInuudkjQE595dWeikVoBOq/p/Usle+6scS+UQlU7WdphjdpGhk43SFkWPTbOCXN2eAap+Mm4jRNZEN4TI9IxX7f3IceW3msAolAwAjeBukdjUMOadSsh43puM+MOqW4km2ZEnXu29KFwKPBzDXop0g6E89f7RfZZKkivpnH9lnYtxtCxu4CDgw2efeYZOZOABMwzxlw6ychAqtdvazqRQyOqc+WxMxXe0jyPRZ2PeWuW2f9LBIL+m88R47mqMJha5Js2Nmgs6lw5omJas80cHLKGis1ZR5/LEj0702b5vvIdMofPrDmdH1ssMyMcCLLd+ZTf1Y0p/w5WRdkU+kNH7YFwJm0V/40WT1z7BnzPh34o9MuMePLaU9j6FCUhNLKvO4niAMhy54gcaGPet4bROdgsJ/jwQoMPPPc+OB9Ob0iFOM3uTQ3bZj+tCQaevi/DO5LDU0jhCtkVyGnqTB4cm4vY6y6i2R7Lu0r2aJ3PGXqbr+NZe4hFcyxpM/q+046pPHetmshgkZ1xjM6HetA1+uysE4nSmvz7eo9wb1I2bNqD7DPnRbmmUS8X17TPUBF6DgjhLp8jRITReG83d2DHHtWwRVunqL8185Bo/s1zt4x5pov+GD6yRW+jw5Gt8X040xboXbx3lEOBZ64kMyyb1rkY2dNyWzvTNAlX9gw1x5wPMeBUSlTteow2PLvBmXx3CvFWPA8KAs5zD+TGK58TIsF52o7O9Z+DCVskyHGZW8+5fDWIra+x9m8hIEq/9yv9otdsYHrv/+zreZH3fosQrn2z3aWRWbGsI0V4Rmu28bLbi9EIi4XZTISIvrj0ZUbPn2aolO9G2N2o4AyhT0EZGaoWze4MztYZnIUHUBeJ19AGXpgTb58rLiiToDb0oFI5q5F7LFlkOkQi5hVS8ZpixFMPliyAQ5Z/Ofpw+QeGzyojJ6DypOuV8flU3vXYteFUGuD8noZB0nDYoBOFQef1dXaBl3YH2C5adGaTrVk51rs1bVBx7XXjM3kRML9l17RStqAeeyyqjeQynOe5L58rcGHlMNDK29rsYdPsox3OUoK/G+FsjOwW88fvMw9IzwmJfObGpj3gQIAWzUGy+R3mJut5LmnSy7kvjYm98UgIXjgu6wbU/RnGeiHF6PX50NHDMs9LOwJSTsm0zpeeYxoUJVy7hOHy5+2wRjucYagWOG4vh+eq9zhvRXnRe183nRet+6ON8/MI8spIR0mUxed0JrAMspEwZa4/bFxTMVSVV3tpN7KfspwwJC87v0snAYDMwKQh1FeBXj8jHTrnvD5y4XbWx51rpCxQSaak52cuMiTOK8Oc1+l9wudKpEpBqvncnWkTiib+W68bzxzRJszZkwidyWUkFcDwbidzTGP1uLoU9libzifL/ZzHditsyrCZMaZTNvQaXr6wwjPPPFfcGangfI1wL/Q2RURKxwnltDbQ5hy1QA5jDP2yOHYHOLDHsve1PKaz7bzIDcdc5gRzzOKEiazSOqfw5b234lL9QpCb8eeDr2OkW0WE4vPLUhsAsF5ehLNJZuo5Sv0riMfOcSpRJjHNg/wKOt+6qtIeYR6unEubG1AONoOVaoi/M9WEIE72H1oxylIkNt470cAY0IiDrLZt5oCTZ7tc1gHREKogxIZ6DTU0UzO50kDTbKTa+KOTh/PX2h69awtGWgXnNvN6SJmPrs9/WSLslSJ4+j4ZFY8D54VjW7g1TptDSb2hfOD46LDREOlyD2b3iap360wVDFhV8m2Oo0I/C0hOBJ1jWxI5fRW0xhjzvpmfP+99kQz/yu33AhgA/OU33q27tzfLlHyVNqsuG80iWiYhD77Ggp6rInpYHirrx4nnJ3unD5BECk9SoGtmt9PuSvaeMhdU/1wLOSZx68iorQpobzVVCDW5SAZHjeymzlSTnEbxVJn0jKefvoY//Zf+HqzxWNUbPHHt6eBVduGiypTyKJxKoUqv2nLMKclLg4+XXPn9sl9AHhEp80FJCAIAtXU42y3RLTZJufUpwqCNGi2IueYaRqKNzLmIczn/QIzI1EhlPxQDqBiaM6Vf2HgZjqgyuJ9uLD9RuzN4m0NW9OUY1jyP0mpFWysY5xmP/A6LyvP3dGYAEEj2eXNb/ozKuDaoLRLBi1ZEnK3hbQ1vK4nY1jGXSCJRhbe+PMu160MpAkbhkSMdXLyqK4yhxh3Wsge0U2lEntM3Iq+xSKVLK5yt2SYjwqV9put/UsFjDpJAxYq1J4SSbfA1Om1sm5Tn7WAzIir2hQo3kM5pMHhyeBPnTTuL2nGdjE6l3GjvPeeVTpc5Y4x6NQl5yvk4L4LnUOHJa0/jez70Q6hNyKN/57XH0XtGJgbJvSwjxWx6r2hZKIpp/Nmc4lg6LrS85c8bFV2iori1nRgmpZJe9q9Cit4AkJp2QDLEdQRwtGmOt1higY3IF21Ek5GZz9YGrXYiDLYFuQ0o61OB+RC53Po2wAPhsPYrjFU6O5MImIr2zUU5BK6u0h7gE/po47uAIMGUkE8r2+24ln00F4HRRG1SdzmW3GA9W+oJvW+zXNatb1HBCUT4PLZzLUdOI3LJweb3eTQM+Iy1X2WRZXmeMjYBZBwH50bHTELDAJjIed6nNXbZ2X+lXEEAAtdmS8iiMOreLzCYELmbu0MyMkRbYTAtmvoMhn2NxrjAXJEMurJp56czFfp6NZkv/RmmMVmMsDbkFnK/HDeXxaEo4zrPmYcxW2O+r3RclfNaOhkA5SRRdzUsnaoB/tz4HifLK8GYVvc3gJTSof6fiNyUo9GmOdOyZi7tQst0InAmznVMUYP8rnb2vFLOvzdWdJd71bwxAHA/gJ+f+fWfAvAnX+2zjDEPA/itAH7Ee//ivejf3do9mwljzDsAPAHgMma28mvN2fx6bbOCJ8JrxliwfTC1XJYUDDVyJcP6xDyXGUCqEPmIqSeyjSxiALLcGjbmYJ1XgHyuEeYyF+nRF4coarFRyI+o0OqoB1IE0/pR+kJGOp2cTUFy6cIKzzz7AQDAstoG4gLvRFBpFleJalKBnjGG5qIJ+v+Zd1MpREBeBkJ/XwgWTPL6tcMaXdtiUR/ibNfgsA3Q6BbrySXAZ5OoIovoubh2KkrM+cm8wGoPlfAY5qnRGGbTNSD1mDQznMwbFd1ohEs0OD7v1uJBXO2nRBz6wtJzm0HU1B7RBuh5RuHcup33u/IZZUSzjFrqi04Tp2ho7HZxgMX2GO3xdQyrC9g1qyw6SuKcgUYk+0knkU3QsPMuvvMUrWx8ptizqEKOVhyShnNTIZ/ziPO5On9ajE8/Jjbs0hERFdzSw1yiAugooNJnRfpFBSKWxylhmnPEKEBwmtRKqZ4lOYsKrnbW9T6UTQgR90S+w3ERXqnnuYxclsbg4cE+nnv2GZHr4T3I4K0AMoNjso7qPdrzz7XTv9fvLvOcywiQPDPuczoNbDWKw+JuitdcBFor5uyLjqhm/fMWW7MUllo2rQw36CVlRP8um5vYR+mLSXByFxEsNIocrKxzWVaJ66PJddjfwddYmnUWWWVrbZJ1jIDORUm0cs2zru8PkXcRBk8Z2Kq9oMmo2GdCZVu7DWfYO4nSza1fybHA0k3H1SX0roUzdrLPhOW8gsilOfmrHdEaRUHjRDsTsj7F3Du9bwjd1BHguTnVqKny2fr75RwzqspGZwvlW+169LYL9XAxYmUreFNhrBfyDrI2Z4RsykGhHVccu4aalmPh3yVjNX++8OtQ47RwJJ5rdMPJuRtNlRn+Wh8o53buPN4t2qkDDHMGe5iPHIK9wBrO7AVougkoKMog2AJh4MfCITk1Ns9rOUt4nmevS9X8C2rXAXzHzM9fa/Tyf4Og9f7FN9qhV9PesIFpjHkEobOs7jznJ/EA3jQwX0XTsIlcwKfcTJ2HR2OFh1bDOgGIYGmVolMe7NyoUx5Fl4xNZ6qsFqJWOqiQ2Jlnz11cvBDnDCR+J0VhcqOFUEMNu9AkFLuYSE6vMg3o2gxoKptBlpy3aMyAEQlOUSpbFPxpHfKoxBypUmnIMELD9eIlTKOkjIDt0KKuWinevNydYFkNuHG6xNmiw9a2uOEv4m3209k7swtTGSrVsEW7vg27N+BG9wgATPIptDFICnl5XjzRvV8IbI9ro427EipJB0X+HYu1jcoxRtkzknODBi8dvB0Hu5uhVEKMiuiooC4nUxol2ogbqgA9FSVYK9dqr5JUZpK7OqMzl8aRNuITAc6YOXiOq0uwlcPeeIR2cwfGjxiaFfrlRSwAmKFH1a+BVYoGsm7ngFZyk+qxzwwLgWuakMfLPBLdSOSi79my/6WXnBc0I0u8XOcUDCCxAkvUU69JzKMDIB7ssmkoGvusnTO6NeijwWehFWMqgA3zzxSbrs45lTzt2E8Nl+U5L5V5rmWZxyo5yjFXj3VlOSflXAPhLDtTTej/g0wfMgPLwolRwr3VRtlRux6n9oKQW7mi74wmiaOnUKxKx2Ipj8uIpTjBxpxFNED5E/xVvP2KrbdBL5+jQcHIBpAg+WySIqIU8GBoh7zUzod0hyxKgnzfzUVsauxCzu45kZzW9mJMOFNhjZXMPe847n/myevWmD7luiLlF76SYqrvGA3pLcuQlTl4zlSSa0l4aO3CPtX56CTHokF65hKhTRvP+sYtM4Ox7DMJ/qwb0No1nm/ehrVborObDJoJJOdQ64PTRaLLd1PukdfAFiOE+1TVJi4bnQQyf3GNdmhhbZ7SoKHsPLMasVRpWYHk+OSY6rHPEDjiPIz8BINtcat7CAdVKqUj+ylGdfNxxzxZLWPjeeJ4JzqV2vftsJacWJ3Go/uudcFX0zJYuXI2sb8Th4DabyX7+FyzPqA0tPNayyidx0w03Z6/g1N7AUBiBp6rhanHyzNV3llzRqdljWY/ZS4eEMiUWnv+mH4D2u4eEfL8HgC3APzQPXjWK7Z7EcH8HgDfDuBPA/gnAG7fg2d+XbdXwn4zF8CZFGEbxLAKPyvJcbTAKA+kFhQa6pgZqkhRKQcrheW1cqO9TulScZLfMycItKEl7IvqkuBlN9gWtelFmLJwsvWjKCqMcnAOOR4+q7OhOPUuChLmYcKH3BiyxgEQ6mxdLkFDN8qcpEwZUyykMv9Iwk4+Y/M5E++eLS4KP2JZbwHs40t39tHUHmdbi8P7r+LQ3ZDPOHNO3bFhC9tv0NTHaLqUt8ema5LpMeg+DVWLqhpx6oOBU7Kt0QDi3A9ViwvHX4bxI44uPCpwa8KOdOK+jD/u543vcNTcp5jddhJZo/HB7xDiqi+oatiiGrYwNZniIuS72p9Es3ZooxI4Yv/kRXhb43jvqpyTUonUfQaSwbncneBg/WWsV/flpXjMKFC8wbYBPqN0jO3iAM1yD2ZIChoJrKwbAL0m0bDQZVoILQ+5TEMWkZHnxZw4TRoy5xnnz6nY9FWXnUMA4hnXBors/ZmSRoTHzjUax1pBBMLeKnN59PrSeBqRopk6h4lELecp9nORI91HLQ9FsXQ9+qqb1CKk4w1IkY3yTOfzEda2r7vM8ZJ9JjLpck441tJ5ODc+bZjpPEX9f/57biwyh8X+oGxgZJaRdSJQrBmVQZgcU7rf+h1iRMUoBOdcRw3YEitynhc1uweVHCzvrtr3gZFbjVvkmIEo+Bx/Zwn1zA30GrvMsajHZos5ByDnMXNuIii0nUlwWCDBXLe2E+WMd7vuW5nTB8QomcpTzNZWG0wmlL5aVttsHsjvAEydzpTt1dCj3d3Gw92AT1TvBhCMzAZ9tjfKuq99lSCiunYu+6YNYo1YWJu9BLutQpkkYF7WcNx6jgld188unQV0WLDp3HY9d3PKcnbex+jsbiqctYcZMzvnuIyM0XlCJxv3gc65lHXwOSrK+nFiZG1Nh12VDPq5O6w8YzSsNQtwKR/FuVbAmGk83w2CqxvXLdU2rzCYJuZNKnkTCRezUljieKom6JO59Jw8xeF8OG8Ybw7n1sifGrtEmvY13IwxzwJ4GsD/EDlxvuLtXhiYvwXA/9N7/0fvwbO+7ptmw9NCiI0QVkbytOdaJyfTyOOhooLAZ5KFrBTIAARqVApIeqOBkONRCq4y323usuV7LIJS3vRn2C4OcNYeToSAJijYmRDVI0SGZVJK6FVZhzIV3SbhxTBVzAywczWqIg+zjGRmSouZ9yzOGSR8nk5W1+Nk9JCKvUDx6k6M1ZU9BXAFX75R4YHLoV8fv/kA3nf5OItAyeUZ+1JCN0PkixdaPiZ9gbEP7SbUBDxb3YcWa6ztKuUusRh19JC7ppJC7QBgxx526LHa3sa6U7loVLhg4YxFh1N5P0y4iElaMMnhgRMPZnahxEtEw9mqYQu0B4nJrgqe+qXdZN7SMsq+3J3gaHF/xhx5t2b9GJgDhx6L7bF4yfV3W7PFDi1uHTwSoliK/GBY7KMZboX+2ArO1gKjZe6O9uzHiZDv1yYo6VROJHqn5o6eWMLpedHrnExBK7BvlT7D+RxpeOKcITVRcJUiVDL+6hIJbDoSpnN+dJSDf7PmqeTAxnOe6tbluZXaA6/XkPBxvmNAM4nw6kimhk8B06hWKTtT1KMOaAuyTyIxWut+6twfKoB8VsgpnD7bmhG9b6NjL4ypJHZiE3i1t5nSWjauWVisWFpnnCIwErRU5TtiDEaaVWUYznM2KgdCBlc2+V4ulW4AYqzP/Y6tHnuJNh8198XhkBTFZpETOnNam7Mtz0Gt2XSkh87HrQ1OGsrK0qDI5ln9f+HWWG1vC88A73Q9rtr1sBV7PoosH02VRWpzQzMaMNUOp8MSy3YDh0QeSOhybXuJPnIsAHC8dxUXb38WztZoqwGnuwX2lmeSA279iLZIcbBuDCXVEODzE0OySKMQp4UbsW72Mh1lXe0HBBASa6hevzBeDUPNHer67FNXKJEr1o9YmERkxxQfF6Nm2rkIhHuausxYt+I8Yg1meWZkSdZRf57LU7+fRY8ZMXYmGKsjUvRf8zaUDhsdSXTFZzXaLTOu4l5fjUfo6w5ru587bKPs0brWFkt04wmW/TEA4Fb3UCYXdamTUt/RznUg1TbPIP3x7t8hdxCwaUfzea2MZIbvzadLMIrJsl9lpJmBkldq3tjZkl1vrL3K0PMrt98b//6Ks8ey3QsD82UAn78Hz3mzzTQRODYZRhoeShjl1ubezMCkOZ9XBCSBk1+e6dLbYhk8TdHDOlRtJtzI/EYBUiZ3a8NlZ9rMO01lqhq2sOMWy3XIZ2KuE/ugqdN5odTx/Z07CbWvCo+kjqpSSeTY9BiziAkG1FUq96BbqZSWTeeK0FtaoxdlZmhTJJfKhTb6AjwsrJ2OkNA4pJdub3eE022YlxdvJkH88IUH8UD9gvyf/SQRijMhF6RqA7xs1R9hvdiLNSKH2XExYlmPPYwfUfVr2O5SMODMNkSwfYuFEIikWoy7pkXnTmQfmGEXqPHV9tQEVTUGrM0e9vydPAJrk4NBM+1xneeKVjvYQPNuj7NEe7KhNr6HNV2oE2fysj9r7GG/XcEw+oxcAdDKHWuS6cb3GTdkl36FUXJrgWAE7prLWPg1VkOotdcvL8BHYzIoVjkzKSNjg22xNR06f5K9mwrCjgq/Oj96/gAV1bJ5vvbEGx69zG2M/GbGDHLo1USpN+nfVMpKg2IuP/c8Y7bco5R5zlZY2whjRFMwXzvlAMGkZREmpUjdjb2TY6IhWjrD6sIQ2NouU563toNtE8IhM5QNAqmPyQ3f7N1I8Hzt8NJzu3DroLxhvqyAVhwFzh1LMzEKcVodCgkPlcEs1zCeh9r1knfG/tk4llTeJRhXWwQn1GhCikA7rIODtNgb2oGn0SdsHDMV6NKZWbJQ6la7Hk2fyiPcah+YneO12UOHU9Sul9xaTUTFPHdZB5PWsXQw6AhPy7I6BpKnyefqu4Fza1yoQdyOqW4lkBORUTnn+KwfI6LBYuM7tKaXVIWw3nRgO+xchRc2V7DXbHGfvS4RSCAahWaa42f9iJuX3hF/AOxcFXNkO3E+lE0bZY3pM/nIedN8B+zHUAXnR4+QC8u+sBbrXCQ/OWpSLl3Zyjq7ZX/EqWTSHdT7RSAuLIwanffL1g5ruCbMN+8KGumBMRmCiJCzFNEndMpYP8aScBVWfTD87lZ2zPpR6mbGgWcIiTK1ifMuH5fUjB69aWO5lnniJwCT8jkLt5bUl3JegeRgvBvJZJ7W4ESX21pNkKRQAMVacN10qgrHOXcH8t86iimQ5UgqJEi4V2FcfjU3Y0wL4N8D8DHv/c/+Rr33XsR8/wKA32WMuWdm9tdzK5UrKko1dnKBD1UrOT7tcIZ2OJMD5GCxcKGchBb2c4ZE4/uJANHCeoulvIuRjpJxsyxVkI1FXSADmnQRxsLA3lYwbkS1C8qM5FX5IhneB/DSYFvpj/UjDnY3sUO4/O9K6y4RnZD83pqtQJbo/a2xk+imeEVnIBGaNGaH9O/a9VnEa7m+he7sZexvb2bfD8rWMhPGC7fOyI40FGqwbTRWz/BND14HAKzXDuu1w+ULHp8/OphNtAfCBTOiwtHeQ3A1S2TQ6MgjqnPj7OsO3oR10o6EpVnjwB4r2JqTmowAxAM6NqvsmTq3xcFiFz36vWuz+agwwsJhadZi0JKBlop9jd25jHB9vcKuDX9q16OKkUVe5FzbwdeyB2rspDi3dYNEd0oHjfWjwNhIL9NXHbaLA4xNB+MTNGzVH2HVHwUGUEwNLD3vp6srIdphwpkwLsGUAcizaLzTcAv9HbMIEJCf48HXcj64Z3l2ZW0U9Ir/p5Nk4daTORZ0RfyOlklO/Y4Mx/XYZ3BZvZ563bn2JaSQjXDVstA6n6khXg16dOZM4Fdcr/BZm/VTR+F2aOVzXCf9p0KKiGroYe8Xk/2ytUkxrBByPjfNfsZiW7sghxkt2SEgLwZfT5xeO9NOoLXaCWL9iL1d2Cc8NRyjXjsdydFGKJEwek7k3fG8aeRM504me7vGTpwqNq6nlMVAk0WCyvfoO6Pcc4zTOVPJ/GxNUj7DesyXyBCHlxtg3IBmd5ZBI7nXuP+Yz8Z7dIFNuC99IhDRERtdn3VuXbrxJPwxKbonSBW/ACO+a7/C2uzBmXQ/dpvb6MaTbJ4G20r+cOdOJqRxAfLaZ2y9hNHXZsDSbrCsBpz2LUaXM+6SERVQ0T11vnlXja6CcwbbWKh+a7roNKiFhE/3SesJvEc5P5OI2riN0ODgzNTP4HNCVHATa2ju5A7nXmGjoSdOCW+x9qsku6Is5DqmqFvOe6FlJ/tNp+em2cdYt4JOWO7CmlAmcT/NydGANHMi95hO5Ilm8VPHhegg0XnP/FCi20rHJO/NuzmUeS5b08t5Lfc5/57lnphxEOo5Ls/5nIyZ2zMLtxYWZH0v8LnZ512ui4rzdEYuUPZqdAJZpsUJHkuelBDar8H2OwFcwW9g9BK4NxHMPwXg/w3gx40x/yOALwBTt5H3/sfvwbu+btocPFaKrs8cShsvV+dtVtyWdPKTz/PgKciGFsBAZJ4rsO0a067frX83gR/4UWqx6dbXK7S4DW8rdJvbOFpdkTGXMAXOAy/VxD6aC7VybhbYZArIwdlLAIDj1VUc+UuTXEIAAmGyxsl4tNdf54qOqLBk7mH0cArUZuixWN9C1x4GBlb1fAcLmA6LyAYra2KmHj5e7JfwMrrFVazXwP6eBXFJZ24PK6vKQiAqtjGPYUCDowuPYrW9HS4s5NDJekzGLaNV9Lb2ywtoVM1RrZiKcakENJCgfbcOHsHlaNBquHR2AXmLlT2VS5XNIkGYmIeRzVNReoVrbX1g8URcVr13l7sTuDZEP+cY4ySCSOMetRSv1mzC1qfSBVRMjtvLqMctqiGdveX6FuzYY9GssD7YF1ZKekWP28vY2x1la722+6hbxazs8j1Rjz1Om0M0CBA2QoJ1tKQ0SuagxvI8dRnr3OuJ8uDz8hA6wgsk6Bpwfv4Qm85HlnfHSKPkUhZ5pMBMhEhBkeTMqrOqx0EUxFzqQRkJFPhurAvcxBzejFHV97FgeC/RF7atTUXRSeilDUBnKvlMFh2PY2Z5EsqJrVlm5ywjRFKKJqPOHLt2HlKOlZA5OiZKw5gw9LKsiUT1ldNJai8W86vlAqN3B/42nAnnVpOYaIKwuUgN50PytXyKNLSKMORuSuBZexiiQtExsb+5gVvdQ5Lv6ryVeWCkkefrblA8caDqPGElK5a7Eyy2x2HOOpVHXt6TcZ7oTHW2RhX7uuyPcdodZmdER2m4r3KSl1Fkpb569b7Y7Cx2iwpD0wpaCShg1z44RkrG9wvNMc6GFi+cHOKtB8H5ad2Ipj+Ds8FAEojvOcZ3OY/JuBuCnLX9ZE31eWK9aP08nRqjnz0Wd8/ar0Qez82N/DxGRDP22EKeBYfsKrs/2mEN1FMUmZazZL4GwvlnZHCwLTYxvUMQERGyq+Vg7edlrXaCl61M99mZFqPt4JowthDxVvrKjLwGwl20aQ+y90/2tM/TdLQ80fdJMO4mXZWmS1E5BL6MrVmiNjmTM1uZ3rLAZsI9ofeyThdjnrJGnb3aCGYoU3JvIbLe3JPcz98LwAH4vnvxsFfb7oWBuQ/gKoBvi3/Kxipt9xqY/C9tm2NqpKJiTTqwW9OhrnsF5WlCdDCSgJRY8CzfUsFBxIsYFVkqA7ygnKky6CZMLGg+o0iyaQHMS0CzhwLAaXOIeq/H8vTlqEgrz1Ek4gnzoSKayus91ApqGhPAqexpQ5fvG5G8wvubGzhdHkw8W0BgE8yiqJkBGAwUGgkOdlJMOHgf09Fa7k6wa9tMMZKcH1XbyfqgAG5NgtaVnr5rD57gJ2+uUFVAZcMEffboCp661IuCT4+wQAQBHJnLWHf74ogAgsKm8xOsG7EwyuBlH+I+opFcwmNogPMyY2TgGIewFx5N5A/FvtbMf1Q2CQXTn2VpBlGeyRDrgLGaXmyieLjAmtvFshG89F0TPcrRiaHz/c5axe7pk/EJJFin5AjF94y2w4AG17vHUk4XL+v1Ldhxi8P+ujzb+pCLdOb24JpKIGzcH7fqq+jMWcaaSMgy54vPyebTj+j8CQbbYu1T9Di7VJGfSz6TF/82Oj2AANHtUeSAoprNUaGSNdcn/TORYSV0fQbOSnIw/Rwh0NKOHBVpoJMFSDlShJ5l/TrHEKGJSgcHZV9ZlonK0cKt5RLV/dNM0yh/b4FuPMmiOGzs5+BrjAilM3R+JhvnjwomDJLcUORhfDbraGbro5wmGq6sCTfYP57tEYmRvIwOzs+nKmkVNQF+TzOMtqqvpTNjbq20A4KQxzL/UUfj+ffx6ipW/VEkAuuxtzuKNQOtsKy2pg954H6BStWNZNOyTkhyVC1mjUDRaAMfo7bWurgnkzLLfkuEnN9tVkIMpWUI36/vDzYa2qXire8ZAFjVa1R2H3e2Cxy2+6irFAHTJHql04mM0XvuDoAruHFSo7ZXcLk7hW1CxBUIDuQSip+t4V32DyN3QKwD63Om5tIABpSzzCKWMUoyq/F9OCvxbDhYIdOS/hQOLEnZUWXLHAKLOWUdjdYdWqDZl7tKj1ET1bAxt5XvDf20maOlrwL6gbmY5byV/xc278JRy6bzgksIKR3nhKVqw60kS2T/tJPJmUr0j7I2NZCYkskozfUalTNOnh3fsy1+x7MiOlTMHZecdZsY1/lOLeO43hx7KQ/1+HRudumE+Fps3vv/5b+I994LA/N/BPBvAfibAH4ab7LIvqGWe6oVNpweu+jRYm086wNWv7bBg60vG17gOuo4d1C0QGqUwjLXGOXUjcJjktujFAnrWUMvjwYeLe5HNWwx1os41pk8Hon4JUVTCCaQJ23PGee6nS0uisETlIhESAHktSj5vFIQkTyAfeurTkgsgHD5r5cXsUc20Gg4Dob13TSbYJVfNn6EMzaHfZlKomsPLK7jfU++Bb/2xRYPXPRoKoef/mWPBz9wgEuxbm7JLsh+bvwyjwzFC1TX28oiZwj5gNaNIY+xrtEW5RqokJeNjoit6bBtQn9SjonLFP4RiXVwYVJBeWEiNkHhCft/G+CjNjI9RkWdUCEW5V6evgzjRhxWC7xYP4q27aNClIwcekwHX2ODLjN2uE6a4ILEDGWkj3uv9wv0CPv4zO/hqLmEh92AauhRj1shQLJ+RF336CMEjBFVGhXSqmQs63WVXCtTZTBagc2Pa4xVKi+iiR8AZLKkbFoJ5Tow8io5UDF3tlzrHdoswgKEs6+h+pwvKumZ86ggPrFwmYGq53yo2gxatjcezUKmnAmwQEa3KQ+1nCCxS4VRPN1UCoUIR8nIORlI41H3dTS50W39mMGaa+T1U/W+s3RfFfU85d/ezuZHbRXzbqnA67m8m1HIPmi5tPBriQyJ4RGN5XZcw9owtzpiIqQrcR268WRCTkejaq4/3CcjKiFtAlJkQc8F7x9h6Y53RGmI7EyLk8VlrMxRYmtWd2JreuyNMTe66nDq97E0a+kPnT67Ag7O52hOA7bT5jDLbxa2Z2VY9L49l/l90x6kO4vEe2bExndBjpqc3E76o88KQm68fq6Fw95ihxsnLY6XK6ABDqub2b3N8daux7razyN8fsRBu0Zll3jxToujTYPKHOK5iydiZGoiqLn9KLKtmmdUBgIMm0bttlqG/HtsMgNE7+3a9VhUVXYv8ffiwFUGuDgQMd0vUHfEgFr2gpaNQOKkoC6gIfylg03fGa/UePfPpWpItDf+W7P4sumcZToUW6xDCbCIHLB+BCISp5RXADKyqLm0gvNkif65RjboNpcPyffQ0SWBDCRkXTIAc+fFutpPyCfk+43yoeRXKNscEiMFK76mYbK/4e1eGJi/DcCf8d7/gXvwrDcb5kkediYoQa1bh+hkU2XwSjYxviLz1iLWogJyAVHCyHT9IutG2GoUEh0A4nkabCuKa0lzr72653k/e79Aa7aZQXhzL9Zm9LUwisJAlHUaMu24Fnp2rTCf17Syw7Gv7b4Q78jvlGI7Z6iKAa3q53EO9nAMeMSoZnIOnDaHWDTHEZI1heFSUAnL5YwBa6MSvsA6g+c9vv9lvHjhbdjsDACLCwcG/+CX9vH7vrkS9jlNLsQxAsA25jEAwJ49C2MpSId0X06WV3Bw9hKcrbFnTrBDi8NtgEP1dSgu3fsFOnOWHBlKgaGyTAZFPcbW9Kn+ZdVKlFEb91opkvpjts6gbq6pJl5iRqqDMemw5+5kRvTCr4XhUUeNCIkBgK1rcWDzKD89wDyPEq2ITpGN74LCC4vd2OBG9wj2xqOsniyV87oapD7q1iwBr5wqxsL6ROLFiD2VgvMa52RhYn00Nec68lIrhZT5cKUixP/vKkZ7EwOxfLeARjlUE8ZBetbp8dfIAi2TeH40jPq86EcGf/I5jFH/bkSFGrtk5CrImoY/6TNIBsmF2YjCszXdKxp0sIAdUx8oTxmB0IaVhj0nB4b6mZJJ2vDkPC3MJiE8THIe0mGlIXBhDvKmFVQ9V3w+848o9zme3i9C/U1/GmpykskYoVwOnRHhZ9O0CPaX0V/uZ02WVvZR94nRJM5LSWJkMWZrUkYxaGAct5cl4sLv6f5x/++ZE6z9KiPq0p8vIcdsWlFvfEmGRKROlf1Mnw0t7xjJ0megwpgr2oWi3Ps27afC6cO+WjgsqwH9sMCN9Qon/QJniw73N9czI5PyRiD4CubYmQ0q63F0YrFsPXajwSf7J/D46vNoh3RvlTnfc30ufz7ZC8gJxkZTCcwVBnBVqh1p/SjQcj2O8p25A3EU0h75GUYAKa1ER8dLTgm9dn3VCeQ4u9PU+8s9U2OX/Z5pGGu7L/coy3Jp9Fg5Jl23lQ7qUqdshzWOm8uokeD/iHts1Yd6nlJzOZPRSaboMlK68Y4skTbjOeuq5yhDVMUzn5WM8SGiqNEK1FmdrbCr2on803NB3W1EBRT7kc7EbCyFQfmmgfna2r0wMDcAPnIPnvNmQ/LaA+FAJoWrCOcrT5tXSflzv8+fP4JQUhqCbKXHT/9Mw35qs8vgY3vjEawLpUP4Webw8FnWBzKJY38AINWEEm+Vr7F1LQ6NguKQRTYKFR0h4Hv4rhEpYqPHOhe9ZeTkvFp52nPliu/SmCDMJikiI47NxQh7Cp89Xl0VxVYMUAVbnVsvZ1JEVgtI/p55uO+47xg/9+kDPPGWEe94xOKf/PwW/+zkG/Gblj8jUYVdlai/hYDHLXG6W2BZDUCVBDQAHFeXsIvlDxrbi7F5tPeQzKHu+97ZDSzrY1zvHpvMzdZ0oWhxNKB6tNjF+aZiqC8JAFkOJOutcvz8W5wldoCJxrvAPJUStlscoKriJRyhNECCdwE5TBGAlKDY+A5b16Ifa+yqVnJr+ezzvM8VRrSmx6lfhQhTtcPGLdGZkzQ/KtpYYydK7s6GQs7WO2xdmCutGJ+njG2afaz6o8nPaUTr3F8gQbMXWM9+R7+P89pUPXq04q1n0+gI3WiMcg+v7T72/BHg8jxKKhNlHnXptNJsls4kWaejX5wfQtRozJXRPCDBS3U+j2a+BUJEgoqNzrfW88i+EjotUT0UEP1CiQIS67fO0WRft7HsD5lG+R6evw6nODh7CbtmheP2supTlf1N+VthzAw4rrNGnsySf0R2UO4VRhJ5xjVsm+OjYazPN5X7wSajp8KYwbPLqEkWdY1zTMSBvhM43gyGG+cwRYILJ2w0lKuIguDvKQdLaF5thiSjqm5WDuhoV/YuGpmmF6h12K9WnIulYQGkfS/zXuTaca5LBV/OgSHBzDTPeEQlZcoAoK09NjsbCHvGPVw8PBJZOJoKykc12UOt3WLZeOwGj01vMIwGL9sFHuz20CI4hLm+7RCcXutqX/bcXL5tX3eZMcga2EBYe9YBb9BnjsVjHAqyJaxzumudsRhjyRnuC86rHlMZRQaUg0fdI2H+aXwmvULnI2MmGjinb82xtWrj3DUhLYfO1rp4ztZ24qzhuyhDdF1NKUkVjbG5QID1ARGHej5/U6cgaHbXME+5AVnmYmtnzJwz0/qAVCrfK3IaOfpLvku90AGNDQ4kfc8Ep3Q7ee6cjOY5lecrg3ru/WXz1k4Irt5o81/D/Kn3Yib+GoDfAeD/cw+e9WabafS6DLaFtVNB5WwdKK8jSQEjFXOEMa/UTqvDpBArz5V+J2t0AcCd7qooCroIO4DMs8T8vt7kSioQDu3WB4X+tL0gygkvoR6LzFM7EU5UMuXyyMddQmE0vHVpA0MmPaE0VENkQ0Oyci9gg1CMWRRxC3T2LJR3QVI8d1EBrLGTyN/R4n4xhimwqKSKUPZJkNOw0jl5h80J9roLAIArext8w7U9fOE6MLwtQo1Zx1BFPzRpymassarrbB91/jQwAaLBYBosKnX5YMSRv4TTYYm99hD7mxuw4xbOVrjUv4iz9jCrmRbyZPZk3iwcdmODplbldnxS7Jg7Qu84IcU6GkGWVVnXoY+MhZGmfZwxmtyAna9xag5wgNtwtpootlR8aJhwj+5chZu7y7i/uZ72WowqaoIhHVFsscaN8SK2YxPgY8Zhtb2Nuj/DWC8SFLxQPLhHOpxii/uxGVrs2hzuyXeJIROXcxPzxLTxKnvI7PJnkLxAGWo8o/rfWcQYoawCIXkttgJfKj3bANCZsyxC1iDA64aqEeUQmJIBMbfTFZe5Qyq4XZLOUKFjzTmuLd9fRnu1EWSNkyggm4ZT9X6RRWu1IUalh/NLeLCtkozJoiNFFIPGIhXaUnHVcEzuM8q3dlijGrZCJlFGCaVWcVQy2WhMEkq3MGvJx5Lxq3+T8VRDgrN0hNjnbnMb28UBBtui86dZdEfLTT0HGuatHWjS1yLyqHMsdc08/XM2ziHzKXW+GaM5ZAXVjha+i6VJyjxL9kvXl9bflWf7mf7EPiVDO+wrknw5W+G0OpQ9M9rgpHMmGOt67jgOzZGQvQsJCr7FEoOvsVA6ajfSUOkB3I+m8jjdWrga6AeLFxZX8Ojy+Vn4sjYG6rEPOfvWw1qDW3c8rAUWjcGN7UUc2pfDd5Ss4ppxz5VlcwAEjgebDCOeg8G2kv/vTJWVMwGAPRsQNhppRD4JljvRxHTdeCLygs5NjeCRvVmQ/tWKQEYb+UzTyIwSldaj147zUNZ/LBu/y5Jck1rFSKkTWl537kScWHT4AUG/a6okE4nEYRtsSO9xphKouOb80P3i/gpz7bK0HgAJVaGMWD3+TI+L944ut8Xn8qyQ9d0ZK8bh3N6kc6SslU09mi1zrJn8nOqggt6fr2Rgvtnydi9m688BeMgY89eMMf+aMeZJY8zbyz/34D0wxvyrxhgf/zzxKr/zbmPM3zXG3Il//q4x5t0zn/u/GGN+whjzkjFma4z5fBzTe97Ic99o4wW6wAbOBDrs0+Ywo9Pu605IPVgOhMXHmRcj2PPiss0U9uip39ouY54VuuaZKEpZ92qBUMS+8dMyAvUYygZQwZM++UBm0VYD1m4plzQjdoRfss/0WJFRVxtBNAaJ4ddjY7MYMw84EC8KKMrqSaHdqdIAAKc4kHwGIBgJfA6V1JLRLhCD7DIBpiOtc836UepmVRjRmTNce/AEn3upwfrkNo4+/2P41Ed/Ej/yi1/G7ZMz6TPhWMx7XNgey2rAzlXYupR3Ic4DvxaSnglcxDhUxuOL/cO41T2EbXcJ9e4sK8cieZM+7FlGfgZfY/QGR/3+JIKbKddKYbJIBDzcC9zTQ9Vi164m9OcAL6v0js5ucKu/gFN7YeIxr8deDNx0wTjsVWe4vDjG8W6BtV8lp8moipEXcGK2ZR0u8M1QzF9xHrRHVxtb1jicDS02vsv2luTYaOMwngNtfOs+aVgslSU972XuU8bMGn/Py7w1vUSEFthg4dcT8hsgRBHZV6ILxMlQlP3I3h1RBfoP2w6twOxKI4WKg54X9p/zXpbWCHvTZVEw3ScdrWPjHhCCHf3deMrWNpQgmRCGqMboCwApX1BC6MqIIsfJ9fOxFMTCTddAlFK/llIJ2TwXOVr6D0nACCte7k5SYXuEnOR2XAeEhGlTOYtxG5TV6IA52N2UedG5XULwoSKfpeFEGVciaqQ8jSiw03IIuUKZswpnyijhd2Y+949rFGDz+d7QzyyfKwp3aaSYKfM69wDliY5icV153rhHGNkK45/mHLOVOWM7tKnuokuR9gcWwXl26w5wtrUYRoNff3EPN8fLE8OIrcyr/MYLn0KlNMn11uBXvrCPvs5lkj6D7L++67N7sJBl2olYRtz0n8b3spt14/k8r83JI31O2Xq/kJx/h0qMf91/PT46JNhW29vY39yQNeEa8duyVxSBztwaWDdi0R9j0R9n9Uv1GBZuPQvr1/PjUGV3Bx0gp/aCvEe/X98l7HvvgpGs149N4KjFXJf/1zKpQZ8hRBr0UnKK+cu9X0xy40tdlvOXpQAVkPpJPyiH48mbfOZNA/M1tXsRwfxFBD/wewH823f53Lzm/CpbLBT6pwGcAth7hY/zO08C+EkANwH8ifjjPwTgJ4wxz3nvP6k+/iyAjwP4QQC3ADwC4PcB+BljzL/ivf/p1/nc19S09xGYwtYASG7BDi3O2kMwn0Ln9YW/c0iXzhHUbdSCHmPmiRIWNSQWUWsc6jop1/T+aWFYeqf0z2uzk/pCAKQ2127cx3Hf4WB5LB4lzQipIzMAMlhI7XpFvJDqFpVzJ30yqb6mZop7tS14kIOSwggKkJMtOFOhNVtsfIcBNbq6S7DDgjGQcJi13ZdC5JxTyYWIxgTH/ZbFC/h48wR+8SOfxH/yH/5Wee/f+OBfxHPPvC+NVa15bQahl7+9XWFvdRaKu5sxY8CzVSIOoHcdHmiqHXauwovb+7Fo1lisb8U1HrKxyDrFdTw0PTbmQexcmuRSiaBXXC7WqNTqfcX5ZZ1OIPfq8nsAsGtDrbPaDLi1WWJZr4AKaE1S0sg268hGqyj9LRwaO+Ll7SGuLm+hsiNq02dnUkfInAmX9R7OcNPvY70N0cpb3UO47L4o9UR1y+ohghEWh9Ntg+2ixS1zH65UL+YGsMsjecwr0xd1rsjZVIKIJ0MZMnOkUHdrhNiJolsQajiTw+o0cRiVdT5H8nKiDKNRybqqWiFgUfrRVLOG7Q5tWF/FMqmZBfumy+WSOJOs9AcIkT6dq146fnRucfmz3ieiI67VnGMOiGWgorFaRuF6vwCqKVGFNS6wnsa9RMi3qypxMjZFxKBHG50DSc70TR6N4DvoFCtleRWNeD1/jQ+wuzY6esqIQudOYv6YmrsYzeK527QH8kxGXCUKaKbOJ84V5bcml9NjgUHmQCwNdx0dJ6SRpTiyMZgzrP0qMWqjSmVs1Du1wq3nrjRMyZIt37MV7DAIvFCTwzgbzlHpfJAxIdRz1IgB/q3hia3J81E1qVuFEW+7dAuf+uJlbLce+3sWbQN87MVLePCBL2Vj0+PScGfrR9x30eH5lw26BdA2Hv3O4BOnb8M3dJ+YrIH1Y55rVxpQkTCMuZAlUoTnWjuQAEh/WE5En9syFYaIMDYyqJatdj1q26L3rdRI1DmBZf1ROhK0fBD0Gffv0EsKC9eoPP/rah977ki+M5cz2J6TFpXtRz+iNdvMmSnPi3NFI1gb+9a4TI7ze4Ovs2c06NFHRvaFQNiVkRZhxXrvMrqo95OGnoc5mZamAdKZplNxhxZLJCO1ZLDVfaUsL3PDy3SkMtWK360wZuR2b7ZXbvfCwPzPMQEafUXa/wnAZQTW2u96ld/5rxDG+O3e+y8AgDHmBwB8DMB/CeB38YPe+99VftkY8+cQ6nr+IQSG3Nf83NfTBOKqjMzS+8pGjylbgkct1efHiWGZQXmiYNA03/RGL7DGAsG4ZM6ig8VxczljbqQwL3O7NCSRYyFMj/3lpb4xS9zZXsB9i0VekDoqJVoZ18/TgolCbWE2El2l5zTD3INR1FzR0POrf8eIhIatjrbKajcNaOSS4npVCEQRN8fL4kHWsBwZA1lbbZ4LYW0F1x6mMRe5Yr/1sY/jz/xKUYy9WqR8i+LyYs7fqj7AZ28d4KA5wH59itZsxRGgI2bWj7DjiIVdC7OvNQ47F9Z9212SsYyo0LoUvXJNVIJj3y83N/G53UPYuhZtlbzwO9sCdYqG6z7U2E2gr/y91GabcZrw8mp2Z7DtiEvLDW6u99C3NbrmVOpkBoM0kpKMWwzVIhTv5jovLJ4/vYS1W2IwNcamwt7uKDP25J1VyqO7f3kHnz26glubJVbNAbD3SIhcxwgoa6RJXddoQDa7M9huxO1uD8+fXMCFxRbH5nE81nw+sNCq92kCjs6fZGQyZSvzJ60PUMmlP5E8vrvlljIKzXMpkZC4D6k4W4ScS52LJGfUQiD04rxCziJbI+VdE35mfUBVaGOzjISw0cgsIZiMfjD/K5Ovct6Tc0IijArC9mrqoVm4nGAFCcI3FyXR/Wc+GGKZBY3C4NjJfN2UChmNQeME7i/1OxUDMA1Szg1holrBas0WDpVAr/XY9HzydyydMaLCcoikVCSOKiN9NpffGSNzNY1Y0mmjn0MFmA4LziENi9r14nQpjU86UPUdmjAe1aSmovUj9nCMLTr57FwT5MZMtJRNUj4i9Jrz4WxS2omMcKaCHccMvr6uUlQwOKR6Kf1VvlNHkngWmT/HPcD7tILDIloHowt/Xrju4R6sMtTEULVy15e5a89e+ST+/vE1rLfA1YsjKlvhp37F4uFvuYIDf1uek0U1ReHPnRxsmlxpQIOdDUy4/AxzNXmfirOlcK6dd2YJD7V+FIZjPjdzpKCHMzY7/xMHU9zD6d7NnU8kDxqqRSCfU45MDSNnHqdDjGLORXNNMAjbKpxb7XhnKo2WfRqqn429iLYCEFhpgx6n9oJAkgkP1WkF1CFb02PjlhL4KM+I4AiKaGMZjJgjbdRR7tC/XJ/R95rIM6/yVwuZW6ZJcWxZeawC+cA+nuco1M0r5+29a1/HOZje+z95D/px12aMeSuAPw7g/wjgra/yO/sAvgPA99MIBADv/ReMMX8dwL9rjNn33p+c+xDgJQBrABfv8XPv2jTWuzwgswqK5AMpyKcScJMch1fZtBBYYIMB+5InRY9v6m8ivQGUd7bw4GsIQo2dEJQ4U+FSNeLF6hDPry/j7aukyGp5RU+eVnDm6u+1Y85gpy/FufnTcLhJCYLSmxYNXkYS12ZPPJwy9jhOGk0j7sdtcxH34SX5DC8E3fduPJF5XSr2Wf2ZEuZ57eqt7P/07M15RnkZ79enaKp9fOnOPh6+AKxqi6buJWJZtnZYo7Y9BltjOzbYjRY3x8vYLsKl0rmTybvKNakw4qDZ4qXTA4xdhf36VJRfZ2IpFmVAnbdefDaVEx210+8Mte6C93b0BrfOGljr8UX/MB5pvyRGEr9LWC3Z+4Cw9ifbGvttMIJr00idWWHQpEKojM7DGriwPMCtsxZH2z241uKgqnAw3kTTh7092BZjFS7eVjlm2mGNvWaLL91eAVjAOQOsHsPb7a+Hvs5EQsumPbc1dhhMg961WZma2vWohi32TIWj5r7wxeIuy7y3cX/zvOeurdSClzvAXVtTOINibUs6rzKSCIzBsFKKXBm5BpDBbHUTFtWIKKCSXUYmpkyB5++z8PukVEqpHZMbpUlBCwrYxneoqlHWlbA6PY4F1gLRPE/m6BJN2sCWHPs6GdN75jg8J64h88EIec+eH/dqXdRG1Mq/zgufy8XXMmwO3i9RDzRZDv158FgdhdP3SDeeYF3tZ7WBgcRSy/eWiiLVxNIY0gzSXPtJDdZCdtFAX/vVhEG6bGXu3TQ3LRFL7Uwr+evnyTvKmaoacYoDdDhLvAdmfa5+oMdHcqHsmVWQdYd2xF53FXdOPMbRo7IGd44HfH4XZI4eo3Zoa5JA60d8++Ofx9/854+gMh5N7bFej/jI9QfxrffdxnJ9C8aPGA7ekjlfNRxWzx+NGW1A9L6Fs0Fv0BG5oWpTFFOV/9EGDfcK1/k8NtDSiazvAclf105pk4ibZN8aiCHMKDFlDlMeMgSKgrHqf7PkhkRFVYQaOB85ptekjMiLzlHohIzKZ2kYanysfW7hZH7WVair3SBwUGg5mBnjjGIiR9HN6QdlTirhwzR89ZkbTVhPrWcOvsYC83oyx6udUuU8hHfeXY95s736dm/pjr5y7b8H8MsA/iIgkNRXat8IoEUeeWT7pwB+D4B3x39LM8bch2DSvAXAHwZwAOBH3+hzi3c8BOCh4sfvBKawVh6uV2oUmBoaAyTWL2dyD5JuJczvvPIfS7OWRHkg9zxlQsErYe8SeYt4lEB4aRKa7MNDe7fwq9ev4vLyIhoz4BA3pY+s/akT6fk+lk+RhPzCsM2UDEZsDSTXa2VOcdDfhPUjbi0eBOGZutFYLZWyhdnARphINl+7k0TxX4042u6hWtyHw/pW9n0gN5I41pPlFQBhvNqo1BAdAHjX0+/AX/jQ3445kiOuXXsqm5v5qInF/mLAF24ssGxWOLJLbLsWV6sXZD510WZGMutqwG60ONnWsHaFg9WJsAhzflBD/k+vLi/fVb3G5/sDtPUCx7sF7l/eQWNVYfSCsRBIDgQdsaOCJA6LQuktozvboUZTefRDhX6osF7sYc/dyYgRBtsm8oQITRt8jf3FgNubDntthSO/B7e0ODC3s9Ij0idEg9NVOGjXeP5oifWuxuhX6Osae9VRWmtF0tLXHdphDW8rNLsz7LVnGN0lnG0trAWeP17h8MqDOMCUMVbWtFAsmEctEbLIygwkI60C0A5nYJowL+BUe6zKIK468rdp9jMFRivIJGQgYQfXTSu61qcySnyvRDOjIjepI6n2cvrOmCk3FqM4f7ZmmRHpMI9X56OXir3OG9UF3rX3PvVzlPlhPVP+foulGJhzhhS/z36T0ErLX+YckaREv1sUJaXc6vlqZ6JCWrHV0HLdN4GYmynRjUYklOvhYDMG0MEmcqABTcbQad0AZ2sIaY5R+VtGjUmV3cn2AsZsLefmg4Z5qXRT6a/UHQmT4H+ZQaVgu8zL5dnQBm1OBJJHXWikzxrhqDIyJmcrDMoB0g5nMG7EWC/EQUPnbfh9imIRRZBQOgFGSDi7yMoiT9mZCt/y2JfxDz/+EM7WHsuFwXJZ4ad/bYVHvikhLIDgaB4RIuuVgsgCwUj5zd9wFmTVcocPfHODT30RePZqG/rvRkFubFXud1l2Q/YIEuu6NQ4rcxrKQMV15Rzrsmz12IuR6aoc6g6EO18TRGXvtEBpdzpTZfoG9YIyUpeVc1EQ6nZYhxJcfi0Ik+P2shhrOldbny0y3nJvOIRyHXylQ0in0YiL0ulOxxNLu2njUeuCuvSKJg8CEInIEuS69y26+F3tLCPDLWX5BoFFnuvX+1TShZHrkoSH85vpUYTdmhw5QT2ytT0Gn5jeS+Zr3bI0DpCJWsm2Qq8sdWl+78326ttrNjCNMU8B+PJrjdAZYyyAJwB83nu/eQ3f+50AfieA57z33rx6yt63xL+/NPM7/uzhmd9dV/8+AvB/B/D/ugfP1e07cY6hLFAd5ekplSoAKpLoUJtdgN0U0vE8D6tccoqlT0Mq+D1tbJK4pzJj5sWkZ4qKVWYEYAw1IAscv76w+7rLoJGH/iauHhzi5mYflfGwS4dDf2MyD7qJ0IFifY1RJjKTTcgQFLxqhJX8IusGEdY62lp63STyFZlWF1hj4y+JkkglYEDIHR3H8KzTYQnbHKI2A/b8new9HKNWFqng6QLxunYfAFw66PBtz31zyhNRCmjpLKCCuTRrDO4KuoXH8aaCtRWAPdy3p95faUUnCGyBDo4Gd9YNjhf72ItGjxj6Ngl8IIcrLu0a9+1tcdI3WFQjPnHzPrznvlO0av+VBiKV1R1a7Gz0qNqwJ3mZiKNi7KWAurcVhjaSXzmLpvb44o0GlQV240N44qLFgb8t45RaaRHWvVzfwvawA3CI5281eOKBMPaPXH8Qv+nKjYx5tiTwsS7s72XjcPusRlNX6NsK91/YR1uvZaxhv06dAJ0/RWWBo1OLbuGxbD0+fft+vPNSL5d56b3OmGCr3HNeet5p1Da7EE1dYJM5jBIxT4rAEHrUVyH6M6LCaKf5m3s4jmzE6XrRckHD2sTAV+dxaQI5DevLwkCicNpBVDZ9brmHDt1aYHn8OeGTslYzTpjS6BTZomuARrkwkS8zkDzm2G7ttJ6mRNEie3OZK88cUQDoXShn07mTFBVFgj1yrplPzXOsDTbudxqDwPmQTiJTdJ/LO0WMcbfO5lkr5jqX+rzoIA2X8JK4Xwp9roz0sY9smdPS5PlS5T3KdAFnKmG9phKv+0hI6+BrLI2CHyrjRRuunKO5u5c5kdoBw/kBwtotxxORpQKnHLawzShRT947/KyGXGrUwd7uKOWZ2xpn7WGGbthFI6U2A779qev4Wz93GcuFxVseqPCRj53hM5vHcK3+OJytpHxLSeai78ZVs8Gt431cWnk8efk6PvfCA/i1O2/Fe7qkLlo3oqn6zFk1RSMoiKmhxBqFzVoi18X+oEy2LqIHqhR11XtlznnvTCX52nrtMgeSMi7ZpzknJyP17XAGZyvsnd2AcQOGdoXG99igQ2v6iZwp94pDJVFc5n+yafiqLpXEn8G2ExLG2fcoo41zyPcNvo45yE727NruZ6iQEZU4s6wfY3k9F0h5omPjGIfnRo1LNIpG2fCMSLmVokbpwid4/w6tsMzOOSL1vALzxmJGgjnjwHulHExfvPteNG++do3a19PzjwH4X7yO712K3/22V/sFY0yHEL388977n3+N71vFv7czv6OBO8du8a8D+O0A/iCATwA4BDJM1et9rm5/FsD7iz//ayApLXMUyeH3+ebVzKfa8zPxziFAOjUGfQ6eAij4lAu5AJoFNXi4nTxbG7zMY5RI5QyjY9m2JjBl6uTsVd3j+dsLrHc1Pn7zAfza9smMHEE3LdRbsxU22L7qJix2ZWvQZ8rg0eJ+3OmuprFyrvw8oxjfz3cs7SabK/EI+hEXmyPsRovt2GDrWry0uZR55ElaoJ9X5hdyrrXixMtekzlk/UOV/eE8d+MJHr/wIgDgZG1xsrb4wo0FjnzqlzYYNQPgqtnhbBtEx0unB1hX+2KUMV/yPGWSBB23TyscbRo4F+CE2kCU+S8jkdGTW7teGC6BsIfmanYBQF+vYP2Ib9r7NVTGYxxDjtHp1uJXbzyIW7hP5h+AFDXnWB+4+TEs6gHWAjdOl3j5dIGzrcWRvTLZ4wAkt8nZAAEGgKMTg01v8OJRg5u7yzI2HUlJRmItZEDLxqHfAcOYLKovr+/P5kbvmXKtatefy/TqYEOJinqBoVrI89phjW48mXj+HQoYFhJrIJv2EDfoYy5fumK2M8YoGyNnYshxfH56RWVEWlHNk/wyRQrG9SiVLEZOdRqCbtpISE6AoPRoMrWyL5pSX75jpjJ27n3hDKuSQufIGz4XgMjnnWlF1tGwyxS2ggkyM56qvPTPrEPSW1nb8tkTw0B9X8smIMBLSUZVfqd2vRh8c+/hz/h5QgelH7DZes7VV0wOqF4MUd1nWWMVURLDT/gHquzem7tnz3PssjXoEwOxD5BPQji1Q9DZCmO9gLOVlKQhs/YWy8lc6vOoz2I1bKOhOmR95d6tEGCOB/YOLl+scd+FAW+//xTXnlzhpz7aSs74wq2Tw8rH0mmKXd76EVf989jvPE63DW7eOQNu/Rj+4Y/9DP7JL/4qbp5t0dddcLgi9WHh1thiGRyIUFHvmXrRGmas87vZr77qMpkcHDu7bD54hjU7MMcwdw9zbBqizn+XDnqun/5uPfaw4xbVbg1n63B/mTVmDZzyvfG+1P0ODPRTY007CKVPVjHSFvXSZ1lS1dgzlm1d4syFvSepCnTquMSmm8lBH3goNLGiPjd3cy7w3Tzfmjm2NM71uWKbMy61TDqv0bHGZ+jvv9lefXs9EFkD4Iox5rHX+L3LeO3Zqt+NkP/43a/xewBAlphp4UWIG2iieXnv/wH/bYz5PgRo7mUA//4beW7xjucBPK9/xsgsvWJzLdvoBUyVHiad78KmaygG6Fzygk0uah0RoaFDAV3UJaO3Sjfi9kOfRgxVnoQdPpP+5udr2ws8Zecq9DuDL95oMI7AZmfxULdAa7aZQl563hhh5TxtzRK12aEbTwSqIkn4PsFbB1NLbkbvw3t0EXjCajKPp4rKlsXg9Vj5rs6dYL+9iC/d2cd6V6O2DjfHy7jPXp9cTqNJTIWMtui6mXvuDpyppiQWSHCZeThWJDKywKo/wqXxRVT2Lbh52+PyxTCgj750P77lwTuJzbBKEN3WrWVuL++P6EeD3WjxmZO34PH9L+NwuA44oDZ9xkyqFZARIQLb7wzaOuANf+3GVbznvmjYqPIbmnSovLAX22OMdQvbHOYRDBNyKalMWT+iHkKu4eMXXsTnXnoElQWWjUNTe3zq1hVcuvRypjSOpgJqYFEvYPyIp81H8Wk8h91oMDqDuvL4pRcfwrc9cJztJetHiZo7U2EPx9hfXMHnthbLhYFzwKduXMCjV5JjoYSu9Tbtzyt7G7x4aw+373gAFovG4856iccfqoQUaE6ZpnGpWzDeWol+c7+ToKX8ji6hgAh1pONB9mmxv+YUa7Jd62c6cz5zbY3dBE7J7+iW59KEs8nLTPpo8ygviS20zKTjRUPMGA3UsqIxgehDoy/mlI056ByfwTkiQ2Y5Z6H+mj2X0bosMcOxMwLOcVZQUNkoUwmTswhOhMG2wk7N/s0p1jKOCLVsXYKqOlMJURQJYNg3zuVyF353y96fSgwUJCp6fsKYpgb5nFKp11S30tlUMmQCiWm0vOvKf1s4LMxGSn9x/+gzcG5uf3yOjtTxO2VL0eIUNXEmEi2ps0LZzn3U1x2cy41eAFKntlWohl2E2WoIoc4fBIBnHz/CJ65fwIUF8Lb7t+h3C/R1h25zG62pMLRtYHM2OyywyQxORsffdfU6PvrS/Xj587+KP/wffIf06a99+IN4/7PPhdI8iqlz4oBRaIGEStIRUxdzoXM9R+DSFbKc9sb3Mfo4nXf2X0fCznMKsTYzIfhzTgyiahqE81aSHDb9GTbNvqw3547v4F7Ve0obOxqlUe4rOUMmT41iY6rKeYRUdChLX+NeG0wj8+4Qa5ZHtBTXcW4uNAw2yMspARCQ7sDzghA0GhnEgIKtc+9y/weiuGkpkvPOH+WnnvOS7PHN9vrb6429/rcAPvMa//w8XgPbrDHmLQD+zwh1Ni8aY56ItS8vx4889gr1Nb8c/56Dq/JnczBXad77IwB/F8D/yhihZX3Dz71bY2kNfeGWHpTzFBseiN4vsu9ob7D1o0Ar5lrt+qw2W3n4ykbIZm0GLM06FUIuvIMUAGU+Az2JUidt7LFzoa+brUfbhLpaL20uTepJytj9KNGR2vUivOntlc/FnNDsUvQBdqP7Lp5ZudBGIRaYK9zOaE7t+gmDm1b8DpsTLBuH0RtY6/HS6UEwriOzaBZtPEfY8p2161OR+SJyRMM0g6dRcUW+Hw6W4TOna4/RAdudwafPHsneBUCUnQojHlhcx95ih5dvW9xZW9w6a/BrR49mfdTlRvT87+1CJHe/czhZW4yxbMmXN1cleqjZghlVC+OIxmndYazbwL6ojAzWxwxRvIU4N+hd3XN3sIz+jqb2WFRx7PaCKG2VurhOuyvwpkI1bHHtgTtoKo9l47DeGhydGJziQMapI7waLvvo/nU0jcGXX0w/+2cn3yhzqy/mbnMby/5YfvbWxRfxzofX2PYex6ce253BC9c9XhweRDucYblO5E7cE7zMSwp+ABk5DQDJV9maThwKmkBIyyBdt5FnS5AT8axop4+sl4osaUOc/5byKsV+Z7/k/1gWEasqU1YoQ/gsgZVFL74uFr6u9lV+ah75kjGofFr+0XJT7xPd/4VfZwpOcnalaBMVNz5fG581dllhcR3FscahtT1632Jt9sIz1Zneoc0MH0bS2eiU4LyMyJ0Kc3eORnHoz2mUA88oc8yAxEIujqI403sITpm+7sTA5X2ja7KWOXlze5JztnBrdO4EQjiiGhE4pVFXuz7bU4ygW+NEpo4IBFHtGJ7fmbMUrYn3MAnVSjnMPjMKOiVxGjMDKpvrwjnpTIV1tS9zzhSMBsH5SLmpjVRGfdbVPnbNCmOtHABIcGVdDsv6EQ/UL6DfGbx0Y43nP/ajcNf/Ib7nx27h1jpF7HrXovcLbLEU2LxuK3uKp+6/hetnOeqoN4sJZJ91jfO5yVEAcwZDGakCKIes1PzUzh0apbI2siNT+stk3Yp14HP0z7J+e6XX+ByZNDQrjE0H4wa0wzrTg4jGCbpE7igYkQiP2NphjeXuJNRpjbqK7nsGX9bOT+R7q/G9yDD+jvu+3M8WDgtsopPfYRdl0xzCRGplIj+7nO/B15n8k9rSPumZHG9rtoLCYQ111sHUY6xdL8audiY1vheZoNE4Sbc7h+wpnu/J3phxUrzZzm+vJ4L5+97gOz/6Kj93FSFK+Efjn7L9Q4SamPPYSeBXAPQAvhXAnyl+9y3xdx95Ff3oEAzxCwgQ2Hv13FfdtMBI3vNAh68FBksIrAXFm9rWdujGABWrXS9J5HMXd2lMai8tPy9kDMrbKDA1zEdRymdrAbYzLdr47MuLY3zSdRhVNz75QoeDx1ZYVLlx7EzwEHY4kf9bP6ZyHnAZDMyZaqK86Pnld5jjqglPJKo345YZUWEZBaWODOxMoFavxx5ddYbKeNw4qaWSq0OFbnM7/Hu/EqWaORShP2OWcwtAyAxGFcFzsBlkj9Fp5jYxb7PCKBGkq9UxPoqLOFt77HUGi8bjc9eXeOrRdAFmEM7oyX376ov4JJ5AvzPhz2AwrNpszclIqyN01o14au+z+Fz9CH72+Q6XL1psdwabfoXLD+1jz6R1nGu1GVAP031FR8Xa7mNhUqkUgQ21K7TDGo9e2eDnPt7iwl5YxE990WB/cT/euv+i7E2dl3ay/wDaYY23mU/jI3feg0sHDt3C40svenz6zlV880FYOzGKC4hvh1O89YEBP3/DY3QVRgd84XqFJy4+JMo2vdaEwXGfWT/iyfbX8fxD78ZnvuhgbYWus/g7P9PhDzy3QGVn5sGPwpIp9P/qLEwibHFfsWlnUO17MUoGtRfLaAmVWatqyVk/SkQOSA6Avd1RIBWKbds9MpFtiR3UZu/YmVYiL/ry52eZE8rzsDOBkMu6UL90F0s6lI4q1lPU68gxAJASQgE1sBRFpszV1oqMrvOrIVn8fBmJk6ZryUXiGZJl6Fay2Wpjn/9fmz10FmiZGxllvkS/MVWimU+asfvGd2zRSe7fXOP3aYBtbReQKee0rDarSQrfHBKEEes5RAM/J8ppEY1gtF72cCQgq7HLnAoNphwD5fgG1FLnVNZCK/hI5VI4xpLtltGyxvQ4xQE0ZNBizIjHOFY5Gz7VVx2qFlu7DIZedH4wb4/lPSqMOG4vZ85RElDVCJF6LaetH/Etj30Z3/fDn8Z//V3/pozrXR/6S3jumQfDuDxwMuxhVafoJ9ecbWF7LOrpPgnM0jkcPptj9Qzm/hLizns15UFWsocod7amE1mQoRUQERxIMPdS9nGNS/jzXP/IQlzWRJVUJhUV3jT7gehnWAs/wN7uCJtmP3P2Tt7lU0mdjMRMO+oMy61VmWOWOph25vFss86vluOj7Sbj1TJY6wKt7eG8TRFFBPRFLd8jgc4ue0eNnZQ64xzNjjvuDb02oldUSb/V5yZ8LxFdavi0M0GX0k6z0lAskQjn6amv1Lyxsyz8b6T5V88781XXXrOB6b3/3q9ER2baZzBfT/J3x5//QQBfBABjTAPgHQCOIvwU3vsTY8zfAfDvGGO+23vPzz4K4N8B8HdIVGSM2Yvfyfjc42e/A8Bnvfcvvdbnvp52HksVk4/1QWhNL5ehjnyWBXj5/bKYrW4kpznv3ZkwNelnzE0BkClbOgrA6M7CrbP3kyxE+heNngNzB5cO7sP1Gx4XL1RYLRy+fN3g5noPl/cDq2yZaK5JQ3jZaeNwqwRoyZqrxwgQNrQnSpyec8LONAEOIW0hob8WoSpwXpfgYl0z4Oikwd7CYPQGX17fj/vs58J6DmvsmkRikSkO0XNHxYEtiyIVUQZtbGtIEhVBICgCTz3m8YnPJyH22S/0OH3rBRyOL2fP0/Nl/YjlAjg+9bjvYoh8hkv0DLAQhVbXMGU0qXY9Hl0+j19avAPrLXC479HWHr/y4gN49sG1GMZ93WVMtg5W5qOvV1FhTvXIFn4teSG6z+y3MxXeufgk/rl9F16+bXG4b7BYAD/1KxaPf2s6W/p7g21Rm6CI3XdhxNFZhcPViHc8avDLnzR45zPBcSNGqWIDZh+eOHwBv37hYfQ7oLIGu10wTr/xwnF09oR9f6e7inZcCxyZEf2HL57hE59psddVWDQev/xLJ7jePIwr5oWkEJl8vAOajElPlBPFhCr/x4xhpUs2uDGr6wgEGDGVfgcrcCnYAsaInBADCIXG7biFNxW6xYlEExlFKj3eur+lB54/22KZKfqBMTesea0iPiNlVmmwxdQCZ1IktJSV7bDGtumwccto3I2olROnzH9LhneC1eryFdrpNWc0SYxFOZZKBksq2nMoE0aoa9sL8clQtXKu9Hw6UwkxEBk4S6ebLspuMWJd7aGzp1mOaz32STaaZBToiBUjcCzJRAeYLmszogqpAj6PPnCf0LDQxpyMG4nAZ2uXiSgkwqZ5xZZOU64Lna+8X3ROtmb+pLOtMtPyCvq55zXrR1ibs7/TSVayG9eul/QMHYmubSD4WyPVjOR3mRbTV50w9WpDcGu7ME+FytGZMzxx/53sZ1u7SgaLcajsiK1rYe0Krc0d0L1fYOdrvPfd78D3fOiHUJvAj3Dt2hPJMaKcQwnJNI0magMpk+cR6k/5w981JqB6er8I+ooq8aK/d956AJiQgJVwdX3XknRGO6sBZFwEMi91J2fP+lHKYYnhHNdG5JhJxpDW//QzNRpsRKp5qeunTsZoYqmeaIyT4E3rQnwm/9ayjcSSWhdxhawgTHfyfiSD+Dx9s9JzwO+xDI3Nybu0QR/6kVjSF34t+gfHrVMrdKmpvI/TfieSxa9dwp1/Ee2rdra890fe+x8o/wD41fiRH/Xe/2D898MIBEL/VfGYPwZgBPDjxpjvMsZ8F4B/HH/2x9TnngTwBWPMnzXG/BFjzP/OGPPfAPglhMjlH3ydz31djcqGXHjID/558KVSwdRNQ9xKDD7bHFxFQwzYN00lXZsBrdkGooIZkg0KrkxZcenC0HmDetzvuHwTo/Ooq6BdNo3Bi3daMY4a9NLfjGa/ILTIxjcDY9KN8A2WG0gwmkoEewnZAgKMo/G9EClYP2aEFYToWT/iWv1xtE2InN06tnj5dIGPVO/DaXcly0uzfszICTQzrDOx6HWVrxX7NWdglVAQKpxXhhfwxMUXcfmixXobDMWzswEfefktkzxKiWzFdT5cjRjHAGF2DvjHLzyNs8VFAAHuqS85Ku5896o/wn0XgaM7IyoLNJXHz//yGkdjygkkURPHKRT5qnD9AptwkZwTESqVx3rs8c3v2GGzDZDTgz2D9XrEr9x4bAKl43NIoPK2S7dw+45HZYH79rZoG4NfvfVYZAtU9cMKw2GBDZ594hQnpw7WAvddAj766ZSrrC/i4+oS1mZPoL7OVHjr4ot49C0Nnrx6gndcuYP7ru7hF59/QL6jaeb1emu4sTZIktc7eJpJ4pLl3/heIJZZXqyeW2VcEkIludmvwevLOeC+KhXJ9L5A1a8dAfzsApsMwsoIZ0ksVGFEZ84E3qUVzjmFiGeNbW88ysq96OfS+CJE0RonSjA/o+H5QE4qQnhaNgbDlVL7WxmcnJdyvpmPBEBIuOT7fsSm2ReDsXyv7t/dIGFikJ8jh0oCpFmoo+tDdI11MqHXO+/zXIRB4Hgmvxt1H7VBMQfJLg187Uws/9TYYW93JPWb5XNFxKO883SjE2wub42N0FvCFTlXZQS3wiiKvq4ZWd6BG9/JWeDdRIIebUCz320ReWYJF2dCqZbObtCYIebjBegrx9OaLRozYP/gAr7l2ffhuWffjw888z5cPNgLRHg+pDYEspoxf4c2AOAm65Wtm9oruRNARX9tJaRCybixIrfCc8L3dM41n92NCb7K+dZ7qky3yQxiN05kJoDsTiM8VkqcxDNDIqfgGE79qRDO7nFzeaIH6vnRjNIlSmHhAsKncyezREqvlsiG8HTNxpw5YtScJfj2tMZxWcea54yEQGX/CYVnPwmHXvg1On8qRnqZIsC+vNrxsS/auB5eF+jz67d91RqY96J57z8O4LcgsMH+3+KfjwP4LfF3bF8E8P0AfhOAPwHgTwP4dwH8fQDf4r3/O6/zuW+4cYOX+SUSHVNCM7solGJGeIwoNQVuf/LMGaFoo3IkcIfohayxCzkw4zRoKxHVYS0KK4DZQvGr/gj725vY34YI5WVzA//qN2/wwvVgYD5w2eHlW8CRv5RgOdHzva72xTuY5cIh1R8DGBHJc7W0IkDWtN4lb7SGp2xtlxl2pULibYWhWkQoTMqzIrMn5+S+CyMWC4PN1sM54M52EaJWcZ74vcb3uZIWDYOt7QrjIc2lzkuYGgTJu6eVwiu75/HeR1+Gcx6LxuM97+7wT39hE0pEAHleqXrXlb0Nju4MGB1gLfDyLeDnbl2TNbZ+lNwq/QzO3Xsf/BJWncXRicGtkwqXLy/wTz91OXNy6HHyLGxtXGvFwssSCXz23B5je2rvs7h4wWC/czhcjbhwocGP/+w6KTjF97hfrvrn8YEnj9GPIfr8toeBn/rnqYB8GeVla8c13lZ/BuPosd85XNwbcXo64J+98DZxmFCRpNEz2FZIIqwf8cQDCVzxm99r8Zkvjhn7Mo2zwbZY2wTRFmhhNEga9Oj8acY4rHPESuV7Xe0HA8Uk+n8aDwKHxTysMfxuzP4eqjbkgzWrwJCpPxufT0ZRKnICs2UppCi7SmdKUD6SscgcIxrrWhnk+MtoRoluoAI+VElZIbRZjzWTrQrOTvms88+3JuWH0SjdYoneL0TB1uzg5zXnbUiT8MkJFtYzrbnMu83PfDuus8/rsWR7mXOvVAUNlyvnivtVz2P5nvPyboFQhsX6lEOuP8eoEKM/nTuRqCjnl5Ee3bjW3Df6HuM4uQ6pJqudkBbRGJZ5KM472WDv1rgTtqYLOaAzOWwyF74VqPXa7k+MYt0HnhMamSWSQxAG6ruMXFFOyxqiwjvf+RS+98M/iO/98A/ig9//A3j6nU8GFmAsUSNEr1rbYxFLrrBRdremx8L24sRiPxZ+jQN/W2SH1h3o1C3bcXMZp82hsIXzTGmI5tqvZB+E92/lvtGGvC7j1SDPqx4RnJohvSCQA9JIpBOxHRMTvxioJfKA71W6iHYqMA9cf17nIS6wSQ6XeLZDSpRyIOizp+5k5p/yXTvTYmvDmObOm/NWcrdLhwj3ng5saMRZ+XnmzRParJ1mPFPi1CvOaNm3CqOQgpHMivM552gakZ9Rjkvn4s61u0UkxdhVvB7+X26T6Z63r7nZ8t7/Se+98d7/uvrZZ+PP/oOZz/+y9/63ee8P4p/f7r3/5eIzL3vv/w/e+3d77w+99433/hHv/b93XnmUV/Pc19NKkh8ePBqJje8nXmUKOlKXM99uhza77Hk4dVyOjYZlO6ak/YlHjp7Bc7zdNAbEAFQRyf3NDSx3J0JWUBpnQGBYazd3RNA+1nwely9a3LxjsdeOuLBv8Ld+7nJmQAYlayHv3tpOoghavNFLThIACnwaLUwkr80QIhTeYqcuMDYK6lJB2plWonf1uM0MO7lconH69JVAIDyOQD8YHK8rfPTobThtDrO10nMkMKICBpvlwhXRVr2Gep0rjBmLpPUjHtl9Ggd7BhdXAx640OPy5QW+cHJ/ZhTSs8v1u7w4xqNvaXD9xoj9zmFvZfCRT/mQWxIZC2k8aQWG87DABu96a4+jY4dHr2zx9OPAF764Qe8XWTS8hMGwwDqVCu0o4Pi1UaD3ofUhevr2+09x69ji6v4a3/Skx8FBi52vc6bTohj4YFs82L6EF29aLKsBl1Y92tbil/t3Z7Udy3lnaYRvetKjMoFc6OknGvzSr24zgo5MUVORGWcqPLi8gU++tI+dq3BhscX9l2v8/MuJ46wd1gmSrvYtn1uS2WhKd+Zz6yi9drww14nzaX2Ae6/6IxyMt2S8Zd95KQ++lnMeDOeUI87IL4AJjX4wMorIe4yE6b7q0kj8DBvXhXtX76vWbLHn7kzfoYwONq2gUWEvnRFldCPMXShDURqLgr6ASjWQcgQqmgsnyrjOHysNYwcrBkQJbSPkPHPWuDEp9vG7ZTkiPf+6VAmASboD9/usEkuDzdfY+A69b7PIMp2FQDCUSBjE/un1Lc/UeSQdHG/jQ83QktiujI6y6XyxtV9hbfczGQOECBTrSZbrr520dHDIe5BHYfPofO6803mCg69DaQjbZWU4ZiGQxoljUhtXPDcsL8Fxazm1M8kJc3BwAc888yyee/b9+E3vfzfuOwi5rL1TUPq4D5d2E+SJUsQFyh0JAHletbGmYbULv5bcPp33J1EqvwgGdxFx4/zQuC7nkeNsfC/GJe9Sjp3GEJEgA5rUt4L0jAQ7GYJAOaJ0K9EThN3SYa31Jb0eUi8YO2zjmGmYA+E8LFx02scIZ1qTMZONOnqo30dnEwMF/MxcmyMO1GNkbV/+qbFDO64TTFitiTXBiT8Hj53oLUg5prx/szI+me6Tn+faDBkBVYnMm2vn7R3+XRKIzT4j1sG8l3/8ay6+8dXTvuYMzK+ndp6XVzdGETXESF9cvKx1RM0iL1BbenOBnN1QQx2CgWux8Gvs7Y5CaQl1+evLi4aE9WOAj0Zjbmdiwrvych+3l0Nko11lLJzPPfYCgFCqpG08dr3Dr915a4rsGpdBLiqM8aKZ39raq59Bn2KtL7IFsmYTS79I9FPV/ZJn+mS0OVPBuDRfFMxAioQdjLfwzNuPcbZ26HcG663Bz/6Kw9F4KJcCVRXtWbQIcCj2wZlKKZVOIkm6L1xL3VeOt3YpX8q6Ac888gKONxVWzQ7f9KTHRz83FcrcZyE3ccB7H30Zo/PY9Ab7ncfNGxt8avt4NkeE0GgvrjMBavvW/VCLc9XssL8YcN+VFv/w4w9NDGN6KNmYD0F4VnKejMkgmomYOxNyYZ42H8UjV3Y4unMHNz/xw9jc+ll839/6NZzcuS3j4+eBdIG14xrveesJ7mwXOGi2eO/TFb5wI69YVEb/nanQ7M7wzQefwOnWYtXscN9+j7c9tsTPv/z25FRI5kPw3JpcAXn40hafeaHHr/3ij2N46X/Cx37xJ/HyyW7yXomeRQeEPguawCRTkqKjRnK6vXLOIDi1qOBmY3Xp4i3Xh3U4qWCylZBKUexsYSj6EXs4zmrG8RzyjLC/GqlQwqX5p/OnYph07iTlK0WFUytmHL9+LpEDzlSYUzBFkY3wLj3HJfSVY2A9ThoA2sER3qNkyTnGFN8z93s6DHUkQUPHaERaBIdkaUhnkemogFGecX/dLUIAQJROKvilU1CvWW0GuTMYzaZTUPdNjOC4N8sc1FJpb8e1zC/hdWXaw2ROTXC88M4iMmDOkL5btPk8xV2f9/PeDyRDdOO7rA4g+3JemyJYgiG3cOtZZTndc/P9aW0f2EM1MzsNNhr+BbFfa/sUtcUyM7pCybT0/wU26MxZiKwW8zmXN6n3/NKsw93o6xDVn1nbBnm0dW7trQ9s4xp9Uzq+GIlN4HXl4FSGQbknJiy28S4q0120c2JhEsGgrjMtDh0S5qg9VmG6P4lA03U6B9sWdXvzAMKc7OLnSmcJ+8T3z30++78KoJQyn01D53U/tEzWaATt/Nfv4Jj4OQ2TZTS1cyfCRC3fKfoV7oQpe/Gb7fz2JqD4q7wx3wiAwHdKdrQJzbdJpCeZByZGfvh/eUeMAtTq0mFy9Nzly9wbNhoLus9kMXOmAmpklcl0fqL1gUBkQINb3UMCdWRk45K9jrdevYIbJzUev3KKyu7hizcM3nlBG14J78+flR7rMu9UQ4FFYYjJ4LXr0doeZ67DziQSI168uvZneREeNffhwOaQLhHm8T312OOx6nNYde+GtUBdeYyjx6duXMR991+X5P+13VdRizyfkqQSumZemfxuTarBZatRLjUd1QGCR37ZH+OSu46j0wexb+7g1z/+M7hx0uLH19fxTU89hgsHB8HTrPItgkJwiocfuA/rLdDUwDe8cx//+Bd3eMcHuokiRoWdc1+PPQ7Gm/jWp6/gS0crPHx4hqceq/G5F835Sp96JuHMEomLDo5wkUcyCRvPigXgkO2td1x4Hn/lH3wW/9n//t+U5z/z/T+A5555X/bOstTNY83n8cNf+AbYiyf44sd/Di8dt/j716/jucevYHmpk/kRZTjuh4PTl/CuB6/io1+wOHv+J7EZGvzsxxa49u1LdBdyw602g5x77ukn9r+An/7pL+NP/P7fIZ+7//t+FP/Kt74LrV1LdNHBYmE2mXd+DsbGxrwY7qeFCQrNsg9Q0KFa4Ki9P/PsCwGTgkTqy50yoHY9OovcUWIqbNuD0NdCcaNix/8HcpOwfhvfYXA1VvY0rGmsWxvyqdRYkCsvpeEKJDKawbaJ4AepDl2pnPDZlUlyt4SmM/LoqmTUa3bLOQSI9YFpmOQ35fo4pPm1dlRRkESepJsm8+IciGMv1s3bmk5cy9qIFQglKlij5KNxOemTUg7FYWhyB1CpMKZ7qhbCsm2s/DXadJ6BGPmp1Xt82s+DDTWduW/m8hw5jjJKkq2rmRqKU3ITN4WSx3GSEKmvU0Qw+35BusV9qWGGhACm3ycipWyPsEC9tylCEgnUXJXqM7LPOtLbDuuQSx8ZiekKy+rvmkTek+2pyPip9+55xCi6NQjkg3NGYe8XaOoucTWgiTVmpwa7ngemr2jHTQadV3cgI5qsT63XPTgNFrDGTfeOWjP+vTWd3CG6fiudTKITKCd9qRtZPwqZEsfU+VN5VlZORRnqfdWhM2eTuq4AZO3pcGOUkXI2i5z7RJ6mn5XWvGRjzQ1FOro1/DzPlZ2mVM3d+yXBEudqbr7KpmW0RmjQ6R/WoppEjbM+TcaZ58gDyHTkchz8zpvt1bfXZWAaY3679/5H7nVn3mxFrktUonQL7JAb+b31gfWvTObWcDi2QF/dT6IzAmuZ8SKJhykKFApsAHK5lh4rwjF0FPSsPUyRMxo3DkF5NADBnaXXqB56vKf7KH7k1ntw/eYZbn3mp/CFmyv84+u38I1PP45u/zIWJhmTA5pAPKQZ9KJipYkhhMjBJQNTw8MAYFWvsXUtQoH1dPnOFYkWwwkOR/YKDt2NFIm1iSJc1mLs8b53nOHT1/ewbD3efa3FRz6xwwfuz4uiz+VaiEJI6KNPhAWS94kGMJAyAVRCwsWfQ6OW/TGGagHrRjz54Bo/9VOfxHd/578m7/3g9/8AnnnmWViMaH0ibSJM7je/9fP4ux99FN/4+BbOGZyetfjU9nE8vvz89OLBlKn1Hc2n8fHTb0Q7nuGlz/0kXj7aw98/OsYz3/AQugOyUE5hbGVzJly0G78UiIz+XYIHhrk62N1EZfLSvLf7gwDRFQIIpdBExW65O8Gzj9/E3/v//Xo2T3/l+z+M9115bFIeBhVQNz2a3Rmu+ufxI79+E9/9nb9dvvfuD/8gnnv2QVGgyggCIWcjKjx+8Wb2u2UVvPKnzaHM6x6OcyItM6I2mCizQFJeZbxRgWuHNaqBzLi17MURlShiPC+6lp6+4EvlnWu4NnvYNh32xqPJeS8VDu5TKXJO5kh+x6Q8RzZdw5ZOIyBGbxsI6ykN5LpKzicqLLXZSVSMzyrrYNIrrqF++owvfECPDFUrcpzGT5mrp8+EM4kAqnMnqb6kzddONx0FLZX/wbYB1ld3OMZhVKySDKQCWGMnsm1nWjGmWW9XnF1Kyeb3dWkNvZblZ4XFuNiPJIor+80yDUSYOBNYN8+L3JVON72fSues7qu+ZzkH+s7gnK79Cp1FxpyrP8/5yJ4/51hAitie15eMByAaf3TuOlPBVfPK74gqMPBGo0PWAJHFFzkZX7ZuhTNTlyILY3Myv4JmiXeNjooS3ksCouDADn1nuRt+rnR4zUWDKX9oSAMQdmmdDhD+307Wj63GDj0WAZ1kFLN6dMCMNt1rzlTCTB6Y5ZPDtsUatemzfHfKJe1E1c53OnkWfo1Vf4SmD+WatosDHLeX5bzpKCUdQHL+TTQqWVYm9p8Oj13Tyv3DZ+iz2Jh+VmejjpTNuXLG6LVJdS4VxFvJ7BEVYKdrKrBpOuzKCLPPkTDZ/RHXi2vFZ+p+UH5rB2Pp5MnGpxxrcwbx60GmepzvHH+97WsZIvt6I5g/bIz5XgB/2PsIDH+z3ZNWGi5AqjmpYQG6BEH67hRHz4ufBh8wvfwBJApzHu4i90CXKeD36dViS4bolNVWe5/L8WklTr/fjklJfujSDh/957+K//h/+2/I9773wz+IZ565nL2fF0vISRvgFhW2dhl+FiOD9JiLJ3hMETUazSy/0tmNeNwJ8WJdNUYS9UUW1qCN8JOcYp3vd7YCHPBk9Un80uk3474LDm1lcPlSg7/98afwu9/+CxJ10HOoPckyZiE+yenftcHOVmOXEQWEC3OLaggMuNv2AO9YfAY/7nKB5mHEA6+VSgACv37ikbfgU1/c4Oyln8fZtsYP/prF7/2fX8DFgz15znmGIQC8++E7+Ec/8bHM8Prg9/8AnnvmokC3KpNg1mXuKZDgWcKAqGzHwbapNIOt5fNvP3wx68eq3kq9UJIrZNGHOP5Hxs9MxrD1y8z40UYI812X/fHknTunok4xahBy8nJHQm12aEwelWnsLstp0ZEw7U1vECKBvV/IGdHRAf5MLnGXFN9q2AIKBczIAJByKOfgUVvTZf2VCFk0ojXRTanw0BjQ+5ekJInsY5R+kzmQTSsTLIUh/ajarBZkN4bccPahhPw2JqUXaOWRMnhrOgy+FvKfuZQDKvuVGbH2K1EmSyULADp/Kmc9Q1ggNwCs0cQ7uWEgUEdVNsb6WMMuSgcqYzSkR1SZ85L9C8+P+de+lnXTLMj82anfxyFuZoaN9SFnd9Psi5Ksjcuy/BJzLwfbSrSpbFTkuYf1fiidq3T03C1fk1EeAKqsU2koBsjszrRYFZEq7hlNNiL9jE4X7RzgnGskSkAS5Mq/NkB1/