diff --git a/.github/workflows/cmake.yml b/.github/workflows/cmake.yml index a53bf8ae..e5c6e206 100644 --- a/.github/workflows/cmake.yml +++ b/.github/workflows/cmake.yml @@ -30,7 +30,8 @@ jobs: - name: Configure CMake # Configure CMake in a 'build' subdirectory. `CMAKE_BUILD_TYPE` is only required if you are using a single-configuration generator such as make. # See https://cmake.org/cmake/help/latest/variable/CMAKE_BUILD_TYPE.html?highlight=cmake_build_type - run: cmake -B ${{github.workspace}}/build -DCMAKE_BUILD_TYPE=${{env.BUILD_TYPE}} -DCMAKE_PREFIX_PATH='/usr/local/lib/python3.10/dist-packages/torch/share/cmake' + # Note: Skip dataset copy as datasets are now in sageData repository + run: cmake -B ${{github.workspace}}/build -DCMAKE_BUILD_TYPE=${{env.BUILD_TYPE}} -DCMAKE_PREFIX_PATH='/usr/local/lib/python3.10/dist-packages/torch/share/cmake' -DLIBAMM_SKIP_DATASET_COPY=ON - name: Build # Build your program with the given configuration diff --git a/CMakeLists.txt b/CMakeLists.txt index 54ba1dbe..83188a63 100644 --- a/CMakeLists.txt +++ b/CMakeLists.txt @@ -163,6 +163,20 @@ file(COPY ${allCopyFiles} DESTINATION ${CMAKE_CURRENT_BINARY_DIR}/benchmark/scri file(COPY ${allCopyFiles} DESTINATION ${CMAKE_CURRENT_BINARY_DIR}/benchmark/scripts) # copy files needed for real world matrix loader -set(source_directory "${CMAKE_SOURCE_DIR}/benchmark/datasets/") -set(destination_directory "${CMAKE_BINARY_DIR}/benchmark/datasets/") -file(COPY ${source_directory} DESTINATION ${destination_directory}) +# Allow external projects to specify dataset path or disable dataset copy +option(LIBAMM_SKIP_DATASET_COPY "Skip copying benchmark datasets" OFF) +set(LIBAMM_DATASET_SOURCE_DIR "${CMAKE_SOURCE_DIR}/benchmark/datasets" CACHE PATH "Path to LibAMM benchmark datasets") + +if(NOT LIBAMM_SKIP_DATASET_COPY) + if(EXISTS "${LIBAMM_DATASET_SOURCE_DIR}") + message(STATUS "Copying LibAMM datasets from: ${LIBAMM_DATASET_SOURCE_DIR}") + set(source_directory "${LIBAMM_DATASET_SOURCE_DIR}/") + set(destination_directory "${CMAKE_BINARY_DIR}/benchmark/datasets/") + file(COPY ${source_directory} DESTINATION ${destination_directory}) + else() + message(STATUS "LibAMM datasets not found at ${LIBAMM_DATASET_SOURCE_DIR}, skipping dataset copy") + message(STATUS "Set LIBAMM_DATASET_SOURCE_DIR to specify a different path, or set LIBAMM_SKIP_DATASET_COPY=ON to disable") + endif() +else() + message(STATUS "LibAMM dataset copy disabled (LIBAMM_SKIP_DATASET_COPY=ON)") +endif() diff --git a/benchmark/datasets/AST/README.md b/benchmark/datasets/AST/README.md deleted file mode 100644 index 09aa38a8..00000000 --- a/benchmark/datasets/AST/README.md +++ /dev/null @@ -1,5 +0,0 @@ -AST: Astrophysics, - Nonlinear radiative transfer and statistical equilibrium in astrophysics -Atom=Fe, Atmos=M65GXM -https://math.nist.gov/MatrixMarket/data/Harwell-Boeing/astroph/astroph.html - diff --git a/benchmark/datasets/AST/mcfe.mtx b/benchmark/datasets/AST/mcfe.mtx deleted file mode 100644 index 7324de23..00000000 --- a/benchmark/datasets/AST/mcfe.mtx +++ /dev/null @@ -1,24384 +0,0 @@ -%%MatrixMarket matrix coordinate real general -765 765 24382 -1 1 1.5718649900000e+03 -2 1 3.8365468800000e+04 -3 1 1.3600124000000e+04 -4 1 3.8541311000000e+03 -5 1 3.1747673300000e+03 -6 1 2.5003071300000e+03 -7 1 9.0686396500000e+03 -8 1 1.8564418900000e+03 -9 1 1.7582593800000e+04 -10 1 8.6927490200000e+02 -11 1 4.3103484400000e+05 -12 1 5.5434706300000e+05 -13 1 2.1631262500000e+05 -14 1 8.8137601600000e+04 -15 1 8.1371894500000e+03 -16 1 8.4399032600000e+00 -17 1 4.6857793000000e+03 -1 2 1.8784259000000e+02 -2 2 -3.5347050000000e+05 -3 2 6.4529995100000e+03 -4 2 2.1739753400000e+03 -5 2 1.8213244600000e+03 -6 2 1.4615426000000e+03 -7 2 1.4073548600000e+03 -8 2 1.1078468000000e+03 -9 2 5.6482910200000e+02 -10 2 5.4126348900000e+02 -11 2 8.9160523400000e+04 -12 2 9.0049834000000e+03 -13 2 1.5521279900000e+02 -14 2 2.0800845300000e+05 -15 2 4.3447417000000e+03 -16 2 5.9421877900000e+00 -17 2 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The rows represent the equality and some nonlinear constraints of the power flow problem. The first block of columns represents the standard angle and voltage variables of the power flow problem. The last block of columns is very sparse and represents the transformer taps and capacitors. -https://math.nist.gov/MatrixMarket/data/Harwell-Boeing/gemat/gemat1.html - diff --git a/benchmark/datasets/BUS/gemat1.mtx b/benchmark/datasets/BUS/gemat1.mtx deleted file mode 100644 index 06f6c85f..00000000 --- a/benchmark/datasets/BUS/gemat1.mtx +++ /dev/null @@ -1,47371 +0,0 @@ -%%MatrixMarket matrix coordinate real general -4929 10595 47369 -1 1 3.5059583000000e+00 -2 1 -1.1963116000000e+00 -5 1 -8.1771007000000e-01 -6 1 2.9102284000000e-01 -1185 1 -3.4158782000000e-01 -1186 1 -4.8422157000000e-02 -4083 1 -7.8218182000000e-01 -4084 1 7.1322019000000e-01 -3 2 4.6577221000000e+00 -4 2 -7.6105155000000e-01 -5 2 -9.4986941000000e-01 -6 2 5.1262683000000e-01 -43 2 -2.3954385000000e-01 -44 2 1.0737286000000e-01 -4087 2 -6.3363592000000e-01 -4088 2 4.6692450000000e-02 -1 3 -1.5130110000000e+00 -2 3 2.2004196000000e-01 -3 3 -2.5571651000000e+00 -4 3 8.7739575000000e-01 -5 3 3.8310234000000e+00 -6 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b/benchmark/datasets/DWAVE/README.md deleted file mode 100644 index 81948953..00000000 --- a/benchmark/datasets/DWAVE/README.md +++ /dev/null @@ -1,11 +0,0 @@ -DWAVE: Dielectric channel waveguide problems arise in many integrated circuit applications. (IC) -eads to the nonsymmetric eigenvalue problem of the form - -C H = beta^2 B H -where C11 and C22 are penta- or tri-diagonal matrices, C12 and C21 are (tri-)diagonal matrices, and B11 and B22 are nonsingular diagonal matrices. This generalized eigenvalue problem is reduced to a standard eigenvalue problem, A x=x lambda, where A=B^(-1), since B is diagonal. - -The computational task is to determine the right most eigenvalues and their corresponding eigenvectors. In some cases, there are eigenvalues with a negative real part several orders of magnitude larger than the desired eigenvalues with positive real part. This problem presents a challenge to existing numerical methods. - -Note that DWA512 and DWB512 are matrices of the same order which correspond to different parameter values. -https://math.nist.gov/MatrixMarket/data/NEP/dwave/dwave.html - diff --git a/benchmark/datasets/DWAVE/dwa512.mtx b/benchmark/datasets/DWAVE/dwa512.mtx deleted file mode 100644 index dcdaf750..00000000 --- a/benchmark/datasets/DWAVE/dwa512.mtx +++ /dev/null @@ -1,2482 +0,0 @@ -%%MatrixMarket matrix coordinate real general -512 512 2480 -1 1 6.6548632875372e-02 -2 1 2.7923073087370e-03 -17 1 2.7923073087370e-03 -1 2 2.7923073087370e-03 -2 2 6.2307136537207e-02 -3 2 8.1273986713854e-03 -18 2 2.7923073087370e-03 -2 3 8.1273986713854e-03 -3 3 3.9608954369245e-02 -4 3 2.8321681736464e-02 -19 3 2.7923073087370e-03 -3 4 2.8321681736464e-02 -4 4 -3.9487779696554e-02 -5 4 9.8693036826855e-02 -20 4 2.7923073087370e-03 -4 5 9.8693036826855e-02 -5 5 -3.1511748843625e-01 -6 5 3.0136391034561e-01 -21 5 2.7923073087370e-03 -5 6 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files a/benchmark/datasets/MediaMill/MediaMill.pth and /dev/null differ diff --git a/benchmark/datasets/MediaMill/step1RSaveCsv.ipynb b/benchmark/datasets/MediaMill/step1RSaveCsv.ipynb deleted file mode 100644 index b1f5c1c7..00000000 --- a/benchmark/datasets/MediaMill/step1RSaveCsv.ipynb +++ /dev/null @@ -1,723 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "vscode": { - "languageId": "r" - } - }, - "outputs": [], - "source": [ - "if(!require('mldr.datasets')) {\n", - " install.packages('mldr.datasets')\n", - " library('mldr.datasets')\n", - "}" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "vscode": { - "languageId": "r" - } - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Looking for datasetmediamillin the download directory\n", - "\n", - "\n", - "Now reading datasetmediamill\n", - "\n", - "\n" - ] - }, - { - "data": { - "text/html": [ - "'@inproceedings{,\\n title = 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Class92 Class93 Class94 Class95 Class96 Class97 \\\n", - "0 0 ... 0 0 0 0 0 0 \n", - "1 0 ... 0 0 0 0 0 0 \n", - "2 0 ... 0 0 0 0 0 0 \n", - "3 0 ... 0 0 0 0 0 0 \n", - "4 0 ... 0 0 0 0 0 0 \n", - "... ... ... ... ... ... ... ... ... \n", - "43902 0 ... 0 0 0 0 1 0 \n", - "43903 0 ... 0 0 0 0 1 0 \n", - "43904 0 ... 0 0 0 0 1 0 \n", - "43905 0 ... 0 0 0 0 0 0 \n", - "43906 0 ... 0 0 0 0 1 0 \n", - "\n", - " Class98 Class99 Class100 Class101 \n", - "0 0 0 0 0 \n", - "1 0 0 0 0 \n", - "2 0 0 0 0 \n", - "3 0 0 0 0 \n", - "4 0 0 0 0 \n", - "... ... ... ... ... \n", - "43902 0 0 0 0 \n", - "43903 0 0 0 0 \n", - "43904 0 0 0 0 \n", - "43905 0 0 0 0 \n", - "43906 0 0 0 0 \n", - "\n", - "[43907 rows x 101 columns]" - ] - }, - "execution_count": 26, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df.iloc[:, 120: 221]" - ] - }, - { - "cell_type": "code", - "execution_count": 36, - "metadata": {}, - "outputs": [], - "source": [ - "import torch\n", - "A = torch.tensor(df.iloc[:, 0: 120].to_numpy()).T\n", - "B = torch.tensor(df.iloc[:, 120: 221].to_numpy()).T\n", - "B = B.to(torch.float64)" - ] - }, - { - "cell_type": "code", - "execution_count": 37, - "metadata": {}, - "outputs": [], - "source": [ - "# # save to tensor that C++ can load directly\n", - "\n", - "from torch import nn\n", - "class TensorContainer(nn.Module):\n", - " def __init__(self, tensor_dict):\n", - " super().__init__()\n", - " for key,value in tensor_dict.items():\n", - " setattr(self, key, value)\n", - "\n", - "tensor_dict = {\n", - " \"A\": A,\n", - " \"B\": B\n", - "}\n", - "tensors = TensorContainer(tensor_dict)\n", - "tensors = torch.jit.script(tensors)\n", - "tensors.save('mediamill.pth')" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "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": "3.10.12" - }, - "orig_nbformat": 4 - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/benchmark/datasets/Mock.txt b/benchmark/datasets/Mock.txt deleted file mode 100644 index 94bb605e..00000000 --- a/benchmark/datasets/Mock.txt +++ /dev/null @@ -1,150 +0,0 @@ -1 5.1 3.5 1.4 0.2 0 -2 4.9 3 1.4 0.2 0 -3 4.7 3.2 1.3 0.2 0 -4 4.6 3.1 1.5 0.2 0 -5 5 3.6 1.4 0.2 0 -6 5.4 3.9 1.7 0.4 0 -7 4.6 3.4 1.4 0.3 0 -8 5 3.4 1.5 0.2 0 -9 4.4 2.9 1.4 0.2 0 -10 4.9 3.1 1.5 0.1 0 -11 5.4 3.7 1.5 0.2 0 -12 4.8 3.4 1.6 0.2 0 -13 4.8 3 1.4 0.1 0 -14 4.3 3 1.1 0.1 0 -15 5.8 4 1.2 0.2 0 -16 5.7 4.4 1.5 0.4 0 -17 5.4 3.9 1.3 0.4 0 -18 5.1 3.5 1.4 0.3 0 -19 5.7 3.8 1.7 0.3 0 -20 5.1 3.8 1.5 0.3 0 -21 5.4 3.4 1.7 0.2 0 -22 5.1 3.7 1.5 0.4 0 -23 4.6 3.6 1 0.2 0 -24 5.1 3.3 1.7 0.5 0 -25 4.8 3.4 1.9 0.2 0 -26 5 3 1.6 0.2 0 -27 5 3.4 1.6 0.4 0 -28 5.2 3.5 1.5 0.2 0 -29 5.2 3.4 1.4 0.2 0 -30 4.7 3.2 1.6 0.2 0 -31 4.8 3.1 1.6 0.2 0 -32 5.4 3.4 1.5 0.4 0 -33 5.2 4.1 1.5 0.1 0 -34 5.5 4.2 1.4 0.2 0 -35 4.9 3.1 1.5 0.1 0 -36 5 3.2 1.2 0.2 0 -37 5.5 3.5 1.3 0.2 0 -38 4.9 3.1 1.5 0.1 0 -39 4.4 3 1.3 0.2 0 -40 5.1 3.4 1.5 0.2 0 -41 5 3.5 1.3 0.3 0 -42 4.5 2.3 1.3 0.3 0 -43 4.4 3.2 1.3 0.2 0 -44 5 3.5 1.6 0.6 0 -45 5.1 3.8 1.9 0.4 0 -46 4.8 3 1.4 0.3 0 -47 5.1 3.8 1.6 0.2 0 -48 4.6 3.2 1.4 0.2 0 -49 5.3 3.7 1.5 0.2 0 -50 5 3.3 1.4 0.2 0 -51 7 3.2 4.7 1.4 1 -52 6.4 3.2 4.5 1.5 1 -53 6.9 3.1 4.9 1.5 1 -54 5.5 2.3 4 1.3 1 -55 6.5 2.8 4.6 1.5 1 -56 5.7 2.8 4.5 1.3 1 -57 6.3 3.3 4.7 1.6 1 -58 4.9 2.4 3.3 1 1 -59 6.6 2.9 4.6 1.3 1 -60 5.2 2.7 3.9 1.4 1 -61 5 2 3.5 1 1 -62 5.9 3 4.2 1.5 1 -63 6 2.2 4 1 1 -64 6.1 2.9 4.7 1.4 1 -65 5.6 2.9 3.6 1.3 1 -66 6.7 3.1 4.4 1.4 1 -67 5.6 3 4.5 1.5 1 -68 5.8 2.7 4.1 1 1 -69 6.2 2.2 4.5 1.5 1 -70 5.6 2.5 3.9 1.1 1 -71 5.9 3.2 4.8 1.8 1 -72 6.1 2.8 4 1.3 1 -73 6.3 2.5 4.9 1.5 1 -74 6.1 2.8 4.7 1.2 1 -75 6.4 2.9 4.3 1.3 1 -76 6.6 3 4.4 1.4 1 -77 6.8 2.8 4.8 1.4 1 -78 6.7 3 5 1.7 1 -79 6 2.9 4.5 1.5 1 -80 5.7 2.6 3.5 1 1 -81 5.5 2.4 3.8 1.1 1 -82 5.5 2.4 3.7 1 1 -83 5.8 2.7 3.9 1.2 1 -84 6 2.7 5.1 1.6 1 -85 5.4 3 4.5 1.5 1 -86 6 3.4 4.5 1.6 1 -87 6.7 3.1 4.7 1.5 1 -88 6.3 2.3 4.4 1.3 1 -89 5.6 3 4.1 1.3 1 -90 5.5 2.5 4 1.3 1 -91 5.5 2.6 4.4 1.2 1 -92 6.1 3 4.6 1.4 1 -93 5.8 2.6 4 1.2 1 -94 5 2.3 3.3 1 1 -95 5.6 2.7 4.2 1.3 1 -96 5.7 3 4.2 1.2 1 -97 5.7 2.9 4.2 1.3 1 -98 6.2 2.9 4.3 1.3 1 -99 5.1 2.5 3 1.1 1 -100 5.7 2.8 4.1 1.3 1 -101 6.3 3.3 6 2.5 2 -102 5.8 2.7 5.1 1.9 2 -103 7.1 3 5.9 2.1 2 -104 6.3 2.9 5.6 1.8 2 -105 6.5 3 5.8 2.2 2 -106 7.6 3 6.6 2.1 2 -107 4.9 2.5 4.5 1.7 2 -108 7.3 2.9 6.3 1.8 2 -109 6.7 2.5 5.8 1.8 2 -110 7.2 3.6 6.1 2.5 2 -111 6.5 3.2 5.1 2 2 -112 6.4 2.7 5.3 1.9 2 -113 6.8 3 5.5 2.1 2 -114 5.7 2.5 5 2 2 -115 5.8 2.8 5.1 2.4 2 -116 6.4 3.2 5.3 2.3 2 -117 6.5 3 5.5 1.8 2 -118 7.7 3.8 6.7 2.2 2 -119 7.7 2.6 6.9 2.3 2 -120 6 2.2 5 1.5 2 -121 6.9 3.2 5.7 2.3 2 -122 5.6 2.8 4.9 2 2 -123 7.7 2.8 6.7 2 2 -124 6.3 2.7 4.9 1.8 2 -125 6.7 3.3 5.7 2.1 2 -126 7.2 3.2 6 1.8 2 -127 6.2 2.8 4.8 1.8 2 -128 6.1 3 4.9 1.8 2 -129 6.4 2.8 5.6 2.1 2 -130 7.2 3 5.8 1.6 2 -131 7.4 2.8 6.1 1.9 2 -132 7.9 3.8 6.4 2 2 -133 6.4 2.8 5.6 2.2 2 -134 6.3 2.8 5.1 1.5 2 -135 6.1 2.6 5.6 1.4 2 -136 7.7 3 6.1 2.3 2 -137 6.3 3.4 5.6 2.4 2 -138 6.4 3.1 5.5 1.8 2 -139 6 3 4.8 1.8 2 -140 6.9 3.1 5.4 2.1 2 -141 6.7 3.1 5.6 2.4 2 -142 6.9 3.1 5.1 2.3 2 -143 5.8 2.7 5.1 1.9 2 -144 6.8 3.2 5.9 2.3 2 -145 6.7 3.3 5.7 2.5 2 -146 6.7 3 5.2 2.3 2 -147 6.3 2.5 5 1.9 2 -148 6.5 3 5.2 2 2 -149 6.2 3.4 5.4 2.3 2 -150 5.9 3 5.1 1.8 2 diff --git a/benchmark/datasets/QCD/README.md b/benchmark/datasets/QCD/README.md deleted file mode 100644 index 4bc4eda1..00000000 --- a/benchmark/datasets/QCD/README.md +++ /dev/null @@ -1,26 +0,0 @@ -QCD: Quantum pHYSICS -## Background. -Lattice gauge theory is a discretization of quantum chromodynamics which is generally accepted to be the fundamental physical theory of strong interactions among the quarks as constituents of matter. The most time-consuming part of a numerical simulation in lattice gauge theory with Wilson fermions on the lattice is the computation of quark propagators within a chromodynamic background gauge field. These computations use up a major part of the world's high performance computing power. - -Quark propagators are obtained by solving the inhomogeneous lattice Dirac equation Ax = b, where A = I - kD with 0 <= k < kc is a large but sparse complex non-Hermitian matrix representing a periodic nearest-neighbour coupling on a four-dimensional Euclidean space-time lattice. - -From the physical theory it is clear that the matrix A should be positive real (all eigenvalues lie in the right half plane) for 0 <= k < kc. Here, kc represents a critical parameter which depends on the given matrix D. Denoting - -\gamma_5 = \left( \begin{array}{cccc}0 & 0 & 1 & 0 \\0 & 0 & 0 & 1 \\1 & 0 & 0 & 0 \\0 & 1 & 0 & 0 \end{array}\right) -the Wilson fermion matrix A is Gamma-5 symmetric, -\Gamma_5 A = A^H \Gamma_5,\;\;\;\;\Gamma_5 = I \otimes ( \gamma_5 \otimes I_3 ) -Due to the nearest neighbour coupling, the matrix A has 'property A'. This means that with a red-black (or odd-even) ordering of the grid points the matrix becomes - -A = I - kD -with -D = \left( \begin{array}{cc}0 & D_{\rm oe} \\D_{\rm eo} & 0 \end{array}\right) - - -**Note** We have pre-processed the complex matrixies into their modulus: -- conf5.0-00l4x4-1000 : qcda_small -- conf5.0-00l4x4-2600 : qcdb_small -- conf5.4-00l8x8-2000 : qcda_large -- conf6.0-00l8x8-2000 : qcdb_large -https://math.nist.gov/MatrixMarket/data/misc/qcd/qcd.html - - diff --git a/benchmark/datasets/QCD/complex_to_modulus.m b/benchmark/datasets/QCD/complex_to_modulus.m deleted file mode 100644 index d8013236..00000000 --- a/benchmark/datasets/QCD/complex_to_modulus.m +++ /dev/null @@ -1,96 +0,0 @@ -## Copyright (C) 2023 tony -## -## This program is free software: you can redistribute it and/or modify -## it under the terms of the GNU General Public License as published by -## the Free Software Foundation, either version 3 of the License, or -## (at your option) any later version. -## -## This program is distributed in the hope that it will be useful, -## but WITHOUT ANY WARRANTY; without even the implied warranty of -## MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -## GNU General Public License for more details. -## -## You should have received a copy of the GNU General Public License -## along with this program. If not, see . - -## -*- texinfo -*- -## @deftypefn {} {@var{retval} =} complex_to_modulus (@var{input1}, @var{input2}) -## -## @seealso{} -## @end deftypefn - -## Author: tony -## Created: 2023-07-29 - - -function [complex_matrix,modulus_matrix]=complex_to_modulus(input_file, output_file) - % Task 1: Load the complex matrix from .mtx file manually - if ~exist(input_file, 'file') - error('Input file not found.'); - end - - fileID = fopen(input_file, 'r'); - if fileID == -1 - error('Error opening input file.'); - end - - % Read the header to get matrix size and number of non-zero entries - header = fgetl(fileID); - if ~strncmp(header, '%%MatrixMarket matrix coordinate complex general', 52) - fclose(fileID); - error('Invalid Matrix Market format or not a complex matrix.'); - end - - % Skip comments (if any) - line = fgetl(fileID); - while strncmp(line, '%', 1) - line = fgetl(fileID); - end - - % Read matrix size and number of non-zero entries - size_info = sscanf(line, '%d %d %d'); - m = size_info(1); - n = size_info(2); - nnz_count = size_info(3); - - % Read data (non-zero entries) using a loop - I = zeros(nnz_count, 1); - J = zeros(nnz_count, 1); - V = zeros(nnz_count, 1); - for k = 1:nnz_count - data = sscanf(fgetl(fileID), '%d %d %e'); - I(k) = data(1) ; % Adjust for one-based indexing - J(k) = data(2) ; % Adjust for one-based indexing - V(k) = data(3); - end - fclose(fileID); - - % Create complex matrix from data - complex_matrix = sparse(I, J, V, m, n); - - % Task 2: Compute the modulus (magnitude) of the complex matrix - modulus_matrix = abs(complex_matrix); - - % Task 3: Store the real matrix to disk in .mtx format - [I, J, V] = find(modulus_matrix); % Find non-zero entries - - % Open the output file for writing - file = fopen(output_file, 'w'); - if file == -1 - error('Error opening output file.'); - end - - % Write header - %fprintf(file,'%'); - fprintf(file, '%%%%MatrixMarket matrix coordinate real general\n'); - fprintf(file, '%d %d %d\n', m, n, numel(V)); - - % Write data (non-zero entries) - for k = 1:numel(V) - fprintf(file, '%d %d %.16e\n', I(k), J(k), V(k)); - end - - % Close the output file - fclose(file); -end - diff --git a/benchmark/datasets/QCD/qcda_small.mtx b/benchmark/datasets/QCD/qcda_small.mtx deleted file mode 100644 index f490d85d..00000000 --- a/benchmark/datasets/QCD/qcda_small.mtx +++ /dev/null @@ -1,119810 +0,0 @@ -%%MatrixMarket matrix coordinate real general -3072 3072 119808 -13 1 5.0267919134631001e-01 -14 1 2.9554058359917001e-01 -15 1 6.2770650031694006e-02 -22 1 3.6441055206558998e-01 -23 1 7.1316799070668002e-01 -24 1 1.2093637212402999e-01 -37 1 9.0318612989085001e-02 -38 1 5.6569893608960997e-01 -39 1 3.6573909187157000e-01 -46 1 4.7713773610900001e-01 -47 1 4.5384442160569000e-01 -48 1 3.2315166762674002e-01 -49 1 6.0348878548242002e-01 -50 1 8.5301035338374007e-02 -51 1 4.2873846143061001e-01 -58 1 6.0348878548242002e-01 -59 1 8.5301035338374007e-02 -60 1 4.2873846143061001e-01 -145 1 6.4972220382610002e-01 -146 1 5.8277003639809999e-01 -147 1 4.5175187379811999e-01 -154 1 6.4972220382610002e-01 -155 1 5.8277003639809999e-01 -156 1 4.5175187379811999e-01 -193 1 6.7689343477721997e-01 -194 1 6.3894352020815004e-01 -195 1 1.1591314004723000e-01 -199 1 2.1822215453689001e-01 -200 1 2.5291450077012001e-01 -201 1 9.2433470525518993e-02 -577 1 2.4861223192644000e-01 -578 1 7.9247954908245000e-01 -579 1 2.0287676204565999e-01 -583 1 8.6532511747253998e-03 -584 1 3.4638817979603997e-01 -585 1 3.8593975175693002e-01 -769 1 1.6942762214297999e+00 -770 1 2.1349089827274001e-01 -771 1 9.1459560118729999e-01 -13 2 5.5273278411522997e-01 -14 2 5.3269993197598997e-01 -15 2 1.9512348375827999e-02 -22 2 5.4709430434868001e-01 -23 2 3.0719667986783999e-01 -24 2 1.2905247818339000e-01 -37 2 2.3765403102811000e-01 -38 2 4.3350007701089999e-01 -39 2 1.4362848283776999e-01 -46 2 1.1412112135786000e-01 -47 2 1.0323456242437000e-01 -48 2 8.4337897677522000e-01 -49 2 4.0849383485849000e-01 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5.1323341047088000e-01 -39 3 1.7105762928401000e-01 -46 3 5.1424296185401996e-01 -47 3 1.0964364739232001e-01 -48 3 2.5099089665651001e-02 -49 3 1.5680362609116999e-01 -50 3 4.5619578807858002e-01 -51 3 1.9482448954240000e-01 -58 3 1.5680362609116999e-01 -59 3 4.5619578807858002e-01 -60 3 1.9482448954240000e-01 -145 3 9.1161729267000002e-02 -146 3 3.0402006498077999e-01 -147 3 3.3613030448827998e-02 -154 3 9.1161729267000002e-02 -155 3 3.0402006498077999e-01 -156 3 3.3613030448827998e-02 -193 3 2.4962936100111999e-01 -194 3 2.7120896578831999e-01 -195 3 1.9603020745769001e-01 -199 3 6.2364357902514000e-01 -200 3 6.5966752651006999e-01 -201 3 4.0130755974646000e-02 -577 3 7.6817658259257002e-02 -578 3 1.9966060582497000e-01 -579 3 2.1938495298638999e-01 -583 3 3.4490431551319001e-01 -584 3 2.9892042188049001e-01 -585 3 8.3533976727286996e-01 -769 3 2.4823265431846001e-01 -770 3 1.6314523626472399e+00 -771 3 4.9416946505263998e-01 -16 4 5.0267919134631001e-01 -17 4 2.9554058359917001e-01 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9.0756814464467997e-02 -1210 1978 1.2334699295210001e+00 -1211 1978 1.0371312812973399e+00 -1212 1978 9.8481103084178001e-01 -1780 1978 3.8264780815244998e-01 -1781 1978 3.9271485294614999e-01 -1782 1978 2.4168897255659000e-01 -1786 1978 7.7548550626056001e-01 -1787 1978 5.5776911485884997e-02 -1788 1978 1.9092748744235000e-01 -1921 1978 7.3176503352155997e-01 -1922 1978 3.5236093594241003e-01 -1923 1978 2.3518752312589999e-01 -1930 1978 7.3176503352155997e-01 -1931 1978 3.5236093594241003e-01 -1932 1978 2.3518752312589999e-01 -1981 1978 3.7077083172528003e-01 -1982 1978 4.6196741724191998e-01 -1983 1978 1.8625652748636000e-02 -1990 1978 3.5684595773970998e-02 -1991 1978 5.9617761882305997e-01 -1992 1978 5.4043226888036000e-01 -2005 1978 5.6344941084959999e-01 -2006 1978 1.1585726685554000e-01 -2007 1978 4.4830164071016998e-01 -2014 1978 3.2933915798284003e-01 -2015 1978 4.8432731897803999e-01 -2016 1978 3.5368101613920000e-01 -2017 1978 4.7096421593443999e-01 -2018 1978 1.5113880265040999e-01 -2019 1978 2.1720166446160000e-01 -2026 1978 4.7096421593443999e-01 -2027 1978 1.5113880265040999e-01 -2028 1978 2.1720166446160000e-01 -2164 1978 5.8677072683142995e-01 -2165 1978 1.1587731598682000e-02 -2166 1978 6.8674867079860002e-01 -2170 1978 2.7937913583855001e-01 -2171 1978 2.5998208901600001e-01 -2172 1978 1.9570057132122001e-01 -1210 1979 1.2857917279957800e+00 -1211 1979 8.5623328387728004e-01 -1212 1979 8.6472427966503995e-01 -1780 1979 1.4538955061809999e-01 -1781 1979 2.3010905040523999e-01 -1782 1979 8.0795554883315002e-01 -1786 1979 3.2133533611783999e-01 -1787 1979 4.1166903503227997e-01 -1788 1979 1.9792472306695001e-02 -1921 1979 2.1212434879353001e-01 -1922 1979 5.3360554581566000e-01 -1923 1979 6.3479447757506002e-01 -1930 1979 2.1212434879353001e-01 -1931 1979 5.3360554581566000e-01 -1932 1979 6.3479447757506002e-01 -1981 1979 5.8551017833359997e-01 -1982 1979 3.7824770920583001e-01 -1983 1979 9.0260394828134999e-02 -1990 1979 6.4091579358283002e-01 -1991 1979 1.8697075942390001e-01 -1992 1979 2.4541483926265001e-01 -2005 1979 1.0258010171349000e-01 -2006 1979 4.2092294086931997e-01 -2007 1979 6.3396572271020002e-01 -2014 1979 5.3298661353889998e-01 -2015 1979 3.3324479768387000e-01 -2016 1979 1.2353881016053000e-01 -2017 1979 1.0946591828239000e-01 -2018 1979 1.5479982364167999e-01 -2019 1979 6.4416314189274004e-01 -2026 1979 1.0946591828239000e-01 -2027 1979 1.5479982364167999e-01 -2028 1979 6.4416314189274004e-01 -2164 1979 6.9523771216883001e-01 -2165 1979 2.3965951803346999e-02 -2166 1979 5.8345753476248996e-01 -2170 1979 2.5945705772432998e-01 -2171 1979 4.2375377067665997e-03 -2172 1979 3.2910718669227002e-01 -1210 1980 1.5602029572431800e-01 -1211 1980 1.3986672154734801e+00 -1212 1980 1.1727979943142399e+00 -1780 1980 1.0613754166150000e-01 -1781 1980 6.8403570960154003e-01 -1782 1980 1.3900575868342999e-01 -1786 1980 3.4138422207108998e-01 -1787 1980 3.9030444389948998e-01 -1788 1980 4.8231382240824000e-01 -1921 1980 9.2108787380708004e-02 -1922 1980 6.8807565960068995e-01 -1923 1980 3.5190323715554001e-01 -1930 1980 9.2108787380708004e-02 -1931 1980 6.8807565960068995e-01 -1932 1980 3.5190323715554001e-01 -1981 1980 1.4137238306138999e-01 -1982 1980 3.9226287748428001e-01 -1983 1980 2.8398372898919000e-03 -1990 1980 2.9609833818782000e-01 -1991 1980 3.1505363475136000e-01 -1992 1980 7.9950147024995000e-01 -2005 1980 2.9325578602527003e-01 -2006 1980 4.1440127544108002e-01 -2007 1980 3.1432496517342001e-01 -2014 1980 4.3984556030028998e-01 -2015 1980 5.4041419983904004e-01 -2016 1980 3.9744284977930000e-01 -2017 1980 2.6090917961759003e-01 -2018 1980 1.1258656285125999e-01 -2019 1980 3.4530952904716000e-01 -2026 1980 2.6090917961759003e-01 -2027 1980 1.1258656285125999e-01 -2028 1980 3.4530952904716000e-01 -2164 1980 1.4609487592049999e-01 -2165 1980 7.2227973326441000e-02 -2166 1980 1.8195195785026000e-01 -2170 1980 7.5035049122910993e-02 -2171 1980 9.6253095231518004e-01 -2172 1980 9.0756814464467997e-02 -1789 1981 1.1838904683350000e-01 -1790 1981 4.4067323098856997e-01 -1791 1981 6.5291174209023998e-03 -1795 1981 4.9346366045625001e-01 -1796 1981 6.9472898143005002e-01 -1797 1981 2.5611279912556001e-01 -1933 1981 3.3220424602248999e-01 -1934 1981 4.4012879469584998e-01 -1935 1981 4.6904122419263000e-01 -1942 1981 3.3220424602248999e-01 -1943 1981 4.4012879469584998e-01 -1944 1981 4.6904122419263000e-01 -1969 1981 3.5684595773970998e-02 -1970 1981 6.4091579358283002e-01 -1971 1981 2.9609833818782000e-01 -1978 1981 3.7077083172528003e-01 -1979 1981 5.8551017833359997e-01 -1980 1981 1.4137238306138999e-01 -1993 1981 6.2912956624048999e-01 -1994 1981 1.4582169573331000e-01 -1995 1981 4.2709159330217000e-01 -2002 1981 1.5983499018420999e-01 -2003 1981 6.1049185024465003e-01 -2004 1981 4.7720745633477002e-02 -2029 1981 1.2308201687714000e-01 -2030 1981 5.7726872782694005e-01 -2031 1981 2.0693121677403001e-01 -2038 1981 1.2308201687714000e-01 -2039 1981 5.7726872782694005e-01 -2040 1981 2.0693121677403001e-01 -2173 1981 6.3696009038608004e-02 -2174 1981 4.4330649970139002e-01 -2175 1981 1.0117761795252000e-01 -2179 1981 1.6557347030472000e-01 -2180 1981 6.8172116396282001e-01 -2181 1981 5.4500177606768996e-01 -2749 1981 7.5139720419426004e-01 -2750 1981 8.8679025876871997e-01 -2751 1981 2.4039264438602001e-01 -1789 1982 7.1761084991598001e-01 -1790 1982 7.6678476532605996e-02 -1791 1982 2.5108233394240997e-01 -1795 1982 4.4777103396285001e-01 -1796 1982 4.1333593789971002e-01 -1797 1982 2.1158271310752000e-01 -1933 1982 3.9859159146408002e-01 -1934 1982 4.0459608060350000e-01 -1935 1982 3.5039610034643998e-01 -1942 1982 3.9859159146408002e-01 -1943 1982 4.0459608060350000e-01 -1944 1982 3.5039610034643998e-01 -1969 1982 5.9617761882305997e-01 -1970 1982 1.8697075942390001e-01 -1971 1982 3.1505363475136000e-01 -1978 1982 4.6196741724191998e-01 -1979 1982 3.7824770920583001e-01 -1980 1982 3.9226287748428001e-01 -1993 1982 1.7599434525020999e-01 -1994 1982 4.6328801745546000e-01 -1995 1982 5.0234639180114005e-01 -2002 1982 6.5226838654301000e-01 -2003 1982 1.2908963851443001e-01 -2004 1982 2.4478587196019000e-01 -2029 1982 7.9047565039298995e-01 -2030 1982 1.6740664697197999e-01 -2031 1982 5.6052656513046994e-01 -2038 1982 7.9047565039298995e-01 -2039 1982 1.6740664697197999e-01 -2040 1982 5.6052656513046994e-01 -2173 1982 1.7570514187416000e-01 -2174 1982 1.8264489559722999e-01 -2175 1982 2.8148454641928000e-01 -2179 1982 8.6149831715251002e-01 -2180 1982 1.9088399729298000e-01 -2181 1982 2.7913965049637002e-01 -2749 1982 4.1197267529339998e-01 -2750 1982 5.3488842516795997e-02 -2751 1982 8.2963792776695999e-01 -1789 1983 1.5127663929633001e-01 -1790 1983 1.9404824028431999e-01 -1791 1983 8.2219977932860000e-01 -1795 1983 6.4255715923847004e-02 -1796 1983 3.2981485711080000e-01 -1797 1983 3.8799683596374002e-01 -1933 1983 1.9817437554572001e-01 -1934 1983 7.3825498800545997e-01 -1935 1983 2.4435801575995000e-01 -1942 1983 1.9817437554572001e-01 -1943 1983 7.3825498800545997e-01 -1944 1983 2.4435801575995000e-01 -1969 1983 5.4043226888036000e-01 -1970 1983 2.4541483926265001e-01 -1971 1983 7.9950147024995000e-01 -1978 1983 1.8625652748636000e-02 -1979 1983 9.0260394828134999e-02 -1980 1983 2.8398372898919000e-03 -1993 1983 3.0986618855289999e-02 -1994 1983 3.2095459170044000e-01 -1995 1983 6.9470347638192997e-01 -2002 1983 3.4822483628155998e-01 -2003 1983 5.2127148590262995e-01 -2004 1983 1.4293551274172001e-01 -2029 1983 4.2559030693415001e-01 -2030 1983 6.3076142115299993e-02 -2031 1983 4.4673256267452999e-01 -2038 1983 4.2559030693415001e-01 -2039 1983 6.3076142115299993e-02 -2040 1983 4.4673256267452999e-01 -2173 1983 4.0063187851757998e-01 -2174 1983 5.1558421906366003e-01 -2175 1983 4.8943882916084003e-01 -2179 1983 1.8700453187463001e-01 -2180 1983 5.5791188102797998e-02 -2181 1983 5.4408941532260002e-01 -2749 1983 7.8118252525321996e-01 -2750 1983 1.4022376575379401e+00 -2751 1983 5.3039173508546000e-01 -1792 1984 1.1838904683350000e-01 -1793 1984 4.4067323098856997e-01 -1794 1984 6.5291174209023998e-03 -1798 1984 4.9346366045625001e-01 -1799 1984 6.9472898143005002e-01 -1800 1984 2.5611279912556001e-01 -1936 1984 3.3220424602248999e-01 -1937 1984 4.4012879469584998e-01 -1938 1984 4.6904122419263000e-01 -1939 1984 3.3220424602248999e-01 -1940 1984 4.4012879469584998e-01 -1941 1984 4.6904122419263000e-01 -1972 1984 3.5684595773970998e-02 -1973 1984 6.4091579358283002e-01 -1974 1984 2.9609833818782000e-01 -1975 1984 3.7077083172528003e-01 -1976 1984 5.8551017833359997e-01 -1977 1984 1.4137238306138999e-01 -1996 1984 6.2912956624048999e-01 -1997 1984 1.4582169573331000e-01 -1998 1984 4.2709159330217000e-01 -1999 1984 1.5983499018420999e-01 -2000 1984 6.1049185024465003e-01 -2001 1984 4.7720745633477002e-02 -2032 1984 1.2308201687714000e-01 -2033 1984 5.7726872782694005e-01 -2034 1984 2.0693121677403001e-01 -2035 1984 1.2308201687714000e-01 -2036 1984 5.7726872782694005e-01 -2037 1984 2.0693121677403001e-01 -2176 1984 6.3696009038608004e-02 -2177 1984 4.4330649970139002e-01 -2178 1984 1.0117761795252000e-01 -2182 1984 1.6557347030472000e-01 -2183 1984 6.8172116396282001e-01 -2184 1984 5.4500177606768996e-01 -2752 1984 7.5139720419426004e-01 -2753 1984 8.8679025876871997e-01 -2754 1984 2.4039264438602001e-01 -1792 1985 7.1761084991598001e-01 -1793 1985 7.6678476532605996e-02 -1794 1985 2.5108233394240997e-01 -1798 1985 4.4777103396285001e-01 -1799 1985 4.1333593789971002e-01 -1800 1985 2.1158271310752000e-01 -1936 1985 3.9859159146408002e-01 -1937 1985 4.0459608060350000e-01 -1938 1985 