8uyYtm44x1c6TsbI5ZmPcnN1FHMV9OEdCs6CTSBGJAbRa0qz1PuswyBg3z9Szg516KK/5Z0oGhswU+jU7N95xoT+RAN5RBZS0aKlG8BBEFR6kt0yq7bvAy7zj/nO0sIufUjqmEL4wbYsccCwVlPY7WOpU8YZZb6kmrdJM0Ew4T8sXTQZesS54BkPIyas+9lbV9+tzRKdcSUjLdcl/PWQe/lMnqerZH6f2VSTu9c/czSAXRe41mm/C77eIoDtGYrsp1luO42njfbK7fXa2D+NwC+C8C/YYz5/d77v3XvuvRm4wErDzUV1jkPjRzY6OUkJIkQuZ1p4apKhNbWdKIg8bs7tOLx19FHZyq5mHKPUCV/69wsFkWvo3JJb68zIeeg9LwCyYNIvbAsXP/u/U/il/Ng0wRywQgtlTaLIUZ404XERqNdK3hZrl4Uvp2JReHNUi5SlinQeWHlnBz5S1jZ04wMQ2AtJtTmA4APvOMOPvLlQ7z96hpPPNLgo5+2wpCazY8y8sW4M9tc8HqbKYSlp75CSH7XOa7O1jA2j1g/dniUfW/0VWB3tC6rJypMp6bCuw4/i3/yEy/gv/6uFNF7/2N/E+995lsCcRJ2sod2aEM9K3UxPlZ9Dhe6+SR6GvWjUbXAqMQbh961WNiNjL3zpxmJk15fiey5AUO1wLVr1/A9H/ohNLFo/TuvPZ5FUqhYs21tB1uH/LBHL9zK+tmYXvzm2uHQ+FQs/GxxEbX/bPY9o5hSa+zQ4TSUKhHIYiCcAjq89an34Hs+9EOw8FjaNb7xyYcncPCt6dCpUry6yDqq/DLW5XiYz73FEn29wiKyurJpWSRskUqGOBOiu84GeUC4H3NeSoIOGlEaMm39iKEtILymmvW6c37ZGL2jMwjIGUzLCJmcFTeisaH2HdMKdGTH+hGj7fJ9p94b/p2PTRyFtsrOTOhL7vkfkQhGuGcXSKzIJfkOMDVQ5qJk9Po7VLAR3sf6d1IzVu3VDEqooi/OVGJMwACn/iAzCDScEEjGT+nYrMeE4hDj2If5OHYHOLDH2RxmTqQi0g1A1WMuIhPGSRSbOZplVFOPUUflOQ+MZPP/jOLS2UhHYdjDKaorTgGFXtEO1LLROUKje1L/DzlsVa+Vvo8Xfg2o2o3MKd40iX1Wco7jWeOe0o7i4NjKo+RScgcOS5NKnMzBseXfUNFi5RxnPU/Kj963Qpil50Q/hyRZ1ic4Off/FktxKMo7mOuLUJOzNduspmr6TNpHdGTwPTQyszqKwIRYqYyakaxri6WgIIBkONFY9fE53lbB0PQqwldEH4EcRlubHU5xgBqFwRaPQYmqKA3Gcl3Leed7S7mV1sTKZ7QTg2s4Fx3l+zjfE12y+H85x7WKpKcSeWW/ZsZopn0qHZoVxhyKfE7AsOQz+FpqxpiHAPxnAH4HgAcA3ADwswC+03v/4t2++0ba6zIwvff/sTHm+wF8D4C/YYz5KwD+oPf+xj3t3ddhY55H+HeVC2oAC6wnXh7rRlEcGbkCEvseW5kntTVJCcz6MOMBK58BQHIn2fQBpKe7HdcCBdm1K1g/oq+6iYebh5peNCAnWhlsiwdWuQJC4UgFQeeB6lIiLJw8J2wkoliMm3BF6aOKagFKgUQoVKwhR84EZWbjQ65TZmT6PMfsUfMZ/Kp9D16+eYqXPvcL6M+W+JGfPcMH3vUAuoMrUhQZSAWgK3VxW7gMUkXh25m8niC9jVRmRHmtWixjtGqoAoX60+98Et/74R/E4CtYeLztqXdh52vUvo6CvpI1Wlf7WLg19rc3ce1qbnCdDh12vsbO19izSQmbGPbx70ttvr5z0BBnKlHYNJnVFkuZj86doDLTwvaDjXnGLs3JfXsdvu2590iR9zJqAWDimT2uLsFWDk9dW+IvfOhvo7GBPOTatSfl/OmxlhfpO975Lnzvh39QlJwnr71NjOjKjJK3eIoD+V4VO31wcAHvfeZbUCGwN3buBM6PWJu9BFmLCjDfl0UB3TqQISAxe5YRIkJugXTe5xWNCqfNIfZ2wSHhbISQOcDapNTM5ZTx/Oi8TvaXHmT2nREohyqLiFJhpBwTRSoWKK+QHGXOVImkxSQWRX0uGxOZWxVsXhsdjJIxSi1ojJgLpaF+ezgWJb6EfpH0SEfiaZRo55vICqXTdO4kODmiE7DFGsfVpWJdcqeTNS4VHo/jpLF5ai/k8n8mD036E50tzGOrzZDNe4iyD2L8aAOZJXXGQn4GqOUAC4uN79AalcKh+rUzLWyV98v6oPxLNEwb7oXyLD9nFEfdP6UyXqaSlBFkGtfWjRhscGaUCnzmzIpzrs/BXHSERneWgoEUWeM+0g5ha1LN5QXWYuRz/vScl02MJlTofZsZi7OfV5EfluPRxhyATDnv/SJF6rXTTe09sorqd+j+l40RRe2AZT5j4qhQDruI7tDOEm1w87wPzX0AEnJC9kRRYxtAZNOuszUXEjizFZSQ1uPozGeO39niIpa2Ft3IuhGLaoMtlhIY0A5+LUvLNSEk1fqIQoj7YWs7ue9LI1MjWrS85PoAyORTmbuox6fvO50Dqve77OMo+wnj1hHXOSMzyYsxk2sJ1ZPKzszd3bqfc8/lHRH6NgbDXTsf9HPOOUdf7c0Y8ySAHwewBvDnEcoy3g/gWwFcAPDVZWACgPf+540x7wfwnwD44wB+qzHmP0Kwiuc+/+nX+66vpzagPpdSeWJUIgnAdlxjrJJw0fCzxvfhIldeywq5cAGS91WM0BnPl/ZIl7+TZyIZf1m0TEE8JhAsBd0oP8+o1zc//Rj+0of/JtbjEr2r8OS1t2aXm36W5C290jyWSlRUboFwOel8zexzyJ8hymNUToDIOokGlY1CzKbLQis61x64g//pH/8q/sTvL+G/DyRSBRVZ3aGd9bKVJD/l4dZ7g4QFzoTanfz54GtcurDCtzz73uy7g99g61V9UJWLO9gWJ4vLsOb57DubscZuDOMvG0mI2Jyp8NS1d+J7P/yDcok88dSTYgjNKYt5/2rJJaQh4WCzC4x9DdHT0NphHSJmJrGrpsvRigOmjCz0vsXBQY1nnn0WFk7gka6oBymXf5WiGgcHF/Atz75XlMbgkQ9nlNFdgBHqKis74rxFBYcRoQbiIo5tgQ3WfiV7gEoKUMCj/DglMlDRHSAoEBvfwTXJkaC9vhqOO6DJ8u9Kp0GYE5JRJIUgRdysOAL0c6Z5bGn955xi56UNAJAoRIMea7+a5IvpCEX2vRK6ZVJOZohQpIiQzukqZQPnQwybqhODWaNRdHF0eWdcO21Ei8Ea99Oi2kzyokoGUhrF1o9C6Gb9KNF+bdRkSr5SbsWxgxT1ppFzNyVO5yRn84uEDtCyixFW3WgsTZyrMdpLmPJ5TTsj59Ad2WeVLM+crQiRap1f15mzwI6q2Jlrswt7qkgrOS8yYv2I2vdYYB1KbWGZnD9wWWRN9gONB1QZXLbM0dUR/Lk1Cs/Llf/s9/H9wNTIoFOszFcnYgGoQ84/Ui3YWs3vAhsM2Bc5WBrHbBNZQGMGMygfpKj0xnfYMycThzmNqZ1p0UbnL9EPmuhrEjVX6CqmPJT9BpKRyeisvFc5lzX6R/etNjvJadX7B0iOOt6H2gjdmk6c0UR9zRHe6H1f+z7kZKp5HIt9ogmE2JjHmT0XSW7reyj9PjnCud5cJ67vnE5QPoMIAmscti4437SRqZ8l4xQDMicrKp0e1o/oqrO4ZxOc+26pPWXzxs6eszfUzOvPwTTGGAAfBPBlAN/uvYI2/Qa0N8Qi670fAfwXxpi/gWAhf/AuH//aNP//BbTEipUuiwk8iJ+1if1Ve8pr12OnvHxzFyoZ12plZPLQ2yhc6eErC9fXY489fxSiOepS4mWk4WhUnLTnec7ABJBBw/TnGtPj4OACPvDs+zKFG1A06BHSwciCvJ8e3xmGyLJREaAHvGQp48Wf1dTSQntUHn1TocciePVsDtHREZS3mU/jQnf3At0ch46WhguEcJFScZ8qFDoHl8QsQxUuOhn/JFJLYyf3IOpn8+J78trT+Asf+tvy88efeocYl71v0dikBDsEhZzQWQA4PNjHc8++P1MUex8uFhYK19BTEtdoJbU0RMvcEGcCTBtDYXhFmKo2PJjzJ9FoRop9In1y3qK2g+R7MlKslcktloHoR0Xf9HnjnmxML7Vs+RmLMYOs7XyNhe0DtNBbqUHGxrkb0Lxi3a4wh4MY5wKDhGJjNInFWOcfAkjENVHx12Q/U2MiKa8NeslHhk1RzDInc84g4e/Z9D4sFVSH8HxhUvbjJF+1Mol4g2Opi3krIwg0jHSuVijH4ARiOJhGIm5lP8UbjwRtZQpDGe0Wo9Tk87E1HWqboq2Dusq1oaDJYfS+PLUXQtkW5pgRxYEke2cNEiQoH9/Bedf1PnluqLDWrpe5thiT0mqAHot0z8WzfIoDwE+NnrJOsMxRPCfJoE48AAsEOHDvFxhMI2kjfJ6Ohu1MShORcYAOhkqI0toq5ejB5uV/yvXW/y+hemWrXY/Rhr1byvTyuQJrjQbJeU3nqTJ6TZnPNUg1cfP8NH1Pl9BCrk1uZKYct9LI4HO0Ab+0azlDNHYENqz6zZQfm0EywxrzHGdGkO8FDQLkNboJFa4BQWpoZ0+pI2jCK23kEx2xraaGXGu2OHN7s87RxveSuz5UrehXfLc4OJUeFPZFzOVV0Xm5w9R86ffo1II5HdL6UKKDvx8Lo5ROJO28457Rhmkm3wo2Yqnja4JjTssI3T+uS/me0I+kj9Qm6BNSSg511BHU2s3AcK0PkF6dt0kH2VQXmJ7Nr1F47P8MwLMAvsN7f2KMWQJw3s8UIv0KtDdcpsQY8xSAPwfgCoAfBfAzb/SZX8/NwolCzAR32djx0NSuz2CdZdQgQV9sfjkVxD2Hu+shudzsZxeHblS4Sshd7XvYcRTvueQ/YCelRnYmKJ7VECBFY72YjRhKbbkZ5UorWWP02rYKdlOOcUTI/2IEU5d2EaV1Brao/53noyTFJ3n4lbIcz2lfdbEweuERswHbP6ARQRuUmBx+dXmRO5YMioRTNV9ijLs1erOYfEYiDWpO9T4pm1awdB6nboRf62LwWb8w4vBgH9/8zLeGfMZogO18uAS2rkVbJaY6fUnmyneio6eCQqNpllQpGkC1GQJUyo04tRey8VA50BDqknJ+brw6asBczzT+xL5q4TLnRZnXBgQFdGfV+NUFll2s8fJsTSrSPqCRcgnWhjWQsiJxNuaaVqKBnDGSyoc1DqO3sLAZoYouB1DmGXHPcp8R7mSrlNulozw8d8JkS0+2D+u4cGthdGUuN40Gepz1OddMp2y6HIhuWyxh6zH7HA3hXXtZ5o7PGqPRyz7oeSybLrHAeRLlBy4rTbRDykkn0oO5gpznueLjpWGikQx91QkUWedjzTXK5LUJpFuajZTzMkfPXzoLuOZ0RIW+VPIOLbOdqYR1uoymcM9wLGyy30xeesEhOTvD54JSXrKnT56nzhUVUv5stb0NIORFUwYyspUxohZ3lvMWx9Ulif6GiN20bEx5p9FAKyMqTO+gI4RaGZEYFQJJUjsEOOWmPUhzgCpzDmkWYZ4ZbXzw/tPjWmAjTkKuIdNY8nnNc8v5tzYoOPc5tLGSu5R3Mp9d5pKW97n+d4PA2koEA43bwYR80A6nMq52WM+mvmyxxMJssrsgncGpDqT1gbKvbJ07kTtHP6O1PXrXCuybZ2LVH6Eet7KW3Mcy5sJA0nM1oJF9TIO7jIISnk3nx860qbRaYXjp81o2HVE9zzmvnX4Ze61yJu5vboR5rhYogs4TfanUy3h3lE5v0pTp6LkQ45W5mWp+MpLJ6BjS/CTsM6OY/xK03xb/PjbG/BMA3wbAG2N+BsAf8d7/9Ffy5a/bwDTGWAB/FMB/CuAMwO/x3v/le9Wxr9dWY8hyLSicB9NMcjDYtNG4NfMkOkBuSFDJWu5OsF2Ey3/Vh1yqErpREs5sbSeQPxGGSgHVrdmdZf0U8p6iIDOT4jlGESqF8CuhQoR3aa8Ux2BdYi9MhkIl3wMSG5pWJukNH3wtXnQNI5yrM8p5AVLEBFAeYhXRFUNX5cc8/c4n8eHv/ysyhqevPS4QSd1KAV+bAb2/e6FzNn2x93U3gRETFpryfpSyBBUl1F5WbXgYhwZDiLKZHq3pUZsBp+MqvFNBhoBkzJZKC4DpJaGUt4zogoYvUo5n54OiwXUW2ncFK7d+xGl1ONmz2ktPKKEzlRTx3vkaTSR5GmED5EsZkbXZyXN44fJ5IW9tXpHRcwIEQ6wpIp6Maiz8WiIvmqBjDuKWPXs2IuXQxDUhi57Oh+Zas++lI0rDp9Z2H43tJY86y3mS9axlz+sogPUj7DhOvOiaGEqiq1JOI/fa62iV/i7zUzOHgU8wLeZiyXzeJfo0Fn0omZ2DAyw4mrQS16jcwhEBWsn5oQzjfOjxaCNQRxUtnEDRGvT5Opi9bB+U/86MAJXywKYjNpxHPQ9zzqXeL85VVOuxl3QBndIgUWOTw8+5x5a7k/C8CEcs5ZV1it2czK+xDArlGFEt+ozQd1fH/Le6Xk3uOGDGsKTDJp4XGut6TiaRJGXMjWodZawljFb9zXzbMPYztOvbMG5ENfToD0g6ZWedfnPRlhIWSJbn2vVofSK2sm5EbXJSPx3B1zJgDsquUSMlZ4Hkjfq0lnzPiCozdvXztZMjq+XIuxnnI5SsT3VLT+uDrI61TuvBjHwr55UOj5L0UBAt6j4MThwinlLOofUjjBvhY846jR1GKsl6LfeiS8RMu7bNHN8a8qkjhZmT7C7Rbb6/JC/id8niynnnnaTXQzvG5pydxnE+tqhdkAWvpvKGNqwp+zSRE1MugGRg5kziec6+dlDBRmOzUugDTewGl+2F1wKT/Qq1xhjzvpmfP++9f37m52xPxb9/AMBPAPjdAN6CQPjzY8aY57z3v3Jvu5ra662D+R4A/18A7wHw1wH8Ae/9S/euW1+/TXt0atcH8p6C1Q04HzJrMWYCWB8SDUfQ+U4k/gCAetwGD2bdTbyY2ht8Wh2iqXIFuPSys3lbC1OajC0aYYSK6nEx501T+QO5B1X6EwXVFkthxKzNEKKYWOf1ALU3WfVRG4SwCV4DsxQjM5/jpKSJp35MELtNsx8uNDFqx4mnPWN7RIXDg30888yzKBtJn0rlQyueFLI6505KK8xEa9kvFprXeTqMzAHJkAZS/TCZv3MEri6GzdaYIZRH8AnCxgvCItGxj2b6zFeTf0mjl8qkdkDMfj5eqk01Q3ClDRaM4jGvMOLA3sHar+SCb8yQkUjw3YyiuUKRSeVu0tj4OW04MDKase/dxTDVDoEy2qj7cV7udLmf+Rmd65jl3NnpHHPPWT+iV4rIZO7NEMg/qlGMcA0rL9eAPyvzLrWhUjqiNFsmlS0aY9aMwqiq2U2tH9FijVuLBwGwnm5yCskzTSIeKtl7U9/GjBUWgECCaWjpPlozTorNn3fekwIUIaFIEexk5JR5dOO58zhiCovThnSZo3ReIfPaDNiiE3gxI9GUi914kpWL0Wuc8t+S4Zv9XkH7ZS5s/nsdkdBGJKBIgHyot8m54L2k290IcRjRkZ9F44RyUSu7cw4x+V6ERHIP8m6Yk1faYKKibsctlruTcEdjWsZFINiqdiAdLCX0XOfq6/PCdxKRMKr10QZ7ufdccS4ywz623i9QRRkifbGKDAvjBIkwIYsp97iGNdKodynKTUcW8yOrKhmu/JnWL+acJXMOh0RIZePYQsSS54xO4o3vhAALCGiuML9bOFujRyeR13ZIcohjqcctjBtxiOu41T4wSZXR51RkckEaxvGWkVjrR7T9WSjf1czVRh1l7/Dn28hZoPVVzolGJ+3QYtesJGJLxx4/q+dybp5lH7okV8rc29APlxFO8fxld0Z570VHys62KSfeKPmq+sF6vK/U7oYoer0t7q37Afz8zK//FIA/eZevs47OL3nv/23+0BjzCwhpjf8pgtH5FWmvN4L5swBuAvjd3vsfuIf9ebMVjZdamVM35ynODRibFFMldChgBtvCNbkQPWsPseqPxIupz0lpoOlcybk+8Xe7ZhWimLaCdYE9kYdXhFVUWsQ4iFEURkKo0JUKtijOjGhEb2bvIpNrBSFM4edFsN6FcEE/l3PPPDUHGyMULoOoSJ6XibWheKkVNOe66ahrujjPMSL0hRCfOVhdSwyZhxRIsL/SA6sbjXmBeKnC9SVciZeljvCx/7qt7KkoMoOvJT9N57ZSCSLMUK9JUlZyw2nuXfnnEy09871636LT61OMv1S45jz/QpSFmcLohQJu/TQnJylhDgMi+10sJaQjweeNiU2zpmZso1mkOVces5w41YiO0Guu8zZLmaFbCSEs5ZI1LoOE8vxqWLN4jQ0CGkIpO3vjUepjaaSrva2hbcwbnztnWrG0JtSG7MaT4kwNqPszXHEDrnePiaJyt2izlmGaQKJsWg4AyOBtWoHS8EHuV6JJaKDOMaw6VIKmyNYCJOVJJEGcR83WrWUAf1+2Moqb7ctiLwy2TUpgBSzdSYjC2HTGyz5pUhsaRawXrN/Pn+u8Ne3kkDqNSAgJ/WwgIHWWpy9jbFYY2hWczWHAc1BlPl9HikOt4wCdH5Gcm3y3dgppBxT7v+iP4W2Fk+WVMG9VIoDR5yE4AxdobSVGZre5jbY+w+nyAIRX6wiPlB9SzkIZl0mRuAGNOFXZz9Lxwsb0l3rs0doqYy/OILPKCZIibClXUxORJdKoKsvzY1kYvS6TsihqfOln0YAqCLPW1T4WsQ5oj0VyOIlMUoz0bGYq+/QeoPzQxocuj5QhbYiIMkssVbS8RpQ9dKJEh8fB7iZOm0OMqCLa6CwYROMWnT89Fy1AmcmUA75/7o4h+RzHZd2A5e4EZ+1hhsyYh8ZO681ybkJOZLq/ztpDtOM6u4Pn9LByTBxLcILEPRlzlOd4SkK/ct2BMpxGNVNj5BxGfVMg3IXDJB/z+KqMzK9Quw7gO2Z+frfoJQA5VN+nf+i9/wljzOcAfPs96Nu57fUamH8VwB/y3t+8l515s6WmD1qp0AMQRsOJ4qiUWYk4mDw6wEM3mmrC1nfcXkY3niQ4YXHo9cVHLzUvg7LfownCZTkjOPTzuvFELisKn4XLKfTJZsbva4WHvxclwgDbmATOWlTnCWQA58JDWKtysG2EAdvMM84yJLzQCGXRuQjlM+XfRiuniU2RglMLOG1oy/fdiLGqRJEAIMYVCq/qXF/mIGFA2Dclc6qGKVGZB5JiyQgBv08lBAAWVYu1ScWoU65O2qclJO+8pj3wGlarYTGsqSZsxnA4tRewhzthvl3uFT1vHnQj23LItRoB6NzceS+sU0ap0LEjFSXPzq7JzziNvYmXXu0XwtBKY6D8no7kTZWEtO+AAMvVKAfuO01goveUOIhiiZgau6C0xPdzbskk2fhenEcsSSFzzIvfjWiHMxg3YqwX2DT74oDS5BiuyZl9y3ko4XfJeRGgT7pub191WPVHqGyPauhxuHsZm2Y/Uy71HtV5mxomv/BrMa74u7k+ASmKo+GpZSQXCLBQEpFwTe7WaFDNwdu1UclxpHPkEtQ+zpU2pqxPZSBy49bKz5pY2oOOJZZjYdP7UAitFPKEzidGNI+rS9gzd2Rcwq7L/DKX2DjlHTN7Wqc4OFRYrG+hufUiqkWH46tPBgKYeG7K8hBzbbk7kfIStw4ewWCS8aqjN2EOdtk867lotscwbsTJ8sq5kWqZ+6pF311Esz2Gi6zfxuUGtfWxvA+NNuaIM19bPZdjY060JsnR5FW6lfoG10mjJjSckd8BkJ1VfbdxfUI/csKyCQRe3Yu8BzYIpbD2zJl8fkTOVm/9iJ2qI7uH44AmQIrCaYNJ92EOoqsdS3QczDldBzSKT8OJvDtuLsNilHxXi1CbOtvHPt11LGuy527I74D5O1wzLdtxxFl7OPmMhh/z85tmX3KSg6Pmle9j/SxtKJZlZ9hfMu/qO0m3uzkJyXGhkT6vBmYr/VDvpCyh7CW6SBvFZUBHPvcvzsDcee9/4XV870vx77lSJC8AmIPd3rP2eutg/vv3uiNvttTKja2LE2sFsoRA8mKXnAx1sQC5MaYLYevfARDyCLa7RUt1DSH9eesDPGOHFmj2pdC8RLaqVoyQeuzR2VMhvxGFDTn9fmZgK6HO/5NF0MJhYfqsVlLnTzIiEYHcqAtdC2e9BpIsD2VoghGpWHDajhkZkjzDTg3qeuxR2/TZJpaomMzxjHLGZ8rPjUONQcaqjUJN+AAkA5H/1pFTOgm0ckYWVb47kXLEfjMPRXkNud+EWKZqxWDVkQWYIlcSiQCH6wkg8yzOKWmtW+O0Cpco2fC2thMYKpUOYRjGGnbM9+qoLq3zIsmlQaQN8bXZE69yWrs0jxPjpygLovsSzlEtY+ezdKSXXvjyGdpjDiRlh/t+jkgC0CQXTqBcnIsRqd6oKNHIowYLbAQKua72RcnWkdtyPtKzEiEMYe3lnHCfaWjkHAxJjM8iesFore67VhBHhIL0i+0x7LjF6uxlYIXMsCuNWR1x1KzV1o/oIhN89v6qmvRjh8RYOueA488a34tBTINWRwl55jiWlCqQz4+WoaHu6zQqEfKY6lxJVA4Z2DaTGwBzi1VutRqjyAZFMCe1RutQvzVBYy3ga6kzCYS83s6dZIYuALSbYHgOq/tkzkrjWxvarU0EHt5UQBWigc5UEzhmOW6d3sBIT3t8HQBwCcD24IlsDgHIHJaRYW0o+7hPCXfVjlOJZCsHxMnyCto6RFy7ze2sr9OyEU7IwCS65qaOT50byRrbtU+EQ7q/Y1S6Szmtyx6VxhflTJkbRxklUcRo/Ge1ZuO+yBjpUWFvPAq1K6sWvVlkpXjC3DfCUK5zPek8k5x8GzkruF+9RW12s2exQmIH1xFujpEyTOcoMjIb+mYz+dn7kEbAsnGMpp0tLmbRR7a13Ydb5aXj5J1Kl9N3vI5ol00cxUpGnC0uyve6MZEO9gUi5zzHyxxiSueR1uhDJNknEkj9GXlGweI8xnGUUH7KK83uzlJRWX+LOeCzmf4C5LWuxbBXOol2rH+NtX8G4DsBPDLzu0cAfEVTG78meXf/ZW8U5ECubJSKGYW2vpgStXleLmSMipwWjrzAdPSR8CkKp7IvWrjwmfxu2ayPdP5Yhny/KgmUwbZJuJrUt9I7p0lnQoRylKgVD7xWZAHIxcpSC7rsBb3f9HQLyYjLL/NJtKeMFKtC5s5brM1exoabGYTq+/J/lyCV2XtnjBENwxRFO3pOCbWU4t/Rh8u11OtcQr80GUE7rsVAo8e99KKnKFw0YEwOYeK+41yU7MA6v7PGbqJYl81CldGIxo727HLd9sYj8ZRmfY47mDmUwNTrm8aVoijhfUUeWCRT0gZoOwaKfZaA0GcFCFBWPUdlVLo8T7I3YhSnJETSShwjtTrCr9eN87Az6Zzpd9Suz/aENiJlDnzYTVKPL549kUFqb9djMBoWbo3WbCf7mH0RyFPMweVz+Ky+6rBpD7BrVhODeESFdbWPdRU84SWRCD93cPxlHN75QspRKkpI7NBmZ4+K/65dwQ497Nhj0R9PHQNI49Xntsyh07/Xe0IbAdzXsn7KeAby3HTKKD1G6yNUL66HyGqkPaTXS5fvICxaQ+d41nRETK9x9u6Ztc2+A5sZNnr/jcUc6sgf67uSOT2Lwhbz0x69iOb0Vnb/NOgnzg8+m45H60f0ywtwbQdvg6NTO3LkXcVasu8706KvV/B1A183sBGyCIT9yDUhq3XnT8VgkvvWtOirDuvVfei7i5P+7tCGeq2I94RL99Om2c9qSzPfkY5OgM7WZFxyH5SNn5d+03gf1oFUaDjL5pyOOrbzzoduep1FxtJxhQqdO0E3noicpqxu0M/mODvY7O4EgIXtsXFL9D6kRAy+Ru8S3JgRahqwMq8+vVPnl96tkdiLz9Vj1GPW/eW9onWZbEz63Cu9qMxXXps9HJuLE4eI1h9oCA9VC2cDEkzyJ5Wx1Pgg+7VTZmu7jKiwHday70rys7lxsK/8Qx1Nn93eLzKHjUPSM8Uxqu85l+5uPnNunwHIyK7E+IxtjryNRuN5hqN2ELza5uN37uWf1xSqnba/hUDC+h8akybAGPM7ATyMUPnjK9becJmSN9u9bxUSuQiZLHUrD7f19MSFS5RemVKx4mcbE4sDz9T7AqAiTgXMDFMjk94tzQapGy8JnYhOz1nIYcnzr3T+ycR4UUQBjB5qg4dRzAwiGL+ztvvY80dysZRJ60C8dDDOlrAQxTwqtXPkCpwnnT/FIticG5mvUVHu+xEdTkRx1utLQ2LOa6gj25wT3Zc5wUkjVece6ktVe4v5Dm2UjKxpGo18DVvSfx83l+FgJQpKLzdzcBoFP6a397y8B6CelE/Rc2LdiEZFhEslgXvTmaAgtYXRHyKHyTmhLybtRa/NLlyQKsrCZwg8GcjK0WhodxUVT0IR9fzzgtUeVN142XGM+h1zkV1GGnT0lu+0GLOcwIXZYI1Vmq8YVchyg4u9np/N3KvOkhjsX/iMS/mxNPaj91mTMwGJQEwrTnrt9WerCBe2Ppzb5e4EdgjfW21v4053Na5Pgu5qVIeOzg22lagS5cRcdHtrukwmr81eRrpxcPxlGDfibP8BrNt9YevkXNUmUuGbpaypdkxRDtamn8hTevil7yaPCDlUslZ6nnocZsZca7ayhrrECw1f3TSczPoRlYnls2bIwHTTuU86Gruu9rPzKrlUZIAtnktFvq9ClE9I2dz0vtGGjH6Grt97srgMXAGa/izcN1EZbWfmm2OmzARCZLuLhqGNpHhaB6yQYPs0YrRR0Pjwf3Ie6DvVmSqr7SsO11gvsTbByCSMvBz3HLSefdJRbn5nQC37RBh3NeImvlNqMKLKoJxlY8mHcv4aw9w8RngbMfj1HJfO2TJ6KXPBz8c9s0ONnQsM3zSu2QSFMaOny/1m0v95/uaaTkvQRlE2t+fYA7wLA5JhJdFhZ6qMFFA7kLN5xBjMbreEtWMG5dWtwhjOGOt9FmPM+hQZyed+b12qrqv1Ml37tUSmZPB5dWdr52kZGdQ63Nzdxxqgc0btlOAqGZmtSQzBbeTGACDpRnPw57lnyXjUffi10rz3Lxtj/hiA/xbAPzLG/FUEw/IPIeR1/qmv5PvfNDC/ChsvLMlPKby/ZTsPskClTiez87MN+kDfH1nx9DtKQVFi47UyTFilNhT18ygwBUqKVD+yJLZgo9Ks8/RK42MOhgFMvait6QOszI1ZEXVtQFo/TogjyvmVcSJBe1I+oc0IlaSPPhUxBtJlrT16YmQqUqUyeX3uIpF+K0+ghpYB6RIvyxBYP2aKP3NWaAjqyEzZ9AVQRpBoTLFfJGlgDiINLD3/7IuGqABFfpjKaVogz4HTBDGlERIuwEAQQIOKCpJ2hgQDMzkcFgDWCCUINPyqQS/lSnq/gKsqMbT1PLTMX7IpysuxhMvNZntJxqNy5MozyPFbVYKDn9O1vba2A3NwzzVWi2iQ9SECvvHd5Kw5b7G0m8JonsKINeQ9UxqrlItkTZ4rFp4xJVYghEpD1oHE/FymBmRzVAUjkeUczmv6/OzQovUhatN3F1ENPXbtavodIW5xUuKmXKN67FGf3IIdeuwPPY6vXg5GPpaTiAznWpAYJs+JJxu1NkAI/ysh2eUaWzhJSxiqNlMetVL2ShEbPlsrCiGCnrNKl7+j808r4PqdqX5kcCCNyCGEAHMYB8nhDQ7EsHe9rQCb5EBV7FkAUi4mRD4SCgKAcAO04xq7agrtk2eZeefe8d5VLHcncOYAzlTYc3cmBpw2mEqWYCCcd0JjKY/pICBioY3PWPYhX7O1Fe50V8VxMqcT8O4o89O5B7RMcN6GGrZx7Du0sHU3yQ0GUl1Ojk3L4XJc5Z2lnXh8L+tiasPK+lGg7kPVCvOwVu5pCOuxs3SUrlOcvV+R19GxrdllGblf7k5g3YBNeyD3Hw0i3qd3OzN52o7qQ1F7tDNnknIDIEsNOE+fA1J+44BGcvfnasHSoavJv6hXEj0DTMvFAcHR1Jo1nK2z57I8i3zPpiBGWUuU+zjcWVY52JzcfXquyjktUw94HwoCA07SZ/SdpfNL9XyxSTkljBnp1Twzrbrf0Ex+/7XSvPf/nTHmBoA/AuD/gRDR/DsA/q/e+y98Jd/9poH5NdD0wdbNInmDNNFOeekEj3QtB6uMIPA5gMpRyhRnOykZkvoQYbCmk9yjST/9mAmG2gwpX6qaRkm14apJE0JfknCgcijvMFWWS0jWO9ZPY/6ljso5k/IFXZUXNtaX32ijZznOIf9oBVPqJtpqclmKQB+DB1rm0QL6HioJNMQj5/NIAIBJyQCdG5aiA2NW+2kuyscafGQGpqHN5+j3EiKnHQiZcqQNtyIvl+sjuTzizbXnemNDt1NUQud5DGjgbDJqtcENJHbhzCOPkPfV4XQa/VB973CKYx31QYJ1JYKftKdTsXEVDVaFrsvx6L3EueM7UjSKpCdBeWKdLwuXPVOvz8Ktsbb7kwtUxsq8y8KpA+SXcdofdQafY/RKP1/vN4ku2TQHO5s7jLQ3m/JI8kVdIvIpCVy0p7uMFHA+tlWHZXeMxekN+ZxmEBXWSZPWeyd5UDWsG7BeXpRn0rEw5+zi73T5F2cr+HYJ70aYYYeD/iZuNA9lcy85zAXhTjY3sW9ENbCxTqDOX5ojQ+Ga1eM2RHyQlx/Sc8lG2cm5eqWcI4n2R+KzrVliz9/JCMl07by5RqdTKet5T5TNmSDDx9UF+MhMrqG+Onqpz6OM3yQD19adfE63OQebJgQjKsDW6Z5ohzWGqs0cd7wP2mGNFmsct5ezPTv4OuTWRRmiI8kWDmduD1UzSn1qIBD7LHcnOG4uyzM4BkFbqFrFwLSOKcfAz2qlu3Mncu60w6gee1ibnHClw4DP5HO1HJM5LMrRcI7LHGY+vx77GGFONRDpuNB5k5zvpV2LLOG86D2sEQhkrE0OWovOnKEatnFfjcIIn+lMKjWHz7fqzMo4kN+L0gdt2NlQPskal4xZfa6VzNZpFuSakHrFRS6j3GMmf6f83KrnqXXURpSUWlNRcocqm7tyXstmEYh49lzIl97ahLLTzqe5PUWnt24lsu68pseh7y46R2cjoWLApnkuc21fTfTSw7yqz72W5t8YRDY8w/u/DOAvv/HevLb2poH5VdosEnUyvVUA1AGdkoiUNc7Yys+Wh/m8z4WfpQtjrk5h6GtQuggHBXKlFwjKyNa1AcKCBAWjITMp7q3YK6koTKIFUXmlEqOhgWI8awgc2lBYVxlmTGYvYWrl/FQYk9cxG3sRZSsp5iPtuIYNkdl3LgKj55TtbrAbricjZVmkgUp1keNhfapBmBEsRIV6bA6F4U6vKcfEv+cIosoxZRBmBTXLatuZpJDMXSBaSdSw3EzZLx0f0RCGibAznf8bjc5XYpBtTcjtybzGiBBDm8orAPnlN7d3XqmdlzvWmq1ATk9xIFEd/Z2SjVScLNqwjkqijtTrOrca1lf2i/sVmDc6uP92NpQCyPZ/hAiOSM6FlPeX8oXJdK0VGg0XO2+OgITUoDf7RvcIrgChrtvc5yMBUeuD82VhkkErkLCqnSGvmb6f9PvagbXdu4K67VJJCXMWjELlxKMMBArFv1BW5yLQOso/d160w6UaemChjEEANaaGm3YAacdQ6RTgv8v9Yo3LIrQZuUpB4KUj6zSQaWRyf0/SIVT92IVb487ho0J0s7+9iaPF/crpR2dMnRw/Ma9Zn8VTeyGMx0/rTOuxSg3FMRGKARDjf0CD1ubRFi0zm92ZsITqKKBeE2tSxNm1lZAEnfp9tFUipbGqnrSG0tZmQIezbD9QBuqIYOmUFERJYZwQjmz9KKRopRxzqARiGT8ga11GrvWe0fnAWywFuUPH46QOY3EfUy+qsUNrcih/Gkud3z1KZyJjrUVCUqzdEgsb9q9RqStlikNphADTCPp59zrv8VHNm7VLcRhyHDV2mU5Ttho7VEaxufucXFDkysxdxM+MEVWmGYR5zvZwHObJtoLGYRSezi2e3/LclHqjno8Ko8hpzkc5b3OysHz+/HrnEFZhhfa5cxRI0fM5kiHOv/6eOAWwO1dOvNnm25sG5ldZy3LLisidbilVPl3UZPnLD2otdOVAnmNACJGGrmrvNS9KHSlk04eSCs3OtLOHVredr7GMhl81bFHHC0V733ixLcwGp9gHPObZwVSUrjTCrAlKZ4cUVa1dL97fMj9oztjQCi6FDen1y1xFzoOOZvRVh7rKvWCMyBC+4kwlkUWteOmah1wPAGI0L3cnE2bQuTmvMGYRSW0scFwU2pmgLQS9Nr61AUHP8nnrLXmAkYJelMpYjsLZGrtFrsxrBcX6lF8M5LBcRj511JbGs94L9DKzr5qkhvtW+miS4Rv2lU2FyOMFvPM1VsV4tRGg12RubuiFlvlFlUVvknd5epk5b7NcJiDCcG1O8GNjHVDOpdS0i18jXFvnZ9bYSTRDNw3N1X2Wf6tzSEeR3ifaE75p9jNZos8LgEntw9KA0lH9bM/EeoQ0Mu90V8O5LoygFA1PkQQpdm8rOF+JY0Urpfq92Twwyq9YUk+7K1jZCtXQox63uHz0WXhbY7s4QF93ODYXsznWNS51pAIoIzBT9MF53nyZVxuia6fthfjc6Z2iEQlzzydyYLqPzymjo5x61o2olWGTRb3VeCqwxEZZ5mOQqAOL2NNZMtbTvUqEQRtZxHsf876xk/Jbx83lPPIXHUZUKstICtNDrBvRmZPsfB+7C9j5GkN0ZizJxOr6SR1JznXpyHGw6NwJmt0ZvA0Gbad8GcfVJXT2NHMSZd9XsoPOKN7DARFwhnZ9G95WOLrwqESSdFqCPq9AhD5aTO5GOjGZNz9Z/4JllTJV533KmfKMKC5TdDOeJc30rdeWLcEjE3lNeRa4XzjHfD9MyslmWkljhlAbs7uSj0k5Q4nyAXJUCqOquowa5zXxC6SonY5OEmWj+8hzxsjuYFsxhOccTnrP6nUkkuBujmyZs1iztTWjOMzKZn1gGKbMK1FQgD7fSk5HRybnQiCuivF+7n3nOdboRHol/XjwNZpi/Ho/zMn00igNY8kRUG+2V99el4FpjPnx1/gV773/ihb0/JepaWEMJMFTem2EPOYuXqqMrbG4EGgYsrA1293gU3y3/mypkJRwRx7QRkUDBtvC2iE7yHOHujYDetcGr7suPRGVz1kDw1RJkTSpJIoo34WHtTQuddQEyMt7WD+iw+mEya2cL5aUqesE+ePPgVyolsJV1/vbNQp+qgxpGguM/IiyGD3urN3JKPHce/izsVizg/4mnAmlG/T60njQOX+SPzZjSOl9FCChVhgXgVjHDVEpsrmCO3cpsli4Nmjm9k9J/kTjketeGvH6szTKlsMJattjE5WxFoGchrQH+kLTZ4NzoeGpen4y6JJ6hrDlasPeW/RYpPwtnz4rZBlKiR7QYGFSFEmXogjFutcSweR8lWum83gZZcwgbUoZkjw6NSbt9ZUcJ0XGQtTBeQYbkBvojQ+54jaqBEByWrAfbJK7FteoNkNWiD3VpEt97Osuh4GZUAKir7swV6Ch7iRfXd6HMSMPW8fzAgsM1UJyQKvdGq5usVwPWNhjrA8CLLId1tl8ldElKnFlDloZJSjncoslxoiYaAHU4zakC5hARERFfoLGKBxHIp8UD0CeYzaKIcfPaAchn8V/ExUB5NE/vYda0wsJluTMxecz4jfYKM/dAIuQL8dGOTaiElIu5+2kzm5J5lX2VZxyLC8TkTGEuwIhIrisWuzGfZwNHZpqh734nnoMzgVZy+gMbHwvir8m4dN3BKOl3JdLnIR6sJGYDwgG0o5GsreofY0FUv1h1yTCubo/Q3MrlMHba1bY7j0yIavJSpNUyVjRa0pZHwzUStiza6Tvbqvz70XKWUI8U65oysPm886LZJWRSF2OqjTcte6jDbnUn0SKRJmqy5YAOcRy7p7mz7UceiVZrw3ChVtLasrWdIFZmigfGno25VTq+5Z/U//TzhDdFz6PEfKz9lDWPkQU7cTwlX4WufrlXGSINbXWLDFHtnjqSxqqDuR39SshfSSNoNCPuYYTmD0JhdTZ1zmpiRiT8jQ4XbKUB3FyzqPo3mx3b683gvmbAWwwX7zzzfYGWuWn1Pvh/+fjuvWhp/fUmUq8UvrwndoLmZIPJKFdkrZowyp8LuVfyUVsphEj6XMh7Cwc9nCc6lHWK/k9Lzn9XX5Hyo7ES3GL5aww0lAMSTI3QcklC5+zlRhNOporgkR5AqUZTJSmzp9gazuBfGhyGyAJvcG2k9p+QKo7Vq6fHov1iX1Vk6zws5nwj2tDQqPWrcU4LedUG6uN71H7/twILtdXjEy0UiP1lXK0SHBEYzczBvwojJ3SP6UoZx5Z5aVm48VWKrLc9xu3FBirVr5lvxVeyTKPiIZYWwWYrIZbkxafjLhAgsiKQaCiqVVxeVLx0LmHeg7K/5/iIClBioodAKyxkqNp4bLousDr4+f7OpRNIYx1stdNvqbhQm1zhYAQRuR5NEB+hhlFsSbP2QXCJU8HTFmOyJn8GQAmkRYaXs7YLL+SsqJGgg9SoantkNWLywzhOrGk6vIgurEWo3ZIUfHQUDL+/Kw9FLTC2eIiVtvbqPuzbO3YaIiQ8AXIYXfcP8wtE0KqGaVaQ8SO7BVcMc+LUUKDg++yhBe+QpSjZOSci6IQ7kjo/9ruiywqm4ZLhv2UnGaNCTWBT90KFQJDaG0G1DbCwr3NSEiYgkCG4nYMOffMIyTL8IhK6jtz/nl2T90KcEBnFEMtgpHZYi1wUfm5MkKbqoc1DhvXYucq7C1SzqmzNZr+DMYNGOuFfFcMNlsF564HrjcP41J1Xd6vc/ediSyjNqE56Dip4HC863DsOzzSbUOdX59YYVus5d0AsDi9gWZ1Fc5UWPVHch42zX42duoIIyrZ29z7WmY5VJkxbatz7mVT1NrGAjtfY5HVFi7y3mxOmlQ2HYWizpIxgKucY32GFtigQ0BbnLk9LO1GYJEAMkZ+6Zti3W6HdVbHWrgL1N2ic49JnKfzqTUiKM35SczJzeUqo+GtqbLavPyMdnaTZVobsFs7JbUDAPz/2fvzYOuW7C4M/GXmHs4+wx2++c1jvalKhUp6pQJ3YAkb7KYFtDvaxo4mgO4IGUxjQ9NtB9AQhiY63G2HAXfbuHFbCiNAKskWIBDIjUGgAWtAc5VU86tX79Ubvvn77r3nnH32lNl/5F4rV+bZ972qV6+ginoZcePee4a9c+ewcg2/9VsqGOGRUTy2XqDhJvWiqTk551wl4ywinBROsyl0RvqcwL5OyveVuoU4D1JHKDk8yXnUIchZNlwnOCvk+2/VnFORU/PdaM69q5f7Z9reqYF5G8AlANcB/DUAP+Ccu/uu9eobuJFRMVX8WUY0CY4mPWzA9IYgKm8g9kbT5+N8x/j7UsBP4eqJjVbCaeXndYJ71zYoOb3x0ETp6aMmoWIciVAkYGKqa1mPKozV6Cl3cxR6zDfkaJ8XfRnigyNt8sBtdIVBmegANAjMeFOCz0KH6OrowU6hhSkka+853BDNMUedTXhm7TxbZwpvlAXq6bN0GPL4UlR39DJWdh0p2VNGkFybKTyJvKmdKrDq7gaIVQKN9GOSRdchhUF+jtYPQ8DPGScmcjLes96iQG1nMKNhNkUYIseJ22gIkzIKBEXUKsPGHBS4xqpUJLQbMOg4t5H6OhVB9mMX8qhkLiflj/UuQ4aeDW0LExkWKZFBGFO7FxU9L3LPCg+GvWt4eGIZveZ/x44RCTmnRveIFHc3eHi4FuuQvNGjQ0a7gaM25Fyhdcp5xNpwnh1B7NiwVBbdGPny351mrLRjxF8q9PdWD3s2ST1g5/xaP0zIusiRAYz1TvOQQ0XOm06HskN9VWCWrRkVIBERlPMlWbVldImUIx/J1lF0hO65F40b5dKd/IFo/QLYc0yRl58j+wkCRToeGUWBmEwjvQetI2lwpKzAMiotv0ttgEY35FhmvqYkzdeZ88Z7C0/Y1poKvfWlg4q+xmxzG1254nqCTPYlziMNXz8XAE7tCve7OWbzHbQJcHKrDBuZ50bUaN9Zg27Q6AsvD7bF4RiF7GF6hPI3buByWFYZrDqvNt3KH8Lr9lHM8xqFajm/FFkZy/rRYaO1ZQjoIs9wc7PCSXEImwcmYoMhsOUeXoLZerKVoq99PU1hcJAT1o97cPK0KDlHWfZBIhnS80KOS68CfwTBdwdlxpxdYUyKSJIc58mcbypnIyJWHA1VcSRrKr+WzurctSh0zkgPaXjJSBith53yxDeZbWFdXK5FyhWSQzKH8jzZL78PeEdWoz1z7llxgceNPlMNa2awli3s/yDvJdmWlPcS8SURYD56HJwakTNkDCKk+sRbOwCm00NSFAR9VjYp/85LM5EGKs+xit+XUFy+17gXiWgp7Qs9Gyy8kTleh3SU99qX3t6pgfkAgP8VgN8H4M8D+AtKqR+FNzb/rnNuP0HtvfZltUjRxD6UjA57Gd0i2FNEeS2ErSS05nt0AAEAAElEQVRFAcZkc1FSgYQcwUSIKIeuI+9NihkAho5JAS3LekjGt0h42WAoTXmHpAef8uTkc+3lKQk4on8kX3OudaXPDZkq96HjPLy992zoAyW403X8YRsr8ayYwCsA2dAywZCkwyefKh3kpHylQj5tUnlPc3wa48tyUBkOWg9a5MQF77nPvaP+ZapFUwTmQKtNZGjQGJwHy2OBr0JeZ28KhgFydGJsm/wQh80tMZ+GjYQvJc9B5vqlhehz12KmDTZ2DsqhZCU8gSzteWzJK4zZucRKTDIkYHZpFD+F2Uw5EWSUng/KCSMP2I9sUoRhg1XEiGqNiaKYbLQn5U32+iAU/xxtYMNUFjO1Q+8yNK7giEM6R1KRSpWOvWg7RYJdLaBT+8Qgvn9673vU12pYozeBzIGMPosRiq2A17qHAACtyjArahQyckkGjw1kXNDArFujzTy51a3uIoxyUR+Kvg6lblSAmzLpiorn1BPOLNHkARLZuwzVmG8qa29Cx4ylIepSs7yJIPsIxkpqZO4R57ghUoql0iZlbbw2hySys0+cIs8WkmGE7DA6vm6nCjaMKeeL2iBkS6laWGgYY6N9q92AlQqsqq2pULs5urF0UK8LDPmc8zOlIS6bgSeyWTZ3cVSe4E79AO53hyizOs4DJmVUyNrUsbXIt7jrluitRm3H3EVlvbwvwARAvNbEdSjvUucWZ12Js67E5dkprwmeBzswdJXmg4ntjAaw8uPh/PhK8h3tBmwOHsQsr6CHuDZiKgPSVqgGG3WwV4+SIK6AhztXWJ+Tcxqii5EjSshL0lGkMUTQ5LRxjW81i8iC6Dc5LTjqrmLyQ+kU027Awp768TGHAuGzn1IkdRZt+9gwcSFPlRzYmeqj812SO3HqyjmOZZJlVJ5Hzk82tNAm5ijIVYudm+3lLtPZz8RE+XLSScs/KjjwOlV41MbIpsvO/Ym1IhE6KYs9nYs059LopHU8xbYr29tBZ/fzKKcinPEaBAjG3jI5G382yQF+Dxr7zts7MjCdcwOAHwHwI0qpIwD/DoDfC+BvALinlPofAPxV59xPv1sd/UZpabRBenJSAwvwiz9lXeOIHnuHAtOlVHwHFfKkBhjMeg9p1MZfk5Lzp4o3N6riiCD1L80FZYNSKFqNroAMnA8mn3kqosdCV8V5bnRthsMKoZLW2LRKs5Epx1YSJjBkS3jZCT4nv0NGJhMjjEasvD/l6Zzkl0ZIRg8kc+LnZUK5Hw8XNrzHsZDeRxl50bZHb0b4lZgjSRhC43oeJTzlMgHBqI7rcsaHGeWkyTVIv6WhlUKCqP8AYI3P8eT+YcCiO4nIUqTRnTLv0lwMykRF76WToxzzw1gBVnbyoIgUR6H0MOvmW0Q/gVBDS0JtyDEh2YOnotxThxdF+HjOGZIavLXs3DE9l0Og72aq42vSd/fyYxMFYKoeGoDADKqAxsXQOPnM6XikRE3kTJJrUK4nqXhIBwkQFJBizOGTERNySsjxJGKObGhxXJzi5u4Yg8sgA/HaDUxAYnWIpnNx8d73o7MGW2vQl3EkNiVboehib4UxNO7HQrW40x5hlW/BxCIq7A+J6EiNaKsMl0uQY085xfK5M4X9SCYsGxwUpd3kh5gyLqUcIgVXGhYpS3l6f/6ca9GrnL8rIxC0x++oq5hr7yQJpSfC+g419PwYSoUXCPDJDVao7QyDNTgZljg0d1DPjtiQJmOqQM2KszxTt8WhV8i1xW7I0OVFJE/4+ZKxof/L5gyLzQ3gCPjUvYdwc7PC0SzDYb6OoMXtWFtSlsiSUf0FzmDUMerOz9+t6lFUbsPIjKnAyaxb+zMgH1Bkl9AOGXLVY+dmKFXNOXeAX9e76pj3Tlo+SyIPJPKltDWMHrBxy7B2xybh2NKokE5vWjP+/K2QOkb4WqOekEaKCbli1bjmHaFKumAICge6dHzKe6RySso9gjrTHpOw+wEhUsnnkin3+km/h9FR6sdnmqlc8ihMjT8QzqK3c7bSOix0i9YWGKBDTVBh3LPjVJC6AUGPI8eZdgPqcrl3H5PMFfcRiNZ05OgdZTsblCNSLo1IBuPTuwekzJGwXR7/c3Iu/XPGZx0FaNJcWrmfYcG6znlzFq73XgTzy2lf8Wg55+475/6yc+5/AeAZAP8VgN8G4KeUUn/iK73+N1pzKp4SuRFIYJbYcQSjR86wDWqdKlg4e9r5UEux6AMRAHnHa71kCBzdjwwZM95P3p9+KHeRDGGCWVBuEhGXZOh87UvdspebDjpKZCcvfOrViyIs5K3HPuPmXvRRhXxUElg9coZLDAjMjyRQKDG9URV6XbBCIpW73LV7nrfS1aiGtc8rIzZKbbgY+lS5hKkIkIx2yR8a03OhKOp8oUgQOHpfzhnfQ2c+nwkxYyDBnuUzx9cmyLZ0fPhoDvX1zBxjYw6j/rNx7HyeEEVGUnZEeVjJ5HxiA85F9He/ZuJYmmBkkMzhyTX2lBoRIdDOk2tUwzrKU6aDmgzE0tWhxAtClJCcD+ncpBG91PtLedL0nnzfwqDEDjlalNgF5YUUQKqdpyvOFStt7ZXxce9KB0EaaZxizqT7Tjm0OFdSPPMAsxdFtues1wGG1yD3SSj8gN9Xja7GGnQ2IoIhLz7NuRnlQTru9IyV2kIri7rLcGZXkTOusmsc1DcDHBHgvUoR/FVRo+4y3FQP4KZ6ILo+rRmSMwt7Olm+JkcLoxzOujnPOSlBvS68kTPCOSXcn374s3v5lib6AcD56mmT81PamuctjcrJ56F70HnypTT6XIldxMbYYMZ7NxtarPSpn4+xbMUe1G18FlpnaT3banffG1iqx2CNNw6twYm+6JmKxz7L/Z1ZL8dondG4Hto7uFBtcL+eYWsXONEXGdlS9CGPVNs+5HyO+bI+l6vEYXsLDx2c4Gxn0Aw51v0ClJ/bZtWefKYxHrLSy1434LDcYNdpbPoZTrsVznAIq03E6pnmclPZklXe4PrZApt+ht1QRmvJ9MEo7HWB2iwjB4Z09EojMTJ4SKEHRZ6b6L1aL8O4wxNWyWcOc3k+Usk6n8fbqIqdioA3hmfdGqvubjynKvAzyLw7ahGXhFjTtKdqN/fwahPQHQZDYBp13jFd6yVq7VM82sx/nvYrXS99HunEkI5xk8g6agMMarWIDE7ZeuPvTU5Z+TyAgLE7HaUGpI3WP+9/+HxpWX6ntDU722ntTskKyQdBv6UjuRjqyClF6U2kI0ydAdbp/TU+GRWXiDopP2JH1x7Kjb4j+kqpGpJoqjX+PJXlY6QT7LxmxzqY7+bPu1EH859Xe7fLlDhwth8U8Dbul/fauU0aHFPvcaFetWClKbMtBpHrQQJoGPPzvHLWMLmOdj6Piej+U4KL6IBRX9pUpjl7mer3IoqpQuuZJUev2UQu5n7UJ84Bk58lOK2Ew5rxQAykEr5PrakiZcMbo+0ekQG9LwWsfB4iM+EIjAkRmF2+5CLc0psoc1aBIKQ5t1TAHqfqj7JxKBj/iJBnyuvZoYhyMuhZ2qyCtWEMyPiXns7UgxjmYdg7MFPiEcoDxFjXjfqdHhqAj+hIg4c96kmEkhS+oq9h85ENLveHBOX5kNeS1hOVgoAuooMifSaGCCuzp6hzDU5S/tWAXudcHkM6PigaRRHY0sakHdEYjH1kVugRDkf5cNF4KN8PIlEh5wxFdOWcSdijbGTwpmMtPbvkfabc7N5lMLDMXMmHvNqHKMmcSTImKQeZaq/RZzLbMnScIlm0jiajzWO0PTPF3v5NnzEb5c6l8gQ319dwe7vChcWdiN3W9C2U7fcIp4q+RrW7D7N4ANfVIbohx+CUJ2OxtyLyGvL8W2WQqRYn+SU2v6kZPaDrC153mW2hlag9O+7jUpAFyXVCMiEt5wMAqeITK9nh9bwbSYbyOZpihLsKQ1ZGBwFvJNZuzkyd/CzJnpfpCrJ+H6NURrKM2s1RZDXD8iu9CzDHsZRWOu/kpKTxIEZw0zfQdsChugVbaMyzDLd3hzjplqjNDBfM3dhQFuciMcpq55k1q+1tYAXcNCvc2h1gnrWozQwP42W/3oQjjsfY+vmuZ0fctxw92l6hGzTOXIll5tnGO7NfJ9H0DZw2HA3TbsDCbLEsV3j9dInCODx0sO+EpGcK+yr0qRsU1m0JrR1eP30Cjx6d4FH7Od9XAFqPqBwpn90QrQNuKi4xQvmMFprJ23LV4gyH45obRFrM+bUC43UqYPHQEVKElX0Eh4skwyKHtLxOKgsk+kquc5Z30Lhvj7DSZxFpXK7aKLc75PDFz0VRYDL66N5RZBIm6Bxo99AdsrXWE/SUahc5zkkOZIPXTyQqJm256tG5DFrbKHqslWZ5TykQsg89ch9lH8+/EjtGSUwx4JJeIqOYtVkyim3WrT0axLS4V1yN5pRaqqsQ2kKuwxRZM6iYmZ7O2zSSSd8LkOpqT/eUUHjfPw0ZAZV1i+n3VA3h99r57Ss2MJVSxwD+bfh8zI8AuAPgB+Ehsj//lV7/G61NbcL0PWIKA/ym7FSBRe/zUohCXLbctdjBe1zbbB6RBgDgelIShsn3TBRwKcinIhQUNa3dfE9Bp/vJfIWMioILQWaFYk2J5ekYpKQA9L+MkqX9os8RdTYQ2EQlA6JX/kIOoxyLyOgeI15WGWz0ARs1JMQ6+HwYZPvPQAYtjceeoSOgzDTmkuWMclRSQ00SM52nrEvBnnodZbHvWi1Qql3ksUzh0uk4+vsJ0gV46B5547ge3gQMDQhKjby2HH8gwHjpM1Tz0UJzztdUYyVqVJil0R2VI6AIl9ryeKVQI2oldl6BTmj3yUCXJC1yvKcM7KkmmY6jsYDm8h1krKWlQlJDXRqQRoX87bfqC831TPl1TvXjuB8j+Va6jvj7o4EtHb8EQ2Ijz4wQKRcbrDSeJXYoBpH3aHuOYqYOqUhpIsipAhbFgJNdjnq58FHdMfo4ZAXMhM5AkaplcxcXq8u4vl5Ca4d1W+K4usXP1qt9pxwhIeQel+NJUTyrDRvXU8b0lAyTpRfS6069nipe1Ed/z4nruAF6GHjsJOtj+v2QSxnnYpN8ITKUXo9kdGrgKLuMQu0/i18PJXbsyDtzh5y/qd0Ap7OQH4kOUMA8azE4hVJ7xbqwdeQwkkamdOw55eVJlfd482SGo/l4vlVP45HsZf/5sUZqOi+ScXJQGkYD97Y55qXFK/1lPHXwpr8WQp5XNrTRbJM8W+AEwFWsa43D+YC79QIXlhVmVkBdnY/gF32NbXEI0ncP8jMAK7x0vcSFAz+mb64PgOXTeKL/df7+rFujyWfYFoeYtyfsJJ2CyJNBROukUPG+pjUgW4ndngM5dy2MCmcYzW9M9rJfgggAFsPJ5LkLgJ26nC6QzI3MvZ16Rg07wkljmazdgAXOUGMRfZ6QEimEOrNtXGJozFcM0buM9QLKiUxhqhHiS6AAisGzGNO53I8s7qljmkjhCF5ORrVkipXQZTmONE7yGaSTkaCoJWI5nzZirE3z/JlkK4Ey75WzQwyPTZt2aeqIeHPUMfYIymjOdYAD03hNsftH98M+S/dbOU/ea/vtndbBzAH8Dvi8y++E9wP8PQD/GwA/6px7z8x/F1uPHJK0AxDQ0UQgczhfer+dx+g3CPmPEhaSRrWkMGZYiRAspDj3yLEa7nllzxTYmENWpqXnGWJjSy+i3PAyfy1VfKLITGKIprkc0bUmBGGmehA8VD4/5TXlqo3gZFQwOI0s8niP16nchnNE5AEooV0kqOk92T86fKXhHB2qCCUSyHjNRm8+9YPySKmvaYRjqo6pdgMfCvJ+s24N5J5Ehop+mwmBm445NeldlHk31B8i6Zm6RmoQycYKkSgiTUYiQ6qGGjBgkgQAyFSbjKeAWAvYpMz/k7XoZFRXRuL9Wu/QqxHq5zSTXkmm47dr0R7WYW1yZGmMAlH+69ThJ8eOStVQ3yOlWDhG0sil/EwgiAjwoygf1QUDgZSTUij10sDjwu9jqSGfqyQiSxigk/QAGkuZs+nnPlZ00qgBEO/9QjVYFC3urOe40xwh1wMecydRnUJlBzTFKsx9v/Xj3jd4oHodn6mfx9HCj889fRkX7XVW9tP7EpJEOmxW5Rqvnz6EVb7dh0uKCEzqEABi+SfrPJLSFiKaAVIaX98Thcgobe5abN0C2bj3rTKc4wqA15wkkJuCedMaieZNRF3SKCydJ7VeRgqn7BcQ1suivuP/XxTseLTK4Gxxhc8dqiW40XPc2awwy1pYt0CFUFqGiNZoH9EzWG2wXvoIy2G5wRe6Ct3gx+8L91aYX76GY3srmo+0kVF+VNyH0RdwsvHfX9caB+UFXC3996k+aa732UW1G5D1LXob5u5kl+PXh8fxoeUnAcT1YbXtQ/ktN2A13MO8vIYbvcLJRuPSwYDSeCP1wXIVRfAqt/HkYEWYR1m+JrrPeI70yEM0KDEiqB6lheazszUVO/Do+WT0SbaUgIf2Azmg+NnH9JPz5oB+R8ativOG+X4KXn6BSPo0O9oJcZWZIkIMAGOkz4ScTI6UidJKU4536diT/AGUIiHzSQmVsmzuwvQNstxzLchotXeIW3GmambbZzkg+kKpBny2IDW2/RwbHSO1SowlpcZyOuke4PVrB8z6M8xxH+vZRUZukV4CgOutp1Fu1o/GerU0h+mZFf2dlL0hkjVm9tZVYN+1A0d+z0szAkI+/x6cdkJOndec0PHerfaNCJF9E8AxgJ8B8B8A+EHn3Mlbf+W99uU0KSinigST0kE/TJhCUZQkWkiGGSvFQ6Al/1ISyamlAnTWnvHfuUmUeBUiEaScy/eJ9EcS5gDe0yTJYqhsyx6cImkp2U8KmYlyMiCIctzAERYZOaT7SM9ahwKD3ocXAiFPkP4nZShSzEQ9z2hsRZ1IUtCoySR6q0KeXwr5INj0xi09ff1wgqKvca+8Bus0emSYqaAw0nfJaCIFXiplldmyp7vNqogGXBrqcl6Jhj6NMoe5iyFMcj7TnMAppY4iYlORNzLIMtWiVvM9D7t0zNBYy+cH9okQ6LoS5pr2jYzLQrci4hyi6ikRl9yfMuo+lUtLSoGMPNO+p9w2Mhgb7YuxF7aOmCJj5XR8dgG1kpDPKSVOGi2V23B5CIbQCiiavKY1I2w9yUMyGPbGOUPH7KOA3yv5WABeGsFWmQjOLxUiCf1i58+wxrWZwauY482zOQrjcOH4Ao7rN6PntdqgVwHSu+jveAVvaPHAUYNNk0PnDl84vYTZYY3D5pYfh6zCeboHRUJLV0Nrhy+cXMRRtcAib7Aya1hozvfVSb/lPuhQRHnIBJWeMiblfLEMVh69IvPQCt1yaSONAcgA3Y0Gh21hbZwTOiSyouhrIAustzIPdkA8RyxrCXlgBliEaLh0HJLTqFMFf16WaiC2Uq90G1Zkq3yHs90RFoU3AIbiAVzTr8UR9XFNRob0OPelajEvLU7rMKafunMFH7lwl43ReG5jGTFvT6A10HbeuCxyh1fvLTC73GJhPMGTdFDRfaXs6QYNa4Fdp2G0Q9crbMxhVAc5M/uIF6sMnjv8It68+wRaEQRqBsNQQDYmbQttLBpUEbM34A3NWi/ZAJGIJf6uCtBu7fz8EbKBSwglZy0ZBbImJH2GHOg0x9LBTTmoAJgkTO4LD9+dRoTwWUxoCf5/HMfRCU7QR9p/0gEPBFZW2lPsuFRehpIDjOZxUDEMmRhdpUP1PJIbIJSd8jm/o8wTueFWGXa+SQc54Pd76wrAeaZdckZKhEg6RkBAIEmIe9pXyRArYdo8T+0WTgc4+y5f8phkrkWuvB5HhiAZ2UCIwDLz7ag3yXMz/U33AYKDUjrjGl2hGtYRcWCKRJLO3CganJ7/iVx9r31p7Z2O1gUADYBHAfxpAB9XSr36Fj+vvGs9/gZpqWFCBk6GLlLQZZOY8fOgDCnBRnrP8/oiPy+T8qnl3ZZZ8lgQwBtT5BlqMOOcURlB1G7gcgWZ9YZRerBJxfo8eCW18whx0gjaIBSaFBYcnmH6UJBEJFPjJgUfkQvJmlzsUbYD53JIITZFWkLfI2KTlDCFnyWB0UlYzNT1qFFSPxEZAF5pyoaG5zVDh9LVPlI1vpaOdWqcBS9tTBwDgMdEerrTMXy7MS76mgkFAHC+n2xM2gTPRsk5N8lesqNyQF54SegQRafF35TbK+F+cUTeBAIo6VVO1h0RKcjIj4StV4Pvt1ReCCUgld1aLZiERDZ+Rh0Te1CTa3JvrMVen3VrzNozzNsTlNixcb1n7IioiSQtkOslXTu0dgl6GRFZDA2Tmsh7cB9VArtzgdQsR4urBy1u39fYNBo/+8bjuFU9CqszDFmJLp+P9wj54mo0DntTwCiHG/cNvnhnhpv3M7y8fhAAOBeQ1gntGzIkrM6gRoKZZdFh02hcP63QDhk2dj7tKFMxsY4kq5hqMsKsR/kYl5Xw8mSXL3kfeIeeJ8Ei0qpOFdG6obFgh5lr9/aAz7XyzyfJTYB96D9Fua3281SoNnp+mVeXNjmX1NQoO4vdKWb1PQDALHc4bUp01uCluxdwL7vivz/OpXZDFBGXe+HQ+mjpvVOgH7wmbi1w012LIjXR2AsDUbsBz1y4Hb3fdAoff8PXM5Qs7r2Jo3G033/D0eegNXD7frjGF7dXWFbkzhtnFGnkXEzl888fv9xgvbHoBoXeapzVHporlWzAwy9liaVdvuQ+Ta01SivhSBytM9VDK4tC+b8bzCJiFPlsNObZ0GLV3hXK/si2PJL5FEOIpFe7+yibM2RDE6XWALFsPS+yxvOs9s+oHC0K1bBUotep9ci5hnIvcs/974GdhymCgYy5NEWlwz63Q9TnRH5uyyN0xXxyTxSq4SivPPv0uK8s4tq4MkoKYK8fUykgJIem+kxzRWdWrws2LmV0nr5LsO7KrjmfN7BHh+frXRYCDIjP/qlxiM6CMUor81dbU8U6L/YRb3SdSAcUfZLj1r/rtDX/Yrd3Olo/iUDm8157l9vURpKEHVN5XcC+EAH2hat2Ptopy11ESr8KsEH6fNqkUrieXcRyd8fX8pLQirHGXUmlBbRnZ93Y+Z5bQ7sR76/icgtcMkKFKAh5OQcd9/s8UhDZX1KAOoRcwkZXWHQnrNxI+I8cO4L+ZSYwsnIETsVzRFEp6Qnzypw3tNMcBQCs4EnWNfLkpge0jziEyASR21BUmshmOOoIfyBt7YKjFVOeSiCuL0nXt+LgICVTQqrokJcKaKfHnEgQeZJXMMkYkyyEQCDhSSNVsj4peTunmE+pIHqvC/47Uy026sAz66mxlqCIHKcQXa79mMB3KPLCXvU8no9S7UD1GqUBJUtoTLEc8/dtzXXSaD5p3KRiy5Fl1Yn1NXp9BYMuMOabZEOkkE8RS9A9qWYpj6fYf5TjRnMHICY8EQXNU8cW1VHLVMdM1bSfGbngBmQYDRKEota5a/m526xC0W+jfsvoiHQKcf9BCq1fa1o7dL3D3VMFo4HPnVxDdbDhiAUrGTYm7siGFrkeosjQ6/dKvPBghQKxnEidcW1WoerjtT5YhetnCxxUBVbzgACR40bKFymO5GGnew08TjJfVXj4VbgORc5oHGX/6L70f6O9gcmRzFGmyPIy8lknx3yEAZIsoXU8CHmk3YDKrfmewHRqw83Vk3t5eCwntGGGVOUGHPc3AVzFa7cyFHnmDbXmEJfVa7A6Y4IgWpMsa4TR+M1XXsOP3noEuwa4cOCQG4fP3DrGhWt3g+Fj/bwWIqpKfb7obuDy0SW8cUvhYKkwjKJEw3pj3A17Ofm9LhjCX/Q1Xnz4Ov7xp69isAq5cXjzfolnroXyV21WMetnipp5bv4Sbj/wPNa1XwDrWuHz24fxzOzze+V/CtWwAZDmSZMMeitIoX+u4IhNuQLktQYyvKTcE3Vwc9cyCRWykKdLc0POBHLg9DoQCkkkTbp+5GvnGZ2Ua6+dX7PkUIzzAbMI3g/49UoQeMlgzjJSOH7ofw0bRdnob4aNqgDhJXREr4uISEw7n/4gn4nQSyENJsDlGb0GG5FpRXwHydnAEUTpzBQGPrHl07hpN2Azvxh9bmo+sqFFqXeoMY/GCAhOTIJcp4iOqcbyh+Sdy9BirIggIqJpk2smlWPcH+EACXP5Xg7ml9PeUQTTOfcdzrnf8uX8vNsd/xe1pR5+UjRYabUtG23yR2LtrQvXoE1k4AX6rFsz5FE2Gcmh+0kq6dRLSJuvVgusZxexLY/2lGFS/sh7VboaueqxGebMvAnE0aD0EJBjwYQsSd+JXpyUUvrfioMgNUZDLGWIInbyWckYk30khZ28uOQ1a13J4xVFBRkCGiKPMjolD1w6dKphzaUEyEvN405GFgLlPjEEA2PUYczFAIKwNxh4vGms5PxSH+ia5BQ4yy9w5IOMLJ4rLXIgMb2e0nnK0Pkad4IxtHXxOjuvmWQu6PnooKOoWmZbLLZ3sNrc5BI7NO5phIuuQwZP7lqG58nxlo0geXLuSEnx9wrrTo/7rnQ1CI5Lyre8PkW65fOTwjkFm+WxEHUCCR5KkMta+0gHsRpL+HdqEMlcQprj8yJnFOWS+5OUlqmDmtY2RTtkkw4FWktyDKWh2Btf0kFG9uhZJHoiNZ6oTizVGLTWgdDBG6z4efwa96UoZt0aboxuAsA836HIgZNTi13jfasf2zzH92HG7mQf9LpAU6wAAJdmJ8gzh3Wt0A0Kd9YFzuwqGicaU1JqKEIijUvZqM4pjVmahuCdHOE6nfKOvlovI6MUCHKyVovIwKa+pUbRVG4vXYf+nozwkJLc+9qci+5k70zja2LAib7IslLbng2RNpvDaQPlBpjWf78dFLreYVM7H31cV1FUlqN05FwV6w8ADttbeOyaxcmZRdt7R8TLr1lfBzKJXqas63SPD1y+7vvXAYcLi2EAru8u+pzc+h4bC/SdASYyUA7dXQwDUDcKg1N4/YbDT1x/3o9t3/gxG07CmrHBSNZuwLde+yKu3xpwPO/w+OUG/+M/sXi5fYznjeYF8Aq5h4kGeUBOUIqYAmDjUDLWp42MJX8eTBFRDR7BNDosMtuG/a58jjDlCRMMmmS7dGDTc/p+CQPlLQwReva0DJB0ckknC5XOokbM88VQRw5oKZ9oDGhMuV9CN0v1Cb4+OhSqwUzV7IiTEftWGN3k8KQzWo4JIRgoMgsEKD2lrQC013VUUqyya1TDmq9lMASW5xEFQRHNs/wCl4miNUjEa2nEk8q78LPadv8coDzH8YfWJOmi8ryaOr+k/sRoGYGqmUp54f4lJY2otBT3V8jYtzMwLdR46r97P1/POZjvyMBUSv3HSqkPvNudea+Boz7UiCUy3SCpIiqV40z1nFtDSsUenFYVnAdxXvSPhCHB86QwAnxx6BK7vU0fPU+igBSqHVn+NCe0k/JQDYGUQd437beMakmjY9GdePjeWIA6fRbpeaRnI4M7TUinQ5QOE2I/pPeof4vhxNe/U82kgm2dZmHZyZyj8XO7fMm5ClF/hbFH45iOpVTcqWi71YZrn56pIzTKH5Z076mDn5wJ3OfRsJWRVJ6/vua8W20HLOo7ONy8yUaZ7CcxCqbPRE4QeQg3ugoQuvRZxZzI6C/Bg6bWnR4a6KHhWnn0nPQ86QElx1QqC/T5tO5ZZv3cSMcLGZk0xume21Pmxb4hZ8XkPhSKVtoIspw7b+RntmUFNDUOCdYko5p71xsaVGc3cHDyRQA+ck/XpibZBnm/TBzgU0ooECuFDWbR3iqGUMMTCGshG9oIvj1l2ET3ICfOWD9u1q3x/sMvoBmNw8OFhbUKv3brGpNzkTFq+hZ5u4UVCu+D/StYVg51YzEr/YH/6S8GY5cUvrQ/dozaWWWwwgm6XuHufYvBKgxW4VM3L6JWnq2SDGSST7QepqJI01DzgaNsdB2aH3aACQVYwvio5Wi5fi+Nt9wrEuYdRTFsMBhlf+U6Byb2xLhOOE0gGUNyjHUI8GOZN0nOA8Cv3YcOxqho41Dk3sg8M8ewyuyt/3R90vWfv/gmjAbazkcgN5seN+ojT/wk9mKq9FJb4AyLuYIxHrJrDPBLL83j+RLfIceSrA399MMDTte+/089Avz8L63xsn6WHR7ajmkHidEPeObVwwOD3mo0g8HhUbF3f8CvIWl0hNcn2IhHY6RRwbk0te+AMTo51uyVyKvc+Vq+BPHl64zOzm15hF2xYuOy6OuxTqhhx1Ikg8f0G5lyQL/P00lSh4eU+dIZLw2M85BRJF+iOqIwmOkd18OdGlNJqCf3d2l96kmhGo6MyntFe1FAngl1QH2ne6QoIQBcLsWP+76zj8aIxqZQDY+zlCdkcJIc4OvbFr3LkKYpWWXOPcMoqkr3OS/fMZ3PdI61GyJjkK6dkmBSo3mn/fd2Dor32pff3mkO5p8F8MF3sR/vtbdpqbeNvPckjMmDn1kfddDK+nyIEQ5KLKlSOZMRFQCcK+hr3gXIC+APNKp/VdqaoTl0TyAYvcS4aWE4iiLZIjPVo9I+skSHFt2D6ovR/5QHRI28WjJ/BMDkoZfm1zFcUxiO3vvW87NEnjCOLlnUbs55KvQew62mFFwY9qT5/8NWowghRSuosDQJZZlXM+V5kz/FUHP0iyKNUrDv7Cy6P0F0gEAmwEnxiorbe/KY1pV8+DO0zfZQwpNv+gamb7Bs7qJHzgoI9ZWUUvpfrs9KbdnTunMVdi7AbUmJpXnjcVVJ5HdcI97wKPk9N/5oNwQmTPg8YMoTIm8sjXtkHI+GVYciijamhxx9hlqG7lwWOYJny7GRYyUh7tQfud7arOJ9FeUni+ifPOwlOYOMmMhn4XEVh7/ebZCt77HTxY+dFgyFwfgYYKLnJaMjGxrk7TaC+dL4RErhuLdO1AWWAzSu6YFPRe/pddozU/Mi1x71adat8a9+013cPx3Q9gq3Tw1efh04G5a8Ntusgh4htV0+R5vN+Vm/9doX8dDVDFXpkBlvqH7aPsf3AxBF4lInRmZbHM17jordvg/cPVX44vpy9LnzosCyUZSI/Nxcb3hoAwkOKdxCYSNSE/ohZZD2G8nHYqj5WlMRdHJ+sWOg36La3sZicwOr9i5HgFKnpIxIcNH4MT8yNfhoLDN0I9OnJyoaMgHVMwW6coW+9Nd61LyCBy45lKWPPm4bjV+7/SCvSV/iZoRMR7Kj4Bz0ym3wzKMOWgOD886En/61LOqrnOM0kpnZFi88uMaucQyRvX6jwZ3yQeyqY16rQR5ajhACfi8+fXgdi7mHyBbG4YknlvjJT6yiKBzV/KX1yWOsDD78xAleuZmjynt84CmFs83AMHxAOoYsO+DkeUdyPDJgx7UTOejoLHEto27kGslscE7R88par3QWa3jSL2JoZeVfF+jyORsocq9HaCUpR8VZLv+n/naIc1fl9yIda0QJySjrlNG65xzGyFWAnT9jMYg9mHwXOkLzaDd4BFN7BtM30f0oN7E2yxDRdwPrdmk/PLvyTvTLRiXaAEToo0752sLyDDZ8OorIq3B+kU7FDgM77CGUeP3okOMd5V4rG8aa9DIqtYJ4Tmi8pxzBPJeyXIsSSJDE4JXjQtex4onDcxLUeNpB/147v703Wl9jLYUtAIi8hlLgdGqattsgeBDJW03GFkVjAEQRJACsdgBekMw6D9WU9btkBEl6zojkITxHMCh7XXCyNRCUzKjkQdJkLgT1J7NtKNA+euLocKH8IL7/hDeKvKLz5r4nKLH1nnIgDycmuRgVOOmt027Y+y697gXoEI/nKObIGEybFMiN8obE2+W/MPTY1jjsbvNzB5KBkNOQkrDIfEk5rvwcLFh9H5g4RsAGAcDpjJP76TBrMIsUphSKC4yQoGEkCxqJFIA4+ndeNI+eM31dRrh21TG280uwyhsWC3vqDbgxckrjnUbv5f6iuWd4WMKKSeu9dPXengViaLZ2A5ctkQp9atgCPtrUI49IPKQCJOdFloQgh0VaaoDuT5FyabRKI8h744NMKPotR8BJEZVlSWqzjJhM02gVAK5ZCYCVhRihEbzOvcs4mknrMjJ83bCXhwnEaI7UqJNQf6sNLqg7eP5JjXunwPFyQFkofObWsZ/vYd+opetr5x1sT1/18OOjxYAHLzv86hfmY25f85aRYT8WAz64+BSuXVYocoXVQqHIgS/eKfcM/xDFjMeLxoEMLwCREkzvUyNFCQDLAHIUSKWXopty7PaU8+R1IJwnyg7QfQvdt0y446+t+frUpPxblxfQm3J09O2XfQFC/c9GVx7xUazYILTKYFseoZ0dwOoM2dDiwxc/i0WlcPdUYdcAn/mCwy+vPcRU2QHKDpi1Z7y+0ntmtsULx6+izB1mucUHni1wcr/FnephtNk8ciqy0SHWaTa0eLh4HbNS4cY9g6p0uHSxwI995mHs8mXsJLRDJHvpuRb2FN/y6F1sGo1F2eGxaxb37ne4k11jYiKam0ZVviauiOA9YF7HhQMfpb+22uDCUYZfv/NQJCtW3V2surssG2m98NyNMkoylFZuw/cJ8lHzfaWxR+cYXVc6xHkdjZHv0tZ7688qXy6IjGhynpIjlJ5DXv+tmnTiNZhFUTZae3ufF07R2s1R6yWvZZnCkjp2z813h97rZ+8y7OwsnDskL0dHLpEDSSizlHnkbJLOUtl36QBMnedpn9lYS5yYqeNgCrHCf8NG+gb1jeYsktcuLlnivx+nMMl7nIuKmTAYWb6NhEIhN3aEpZvg0OAUmdHgTsmHMnQjedp7FRi/nPaegfk11qRiTwpw6epzN1ZtlqyUpfkFuWvHKFFQ8BoVK58kaOl9ii7J1iE2ZNn7Nwp7ahx1SZRbCbk4T/AS9GiXLxkC2+jgWY7HKD7U5GE/WeYBZi+6lrdbzJv7o4JU7o0d/Z0NMUyXmXqFYmGV4YhXSvBTqS0zY5IQI2gwjaF/pqDskeE81VIFGvAw32p3n2E1Mgch/V8amdFB71LhqkeodSi0fKaOOErKpTOyAkMWcmooyp0qLJJFle8/Huql857WQrXnRv/SRt7WlI2RrgtgzziphjUqtRUH0LTiLpuEU6efk0oNjV2PnD24aS6KnFdS6GWURypyKbxYjluJXXx4iwhr7lrO8ZpSujb5ITsm6Fnou2Skd6tLGOYHHirKHvhRqRyNGkI7AMT8ajjy5Z0vJUeaKNIuS01ERFcI9TUpuiyfm1l8x+g5KWAGA8PKGl1xqYwoMjvuQ3q/6Gs8eniGbe1wPG9xdKDw8msWZ2Y0Mm2LzeIq6tlRNG6kiDwye5MZRq8d1Ggahy/0T6A35V45IdlYvtgBLz74ur+XcTAaeP1GjzN7wE69eXvylg4zaYQy6ZYNLLDpPnu7JslIar2MHIfANIyQWofCK935HDYrGFJM64auH4hGvGFMCAJy1KW5ZFP9T6NPskXst7bFs9fWqGuLS0cW80rjY59V2JZHUZ4fEGSFZMzV1suKWW5xPNvhoaMtHnu0wg/9wkN73+O+JfNDUcyudzhaDPjQ+1qsNxYn7jg4jBL0i4yQZUOLa3gds8LBWoWLix0+8GyBj9+4yvfnSKarQYR17MQdWjx0uMW9bY712QnWb/w4funnfxo/8wu/ivvrfScNMJ4j4qyjnEpyzJFMSuXkwp5Gc0bIKZoz+t0ogWRycdSROBqkrpF3W8zObmKxucEkgf5amiHfja5YlqYOeBmlpNcoFQHwjrw97gAX8uPTs4BLgCAYahJ5BARuhCkUQtq8wWtH57X2+eCjnHHaYMiKCPklcxNT/YByraVDMyo9lZyrVPZIQphJP5M5iOwEldelSC9GdJOZqJ3KfX3r81xGGKPXz9F/qA+pI1NGHeV1+W9BIPRWbLp075iBN5CkvV1zTgVW9Xfp5+s5B/Mr4dx9j0X2q9BiVsAQTZTJ3nKhszdYMK7Sd0hwzxBgq0CIDrE3WxQYtsowJl2bEc9P0LtxX5IQllFRajI/izYyMaNSjiLVU6P+k9JKB2+NORu5UwYjNSlQeh0YaMkhtlcjCgOPH8E8qVi1vD/PxTkChchUOFopDLXWVGxIMkV3Use0UA0aVJNClPKo6Jn2PI3jPHcogDxEmq0O8LZGz6JrysOlteM8qgCRlWsGClHJDaJop7V4po5Q5SPrnhbRDUHCIGE5NBZ0H0lhnxqAWg0oVDA+OlVEkV05Fuxh1PsQUKr7xs8smCsz26LS4PqNQFCAeQywX0ycry3GiuqzEhMfwcaJQIXGkb5D80pKhL+3ZBqOIbIasVIvUQxpLVWKNhS25lyxviiiumLRPItnIllBBB6nqwcxb+7D6oz3q5xPIKAfCEkgIwFFv4XVGXbFKpCPWF8LLVMhKmmVAYTnXzpiaPy5X8pfV5J9SFZTud8AUTtW6Df0rEfFCS4cHWLd5lhWFocHBi+fXsUHF/eYNbU2S4ZoAn6/ZWgx69b4DQ/dxhfuHaPLDd7/xIBPX1/iyQdj9mOaD9koepWhw296botPvLHE4cKiKjW+/8cP8Ie/I5S40HaAMdMsnlPQcVqPJC9lPVA5tqmiaaH9Sa5C8fXWlX7cstgJJRll/XcNX2OXL5GVDbJ2iyEr+Yyg/KoU3UIlO3jfyjw2te8YkbIykonjmo0i/XbA49nL+PnsA7DW4dlHevzCpxReap7AN+GX4+sKGc61obW/x6NHJ3j99BBH1Q5PP9jj89fzkc24jgwlIKlJPA7xo/mreP3Cczg7PcWrX/wFmK7AD/+Yxv/220osDyqWU2TQRI6V8frPXbyJX3nzKi4Xt3Hv8/8zvnh3jvzqq3j/+x7H/NAr9rNujQI1zvILzAZb2BoPltfx2eZpvPHKZ/Anvuu38rW/96M/jN/44Q+x9scRczdADwNyE8P+ae4INt0bT/hmtXeskkOLERdjjUa5RmgOa7MMxEHjPEtnV48MG3MIqwzmtg+kP9bXNdZKkPogOEyjsjyJ8zUbGh/1lrmC6LyuM9biljV5CRUi1341rL0z33lZRNFQmrfS1rwG0rVFz87RR8FsKpl0m9GZW5g6kiOr7i6vCWIP5gjlGBHe5Uv0ar8uLuD1DY7gKUQ1twEvy5lNVpyjNB618/m7uUqI4Mb+NZj58dSxXCIjU5IL0u/UsG9ducfG3yGuaZyOLe/dCdkQ67ZjzdLxf5pj/s7EmKVBFn79LQzf99p++0oMzP9SKfWffomfdc65x76Ce33DtWgzJBAc3mjjppFGlIXmsgLS01j0NbTxAj6Nmsmm3RAOh0QhlYqoVBgI+ufvHwQq9QcI8Lm3I6zQbkCm+8lNT+8bNXC0iIo3A6GsR1qEXauBFVcADBW02nANO+n1pGfng8/6Q1fCRwBATyjsspHinUJiZX4ZKcZ7UbKRSv+tWFUbVaFHhky3vJOLvobNTXhvZPfcuYRGXYHLdEjDxT/XNMObf3aN2nkHQIWNVyzJ+ZGwlcrxpDGSxgp9XioElLfjv4ToAJHjRAc2KZky58YqA2tMlL8rFUKidOf5nChAzfMwGt18cI3lcSg/DflYEgSeOl7bAaWqfTQJpWd0Vmbv+lz/VSg2sj973tkxOinHUe5v7QYgYSXObIvC1RzZI2cOk6VMRIqoHMVuZD61yjCrIUUZiXiF5qEY6hAJsi2K+r7/7vIqtsUhR9azofHlIkh51ftGt4wGUNke6gfBd6mkCDBGkrTc5/sRCfo+fbeyaxyvLG6fZnj