3.5039610034643998e-01 -1939 1985 3.9859159146408002e-01 -1940 1985 4.0459608060350000e-01 -1941 1985 3.5039610034643998e-01 -1972 1985 5.9617761882305997e-01 -1973 1985 1.8697075942390001e-01 -1974 1985 3.1505363475136000e-01 -1975 1985 4.6196741724191998e-01 -1976 1985 3.7824770920583001e-01 -1977 1985 3.9226287748428001e-01 -1996 1985 1.7599434525020999e-01 -1997 1985 4.6328801745546000e-01 -1998 1985 5.0234639180114005e-01 -1999 1985 6.5226838654301000e-01 -2000 1985 1.2908963851443001e-01 -2001 1985 2.4478587196019000e-01 -2032 1985 7.9047565039298995e-01 -2033 1985 1.6740664697197999e-01 -2034 1985 5.6052656513046994e-01 -2035 1985 7.9047565039298995e-01 -2036 1985 1.6740664697197999e-01 -2037 1985 5.6052656513046994e-01 -2176 1985 1.7570514187416000e-01 -2177 1985 1.8264489559722999e-01 -2178 1985 2.8148454641928000e-01 -2182 1985 8.6149831715251002e-01 -2183 1985 1.9088399729298000e-01 -2184 1985 2.7913965049637002e-01 -2752 1985 4.1197267529339998e-01 -2753 1985 5.3488842516795997e-02 -2754 1985 8.2963792776695999e-01 -1792 1986 1.5127663929633001e-01 -1793 1986 1.9404824028431999e-01 -1794 1986 8.2219977932860000e-01 -1798 1986 6.4255715923847004e-02 -1799 1986 3.2981485711080000e-01 -1800 1986 3.8799683596374002e-01 -1936 1986 1.9817437554572001e-01 -1937 1986 7.3825498800545997e-01 -1938 1986 2.4435801575995000e-01 -1939 1986 1.9817437554572001e-01 -1940 1986 7.3825498800545997e-01 -1941 1986 2.4435801575995000e-01 -1972 1986 5.4043226888036000e-01 -1973 1986 2.4541483926265001e-01 -1974 1986 7.9950147024995000e-01 -1975 1986 1.8625652748636000e-02 -1976 1986 9.0260394828134999e-02 -1977 1986 2.8398372898919000e-03 -1996 1986 3.0986618855289999e-02 -1997 1986 3.2095459170044000e-01 -1998 1986 6.9470347638192997e-01 -1999 1986 3.4822483628155998e-01 -2000 1986 5.2127148590262995e-01 -2001 1986 1.4293551274172001e-01 -2032 1986 4.2559030693415001e-01 -2033 1986 6.3076142115299993e-02 -2034 1986 4.4673256267452999e-01 -2035 1986 4.2559030693415001e-01 -2036 1986 6.3076142115299993e-02 -2037 1986 4.4673256267452999e-01 -2176 1986 4.0063187851757998e-01 -2177 1986 5.1558421906366003e-01 -2178 1986 4.8943882916084003e-01 -2182 1986 1.8700453187463001e-01 -2183 1986 5.5791188102797998e-02 -2184 1986 5.4408941532260002e-01 -2752 1986 7.8118252525321996e-01 -2753 1986 1.4022376575379401e+00 -2754 1986 5.3039173508546000e-01 -1219 1987 1.3440832223246999e+00 -1220 1987 9.5055186566911998e-01 -1221 1987 3.8296724144226001e-03 -1789 1987 4.9346366045625001e-01 -1790 1987 6.9472898143005002e-01 -1791 1987 2.5611279912556001e-01 -1795 1987 1.1838904683350000e-01 -1796 1987 4.4067323098856997e-01 -1797 1987 6.5291174209023998e-03 -1936 1987 3.3220424602248999e-01 -1937 1987 4.4012879469584998e-01 -1938 1987 4.6904122419263000e-01 -1939 1987 3.3220424602248999e-01 -1940 1987 4.4012879469584998e-01 -1941 1987 4.6904122419263000e-01 -1972 1987 3.7077083172528003e-01 -1973 1987 5.8551017833359997e-01 -1974 1987 1.4137238306138999e-01 -1975 1987 3.5684595773970998e-02 -1976 1987 6.4091579358283002e-01 -1977 1987 2.9609833818782000e-01 -1996 1987 1.5983499018420999e-01 -1997 1987 6.1049185024465003e-01 -1998 1987 4.7720745633477002e-02 -1999 1987 6.2912956624048999e-01 -2000 1987 1.4582169573331000e-01 -2001 1987 4.2709159330217000e-01 -2032 1987 1.2308201687714000e-01 -2033 1987 5.7726872782694005e-01 -2034 1987 2.0693121677403001e-01 -2035 1987 1.2308201687714000e-01 -2036 1987 5.7726872782694005e-01 -2037 1987 2.0693121677403001e-01 -2173 1987 1.6557347030472000e-01 -2174 1987 6.8172116396282001e-01 -2175 1987 5.4500177606768996e-01 -2179 1987 6.3696009038608004e-02 -2180 1987 4.4330649970139002e-01 -2181 1987 1.0117761795252000e-01 -1219 1988 2.9892844275224001e-01 -1220 1988 9.1663600234756004e-01 -1221 1988 9.0237482558448001e-01 -1789 1988 4.4777103396285001e-01 -1790 1988 4.1333593789971002e-01 -1791 1988 2.1158271310752000e-01 -1795 1988 7.1761084991598001e-01 -1796 1988 7.6678476532605996e-02 -1797 1988 2.5108233394240997e-01 -1936 1988 3.9859159146408002e-01 -1937 1988 4.0459608060350000e-01 -1938 1988 3.5039610034643998e-01 -1939 1988 3.9859159146408002e-01 -1940 1988 4.0459608060350000e-01 -1941 1988 3.5039610034643998e-01 -1972 1988 4.6196741724191998e-01 -1973 1988 3.7824770920583001e-01 -1974 1988 3.9226287748428001e-01 -1975 1988 5.9617761882305997e-01 -1976 1988 1.8697075942390001e-01 -1977 1988 3.1505363475136000e-01 -1996 1988 6.5226838654301000e-01 -1997 1988 1.2908963851443001e-01 -1998 1988 2.4478587196019000e-01 -1999 1988 1.7599434525020999e-01 -2000 1988 4.6328801745546000e-01 -2001 1988 5.0234639180114005e-01 -2032 1988 7.9047565039298995e-01 -2033 1988 1.6740664697197999e-01 -2034 1988 5.6052656513046994e-01 -2035 1988 7.9047565039298995e-01 -2036 1988 1.6740664697197999e-01 -2037 1988 5.6052656513046994e-01 -2173 1988 8.6149831715251002e-01 -2174 1988 1.9088399729298000e-01 -2175 1988 2.7913965049637002e-01 -2179 1988 1.7570514187416000e-01 -2180 1988 1.8264489559722999e-01 -2181 1988 2.8148454641928000e-01 -1219 1989 5.7054576399834002e-02 -1220 1989 4.7943289262664002e-01 -1221 1989 8.8285287139538005e-01 -1789 1989 6.4255715923847004e-02 -1790 1989 3.2981485711080000e-01 -1791 1989 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6.2912956624048999e-01 -2003 1990 1.4582169573331000e-01 -2004 1990 4.2709159330217000e-01 -2029 1990 1.2308201687714000e-01 -2030 1990 5.7726872782694005e-01 -2031 1990 2.0693121677403001e-01 -2038 1990 1.2308201687714000e-01 -2039 1990 5.7726872782694005e-01 -2040 1990 2.0693121677403001e-01 -2176 1990 1.6557347030472000e-01 -2177 1990 6.8172116396282001e-01 -2178 1990 5.4500177606768996e-01 -2182 1990 6.3696009038608004e-02 -2183 1990 4.4330649970139002e-01 -2184 1990 1.0117761795252000e-01 -1222 1991 2.9892844275224001e-01 -1223 1991 9.1663600234756004e-01 -1224 1991 9.0237482558448001e-01 -1792 1991 4.4777103396285001e-01 -1793 1991 4.1333593789971002e-01 -1794 1991 2.1158271310752000e-01 -1798 1991 7.1761084991598001e-01 -1799 1991 7.6678476532605996e-02 -1800 1991 2.5108233394240997e-01 -1933 1991 3.9859159146408002e-01 -1934 1991 4.0459608060350000e-01 -1935 1991 3.5039610034643998e-01 -1942 1991 3.9859159146408002e-01 -1943 1991 4.0459608060350000e-01 -1944 1991 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3.8653972361104999e-01 -1951 2000 2.6527295889302999e-01 -1952 2000 6.4062983992553002e-02 -1953 2000 3.8653972361104999e-01 -1984 2000 6.1049185024465003e-01 -1985 2000 1.2908963851443001e-01 -1986 2000 5.2127148590262995e-01 -1987 2000 1.4582169573331000e-01 -1988 2000 4.6328801745546000e-01 -1989 2000 3.2095459170044000e-01 -2008 2000 2.8377996207037998e-01 -2009 2000 3.7695480307104001e-01 -2010 2000 6.8922586692415000e-01 -2011 2000 3.9662704520420999e-01 -2012 2000 1.2072323498704000e-01 -2013 2000 3.6118499619795003e-01 -2044 2000 5.1315911558143001e-01 -2045 2000 5.8374908410590998e-01 -2046 2000 3.6912470415588999e-01 -2047 2000 5.1315911558143001e-01 -2048 2000 5.8374908410590998e-01 -2049 2000 3.6912470415588999e-01 -2185 2000 2.4815191713300000e-01 -2186 2000 3.5308963925151998e-01 -2187 2000 1.0719312872917000e-01 -2191 2000 6.9979079199072994e-02 -2192 2000 3.6435950515058002e-01 -2193 2000 8.1523189664693996e-01 -1231 2001 8.3470746338250001e-01 -1232 2001 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1.3925725677895001e-01 -2048 2001 3.4867289455417000e-01 -2049 2001 3.9742587224662002e-01 -2185 2001 4.0657491863113998e-01 -2186 2001 3.9455203028088998e-01 -2187 2001 8.0629865387380005e-04 -2191 2001 1.5581467205982000e-01 -2192 2001 7.1443025905558000e-01 -2193 2001 3.7991587718922998e-01 -1234 2002 7.0768494145352001e-01 -1235 2002 4.3208813454860001e-01 -1236 2002 1.2452539787110799e+00 -1804 2002 4.7597671770368000e-01 -1805 2002 1.4155207935776001e-01 -1806 2002 1.8648909455127999e-01 -1810 2002 3.3567965887720003e-01 -1811 2002 7.7769561607407001e-01 -1812 2002 3.3759235806404997e-02 -1945 2002 3.5259868195268002e-01 -1946 2002 3.1141586767540003e-01 -1947 2002 1.4352038315043000e-01 -1954 2002 3.5259868195268002e-01 -1955 2002 3.1141586767540003e-01 -1956 2002 1.4352038315043000e-01 -1981 2002 1.5983499018420999e-01 -1982 2002 6.5226838654301000e-01 -1983 2002 3.4822483628155998e-01 -1990 2002 6.2912956624048999e-01 -1991 2002 1.7599434525020999e-01 -1992 2002 3.0986618855289999e-02 -2005 2002 5.8322843461036999e-02 -2006 2002 4.7357454734561000e-01 -2007 2002 3.1537663843423998e-02 -2014 2002 8.0352397009951004e-01 -2015 2002 1.0810792945738000e-01 -2016 2002 3.3762830873651001e-01 -2041 2002 3.0269629368373002e-01 -2042 2002 5.7216483651369998e-01 -2043 2002 3.0894627065496000e-01 -2050 2002 3.0269629368373002e-01 -2051 2002 5.7216483651369998e-01 -2052 2002 3.0894627065496000e-01 -2188 2002 5.3208399214289004e-01 -2189 2002 2.5382182693361000e-01 -2190 2002 3.5283283317406000e-01 -2194 2002 6.7884372525193004e-01 -2195 2002 1.0982913173993999e-01 -2196 2002 2.3468884894485001e-01 -1234 2003 6.5283562859956001e-01 -1235 2003 1.4198029423421401e+00 -1236 2003 2.3269615001575999e-01 -1804 2003 1.3555061192331000e-01 -1805 2003 2.5335326977751998e-01 -1806 2003 6.9833018532542002e-01 -1810 2003 2.2156591540098000e-01 -1811 2003 2.5071749925615000e-01 -1812 2003 5.6375738155956001e-01 -1945 2003 2.6527295889302999e-01 -1946 2003 6.4062983992553002e-02 -1947 2003 3.8653972361104999e-01 -1954 2003 2.6527295889302999e-01 -1955 2003 6.4062983992553002e-02 -1956 2003 3.8653972361104999e-01 -1981 2003 6.1049185024465003e-01 -1982 2003 1.2908963851443001e-01 -1983 2003 5.2127148590262995e-01 -1990 2003 1.4582169573331000e-01 -1991 2003 4.6328801745546000e-01 -1992 2003 3.2095459170044000e-01 -2005 2003 2.8377996207037998e-01 -2006 2003 3.7695480307104001e-01 -2007 2003 6.8922586692415000e-01 -2014 2003 3.9662704520420999e-01 -2015 2003 1.2072323498704000e-01 -2016 2003 3.6118499619795003e-01 -2041 2003 5.1315911558143001e-01 -2042 2003 5.8374908410590998e-01 -2043 2003 3.6912470415588999e-01 -2050 2003 5.1315911558143001e-01 -2051 2003 5.8374908410590998e-01 -2052 2003 3.6912470415588999e-01 -2188 2003 2.4815191713300000e-01 -2189 2003 3.5308963925151998e-01 -2190 2003 1.0719312872917000e-01 -2194 2003 6.9979079199072994e-02 -2195 2003 3.6435950515058002e-01 -2196 2003 8.1523189664693996e-01 -1234 2004 8.3470746338250001e-01 -1235 2004 1.1288081327880199e+00 -1236 2004 6.3032373294989996e-01 -1804 2004 6.6109241996050006e-01 -1805 2004 4.6600708457470003e-01 -1806 2004 3.9763847416623997e-02 -1810 2004 3.9529320741775997e-01 -1811 2004 1.7590563082131999e-01 -1812 2004 3.9624933444778998e-01 -1945 2004 5.3037343042199003e-01 -1946 2004 4.3390876072585000e-01 -1947 2004 2.9317767394387001e-01 -1954 2004 5.3037343042199003e-01 -1955 2004 4.3390876072585000e-01 -1956 2004 2.9317767394387001e-01 -1981 2004 4.7720745633477002e-02 -1982 2004 2.4478587196019000e-01 -1983 2004 1.4293551274172001e-01 -1990 2004 4.2709159330217000e-01 -1991 2004 5.0234639180114005e-01 -1992 2004 6.9470347638192997e-01 -2005 2004 1.1448086105002001e-01 -2006 2004 6.8319567994988994e-01 -2007 2004 5.2844447976650999e-01 -2014 2004 3.1622417364791000e-01 -2015 2004 3.7498595116161998e-01 -2016 2004 1.6493501370764000e-02 -2041 2004 1.3925725677895001e-01 -2042 2004 3.4867289455417000e-01 -2043 2004 3.9742587224662002e-01 -2050 2004 1.3925725677895001e-01 -2051 2004 3.4867289455417000e-01 -2052 2004 3.9742587224662002e-01 -2188 2004 4.0657491863113998e-01 -2189 2004 3.9455203028088998e-01 -2190 2004 8.0629865387380005e-04 -2194 2004 1.5581467205982000e-01 -2195 2004 7.1443025905558000e-01 -2196 2004 3.7991587718922998e-01 -1813 2005 5.4471840684910999e-01 -1814 2005 1.9848118846216001e-01 -1815 2005 3.0529231154240000e-01 -1819 2005 5.2107777584713000e-01 -1820 2005 2.3894780719457001e-01 -1821 2005 4.9200160216673999e-01 -1957 2005 4.6485386231379999e-01 -1958 2005 6.3412752934573002e-01 -1959 2005 2.3708613202828999e-01 -1966 2005 4.6485386231379999e-01 -1967 2005 6.3412752934573002e-01 -1968 2005 2.3708613202828999e-01 -1969 2005 3.2933915798284003e-01 -1970 2005 5.3298661353889998e-01 -1971 2005 4.3984556030028998e-01 -1978 2005 5.6344941084959999e-01 -1979 2005 1.0258010171349000e-01 -1980 2005 2.9325578602527003e-01 -1993 2005 8.0352397009951004e-01 -1994 2005 3.9662704520420999e-01 -1995 2005 3.1622417364791000e-01 -2002 2005 5.8322843461036999e-02 -2003 2005 2.8377996207037998e-01 -2004 2005 1.1448086105002001e-01 -2053 2005 1.8670575332242001e-01 -2054 2005 9.1172834870505004e-01 -2055 2005 2.7711830934407999e-01 -2062 2005 1.8670575332242001e-01 -2063 2005 9.1172834870505004e-01 -2064 2005 2.7711830934407999e-01 -2197 2005 6.0392755648839003e-01 -2198 2005 1.9944387951948001e-02 -2199 2005 3.6333489738031000e-01 -2203 2005 2.7410546117110002e-01 -2204 2005 5.4285996712713003e-01 -2205 2005 3.6473378304693999e-01 -2773 2005 7.3610658940513995e-02 -2774 2005 8.4672624567522004e-02 -2775 2005 3.7867737026206000e-01 -1813 2006 5.7276157972602004e-01 -1814 2006 4.4745962850013998e-01 -1815 2006 1.6771800701604000e-01 -1819 2006 2.1933543199409999e-01 -1820 2006 3.7709497431348998e-01 -1821 2006 5.0327534451263001e-01 -1957 2006 7.4176513732543004e-01 -1958 2006 2.4067296055685999e-01 -1959 2006 3.9463225247950001e-01 -1966 2006 7.4176513732543004e-01 -1967 2006 2.4067296055685999e-01 -1968 2006 3.9463225247950001e-01 -1969 2006 4.8432731897803999e-01 -1970 2006 3.3324479768387000e-01 -1971 2006 5.4041419983904004e-01 -1978 2006 1.1585726685554000e-01 -1979 2006 4.2092294086931997e-01 -1980 2006 4.1440127544108002e-01 -1993 2006 1.0810792945738000e-01 -1994 2006 1.2072323498704000e-01 -1995 2006 3.7498595116161998e-01 -2002 2006 4.7357454734561000e-01 -2003 2006 3.7695480307104001e-01 -2004 2006 6.8319567994988994e-01 -2053 2006 1.8611234437983001e-01 -2054 2006 8.5048922381365993e-02 -2055 2006 5.0221495072852995e-01 -2062 2006 1.8611234437983001e-01 -2063 2006 8.5048922381365993e-02 -2064 2006 5.0221495072852995e-01 -2197 2006 6.4915515889632000e-02 -2198 2006 4.0024077975271999e-01 -2199 2006 1.3179784474567000e-01 -2203 2006 2.5681072634620000e-01 -2204 2006 2.5266119953288002e-01 -2205 2006 8.2971874223996001e-01 -2773 2006 9.4418762101625992e-03 -2774 2006 1.5467415553719801e+00 -2775 2006 1.0376150364730401e+00 -1813 2007 1.6859190649253999e-01 -1814 2007 2.3783283425985000e-01 -1815 2007 1.4028993066928000e-02 -1819 2007 1.6484149624686001e-01 -1820 2007 7.1029850585617005e-01 -1821 2007 6.1896592237396997e-01 -1957 2007 4.4846120875591999e-01 -1958 2007 3.6737768454899999e-01 -1959 2007 5.3843077102998005e-01 -1966 2007 4.4846120875591999e-01 -1967 2007 3.6737768454899999e-01 -1968 2007 5.3843077102998005e-01 -1969 2007 3.5368101613920000e-01 -1970 2007 1.2353881016053000e-01 -1971 2007 3.9744284977930000e-01 -1978 2007 4.4830164071016998e-01 -1979 2007 6.3396572271020002e-01 -1980 2007 3.1432496517342001e-01 -1993 2007 3.3762830873651001e-01 -1994 2007 3.6118499619795003e-01 -1995 2007 1.6493501370764000e-02 -2002 2007 3.1537663843423998e-02 -2003 2007 6.8922586692415000e-01 -2004 2007 5.2844447976650999e-01 -2053 2007 5.2279083838034002e-01 -2054 2007 5.8323504354080999e-02 -2055 2007 3.5599686226362998e-01 -2062 2007 5.2279083838034002e-01 -2063 2007 5.8323504354080999e-02 -2064 2007 3.5599686226362998e-01 -2197 2007 6.8536797956397999e-01 -2198 2007 3.7710826425480998e-01 -2199 2007 1.7026528804588001e-01 -2203 2007 1.4227670887690000e-01 -2204 2007 5.8194868415026002e-01 -2205 2007 1.2762775274297001e-02 -2773 2007 6.1566210067822003e-01 -2774 2007 2.4115382378017999e-01 -2775 2007 4.5915760195166000e-01 -1816 2008 5.4471840684910999e-01 -1817 2008 1.9848118846216001e-01 -1818 2008 3.0529231154240000e-01 -1822 2008 5.2107777584713000e-01 -1823 2008 2.3894780719457001e-01 -1824 2008 4.9200160216673999e-01 -1960 2008 4.6485386231379999e-01 -1961 2008 6.3412752934573002e-01 -1962 2008 2.3708613202828999e-01 -1963 2008 4.6485386231379999e-01 -1964 2008 6.3412752934573002e-01 -1965 2008 2.3708613202828999e-01 -1972 2008 3.2933915798284003e-01 -1973 2008 5.3298661353889998e-01 -1974 2008 4.3984556030028998e-01 -1975 2008 5.6344941084959999e-01 -1976 2008 1.0258010171349000e-01 -1977 2008 2.9325578602527003e-01 -1996 2008 8.0352397009951004e-01 -1997 2008 3.9662704520420999e-01 -1998 2008 3.1622417364791000e-01 -1999 2008 5.8322843461036999e-02 -2000 2008 2.8377996207037998e-01 -2001 2008 1.1448086105002001e-01 -2056 2008 1.8670575332242001e-01 -2057 2008 9.1172834870505004e-01 -2058 2008 2.7711830934407999e-01 -2059 2008 1.8670575332242001e-01 -2060 2008 9.1172834870505004e-01 -2061 2008 2.7711830934407999e-01 -2200 2008 6.0392755648839003e-01 -2201 2008 1.9944387951948001e-02 -2202 2008 3.6333489738031000e-01 -2206 2008 2.7410546117110002e-01 -2207 2008 5.4285996712713003e-01 -2208 2008 3.6473378304693999e-01 -2776 2008 7.3610658940513995e-02 -2777 2008 8.4672624567522004e-02 -2778 2008 3.7867737026206000e-01 -1816 2009 5.7276157972602004e-01 -1817 2009 4.4745962850013998e-01 -1818 2009 1.6771800701604000e-01 -1822 2009 2.1933543199409999e-01 -1823 2009 3.7709497431348998e-01 -1824 2009 5.0327534451263001e-01 -1960 2009 7.4176513732543004e-01 -1961 2009 2.4067296055685999e-01 -1962 2009 3.9463225247950001e-01 -1963 2009 7.4176513732543004e-01 -1964 2009 2.4067296055685999e-01 -1965 2009 3.9463225247950001e-01 -1972 2009 4.8432731897803999e-01 -1973 2009 3.3324479768387000e-01 -1974 2009 5.4041419983904004e-01 -1975 2009 1.1585726685554000e-01 -1976 2009 4.2092294086931997e-01 -1977 2009 4.1440127544108002e-01 -1996 2009 1.0810792945738000e-01 -1997 2009 1.2072323498704000e-01 -1998 2009 3.7498595116161998e-01 -1999 2009 4.7357454734561000e-01 -2000 2009 3.7695480307104001e-01 -2001 2009 6.8319567994988994e-01 -2056 2009 1.8611234437983001e-01 -2057 2009 8.5048922381365993e-02 -2058 2009 5.0221495072852995e-01 -2059 2009 1.8611234437983001e-01 -2060 2009 8.5048922381365993e-02 -2061 2009 5.0221495072852995e-01 -2200 2009 6.4915515889632000e-02 -2201 2009 4.0024077975271999e-01 -2202 2009 1.3179784474567000e-01 -2206 2009 2.5681072634620000e-01 -2207 2009 2.5266119953288002e-01 -2208 2009 8.2971874223996001e-01 -2776 2009 9.4418762101625992e-03 -2777 2009 1.5467415553719801e+00 -2778 2009 1.0376150364730401e+00 -1816 2010 1.6859190649253999e-01 -1817 2010 2.3783283425985000e-01 -1818 2010 1.4028993066928000e-02 -1822 2010 1.6484149624686001e-01 -1823 2010 7.1029850585617005e-01 -1824 2010 6.1896592237396997e-01 -1960 2010 4.4846120875591999e-01 -1961 2010 3.6737768454899999e-01 -1962 2010 5.3843077102998005e-01 -1963 2010 4.4846120875591999e-01 -1964 2010 3.6737768454899999e-01 -1965 2010 5.3843077102998005e-01 -1972 2010 3.5368101613920000e-01 -1973 2010 1.2353881016053000e-01 -1974 2010 3.9744284977930000e-01 -1975 2010 4.4830164071016998e-01 -1976 2010 6.3396572271020002e-01 -1977 2010 3.1432496517342001e-01 -1996 2010 3.3762830873651001e-01 -1997 2010 3.6118499619795003e-01 -1998 2010 1.6493501370764000e-02 -1999 2010 3.1537663843423998e-02 -2000 2010 6.8922586692415000e-01 -2001 2010 5.2844447976650999e-01 -2056 2010 5.2279083838034002e-01 -2057 2010 5.8323504354080999e-02 -2058 2010 3.5599686226362998e-01 -2059 2010 5.2279083838034002e-01 -2060 2010 5.8323504354080999e-02 -2061 2010 3.5599686226362998e-01 -2200 2010 6.8536797956397999e-01 -2201 2010 3.7710826425480998e-01 -2202 2010 1.7026528804588001e-01 -2206 2010 1.4227670887690000e-01 -2207 2010 5.8194868415026002e-01 -2208 2010 1.2762775274297001e-02 -2776 2010 6.1566210067822003e-01 -2777 2010 2.4115382378017999e-01 -2778 2010 4.5915760195166000e-01 -1243 2011 2.1955441303920001e-01 -1244 2011 3.8067005114836000e-01 -1245 2011 4.1297785427800000e-02 -1813 2011 5.2107777584713000e-01 -1814 2011 2.3894780719457001e-01 -1815 2011 4.9200160216673999e-01 -1819 2011 5.4471840684910999e-01 -1820 2011 1.9848118846216001e-01 -1821 2011 3.0529231154240000e-01 -1960 2011 4.6485386231379999e-01 -1961 2011 6.3412752934573002e-01 -1962 2011 2.3708613202828999e-01 -1963 2011 4.6485386231379999e-01 -1964 2011 6.3412752934573002e-01 -1965 2011 2.3708613202828999e-01 -1972 2011 5.6344941084959999e-01 -1973 2011 1.0258010171349000e-01 -1974 2011 2.9325578602527003e-01 -1975 2011 3.2933915798284003e-01 -1976 2011 5.3298661353889998e-01 -1977 2011 4.3984556030028998e-01 -1996 2011 5.8322843461036999e-02 -1997 2011 2.8377996207037998e-01 -1998 2011 1.1448086105002001e-01 -1999 2011 8.0352397009951004e-01 -2000 2011 3.9662704520420999e-01 -2001 2011 3.1622417364791000e-01 -2056 2011 1.8670575332242001e-01 -2057 2011 9.1172834870505004e-01 -2058 2011 2.7711830934407999e-01 -2059 2011 1.8670575332242001e-01 -2060 2011 9.1172834870505004e-01 -2061 2011 2.7711830934407999e-01 -2197 2011 2.7410546117110002e-01 -2198 2011 5.4285996712713003e-01 -2199 2011 3.6473378304693999e-01 -2203 2011 6.0392755648839003e-01 -2204 2011 1.9944387951948001e-02 -2205 2011 3.6333489738031000e-01 -1243 2012 1.0886099769248401e+00 -1244 2012 2.3855664702264001e-01 -1245 2012 1.3874619322261601e+00 -1813 2012 2.1933543199409999e-01 -1814 2012 3.7709497431348998e-01 -1815 2012 5.0327534451263001e-01 -1819 2012 5.7276157972602004e-01 -1820 2012 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7.3870831197585002e-02 -2000 1989 3.8073270803539999e-01 -2001 1989 3.7499682831656000e-01 -2032 1989 3.8255053584242998e-01 -2033 1989 3.6892241512286000e-01 -2034 1989 4.6303724529700002e-01 -2035 1989 3.8255053584242998e-01 -2036 1989 3.6892241512286000e-01 -2037 1989 4.6303724529700002e-01 -2173 1989 5.6507529785927002e-01 -2174 1989 1.7136757508785999e-01 -2175 1989 6.2784382434236993e-02 -2179 1989 1.1778420358647000e-01 -2180 1989 3.5268119772081002e-01 -2181 1989 7.1352928281873995e-01 -1222 1990 8.6460341354486003e-01 -1223 1990 5.2022678461112004e-01 -1224 1990 6.8935561390648004e-01 -1792 1990 5.0474053462326995e-01 -1793 1990 1.8041422533792002e-02 -1794 1990 2.3324770346502999e-01 -1798 1990 4.2301785812664999e-01 -1799 1990 4.0043198936232999e-01 -1800 1990 5.9263574159068000e-01 -1933 1990 8.9184557401248005e-02 -1934 1990 2.9067244869261000e-01 -1935 1990 4.9644220956117002e-01 -1942 1990 8.9184557401248005e-02 -1943 1990 2.9067244869261000e-01 -1944 1990 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5.9819805642275004e-01 -1985 1996 4.8616010712090998e-02 -1986 1996 7.3870831197585002e-02 -1987 1996 4.2421713485718998e-01 -1988 1996 9.3964643808105999e-02 -1989 1996 6.6749467211375002e-01 -2008 1996 2.0244150306993000e-01 -2009 1996 1.4057238992859999e-01 -2010 1996 6.7250535651771004e-01 -2011 1996 4.4966769543757001e-01 -2012 1996 3.3031445617333000e-01 -2013 1996 4.1914759954259001e-01 -2044 1996 1.0544357315045000e-01 -2045 1996 5.4384170079567995e-01 -2046 1996 1.9859106232601001e-01 -2047 1996 1.0544357315045000e-01 -2048 1996 5.4384170079567995e-01 -2049 1996 1.9859106232601001e-01 -2188 1996 3.7110906971398999e-01 -2189 1996 1.1027280930877000e-01 -2190 1996 4.7514281430242000e-01 -2194 1996 3.9057961088894999e-01 -2195 1996 6.8662935379272005e-01 -2196 1996 1.8573367706823999e-02 -2764 1996 4.9165689570623998e-02 -2765 1996 5.2872005635331998e-01 -2766 1996 1.3257956669960800e+00 -1804 1997 4.6778283904499002e-01 -1805 1997 5.0388651296553999e-01 -1806 1997 7.2049368014907000e-01 -1810 1997 5.3118684328156002e-02 -1811 1997 7.1839002958227996e-02 -1812 1997 1.3565302831224001e-02 -1948 1997 3.7568338641422999e-01 -1949 1997 2.7894746695883998e-01 -1950 1997 4.5642265086939998e-01 -1951 1997 3.7568338641422999e-01 -1952 1997 2.7894746695883998e-01 -1953 1997 4.5642265086939998e-01 -1984 1997 2.0819870068028001e-01 -1985 1997 7.3756873441827997e-01 -1986 1997 3.8073270803539999e-01 -1987 1997 3.9581108693096001e-01 -1988 1997 2.6762095121439000e-01 -1989 1997 1.9849654407400999e-01 -2008 1997 5.3281068085259997e-01 -2009 1997 6.3824014589646005e-01 -2010 1997 2.1424172152498999e-01 -2011 1997 2.0592254799902999e-02 -2012 1997 5.0652446991739997e-01 -2013 1997 7.6627016845373999e-02 -2044 1997 2.9443750311640998e-01 -2045 1997 6.2266810617148005e-01 -2046 1997 4.5631368760090002e-01 -2047 1997 2.9443750311640998e-01 -2048 1997 6.2266810617148005e-01 -2049 1997 4.5631368760090002e-01 -2188 1997 6.2740666819424995e-01 -2189 1997 2.4850531123889999e-01 -2190 1997 1.9040449848452001e-01 -2194 1997 3.3965605870784998e-01 -2195 1997 6.2534564046957997e-01 -2196 1997 4.3916986201769002e-02 -2764 1997 2.7482408908689998e-01 -2765 1997 6.5529065894694005e-01 -2766 1997 5.8018987997462003e-02 -1804 1998 5.6519424811121000e-01 -1805 1998 5.4101213815260996e-01 -1806 1998 5.7413668245217001e-02 -1810 1998 5.5517680399524005e-01 -1811 1998 2.6492411373271002e-01 -1812 1998 7.8478845816894002e-02 -1948 1998 1.5183029144408000e-01 -1949 1998 6.7785353802195997e-02 -1950 1998 5.4568802866888000e-01 -1951 1998 1.5183029144408000e-01 -1952 1998 6.7785353802195997e-02 -1953 1998 5.4568802866888000e-01 -1984 1998 1.6131210607813001e-01 -1985 1998 5.9154080393295005e-01 -1986 1998 3.7499682831656000e-01 -1987 1998 4.8596727947035001e-01 -1988 1998 1.5250572113378000e-01 -1989 1998 4.7330018885816000e-01 -2008 1998 1.6148391896990999e-01 -2009 1998 4.2751495291358999e-01 -2010 1998 4.3867437575788998e-01 -2011 1998 6.6815273915507001e-01 -2012 1998 1.5634962682695000e-01 -2013 1998 3.5755476832715000e-01 -2044 1998 8.8240519511539994e-02 -2045 1998 4.8346714562859001e-02 -2046 1998 2.1041652076066000e-01 -2047 1998 8.8240519511539994e-02 -2048 1998 4.8346714562859001e-02 -2049 1998 2.1041652076066000e-01 -2188 1998 9.7302485523522997e-02 -2189 1998 2.3829145624584999e-01 -2190 1998 3.1605660627436999e-01 -2194 1998 4.3732423524570002e-01 -2195 1998 8.2372083555829007e-02 -2196 1998 7.9738320959180997e-01 -2764 1998 1.1347997249791599e+00 -2765 1998 8.8168586685306005e-01 -2766 1998 9.3141913051592001e-02 -1231 1999 1.3255921465142599e+00 -1232 1999 8.7994475870163992e-03 -1233 1999 5.0834944879173997e-02 -1801 1999 1.4811726489678001e-01 -1802 1999 4.3209514333067001e-01 -1803 1999 3.9180791962007000e-01 -1807 1999 3.5882178712752999e-01 -1808 1999 4.3743846098615002e-01 -1809 1999 5.6368088046803000e-01 -1948 1999 4.4703381866976000e-01 -1949 1999 6.1533792152750999e-01 -1950 1999 1.3256118255921001e-01 -1951 1999 4.4703381866976000e-01 -1952 1999 6.1533792152750999e-01 -1953 1999 1.3256118255921001e-01 -1984 1999 4.2421713485718998e-01 -1985 1999 9.3964643808105999e-02 -1986 1999 6.6749467211375002e-01 -1987 1999 5.9819805642275004e-01 -1988 1999 4.8616010712090998e-02 -1989 1999 7.3870831197585002e-02 -2008 1999 4.4966769543757001e-01 -2009 1999 3.3031445617333000e-01 -2010 1999 4.1914759954259001e-01 -2011 1999 2.0244150306993000e-01 -2012 1999 1.4057238992859999e-01 -2013 1999 6.7250535651771004e-01 -2044 1999 1.0544357315045000e-01 -2045 1999 5.4384170079567995e-01 -2046 1999 1.9859106232601001e-01 -2047 1999 1.0544357315045000e-01 -2048 1999 5.4384170079567995e-01 -2049 1999 1.9859106232601001e-01 -2185 1999 3.9057961088894999e-01 -2186 1999 6.8662935379272005e-01 -2187 1999 1.8573367706823999e-02 -2191 1999 3.7110906971398999e-01 -2192 1999 1.1027280930877000e-01 -2193 1999 4.7514281430242000e-01 -1231 2000 3.2253172571119998e-01 -1232 2000 4.7993114604561998e-01 -1233 2000 1.8480757772983800e+00 -1801 2000 5.3118684328156002e-02 -1802 2000 7.1839002958227996e-02 -1803 2000 1.3565302831224001e-02 -1807 2000 4.6778283904499002e-01 -1808 2000 5.0388651296553999e-01 -1809 2000 7.2049368014907000e-01 -1948 2000 3.7568338641422999e-01 -1949 2000 2.7894746695883998e-01 -1950 2000 4.5642265086939998e-01 -1951 2000 3.7568338641422999e-01 -1952 2000 2.7894746695883998e-01 -1953 2000 4.5642265086939998e-01 -1984 2000 3.9581108693096001e-01 -1985 2000 2.6762095121439000e-01 -1986 2000 1.9849654407400999e-01 -1987 2000 2.0819870068028001e-01 -1988 2000 7.3756873441827997e-01 -1989 2000 3.8073270803539999e-01 -2008 2000 2.0592254799902999e-02 -2009 2000 5.0652446991739997e-01 -2010 2000 7.6627016845373999e-02 -2011 2000 5.3281068085259997e-01 -2012 2000 6.3824014589646005e-01 -2013 2000 2.1424172152498999e-01 -2044 2000 2.9443750311640998e-01 -2045 2000 6.2266810617148005e-01 -2046 2000 4.5631368760090002e-01 -2047 2000 2.9443750311640998e-01 -2048 2000 6.2266810617148005e-01 -2049 2000 4.5631368760090002e-01 -2185 2000 3.3965605870784998e-01 -2186 2000 6.2534564046957997e-01 -2187 2000 4.3916986201769002e-02 -2191 2000 6.2740666819424995e-01 -2192 2000 2.4850531123889999e-01 -2193 2000 1.9040449848452001e-01 -1231 2001 1.7474712302149001e-01 -1232 2001 1.0068226111504801e+00 -1233 2001 1.6712212927917200e-01 -1801 2001 5.5517680399524005e-01 -1802 2001 2.6492411373271002e-01 -1803 2001 7.8478845816894002e-02 -1807 2001 5.6519424811121000e-01 -1808 2001 5.4101213815260996e-01 -1809 2001 5.7413668245217001e-02 -1948 2001 1.5183029144408000e-01 -1949 2001 6.7785353802195997e-02 -1950 2001 5.4568802866888000e-01 -1951 2001 1.5183029144408000e-01 -1952 2001 6.7785353802195997e-02 -1953 2001 5.4568802866888000e-01 -1984 2001 4.8596727947035001e-01 -1985 2001 1.5250572113378000e-01 -1986 2001 4.7330018885816000e-01 -1987 2001 1.6131210607813001e-01 -1988 2001 5.9154080393295005e-01 -1989 2001 3.7499682831656000e-01 -2008 2001 6.6815273915507001e-01 -2009 2001 1.5634962682695000e-01 -2010 2001 3.5755476832715000e-01 -2011 2001 1.6148391896990999e-01 -2012 2001 4.2751495291358999e-01 -2013 2001 4.3867437575788998e-01 -2044 2001 8.8240519511539994e-02 -2045 2001 4.8346714562859001e-02 -2046 2001 2.1041652076066000e-01 -2047 2001 8.8240519511539994e-02 -2048 2001 4.8346714562859001e-02 -2049 2001 2.1041652076066000e-01 -2185 2001 4.3732423524570002e-01 -2186 2001 8.2372083555829007e-02 -2187 2001 7.9738320959180997e-01 -2191 2001 9.7302485523522997e-02 -2192 2001 2.3829145624584999e-01 -2193 2001 3.1605660627436999e-01 -1234 2002 1.3255921465142599e+00 -1235 2002 8.7994475870163992e-03 -1236 2002 5.0834944879173997e-02 -1804 2002 1.4811726489678001e-01 -1805 2002 4.3209514333067001e-01 -1806 2002 3.9180791962007000e-01 -1810 2002 3.5882178712752999e-01 -1811 2002 4.3743846098615002e-01 -1812 2002 5.6368088046803000e-01 -1945 2002 4.4703381866976000e-01 -1946 2002 6.1533792152750999e-01 -1947 2002 1.3256118255921001e-01 -1954 2002 4.4703381866976000e-01 -1955 2002 6.1533792152750999e-01 -1956 2002 1.3256118255921001e-01 -1981 2002 4.2421713485718998e-01 -1982 2002 9.3964643808105999e-02 -1983 2002 6.6749467211375002e-01 -1990 2002 5.9819805642275004e-01 -1991 2002 4.8616010712090998e-02 -1992 2002 7.3870831197585002e-02 -2005 2002 4.4966769543757001e-01 -2006 2002 3.3031445617333000e-01 -2007 2002 4.1914759954259001e-01 -2014 2002 2.0244150306993000e-01 -2015 2002 1.4057238992859999e-01 -2016 2002 6.7250535651771004e-01 -2041 2002 1.0544357315045000e-01 -2042 2002 5.4384170079567995e-01 -2043 2002 1.9859106232601001e-01 -2050 2002 1.0544357315045000e-01 -2051 2002 5.4384170079567995e-01 -2052 2002 1.9859106232601001e-01 -2188 2002 3.9057961088894999e-01 -2189 2002 6.8662935379272005e-01 -2190 2002 1.8573367706823999e-02 -2194 2002 3.7110906971398999e-01 -2195 2002 1.1027280930877000e-01 -2196 2002 4.7514281430242000e-01 -1234 2003 3.2253172571119998e-01 -1235 2003 4.7993114604561998e-01 -1236 2003 1.8480757772983800e+00 -1804 2003 5.3118684328156002e-02 -1805 2003 7.1839002958227996e-02 -1806 2003 1.3565302831224001e-02 -1810 2003 4.6778283904499002e-01 -1811 2003 5.0388651296553999e-01 -1812 2003 7.2049368014907000e-01 -1945 2003 3.7568338641422999e-01 -1946 2003 2.7894746695883998e-01 -1947 2003 4.5642265086939998e-01 -1954 2003 3.7568338641422999e-01 -1955 2003 2.7894746695883998e-01 -1956 2003 4.5642265086939998e-01 -1981 2003 3.9581108693096001e-01 -1982 2003 2.6762095121439000e-01 -1983 2003 1.9849654407400999e-01 -1990 2003 2.0819870068028001e-01 -1991 2003 7.3756873441827997e-01 -1992 2003 3.8073270803539999e-01 -2005 2003 2.0592254799902999e-02 -2006 2003 5.0652446991739997e-01 -2007 2003 7.6627016845373999e-02 -2014 2003 5.3281068085259997e-01 -2015 2003 6.3824014589646005e-01 -2016 2003 2.1424172152498999e-01 -2041 2003 2.9443750311640998e-01 -2042 2003 6.2266810617148005e-01 -2043 2003 4.5631368760090002e-01 -2050 2003 2.9443750311640998e-01 -2051 2003 6.2266810617148005e-01 -2052 2003 4.5631368760090002e-01 -2188 2003 3.3965605870784998e-01 -2189 2003 6.2534564046957997e-01 -2190 2003 4.3916986201769002e-02 -2194 2003 6.2740666819424995e-01 -2195 2003 2.4850531123889999e-01 -2196 2003 1.9040449848452001e-01 -1234 2004 1.7474712302149001e-01 -1235 2004 1.0068226111504801e+00 -1236 2004 1.6712212927917200e-01 -1804 2004 5.5517680399524005e-01 -1805 2004 2.6492411373271002e-01 -1806 2004 7.8478845816894002e-02 -1810 2004 5.6519424811121000e-01 -1811 2004 5.4101213815260996e-01 -1812 2004 5.7413668245217001e-02 -1945 2004 1.5183029144408000e-01 -1946 2004 6.7785353802195997e-02 -1947 2004 5.4568802866888000e-01 -1954 2004 1.5183029144408000e-01 -1955 2004 6.7785353802195997e-02 -1956 2004 5.4568802866888000e-01 -1981 2004 4.8596727947035001e-01 -1982 2004 1.5250572113378000e-01 -1983 2004 4.7330018885816000e-01 -1990 2004 1.6131210607813001e-01 -1991 2004 5.9154080393295005e-01 -1992 2004 3.7499682831656000e-01 -2005 2004 6.6815273915507001e-01 -2006 2004 1.5634962682695000e-01 -2007 2004 3.5755476832715000e-01 -2014 2004 1.6148391896990999e-01 -2015 2004 4.2751495291358999e-01 -2016 2004 4.3867437575788998e-01 -2041 2004 8.8240519511539994e-02 -2042 2004 4.8346714562859001e-02 -2043 2004 2.1041652076066000e-01 -2050 2004 8.8240519511539994e-02 -2051 2004 4.8346714562859001e-02 -2052 2004 2.1041652076066000e-01 -2188 2004 4.3732423524570002e-01 -2189 2004 8.2372083555829007e-02 -2190 2004 7.9738320959180997e-01 -2194 2004 9.7302485523522997e-02 -2195 2004 2.3829145624584999e-01 -2196 2004 3.1605660627436999e-01 -1813 2005 1.3360217699476001e-01 -1814 2005 7.1620125155344005e-01 -1815 2005 1.1727221285144999e-01 -1819 2005 5.5539407131552998e-01 -1820 2005 3.7984150773128000e-01 -1821 2005 5.2070223933306001e-02 -1957 2005 5.1395073009367997e-01 -1958 2005 3.9055297096267999e-01 -1959 2005 9.3642874746741003e-02 -1966 2005 5.1395073009367997e-01 -1967 2005 3.9055297096267999e-01 -1968 2005 9.3642874746741003e-02 -1969 2005 4.8159474674760999e-01 -1970 2005 2.5944884813417002e-01 -1971 2005 7.9039134151246004e-01 -1978 2005 3.4771947291150997e-02 -1979 2005 1.3727800421509001e-01 -1980 2005 2.3660089519989999e-01 -1993 2005 2.0244150306993000e-01 -1994 2005 5.3281068085259997e-01 -1995 2005 1.6148391896990999e-01 -2002 2005 4.4966769543757001e-01 -2003 2005 2.0592254799902999e-02 -2004 2005 6.6815273915507001e-01 -2053 2005 3.8516784320785001e-02 -2054 2005 4.2452658955282002e-01 -2055 2005 6.8879785487197004e-02 -2062 2005 3.8516784320785001e-02 -2063 2005 4.2452658955282002e-01 -2064 2005 6.8879785487197004e-02 -2197 2005 2.7373640411134997e-01 -2198 2005 1.6681011942985999e-01 -2199 2005 3.0425843751997000e-01 -2203 2005 2.4897693388721001e-01 -2204 2005 3.7506030699373000e-01 -2205 2005 7.7589291840290997e-01 -2773 2005 9.0671897202924001e-01 -2774 2005 9.4339101545899995e-01 -2775 2005 9.6520602730203997e-01 -1813 2006 5.1917527684560005e-01 -1814 2006 2.2764003194713001e-01 -1815 2006 5.4189489904490995e-01 -1819 2006 1.4674803182272000e-01 -1820 2006 1.1830770565086000e-01 -1821 2006 5.9114741655216996e-01 -1957 2006 2.7287526713423998e-01 -1958 2006 8.1195496121739996e-01 -1959 2006 1.8665224697696001e-01 -1966 2006 2.7287526713423998e-01 -1967 2006 8.1195496121739996e-01 -1968 2006 1.8665224697696001e-01 -1969 2006 2.5058011931238999e-01 -1970 2006 8.0749643316886999e-02 -1971 2006 3.4868374142331998e-01 -1978 2006 4.0110144967248001e-01 -1979 2006 7.0139929281535995e-01 -1980 2006 3.9530419487447999e-01 -1993 2006 1.4057238992859999e-01 -1994 2006 6.3824014589646005e-01 -1995 2006 4.2751495291358999e-01 -2002 2006 3.3031445617333000e-01 -2003 2006 5.0652446991739997e-01 -2004 2006 1.5634962682695000e-01 -2053 2006 1.4077667296704000e-01 -2054 2006 3.5160453921506002e-01 -2055 2006 6.5538124882198001e-01 -2062 2006 1.4077667296704000e-01 -2063 2006 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6.7250535651771004e-01 -1994 2007 2.1424172152498999e-01 -1995 2007 4.3867437575788998e-01 -2002 2007 4.1914759954259001e-01 -2003 2007 7.6627016845373999e-02 -2004 2007 3.5755476832715000e-01 -2053 2007 2.7298662202335999e-01 -2054 2007 2.6281680163724003e-01 -2055 2007 5.4519213342354000e-01 -2062 2007 2.7298662202335999e-01 -2063 2007 2.6281680163724003e-01 -2064 2007 5.4519213342354000e-01 -2197 2007 7.6537263818510004e-01 -2198 2007 2.1120767308457999e-01 -2199 2007 3.4174343273189001e-01 -2203 2007 3.2323523188248998e-01 -2204 2007 1.4674404934276999e-01 -2205 2007 3.5607953968848999e-01 -2773 2007 9.0087654311330001e-01 -2774 2007 3.4131940608518002e-01 -2775 2007 1.4807464134892201e+00 -1816 2008 1.3360217699476001e-01 -1817 2008 7.1620125155344005e-01 -1818 2008 1.1727221285144999e-01 -1822 2008 5.5539407131552998e-01 -1823 2008 3.7984150773128000e-01 -1824 2008 5.2070223933306001e-02 -1960 2008 5.1395073009367997e-01 -1961 2008 3.9055297096267999e-01 -1962 2008 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+0,0 @@ -RDB2048: Reaction-diffusion Brusselator Model (Chemical Engineering data) -for u and epsilon (0,1) cross (0,1) with homogeneous Dirichlet boundary conditions form a 2D reaction-diffusion model where u and v represent the concentrations of two reactions. The equations are discretized with central differences with grid size hu = hv = 1/(n+1) with n=(N/2)^(1/2). For x^T=[u_{1,1}, v_{1,1},u_{1,2},v_{1,2},...,u_{n,n},v_{n,n}, the discretized equations can be written as x dot = f(x). One wants to compute the rightmost eigenvalues of the Jacobi matrix A=df/dx, with the parameters B = 5.45, C = 2, Du = 0.004, Dv = 0.008. The parameter L varies. -https://math.nist.gov/MatrixMarket/data/NEP/brussel/brussel.html - diff --git a/benchmark/datasets/RDB/rdb2048.mtx b/benchmark/datasets/RDB/rdb2048.mtx deleted file mode 100644 index 1dcde27e..00000000 --- a/benchmark/datasets/RDB/rdb2048.mtx +++ /dev/null @@ -1,12034 +0,0 @@ -%%MatrixMarket matrix coordinate real general -2048 2048 12032 -1 1 -65.246 -2 1 -5.45 -3 1 17.424 -65 1 17.424 -1 2 4 -2 2 -143.39 -4 2 34.848 -66 2 34.848 -1 3 17.424 -3 3 -65.246 -4 3 -5.45 -5 3 17.424 -67 3 17.424 -2 4 34.848 -3 4 4 -4 4 -143.39 -6 4 34.848 -68 4 34.848 -3 5 17.424 -5 5 -65.246 -6 5 -5.45 -7 5 17.424 -69 5 17.424 -4 6 34.848 -5 6 4 -6 6 -143.39 -8 6 34.848 -70 6 34.848 -5 7 17.424 -7 7 -65.246 -8 7 -5.45 -9 7 17.424 -71 7 17.424 -6 8 34.848 -7 8 4 -8 8 -143.39 -10 8 34.848 -72 8 34.848 -7 9 17.424 -9 9 -65.246 -10 9 -5.45 -11 9 17.424 -73 9 17.424 -8 10 34.848 -9 10 4 -10 10 -143.39 -12 10 34.848 -74 10 34.848 -9 11 17.424 -11 11 -65.246 -12 11 -5.45 -13 11 17.424 -75 11 17.424 -10 12 34.848 -11 12 4 -12 12 -143.39 -14 12 34.848 -76 12 34.848 -11 13 17.424 -13 13 -65.246 -14 13 -5.45 -15 13 17.424 -77 13 17.424 -12 14 34.848 -13 14 4 -14 14 -143.39 -16 14 34.848 -78 14 34.848 -13 15 17.424 -15 15 -65.246 -16 15 -5.45 -17 15 17.424 -79 15 17.424 -14 16 34.848 -15 16 4 -16 16 -143.39 -18 16 34.848 -80 16 34.848 -15 17 17.424 -17 17 -65.246 -18 17 -5.45 -19 17 17.424 -81 17 17.424 -16 18 34.848 -17 18 4 -18 18 -143.39 -20 18 34.848 -82 18 34.848 -17 19 17.424 -19 19 -65.246 -20 19 -5.45 -21 19 17.424 -83 19 17.424 -18 20 34.848 -19 20 4 -20 20 -143.39 -22 20 34.848 -84 20 34.848 -19 21 17.424 -21 21 -65.246 -22 21 -5.45 -23 21 17.424 -85 21 17.424 -20 22 34.848 -21 22 4 -22 22 -143.39 -24 22 34.848 -86 22 34.848 -21 23 17.424 -23 23 -65.246 -24 23 -5.45 -25 23 17.424 -87 23 17.424 -22 24 34.848 -23 24 4 -24 24 -143.39 -26 24 34.848 -88 24 34.848 -23 25 17.424 -25 25 -65.246 -26 25 -5.45 -27 25 17.424 -89 25 17.424 -24 26 34.848 -25 26 4 -26 26 -143.39 -28 26 34.848 -90 26 34.848 -25 27 17.424 -27 27 -65.246 -28 27 -5.45 -29 27 17.424 -91 27 17.424 -26 28 34.848 -27 28 4 -28 28 -143.39 -30 28 34.848 -92 28 34.848 -27 29 17.424 -29 29 -65.246 -30 29 -5.45 -31 29 17.424 -93 29 17.424 -28 30 34.848 -29 30 4 -30 30 -143.39 -32 30 34.848 -94 30 34.848 -29 31 17.424 -31 31 -65.246 -32 31 -5.45 -33 31 17.424 -95 31 17.424 -30 32 34.848 -31 32 4 -32 32 -143.39 -34 32 34.848 -96 32 34.848 -31 33 17.424 -33 33 -65.246 -34 33 -5.45 -35 33 17.424 -97 33 17.424 -32 34 34.848 -33 34 4 -34 34 -143.39 -36 34 34.848 -98 34 34.848 -33 35 17.424 -35 35 -65.246 -36 35 -5.45 -37 35 17.424 -99 35 17.424 -34 36 34.848 -35 36 4 -36 36 -143.39 -38 36 34.848 -100 36 34.848 -35 37 17.424 -37 37 -65.246 -38 37 -5.45 -39 37 17.424 -101 37 17.424 -36 38 34.848 -37 38 4 -38 38 -143.39 -40 38 34.848 -102 38 34.848 -37 39 17.424 -39 39 -65.246 -40 39 -5.45 -41 39 17.424 -103 39 17.424 -38 40 34.848 -39 40 4 -40 40 -143.39 -42 40 34.848 -104 40 34.848 -39 41 17.424 -41 41 -65.246 -42 41 -5.45 -43 41 17.424 -105 41 17.424 -40 42 34.848 -41 42 4 -42 42 -143.39 -44 42 34.848 -106 42 34.848 -41 43 17.424 -43 43 -65.246 -44 43 -5.45 -45 43 17.424 -107 43 17.424 -42 44 34.848 -43 44 4 -44 44 -143.39 -46 44 34.848 -108 44 34.848 -43 45 17.424 -45 45 -65.246 -46 45 -5.45 -47 45 17.424 -109 45 17.424 -44 46 34.848 -45 46 4 -46 46 -143.39 -48 46 34.848 -110 46 34.848 -45 47 17.424 -47 47 -65.246 -48 47 -5.45 -49 47 17.424 -111 47 17.424 -46 48 34.848 -47 48 4 -48 48 -143.39 -50 48 34.848 -112 48 34.848 -47 49 17.424 -49 49 -65.246 -50 49 -5.45 -51 49 17.424 -113 49 