8Uo0njmv81KeO8cILBed5GjNgow8iZwntk4e7z+P17FtglMNB2WCzMNjkh3skZVONFLcHy+v4iTtP4HCh8NzjFj/2Ro+X28fwvPr1qL80JhaGlUCpgFGpoUjxk84PUXux1ktEuUmjhxwqPgsy1aNHDqMHJtFiYpwRTiqRK4Bn47WVwaF9E9oOmLcnqMsFGwEcDSMHiSD2ka3NqlC6YqKMEo3HIM48LlEwrt3MtjBtg8VcYZZbHM1qfOjZOX7uUyWe/cB8D2ZN5UvkHGVDi2v6ddw0K7x5e4eT134KZ3WFv3Orx7/2fIHl4dGeM1dGD0nevHD5Jr77b34W/68//q/z9Z/46N/Ch158DAuzhtZhzTIiAB2fZRf76+iHa/jkpz6FP/a/D9f46A/8IF588YEoskLGSqcK2Nyv1d/4yGv4/01UIZfIh9aV3ghJWXHluXyewi1kUIqykgZbZQO50iY/5DO7URW6vOB8UnJobvQBUAKmb6Fs7/dlceCv5+KSEXS2p+iBDl5OmL7FDGc4ra6w446cHJVbg3IOfSRUB5TGuJ6q3X1oO6BdVVG+aqgNHdbyurzA4zLlJJHyjMdLAUbsP5KFZGB6Q7JBb8rI+A9GZoO5G9CUcR6uNSFX1SjvuGenp9N8blH6D5VGSdELNMYNZshUF/FX0NrokaM2SxDMlhzLLQrAjU5cJXI5hTNVXkM6CihCSlDZ1ICPxjaR82RUhmvZvTNYrm/qc6qvScfAl4MKea/59pUYmDcB3Hi3OvJe840jl0pAi1TC1DUSE5zHAsf5ZaLWF32vwhq9LnzOhgpsnpna30DnRepk025gxSc8Q2xkBriM5siLjIyk0aMcLRrMogjbnhEkIqBUt5G8t1YZhoCw4kXEIqPhTdEEWU+Krr9s7qLXBbbFIR8CxVBzdJIjaCqU85CHKwmrtMnXZV6THD/OVxynVF4nInYRgu8sv8AlaOT4ZEKgSna11vl8jlK8n44rzRczvAlD1dexDCUiSPDL8aVIAkV106gHAGzcciy2Ho8VHehDVqCpHo7GgUklEI83xBzQOmqzCtaOeT/DsBf9J8hmWvB8qtHBkyVKr6/x2eJEX0Spao46GjWwstQjj0pqyMi7nF/prU1zdXrk0TPTIU8ebDK6Gl1hptd7+9UiRD3lQU3GoSzdMGvPoOyAenaEBrORCMY7GWgNElxuCk6me9+3ans7IsYixd5OQBQLBGPDKsOGNxtHI7EFEBxJDIVWZs8Rkzo26HPk1PjIhU/hx15/AeuzE7z08i/h7GyJv3Wvw29/ocDyMChqtZujUA2XSKL25MFN/NOXK7Q3fw7NkOPjv1jg3/xNFQ5WK77voMye0kRjDgBPPKyhtUOV93j6qSV+5pMWT32wmjS8UiMN8AYYrX0ez3NkNEBlnvajmNSmnH885qMRFtbJfiR0gEE9O8Jie4fJcKTzhtZXMdT8jNJIk9GHDB0b0OEe4X1gzIsSaIdU5n77E6/iJ15+FAezHMezHS5fWOLT/bNRFFM6jmQeXptVyGyLpw7exN/8xZfxJ//d387f+egP/CA+8uIDe0ot9SPTQbYv1BpPPxCcFAAwuDiSRTmYxCZMjlNC5Py2Bz+Ov/a5WFUbkLGTdY4TpK1DweO+ymM2UTWCzyQkv3UlepNHRhsQzoMMnY8+js+WjaimzLbR+VcMNQYTryONEGmjsSLjhlIqaOwAcGpGrZeYFWuYvkHebaELy8gJrSwqu46cHXTuh1JH+466dA1xFNCEmpb3ymvhnFd+XaixdFGdTbDxinvM25NAXiWeV8oy+T2KhJLhSsyvtO9qtUBmwthpN2BhT6Jr0G9yMJwXZaNoniT4KtR+CohsmW2xUvejWrVprWxq8oxmPWd8rhK7AGUWa4rQTMC+Y5XIHAsVI6CkTrr3jJFeaffWsUwtmSLtSfWMtE3xZ8hmncZg311D1LlvTIjs/9059/3vWk/eawDA/l4ysoCgsMtoh3ZxoWJAHgqWhWtQ7moWpgCQGQFVHIUNxuK2dI8Gs1Gp7qIoYeq5lZt9UPuHi+8b1XYLkRirzB60RUaYDuqbUHbAkJXYFocRdIo8ZAM8RKNUOxZ+8nr0WWnckWBsVMUwYPr8vD3xrLKjMOtMEbHeySYNKhoXSeTCwopyIWlsVGxgporKRh9wLUP6XAoV5igoQWZVAVsc8riaZB6BYJT1yM71SAOIDm6LGEJt1IANlhyZS0kDSGnKhhZlewanDWxpEghSWKc7O8Ncb6ID3WkDjGQci+GEYUHUaE3RGNAaoLOCjKbC1t6RYGMYW9qmIDZ8kCaGYK2XDBmX+6kwDWq1RIVQR8xH1IrJZAKa99QZIeHV5FGnRnBc8jIzsoGKubsBvfLkQPPtbTid4WxxZYQlBxiw3Edcs3YIcCMl6uq1tkDnMuQT9RYJOUE1UmntOW2g2x209iiAs/yCV6KymLyiNwUb5LBBySdisAGGr5vr1kfLRZ4cGdbUD419hV9GWEg2UKT52x/5HP7K338Tf+4Pfyd//uGPfh++9cMPeKIqp1GohufHQwS9ArjAGV7+7Ev4c384GB5Pf/Rv4SMf/hY2GAwGzlVNjUxtB3zo2uv46VcexqOHDb75sR6/8soSH9s8h2+ZfQxWm8irTspXCosl+WOVQe3mqIS+pOHZoLWOI+RMrjZGLsn5RGNI0QUpe/YgarBRnlKmeo5CccF1ES2RKIBsaGH6BtoO6Ip5WMsqdl7Q3p5y1nmnaBehHVgO5waLvsGVs8/jxcfmeOnuBVzJv4Dd6z+Nv/vLc5xe/TSef+ZpLA/mcXoEBsy3t6GHFqeHj3iYtKtxZXEW3btzRRQ9jhywKiAzaL0d5pt47idkr5cXIW/NQsOYwUPKldnrAxDk6FlxYQ/OLxXqF55/Gv/d9/8d2PGweObZp/k9Yha1yggdwIa0lcQZxikOJqwHKgVETp+FPWEotSSOAQIChK5H8tNqw1F3IKRmtFmF5e5UPFMglGO9yFQRpJfOYA3rncTjniWDhdYk6SrkNCnre1B2wKW+wd3FwzAY2MglRmzAR3wrtWU51GcFdvkSs84jGIq+5ufXzqcGAPFZL3UGel7K74zn0UassfP2JIz7qBO02ZyddqWr90rYNbry3ACwIZ1Bgfd8MLaCYxvw8oIQC3TWkU4pnetA4kiCYEsf75kiTKRjiNYi/ZbpYdFYuHAmT0VZqZHcJSIz6ZiVDorzUHJSt0zbeyyyX177SgzM99o/h9ZghpkaIWe2hVaBfjz1yMhcPs4dEQo0MUCyAjAqobxhBQRXHqRTxhp5l6TnJ1WcJfTNJJ6zVIHJbAtlBy6DoW0PqzNsi0MPnSOYBvyhHiWij0rSAJ8jQp53mfuW2RYbHedl0AFBLXctNljB6LfG3acKbPrcEl7qfxuO2ExFhokEg7yeqRdWMsBCx4QxlNtB/QeAUu08rJUU5dFLSteO7q/C+BTWGwecuzE+q2T/lUowCeZGVShQw/T+PjOdoS5pjcbQGILj0UHXI8e2PEJhAjzZGgGlEYYz9ZsUBfJe97rwRsTorNjkh2EuxgMXCBBnUqJo/nh8RyObDki/R7win6k+gvDJCKWEPk013gtvkV+saX+OEWTAR56t0jzH2nnIOxm11BgCOzRc1iS6towWJfmqmW0xZCUGjGtTWQyDQZm1PPY9cm+4IED4Sb5oN6BeXcVsE/IJSWmQSuhU1FiSnsy6tV97Y2RWO7+u9ITnXLsBJYKzLY1apuPOxkR7gocOY+W/xhy1m0dKDu05bxiNkL1sjseO9yNHABL5lDAkUhTP1jhub+B4+QA++brFcPOn0LUVfuwTJR7/Du1z9BLjitgYI6iZMKAL1UwqRbSGpxSnmfJEH+SUYYM9UYbTVroauTJsiMtz4swc+9w2W6DSO87BlBGctyLJSaMTqWz3hFpzr+hLh44bz0IF2LnB8ckXcG14DSeLBT738U/gD/++3wkA+PMAfuj7/yq+7cVvjSMm2kC5gYmkWl2iVznKpKYhyXOGWwqHa4xC8DLtmWefw/d+9Ic5JeHpZ54F4JXdSuS+EeqEHb50HWXw/ueexvd8/48gH2XBc88+zef9zlVRqggQ/jZqwLUDjcvf9gFs7VhvVfWQm34qWrNq73r0SVbhRF/cy6OjPtPvXhfYmEMsxmiqXJeNmrGcSR2l5FQK8x4bFxtziFkRjGsZeUxfk0YxyeMORaitCe/w621Qe3MtnASmhFI9TN/gsLmFk/IyNAaclJdxoX+N57l3GTpVYGaDHkYonbQ8iuxripSi81dGblP0l8bAxEtcwmVEB0CgC6JzR+87U3uXYab8mUqs06SvEcdCpvq9dB1yYsoUCLonr4Nx3Uq90DuAQkkfOVfy+nGeeJg/SdAjm8a+4aeTNandgGF0ZJQuoCUosiyZtOkeUtZK/Zf6MyVXvx6aUupxAC+f8/b3OOe+66t5//cMzK+xJhlk/f/xwrYuKGrUUojDJJmDiGYyfGzCS5Q2gkbKZjCtwNG9NWyo0ym94DAROxk9G8Fk5EHd6yJi+zN9G61WKcCtMRFpiyQd4c/bwee7CEgJ5RVoWCZoib7jBhS64c+8HbMZKd9pkwcfAK7pBiCCgZHCIpVAyjEDgCmlMrMtC1N+fhcOLplwX2MR5ZTRtSahJqOy72HGCx4zIHglz2sW2uek6fvQg3cQ5GV4RmqFaviAC95P63PFjPBuO835pGTseTi0yMUT8yPXOo1b7eao1DZ6jT4b5YIkY6zVsKcUARSdGThakY6ldj7i26LkA0yOOR3u6ZqKYdA2OmDTqBH3RRCdAIgglkSoYJ2OYE2R0mMCOYocP6sMZqrGmZtHHmoirWpdwQzV9B0mSllcYgeDhmdfJAMxcx6yTDB1YCIPTvuxqfVS1DENECpvqPZxPmaSg5kqdv4aJhqng+w0GsuOIkgj4zI5YzpVIDMFSvjSPJltMdf7bJyS+GPP0ST2LbGefvPFl/Ff/uR1/MX/6HfyZz/0A38DH37xYVamKBWCxoDyKlNDcC+XF2ZPxi+bu7DK4Ky4EH1HrpneFJGjSkZboiimG1CqHUfIaywABdR2xoYQgDB/FPUwBfKJ8lqSKIydBRiifcLGsB5whkNszGGIkLiB5y5XBmerB6HtgGvVHfxKG+eMdrrc29e9LlDPL3EftbKo7QxPPvMBfO9Hfxid9ekYzzz7FI+vlJ0yj9iMhvAAg9XqAN/y4kc4HaB1JXqR1073pvkFQpSZrn94sMS3ffhFb4QIp5MfI8tGplTgOeJmPGHWXAdnGkV4eOzJ+TmRj37c38Sd7BobAPSMBe07O2Bm15iNc7jP+m49CsXE0MQOBTLVRlGzVMa1rsCt6lF+ndAUMuptk7Eko187n75zZo5Rmh3LQQAoRqcBpdL0usBmfhFFX6PYnXqHtpAl9eyIn2sYHQAke6SzzrppR0lqXJJulNkWnSk4z51QZPS5NHp/Ulxm0h/ZMks1cBt2xEfoKIGAOO/Ml40NRYrwm5iMSV7DwJ91lMeqMbDcpPxWOb+ySaOU66Yqw1FXauf1N0VQ7TnrBZEYoQQkoshCo7cZCt1yX9J7/QtC7PO3AfxQ8trnvto3fc/A/BpraQielKrI05psgL0IEmY+MpR6sQTDoGzEMDh1fRkxkgIy/Rx5bPl70gii2lei26T40mfptzw42mzObK/yuqQosxdcXLe1BTIdw24pWkL5IjyeDnvlIACgN6HOI3n7UlKLPaOeorwiT002CVnt4UkMyPCUeSPy8wNCGRSKoshoj2RtyxMYjjRgqdGzDslcye90KDCMip4exvkTuU4UDeFxSLx9AwwbIF0xR1k3e9EKadA3ukKhgmFO4xoRHZA3E5bXFeXEBaN3iA5jCckFiLl3hmR7CWV8oh6XHWCNiVj/CDIsWzomVo15n8o7KFpXThL9+OuFA5b2MEWTNvkhrwPyYp/oi/zMZHwQIoDG3qoQiVk2d3GnfDC+50TU3CoPj7IuvEfEQLKv1ErskCmDnasiohmKFve6QJb5aGVl1+jVETM2ZqNRKiPoUgEj1l+5pmmeCA4v54iUoNLWnsF3whCi5wHGPaEBmxs8++yz+Os/8DeYDv75556EJIQ4syuUY38rrNGUK+7v+559Ad/3Az/ko9+uwHPPPQMg7F12EkE4w8a5I5bczLZ48ZGYymBwhqNbAzlgELz5UrbKa1JL84i0WF9SKdyLbI+pAewcMZVHdYzfl8a+bNKArEdnxHYY5SWxPI/yiuRvU6z2HXoiFzhiJhZ7Wz7DTNU+Kqe9c6EzRWRstKYCjF+raR7igCyS06RYSqcHtdXqAC+++OHQT2Vh4eVRbMzHaIbo8y6Q3QGIDETpLAAQPUMqX+l6FCGSDJk75+vV9irnaKlsUbRozH+jRg4VDctObO0GNioO3V30DGeM101vPJOt6RsMWYm+KPZkYuQYOwfZQcgCiuICAFyA6QPAYA2MsV6e6mJkd6YayvsOO2A0cN1y7zXmcRAOurasMJfR+/EzG3PIxog31jTvYZJPMn+X7yNk29Tz8ufG/EhyPp+n7/UuwyY/ZGQW3YOMy+re6xhmC2jb4171QHTW76yHy5NjwBASQoX5kaSMQMymvsuXEfGhNUF/IzSdzNWkvUHXIl2Ecoyp8T4XeqB01p+XD3meXiq/s28sxoyyGhY9/Jx6Ft5pfeKt+iGbc8DwLudMunenXsevOef++rtypS+jvVMD87cA+MS72ZH3WmiRQi02qoVnWaPNFEUjBISxVDsUQ8204fQ6CcK4NIKNvE1S4U29mWxEifuT0ZYaVdKjpN2Aot0iMy3XuUw/OxU93OSHo/AcE9/HepVTn5WU2K0rIw9wa+KIL9/XeW/v3gE/IbD2o8QmzE3qCR9zrthIHMeU+pDpAjsbjB0v7IYIGkLRXjJWGNZJB1Za+zEx/GNm39FrO9LM66zCRh/sPbP8LBE6TJFnTDVWeil3Dj7/JW/jKI98RmpkxJ+4Y68sYqwjSVFIF0fSrTIMxySlcKrJAy495GRuJc2lNGgA7I2xwRAd7Jv8kPMkI4ZbMT8Ekaa8HR4vcV/pHCJlIR0fctIc65s4yS8FpkOXMXU/rbdNfogyP0PWbb3RMEYMZN4vNQnrko2YVO92F9BZg91QotAtjxPvJ+OJcFbuPkd8z9TRpILLeXo6dgyk61D2Kd6DIfLRZlWIcKuAlCDDZFBmzxjiaO54DShgtSrwkRc/xK+X2GFAwxGFXPVoXAEDG0V2rTJYFRW++Vt/U+KgS3Itxd6RctOofcIyagoOWllGZUjFXyvLa0RG6dM6koA3unykSjgZzX40XrshRJv1wKiJBjMUuo7WYwQZx76xm6keld7hZFiiGTwT7WKErFOjcZwiM5J9kjnestEZYDBgpn1NWBkZk4ZfjxytLfDC809HMNXnnn0mUia1GzjHWTo0AKGMMnNycDBJOXIejE4S56Sfkf9T7vsGq8lrhB+fay1bpnpfgkoBcN6ZQmkY0dmAgJKR55NW1kNHVUCRLIYAAaf8OyCsK4ZsuoFhm9p6/aREyAWURuMUskr+HZwjgeywUC0y1+Ok83K+G2tBAqE0lFVmL0UlOH0HNt6GsQ8FdPRd6bTbEpcBAloA8MbWZizZIUvvUMkOih5qF5AtU7oKtUZVESqE/kpJD0keZraF1jMfAdc5KrXZc1zptgbsgAJAVazYMKZx27mKHfIGntgoM4XXB1j3CIRisi4qOfPkM3QoUKLm3Hky1OXcy0Y5xloFFBTrtxPGoOTwSD8/iVCJjMzAQ6JtUtIkYZjtXeYdFaPxWQlysS9F//l6aEr5KIlzE17Cr1J7pwamA/C8Uur5c96rAXzBOXd74v332pfYpBeFFNkI1iK8/ufBmBrMGBap3SCSqmNFf9KjPR6oVAOO7plCJMjApf5JiEqvi7H2XcYeUW1CrUANGxmN5O3ujT8sCUrGxplUkkVdzhI1oCpmSJUGyQCDYYxopcpQJJxGqCkJI6lopCQKxPg3lRNATb4uxxDwEB0m/4E+1zuWHlDU5JilhySPB8D1SnvkDHst+jra+dKglgQbFLU9T8CSIg+E8ZFrrFYLFLMjD+OlcRwNgE4Ve57smd5FRsEGK4bbvRVNvnQe8AEj6oVSVFAePo2uormTJUA6VUTjG0VTxP0W3clIYBNIkKgPAU5loohYavROEgmooBxbGFQuzg1OHT9c23RspBRYU8LqjOn4Z92aZQQz7ib5kHJNFUONo/wEOzPD3WaF3Myw0l303QprbNUCja64TEelt2gww2AM13LM0OOwvYVq64+EpjrGurywB4ulOeOIsdyD4/5pMIsIMmQjtmfOtUz2D5GnpeyC/u+wxojchxmwnY7mlPJjSeXnZ0jkRWqskOwkx1yjKjzxzAfxPd//I3BOQymL5557kvuTsh1q2L3njuRw0tKovIRxyu+YvoHTGdA3aGeipNHopOT8ZMHsLfPBqQ+lq1G5AbqweH17CZuuRFWukOlgoDBzceKE5Nxh60s/yDV93jPTmqB5mqk6rp3rNArdYnYww/GHvzUaF/puqjBzZGsCjh5FF5Hk2o1GzpQjl66XOtdaV3oyH+HkKXQT+kL51ohZwafSW7hmsShvJs/qtE4snc8MR5aQXZcxuUzKA8BlL8Zc9BKxvkos92k5rgGGSzfJ+0njLhproU8YNaAoGtxqL3qWTuPzRLm/poA1ftyljCaiIZ+OobHrS3TWoNRtqN851r0NDijjifDEGHO9SV2hsYVHcIg5k3KM0nHSRrBiqd8EuHJSrkbUpaXnAEb0z4jg2GDFa4XGoMoKIHGMpuPNhD/CUah1WNMyRYueBwiRUorQSnRR9OwqBDxS2D49Q1qDGxjriY5GPzkGaA3RGS7Hgq/nYkI+SY7XqMrLEZFmRHJd9n2AfktjyBNPns+Z8HXQ/iiAPwUASqnPAfgvnHN/6at903dqYP44JrkR46aU+lkAf9Q59wvv8D7fcI1Ulv3XY8jGlHJFjaJ2BK8qo4OJYJqxB3QYDc64DlHIpZzykEsD1xcazvc+AyBiWON6hBj4MKRogsbARhjBtEjBmXXrvYhS6rUiGv4eo5dMemhJmU+gRrWbY6FC0r2kUycvusUE4YVZRA6A/cMxKQAMHaKQGAmOVMjN2rjgtZYHLhnSBrEQnfKOshKhw/sEJ87hiY5M20CPESTpjYwiRULApw4MIChzKRlA2nqX4SS/xOuZaqG1WcXwSw0b2GpH5VmS5AzWHwkUPaP6eW1WQW4TPR7cMjrm51gY1aI1ZTUekPv9pjUv5zxlJ6a1TKVwZt2a8wIpBwYIjpvD7jasNjgzx6M7YT/yQeOcRmSlMWW1jzbE5Ag+L6uFj7pVWE8y55q+ATKgxcjUSCVOkBzYtodGj2xooLMBlSnQFRl2fQFrDmGN9yYX8CiJQrV7EQ0Lja0LpZBW+hTZ0HiG2r5FbkrMdBFFBKlVds3rLTXO/PN20ZqkuefP6XHfJtERfl8YbFPzL8eWZErriijPW0IKpad9igSFjA65l6i1rsBiVeDFF7+NI6F+v4RoGTEeSjZqWbs3mrvU2TSuv6n8TAvNhEROZ568qDkDANxdPAwNu1crkWWDGxhOK9klea/lwMwcYdvlWJsFFtnZXl8BRCRTqUMgVUBpfKWBSwzfaR66JAkhB2sUlZyYd6nsAyIPcpxruNgIk3m10pCS16NGcFZpZJKxSoakXBtTZHl0P3IaSiM6GlNalXsRof1rx++HSKvPmy79nKhhb/1aZZhJtVEVimzO8g/Yr6cIwJ/xhDTCPotnZNSI9+XzHxenuF5fxEGukXceETJkpd//RswJGUWjgZ65FkYP2KJCZw0aG0fiCJlSaDPWCvdkQFrbyNGxwgkaXOZziKJj3lAtGV00tXalE5bOZBlpB8A8A+Qooz7KVA5qkhSI5GB98VHkjS8zFSJ2Xs/KEJAWFjp+fhc7YOU+YHbvCQcWpWTIpl2sF0m465SjWM77eQg1ANGcTo3tVAQUiPO5WX/CEMkI40QOr4CnTzkp/zm1XCn1LROvv+mce/MtvmcB/BiAHwbwCoAHAXwXgP9KKfW4c+4/etd7Kto7NTD/HN7awJwDeAHAbwXwj5RSH3HOffId3usbqnEEMPEODypAW2gjkbc19cQylTgEXEiwfFHEsXX7BCTU5GGcso2ep9hQraOpJpXmoCgGhUrmQ0gjUzsf7dRJToisaRgrVJYVbulhm8obzFSHXuVoMEazdMXGAhkq3nAOES15H9nOi/IFGJYVf4+RMeFBXKn7OBvz1Cx0BPGVxi5fV+1HaDhfS4G9yjK615oKRRbYXeV4SAMyNa7oh2qcSZhVyjpHYz3AROynGpYNGjJ8icU4VdJ7XaB2czSuwOAUOmswMz63lkgYbGWYCh6IPciRk8BMExpEht24p86D3ZKx3SPnkhxTThdte5i+RWa3MH2Ds/mV6H1YAAY8R3JNZrbFvLnvx19nuFU8zDAi7QY2WDkiStdVsUOqd5k3Ymd+LHf5Eh0KbNwcejZNOkFefGmkmbGWZWkHZFmJVbnGZ9YP4sp8gzvDEQ7zNWBGr/aYc9tg5uvNKh+xJCZR6jcAzqkmJYyYrSNWwlFBlJ5wIlQ5T/lIXyPHiowgEsxKQselw02OI0XnAM/CDIJuuyyKEkmoV7qPaJwB4ZRRQ0ygQ1FK5VMVSFGSxiw5pAgWOcBEELypMZEGT8qCKGUSkcN0xRzFWA4i67ZI87pTeSTZMuU8UAmSTBeY5zvc2VYAZlhmK3jSpNYThggW7cTO2HMkyiadhKX1tX93+ZLPu9LVMGqIxo9aSiIiCUbofatMVOKAzihZwsOPoY4ijPwsiIlLBjHWnvzEz0dkaI7KPjvIYKI1RvMoYeBkZAJApuLoKMGpKSKURhEtdFS7UirbQEBISDQSECLPu3wJygu3ytdxbrMK6MFRHklOJ8/pQRsuk0Vs6eeVWKG/pV5DrbUFmmLFtXXpPuTwAIKMkX2YZzVOmhnO2grb6jB2mIwyemFP0Of5GMUMaTDkJN+5h4A8TqXI+sCuapVh5vr07EmjbxK2T2uL5Z8kJaR5cxky5WUTMWcTpHVQBuvZRSzh5bdMrSEyNs7nhmW9hsZJOg9oD7IDTzpLZOk0NaKzTOzoY5mkJs4sESQZhCPewoz8ITGHhrznWzWeazXs7R9gP6gSRahFTrRssn9fSpuCgX+lzXmBdxnAL068/X8D8GfP/a5zr8LbYdyUUt8N4B8B+D8rpf6yc+6ld62zSXtHBqZz7s9+KZ9TSr0A4OcA/F8B/N53cq9vtEa5exYhogYAtgi1AMmLSTkCqeIV8sq895tLKAgDs3Q1oIORSS2FRwBgo4s8hk2x4kNGJ4qqLBcAJEYtwEyS50UOSHFngWd9DbwNVlioaS+4bFMY+wzdpEeR3iPBQ2MpowP0W5KLSCN6yugOsLZYeMrX5dhS31iJSzQuJsnI9+dlCh7XurhGmyTP2BaHXI9QKhnpdeXBT30sek/5fVJe9krQCBOkHEApiGVuo1YWGzvHJj8M9a/gjU7pxZUKoFVLbLsZBqfQ9Bk2eoai8BHtXI+H5AilY69xmmch5oXKaMgx7UaYNt0bAPJui7w5g15ejcgaSlvDjAc+OTemnC5W+1wc0zeYdWucFJd5XQEh2hAz5/pcmNnZTQCA0warC8toH9H9ZH4xNZmbkik//3eya/5+VnMUsTZLlDZAkKJ+k6IvzmRle2gAboxKnNUGu85H2ptFjgcrD48j+bKzM/QqY2UmUz06l2GwBreGizDVgMOxxmaXz/cijFOGkkEwFlIEQjrukgVXPiMp428FZ5f57jJdICgtdlzLcT7keU0SL0kYp2Sx9fIzkHvI5/ZOpjSf0xujUyiG86J9/nsxE2u43oCFWoPzzmwPNV5v1q2jdU7Q9VotQg1CIu4R7OTFmI8FAKVqobXDuslwUniHzXHRe0eYcNj1umD4G7UpuSYNOACYUT1NsU+D0hogf1PXlbJNrr0cLWo3j4xJrSwGWdZgNMgoSpg6MtI5SOug5mgD9HXcm72OWZTJsA0/JkqxoGvTb6v2FdseOTOU8/NDODwS9laKLsr/LUxE2HNeNEe7BGpv9z+n3YhKUjkkigMIcEuCntIZJPPSM93ijrqKedZiN5S4k13DobmLoq895NwVkZOQ011MMJA3eoneaszzDtfbK1hkOxyqe2G9jZG6ym1Qq0Wku1C0fddn2JQHKPUOFEWfQktQZJ8MTVoraSqTTkq20b3SPU3EaqnuJNdWoyrMdQZDKU0wkZySfzeYITMibaevWcfTM59HSv22ysDaMEbUb/rNefMIzkF+RgGXTfVBMlBJPgeIbqwrccqEDnLhvKAH8R7IUinAaFSz8yiMOY0RlVsCwAEdee1/zpHMWwB+58TrbxW9nGzOuUEp9Z8D+JcB/KsAvrYMzC+1Oec+oZT6bwH87q/mff5Fa3JTsmfYtpHhlcOXQOBcswQ+KZPs6TXpbQX8RlzgLFKmyHtOsKKImnoULEW/9cq3ErUfRQkE8rCmUT3q1wYr3vhpCQ8AewQd/sDxCvcMoaTJeRs+TQanz/P/icAjxYGEn4T6cWHfsTDzeUx10XNiX/EkpYQO8Ez1TCpB983RjpHlwIbYqTiiKyMiUnmgA7VSviB0oyo0+gALe8pCP0OAHNNzSY+q9LynXmUAKHanMJ2fl3vlaMDAQ8d6lUfjqt3Az+bnY46T4RAXzF1ktuX1SQQJHBUZPd8zXcPmGpt+BpM73KnnKEyPKquwW3nINY8tjQuRJo1RgGxofTR6NAqRxeUYyNuoVchrK+r70LsN5gB2x0/x9bOh5e9SNFHOB0U85T7JhsZHLYYQdZeeaglJ73UBmxUc4VvUd9AsHo7qHsqIK62BqSYNlpneoXUF5y2lfZQKEP2v0aMpVyibMz7Q73eHMNrh9n2NS0cWr92boTRHOC68UuhzxPq9PLCF2aLXGe42K9wdLmBYxIRXdE/5W+5rkoVyj3K/VdxvWfw9fp6giIe5N9Fv2chrLQ3Vyq193jgZGuNa944CbwBnqovIjSLiJxEFHybu7QutB3kOFyKu6byf19JxkzJYRmtlk/Uv17OLWI0OAHIoaTcAWUAIpE4uIDbSPPlSQEh0vcLJ1mBZltDaYdtfwmPzNyPDuFEV56yx4WqCTKB7RPeE2TOAz3AIrUJuFa0ZzrdSYCehzEFMr6+VRWt9mRI6p0rVsjMgOqtGJyswpjEIEjFWgoUxRfQ6UvHn+oMj34Dvu5w3y1FHGjeCBvPYw/LnZJPGYUhtCOOSEv5QNJRaqMepUcAbUkQgSHMuc7IBL+fY8fcW5zTP9/gzpBFH6SS2LawzKIoWt3YHMMohNx1qvcTM+bNA1vnm8hoUnSODV3uWz92QYZU32PQzFMXCy2ENJqPy+zVm8rXKoM0rmN7htFthnnmob4k6kjeNqpDpFrDkLBJrK9mjVk0TWUlZmJIiyveBmKXVQuNeeQ2L7ISN9mi8R+OKnMNyTfWmQN5toa3f+5SXSm0qminnSUY++Zopygf7jjAAkV5F6VOydBn1Lx3DqTGRvAdRZFhcPz1PqV+BTXea+XdKt/tn1Drn3C+9i9d7Zfx96V285l77Z1Gm5FPw4d332pfYSBlpTRVBDlJcviyJESkrrmUF/KS8HEFkqEnlSSrKUrBO9m1UHqR3aoBhg0du/tSjy8ay7tlTlSp9abkH6LhPFFXq1H6ttj0FVYWoGBlVqcAN9/YKGF2H8kJlS2F00TjI5zxHEZT5VHKMSFnodcE5X9aRMZoBxheEps8DAYYqx49yHKlJAzQ96OSYUf8HuQYmIiLKDdDtDmV9DxgNTBo7n99h9iIsUN5Tuu28Ek6KJJE9yfuQkQCMDHd6h1kxRo3tZby5PgBG5OqFPMBm0kgOR1CaM+T1fQDA/YtPMeEU95uMS/h6qOS8ADyUkz3hFPUg764oZUDGJ+CVmXLn7+m0QVdcjcaaI1M6MLvSWLVZhd3ikq/BNowRa8QKQutKjmbQuJPjQ7ZsJEWiCLFVGrshQ5uVyFWLRX3Hj2k+50Oba+aJaFBXzGF6nzf5kH4Vn2i+CV3vsK41rAU+feMAVw8rPHXwps8bGiGeUBV6l6FQDcPobKFxY3sIVECpWyz0etJ4SJ0FqTwixUAaTymSgueXZByCkiZlw95eRmyM0nUlNLEXR2aao0cRH05lQECNyAg2RXD4mce1YBFKTdD87snQsV8puY4cP/pNxq40puMoQcitomudza9gubvD15vV95BnW9SzI//MAh6XISBsZHmPXbGCtgNW7j5m+WXc7g1ev1fiwnLAaa0xM5fxaP7qZNRHpkikMl7Oi4X28MDChOingIrKyAU59ny+9+gMGO9B0a9dvgxw+9HYOO1WWGYbnmuZ98jzLuQDOdU6FHweTkU1Q0kmP++yjieRx6VNw0Yomiklewrmx1BeMe9yjUfXUfF1ZESUjJHC1gG+jvj8K/otrM7QomI9hSLUU5GmqSadCpSeAsDndmofxds0fvwOyw02do5VwoSdOqzkmThTNS5WW3zh7grt3KDKe1yvL+LK7B4W/Qk7SegslmcklWK5Mp/j86dXcDwzyPWAIm8iRmuGIKONDJXIeBZNEr9NjVHKbg545m4Ak7pa6wpoYRxK+bSwHgafq9EJLdZUayrYykSGOq2dzAlYbNIkQR4x9tN4WeVr7qaoizTXMiVdI0dl+ozsgJqA0dP1CLEyVXN9L1KcGLaFkJmpfvV2axf4KpUpeVevxu3p8feNt/zUV9jeXbDwdLsCCM3tvfYlNRIqbVZxEXIpxAAvbFNIq4xKadv7AriIyTKmGBgpaZ2NDfK0agHxEJtaCnQjNnOn9kuW7CnqaP3hJoROGjFLIxRcSkXte5ZSgZ0qrNTfyq7ZAy1/PLmQrwsmiwXnaH3OFdVjIrKHt2g2OSwMgoeYrknRYQvtPYmJklK5DXvPJR16+szkMWfPtIsVBj5wRYRqubuD1fYmDptbe3NFQpVISeR1vPEn6oPCs+B2LvZRSbgOtd5lmGUtOivgNjrAhYAxkuICDJfuUboapasxz1rc3xjc3Kxwv/GHa1TTFBNRDm2g2h30boNqd39vTWllUbkNz8cuX2LIKwzzAzhtsKjvYN6e7K39KcWYPbejcatsqOdYm1CbMVO9rysq1sEAw7Cw7fwSunIFqw0Ww0lUP69QjWdtdDVH1S00tnYRMWcCwVMtc9HutQf+flkJlzyPHiNXVP6CFMMu90Zm0ddYVv6gv33XYlP7Y+/Ne/kk2yYjFCjvVlnUXYb7zRyN9WtWRkDecg9PKAWspI/7oFEVr116nX6TfJEONQnJSq8tlQtiFKa+FqoJexOd/xkJXNLrEWqBJECPPDBnIpYlUpknI8m64IAobY1qWHs4HuJ1LPdBKkuoH2l0i/7uTbEXGdiWR+hNwVF5ytm2ynAkXyreqdxpTQWrvaL6wcWnkGfApgburg2MBl4/mWOjD8LcCKdio6rofEpLbU2dFfIzQCDUYVgnLGaqRqW2HmY4pkz4SI0v5SONkNLWWNhTHORnaNxYY9XVgZ2ZlOHROZUSUdG8EyQa2GfRBLwhQPIyKggPu7cu5femHAv8mQmDQydnEBByOmn/pakSsiwLtU7F+XrnNYkSSc9+GTUqhpqNmb0zfZRFJBfbzMv8eXuCy4sNNo3GWVvhrK1wkl+aJCGMdKZRjyltjUW2g9EOd9YZ1m2ObtC4uTvm77ODWfwvr79y9wEAp02Jk2aGV7YPYJMfBmcdobImDMvzzitynND4dKrgn/MaOxgT4ylTPXbOG4+tDU51hrZLw87p6L5Wef4BqmdMupqMRqfPkTp4Ke+TmkzLSB2A5CyS40DrNDUs+XsTZI/peWHG9TXr1p7dXOwBANHenCT6QxvJGerr11tTSl2YeK0C8Kfha2r9T1/N+39VI5hKqRzAvwXgPRbZd9Bk/aVM5NRFB/tEPiPl1HA+m9jAtGkaVcEqDxuq3CYSytDBQJIRUwDsPYrKC0jhgzgfRXquiBWSmd5GxVBCTNJG162GNTYmQBNl7qkcj2Ekb6CoDi1wgl5OQSb42TBwlJL62LuM2QMJerh3iAs4M8Hg0men60sjm7yQBGOimlK+3x33QUZ6JBQ56vtbeIhlZDBrt9BDi6K+j14XOMsviNI1wYsooVU0vvXsiCPYwbmwr9CkifErnGBhDM7wEK63V3CYr1GYZm98ADDTaGHiPJWZ8fc92xnMco26mqNS22gNcARi3CtdPsdMGzh4JXmAPzxpX7Ci6QbUao5GzXD/4BEcnX4RTmdw2vjvlcHYAkL5AJqbCGKqDYbCH7CtqfaJBQTsKrO+mH1pa8zaM4bH1rOjqO4cNT58WQ4svSEnCkfTPNIap3W0yBvc3KxQlwugCEpgqiQQC24r4Xozbyx/66XP42f7p/Dqm8CiUsiMw7pRaFzBZT34OxTFU5Qbq7EoO5zWOdp+hU1R4pHZm3vG+tTaltFAujaP5/j5yq1DxIKisabaK+eTKucSHkjOJmJQpNc6VfBeIPIbuiYpUzJ61CMPa/stIFUygi4/S4pjpkX+kJTBCMQjct/LfM+ptpf/PUZaIplM+8F443I7v7QfiSLoX6J4R4ag9fWLs6HBk5c3+JlPVihyDUDhcG5xc3eMDwwvQ1svV4hZGggkdTJnNkuUvQzdyB/gyc8I8kds02QMpvlunGqSsGKSkSU/W2Ln6x4qjI6vLVAAZ+ZYjKfeQ+LI/HPZ4kiKN3rl97QdcGhvcxRtow94jRCzKD1/qlTLPc+vyZIq5Dh+iygMpSsYFaC+abkOOT57iAGdRQ7DqWgXtdKGXF0gTvGhSCn1u9cFM9FntsW18iY+2RzgzsY7z5r+MvTS4rC95Z9jaKJ9ntZ+nekdcuNwstE4GgPGN89KPHzlkEstpegl6kdfFGOdX4eznUFuNJalN+jo7JaGibajIa+HqLyHjOTJ9cPfnag/HhEvqt6n0ghEC8kmGs/WlejGyH2ldyEFBWACNWIkT2uB830EG7CMLlOfplhf6X0iEJpqe9HBZK36HMgAc5XXpc9M3ZPHnWTQCK0uVezIkNeUfBkMFR/5TySRoBkddV9n7buVUnMAPwvgNXgW2d8P4EkAf9I598Wv5s3fkYGplHrybT4yB/AcgP8jgA8A+JPv5D7fiG0K+527NiJIkTX9crQRGQi1RlXoTIE0uklNwgI2WGGhz1CMRdDpvQEGO1dhobzy1psCKFf+e8Kw42uK1yhf0cJEhDNQQbm2ylOgN6qK7kkKXFqCIDex8jRlTMk8GAsNo0dDYFS8KFIpP596l5ndTxnM1E7g8gXrH6hGXSzoqEZY6gyQY5QqpQTRtE4jHz8fQUpE/gi/Rgeo9gZPp8byJAmkTB4OAwz6Yo5yU0PZAWV7hpM8QPDTKEeHIipcjwzQ80tRjhV9L4UWTj33PGvx+ukSdukPk2vFTf4M50LpDNAZOzCInGdVnOKguojbpwaDdXh9cxGPLC17ZeketVpg0AGW2M8PPNx18B5Jn5s6G4ttJ4qIy9CoCvcPHuEoTYYGpa193cxRQVgMJxG0kMbXKsNGKACeUwuNs9w7EltbcM0x6rOHXsVkC0Sk5HPx/NGXKs1wCJEa4eSguZZrKFc9dp3G69tLuFplKPIqKqQOeMSDsgPyPia7WpcX+Fn/paufwes33ocid1iUFkb7SMJqdhaUERUiJKSQzPMNjFp5VuBB47QpcTe/gEv6ViQPpAIhI2YnxWVWANImFaeUjZbqrU45YFJ4Pue9iTqj6R6PjNUxV+msuMDXSBV92eceeRRFaHRwQBDJBP1NLfWaWxUzlJLBIL3z5zmb0ugqNamUVnbNfW1tgTOzwkJv2XCtzRKVACTJPMi0qTEq/nzx6/gZvIiTU4sLRxonW4OXXqvwwScH6KFB2Z4F5XuUJtZprvsokS4kV4zyaAAaPymjcwHd1QJJII1Mvp7OuLRGGpkBgFz1kUzMhhal2UX5tRStjFISJtapbHJd0Vk37/1+jAziESpYouZnkmucHATRuZU4LAwGzFt/7V2+5PNHng2pwk4OT9n8+g2s6nKcUkIbIDixSElnBxA6hk/Ss8jSUHSdlJG0NwWq3X0c9g2K/Cm89JrChSONTaOxLI5QZes4x14aRjR2mWfWzTOHPBuJy7JQskjbEWmkR3izlB2jY71QDbpBY11rHC8H3NvmyM0hVrOTuL8jcVOxO0WuM+xWcfmpL6fRvid5QJBvclCVro7z2k3I8e2GHCt9FrGryyYZoWXN2/T+0qklfxpdcTqSdP7LfSfve24wIYlkWhg+PxtdRWVe6HcaGffX2UcYaTfE+0fLKgqxzJbQcTLs+d5vs6+/Btvfgzco/xCAC/Bo0l8C8Mecc3/nq33zdxrB/BzeHhqsANTwdTB/9B3e5xuuSWY6amSYNaqK8uzocCejQkYGrfJkPYGHbn9jUI4BFAAHjlr0yKPIywDDC4U+Q0odRwaTPpPhyyUZRH4ms6Ka/YhEurkbVUGbGFYhhUo2kZ/AxdSdRqN8jsF5Qg0A54nVeiRqgQ1effgC1xqDJ+GAgCohJkuICD3ET+rlk0awzI3pke3Nu4wKRB66cdzl/BNDrxxDOVY9ctyrHsCV5gy6F0r5yLY25QXnA22E8naFgA45HcF4ue8qPgTkoW80cG83Q2kG3FKXcTW7HkWcKJdrub4B5QZk5QrKDsiyCrmxqBuDtlMwOsdhucKFvGN2VIpskGOj0wVw8AhWm5tQtvfMscZ7fQvVcO4rj+m4T+hwjA5sxMbPVNNu4FqAdvTA9shgncbGzUcHglcYcxGF8FFDE9XxZGNFkY96wpGDuGB1tO4S5bHQLa4sa7x5NodRhzgsNyh1HT1Lm81RtmcAfBSAlD+KnJBR/aH3tfjsGzMsSsBoh4+/usCDz8hxDGgIUt4Pm1u4ZS5i185QVA5V3uN+M8el0Tcm5cjUGJPCmxqYUnmUr1GjvSblj2RxDZFGEc0a68sRdF6OY9qsCqWMSAGURD5pI2OaS90oUTuYItAjmyGdBUDIbZL9kGgR6ZiTe6/XXjalOatTzSKUP2ltgd0wQuK1MNaT8Z2KZpHhkGUl0DfQtscTDwFv3FLQGrAW2Gx95HJ59kaINJgQ4euRoR3hqQsVZ9jIKLk0pjpkTLo0U2seCxmFCTULC5CoszrjSDtFztrMI2G0suhcxpDBNBpG9wb8OUDkdOdFCuU6S/NzqdE9KrcZz+NYTYvOTjq/x0ZjxtFxKjkijOjceRK+QZnJs0L2lZygURRTm735lvVMJRkhEIxPGZnmZ52AttLrWYJSsspgyAr0psT7r93Bq28co+2AIgdeur2CufwQHlEvo83mkfyeMljff/gF/MO7T+P2XYflQmNWAtd3F3GoxyjoGM2VjcZn1d7FYB9F3QBtZ2AMsG0qPPiId9pFZ64gG6LXAMT1uBHKfaVkjem9afxkriDrjCI3MbMtGu0jvLshg83DHEkngHTQSudNel8gdkTlLjhxGl0xQRmtf0JAyXUwlZrlnz84R8ioJ+hsoRovl1wZcsqViYIs9DsNFhDZX9rY0NR5SE1Q2FuXtP4YiXPOuS+bderdL1PyFeR0Oue+B8D3vHu9+fLaV6sO5g7AywD+gXPu3ju8xzdko2iFToSMwRDlHfHnxeaSigUQe8I5FyTxgFO0gRptUGLRI2pn8s7StVvjYbu0WYu+3oNDeBy9qCGmhGdPQLmmohJ8L+UFmOwz04IrcL2ptFGNy95lKFUsoKVSDoC9llrHEBNSFmVeIUEB5VgBIyxuAr56ntdOEkaE+mthO9LcpN8dYDCIHAd5IPTIGcLLcBNWP8mIzXG2ehDVzhPRZOjQouSoAZVjoLGSApqUF9loPNLoABtP4oBZ5hsAS2wbjXI+4Pp6iYPjBVbwCjdBW+l5lR2QtVu4sSxJNkb+Bgvcuq8xLxc4OjzxDgWxRshQ1vDe1Wx2hGp3n5nxmJVuVG66sah2oVt+FqtMxLirEaDKFMXRw0Q0bWiZJKKya+xwCYMY20KH3EuKYFmdQcMXi+9NOdb189+R602OZ2Z9UfBJJVo4NgYYzIYWK3cPd3CEXatwagqs2xxmZXGo7kUOAFlbjhTZNPf76eoVfMo+i12n8cDhDiebCq9sH8Azs89Du4Fr76URooez1/ASnseN+waXfDooNtUKh+4O3z89yElBI5kojULaIxRZoO+migxF4VOFka4xBW88j3U1dfrI17UbAF1wPqyEXBG8ivYFGQhAorzT2h33MOe3KgA6hp/TPUkeTClAfH6kyAaEcwMIbOC1m7PcH5zCti8wMzNfkw/G57GLMZDRQNl6XXj0Abxx89TF+zjZXMClgx7WKly/pfEF9yReMLehbI/F9g7q1WM8Zj0CWQ8x3QI+AsXRlHHsZA3IznmHzll+AYetj46nzgvZx9RIkucZMmCHCmaE0J3lF7h/5MQEppnQpbIrSVpitEwwLAx8pJWfUxhplfbXplq1aQkL7UKNZIp4zvQOOVps3DK+52hEd7moT5vAMeUz0HNV1jthG12Fc4tSEYiMSSBspPyn14wKUHdyVMtSJPL+JH/T6Nd6dhFFX+OCuoPV8iJ2jUOR+wf41dcO8dCjwpAUBldrKq7bq51HjbzvWo2fu19isECZO3z+1gJPPVhEXBSyT/JZjuctXrs1w937A44ODJYV8Mr6Kp5ZxN/tdYFdFfI736rRmkmdyWmUjuaFYMi1WoT9INBOGhalbrFBiTvtEfLCQ3VpDHIVECbaDmjzUFtXNo48C4QKADbaiR/AIGalJ8eeHD+ph1EjPRHAHpcAIzNEHfcOBWDi2pikQ9H15PoRN4rWhGQDl+kDZFBSNQEZwXyvfXntq1oH8732zlqa9xM81kFBka/LjZX+L5lP07wWIMAg5fcAoNBthIunkhqUmF+g9orw6A3LnKfllooT5zeNERkmyxkVrNSTPh2lmc6/okNCuwE9ChaOsmlYFCOTH0U6tQrfs8owkYVs3ns5cFkCKw7vNFInn0Ee1vKQJeVNQjwy10bJ8FNe5CmWTWkATZWCCYZJu3edTvvyJxtzCFvFY9/agpkSZSOPZKeKyAD25AAaCxWXnAAQRdip/5ltsXL3ofUV3LpvkJsMRgM3d8dY5ff8mIw5DwCwXl7Fch0IzmbdGg8s7uElfQ1d77CoFIxy+OL2Ch6Z34zWNdU2JcVtly8x397m8TMYWJGmNiD2Osr5MBiwcQEaSBErrrsp1h3n/+Rj5NC0OO1WMHpAqdoo31mPEaxtcchKzbY49N5bQSiVrgPpdOKIpUQSiDwbozyRielbdNnTMNob6FoDn7l7CR++eI/ZH2W+iTcO4zVS9Ftv9A8N3v9Ijc9er6CPLKrS4VOvzfDYM1UUFWbPtSl5vxoN7BqH26cGhwuLV84u44XV2R60GwhRTaLL53IvhuCUQRnlebCeIZRyCGl/pF7oKaeajGZKxk2C+8om6xYWfc1rvRhqDMbsXVvmR270ARslEl3i72ejyDVUcPalxrB8lshznyj2MgrEn4GOHGeSsZiQCat8i3VbYtPPkOU9KrXdd2JSuRsRUZNGARlNV9R1HK987lpV9njm8QJ/+58UePg7HsTB2RvQQ7P3HL4ERMyamtkwt/w5ZQHn4axEOsbRE9sDggSJCPMARH/TnMrcTO0GzLQnGSvaGr0psDGHHCmu1Tw6E7QbIkcXrRs59kNyVsvPAYGNNzXQOGIzYSgT4gHASDrVMbEKDLBxSybJkQythNgBwKgT7eL8e4MhXAtxSs4Aikr6VBRGOpCDzsTGGhk1Aww7gaTzjFoK75fX5PHoazx82eLXXnLI8wxVCbxxvcPrDz+KB8zrmGopjPmJ2av4/IVnUTfALLc4WRu81D2Jp/LPR2PLYyz+fl/xOawfeB6/fAoMg0dynOxy3Civ4XJ+i8eO8v7lXMvn8udqPkbgCzaO5GfocxZmRL+0kWNHK8u5ozJaq82AQrU4KjZ4fX2MVb7ETNVRCTjZ5NxH9xaReSBG85CzAyop/aPCXBKsNnWwTLWIkXtkSJeODmpTDkPpaJHjFxm4oiYpf47DOsFxKdEopHdPOfDea2/d/lmwyL7X3mGTURRqnSqYWZYaMX1NNfLu5mgjAogo2iOVAlJuXYAeUZ27DkVEtEP9o77yPcfDg3KwGGo6si5SziH1QyphdK1YAHiynd5lvlRDcvgCcR6BdnGulhSIpBxkQ+OjQIM3lFNDU7vAZEY090CoJRZ70X10onUls7rSGNDBIJ+LPdPDeo9FluKN1Af5Pfpu0Qd2tPQ7NGdTDJlyHDf6gL3RvctYMQuAO++lJxr/3LV7NPjWaRRDzWx9qRLLa0qbSCE3Gri3NjitNW6uK5zoi3ue6tZUWC+vwumMDZ2L/XXMSuBsbTGMtuEX78zwmZMHkbsW1bDmeSeoLD3N/YNHsC4v8P/MDjmySi70NmLkk/0HgMYWIadmHBP2BHdbXz/MDQy3o71RuQ0GpzDYoMDTWNFcSYKR2s2xcx5a7g9bw8y6dHhLjzLPRVJ/jAz2Yqhh+hZ6aHChPMNggV2n0fUK9840znDI5EJUN7Q3RUTyQ7LG9C2XLXmqfBlGA/frGZ65fAprHV7ZPhDVC0298FYZrKoBTeOw2TpoDXSDRq0W3N/MtgGKqWPDj649b0/YIOL9I2Bf5FWX809j0imv7Mixi3IaR2917trIwUf9k2tily8nZVHuWpS2DrUKhYOM5pzSENK8SJI5tE/JkUNrgdi+i76OzoZI3iXyM1XeyZCN1gspvmPklOR/mfUR5KvoPSEV73cdGKGnfvjZ3IAXLl7HjZMcdZfhgdUWjzw8w8/cfg5AKAvETjhlUShPzBXJFLufh0sR30z1KJWXU/Q9O6IfqD8p8Qg7wcb1Q2erXHuzbo2yOcOsPZuUqVPPm7a3eo+iVgQVBvzeHmCYHTldY/tz6qW+wRBFTGl8NvnhaOz3ML0vq1G6mlnSpyKrad/pd+lqSHIZMo6kc2qqz/IatMdJ9vHrCK+n60eeD0W/xTddfBXXLmew1suSB6/l+LmXDnh/0xzy2S8MJ/rMwcJivbEw2kNtf+JjJV63j0b35OupkJcOAB9afhKPPJDhbDNg22jsWoVfe+PQG4rJerDKMJt/mi84lZaSrnvSoVLWYnLCp42ePYev3+rRCBXO7Aq1XjK6BUAk18hRS0zy8vopo3OvC3b2pQgamU9J12P9DvuBAwCRU5VkDulUKaIkZdKmv8/Tg9PPEiopHfvMetlNeivgdejzak6/1966vWdgfo22qURlwEMIGl3Fh67bp/qXh0trg2BLMekaNlaO0PJhFeHiRTsrLkT1KFnBE0puejjQwVfamr3S5PlNPddSuNHnqDyAVpZrhUmvNCuoQxz1JQO7UwVHDD01f8nXJ6MwJViivpKnv3Q1DttbHAGl+eB8rRGeRAIpjhiEsZEOA+s03z+Q/sQHoxT48tm09V7j0taTgrW0NQ6bW1wT1Yx9bFyB2s7QuhKtK9C5DO0wQmuTQ5XuA5B33PexcxkGO+2NjKLslKc79vs3rD4DANjUDm2n0PUKn757FffKa1HEE/BGZj07wpCV/P3f9uDHYYzCrvEsfrsG+NhnvbuUDD9q8kDqVIEze4Azu8KZXXlWPXSRk4DyPSRpllzHJ+44UjCsMj5iOT6j6Rt/CJuYCOG4OMW2T8pnkEINymXux8h5UO47Af2T/ZnycJ/XCELulMGjm0/g4rLH6zccXrmucXJq8fEbV9Hl8+moiDCUyQFDcOVZt8alg4EN/W95YoNXbs1YQdduiJxg28IruN908BKWC42+d7DWR1PvNEf8PCQPyJCW+ZJy7EtXs5SiUiJkGAQIVOyVlpEeeo2fFyH3PB3fdGyAoCC3WRUZLFEB+sHLO424FIckE0rlsSFH3FjLVM5/77I9uU+OLo5eJArX3ryOsipVSgnCS05AKokzMz3ubCus+4VXukYHAzm6JDQ5uo+4P43PAmd435W1d3BYg2cebPDpL1hs55dgTYCzDTC+fJAw0qmcCjs7yCAWzyINzdZ5qDmvRytIPhKIM6NwhKNHjh0ZpcruG297zyzPsUQppbVtxLqUqRLptcxoUMgzXzo0VpubWG1vRoqwLEtEjciQrPLPYHpPrDRvT9iZsVf6xmW8rtiBaAcsd3d8qavhHp+tKXIKCJDFqXVI6T6pXvF20S1q3gE2x6q9i488dhPDABzOBxwuLD73uTWu46Ho3OFxIKegDQ6jB1ZbGA20g8LBwqJrrSeik8ZS8hwUIcyGFi9cO0GRa3Q9UDcKH//EGhsbiN5KW/O5JI3ydExytHsG1FQjR3Y6rqmDn3LCtfNnvlEOJ80MJ80CL50+gNrN9+ac5oaRZ+NfMsrseT2GvbJ2qTM8NdzompLbI0VucLknUaIN8Kk5aV6jLP+UosimouL8veR5yWi34jpSf5VM3+n+nmoOyjuU38Ufl1Iafx219wzMr8E2pQDI1iP38M2JDSSVDgvDm3XnAmNhBLPCyGYoDt2Zqnmzyxp3i+EEq+4uWlcyTIngvK2p9jav7BM1afjK96hvtMnTWowsNER0VXoUJ+8rogHemPKCuTZLbItDr4CYiqO75LmVhwt5siq1ZYFKr7OyIb25olQEzcFUPldrxmLU4+d7EUGc8hjS2HSqiBRt6qf3PsY5t/4w7TkHDvDKRqW9gV/bGRpboB0yFKZnZwM9n4y0kWevxA6Faj0r6ZDhjrp6LhW57B8A5N0Wq81NXD32Uay68dAiAPiVmw9H7IZ0cJzlFziaRkrti8+2OFtbvHHLC97T0w43+mt8v9y1kRJHimqmenSDX2cLe4oLm9dwYfMa1xYMYxdg0RQtzlWPs27ONf5ISTF9C2V7KNtHisuivoNFfcevGQQP8kYf8HhSxA4A5ypqWMz1BoX2Y3ynOeIIezrn3N/UiNDB6QKADXQA+ODiUzg88PunqjTqRuEV9TRfM91LMtJQz47QFXOuofmRxa/gZGuwPjvBZ3/1H+P1z/4k/uE/fQk3txaNrnBmjveuN+vWeOHhDerGou0VukHhH/3qDPf0ZV7XqbJCjYxINuDFXiF5IUuT0PzTepD5i9RonUXOCGEYMFRKF5GsYUjiBL2/rEsr52svqkHe+sTxx0amcOiQw69RFRtOdF2ZfxQ5tYQxIiOV5ylJpauj6OtquIej3DNj3tx6p149O4qYkqciNalzgn4y2+LR/FXcuKuxPjvBq7/+YzBn/zN+6J/ewavqKHIo0rVJBtE1GpFvKs+xDB1HfMnZ16gqnEtaEK4k+0U6BchwkGNHz13PjvbmWyrpMqebzjE6W1PkAzkGeU6ojwkiSMOyI4KuRXuSZA45EKXDRbYcAZrvtGEnEbVCtYEtHHG9Vjm/Rb9FubmDcnMHi+0dHnc6B9OoW+3mUTSYmoxkScOZxkI+/7mOr3E+j3EbVy/697QGnnhiiX/8a0eh70k5mtRp9Gj+Kh666h2di2LAh543eOW6L99T9DV/n3WqxGnymPscrl7SOF5ZXDoYsFoV+MEfn0BDuSGCpNPrU2WFiCdCPrvUJQrVcD8kokp+ns6toq9RuQ2KbMDr90qs2xyDU1j3wkkv9kY6R2mbqnNNDj45rtJ4BIJxT2i4tJEslzVsc7SR/AOCfkSRd+YWSQzNtLEMHyO350ZOk/XGqQpvMSbvtfPb15WBqZT6V5RSbvx5+kv8zgeUUj+qlDodf35UKfWB5DNzpdS/N773RaXUVin1CaXUf6aUOjrnur9HKfWzSql7Sqn7SqlfUEr9AaXUVzSmklqcWog+hku3rtgzDKU3KXhIA+SpTyIi0qvUYOZLm5BCKbzoaX9W7j5aV0LmFaWHCzDtQZKtwQzNWLfSOo3WlZERTIKAnj9SuIRxOevWXCNLRlFlNIAMuAYz9p4SXE5GTqTBTf3PbMuHOM/TePCU2EUCCghGJpMywUa182i8Um/zYjhh6GsUeUkEW2sqjpxEEUIS0ATr1T5S25sQAaTIT656lLrFYA066x0Rpat5LOnz9JsUr1m3xqq7i8vDGzDK4fX1Mc7McQSpTA+sdB1888WXkWUKh0uH43mHblA+kmE9VHLWrTkqa6FRm2Wk3D85fw2rpcZirnD1eMC1qyV+8hMrbIvDEFmxIYeIFVVlPaPemFdr+gambzBv7uOwvYXD5hYWwwlHNhsd4HIzvcNp49d8RLQxrjeVGhOWxqzBYjjBUbnFnXqO2s4iB4E3QrfodYHT6goXdD/sbuMYt3FYrPFK8zDOcLhnbKXGhPxbOkkAb2RabbDY3sHjlxvMSsX5mD//coDPpZEoGj8aUx8RCh70Z6+e4mOf+Cz+D/+734X/+N/7dnzX7/lO/PInv+idOU7jpLiMTX4YQegenN3EhaMMbacwWIULRxl+4rPXWKmTpEN7kLJkLU3l58h5kF7pFEZ6Hpwqgq06kSslFBS6Bu0LOR8aQ9ij5yjK/nNUR3H/yJAONfot5Qz1R8r9KZZX+RzSyKR7vJXMtsqTu+TGYtdp3MYVfKF/AmfFhT0n19T90lb0NebNffwbT30cH/v4p/Fdv+c78af+4Hfgj/z+34qPf+aVqLB8FKkXSr5EgqQRwULF5ZMoFaNRFWrjy3PIFAaaMzlHEvJLTZbBkUYnNQkHLV09ooAChNvXnI7343J9A4enX/QM5qPy25qK11ZmQ5mQTPV8zQ5jzp4bIkPR8w00e85JCdfUbsC2PEJTrrw8UP7cTY0c6zTXz+Vrjagfci4p2+Ni9+Ye+UkEo1R2D1YJeIdP5Tbs0KBzuBrW7Ayiseb5t3GZC+l4febyPew6jeN5i/c/1mKzHRhxYXVcu5Gfcfx71q3x/iu3cLJWyLTF8byFMcCt7jLPKRmX8t7Sof7iw9exaxVmucUHnsmwPmvwSvNwWFPCcRIhGcSeTCHKs27NpWXou5LVd+p5yPkm1xoRts1MD2vhobydxkkzi74r+xmM2TiKK9vGHLKTS8qRdG9MyVKa4yn0BqE9pKwio1Mi3oCAToudw9OGJn1X6lP0jCEoEIIlTGImHFdvF718r+23rxsDUylVAPhLADZfxnfeB+CfwNfk/DPjz/MAfmp8j9qTAP5rAAsA/x8AfwTATwD4YwB+Xil1kFz3TwH46wDuA/hT488pgP8GwH/25T/d+U1udlYyXGDcmtpM+5s8NjJTKECJ3VhXaQrCY3nTRpTiKnh1UmEhFYUpL7o0lnPXYtXexcrdBxHUyEaHNBAEdKW2rCSwR3uM1ElYDEUfS+w8aRE0Q1jTRvmY9OwEqZUecxkRjAyopN8BYByYXNP5iSKyGGEY0otOcC0YFqLcNxS+BIwuIoWIDGq6d6OqAC1LlNEVTrDCCXLToekz7j8ZXWnpB6mklO0ZyvYMq3yLwSnc3B3jxB3jbIxCpPVLyRDr8jm6Yo5Zt8a/8vwtrLcKdZdhXvpxen197I3L9gyL+g5m3RoLe4oeOTbmkJ8lsy2+/Zlb2DUOeebw/sdanJ75iIWMEnC/SUF1Hpp31laeeS8rR8MrQzY0yNutr7PW3OKoZm2WnGdSZANutRfZcLDKwGmDISvhlPGlUJIaoYBXrLWyONsZbLsZar2MHASm93NNCkXR15hvb/sxUDVOmxJn3Rxn9iCKTkwZB1KhI2Wj1wWaYsWfe2Tpxw4A8sznHt3GFR9FdcOeQpauBZmndrm4g0LH69s5jcYVvNcMvOI9wBNeGAz49vddx+naYZZbPHhxwBtvNr7MThIRo30iDV2CZgJBMZMlO6S8kdEwus6UYZRGEGWTUE2poAyI0wJk61AwyiS9HvdplMm897Af5SSjaUAwNClqSWgLel75/Vm3xnJ3JzLWpUFGTToGG+UNMJJ7HHnUFuta4+5uidOmxBu7KzjRFyNSKB7HibHlPLuxzmo2tNCJ5rGzwbkoI+lSvhVDvZdHNx0ZNhy1IwWRoh0kmTtVMBRe3i+t8SiRNL0uWPEvhppLO9E4ynFOZT7lQMoIpGlrLNc3vFMTM07ToOehdBXZ6OxqTYUh2+dhkPBGgjOmcyL5BihfNZqvxIihfu/yJbbLqxjyClmzxvL+F6Pv0fqzyuyd//T31LwZDHuIDvldjgAmRFv03jW8jjxzHBXf3fk5/OA/fh3319t9B4JYU9QuD2/g4cs9eusj69vrP4H//u99HD/3i7+C0zPPnkt52RLdsMu94/PQ3cVB5Z0w1w5q/IYPHuLjry4ihyvgiZqICElGQ9Nm4A3DbGii9wnGLo0omSdO15NyCUBwGGvg7qmv33lvm0d60NsFA9L+AUCtFpw/L69B6C5mXE7KJ1EjY1JyiJQ2RF5Jf8vQRYR8wFhKSpZzYj05hrtSK4bAJSH3lMz5pO+SXGWZqs53BKbNOsBa9a7+uLcrCPk13L5uDEwA/xf4QqH/7Zfxnf8HPFPutzvn/qJz7i8C+JcB5AD+E/G56wC+2Tn37c65/8Q5993OuT8E4A8CeBrAdyXX/aMAfgHAb3fO/dfOub8E4LcC+NWJz35ZzdOzxx4ZWtwUnSJ8uvSqSAEx5a2WmHabHIaZbZl1VBZHl+Q2gFdAzoNDys9JD6Q8bOQz+b55oyobGi9UVMsGJXlqw7jkUf+41iXGSKbOWEGWYyDhKVIoscIhjDoJp5GK2JR3jqMGY+5kSoCTwpzfKoLB0VVd7UGK2CPtsui13mWRZ5wO59y1Y5Ry4EhKbTwzISlPOVoex0rv0FuNTVey0UVeaglZnDKcAC9M79cz3G8XuLk7RqeKUCN1HCMJTSOjeKVPcenI4rTWKM2AItf43BtZpPzw/I2QGTL0tBtwjNuYlQqlGZAbi0ceKvCZkwcjOHDUT+U9ldYqnO4K3Gk85K0pVmOfxPrt/XqU0XnAe4Hv7yrcdRejSEaXz9HODhiKGnmWx+tecW9iNRvw5tkcb9SX8XL7WIAVUe2yoRlhWT2U83C2natgrUIz5Djr5tjaxd5zyb9JwZDRGRrHLp9jyDzx0Dc90cAYYF5a7BqH/+lXL/DYESwxVejkvAAhl22Zx6yEhW5RqhaF9t+fdWustjdxXL/p3x9qHNtbyHMfRc0zh8uXCvz9Tz2y92w09lMKGTm2Unk5FT2TTRqhhOCQ9RTlWALAanMTB2dveBZcsa8tDEcqJ+eDrvkW/YmZjE00h9Rytb+mU6VOKuHaDVicvoHZ2U0sNje+pPHwzx5kXzWsPSMuDJZFg673hFq7TuPOZobbzSHDxbOhxbzxZYCmyGEoh6/N5pzv+/jqRtSHUrcRxJ+ejSJFADjn/K0MS/87jHtpaw8pFNFfUtLPS0NJ1xkZErVaRI7MKXgjNTIGZN9qvfQyGwbb+SUMRQXlBiy6kz3HKkEcqWW2xWI4QaW2aG2BjVtiPbvI78m5n3LQSIhxoyqsywvjWAysVNOZV9k1M8fSWJAx3mYVhqyE6juovuP396KgMIwESfs1eRaK9ALaB/SbYfGCBIn6RgiChw7W+OQnPoXv+j3fif/n/+k340/+u9+BX/z8TXaUDMJwYEeCiPY9d/hFvHYnx6uf+xj+xHf9Fvz5//A343/9e78Lv/a5L0yS9kTjPrR4/PAOukFhfXaC4frfxyd+6SfxD372c7i/3kYRMSCwyZNDh+ZJOgfo3Ej1p6n0KckdEX3WDT5vuNviYnkf1gJ374/6kQY+ceea118EMRv1r3SBbVbOFxuLYn3zvcXej1huU+dbog+mn2FZNpLU5S6U9uLrC4RdqJKg+XePnFEetE7SnNwwpjGxGbAPhw1Q9a8nk+mff3undTD/mTal1GMA/jSAfx/AY1/id5YAfieAH3DOsavNOfdFpdTfAPBvK6WWzrm1c+42gNsTl/kh+CKl709eXwG44VzwLTjnrFLqBoArX8aj7TWJ95aKU4kd539IEpLW+RpUaUmT+JpDiJKNUUytYkGlhaeJrqNVqBNEwu/MHHMft3aBuQ4B5RQ+JKEVU1FVfs4x/6x0ta9rJ4wuWTrDw2TDfTLVsXBts2ov0iL7IBPJI6MZM2gVl2SIIHkw2GCFzIxG0/g8RT/SxmeIhDs5A8iIo8NN5nmlCmTnMqa7p4Lq9DnZmMZcRIC9gT46B0SZD8rh0G7ArF+j6Ldoszk2+UizP8I8S+yQaYumz3DarVAVh5FiQ8WZlR1gM98fMkAP1T3k5hhnO4OuNLBWeQIdxN9nVmEVnqsYanz44mfxP770LA6qDM8/7vBzH+vw2pMP48k80N37tTLh/XQDPvLYTXzm7iUcqtexe+Mz+PFfLeGufALPPfss5kcVzz2VI6jcBsviACe7HDfXFS5fPIQ2Xpm2zmDICmZUNX0DXQxMk24wINcDznYGi6ICiouY4yQUaXdDlOvYFXMxPw1m7RmeOLiBn37lYQAlrAUWFy9jmd2JniuzLXZjtNH0La62r+JkvsSdbQWtHW6uK3zTxQ3v1XSNcA4zCgyirh+1benzyK5W9/HF7BpWswHzBxR+/OdafOGDz+Hx9lPQ6Fn5ymzLUWMJpZL76vnn3ofv+4EfgoMvMv3cc88Eh8tYp5LWDLHUAsCHnzjBL71yiBce3uCxazO89JriMg30LNIQ6FQBbeJUAJIXqTNHjo00shtV7cG2KE+bPNWEyhhgItr7ot9ikx9Gcpmh9klkkBlhz1GsuRwJgowllAI16WDLBQFGh8LX3BXyJHUIuJGURjarTFSWivO3oCMFl/toB8AAs6yF0cDtuxaAQdcDu26OK9dmKFB7BmU7INPZpNHGEUCB+nj22Wfx3d/396CUh+s/8+wzPAZynAYYUJkDqp2cnjN8xiAUoO8Qai0z4YxQQOnz/KxksMi1hRAZJ6X4tLqCeXsSUBJqGp5N95FGpnRMnOUXUOZnHi1iWz7nKC+xUDXL59rNuW/FUONYtbjnLnEkjvJbq9191LMjJnih8aO1TPcmplByjPQuw8rdj8q3UCMGT9nO5ld4fQ0wURkThsMizg1OI2xUK5fnGBhLysDLY+XnHUA4ExPdvlMFMt1CDwOedp/Cr85iI2Rwbx2VI4cl4NfICw+u8UtvxN9Z68Po+feMO2UADVx0NwBcwkuf+ST+yO//X/L7f/Wjfwvf+uK3+RQUk7BNo43Gl99T3qlBxrZscl6HRA5BgZEWNJckdy82b+DFRwr87RsXsKmBzHjn3q3mAlb6brT+mQVcG3Sm2NsbciwsNMuR1hXQOi5VNXU+nZeakH5eu4FrTffaIw5kOSupG6Ys3UAgYJzOc903FNO68VJPk9wa77UvvX1dGJgA/t8APgbgrwD4M1/id74JQAHgZybe+1kAvw/AB8a/z2sPjL9vJq//GIDfrpT6YwD+NryK8G/BRzH//S+xf5ONojXhQPCH1ABfMF27AbYwoY6fC7CvThVcusJfax/nLqOYe9GARBicRzZEfZJRO7k5tRsiaFEqULhcw5jn0WYVCzW+nyDOkjC3Wi99hM4NMCqwkhGRAil0dCiRcCRhTrAm6zTfo1YLVKPckH2WwmVjDlGpMLbcXxktHg1VeWDQWEioknQeyKgqGTOxwToV+Yy9hwS1PK+RJzNVnujvZdHgTu0NokZVsEUMafaGdBlo30fvamZbPLS8h0/tLqHuMl+X8uQY5VGLY3szigTIQ4pLLaDGw5c9w92iaPEbnq/wD3/F4A98835eiFRgCE510dzArr2Mm1/4JP7I7//XAQB/HsD/8NHvw4dfvBYZGNTfWdZillvc3xjcai5AK4sH83Y0zktoPcD0IVor197l/BbOliXu1zM0fYZt/gKe1J8bI+C9IOrp0WbzCKqrrJ+zqnToeoXBAp+8cYyHLwWjlM4uX1dxzkXqV+UWnz5dYllZaA3caC7j0fzVvfXnbxQggtoNbFxHjiM74KK9jscvHWJwvp7os++b46c+VeHxJ/1lyFlBjoipSKmH4Fkcryp824vf4ueHjSKCh/u9o7MYelv0NR7D5/CFgw/hzds7rF//CWxPl/i+n3D4zm9doDpYiohUgIPRM3E/2GgIEKkBvkaaNCzDEAcoqXxNi9R5yQxtYVDPjjDf3o4MNroOKYgbO8dCbxk98Fb5kNLZBIS6rfSefGaqSSnh9vSspKR3KFjxovvdPX4Kh+s3eS53+ZL7lEYsyeBIIbpWe2hgpXc4Xg44XWucbRyOD3zu7r32ACtzjz+b7jdqsrYjyb7FCvjIt13lNRJGPkYNAN4JmKnOO0UnIiIkY9MmP1e5tS/PMDoXvTNhlAsuEAlJmSf3zKC8g/LMHmCm1iFiOJLEUbSNaw5P9AcI0atOFYEd2/bRXOxcBVtcRulCRFg6dgBgpU+9DjD3/uyir1HU9zFkJdqy2rvX1DlChGP0jKnRblVgHKaIkBnrHm/Lozh9RNTe5Xum+gTdQ00z+dJ96Wzd5UueE5L79B1OA6Dr2AGXTaymGTXsOW3Oc04AwHFxiuFt4Ijp9WT7liuv4KMfy6PXWjv202XosUShYrZYAHz2y9clv4YR+zN6PsTlZKjROOftFsr26Is5tO1x0d3AQ1ev4PqtAUVuYDTwK68s8fD79lMT5PNK50AaHWeEnQtyWNaCJcOXrpE+A73Pz60qf1bI0inWO5esMexkB2LEBQUQpgzAATHpXYldJGdT9AowIsaopvl4XV8bYBrJ9V6bbl/zBqZS6ncA+B0Avs0555T6kil7Hxx/T1Xdpdceeptr/CkADsAPJK9/F4C/BuAvjD8AsAPw+51zf/3tOqaUegDBeKX2nPxHbhpgPHpHQ8xH7/rIaKHPyENSthR+BCBSTFLPNRVpl4ItJaXRyrIylqGLChnvKQqi2C41Llgt8txSYZEKjNLVvhiwKJgsGcxYIKl9bzcVeaaxIEY0CxMVGB7Sg3E0+iMYShYOR4I19qZEXxScTwMTlMlIqVXgAr4aFoVuOU+oR45MdXvkCdKAp7wAnkMdvPv0zOlh4EYFkK5LRbABH6HYdUvshgwbM0c3HOIgP0OFDT+rjITJObw8vIFP4RJ2ncYs9/UpP396Bd90cDYZYYuUEdvjQ8tP4h/f+AAOLja4smrwxmKGXb7k4vWdKpC7NlrXG3OI4/46tB3wzOVT/ORn40O2UbMoUsUw8aHFqjhDaVZouwynTYlMW9xQ1/CE+3Q8VjqUhCCvrnYDZuYaXjmd4YFj63MjDy7gsL3ljdNzovfWGGg94H7na8i+fsPh8MAzD76insZj7nN+TjTBi3toZdCbEtnQ4Bi3ofUVrGuNg4XFnW2F46MjLHC2t9eJNEMac1Yb9gRT3wDg4eo6fv7643jq4imevKrw8ZdLvDl7Eg/sPh99lmDoKSMj7R+pTDDztBJwU2gfsUkKfGdDgw9eeQP//T/4PP7MH/pOfv2RH/gb+NC3Phh7lJ2OvNetqcYolUcxtK4IDIRu32NNYyGjKvQa9b91wtjnqKLGSX4JRbENNRUxhJxMPRrz2qJ1BUp4aGNmCtRmGSlQaVQsVRCJfIrHfoxu6tFsjp4FOvKwS+NugPH141YFVu1dAMHIkLJIOuP4nkkkqlN+jJdlj6b1yvOlI/9A188WePwgRO574yNncu2R8depIsq1sjARmiRTPRbDCTs0arNkGUkGeK72S3HRc9O6D2M37BkxfgyzMNbQADI+S+S1U8WXortWa5zoSzjsPOCpdDUjVYAgJ3st6h+nkczROXpSXsaF/jUeD2qFaseSNAu0toBWlpE2UnnXyuLMHfprC01OnksAoM1IXDeOJ92vdxma0QBaqX0HgTwLaa9LWWgLwyXDtBsiUqvKrnltSfilvIfUP87MMWgr0HmqXWB+JqcR3Uu7Ad2Y49zrAtDAk89/EH/1o38LncuQqx7PPvs0fzfMf4xoSNsHX3gfvvejPzwSJlk89sxz/Ox+TgPCgVprKhSDJ2d75OAkup4Zn48cyR4psW8E9cg9KsEFIhqJ3pgyLj36IgQRpGOtQO3ZzZ3P8Sco+7c9eh1/5dMHODyYe1TCnQ5vPP4AHjWv8DNymamEGVbuicDRMQYhWKcJMN/oXJhwtFGTRiMA1HqJCmtmcwbAOl2jgw5KUXLAOzZkUACQkFmzpxfL3H66vyxBZJXe27cAoNy+Hi2btRq9fXejnM59/ZYp+Zo2MJVSFXz08rudc7/4ZX6duNSnXA6Epagm3qN7/wEAvxfAX3DO/WrydgPgZQDfC+BH4XM6fx+A/04ptXPO/dDb9O0P4pxIrCykKxe4db4oepH7IuwVtnvfLbGLBee4LiVEQEbPyICTzLUE+ZjyvEsPkTT86PqUO1lZH+mzykPMWAAylMmyMaedFwy1m6NS2/H92MiU3vVsaNHlRSSU6H2KbEjGUen1pD6Q4lramhWB3nlFI/WykcCUSlOPHEbHxAOSIKUTdPXn5fmU2HEEiH5k+RWOgAjvoCRWivJ7JqJLaSMmWdkor9JkFl2vcNp45s/SdKjtDKXesUIuPYDUir72LKylxZt3M1SlwqK0WBYdNljheLgJq30eVeQFFesMAB44anDr7hb3v/hzyPoZ/s5Pa/zW91eYHS2jg5fZHDNwDtHSbbAs9rd47zJkah/StOhO0NuH0XbA/W0Gox16q/HQogolEUaW1KmI7+AUtAbOdgaDVfhY+zA+fLHmqCo0OJeRooc0Lw/pV/FrzTehLIG2AxbFgLOuRDurIsU0G+dGWa+803una4e207h6POCVs8t47mAb9W8KMcDe/yHkC9FcrNq7eOjoCl6+0WPzxk/BdBV+8mcG/LZnSywP5mG+KIopCG1on0RjQ8roRM6ghfY5bOOOzsb1dNzewIVFPH+dzUePcYANUmRW1sWUMLweGdcso7EgBZbWjxyTdI/kroVRAzvRIup6aNyrHmDiJ4K+WhXggZlq0aoLvFdSAzJVECXqge4HgKG6cf7evsJCUQ8ZtSV5T4ayzDGX+arUl6L38NYsb7EtDnncqG9MRoMBjyxv4fADK/zdn6uAMdr6ay85vPhigE+f11KopDTcyMicRMqI+QSwB5Gj60kjUxq1tVr4Mhri/KP7VWoL7Qac4ZCvK6GeRgXFU5LXZOjQuhJn+QVYaFRuE/VF/k1KL7U0x7ZHjruLh5l4RDoSivG7LYqRMyDj9calFsY107gCPY6xXFyMytfwM4+KulHDiHyKIzabrsRZeYRDfSc6N8khQzJkqvxObWdYja/5PNsqyEJIp2+QiTxGAoFknWbUEbGBS2P0vKhhh4LX02JV4VtfvOy/A41CtTDC0c0GiAo5gpFzGhZXjgs88eH3+1xfO2CT+73UaJ87ywzkwrlPOe+dKvD+55/C93z/j8A5jVx3ePbZwCXJsmlEJdDeTeVlFBlEIACTjdep2NfkdNIYsC0OkbdbApKwU3eh1nji8WtYbywuHGkcHmT4yV9f4t/55oLXJaUhUXurvc11akXdTQB7zhm6tnwOmo8U5kpM/jKaTU2iPaZkRhStFsZm6jCSLUX6+b0b67qp8++99qW1r2kDEz6CeDT+/nIbWWD7mjU4FFdPvAel1L8Bzyr7IwD+ePKeAfAPAbzknPvd4vXvh2es/ctKqb/nnJu89tj+GwB/J3ntOQDfl2EUxIihFqR0WD6Gks0DIFX4gGCwEnS21wV7HYHYOz4lXKQ3SmPwOHvYqD8MCyICGTpctIE1MeRL0lBH0UY191AojipKpq8YvhUJEafRqzx4xnUMrUw9V7lrWVnlPqgBmUJ0/1QxoI1CBxEwKmAa0DpWLAi6Rsoqe1ETAUdjT1TZ1mlWfDoVSI4K1fgSLqP3M01qJ8WF7s99G+9H0SfuP8OSBLGNdrh5P8O20piXOZZFjqPqfmRkpVFRIrswysFo4GStUGQK3aBR2xkuugGwfnzIOOTC9Db067nys/j/fuw+/twf/l187e/7gR/Ct7z4KHqXoVQh8kmGZmuqETrX40Pvfwzf8/0/AsCThTzzrAcDsLdYgXN1tBvw2OoW3rz3INa1QlUCN05yfDZ/Gu8rPodZe4a2qPaiHzR2j8zexPXySbz6JnDhSOFkrfDx/Cl8aPnJsO4Eiy7lBtP/z15b4598Yo555Y3U3Gj8zPo5/Objj/F9el2g7BtkY26bznp8+yOfw9/+9adw9/6ACwcKeabw+e3DeLoKnme5BqVzRTbKlxsyX6z8sfI1/Pgnb+DP/KHfyZ/56A/8IF588dGw52x4llS+pIqa9LhrRzmPNoJzEjkOzecD2fXomtLAMqMRSRG4ToX8MglfzlSPdmSuzcngGKGLDWYo1W4vQjUFPUudaKTE71Ch10Em037jaI4yOMzuMrsz3cNfZzqCwtdCrLgQfH8KdUL9SqO7UHGtPFJaZeR4KpJGpXQGmCgHXzYv/zpcyO/i6pUncLIGLh1ZXL6Q4Yc/8zz+zadi/+ukc3JcCxJ54seEzhGBxNHFiOSgQusl950jhaMRQ/I+lU+BvGkftkvMvP7z4UzN1XhNI84qFxyU/qzw97vfHcLoAaXZ8fsAohq5lIdPsrfNqgRZ4eeiURVaS2RxMYxblgqjPtO6Ijb1zmW43y6QzR5HoRpW+q02HA0kRx+liFB0vNI75EWPN+sLsJXGQq054kTRSgD+jBZQZ3biWh2dPRKhAoQoKsHLJU+AUcG5TOuMIl1k0EVIKAG1pPkhZ0qUoqOmCVmi6FYS8TfwbPNQ45ltwzoK3Aea87XJGS33TY4Wh6sl/qVv+2bUdoacyf+CYUkkjWmjtULjOIypNoTIICOf+hpFYVXQBTiPV1VoyhXK5oxz4OmZv+nRDX7ppTnyDFjMFe7e6/Ba+xAeLK/v9YvG7bycXpovGQSQ+1Gui0KgI9jhLyLy1Oj6jaqgzRDtc56/xOCjfS51YBndpSAB9auZuC+h2MI4xmuodxkGFevl77W3bl+zBqZS6kEA/yGA/wLAkahHeWH8/ahSyjrnPj/xdQB4Y/w9BYOl1/bgs0qpfw0eEvuTAH63cy6VBv8ygG8B8J/KF0f47t8E8J/DkwL9wjn9gnPuTQBvJvcFIJSQxHub4st3rmJBtReBRBCgVAiZPUEZkJlgvEwRZMjfaSOmVwBRoj73c0IBzeBhD1P5TxwVoUPhnPumUDDf95CnNCiDwsVeRTY6heIx69aYCziPdp41zyqDjT6IYER0D4JbkXFTuNqzG5JHelQq2HtLZEwjnEPmkkV1sBCgdrVe8gFKh1WqFO1cBes0ZipWGFmBFc8vlefWVCiQEOe4YPx4COYltB0wlArbRuP2aYUrD8+xQkwgNBUh/cDys3jtzgsAgHWtsW1K9Fbj4dGNIyNn6McIs1DiAOCx4xha1NqC6095mF7Lhqlc2wYDjg/m+LYPvwjrNDOXykO9VzlH8QDgYvcm6uZBnJwOePRBDWvhmWXLq3jY3gcAhubS+qE5zmyLeWmRZQab2uHqBZ9TWZslVsNdjiDQvXxENEQQL5b38dDVBV59w2JR+ed4/UaPb75yAcfNdVbemmLFSo6yAw7qm3jywSfwy5+yWNc5cuPw8pslnn52ZH21Q8SKSNAxmm+CHWvdAzbk5Go34KnjKX6z0CQBlqwDSWRRrFybKdRD7HzJVcu1CJejQvXCM0/hez/6w1Bw0MrimWfft3cdGQVLiS+CwhnLSO0GZC6Qg8goujRoyACN+qsAuP3oISmuIRfYR5q19mROham5fIeEuKU573w9EamgvHbO6UNAcaRefpLrPvoW5FWONlI4AWCDlU/0AHwuo1D0jG4C9NcNkQyhRnI0sy1+41N38aO/eICrxwqzErhxq8cnuufwQv4pvoZ0AkTOPcSkJawUj0q7VcbPl3wWIIpO0/cHPUIvLfaimtTXWs1Ho6Bgg5PGDRhJo5Rlp2KnChQIZ9qUwb3c3cFh3wKrJ3F9dxGVnrODkZw6GkEplo2cmXJMaRx2Q4ndsMCqqHGk7/P14AIyqVMFhhFBQ5HTXLWotMZWzXBzd4wrs3soEbN/KmJI1wOniaQK93298JE112LQcRSUPkPkb9JwyFWPRleYIa6dfF7LhiZiJweCoUxoFYmykg5TCxPBpClVxDrNBnrKBipJrSTBET2j3KPaDZwWQs60YMCJCNe4Ds1o4BJCgqKHALDQW7Qu1FIEgHaMdUzB3c9rpYvrAkPIX5kCwsa2AjPst1mFvNtiyEpfu3M8mx6ZvYk7157Aydbgyas7GD3DJ94o8PDjA+s6fLuJiGOQTULfHPtERmTqRJONDWk7RPpEJDNG57g0LmWN9hbe6cR1c8f9LfVLgidP5R+ncFrOM45yPIMjn51dEzmv77Xz29cyJdIV+OjjHwfwWfHzH4zv/xg88c957eMAWgC/aeK93zi+92vyRaXUtwP4YfhyI7/LObfb/yqujb+nLKEs+f1lN47WTbBWyZppALjOHH1GFjP3HYyhc0BQfBl2mXjJJYRHXkcKlQwds9oWQx0lpGvn4XRThbilh2sKgrFf6iOGisn8AP6MNMKTMiNTz+U/16Poa65Tx2ODjg8Duob0oBJko+hDPSuOUo6Hkayh5mtSDtFBwAqSFG4u0H7XasFwG6oRRQJypmpfu9JRnal47uTzcy2q8X/Kc5UGiFWBSfA3Hf86BuvzA9e1Rpk7fPruVW/4Il5DBJfclkfYzC8CAD7y2E3UtcWtuxZdD3z6ixn+/+z9adBt2Xkehj1r7eGc/Y136L7d6AHdDfSIkQC6AVKUHGuIJcWWyi6VVUmVSmWlLCsy41SipGw5TkWy/C+Vya5yqpTIUSKLBGhRkUzL0UhxEMmApACSIAgCTQANNHoe7r3f/YZzzj57r5Ufaz3vetfa+9xumA36wr6r6qt7v/Odvffaa3jXOzzv877dvE9yP8q5kDmN3uyl3Z083/tW1hhrslmv6mvFsSsdMlTY9Zxynn7gkaAQvfy6x0Hn0FQOz1+/B6eRNIPOmmy8osLYNQOqCjjcD3DZ7Wjwc99+DBftcR69LxTMvu7Q+XO8/8oFDg8srAXaxuNwv8Jvvv2g9A8IBuH53lVs2z1hAvzo5Rcwjh59fJ3NxuO6v5q9lx5fMaZMovu/WFySe4oCipzZovYDGp/XpOOa1Mqfnk+rDFb+MAo/oMk97ohKUSz5cGl/D59+7lN47rln8dyzz+Lw8ChGMUfZd7rNkXY06LPoAJ1BQDAUNDxRrhVFLTCzasXNwmEfpxlLNvMFB19j5fcm5W0EJh/XQO/bJM9jJKQ0jjMDPL4z9276TrHP4ZIyFuWxU/NCFu7yX7k+jo2zFTbtIfq6E9m8S4YyYng/XsaD99U4uajw4OUNHn6gwVdeXGREYyx7oedIxhBNdl/9bhvbYd0cCEu6JlnjD68t82z1mk/RRofWbEIdXX+Q1yqO8mPf3cL+9gT72xPoNAttXOl1Ww096s0p7r/5W6iMx1ubY5zjECuzn5Wz0JFLGcOxx8KtUsTL9+jGUOt3WW3SmazWbmcupIafXAuXndMWDsftGVbbGhvf4tRcEohhX3fYNnvZu3A+5SwbVthvNjgflskxoiKR2qCkUdoOK+z1J7DG4WQ8ltq4euz03LD8VSBCm7LLcx9ssMzQW9m5rfSZ7Iw1bhLBZMqJg5X8SE2QpfdLFvWK88ISYMmAspnO5JB0pA2WCbYcncjUG+gElfcpytEs/ErSZUrdTQwcVQvWevUOhWHWmo2srRrbUBanPRTZL+vQ9fjo1UASN1y8jTdf+Bn85hf/GX7pC7+KW6enAKYstdL/WbVX/X0m4EC9KPtc1ciee05GOhbXi14Xc1FgCzdr1Gq9q2yZjFOcHCUrLed0F6qEzSGk0byXP7d/4p3d7tgIJkKO478+8/mfjJ//OwBeAgBjTAPggwBOYnQQ3vszY8zfA/AnjDH/gfee330YwJ8A8Pe890ILaoz5DIC/B+DrAP6I/lvRvhr//dMAPquurwH8TxDyO788c927bjwcASVUUYmnN3zust81M2rGthcF30V7LIXc5TnIySN0lGBXzoMwOvrkhapi6YDOn+XC36XahUz61xGQMv+h9NLz/fWGp0drU3UCYxhimQ9t1JbeV3rVdc06Pps/+qDZFUnVf2vQJ0WT0B7TiQd5buyoaGrIl/UU5+Fv5/5AopR8Dt9F96+sU2V9gKRqOn/5XMFzdTRW58pcOfJ4fWvQb4GDLhgdp+MBmmpKrlH+e+/wCh598B5862Xg8qHDa286/Nw3HsAfe+zt2XwXAFnpi2eeehw/+rmfkByLR554JjuMNZsdyaTEWRH3Bvx0TQOqFpwiNnqofRlXLj0V64KFwXn1LYO3Lt+Le+ybYiBpWBZ/7utu4tWj+3B2Eeje29rj5dcHrN6/hyXOJvAg/p/PfmTxEjYPPYqvvtTio4+ssb9o8eVvePzgJxK0FhVEQaTS344rfOTJGi++6nB8YPHgfcDPP38Vf/ID356sNc4XYT8a9kZ2Ru7Dp556SogtGreRkhFayWzdCrYahXmyZKnV76o9yJodtZbvpIgcoXNzRhTnTkfFuJZG24HwND67NmHtaDi63sfnOBQWQPa/9MCn50cyk2rEYBsh6HDR/ISvMZooV3ESSL5I0hT3Vlv1Qnik0QZVIXMD2+XeTuWFEUxN0gPMM5VKnhycIACogG8iEVI7rCTySgU0c9pFkjfNOsvIhHUjPvJAKC+zGSs8ft85fvZLC7yGB/EAXpQonVYGGSGeGtdpr9ZmK/mFlOd8HzqLGLVjrm+Zb6iVWJ4pjQ+K4Ym/PLsmgrEUsmlq12d1eLO+uhGwwFi3sGMoZ/RQ+zK+cvoBVOYIx+1ZQpZwTSnnGteaRoIAyeF72N7Cqd3DdmywaTp0/iwZq2Mv+fLO1rBNyolMOZs9jhYbXGyXaNpQ8ornPWsPZ+tdOVthA1T2G2/fj/17gk99YXLEC2VfqcBbOJxvFzhfHgu7O783OUMVkkDPU9lkzSInwdIOav2ZJkOUNaXzfGMOamP7REpU7DWSymljlgY8dStGR2uTDBH2tyQGBIIRJI4QoyL1SPqDfh+W1lluz8L8NldyA1uPG1LetU6R4veIgNKM22KgmiA3F43Hr335t/EX/83fDwD4jxFSU5599lr2HNYz5e9l0/uausVknfhRuBjoFC7vMRcQAWK90e2IVbufvaf+P3M5NVdGjpaYOhh1qsUcsgLIUTHBcJ+vs323zbc71sD03p8g1KHMmjHmI/G//8D7SL8YIK+/hUC682+or/9vEUqH/Jwx5j+Jn/0vAIzxb7znIwD+PkJu5v8bwL9csNW+7r3/x7Ffv2qM+a/jd34GwP8HYRz/FICPA/gPb2OcfleNAggIGybl9LkMHquVCMIGKOzbcYVVdYCV2YdbRMMOjQjwbIPSs20SRp0bX5R0MvtF48T6dJA12wtsm71JLTsgLTQxCJAUmIVbBbz8bZQ90qQT6lnCrQZfZzBcDf+xfhR6dUApJvSa2kTrnrFvZh7M/GBmY7J+CZHhNRqeUwouGR8FjbVmxNovxeBlowClsazrIM557YDcuNHGHA00rQg4W+HRK6d4/e1DAMDJucX5hcd2vITDa2dAlQpLl+NAWPBjl2/i1bcuo60cPv6EwU/9wikeuvcZ/FD7y7FDbe6JVc+/dLiPTz/7SVlzIec0eaM5T5oxbzT5oae92GVzJuYgsWao6/EHHn8RP/nrD+FiE6KJp2cOz795GVfuvy5zpmHnfO6+OcMPP3CGn/724+G5cVpfXV3B1fpVwAFDnXvzadxyvzx+8B28fvRBNHbEwWJA2zT4tdWH8cllAmXUY5+t2Xrs8clr38aLrz6Ca0cbVMbj+RdqvFQ9hnvsm5N5AXLvrVZUrB+xQih1tH94Cc8++xwACNEWOM8qp2y5PYOtYy1c7cBRkVpG3nUUiWOpDYDeL6SUC2GF3C86SipR1CJ/mcaIbprwYkAjaxYIxu4EIaGccCWk0/oEo6+xDXm8ZsC524PzFhUZtE0Ft5iBD7oRnQmlMfQ7zdVkA1L0YTZiE2OWDlbkOhCM7IVbiUwg3H5jOwymQYtNcOyNI96u78fFdoluEQwIGvY0rnSEg+9fYczy0vn5Y/5r+Mri0zg/PcFLX/nnwHmHX/z8Fn/gIwc4Okz30Ya+lNvwNjOMmV+b5Toal8lNIEYsvJpnk5O46f7peWBb2jXWbqkcUnGeFbzWukGIati0fGUpIyzC+C23Z2jrEbc2C1xub2XyuhzPuT5SGReHpR1xslnioD6X7w22jYygwdlj7Ig6rvu94QTOVDhvAkHTXrPGy6eXsNesA/zXDWhXN+GqFhd79+T1LU2bccI7BBl4fXOIvbpHXR+iRcjfDBDwQcjPmDs/VK3sqXO3B2eDg3sftzIkR3xAMHz6sN60Mcc5FfIWMyUTLFnqdWvQBxj1uwDk0WDg+iqZ8dmnMtKefQdFmSFlSG5NmxnF5bPn6nrzbw36iUwr+zaHwOD/M2RA4UzgOqaDfrAtnrv/W/j6l/MxoxNN+D5UObesLq+SYwOCA641OWlP9u4+QbwJXRVH5I4I4xY5lFrLobm2a76A5DDgc0tnvXYQMPLNfOW77b95u2MNzPeiee+/Zoz5fQD+DwD+o/jxzwP497xXdQmAxwBcjv//P87c6mcB/GP1+58A8G8jRDH/IwSC7a8A+LPe+7/2O+nzgFrqJmojiYqOjloCyHIO6L3r/QKVHUXpWcSizYycabbSXZtSe97YxMNUGoCe+XzBy6qNGd0oLMpDoizwvJ0Rsoxs0cNMFr5UfylRgJeQFy2k+DuNyrn3KT3cga0xRBHm2FT5PY6XznfdVQ8NgBjDFMoUestqHeB1JrAUll5nINUZy5g0Z5TE0gDVB4COvALA1fYmjg6O8NqbIw4PLJYLgy9+eYOn/8UlGpsMUuvGLN/OmXBgXTOv4ZH7grLTVA4//Ol9/OrXHH7oo6lPZRRTe1ZLL3Br+8ybrctRcPzeCbLDd+Y4X7THAm/eH0/w6IMP4fXr4W5t4/DCSw6fuj9n/+X4SQ5I3Jeffv9r+Nnfvh/3PdDjE09V+I0XFnj66XwO+J4re4DapJy9A1zHB++5hrN+gXZ4Fe3ZN/Erv1Rjc/gNPPX0U1heOpCcU95nubqB7uIt1PWjcM4AFvjgIzU+/40r+MNP5ugEvW+zXEA1xoQPMmJEqCgQURDR6eOqSpxI9dhjUeWEOYxyDnWbMXlyjig3SObhEPKI181BgNn59B1G2+fmNY+CJqZL3Uo4eqv6yYj/1hQw++L/3L8sk8O+LdwKje3xnfX7cKkdJDeOkWZt8JSw8PL5dCrpOaLXXStD4V2Uwq2cMpr1VH9/4YK878azBEWDC2WIxj0cxgiaJhWRCIPNZWdttsn7X6WI3O99+AX85//wJfyVH0lF5X/0cz+BH3r24+KQ1HDHHGKYR7C0886ZCp0/x14fjCey25YKqCY7KRvHJ0SPmWsXnk2SOpLpbGyHuu4nhqozlTCJDlUgc6sHOnvCOh6qFlfqM3zrxmWcDfuB38D0IY/UYUJMUvaRBiTfZ/QGZ5saN5ojtIsEdxyqFs02MkbrNIgx5M8KbNgMWFQjrq8PcGL2YbsRlxGM4Xa4SNGs6OjgWeZMYqR963yB46XFGxf7+PjhTSz60yDvAVibdJG+iU5Z9LiyOMU3b96Lq3sx6rlw6FROpna82nEDO/RYtnuCpGDTDKF6zjQkfIOl7DvOE4CM5KtWso9nNp0wvJ9uGywxNikKSNhxxvIejV7+m9BD+1kgoEEql+NgM1KnkrRnY7tMD2G7aI8TcSIikaCWUUjPql2f6zLFea+dyrCQvOVNRJY9cJjHQgz8hCBJpxLMGVw1toEELc6dZu0unQgjQl9Gm8iRKPOBXI9iaT67zbkl9L+aSK2EzWuCJn5XnzNazkFVTrDGSjqaZu7fxUKrm/cmnM3vZbtbpuR3r3nv/zKAv1x89i3smH7v/ZcA/JG5v6nv/Myu63d8fwPg/xJ/3tPmYNH7BVqzyUoK5CyNycvEa+ADzKhC8NRvsJTEeyAIo3N/kLHIOVgFqcrrhulInmbcYpSAfwsGR0yAjgevdaNEcOhhLyEabFu0hQ8x9IXCM4M9qegVjUsKfRF+HkF5cymyUj63NBCF4TKywmbzYbRwzRkLCZ/ZopW6m/IOcQxZuyyPXsYDgjmSMb+tRsjbWdiVkKHwfUtYHRDZB2Nif0loJPk/6n109FhICmJkrB572GrExx+6jltnl3H5CFi2Dl//psNvvnEv/sWrr6AdLnC2vDpLqkGv/5OXX8WX3ngADx+f4Nq+xStvXsbry0dxdftqNp5sI5JHk78T8lpjK+UC+M59rH0o70TFm3Da2+xiHjioIEbmD9zzbfzD64/hvuMt7jky+OXfcDgdD3CPfTNT+DnuYmSOPY7NdQD3Y6/ZoqkcqqrCl86fxsf2v5opj1SwAtEOFcUB72+/jZ87+whOv/VV/IU/80elnz/xY38Dn/z0tRDhsEkR9bYGHPD7nr6BX3/pCh65d41L+yNee9Ni7bsMVq0bnSM6rwVILI6EZxIpoBWwdgiGoIbC6kg2kPaT3q/c8zmrn5O6fjKfkUyjzEnWZUmsT7T9lR0nz+fz9DzLvQo5ACDcW8mCdlglls3S0EDOYF274PTY+hobLNHhPEV3/SglFoTIpBh3ohQ2tstJvUxCZJRRCqYCALnCqZ09NEr5jlIqKho5+zhFZS4LnHGIuaOXhzdkfNpxNXE66bQJRsu68QzdeIYHj1N+KhCIuTSpCmG6Mhcmhz1rGUpFXBTACN0UJ4JBZuxz7rg3ODdECaAG2mqTDF1fY+Q5aYcMnkhHh76vnFmqr3pcaKwtTI+m9njjYh/N4Rb78X7SPyWXBQ1ARlVl5InC7A1urJfYaw5xaE/FSeBtBaiczhCJCsRIB5uAuMACaKpjvHRjiUv7I357+xAeO2pw7+pFGDdib3MTfb2HbTPNj72Mt7BsruDV6zXWfYt+a/BS9xDu329xfJ7xEQrk9PDiDXhbwS5H3Lu/hzfP97G/2OLcBeKjktCPzbgR1bBBbduJgUUjc0JyqIwQ3W/5e9R7tMOZ+Y8ik5CYWSdEYepc5P3Ker7Z85Qs2dV0/uU2lpvJCLmK2q1sW9NiU6W63Aw4ALmjhXKwNJoE4YAEoaWeoqPzvW/x9NNPCsEaADz99JOiI4byQcm5OzcGmYEfiZY2ZpnJKCA5ljXKpHTkl/demBCJR9xPZZR2rmUOi6h/8TlMRKpVehcQoewqjUccLmruy6oOd9u7a3fjv3dgIySKLTP4UKWC4jHpuCQ4AQLznL5eNrrK2SybMITNeF01lER72NfNAc6WV9/xnUoBQsIL8TAWhCjtmMh0RHDOCJdaqMCTkVEeHvXYY9mfJm+qGyfeLmBKiiTKnyeEz4qxTzIE5maRhIZGGxWQegyEHSQQsjLKhYKMoODqKCTzKHYd1OG6sFaoaJXlNeZKVQCQXLWNzUtPHFcnODpIp+bjH9jDL//quRxMk4NdRfe2psUCazx6+RQAcHZ6C/76T+P/+V9+E7/4q1/G9YvNpJaa9mry99sl0y/NSkiOUj0sN6Hzz/qoDmDCFTlOC7fCDzxyhto6LKoRDz/Y4hd/+3JyShRrqVRwP/noLdxYL7Gotnj8gQHffE0REZBIY1zJew5VIruoxx6PXjnFjXXuYtnahezDoQpKwYgKp/vX4G2Na+Y1vO/yFt96ZY0Xf/OfAjd/Dn/vZ76G09NbmROGJUE0ecFc68zF7N5iYySnHjeZLAGKaL/LPy+/Szm1VUYH91MG9zI5lJSQf11zsGyl555jQFIoIFc+JCVAlZCZuye/K9A52+KwXeH6ah83+iOc4jhEA8cNqmGDdkhG2q7oFTBPwFbCdNl0rcBgKCnyJps8+zKWM3vU+hF7dTCOz91eiugxXSAaPtqxONcWLjBo91WH2haQ44iuyQiTFEFP2bRyrN+/dj36ei9ThimHdcRCj1XZ33ZIZDqdP8e+OcOhDXJpUqrFj3n+nR+FvI7jK+NdOClbs0HXDLh5XuFks49zHOIUx5Lrx7OtPN904z3bakBlPC42Fqd9h+vbK8m4tzXGusVYp/nlOWPdEAw212P0Bv02yO/a5oyqHNu8oHxymn74+FsAQrmpfgv8+otH+MJbH8B5dxVjvUjXKIWcbNT79RrnG4sbFy3eujjEyXiMld8TshxhIK8WcHVuVEnkqzgXtbGoa7LqudPOJmFr9W1GmCT9jkYnifOYu5kc9QW5S0SHkagvI/kp9vfcftEkexbj7B7Qeogm1tH6WYVREEvsp7yTdtYXxuoc9HRlD4S4DwCOjw7wyWc/g089+2l86tlP4/jwQN6xbOwT9ziQ9rCO8jpvd+qRMhY8902uD5RrcuFWolvoMRrLuVLrQjuB55yR8j4ly3OUf5yrcu+wXNLd9u7b910E878PrTYD1m6JRd1lFNVCS49UFHpTJeU0Cc2oHCuPaY0ey2o1XzdKRSfZVtWBCD/theN3V/YA+/5k4u2dI9GZ+32XQqshU9I/FXHRuTwb36Iza4leZvleVVIqQxSjFqIGURqQYBUacjUHU2OOCHP/HAIEa+NbLIyq1QUABqE0yHi7UqjTtkHw/M0l7bOxeHzofy7sJMLyDsqtNjr4zlTgnKnwzPtu4Z9/8xAfen+Pe/Y93ry+xE+9+BT+4Pu/JlGO8rn0xlo/4qA+x9eu34fXn/8C/sKfCeCB/xOAv/m5v41PfOrhAL+M0cSFX8layA6bCJER5bo4XIEUIUmEWKmmnT4gM6Y41wNRCWfk497FdXzhxsN48t4bwL3A868spoQhReSd6+uh+iX8+psfAo4ucP3bP43Ts0v4hzdP8alnHsS1pUE7XAjTKFl8JdLvRzxUv4S9Zrdxx8h640N08HT/Gqwf8ZGD38bn/39v46/8yB+W7z7w2b+LTz93NY5FcshoSBbJfvh8DT3i771v0Zo+cz7ow1h7fstx2XmYKyTAwgSyDQ11I7SNUSpG+hgR04YPyXTKe7Pp/aNJjiqMkserIemlokglOkHdokyqWKvPYTNWsENQZNtFL1GZLirc6+YgU+70uOvPqDyKE2k2JcFKcXZAedPj+tW1OOfGg62ptrh1doDGjjhsLjICq9s5GPQ9tSH/0Wc+gL/+Yz8JFzv91FOPS47ZbMRDoWZKIjQyAmiZ51BhZQ+w8KsE540RCR2ZABLLbRlpZ1Q6rKcKS5vI0fRazSIf8XqmBfC9GW2sxwCBhQ1ztKwG9NslXrqxhL1yjK2rsFf3WLQFlNyPtzU0D6szVPYYN84sNns1bm0WOG0+gMe7b8O5nI17UDBnZ2tULqyDR/ZexRuLR3HzvMKytdiM13C1exU1Ekt3psxHIqJ6CM6we45GfOMlg4N9i+UCWPcGv3T9afzw8ZcyY9v6QBC1iI7b0VhUNjCQr/sWL99Y4IlrZ7i6uBn2gW0xtG0cVxrNlThpNVlNBgn3VngOgBwa2bqVIBS2ZLA1DoOrxfmhHaC8noiBBIHNoeoyToXjXqdmbEyOSqLcIPHYnONDuARMB2tSibKqqNdY9gPIc0IFgWam32H6Eecoyy1UyDXddjlzWxNIyuZqsutnsBFBs/ad9NcVZ00Z1dc6C9sEaQOl9yF/n/QOU0TLHHJF/535zdm7uRGN7aUMShl1Hu6aTN9Vuztad1irQxYmrHVYYR+2KqJq8fCm572utlJfqRQcWnGoxz47MDt3JmxlJAnI4BU29x7DIEJ3lUfOTQ9MKrLAlPVNvL7R8OqrDhssM6EY6l1ZUcbnIhMBDpPKtLSmFxZRNg3rldwTlRNDMhIZq0KgUzHVcBMLJxBC9qEcd32fwWpjMEVlqDTnh88oylfZRpNyCDNyAWzFoBLh7Ua08eBiNINzEIwrZM/Qiju/d3/7Bi4fHaIfKtTW4alHLX751y7wB98/6Vrqvw9ESs5UqDFg2YScr2xMXTokWIpA+oU8d0M35y02ZilRex7kacytitJNPYx0jMheiFBOrq+FX+HS3oAXXnO49fI/xun5If6LVzz+pU9dxv5hK0b9XIQbAD7+/lv4/C99BX/hz/yr8swf/dxP4J5PPJlqDMY6dJq0ZzABIvbJjzyCv/aj/zWMcWjMgKeeeizrv95HciiPgVSpHCdgt/OGB/XGdEIWo9lZ67EH6gBDZq6rrqU5VIvsvSe5y8WBrpUu3UgklI2rj7A0KjMze4v3bse8/i4hrs4ESNjad2gVZJ1KTXJS2Ml9s3w0W6Yk5Pfp7BrrrUXXAFtX4XQ8wOV6gWrYwLgB3cVb6PAW3r70Qaz8XmJEVTJHe+Al0qBYTssxK6MfA5ogU1gXMBo8vL6MyroqKPLWerx8sof7jwz2m43Mmc4t57pgf9g37iPug8uHLX7Ppz+extRbLPypKIxkHM4ihkjKKe+dHENTCFypjHKOdBSudDaUuej6DJnLrR5sK2cSGVdlnAtHE428bn0zfG8ZyHWAA5xdGLzRdnAOeBstrl67iX13MkGVlO8DJDjf/QdnuH52jO+8vYC1wKKp8ODePg6j3NOkW84E1It1I1zMIdzfnmCzNfjOqwOuXKrRNhavPPII7jcvzeaZsj4w01yeufoqvv3ag1hvPNrGoHcGJ2cGOI77zCQIsKsquOUlWDdiiwZnK4vrNx26zqKywMsne7jv2puZUXjaXkEXSYJu5wRtzSZzbLOVa3BX03mbbPvulpDckN1eQ6UFURVlECGuGjY7JSB0meN9V+44n8XfpzwRYfOKg0XJhIksUPspc7LEM7Asd5KVDFKGOwBBwwFJn5L0FOSM0KWxpWUWuSDYpzkys13OxzQGleiacw453bTxNzEuo2ydS1vSjmWO1QRp40dYm9Ku9HjPkRFlz3bA+B7XFXH+nb9zp7a7BuYd2IhTX2A9geUwknbeHGcCNG02l23u0qNLbD8jo4w+rWKyOptm9ZPDUOXQADMQg7hRszwupTRlBlVUuK1x2fsNphGmwdFOmVR3sTDW2AbhoeqCaoOgLO6sG5/PQtxA8qhrr5fAZBFgMw16LLDCOQ4zuKaOujUmRF8WWM3mW+gIEvtg5enhM8KT5yAvPIhJgKKJYfT983mcRqyzsXQ9nn3gZfzM1x/C/ftv4Ow7v4wjc4S/8wtb/P6PX8HRYZcJa6248LB95PBNfMMWsG3bz9ev8vPKhl5DzLcVZwQPfUJZWJhZagLmB0MJqdOe7dr3eOLoJfzYL30Hf+nP/zG55n2f/bv45LP3xXFO0fyyr/e2b6Op8rHsXYvzKjpuZhwxrCvpUOHy0QI/9OkfkHXbmh4u9tmacbIX+6oDqqnRoX/nmtB5w7rR2BGWzplxH3yNcxziEDfD3lSw73fTsshgjPjrPiamyCqLQmvIHBDXlL095Jut8T0G0+Dc7aGza9nPZSSjxjZTxEqlQxsxvI6GvWsqtJXH+aZBUzmstodoDh7Fg+7rqPsLNLfeAgDs7d2D8+YgM2Zp0AsxC5ljsZtlVhTHIpJAKUFWzyzf1I1Y9KfwNkXMj6sTvIojnJxbWNth2SzQHA44tLcmCtZUMU0yUssoXSpphb3ZOaFiPuf4kGgyUqHzUjEso6dlX4GpYWjdKPm9/HvmlFLnkTNVlrOu0Ts0tjWRGs/Oathg/+JtHB4eoG2u4nwFvHXToqqAbuHx5uYKDu31kGtpWzFqtKFcvsv7qpfx2sEBfutbBlcuWThn8KuvPYh/4d4baIcL9PVeVm9Sck7VOO0tohHvPCpr8NtvXUF3bY3j7VtyDSHBW9PCxv9bP+JwvIHnHr+Ef/rrS1w6qrHeAG+9vQUeC+9rbYVaoYM2tsPCrHDFXsfDV5e4fjOs0bYB+mGaoDigwWl1GYtqDeYGch1wrdDoCzU6Q96/MM5HvgRCMFu3Qh+dyVyvzCHM0T5RzrkezkfDHG5WH5ASP9Gxq8sDSf4grDi3y6adgEPVzuZp6jqp1oxSymhXo06k95AmrwMSUqV2PVZVcAJUcW+V52HvQy4865kDwLk9SrXWY5+pb4YxDPfQHAglZD2M3zg5ZzVjsu536UCSaxTUv3Qmczx0y6KlnCflNNfjXiJW+MxMfmjdQVVpsPg+tvb+W2h3Dcw7tJUssit7kLGvrn2Xcg9BKu9BrqOnzplEzMA2oppuaJNynfhZaRQusN5dQNu2QM2oaTKQ5hRbZyphISV8jXCXhV3j1B8lPH/00s+11qbPk7FUCyumhr3OCZvSgKTgZG26LdqJUSfEFSYpu/R2AXm9T2dS+QLJQYlCmp+fN8cZY+9cMjkJhjKHQuwTI1E1ktJUKmhl42FMAgQ9RzRUO3+O5x67jv/vT38V//v/WTK6/sZn/w6ee+7ZZCgYyFzSeGWuwsc+/EH8Zz/2X4UxNQOefOrJDKYzm+ehPMma4ITQO8KaysO4NMKYA/Vu28KtcHkvp0EffGJXpIeZ45cpqKhw1Fxk1wbYk8WqOpCacgCkhE926Kl93LvAHlyWhtD/5xg98dQz+Buf/TvY+hq1GfHUU09Jf8SAmfHQAxByKCBGw2yVat8pYw8AVuZASGN03+UdVORMe4R1hBRAQj8oyFK5DkiuQeWuUp7xjekCk2mMQIuirhUDH8ghFnad5Y3r6KWFE3gajcy5Egil4q6jTQDwytsVrhwZjM5gvb2K9mqPq/YVNOc3gJizut+e4dynvCbNcJnlk+nobfwbI7VleRfOEeXCYBNBmLxvHBMTDa3a9Tjsr+NqdxWv4gjr3mA7VHh+ew8+ds8aNfrJmaCVc51/pen7M2PJLjMUCZ09QF5W6p2iTxvbxfqjwQGjiYaoIEo/lVFdRgpL9AzRMSRF431Kw1P/SwdsZsg2Iee27gc4W+Gwv44P3nMVv/BmVOqrkAf5lVcO8Oj7U791HcBZZE40Sj50+UV885VHcX7hsb9nsL9w+NbwGD5Qf12+08f0mXa4gHEjxnoh585H7n0NL756P5aLsNhev27wM7cewh977AbgQl+W2zNctMfYmnaCdLl3cR0P3vd+nJ577HcGfe/wZvUAHrRfT6kmCLVxt00b0mXGE3yoex5nD30IX3p+i4cfaFBZ4PXNvXhg8Vp23g1okhxXhgJlUzuuBKFVDb2gY9pxhWV/CgA4W17N8o01vJYOSU3m5WCz/UydZ5fTmWtcG1BVdKhoNtq5c4yGrU7F0YbhJErvQ57wxnSZbCxbyZD7TvuIukvpvOb7Db5O5IJ+RI2EhiudfGza+JTP4hitzH6258t3LJ3pTA+YIw0EkrNaj59EkeMcByN/er1OqwASSoHygs6euXSooMOOMlbaKWpmdJbvp2aM+QMAfir++oQq9fg9aXcNzDuwvVMYnoJZM6iyZdCLmHNYYUze06jIrJsDLLdnORwIDSpFU0+lVHvy9YYvc/E2tlORvAQHLCEb2qixPpYB4ab2KcGa8Ad+N88nyD1mjNaQrpzfGdBIqQ9db21urCX3K3oBrR2zqCMV3gE1er/IFFIalhx3eq314dWgF6WXY5ONLd8dqRC9hufMeQt5n3YINcvW7aEww+r7lo05kJp9ksoU56uza3RNLlDHaHTp0iG6tAWQyl9cO25x5blnxSgPLH86chWZ2mwBozZ5vq8mrNLeY5L7wCBALFV0Q9dS25VjosffmQpXFzcnfx+1x1R5dfVcOFg88/QT+NHP/YSMyVNPPY7On0t/hC3R5Ac/86rZTzIhcj/oA57RinVzgNFUODw8wmee+6SUXuAIhX5P0QULv5JIjoMVY4VKUleMnWYQPDWXsI9TcQ6VkSSOIf/VygTnlP2ikmyrMSOcEJKXqPzABAcKI0auiTswRixKw69U3MmqPYkUIdWDk3Vg+smYlYejM4GBcLk9w3qblPflwuDkrMJRdw/qvS2q4w0W52+j2ZyibQ+BCsJkGsY7jU0Jh9XwOevGiZyVsUFyHlBJ06WDAASjw+WIgYfql/BlfAgnZwZXjjzWvcFXbzyIj1/K9Qwq9blTos32kobmh3F1YhA7UwmDuLSyFAGCzChlOeuLZnOhYO2cCzoXuN44doPN2cD3+pNQ47I9xGl1OYNhy/0UvHvUc2ISW6f1o6RuXCwuZfHaB5pXcbD/FEYHjPH1Tm45rKoDHPbXBYKs93A53mzHmzcxDI9gdEDTGLx1q8K3X9/HA08fiKHGa1gf0/YX2LZ7weD1N/Hsk5fxrbe6GM20+Ma3Nnj7A/fhsLkljLl7/Qnqusd5dSw5sdaH/MT3Xd7iJdfg8sGI/f0a/+zr1/DHH38r1y2QIlyBiXyDJ668iV84PcL5qka3AP7JFxf445+5hAf8CepxI++tnSmt2YjD59weyb1IbMTWrW+KgVC70O91cyBIkLSGkpEpkU+shf2W+dUlDFVH08vW+5A33A4rtAjM2o3pQ+mlGUeZZqTPjFKlW2mODGum5du4niuMsu+1XGYTtEoRECDfAB1Vlc1RCSMSQSGfQ92L8lfPk2bppdNHQ5a3aCecCXxnvb5LpwDlmzYIuQ5ZWi+Dtsc5WoMliGag9doBVUXnKqHlyJ9fyho5Vwrd+vud4McY0wL4TwGcA/juPPD/Ddv394j9d7RVGOVwLnOBqCgu7TrDzwNKcTdT5bJsW7RYNwdyUO+7W2A+wZz3lt+rlADWjF6yWZUAaofV5EAUhdt0mRI62EShTWZY5lEET22RjI1RmFl3sWPKuKhIk0RQ44Gi4WplmzXMohFojcPK7If3UF5YHhz6eh3RkXyjGZiGeOlj9KpkSqPBzING34cFsesxKMDtcDGbc8PW+B4Lv8qUWTYy9wLA5eU0MqfJlAQqHO/FtsAaC6wl8Z8Mk9a4UIJHQWU3psMWqUB1GKdR5kccDEieRRq5ktdqcgZdRuLLxkO4PIwB4ImnnsFnP/fj+PHPfRY/+rmfwIeffjwY2VYbuFbYWTUU9/jwAD/07MfxQ5/6OH7o2Y9j//BSppgCOVEDI1S16zNYZBrbxCQ919fsnZh7GQ9EzoVDgpJlc4gR++ZMniMMgDueY6OCc47DNFcmRRA1e7HMn/rRn81BjOcajdwSVs5xnxjQLl/DfE+5rng3IgrYN7JrLlwau43tsuv09Z+89m0AQFMbrDceZ+cO33l7iQu3j017mPctRge49zWMn88lo+XcuwG5o6kzF6ixlc/EqCres6+7DF5ofShVAQT4JAAMo8H1MyUXCwVVj2EJbx98HUolVYGpt0Eva0O/+9z/2SSNQZxO89EPyjUAicV7Zl70c8r3CY6/LZwPzhXNXL2qUk1G9mnhVpP9Q5m6sR3W7aHkJbfDCk8/uMJqFZEsC4+6Njh1h+HsdOPsvphETvwI6wZ84oke/dbBOY/VBthsPH7ljQ+E79k0v/p3tnZY4ZHuZZxHEXi073B01ODF0ysYUcm5L88s9uRye4auGdDUQFN7fOwJj5NbI07MFbmG7Na6GTfivv5F3HvvEsuFwTI6J3/++auze551KzlnPB/XzYHAuqshIVPCM4YJW3WJBAj/BpnW+zbTi+b6ofeWbgK1hM2MVSCy3I+rbE+UBoiWkZNIIM+gYu52ycYGPVqzkcAC5cSoHLzl72wsQ5beKepoZpAUG0byF1ijNZssupxFmWeYcHm9PnN5nusx0PuffWx8TuAG5OeHZpTPtc0xQ/5o5mqO/dz46pYRJ83oBKVjOuib0xQf3TxCqaH38uc9BOX+rwFcAfD/eO9ueft218C8w9qckagVZ27SBj06d4bOnU3KdPAAoHd3AsVBYvMjy6r1Iw6317E/nsx6w+RaKomF4aP/nWtbTJOpacxqTxKjOQu/yuC61o9y4E/6FIWE9vCxaaZKTbKjrwt9tyIQ56j+80NMzDu5Vl+j820yJ0EUmM5brJsDKSIu941/5/OqeBiEQ1KPt5W5phIMIJS/mFG26HVnf+bGUEcCeF1nLvDJDz0oRtePf+6z+NDTj6c+wE4PTqTrpQ+K8rvGFvvbExxurysoppq/TMDn62XipUSqZ0aGX72eNcyU766jHeXnlw87fObZT+K5Z5/FDz37cVw7qtH587CGTD7n4eALClGDXqJJ/CGhBL3m7LuOkOs2l3tXkj71dScRAB6wa7fEqMS4ZkfluMwptgBEkZB3015mVWxbGwEkgtCR95K5eM5jrRUNZ4KSu7FdIpZADpNlrg/RFizVksYmlxtyrZ9C+4GkfC2wFoOMUeUyElq7XmTPxnTi6NmaVsqeNL7HRx8+w+gAa0No7pXXR5wPyzAedQtfGECiuCGVG5HxEsU4/MtnUYnXjgktg7cmlnvyU8Od48CIYDVsUA09PvPIG7DWYHSAc8Ci8fiNt98/NdpnlOMUQQk/+j3Y/94v5mXM3FkU353345pb2QNh6tyldJdKoUTAx5yc7WxxJctd5Hus3VIUU52zpR2rhPHNtVV1ILmM1o94ov06DvYttoPHsvVoGoNf+uY9AouXSPyOeZLor63xyN6rePh9NU7P0r744pf7UJNWld1ZLS/JD/viTIjw/eAHr+P16wbbweCxB4EXXq1EHmgDUSvZbB9cvIBt1KWPFhs89/SAr759LZYrSk690piphg0+/AGHcQyK9pOPhXd4rXoIt7prMrY1tti4FqfbPVy4fek3jd2hCucwI5jMWay2K9Sb08D2qUj4mA+sHeAyvj7qOlEnKh0Jc638W20GkUWMPLItsA5oFeTn2VwrHVaiq5mpYQjMo9m0kTnP1jyKjNt1PZBKflF2NL7HXn+Cw/76pLSQ5Gaq99B91O+1wFrOM4fduiQwRZ+Un/N9Zq+lzCiM7l3P1SSPc/rB7VqDPpZH27zzl+/AZox5BMD/DsBfBHDyDl9/z9pdiOwd1oj7r1XeifWpDtKcR7hBL/TJxP83RU4N/ybXghGlUYiAahfo17VRpA9dfb9dZDuT94nXNGYKf9DvVjbd73VzkJhGlaKlYZRAipKVifei4EWoyLk9SocBlUoTCzwzcmTT30rjgNCNMI4hGiQkO8qAIemOPD/Ca+q6z1huS6UrU97NNov+hWfm5DUre4C6znMQXaUYc+OakOcoaFiZjytGWvz9/qXHtU88gxN7NXhQUcEBEkHUUDKOR+l8oBGj6x8CKVJLAhjdVz3ueowsRsmvTIRLKaK6MR1qm+DHsofieilhSJwrKuw6YpoZTEVZn9sp0OV8UiHb2ACPXm7PUI/hoBqqhTgjdBOjqyjdoZ+xMGs4YzESEj6TH0Pyq11Ne+CF+KsecWouTd8v3r81fWSeHLMyLJqZtxwDDb8foSLx3koutS5b40yFvf4Efd0F2JzZSsQcyJ1Z9FQL3MzmEH+2cm7niCC0wsPyASUzNNsDi9dw8cDD+M1vt7hyyWJ0wBe/dYQPPFphbPZEmdWlVgabSD9KZwzzqTmGZWkFpghkzkdFTKb/limy3kZlfYERwFX/Op584BhffanF4X6IUj3/osFTVxZZH2bnv2ibSBbCfpKwae07wOZwcj3+WsZUc3OKlIe8MZ2wqevx4ntyfAEVjaIjJ0L+hSUYKZ9UIzHK+/Le5dnLcZG8YKuIe9yIR65t8bXvhP3w8L0jfvWrDt9+8EF82F4P34tIEx1B1//yrOvGM3z0get46/olXDny2HQWb70N/MobH8Bn7v1t6eN5dYz98UTWmvWjlB65374Ma69g2Yy4drDCxeYAb28uoWvPs/cdUUnZM77n/upt/L7HXsJPPf8QHrv8Bp7/2m/hxnmL+vjreObJx7G8fC2cl3FNBB0iyLSnj7+DF159FM4By8bhyqUK37pxGT949FJ4T1uhRg9UwGl/P65vDoFFkEUdLpK+YSupsS3GeXTcDFUwntoil9r6MUJWIxpIoby0IR8Y8Tey/jRaaM6g4Xe3aLGtWnRmBpml9rUmmtEtg8ObCpXKHxSjbIcTWENY55pOvRA5giqr8bqrCTpIzlknefdMfdL8EzrqeztDd0CDje3EkJX7mxGlU2eXYxDIZUOaL5UXjpAzW5vcSafHV7P68z7SV3UulGtIf6eUEb+LrTHGfHLm81e996++i+v/EwBfAvD/AvCX3suO3a7djWDeYW1X/iUJTja2k2jAnAIcongJ8qQja6WXnF65c3sksBl+d7kNZUxK1i16zOW5ysPNCKLkCG0vsNicTt+liKYEAznS7qOfKMXWT2F4upUR1TKPohQKC6zRubMsR6jCGCJVCLAaRjNLyJoey/IgIjOo5HNEpaNk3dQH++0aI1+dO5scLCUc56S5JxVNp7C08wcmlXyBeqqDt4oGXDnWrdkET3NU/Hjg3q7vup/0NA5opEA4IYkN+sn6nWu1C0p6je184fY4J6vqYLLm5zzbGpY7RiNXr23ugZ0RFCQDnvfQe2gCw8R2UviZSllyWLhcKYpjpvvF8R2jMr9QRvOARqI/bHQaaEO2hF/znmwJjlWsf29FERIDYdhkbJblPSWi61I0t/PnAtNlFFivaTqU6rFH54NCPPgakiukFLgU+cnh6YSfllBZ/p2G7O2UL73PmW+sldkn978FIMAQ7zkasd16/NPrn8RqeUmgsmUkfuFXQf5ERkxngoKvIdWM9JRNQ8Ek8q9yFhmp1Y4u2Vskc3Gh3xcrj9Nzj1vnoazE5198IHtWBnveEUVoVF7WBkuZw9b0AkPVDJ6lcTjXEpw4/X1lDyZzNbveUGXIHesDFH1jO2HWnOSRIo/MUM7MvTvvy+9Uag05W+GJo5ewXBg4B1jr8bEnLf7ZbzRyflVDj2rIZefce9Vjj2vmNRwfhb594N5zPP3EEi++GlMKog5AR3I5loyY/uEnX8B2NNicX0f/8j/A3/p7v4pf+edfwK3TcC5rR3J2vRtx/+nX8Xsefwtf+crz+F/9G38If+VH/gX8a3/qf4pf/ear4WxU51FIcdkTaOvTD/V486bFE1fexNMPrvDlb3jpl3UjuvVNHG/exF7dYztanG5TbeAS3UFZtm33MDR7GOvFZN7LdyjRSbqNqJSzNDkY9T7Xe6yMdA2+Ts60GGEfbFs8M/xta5JOUJ73lCcbLGcRXkDulJE+qdxA5idqGadh3czhnqYa2Amh4MZ0uGiPJ/nBGsFizZTlm2geIDmhxHEfU5hKZJjI8NtEQsuxJIM1cz01ymZQzmuNqOOY6UhtiVAr9VH5DOlnLtVkrjkfUCHv5Y8PW+deAF+Y+flz79QnY8y/AuBfAfA/997/rtLg3o1g3mHNwsuhBeRCk5AxRhLoYQrXuax2nIYv6k2dvk+yngBLWvk92CZ5koBkoJRKmcCyCoFK5rXB11iZfRyqe0zuU0IjLDLWR3qf9OZfVQfyDlpwAPSIpWLkZW7lXJRCe6hFkJtEpGGNIqMBJkXQeR8K77JwszPFGL2DgNJzPmcUr7CXclaQalVxLDamg61HqVdG1kLd17mm6/PRWcFDV8OoGGna357A+hEn7b3Zfbg+znEonkKur9oM2K8uhCXVWofOn0tU1zZjxvzKQ0zT07Nl+RdxL5RRXW1gaTZATZygvw9ADk9Cr8TIcb2UzCH7Lq8rIdkb04WnMWKsIuEyTm6QqB/HzZn8PtxLhCYNppnklW7MUgqRU8nQ0SIexBYuHPBosDB5PinbAutU+HzmgNd9KiO83lZCJqPlAr/HiK2ztXjTD8/fAAActHu4sbg/Xucm0Vpnq0yRLpvMq0nkQ/rZvE8b5QeQOx3kHVWEai5SxUhZ+Y4A8OFHerx8Y4ErByPuuQw8/8KA/cVH8aHLL0qEcU7+6EbFu2TEJdEOo5dzhp7zNvzd5HDHpCTndfPa4QKL/hS/90MP4osv7KNtPB59EPiFXznDD77/Ei6Pb8CqvV82jaYoeQB614qcoBLPs6YdVqjHDS4Wlyb3pJOQhF5aZhEqq2u2zkU6qLRS7umxbnwvLLKyjgslXcY9wh81adJkT6i5lJI/JsAMn3vsOv7Jly7h2acGVKbCpaMa38FjeBgvhPU8M6bsP+/tTIhC/vCjr+CXX3oAy2rAg5c3eP2tBje3xzhqTkVma5KU7Pw2FbrxDCfnFjdf/wr+3J/6owCA/xihTu/v++QzAEKu6WBTWaWhbcUxfP/4Evaa3ODr/QK9X0iZCwB5zW5UeN/+DXzD3o83bvT4yld/HqubHf7pr7+BTz92FXuXrsDHdX6pOcEbF/sYnMVe06JTZXYAoEYoreZi1HIZ5Uw99hI97tY3sW32cNpeCWeBiibqEhslIgBAduZIBF6thTK6CYRzgmPd2cSeSsQM9Ri65zi/snaQyIQ0K7QzlaCsdB1y3eYY1DXJjT4D2O/G94BJ+hXPld63kQE/5TVuTAeYKUJNP1cjZaQ0Crhu98PzFSGeHoNZ+TWztyafKZ4B9p+1zzVpYHkea1RSqa/p/TYnk3W/qVO8GyPze9TeBPDHZj6/bfTSGNMhRC//mvf+C9+Ljt2u3TUw77BWYcggAyXEq8KIcxzgwu2jsf3sxgBypUJDiHgfMdDAEgDLTLnU+Sq7PMWJ/XKUyFYgBAleq9O9a/l7GEwOfv0Ma5ywhqX3UOQdt9nbqZ6czZK3J89Q8CSJwJi80DmNdTGO4uEBzBuJFUJ0md66CjkbK+eTY1oa/HMCLpv7eJ/kdbW5p1DBOUjxz7/pMhG72oAmOxAcUpRq7nodeS4ja0AQ9L1fZEZSbYIXWIx3OGxMhyXOxNuOOjyvG0PUkAyj9BLrsWfJnJJ1t4TZAZhAR9lnlu45rS6Lwc53tiZn78y8tX6cVXCBVKdtgyU6hMjbxnazUVkh6TBVtl/Tu9jZSC0bI/36/UsnEiFNmlTGmWCwlGyEOpJNh1HZNNysdSshOdGK/Jwjx9lalOahamFj5LZdD7gM4M32oQyGVqNP0H3uvbYSo3+03TsULp8amzoiWKIySmNzbp9bjFj7UD+vUpDzxw5eweu3HsWtlcX7Lm2w2izx/IsOV/fuxV6zxnY8xJXmupq3vG1sl5WR0n1mK5Wd1Kepwskx5P6kB56lLaohMOg+br6GG+/7OCrj0dYjHnn/Pv72ryzxb/3AqxLJI+xyfAfFyqEKhm50MDI6TUcH38m4Ig9fjT3XYlnaietY1pWpMqcY5ZV2gOq/89kNQvmpDYJjpkNgeaackRqpdrpObucc4Npj7uc9DfDhDxzhjbcvcPHK57FZ7+EfvmTxr356D/cvAky5ZBjPxtKkiO99629hb3E/Xr2+xlvf+gX4i338wudH/ODHHwKOgmFDuKfdoSg/9b5z/Ow38hqlHkbSNNjvTRUMkJXfQ7t3Fe2wwqI/xZX25mw/6TgBABjg1FwSmb9vzvD0gyt8/vMv4N//s/+SXPPjn/ssnnv2QdRVL3PSNQPeuLVAWx/ALSzusW9iOZKELKCauBYuFpeEAZrstVatKZ7j2rnCM2gwjRh9IiPEyZAcOJRhZdRRo3HYeP7SMclxkTFiNFblQ+rztTUb9H4h6Uq8p943k7IgfnouaBmoI4OE5jtTYWWSg7q1gTyHpU/0HnSoJmgDOUtkLKqsfI+sWWVoa8O37Ff2PjPOvDKvGwgs9FovkfPRY7a+sh6bXXuj7EP5/7wPwNbMR89/F9rWe//F/wbX/QcALsV/f9fbXQPzDmslc1XpUePGa22PDTpVeD55boLQUHX0lBduV/7YvrsV7mNiHltxOFPpEqUNimGt2NAVAiHPxnbosUCHC+k7hQxho4xQUJHQ9T0F+jWzSucU9oVfibebBt+ABrXZYuFWUspDnqsoz2ETXDI3cHcr+Ho8SCb0bqKUVGRGVBPDtSztMvueWMshWkJfBjRZjUAaz/Qw8lmlkqr7wYjIJEfURHhQVcJt8hIwtRmwcsuUM2qceLz5OxDuRaV3ju2NrJRAhAbanDGQf2f/9XuVHmK9j3Q9ML5/CTXa2E5yRwDIesojnxqyXETuTH5QaWWXRln5d+Ym6n7onDEqwlm0BQkuCqRDWpTlOSPRB0IMUTDjmivvzz7pPsj7qr4PVZuRXlDJ084qnYu8t7kJbyoYP8LHSG4oL7TI4JwlVK78fa6VikKpAJVNO0io2JTrXhtBdJAwT976EcvxDJ983wI//dsP4L4jgyfuX+GrY4dl3eOafxXfGD+Avk45XzTerA/Rtgqj1EvVzkXdWBuwrzvleKlEyWKKgRB8RMeCjEV00rRIUXDrRzx69BZ+7dX78NDlAR94wOGXvjRO9jegnGF01hRAqwBzj/srPlsMexPKM62bA9QF9F4r+3PNRTlE5xo/0/KKCr12fJHt2Nrc8QBQHrWTPUqlXkdAOc4ARCaWUDr2Q0fsHz9+DZ/9/Av4Kz/yL8t3H/ns38Xvee5jU7k6887OVqCI+uGrv4n//Oeu49//s+le/+nf+If4vT/4A3DGilMVBrOIifuXb+Pe/Rz9UGEAIaJL9Xnnz7E1LW7Ye3G5fhO1qfDhJz+Av/5jPwlrHAw8nnzqqYmBQ6ds71uROY8tX8QvFscn42UcL+6/1cbgfNPgfHMMe+zwkA+lZZg7S1llvaovSVLDGXI77UTXRibPzTqO/85SGFGGl7wV/J52ENCxrB3u7IO+X0IhFGMXORZ4dpfvMblelZHimJbP4+/ZWo3GWGv7dJZFGVHyWVD+6ut1iSRGhEtUDc8T5ppLXv2MLAWSYUx5ysYyMrrvGamTCede0O9SXd454xsIe2qOvJF9KHXsDJpstPH+/VMH0xjzAID/DYD/K4BLxgixwpX47/uNMc57/83vVR/uGph3WNMRgvD7KF682vVYxTXC780xjwE5bEJ77jV0EAjeys5c5N5/RRBTRgW0gHCoUo1JVQMJCF5mAOjMRSa8MqWvgIMRnsr3Ezp/02HhE+OZznfYmC6LKjGamhjdIuyxIHfp1jfD+DV76OtYAFvVZEuHSfB43k4BKnOi2JbbswzqRyN9TqkqhRqNXn1Q6kaPIJAgrlwLG9NJXTM2fXCJoa/+1YYtqcszL2KMMNdmkIgf37ksatzhPCg+StjzgF+aVVLkfIsTcwX7baohOon8CtQ2eajLg1TDeznPOl9Fl4UAILkbzEns3Jk4VvjelRpbIMHTAUw85AAEUl0paLCG484pk7eLYgAJscCISyInsZmXnIZG587QDqtZUgedsyhOEZWDzGjCyu/BocVhJJorI1e1GQQmzLxHIFfyCEeUZ6vI6IgKbbVCHZ1Oxg0J4hehvkBSAumAACCRi77qspwaqVtopvKKTaDWZW1Gjh+dL8ihinp+ZN0pwy3kWG9w3/gtfPjhy3CrN/Gdb3wR680hfv36CgePH2PT1ti07aSuGpAiyhZBiWY9wEz+Eo62DWO2aRX8e6aEwIgqU7rKNtatQLSXZoWzC4Oz+gTf+NpX4E5b/M1/NuB/9MkDHB0eSj8kl9On/TNXg7k2A6xx2GApcGyB8NtuUs5GR4u59yiPS+OPBlGA0q6ye5dt7rzRf7PG4RTHUkYpg1JGojGNWrjds4CwvuqqlbW6727hkcs5WePWNRIBD+M0s7Zik3GxgeDmYFFAFo3HVkGVGaGDiaWkqgi5jmP4iQ8/gr/+Yz8JB4OF7fHMU4+JTKBDQXMf7JszeZdLBwd49rnnQvkwIWbLYdeCYjIJKg8D3HdwPhmrxsd9HNd7ZYK3YnRAZYG3Lg5xZf9YnC10lOpxYQ5oqPm8mTX6tezSHAZz+oCuPZzJRNOL/sKUIv1+cn/l5Jtr2tnL61PUMLGhUp+Z5GuqiOSIQFLEWp+7UC402iQ4AAcyjhMx0WIVOAswT3K0S++hgSrEUoVzTq7X526JAjApZ3yuMb2A464NQdFpDdBjkckhjomuqqCfNxdomZMTbCUq6HbNO4PRmdt+57ttv4OsyWsAFgD+vfhTtp9CqIl5MPO396TdNTDvsEaID5XSSgkuZ8IhryOCZaI2G3OldL6K9SNg04bbIhgT9CgyqliblN+gjQd60crDXxsChEdy0ze+z1hXAYRIWJUE0xy8TreFXwnZCq+jV0ngqWabCWw9nhw7AAGqF6OXVVTYqNCQNVJDB+cIcua8pSQFopJEYg8xplFNhPCc8loKOg0t0dEWHv5lQj6bzjPQUarB5n2ce0cxiIrC6IR/ci4DY2/xnrH/nb3IclE4J+IJNGN2WI+myh0ISrHIYa9p/MZoWHGdz5FAlYQe8nmEY1uMWEbDhX/WThRtLNHI5J7jOpH9qSK/E2+4ano/Wj9K3ubcO5atzDHh/JaHNL277KMo6MX60uNm/SiQrTLyxwiFhneJY0YZCu3IuqfjZD64b0/ae1GPGzQxzyvkpY3Ze3O9bk0L1GmsWPpFR9mYi76qDoKTyvUJRlf0QffTmQpbeyAjVDauS71/rKlEUUysneEY/TB+A3/rqzfxI3/6X5N7/NW/+ffxwDMVXjs7xoMHDstYU1XLEMn1VSySnCf+DLadlCEK6QhQedlJ1sy1wQfZN1QLiTof9tfx9IP34+d+/nn8pT//B+W7D33ub+Mzz35Cfuf6aW0v7L8AsqiQbhYucyxmijnyyEy2Jk10GipHEZVJFra3xsme0XDGEgbH9TTnKLBwoZ6okovn/kDV1gtnK3MMdQRJN20gM0rCtrC5EaMZLfl93lv/PqICbFj3PJMvt6fZtXt16NfW12hUPvpgIhFK1aZUCYy4fLSHTz/3KcmfDcznYT/zrKdsHk2Fg811VMNGciVLJAQjV7mD1cnf2mGFdXOADz3zOP7q3/z7qIyDMQ5PPPVoNhfL7RmuLE7xLdvhrVsVmho46Ay+XT+Eh5evBictpmRcPKcDQ3COUtEOC35Oo0Mc87dJHRnVugE0UiZ3FmonWokckX6qtSfIFiT4KPvQmhRImHNY87NAcgfAQqJ35fPmGj9fmF7GjcRs+y6wdW9MFwgFI7JC4PGqP1reSL9M2h/UJQWRpZwWpc5IZ/vcWHHMNdpIOwIpFxd+JWMh91H5mmVLudhJ/ykdwHKemvzstn6E8d8/EUwALwD412c+/5Px838HwEvfyw7cNTC/D1qZ96UPY00VXkIQdzVCH2rTS62kMprCqIimzpYNHfsw7ihiq+EK2iDRwnNOENKDqHqK2gxY9meT72X4frjbKuX0VukC0wDk8NzVn13eKuvHzIALQr/PYK0b06E1eRQxkMV0WY4Rr9H5ltqg188sFRzCi/Xn4r3jOKMKtVILpbyEqRAWpg8DreDmh3sycnq/SFE7NwoxRojAJmIBaxx61woZCRDyTxrfAz4QJei8Nm20lt7hsTicxaAwOblPZrQpr2ZeHLuaQAL1fnMmKJqEjummoay7RClLo2RjWxgKGj4rcDwk6BDHTyv1mgBLIoBjDq8ucyz1XuYYl7+zpqf+XDchVSoMg0x5cMGRxQg+x9e6EbXtcV4d41Z3DUcIDh/rxiy/msYfMC1twXwxwkWtTznaVTVK/qb0l0qPUii0o8ZizGpe6r/ra+ainkAwanXdxUuFIXAxNNgOBmsfmDLHxgI2GOACKee8xZzTMvrGvPGSHId7gGiBXBmbgfkbSNR+sGGc6qHHE+3X8Ys2d5Ovx6Xcj/uBjsLWBNKQtVtKrrpEAIuzKBvDcg5mHP10Pu2KajAPqzwPN2aZwfV4LkoKiZJrOopU7lqNFAAwyeXU98o+i/ekA7Qee3zsyffjr//YT6J3DVq7xYef+SBa06NMK9ERIDYamdzLjz/5IYlAWng88dRTWNg+1ReO8EUt3zRCBUBWy1c7CTVJmhhRLslIqRc7UwYJyJ1whGIDQS7fe9Th937mY5Iy0dk1ENNxmLJyGW8BuIb1xqPfGmwHi+2whyv3HUiOfu36jAU7vFd4JmvTzqFcSvksnBNYTlIleh/WtkXiVOD70TCcRuhyWcoc3xrbbI1PjczcqaXvWxVySj+LMoEOH13bWztvqBdQryMK5tDfnMDba9ej7nugTf0UwkIz1YE0UkJIhFQfWZqp3OuSbhHXB52RPGfpWCqNTOEP4JgiP9sb34fo/Uwrz0COD438XTqedvgDUyfx90Pz3p8A+Inyc2PMR+J//4H3/uvfyz7cNTDvsLbL+0whu1XKMNktB9NkUCkgGl2l189UsxtGDscZyvKtaYWdMVP+Y2L9XA2/2gzCJkiBQPieM3ldpl0RQd6nxPgDRV6EUnzE81h4p8bi/QDgdP8a9ldvA4DACsO75wRD+9sAc1o3B9mBoeeJmygRkAQIy3lzjMP+ejam5YGk32cXw5ocXvHdVmYfrlHKPXTUrBYFbGO6lDOxwxnA+9JoLg9QPT9UwAlboeDfCVPzo+SLAMjgU2UEo8Y2jINN7637p5+nx2nhVln+XxgPK06HMuKXINhJ8VrZgwkhiBAj2BQhrjBOlBLxLEcFT9dXy/oUFUidW8gDVcOj9e/JMEp1UKkAMwItJXBUrb/bQflKg5AEM87kTia9VzSBlzNVBn8s701YH8Di6IG0rK+7MKa+wsKusDL7WLeHkgedza8bMdShL+24ku+EUghd2LczpQro1JhEjNW9RRGe8abr78/eO45LmbMVYHpTgg8AuLo4xVG3xas3F1iPNUbfoWpdYFo1EEis9IP1PAsDyvoR59XxLKJCF0XXRCSa7ZVtg2WIbiE4AZiT+fDRjex7jd3m0cnoVNDQ+8HUAj+XfUWWR+RyVOCYKvoPzBe711FJ5ndzXkpkThZh1+MChwG17JPyjGGtTmdT1GhpVtn+XftOnlcqxWXKgYPFyh6IgVabHlf2K/yeT38c524PjRniGCVI68YsJUJ6u7ZFi+7gCJ989jNZ/3XjHOho9kLViGSuejAa8vxzkq5ZY4WJ2NkaIOszKkUoljuIdSRJ15fW7ONcnxXfXaOgbHCwfPSB6/jpL19CXQPdIhyyv/bqffj9973JIcscuw4VWp77NtW13JVSUkLGSY6U0g6cGF4aCsvGNbLBMhrq6fwgARVlL88egWGawmEaGe9vZ+Bw7JbbMzhbCcPvxnSSykOUFO9Zvnvje2GFDbwcwVkvOpitYEe1tiMXgjNVRsyn+8Omz9YSVSHIIuVYYn+zc9YpB7KtYE1IE5hCj63cR6d66HXEdZyuSw6Tsmmdcc5pkOlmusIAAG9yPftuu327a2DeYY2CB0AGPWqjUdeZsyxXZ+FWqOyIFRJLXKYYKLghkGBfStbKoai9qFox14d0qbwRYkflW3I0VNkFnZwN0OOce6tKDy6v4/f5HWcqgWrqv1FgVDEioYl0dNMK9KY9RDsEmCwjImE8nCSm61IV3CyDbbPxKQlJeKg6VBnVfzigrRgC7N+EWruMlhQCXOcJAckbGg7djShBm6pLeVNmCtHVrR1WEl1iWyAo9zwASKJUXt/7BRYmQFV05JPzQig3x0QfjOKRNaPklWj4Vfne4X0jdIl5eIoQoyS92dV0vkkZHdXkH507w7k9Ejp7vTa0QsUWFJmUMw1AUAIZsVKMnq38HmozTDzYjOKR3IJKAg/SHotgmNsQvW2HFYaqlfzE0kDW3m7dGt+L48dW4zuuE8l9jl56kkdlUUanUA8Y5P9sZAxeVQcSdeTcbrBEXYW+EwZu/Qg4YKwqye2WeVSoB71fyyjx4GvJ/wVSVEb3bde6oWOAz6CsIVOyNjaeefJx/K3P/igqt4UzFo8+/TjW1YB+u8SNixZt5XHYrqDZLEU2Okzy0rXTj++ZOTlMTsYU3iMhWegMApDlaxFlYZvwjMefChGyygTZ9fiTT2XfDfn2Z2k+AOzbU1zHVbQmwbBpyITrrETb51o21oUSzs+0UTrJqVLjpCMtHCvOd+ZMVUYSjY6V38M+TsP3Cv2RCvSIWKt0TGtbIJQxgkJGznBhmyLkphdnKdkvid6gwaDHJEdGRJmmEAyMRLoo7eDj+GGENVaIdvbHlAO65fot8mY10zefrxX4kJ9nJ8YBx4PjXzZ9Ptdmi8YE2cU8Q9hkYLTDBa5019F1V3B27gAYNLXHW28ZvHzv+/GgfTH01fVwVSXyonTmsF/8t4xiauKrCiM6E9I4koGdR7tosG0iB0TpqBBj3jhZFwu3mjglCd/WLTmA0tmfp35UiRzHAagUMizOV2tUCpR6ry3a3BEU+3k43gglslQ5J6ImpF/RuVebISPSoiGXG5nJ2an7XxLvUV5Nor/RmQZAEEgAMkcNx4prWhyFjJCWDLva2TUxiCs0phcE3zbqcTpdqGyl/Hin5nzIJX4v23tdudJ7/5cB/OX39q7z7a6BeYc2DXEkIUltprTQVKpq2048OHKQKkEhkM6Yo8TacBLlU4d5Rv2slMgyYsTrdTmPHgvJ0eP1hLTpa6CiJhSOpTLMdyXUjp42Rk/noqD6XRZYTwzN2gXI6FClXARGA7J5KIxqRlXGKikqcweIRPkKaFaNbREdmoFbaQ8v5olt+H48HDNIYZyfpkoGuh6f8kCQd3MjmqpP9bK0h9CNqBEi6CXjHL33pSOBz+YhQANSjweFPu9DdjoNu5EoYRE5zfpoE3RIHCKoEiFJVG7KmpkAxODlGNF457uwJAojQtw/qIFzeyT30QfbiFB7UdYP2fpMgnDKARwp6kczzfsq85KD0ZDga4Nt0bpQXxAAzqtjHA7XJXqIRSRX4b4uIg/63hpGTSZOKpZ6/9CIH9CgKlg6J9HAWJ6Eheb5XSqLhG7x3YAUURZjK05XhRDB2LSH2fxnc1k8n/NWfod14WpsJ/nKc8Rpeiw4BjQm9P4/OjzEp577tDynHVZ4s7qAtQe4dW5x0Dm8dnaMDx5dZLI8k+s2N2A4bqxXWBY6pyGjIdwT1t/id+5frt+rRw4/+OlPTOS+3isre5AxQgLAvr2YZazVRm6GWFBRDf47B0PmWmIaBkmFnA8M4Vps0mjM9i9SvhwVaO3sS2Q1FYaoBsl4x/FtTZ/l3+nn6T46U6E2W4Hp6VxyIJFXWZ/quWrZW5ZqKeVyiIgOWPklFqZHZy4wIkTtmliHVM+BQGSVAn87pxvzq3XTEcjeL6TPMvcF9LOvOpG1dC4LtDqWhwGAc38Q+xrKaYX52WC5PcOHH17hl766EAV9HIE3Lvbx4IEyQKpkYOk+6/rX2tmix7I2w+TsC2eKnaROpNSXID+5t/S6IhxW1npMDSid88AUkUNoO8/vVjkZNDxTl+phK1ljS/3EmhkWahMdifbdqfz6edp5rtcuz2L+mz63We4lzdBSdx1sOGe5P+UcmVmrcn4jjW9r8jHRJGQ6TUhfU75jVv7ouzAk77Z31+4amHd4Kz0rzlQSdQDSQRAOLptBZUmCQGNSGztsyes8iuBb+bxm1i5BBoeJxzfraxQ6GlZUkm6MqDK6awoX0lvrd2Q0hwdni1UWceH9coiFyxT8MsK2qg4yw11DMPSzhyISLPATpPvK85EfEvpzXTuKkdBSqdM5C2Ec5w7FaDwpRkf9HCA5HxiFHKpWogIC30F+CGsjWxsO2lu/MV2WVJ+86eG+jGLNGf1skuMBTSKQe3K1cVZGAAHIuw0T2LjK1aG3X+Uv5jWzphC6cs/xvVozSukc9o2Kqla+uC5KRRS2DQbVjnEhFLicw3AvKxEp5l7TqLDVKA6TTBGxdXCeVGMWmdZtYzq0djU1DE2KpNSul9qDzOkFgN4sYj3NUfawvk/5L2Gy1o2yf1EB55HErkWCuI3aOaML3iPPmeX7A1Bw4fwdeMyVpC8Ls56MdRkN4/s4UwmR11ybm9ON6YAaOMYNLJp7cf2WQbcweP2kwaXlJdzbhpzlFivYceqYoZHiTJURcOhISxb1K4yEOYjsLgOSToQ1OmhSrvS9BM9fVEmmNUj5adlz1MGgS6iU90tZgfMR9pTykCK2ABRMeYr8YC6dyBFlaPFdKZ+4V09xHA3BxD6u4X4OFgushBzJmSoxAEfHFmsh0gFVmx7nzXEcjxQFl0iUyXMkdSudilTjaxMg57XvozGTR9S0kdRXHaydjzzxnvydMlyi5DSOXY/WVoH91oxZpLl0vtKQziJZJo0VANR2kDOLZ2pf78H6EU+0X0fzocfwxRf2cVZbDIPDt1+v8fHDSuZxRJUZEGXEkecFI1b8XBtFujlUwjSuo/CZnIjM05McfD9KrWPmNDtTKUdmHkEtm95nul+N7yfzoN+BslHLSHkfpW8IjDWW+AAgEUxt5GkDj7JVv/+cEw/AJD+zdOLrfMlSx9D9JVQXSI4ErdMxMi9NQZn1WIY+JYj+nAzTY6RRTFrXmSMLLK+5295du2tg3mFNanohj8YA80oMPyf2n9TVbNkBwHp31UFimFPGVxIcqbRDGd0BkEES9T0yAzQq9syhCu82zWsDYjL3DIFK+b5Udp0J9Nv10E+Ie3R/SkiiPIPv60Z0OAv12QoW0i2CMZblNhR106gclIec/n9WomVGOKXD0qbowJyAQ8pjkMPGABvfFveZktaUY1hCcQCoHNQpREv6QCMzevWpkNFIzuBDxTsEJdNm0Tet6DlTJRIKtd60caavm+tXOV6MOHHuU01MKwpk6luet5u9i4oq8t101B3IvbxWGaLaAKhdj41dSn3NrWlln3F+F34la1FDTWVPx7W7wDqrXzksEgyXJQAkMu9G2e9sJC9hLVLm+rBphw3LjFTRYcV71s2Q6u/NNMqJoQp9G03Is4GCx9Wux9KusPYJjUBq/bKkhSj7KrpXYczgq4CKdlhFAOHDvNOxscBqNvKnn9cOKzTbC4z1AhftcZpXZaRpJUYr3WXU4cFLF3j59Q6vbw2WC+AXfusAP/wM8EDzapZzybHVa4lRbkKtddmMSU5m8fuskVkoYJTxo6kUQUy+R7TsogMyjUHaC3RQEqom8kEZL2VfHaxE8WejmYU82mApRlLvAxxPR6e20dDShpBTRnEJPwUQSZJqKVuin8n6rLIn41ZkxGpXsz7k8Pd1h5XZz6DgJSKA46dbGfld2vXOsya0WuZNO3t4n9JY1zUNy+gdn2+jQ3sXyY3ee9xTy+0ZrBvQ13vCck6ZWWMrkT8xQJsKy20gonu0fgFfxEewt3B49EHgF37lDM8/9AF8pP7NwPxejXJOaEiyXjd5ms/8fsiNapeXV0Fy8mrZbc2IlT3IjC8to4mocj5xAOzKAdTOr5IJVkf6tBNDnNzqXYWAacZwDuOSOBDY6nEj6RQjqiT/TW6wlvKl5GiYQF5VH3S+JB2Su/TXvupSpD2un77u5NwpYfeAitLTiEaeF8vvzr1/Qk9NS7yUKAr9uR77XW10BsP43pYpcf69vd/vZrubsXqHNePTRtEHQ9mcrQQWuCu0L7kUMXrZDiss+1Mc9tcnRWd13gWgPNs+h0dQ8ePzZ5X7+Fnnz9EOK8lzZLMYpa6lzpNIh2BalnNeOm2AMJI7gVR45uKle2nPKq+vxx7tuJrkyREGqCOO+t3SuNnJs2unSrsoBY0RCCDl5WlFVUfGdH+BYFQt/CoZu/HejRlQRSEqxkrs49a0kcY91Stsx1Uo2u7C2LN/WxOiM1rxIUQHQFbHU78X+z43PnyW9SM6f57VOXTeJjZjN4XWAkGR1Z5FvRd48AqEyCeiIjZGz2vXh3k0yhgu5o2Frvks60Oe8JzxscFSovFz0ca5sWBj9FmzLm59LcpeO6wkp5L3rF0v+SfsozZoNaV7g8C26ExgTSaZAxDWvWYbJAlUGbks28TY5/tixAJrMHqjI5Zb02bzk2BhKRqh56n0NgOpRtoGS0UtH0pUjEjs1OzXqjrI+qrHnPtsiGMtkLe4rnS+kf4BgGoIEL5uPMN+ZMAM7z+NPvAe5bp4YPkGHrzP4PR8xPWbI/qtx9deP4py+ULGqkw/SFFVJ9B1PW66z+VZkRm/cFnNROeTvOA9OFYLrLHAOkAbdyhUg6+xcsssUpSNgUJXyDXRkZNHHpJTUyNHdJ/YB+7lBdZyfxoHC78C8zUbFYkEkJ11PFf1vVvTR+MtEYPl6Q8urztrpv0U4q4oG0oiu7n1raHOc7DYoVbNLwABAABJREFUsjXoZZ1ubKcMqRStct6Kk0oMlfJsjHK/FuKh1ObmsnY9uvEsY5DXZ5yWv3ymcSPa4ULmTMvm1C+b/Q6E8/h993g0lUdbeTz4wB5+/teTHgPkRFpcw9oopjOzfB9GKyn9de4p/56ckLG2d1w7cjbfxsDQMknfc1Q/eowqjFnEbbI31Nkn9ytkMZ0G5TPpXG3QS4oQjX0yd/P6lT1IeoLJ5TKQdAP9XDbqcA36bGxSlHzewC7vo+Hrk+8VMk0g50qX2NWS8ZlQWbv0ZX5eRmL1377PypT8t97uRjDvwFbCOfRG5/+155BlMsQjhcCORhx8X3UJsmiTl0jXUNTJ2haBgU9vyq1ppVYhsNsbBdDz5SaHzbo9FEIg7V2e1MtThzGjgDppHQhRkUV/igrA0lTYNldmPZYAsoMQMYdJK8O6TMIctEK/V61IUVxTSR4kyTbKpg3W7B39iDZCb8jyV8J79fX6Og0Zrc2A3rfY+ulWljyneDhmUTZ6Xws2RBI30DOaRXXV+tMKUGKGnIl2q//vu1viiV37y5kxnfpsBbbWmk12oN5uzfFezFPTiqQc1KXCrQ8uk9fpBJCVAeJ3N2YpY6HnhqPvTJyXSKk+RkIu9r/MqaxNgIxJJFqhA3T5i80iQBcZKS4N+aU7y/KSdfkbrYTQaRLepcOeDRAvKsQS8dGOFuVRl//bMsKczwNMgrTrA7uecVhZH+pvlgYGoPKMFZEM30srqDSwdq0RGvYsQ8A5JDQ0K0juE/TYLS8JhIz7vmvz6PI5DgU+mPqW9h4Q1tUn7n8ZJ2cP4fU3t7BV+PJ31u/DM/Z6GvcCzsn+dDgXoim2MspSNk0Go0t7MC9Vs3RzzgkL1WsWqnauRCNjLjDvQzldRgsASPSfkU0AqBU5EZAQGLveSc6m+LmsFySUDSF7S5Mz83I+9fdzuRD2ROdHrMyBQBz1OHXjmcDxd60x5mqvzD5qs81krpRciLl+3JO3O081aiWbVz9KjnT2eZxrRsG1E4fOiTlinLowyHXkdGsUmZyO7nCN2hTp1OWiUC+yM1Yb+KUTG8jl3mOXb+I3XrmCh6+u8fSjNb7wFeCkuQeHY2I61jm5fCcpb6TqIjpYMfpSrmVCiYV1b3NEiDnIrtWlbjKo8W3OozL6r1Nv9NpeYC2IAL6TTse53TMARcA457RRBmqNSJ7TqjMv3r9zZxnxIPfK/ngC60Zsm8SLMWeg6fPSqf28y1k5J6+cCZFUom5YRzVbc/G9MmdgdBqQBOi7bawdS8LJbMxVOa650nF32zu3uxHMO6yNpsmjSMr7BaSSFqWBpJUSvdF4Hb2q2puroSR8VuNVHbzbeYZMrkBln1HoReOJ9SYpPETxj140ekPp6dQHqoaElc9jsz7VsptTUq0b0a1v4uj0lfB7PMn4PGd1v3PjNns/peQk71qKDHCe9Bjvgj9RCeD7s/96rnl9Zgh5BcuJxnBr03xZOIlc6qYPed2/XdHD0jgFYv4llln/+F6duciMJz0OWeTTjTGvJyhILOg8KVCtIita8Z/zLvJ7+l8AQk7B9+zcGZZmNYHF6Ma1SW91GRXmGIujJ0Y+NzbtrQY9Fm4VGJ7jGirL+egxb22Phemxj9NJxJlt4VYSxex9m0VXQ8TzIiAUYu1JrhPOWenpB5JinSki0ajtfSvvxmgk80cZvc0MbJc7V6xXUcHCM8+WwevcShS60oCWGn9q/1UYw1zovUgjrVhz+p0XfoVuDNFIADjHYab48acbz7DcniWEhF7DarwYXdQ5yXOtdj06f47f84E3MI4e297BOeCXv9ahr7sMoi7yqGCU7fx5mA+0O/dBKdOBJO+0rLHGSekoLU84X7rpaEmKIDh05gKH/maIhsX9lUX6ighVXn82EZVQhs4Zp1oe9lUn+4joC0Yd07uGdaeRN3x+WSBeIzb4jnlNWpuMc5ccuyJHC2NT3jM6M1Zmfz6fSzlzS/mro1xlVGhuzifwP28z5yDlGCO+6TrlLIg94rN6v5BnrX2HlT3I0lo2thMEE5DOST0WOiJWym2pjYx5VMM18xoOOofTk1t46Ss/hebiF/Ff/szXcf08EJnpvabZTjkHwVlwPusopnGfGYoRTUPkSCLyciKTSnSPXFtE/DiejDbrfEo6b3T0GUjOzXK/CPy1GNtMxs04sMt8R72eVtVBrp/EvxE5E/oRHTEuGXRZdHLGcSB/i4GN1mwkr3XuurJ/QDRsbTJAqRPq+dXBCeqK4nhVP3J/7IbAal4GnnGyX5SDetf1d9s7t7sRzDusDcWUUOhQ6NGTTME8IkTSgPwA0gc9jdLRVpL/BSRPUG22E6WCkRUgee7K+pN6s9Frn0pnVOKVcjaVHNA5LPpefE65gW+XC+gLBcwhMctpb2PwjF3I87e2lf7wuxp2qqMuzIfj+GijCYhsmwV0jflm+iDTgpRKB72G/NmQFXfHYaEPBR3lzgSqcTJXIfLTyu9kL2XkRivKAKQwc9n0Z6wfpmFjC6zTIRFzTgc0oeSB+lzPe+fPRbHtq06gSSUBT6nUcx50xLA0LAQ6aZy8N/OlUh5SDrvRyrVegyyMLv2ODI5zTKPa01k25vQyajOafK9WZsxrlJkEa0/9HGVfrt0SS7uW79fjJrDGzswfkNcg5bt345kwxxLlwLFe2lVyMsiYb4VNlUpIWYie86FzazUqoPRg6/nj2hJvsoowsDHCNaKSkjDlGtHeeG1klrKEuWVzMsa6EdWwkUjQttmTsd6YDp0/m6QZlPl9Ek1SP7Ud8IFHWpyee9w683jr7R5fuPUhfOroK7kHXTHJ6vGqsRWCJwASYSn3R0nmo/c/I8zlHCzMWta1lMdR47qr0bEkjgKb5nzwdSAGwjqWl0rlfmSsRZZN2aEZSUyEO/NkQWRK3ne3ZhVggSMq9lGtnOeOxKSkakZWIDEPA4CdWct5v8L+SM9Lc1I6JFIN5SlUMIvaa0fHzLo9tAHCTXIhrnHyKrBkBI1twg3LcZU9bwap4zmglqj4qjrIdJG5aNucMk751/sFKpPq3Eqd3DjOT155C3/3p76Kv/Tn/4hce9+P/SQ+/dwDk5It5fPkXDNj9m7vlD+nz0NGLYVRnfdQxpDOxdR7aFTOKq2HALuJcIAI/8Q21aNUZDylnMlZm3PeBHEy6SCEkg9ln7PgRKy17pDKqTmTIxrKCGsZsJD3MW6SYqT7VTrqYOM5NM44K1UZOt14nre2zyH5vtQlbDZ/svfjeu79ApVN95ZzGvMM/rua94B7r1G073GZkt/NdtfAvMOazgNho8dTPDkmKTN6A29j/aA5qChz9GozZFEdLQAHNAK7IWHQFqFkhBZaJW21biUhyta0cFVeYN76UfI4KdzKiE1VCHO+j4bhrNvDrLSC9pBr2MbWtLjVXUO9SHAlEZbRy6oNbL4roT9UdCig5Bo56BN8TxsehJVMkuHpGDB5XuYE6qIOgfJ68d7xPXB5Aq/tzEUklumSdzQSJWT3UcpBCaUiXC4V6x6loPUWrUBqOR4acqeNGSqIY1Rc5Z0jm+i5PRBPJN+DxB+7Isl8jsyZInxgNFoO1OLw5YE52DaDmpXGvc7btSYo0DWC0b3ye1lduREVajVvwnpsUhSeMELmxRBKpGvKtcNK0AZDmw5zMY6FpEJFVWwN64Zszej1qWslUjlqhxWsG2T/aEcCa/71dYqUUt4Qqkl4kX4/wk01AQqfz3cDkBFRlZHGOUi8nnvOvyAtSgNzh5Gt/87/kyGS9+EPlRzjBlRuwBghfzR4+f9R1tm0LMgcAmQfp9hbOGwHi8oCp+c1nn/R4BMfrbKxmThWJpGCfE3ToWXVGmE/2DS7M3O+mSahZVCFhJJY2QNRtsumWUL1nDGqEP4f/iWTuK26ibKn5VZGuEXGUpM71LQDkMZtVi7C5/VD2cjArFlBtSzR5Xy2ygADkKDnvkZttkH+mRaVGbNzzZqSaKSSvaeJSLg++qrLnI86WqMbz6DbKby1GdLZzBx/MbaSnJqLFMtzMAKohSRosC0GUye57CHvz/dL1807kPRYUKYSDl3CwdkO7S0cdTmct3dNSCXwQIWA3NHOgdLw4ViW6BiuHfZlQCDQIpu8M5UYvtsmlSfJjDPOsUlrQ8a+OIczR65KXUhjnuSH6HMOqE1y0onTVDl9rB/RxprgJB+yPpCkCceDmhdC3EeEElri2HO5HF24UNOa9SgBYG9QBmY7la8a6q7P29rFGs22hbVKrlTTsmb8P0kXS5lHHWJaU3RMzhufkAc0MrnXBpOc3lznco/ojNaGum6lPL7b3l27C5G9w5ooY1CJyTNQD/m+FuZxOnWNLx19aM1m1ouX5V5GKB2Tw2l0zin10+unwgJIEVTCM8r+a0+Y9TOEG5h68iT6paI9ALI6bZL/4lPB+wm7qU11/0RhVQeQM4nKvvTUaviWsGsinw9+R0MwgJRbVr7X3PzMvbuGVlk/CkxWN36n8b0I/rLEw642B2nkIUsBPJdzyufujyeTaKA8N0KOtAe1NYGEh95pKudrn+BEpYeUh2b59wSfSwbFULUp/zfOIyHKWiEG8mhzvr9yKCUb4VAVcopzEkVo2BsA9K4VRbE2A9Yu1R3lgb/cnsl9NqbLGAQ1vJDv7UwlNc5IrCQ/8XulUqib9Qm+5UxgdezWN7HXnyQlkvsqypd9nEYo2ijQadm7Ns1JoyNnxRiXkQ8p/K6MuTSeug5afj1h4VoRmIPtcpx3UdHvgp5al+f3zEHmBFaFKjF0KqMVCHvj0cunAICDzuF/8LENbtzc4sRcydZIGSkoHQZANPjRi5wXWRRl9wJrxUqeIsj6HbZIxrZGYvCZ8zVQnUTEznEo15XypDZDFm3a1bJ1Eft56g53fp9jzGsDB8F2cv6MCLJbOzB0VHZOkUxlhxzWQyswbCCSjsWR5vVlVDGNUZIp+nwsI8y6bBEdMKVyzbkgXFDLvMRCXTCFuj7lo0cHUGcukk5hXBa9zObDuOyZIpvhBDXAfpGcRkjL7Iy8N60Q72hdA0CWDlCu86M2dzJ11RqdDT9E0GhnQ4mwWm7PsNefRPh9Ba0PZfB+M2CDZQZVF3goAoJF91/OY3XuMCWEYw+kvbbXn0j+NpuO/jbo0ZpNipYXMqx2CaIq7xHPIcJ698eTbAxJzJQxkSM4NBduJWlVK3sw0aGsTykLGfGdSyiYcs2zb8mxNS9Hl/1pgCH7dCYwLUP/kKiOfaceQ4dS6bigvlzmE2fnh8/nrzUb+U6N7WwwQM5MM//Od9vt290I5h3aJKFZRQa0ABijMsSIyWBb8a6W99CbfS6axu9oCI9ARJG8lVSWxyJiUd6XnjMqt+c4BKKRtjGdQAU1icmuxvuv/F6gordVqPs3pkjmUEWDJSqmcwe0PBusGVplh6E22EiW9E7wCJaa0PdAhLbxsOv9Yjb5XEeIeQ3bnCErdTFViRVYlccGh4XJ5wRQRqkZsEGXERbof/lcQBMkxDxEXS5i1/pRCjQjY25RZV5QrQxkTgObr6fBROO7gPnp5wvMGM3EocKDgnOwRYvRprmkIUjIIGFjpSMnV3zHNC7ch6qsSmkYUKkju6v2nNZmwNp3si5qM+DcHKEzATZshwEWQ2JfrFqJFoW+lGUnCJOdwp6dSRA2XSwcgFzDedtWqa9zTR/0jFQDkNJImaEY77swqzRXKueyjLKWDhZGh8vi2mxkzGXTMkp/nr236l8JM+NnAoWvWthmb8LqCiSyKsIE2b/wb24Uawgr7/UwXsA3uo9jdKEDzzzR4md/+3788cevZ/CwMgeIct9ilBxSZyqMM0q9jg7OybCFX00MQpLUlIgBfb0YaBhD9NqneZmFGkdjVNdh5VrZmjbPn1PXN2bAyu8JmY98rpyAJWlKls83E8Gag3LqPECiCGCBC7+Ptoq5vzYRIy3tOnNcbE1AQJRrUcsO1jClkXEaCelCNHCQM4BRXiDNn4bSl82hSg4ZlqlScpj1OglRThHWvARNiqrOO5Eb9BiKchrtGNmuzQonzT0yFtakWoqcm8qM2Zmin1nWl+a7b02LZ55+Ev/Zj/1XqM0IA48PPf24kvUWpRFTQqx1H/hMeQam+fxaN8l0A+QpRPo6XYaMUfzy2dWwQYWN6Cn6HJIxVjBzMrYzt97ZGsOiiLZjibGqsO9OUm1hq2CvPvBOVMMG6+4yTtsrot/pskhAjCbaqS7GlAWeaTQWSmg0AFVf201KI1HX0k7Q2vUS+bV+hB2VA82PsFWUryY/z2T+sjO3WM9FPfjwWXRc0wmnghgkaeSYZA41n1B0AODN3Zjcd9PuGph3WNNePiAZPqvqQDZ16UGzboSrKiyRylhQ0dbfo0CwPniutraAXSBBaKh0k/IcCJANKeexQwHRTQS7DSxfQMhpG3wtcCqJ6CkIrf6c/eG/DrFA84zi57wNtdziszWxCqMhFgGaU3patQJYm16U0dJjVdbcKz1qIvhszNeJCgAhaUB+KJEMQivPWunSa6GaORQzZanI7+FclUow76u9c+x7UGCdKKB67eiImYbRaUO4nJfD7XXJB7J+TPBXwrGbXAHUfa1tTu7C72jjKeWkhXfvfZtB6jTLpY6wbU0bc00SxHGOYRFgDbRKDjtdnkSTEek54b5tEQysldnHwiTouIVD71q0tk+RBLWOjBuTkWaTMaANGDpdLEYhhCBZQ6nk6dyaDFqrFDDmz23RZqyyogyigTV5jb25fZqN3ZjQA7ymVCrnHDmMkHGs5hiAS8WefaAxrvPWSR4ka4drShmZhCCzL33diYLobI2hCjJqb3MzXNDG8TWVMA5PjX9FVmUrcQI8d/+38E++/hiacYW3Xvg8XnprgZ8+eRuf+eAVHBxfypxVpVFUYUwFyasEGdV7lc8EcmeD/r1BgDvrceGYaRixVu5y4yxB+zTkVe+9zlyE80bJODIC345BlbnGZW6g9MeEsd2YTvY7DbS+6jLILsenHIeyaZm+tBXqGB0k++0cOViDPnsu14+OxhFGzOcGB2cYt0WEODICVhfRfjpDdZP3UQYiDOt1xihaNJIoIwXOjPl3B/KaqZRXcw5gGsvWDXC2zpzQet3wnQkPBpCvl+IMKesL33vU4Pi5Tya2WDOgAnWRIYvcUo4TtjyiQqsNvWK96f1Syq3SuctzqbwmvVMa03McqshYJQ5d60JEdbPoJvKOzq45Q7saehg7om6CPGAfnLe48PtwTYXD7fVEDGYUysaNsGOPvbPXcXHlOMv75ft17kxI9ghZFXg5nW2xVrJzyukws3flXPFL1BjE4aEh/xq6XuoyIZq5iWffBsMypa/oPPO5VkJbd8HAhbSLss2MeCcziH3n+XDb73pgfI9zML+fC6PcNTDvsDZAsSXOHNpsPHi5gak8Wx8oqUumMgCZwrA/nuC0uhwF97vrG2FHwLT8we1a5wPFfu9a9IoFVys2Zf6a9JfU1yYZwBvTwTXT3IEwfg0qm6AlVKL1IVdeM/ee2f9tgo8JHKcgNykjzNaPGR06HQNzELzS61dGYbOcRRoiVXqWGB8zBeCpXGuY4q531wqQ9UFBDwdmfhiWHnpet789SYZHVWFvcxPVEJ67bg4y760k5McDpPct9s2Z9FlqZipCDgc72Qd8V+0k0d545mCIQajGlPmQpaKQGSLKI1yOgeSmFrU3s765UI4GdSKGICtqbQZRzrTB1td72TOtDyzJG0uCnVRAWhuMvJ55yqftFQBIebKo5Hn8Dg//euxD7mQ14rw6xnl1jIVd5esOVoijeH5npZMU5DuLjhJtYPM5mGvawaDXM6MnJXKi3E+MNlAWStTV5Moln8X9swv2vW4OBDjKsZVnjQoJYZEZmTSQNDSVjjFnKnTjGR64OuK3fv3L+Iv/5h+Se/745z6LH/7Epcm4aMWvRChox80ueSzOraiAc16lnI7JnZL8bJfzsNxfcm9olEJS8hgd1U2vwVV1MEGEsGVOU13mJsqQVpHFcI1pJ8hY7OtdMlATXTXoxYgFgI1rBSHCxggsI0IAsKkCVLzVZ+32BEPVYt0cZHKkxnYSISkdmGxzzhQgR3C0ZpM5F+lYgm0l7zSU1MlzuIGoaxgtC60YPrx3xg+gIOOUJ9qI1gaavi4wizp0JjeknakylEYVDUJxDEeHEyOEZSoK/9Xld3QaTdm07kJZWuZZhnsmWTLaRHA250hitF63EYEgbLE5hXWpnI8+Q4lG0/mk1OsWCGcIZenWHmTv2fsW582xzK9e35vFIbposC23Z9g0y5CLWDgy2nEVnDKmxcKvpNxLQEYEE2GrZH45bzpNCABa28g8y7xHp6wujQeE6CmjsOWe1KgaXS6Gz+W/5VxUCDwRQhyoHFtl43e1flamnuh3u9u+u3bXwLxDm8DYVBQuU3qjggskOmvdKowZ8UGZD+dMhc6fx/xKehWjMhehER3OE6OZErpsY1T6Mxgv5pXIzp/D2pRwPaLKWMp25etZP2KBVRblWvm9AC+1yeumlVxrkgBlX+YUpcwwjUI3MxKLWmJlBGyDZUZotIk1D8umo32j7UT5ObdHmfAjrGNkVGSmlUa1fjeHFjXCwc8DNhjY4b5aCRPDyOw2Oq0f0dpNRuQzFmuI48I+1GOM9kTiGWMDVGfRn2K1vIRVlddeJfSUxmVJkpQOfydz2/mz7Pla8aJhqg9wTeJTQiiFbCcaa7uimAAySJ92iOi6pCUMb6hbgQ1vm0S8YI0q0+DT+mA5IcKeOA/8P8sFSI3DSL5RGv3WBxilhiYyT0fWTqSEJ3Nf8CAHI7PCKHmycs84F2vfTaCXNJo3WAb2QOVxnkMb6Fb2nWuMCgEVAL1++yqxYZckTdl6iHsgk10zDrUsf7RwftEwcKbCeXWM1sboDfsZnQi2SvJijviHtTU5zs8d/Aa+4vPOlJFWIM1/IOsK64fRVW2kkbCqZJbV7wgQWbEVJVvDv/MzI3foaGOW18k55RehtqViLbVwWPk9iWKSCfJ2rfGpviPnP0N8ZMq/lciW7qOMGZXtKinBWgEfbCtGjJxdNn1H97eKxkNZN1TPUT32qZ5yES2ux16QDLrJXuQZXCAD2Jc5GLTcA4pUJSI6nKmkZFFwWqUx5ZjxOg3ZLNE1ZQRZ/mbryTuW46tlben4yGCIbpQ6siX/gW7SZx/W3Rw5G42vhdx7SA7Y2zmVeQ4jEcmU+0enXcxdr/c7o55b5I6FQLq3lHOAjXmsjFiv/B7aaoNlfYpqSM65Bj3O/UHmeHOoRDZocrR1cwDsFfMTyWxclYiMYocBpFJyzgQyn1RLt1IEkKOcfXTQ6ajgwqwBs5Q67IJ62+H86usOdpvWFUexHYLhqw0+ji0wjYJqPaTxPSozThj+SzREyN8OjdUCdjnV7rbvvt01MO+wpiNPWkG2GKVIeab0+THz/JZCNBUpd0k4Vgl6a4t8K27A1mxC5MH1cL7CRXscjL1obJBVVDftFdQecAoiGoqDuX3NuKw/jOAaVTqE0S1g4tmioJ8olcBEUOm/U7CeLa5kUQrmNuhSLhIZ0RFRJAiINjDmBFYW/ZuBcmjSBPmsmNcy+lthxNKsJDdrsG0wFtyI0/o4GN2xyLxm+CzvLUqGSUx89J5SSdGHI/u5RYvWVsJmOkQmuLFewLsBxo1yYFg/ivAnYx3HxZpR8hNpvGtYkDYOdPRWjzENelFEq93KDZBgzvq+u6IdGjY8F1HS9+D3rQnjraM7cwYIgMzQ1Mqu9LUoi8MajGLY2grOKy94jCrur95ORurykhgk7P+6OciIhfb6YIyum4NMkaNSr8eE66E2kHyWLVqgik4Kl5cEeqeWDJ8kC2mkA4DzlUSbrBtR26S8l4aI/rd8xq7+aMgar++rTsZd16wEkgHISDPXSBn1qTBm5T+cqfD+w7eyZzPCwGdrWdSNZzJnvI8QOkUjt7Y9TqvL+T2VLAISkU1GioLk/GPEiPXhdBFycRqU5wbZGguHBAzEyAyf5QYr16F2MJbRKe304bnCRsfGYJPMKuU+o3icq6zffC8zlblZqkpEG5RjsDUtXFPJ3iFCQEcidbSohNrOoVoYrR6RWLl3OWE4XoJoivda+T3Uddozsp4Uky4Q1pG+7wKrbL8DCtkRHYI6T1hD8fX4asdbuo9Fa5LB6RBYdFtlFNGZSHRJeD+XObE1P0WpgzDSmUiH6uw8IL/CrnHLIuQxenqKYxzjupxPuwwlIUk0KerJNUL9ScYNjZxl4hxXnzFP/2x5FcttXhJpaVaClNDs4Bx3OiiYgsK1KboRmZptks25wT/Imawd6COqCMO2mSE7R0zIsaT8Oq+OZT65prXOOlQJ3VGzD0iVDvQenUup0H2kcyJc47J1pKHcgGK3jvJ7W+2uMVzKjrnmHTC+x/ap/z7GyN41MO+wFipVFXkYpp9d9DpiNmfEdAjQVOet5H+NCN6xLiqv2outYWVltHNELD+glW+TGC35TN1X9mlSK89b9FjkUQ56YCOUjpEHtkwARu8ghZcoWyYVYqaRNMl1iG2wbVaUvhrCtUublGzNbsf8O13XjPfUh5Tkf/lePLL0iOox0eQ80ie1Hefmkwdk6THemCUIbxOPpLJdmPeqI1chrzBXhIAcSld6RDkO+lDX/VxVB3Amr90IAH29JweFPjAWZp0V8M495fNSdZIvU44TlIKj+i1rFgkKw0iy9akGaaWu5z10zqUucaCNSLYNlpPcpZKxVEcFSmiUGCtmlBIRWkmlB5xjVBJbWD9ODCBnQm6siYd2OdeEgVFZ1EpW8PCGvXiKY4Gtlt737P2iI4BjkSEV4g9hWHNRkASBy8kigKT8ZBGpeKIvVKSKigM96HwX/Yyy/7dz4tSux8qEnFeNKpH7qmXJ6IUeZ3l/xFxWG/7+zFOP429+7m9j64LT7fGnnspqpkpfSqbNKsoaO6LWcEMH2CofszJqzz46VBFqF8cWCXatKf7pxNPjp50lvBZQCl5cAxYO+/7WrNOMY8NxZ/SUkdFk2KT9wueSLEvXatb3LJvey7qsyJxBynss3CqTT7xeIpxqnxD6pxEsghKxyqFrE1KFUOVQhsvN7gWSpFWlXItz1vnzfCyjI87B4tRcwnE17kQQ8PyffI5REZ8pgh6WoJiRbaUTR+sCpWMjrbvA3rqplpks09HI2yFKtA6i8wsZcSvziK0bgQpyVrIlBFA+/iIfvZX64VW2LhOkWIxV5WjhOtOlbJiWBACDaZLTAsnpSkZk5pRCwUqtz3kSaHiV87I1bXT2dWjNKqUn+AQ3hulQ2+BA7sYzOb/57nNyg/fQa3XhV8LQn/Q5l6+HuKfnUr3EwWuDoacJhcpzvEE/YfDWfSSpXo1t4YRJqTKUIXyudpjQabHLaN71+d023+4amHdw055xXeKDm2SLdtZA4GHmTKSNNkq5ogdcwaSAoFSWhgGgyoDcxmtX5vhZjBNlQhdop2dfHwJlFEk3wkBLw1UM8AirosAtmVI5ZnK/+OwlMFEu2uECQxWx+1FxpYJc5iRpCJGGzi7cShgDt82VTLkqvWu3M6qsHyVKQza5vu5wXh1PBH8ool2jrvrJAbnwK1jTZpBfIV9pc+VbIgHRw7w1LVAnBaLMZSzbxob8WCBCXxRj3c75hRUD2MFKhLp0qrCYMg/7XfPL3An93BKSxPHVDo4Bzez3atdLjVlG9XVej6sqiW4JUsBO19ZcbhrhbFTgOf5AOuycseIQYhRC5w/JvZV80Iruyu/hqG5hXK4Acs63BdmP9aN4lAEVnYgRKSpwyXuunEy6CHrsW4km0PlapcdZxjQqayTlohIFxbi87E/D/eN+ZaRqixZLlyj6L9rj2Qg1/9+YPrLW7l4foU7e1KtetlLR1m1UY3aOQ1jr0B0Cn/jUvZmXnWZeOXZlaSKYIFfrKsiIoWrF+NX5cwCyiNBcywy6IpebipkmPptE3QolHQgyqVVORDrpaGTnyJNdCp2b/I3Ge2VGnCPUz91giQ7n8u5kOp+bj7L2pHYgcdw41gu/SnVf+W5mGrETx4Z6HsnBiGIQ1AsNej9db2XuPc+YOUNQ18DW71iylhNOze9oxlJeS0NXztZi3MUoUo5KsqKW+WmMwHKNivMzPi8QMzloQ1LDndkHMpjyLHCocvZqPk9FOOmcGXwt0NQRAfFgbUGO5CO0PZ6L59XxZK0EmKedOEjK6KkmX1tgPclJ1eNI41rzLnBsuIa3po05lovgbFLpAJLv6ROqgDpCmO89nNsjGdvz5liMejrhOS+yVscejQ1ORt5n4VeS+8v1wXvO1YDVzncb9VM60qi/lWVT+H/+W0cneVbua4esBaaR/cYEhI/OTdbOC+4lHaBgSgrfQ0eppxHtd0bg3G2p3TUwvw8aWWLZ0iGQokmdPxOvEzcpbBISuomQwRTepw9eZyrAAX3TiVdul6FQKuZzBqHO+dAwsUzoFKVDtII1Kq/aqIxTGiZz76BJWErPo8b+W1vBuBEmejn1vSTBPpaL0PWSWB9LM1by+6XCzO/rCBdzZQEopU4d/C4IQuNGeUNR+OL3amzRx6yTc3sksBYqFvT8cd4C0+gmV8zV+5a08iuzPzGGy3Wj4cfCGGkDm2GtiH7KZjEKk+IGS1FK9X01rFTysmKEda5czpxSqRU0Hoazh79psD+cyPiVtRQBoBo26IYNzruraa94i85cZIY61x2NqCzHjweet6jNNl8rao+VLH+7GhVRqYtIBTjWi7vRvU8gS4ROWwTFSpOJ6T5wwYlhq8iJ5uSKjG80DBv0omhRebV+FEdWX3eJnKaQKxyf/THUkFs3BwlGZYP32bBWnbvI6rs2CPT+JJiq62426qhlDxmFs++U44Fcwc6cenTYVAo2HWG2ZboATJDBF25fxgsg9D8Rjmgo35wxQmWK7zMgMCPPtYxErHQIFIYna+oyCknYJ99boza4P/luW9MGwwApb3ousqXXxcKtsIzjd9pcyaJnOidP30McqGBtRitOzHdq5VlVux5jRMGMqGIesfp7zCWbjeZEY3tAE0qBxH1FpySjzeJIjRB3ymiuhwzBo6Luegz4PKAoa1HIMY3w0WiIhV9lUZ1djOg6Gsj3Z4qKQ4Xz5ljg2iV3gjjFjXLiIOWZB6d3Ovsa3wvKirJFnqtSYfR99Dhkz/UJkjqYhGLinOt3l1z4eL46X2Fho0FVlPvS/RDHK5KxlfqXG4vsZ+bQMg6n/R4aO+KgPkfnzoLDFEke8T3O7RGscVj7TkoCpbHZylgzl57yrgVQN1us0QEeohtY4yYGWXCcFc7qaiH9pl7JPlEqCsxWEYZljv8o1zemy9icdbqNjlCL08oiu6c2Ptm0rlE6DDg2nCs9N06kSnLYULeeS6m6G638nbe7BuYd1hxSYeeM7Wsu+oJx1oM4t1l2bVB9b2cr1EMv9OP8bEQldbR4rzKP4XaJ0WX0UAs5Fkjf1ffMO+UTPIJJ5xRehJPQ2yYEKeqg08yUnQtQWM12yVaPEWpbLQSSZ92IxvYTpZokMaw1lsFwq3YCC1n5PaywJ4o/+64PV21UsTSCL0geyoOdShaQcqusSdDekqWN8zuCOQ9jBsOrTSCL0P3Sih/7MBddoNGtjQZtZJTfl2haBTjsoWy8ZwmX2nUA7IogldfSyKRRVio0+j6SW8cxisx8NJqtcRmpRvisKki0VLTU56JXe6PLPF4qwCXkSDtM2LhuUs1Ll0U6VtUBDsfr8kw4oKpyo3xy0LoA0XVVhT7Ch3Tkj+8/yZVS0TbJoTb5/UsIu46g9L6NBcEHMTJ1Ppu3VTIiFWvunCzSUeVSebFuRFP1uOkuobPrKCPsBB7OyMg2ksNoWUVnDmWZdqARbULI+V4f2Ja7+gxvm/uw9TWamOOnIdjagaLnJtv3lCEuAOxpwOTKeHJmcK7kvYpIlTW50jc3nmWuffm31mwCEVR8lpaZVPJ1TT1dv7VzZ1jZA4HulvKzjDqWkVbdtFNm4kyi0hzHUyN5KjNOygpl90Uu13flh7MRDi7ro9gDc7D+2zV9dnIcc+eMIhuzyTGy73pxVE+MQrUntjp6FJ0d1gcOCMr08+oYhD2W0fLyXUZ1DlgfeBw2tpNamnUVaiKusBcdIePkbGH0sjSO2Ec91zwv9LVAUVMcrMsYnOjaQC2v0/2gM5R1eufKrzC6x2eNJpW46l2L0RuMY42jxgEeMpdAIAEkjwLnzXmL3rdYjwssq41EeZf9KYwbsW32RGeRfroVKjvi1B2BrulFZEbW81O7VM5G1mjMi9YpSHSq3+6M1I36qf7OiGl5OH43YyNXMPQ5vUHWAMn1igin/u586ShFjGhV9N7kTr25djsUCIDvSZkS/97e7ne13TUw78CmN5c+5DU2XLxGhbfHwUoRXp2voptWCnSe5DZGCGreS3lSdRFoIM9jGNBMvHb63rmBmW9QzU6mGfq0cqqb1G6LylJjUhmCDZaTIvEZ1KKA7nGMCXcso1UU2tYNwipnTZF75FNe33J7FqA2zfEscQyQ6N5736I22yTQigiheNNtSNQXghOTmFWnMLVcyQoJ+dGQncmVGaoQPWDe69QT7jLvOu/NeZ2bXyDkBWmIkFa6tTJD9mOrlA8dXedBMJd/DATSE47LyeLeLJqilR4dYeEY8jv0RmcK4w7Gxip6vL2t5MhihKrz5zsVREJK9UGpC6SzT3rNUxnl+9WmD6VebpMfwtxmzhMjYkAisVriLGOqLZuGPmV9ciHXb2lDrV2JsJqLUCcwOm441nM5iJwP7rdJbmSRq2rhcKO+hst4I9TnVOzQYd/uoba15E/zmRvTBQdKPN0oFzW7qvWjKP40PBsVoWX/9Dq2GLFnz4WMQzv2NMxSpxswxYCoi+z93Ijj+gau+6vYuBZtlcq5bKpI7KbzzE0i9dFyrcyxk/zHuNcXWKecrKLpdR+cTSltgmPKv2VK3tyZEueXxF0sE1CylW7RSt68KJ0uzdWuNlEyFZst+zQgRXpqk0qnEHmiHbP6nNP3rV2PsZoaEXxPOneyZxuHc38gKQqlsyY7H72VlA7tgNglPzp3lhkAepzmiMZC1Nhm5Dn6Gq3wl84DRlkpZwQGXyjxOjdTO/40xF90GKS8YykDE8njrB+FYZdlVrQDY5KzV/SDZGADmsnZn2CRQc42RaSOKKgygqfHU9cp1aQ1Y5UivXNkQ1I7PPaZqB7t3OldCxtzfGVt+lGY1rmOiShYjwtstSN66GHHDcZ6EdFXA7xNe7x2PVrbY+WW2I4NqsoFB4/J2WLDZOWpC85UWFUHmSy3fsTGLifQcz0ncxFFZyqB6Jd5mvy7jHmUISViR5zmGPOaocqxofdIiYapsc0cDFukedcOJt0c5u93t737dtfA/D5qc54jRqDk8yiUeiyyqEIJbyrvRyGiC+ryGp3PRVbVjGURLtuEpUJPTxMjN2QmnH1HZVjvOnBrbHHh91GbIVMamb+wMvuwVTToxhXGil7cpcD89P2ZZzj4NtXuY4J+jJA4W6Me+6xUgJ4LiRjEiFBZt0wb3Qu3wsJUWCGnrGfTBz8NVeaTDDYZGKWBRwM9gxxhyLypbfRqU3gyp3BAi77pdgpTHuT68CgVMx7EZDumsszDgJBnGVtEeLBJBcXLd9qizeB9bIx8tOtbMH7EojmQeaBSo8dI5kkrfMxDUV56ABnToH7HEZVAILWn1yFnLM2ep5Ql/V7hc5XrppU31UcWnt42KbKbQeZg07zEw3ZAg961ISdXQc7IzNe6IRVhH3ss3ZkYQlT6R5Xnqo06KlnOJDInW4eIT+mAKFvpNBtRibe+VJ4b9BLJOGnuCdBpJce2pkVte/S2g1WGaj32aLFCX3eSoxnqh867lbmnwnsOWLmlMIZusJRoDvOsrR9R2TFzZrHfOg976WM02yUHC6LBs0S+rhozYONbnI4H6KozWTcLt5rI1UkkjmvP5jJtAl3ECGtsVp+O635XyyHd+X4qHZ7l3xvfJ1ifSQo0x0HnQpExmWOn87Az2J2aM2kFEycArNGJs40RNu5vHbGcVUbVmcd55h7Tcpk5bawdaeGwNCvA50ZrGSkFlFPG7Es+tWbgJQmbM0GWMp+fsqckv+M4cj5qE+oKn1fHciZY4zCYPDKkuRm0MwtVHrmkQa4dgSSlYU1HWQtmupctRjGSCVVPjqshS/8hUqok6CPkVxtA2qhmPVfKL0KQN1iK84t91PmSW9PCKhRTcjxW4uAJTqh5xnymKU1QKsV67Wzc+2aF/abF9dU+aJPqa6wP5aX6qhMnJA34vXqF11eXMDYV2maDsU598rbKjctYusjCobNrNGbA9c0h6sWA1myCs3F1AwDQL4+wplEbx7V0Esp8eivjwrJI+uzRZX9k7SlDUEOQ+d563uZStiqTz5lDNWG2Lh1Fcn1Eh4W0ieT008i50tGikUEadXPXyPzu210D8w5scweebjq3YMKWpkg2eLhPa1vF6J/yROnI0qo6EKNSb2DrFYwSyaDQAlJv2lpDd2M/GKG6XVSzHIvSa8v33Mep4AdYxsCZCufNIVb2QOr+EZJDgW3hItFAbgzw/hRE2ivIKCZzRjh+2nBk0frSszYXMbY+lT5hZIGscgAmHtHgPYzsoDsMFjbmZI6wsIzcFPlD+qB3vhJDUMYjm5/ca6+FsRzacS1keQ/R4JZ+jT1W9iCUS1EHFpUSnUc5V+OwjIT0dYclbqRnQSl0MwzCJP4ox07GvCgUD+Ssk4RFagWvHVeZx555gtro0Ie2GK7RYNdjxUiUzic0RXRK8o+j9zxllcTIqOuxwAqDuYKtMiaGqs1gVNaNGOqkcNrtiIv2WMa/HAOODwvLM+rnTFCGOxscGxnEzeRKVtl0BHpNB0FhBOim5YQYJmEQJgZ+bzuBgesWYJXT6BIhak2M+pYKByMkpedcyw2dz3nRHk+Ycrk/1rGED6+Hj8+NRgCbRhboWrT6XQDObX4/bbBwvOYIKriOyr1CZAMQ50YbHHTM2TZTxmR+4nnU+XPJySyVNE3Wwnv2VTeBws9F2XgNABwO19Oc1x1gW7SmD/DqiBwoYbZs2lChAVM6OPf9LXEqTnJ0o7OSxFd6zhihnTu7AEi0Tt9zY7tQJ9UFOKomEqtdIgHjvUvjW5ODOWMzRBCAjAhpbiz08wZfw8FmCKm5dxFyvx3jC0TYdNznp20gvYMBljiT+9KJcTvnVNkHfUaUspV/q81WjFyNWpE+IjmAyjmirGMdVYtxEjHmPJT1FvW5ASQ2bmcqWHMIIEQkl3adrT2eAS1WsDYnS7RwqIzHGxf7aA636NqzAC+uu4ygUUgKoyPg8ua1wAJu9/DW5hj3LIJeZPwIbyqp6atlNCO2pfHGupu66Xlj3fS+6mQMrE81ZYX8Z8age6c2V65GyyPRISibqRuZAEUOOcnBuco8z8G2WW5uuC5fH2Gw3lUX77ai3TUw7/AmTFeVVrRzzzOVZzbSULfKUzQnXLdosUDykuvIkiatWFUHkyLkbHMRIvZlEtGJ/eY19C462IxtsPT46r7ws6VZYdmfyefM1XJVJYak7jeQ5ylK7TQqS0hFjlkT0NoKYx1hXjFCULsedZV7viiMda0q3lNTmaf5yb391iTobkmwoMeQnmKywfEAKeeFDJyVd+LJX/k9iWZpz33ZZzGM5EDI2f7IkqrzZPJk+mAIMzJlfTBcCB/mIS1RzeLA4mElnuNCsOtIyWBbXD9+VKKjZSsjDpIfoz4rWwbFQW6Q6PsCKcKTRWqLXFZZ01HJGqpWclqsH6c15wp47mp5CdYFZEEGkVcRGv2u4iQxvcz3Bl3YF1XKX9SR2Ka/wFjn9cXKvG5t8GlFVHKd/RhrctYCzdbrjOOQGVZIUdWylR7jEnmg/64VZ+bEbk0rLMY08hlt4fNLo1eTaAAFJJMyy06JjWg4LmNe98IEhxYhZuX9uO/S2nCyt7hPLcZ52PqMkn9eHWNhgxwPezMvGaKblPZgtDsaErrEk+R1+rS2nE9EZiIjipqsNLb0OuQzeZ3146QurX6OHqc5x5g2/vjTbC8CbD3+bYEVnLGqVMqUPZT3YK5rCb/V9Uq5fhjN5JxJnxTrLtsu5EQ2LgUcmZDNNubh8vs0IDJ5UkTIOB/kKNBGOh0iuryEKOPKYCrrizJqu8IeWmyyOSTKg7Ka7M3lu/Pe2tjU6TW6j86kiFH5t4kDUb3/XBk3QVdUgeBIR94lYhznkjJeO0nF+c4cVjTZ+m+Q+BjoLNbOmnKPc/4A4EpbwXUWb5wfoqm2OLSj8CDI/I6RLCn2n3NyZXGKGxdXcbFd4nxxjKaK8Ny6WGc2PH/hViGFoAbaesDLtw6wdRX2u1NgLzfcNfMvz6bOp7raAMRAJCqM5784mpXMsj7lV7dYZbJZO0g5vrtK0gQOgniujSthzF7ZA9Ff+bxROaq17iX6kU3rw/oRqLGTGI33eKe8S92893Duvc2a9P77NwvzroF5B7a5DRo8X1FIF3mAeR5K2FD75kzqipEcB0BG9KAhIKXhWB5kZRI0m1YYRehHCJROdmffMgICtXktpgemViLKFjzsJOMJ5Cv03GVY+6hAkJBAGotAm3To6MONkMFSmQVyGE0Jl80hkAlWmnmqeTCpOSMEj4owEIQbIcCuEJx6nDj+pVFmjRNltccCDRIxCUlT9Lxrxcv6UYS6bhquqgsml6ySg22z3DBCfDkOjG4TLlMadjpKKAq3GmsN7dqYTpRWrVTreVr41SzD6xwBTzmvem1rBWQX0mCOZAtIDhLtsd5UnRjLOhKnW990oiDz2XQ2aGVNK4kksdrYTsqvrJuDQDDjBlFaWrtCgwt51ly/ufbKsgir6gALkzznDXqp5eq8DYc930U7FcbgdR9sK3tWK76lwsC29XVwXvhEggFAImWUc43v0fhAHIJKKahqzwflOo13hZD/2/uFikolZ1g3nkUFpc2MKpaiWJn94GSISiLnB5iyK+pI2RidQZrJgcotc7EoL8v9rmF6G9MFSDSGrIwNW5JLLtXBQzJutWOr9wuROXMtO59MepbO+QVSXcuy6TUe3l8ZEHHdcBz2+hBtoaziNaOZkr5ouVZji8EkJmwA2XlUOj75XtqZp41SjhUjo9Y4gXGXUWDWW5Q9u0N+lPJWckLVOtKEX3TsaANezkinEDSFgZecThu51665YSNhXYUxMg3naSss3eSQlHb2TZ+ZXHenzRUlW638nY5bfT2Q0nLKchW75EQe6cvXBPMoZbxnZD37KoZPlFM01HQNUJkzk2ShbqXOJP2M5InWj1jYHq+fNGjrA2ybBpeak4x8TdZB7L/MtR3R1Ffw9kUHay6Jc+OBJje0iDIBIM6Xzq5RGY+3z1ocNvdjWW9gjcOxD8/V+k87rMQoFMZnErwh1Uktx7yvQm5/6dDhmnEmEB4xP1uYrQuSrNJJUaJq6rFHF/kEdsopxYLN809zC1g3yF6du7bMv94VXb/bdrd3b5rfbb8rbeJxiU3nBmZlJcrDBMHT3I4rHI43sr8NaIISEDeOVnxIHmF9NBCqNssxowGmy1dM+l5GBKJni9h6beRlxmy8O59PoRGikiF6o6Mmu+BOfd0JzE9/lyyh5TjznUaltI+xzyRCkTEwUwY05tHRmBaYXVRw9fzw3RduFRQjKCGLlN9Vu34yp1u0YkzovpeefM6BHEhwOO7fxGF/Pcx5MT+ca3lOUbqD75B59+OBMIksxHFgW5l9GT89R8EIaVJ0Oq5njok4H9T6X/hVyEebmXe+0wZLeRcNL64Q8n+kzhXrctKL7W8Dz4aCNmYRYgWhUetCKwXOVJLnoednYzoxwKnslIYDr5X7KENFj7uOXvLvGspnfVxXSKVd2PbHE1iMOGnuwfneVazbw2yedT/EsVHIJH5f3sUHI01HwwgDpLOHTgdNVx9qr62ESEwrz4KcYG65DxHgzMhx0eA201Ij+n7v5ImuMKIzF2KA0TCX8RZDYDtZN87baDDnNUUzNsvCcdgOKxlDge+rSNjCrdCNZ1MGaLV3tGyj0dP49LnOa6IMstFo4I9EGOnyMy5bKzQy+OyJQq3WjSYrkf7GnT0xinxaP33VCfJCDFbXox43qMcN2mEl78K/r+wB1s0BVstLcLZGs71AO1zIfRdYY4F1xi46l+c1+DrWm62ytUxDLht7P41ozNXq1EYGxy2dpXbyvdI46GNpnREh17kdLjIYpIxFPCflWiRWd/Y9nL1p/kaktIwyd1YjSBpf1HrcMe8bLLPv1a7HcnuW9Vcch74WHobsbDXTfcYfnktaprI//NHjX2GcnNV6jNkfLU/1+Vp+FwjG+QbL7IwsYbmlTOD48V0J2ee99xYOb9xa4OVbB/jqjQeFibp8N31NhRGV8bi1snjtdB8X2wabsZnUHQeA5ZYIr0XYQ2aDg8WA0Rmcbhe4vjnEVhF/zUF9V34vN/K5N7GVdazLtul3tz7W5i30NwAie/Tv+v7yPPX+4oiNrWT/L5tOF+P5MFfrtETrSP8Q5eltyoPd6c0Y84wx5nPGmN82xpwZY24ZY37NGPO/NMYsvtfPvxvBvMMaFc6tCdjwWuXXAHleg4bMlR4eNr05FljHOpkBilAe+mwlxAmA0MZr7/iugvJ8D+mz8maVgqhkVgNyzx8NAhbHlv7wkCnILYDEeFvWvsuiUupgmMB1oJSDWJdJtxJ6xrIcE8p/5Y11JpasoPJigtLW+0Uq4K7muYTi6WT/uW07UVRMYIAlfFjuo4zSvf4EF+2xwEaTopobmTy8amxTqZJiznXuKMdzY1KdwzIfiBHX7B2NKlPhE1FSuRZLbzphfozKl9BRXYYlyyGGzaKj/Lx8ls4b0UZnuCAnzpgzwPiu1o3oEMowOFQSIS7XL+9NSO2q2p/cUzcyL1qfSofoeSaErIl5XVwPNERO7NV0oCqour4/mYH1HJZrLlMS4+HOOWG/CT+X8S3eXTcZ16rCgFDKI+SVLmTe5nJ5Slp7RryI5nAmRS3K5zkTCULIZoj5CIqQhrAMkk/Mh6Icm1FQCEBaW85UaLYxahwdYhz/GtssSkKyjl1KeIAnps/0v0SSsGk5V0Lxs3GIDiyiDoCwv0WJvU0+UmZYFtBRZ2K9UJtkna1SbnkOxU/3qfuLIOdRTfbnyh5ItF73QZ+TQIroW5OcgZR5rellj0vZq8Lpw/5xXa/9MpwNxTrT8HiN+NH3CAziVTaOZU1K7n2Ic7OWCK1rcjgra27qqLbuU4Ij5tFYfkYFm/ecSwsQxvgit5BGRu9D7uuIKjtvOAcafUO268pOdQEd9dVNoodICCg6o3NI5Jj0GpvLJO2s0449HYXOnmmnzoUyl3iXQ0scmvHefZWXQ6Nhd7YyqKwB4PGWuxcPmbSWtRxwJrDUr9oD7Lc9Xh8bLBsHaz22o83OxFJO8Pf97QmsfR9GB5xvGljrcWXhsvzthQmRa6njGuXcwq+wwCqy4SZ5fjuHHhv1sLk0FuknnebaeVOMdflu79SIOKDDs8IY0zdaWR9zjXKrZMud068n1zpgfI8Dnb9DhOzDAK4A+ByAlxDitT8M4P8M4A8C+GO/w+7dtt01MO/QJvlOcXNqxVwfVkDyEM9FIMSbGxkJa5Mzoer7looNECIMC79CY3JPOPOssqTq+Ex9oJRRFf1utRmEtKRUMgVmOQNpYuvrac1EAClKwhzUCC2hcCxb8LZeYKgWOG2vCFNmX3WzBe4zj5dJ5UAATOjSteBfYCX3E6+yIew0sGKyv6WioOsZMpex9HDmeV2jQGJdFbyrVBBbP4qC29oVahshMLbNyEx0mzNs5gR+6UjQBjQQCUQi/GpiqJRKHpLhtoqMi2ysgWr9iM5eSH6UzrvgGtReT/0+WmHVnuzZSCmSEuK8xWAaYSrU47Hcnom31voxMpjuhmbp/DBtqMl33Yi62qL3C7Qz0HjNcKkV1o3pcsNDMUZqJRgAajvMMvWW73a738tcUgDZvPP7K7MPW+dyqq+6SUkF/o3XMgeTpUSYt701rcCjSweAXrNch2mM7WTc+axsHmKuMSMtOoLmYLPIwe60gJk87Egg1o4rrGyqi5vVLLUHsFW+r3X0UsPg9Bgz0vPdNt1PrsvR5CylcykN2T20MuaRImWMyNipspidWyraNtgWF4tLOIxM3qxFq/cRx6m2vWgzwRCxIk8AZDBctjLHk8gKbaiXpC61GdD78BmNKovA/MlIrEYDcR40bL81KepcqXEGEPbpmM6B2vWJE6BwAku/o9FXj72s2ZIkjs36ADsXJEqZax1laCJKsZPcOO4FXRImQEiTY0Ci+YW8CnPhROnnWmU0ce5MEX3CpDOBzucaPbbqOXSAliWGQoTaZk4viQrOQTaVXqTnXjvfdfQyOB+sOPvYyKa8wRK2GWXfPuC/jZPDfZycd+gHg9EZ/MYrV4AHgPvx8mTe+B6dO4Pz9+KgczhdV1g2FuutwSMHyGp6ZvOl8u3v627iO2/fj/ONxbJxOB+WuFoFpwBJpCxG0RGBnAE65NknY7xE0ZSloHa1LId5xtLT5DrlfVhiS6LzyplaFWu/NoPMyajWSBktzvo2cw5+v8Jjvff/CMA/Kj7+vxljbgD4EWPMU977r32vnn8XInsHN+2lK71SQGIwm8OJ6zwzuc4FwzHA5kYxpGoXFDVCz0rvLQ+6xgcoxIBGFKKFW2WRDfGqI+VjMHo1KS5fGCMlQydhReX7Ex7E3MsSTqIjVXrMOh+IQHROJg8a40JJiP3tiRxeQIJ67PKeUfmVPnubwTX5jsvtGQ4v3kDjAzlA6kPKgeqrLnMM6BzVEhrpUGUwpJIJLyM3cv3kYNCtHVahf9vrIImPPmD1uy7caiJsF26VwYK1c0HqPar54VoSRYVeekwVCz2uZeO1YUxSLsfCB2ihwJT9mH13rr3TgZh9V+VmlMYJgAwalimCCi5M6vTGB2VTP58OHH4/gygi5f5m740qg6rR+CkdTUCQAxqaZtX9CekqoYR6HehxnJMzc03PPyP5OsrKtb/rmgaBtIg/LD5OGCshbhqqnb2zSUZLMFKmSkTp8NCN0Obs+95mc0EoN3OQbtfGusXQ7sV1X8BtlQNxbs1KtNwmCKR22AAJVaGbVrwsQiRuAvUt+4IqWwtlCkfpPGRKBOGu/BFytR17MMFfg5GycAEyPdgW23YP1g3Y60/kDAL0+TfitLmSnQNz+WF6fHidPq/knU3uUKCzQuSJgvcNvpb+vFv50SClQYzF+A1ocN4c52WEBOoY2IkZzVpuE/Sf/7de9VPOOJfNc4VRnGNln2tsscBazvlyjvT/CRfW53pmUM6sbd2H9J207+bGUH9GR7luKe0kzUnpwOTfy7w6ea6Ga8IJFFcMaVSZoSVrHAlFocmxtHzr/DkWWIszDQg1tp+qv4amBl570+PkzGC9AX79pSs4r47T2CgZyKjiA92bqIzH9VvBuBydwZubK+Ea6kMzBGEAcIgTOAdcv2Ww3lp8461DvIYHRV/iGpI5VOtGOz7LKLlGAJWyz/rEy5ChAcRR5ORfjiF1olKuWR/zzQtdMXue0u3omNxgma1nff4xwEHHfnm2v5vI5fdh+1b899L38iF3I5h3WNMJ59rLlkWnCi/7HIsaMIW6aqOrQqIOH6pWonDBeMxzGLgRhUrbhGjgwq2kNMicMBuRSpUssArQBGV88DsAxFPOv43q0LkdLEKUVpsIEPg54TM6vxE2RVv0dxNbbDJSR1Ro3UqMzTJiKNHhGJmkF7R3wVsq8Mt4jWd9s4okC+F6Fk+eGPYqmsBx0IQ67XAhZSxO2ytg7oxmMp2bG2cqqasoUBifInlUqjQMi3N5eP4GjBtw/fhRWRO6aWWrdAro8eZno6kyY7iEnJW5NQKhKgwgAInYQ5Wu2VYJ0jWFTOeHp/4sRRltBgvn/7W3fUQkLohsj1QM6SXdFQ1OjotEMqLHbFUdoIr1XPfdLXE2sWj3XGN0Dx5CZuMQZISGt5HJT5QiOPXOOWFT2TdCQ0UGaaVSRcHmlEs+b4Ol1LzjWAyRiVIrH1lEKX7uYgSGBpKQuSgCMz3Go6nytAAVediaNod8mqkRpNcEDY3gJMrz8fRcM+JX3gMIEbe2CrJ3Y7tQVkSxtPK9ycR8Xh1PiI20w0STTiVonpuU0OD7S38VwQYV7znWxDy1IIevaoWzZDZm0/B5ohN0NJPXz7URVQarJrKkdHI52EQkZpKMAJCVeCllIdkkN21CHXAOExGYqpuJqYEifVBrVTtGdp3N5ef6/GNfKeM37aHUoNbzrHO+df83VZeNqTagyOg9VgWKhORwRDZEZtTk1MrXKMmpuNYIISWCg+OlDbHahFqzc/BHXkP5opnr6awuW4naYb+07jOnQ5RpFoHBvZb34Zxzjhrk3Bcl/JytxjYjk9Nz4kxA4oxNeu4H7j3HzVt7WC6AReNxtjJ4bX0VjyxWk7ND8vkx4v7Dc7zy9hHevGnRNsBXVgc4fvReHOIELde7rYQksq872DEgbB6+usHzryxw/ZZBtwCef/My7DWHB4Zvy3cpU8gmrwn/uJ/z8yMPFmgnPWweqdfyRMsVfabqXNCJvqsZfAvnDuW93kuIdWG1EzrUdU2yqzxnSAroTCVr1fpxJ9Pt70JrjDGfnPn8Ve/9q+90sTFmD8AegH0Anwbw7wJ4BcCX3tNeFu2ugXmHNcJdgfzAAlIdulKxt37E1ibGQX7GaxwifE6xJhLGQ0WlxQYOVe6NVBGHcNPk4VqYdeZJ5/d1zcDS80QadRpCNYBTc0mioXv9Cepxg77ew2lzZdYzTG+kzlF0phLjrjMX4SCmAhJZRicKmjJ0tceR47HLk7rL2NVRpjkF+6I9zhjMapME1cL0GUsdm2YHlXEwKTrhbJ2pgsx/sX6E6EAxD6XGFmsflOIFVhlsRtZBlcO5SpiVMxWMG2DHQCK1qg4yATJnfJf5Wky2F+WhEO4lvIh9q80wga9y7licnWOfOVUKJUD/jTmlfFch/TH53FXqEOShqvcfqdF17a93RUCgIxeKLVIbQJI/ZUbJX9OtrAvWYyGeeu2xZSkPws4HNJkBQkZOQqNEoVOKFMeOUEXJNyxymKhMEkJXm22mLMr4F95y0tEf9tfhTDAstKNjAlMyuYdds6MyDxuA1LHTSgcVmLAf1jKGZSPETedfyX2VMS3KtksRsQDds5nhxu+ftiHiMGFjpIG0Ixo2J38YNSjHJ4/KjJPn6b5zLch4FoYp76Fzqcmgm0WhkHKphGDDjJOaoGTnBBTbKiop3VFGyXXucNanqHBX0emZ8rATfFxHyq0fAZW3x88a32eKpPUh93fl9yQVpPFB4SZUU+eM6YhVOZelU5VNO8z0Z3xn60dUER7cDhfo6738/pEF01WVnC+H528AAFaHB5kiD0QngE/nQ2ODoi5zynlQ+007SpgfzPWhW2sDmdjga8mdtz6lhVCeNOhhrQsOppjvp2WtTkmZILBm9IFyPzD6bX0qpTKqOQjvabNr6ZAgMoJ/1+ef5PIrQ4Z1YHMnSy7PSnh7MGQbqV17qT3HMHRYNMD+wmG1qfAbL+7jgSfbCUsy19fCr3C5vYX97gjnK6DfApUFvvr2NTx39SQfD/bXJbnyoe55vHX0Ebx1E7DWYH/h8PLpJdy/95IYhix7ZH0oMaId9ly3uuyNnh/97F1ncemkLQmWdNmX0tBmZDycLdN1kJ1fCEz1+syjPNZM8oT26rkj5Hxjk6O4crc3MEfnMQzvbVkRF8TwvQC+MPPn/xDAX34Xt/l3Afwl9fsvAfi3vPfT3JT3sN2FyN5hLR3QCfYkURK1gTXbHZtDNTEKCAUCEjSNhoguvC45ELF+XQYfgIKF0LM6rsQ7BhRQSjfOfp69Z9yw+zhNio4PUNV2uMgKcevvy0ZXEQ4xDpRxrq/RBAVhjNOBQA854ba8TrP/ZeQwpaArDBZ6uFuzyRgMtybUEy0Pb8ITaUDpcScMShvateux726hxjZ4Ggua9xLqwrlofI+lWWETWTjnYNeaMEE+V2tuYzpc7N2D7eIQwBSGW8IqAcLBkjGl1wXff0SV5VbpPvFfsrnNeY0XbpWx2m0RcqH6qkt5qCbfTxyTBdaZUkFlu1SuSyi6Xvu6EVrFMjc8mPWeku9iHl5KI6lBL8YPmQgBDSmaKqYCSVaG1wJrEPYF6H2gylUU+yrbR2qOsvFQyjnhTbs8vJmCXzQ9Lt14FllDL4JRgttDp8sm5D8xHUCXDWnHlfxw3ss2Z2QusM5KNQC5A4J7Xju92iHA9mpsJbqjScAymDNhpMV+5Npp0M+uN8oDDbPmeLJfOk9Y5zemvicZlMHhvJVoOGHHes713tSe/7ncTMmD9OMkuqNzFMu0DSAYxBsssaoOMobe0pCjXJxjtNRjosdC5KobRM6KzHRpP5VjrqMvOl+0/J7+F1BoHZH+OaJIf28S3Rz6wBOgnsOzsnaxZrEfYccN7LhBN55BR9yD7LRyfe16WaMCB43zTNZyeZc4N3PjKjDoYl2V/Zc8RmEMD0Y7nVCE8+tnVNGIZxSVzNps2rGtyxOVYz+gQe+TE3IOGk75zlI7ZTRf52GX+7CUUeU+Lj9bYC0OyKv+dRwfWaw2BqMDrl0a8MqrG5y6w9nzgq3z53j4atjbbQMsF8CXvjrg9eH+8NwCdRXKuLXyt4/e9zqsDdbZrZXF11+q8JXt03L/OUKe2vVZSpS8o5Jpc01khnLUzqFbyv1wu7MEoJPW7jxb9Wfl/Zy3KTofz3/C++ccQbv02N/F9iaAT838/NV3ef3fAPA/BPA/BvB/R8A4XXnvu5m3uwbmHdxmBbo6XPUG0nkdGyyzvzFHQQ6TmOTsbC1Ch4oXACnTUXqndCRjjpm07Cf/Rrw8o6lz93cIZUa8reBsLQbLRDEoBAk9ejwcBjQZ9KqMkgCQHFQ+d2uSQcJ76lyf8rk64qmbVvKnEK5wUPIgLfOaLFKEN9S0a2ZzSXU7rS7joj3OKMC1MVOPm8n7N2bA2ne5Aa3XkU+G4sKvRDmhknHeHONk/30h6j0EJwN/9rcnck+OU3i/6fgz74FGajeeoRvPxJDZpUhqiBbvwXsGAz/0k4cFFSnrgwezdMDQyTFnbJRkQZO/u9z7qt9Hrw1t2LLRIGZEie9NZwnLyrTjCp0/z4wblnTZlbvUmh7H7m0cjjeCMhOVOq4/WXdRMex9O++wUoZ4uRcmjpwZBbTM32H/y9xOfs71lM/BVEHX96dhRKeAwLeKciHL7RmW/SmW/SnKpvMGSfRCpZXvyrUl4wIXCV40WUVkiB42qIZQWmPhVkkRmjluBdYLF6JlPrA7U8ZsTRuceWodsw9z45TymRNUlY4ZypjbUe+XBBc0jkvn3a7nT95LKYG7rmUr1xiQcgKBAC0uYYf6uzQ0tRGjx5yOtayfpsrKRzhTidGW5JeTc0IbQdx/dARK/rOO1Jrqtmu4bFyHfN623cNYtxjrNhiUYzII29VNtKub0k+dAqBLl8hncKGvqxto17cSzHbGMa2REZXa25T1vB+dquE+U9QHgIn80HKce7iUzeXZId9X46rHbJfTiU7ErZ+C9bhetCN6Ag/3OWlcqRNpZwOdG7vWN6O1+pnWjfhDj30dr705YvQGzhksuwq/+PV7pnqLYlRvhxXu627i7DzWpG48mtbijYt9gU0DkHJzvI66wtXhNTz3WMjH3F84LBcGv/HCIuT4Kmc6iav4TM5/cGpZcQot/GqCuKJhy3slXWJ+PHnGzX32bpqOmIpTtFjXrYpSUq5pB8mAJu0nVV6Fe260u9m3v8dt673/4szPO8JjAcB7/03v/T/x3v+49/7PAfgvAPwjY8wz38tO3zUw77BGoTWtMzi/yXSyM73ALCyrDzMevI0PcMxTHOPG4n5sbICRUHCEaEdS0MtGBVV7D4F04EvETxkI5UZ3sNiYDhsbDJ3OnaFzZ+irDmfLqyGXxo1ZQr82hLLD24e8gqvbV+XAmxNI/G47rLDXn4TSIWr502tblgeReYnPYd5qqdxwvOdysmjQiqIihCTJOZDl3yAozDR65wwUfl/nk1IYC9R16LFY3RClusKIpQn9X/v0nhSkVJRKZkE5HHyqFVrOexjbCxz21yefs829B/sVar0FhXyu/mAGEwYmigDvw5/ysA+Mg9us5p3u5z7CGM15r3u/yBg0y7Ep/78xnRiHOiqov6sjooR1VRjFULJwmSeekB72l3VBS6+v5DrR8Hf5gdr44IVmVJOtdEqV8obvQYNLG2J8NtfOxKOPfM/qnLZyT1sfUAxU+jk+fMZk/DGNoDhUUiNx3RzI3jfKq8+9WtY1JCEE21wkhqgO/ZP1KUbAFv0pltszGWuSApVN8mYBLPtTgT7SGaj3C/dJuT/KPoYnpaht2cexmJ/w7zSyo4lTdF/KvTyRGSqyZeF2RvH5fJGfM3JOO27mvjPn3KTBsMAaG9NJhMv6IjfWVhNnZ9l0BC/JeT0nof4mc8NuZ0CXPxqtpO/rYFFhDGu4PURf7wlPAHNKjVNrGhYrv4fV3j3YdJflfC5rG9euR705Q705QzVsxAAmnLiEeGqHI3WIdrjII6QzNZG1jM3+Vjof9RqJ5DxaZmnZSei0dhzxu9ohoI0iNmGfLkrn6Gb9mCFh+C6s3UkHHXUujUICkqOhdKbID0K0rIzCtuMKH3vC462b4blPPWrxwrcuJgSHpUF2iBO8/30mQmQ9Hn9/hS98xScnjEuOB+vH3DngRzziv4628TjfWBwfBFjnW+7eiTzWY1s6XuYao73asM3GGSmaWOpNWm/VKLW5PZqlRxT6hp4brcsKWoOr7jZ1sMXJF/U1yuP/jrQfA9AA+FPfy4fcNTDvwKahSNzsWpnU3nXdKIRLuA2QlB7rRxHqFJqasVLuhRS50AxhLJ6uN3xp9JWHSHnf5PGcKgm63EE99tjrTzKPvozHjCd/fwwRNAo3HTmVe7peogvsDxsjSit7kF0jcLs4J2VUUJNBzDUaBIw88Vnv1MgKqo3JEJkMzIJkxZ0z4oaqDfmSQ492dRPL7ZmshTbmfHJ8Ss8+FTo91qUAz6DFpoJ1g1xL5ULno/G9dbSoXMPWBaIjob4vjJLJ/zE1TvQ7WB/zM4tIMKMxpcLLQ681GzEI2ARKyrUb7ylKjTK4dO6MdrLoOdJjovvcmk1GDsXDlbk7cwc26/rtigyykUhKfqgYmWBwivNoR7SNfawwCqxNFz6fzEGEfuvxnruf9YEZcN2EPPKxXkyM113wPCoJrdlMFN0NljjHofzubfL+63sssBYnUG0G9K6deL610Uwlo3RoACFisG33ZL1VwyYYeXFe83taGaOSYZvymPu0LFZeIYfx02DfmC5TevX3tYEEYCKLdE5mWQSd+WlkcKwwiuEGFNH7Yu3o/F4ylet+McI6xxqp2xz8tlTmtcN1uT0LZ8esYyJ3iA5Vi4P125EAR5VWiWeC7i+dOzonlWNg47hw/ZaOABppeg/uIsNiGspg28xZUo89nK1kPQNJ2T5p78VFeyxzBCSZa5FyW82wRbu6CUb/Uow6NxiF8btQrDWCicZ8InlyotjPySFeo+di7m/iTFMw79LBUI89jjdvCgmUfpY+X4g2mIPz6kYoJZ0TrenRmo2cCb1fYGX2ZUw5foSO0hGtI8jihEG4V8YWH3WLT+19GQBw/8EZHjy+wPGlFj/7ncclj7PMSaZ8+MT9L2O79egHg8p6jKPH8+ePZik/QlajWj1uUI8b/MD7XscwGjx46QKP3O/wz756OWcYn0EKzDVtBEvVAOUMKJ2dc23OkVgSn0n/sZ04CnT0Ujv3gbzuL9EnjGZmhipmUhWQYNLvpLd5D4zuvf35HdbB3NV4mFz+ntw9trskP3dwK4VwdphiyqxG4eZMhfPmWDZqmWheY4seqT6hNQ6n1WXU1VbuTda0wSaWRcmJ8LUczLyn7oM2AAFkpTl008xsWjgAKb+i6jfROB5wtryKldkXw4rXrZsDEaJVPNhgcyrxsp5lONxdJswoPEJNwPDXWhVOl2uL+nN8po6IWJPYzChgrR+xRCD8SeUkcniP5KrEudHGSs18QqvIfMx07FgbcGj3YMcexoW6l1V8boMeztoiqlzBxvpSVGAyyNXMITNHZsOcsZU9wOF4HdaNaGyfJdQngZ0iOuvmQBhY2Z/s2cV76txW7eXOPJV+DOyurCVbRG0cqiyxX89nhTGwCgLT/DTkTo4GfYgeRHbXBRLzMOy0hAyQ8mnIglrZlCuoI3xkK5U8P9NlrNF89zLSdtpcmWWwtD44mlq3QosVmrpLrLvRqdBjEebIJCIOTbg0opL1SaMFSLBU1tQUYzySQcg8IXdY1GOPbRPYcZfmLFPKyr2h7xHmIhbFJlM0AhSSUZ65sa/HjThQKIPESEOFPZvKGemWRzZS//SaY4kBREZh64YAKbN95jwrjTqO563umshdh0RuNVahf7XJozs6pw4ARjo9IoPwqjqYGOfaYZjlZbImb6GAM+pDQ5jsi7sYUjU0Vcv4Gv1EpnBeNHnQiErOHP6/dKJpQh7uxXZYYenPJP+Z96N81uOvz04xVvoLVNsV+u4SxnqRHLqKzITrbOFWMvasx2z9iM6dYVUdZHKJz9Pvbf0oRmAm64rf9TuPtgvrNsr/YXEYaqkOK6BNaypzuKmzGwhy9tBWMG4dzgUpvTJm+Ysb24lyWLsetgrOgdaspO7sBPZqevSE+CNFjzR83pmcCJAM0ECK2nI+9Xvo8WStWetHYUy1cRxcM18DduFXgGIetSYwbZcOCr6X3k9lE5SJSfJgWUL7/Qg7jsJszHGkE4TOtNr1qIcw7h99+AwXQwvbv4qrw9fxxc93OHj0O/jg0x9Gd3g1K4NCpFWNLX7f0zfwW69fxrXDDX7oYzV+5asVnv5kJbLeVTmySe+lY38dVw7uxXnf4qjb4uhgiW9ePISH995AY5IzxJkKq+ZA0mCAWMfc99l7aZQLgHRuq5rMmp1eEFEkOZxzBumIr9qHrEG+NUHfK7+XIq0BGTSYRpwfad0H9v8hMvkD00gxmePfTVDgTmvGmGve+zdm/vRvx39/6Xv5/LsG5vdByxhjYwkKMiPWSvFrhxUWm1MAwElzT6Z8EiaRG6m6sHbOapnBINUBEQRAgBny63Mbu3zWBJ8f1filotEGCubQsQ85mQhwoOX2DHRE6YgmEEo6ADmpEd+R/d6aINhbJWznmrAPIs8dkr8rzyAAIUgAkjFCw3ZEKATsbAU7Fg4DJK8fx4RzUTZ9SLEwPT3HZUQACAbM291DuBrHjvAqPs8iMIfqw4CCWg7teLDb4hDWykIak1oikKJs1PmaC0Zbg961orByLFb2ICkHt/HYUWliNKCvumQ0F44Otiy3J84PvZ/l2BPexe/q63Qro+mt2Qi779a0qG3ImXM+V/JLGBwZlHe96wIrnOJYjZVL/UOKps9BiDZYzh6OWYRgm3J15LPKSemMjUnlRMr9zM9orG1sLB/hk1HCdxx8jX13EtabneaKcW1ctMcTxtFdTUP7AIhjhJBrXn9uj9DaFfp6LyvTQkOX700FpzTICNU/r44zeaL/ToWPhlIgGApzJjJR0eKXe3yBdYCyupDnPKDJEAo0ZnQ5Ju5PIB3kZd/5Pe5zHcmkV1/XngNStJ5rrndtQD3w76o8AQ356dwkZlr5zI1YujOcNPegw7nMzxYtOn8mUQ5G6oQBHciYQDP5rtbIYnMaUBvtgFvdtaw/nYuOVxzKe5WOUOMD5LQaNti0h4kJ3ST0DpVlRiI3toNrKuEvoENNO1QnUU5Gt8yYIR7oUArKbq6Ys21MF0oEYcRmcYjl6gaAgLpY+07GnPfUEWa+8/nRAzhw34EZtjhYv40b3fumzt9Yp5hrcmFXWJl9ken12ONgcx1vLx7AwqQI48Q5QUeDnzryrB+zdaDJ/uqxFxSSMykv1So5ChMM5r3+JDNgKpNYlfnvLlmi5YzeJ9ak/PMMzSTnu5Vzis5256cyi3uXdUrp7KejZbAtahNk6aP1C/jCrQ/hta89jx/5038UAPD/Z+/Po21Z7vMw7Kvq3r33PsM9943AA0CAAAE8cJAokiApyZZlx46kRHLiIbHj2PGSlxVPsRXbcZYVOytSJtsrcZzESqKleJQjiaAiLmdJsuWIUmQNsWVTlEXIpkiCFAeQeHgP79137z3D3rt3d1X+qP5+9VV17/MeRZC6iG7dddc5Zw/dVdVVv/oN3+/7/U4Av+9zfxCf/ewLxbnLsa3DDpdNg/74Ig63j/ATP/bDuHm8xR/+c3f4W77pAg8uM1mQynAyEp8dHuODFzf4iXce4Kr5Cr7ykz+GL/ylFt/6wS/hU69/E64uz20OAhora0bnnI5T15jqP5DyWEstOc4Gc0xos3SEE1FUnjHKAqsO59KxWbJ1A5NeOjHz08gMSGdZXT4tOUy+5iCyv9s59xKA/xjAF5HqXv56AH8rgD8L4Pf9Yt78uYH5jDXLx6g3cEXR7uNoEQc9JO39SRFNnrv0Wu3ZM2KMCrpl7y+wigJpU/dxqvUo5BfFZ6YoX+1hV4r4JYhsPcahWcP7cYoEHNA2nRnLQBml5HcsQuIao8hnpG2/usBdd2X3mBkYMStZrRtmAo1/sxwFn8vom0V8PqGgPAB5gJ2C09bt6LpCabUDQuaACjkVdyqzA1Z4Z/sRmxsSytTzpR7Fo+vgmyzQa9KawnBzHTo5uDzKdURlSCnJtZSLwrII+WO5GRqMXD8pau6tvIv2n9GaYt7F0cFaXrwvFUZ6Y/eri0yJXilIWfkujTRlv+RPVbx3zYWtDS3Zs6QkayNEVZ1HXdNbHS+On46Ys8NjAElh0DqA7Hsf18aMSBZJ7oVT5Xi0WRTSLUcG7HPTc2D+Ym2Q23MXRcHHcZHESr3uS/OjjaVm9LOEy/F+23iLXXOBle8xxFw8/T7DfslZwYhdH9elJx1zQ0sZupeKntd1VGl4+DhiO97gtrkqn+UUJTi4TYG8IDpk6VkqOoLrn+smlxcpLRgakgrZzcyaqQyORqQLpVIckgGpVukRnUVduea38baISNXrsht22K8usA675HgSh4xep24sobQ6jOi6S3PsjGhyNE4g24qKAIDD9gXQDRemmsXHZn5mwm0Lw88i2HE0R80K/VTrOBQRSzoxCK+3FILpM6l+ZZrtnb/I5Day7gmZbEMPv8nrYI/03T7meqOG6JG+Pulewer8DqvDNZohw1+LqM9knLKskY+pdAQV7/O7d+DCgMt2i9vmqohms6TPUqNMr8uswSUj+YjOnKftmCPepdO4sWgnkDgEaiSNrc1JJtHhobqOnhG8HwDcrq5miCf2wWO0SH+Az06YJu9BH6eSO8L8XDzncZzVqub9Xzm/xY8dNsV9I1whL9Sx1449LsdH+MbXHuL7/9RP4Lf/47/Ovve9n/sefOdnPzsbLzA5yUNyPn8s/jjeOfvl+NHP/2X8tt/yt9nnf+/nvg/f9h2/cjHKq2NS3cBkmi+NTDqpTxn6HiP62KF1x1KmLOhJhWwWRxYdzQDMsDUdyYk8riKUPLv1zBqwAtyyw+6+FgIwjl9dTOsvECL7OQC/GcA/jFTq5ADgRwD8TwH8zhjjsvL/VWrPDcxnrA1obVPxEA6uMViKRisBmJcPSNBLQi+AUgmf1ZSa6rap14jwV9YSo/FRew+JfyfEsYYD0aNXN/NyOdj1rlcvWu4kW99siwOIB4gqUEpstLTpVTHTkiwbpDyVU8rKydyzMBSsu4WghtQvWzAy+QwZZeXYFWaX719GUTTnxHJoo0CFMBb1mghbPa66HIWFQvt8Sdftymdr+b9hRIvswFjKs1uht/lIHue1zXnfbOdzOz2Tjd8XMBW2JQOGkRaLOiAfVKqwqbJbs9D6yJplJcuhHv6jT4ZDWTuwMsZpbMna0TWpilVAgqnXhoc+d/5u+8vl/aX9UycRkCNqm/7aSD7qObb7VYbewW3RNhNkcdpTNEwNTioMoHwG6oTQ/hJmbHnJHji4Ta4nGjNLHwmreE3vSueY5req8g3My0CwHzYubOBbzt/EmipzY154J+Q+qnBNv4+uzJ1rMBawzlXs0WONPk5Rvcrx0g079O3W6heObTeLxvHzTGdQma1tacwtjram1KArnpHLjooDNiar6/qt6fl5cwBxTi0iPK1DKm80GkMsi6KzL4yYl8/IW2Rba73S6aLrAUg5qw3SuebDiC1uLGprZEjcC7IngkspAatDikJu94/Rn2do/M5fmIHAFA+bZzqXuiv4MBRkUOpAAoAeCU63cqXsJuJmNxnGHLvJA5mnJYcD4dTDpjNoPp8fgAJ1sYtnyeh3Y5GXyxxDoFS2A7zBgxnxf3L+Gh74Bi6MpqTvcIZzJ3JHYMDFM53G0IQB2/1jXJ+/ICkfGVHAPi0xFp8yVMgHQKeEOpQMTjk5QFpZRzoPQInS4HPg3GhplJXri3OCa5P5xUu6RYtjgmeGnD7E/dc4cXRXTPv8aagTdCbrfBgAD3yoewNnq+USIURlsD6wnj+vdO+ga0tL5C6cWwSX91ZnR4seY7tGOx7wLRdfwE/4OTS+1h9U/6jnuzba+FPP5fsaz1teZ5z00VXl+KDcUEj3rXtQwPcBFFFNlTfcD0rcxftr6kWdUgMA8YR++Ky2GOP3Avjev1b3f25gPoONChDzAOEze1cNHatf0zwTbbqRgCwkgeyFTwIgL4klb1P2Os8PaP1MzeJWt6y0j7huXrBEft5z5y+y5zvkMS4phfy9zt0xeNhU+oQQznXcyYFbGhA1tf0StIOHRDGeyXDOkbDS8GVkVT2j6l2uiTcU3sGDjsWZ9X71Acz36tzS2jha8gzW/UVA4amvPdzqlVenB5CiSFYLEk3RTzUI7XphhG9SbolR1iu8rjoM2J8iL2+6Fg/5ev1qNHJp7OrdHmKbype4XGdV4eT8TmFgwltkjAq4wUblPowscQ3d+gc2Ru1f6akt85jeq3GudD3T6KvLGdB77kNy+CjB0RBbdG6uUGhuHSMqZrBPOd5KjFRHYliSx4tCZobRwvjqSDub5nsaHJDPv8kyow19Vv5QGkb6DHVP1iVxgATV7HCwSLvuB15PoykuyL10Hy6NpYKf1bmvLGCvczL4DtvxxqDihTPpHsZMjpXySmHJ6b8v1vfKSUTOBUOFBNdY7u1S5IrjzSU8/Kw2Z12wvRkOOL97B7dnLyUEgiAALMIqREt8Pl/ZfhQvNG9idbwzgrHBd0V+Z76vR+042rlz+HXeC0O7YOBPMoKGH41wwnvJoAkAiJgZs/X5zfXXDAe0xztchhG78/Ni/rheudYBrvsOx0aMoFjKONsPojgnwyx9Zt9dpvxg9NjHNJ6dP8fa7Q3yazwM8rwajNhtHuLy+ks2B9wP90Uv+ZzqnFpgkkPTerttrswJps44In9Yx1KNOZ3XOrLWugH7kBwtRuxis9Is9lcdgXpeqBwjIdjG74t1CEz57OJIuO5ezKz405b0ccTg5siDb/uWr8e/8/v/kD3rb3r963O/6DBlTWOJsD/c7FG3Pq6L6J069eikXQ8HXN6+hZe7d+cTAVhKi84pZU/tCFQdreYNaeQZco7rVue5D7G1c6KW0xp1PsfTVMYIOc+SOcB8Zjxj7NpYzXSBWr+t33c4LU+ft3l7bmA+Y62g2yfW3yWvvDYm+tv34rIio+/DJe9n5w4m7OoDj/fNXvBlZVYFASEKepCp8aBGiPYFyPmAB2xyUflJUbpevYhtuDFvICnl7RrSZoQ1lTKePHaptaHHockeXUAMOyb/V56q4LOiQEPKyBbaXC9vqY3SH1WW9H02NbzMWzcZOfClQpsiRl3hvdWISCOHJJvm2jKqsg+b4pA0UpxK+T4iQ6/serLuqCCzaSSz9gYqmUM79lgd79D5BlgD8BnOy2bRTlk3+pzrpofo7BrT2JWAoRt38H60OfEumAJNoocapjW7H73avrpXDd2ZmqEQug67eGYkBOY19nPHEPsOB3RN6jPn3q47GQuYiGIIhR9iixaDwa5r2D2QmJh3zQUGtyoMFDWSZ4yScbTcthkj5HTftZucZG7ENa4KT3P+bDKiaZQvectLh9CI1mX5wyhdAVUTQ5KNqAeWZrFrS0TQlCDe36GI0J0y3ILPLJ9AYsT1cSqb40qH0kzuiqzS14ocsMqgJULD+xFhIh0xWOgEB9W50yiijyPWbp9hzZQ7YUTndwlxIfnOhL0B2THB1oY+7V8wwr3s6Q/RY4ezzJQ8rfUhtgmpMrF813NSO+A0wmBKYfS4666woWExJrKxmcxyweRgQDZ4D9jg4LcGsd67JB+YiqLKaWIULZ1gzXDAdnWDa/ewSAVYQvjUMj5O0cRmSGylzBmtHcaKLmA++zjN9dr1M6cX76dnORXrY5PSIQIaHGOLtU8yahfPMDYNtmOaB91HXs6I4/oSwbfTOZOfN424JRi6rZ8TTjLme2oKiDq5uF5mEPw4z0dmI6ldH3J02OayMi5pFOrZyfxbHQuJglpJC6mdvvXZY3ItlORUCYWT84KvLs/w7Z/9blunnTsgSDpUG3rsmnPb+0OTUku+6Zs+hX/r9/9h+Ck59FOvf2PhUDYnwyRfdv4CW9xg2L6E4Bp84+tX+L2f+z7sxw063+PTr38GTCnhWaAOcqZx6DjYCOmvgyFqdDI5Jq+Jmhch5/HXuojCbvWZcLxqKDKSaXtueo/5zjUvQ77Weztyn7f723MD8xlsLY7GrqYRCOYmmUdnQbnWzb9U9L3Ot2zHfgYv2bo7AJh7xOGLg7IgCKqJU2pPdqXwa4SOUQN6yHMEN8wOtjYkpcFX0QiNcDEPZeOkLIhvMCwUk1YBZzBXl40bCkmt6cS+a6QiGzwZOtwgkwSwDpu2en7VKNb5qg1mVTJJNKH91zlfY2dMpPVzU0XwNpzh0qc5POufoB0PGJq1rQ0fx8IoqA8TZeu0fJNJ8WXkifdinVaP0XKv2uMdomuw8S0O63nejd4LAEZPdlUxfBbgXDxUCPdlazBajuh2vMk1wla5RI1ebx139rpCFPV5bNwOe2xnzp0httjGm8JYmNXiNKU3E0wRsqvPi+Ndh11BosS+0nAx48xB2D+DHdh1s76EEU2Tc1KWCKf4/CDGCgkvaLgBWdaw9hsNr7YZZs6B4JrC+ULlRfu27DAZjc1RSUKK/oYMj2LkWJ9tDdEDpgirOFRojPEadNAR9ksHINcES63Y86WzyGdItDpkKB90/Esedp2P2e8x54RpfiPnhgRUGvnhe5qW0MYefhyxdmXNX7YhttivLoy4hNGMwglBxY0Ggawji4ZM8rJzKcf4FpcI6wZnrsH6cI127HHXXdlcaCQm9buKGrkhrb1VmYfL/aBIhCXYZosj9nGLLYuri2LKeRidpIq4Abuwwcq1WDc7dH5CcaweWr5fvSYpA+r79+0ZOjxG9C1W6HF2eAwXRpy1a7y7/iCY72f5rdPPER5r12MXNtjFDbrmgM1wY/ezs535ZEJYNMQWx6k25BgaeJ9K9oyuSXWSm/JM0ShdgxFPt68mlIbUjWV6DZCIq7j3cjR1MmgnozsZCkmXSQZTWr/71QV27txQEOpwJG9ELSOyw6BiJJ6+0/nenG00LgeszNmpcrQ+7+iQqCHTwS07OfVc4L5ax5RT7CeGaSDJW5XjdAwBc7QR5UVC+0y6Ebkd4HF5+QCf/ex35f0VPULk3PiiX8mRml7rhinn9WyL7/7st2Ef0xmWDC8URmaPdYkskiACETu1E70ILMhPhfITPabjpTxbQn1o/q2+Vju3alKoAjXlkoPyZFqUGKnsozoUllqIEWP4audg/uLUKfmlaM8NzGe4mbd88kq2IRmDZLkqFMmpmWATIaAwQoW2eck18XFKTJdaeUffFTlUullVYeDBr5ENKqizRHnpa+H1Mu9w3uxaosP667Oyz4NBFccWQONHBJzNlLMiqf5E5KuGSOzcOdCmvlIQB1eywnK+NQpqip08i9rIpCFdG+M1VDU4v1gPij8LEpkFzzDnKxssIjgjPX75ebbjIRFANH0B7SFb5jYk5a1vtrP6Y1S6N9Nnlogy1mFn3nmPEZ1rEF2DOEWJl4wIGq6cf9KUA1nBLOZW5kEjzrvmonoGiWFZocckGApT5Jhw13XcmUG87q8RfVOwVTYY0bm+eFYNRmzdHbrjFFWcJO7RdVZKpK65SE9s64bCCUJ2SY8MDWIONtke96uLgkSD11fHEvcuFZbBd8YcbPMiDqPaAaOQZC0+rURO5TorD/ACpSHPSevJ1sanzg37oMqj3r/2di/tCR8TaYmyf0Iixj6O5hQAxEj1W3TjDpv+GkOzTuWdcJzdc9XfpfW2eWjX90hsyewrMI9Wsm8Kt9dWRwuCS/lnR9dhi7siklPPGee2hloTSgY/l8/aVrFP8hCS8zpkx6f2nc9FCcbua60b0OKIIzo86V7BC9O9b+OFvc9G47WGJXKvHNEBzCuenDsAzNnmJyeajyPuuqsy2u2Bd9wH0E3RvCM6QzDQYci5S/nHA46xxRP3IowhyOY9jZ+RQCDJTDOwmHMdkuPluL60iDcwOXv2T3HebvHEv1SwtXLs5/4u5cK7FrfDBr1f41z6oOt36lRBeNZMjod0ZpZOyH3cYuN2xV7jfc05SgSBfM9+F91EYYo0ODNsOp2nq/0dmuMdmikHcVw1idzMheKcVNmi46TcVAQDjRitxcprEGo7usz0bnvHzUsQAVmX0tfpoFT0kJLzcdxAPot9kx1uM4QXRnRuTGRiyLoEDWDvR2OAH3yax8M4cVJUzOchessX11xtM1p9h028sXJKaFAwRmskfhc3ANMe6BCtDEnqZGy6bpbk8H1Rwmx4Mt1jLpu0VNrQpMoGB2wKRyDHWTuMGNwY0VhAR9FC3OtFbfYTxHDP23J7bmA+Y40MgaoIzD8zGpPhemJcU084DVIqI0sHhAnhkL8H1Bj4XEZBoTeMSPFg6aYaWlSK1BvFOljvRVWt8AZ6zFinqlZ0OA4dc/piZ0bIOa5xGy8Bt8U23hgsRWuksW+nIsFMMjdIokCtavhHrezo54BMMkIFB8i5ajbmhe/V79F4WIqO1E0dEIToaR8JMTTSE3oOp0LjLgxGV29e2JChlVqTT9dbG3rcrq5MsSIbpDb1EO9XF+i6uzyvmEO8lQmSjWvgFBkDx9mLx5j30Oc0ojEvMt+3flbXHZEJrFwo597WUwXl0b7RSeHbVFdOSTwUgrd0b21a+7VgXpwi/KPP+XvKosvrqoFydB3QlpG+9LmweKhrlDoptyUDH51YPPjXTZdyqv0cHq5/qxGyQo4yqpF/Kl9K+wckpUAjGW3osY47U+qoDPnqGVqUSmTq0t4qxoBSyaoJztSA10g40SNFvnihaE4wTGQm1zrPHIDV2zUHTNPY8zaiHulnvSa5Tg5+izb2RohGCHmBmHBJZp2Hp2lsTU4P0Mg+o216b54XlvoBSGQuG4xWrmbYgRBr3Rt1JFMbjUAfRzxxL+IYW2wrh4u2Am3BZ9A0uB4vsHIDWjfgKjyxcWlbuR4DWqzcgBA9nrgpfxkeh9Cha/rZGmtdD3iJukoe85Pz12ye79YPcR7eQTNF9M5xbfvpunnBxkoZu2k6PBov8QQXuGwfL0aN7DyYyJ2Yk7g/pjPogA6bJkcCdc2wWR7k9P4uJEIvwmv5/JhXG5rl81udSIeKldeFIUGlayNyWjc1CotrlHoJjSgjgVEY8/SMaaCZg8zBSMu24cbKpIwTrDXDNksHqJ+eL/cMv1P0m/M+Eecdpz3D6NuIMq2FrxHirjWYD9igdcdcxzGO6NFhDA0aXyGYJGqrjc+HLM/71UUB6691MYtIOyH9mdKIeK6v424Gi12Sm3W6yEkovbyufAU6p0Dat6vjXSpn55pUcWCqi6zIFDrq6+/z+sakvHD2Zkbo0+fx87bcnhuYz1jjIbeUo2TU5C4pjbfxEr7ylJGFq1aOCEMlaRAwlbpYEEoHt50JZY0eNW4slEFl/lqC1GneRX3gaR8LOHAFi2COWW3Y0XNJwaz1i7buroAi8r4sYq7jq/Mg0zw3ZSHoWjkW72M9h2qYatSFtRKZ9zOrr1gJOIVU0ugdBYZSG5eqPKoyqsYmi9HTkcGDiIdH327Ruac2X/X47SCKY2GY6WcajNg1Fxb9tHwrKh6usTIhqpDrIcdxMG+4bhxPTepja1+eqToW6txiIgJO1fRjvgfzM3fNBc7DO1bKQNlRtW/BNQbBUrZd/hx8V+6jKg9EiQZUIa8POhKJqAdc5wMQyKcoAixDRGcVo1DMQWVbMt6L9eRSqZCThBmTQlfPk0ZGRzRFDnahHCzIwqV+6fMloRaAIt/cxxFdf4ehWRfliorrLHjV1VG0ay7QNv1svvWzh/Wl3fPgtvDNHGqo655zV5BWqXGPHE2mkrxEegRMMg4JolmmNGTW4qLVCIohK5t1SQk6EgOyLN+585ncr0nOgBz1SONQBXZ+ZtziEsdVrokbojdZrOedjas6W9qxx1XzCD87fATHrrOak/zMfnUxMbfmkiGpXynahQZ4fLzCWRuKCEkt680IgMcuZKjoGBrs3WZ2vhKKPzRdMujlvV08s7lp/QC/GU1O0DEFAL5JxvhZnw3ftd9h5Ufc9Gu81XwQ49jgA+2XZxFp6haNzzmgfdPhcX+OJjR4saHzMJc2Ym5z4ZQgWsEHvNM/TEo9c35jQjVZLrCwfZJJvX5+O3eOs+4MLgyIEyGfwkU5z0NoMaAt0FH6TGqGdDaexTU6iHUQG5RM6ZZLXekb2kwmTySC5XtV/iFrn04pCNpHstaaEw3Zia/Qdo5Po+hJ/g44a3c4hA7H2GKFAawzzfHpuVGnIfk4GroHKBnx+b0Go1Ue0FqgltJxzzwtpWrZvGChXu6CPKh1jPuc6kAZ2VRjXj9Tytp56oiecQnuf7+j8Xmbt68pzl3n3H/NORen/598n9/5Fufcf+icezr9/w+dc99SfebMOfePTe990Tl355z7Yefc/8459/Cea//3nHN/drrutXPuLzrn/tFf0BjjMnmE5QaE0coLFMooFaBJkTy6Dkyi7sZdggRhzAWYkd4/uK0p3IzmqTGw1JKRchQIXSp0S4Fkn9NrobG6WkvCqEGOJBbXEK8+/zNSw/f5s45o6ns6T7UxsETOsyS8hqaz/2QarL2zDdKhxeLyQ2yLQ40H4AGbDBEicYPNVzaUVjFFXqhU0UNvZSGq8Sl1N8fGtcC52xxvzLhLUcyh6FvfbNFvHqDfPEgK+bBDN+wKb/vSHGmf2tCbEcxoERthdnyOm/4aAHC3fjiRAgVTou15YL4G2OrxnoqScT4BzLy6S576pWsMsUUf1zh2Zziuzkxx4HOvm0co+keDnGPfxtv0ucKwzAyu2eEQCpp9wjiTIyTg4Lfo221RvscOR4liU/nuhl3e91KsWiNfep1R5l9/13HWkbyl+TPlJbbw01quIcKmvE7jqyGd97UjOhD6xGasoNPcMPJc790lg1HXHJDW0Ha8wXX3Iq5XL+bxV9fq2y32q4tkyMc2Q/OoQCJBs+mEYKudXXa92KF2LnCcJLJgf6l01tHnU4gYHfvBbzG2HaLPUXmyBC/tZft+pUroZyxaR3ZleW+NPbbhJiNGptzAAI+7kHLw9uPaZCn3k8oaHWMtF45ByhLEZJRd7N9JJR98U6RN8H837HB5fISL9hZ3w7Z4ljpXdfMuYD90uO632I8tRvgybaTJ0M1u2Jl8HHxXlBEBElnYbXOF6+7FlEMvzggjvpv+MyK/aXvcHFq8dXuJ/dgu9tNYo0OPs/4Jznfv4KX4JhoXcXdcmUxYY4/z8YnJp3p+dZ7Td5Nx3bneHBsqb31IEbxV7CvHWXZ4PFm/gn7zIJVAGfrkGBK4PWWg5rWqI72G8Gsja6g+P353O96gG3cpzQCjpR9pSbKaP4H9GWJb7I98Pz+Dqr/fFlylj7mAPq4nyGw2eni2Myd15QZs/b4wAC3yGiu9zKCv2fBdhx3WYZcDEQutTrW4D3lln6v2JfVSe1/gyopu4PXrM13XYN9uU/RyMvBPyYTk5A7FWcOgy32RVLalerRLLQYgjPGr+v9rOAXzayeC6ZzrAPxfAdwCRZrBfd/5FIA/C+ARgN8+vfxbAfwZ59x3xRi/ML32CQD/NwB/BsDvAvAWgO8A8M8A+Dudc98RY3xaXftfA/A/BvAHAPxeJB/MpwB87K92jAAQpzC+en0I+SBuH5giIT4LUzM6mzFBMLBMoqG5GIRr1vld6e3s0VHGrtpbOLhVQWiwFGEBKgVkgQCIB4SxXro5vt/6UhkfjZt7s6ho8TDma6YkaBQxjjO2PvUg1oym2tTLqYYvmlQPsMbs6yF4wCbDxgoP42gQvyVjyggChKyjLlxN8gCtv5dybHPkhVHa+iA8osPN+sWCqt6HIX1PHqNF6aZIGCOAOt/14TLENtHp+2M21KfEebI+LrUAP1sPqvDVkFf93lLuRecOCGjMmKHzQ+eRkFdlX+zcwSB8xuCpz+dEtE9bXfdwjf3koJnmhoe47EdGmgEUnns6ewasimj+qZyVuk8eY0HIouPQSOiSAT66NH8FNHKav12TILEsMURv8eZ4A6wuEJzHKiZDl+VptHFehyZDwk9BoZdaHaVmU+ZgXp/7ReWQjbtSRilnL8dHuO5etBwx67MrlV4gOw9qR5DN2YKMyE6//Fz60MH7qTary46msWlymYjpnoTi1nDYJfi53tfHTN4CwNhMl+aCv+v649zrPYncqPeGOl/a0IOsx9fHM2zaKQdyXOEYGmya9Pl13OWcapeh7dyLNLb6dptqGR6Wy6d0wx369qwgWgoTSQ//fmF4C++GT+K6fYjWDdjGmwJiXSi9LmDr9jhf3+Hx8QpPDhs0boPtOp0xNFa01FQ37LIR40YA7SzCy9+Lc3eKgKrTeWxSPuiD7RFPdytsVx5f7l/FR9qfzeudjpVxWvchGwtnqz3eutni7uzcxurDiM14A9+W0b3a2No0B+zHyWmIvLd0HyjLdY6kl2sxIEFFz8IAhHTOXa8eFkaNkr5oU/I3QFARIZ+VdKanv1OE8mx4Ah8G9G2KHq98Sdal523reykHlPrfumGWD5/3bX5mxfhlXliOy5j43ZxxXZs6RjlGciKcA7jGQ5snjfozZ9kc9mhmEV3KtqHrCkNswGpGsnQS2lohCeDK19hvHR9TomxsCwZVfQ1tfXtW6ngLukLqd0ot01Rpy2VdyBFXYiB+/70M0eetbF8zBiaA/wmAFwH8GwD+6ff5nX8ZaYy/Nsb4RQBwzv1BAH8ZwL8E4L87fe7LAH5FjPHz8t1/0zn3AwD+LQC/BcC/xjecc78Ryfj878cYv+evdkBLrY5g+jhaUvbBl3BEi35UitLa7ybYUoalNM1YKMQ+jDiussJGJsbMUJdr59UKhirwGsmkUlp74ZdgEHUtLAo+IMFr+rjGgNagNmyMhCpsjqyQqlQyqZxjBjIkjeQ2o8tU7PAlyUjxDKb+7/yFGSRd2JmykGjDL4rxkdbf5qtScFJOYS7YTKFYG5npECujSQWktDJe9EAMIRmEdpAhRSiGroQgqrLLKPQBGxybBMulM2PpnnpgFeQKVeNh413AIXTGUngenmBoSnYMJTUAYEad3p9KrJUVQWZXnF1nMjK9y1GcWkmqx8boEJmN0zMJRld/dJ0xh+rhVtdgU1KtpQiIHn75PqN5V+sxGYQ+jlXeTLBx+Tia40AjwXxWNHBpoKw84fbZI815qpmOqcxoRG7peXP/haYpjEfzJk+U94SOBuR1eKxqw9nvC3Vfa2OGhBBULHlvwpnr57CUF66yaJR+1f05Pz5B364tilHDMHOf5vnEmid/qtVRdqIi+JNkVA3GCUKYZXQbeqs1qvJnFnHAckTy4LYFyZrtcxmfRjR1jpZKMfG+BYkGSmdXNyZoatcM87IBLuAc10V/fByBAQVkvx2SM6wZejy5SDmNb+1fwGWXru1XY8EwS4IsQiLZmuGAsGpwttrj3f4BrrobnNORFzKHwWiwco/z8BSb4w2u3FfweXwL3rnbYtP2aFcJis38dXW80VhsXI4qzZ47wkzm8hzg2XZ+fILr5hKNi9gfPXbHFsfR48nqRbwQvzIvKzP2qTY0kuF5vrrDqn2Ix/05Xl4/KfrYDTt02BVpKmpwnvlbHFct7oYtulVfyCg21R8UAl6X/9j5C4RNg83xxowFbfrZWR1dnFh7fM/12cCks3GqP9oMvdVd5fsWtZd5NqMJCTZsz9SLo3VCG5FzAYCdPXPZMBqKJEXuO3HW58h/j7U5RQdX1s5WPWe7usMuns2YaGfkS64cp5XBC7mcVHBNLmFUyY0ykpllWW2UcR4aV+mEIvtmKQbw83SRyqFTXMc3QEhyQO+h6xWY9CcXcEAJR+b4lhwePMeet7+69jVhYDrnPgbgfw7gn8T7jBA65y4A/O0APkfjEgBijF90zn0fgL/XOXcRY7yJMb4N4O2Fy/xBJAPzm6vX/3kAPxhj/B7nnANwEWO8/nkPbKGtxoNtvqyMTbANNAWdvDZjJJsMTeZFUSAfkYUIN8x2vEnGp0TVgLIOEdnH2OocPyriSiJEo7iMpEj9KQqBpYLL0/VMmFYFtT3GZJz4E8nfJpwmKN5EsMEDQKN1A1ZFgXgdR5mILgeAm/IWJI+CeRUHpJwb7VM9VzyglMmv871BQwgbtPFMQn6NfcEUqmuE0Z11mFhOWfMpjEYu0k5EK+wLyQvqgulH3xVR1QEt/Coz6HbDzvIZ68gdI4W1EspGgxoeOMYWrVulXKgpUmr1N6M3Kn8yA9eOQ03KT/1tDUqlsFKOg8+CtQw1Cl5HZtSoqMlrlJKf3ynmgbUlfT74afAzD4Tr47a5suvyXiGWpYBOeUwL5Q05cqlG1JLhoIaCwsy9D4ZEaHHMipbLEU5AGHlXOfK9FKnm6xkxUBrXhETu/MVMweChzjXM+axhlzXcifcxiO30XUYW6rwcm5Oplly9DpYUi77dJuZURt6m3DC97ikIucpd3vO+RpnDMjNpfBlKdvCZyKhm6TQjpJmnBNQok+J9M0RHI1+ZyWj5+9Y/wDbemqJ66rNr7IpczTX2pZIpjs/z1Qa7sMF+0KhXMIMsfX5IBlIsUwp8GND2d2iOO2zWyeC66VcYo8O4arBe7ZPhMBkNjI6rYdEME4v2cMDDqyvc4YM4Tk6ETbi2+/pxnBxkOZrYDAd43+Dls2t84e0X8Wh3Dn+W9vXLvlJqq7lqcbQz+dGQ4Ncbv4dHkrssHRVcg+3+MQBgt3mYDIv9Y7x61uDt8dM4HB32Rw/A4w28gKuzR4tohuAaNOGAbrjDanWBB+sD3rrZYtMM6FYHhO4ql6KZop2mX0zzxvW39j3e7q9w0SYkFJAjYlrqyvaEm7PRU9Zd4wqHLjlXj6E1Y6aGh4/v4dS8D+3AdUQouJsQOtrH4ueJwFUtK9ZBIuzdVYF+SazDVWqLy7KROY596ND5vjQKxYmfdYd0nVtc4tI9tr2q+an1eUW530yRUo7ZHAa8BufUL1wDZe1Y5vWfqlFeRwdLh1dp5FlzWbbmOThBGDU5Mpcct/q7OgdqhI86BU71+/3kYIYQMY7Py5Swfa3Ee/91AJ8H8O/+PL7zywB0AP7Thff+HBKp+LcsvKfttennW3xhMlz/BgB/zjn3OwC8A+Cpc+6Rc+5/75y7n489XeM159y3638AnwGmw1+9tFPOpRoqB781Y8mii5JLYtGF2ls9fa5mOQTm9a6I62cjbl6ZCGuinDB9huU4mIcHlIq6GgHWL/EymZdx6gevazA7t7PX6u/S80WBXs+NCnMSGtX1ExXmU0RHlKRC5p0kEWvsTcFUoebjPIcDgOUaca6VyVW/a+yRU1O2Tz1c2SdVeIo+oEed91K3ddwlD6rUsLvF5UwZrpVnztMBmyInRfNudV2tXTKqD9igb9IzOGBjB8oQ28LbvB1vbG1Zvpk+yxM1G+tWw/nq/rPt3HlRu029z5w/5tDp3HM9LBknGiHhXA+xLXJe6lxINuauad8Nqvc+jFBtXDuUI3a96DMz9LArmHeX2lK9szq64WPK7Tkfn2DAynLZdG8RbkZ55uNouc7aunGHzfGmiEDpfdJeOa1UHvx2MfpflC+KkuM+9dGerfRNDWWPYOQtSwXG9f4kbOmGu1z2qIoiam62kpy0bpgcfsGMzoPbZoUzStS5MpZtnkSmKnQemOd/8vrMSauvx9cOrnQ4nVp3VEqL/qgyO/19Hp7ioX+MV7p3krMpNDjEqg6xkKowv5bvR98itBPBU3NECA63hwS1JZFOvRd1PD6McBKxeutmiyeHc3zp+Bre2X6kWAt0IG2ON9j5Czw5f81KF3kP7I5tyskcpL7iwvxwn/gwWn78cTof6j62oUczHJIxOzkqmuMdzu/ewRA8LrYBtwePMTq8e7fCu3h58XkMTYfj6gx9e5by8lcH7HuHt+7O8dN3r+GL+9fwZPXyyfrCQKo3erF/B+fuBt4FPDle4Hq8sDVTR16ZO1vkVmMuf/Zhgz502A8ddmGDPnb5TD+xXrn/+L82/sz5hsY+s+8uEZo1xrZC0bisc8yj8aVDXkmikvw4oJ0CBUR1MYfYcty1n7xOZEpSyX9R79P0e9YVOnco86RPcGfUuY/k69DnovvdxgQlX8wyhq3maFh0NpreQYaFueMLUEM6ffL9lAXRe61i4jWoz2W2NfY2P3xP9Yx1SLnR1FXqPg5fGzG5Z6Y987PlnPtNAH4TgO+KMcYUMHxf7UPTz59beI+vffg9rvEvIiHCPyevfRLJMP97p5//KwA/C+DvA/DPIRml/8B7XPcfBSwn9OfdZgQKUp4DKOuVaTu6VOuMdbf04OBGonfdTzks2ijQsoLvi4hm8VkRUDQ+M2QxG6lL+ZhkgFSYIr1mCXqa4FtUbIrvu1IopRqAQqEu0RijScfGXtOcPK3NWUM2rNyIePjr73HO6/lJxugOAy7n8wY/iw5yzvpma+UodJ4BgUbGib1Vi6SL3cXIkc2H7wzio33buXN007x5jNj0Samncq1eT10DhB6PlWJh92fJDJkjKn2ae2ERbC0xMLHtARkqVZDgYE5koofyKJ+t25LSRw+m5iKusTfnyoimyOkLLj2j+vlo3tXMsxrrNZmjVvx7hQQfpAKhSk9wKQqgTKmnPMmz+0MLoAer/WcKjc/Re5tvUdbu8xirh9giU+4pbv0DiyDr3PYxr4luUrSHpitcoMElRsrgmmItKDS0mIc2y7cjOssnVPbYJWNQjVA1GDUarfsguLxnfRjhfQmxpaOGBlZ6ZrnesHnzY2a+ZU4l1zVzoBKBWGmYcz0bZNqX0RerUxp7i0yq4UK5SodQrcjWTaNGa7dfZOq25x5LiJkiQ2qOAP0+nQgvdGv83O1L+PLNFZqLgM1qixcOXy76w/vlPMc1MDnFzt0eXzxe4O7g4f0GTw9r4BK4Cu9MtUw7G1OL3qB2oe0wtuvE7tlG/Oy7GzzYdnhnd4bPXI247B/N5oWRnE1/jXbd4/pii595dIbzdQP4Ebe4xBlSzh8Zm+sxsH2g/TJ+cv9RrDdT+S/NFZW56oY77FcXiL5Bc7zDZ178afzg25/Au0+By3OP9SriK/sHeGX1pdmz0DkDgBebR3iwvcL+6BHCCt63+OBmuWat9tmF9LwaF/FzTy9w3o14C5d4sH4FH139zKKzhc/YTzwBAFKaTqRekSP1d8dNysn1ZQ6mnjusT8yarDpXNQsyZSQ/Qyi1nrva5zolZxX7grlcn1079olEbJqTzqV84D22xoS+NB9p/CET/i2QvpU58vm868aUR3jtHtoZqgEA5iDz82SQT9eRdAuXynxoGpKm+gBZl2MkVc/SduyLdW0yxWd9UX/OcrIrRn09Ixo5S07NoRq2dFrrd/h764ZZdJKIqVpmqTPjPufl87bcnmkD0zm3RYpe/psxxh/8eX590lqxVDSLrtTtwnu89z8C4H8A4F+LMf6QvEWGjpcB/E0xxj8z/f0HnXN/AsDf75z7l2KMP3xP3343gD9UvfYZAL9vbFaFcsBFXW90IAvLJUZRQmTZ6qihtkLJEc9tcMuEEMowy9yA/J5sTJ8PgXUs80LZThmoGjFq3dG8jhr5MA+cCCBlv6yVmHStwQoP58+UUErmIJwinMkkBYmFV2Ev9RiATBajtasA4NxdzxjbaKCpAVYbhdqWjFGNLBEya32XKM/RdWgrCnEK2LbJbKRU9nwYjFACLnuE6/wKhWzWEVYfR8uFYZ4hHGbscUVE3F8U79UQPxp9CvXmIaGRwfsIeE4dXMxBLnIZxQHCqKpBbKZcz5rNV9ljCwWRSgeawtBknxWuqk0PT1u3U+Rtv0oRBMLUdVxmoE736xx9yalvZ33Kv9KyLoTusdFpobCkJeW1eN3n6NStf2AKGsfOplEBu/9knPerstwH90VAY3usm4w8eFhOFADLJ6S81HJGbEvOOn1PD0sfRjNgPQKerF7GC/2bqb9T6RodW4h5/XFuT0W6NaVgyWmi65vjM+fJVGtPy2/wLGjc6eiZ3nsODSudXtpnnkuEnrNubu1gUIPb5KI432pUDe/F/XHbJxXverxA330UL4SvzMbBOWcffRzNaXIcMBmZwF95+io+etnialNCelnEHm2GTm5DMpx2B4dN54DR4Sv9Szh3T0pHks/z78KIy9u3sFp/BMOYoqerpsE7tx/A+YvXuLx7C6uQavfZGqJTRJhLL7sdnvQXeKF7amMKvoEfR9ydvYxuuLPPRtfAhx4vP/oxvHz+Ybz5aIsQgN3B4a2na3zdB1/EVf+V0pCfIMLNcMDYrjH4Dqsm4EvvrHB1EdH4iH3Y4BJA8O0i8im4BmO7TrJjtUcIZ9gfPVZtxBvXZ3jl5YtZHjodMex7IQukf3fjFmN0WPkRa9+bcck8a6CsI6qlKOo+svEs0zrC/AzPIo1QqoOpjoTu3PmshNLQdFgfrgHA6jMCQLs6L/ax3pc5zD6OuHYP0SA7wGvdIPUvzI2zOKLzibviMj5GO6Ra1IwIa07nzOEdRKZOjju9rzrzRjT2PDkn+9WFzSvzqr3IYWA5n9zGdUK3qdt7OUx5/tFQZp9ZK15RJyloIXsB8/z5OlLdYESLsgbr83Z/e9Yhsv8igIfTz59vu5t+rhfeI6h8EQPmnPs7kFhl/zBSvqU2fuenxLhk+39MP3/tfR2LMb4RY/wL+h/AjwDlYVx7dRm6599t6JOXbNgVkB9+Fph7oAlDYzSEnysMhIo4hG0ddwYJYzNyCYsOZVhI3c7DU4Mg3Nc0SmMCWEpAGGNcZchoTmh9vSWYSw3zrdsKfZEfV39/hVRCZIl4pL7OqXy4RNteei1ZhkIPtHXYFXNSK5ZL164VwlpAG/xvimYzmtkNO2zHGzMudU0SRrLk1FAPpREUnCBRYd89RlyO76aIwhR1JZTIni1Gg08xYrMUmVycB/OCZmDOUv20en6McGeCCt93DzJbMpeUHuBZtMB3M7jZOqS53oabylHji2sVUFbpC73/mvdHw3ppH9TzMmCVqdqXolByDWXprGGlACzC14Z+tq+Ca3KeHQIO2Nic8pkq/FzHVs+hKTCq4MNbTjVQ1tsLOM1AqE2jIfqfMkgb768R4P3qwuaHZrvNcyzLRvBz/P4Bm1JZqorJq8OF+7EuybIEK6bsIFNxilBOiAxUcH+3LPdbHM2RsnQ2MTWhZr9cWk/AcgmgutQDx7Edb3DRHXAcHL58c4UxNHjj9gV8of9kMiqaEuZdP7fL8V18w0uPMY7Azc4jhGRo/sjbLxfj5vPs2+30P/mnzw6PMUaHxqfvHweHH33zQeGAqefPSryEBhfbgEc3DR7ftXhy1+Dt8ErK2R8OaAaBFE6pMCwhxPl662aLtw9X+InDx82AynO0tnxQtugbfLP/S3jlYcDuAIzTo/z//PhH8W73AYu8mwG+f4pmOKDbP0Ubenz44l00DfD24zTeH3n7ZfyV8MlZeTEbs8/XetG9gzE4vP20wd3BY987e971GazGIOeespk6xn7MRsnG7VKuryj7tS506x8Ua4rv1c+Hzc68OM7kXZ0zXq/X5Pyfp9j0zRa7zUMc1pe2DoCcc1zLrVrGbd2d5V/SUeuRI5tEfxSpSi4bjq0bcL57B9v9Y5wfnxRnCsdW6w5aggco9Z5ivmJbBi3k/B+abkayo9fbujt07mBQf+oIp/QvyvOlc2Rp3+ncnjJE9bMZASV1Pt/HGfFejTmYX83/4Ws3BfPZNTCdcx9Cgpz+3wE8dM59cqp9yeJjH3XOfeKeS3xp+rkEg+VrM/isc+7XIUFi/zSAvyfGWLss+J03F65L7M4L9/Tr3ubC6aK1FKSFQJRNxaLMpxQFICmUzNGsc/iAspi0GorMqWxDMqrK+lT5PwX/OiSFWyMoS2Oqx8dm0asqv+jUvHBstZColUuP0aCf5efSVrAcibHPkTuUUaWAxsZHY0z7tor9TIizn/qs6HGzcilU+Cpljf3ZjjeWx1Xnr/D+S0aTKoaat6vfaUPqsxEyhGxctuMUZZuUmTo3jwaNGYFVDS6dm3q9NchzkQ7E9Gz2oSQW4LzwygqzqZ0KM2MJpZHIdQwkqLOS1Sy1ENNhVxuNR3S51IYY2VwjNAxz3t2uGL+SJ6hTiH0Gci1MsoHOGffSvB+RPPhDk5gL1WNcrwuDOU15qzzMmT8LZK8259aiJ2JkKsys2GNxNE928d9LNNFQA80Mfl7084SRwr+tDME06zt3jtuJtZMOJFLR1/PA58PnSocd9/1SLuxSf+hoCq4poFkcHwB0vp+tS33fI8zutVTcmyQi3bhLEW5Zy+rAWIoIGvKiytFivzT3XREF67DD+fGJ1cjTsZvCRqWxcn7V814b6pTx/Exh3E9G5uXqDo2PuN43eGd3ht0xRfqZBsK9oddRp9ir7su4uoh49Djg7uBxd/AYg8Oj8cVFuWSG05Tn+cmrL2MMwJtvBzx66nC7A374+hNF3Vm2pGin7328+2k0LuLx04ibncP+APzkuw8RfAMn+6bOB6XBOYbUt8PQYndsi7QXKvWULQAwrrYYVmfwYcCHr+6w2wWMI3C+Dri5Dfgv3/5QOj8mY8DHEX7s4cce0bfpzPN7vHCZvgcAqyamHNQpF3PRCRUTudJZ/wSX2xG3dxFfeezx5Mbhx56kTCXqLSpD1UinbtONyUHVugEPu1scQzPVMs3OZiV1qo0GNYRrmeRjQncQbqzrJBmM5Vmi62mpaT6iGqr71QXuuivsu8uiFI6d/UI2pvPI/mzjrTnz9T5s9R6io4Vw/OPqbCq5c2fyka1Gi9AhzrNDjbVSlxwNwmuOwWr+gkvlktRJxBSXbsyO1HXcvWduJY1qDZDUuf1LObK1E5WRyfozDXKtd+qa2pYMZc7v8/b+27M8W68iRR//eQBfkP//1PT+n0Ai/jnV/hKAHsCvWnjvV07v/Zf6onPu1wL4fwH4IQD/rRjjjJUgxvhlpJzLJcP1I9PPtxbee9+Nmye4xg4DAMXmP+VtWRKKGlFiIwGPKiUjmlk9OrsGDREm0ouAUOKYpeRtVYLq79T34PhtLsRLWSjnbt5PJZFYgt7Sm78NN9n7SUMtZoOlHXus+2us++siCT+9nxPe64PnvihX/V49nlOR0sJDF/KBpsrgezWtU1j3RY3dBglWctddFR5mF3JuX+0Z5vU4JyNV/ZgjSqc8/fZdueb5+ARn/hYjPPq4vrfo8yr2hVGmBgHXXAFLWjB41zERRhUkCTo/COjcwTzKjOTo/JmDY2LgzdHW5l4DhX8zelG8LqJZnRrrsCu8ywE+s+e6nH/ZucNsL9aeeha+J/FBiN6YqDUyYeQNkqt7qvH9btwVczVbP6IokgCDBGequB5dZ8RJasjreLbhRpxcoWCeJpxLFSEg7Qk+H0ZxawWG/VSFSmsgUlGpv6NthR6X47u4HN/FdrwxtkWVu6YInTiOTZGiU2WSBefh6eI9eW0loeJ8UFEEyig5x0gJzmiDOip8HIs+KEyORin36zbcpDl2zeyZ1k1lPDB3ghHZcHfwEzsq0LiYHBORKJC5bGNrxx7f+oE30B8j3nw74HYHND7iJ999WKxvNjV2+/YMl+O7+PpXDhjHiEePk7/5jXdXeOJenJF6Eap5WF+iHXv8ipd+Ei+/AHzlnRHHIWLfO/zo6luLOTUDozrnGz+imYiCjqPHW/sXjAGXciPldyeIK/+7MOJD6y+jP+bQx3br8WM/Fc0ASN8f0Oxv4Ydcx/Hy+Agff+ExAOB2l0qevP20wY+9+xqOSM4rIhHqvPJVf4eXtncYhoib24DGA28/bfGV/iV7Duo0us/hfNV/Ba8dfwofPnsbj3cbXI8X2MWzggiO1+B6X0oHWFp7JiPH7PRTOU1nDBvl2FjJ/+zk9djFs5n+0jdbc0JoYMDKpp0yXEU3WOIUOKKz80Xvx7+fdK9gt3loUfhM2KfndN7zNaJsyWBrpvPCCBQXzrGdvzipv9SvUTarozhFZ1PggpFOHXMto9XZoPeiY0pTkky2yHPmeCxaOtObs0y5T7d73k63Z9nA/EmkOpX1///n9P4/hYlMxzm3cs59xjlH1lfEGG8A/BEAf7dzjoYfnHNfB+DvBvBHps/w9e+ePv/jAH6DvrfQfj+Aj0wERPx+A+B/CGAE8Mf/agcd/Zw1rlbS9b3C6yt1fygk38tTZPA4UTD0HlTiC8UujCJcp34hM8BpXcWlKBaAmQCvm75vXvNJEe+GXfl+Bd2qrzdjiZ3Gsg674pA4xb6W+xSyEutz4exdczHLW9Bxsf8zGCONCx4+k5LG/uiBdtddIfgkmIfYJkUB9x/UtbdZnyEF9sFtCyeGkYBMyvTQJLKL4Bvcrq7MA8zr68HuXcBKoH0heuzcuY21hkqxgPN+dVFcdxV7rKaICA2P1g3Y+DkLpY4FSMaK5n4uRb3q10lYYFEQlJ5TILO4ao5xgJ+VZuABWdfwqh1FSSlPECs12rzdPUN07Xfpe33oWZTRpX6pJ96cEeJBV7g9gAJKxT7WximAIl+nmNeJ2IIwax8S8y8jv7WX3mCdscV44hji53bNhSnW2hddS0X6AKSG3FQfjiQWjBq3Y4/L46NCRo5oqmcxj46bgu+b4lksrTWDtE73Zw3EbtzZ97S1OM6dbhVUbOcvbC3xmsnwm/dBnY2l7JW1eY/M8wg4TvV/qSizXAgNDHOGojFlbXadKjrItoq9pUwQvkvHoBIHrcMOl5sRtzvgyV2D/dHhrZutOSRqJ2Axf5Mcu4yP0a0cxjFitwv4ymOPtx+nvnbDrnDO6Pe4Hj558UW8+HBynqyAi23AX3rzA0Yuo+OkYRF8etaffiXlUK5ah/N1wH/5cw9wXF/i2J0ZGyyA4gwHgDE0WDUBY0hQ1595dJbh8tI3ksocV8nIib7B1e0b+E3f/g72h4j90WG7Bm5vB9wM5za+oVkjtqvpGgM2/TXO7t7Gy/4raBpYFLM/Aj/9ps+1V2Ufck0zavsJfAFfP7ne94eIEIAfffOBfR6YI0yKOa+MtBA9ztdH/MzjK7zbP8A7h4foQwnpVwOwvl7tvFMjU2uDcp+xMcKl16xlZnEv+BnpIM9Xk7+V7FyagyUHGq/Pn/y9jwvsvkS+TI4O27PqGJeAgDbLnY455UHL+DST7gOgcBzqWcSSRYv7aTGAkOsu0wGW3xsNElxHi9VRyesPTRqz5mLP9NkFPgvOT6GrFud8/v9+mOqft9yeWZKfGOMTpDqURXPOsbTIfxRj/PHp9w8D+MsAfg+A3ywf/xcA/G0A/rRz7l+fXvutSEbgvyDX/BiAP4qUm/l7APzGiq32zRjj98vf/wqA/w6AP+Cc+z8jwWb/HgDfBeBfiTH+1M9zuNZmyoAczGQoVRKXJfKQEY19Lg0wsRJmz3Vjm9Dy0VTguGnDTsQQFDK3/gHO8dT6to23AMiompRqzWPSMVD5ZFuCSulrmsvokZjPikLY8j4NFVPEK8X6iA5rZJicehPb0BcsZwNW6NutwUJtDAhGFGKwDzJKdqXHTCMbCmsc0cDLc6Pn3BSUZoIfLihp4/TMNJJBkhaSE2jxYB4KdcSxjugFeGP21Dm8jRepMHkcEVYTdGe8wW1zlVksZZ1SOWa5FbZEXCP5lIxKUYBHj1tcJGis1ODqfPJu1g4SXadaRsQMiip3zcexIEZYPOgWiKlbHIs1VvfBT4b+Dmc4c0/y/U6US5kZolO/hqm+Hl/zrqzjqTki+kxtn1U5McE1ljNXR9eWokeFrHGZjbRvk8OE9yzmNEh9xYW508LkJH7hXrldXc3yexrbt2GmmABpvlmTcanf+rfmlibimdP53mbw14rpAvkOa7zW9/ZxTDXlZJ7M4OJzm4hZtFFhW3LG6fMHcjmj9J7HrrnAdrwp5nmpaW1Myq3sDCoj5Pn3qj6cS/uQhDzMN9Y54nlEJw8Jr+q1Q3IldQBpX/l+GnsZefr4gzfxxrsfwduPAi7OPboVcHiY5IoPI9YusSwzL3XJoP1bf9kj/JE//xBt6/Ghl0b89Jc9vnR8DR9ZzeGSQLlnfRzxN33Dl/C5L7+MVQtsVhF//r8a8PUvvoYPdm/ZZ/j8R79NEeuxx9e5n0S3+uXoVsCD7RE/8bMON1//Es76LDds/iUC87B5gi/fXODtpw0an4zMLzz9CD714GdtL9CgDADa8YB9d5nmGgd8+PDj+NWfXuPHvvIArz4c4D+xxk+80+HDr/yMRT+HdcpVjpOBGH2Lbtjhs5+4xp/+ry6wO3hcXUT84A/d4ru/4RxX/p3Z3igclHHEr3nwX+Cn/Ldhs3YYQ4qE/sz4MXxo9YZ9Z+n5LDmOKM9vDx5PV2t07YhjuES3XUJE5XrH2tRQMmdfNQbLUUZmjFXjRw0vlXlm/LgprcNDWJ5zdC64BvC5Lnf9zJccoRo93LidMUvrtfu4rgjT5sSMZM8+uq7QA4G0VtmfvslO8tlZhXw+WY3NiY2aZ/Q67owkbmgybHeJQCfLunl/65QJPYcDfCGLl3gG9Fxacm7xO3UEVHVXjkvh0gBmfa1bDPjq18H8GrZpn+UI5i+4xRh/FMCvAfBjAP7X0/8fBfBrpvfYPo6UN9kC+FeRyHr0f0EyFGN8F8DfCOAPAPiHAfwfALwE4J+IMf7PfkF9dhlmtKTcKjxBN2yOiowG+dLPUPE1D9RSftFkYC29B8Aid+rp8jEn5quBw/cDRNkU1jYqWAGNebJrIatR0oAG16sXizwBYMoNxbFQwhokY4iYf+YGsR38dqbcbNwOnetN4e/bs1Qj654ooBlD486U6LoeVC0A1ctpkExfzqXHvP5THTFu3YBzXBfPbgmGW8DYYo6WEqKyxh4eAX1c2xxqPqo5MiaHxDruZnWy2D+Duk0F4pfo1XUsLY4GheljZ9FOPhMV8BpJUk8sozuaB3zKQw6kdVmT7XAu2Focixxi7glVYuwgdsE8p3S0FM9APKwaZS883S7v1XXYFR5bzcel8VVEJDEvIcJ9dR+sZzG6i5DZT6V/p+QN53OmcE6RmNqhwfHVc1Mb5Rp1U8VC902tNLIvNNp4vRryP8RMipIUiXz9wvky9Z1RbYXKLuWiFc9X1gkjWhqZui9yUZOkEQKt+0mh5zT0mPMK5Hw3RkrVmcb+pXsFy6vSva9KV+sGcx7pNYCcQ1evpSUWXo5Rnz/njBHuzfEG58cn+WyQdbCNt3jthSNu70bsDxH9Efi5p7ncDKOpvI/WMuVrr8Y38I2f8Gga4GI9oGmAP/aDW7yNV2cRWUbFdE5fGN7CZtNgvYpYNQHn5y3+wk89wFLr49pkzLq/xrd+w8Ru7iKuHnj88HVJH7F0lq/jDp954efQeODpTVJa90ePL+1fxeZ4g7M+zdXd+qERylh5HwBtf4dP7/8LbLqIi+6Ir395h7cfI5NthRE3Fx/A3dnLOKwvMTRrjG16Fh9avYGPfxh47YUjPvriHR4+XOOHfvaqqI9by4gUFRzQjgd888dHjAG4Og/YrB3+2A9uzbmrDoD3gh6ej09w1vbYdBG3fYPdscVNn51qGt1XBMDSuqx/VycJz15Cu7VpPe967/JcogwmEc6AlXEGNEjOndsmrVeeF7zuYlpTdZ9VVBbdEuGijniNVOpYl/ajvU+CqbDsQKv7oXnqtZ7iw2Brq55vpuLYGEX25jSAxuaR82tQ3klfuY9Vf0Quy6SyT3WfYl4wn5dkFJeoId7//aQkPW+5fc0ZmDHG3xFjdBK9RIzxp6bXfvPC5z8fY/wNMcbL6f9/I8b4+eoz//H0/VP//+aF674RY/zNMcZXY4zrGOM3xxh/1y90fKosBzRFkevicyeUlEaEjMFpTmxGVZqA5MVbY18YGVrcvI4M6n01ihpcEhSsLWQH3tjj6Loyhw056b1W1JgzyY3tMcHlmpIBdxX7GXHPdv84Mant3ilyM30csY9J6VQjYxV7MzQP2GC/uphBXw9+e1IBZ/H0JSG21DgPJO2pDWc1qPRABpDJbgqltGSEtPtPEFyLDFT9oYexzp0gaQcNiBENds2FPdv7xucRikgm8zEP2BRkNaoYMM/qFpeFEVWvNRqeHDfzCGlYcE0o2YMqzoTfFf2NOd+ljq6Z91P2BH+nYbRrpsLiU7RRDyEekDWM64i0Nzp3sANRc2E5Pj4Xfp97h8+lZsBTZWPAqlhHp5rmudIoSUywZa6x/fTNbB0oZI/Fug9+a/0kw2nt5Fiq95aBqXL96Ivv1sqKNhpchMqybyOaQk4s5XHz+7wXoXJA6S2v8wR1fvJ4pmc2wbqINmnHVMakXofzfKvs3fcuwVUJGz+4bYKuNiVRChvhs9oKg0sMeuY86X0HrJIxLn0iWzmvcXDlGJhHumR4aB8UKk80A/9uQ4+L/TumwPIaPo74zIOfxmbTYBgiri4inu48fvDpN6XP+PRdQ+TUJEdhxKa/xkevrjGOwBA8XngA9H3Ao/1F0b+62XoLPb7t03neLs49vvizqURSncfZuqGYh49dvInbXcS7dx1efjDiz/+Iw836xeI7eoby7/PxCb7upQPuJsKe4+jwc4/P0I6Z+XXwXXKGTlHItN9ytOvTL76NJ0+f4ic+/ycxfOVP4nd+/w0e39wZe3jfprz7/erCSGna0ONsHXAcPRoX8Td+64gvfflY9E33PEAW48Rs++r5Nd5+54gxOIwjcH19xOPwcDa3+ox5bSVD64YdXunewWYV8MbbDte7Bte7Bm/tXwAhi7XTz5xSEg1eeqaEGi85jfXs3RxvcHn3Fs53eV2qfOL3L/1TbF0qXhCitzPU9CPMSct0zaq8q1l7AWDJuJkZeNOZeHBb25/KLVDD2E0+TntsG5KuR8JI9rN2trBEjl4npXu0s9drcrz7jF1gLo94nbqp7FG9k/eYOVBrR5vLuaBMk9FrMGJ8yln9vL13+5ozMP//vakyk5KgS8VSFQPN6dOfmlfEnLI6srJCbwq5wjj1Hoxo0CtV9jPdi0yjQGloruPOcjc1isA8Bgq0VSwVoc3xxpRcIClK3bgrypvs/EUhQGoBMCLBhpgLdnFIRbFzrmPAwW/NwNNGbyTJP8yYmAwiLelQRzIoXLVkBa/JKCyjvHxtH9NBUBNy1AcdG3PW1BDS6CEPPo2UMmdWn2GtwNsYjOwoWGSTSuA+bhOZAaReqBq+ani6vIbuq3lFAwnISfcHbCzHlO9pWYu6LZFIqRLLfvD1pagiAIv6rMNuFuXUuWlxzIQEyJDMOp/Noqnyn33QnyxhUShvaBYPVZ3HU/Bd3jOtlTJqWv8v+jAZB1zXmptoThApw6FERnW5CI0um4E1rfFSaQq2RugIqpELQFpP+l2FuXEM/F43pv1HqKYROE3PnsbCOu6MIGiNPboxP/fCaRbn630J5ql7ShU/ZbHl8+V6VUOVEdgyl9Sbw4avkXynj93McVHPr62LE69z/tVxo6RLnH+F2+a15m3NMDrZ4oiD32LXZBlNRyflsTpddO7uuqtJ6W+zk8Nl460NPT7+YWB3CFi1EY0HfugLEe+2r6a+heW6hXZO+BYf9j+DBxcO1/sGL10M+NZvXOEv/eS6OEtq8jCdw888+GnsDg5jdPjYBwZ0nccPfPnrCwcpz+4DNhiaDsfVGc7HJ/jAixHHMWH3upXHD779CSPmqY1yi8CFEZ+8+CKOxyS/7g4ebz8G3th8AvvtCzbmXXNheZ/8/tAlkpeX4pv4yz/8I/gtf/9vxD/7D/2t+Jd/66/BD/2Vnyv24xEJQbJfZWP7Ew/ewu3BY9P22DQDPvDKCj8eXy8I4Op1xTIvr7ov40MfXOFwdPjUh/b4+Nef4T/58ZcNfcDnUu+jfGYN9r/BiHUzYtU6PLlJ/3/8zXP0sbN1Wzv2FG3AXMRaXyr2QSyd7UkGZ3nOtcu+ank3XWc+jobMAUp9rc4t1udMZxYdzjoO3qNAg0i6k6ZLZATHWMh0lieq+7RCXxBHqQOJfeR4C7bnZg0vTl0/rXmt8Wt5mjQyK4eE9qeQ9XKuarqBNu4xlXsauLgvKKPyt75ezcGwc+dmyL5XtB0AxhAxDOGr+j/Gr906Jc8NzGeseYSCVMeo5U1hy1DIWhDwtSU4YS2AtSmkjgo4hTYA3K0fJpIZZNZFAHhw/SVsr9/E5e1biwqUKmOkweb7apQW448ZqkRyCRUWif3R22FeeAcnRXAVe/TtGY7d2ZSnlAzkTX+Ns8NjnOO6mFMV+uxvPVeLWH1CXab+6sFAL6wa/XVOlOZS1jAZ9frpdepGZsqlKNWtf2DzXkSXFyIt+ffKSKpKJRyWiAVkreq6YaNB1uJojgc2lr8BUOSYzDyY0RfQbyDn3tp3Qp8jInLws09qlKsBWsBopvI0zCVZmneD4CwY/0tGIfee3j9DINPn+awInaJxlD5TEX9NjgqdRxoodc3VPq5tX6tX3MpzTIYi+7/zE+GSMEvX0FF6eVs3GDTeIqoxQzx1LZjjo0JkeIwzgiFgvgdp/Bx8dsjcrq5mRgqQI8FL8nGpqbztht2MSKJzh7ROx37mVKmb5l7yJ2HzGs0FYHA8dUapY6l2+imBVuuGBOknHE8MzYPfFsrcorKVTXu7TxGhFTZk1uWtx00nizaeIgoRZR+UHCmfNuW+YFRtqc+b4w1+xas/i27l8fTWo/ER3crjP/z8BwslGRCnAtfrdN127PEbX/tBPLn1ePX8Gt/w0mNc346z7+t80EgBgIvDI3zsleQIWTcjfvlnWvzMG7F4dvy9xbGAR//yV7+EJ7ceH7y8xWdf7/Gzb7oZ1HnmLI4jzvon+OZPNegmUffo3QH/7vc/KM5TOm3NaPSNnYHt2OOVs9tiLvdxa87SpMRn9ACvcRkf48MP7/BjXwL+yuf/OMJbfwx/9j/983h0e5jJxiKPfDLEXn8t3XPTDPjAiwFvvtXjr9x9JK8Ht1yftoCT+xbduMPu2GJ/iHj0eLTanv/5z3xwtpZ0Laus49qr8y9rxxggEGKk0kE36xcxth3Gdo44UAhn3TwkIjjJDTqb1KCuI3x0ss+uF3O0TZ1BbHTQqdwCFNXCHT9H6iztOTrceG9G+e66K9x1V2gwFmztHBPLk+jZrLwfwJS3LWXHLF3ihN51CoVTO6sCElljXVd4aS7ryDXvT0Z1gCkqZcT3eXv/7bmB+Yy1VdjPYZZURiVCUsDH3iOEzzwuFcC1UUVDVpV8Kl7BNSk/zhSSSqk43uHB7q0i0loflOYpFY99caD6ZeNnCYp2Hp4W16T3XBXVoemwX11gbNfJ2xZHNEOPZpgriPuwKQ5bFcg2h9NWUSOx7pcRHdD7Gpchxfo9pePWe9fkLVRQgUS8Ye9VuQ6pr9mw0lp/mj9bsqP5InKpTYmTqOSG6GdjpyGSPZpzmMs6ZLj1+fFJUStxFfsCXgQkBZz5rZqnt8R+x6aQRp13PQAb2QN8HvqTeUScc4tYVpHYOjKZc+UIy83RvLJ/5dzrs9J5JcxzaczsL8c1Sj/YkhFyKBQh7lF1FG3dHc5xPRFJTEQXsSz/UN+X7VQknOuA0PMGo5VZ4Tg1Qu8RirqgeY7neYErJFTDZf8I2zGVHCK5y2yvIUM2CRumIa9jKZxYcWc1QW2fise7Zlc8Fcln3qK+zn1YIyc0KsJWK1UK76WS6BFm0UaFnNalhajk2lgkb21Ek510IpeG2GIft+bsq2slEwnC+RiRoHhkhmVTo0/HrTlu+hoNeu7vZjjghcOX8cu/YcTtLmLVRHz4Aw5f/OIt3g6v2LWtD6LEq2EPAJ/4wB5vPtrjB/7zH8B292fx7/2JNwvDqZ6zg8/j/9jZG9gfPR49vsHbX/h+HN7+s/j+v/jTeHp9XYyNUR9Gb8/DU7z8YMS7T27wo3/xT+Puy38av+8/eYxHd4fCGF6C93306hq3u4gXL0Z8w8darNcNfmb8mBE9Wc3iSWbRqOJ1L5unqBvXDKGminrinL+6eRc//eN/Cf/g3/d34n/0D/56/Lbf8rfg8z/y08U8zc786Rz8us0bCAH48TeOeONH/yRW+z+HP/1nfgBv3YYM4az0ATaF/LZjj1/2wk/iV3/6KcYQEUKE94k8SPPX1djk/NURQ55/9TokiVXx/Ehmgw3e3b6Gu/XDIsLL+5oz3wnkG74gN1M4f+EIC7k82IhmVlPb5KM4QdmoO9SRV21r7Kv6yuX7ZLplq50sNHTbMacrqZ7E51bX4jXiR5zmRqjTcuh8ro1fztkpQ750MJS5/EvtlKNdG+f2FGnf10pzzn3WOfd/cs593jl37Zz7snPuTzjn/rZfivs/syyyf7221XhAN+wsX+c4MXBqYwTjVOP3CnjZ5E9XuMGIJjFsxjExx06KATCvjZTgkp3lFQBAv3mADoCLI1xICuS1e1iwLdLwUOWGTIK8vwq14BsM06GhY+QBwPHV3ifCbG/9AxxdZ0oU81wyTCpHWch+6H1OMwfSgVLkKE2zR09+rfgx6kSh1YRk6DKPgUqYjkWvy3px+swAGLmIV48nfFb8/DyayM+QXEAVNBpUVPgLZjQHIObvKjucriOPYPXuvBvnN5/aCr0xoup65WFEz/xdd1U5OgKGSSxpNKA+jPT5HNEZW2j9WT4vMwK8KELTU1d2WdaV0/tznZyKTmqfmCOXa49lp5ApPi4/JyAZDuwjANsfvL5GmxgVPKIzb/hSXwI81tiXbMdTSR2FIq3jzvKKfLvF4FPu3eX0ncNqW8oJoBjDe7UltMI67KaaaWUUN0RvedujvAYAa5e881TAGKFkiQnvCE/DLO8qsckmwqh93BoE9ui6IoKujX2hXAiuKdyxhfwJI1r0CE251smMOlPahh3QomBUtftWxhfXkeUdu0z0w3vcxrPJoZNJsWjABjRYudIAbkOPczfi1j+wz6uDgpBlZbEdYotr9xDnq7nRrLLT+o5gkDNrbjkifh+ahXPbN1scJobUj11+Be88SBXJPv7SLX7uw+f4y286/MoPPTF4e90f3ofy59Obv4J/9z95G/+Lf+w32Ge+/nv+fXz3d766GNElHwJa4LJ/hO98qcfv+eNv4rf/4/n73/O578VnP/saBqywBcs1ZAdHO/b44OUtvv9P/Th++z/+6+17r33u+/Ddn33N7ql95e+vrL6C8+0Vbg8eXRvxrd+4wn/2hQ4f/czc2UlHBjwAn86bb3j9W/A9n/tee/9Tr3+qel6jOZTJxjv65Fx79fy6/KwLxXnMPUQDTp/nt37kEb7v//3D+Jd/a9ZnP/r7/gN853d+dlLgEzKFbNN8VsE1CKtc+/bi8Ahdu8PHP/ItuLlzOFsHfPGNgC/tX8XXbd6wc473Zn8OflP0h1G5g9taukohk908ykkI584n47L43tQaWTM02A9ui86VSCbOP2VuiBM83ufIu3d5nQIwcqD6XrUup0gMyi7TsSajt+bR0Dx79tOjrHfM14zt3jVmlO78RTEfS4ab7qOD3xZVEJYc9wAwOpVHYyGn1EE840zAiHZ6lqd0lKU+1n+fQvvVaKKvgfbbAPxaAN8H4P8C4ALAPwTg+51z/8RXgzfmvvbcwHwGW4qg9EaXzMbcG8Pfi5dVD2pgwpTHnOfTxzUGl8tQsGlOGhUCVXbt0KgU6W24SZGAiy22+8fWj62/s9pYtcdJFfakPE2CqpkrF0CGaDBSw7HQePQxef68G035a3HEdrwp8joPfgs44LC+tDFRsWtDj9b1lhuSlNVciJxKOAD0WJuhoYKrj2tcujQHQ9NhdcwJ8Hq40GCsmwnnJkcvGZnoXFVaYzLwqPDXSn99cPC9oxjt2icK7ySMJycCynp8ac1JbqYLxTh0PpcaDTkq/wWMTEoXmGd3cmLsmovicOJhUpOjkPmXa3Ydd2ask0SqVjxGv52xr/I9FqhWo9LHESvXFwdcHXHTRueBQVArg0wjl+qAYTSXCtAq9tn5A63DmUtH1IW/FUJfrJEwomlKanadm2SgHTG4HD3X0jy1MbsEX5od1BJFKudntHGyDbGdeeSH2KLzpfKxVJpDx9k32eEDJGOxx9rII1TpWrpecI1BozwmNtZQKl3FeL30wY2FU21pXqyOLJ0v7jTs1nKpZP+n756uHapyoJY3hWEs0XFLpWCpGmFw9m40pudbXGLr72bfq6M/2n++34Y+yYAqxwwCw6OCv4TM6NstNscbfGD/U3jp4hXsjyk/8G/65oA/9oNb/A0fSg4Hlo2qz0SNYvo44qWzsq5uHzqoEs7vACiivpRhL5yVBCsjWsvF5rlkczw5GT7o38J6VZ7Bh1DOR2Fo+QmOHnp8y4ee4Ad+8gqf+cgBH9g+xpuPPoAf3n0a37L+yzYmGiN9XNuaD9Hj/HKFz372O4v7BizXLW1DKhm1i2fTnpmvTXX2AhOSBuMswvey/wo+9LCEex7GFrfDBuft3qLyej2NMPlmNAfZdv8Yrz084At3G1xuRgAOf+EnzvB13zzt4WooPo5WSs1eE2eQyQGXI/hw2ZnNPaSRTF6X49ZUAo5D5f7t6gqX/aOyrA+NqTAgNE1BqAMokmbSl5o+6zmYIxvqZwGkfdfH9XSWNuZwZF9rZylLf/iY2XXr0lpAcpIE3yA0uSzRLp4Z+sjmx42THlMGAsbpuRItocGPU0adjm2s9Eo1MlXmKWKnRp3p78Vzm2Rn7cxmU3l3qoUQMY5f3Yhn+IXlYP4fAfz9MUaD9znnfheAvwjgf+uc+zdijMOpL/9C23MD8xlsJDnwcYL7TcrpGnusXOkVplAESoNTW4NxorjOnqAjukRwEcdCSC6xaNJA6VxVbH4SQtjAjMq6MfFcjSSNqGi0U/uiBgEhnmo0K57/1j8w4cnaY2p0U5FVcoIRDTbV59iPbUjexcF3hRGhDGwWqUJp7APA2M7Zx9TrCGBRiUkHe4YuKoOo9sEjLApkCvAlIijeU9cLjQcAVgvUI1gUQI3VQ+iwdj1al0p4tGNiB1avro6ndi4MWKHxaS0xb5WfVaICNbzqses4itxLN6Q94fO6sfwprLCNpcMBHoW33gzb6W2iB8wxMEW69Lrs4z5uTUmiMlc35vCZ0nRC6S+93HPCoKX3aoOCY+b1EknXaIqDXk/zVPX+HsH2Sht6+/6uuVgkP9FG5UXnrL6HOiRUntUMhwDQ+d7qei7tmSVFKEE0M3SvgDaLsQkkJtQOu2Ju8nrIBkSGv8+9+2xtSFF77glGxtloVLO/Cjfjniw89IJ66GNXQGTV0biaoFzaamIMlXH1/d+rKYw5wGMXz/KYpmemUWKOlfJs6R61o6bFsXDCDG1na49za4aHb/Htm8/jjz75Dtw0T/HTX/gh+NsX8J/9+S/j2z7xGroXrzL6A+Xe8nE0A/FhV0bmXIXeOboOI42ChbV81d0U328wlXRxzUxG8QwDgNfO5/Uv61Y/KwD4sP8ZvPWBb8Tbj27xUz/3FzAe1/gP/qsOL/66F/DBs2jzfhfOsfGpnANJ2UL0WLt9eZZgNCcqx1Yr3iF6fOr1b8Tv/r1/FJ1PaQKfnqKftdwiOqjWQ17sSnjupu3RuIhjbNHGtHbp6OqbJHstVcR38D47vD929ga+gI9jjA4f/0iDP/cDT/EjX/cxfPvm8+iGnRm4wU2ENa6KHlb1W7mujv4CCjOnk7fOA2cKkeoNGs3N6Se5TuV1l9mCKfcG35ljhdc7ug5t5Vzge0QD2RnO8Sw4+ew+rkJhUUa6KgVnGiflJuddn63W7QZQ1A/v3GEmnxnJLe9TOmYDPDDZToNbWS1vbXWEVcfMM2ys5kDhtPuYggssg8e517nQ5uOI1mXkVn0ejV9jJlOM8f+78NrOOfdHAPyzAF4D8MVfrPt/bc3WXwdNowdAVo5C9BhdzqM0FkJ/MRNuFl2TzUNjgobB6JucF+BFqZoMuhq6xOgNNx2hDrZh3bKBScPPmACl3pJC2RjNAiqjSDyO/BzbLp4V+Yu8/uqYoqhj2xl8LjhfsEPOcn6GSbCvSoha644nyxkUDKmToKwPM75GQyBUBzzHa+UXJsGdYZZlRJKHAY12NbS1qfFoh4Xcu45SU1h7F2wsqlg2YrS2Y28lWYZ1zl1VGCVQHmI0EkbXoHFjAeHTKAcPdm16nTx35WfOxydmbGQ47ERi4xOE1gytSuFdxb4gWggCASI0tam8+JqnSwjjCj1al8m49PqqjClEiOvRPMN0NkxMxqpY1Eb4UuOapQc3oMG4urI+0AiikXfwW4QuO3c4N1SGDXo8RT9VmXqvVht/Or+zz2Ke28154FhocDDvDEh7jPNUQ+qLSO10nVtMEZaYZet+dVEojIS46Tg4t5wLwugUUWHPYHpW9J5TYV6HXYb0TtfivU2eYi5H6xIi9e8EULNlx5AopK4iYonjTCZpdNRy9kURo2xgrnu9L+t9leXZRbHmgWyw0YDr4zpdVyJKfbNF68oIO0totOMBv+xDj/DH/8xP4bf9lr/Drvs9n/tefPbFj9jc1OtVHZmvv/46/r3v+fcxxgZjbPD665+GR8BZnwzAJ+tXyvFV6/cbP/Mp/Fu//w/DI6JxI15//ePl+CcUytF1af6nXFneN8JhiA0++fo3oY9rcx4eXXL+8qym0QUA33z1U/i3/9M38L/5J3+j3eebPvxH8eu/++OF7DXYogsYQnZG1CgH/bzOT+NGI5C5vHyAX/Edvwqb5iBr8a6YiyIvdzKW+Gw53mNs0boRr7/+STR+LEirluaZzSL+qwbnxyd4+WHA/ujx0sWAz377Ff6DP/kEv+K/mfWXg9/Ci4F2dCVU0seESgiuscinpiIAmMqMZNljOX5yJp8yUjhvnCsaN3pW08lh8mzaizoHfbM1Rv3GzWHoagwDy8q8IpQKnW5am+rUYyoPzzp+9uC2WLkcZeX5SgeVOl80uqvIDMpK3pvzncaRDE0amUvpIdQdqH+qM6tuNRpqwAprLJMm3fd9I68TQzO839yQZ799CMAA4NEv5k2eG5jPWBublSXoH7wUbndyCEtTj9Z9DFdUYikAGoyFAXTf931MJAJD0+HWPzCSl/ozAIV5GaU4FVmtay1ZlMmLN3VSJluXDo5OlI1DzCVY1ADwYYQfD3BhMIIfMsKtXJlzZUIxDNanOoKVGT8lcoRQHAiqyBRRi2nuNHq6lGjPHDIfyTR3nqGwCALZC+hcfuZqSJxiYgNgtPkn358UwNt4MXvPu4AWOUqiERyFD9KgKL3koYDl8ichRDUREACDBus1OE+nmkKkuJZ8HDE2k7E45SPV61GhlHoYMgLBiOTBbWwsQD4E2X+DuaJUFGolXPeAKs5m2Ey/dyHlYe/cOZhPq0YtgFkEUo0G9oWGcg0tVy8+D/9V7LFy/QR5ytEthRWOrimew4BVEfGZeX0XPMQ+jti5c6Cyk08Zmewn5cPgO3RTMXQfRvhmelbiKFHjK8Db80lERgk6to47kwXXzQvp8zMiJw94WJ609pnOAv2bcg9AIQ8aJKgf4fPH1ZnNRz03wTVlaacKAjZMDK+ncnybBacElUJFktj9HQyups+CfWcfCZ9WxW4ft+ZoU0XVng1GbHFTjLWAA9KYn6Iq6lBrccTot7PC9327RTfs8LL/Cl7elvX4RrT2fNkYzdTnEVyDFy8b/Krv/NbEqBpbNAgYFtBiMwfudK0XLrf4ru/8bJobN0xrrTwnmNbCMR1ji8vLB/hV3/mtaS6wmqC5pZOgPl/5HLpxh0+/9E7xXusH7Nw5WnfEgFWK+rMkV1OidmZrc1KkC0j59HPj9/Ysj00qj9XKtYic4B5QuaJn//nlQ3zHZ7/L5sBP89z5zCSq+ci6h6i3aPuWl7+E//jHP4IPf/QGD9YHPP7kA+xXF0ZIQ7m4BDtVJxVQnmUtjjP0EPeH5fJPjlJ1VnM+mM7AcdLJa+eRn0NZ2bclPoUjOtQqWX1GAaWjuvguymif9jXAG+JGS57wJ6P/BbqqugfPAz6zOorJ8nCD73C7StBtRaE1bkxsr1GdZqVeQ/md3/emF2mrIdb19+vyOLUeUDt8Rz/X15Sx969BWznnvn3h9TdijG/8fC7knPtGAH8XgD8UY4Uh/yq35wbmM9ai8+YNZDSHnpTBrXL+4uQRq6FQQCncgUyCEnwDhCwk5uybKZGd3lMA2cCbDqxDt83KwHT9BK0ovcR1DhDvtQklrEiVHvNUVjANypcanrdyA46xLVhVh6ZD23bw4wHRz5f3ARugyQIz+AZdfwcXRsSJyrw+3OkBtD4j13ik0OmRoDOdO5QKXCiNiFEONDUajJRhGj+hVvR62/VcMGHKfNklT95SlKjOrbQ5k8Ny43a4xsMpm6jPETFXer779syeXRt7+DFFF5aMQIvSTcyQQIrcYMoz1OtqVLiGFd/XNPeH63VAh9WUv2dRaIEHs28AZhFKbVRWA3yRR0uDTA1FzjuV4sGvikgWMD1fObBJlV8cfJJTTMNz1HUlSm/9/FUh38YM9975Cxu3fq++9hDbHFmaFNRa8cte82MxLiqQCqVfispt461ETTPcvGZuVrSGjT2OBWSriFDJOtJ9Q+cSkJ8nCZAGnxQ5Ndp0b6tRpr8Xyp442LRPNTnZUuO86nUYVde5t/FPDh8aL0q8ZvMbbgqHDpCZLFlGoL7mqcYx2BkRz5KcQ1PAdrOXv3QyFM5DoDDS9exS2G8N81cDaPCd5We7qt/HsCqeocoORkGACurO/T2VZSExnKIpavgfHTiDK+vf1lBmAAV0vkHAIXbmKDbjnA7EaTyD7zB0JfTbjLdKVq2mdWDpBW4o1lI9n0XfpjOoBQpES20o8owN8ItOwbqPpxr3pRHGwRcOyFn0XhFPPtXi3cZbXJxFvPP4Dm/+5F8Ajmv82/9Rh7/nV29x8eBhEfHSftVyhEgcAOi3icwsRI+tuzNWXu4V5v6ZQ1dlwsL5dJzy7nXPaV9qxxLPzdrQzER8Y8FKW+e6AqfrNJrBSNkCyeuvHENc85RHtdGoZEp0FNfykZ+j0x4LxrONfdqtTOF6r7HUcp3jq3PegXKP17netZHJ1+vvlmfL6XGwxRARxq9y3cq0dV8B8IML7/4vAfyO93sp59wVEuHPHYB/5hfeufvbcwPzGWsDVoveLF3oPLA77LDzZ2gdzONkRot4eFbIgomCtmZ7AwDvpjwA1nubIoBD08EPKSH9/PjEvFFkWw3wprwBp0uojJgMuDinga8VNxXCjLBQ6AFTpDTm2nCq+N9sXkItftdxh1tcwrtUDuHoO5zHBIUKvkUTyvnVeSfpQc0ua8yeQucf0JTQ2MqzpoqjNmP+k7+BVEJiRCofs6SA03PaxhTh1chgzaCmBpvOJY0/AIl0YFJY7UBW6OsEYQtNhpp1yNGktd+l6BTnUtetEHe0obdrABkqdyrRX6OdXsZhHvbp+a9ib2uMYwMwg3jToNfDRj2x6smuo2FUXhmx28Ybgz4Gn43D9Pyn6KuQDWiNVM4hYXR0onB/El5F+Kp5lpeUmgW4JqG3bCQPsogc8h49uK2tZ677btjhuntR4E0ZYmXzwrFUz06jRj6ONkYgR77bscdx1Zknnd9htL1WHBjRYPH0WqkoDdvcx1TPsS2cBczvArJxCeRoFJsSKnGdcCyqlOfPZ0O8Zsb0NTtjzHnn9hlGRiYGUDXwGFVnBHYlzjzmUGlkpW42f8222A8cJ+ft1D70GOGdRx/XheyryYdC9GWu6uSopKxh1GbJiaSQ+QM2aS9Oe0rPlgM2+OTr34R/5/f/Iaz8EQ4RH/vUN+JIZ4UYn+rMm0F5EbBxO3PoWY7YFClRHoS6MaqraBMABbwOQBktiinyewq90QpMsFhX0/r45tc/ge/53PfiLpzBI+LTr38KCdlyKAwgOm80QrWUq8fP103zVz0C1tjbWaR53we3xTbeFA5nACXkk44nScHgWqERo+c9jbluSM5fAOg32dn12Q/9HH7PH/kp/Cv/dIYKf+Zz34fv/OyrNlbKghr+q83JuV/UYZ70Hx/HlDbj8uvMKy6ND2ELdgMOscOT+AJeaLKDXWHydJLpXAc0BWmNQVijN2ZUjl8jqxyvPjMLSmgtShn/klN6FXs0brQyVdYvkUuaykHj13Qzee45haE1oqpTMoXGpcrK2sAsEFozRvm5zlu/D+Tczy1u7T78WeueivgwlB0CPL7KxuP7b18B8LcvvP6+o5fOuS2APwzg4wB+Q4zxZ75KfTvZnhuYz2hjeF8NlDbmg9lyo6pDVL+v+QOFYA0pt6ow8kISeLXgYaS0bfLnt+MNbpurgtXTamEhQ4hqIUGjxiB3YSw2NDf6LIKJHEVsJc9KlUU9RADgbv0w02qHBDk8rjKBzhBb3DZX5unHRMzjw2g5ajPF1h2Lg4sFeakYK2SNkE3CbW3qK68nFUcKa4VBWx7NNG997ApGUo+APq7ROIFYmgLYmaK8JNipjFKYc167cYdjkxR+LZcBZHKmuobgfnVhh2YbevhmMlTuyZMgZEgN2zoKZJ+dxkQjk1H8nc8lN7QtFY3mXGcDPOXWMjfDCEV8zgXls+1DmksqkMYSSCNUFHoyPloes4z/6LoiusgoK/MH1ZHC+e2GnTEdh25+8LLx2dcQJm2zXEFR6BpZ02Y0yLiIaujbrRnLR+QcVx9z2R+u5doppo4Kzo2PqRg5fIr+mKyaYJtFFMI38GM2UnbNhUVzqJzQSAZKpAEdBeZ8QcA1rrBZSameCBwiiSv6Qr7Zs16Qj1SmahIxfr5wovnWPPvcs/qdFoJ6cKPByOx+CJbPt6qicUquVCtPJmfHgzlWDm4zh8ZOuWe6TpUwqTQEw2IElcY6c8j0eS9FDN4r6pVk3qYkXZrOx5cfbPDqd32blLkY8WjKr9VnxZy7OvdbIaIAzEmnjqR63HVrcUwM43IWAJLbDT8j/woxyWiNbip7uaZA6Dx14w6vbhw++Mu/AV9ZfRgh+ollOdg4gVTagiy2XP8KhVU501TPRVuR7sA9XMHIKXdU3hR5eVOESsepqT8DVnaGvVfjWl5jj6978e49P699N91iehT1fuU6PqJLjMX99fu6pkeZ/+0n1wIAXLuHOSodW6yRYPLNcECHp7i5+EAhf9XQJnMzr3l0HVrf81EDmKOreA0yNsNntAnzK31MUGstWaVjqh3TGukzRxHS+W2EcshlUEY0lmNaR8OBcr8vEY1xnaXzZXkPLukVS/mgMwK82BaMvHUr5NM0TnPu3oPy+CVoxxjjX/ir/bJzrgPw7wP4lQD+rhjjn/qq9eye9tzAfMbagLbYEO8H/kjFsd7IbEd0hREAAH7MShENsTYkzzaJFKzQceixX11kRskpUmUGKsbC+9c5komUUblm2qwKldRGRUxJDQpDT0mLKqbTOkegNp75HRW4Q2xTnuvkZVQoMCEoGnkqYGsYUW8fVbR8HOHHCcYsY6DQA5LApLFERratu1uGmZoS6cto3hSRPficX9niOBOGdc7NiExkM8QWTZPLMaz9DgMuUzS9It2h95Lzzv4Tfu3DiFWTy3lw3HVUvs7/XVIuZgeP5sWgLFvCw82uLwr2PMoVpsT//eJn6Ewg7Nkiusj5lhplu22uFstY1GVpakVOPaVUdnY4Kxif+3YLf8xOGPg5DFm9u8WcuTn5BvdDXSsyzcto5WiADNPT1oYeRxJUuHEiJ+kWFcQaJq+NBjj3bTKwfeGJDkiRMjSZHZrzxvlklGglED6lv9exAUm+5lzmvogkJSV8wCF08D6Y84EOAEZ6asNQ9/YKJUJB11YmN0vrigQ/dEiYcuTLPZEjaY1FNaycyHTN0W9BiJuyMc5IbkSm0xHE/V2XwDplAGq015S/ylBlORj9Lp1tdaTK5lGemcLzB7QGAVWnosJL9Ww4n8qoFHnLITvq+Hx4DtCw53fSuCqGVfldYYOai2152ygRIga9pgEqxH3HCYataR40loNrcMDGIi5127idGbZASRCokXzOWVFux+e1YTUj3Xa2VzmHLY7580K8pXOgTgiuHyVLmREYyplWQzHZhmaNFiXvBJ0El6vSwNR1qfegTFHUCB3J+9UFGFkEYPOway6ADkWkXfe/sj5TNu1XFzYHzC8t+xJw6x9g096gGVIKD7+3FF33GNG5Hn3M6JW+2cL7XMOXcphrBch7h89GSecGrHAenxbv6fnu41hAsGuHkBro67CbopPzHMr07MqKAEsBh0IfWtAFami36lcAUvk5ZH6E2Vkfx6qmZs7JVMNZo+i1vEuvEeL+i1bR4xetOedaAH8AwH8dqWTJH/mluvdzA/MZawprCNHPmLjY9PCq29ImGXxnhYv5GSBFpVJx+WQ8jk2i7PbtBIdwmbglNI3BIevGfKDDFDnT+1OQKMyMitFde2X9sTydexzazBHl4QWUCqwqMCZEmqzIWg6ZW02wuZxLCg/4YTAPPwCri0VhrgokPbEr9OYhv/UPynlZYOXVfuizMljdRMhD5WIm9Ccjc5akHxPbKYVlqBQAzhWFOr2fAT7npnK9OZLt9ObA4IGh0C+NPtfGlDYfyxI0lpsigr5WWGqyIDoyChghgDV2U+RqmSa/dlLYvEkfSYDV+6QEr+Nuiqoxt7afR6+mCE6Ax5PVy2hxxPkxwa69G1N5lCgQ2KkvnEfuRW00ZtWTfdddFSzDB5+h2ksKFTAvq6DRMc5dbfRz3vu4xsr1xTM55Sjg589xbfdJ/crrgV5slrcJPjEk3uIS5z5HCTRnTtEBTBvQfKZ27E3RArKSkaIldaSrVLZ53fPxCbauwRO8aMZK6wa0zaREVGzKdk2XSaCWGp1fOm+17FZll5+rlSNbx8JceSr/jXuZzhON7PJetcJHo/5U43NbcvTo8+Fr2mgkzfa3Q8EjwMhMDc/l+4zse4zYx21pBCNDmmlYz/KuOBZx/pgx4ZPBvsfWkAucS0a0bMwo4dZ1HiQdQozk0MFmjr2YwO3KXmysscyfnNZboSjL+cNnAi+QSJH9HsFKCRWQxan1zTanMywo9kBZnuNUlKg2DGoHsEE9XT/77Iz0TO6xlDqyX12gq6LxAQnN88nXvwm/93PfB4eICIdPv/7pXDrMqQGbDf46D5Ntc8zcEGd4MotuWg5ytY8LpurQ48Cc9akPS/rZzfpFnFVnlPJtqD6Q7umL3F49S3gmpOi8nAt6ffZjAUKqdZh1bFZjGfM6ksoXcD4+wW1zlaLx05gVacDmZW9wfanhr33WwIWi8IDsTFYdoHYm1rovAwMqO4x5PM7JrYD5Occ+d5Wzo24hPlt1MJ1zHsDvBfDfBvCPxBg/99Xq1/tpzw3MZ7CRJXCER+cOhaJmCh+FixtwwNa8hLXhUlNq9+3WNhIT2RXGsA477PwFbpsrnONJAXkLaHLOkiiuwHQoTtTmCfozLwWyFOWgoqsGinozVQjR8Cq86wueT1Pc25z7MArcMxevnxSGSZgc0UGDQ4SuFJ5LzGFiOpYQfVYuQ/UsThiZnD+FabHmVqGETlAjIMEJqVTwPe9CoQCoV5PjYz6ReuoJBxwxORcwLio7NWTWoDgTnb429kOdCpxrzVsjbIdGq0LCGXHQ9ZAitgniojlxa6TcT51fGjO3zRXW2GVvL3yhtPMaCbaUCRS4TgasiudjzxKj5T8HNLgL58AK2cgUT3lwTaHsB9egdeX1gIRGoAKh0aeD3+L8+ARt7DF0ZX1WIEdYlgx7yoGD35rTqGbdPboO2/GGC1P2fII6a/5cZdOme1dKZnq9hB/W68OeZW3AifKcCG2OufTMNBe51m0NU5/YHuXzu+bC3qMSBEy5sGEA1sC7eBkbl1kzA5IzLvimgFyr0dLimEmQwtxgXFJcgFyigEpO/bwA5HJSU581Wg+kNVenDNizMmMzpQYwSkIjU/uotRHDZKDWfT7l8CmedRXBbDDirH9iDJJqbCnpFe+jBGR1FJY/Ny6zhKryqeyXykKrn1FD12RG3AFuiz52uAvnOPO3uV7twrlCBbVzh+I5LLVCTkre4YiSKdkjYO16u3brhlnJK84HgOIc0/QKRuY5vxmx4ouIY99sF/djvUZrp3Ct5NPxXcOegSTDdu48IzgWDBuNVNfpNPybcl/LCOmcX14+wLd+x682wytFiUNhZNb7gQovyXvS9xjlzg4FRUvc+gezPcA+GoRS+mbOIKntavUzkc7o/erCjFofxyk6fyxLhzHy55vZHDJVxlc61ayOpMtMqoZUWHASMtCgEHKOh6RepidN+5dztHU36F2u9akRbPaB11JIbE3OozJWc2cbjAb9RoPEdO82hSOxllu1rsWz3JB25C3hHLumXNdxLJi8NQ3ra6z9qwD+XgB/CsDOOfcPVO9/f4zxzV+smz83MJ+x5hFNIITop4NPoluTN8bw9HJwm3dQE8KRPO3qBTVlXspxKIOrCkmgNH5qzzyx8nY/FyaShbX144iSIbX+eUSqy6kCwd6f+ko2TO8CDm6LY9MV3tAaysGfCpGohVYdDfAYLS9Tm+U5aIkC8Z4fkclCvEvlUBJZzpy+XYVogyzEVNBSyUnOA4G/Sn5PTa4BiCI2OQ76dluw1tbRLjbSqY9+a9FR3qOGj+mzrj2fS1GCJQY5XW98hqos0VPM+TAlEausPKC1unm85hp7Iy9ZSxmLtc+RQsKC6vqsifBlMA8tMDlFMHeU8H6cOxoive+wj1urpbpCnyMGGM3xQdiqsTo3OcJNpwYwRR2rAuTs8627kNIImaTlVIH5gESbzxya4OcKQLGHkPNVB7TAKsFUmc9MD3/nDgkmK+uAEe+6fmxwTREZYL90XZJIxDt6usvSDeooS/0MGNAWnwNQQPCbZp4PXuRMxRGbZl+8bw4NcRCoQaP5rH2zLVAX7OMRncFsdew6T0Q41ARNKgs4jyOawgsPlAzQyr5cGFtVBKg2MLi+CQnnvXgtlfVFbVs3WLRCvwsIScokewuYrkxWnQt4RHKcDW5VRAm1P0v5kDU8Ust5mdFIZ6lHAc2GA3rm2Vp+exnB0xw9PW/tHJjmYSlHd+32GFyLcSGaVYyBK14cTpp/pk7XuraiR5A5aA1R5F0oao5y3DufafBGkRFmjMT53CtiSCGFQHZ+k8SmbXq8619B5/qZsa4OIVXwNX/Quwa3uMz8AtP1eU6k63pDkJijdWJYPnXWsa86HmCCb09ycdNfF86I8/AUO5+dVEA+r4hcqmXnfc8YSOuekVkfR7R+Ilab5FYtJ2tYso6lvn/dkhM5O1vUmWtnuM/jqlM7OncoykAVczY9v5o5Wc9ROmxMvlU6Iz9zX1PHEAD0YSLpMwf76TnXRrmg6Ul0PBN9phFk6h0heuxwtih7nvHG0ia/dvpft78FwHMD86+X5pCZ1siQuo9bg+hRKJBgA5D8untgEH1cF/CLAJ8UF5ejVCz2Pft+yCy0h44H2lzxoELIfBK+RggmhUHrcj+OLgszVaKzl8svQi6UhAVAcQDVCvOMnWyaI3rT+L1V7HGLyxlhAfNIlkqVsO2mupWE+QU0RqRUC8/6kDBItB44IUEANU9SFUiFMuk16qYKIgtHmwIsxehtzirCiT6u0fj8TIrDnMqFbwpCD1VglyLWvF8iqzoW67jOo1QFhHlzGmXie2qU0YNas6fWxZa7cVewK++7y+J9hUbrHC2NBwDO3Q1u44Wt2RGNESnU3k8zyHz1d9UKry5RC2OPdpUZdeu8Q40CA1mZtCiyQCWpVB2abaF0qiODa1rJxYB5LVAfK2O8ckBwPBp1qtlaR3ldFTpGUPs2QaFvcSlw4tIQbUNvhpvl/SFH9G39hgHBt0khHnu82X4dNj4ZmkYa5ktltFaWMzwtR5ZyZMQXEaA6t1x/NshEKbParKKQqeEAlOVXilQBZEhfaEoZpHK+iPgvlDupc+O4X1UOcKxKsFjve72eGjC1k0pz2wnPU3lZw+izbD83x1iNKtHv8boQBumVS0bmPmzgfZap9b2WHCd2zwoirBE/ICvgzLnspqhlPY/sn+1hcxaUkP405pwPqMQ5RBGF6NE5qXFZOZ6B0thPfydZUkZBs8OsTo9QZybXNxES582NKeh5PGFRR6HjoJyzQ3Fea51UIEcIqfcUdSyrOTUn3AlD5rp5AVufcl2ZI01nTDv22OKmiGhx7Vga0RQRrSNyZsy5UO2XjCYYfGdGOwBz/tUoAiWqYp3o5IybzruJFC0gnyu6DtvQo5vuR6Z3vsdn14be+CD4fhtSOa66BFPpCJk7fkzfkjnL76V1r/2v90xh6AryKeXObwpHhd5T51+dE9qMQFFqr9O5uQQNBzIT+X0thojxq1ymJP4CILIxxr/5q9eTn397bmA+o00PrFpYptdGK3Jdw9KAeR2fpDykDddJjpBGEIGScpoCRAVDg0Ruot5lPXjUc6we3tS3qb5clWCtxsFYCdUBq6wouayoEyJIhk8KrAErtG32TBWKGlAUTdb7sHXugNt4gXN3MzeOkJneFC4EzOnqObdLjQYHlQN7Xbx0PozJQG2ScCRNuUGijA0zs3/SWC8OrpjzXdWYAVI9tQErI3c45Z07YLNo5Ov8HtEVEVtgGYoTXGMHJZnugmtyDmWl3OnhoTUzrw5fAZDgrAph0vuoQl9Duez6ZPREoqRnDTzO9VLTA4uGrA8jNuEG46qkhmcESpWHOqKknlk1gpQZucGI29WVjZuOG3WM0Dmg17VoGcoIHZuPIxAA34yojSf7zLQ2jq4rS8uIsqlNy2oomgDIdTWNWbPK2UmkQaVXusFYlp4RI0TlX50OAOSyLHkdpGsfsMHQrBcNLDoHatImbbVc5HyoUV3XnVVjrVaEaASQSE3JmfQZMBqhELY64kD51o27Io+ebQm6zmsVyhrymaDfTRHB88LZuTQ/LHFVw2F1LaoxrY3yrYaizmD0U//Xbo/WJZi6wt+LPiETkozVdVauR/BKXrQwn3RGrZoE0yuuPa/NB6CQ760bLPJGeP0+bND6wQxO3lvZxPlc+BqdEQYDF3ZrIJHs7eO0z0QmrGJvTNB1pCqgsedSOB4XjHuOdwQJc4YE6SZUVKaiWXpuYLmn8tpLUcfMxNsUtUKXdCKW2djhbPEzHmOB5OK1Cd20db7KDrk6uqdrqDCwYibrsvtN6KlTMvXWP5idq3WeNKN/6rhrZN0eXSknGIyw6wlCSBEwaM6zQ28iyiH5z32tlukq682RFtczJ0K9Zy+RWMAVNXBqz5rx7bMsIImSnhE6b/Z9mZvaKa9O6CVdNPc9124dn5tMP6/2fLaesRYnxUvhmyqE9LBv3ZCgAvL3qUZFZI2s3ANkc/QSCcieNHrs1nE3UwJIQGOKEbKhQGWI/VZlyGAHkv9QQz9UqKyxL7z6WpMILnuCaygdkIVZLfSXjI3amFA8vkYQZhEiMfyUnKl1g81FncNSKy+sSTiDyU2lPHhI2SEzKRSEiQAoyjAEn3Pf6uiR9RtZiJI0KVHbl44NGgIa4TxF180Dd3O8MUOq9ubqPBfKraMCNc/HrD9vJEuTYgNfPkNGzJl/42MmC9FI1K65QNv0qXSD3GNpzthqo/ngtghNg800h1on1uZk2lnXqxfhMWI73syUfl3jB7+ZMeIRNsZcuroxssXxq2eYEOj6OdEDD8wdUhpJ1Ny4pIjuirXfxw4rMebXYWcRvXrNUekCMomUzQFyORoAhXda85wYEWCjjKBxrvNjETCBPjLP/En3iu2rMEXI2RqMlq9GAz+NdQ3Csz1yBIP7t3ASYdl7zsao+ogGHZU/QnsDEJq0RszRgLmiu2R4qULKudD87sSm3dm8aDRxBsETpZ97ycexREOIHGbb+QsMXXJwKYyQ+cnMbV1yVmjOYt2HmgCrbmUJDV/u5eI6ZakOIEcwFF4MzKPZafzprOUZpw7HkoioKQx3Ig74DAkzbjACbpO/44IZlLY+KxbtJXSMttYN2Lq7eVoL52raC0CGWm+ON9ivLubwdniTSaqDJFRDXmcq0xQZREd2vveEbKruoykZRI/QETp7tvC5hBRKx19NVKTPs3a+sVk/p3JSB78F2qzXFPPBe7Wlo4M6Fq+/eH8aqNFjjy3OXUrJOWCDxmc2dzrzqLOpLOUYyF8ApLU/hBbGxs1nRNb8ySlBWVcb+Xy/Rg2oc75ujciE9GHVk4I57GwNS9Rw5cmF0dh36qY6AB0izKWv+68cB9pvGunAcp1Z9p/rlWeUMuzWMul5e3/tuYH5jDU3bRyyVdWwEfXoktilgC2a8jGnUqcHr3GjGQHpddYzK71pjLTR06OHhBmPVRQmRRLLulAACpgMPegKHTSmL+R6c9zsWqMQwOwQ4RxofoPen57FQhCiNNapBDEKSSE9gyVNxlZBET7578o6X+XBojmgdeSg8LIRCuJhZVNU7vKercsRFy1bQtjVGpmxs4iELChmFPq+GVErrN1k+BUkAZMCpQpiXZ6hvlfhQKgOGvicE8u54VpYSqxfocddd2XEBGoE6XOaeVHjVEvWZ4Npv7rARvqqkEeg9NguRd4ZCWibzHK6HW8sUjeiMSVo7VKEgGvZ5sRVsGKEwiDTedY6fTavNJ6q+nRLz702ni2Xkd52Kvw8pKcxKrT04LYp4iP9uA4PsPF7c1YQWlXfU5tR+bsy0lE/Px0jgGK9b8ONkWXcdclBwnExWq7GKfOcVj4jIfbYwsdMoKW13UY/L6iuhBJmqMs+redaFWyNHHo3ljJvYW+OYizWhevZx7mskQhLUzp6VjGlO/gm5+/VhhabRh6ZkqHzSHm6RiKm8hPhEvugJTbMMKVjUwiOeI9awVQCM201rDbPSanEp3WS5o8Qe4Wc8lrF3LuM0gFK567ej6/XEHrvxjwPi+Q26RpqFOh4Sd5i8E9kZZlGPVsuC+JnMpDQdkY5afgpEziA2blo+eCFQdzYtYCMfFmhNwKe4lydoM06t21I+ei3zdXccSh/93ENTCy5dIypMwsonZw8+zsczLgvnCJc9y4bTURK1c7O2pBaxT47ysRgIrQTSKkxa7fPzjVxxpcGb85p5zPjM1d95oiuYOpXp2orr5WOk/x753tbC3V6EZ2aVqandvDFvKcZ2bW96bLjZa1MxNXcdeMOh2ZT5kRXKC3d5urYrJEY5X6WyPHM4RROnnfaVDYttZleVu1h7wK+FsuU/LVs92edP2+/5K1dWMC1AFfPDWE3uT7YpNSgL0h99D0AZniYh3uB8EY3Ow+oddxljytKL+p93tQlI0DHB0wkIggzaJl9bsrDqqNbFuWIrUV0a+/ukkIClHOSog5ZqVGhtQRz4fcDvMGB65waj9GMa4180lMKJIWdvzO6q/ANffZW9NcUgGCHBB0OHiH3O+Qoy1IjEyZhU6vYp4gqPFYxraGtu7PDNY15ytNB9oyrgaTQQn0OdfR6qWk0ha0bdrjsH9n7m2MyKvp2a/krxfOwfMQS5q3GMNvRdTNCBR/LXMKlporfOqaI2NB0NnZlMQVKRZL9Zjtgk5/5pNwVyuwJan0gGUPZ6TTPZxxR1qLVfUBjut7DNBAZ3UtGxD4ZHNNcK4utlWCoWnY6lXuswYhtvMU23hbQ/Takkjhcx0lZzEqhKUAkCEFm/2XfqZQG11jpJb3/AZvCqE5R7lxuZoXelLJ13KFBYlFk2SA+S4ODCSs3AIti8rUR5R4esALzaRnFGmI7259cP3Ukjc4sojZmDrBpb2rERfuUcsoOszrEmos+MwzGXTpPyDTtcv3hfN+ENtm6u3wWTbB9HVMdidHazEslHeqxLUEj67EDpVwEkrFwPj7J5F8iz5bOBlXMOTcHvy2cFdq4Nk/B6jl/HuOkfGejApBavix9FbOBpnuyHG8zuz7noehXGM0JQ7mjSAVDhIgzQT/D66sMbXG0vw8uz8s4OVEpo+tWE+gtnat9XKeSZ7KGqRdQNujr+ZmPhQFXOw94vrGdQhbw9Tak828Xz2Zr0/SvCU7POazHrfDR2lnKCDOvp9DNpXbw2/eMWpvTHeOkJY4mZ3ht1R3rZk6xyUHA/PSUwpLRA7oW6v5kYqqJKTiWZ2FwjdUH5xyl742F/OG8LBmXquuw1bK27NNoTid+dklHZGswzq7f4vjeZUpCRBjDV/X/LyAF8695ex7BfMYaD8YlA6uErS0VEc8J7kuKujZVgBTGCWRhp5AR9e7McnfimCMrVYSP39fcuvfq0+J7vjxM1bNnHlY3JLKGuE2U9m4ubFi2hOOk0CwUejfMygLkwyEpokfXLeQZ5EiqzimN1fowVU/8Lp5ZTiXhjZwTVdTrZ5TvnT3N57jOTKEhf6aOyNbPSKNOLY5FdGYzJujULS5mB4g+uwZzg4L9A5Dhxg3QYVf0j88hfydDwtrxgFbYVoFkeN6urvLhKXtG87wWFcLpwAmTwbtk9NYKnl5ryQt/7R7i3GUGwgRrHTH4lSnbSrQFZLIqLddS95uKueZG1YiF3I+Qa6QuXIuNJTI0utFUa6/epxZZnoyxjUuGh/fBjLN6ndb3r439bbwxxYn38D4zYvK/rkcgr//sSBmMkKMNU1mOaf0X8EuEGXOpdwFj9Aa1ZZ62jVsUWlXKiMTgKVobU9MN5dmUUZ7z8Qm8HxNhRTU/qujpuJWJMSzIAjXOGX2hHE/ww5wnvRQJUcbR2nGYHHAZfaLEWSqTSTq0w1kiCWsy7K9gK78nypD6s8zQWsvH+ruH2M2Vw4moLrFFZ8N+7U73Jcu5eW74gNVsTRbfc2WkrT73ikg4nZRTRKnIV3NTNNVL+YaKsVPP+/pMstqXYUIpoIzeqeGh9YxPOYPZLvtHaMcDnm5ftfGZczv2xiI8NB12/sIYk2ko13m7eW6ygRjgC7ms86dw7JEOXlk7fLYc232NcGk6pxqXc1yBzDxqpUYmB1fthDxlsOjc1m3JyC3KY7jsjDqiK/kSpuHWBIR2f9HTvBMIKBIqicatfpfnTG0UMjJLRx8gZGbixM0O35y2VI+fOoWihPiTRIHBNbOSKfXYtHG91PVp2WcipEh+ZQ4+t+zw9jGxPxO5Y2sjzLkonrfT7bmB+Yw1SzinR7Py2C6F92lYKotabZjMvlMxpQIZylVfgzWCtOZSAfWahPIq9ljxs/R0Tko2lR1TLqdIHA88AFZ2hQfuARuDFbLPwNzTxDnQnMHBrUwIcw5UyRl8V2DsKSTTIX8olKVaeGs0tmDWm5SKupSAPrfaALNrTkoh2eHq5/deDgPzVLrE5miHnbAl3kc+xPw6wnMYufEuZGinKfdzmCDnYMkomXs402d2zYVBFQkFLCIcGLFz5+hchgwNPin0hP82KAveF/ApOeDrPui6ATLlem1wn/LSAhP50QRb43rYufP8Gg1EEkBNbgfbB0j75uA2ptx7pIhAjRCg57l2BqmiyHltKyilR7C9Q4ZV+HJMxb48EaGx36d8FCoEHXbYNRfFPL0fiC6Qcw7LCG4JjdT9pmuDczy266TM+g5nh8dohszsWK8RpfunM6fFEec+rxktZM73a/ilzr86V/g6a2wOzdrqqs72xgSV9i6Y84EEXbVjiHuX6QKt79E3Wzsn1LMPZFK3mhxk8J2xZOozP9WW1oKud5IoaaMhQahc2icZ9q+wfSUz8k6iURXcW/PpxmptFXBT1pAUOXBw28Kw1nbAJjsWUK5f5rFT1gCwOWdKyYgGqM5SU/hd6XQsckyRzwSD7kU/q4vK1w/Mz5w+Q0OB96vbEFtsXC6Do/td5XQty4GcrsJG/gbvM8y5HQ9wIe3/I4lpZE8CgAtZzu3cOc7dODuLtDUYsXV3tqaBEgZcO33ohFq73pBL4zQeltjS+1Be23OqjChgiqqPCcoLn/P+6IhKyIEyMqpzZ/tXHHf6ORo5mQE7RxhVhquBq89hHXLqy21zVZZbmp4j9Rp1+ih0d3QTq604JQqeBTRFjXQd08E/KOphzqLqPKem55NqHW+AZuKbiCWTu65FlXs0ju1cISpJSKuK69C55DIsHygdOx7B0jJUj1biJ5tL6q/TeklO7h6r8f4I5vNWtucG5jPWXEwbn4ZNHV0jEQHZFnmAGeX5lJOg0apTRmadM6eN380RwtLQOdXa0GP0GY7lQ4ayFTXbpkOGBznBEdqMGdWXnkD+XiiwU+QGQCHcFsc2HSIsA6KGr/ebmdA8VWC3ZoL1SL8PsbVkcu3fKey/fUZqlmnOhbY6gjmPZJYRmhENtuFmLpCruUzX9AVd+dbnosZ0LrR+IpZyAGJZZkajr/cZZjzYR781GNTSoc3yN7erq6IwthojI4T9cCo4rgqTeXAlssZIbQug8eNMEeEhuWTM6/yvsbccPzhYBJp94ZypgZMjaaJ0TAbMklPDIxkA9d6gMQ6UFP8WZRTCqcR+J4btdIjv/EXOg5P+6KGsXufU/6TAqePHhxFbpLxT9QabQiN9V5gk1x/XW72nU+Qyl2Oh956kEXymNODUEdRWisChyTmkdf8AIXJxmXRMo5lKiKLlXLSN0PqrQ1KwfSl7VXk34ypmg9z2JNEHzRwxYvM+RbhqBEs9Js4NvfDMmyuuExM/Yk2+ps9kab5GNDl3yuXrAaXMO/htIrcS1kYqdtlpEGaMqGy6HzVfKyvnfhb9zEb3aM8kNCVShXOjhl2xXicHiBn8TVLWV1P5j4PfmjHJeeFzUaN/KX0CyCzorN/ItVeftfY9l2GD+hzmTrxQGFCau12mcAQ7n/UaTSUPAnwRsQ6+hQcsKqx9OKLDzfpFdO2uqNM5+M4iVHVTmbNCn8i6JqNHncYkbuNcIAJFtDoioZeKvudxKTsvsGwkpv6O1ofOlc9Bn1EdmdR51PxLvpflbTYAeQZqvfGD3xbn6AEbbGMynLrhDi6MaFc9nnSvFPeo55TXUNSId6M5HHT89RnTDAc0gJ29Ixqch6eJMbjp5mfmdL2V64sUCiDn5S61UWXNJPd8HOHHdK7cNok0T3Moa4dacS8xGHUd23NwoZhr+G7RWLaxoTwDn7f3354bmM9gq4W9CslGNgkweXow2qZj7aulpkYHgOKQUgVc+9EKTLYmDKgVxIKMxG0L5UdZ0fgdemJ56NBbZVFcVx5cmtdGYUZjII3Hl7Ux4QvlgXAhCjBlaATSYRlWTRGFUsEM32VCoegLqJJGkpRwRw+/Ol9gFuXCKhsZ6E2o18q+jXXBYM0R4OWcjvp3jm+L22K++d7G7Yp+tTiin4qh117oAlLtxpkxEaboNueN4+rjGu09ULU+roWQKrGwUuHTHLgEJ5w834Q2u8wiSoNBn6mRO/mSAVQNi+IQrhW5kMr+oJ17dEmGUx/cLFrNtVdDcbOCmhWVJYi19enEAVgq3LKOZC4L2J4TY6G+tniBi7FIbcyapj9HH+YKc/1d9p/zsnIp9yl931v+oX5W+8010Ldn6JAUYN6zHXts/a2VwqkbSyHxWpqDBeSoFY2NlS8JQ3gNjYT17VmGHC6s6QCfcvqE1GzmYJManJz/vtkWDrcidcFlchqSh9j6rfbqzCCpkBJ0cmzjjUUzBt9hv7ooZBIwZ2Ys2JFF/tV1jgesDNLGqJ8alxoRrtd+wbLsUEQ+xzgZJEhRvAaJIXvYlFE5hYLWdR+JoOl8Pi/U2VIaf/l7+qx4FtGBqg4Ay/H0peLMRjlZwt/nUUd1HFkuZeXMLPbKNC+UL5RBHBNl4YjE+MvXyIxNGXGGJ2j7u4QeWJVkMEyDODZdIWOKOZRzimNS/cRgxigj2pSD1BHgMCsZsx1TDiT1CZ1zIpvoMNdI4ZIjxXL5pz5tcZui5G4i+BGHxYiSGVmdSbZHkXkeNscbdMMd/Pohrt3DgpivdioVUfbJuOe86drg76ccFWy8Put3c27ZZkiTySHbjmnfdcPOaqIThUbnGgBxuqexcr/WyDmuA5Ud3o12Hx9GrJp8rmu0X+9TtyX0jBLXFQZ3TCg9lWt18OXgt/DNiMEt1xtnS3UwT+eJ/9W0GL52kzCfG5jPYKOSUwiK6VCxchlTKQylo1cGtRqKqZtHD24lOmBUSZttxIrJdJGhc1IwCdckhp6KmSpcPo7GaMh8DXTAE/9SLtwuB5P1JYxFPiaV8RoiW8OQ1FDohpR7wHpXI1KZAPPku+MiyUu6Vz68abgoXI5RgsF3CfqokM0FJZJNYWfF/ZAUhxqyNIdO5yhLcCWtukYlis+79Bx5MFDZIDvrzl8s3ssixCCrXqlEjBKJ4TwZAx7GYt4ajIVHWb2PfBb02hu0yGXFuRt2FsFK189MjEAZ1VKIsEbTNbJpXthJKVyKxDJ/K9XOE+NO9gSjlrUnl2uHfawp4Xmtxp1mg9YSOkvOA1tLhD4h5TAqRHwpos3ns+TJtX07jUujVktwe85T7eSoI2d1/wmV9nFE57MCqor70ncpB0jgY5GySkHXOc2Ge2ZyPOXFrlsRiRQWWDo+gm+wrxRcfT4ZppvZaxVWTGWdcEF1hM3GLcbh2u0LOn8dO2G4agzo+q5f4z0ZDbaIiuS2a8kZOo5qh8gKPc76J4Wh0iDlgVHRrx0bvE79d1OtASAZw2Fibm3dUOTJEvoPwIrLqxFbQ2/5GvepOSXH5XVRf7d+PtZPV3Ik6Hd7rDPET8oraSs5F/J5UhsiGc45YodzbCsfJGU3c0jrfetjlbM8ra/z4xPbW9uYDLjo22K8+jzqOdHP0SlcwHMrQqhl56kQM8n8aIkmADMdASjRRiTds/QcTSPh55muUcx7ZrTfry4mB/J83ao8XEKCqA4RfJv0I9HEfYV84DmXPp8QGzREl6L9bCZjXFOQeg2t5EEjmDNdz6o6ZYT9CL5BO2Tm/+AaM+jV6QtkpwCAolRRbbzVpHuaKmDnjssRfCV2qkvUAShk/OJZdo8Opr9TJlGW7poLDO168bvP23J7bmA+Yy26LNDs8JiEIjfiAZsSJsBD3wV0ONjmqEkSVOBzM+3DBmu/t43Mgx+OMM2JOGPsC0UemB8samQWnztRsNy+Fwa0/R02AG63VwW8lAqIlSqpvmuH1kLujrb7lGYqyd1Ub0qNJf2pyffehQL2yNIJa6UYn7ywmqd5CorIdvBbE9yW8D55SVOkLylPNQkRDT0b28JBzL7yfRoeWrRbn+k23GDnLyzaUhvBtTFfUHqr4iqKs/ZBHR6qsC55XT1Skn6IPhuHk9I3Y6eUXI2cB5XnmoqFeu9nVOrV72ocACnPkR5rtvpZct+x6HnBfDdBqVNZn6RwNJKjxDzJBPtNzhOuB9L9a3S0fs5UkgvGxZCfibIW67zU0RA2hRHTiN86mT9e9wTVvBo3/Gxt3NRRraVx3deayYjyTblvCdM7NU+1kcD9pxE3sl8Gf39uO+/LcTMadIqVWB0M67iblcJhK6LrUzu6DhcTu/JeisOPIm+JJOEaYlSd41UHAOWsjiONuU0OwGqMwJQ37zITqjKZLkXRbP+EHp1vjOGatV/Zr7otEe20yGfOwefIrcG4Je/MInHxYubAtHlTw326zi6eWcRYzx/9XlKAyz3FPDQARWRRx0NHQ+cO2UFale0Bcjmq3Lf3JuHh/XbuvJiTBMdPcpsoE2A5ene7usJl/6jYp1o/u/HJ8cDamTYXKsuln5S7NVFZnpMS9linuXAM6kQf5VqUd8oKTkO2uI/kGzI/VPP2gOn8izcmKwOqCHTo0fqF5yLBAV6ndty0OKKPKTebTr9zXL+vPc9rtqEHQpJtlNuqY9RpCXoNOmU1iEHnFHkXdu4cWOX+6/fvY4Fn/07pYcDc6XdKV9Bzobg+hERrctDpnuA6qY173VNH15ljQZueh7wmGXUP2MzSEJ63+9tzA/MZa7XyDYgBaVHGBoM8ulS6wltOGAC0LuWH9HGNwa0KT5cq9hs/Z9skQYS+BmTBRAFHwVMLIL5W1wjT/2y3q6tk2PoezdCbUXOfYsm8TiApfDTAlnJcgBISEVyDvj2bjTm45BmsYY6EagTXQOVcUQpjmt19SGx/KysbkpUpL+OulcS61QYOI0dUvIuDvIEx0BbCeVJUCjiIkBawkTSAUFN6KXmfddxZTp964AM8jrHFalJ+9KBtICQlPkdP9HnMIN+isOrYl3IWx8mbuPL9bP1p/ofmRPJ7du0q4sC8zNoQ5nrQ/Dr4/Jo+UzpXlhTkUrks2Q5Zs46R3pmiwbUm4+RzYauNxKWm+W9am9FynwTirBEGncMM0fd2r+CaBC+f9uISo6HONeerRlhwfSmsPSsNVSSyUohNzlTODL0+m6I+NEpdw6KPrsMtLrDBbnZQMop+n8Jh8rqSeXz9KLmcCsc/ZWSqw2tJlup8KNxzwKpgKFVDuv4eo7CD1HWlzNcaelynPiZ4PRET9dpvcUxOElFKSZzDe4WmKfaHGg4cg7YCgTP1e409djgr9taSvAXEgFlwdOnapSJ7wDbJMSFgW7rHCr3lCedrLO9FP92LyqsSABXEJ8jRbiWlY//rvT7LMURG9WgdzdYNNv8ArF4qG439J90rhROE7L1D06GdyLU4D7XTiP0nfBxA4fimbFFjPI3LmzOuiEwaEiiNiXJ+ibSF88P5L2VKzoetjRB1sqlcoMNu11xg7XbVOZGvxf1+cFsjtKnXX4PkLD2iw9g0WPnJyTJBsm28OpfT8DQ66sOAs/4J7rorG6/eQ+WENu2P7aXJeUhnh0WUJ/QQo9bBNRjaElFV6w0AjPeBuoPplpPjVOsqa6MTkucu9RV1qDOqqKgAAAWBENEKddNzkqk8bLMc1GnvUS9Yu/3MWVG3cQwYju/fKfp+2nOI7PP2VWuqPGlTSvRV7FMuQcxQTY8wU7YTVKaqSVTlPGnETVt9UNdRSh9Gg1HMvlspkfyMKif83Cr2uO5enA67wfIgeVAXgnJKAK/Lb9h9J0VcyY90rGzq7ee1k0dLy0DMr690/z3WuRad3I8wGgAY/bZ4npqzavPkBMpS3XMpQnzfYcGSBpbDgnzocKya/2hKmhfv6oJH2/IjpoPHonAxK2uMEvLaej0l1tCxU0GonSknI0MI6KUEwcFtLUJczJv1sYTu6rj00Ds5t6L4aSvIASaFVItP15772suqZFSIueB1QJnDwzXROqCPHVZCkuHjWJQ1UcMyHeKd0eoDwOBWpuSrEUWlSyNXqjzUZFX6rOh0aN0RrU8yoUMiz1KioRZHg1HVzIqqAJG8R5sau/pcGFFn4zW0DMzM817lSQJICpQ8d0ZQKWeDm6KqPtUSbPqkvI/tGu+uP2istGTO5n+rPetLtkp9vuu4M8PsvaC5NYs3nU771cXJEghqpLTuWBgkdWmC2jFBeWvzMj03QoPr56hoAM4ZiWYObovb1VX6Ljp0NZOky+ux7gvXKmFvpvxPa0DXS+cOec27bMxodGrjdvYdKqFHdFhjZ45czhmbx2iRYEstkKZRGEVCaC1NKqulATvO5p1jJVTWxucI9y2RKUvnxj5uCx4GGsraLNLs5+cJ9yrXL40BnmX2jH06M/k9Rd9wzIvR6AnKzAizIq44Z2pwcwxLkcj7msdYOJNqZn6eEJxHtgJWylIgMTm/i9x/ph9IWTOTPfCzdA8fR8vnzvm0DW5xOc1vwK65WDyz6Axo0WPXXKD1faG8L6UQ8GdwjZUHItT24vAId92V9VedHUSCFLJezh4l56LzqKiDLZFXGnCzz0xnNB2UbHa+uRG3/kHWL6hLijPolJ4DwDglagi5NVfKwGZhL9bzCOA962A+b2V7bmA+Y83FZabD2tPW4og9traJtLSIblg95EhCwDa6OXRLlc6cJ9BgcNmjTe/zEOWwDKXH7Og6jH5bJn6faKvY4931B3HVf8X6oIyEhXI2KVk8GDViNMJP/0qWvKVWC+Ts8U+MvBSMp4zoAoY5/d1iwPnxiSl8h247E1in+sKmRlqtINtnKsOzjtQFNAVkmHCQpTZLuhePdq3EA2XOQ53vlO49pxFXWFVxL4EZq9OhZnVcyrdRBUrLheTvhPJviQ6pt1rzyWpHihr/p4hqOCeamVHDiOumSk5bRYC1NI96cFs3JEXPlwdmAftFmTul3mgA5lXXtbWYa1wZ1uqhJ9lD8NlQrmuPUbGgYciIto+jKVBL87j4ukKXhaJeYXLqKKqjorVirfnA/Fvvy9pnNEroPacy0h4nBsfjHdbdlcAf53Pg44gQmllEso5+2O9LkTHkfMAaZtxgNKIRheGqssRnBmQlj44tjc7rfRnNqgmb6iL198koNUjSOBsjFKHhopGZQqnW+sVuHllgazDOIoazfDwkuB/PwXXIOfKE0XJ8+kxonNDgBbQOYk4N0PMVyAyoWg6nnJeS3Ka8Z3bSFb9XxmuAt37Xa75zB3Ni1ecCkBlheV39Ph0jes/BdzisNjMiJwAFFBWYoklTHzUqPOMWcGUJDR1b3bbxNkfPrTzMMPucPQ95j/U4uUZb9JbysdRqBwuNMlubFdlT5w64C+eFrhLEucj5oIPJhxGbcIO26YqUE55nNLhPMa5S51nFhDjCkF+rYf51NJkyqG+3ZmSe9U8SVNZn9IE6NGqjW7kcdL8c0WH0GeGzdI4uyYg6ZaJuhBJ3gtwa9ezG/HzV65xyLrNZ9FyM/VOpDKec3s/b/e25gfkMtiVPrjYudjLkARMUqfI6qaAi7KDOA1yq97fkbT1U5D8ADFrpY2Kb1ajVseksIkMFZ2ks5gF3vXnjfZRaoOINYz+sFACjqW5E47MiRngoYUE6Z+xfQcmvkawpImkEAIBFNIp+T1GpMDEWApOROREWhSZ7ZtfYWdQXgB1cQFJ4lgoKk/rePOvVfPHQWMqVo1fV5qM6KOrGa8wiiTPlKBilfmIrPsxKN7Bm27hqiuekP+umcGz2vybhsKibk/kW5UXzUzn2RbiTzIHBa6YDUCN77A+jJTt3PiNJYR9aV86xHlgASlKHIhKX4adF4XBx/CibLPc4+6CRK80fU6cUvdG8h3c5EgWUxj+/28ic95Pp7JHYnjf9NYJvMawJn0pMzWhgNVR9LMsA1f1SNmq+RnKqUwYLm87THttU648KXBxnzJG8Vs1oy6aOO9YIPTbdItRx8B0618BNr2+ON8AEq+Y6//8AAMa4SURBVOd1a+cPERkz54qsIT4XLU3F56PMhxZRVbjpBEHlGGztIudltXJPlbc1lHlEA62JWStVWuRdlcNC2XQCYQNm92A+N8enkdB67rTxPKgdg3V+e96PQu6G0cp6rVHCG2lUtb7HbXMFwkkZ2S6dfyktoIki+93cGF9jX0aI5RxfIp0asLISFFq2qXZqaRSPr6uOUBh1zhdy9L6me7FdYKBfY49bXNheV/i6rlUdXx2VHVGesYwSciwArBTJ0jg5//ypZy7P7BB9Ydh3w+RMaEqItrZaH9JWE8EF38CP5VnC9Aa2fH6FDOucHLwtejNSC4ZZF+z50yDTea4NX8p95lEWRtGCQ4a6DNEd3menE+WTIU4mg1jRFdxjKhMV1UTnY+0gq/dx4didmu57zjlfr/UR9qWWzYyIqx6jz03P81qmnXI21N+770x63k635wbmM9ZI8kNBM8tpiXM4lCrBQFkjz66FtPG0ziJ/J/yn3tCJnU+KYvtSkaGSS6Y9bYRGHbAxQTkThtp/UcjYDs1m9lm9f/39zvXoNao65bMotMc+HwQai/mBWNRnq+41SgQFyEpvN82Xx5DhI7HFiooznQFTHaluyCUyFApm44Sf9aEW4jlXLh/i9KqroaPOB3pU+TxpCA6+K+DHzJ/R6/mJlKYmouBnAzyG0KbIRAUPtMgBBT/yoaGRDv5UyJQ6PBSODEhka/o8I7g0ljbHEvIF5Hqyxjjn5gpdTVi1lJdML3R9ANXOFEYp3wvWpffhdeo8v6PrinwTygol1NH7U0FoXYbPKewKSIbsrPyQa2a07C6M6dHG0Wr99ZF1QPvimi16i1TVzM/8WTuQKG/YB1XEVMEkpOy+OVTYJSORm2OqxajEP9qvduxxGR7h3fZVtAK/bjDidnWFcNHg/O4d+87meAPfbrOTyDdAkDGGwQjSapns44h10yBMuYOUF50rlS4qzcX4XI5mAOmZ13lmWke5lmF0zOnrKuvHag1atOU9SC64L2so9dLzomGu5D5FSsRC1ECjJwVc1lXs53KvVewNYlob+ro2yQB+6x8UcohGaud6U2aNjZVs0BXhVc2kWhvaS0YNz9wDNrMIZSH3JT+uJkZagg7WsFrm/7VVlMxHyaML5et17meG+WeGYyXl0Tql/I72oc5vz/PCvMyM8uD5eIr0x+byRBS0GCNGqNqrc1Ovv9qZ0TfbMsLrci1VGnE6TnXAHNwWoVk24Fs3pNInyPs6OZ3KObAxiLxU8kd7D8v7h3/37Rb+WMoDjTxb1HcBCq5jy2d2etJtldO9ZJSpzkInw5IByDFailfhaFG9gylKVWDlRKk+NsspRq5Rq2los3u+TwMzhojw1S5TEp/nYD5vX+VmC1qw4mQyVNhBHX1TmAqwDBMDSvjANt6kOj+VYL04PMoH3CrnhZBCWtspCAEPQzVuTTBN1+7GdLAf/BY+DGiGHs1wQH++LTyds2ufEGLJU51yrVj7TuFc9CJ2ww6HVekNWyobsTR3xcEteSIky+nbrR3CVPzUeFPacJIALRH+qLCsI3GF0oGSlrs8tEebA1X81IAqhHxTKjP0KgMwA65WFtchkbxQ+eI88Zrt2Fsd1JrwRxuVC0KVW3ecGaS115HPm0QYS03Hp4Y2APPeMo+5/p5GFfRadNLoYbYEw+HPAaucrxvnEYYMk/MnIxfpc5XCOY1Jx64wScqLBqNFHQnFrXOwyGoY/GToTfVZiUYYK5p2rgPmiAIonE21saD7UH/qWPQ1GkLJgGvtnnzm2urILWFd9IZ3Y0IShNgUuVBcD7vmAufhCYJvsHV3M6OgQaqniDOYDGErZJsHBuZkYs6+OougTRF3yovawVBHmdmW8u/q75siT5iZkG/V/dEcKUaCT0H8ee8aFWPkYtPc1HVjO9cX+0/ngk7JVlA3XNsKiVsiaFkyZrRRZhNRYvPjypJFQI5AqvMuTdmIzvczJ9EQ26m2ZMDa5RxfdfyoYbUUWazPcW1L50IfO0sToNMTyAy2aqDpHOTvr7HzF4WjiiiboemKMwDI0GPKdv7dhw7eTwp+FCdQ9AltUhmWbDUSpG48Z/JzbwpUDvPX6UikA2nU70zOnnoOmDrwfpo66+rIm46LTtqD305rVIwlWXsQ5tIl+PA4Ge9aP1aNXjL7azulBylMnn02A7bpCjmf+pkiy6eeCa9DZBmNfiCV2iHain1RFu66JT6FdeFcVv4H00tEp9XPlteaw9mzM7o0pOu9pDqFzjNbPbd1Ctvzdn97bmA+Y20pSrIEl2Hxa0Il+DmFrBiDV2V82L3kemQTDT4xdLYhGXnel6yrJLxAmwWllrgoGEixQ3DnZtzUjRtevfFDs05RkjDirH+C6+7Fk964wovm1FObDYUV+ol6ez5+zhkwzz9Qj7h3Y5G7s9Q616f6TRPUqCxg7NP1hImwMDD5e4uiGLxHmA6b8WQew3u1+yDWNj5Gj8fdLGJXKyqqxM2IR6ZDXp+LeVqbrMQRPl0YV7IGGsfcw1Acjqasubl3nooVc3TuY3ur8+40X5B90TEoDG9pbutI3CgHnX62YIGU8ikBPitM8ECcFPPKMZSjKr7oI/efd/kALfIxZaw0hnfxDKNrZuvZDKeAbIRMBu7BbYui6hx/IijK871rLmaRa517LwoFa8oxokiHGMdVyAayYU+5b7a2tFg68uctYhP6mUEIYJZXxijlKs6dTJQPK9fjunkBbVMSEs1kUTM3not7KxvkguOkyF8VOXvw22JdFNBf+X4m38rGdoE4mJi4lVmYzrfgmyJynK+Z+0mlrzaeiBopv/f+lTJCkU+9x/sbQcs0F5pvN/rlOniUZSzdwX1RRITqEltS0sL64bKDiMy8HD8jWTVksG6zVJXJkTiiwVL+3al2cXgEHwbcrR/mNIUF47LOFe3cIZVPqkjSdD3UTes5N5iirW5jqKEEUc0OFTob9Dsc69K5RLl9ypHIa1o/pp+M+gNTXi4d4T5H9NXBaONBiYTRz6nRzlbs9zAaq/wq9naGm0MeGUFg36/yTjVyqAieFE3L+bPap0aQJjSiai6BpcY1zv4lgiaJuE/OnQErk/tcozxLKItqeL3W8VUZwnEtOcJoQOtaqInmCj2oCpzoXOk8ja4xpwnHU58PM1JAlA5zXSva96Uz5Hm7vz03MJ+xFuBNGOhhZ3k64t1tx0Mq1Bt6O1x0I9ce3TqaWStF9d91YzSDuTqq+PB6gyuhHLm20ji7N/uohu519yKu4ggMB4s8aKsjIEvNV4c7S3jMDGxRROp+ae6bQiBpFDPSlu5XQjSCayw308iASKrhynsF1xhUlkaC9ole4FMKC0kl1FC2fix48u0zlbAm66VCJZPDQgmT5qQVB7ctIgJ6bc3/Gnxn8MRV7Cclr+yz5k6MvoGXmrD6+lIeI3P4BrSpvmT0CAo3Rz4wCqNVxlYbbnpvwqLr15cOHHpTqfAe3bx0iebo6LzRSDbo7oIipvfWvdMNO2yQjPm+2eayH26u0JEMpIapLXn9tdUQQ4tGqfLk8mfZV3USKXIByJF0VWT0XvzfumNRnknnTsu71OQoPuQoIPOjWYeR8kyNTDqX1Hmh8752KcKlTNeQ+xfKbKUj13PA/pbGZYYA1xEFNaQgc6bMxErpvyTzlKykcCgt9FfnuJYnddkMrlWeVQqtVaPnZOTVlaWtUjQoK4TzeZobzdkpMhbyJEW5cl/72OHc3czur2PJdY7LdAg6OQhr1HNWHQLBLZfsUW4AnQctdM89VEfZAVhOt8eYnMBhRNfssOuoA1TnEXzx7Eyht6jkacdzvmf1Nx3Tbg9CvEf4VJu0YnGvcxTtp+oD0xhTje8Svsg50/m7r84ikNmg6/6yLSFx9NkBMJbuDKcs5e2SEybzT3jUBrLKsjpKRxlUf6fec+p0y2ifE1wdKNdzHZnjT3V0Md0hX6OsPWrjMEblkB2wTs4Q5Dk/um52BukapWxhigWQnkVdcoc8C7Po/8La1vk5RXKouh6QnTxq6LLE1H2y8Xk73Z4bmM9Y0+ibKWbTwapenE4NqLHH4FozpOpoCjBXBmqBNKLMSzr4LTZTnauaqUwNnhSRuN9b27phBknRqEp9oD1Zv4Jz/yR/tvI+1goK+9HiOKuNdKotRUWT0d5XtTVLg7sQ0kI0UJMbUAExZUSuxWgo76nXXD4oSm/9KeO6qQR27Z21nCw0M7iyzoEafAqNUhiKRkbqpHutcVXn9bHVLIumVGhUfYK9qnd2CQZXK19DmKCG0RcHq5Irad80OspDplZIFGJX53foQaq09Gzsa03Bz88Z67DfYoXePMRLEaniOtOzGHxX5C7TWXD0WdFZMlbVWaVGoUIUG5cREQeXIOtGfiVGWW3w8r9G3ArlEhnayHuNriRZss8UjoBQkKtwPtUpUn+vGxLzaw3vXYKocV5Sjlp+XksGkUZO7otULkaDKpmmJQ/qfLcZsRmjJassE5TYJs9VGblUMiaSldSOzCLqLBwAP5+opHfBlMMGoyjCJVPq4ndlHTGqUkeCTrWhyXO9dL6xMY8SOGFMybmpUEXOL797n5GTn6+vnme+9+w7kyKvUL2lZ0rDKKDB2K4Rp1qUrI1by8YGCRFCoiMzMKecs9QvYQl1pUOV11GHq37GmLBj3dfSMKnLcwAZaZBLmB1nugqQo8ZLcz6vHZqQP0eXo8Ik6tOzbXadONdJtG/BNVYf1kp7TWgLOm7ascflmEqA7OJZaaxV88poIOfGzolpPlk2hJ/nszq4bZbdk3bAHEh+zojdprms17nuay1dRvIqdRKoc+iU7lEzyPqQqxF4NxZIOuY7FpBb+ILlejEH3GWjfeZAkXOnbnSk8rM1moN6DfWRJaNoSU4stRAixuF5DibbcwPzGWt1NC1t6MRex/yVEQ1uV1f2GSBHJEhUAMCMU20KeziVFM973HVXRXQhC/DSMFhimK2b5kqwb6fuDSARauB+uBCFUQ17AXLNRqBSEqZDgooV2dKWFBg1Zq7dQ6t3xQPb+nGCkr7zfRbMC4YRoSQ0fE4qqWLg6eeyB648YHk/Lbeiz8tjNINkaDrLPavHXd+/NoQZgapre9XROfZZYTMKR1Zjqo7y6piX5scIBqrX6eXn8wYW4G/VPHLe+NpSlEdJNcK0h8hMqVFmNaiX4Ol9XNt3aRAyD5oe4ltcZhbkyqgvol/TGNXIZF/V2VDMj4yTjX3um609W/3MEvNoTYZFAqv6febHKmlTbXzpHlJFRunx2czpMjXNN2LUgVDcZuAzA4ZmbWtpRFOQqSzND5vWx9Q+0Jm1pLDyuuxbXWN2qWXwZ7lva0ZLnSOVy4YwkfmanQEL91dosim/k4H3Xm0pz05lkkYx2eqIhipwRcR2QmjUc8T71c4InQ99XQ0kLS+i66Rei0tOOn0+tcK5xs7IdwBY1D0g1wWtDac6ylSvu6LOqp0hWeF/sn6lKAXGfhfkbDRkHLAPG8DPIbM6fiUAOrVWlVDKjIaFElJ1hHvJueDjxBrvckRP5ayVspLoFZ+NoYREHngkMjoSMBkSwZWokHpel/oFZObS9OLcYTQipRVtcQM/pu9sjjdomx637sHinNX3UcRU3fR+w+Q0rPu9hPSq+1hGJrNuVZ/dA9riuVkJmNBn+e7ye7re7Ts+I4GY3pBQFikQsiQviYxj/2pnAp0PfF/bKcfwUqtTR045+G09vo9rPm/L7bmB+Yw1F0MmYkBiYmybDpgOWfWqXa9eNOKfJdgfUJLWWC6nGpmYYFc1A9h0j8MC26Lej4dZI/X5VFEYeRDAW84Tv7dEjqKGrJKRWJRoEobmPR0zIypLODDCFlyDPnYmLE0hrRnZXCkYl8bJA4t9VmXJlI2K9feUl5/KlCbYL92TyjzzO+u5ZaMSNjNwJ3iJjxnWq80UVjRWIoavF0b75D1eIpvwYUTrest7YlvyFKvyWv5eGj8ct8Ll9BrF3xMJUeNlz0iEQI2xJeNFf6fXGMh5fbru+HkAOeKH1UxZXjR4q+dGZYwMw7ru+JlzXJss2PmL2T0U+u5dIpbS3F6uSRpdjGDk3M/m5KFcoAVkrrREwezZTtBLli+iQhL8ZKRP6AJV7us8p/r+Sx5z5ihpZHX2fWQ2WhcGRN/ChwEeA/bd5Ux50HuYUTd53anIMiICJFmq0f0lo0b7UkMn6zWZrhmKqChlvSn+k3xTA742Mu25Vo4wRg00AsryDXqfecQ4Q/ZLxEEJndPIpEY+SsdkKIyMpbmv58/HnGYB5KjhkoNk6Vqn5lnnd6kvWelXFMFYwPZPNVXma6cfwKjSaaVViYiKPSbzy5ZyzFZGaleMHaXTa4UewXvpQ4Yp0mjh5xg159nKc1yjubXhDYdMPLTQ7/x3VauaUVI3zhxYdaPDyuCtldGk/amjb2waIa5bjVRShx+wLLN4PRqZACyauXW3woVRpljovVYSfbzFZeq31Ngt5CGIdsh6iD5nm9MqR7rWD/K8lfPEnHrb2y7nK7MV9ZWxyagXyb/U5hHQuiO2Y5qfmsWbhG10KNAZs4ScKGDyjJq7OXtsg8xs7zGXafehTvQawOnI7fN2f3tuYH4NtAYjVlP0TBWKU15zoBKQGMU7mBlF61YbiC167JoLU0xzbpBEmCbj5hQ1tN3HocyjqLxw/GneWN9ZjsMBG7QueXJVOBSK0OQF5b14rS1ysjfvoQxjNUOtRjd0jgi/VW96XdQ7j62MtCRIVvZQG+FPJbSWFGnO8VLT8W9xW0BLCmXQlZ74Wtn1SLkv8PPrr7FLhkFsizwvYCJz8WWN0xqerPBJbQpzzmRG98PngJJxV+9VKJCEJMcEDV2KgNXzV+fZnWrLUdSs1PPvOldxmTClTfO+SvckBF7nzPakKAn1+tJ+1TBgNYhPwcyCa6xYdl2fMCBBoBnpq6P3Nj506KY6cXUjXGodE9PwKS80jZjFyLKtxa05As76FHUP63muG+XLZlJogm/QDMnYPB96hPNl5IXOrympMStbGinNEUKJplaQOCCXvzjlTEr5Ryk6M2CFPq6xdXez8XPdM5JaRzQ5hzqvXJN1FJD9q6F1S1HlpZ8c9wzKWL2v0QKua90LCg+fRe+EPbeGldawZTuzQo9b/6BAlehzqiPENKBOOTQUeVM7eAyeXJFRzWSdyN9TxpbmfAKlvKi/Qz1AHSt1dKzOcVtqteJNgjQaJ3at6e86qqWIJG0aHV1KadB2dCURDyHFJeJmwalg5EFhcR3WiI3inkKopM+1Niq1pFadztHHzuDsXNd09g++QyeQ9oYQ0egTAdxCJFWbkkiR4KaR2pXeBfRB5J3L5+l9SIwaaaD6FyPPqo/1cW33K+bWlSVjQvTY+Ys0fp8/U7cGGTnVjj2uuxftXtwzWvf3/TTtg/aT11u7fZHXq/NQ75n3Y0y+l5EZQ0BYOAN/IS2G5xDZ5+2r1KLzZS3CMKbCuG6ARhPYCmiRKLbMB9PNsiTsZ8n20+fp5d7iBkOzWtzAdpB6WARNI5OlJzzMBZUccIw2aOuGHVqfWBvr71EZOgU5KTzgYQf4JU/qch5XMTfSVrE3uIzRu095aafgxjRMmffIOdF7UeiyxEndjACg9lDyHqGMBPPaNcxO80QtiirOippQIh9oKZeOjgYeRgHJ22rKsOS/MmJifRxT8nzfZqVoOTKVvmORwYoFkL/z0NbGcSRSqTKKwusDuWB8oVxJmRKyjgLZYKNyOC4cVLXxAZTe1Ay1qxQlYdLjOmbUbF3VlX0vxV4hjtrUadS6I/bYmjHf4jhb4zQ2uQ6Yj8j1wrIhrLnLew+xnXmlVQFVuNkunhWlb2bjkPHW41HIpJ9yz7pxh0OzsT6PYI6aRxt6RN8i+gaYnqkLAzbHGxzWqX5lrTyWz2qKkrBOXd2/6BPxkCrgrpz32nFXj6tWNO/ieaF42+dU8ankTe0Q0+8AMKim3rcd+8X8y1oOLl4Xc0KS2vFYO0Pui5SfcizU12ZfuAbqEiNAJnAp7lPtGe4XohSUabIedz1OdSbVEFteg5F7IDkYGj8R2Bikcx6NLEhtxACZRQ45XjGy6ggzkBysJJC7XV2ZvFzadxkaeULeVsZxzStQzw9QOkaX+mfy22en2hr7RWcIjTcgy5UlroVssIfs1F4gE2Kroc6145ryQT+bnNBeCJ9GtMi576FJaJLaUFFoKJ2SizmF0WPjdkXpE11nKXe2NPBqZ8cpJmaOAyidwdlQz89JHegmO6a6xsoWDJdIs7zkinMugYwG4Gur4x28b7AOO5tfPR9qfRUoodLa6ogm76etgNYurAe9h8ohW9vvo77q87bcnhuYz1ijodMiK7lpgyZPlnpTiyhQHM0rR5p0ALPNqpudr/M7ygRZ1GxEUkwXDyZ6+2olC6UXto6eZabGCY5bl7yIGUKqAqKYqwVIV/2+Ca4pn6j2ImvkQyFC87yXMipg/XTzA0vHrMnvNi7pV32QK9wyKxVzZbQen0JTTimybBrZBLIhSZjrzKM6KRiZRn5O3lDAnSclqlhzcbSi84OfF9ium0cw1jgABZTT5hJlvkhWpgc7/OsyA+YZdr6Aj3Ju6+fCKE+dQ7ZEatFjXURa6jzd5QOyXF+5f91ifmBAMzskgflhXL9m/ZhIHLTVuWZU3rhXKVdoOPk4Gmw9uMZgSEd0xgR4am8mQ3coFD2dp9oJwrlnjTWDi6LD0GTSHoXdcgxm+LddLn9UzdkBm4JUpIZEKhQvr/2F9cD6jyfWUFr/09/NaaWcz4jfo9Jjc4o5JK6O3po8xWjPjHCxEUn5pVOrLk0EZJIuRl6XDM4aKluPYamdgq8CWTE+Tut+6b5AGZmwXFtVCqu9YteXiGbxvGUOfZVjC6ghlUtOlaQ9JeJFDVVltW1DSiNQx4rCj+16CwiDem1m+TeehGjXhiLrFKsRMZtbhMIpXe/fJcdW/f0lg8nen4ziGiGQDd+xeN2cRBO0u3D6ufJ+2tTIHNAm59BkbHZuHi3TeeL88m9d60WZEmR2eIswimNdnaMpZaLMeV2aH845YhkJpy6iupzmEQ9uNdt7irTg3zpWjxE91oZOApDKZFXoOO+8jVPRXYWDBcl52ce1pUrV+g7ncb+6KOa6wVjyFVT6qX1WGNa17jgwna0un636/MZqrTFtSM9i5QkoofSSUnaizN2z3pxzFwD+OQDfAeCzAD4I4PfEGH/zL8X9nxuYz1gL8Oa99hgtWZqee+YU2iHkliGUmj9WRxaALIAs6ogSGjf4Dn4SFjQuch9LTzg9WkzOz8rQHO5ABVUJQ0y5rg40QpeoVOvhrP2nJ5rX0H6dgjQsGY6cf/3MewmVJWOMCo9Gfpb6Y0rRQs4CMH+uer3Z4X8in9PeF8VlwKqIJNZjsRy0CuapSrspbBWsiMyl2hLETep+kjjKlYp6bQyqorXI3nrPsylzw4QuX6Dadc6OOmWCa2xOT0UbGM0txirRwaXDnREv7qf3MrTtfuLQsEMfjIKKU0aUkKI+7cK8LhkElAdDbLFeiJJxtLV3fuN25hzTMZsTg7mhPu8rc/4Ya+7pvaoKSypXsjJlZWndh0mpY0SBkeh2PMDRcTYp/SRcSvcqjYfcB809k3XgwklWULvOwj7XiCOjQ0tKov1kHtwSqYbktdeQuAGrYh8ZE3mbZSb3o95Tr187voqxmWG9rOyzH6deo/ygUVkjFhTGHNAUyJy6hqD+XuY7luzpOeWjyREUlHnhzDss+5zHp++9X5ZbGvnv1ZYcSHzdu4x4SIpvxS+g9/JdiqSFHB26L8exdUN2giwY7IwuLsFRNeJPI3ZJrtVnvzI112kEmjYxg51CIOqyBmum7tYN6EMnBueq2C8AlklqZNymJ93jzB5RktipU+i+Zs48YbnlmOvvqsxocSwI8BQJtoR0qvNGfRzR+VQLtYC7wi8+N+VgUDRWF0fTL1s3WDrTEks9v8O67acQCzSoOT8ADDnjmc86PXMjsprWnXF0IAcWeIbX5zdJoNgH1dvq/XwqrexroL0M4LcDeAPAnwfwm34pb/7cwHzGGvNWqOAyMkXFKlHAd1MJhpA8N+5+RbX2guvrQOl1B/LGP7jtzHNT5HUUUINkXCpRTE38spSfUl+zhgATfqdKew29uq9pHoU2haow94RtScDUArMW4rU3HgC8z55MzrVuuCVoLcenz0uNC35Ho9fa9IAxw5YHsShIWsOv9vYtXfP/196/R9u2pHWB4C/mXGvtve89SSbJq8lEeZi0UMWjWtSSclT7orqtarCrrFZpC9EaolIKgqUWtNAK3SpDsCwEUYRUk1c1FNjlgwJLxFIeYqlQDTpAnon5JJM0ycc5d5+91poz+o+Yv4jf90XMtfe5d59z9uXGb4w99t5rzRkzImbEF9/7y2NdCLnW47sc7hXFAfbYIx3oxh2qERto6pQtLq1eQ6kW59Z8ZYtcqJlL8zxhgLylnaAANYcikHiNqrcm7xquui1kIXUpX8M1p0xDslwW4W+NOcmC0wpDn/un3gBNIaxdBoXwQr1q8D28tpzJfFquh48KPdyHOBWXw4U+qWClDIVxdwpjdkHnumWCsHG8PrmI7U9RiGhZkRmDeabSupbLq7777IqcWeHBKOtu2j/vWqm/2edj2GbBm0oItRiSlp9iqHldtuRXRdCti3wWdlcEeM4Z9yCtf+pJovH310GFd18nWJMz6bUAsqVsM+1zpnYt23ATKP1gm/lvzM25Ubf5rDySM8ooyVAE51bpI8V+vMAgCdA06Z/pM1JGZXXtBWyZqTmM2VK1VqKF6+EYtqZvKijMIZVQAuy5urbGqXRXpQjnx88LUIcCcU43Qzrjc+kOp0xuKSqqNvWcpwvpsvYpaE2OXlGRqu14PiaHOCyKsQNs7UYfL7sm7PD8pwfKGigE0yspC/NOka/z5F2sNWs5k7hRUasKfyprlM/UzPNNT5flPPHfnc2XSUGxlOPxSkC18p+mXUumYWytK7d67DwPzDFimu5UmZK3AviQGOObQwgboJE++jGiC5h3DNy8h1BShRNk4oYwJc0ThsSsiotE1tyK9WmN0KwJpSR86iKg2bp4r7dueYZWCf0We+yOi+vTWLTD3krYIuw83JU4s10vHLdcXej+0EqyQEJT/q/dfNQazGy16oZMBs33fTPvMY/24GwRvjWGyV9LZslbfJWJXiOsXCu2rltx6+L/Om4Pao2HMJtMx63kAjyo0vezsQjm+2JJQEUNo7qemphf1DE8OjavYVxLwMT+8D6T5EGY11P7h0qJnO0Ttp+Mo1xDTuIgFlu1krJPzBqanyvWyew2dY2Qqfc1v1urLYeS+l/3mXf7TNrz+v4syGDENKysSREqPHxMITNrKo2hcOljuQGcnBfvprWbLrMy6CaKq2IBt0ljDijlnNSlmOO7Gi4qIV3nFAOVW9blW8fafleWrqllxyfByEwkNjhig2cbMezaNwDGiu+trrqWTwlhFGw0kzHnkM+gYmLrvB2mQZnINM+tMkhr/T8LD5vCiyp5gJJxmmvpbKYio44JTH23c54FKSn3YhSuea1aenEK5myUNe1dLlXpMQSr3GvVrW1BXXvV1f1quADrE1Px0NpfqthIc3vIn1eMPJIleasKVN8vUQQyPMg/tigMV848sA73xiiSi3W0Fki4Fk/NFZDoeEqMU6zI15UtUuVxOfsGc2aQvuu1jKFe45WUH5vDmC2Omo04xyHKWJkjgoImAFOTl+PMz1w5LzbzPtGvULuIZyHbK7/p9uoytvP6ar6FVo6hzJHZh4uyy1cf0PCGKkxK6ldr39J99jyJN8gifZcQY7wC8Oan9fwuYN5RVIKQEI8RE87DJR7GJY4xx225JAFSJL1l/SE80aoZasvwe2KWY9ScwJOITs20DfMEjKg0R2zPo8W0GEan4RLiP9PsZNofP1aN0yGoUaclmenUSay82+B12rOWq6wKwoA9iKrxwFp8/btYY1o8A0jWOAvKTtj3z9VnVwKlExZUUNSYsta9tDopE6iWPLXkmGeKUEZN8trYr4sf4rjVFbC1FlXJ0yoI7plOIyDeQBj0ba0xzhQ6NJOkrh/f/zUhcy2zLAX0m1iLPNOvmnFmW/Ru+i3hRdvzgkxiCItWn3RqRErqVK/TxGSr2xrnbTPts5CpFhFv+fBQOkgPEjI03Hfemq3ucgCMm5lfq2TSfNmeqh+uZMp119oM4EnIfDA/gxEzLodncYEH17bT9gpYPmOCEWdN82PUUAvrylsUGRzbMAoz6RRL6grH7z201If3QkgxYyX2TC0z2YpLBnxxzbuuHqjf260+Fev6epwiIAqoYOdxJ9Z6735PGkhFovfm8AoCvx6rPiyWXAzI3ioAsgCuFmAzRuyxDXs8iPcq+tey4lMQ8HOmbpJEovHM3VDouYYjrLnab8IRl/N5nivfd+WPKPxxvB5FWZ36YHJXhIVW4WYussU9fjh5RvE6Pa9VSc9+5/e+hE6s9V95Qa/0OoQdnpufNXGePv9AC/QuyXMhiiHvQaeKQIYAmGSFMk4qWo3CTYwYa/Sa7roe/nqfvb2+Po33VBhHRxtdwLxjULdAJvvJ36mlbKk5pXUes7ZvOWg2wTI0HqeEmJa1SDV1ajmcQjtRD1A00AfsMEhyCXWjyBY0Rwz9871VQ2GS46jLp6uTRWLsGWIzF4HZPMUyIsSSY6LW2rsBmkQPWVNXZzH0riRktk9ptVkvSufHvzcv4Cb3slq4BGA0rnRh9u+jNe/6THVzalkifXbT1ruiawqZa2/h0PGtuvIuowSQBYDV0hyiiNHxe+11i0kY4oRN3OMMKUFKqxB85X7MAzWuHM6ZESz98oy0Pl/dpvVzCjte+UAliybQyPctAoiWWaFln9d6RU4LXlkBFOWCUR401mjL1c2OcVMlOeO78S6PbG/GkNfyIexyJsohTthNl3gwvtwIrEBh5FpYizPU2p46f4pcykKSnGjslb4nuiGq4slYuJf3xXi41tyZeZA1x7Nlu7iWH+MGV+GisghqvK3/3LiUyvsmHVBL8E0YMloWqCTdx7Ms2NTjKRbztbazhV8sEyx5pf3WOoIAspLqMOwMo6xuc6Q/N3LtDLWCiIKJFzLVDRYoe1L339qYOd5ZYrO9+6feq3Rpi32ukUy3aY45378oZeaQlNYseaTP4VmZBXMJOSFdYiksb/2+CudZSDQeEo29aLxSGqEOquTx3219qRvnlcW58eP31k1ex7Xg6fFmyTqtCoJrlQqZLtvvNSQmXytninGJl/Na14x/RmV5D6OxIG6wx344wylkfmUolQsYcpDHvZIXohglbEzzRsbGOF2ugZaQqUoUnWM979Wd+5QATwtyqyoB545tPCVsQwi/ovH5W2OMb33ivbkhuoB5x6AEhvUSdfOba8OUiYbJzBiKkKmw8TmnXUC03qBh3J1QY6wkGGrGUTRVc0ixKUok/HXK3FMDyuK8x2GXBdSHW1t4PhN7YYRV01esIItgFTc5vrQlsAyYF+uLMI5OkFOoheQQdlkjp8wJCWV+RrTCOOMilVHzMZuaurw1d2vWN8986zgpKPvSGOZ+9nNhkLW0xsV0P7vMHravzHGGyviqsE/tpF/TZK59+nSvKPBuYz6rHPuZ/w9Yde1hH9f2gVq55mAPU4KJYnL81Iolle5cKZvhvpl0Q5VErWQ8VbzIwjhrQp+pUd/RWsBvFiOigrJXhOSxoxzy+r+2oRZov0az5Y81+KSdSrBGUb4BkMQ8SQDVZB+ki9xTrb6z5JBXBvi4TqBm7NUbYB93N05lT1c1MrcMhcgZwxcGPgvmTihSS80+Spbiqk7kkPdhq5wBx8D7DANLhu0G1mvtl7qvcb747rVuLWlO3U7Zr2pV4Lzxd0kON1RxfpUVTJIC+fet3ipcL8n1/SqvV3NWSXhI7rN87t1WWx4mvK7VXyoD1uIbOZ8H7Mx8FKHu0GSAW+e+et0wRwAVo1mxMbS9cbZxb8MfqMQwcfBzUT6Y/kkdXKn16N0/dZ6zckXqQ27CMc/jLAK/lspK/RBBcFlf1Vm4ZJnNuMFeNkLeihCl0L7yPu3jmrKEgg/Xul/fZqxh/ZygwK7PUlpCPjOXpxufM4l2/Lo6YAcsXiCa+VnnJr+3Fe8jX7LHuO4u3hzsJxMcrnkVrSoFl0R8Awqt82PR0mgcr+n/Dc9LAIjTjPn4WGIwPwDADza+/mIAX3SrD7xFdAHzDsIfYDmz22JFYyD+PI6ZieB9Q0wFyZlti4wqCT6tNNxMTOShwo76yW+xz0Hf2havy65NyyGjsaPG517uyZ8xjm+UsaImRiR6wzxhd3wO87AxmQ8VLWsTYx2wxGEQWgajmndM+eBruRp6RloZ8HygucOZmYCZHETdadUdjIe81oSaQ8ncNsx1lsNTsbRpPOI+3YiXogLAzx1QmFxlwGnhZcIZFmt/2eGdePf2/UsbkuVUhREf16pzq3Xs9F61Wk2NceVnomjnAbq2WBcfr5E85UKu5SX4XjkfufaZuCZpm7qec9H7cF7mwLnfFaFms6wTlxXRKZt4EOtnqjSxCiDL1HjoXtb++iQ91l3Rvic+3/dDQaF9Dsk1Ks1pWYuqYMkWBXHPb7XbirlVgXSALZxerIPW8nIKun+8QLefkytwKw0+rb9KC1UxckqQy8wVausG+7IWQwsgZ1osbnh1whhlqIxQ3VBcUTRbQ9PaP++xwR6X4z08jBc5MZL2wwtbnrZ5BcBNoaEbLagQo1mhWwrUNSgzr/1uWf3VKrvmnurfqSpDgfS+tKSWQveBCnmmfYwmxjz3R+vxuuR4PknbGWxcqwoK1fOWNlQ5uo9nuY/qZq65DVrQJEikBbkubiy0wu+XEVOtiFwsjd4am66pFciP8r+uA/UMYV/8NaZf0meesx6FfkrsZ2grStfWMJ9PpcXkypzZUiSS7IclwEJRWPkyLXlMy9+76TIraPN34oLLfu7Hi+b9Z7g8yYdReD6GrfHYUIu+t2CSjnPOqvAG1BbPRxE2bxk/D+BTGp/fWesl0AXMO401n3AgMb3DMJXEDTyslTiEVJuPBOHCxexokoMWQc0EG9ZdR10VJmGaGEivxYl9EDb7aCwq7n8lGlr/aYgTwjxhnCdshl1TwFxzo+UBo66TQK3NUuvnLlzlRASEZwq85jVbvIaicbPWgTlbHliguXxXZ47V8gEDJlMbVUuEkNAbCxFshlwvjBXtcYkxWIvr0j7ZuJE6eJ+WOlOMGW1hhPeowOy1tBwX++HjsXRsVAqo0JBLe8iB4V1S9RmEMlwUJpnkaTPswbNGrdR+rOomxbGcIdXw8y4+yiyeSlLkoUkVKATz2apVPmWZ8wy+FzQ8HfLWBf9u1eJNxnHGkqly3psEEMlFr47vVgWLuufrdTqHdHlkH5Rh4PyrFZrtanZrbU/Hyc+8K2P+bqHDvJ4urtlKvYyV72FjrK9LH4cyNs/sVK7DvH8l43LVP5Q9AMBYexU+jIDIsfyhKCGqRDNKA8JU0U5avnxIB59r3BOFnvG3fyeqaODYa7fAErqRhSWXiEWVFvu4y5nZq7HDWt9PCa2qnPN7KStsxPXRKH9cUpUZA/bxLCsvyp4bmvPCMkZcj1x3cxirmG3tc3ZBl+tPjbPlgeHdLzlOVaJmJbdmLl08rlqZfWsF4mzogS9vxWt8Oy14ISdb9VbK8gC1INJSuCg9VFpIxeIcijA9yfscMJl1pvWTW+fnbkpC+368MAkAvbtxa53pdduwzy7MOg+t+dL9S8PCVTgHtsUKaoRE8ixLm/S+0v1/Npc6x5fDvXKOON5KFT9rcdh7nFWhKIeFB/YJxkz7qJXVnmc4Fb70mHGIMf7Q03r480UXMO8YWAzbQ33duQdIGJh5sGU1G8KMq3mHbThahpmbbCHOrYOksszEtg97Zoyza24tKJBwKgO631zkw9YLNyS8MwY82L4cZ/NlykK7EKtkyRxNanAAqwRWx7wGEizt92aZN3Vz5XjImGiBeY5NLaw+GUyJr3Eue40MkzofcyhJS5QJU1QMVqiJZv7OMXpkWEb/rpYxQixlSmzbKeTnbBHwh1rL/Y7jOWUhaQmggBck6jVKgbhYszSLY7Hs57FIW2va3/14Yd45nzO59bFmwVtzrSK22GeBcG1clTv6sM7clfGePiA5V4bZ932TEjWHhpInP0vdyJzQb8aBko3V35/onY3p89edYkZ13iYUiykaAh6fqWWFqjGhlKZRGkqrXFYQaX3SZf9oRsdqDbuyFqx36Mep+y+7fMVGNmRRvHBtj6FYe3ISJwxmLtSNT+dHFW+n3gWhibvUssGMrkOjr4yLP2X181BXU+63am6X5DDaV29hzuN1CXZO7Zc1q5UR0HQuYymtw+fa2OSiLPbMrioveF9S6pbsrKShs6xvADl7+xxGXG2t+7zO14A5r1NVFrR4A3W7tHGYtcLiiC0u8KByT0/eAyVsgH0wivVQC3S+9mfOmhuo0LZxq17B2/qb89py5/TzVc7LFYXp2p5YKRGTFbZSIsTQNEnUBRS+rOXCna3XoS0M0QXc03fdm/u4yyEc2r/WnKlrOcJ54RGWy2hl1azzJ11aY0oUdBmeNfkmCAr+p7wofEy+hp0wDENpmHoGaNkZvdfzhWuY54hpul0hNM4vqEzJU0UXMO8gKiuDC5aew1LDbSGI0zhmQo4AE+s2xyEHtzMGkZuGNQQpWJiEOOKCoPGcnuFQUEuurrg+1oR1IXnYqsWlyYwvh+hx2GIYJ2w2u1IofdpX2Slb0MPQJB8QpnbOB1ObOFC4XKuf5lNt87kAMuEfgrW26TyqZlsPd/19CLsqodAp1xwgWcvM/Ss1G7OLiQprxr1yaNZFZNtXw0VOEGHadaVGUltjOkDCQzOWU4cG71PrOdtkVt/qelnD+l6t608dt6XutxMWoX5GziI8ycHeigvRmDStgXaF83xobuMel+FZKRRd+kCmj1YF70bkQRfy45jWx9rhzfHpc1ogI8Rrzw/3Tfs6/2rF0HEDqDwMTAkKSa7jXQK92zjbVqZgxti0tresGV7IJK3UmKZTlprsSibZNGkxAOwat8+1Sq/WXtXnK7gXNRNz9mKIKXQhu4CH4uVQ7k99MsIHSsmOHLe/uDb6hGdKDz1jxfWRhOyaUc0ukQujeDncyzFaa4ox9leVfOqlked0scYoU+jhPQlK7JV428RNrtXolZOFMV0/6/Q57EtLEPZlhnyegpbVuWUhoiLAWHHkDGmt3WPcmD2SvEvW939ecyvKZqPMCnatZddilPALHZsvuTTEUnqDbajgqOtqLX+APn92a1+v84K8jrelkD51DnnlUEt5qspFVaZmBYDz3gKQw5r28ayybPvxTxgxLV5i/j204oQVVay2N0gsPNL1OSrq7LdzHDDRQyRYa6Mmq9zMe1wN5yZ++jjssjV2M+9xNtoyP3MYc5knr3QE6hjy4s0yL/8fctzwKfhyLd7L49TZ2lGjC5h3FNkvfHCa7VgsWZspuelth31OxqN1xrjR1BVFmTklSLpxPHGaMeAQNynzYIOg+nus9bAIbSpIknFgJkTv6uA10ce4wYPx5ZjPRpwf7mOYLaHUvnjrjbqI6MG3hVhilvlToalVYgWAOfAVKvwp4d6EAx7iIsfKahIcL9ifElzUxc/POeesMIY105vXFOMUsuWiXKvCjGegePjpwZz7a5g6dStpu+5R48msw8p46uF8E61hcf8cmv33ChvvogTY9+XdP3025+bzuc6cIojzwTEPUpuM7k90O2efOW5/aGqb+bmzJPmYUpwbr+daLut7fT75Ha8ns2zqky3lhdYEsda8lILYaQ6uwoVJJuUtvhxjpagJdbZn1Wb79ZfatDGYZDQz0x6K2+wkQpYKNuYdRJvc6TDuxN19EZC8BVz6MsFmH/Xvwyp0bNxTk7Hmel1RsLTaXRPwFJlOOG0+75+D7TfnsKVcKxlxn3V16UrSEdNXp+QbYRP1ADBWeS+AttaDxmLn/jlLZXn2XLn+alKhVcbdJcHyysF8HQ5WeRIs7awE+lDWkT8r0vVz9kxq9c1nb1d4wYv9MBZ+p+jhGFv9b/EYOvfcG2qJ9UI9+8F33rIkt9alB4UdhQo0a1497FclfMea/mp/W2EHHKcqFpUf8WdoDmtazlmO2yubqCzX/vB3SxnpeamKv1OFHumsKEZ1vipDgws5YnuVks+5XmsoC7DssVHCPRpnjPE0EGv9KS8Dc+7L3NAThfPTuj5b1pd3sY37k8+6qwghfBaAVyCrdfFxIYQvXP7+OzHGH3lcz+4C5h2DdxVTInEWyyFxHHYmHo/EiVpSdRti+nJfZBhYz6BlDvNFO3WAzfSY+9ggxqoxZ/8BK0Cqe43e62NDtnGPIexS3c/hHjZDynA7OybQayQ5f56AqHuIMml5DpzbiY5RE0HQlUT7QM2isfLEfYoLgE0OwmLUvLdVT9MzFfp/yx0MgDngfRKnAVNeI9dlLPSgdm/GgDM8tC7UTohUxlqha/K6OouZqRK0mCy2q+9eD/DkFtRm5IkWI0UXVQr1ylzTEq8HYtKs1gyYZk30fTeCvqw3b4UxShquSdGMq3BMwYVM5TyMOCwumK2yJ6Y/DQE2MzHDyrxxnthnEQC8e9WMIWcdLONrlP5wlnpiRJnzs3hpsilrzKrSUbPnUQSfGYU2eGbPKzuqcc8TtuMeR2i2XzuOo8T9ANbi7+dJoc/LrqySpbPlXs5QiTXlkkmYhCl7U/h28t+Y8tq9ieugh1lHi+DB2p0+EyoAt0bKOtLvKNzTo6cocOr4TVW0eTrZWm/8bBOOlbs8aZsXPIEyPzpuKrD4typ5WvRalSA+Hngb0rn+cD7HHmeVBYr367ma1wCz20ofWvDCvsZ78rzQPuWzJC4lrVxmYno8qbeJL/PC5/rEgdonnX8d60aEbtIUXTdFGLLCh18Dlfv8DTNBr82h76s+k67HXjD3tHAb93nfafjGGCZc4pl6PkRg9UrFrDhznhdrlmhtk+99krVhwgKEH/LeEoo1L43SnoTauFj1vIemklG2pRA6Ba+M1D7pmvY8Yg6lESFziBNCfGpJfl4I/hiAD5X//w/LDwC8CUAXMF8qUC2pCmWVO0RMMYwqDLGmVWrHEvMhzDiLl8umrYUL1Zb7QzAnElqC8TfhYNv2TKRY2TIDHsYqQY5/LlAICAmAaveOIWVUY+zmmpsu504tUS2m2hd+pnYZSAzkBnscRmvFHDBn12IAuZC8ErsZo4ljmcOIHa5y5jyFHiRe862WghaT27JIkXnUOeXhqXOpxdy91UBdvbxlrhUHCNjEJJXLY4tBx1wxS+a5wuDmg5ZZeGGtTfn+UDOupq8ntJ20TjHWmf1RIX8ONrFAq+5rS2BgFs9NOOZajLmg+zXulenvddft47DDvE1WfRX216yM6qbsPzNrjMz94h4MFObSC3/buM/JQyho+iL35bkl9niIiysk5irxyilLvu4TYxGUOoBktoC0z1tulS3Luo4pPyfApMk379skvTgtxCjjBNTuk+b5YvlRy9Ca1d3MD0oyNn2np1z/vBs5zxPvVuaVf8ZyKooPO99zxbybNapWMBT3WGX8zNm3JLNiH2aUfZldiJm0pDE+796naDHJN/Gi0D5upj2OY7LY7ehlgLq+cL5PznkmwNKwmAETzoeHKQFRQyBrC+ryLmergNI54bXGvTdclFCJRmZSX1OWQjDB8/EqnGertXoFcN3k0JuIzFMAtkb1mmBs4lMxm89btUC1Xa6Z7NklAm8Wilcs99of7+lCkDdSKzt5Mx0Xz6t8Frh3lAT9Qg+ZdNDMg5tT/cz0n8aIwfELkUnWJGGa0BRbTqXQOW8FpjcYn++FtlPKDZ+FeRPrUKNhSvvHuwQz9IjKnzWF4NrnbN/XFCU2ODyS4iHGGfP0WMqUvJD7P+x2evLo6ALmHQUXvbeG+Ws8s+cPEBLS8yB1ioLEdqhGaBEMfAxEIv6l1MMpP3R/QGvfW8kzDOMZB8yhrvdEbHDAw3hhBLc1K15LI6XPAxbt82APX1pthmiZT8+Yq1C5nxMTqOn3W9pqL0zQMqzlCkyGS2FIldArY+C1wmx3TTOsc6m1G+cwNt9d7sNYnkPLj1d6sE2grCUveOt8VtZyB62nx3fDOpmqheT9jP3Q+Tlim1ORk4GjIHm1xO9W7+kaa41q/L0lk/fzPSpjtQtX2U26zMNs5lqZSnWLah1y+g4ebu/lz72lbE0R03J3V1fdVM8Vxj2YDAkcU+RjMf36V2ZsRqpPyfiwYhkv71Tn07flFTG5jNFmwgO8bCUO83rrW+VK6qDJrFpab44z0c/1vbe2vrw7Li3iB+xMIhS91pd1UHrSshipdt4o9lAsbsponoWHWcHSHEtuLz2H/Wm5QZ5ySyR0T6fxl3c/D2MlfLEPqmjw764pdGHChUvcNmMw9IQ0sSVw6H0TRuNRw7nLihShc96lUecQKMLgsCQK2Y8XeT416Zd6Idk+uVIMi0J2ONRWr2pOMn8w5fOYVtMhTJVCxCi3qyzaNqt9S4Eyh8HQw6KMLsKct2YBlpZQaT5hNPkDWl4FGm/La/x8qYDDzOYt5X6GuO4bF2PBKdql51Ul1IY5u8uWMQ85flwVx2yLrsUtqNXZK+9V+a+eVPqd56OyML8ijK8pdGehEaqgagmBxkvK0U1as+kJNaDmg25imWZ/qBxds0I/igdHR0IXMO8YMjO+4rrQ+tsn3lCCtprUZXFlMWUsTrhL8hp1ka1iHl3fWkxai4iQWFWF5dV1cLmXyS7ocnQqrkyFT2WcK61+OF3exEPjC4lcNHoR6pRYXacBVwuVJkHKz4uTibNqWaH4PzW0mvV2zcVNa4pVfWpoM8v4a+EkWyvC3LBgtjO7mjZb/VsOzapPi4jrwZqQV5Ix0jPSa+MYwthMpnXqHjMH7tDWMbDAu+8zD7VVqypS6R8+y1+njIQKPJuYhOjd8bn8vSb/8RYPdSdUqxJgrfw6H3S9alnklNlqWeB9QhdVNnhLmgf3qTJJed6PwNX2Avu4xFmKlXRtvfp3cp1iYQ6jSSzm17UqNzYheTiwkHsrRtvsc0x57fLzzbzP9ekohBMqVFXZSJvzXmLP+R3bUwuE7990QpHHdnWOtG8AyvrBYDwAqOw5jrvswg3U55wKZQOmbMH0ikHtO+dhDVmQFeHBx7G2hC+2r2sqJ9dbxr8Zd6bP3rV8TcFwwA67YczCpT430UJxGxUvJO5FWoKNILgoc4ZN+5lk8tVVM9MlzVwKK+B5xn+IqeQWz+VNQHMfq2LwLDzMuQ/UDXoeRlyO95r3N63eosTTUCBP970gCAi/heL5YJ7VSkjVWp+h0FLC7/Fp2adbl30ccN4yDqkWpsRBLgo0r6Alj+DfM8tqDdOyn1Hfq/PZCk9Y5YMWxdcUxlVhwntQ5fUKSBWEev9yjR1HW5PVKxzJy/o113qX5v2vCJ5rysguYD46uoB5x0Dm4qaLOWXkujDWTtX4qfUou2Kgjn30aLmCbXA0h7YKOmRemsRLxyeHumc6NesXUAiTEuqz8BBXOMc4WOZc2/JWXMOABGUC23XYOP48hmAZR70HAHbD3mTRY0B/iomyFj4lbsZ66YTeKYymNpTiOmtM0WjaumfsU74Oc7OMiboCtWqNch7UpUnbPOm+BJtCnv3VZ/u/vZDSOoyUIfeWSTK2ADKzrjhim2JwG8XHW4y1F7CzMiFMJp5GQU27H7Nq/uv3XDNI2aKNpGk3fV3xeKBFcBqs4KeWgDVmnHRDLRFe2K0E62GX56RlvTKJKETA0XnxMa8+VhJAk0FgeRegLn3U6rd/Zr7WC4ArsbEcm+4HXad5P0Rki/ApZPezYAUotVwpI2UZxMIkKzPtXXeVPlBJZ/rg3oGOq+ViqfPBPa5KsqJImc11+XlL8ihv9fIucWtnIi2I1bo3yqBagNDxJgFp36R3LatoVuZUOQxmXA738jN9GEarDe0XlRda1kHXIr2A6LpXZfJtxHMDpfbgjNHQHD2vPf0bUOiZdzP3dNdb9YBWssBawWU8mEQY91ZD39froO3q/aeu0zjnlrKwunfFOstnamkifR7Pd3NPqOkKUBS2R2zy/imWV9s/0vhKYBPeT4U0jZFVGjNhzApTfqdzp2ErAybsUYf+UDnc4qn8376eKpXsaj02tLn1Hht8lPZF750x5HVtLMqu/FTuj8xnbMSud6yjC5gvApwk5kjar0PYVQldqO2kC5pulJYL11p8HdFK8FP1FUmoMUk8HIHImvHhomghF2LVOoTYRh4/ZkloUZjkU/AHYMkMaAW7OYxZO24Yi1AfUNrfnNobJakE3Rx5rf5mm2RArVA2ZcJ63UG35v7LMZ/hMq2DYA9ozyjS7ZQa8FMxExonxXGo2yjJio/ZUKxZRFQ5sgaThEPivqh1vZjvZ4bKW6/28Swz+f7dt1zZfJ9zP8mUOQ8BL6SwPf8ZPx/ihMNwr+1S7ZQ5Zv8HtycW5jM/YwCO45n5/mK6j8vxXh3vKHvI1xkjQ+SFFC9EmH475oI1+xQtLwvVmnt6UaXuZx9DKp9C10llrJsuV05A9f3XrNK6HrwL4Br0+Unwqb0EWmtchekjtpkBpDKB3hHZU8Ix+gAqz4GW5db3w7vHtfqpcfRrVhYqLBj3qGuGngW8j9aa/XhR3JvRTvhGAXjAsuYXN1lFXrfBulezv+yTFzK9Gyb7qlm6VYjQvTQFp6xwijUqHI/BhmGYthpKi7w2pOTTAXUWa+6fqkak7Au9rvLaQa3cAUpioypJj6wTT7sfxbLj+8fPaGn1Chidd/I5uq9t8qo6K75aNHObDS1POYfHSvi6dkxxMvSCY/L9A9ohTEPje4ZHZMHJlczQ5ETKxJN+sP9UCPq59VZo9lkV7VVowgot0ThWBfe5Jpk6Ds76yL03FEHOW4K9hxkFUo23bSW/yjxJLOMBklKICfD2m6KAV4WrTxyV5+yaM2CeJhwPdTKwF4J5flEmFgLQBcw7B2qv/YFAtzAmAQCQGSp12blCKf1A0HKmjMmAUjAcQCZIJCp6sLZc+Vr/s10AmaCpxYXaUxIVJgexgmI7oYlxLRFtvRJEJQo30XSWNgrj4d0z/CGjB7Z3tdmFPfZxZ4pikyGk1UGJmN57Hci012OoNZ9eGJnHWquZvxOmNsf8ub7qta159RpIjtsXm1cLddN1UgQ7/VsPlxFSG2sZF7XE6tpDZiS3zTUc5rwXWvNo5i2Mzfc9QJJiLGnlqXxRId2Dbfo4GSYvakETSrXa0j7n+RThjAcpacYF7qdyP+7g9PNQlThZ9sKE0bjm+QMka71lrXolSJ2lczb36h7k52Xf15ZMxt76ednM+9XkYqQbLYGfDE9r//t5qj5XoSWMqdZiOFZj9H+32m8mRZOYaWv1GBYvE1umJ697eQdeWMrCwxJzdjaXBE2HsMNG5uY4JDpCzwhvSdXahn6dK13me1IGL88RBcihMHX6vlQBWFm2A8wZeRx3OAw7s9+zxwGKN01l/Wy8p1ProYUZAzY45nsBS8uUxrRizziHA2rvCj/fvF7dphXeC2CAjalUYYSMe3r3dX4HVQK3rHjXMeGcBwUFPA1vyFjJtsxnUblhz9TTwkDhiWrr44CpchcHyhz5GEYP8lL8/jjsskAEWFfdpreXZEEGkMNuDnGDs0bt39ryPGdFyxzGvP6bdDD491D6o55m9oxwiiAK546u+HFxTloKCVW4qGK+PNOuuRwCFNZLznhFEudUlQekaTpmVbJwfB3PD13AvGMg+91ywWsyrUu2U1otrnCeiHRoEdwhEzWvrSG8UEFCO0nWPu2T77sKFNQqax+ucF766/qV/p+N0AgsPvtYYUpXBEllqpSR9M/NxFGYtsxYOxe7U66S+d0w7kpd1lZcWuy8NUodqJZXLFStuCoAOaMaAoySQZnzlnsp51PLPFR9XOZFEyAY7bJoFTlmO8Yy76uxXPOUtayq5Z/QtprQJYhr9DjszGHL+CKdK91DrMG6ZhEC5IBcicVheSB1VfPXeEaEQpt3p22692AuQrHMt/7NZBQeaiHKY5mB7ch3VSyBLSWSjpHW4hGTjTOW/eKZCutOapmAJPxN2Z3wFKzQ1lB2OUFbrVDcN3OjL1S60LWYMYFAigV7uL2X22l5L6zFt2tfNLZchRmtL6quoC0X3PLM4iLH/mfX4gYTREbWv1O6lHpw/45DYU6BtoVKk6vomL33g54B6v67mffYHS9zvB2/9xiieGEAZv7mMGKSMjUzxmaCk5a7ZL5H1m9rrLp/1yx1Ktx4paW2oXHQ1ylAW4w4/1fBjuW1LuMz2IUr0y7XtyrnjHeCjEvPRfb/GDe4GurYcRWU1vqsng9cJy3a6+eBZ5gPlVHlrw+VKMJxQxEniXyUx+D9LXdUf+62lFC6ZymYExqqBNg4ar3G/+3nT0sJaQJBxnQbPq5BP3KfnWLA0049LwFgNzn3UXe+1J5vUxZgSRdaZ565J9b027Y5m36f4p9uIgD69eHfqf4e8xlTeLKbGCw6anQB8w6iJcTlgyuUoGeCjLnGWc0Yq0xzLXdMfq5uK8ZdcNEEj+NkSkCsuWYescUZSkFtX1wZsPFVOj6NZ1HmCRCmNdhMefmwdS43LXhtnGr7j9gs82Xb8oc00TpcgSTY5aRJKG5TesBl99mVgtHG1cpllb3OHWmOQ3bLMplNMRkhSC2a+Z069zpNSMI1McSUZGM3X2K/ubCEmnMS1om+Hr4aF5Jd5ZyQqf1bc81T98jL4Z6Je2Gphpb1RN2NjMsvVg5EddN0B7O3imj8iGfkuAepvEiCU1F06LvQ4uCtPWr3hZ2vA3Z4uL1X1sEM40bKdT3BJolRhQzf1ZorpbFcuEM7J95YDusZA/ZxqQe3vGe+nwN2GAYbY+pddefGGH1f1jTnxXVuyInNWoq1tL7T/n0mplJQ+/GionXqguddxHJfw5iFceOytghYXLc6d5wrvhtf29J7jdiwBzvmNeuEWrwmmU8+7wrnkKlpenPoutP+m+e5PcNnmO9nYDtY90u6waryNGcglxjDIXovmJrmDLFYt6oQkMb5tVqrcsX6UruZ11YPa12yNMbENYrgl72UtmPlHaK0ajPvs4Vqhs+b0D4HWxZTP56NuJoya6mHxr4OsWRzZp9VKPQJyajQpDDJOSMNJP1TAarVZ5MxO9T70Qsq6XdbYMhJazA2E91w3wJJCOO+ULqofJoXslRgbqHery4B0UJLWBdXPaX8czT213uoUOnulZVrvIV6gqzN4QYpuzuGcn4o/+Dba43du7CvuYFXnhuy11qhRtaTKfG6x9HGpHrapkkSyVPdxDI/TxHz8W6VKXma6ALmHYMKToDVYvOANRr9huBjtPXOd5+EQJMSeE0e3bNyIHR2xbUMGYnUGvE341r6y7pgrDfINm282ZyFvTVrV4uh0MNlTcj08WeTHEQcuz6DUNejlsuIEj1TZiXYdiqr70o90tZBxbn21t18r7RDV0kvBLXmMwtNri+mn5ynubxzWhF8YgwVilrPUkHvKpynmqEutsoLGhwD58RcN4zJGhJGHHe7kyUyABTBTISOarwrDDMZau+KynYG925abtdElQ1P3v0cF62764cy661+UjQh1FX9uCn9PYuXRvlDN1+OUxUAZAi0zBAVQqRJnpliuy26wKyGXoFAzwv9LAvLgYmDiiLKW5a8IOTXJd/zbhHsOdeeeQ6sGYclq2VIbmbpnhswGaGEOVC4PD/cz2uaJWU0a3FmZmCTYNE6sIbstQBr0fACoGKAdZcEYLI60mOA39FlVhWDhCooWvSae8Yztcdhh2Gs9yj7lb0SsDM1Lzm/qnhTF/3KMjED+sq8MtS7zPl++jbZR47bnwVATUe9sKFC0RTa+1m9AtQbybv9DXHCxXwfl4PNukrLva8LnM8StL0O0vNqhYIK8dwvPot0FjSdxe6UFbiKLWzEGXPOPYxAHidsxh32OMv8zIwhK7u9Akfd9ClAq2JuLTlTU9EiSbdaVrLWfuHfeWyiaPYWWjtmVVgPzfVHtJLW+T4qhjhVSkRdZ/ROOGCXhS6lnSaJIdBOvCWKCADGWEJ3b6/Q4Nrw7t8qgKoiIXtiOeW98oc8G2jIaPUz1/6W0INjF5keCS+qlEghhN8YQojLz2tueM/HhBC+I4TwnuXnO0IIH+OueSaE8JnLd28MITwXQvjREMKXhhBecYNn/OOlT9/4PIeWUXTX1uqSiG7a3PQ9N/c5rY7XeilOZYzUGKfjsMsa9iTMzlagcYdTjrHz7hF6ELDO15wOojM8NMQht70QArUEFfeRcgjxMKArmsZmmvmTe5nQRudrE46S3pz32gQdOsf2Hc35vQCJEO6mS+ymS5zFy3wY6HycdK/Lb7B9KOv8j5jM++b97KM5/IX5HFF+dM79vdTQUog+jruKiVPmDBDlg1Nc6DWEySg62JT+7Keitfb1+vPD/Xyd/rSwxT4Lc63xtFK+e3jrn3cdz1ZL0XRvcMAZHoIWIy3XkfuxskcVLRctn5iA2uzjsMuxlIR/9x5kFk1GS4xZ+F3rk+7VSuBY9t9+vMgM0GbeYxv3y/uwTGOrr0CyIOyOlznGtPWe9P0XK99czbVRFoURcUg/87DJfdlib+5bcwXX51KAMeOPU6XZN7TbxdumfWTpmv7WclP8LCe5oQAWS3F5Ha/3jmnNh/ZblT4tzf+8st9Iozy4BthnX6hdMaG4xtK9WN0UTemVFaF6QE3zjnGT90XrPv+OsmAoY1RhvDxvxhke5n7pftBzUz06KHwchx2O4y5bWbZxv5wj0m+XBOtivl+PWegY/9d9xblqMdf+h+Mg8342X+L8cB+742VWNPo5XBN88nPC3KwNfapc2nVQd/Q1sCTPZt7n/cUz+/xwH89O7878j89kzP/9OP26AmDoPteH8gjqJk/+oWXtb1pbl3Hu41m13/z5swZVhPHvEWVftTIqZ1pIuiMKez3zvVJjLZGY9sMrhVWBdDHfrwT7oixpVTYYMj0iduEq06FMo+OmOuf92bPBIZ1PK/VFO9bxohHHQwg7AF8F4AGAZ294z0cC+D4A7wTwp5aP/zCA7w0h/OoY408un30EgL8M4HsB/BUAbwfwCQD+CID/LITwCTHG96w849OXa28d6vq0CeUQ5YGxgdWC87BgMXqFxiGoFsxne2WyEW5arwVTJsUfTjmxS7QCobfwzaEIEozFAmAIMTWKqoHVg9zWWSzMtWrxc2mKhoDB2lJ+romiUV4E2bVMi5gMMTyEXRagUz+nXOupeb8UhFbLn29XEwtki/E1BYTz2BcLk6lN13CJabkTEaoJ3m8uLIFvtRVtwDwZvCO2Zr1qn9Y0rt6K6S1VjDXMzFDc4zI8a9aDWmzWhJEqYY0I5Owv21A3Ht1r3n27BTIXQIptrjNBzmZd5L24aGp9wXP2dc1yz3I3x2GHq3Bh4orVgq9Wc46bCiH+f4ZLzMGS3zXrRGYQ3Pqf44CrcI4NDjmml/efjNF1ggrv202XOY7PJ5UBihvudcjvd6iPRVoqtN3UpxYdWjTyi0bfKLMaViOgvNsWvAusscSvCG+EWjRpCasY0timb15BtJn3pgaoPsMLvv4drrlYavwrkN7f5XAPw1g8XSrmTxQeRtBqKbSk7AWZyrP5Mp+dQGLSx2FlzbmzjPSlSnLk6MCAKceyAYlGqbL0FA5hZxIZURDxMcv78cI8Q+dDLZX7eAYEVCUzMl0MDRonliszH4tb5u54ie3hOURx8aY7/nXjY7+UD7Gu31aZ4vsMFLrlLY1+D+k5SVrtBZVt2GdF2hAnDNOEi5AykWeaGorg4c8p4+YcJQ8Fz+uxCJXssz7f05WW8ou8kJ3D4tK7Nl/eU4F99J4NHIPyG9yfzdwfiwjH3BXXKROYURaA8VbyFvAWT6Ox8fNg6xB7ZRlQMvq3XKFbnmrHuME22P1WjbchzHZcjxeNgAngjwJ4JYCvBfC5N7znS5DG+OtijG8EgBDCtwH4MQB/FsBvW677OQD/XozxR+Te14YQ/jmAvwbgMwD8Bd/4Yt38MgB/ennWraElZHiXmRZDp5v9GGohEyibRGO4chtiBVTirIxs/k7+H8HkHzYYv9KmLbxQtl4I4cBQx2ye0kQa5k5iEjIxaLi4aCyUuvt5oaG0UQjSapC5HMRausFYf4MyYTVDSC2ZWqN4bx6jMKc25q+uZclxVBYcx0icYrxV606iq4WwKbh4TBixW9zq5jE9X7OuXuEcm7C4OcL2ZxZC37KCmcNc1j+FXo6RShYfz9FisDfheCPGz8xNY958nNya+5LOWXnndVx0eg7dxeye5fptta9MiR9rq28+npCMhU9CxH5f4IEtHyEwHg665iQ+yh/y3iJwSnmiybhu+r5UiLZzMZvvpzBiJ+vPjz1bfhq1VNfg5yfTBC21MSKXODoFz6Bmt9YlPtbH4AGoGH6jnBBlnQq4VciE0J0U83cv75ds5WokXyLy/Mp7bWa1nlM7Q5iS0khilBHSuElXTsFY9p2lSdfnFvvs8qbM+4QSW6jQjNUtYZZ0WGPj6Lqfzj6bqMiD4/Qux1moHoo7MN2cL8d7RqnSEmJzCa3QyGsQ6v3Woiukqfm+BWGesJ2fwxAnPLd7eYmrlzb8WFtKLaAtLOiZucGh7MFQkvi1FH/ZAwlWuBvCnLPjcr2tgbQ5W4CFL9AMyTpXm3BMSXga4+ZndDX1/Jq/rlJuYEpZ6mG90vzZoYJV6wzg/LBNfWYLnidLfJ1NYGjPk/T/xim0jbLcVTpQZeQVzqs1ma+dgWEonjXewJIVP6HYMIE2vdExTEj7c20ObnrWxHnGNJ0Wth8VcX7xxmC+KFxkQwgfCuALAXw+gHff8J57AD4FwN+kcAkAy99/E8CnLNcgxvgOJ1wS37b8/ndXHvNnlv5UwufzhUnw4urDDTFpDi+m+yZbX0vTSNePDQ6F6DKBCBKRazHVrYQR2Y2iImQ3Z/S865K/j9pDulqoq4i6n/o50v81/qzVJwpKQyxuedoGrZrqGvSoaGm/PNT1do5D5RbHd1O5uCpBxiR9rt1jdcxrVjvO9xq8uxv7sJn2OJsvsxsN14d3PQSSdYlM0mZO99FNUt3D2D7dHnfHy8KIuLH7A/OAHS6He02XnpYgSOGc7p5bJPcoH1PaEmRV8aHusGvCgXc/OsC6XZHhUKbBx+S2rGStMa0lkVCBTIVPWmPUmkBXS66Z47jLyZzW3N90vyiT6N0LK3dkTJULmrqG6fuf8jsb8n37zUVyJXTvXa03uS8oyZX0+fr9EVvjAt6ibZUngFvzZGs8k0xGaG0fNi0vcr+iNfdn82VTIdCyLuf3tbx3T39s34cmHWx5ZPiYOa8kGt08eS+Seajnmp4JtD7lpEgufpUM7hbJungcd/kadZX2Zx73mmbQ9muXbRzjxoyH71rnjPu1RTcZNqHtmnnXfmHK7o90maVQou7QI5KXCOO5KzfN5bqU1Krek0MsVm09c1vvfMRUuQmOxyuMxysM8zGfrUah0IBavJU/UaX1FvvKLde3Qajrvwo5ua1YXGLP4mWy6HKeZX9wjumazPfG85if0bW2qRgDspCj8LwS32trntYUzCOmHD9etz9U9E3vM4JkKLH+3IMzxsqyyvdNF3vFgNmUX9I62lmBuKKkO8VbDXGqSi212srXLvRhMy1W6BV+JntPrfKOLtTFPY97rMdgPhpeLLP1FQB+BMDrgOzqeh0+FsAOwA80vvunAD4dwMcsf6/hg5ffb/dfhBA+AcBnAvjkGOM+hBv4K5Z7P1jaJj4KgDm0CGrasuZzBjZhj6vhoqlpVShh2OMsf6bFb/Nz4pRTyqu23BMXFQB5aE+wGsPcpjBxBA9sJvvwyV3SJNlxeOsf3WqoZbwK57lvLWJEjap3UaOgnhktV8Be4bX8Oh5vaSQdU8umd+PgePwB2poDElEmR6KLCy0frVjbfC9sBsbqWaHO1MY5K1o+O6c5qc7YjlOcw1jcVhdN42bap6D+hTmbMGInB3x2BYtlDfr1qQlDbF+HKnMeDxSuUSP8YD2OUNc0588zf/Vc2fZUSNJMxANSqZ5pqEsqDJhManoruJRMrC3robrIKvOpQvKpjMjzsj7mWNbjICUmvFVDmVHAab9DObDVQkBLCkELOIV676ZF2uOt+nlOhPnPY19RmFk3Zo3JnMw61/uZgKLFKNX0aTB/e1pIrX1uy/GBrKPK/gGNckQNgcQraCiwa+zsEOoYKE/7/FycirHlGCe0LZac35aAkRVwQymLcoVzYESx2DSEzmQlTUmvsgvy4rKr632IyeXRC1Lsl+6HvL9FyOTfE8aqBMoQ5mzFpEXPKpnK+2OcsbqYZ5rJeGjOXyPBC/vFkAJ1b+U+2gVLHzh+T6t0PlvnQMuFXC1sNwXvOYuXuBouisI21AKFDyXQPe/7pi6kXhnlz4LWmsv7Y+GjNsMRl+M9XOC+EbQBVNlFWxjmKfNfSuc1hMFYHmmBd2XPjIeY20tr888zwtCbRp3kk/1v7G31JFq1rrPfwa537hvv5u/n1vfPW2gJb3Uln0H+p/LSYNKgJSP15RLC0Tr7W+EorTnwdIPtdTwa7ryAGUL4ZACfDOBXxxjjIwhyr1p+v7nxHT979TVtfAGSw8M3uz4NSLGa3x5j/M6bdkjwB7AiKNsFb1OdXw73sAvloLnO+sTfmQkUIUSZEuNOM+/NwaptAagIeovx89pUWm68dWhEYohOuT15V1ygEDRqJr1Ap8yDR4vo5bYXBnsKpU6cjY0s7oo6bq/NVLe0VU2djCcLmysavzWiP8ch31t9h7Ga/1Prhe155sNrI72Avpn22G8uqkPhaljiNKcpa8m1bxsccnZKtbBdBz3QmcVwCNOS5dBml6RA5jMHZ8sNSj1EuuOplQ9IB9LYYJDW5o5rg0xTO4tnYRxbLounsvmyT3qPF5b4ubdEeOHSvMtF+J3DmN2w/HNqLbb7X9Yqs5F6FOb4yqwjzpWf55Y7c+u7lqDj16Qqh1oKCg/SK7Vy5FjBxVXRKteKNdAnGzH1IBuMYyvOyfex6erm6IzWAFWLoCoC9NnqJkqoezafwfsOi5tltihfs2dbbrO0AumUk/meZP36WLfMuGsM1zBVmbqVcfUusfou/dk1I9UYpLUvzYXuH+vSqVktU13H+n1VJcUqLxSrqMmeK0ILZgxAuHC0YjB7ch93psSW9/hRXkLP1GxRWt6tWWPDet/nMGLanGGYJ4S57Mkc8hLGpNA+obDlXCqdYuZbnRNN4FQptmRdq5t2dldurL0BEx7Gi5xd2OcmUI8IXUNTGLFB8Sbju1KLrBcSc7uYzDinsB7ekIUhsXDq+vBKIJ9wjPGH+mz9e80LJtPLFRZ7TeHAzL+0jJJf0rYqBUPDQ2CN3lXC+jI3Pj8AkOjf2VjemeeD/NxV9bqd0lLncYMDNmjzWx1t3GkBM4RwgWS9fG2M8Qcf8fZnlt9Xje8eLr9rX4by7N8P4HcB+Asxxh92X/9+JAvp73jEPhF/FcDfcZ99FIBv8tqlA3YYpN7gw+29ijFT+M3q3ZDWoEyEWo68VlRj2FpMnSYiYra25eJmKnt1SWn2q6WRDLWWDLAuGL44ML/393CMGbTmUbMYh8wYeoJDqKWmZUHNxFEIHP8HgIv4wBA1ajnV3VaF6CzIOquHj7HVcWfmzQuQThgzLoyNWmTUJOq688k/eP3leA/Pzu/O97a0gsSElGTnOO6MRbuaA7TjSljg+YBdThtf5mZoW2jppozBpPk3LoiYjeZ5TXHhLcjmcBWhuDVu9iG7wwYstRprhsC8J9e+GdsJC9OasMxxb8Ixu26vreW1trwls/THWmZaAkTVT8cY8bcy4a13RiiT4cdJV0V6A2QlklOkUKjSPcBxDlK2hXTvKpw3LQqAuJWKMswr+lrriwoiXQtVPFGQWrJharqLryWvaCkz1KqlAhvPA7Wors2z9p/XtRiONYswhfIW8wmIdbMxF+yTljzw7qmV8NGw7FR9xWzi7zJjm2O+56KsEQaZv4eYwgDmbU0LswAiiVs02dcaxkWgYqkh9WYozxiqUhyqMAHgyhAVjx9+diaK4HkYMccRh90zGOYjjuNZpXwchrZXDd2NSevM/C5n1RXO01koQrX3nNL22A7ppipBWNNSk+0kRdpZipcV77DrLGsthXjhhxJ3lEvsNAR0Kp+NQinUCjylB2uKvVPCoi//ot475jrYskgqNCu/dK2CVZQzhBdYSZ9YLsvTKE/7lG4AwDRcGKXOfnOREwBlurxYl1v8HyBWSuGVqHhSBUuL1xsxNZOVmXmYI+bj6bl6VPQ6mI8PXwDgFcvvR8Vzy++zxnfny++m6SyE8J8iZZX9uwA+z333AUgJgr4sxvj659EvxBjfCuCtrl0A7YOEJn8yu0OYrPVO4AnSmmZdiUaLmCqxzcQlWGbnOtcUz1Aoo32KgLUYLT0wuckPLmmBR8vSeh3R9FYvdbPQWDUP4x5yAyM7LWha04/lQPw7JCOghdnbY7R9Uysf++U1wCr8DmGQGmS1K/CEERhKLFBmaBtEnYzSg+3LM2Oy3xQhVOOZaE0Yos0cqWuvpTltKRcwwFgTWkJmpfldZr0FHx+kh55n4IDC2LQO7HpNr9Qjw5y1wVZQdve7ouK+TVqYjHuTHvhS7kEtrcl6uRErQEnkQPj9ex10rvRAJ01ZQ8sC1hqrt0IAsIy6jAVAVmJssMdh3OXxaLw7f4zbnmTcZDZRVaRNjLV0SqQcA5oZv6nK0KiudMOJ+dW4IXW588Jqi0FttZmEk50oLOZqrQIlsYn3qqDbelGS1IqB3Hd5brb+LJ/lWpYoyg3vKZLbkRhMWn38elZrPud5mKeceEytRRNGDGFwsZhDcyzZbVViXrexuHIqM0/hBkj0jzQzr7OGpbVY49p0WPvDd7ALV3huXviEUBRnVFolC+dcFATBxvjzuer+uCbYA/Y9Urg0fYslrpjnRtXGIpQkBY8f23qdx6blefmcAo5aFvl8pYNJIflsvpbCS8tKlxVvFBxFIV48GKwlzUPPW8/rEDrWU4o8KnfoYp5pdGwrmD2UJt1EqeL7oxZbfR73i3pLkOcwlmbu0cY5yb/Ns+X+K2fJzyEBkw2vKffWZ6zycWrFH53LufLMazSx4zTurIAZQngVgD8G4MsBvELqUb5y+f1LQwhzjPFnVpp4y/K75QbLzyr32RDC/wnJJfZ7APz2GKO3if9JJLfZb23U4ry3fPaOGOO7Vvp1LVrCG1ONA2nTqLsV4d37SnuJYX04J7maTEm2FA3FRckzD55pWYMe1EUYs0Hta0ypd39Ywyl3XC+MrBFx/3e+z6UKV2JdhM318Rcia61s6grjCbMZWygMmmqPgbaViFn0iBFLzGHO1LliWXLCr2rsskY5tq/JfwexokpcBPulQsyIKceqeLeTq3CxlL1oC48qcK6BzNlZvMx9YLZDX5j5gB32cZeZkAGpltfanLD/LeiB6IVZvx6n4aK6lm7eygS2GHR9lgrL3kVK3fe8JdXHchIk/ps5CVnax5x5UhRUx1CUKBUTcI2We0SJl87ucFhc51EyZvt21JKrY8oMgGS5Nh4MsPtN585Y5rBOGzy0rUwnG+sjWzMXK4w+/zImGsz4OaVfxLDMlae5KiyTvtJi78tN6X1ZYHXCBFCsCLonAFu8XL1X9H4V8LTva/Dj1D1khSmWXyjrWuOjaBny9HFt/c0oiYoomKqlaQ5jVkZ4N1htI9e0RDve12NAiremW+Vx2BWlnDtnvSvhGEoM+YDZrIc51DGyIybshj32866aR/7tFTKHsMOVWIW0LaBO8sb+ZRdsVVIvNFo9UOhGzrbyvFUCYkPBLcI8+8t5almXWnGwHl5BssEB+3iW9zFLOLWsh7rGGEPLufJWvxbPRF7AJ+LyY/BWO/9s/WwabDZXAM3wilMKPL4P61JdewZ47yfPo+pZWu1N4Rcy3zDvV5QO7TlQIdPXjaZnFWsi87kDioDrFbzsr+9XvjdM4AmpvN2p+uUdNe6sgAngA5Gsj58HZ0Vc8N1INTHvNb4DgH8JYA/gEwF8tfvu1yzf/Sv9MITw6wD8LQA/DOC3xBgfosYvQRJyW1ln/6/Lzx8H8OdX+nUjkFDx8EtxISXz6CGkuDHPhJyyKuyGfTMjG1AYL920rT5dJ2TqodTUHjnB7zqNX2pnrA4OfwhuzAEsDORyUAyYKtcmZUrnMJrYU2qtShFzGYshtL70QU0c9fDRmoDZqhbq+/18MUmIzk91+FMYcAxZa45VW6jz5Men2n9N9c176KaS++oYJT1gZ4ySQKYkrNnGfUlihSRUbrDP2RP9fHimfApjZpRUyeIP+jNcZvdTzj8A4wqqQqKxxgIV0+GhcY/KaPi6nIDbzyIYeotJ0wqP2vWMQqCP/ZuRUrd7IXPGkJkp9tFkEUTKEkgL+zFsTUIp82zZb2TAPPOve83GyTYYTifQqLbZMDXhNH1hnJ9nLGaUdcv1orTDJ67ic7OSxAlw3kLDPpyFh1W21THv0dGM5xQt9PRUY8CLVfQCm7EITHbMizAadobBzRZbSbjjrfJUZpJh84o8L2Sesjj7e8tzaiFT+6DXAMiWX31nfl1xPWch1b0zLXLP/iTFSi3ctMDxqvu0nn+6TjUZzFriqNZcMYmQmQ/uK/FEAmoPoswUOysM2+a6v8J59iIgjeZYlAaajOvcn8MI97qS8LlsS6/cOuUlUim1RZnu4+DVApXd0cUdlPfxt+43ul3ntoJVYPjEZKcER7UgN2Pt3bmqYQFeWCRf4BUOp6xmVCq3FAqcG9YlZx+th4v1dqnOiMYe1XNC+5r5peVdGeXNAs3OCySXde5LrkerdFpXGvA5uX9hxDDW60v3pB9jzqbbMKiMqEMHTrmpE4+lTEl3kX0seD1KnUrFb18+/2wAbwKAEMIWwC8D8O7F/RQxxvshhG8H8J+HEL4gxshrfwmA/xwpQc99NhpC+PcBfDuAnwLwm/U7hz8H4Bsbn38rgO9FyXj7vKDMA1CIlIkpWF6b0SC6v9fa3oRjciEMbcuQZ042qBlsxWm3BptVM7khWaFOBUBv7SxticCEkhjAtEtrl7g/aX+VOVRi4jXq3o1Si/bq57ZvbauTzo+3UKi23D/Tg/28HO8Zwaq6DknrRmuTxgusrQ1/qLfcZsphvJ7MwM9jC2sEWrWIzDY7TCW7qM4BAHOwDHHKiSEoSOkc+XEzK+G6ouV0XB+Aak3pfHAtr70jRe2qO60+0/ZRBFM5ezT+xb8njUWj9fQqXGDtzFQmjpbAnIyKibCkrxOKm5tX3gC1VU3/9m7uRjhaEkh498PSz7bFKX8vzKrOC2CTaPCdqUtjy0Ln4RkYBYW3y/gMdiEJaOfDQ+zjrsSKiZW9EtackJv6713Y5+xy6xlCrqcWg+tdgRn35qG1BzOjLZ4vuhdO7ZeWID1EdcmcS3H0hjXGngG1sOitmmXeipvmIHTGhxzoOlFhWS1na2dfSwgodGFeFDrp/8Oww8V8P/fD9NXRDJ1TuxaKksJY4BdhS/dpmbt6HnTMLQuWUeY4AcvTVdbp5PtVxY3vP88YVbKdopeZTsp57ve9up777/15Rmsiv6N7uL3HKhkGR7tW3fadss0nTcwhTo7mFatZ+Z9zeB0tHcKMMzzEEJnsTizVJ0KIdF6MskvWNT+jQofnbUuhwT08hB12scQ7czzm+oWGMC7WzBmSUsa/iwHFSwuwIVIH7ICxTrA4xAkaulNlum0kNuS9LQVPx6PhzgqYMcZ3o9ShzAghfMzy59+LMf7U8verAfwYgK8D8Hvk8j8B4JMAfE8I4SuWz/4wgGn5jm1+KIDvRIrN/DoA/xeXrfZtMcbvWvrVKnvCGMo3xBirPj8KWBfKH8RqmWEgv1oL1gi0J7IkAoeQNI28b4OymbzbWEuzCJzWrqVnlT7tpstMVBiLR2tUvl4ECGMtWw7p5BZRDkpzAAqz4APmCbrkqeXGz12LYfVCpk/iYZIOOS1Z5ZohTFULa5p6tpWY1atKgM3PXhhyCpmA3eSc88zwiFW3zEFhTOu03vW85SQKoiBQgcscXI6Ym0yl7jDaTPscq2E0j/GUxnvdwshrtyEJmfvYjgtqMQ9eWUH490vNamtdmX7IgU7rEaECjk/br/3URA6nss6SUVVrGvujMS2eISQDq/F1+dmOyR/hLJOeoYh1qYzWeL31Ekj7iwlKzHrK7uCzWSPDPGVLkVFkNfZdSxmnTDLg3chrJptxdJynQ9jluOPEOM7mXgoA+2hpkY6ttS9NH+V9+ARFfp51/9HVTQXpYpGZsyKCCgbG+gMpaZdCmU32XctbNfvdsvSgKK5MVmxJtFbKOi1jlHIh+p5b8F45VDS29BLa/wFTdrvbDEs5rEVYOOkBgrJWqBjex7O8x7fDziQcOjU3QFtJVizOIhSplXKhCVRCqbBuPHlQXN6tG77d90ag8ZZf+Z/eRP47836cB9BNmPhaoLGWvrXEWtX1qJVveo33qMghMgHG8tnyIALQnCer5LGZmW+CtfOP/ZsxZIv8YdyZ9WD6ZsZVKzO89bSlaODzp2CTn9H6P2PAPu5wJmeB779PlNTav4xpzqVuhBc8YoNdSDUv9R1463NLkWXGsSjnSBP5W9+bunXPceh1MB8Rv6hnK8b44yGE/xDAlwL4fy8ffx+Az4sx/rhc+uEA3nf5u+Xa+o8BfNdj66ggxDm7IajGleCip2YLaFunyHRrspocz7IwPL5dAFlDtAsp+a7WFgRKYgsPdcPwTMYQS0IYoGicTx6owcYBme9hDzQAq3F6NzkIWpYCwM5Z+s4mCgFQudik++p6ftSaAzA1MUsJlNE9p7j0DJVLT+3uYeZHLADHsMU4FIuFHyfXQWaYJaMd1xotgy23PmDRHrrz3bsQjsJsqRby5LtYNMCZgT8hmLfQYnD4WaqVN2QhU5UHFMwzHjFtO+dDhRBNtV+1c0IgzmMRpoixJSwn0uybKAk8NPuwCrlsWxmNltui1gqsPBcaXhWqOOL7N1rkBrNFbTWR91NA5XaaGYAT9KQIrpZhNkJBw5vCP8vHYbL947DLbm5HbLPgSAEzafZLvO2A9LlaTz0TpEJaK/7Svxv22c8v50/bSaWY6nXXWk/ZYjkC+/ECO1jhiMqLESVL5tqeWbNoADVDzP6o8kXXBV1+1aV+rW6zgq70XpFgBCeug6UkSi7oPuzx3u0ri8JTlRgNmsz1tQnHnAOB4S06Hzo/LYUD16b1mrBnY3OvwrlNLutmdOEW/K171yRdaghOcxgxj23PqaY12X22ZpFurY11obDECTOmLrcba0GL7577tLQxm3WiihYA2MezVFpJFExrShSuS7OuhBc75eGyRsM8H8B9Ng0l7IRGCD5HPZg4Lz6EJs/jipJGhUwdzxaJDzRKfjmbLvFszoXQcvPWeqOqJNLMsp5mlWfUtE091Dg/p9BSOKytMWITjogtrVTHKl50AmaM8YsAfJH77GexcqTFGH8EwG++ps1/tHb/I/TrBd1PKOHhYektJ9TceELV1g7bTJB6KKlmyTDyGPKzWgzqWbxsFu72bjFqyVFrlxmruB4Zi09oZ2xtCpciJOl33o3W3+/nTa8hsWm5UrZcb5Q41W586fl0N05uM2NFONX1UQVPLaGh768S+LyWd7Fmems150Q172xzi+QqZ7XxQ/UudH1oPNTYeD/+Pm8VLeszufCpJWwz7XNM3Jo7NucvM54uYVW+ZmEKMmMYTlv+Ut/smPIedNrRljCnTKy/36MVU9aaozLeGbuhPkR5nbr2+e+V8aAlBWNbcNPn+TVARYd3w6pclBw8g8BkT63rOB5ql9mvVnycVzZ5AcI/21uhgERzVUjR0IQ05pXMv9kKOGUPEcY7brHHHrtsiTtbqmRlJZOWcmoIlfpcLTXBfaleDoews5lq3fr1lgTvBaC0z78nrqn9eNG02hlljqO3+v78OWUYRNiYb3WZ1TnJWWbDaJSLmsRlzVNE12R1Hrl5Og47bJBc9oc52S+end6N/ZgSdxlLNupxm+cu9Hgfd8Bwzyid1jxuWrTD06MRU3Zvtm7yZc3w3VE53FR0uf2qZ7C+Pz9X6mquVvcJIyCWcmDdgu3bVYVLreid6vswYSeJkRReoEq0v+yhTTga+pvam437upYvW/MsUH6kBTOGBj/kk9LZMZSMxDlRFOnAMOIY0l6eMGZr9Vo4zVr5qVMWVe5N0mkqabl2W/yihmXoc3TclWIx1iWWTilLFa3xZhpR8Vq1IL3mvWSfcboO5jzPt1+mZO4xmB23hLzRQ2Hg/KJXDazX1KxpwOhSR8JDgnEIO1xM97GZ9thvLjCEKWc4BCxDvUb4gLrmE++5ChdGU64lKAhTImGJ5aAg4g8V7ZO3PpjfThhR9zpj0VgZk7qZXOd+k/u+QpyawgfGpeC8ZeIBmMymg8yDuorxuzWBJTOHixVKazkCJclF0oIWl2WOuWUF0b77+Jw16LsqCpIlS2QsVkO6eh6ww0ZqbdL6fRx21V7w77DEJtXjzZbEuK8EDrX40v1YtfIqiLSSFyjUhTujwZhVSg3R4l4N1m01KQBaDJZVNugctPs2ra7RIU6pNInEtdCC3bKM6DN0X+nYWvSAsZs5aQRKuaU1BZlnDlMbbYGXwo9hlJc55RxkV1HUa1k/U8HBe220+ku6vQnHxIwOUuJAaotSIdGyInj3tPS3C3OI6d4xJJd5BOSYwmFcrG4NpZOPy/QuYcq4Z8+XRYAb5uIuehx3eT7X6U95x60wAT9uroGr4ULo0JTjhVWJwT3OeC9VnnlLzAAbbuGFA3rTeAGK/c7KOanNO8wTdrjEfrzIdEpL/dzMI2GoFDo6d9fNky8JdRYeVudbS4FCoVEVJqeUr4AVSDgn5n0Ee9bqZ9XYZI8oH8L7PW/glWprQoCe861YYj07qn0L6+Fj+BHSkkGyV8t75jyb9jEYfmh268ILN2sKBh1bfl+yH3P/uJ+DZGlfyr+0LL7qmTL4tqWv/v205q6FluK95U3EPquCjGu8ZckkGLuryivv4t3q65onBPvMfnvjSY/DfP7oAuYdAwmauqKSeClzqxaerPUZauaObltqHatiReTw9C5z/kBedeFQ/3dJuEDmbDfYNPp6iDBeaXYEMSfBWRJipM9s5jYlYKf6d5MxrIEEzdeZKhk750yQ1+DdSpOL3NDU8l1nVSNU46luUxXjvSgW1iyALc2fFyioBVcNY0ujeOqw1DgUCnaMbVXhOZdOcG7VB/9cYQjVqpP67xjNRVCdhySEqHUkxx+7DLhZ6AtJEeOFFu3rKe2qZzT8fPgsia1rh8b41lza6ALq32llWffWPXGdL2O3z1Vli4+NpLCSLcXXuMwRpGEPt/cqQe4UMzmEwdA1WjoPYZc17XznPkuuiXWGJCiC1W6T5h7GnXFxA6x7V25XaNgRW8vE5PVu6a/SLrqbro09t0XlS6OguLdo+iRing5wHN798hg3mMKYz5bzg81759dTFU6xWH/XrGVASdilloZ67c9ljtXVMNj4OG3X988LGLWHQJ2kibgKF8CmFvjOD/cNrRjDaUvLJhxN2ZDy7CU2k9Zy6V9rz5AuHoZ7ZS+IcsKPf00BqHHcfJa3aAPlPFIhTl12Aef9I0reNW8Tr0DhHKgrpr+n7n+5zgrR84rnkY0bXFPEqYI5P1/mQ9+vF8BSX21MeGss/tzw9BOwGYorwUmUHrXH1LzwTMeT54gqlLyHSK10S/SVfJ53q/beDK37MLh4e5RwBL/2KGSqYaBuuz3HPqbfvwv1+KICy5+nObxrRSnwYkEIYUSqavEZSBUw3gjgtQC+LMYTloFbQhcw7xjyQes0/Qo9fIaYXHeG0CB0TshU7Tg3zlm8TFZFjJVrgvZJcSqOLFtdXXzPfnPRZDKV8ad2Lo+LxaZzDNNsiprPo43nuongeJ2bRRnPEjy/CFZzGHGJZ9J3DQFQBfHMyMqB5MujaBD7Pp7Z5BZoE8+SUbFNWPXwMNo6iQHzcRkeyiDzoJ1jitnZHS8z4X+wfXm5Rqxx3kKslqLWeqaFeECxFKtL7zAXy17r/tbhqi7eFHZ8oqM5WKHWjLlhgVu11CwWNRW+1TJx3X1AHSvjhaEytpo5AMqBugn7Jfte0Q57IbRl3QMWDwRqcFEEtNHNOROJtFym/UHOunKaTEZjv/bxrE7KIG6abMtb3LRfnAuTZTtusF3GmmPokGp92nm0mnnvSkV3tDmMwFgrklrrRK20fFceOYMs9hgxVd4frb29FsNLl3YyneyDj4VUQYKKQ10X654vJdHUTuizoqW40jhufu/r17GvLB3h22sx+nQBLHNlhWZVauQ4tVC7v625BPpzjDiEHYZNsVhujvuqLZZd0KyhhL6/lhutrnXPxOtzlD4PmHLyPCbOW/OwWPPgoDUzCxmyFrMXUaO2IrHmFrp2trTuTWOpM72u5WBYUxyUtiYAmyzcrKF4vIxNDyxvqSV90n6rsKL/r3nB6DVekeQ9CrwrdB6zW7sqgI2Ycv6MdOZbYbDM2XoCIH+Ge/ixrs2Fgutr4z67jpbyOk1MWPox5Hes571mqPUebS1wLtSri/kC/Fp7EeIrAfxXAP4GgH8C4D8A8CVIwuYfetwP7wLmHYRqB3ngHLHNWfN4jdece02Qblqfhp6E2QsDjIHxWiwlwKkvrRKhMoZ88DTc64Rw0e2KJUa0/6oRPoZtdi/j9cOQBFAGk6tA7V1viJbbB1Br7fy9Q0yE+2H0FpbivpWJE2o3HY5Lx56FTNYYvMZymQVp1T5mFx5bQ6vlYtfSVnOtaYkJVUTMsbDVRGZiYNdNy9XIW2vKWFRYmkv2WxQX12GYJP5pwjja93PEtinANROfiPLEM1jZfc7V+xwaeyw/w1t84ySWhbaipoWWAAigmQpekeeyYbWYV9a+77tnqpQJXmMwTjFsHEPpY3qPGxejWYSBJe52cYkm8zy6vcg1SYZMtfozhiwsDWHMFlC6SGvGQgruLUZImcCWUMg+kaE/jrucVGZw1mdvxfIu9i2hyVjPGyUxtG3P+FYeEGqFOgG/tie3Pzeh7I8RycLM/t6U2VLaQMWBt1b4te7PDm8V02ypHsbNrzH+NevgdW7gMwbMw4gL3DcF3fkcKsIA4LjbGeaU+wkoFr6SQKcWfr0izZ/DxNl8WdyW484o0taUB0OccBHv42q4SNb0JTOm1v9sQc8AFVgoCObrdH7dOmc/PI3imDlXnJc1eMHDjxcomd8B5HOFykS1ttJV0mcgZR+YZfvU/uZYveLkOvDZFe9xQlG+phjxwlD2upL9x76vGS7Wzgy1dKuSbY0XbSWH4zrXsBWzP1C7RyvGPFfWZZr9W6OXqsj1n2/DHsesiJASTIPtn5+LU4jzjPmW62Ai3syjzSOE8LEAPhPAV8QYP2f5+LUhhPcC+OwQwlfHGP/lLfWyiS5g3jGQsaMGOG8+DLgaLnAxFTclMrTzsDGaZTXzq2Utu3aiZKI1B9FCBMxhr4yHuPeo5tRbq24Cn8p/TeMKCHEJM/bxDGfhEmDNrUV7pQwLmc1WQWDzDBSBWa1e+QB0AhlQYqmy5W0pZFxZhui+tczXmuuPFzJbtQzZhgoAR2wr7aqxjqJ+d2R0laHle/cJP3xfj9imNRbH3G+vVVyz1qWx2Np9hsmX97IJx8wws06jxpt44ffgYgapkKEFj6B2nn9vcMhKC9YMLS5WNitp5ToGmO/yPA6FcVljGE4dovoOOUZjdXFKg2x9GGxdQypYyDhpKQx1Y8y0ZmF4dR71+5Y1jm5YyjS2wHgkWpNaAtTVkGiI7ldag82+EvfIlnWHcz+EIccxDyHFJeqcU1O9CXs8GN6n2R5dFfW9buY9zvfvzX3EJh2glQVyYWp8HLfuAU9nPYOoVg5/rdKSzJA3lB/6WbNGqtSz1L3l+6DP9nGDpOGXi7vm7PacX8M+3ipb1d29+3hW5s6tezK5ZM4V5gxyih61HHrFankvp5Q6Q1ovm3L2Vtm5Y137kGCcLAAMy7lpXKhXzin1DAHKelNBt/XO9X6fVMUIrYsgxrqs+n4m4SvU0unPSipIebakpIHr58F13ihrimDTRkyeCwxfMHtgUZAUF8glv4GEpHhFkxGUo3gBLXSE9ygNYx9z0im33lvj1vlLZ75VELU8AhRzGHPyKSq0E52wgrNa+DhuFa7XoMJ2blPm8NQ5D6Q9zthwjjF7X8meU2u6V8C3jCSsS1m5L4vQmc+M2d7fUiClNo/mHBvihGEq+8wrRV5k+FSkt/Dl7vMvRyrX+KkAuoD5UoJuCF8Lch/PsB3q7JhqvQScJU3q3KV2ThMHFuxVot10eZgt0wa0NyHdULzWvakdalj5vNC6CUdchnv5gGJ8jjKka/Aa+kzkl4Ol5etf1VZCSVDT0mapkJLjQILN2JuF1YU52YLWG4mdUO15w0VpgwOuwgUu4v1VFzcehN6K6PtxCkOYcx21B+PL8SzebRNe5PXZFrzKdcWtssos58aXNeNxgzk8mxi6ZpmVTREk5H1mi6SkpPdZArMwGnZF0+ssGiqIA4VBpDJH3Vjp1su2W+D6Ug8FnStl7DbzHlfDeTXHXPOcSyY68cxcdm8jHZHvc4xrQyjlvHlQi63via7Xm2DXFdcd3et8FmO/Lmkp4HPUI6Dqx0oGRIXOjypPDLOyCAjH3S4rJJR5OSKV9zHtLv0J84QNrrLwuZsuq/AC1bhTeCI94ByuuQDasSQ6ssdZjnllX0jjJ4zZzTS/08UjZMxrpjCMMwYrEC9ae6WjHu34qvIZXZR1rV7HiOo4qs+5tnDM617jj9PvWrOvTHZdYmYw64tQi7l1YfUlUtLzHgzvg4vwoGkp5hmmVi5PW3jPENO8V9mbxerSspZxnj0TfjHdvzbMxcT1hRm7sMcxbioPGl1fAKostMbDYFHqGOvSIgDPYcxZwLX/vC/Nz5AV3mZ+UJcC4WdKo1oKl/xOxQqvz9RnFfd6G2euVk/uVQqYVJhdDvfAMB7ew/leW9sea4KLKv382ACbiZUeaiYm3sxbKX2mY880XxQ/rTJ0emZ7Ponj1Nqum2HXjINdiy9X5Ymvz2vHUQRzhJJV21vsuT/YJ+ZdAIArnOMsPMwKiuPCRxyHXQnJmZcQLae0eIrYhhB+RePzt8YY37pyz68E8LYY4+v1wxjj60MIbwfwCbfdSY8uYN4xTGGLHGciMTNAOhAOKPEqtChRo+UJEgkP0C4WPsFZaVBcwLBpa39aGiRFaxN61yhqr8w1opGdBxsP2ooD8Ykr8ucNIdNbjTTGoOWaRWi9QB4wldsPhlWrVI59FAumt1Jx7KzLeJw35sBiOxR49MCfQ8q6mA8UcbOz1tQSy3qdi0c1BsyFIY4bPBhfju14ogC8m1NlbE9lOOU4AedCGQdchmexGa17pH7v3ZOqPjmG2o6vfK4KHfaZz1StKMF5z9amUPeR3xcBZiV+dlkTm0lijHcjHuBlxn3NC5leM2zHZl2UNH75argwLsDK1PqYuNyeU3JooiZjIaMCBQfscbYoCoZ8qK+BjO5mOBSliwqGCyPL8fg5Lv1KygdC488B5OyfAHLJIBOOsDBGUyhW7xzTuCBQwTZzblqxlLMTZjaGptDys3NzbehjKOt8DTr2q+EiWRXlcmUqOUbFPFj6tZsucxkO376nkTpm9ZxYu+c6oXON2c4WGVEwtPa9VyRpm5ol0jPuOj9rfVEB5DI8i7NQwkTU8sHwDdKDGQOucJ5d/jMTzHmja74ITupFMC001ceQ6tmds24PJR5T0YoLZ3KzHIsY7VnGc2QjpV80r8Dauzxgh/P5vmlD222VdWK8YJ5P9x78e64EVlrLRBBkOxpnqsJIq60croHB7DkqgujyT6UMY6B90ibvMePB82AnLqOqHKFiqDXPer6vKdWzBxZghN/W2TPCJZBEUUpx/lr913hR37+zeAmEC+OmrPyHV0YqVMj0/VTegJ+13mf2JhJDCGPw2X/2YReucMQWV7jI3i7eWEOFx+ZEmZLN9mXDc+/5GcT5+bm0thBjxIP3vB5nFx/88VeXb/3BxiVfDNiyjYJXAXjzyndvBvDqW+jiSXQB844hE0NxSfAaaGDRkLsaXjn2UF2jco21XRYOlWBU2n3HRK+5VDzc3lvV0Ckh8Mx2Jp4NoSz/PyMfNixJQKuhEbxQM9feNVLbpVDm4wQ9I1jckuuDUF3cFBXTwGeFYyUEtw5dZkn147NxQG0rglqCOA4VZsfgErW4tcQDcU05QCK+DSMu4zNLOYuyPn38TMu1zgpG6y5AdFk1bi9LplmfCMnPj3fJU0FH19pagewWOL8aR2gsjlWdydrtS69r1W9MY6mtIZt5j81YUrKvrUX2Se81FnOU/lJQpgWWtRrJFDBJUKsmW73/lrUbrOWRTNGIyWRgbqXNb7ku7eNZygzqlDJncXGNb+yDPHZ6CwS7NtWN74AdHm7vGaGRNGEaRmwCUq1CyJpa4iyP4xk2uKrelbcm8dlKfzVJ2RAn7MeLpFSCddFu7Qsfd+gVVHzOe8f3TYxvrJMCZZqzzKvWj2SbpmahU7CkfthC7rSerglsqZ12shXPxHHOVCBUATy5+m2MoEdaQcHS7B96MLiMkK2szaoIOoVTgn4W+IbRMepzVkSq250iW/VXztMDdtZjAkvSoSXp2vnhfq7TOc8pU3bVv2XeaOnKzw4zNjhmQRhDqY+r1v55vGZuUBJuzcMIfeXca778RHZPDvY8MqWd5AxSS2Urto7j8u+RfWuVdVPlGp+XfksYjFPiGCG8oXjTM7l1rvJzuphzXjR0Sb1KfNhSFpqWEAh1855kHlsxix6JXrp8A7DC9RoPegpbLOE/y/mNqMLuaGiv95zw9C33NRTaQMUxDRNUrMyhlKti/H0u4bTME2nAZt5jA2AcUt6My6U+7Rpv672vFMfDe//Uz73h27/41b/sd+Ls4gNOzs1N8e53/CDe+wv/CgB+F4AfbVyyZr0EgGcAvHflu4cA3ueF9e56dAHzDoKaI6DNTPl4DMAyWN7ljn9r4WQtXcFkLGQ2iUkOeh+voFaBNa1YTeQLUaHb3nHc5UOsxbBtsTcuG6e0aar5P4Qd9vEsZ1Rbg2qKMyTOLydjaLgHMgrOjNEdVNdZDI3GGJMIbS33rxJTodpxvXYtAyHbb7UJ1EWkjbsbBZM4YTeMKdFRRA76bx2iZJishXioXG3UKuWxwSHPZ7ZuCeNx3dy2DuUhTjjDZXad9XNhmAvYJCNkyH1s4Ck3KJ07DLvstroW88WEN7nP1xzia/AMWe7PotHdHS8xb2s6oeWR+F0+1E3Be5fJduXgVe8LHurAerz2bthXDJomN9P+KY1U1z8/D/w9yzo7hJ3RaHskwbgwatmqu3JiDnOK6cw1Ffm5MKKkK4bWjWjX7XMMH9ehxsgpQ7Y7XmKYjzie7/AALzPvXZVOBOsTZ4XDWIdZ0L2Q/w8xXZey/5ZC9Jfh2dV5ZN8J72mh49V52+BQ3KzFmgLAuDCSaSWT6rGZ98CQ+qjr1bu/N5UWeX1JeapQxkPGXK+n941XPnlFWOWmKNd69/m0j4uSKQsXsoY3Y7FkMWHWVSMOlNBYRBP2EQdchfMc1+3P5dZ8eQvxM/t3YzNd4Tie4djYY94dtgU9U64VZBZFQqVgXFOaRj+37Xc/LJnGVXk2I8XNmpwFmNx8DKuKVHXBXjujp8bYlZ/SdcfrveVd47+te3zNk3EuzOeS1IdjsvfVISTNWuhIddXphdYS2M31carpkHznleWbWTx+5hGX47383SHsMIyFt9Ts7Oz/BnJGs4xUGKq42DVrrcNfHMfzL37TT30TftnHfu51116LGCPe8ON/Hfde8dG4/64f+6YYY3zEJp4DcLby3TmAy5Xvbg1dwLyD2IpLiiZSqYKbZTOeWvzcrBpzqJokbTu7FjjCu2bFU+HzlCuIb2fG4voYShmQ3fHSMO65fMk4ZoGWLqdea+ifMyJlfVWhtrhXiLtO47DLzOwS16DZTVUA9Ey2fweeGLbcSnSOjcVH3jUZAR4cLDmyBtbfO0XIW9C5MjFJMl/jIgQny8K+slqtjUs1rB7qoqUYUeqwDmGHh/GijhXKZTNUa2sPW8bt0Gqh79cLwC34kg76HodYxwmtYYglUcGay5daOOhqqAxUmq+p2rcAjBbeKE6clZWfax0/jZNi4gwjnMmzc58dI7TGrFEjfAi7yp3MxiBubMmWZb1X2mxn3fCME//eYp9LR7AMS80ojfAxeaknB5v0g+0PO1MT0cQjx8k8zyswAEdHF1fKlpuzxs0aa1O08+znnIoDdfXVMImiKLRJ41RoVcaZtTB3zrqh7zAnD1ney7bhUkncJC5Tr8sxo8v/u7DPNJB9UeQkOpgq4aa1Rlrw+9N7apiSI8u+zFY7tJWVfmy0POlYPZQHYL+2cZ/PyV0YU+1YnC/W8LFkZY9l/lQ4J/ZxZwQIAMbb5jI8i4sB2QK0Nk/pd3F75LsPy9r27o7cvz4coW67vHOu25YSqekF4+hkVkgs+5LW2eugCgW14M8Ycgmm1j3a91Z/SXO88ET63YrZrcYo53QRkOpSSwNmo3T3tXzT8xbVhTw/u+XnzLF1KARgvZaMt0uo3Xv3i6zDsme0aut5p/AJ6sqYCg3z92g4CpCSj12grt+rAntrrtVLg+P0WfE9YozvDiF8wdve+D/9mQ95ze/E2cUHrl57E7zr5/8Z3vuuHwWA3/w8hEsAeAuAj1/57tUA/rfn27eb4tECsjqeCFTrrUIhkDZna2MoY+pdhfTvEVOdZMUxDHpIb7HHWbxMTK4hXNMSwyH9Qb3ZE0FVhsBmztvHs8R4DheZITAM5WJx2WKPDQ4VgfPQOTibL3EWL7OWS+M+vSDlP/doCUeZ8aDr2WKJzfEwsRDCK5yfJE6lzfJ+VOAqMSVzngNqBM0Bv8wTDzpaAFI/RvPDZ9EVaA0HpJIM2VreKKdyNpd5NlY76b8XTloaVT9uOzfXxzb4uEP9W93HjaAZ96n/i1BBK2O6T1yUw1gLO7Bp93WMPHRNMoa4d8xrmhcVHI7DLmdW1bnkfqrW7KLmIY7YWkFG2lYmuOUuBiDvlZbCiM8/5WHhr99Nl7lNMire9TszNU7gHzBbt81Qyih5GHfxOOT9yPqt3Bv22UNeFxToaSnydJLzfjncw+V4L9HcYcw/iiGmdvbjRUowEXaY44B9PDOZt4G0Brh/gMJ809LTig80z4kp7u44JgaOY+U+vcJ5LnU1uXVyHHZZuTBEG585onb/y/dKAg/1epgwNve+h2cs12KU1auD/1/EB0nQjPXeZDzpZt4bYavlKrimmGh9562fak2iQMAzmONXq6paJKdFaM4JTxrzdUA5z32yqM28x/bwHM727zXCEp+f59XtzUxrMJnYP86JCtIbHNKaHcreOHU2rtFsJvrJ5+Oc+IkW/fCKVT23VFjxf1fWNxRrr+4D7nWdJyOoZdrk10URUAHg2fk9uJjvY8JosrfqfOQ25d3m/YE6KQ2vJ1rKKYWuwfxcUQxpPzx4XpxSuOQ9EgtvYWMoawW/0tHJ8XnAosAIc868n8cadsYbg+0ByDV+/TwpfTa8SSzv/SxepiQ+y3maPV/k2byX3kJUsmxwyPyAztXxepvcV47jBd70U9943XUnkayXfwMve9+PAYC//zyb+UEAHxRC+HD9cPn/A5fvHyu6BfOOYRuLSyeJsqnrGIqGy2zShSk5Fd/oCZm6UvB5ej1/ZwEKJfhbmR4SWf1cwZIQ6ZnqJjGb0gP78aKKAdW+MC6rZP5cd5f1WkodPw/pFpTw588a8YZGS6/tr8hpp4pVm2drMhKcNbNmKrKwieLGoxYnflfdt2Rf009yH1AL2j5upyXo07WT7RzH5MJlLSc109Pq4+q6lEya1fpFccG1a3w089PUqgM5OQpdAFP/rHVJNcTKTKpbdRZQ5vI8vfa6GpdaI6+lJVcvAIV3k9LEDXy+Zsrzc6tYsxSegmdsvdt90rJP4FprMSveDTr3Rdpn3AythJ5ZnTFgF64q6yKFPq/lX7MYjCjxhjrXTOzB8gVeaZGFitCoh4vkuUH3ZD7HuEWHwih6K8CapwotWGaexMWcdLeyEohlP/dRzg96B1jLZskMzhgyWr29yx3vOQTJiO5o8Sm0lDZDTLUc016V99869xb339bZpUItx6DwdffyPKK4zvMznjtzGJtnD/vHZ2o2YI+0vm38KEEmnrO2mfbgP76tvE7ZDye4t84FWiGJ/XiBjdAgTWpj2ltiiceQlB07IMeEUnHM/bhBcls+5fnRCiHIe2soydQqIQtTftdm37jYP29ho+CnCbdUWVVls10EGU026OlQ6916j4nW+mc73srreasDpKavo43z0E7GqHyM7i3dF7n/klzMK1u811rL9TZnOJdnDDJnhC89pXT6Mj6TLddDtLk9RkxGsMz9i8W9G0ixmYcl26/Ola4fs1YgrujBzv11Su4Y43tDCJ/3tjd8x5979S/7v+P8mQ8+ef0afuHtP4D77/7XAPBJz9N6CQDfAuDzAXwugM+Rzz8XKcjpW55nuzdGFzDvMNQyRsEyH+7iYgOIO4gwpaeYSMuMWmb+pq4rfIYmfmhpGVP/rGtp1S5jPzZFoG0lVgEWZmZxAaNWje0fsW0KuacYmZZgzTF4gsK2ScDmMGaLBLMAqgZb3Xv98071ybvLeitz7q8Q7/q7Oa8LtTgMYS4EFEgCeagTl2hyjBlDrk0HFAGTh6ASEgo2m2mPcZwqJqe4vTmrgov50NjaI7ZNoda30bKAeDD2gu9HBc5t3DdrkqrgcDWm8XgrVMk0XLtdX4ULnEnIg9dWt5hj7nONqa3imhcLdm2RWN8DjHvObpHiOaB9oGuuHvjKUFBo2YSj2e9mLhouTF7R4tdCpWxgvxv1Jlu19tRtX+/P4xLGW2PRNXPrmru/f68+0Zr/m1YRwCqq+PwBPtNswprbJN9Hi3Ywo7RvQwXvloswADNmuoPRmjtjEXQYQyqlG+jCRsVJKzlUGueJMyXYEjHaN59ll3uXbXqa6OvfVc9qvMNW/1oKMZ6/vj3+Ju1ZU2AByY39VBIRf49ewz493N7DZiqKaLooD5iyJT2fMS4bvRUqaouUngu677RPp7x5rnCOaRxTTDL7N+2XPrdcSms+RJWxa6EEfk5a8PkTVAhkfVnfhnexZDjOmnLNK57LWG4euvRC4GOa+bxnp3enhF/yLK9I4Vhbih9CFdg3gXfP1fvO4hJLP1geyJdWUQvvJhwNT8f2jXJhJZPu9vBc/vu42y1eZOI5AEtXdAzk487iZV2P+Xp81WZ778+96Se/Ea/5+D9+03syaL18n1d+PN7zzh/+h4/cQGnnh0MIXwPgD4cQXgbg+wH8WgD/JYC/GmP8kefb9k3RBcw7hhiGVQukCnLqmpqvQUltXWW3FOawJVyqFljdvU653PB7bUuZsOviLNJzi0BBTWEuw3LqAEayhLQyy17h3Ghd83cLE9RqO89lcP87cHzJFfYK87DBcck4eQg7k5kTKAWnr8JFnp+1OWkxZWo5asVA+PGxHdXCzWHEHrssDJzSwpl1ZyxYs42BXdqn9TrXVmwyEe1EQFX8VENYVM3hWbw065hteK1sa52qNUg19CzJoMKLulHq4cuxDWOx4Gg5Dz1QJ9QJQLwWXPehCtPK9OUSBte4TDE5gRHUVujIcdhhE2zZDX+tcasVa9RaHEqlhV7WCF3StG1vgTbvPczVnubzKfj4ZGRrVnEqgOahzqpJwc/X/uP8XIVzc60+p3pvqBndLJiHkixE20rtDZnh2YiQ33qOtmtosrPGaH+sZd3W+ANgxu7pnQrbQLsslM/O7C242seWwK/vtZ6b0h91EVWrhbpVG28C9xyFL4eRntv2vPFeEP76CXVt01NW/soroDF3+W9jea0VLg93L8s1eUckJZ7SomzRcjWVfR/PkEqtZKtkg4n2n13MKXabtQWrcwrbKv51N11iv7moaEp+Rp7r9KZLPeg6KzjQ3ne1Vc15SzWe57F2tuh9uuf4WevZyodpu74ucUvALX2oFQy+vawYWrwfeE49G96D94ZXYFhJCOhRvxN7HucwJ7+f9R3pPpE4Tm3fKLflf56RSh8GTCZJGdey8pZGISbri/uDyv5pKEogP6/sT0oGZufIKItOzB8RY3wQQvijb3vTd/63r37N78TFs49WDeSdb/s+PHjPTwLAr38B1kviswC8AcBnAPg0AG8C8AUAvvQFtnsjdAHzjmGPM+PS5jc9GQRTd85oJduHJVCI15pbA1BrTs2hPaAZS+j/Z/ulgPF1gmIpdaD3D405mBwBa7c542q4MMlZCKZ198yNjmPNnXMNm2mfrEJLUh9NJMD5O4xFY6pj8QlkFJ6I+zEWq3b9zj0RbzIabg6ycLDU+PJaxfxcaX8b9riMz6QDkyVv4miYJZ9MR9tJY6uLmfPzZpxJsBroUxYwPzfnhxTwrwwQ14SZu4aAo236tapzlGNcZH7Zh6Z7mROMS0KFg6wNzTxbhJUcpyjvl20/GN4HF/FBnjda2UdMRonk99h1mnczFzdIJOUZSk06sdamvx9IheTJNFBg9K7gVEzk5FBxwjFYN+2swfblBRbGnsunlfGQ70ldzEkThwaDP6JY7PNzhFYfkazlan1UxqmlhMh/A1kpwf3I0hzXWUc0Ls27fHrawVJOp1yyddyenhnrMOx+4n5uMc9qJR8wZ0tmcW1N/dlij/PD/VIehM8f7Jqbw5hDMk4y2jLvGm6grpfqiqhupZfhWXN+Gy8kGV9rz2htVgDNDKycs+Owg74OKlaHwb47nsE+uYt348y1Hz2taygMWKt3M+3x3t0r8zwVhWNqRzNis3A9syzrnJYxiHLK1WxuWZjpBeCtruX8tmubz/Rniq43/xxVJqj7N++h0tODNUY9dI/ps71il4pGT/N1/K12mDlYFb2eRqoyqvUeNImV7hX1qGqde/r3DEmutPw+hHaGewqAAJIyfrioXVPF28pb5ZWuZ15j2GHa1ArdlkJiiBOe2b87tXG2M2f3I1gtPb56u3vFf/umn/wGfOS/9/k3vinGGW/48dfh5e/3K/Cud/zgP36+Dy/txSOAP7v8PHH0JD93EJp6WQXCNZBR8e4/3vrAuAH+0MXIaKWnfXYzGlHHF+W28yFfa59zv2I6eE3MASzRYV+YgGNtHJwLO+7T2qQW06zEzAfozxiK4LT02xPPfHiFEcfxrHJhMtq2hnvTmkbSQ997JoTiNjRgwhkepuyFqAWCyRFJm50zWU2uUzZs5pT8xrg6Lwe/F/RpOfeJJtgvT9w5ji32OMNDk5iofL/Ef2k2z8ZhrtaN9M5KOzPKitf337Ls+TZ94oqWoKSMs7l2mWO/xjY45EQS7FdmpFFcGFs1P/3fM9p1YfV/LSGxmfdm/bbGbywps2WQuS/qsZY15BUSvk0FaZAHEyxwPPn9SUxlZkhW9pB/XmVhdEL6qXtb2Ma9odNAWR9VwjVMJp6pGuviBsZx+r4qHZjQTiyijCqTGlXPWpJscNy6xqkU0bbWoPPl6zpS+CET3rK8D7GOneNcst96PgFLmSJsm2PnfbvjpXERXYvB9Uy7rlsKf56BXlvPW+xNWMQZHhbXTGep5biUgeX3p711bH1DxSHYsjhMmKLrb5Qx69nP61XRw3NDrdGauG6C9XA6c1lmjSdUGJfkU7tVYVlpR24jKDVs78/NnM4NFZS9VczP3xb71TrELeFS4RUgPjZUz9It9maOVRhsnRmt98p7ttjnM81f54Ul/jBh4hzGWlkXh4pOr417RJ3oLLezQiPyGLGvlNozhkznWjwCz5uWAJrXopbWcRhQkpQdsMNzZ68wPNoQU8K53XS5em5fTPcLXQhjTranz7gJYozPHa7e+Tlvf9Pfx+X9N93oHgD4t2/9Hjz33p/Gu//tD/2HN77pDqMLmHcQuiFIkIpVTzXPuvDrovPXMQpKBGd3/RxskhD2Jz1rahImCgQtlHvWhUIStKrdWNwbScBM32Mp8JzG0maAjMA115koPTHV8Xo83N4zpR2AlbqL8yRZeetyBN7lTYUO05dGH5Rp8vCuNrTKtdyFFHQpBGp312F5P2SIlbmh0HQVLnJMqtfkr6EwQUXzTBzjJr9fPs9bANQdeIhWyOShNrt3AyC/Gy9c6Zya+5gxFGN2D+Qe9ZYqb1GlQA/oHm4raLzLmX8HNwX321W4MGufB7xm3/Mw62ARyHN2ZOmDZjFWqEJhTUnF66jI8cquAVMWLOh2RysV+5XmvfTBxxly/WmG49S2fdYR2zzmNMa2u6bSPc7JGR7mbNUA8rs2TBQs3R6RMseqAo7M76MIeKogUkFBlSmkq2d4iDM8rMr8FIFe1v2K0NN8dihu0LvjZckciuJd0WprQp3EBrAMec7qGI6ray2PZT5imEt5Eh/qwTY5314RReaUa9cr+VpKT6BWSKglMFvszFqYzGfTQjc1Ftpfzz76Z3oaouNoXWs+57uRz1UA4L36A6BkUHYujyrM6viuhotaEbHKQ0xmLZIuqEKO/eIZ7ucXKPkTVLDmHOn/fi7Ui8DzM0qTW+sw12yVuTgFY6kP9RjqbP/23a7RCQqZ3FvM2q3l1rhulJ9q8Yykr55/8/znGnL4ysJ3tCy7mT8b6vZUIcyz1nvvaV/1HV0O9/Bwe89k7eaZv5kLT50VIYw1xpxpOPkc3h/i9S6ygq/Znb0Sb/zJr7vRxTFOeMNPvA6v+IBfhRjj9z3Kg+4quovsHcOAOSWLQXGXGeYJ2BSXsrXYgGPcmGx9gK29yAPCZOUK9nA5SsFm/mZRbkXLIse+ZVc1FS4kiQS1+T5mk25HfLYRbF39SH5mmPo45TpVHPuMlPRIheXrBJ6b4IAdpnHEdrg+YYPt25jfiR8noWNaO6RUC+4ZuJag24J3r+H1gBUulclKmuNLXA73jPsM42YAAOEiU5ZT80JXRr6b/Xhhxg7AWH5a/TXafVkjLSHNH+B5XuaU2VBjBRnfxbaNUgA20VW2pg0l1pZ9aN3jhSh7jbU0eAa8JZBy7rUmqLa7j7aeGNslDVibl7W1Q6aUbtothYXuayoEuO9U8ZARWrSkKC824ZjdSHX/MrZGyzjxvakCiHR0HsbFXd2uIbqpns1JOErzV2K8VVhSjTtQZ6w+Fced4qAP5p7MYC1ZXtVFTeecvzXLsfXAGKusnwAynWe/z8JDw6j6faWJek4Ju2RQWzRsM+9xaGR4XBM0tTaxtrfFvspmzGcewg77eFat3WNI7qNNbwc+w7nq8azQ98t4Y79H12gameGDJPnx1kygpuncT3Rv1P2n42Z7TBbGM8VnMvXur5xHhjLoWmLbTOA2Y3E/DMi1Cj1mjHiwfblxQ8/9iVM2W+g8cjw3UXoDjWRmTmlE+sHrb+pury6vN+nHjNHU7m0Jlv5syM9y/JU/o9g+sLh3NpJ9qVVU/9c+6rVGCUIhO5T4yevKvLEdWuVZP3j0eyDXyJTzEnbdJs+Nocrb0Bqv38NGwaGeCCGF3JRM60Nj3CWbvCYnmzFiM1gPPeI42LjYNF9pzvY4q2po3wQxxochhD/082/+7q/6kNd8Gp552YeevP4db/lHuLz/s7i8/7OfeOOH3HF0C+YdAwmZCXYeLDOmmb1aLiaq1QQcQ+40a15jdzWUum3Uvh7jxlg7aq3eerKWOYzG0sXnaCbClsZVLUv6TL/JB0w5GYA+P2sT3WFCl4c1JsELE6e0kEdsk+Z5KG5G2QJ54hnGfWdx21ANHS1wAKzlC3NxyUJxB/Fa5rP5Mru2HrDL8+8PSSNYqpB+DREd4pQSPWDOh80mHMs7jRtchYvKfUvHbg7iOVmCzg/35cBqpFiv3n0d/1e5fmbN65KUY7GC6aGlbnXmcERh4rn+j8POFO6u+oepcoWs4p5W1pQ+T1E0s+12s7CxYuGhRtZbEVSDS1e5Stlxjfue9sUy4ur+WwuwalnUOpUmhgeD0XyvufeezZdZL59po/NaUA12Zoylz6Qh6hJFi78ZpzDTXEtsV2v20irAseT7Qyp87t0OfW1Qwu+faVF8eAs+/1fas/YuKfDn+DTZV1Qi8adyLda6ePI+JozV+tLn+vnz4NrTdeExINE20kvOZ7bGj2dm7N5jRZHPvRP0Tt8f3d0BO8ctmNI8yzyr5c2MSTwmuP724wUux3uGcaalycf8qftrC0YZI67YHAf3qI955LnMOqlU1mzjHhfzfZzNl7muYDWWlfkk76HhNZ5XUWSPpVzbuazx47BLZc3keb5modJwb53z3lutPnivGuMlEVM4jVUCzFVJEwpqLY8Oj5bQS++NU2jNuZ2DqZm5m8/k/uU9pAFGWdt4hl93HKtZV0KTW88HigcEf183Vu995r3vdPz8m3PI2sUAKitmq9Y3z4DrkuydwF/bnb//tVbMGCe88Sdeh/f9wF+DGOM/fb4Pu2voFsw7iqy9F23oiKmyGum1gGVmfWIFZY5olSQR5QEGINcz07pmeSMuTOzgsmeyP0p01PKl7iB6nwka12yTwmvRonCK0T3GTbKcuT7l75mAxjO7y4HX0hCSEW65TOW+oU57nYl7GK3wAqsN5zP0Wfkz0dr7DI7sEwmrjw8i44oNMA1js64j++kVEcx8qm6ALZCRnjBij7OsMdyFpA1PFrWh0n5S6577QIZySbt/HHc4DlsTyK9z2rL2KuPhP1eNeH4vc+NADu32dW4UR2yBUNfOoyty3cc2E6j99xpeYzELZKCsC64KnpqEwSPtD5uinrUc83iAXNuxYibmsh70HRaPBasV9lYC7m9NfjWHsSQ2mYrGXBm0MzysMmKzLRUaWLooW3rEC4R/Z2Ew2sRTfk+W/Xyz+Mw5jJlezaHUQTwOu8rLIgtoYgUdxwkVLYRdwy2rve+7jh1oWziIYoWWfR5sv/K+GgpdnTEAEVmjT0t4nrftvVT+xykyNMsjn+XPBLU2s0/qtcPyHsywyrk4YIfdMAJzUcZyffmEa2QgvdVD4S2yp9xyNSOo946xbYyVxc/8HYqXA13zzvCwCJ8rFh5VPupceksnLf1KY/R+tuHpyxXOgVH2K2Ndw4izcGk8IaoxyRzYeWknr/HKYD8/Cl63YwzoUM+3UYLIXue7V0t4S0jRedEM7j723Vwb5nw2UFDTedD+G6tfa9yk+e4sVL7KWKlXSgTlMWBT5t21ScyNfdEySLCueWm/9GW71HBVuuBDVajYYn9JIwA0++Vxqo9cx7rW93GXzkdRYlGhf4qv9MaSmyhbFTHGqxDCH3jHW/6Xv/ohr/k0PPs+H9G87uff/N24fPBGXD544696pAfccXQL5h2Dutd5/+/0+Vy0UsKU1Ak/Fq2laKNbLjeqWdUkC626ifp/S/uofSNIZLdxXxgJt+y8dcJrn6kBVOuiuoe2NHRlPtNhfYXzrHH1iQ38c1ogMVp3WW1vpVNxbqc04SbWCyWWRA9BJhNQgtnUNK7Mjfadwf95/hlvSFe1RkZezhcP3nxoh1naHOAP7so1LYwIIsDkfsXBWAO9prUVw3MKrWs946ZJAFouS0CpGaqaZbXe2DIco+zXWhjw8TD54HMJKfJh3EgUYwWOubJk5vfh3oUm1ZrjUOIdhzpRCH82U2IwjUtSLHGFCrUA0CLCkjCce5PNdp6M1UzjXP08qEXWuFOyT0Ircnyl/FxnpU9t1HGda9ZBfneq3Wxpblm+JbEJaZbSYKW3XkjgvvPWoessbV6J5BlWflcsvnOut6r3qKA+YcTlcM+4io9Yp6vaDyPsaGy0fO/XTJqbodAs9w5UqOQZx0RBXuCmAMtr196lV+jSW4MCrd5HC6N3ndTfpS1LpytlZssi7QSpPB9IljS/Z42QDxubqJ4QiiucFy+YxhnTWmetuSvW2kbimVi8sQxtce3qWhoxmZg6Wo5b5wIVcaR3HIt/nnfRJQ0jzVd4q5Yq2PfxrHp/ajluWUxbQm7r3Nf9ba6N1vLocUrJecrjzb9fbzVXLxX1QNBEbDZ2c8gCqU+Upu+CY8lK+sGeR2xb+5r3MWaznki3vIfaKdBTRJ8Rw/MSmV53dvFBq1bMOB/xxp/4Orzyg34tYoz/4vk84K6iWzDvGKxGL2nDRkk97l1kyMhfV4eLGkglElc4L8zwCQuOj/dS18SW9dQ/l+ABMIcxa7XYhj9U/P1q1Wv1kcyy9lktQw/jhTlErxNM1J1MGa8hTlmjXzH2IkBrMW3rlmbHulbE11uC9ODzfUrpv8fMTNXJeWpLTHPMFEBknn2R7fV77bh2Egem7sq+iP2MFGC/O5aiyIztU0FJLcUt+Hlqfc8xMVEPY/KM5Zh9UItygwGZMRoBALBxQDcVfPXg5RrJay3M5n1w/bbjc4uLJWNusjDQYCxo1bkc76U4toWOHLEBwjmGMBeGrcEQb+Y9MCw1UJdnr82/CtNq8aFyZB5tQqxNKPF7p6Bab6vBtiUJ5jhgIzFFxIjJWIrXGD/iiG223AGo1g3XjGe+zVyE4q6s7dDNvIxhzgxxay7XrS1THpcKpDrmtfuN5W6wn2+FQRtCEgZy/xtnwMP5HLth3xRaW6A3BN0fN2IFSfuiPgt1rliWilY2v2bpCUTlTc42Gex60HvoOZPGOKBFR+n5Q+XlEVtTKiQpD6YsBHvrqP/fz+cpqBDE30oj11zTOTZC58NDlWW53YbQp23q2ua5zRIVnqZ611Ndq14BoOPI90u4A9dpS6HZ+qzlydSC4U0aQiOFXr9XW6EOp6CKoxaPs+pFE4sXyGbeYxgmHLZl/+f2GwoEb7HObcs71PnTMag3zAG7ykuuZdBoed2xDV92hnzMcdzlMyK3FyeMoW3x5r61/CCTwS2JxYZ1noZC5RFbc96rR9+jIMa4DyF8xtXlz732wXt+Cs++z2vM929/83fh4XNvxsPn3vwrHrnxO45uwbxj4Ean5myOiSm7CiXeQDU++QCQdPOpnWk1pkqfRSJUWRfc0mgxX5bwDjglbKpmazddpqyLUppCtXvUMrViejgHRWdfCLxmXas1mInpzsWChWBusa/mSt1hSeyy66mb52ylWYmj8vCug/7A9mOmFfiUhVXnK6coj8UNrjpAmFnuGgWFzsEpgnwWL/N7AZIy4SxeOkZC5pTre2G89ptnsN88g+OwKzE3LuMt55aW21NoCjrL4cMsiJo5rjkuN96m1lkUCD5brWdMWverN0JLmFBBiSnrzToXYVQFXk0RX5RCcymvsazn5FmQrtsN+5yt8xg3J61fmZlZ+q4WCPZ3TQjS61qxN2QgswAqghytNjqnXFfe6uAFXlo6tE2NPR4zE7K4HJM+CUOmjNTu6Eo0zCIwNgTfMv4B+81F/iFjpZbuAZNkTm0LiS1LRrFI1e6BOr9kSv0c5z6ueJJsY1p/atVi7OwxbmTuh6a1vQUVkADkuPYWOP+6DjjGy/Bs8lQZnJW8YdW0Fr91y5ux8HGty3lVrHLLXLsYvNwu5tz3tTkgjVR38zW6e8oqrTSTMZSnzhe9z58TFKCVVrcUctf1C0j5DyiIMzs+s5JvwjHTtUn2tbr8rtGTNXha7OlmraiYqudWVmRDG+x53FLknaKhrXZ9v7bYZ48x7WdZi2OTz+M78woSKinVY0LbbPVb+Q6NReZ3hPIyLauzX2OteWGMsCqJ2N5ajPeaMnfAXPhJjNU7u06Ir3gmCVF5Hvj682dehTf8+OvMh/N8xBt/8uvxfv+7/yNijP/b8238rqJbMO8g9MDdhCP2MWXy2spBaTYCmcuY/vbWM69VqoS2hbBSmz9jrBLnEKplbxFf3cD8nhbLDUoGrw32gMRNeA1qFjgXzXRrjlpaybWA+JSO38ao0VqUtMxjM3appYEfYTM5mjlYhLWk6W/PtY4v3+euU+Z4TSuY7xXGmkS+5SJkDsRQ3KBVkFNXwDV4BkMzVDKrKJnvYUxWQsZAtAT/CSMebu+Vz2KJO8qWg7ge9+Lni/D/K9Ov71rfb21NKGu6tR9okTO1OtGef37nwX62hDrPzFJAupK4OK57nScjmEe73nfHS2wPzyEOI4bNhbWQLvO+j7s8NlqT/BxtpiXzbpixn3fZOrcq2Lg1pgf9ECdTmP0m2n5Fa86BtC424ZhoY5wwTIUGlvi+daYlud/Xyjaf7ZrrfTOlWE8jMFd9HXJ2Q1rC19zX6KbVWn/K7KgwModi2VWmmUI31wEVa/z/pDJS2j6LlxiHmv4e4yY/dxuO+f9qL5CJHtaTgF2GZ5s1+BhLnNtSYVvKMDAGzo+HYxhlzHRJ9lYt/4wi2FuX8DmUbNjbYY8H8WUmazNrRV4NF6BHQuss9uPlGcK/R/eejPKJtTjDaJLvTEiZhYfBWtc1dpZjUw8cdffk94bGNUpKtOZa71cvHv/clsDf2uM+r8QcxlUzCfeNnk0tWKHCKvXq7+tycE1l5rJvfcIfAM09wfFl2iqKMK4LP3beQ2jSMV6vXgAqJCoP5NvhuBg3TegaMN5bccKsNFI8oAzvJNlc+b3fbzkb+sInqrJcx8058jTE8CRubBwLvXe8YpPXKp/UcoN+PogxHkIIv+fhc2953f13/TjuveKXAwDe/qa/h6vn3oqr5976cc+r4TuObsF8EeEK581NAZQNz7glwmfPG2KJMzuLl1VRYMsoqytFYvZZM81bZDRezmvhKChcDRe2EPbSlxwIL4RglP6sxUx6XGcxGULKaMbaikro+Fy204opM89fDpCz+RIX031czPertrVuIzW2LSFI4xC85aelaT0VX5UtEkNbi5jbxZQLr3vrN93UdJ15AcO3rZ/52EUWXVZ4ax9Qa6kTc1+yuRE6R2tWMwpjleUilphg3qNj4jWqLdXMi2qx2IWrtIfiXlzJhhsdQrT6KtNAAc2MA7VlU8dL66mJcXGWoyrmebrC5vAcNvvnUt3CYGNgvNVZ11PLowC4Wfr7UyBd05plub8SQz4tdIh9bbmvqSWT41FXdAqxfG+0zJj+yLqiJbPEvC9rRvaYMobq6UCrn4kVQslyrbHKmgVzlnGW+yx9ApDv9YyQ3+vsN+NR2TcvVPl50OyuvEd/m3nKSVAWpeES0+sF+nx9I0utztGa1f+Up4jGwCk9USvIBKt01UL2vIb7vyUAVzGEnJt5qQPq4vXoLXA2X2ZFrtKabAmWM0KtU1fhokkDzJqKU33uoniNcO7V7fFUez5+fojJAqgW0ePiIt9yr23RYY5Ps+w+X/DdaBy2CiJeyU3wvKagTlfy3O4JHkJ5IIW36gGQmV/3OtK2uaZa1sHRvWfCt8sMxC3+0NOD1m/tT6v9FrISBQ/zZ1xv3E+tvvM63WcME/Dr45QC2BtcTimI1PuvlehvArN5L3yM5GF4AZZLxTedP/sheMNPvC61OR/wpp/8BrzfB/8GxBj/5W084K6hWzDvGNZimS5CilG7MplSpeZVsG5qTcGEhxpjFrS2pdShY8Y0jefxWtzU18Ig6WeEMi85eYXUGyIjNocxaVgbhzmQGHyNFW1pcc04l3pyp1wnNBGC1/BVGtUw5vqgytBnC+M8YTdf4hz38e6zD8DDeGEI0lo//Dseoq2bpc83DFEo8Up0raIVAkCOMaBgrxZttlGsVhP2OGsSUD2cfcyYh2rEW8K/Hsqtd0btNuPc1nAdoadiYM3qqwLGvC2CemtcB9iSJDrHvi4W6/XRst1cl/KZ1v+8HO9VDCTrMaa4DxH0lh/uyzwuTNgEsUDDxozleL4B2I2X2OK9eT7O4iUexvOSPTYgu2cOYc4Myya0E0isxfgyrs7HRlNBpXuOQtMQJvP+vYJgEo1+i06SJmmoAZCUc/fkOn2PnknW8aztXfPMhT4wu6a2n5UuEqfHZwBqXXYeBC65VWts+fslI6RmzvWMNUMEhjAvsfc2U6vWodR4xpY7mVqEVAihgJnc+qZEgyRbpSr0/P7U+VI6XPq/0Dmec1WWaZvUSj+r1hjqWFk/b+oho2usKLaWcTfyApgz0jPEqM+5lvVdEw5REOLfLWWIp2F279txqDXaeksstX/jMnfRvqts8a6eXycwmpzA55+5VrdS58nvbSorvFum9ofrZzPvs1eS3kPX/jmMOO7a3hZ+j7WUPR7++/r/dVfZZh8aiuP1Z5dr6XWiissWndzgkPd43vdLYq41b4rU11q5UrzAbFZp8ih6buZwJIgycPE2SF5mB7Pu6RlyHFMIF2DjqQFk3vUqXFSJ3lSIZi3k47jLprUhLhUVZF8e4ybHnHNceo4+X8QYjyGET3v44E3f+N5f+DHcf89P4Ory7bi6fNu/+7wbvePoAuYdQ2sBb8KxFOYeYQr/moMplKLqQG29PAXdSDNSDNZFThJiD0UVUPhctYK1DoGmkCMgUWq5gVCYax2K1Thgk6Ao8SSDpdeyf2vCrfbDHsaDOdzGY9JaPzu8G9jCuND65CAecxjLuwpO+yruVIBY4YCsjW/hVEA622CyIrU+qRWT80CNf84wPCSt+tYJHFREDHEh4iiaZrpwzWFcCHod68NnavIpJvwx84U60ZTuA76XtfnOzMa8x2G4l+c2uxdn60ydDEEPVD+fmalem/cGc0mc4WFeh3z/m3mPeSwC2oTRlIxoCT8tQZ7CxT7uMIcBD7f3sN0+Z+9zFsgNDtjjrMzLIvy1lAypH/Yoyfs4WK8IzwAA1vVQ/+dzjCAg68jXWeX9muBILcH7zUWdAIvvDcWSQHfyfTzDRhQx/N5bPDPDvClKM5b5oMcGY4tb1h5fb3ODQ17zTMDEPlkXf8ZSlf6TwWsJRQCM0mDNMpDdLUUouBzuVQoGhgq06PGICefhsmLcW8+rLG+hlGFSFM8Zuy9VGPf0vbVHtCSP9oGftWgfMQX7fKOYbLiNThhNIpqz+dK4t6d+2vJZ3vNiDiOuhnMj0Hq6T3rs3TmBMu+aYKs157znFDOtZ6q+QwoSbJvzODh6mf8erLJcy69pm5xbrgcVWKbGuZzHLu+z+m4+YsAR54f7eLB9eR6rj/dvCVv6vy3rVs4kur3T/VzHo/Pox2r+XnHnVT7AKwcUKujVdLaUZdNzfR5HY0zw8GtO3znb0n5z//gz85QCOY+NtSqP1/OwXBveOEO6Sf6AVsvNtM/8CdCy4A65zA89HKisjy9AwFzwzRf3fuk3/psf/1pc3n8j3v9Vvwk//+bv+tEX2uhdRRcw7w7OAeD1P/0TMIHQC+E6m59DmGccN2fZ4rRBYQqPy6uMGBAwY4c9tnNyWyAhYorlcV4sAEOd9eyIDSZsMMUR5+HSHDhHbLDBsSK6Wl+JfzPekRgwY4yF+Y1hwDgfEOYZcRhwNTwDIDERIS6CX9g2hYnU3pT768G52eCAzSL4HTdneIiLhSjGpRj6FWIoVl9tS+eWzwtxRgxDLrkAILdzcfUuAMB+82xKVrNk1kyuV5vshrUGzo32p3XAjfGAcTrkMaVCzGnOdyjlM+Y8ayO2OJj3sY1XZn49Q1EimcqBOWDC5niFOAwLQ23XIMfLeedc8R3tcGU+q93/mDVzk//XzydsEBr7wlqbyt9pndZrJsQZ45RcHqdhg8vhnnkWr5nCFnvs8oESzJxIbFJMGtcwp88ebu5V80hoC+e4zOscKAwDhW99R3tnXWv97Z/p32vEgBkBMQ7YhAMu4oNi8R7O87xz3vje9P1ucKz2MN/lATsEzLkN9j+GwVjIlX601oAXwvmex3jIz+PfAPKaeojCrPKdjcuzdF2wXzoGChx+DnVN65zOGLDDPs8F9wIAk3k3zOXZ07it9hsATNhgRjAMJ9tOSqAtHuICu4Uh9Gvh1Brwc+j/HoQx0/lXusx1vd88gxkDtvEqr1W+Ww9dQ9qHxLQ9rK7nnvPvRPul7UzY5HerdG5AzPtU6YNXxs4YscfOfGdLC9XzpffqOaF0EkCmHbwvrZ+DGd8UtmbMvJ7YxitspyuMizLkMJ7j4eaee6Y9//yeryxNQquVzsUw5H7ovB+wRYwDduEqnyvce1zb07g15Wh0T+g5xmfpngCQklzhzMy10gkdr36/w1XzPeh74/tUwZVn2CYeEOYJcRhxDFs83NwzPIxibX/xGcoT6Hvh2TGujMPzFzz7WmeM7U+hE3xXnuav3+t5tDRHyg/WiebqtcbzJH1yzGsCAK6GZzK9BsraJt1Q+OcpH8N5pQVzGjY4DOdmn2WPsrA15xf7qGfSgBnPHN+T5+m4KXSLe/6ITT4nAeACl/msIZ/1Mz/907ztvDnJ1yDGOIUQPvXy/hu+GRjwjrf8g496Pu28WBBijE+7Dx0AQgi/E8A3Pe1+dHR0dHR0dHR0dHQ08V/EGP/753NjCGF4/1d90nT+7Kvwxp/4uhVb9S8OdAHzjiCE8H4A/s8AfhZoqHmfDj4KSej9LwD866fcl5cS+rw/efQ5f/Loc/500Of9yaPP+ZNHn/Mnj1/sc34O4MMA/M8xxn/7lPty59FdZO8IlsX6vDQijwshZOXKv44x/tDT7MtLCX3enzz6nD959Dl/Oujz/uTR5/zJo8/5k8dLZM7/ydPuwIsFvUxJR0dHR0dHR0dHR0dHx62gC5gdHR0dHR0dHR0dHR0dt4IuYHZ0dHR0dHR0dHR0dHTcCrqA2XEKbwXwxcvvjieHPu9PHn3Onzz6nD8d9Hl/8uhz/uTR5/zJo895R0bPItvR0dHR0dHR0dHR0dFxK+gWzI6Ojo6Ojo6Ojo6Ojo5bQRcwOzo6Ojo6Ojo6Ojo6Om4FXcDs6Ojo6Ojo6Ojo6OjouBV0AbOjo6Ojo6Ojo6Ojo6PjVtAFzI6Ojo6Ojo6Ojo6Ojo5bQRcwOzo6Ojo6Ojo6Ojo6Om4FXcB8ESGE8MEhhL8SQnhDCOEqhPCWEMLfCiF80PL9R4cQvjmE8JMhhPshhPeEEP5/IYTPDSGcNdobQwifH0L4qaW9n1r+H+/itU8DtznnIYRfGUL48hDCj4QQ3htC+LkQwneHED6p8dwPCyHElZ/XNq7vc96e8zsxj3d9zoFbn/fXnZj3GEL4Arn2Tryjp4Hr5rxx/W+UuXlN4/unvn5fSnMeOk2/EW55zu/EPN71OQdufd47Te94JGyedgc6boYQwkcC+B4AlwBeC+BNAD4AwCcCeB8AbwPwSwC8EsA3L9+PAH4tgL8A4DcB+BTX7FcC+K8A/A0A/wTAfwDgS5Z2/tAdvPaJ4jHM+ecD+HUA/iaAvwTgHoD/EsB3hRD+YIzxrzS68bcBfJv77Kca1/U5X1/nwNOfxzs758Bjmfe/CuAfNB71OQB+JYDvbHz3tN/RE8UN51yv3wH4KgAPADy70uxdWL8vpTnvNP0aPKZ1Djz9ebyzcw48lnnvNL3j0RBj7D93/AdAAPDPAPwggHvP4/6/BCAC+OXy2ccCmAH8RXftX1w+/9i7dO0vkjn/tQDO3HUXAH4cwDsBbOTzD1vu/9M3eFaf8/U5f+rzeJfn/HHN+8p1zwB4D4AfcZ8/9Xf0YphzAP8PJKbwv1vm6zV3bf2+BOe80/QnP+dPfR7v8pw/rnlfuafT9P6z+tNdZF8c+A0AfhWAPxVjvB9COF+0TTfFzy6/XyGffSoSEfpyd+2XL59/6h279knj1uc8xvj9McYrvSjGeAng2wG8L4APbjUUQrgIIVyceFaf84SfXX6/ovXlU5zHuzznwGOed8F/BuBlAL5u7YK+1tsIIXwogC9Espi9e+Wyu7B+X1Jz3mn6tXgc61yv7zS9jcc674JO0ztW0QXMFwd+8/L7vSGE70dyeXgYQviBEMIn+otDCM+EEN4/hPChIYTfBuC/AfAWAD8il/1KAG+LMb5e713+fzuAT7hj1z5pPI45X8OrAByRNN4enwPgOQDPhRT71nIB6XN+/Zw/zXm8y3MOPLm1/ruR1vk3rnzf1/rKnAP4CqT5fd2JNu/C+n2pzfkaOk1PeJxz3mn6Op7UWu80vWMVXcB8ceB/v/z+NiQXht8O4I8sn//DEMLHuuv/GwA/j2RZ+B8A/AyA/3jRrBKvAvDmlee9GcCr79i1TxqPY84rhBA+GsBvBfB3YowP5KsZwHcjua38FgCfCeBdAP5SCOHLXDN9ztfn/C7M412ec+AJrPUQwquR4jT/5xjj29zXd+EdPWnceM5DCJ8M4JMBfFaMyR9sBXdh/b7U5rxCp+kGj2PO78I83uU5B57AWu80veM69CQ/Lw7cW37/cIzxt/LDEMIPIQVx/z+RCAjx9QC+D8D7AfiNAD4OKTmH4hkA71153kOkIPC7dO2TxuOYc4MQwsuRkkM8h0T8M2KMbwDwSe761wL4hwD+6xDCV8cYf3r5qs/5ypzfkXm8y3MOPIG1DuB3ISk0X+e/uCPv6EnjRnO+uJZ9BYDXxhh/8Jo278L6fanNuUGn6RVufc7vyDze5TkHnsBaR6fpHdegWzBfHKBl4Bv0wxjj9wL4N0hZ7PTzn4kx/oMY47fEGP8AkpXh7y+aVeI5AFXpkgXn8sy7cu2TxuOY84yFsP9dAB8O4D9dCPJJxBgnAH8ead/+Jvmqz/kN5lzue9LzeJfnHHgy8/7pAH4Bac1fi77W85x/AVJs6xfgetyF9ftSm/OMTtObeKxzLu11mm7xJOa90/SOk+gC5osDdAnwbggA8HNIyQRO4b8HsAXwafLZW7DuTvBqWDeEu3Dtk8bjmHMAOR34/wjg1wD4bTHGf/wI/fo3y+/3l8/6nCesznkDT3Ie7/KcA4953kMIvwrARwP4//iEKNfgJb3WQwivAvDHAHwNgFeEEF4TUm06Wot/aQjhI+S+u7B+X2pzDqDT9BN4bHPeQKfpBY913jtN77gJuoD54sA/X35/SOO7D0EKbj4FZvBSRvEHAXxQCOHD9cLl/w9cvr9L1z5pPI45Rwhhg2Tx+Y8AfHqM8dsfsV8sfqwHR5/zhOacr+BJzuNdnnPg8c/7715+r2YaXMFLfa1/IJK2/vMA/KT8fPZy3XfDJla6C+v3pTbnnaafxmOZ8xV0ml7wuOe90/SO6xHvQK2U/nP6B0nb8wDAPwUwyuefjFRr6LXL/x+4cv+XLtf9bvns43G6ntDH3aVrf5HM+YBUpD4C+H3XPP+Vjc8uAPwQgD2AX9Ln/EZz/tTn8S7P+eOad/luB+AdAH60r/VHm3MALwfwf2v8/A/LNZ+F5Ip5Z9bvS3DOO01/8nP+1OfxLs/545p3aaPT9P5zs3X4tDvQf274olK654gUoP1ZAL5kISBv52ZFctH5HgD/LwC/D8AfB/APlvu+F1L0ebn+q5fv/jqA37v8jgC+uvH8p37ti33OAfyF5fN/hORO6H8+SK79/wL4ewC+CMBnAPiTAH56uf/z+5zfeM7vxDze5Tl/HPMu7f7W5fvPO/HsO/GO7uKcr9z3RVgphH4X1u9Lac7RafrTmPM7MY93ec4fx7zL952m95+brcGn3YH+8wgvKx1YP4SULeudAL4FwEfI978DwHci+aHvkbJt/XMkP/uzRnsbAH8CqczAfvn9J9BmFJ/6tS/2OUdiQuKJn18v1/7e5WB4G4ADUjD9dwP4LSv97HPenvM7MY93fc5ve97lnr8NYALwqhPPvRPv6C7O+co9X4R1AfOpr9+X0pyj0/SnMed3Yh7v+pzf9rzL952m958b/YTlhXV0dHR0dHR0dHR0dHR0vCD0JD8dHR0dHR0dHR0dHR0dt4IuYHZ0dHR0dHR0dHR0dHTcCrqA2dHR0dHR0dHR0dHR0XEr6AJmR0dHR0dHR0dHR0dHx62gC5gdHR0dHR0dHR0dHR0dt4IuYHZ0dHR0dHR0dHR0dHTcCrqA2dHR0dHR0dHR0dHR0XEr6AJmR0dHR0dHR0dHR0dHx62gC5gdHR0dHR0dHR0dHR0dt4IuYHZ0dHR0dHR0dHR0dHTcCrqA2dHR0dHRcQcRQviwEEKUn8+85fY/yrX/p2+z/Y6Ojo6Olya6gNnR0dHRcecRQviiRQh6zTXf//rlJ97w54uW+//R8v87QwhnjfY3IYS3L9d83w36+1XLtb+p8d1HhBAehBD+lxBCuMHwvwbA7wLw3Te49lHwlqXdP3LL7XZ0dHR0vISxedod6Ojo6OjouGX8GJLgpPgCAB8E4A+7z39E/r4C8L4APhnA33TX/ScAPmC55ib4/KWdrw0hfGyM8QEALALlawEEAJ8RY4w3aOsHYozfeMPn3hgxxvcA+MYQwocB+O9uu/2Ojo6OjpcmuoDZ0dHR0fGLCjHGtwEwAlkI4TMAvOwaQe0dAN6AJJx6AfPTAfwzJCH1Jn147+LS+h0A/gyAz12++v0AfgOAPxZj/OmbtNXR0dHR0fFiQneR7ejo6OjoKPh6AP9JCOH9+EEIgVbNb3iUhmKM37nc89khhE8MIXwIgC8F8M8BfPkL6aS4AX9GCOFzQgg/HUJ4LoTw/SGEj1uu+dQQwr8KITxcfv/6F/LMjo6Ojo6Om6ALmB0dHR0dHQXfAmAG8Dvks9+BdF5+8/No73ORLKN/DcDXArgA8HtjjNML62bGHwTw+wD8ZQB/FsDHAfjOEMLvAfAlSJbcL0SyvP6PIYT3uaXndnR0dHR0NNFdZDs6Ojo6OhbEGH8hhPA/IbnE/uXl408H8J0xxnfcLCePae+dIYTPRhJcPxrAF8cY/+UtdvkDAHx0jPE+AIQQ3g3gK5AspL98cRdGCOH1AL4NSVj+2lt8fkdHR0dHh0EXMDs6Ojo6Oiy+HsDfCiF8JIAI4BMB/LYX0N475O/vfCEda+AbKFwu+IHl99+mcLng+5ffzSy8HR0dHR0dt4UuYHZ0dHR0/GLCTbKyXofvQBIKmYn2XQD+7vNpKITwDJLF8I0A7gH4yyGEX32LLrL/xv3/ruX3G1Y+f+UtPbejo6Ojo6OJLmB2dHR0dLwY8HD5/czK9/z88oU+KMZ4CCF8C4BPWz761hjjTcuTePxpAB8B4D8G8CqkWMw/ipTs5zawJqiuff5oPr4dHR0dHR2PiJ7kp6Ojo6PjxYDXL78/auX7j15+/+wtPe/rAXz48vP1z6eBEMK/D+BzAHx9jPHvxRj/OoDvBvBFIYTuqtrR0dHR8YsSXcDs6Ojo6Hgx4LuQrJN/MISw0y9CCP8OgP8IwP8aY3z7bTwsxvjPAHw+gC9AiV+8MZY+/nUAPw/gj8hXvx/JjfdrbqGbHR0dHR0ddw7dRbajo6Oj485jycb6eUgZUv9FCOFbAbwdwC9HEtomJGvhbT7zz72A278QwL8D4LfHGN8pbf5MCOFPAvjzIYTPiDG+9oX2s6Ojo6Oj4y6hWzA7Ojo6Ol4UiDF+JYBPAfA2AP81gL8E4FMB/B0AvzrG+L8+xe5lhBA+Dsn6+bdijN/auOTLAfwLAF8WQvjgJ9m3jo6Ojo6Ox40Q420k3Ovo6Ojo6Oi4TYQQPgwp9vSzAXwzgPsxxocnb3q09kcA7wvglwD4IQB/Jsb4hbfVfkdHR0fHSxPdgtnR0dHR0XG38ZVIsZy/55bb/cil3R+65XY7Ojo6Ol7C6DGYHR0dHR0ddxM/h5S8iPixW27/Da79169d2NHR0dHRcVN0F9mOjo6Ojo6Ojo6Ojo6OW0F3ke3o6Ojo6Ojo6Ojo6Oi4FXQBs6Ojo6Ojo6Ojo6Ojo+NW0AXMjo6Ojo6Ojo6Ojo6OjltBFzA7Ojo6Ojo6Ojo6Ojo6bgVdwOzo6Ojo6Ojo6Ojo6Oi4FXQBs6Ojo6Ojo6Ojo6Ojo+NW0AXMjo6Ojo6Ojo6Ojo6OjltBFzA7Ojo6Ojo6Ojo6Ojo6bgVdwOzo6Ojo6Ojo6Ojo6Oi4FXQBs6Ojo6Ojo6Ojo6Ojo+NW0AXMjo6Ojo6Ojo6Ojo6OjltBFzA7Ojo6Ojo6Ojo6Ojo6bgX/f4iTngl2UD0/AAAAAElFTkSuQmCC\n", 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\n", 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\n", 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\n", 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\n", 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\n", 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\n", 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\n", 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "#%%capture\n", + "# Run the driver\n", + "ppeng.driver(yamldict, verbose=True)" + ] + }, + { + "cell_type": "markdown", + "id": "87088acf-ca05-4972-a55b-e1f7471e4e53", + "metadata": {}, + "source": [ + "## Make a movie version of the images" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "cbe4d5c8-1ae0-4622-bdd6-a85bc982a035", + "metadata": {}, + "outputs": [], + "source": [ + "yamlstring2=\"\"\"\n", + "globalattributes:\n", + " verbose: False\n", + " executeorder:\n", + " - MakeAMovie\n", + "\n", + "MakeAMovie:\n", + " instantaneousplanes:\n", + " - name: HHplot\n", + " ncfile: \n", + " - RUNDIRA/post_processing/NCPREFIX_14400.nc\n", + " - RUNDIR_A1/post_processing/NCPREFIX_37800.nc\n", + " - RUNDIR_A2/post_processing/NCPREFIX_54000.nc\n", + " - RUNDIR_A3/post_processing/NCPREFIX_72900.nc\n", + " times: []\n", + " iplane: 0\n", + " xaxis: x #a1\n", + " yaxis: y #a2\n", + " # --- optional stuff here ---\n", + " XXXplotXXX:\n", + " title: 'ABL $U_h$ T={time:0.1f}s'\n", + " plotfunc: \"lambda db,i: np.sqrt(db['velocityx'][i]**2 + db['velocityy'][i]**2)\"\n", + " clevels: 'np.linspace(0, 12, 121)'\n", + " postplotfunc: postproengine.addturbines\n", + " #xscalefunc: 'lambda x: (x-126*4)/126.0'\n", + " #yscalefunc: 'lambda y: (y-126*2)/126.0'\n", + " xlabel: 'UTM X [m]'\n", + " ylabel: 'UTM Y [m]'\n", + " cbar_nticks: 13\n", + " fontsize: 10\n", + " figsize: [8,6]\n", + " dpi: 125\n", + " #plotturbines:\n", + " #- basexyz: [0,0,0]\n", + " # hubheight: 1.1\n", + " # rotordiameter: 1\n", + " # nacelledir: 270\n", + " #savefile: movieframes/hubheight_{time:0.1f}.png\n", + " savefile: movieframes/NCPREFIX_{time:0.1f}.png\n", + " \n", + " ## this creates a GIF version of the movie\n", + " makegif:\n", + " name: movieframes/NCPREFIX.gif\n", + " fps: 5\n", + " imagefilename: movieframes/NCPREFIX_{time:0.1f}.png\n", + " times: np.arange(7200, 14000, 100)\n", + "\"\"\"\n", + "f = io.StringIO(stringReplaceDict(yamlstring2, replacedict))\n", + "yamldict2 = Loader(f, **loaderkwargs)\n", + "yamldict2['MakeAMovie']['instantaneousplanes'][0]['times']=np.arange(7200, 14300, 100)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "435a3e50-ba18-42f1-a151-752cf1436ce0", + "metadata": {}, + "outputs": [], + "source": [ + "%%capture\n", + "# Run the driver\n", + "ppeng.driver(yamldict2, verbose=True)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/README.md b/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/README.md index ac984bdd..a476ea46 100644 --- a/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/README.md +++ b/amr-wind/actuator_line/AWAKEN_benchmark/postprocessing/README.md @@ -2,7 +2,9 @@ **Contents** +- [Plot instantaneous hub-height planes](#plot-instantaneous-hub-height-planes) - [OpenFAST turbine results](#openfast-turbine-results) +- [Averaged lidar results](#averaged-lidar-results) **Note**: In many of the python scripts and Jupyter notebooks provided, the path to the [AMR-Wind front end](https://github.com/Exawind/amr-wind-frontend) library must be provided. If necessary, download the library and edit the lines in the python code which define `amrwindfedirs` to include any locations of that library. ```python @@ -13,6 +15,12 @@ import sys, os, shutil, io for x in amrwindfedirs: sys.path.insert(1, x) ``` +## Plot instantaneous hub-height planes + +Use [Plot_Hubheight_Instantaneous.ipynb](Plot_Hubheight_Instantaneous.ipynb) + +![](../results/images/KP_z090hh.gif) + ## OpenFAST turbine results Use [Extract_OF_Results.ipynb](Extract_OF_Results.ipynb) diff --git a/amr-wind/actuator_line/AWAKEN_benchmark/results/images/KP_z090hh.gif b/amr-wind/actuator_line/AWAKEN_benchmark/results/images/KP_z090hh.gif new file mode 100644 index 0000000000000000000000000000000000000000..e7b47f4eaba23e13db46412550e8af88ac522f60 GIT binary patch literal 16288836 zcmV((K;XYeNk%w1Vdw+y0*3$q|NsBq+}qpS-r3yY*WBac+STCO*wx$R)7$6K+Ud^P z>*U$e>eb2U*39PD&&=8F$=C44*73yE^X${b?a{*T&%e;m&d$%!%+J%o)bz^F)xXpB zywdl&(D?Gowe!fb^v19C!m9Par}n<2@XfpN%(&Fe$kNWs*38A&%EH~oxya7f#m?II 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