17.424 -48 50 34.848 -49 50 4 -50 50 -143.39 -52 50 34.848 -114 50 34.848 -49 51 17.424 -51 51 -65.246 -52 51 -5.45 -53 51 17.424 -115 51 17.424 -50 52 34.848 -51 52 4 -52 52 -143.39 -54 52 34.848 -116 52 34.848 -51 53 17.424 -53 53 -65.246 -54 53 -5.45 -55 53 17.424 -117 53 17.424 -52 54 34.848 -53 54 4 -54 54 -143.39 -56 54 34.848 -118 54 34.848 -53 55 17.424 -55 55 -65.246 -56 55 -5.45 -57 55 17.424 -119 55 17.424 -54 56 34.848 -55 56 4 -56 56 -143.39 -58 56 34.848 -120 56 34.848 -55 57 17.424 -57 57 -65.246 -58 57 -5.45 -59 57 17.424 -121 57 17.424 -56 58 34.848 -57 58 4 -58 58 -143.39 -60 58 34.848 -122 58 34.848 -57 59 17.424 -59 59 -65.246 -60 59 -5.45 -61 59 17.424 -123 59 17.424 -58 60 34.848 -59 60 4 -60 60 -143.39 -62 60 34.848 -124 60 34.848 -59 61 17.424 -61 61 -65.246 -62 61 -5.45 -63 61 17.424 -125 61 17.424 -60 62 34.848 -61 62 4 -62 62 -143.39 -64 62 34.848 -126 62 34.848 -61 63 17.424 -63 63 -65.246 -64 63 -5.45 -127 63 17.424 -62 64 34.848 -63 64 4 -64 64 -143.39 -128 64 34.848 -1 65 17.424 -65 65 -65.246 -66 65 -5.45 -67 65 17.424 -129 65 17.424 -2 66 34.848 -65 66 4 -66 66 -143.39 -68 66 34.848 -130 66 34.848 -3 67 17.424 -65 67 17.424 -67 67 -65.246 -68 67 -5.45 -69 67 17.424 -131 67 17.424 -4 68 34.848 -66 68 34.848 -67 68 4 -68 68 -143.39 -70 68 34.848 -132 68 34.848 -5 69 17.424 -67 69 17.424 -69 69 -65.246 -70 69 -5.45 -71 69 17.424 -133 69 17.424 -6 70 34.848 -68 70 34.848 -69 70 4 -70 70 -143.39 -72 70 34.848 -134 70 34.848 -7 71 17.424 -69 71 17.424 -71 71 -65.246 -72 71 -5.45 -73 71 17.424 -135 71 17.424 -8 72 34.848 -70 72 34.848 -71 72 4 -72 72 -143.39 -74 72 34.848 -136 72 34.848 -9 73 17.424 -71 73 17.424 -73 73 -65.246 -74 73 -5.45 -75 73 17.424 -137 73 17.424 -10 74 34.848 -72 74 34.848 -73 74 4 -74 74 -143.39 -76 74 34.848 -138 74 34.848 -11 75 17.424 -73 75 17.424 -75 75 -65.246 -76 75 -5.45 -77 75 17.424 -139 75 17.424 -12 76 34.848 -74 76 34.848 -75 76 4 -76 76 -143.39 -78 76 34.848 -140 76 34.848 -13 77 17.424 -75 77 17.424 -77 77 -65.246 -78 77 -5.45 -79 77 17.424 -141 77 17.424 -14 78 34.848 -76 78 34.848 -77 78 4 -78 78 -143.39 -80 78 34.848 -142 78 34.848 -15 79 17.424 -77 79 17.424 -79 79 -65.246 -80 79 -5.45 -81 79 17.424 -143 79 17.424 -16 80 34.848 -78 80 34.848 -79 80 4 -80 80 -143.39 -82 80 34.848 -144 80 34.848 -17 81 17.424 -79 81 17.424 -81 81 -65.246 -82 81 -5.45 -83 81 17.424 -145 81 17.424 -18 82 34.848 -80 82 34.848 -81 82 4 -82 82 -143.39 -84 82 34.848 -146 82 34.848 -19 83 17.424 -81 83 17.424 -83 83 -65.246 -84 83 -5.45 -85 83 17.424 -147 83 17.424 -20 84 34.848 -82 84 34.848 -83 84 4 -84 84 -143.39 -86 84 34.848 -148 84 34.848 -21 85 17.424 -83 85 17.424 -85 85 -65.246 -86 85 -5.45 -87 85 17.424 -149 85 17.424 -22 86 34.848 -84 86 34.848 -85 86 4 -86 86 -143.39 -88 86 34.848 -150 86 34.848 -23 87 17.424 -85 87 17.424 -87 87 -65.246 -88 87 -5.45 -89 87 17.424 -151 87 17.424 -24 88 34.848 -86 88 34.848 -87 88 4 -88 88 -143.39 -90 88 34.848 -152 88 34.848 -25 89 17.424 -87 89 17.424 -89 89 -65.246 -90 89 -5.45 -91 89 17.424 -153 89 17.424 -26 90 34.848 -88 90 34.848 -89 90 4 -90 90 -143.39 -92 90 34.848 -154 90 34.848 -27 91 17.424 -89 91 17.424 -91 91 -65.246 -92 91 -5.45 -93 91 17.424 -155 91 17.424 -28 92 34.848 -90 92 34.848 -91 92 4 -92 92 -143.39 -94 92 34.848 -156 92 34.848 -29 93 17.424 -91 93 17.424 -93 93 -65.246 -94 93 -5.45 -95 93 17.424 -157 93 17.424 -30 94 34.848 -92 94 34.848 -93 94 4 -94 94 -143.39 -96 94 34.848 -158 94 34.848 -31 95 17.424 -93 95 17.424 -95 95 -65.246 -96 95 -5.45 -97 95 17.424 -159 95 17.424 -32 96 34.848 -94 96 34.848 -95 96 4 -96 96 -143.39 -98 96 34.848 -160 96 34.848 -33 97 17.424 -95 97 17.424 -97 97 -65.246 -98 97 -5.45 -99 97 17.424 -161 97 17.424 -34 98 34.848 -96 98 34.848 -97 98 4 -98 98 -143.39 -100 98 34.848 -162 98 34.848 -35 99 17.424 -97 99 17.424 -99 99 -65.246 -100 99 -5.45 -101 99 17.424 -163 99 17.424 -36 100 34.848 -98 100 34.848 -99 100 4 -100 100 -143.39 -102 100 34.848 -164 100 34.848 -37 101 17.424 -99 101 17.424 -101 101 -65.246 -102 101 -5.45 -103 101 17.424 -165 101 17.424 -38 102 34.848 -100 102 34.848 -101 102 4 -102 102 -143.39 -104 102 34.848 -166 102 34.848 -39 103 17.424 -101 103 17.424 -103 103 -65.246 -104 103 -5.45 -105 103 17.424 -167 103 17.424 -40 104 34.848 -102 104 34.848 -103 104 4 -104 104 -143.39 -106 104 34.848 -168 104 34.848 -41 105 17.424 -103 105 17.424 -105 105 -65.246 -106 105 -5.45 -107 105 17.424 -169 105 17.424 -42 106 34.848 -104 106 34.848 -105 106 4 -106 106 -143.39 -108 106 34.848 -170 106 34.848 -43 107 17.424 -105 107 17.424 -107 107 -65.246 -108 107 -5.45 -109 107 17.424 -171 107 17.424 -44 108 34.848 -106 108 34.848 -107 108 4 -108 108 -143.39 -110 108 34.848 -172 108 34.848 -45 109 17.424 -107 109 17.424 -109 109 -65.246 -110 109 -5.45 -111 109 17.424 -173 109 17.424 -46 110 34.848 -108 110 34.848 -109 110 4 -110 110 -143.39 -112 110 34.848 -174 110 34.848 -47 111 17.424 -109 111 17.424 -111 111 -65.246 -112 111 -5.45 -113 111 17.424 -175 111 17.424 -48 112 34.848 -110 112 34.848 -111 112 4 -112 112 -143.39 -114 112 34.848 -176 112 34.848 -49 113 17.424 -111 113 17.424 -113 113 -65.246 -114 113 -5.45 -115 113 17.424 -177 113 17.424 -50 114 34.848 -112 114 34.848 -113 114 4 -114 114 -143.39 -116 114 34.848 -178 114 34.848 -51 115 17.424 -113 115 17.424 -115 115 -65.246 -116 115 -5.45 -117 115 17.424 -179 115 17.424 -52 116 34.848 -114 116 34.848 -115 116 4 -116 116 -143.39 -118 116 34.848 -180 116 34.848 -53 117 17.424 -115 117 17.424 -117 117 -65.246 -118 117 -5.45 -119 117 17.424 -181 117 17.424 -54 118 34.848 -116 118 34.848 -117 118 4 -118 118 -143.39 -120 118 34.848 -182 118 34.848 -55 119 17.424 -117 119 17.424 -119 119 -65.246 -120 119 -5.45 -121 119 17.424 -183 119 17.424 -56 120 34.848 -118 120 34.848 -119 120 4 -120 120 -143.39 -122 120 34.848 -184 120 34.848 -57 121 17.424 -119 121 17.424 -121 121 -65.246 -122 121 -5.45 -123 121 17.424 -185 121 17.424 -58 122 34.848 -120 122 34.848 -121 122 4 -122 122 -143.39 -124 122 34.848 -186 122 34.848 -59 123 17.424 -121 123 17.424 -123 123 -65.246 -124 123 -5.45 -125 123 17.424 -187 123 17.424 -60 124 34.848 -122 124 34.848 -123 124 4 -124 124 -143.39 -126 124 34.848 -188 124 34.848 -61 125 17.424 -123 125 17.424 -125 125 -65.246 -126 125 -5.45 -127 125 17.424 -189 125 17.424 -62 126 34.848 -124 126 34.848 -125 126 4 -126 126 -143.39 -128 126 34.848 -190 126 34.848 -63 127 17.424 -125 127 17.424 -127 127 -65.246 -128 127 -5.45 -191 127 17.424 -64 128 34.848 -126 128 34.848 -127 128 4 -128 128 -143.39 -192 128 34.848 -65 129 17.424 -129 129 -65.246 -130 129 -5.45 -131 129 17.424 -193 129 17.424 -66 130 34.848 -129 130 4 -130 130 -143.39 -132 130 34.848 -194 130 34.848 -67 131 17.424 -129 131 17.424 -131 131 -65.246 -132 131 -5.45 -133 131 17.424 -195 131 17.424 -68 132 34.848 -130 132 34.848 -131 132 4 -132 132 -143.39 -134 132 34.848 -196 132 34.848 -69 133 17.424 -131 133 17.424 -133 133 -65.246 -134 133 -5.45 -135 133 17.424 -197 133 17.424 -70 134 34.848 -132 134 34.848 -133 134 4 -134 134 -143.39 -136 134 34.848 -198 134 34.848 -71 135 17.424 -133 135 17.424 -135 135 -65.246 -136 135 -5.45 -137 135 17.424 -199 135 17.424 -72 136 34.848 -134 136 34.848 -135 136 4 -136 136 -143.39 -138 136 34.848 -200 136 34.848 -73 137 17.424 -135 137 17.424 -137 137 -65.246 -138 137 -5.45 -139 137 17.424 -201 137 17.424 -74 138 34.848 -136 138 34.848 -137 138 4 -138 138 -143.39 -140 138 34.848 -202 138 34.848 -75 139 17.424 -137 139 17.424 -139 139 -65.246 -140 139 -5.45 -141 139 17.424 -203 139 17.424 -76 140 34.848 -138 140 34.848 -139 140 4 -140 140 -143.39 -142 140 34.848 -204 140 34.848 -77 141 17.424 -139 141 17.424 -141 141 -65.246 -142 141 -5.45 -143 141 17.424 -205 141 17.424 -78 142 34.848 -140 142 34.848 -141 142 4 -142 142 -143.39 -144 142 34.848 -206 142 34.848 -79 143 17.424 -141 143 17.424 -143 143 -65.246 -144 143 -5.45 -145 143 17.424 -207 143 17.424 -80 144 34.848 -142 144 34.848 -143 144 4 -144 144 -143.39 -146 144 34.848 -208 144 34.848 -81 145 17.424 -143 145 17.424 -145 145 -65.246 -146 145 -5.45 -147 145 17.424 -209 145 17.424 -82 146 34.848 -144 146 34.848 -145 146 4 -146 146 -143.39 -148 146 34.848 -210 146 34.848 -83 147 17.424 -145 147 17.424 -147 147 -65.246 -148 147 -5.45 -149 147 17.424 -211 147 17.424 -84 148 34.848 -146 148 34.848 -147 148 4 -148 148 -143.39 -150 148 34.848 -212 148 34.848 -85 149 17.424 -147 149 17.424 -149 149 -65.246 -150 149 -5.45 -151 149 17.424 -213 149 17.424 -86 150 34.848 -148 150 34.848 -149 150 4 -150 150 -143.39 -152 150 34.848 -214 150 34.848 -87 151 17.424 -149 151 17.424 -151 151 -65.246 -152 151 -5.45 -153 151 17.424 -215 151 17.424 -88 152 34.848 -150 152 34.848 -151 152 4 -152 152 -143.39 -154 152 34.848 -216 152 34.848 -89 153 17.424 -151 153 17.424 -153 153 -65.246 -154 153 -5.45 -155 153 17.424 -217 153 17.424 -90 154 34.848 -152 154 34.848 -153 154 4 -154 154 -143.39 -156 154 34.848 -218 154 34.848 -91 155 17.424 -153 155 17.424 -155 155 -65.246 -156 155 -5.45 -157 155 17.424 -219 155 17.424 -92 156 34.848 -154 156 34.848 -155 156 4 -156 156 -143.39 -158 156 34.848 -220 156 34.848 -93 157 17.424 -155 157 17.424 -157 157 -65.246 -158 157 -5.45 -159 157 17.424 -221 157 17.424 -94 158 34.848 -156 158 34.848 -157 158 4 -158 158 -143.39 -160 158 34.848 -222 158 34.848 -95 159 17.424 -157 159 17.424 -159 159 -65.246 -160 159 -5.45 -161 159 17.424 -223 159 17.424 -96 160 34.848 -158 160 34.848 -159 160 4 -160 160 -143.39 -162 160 34.848 -224 160 34.848 -97 161 17.424 -159 161 17.424 -161 161 -65.246 -162 161 -5.45 -163 161 17.424 -225 161 17.424 -98 162 34.848 -160 162 34.848 -161 162 4 -162 162 -143.39 -164 162 34.848 -226 162 34.848 -99 163 17.424 -161 163 17.424 -163 163 -65.246 -164 163 -5.45 -165 163 17.424 -227 163 17.424 -100 164 34.848 -162 164 34.848 -163 164 4 -164 164 -143.39 -166 164 34.848 -228 164 34.848 -101 165 17.424 -163 165 17.424 -165 165 -65.246 -166 165 -5.45 -167 165 17.424 -229 165 17.424 -102 166 34.848 -164 166 34.848 -165 166 4 -166 166 -143.39 -168 166 34.848 -230 166 34.848 -103 167 17.424 -165 167 17.424 -167 167 -65.246 -168 167 -5.45 -169 167 17.424 -231 167 17.424 -104 168 34.848 -166 168 34.848 -167 168 4 -168 168 -143.39 -170 168 34.848 -232 168 34.848 -105 169 17.424 -167 169 17.424 -169 169 -65.246 -170 169 -5.45 -171 169 17.424 -233 169 17.424 -106 170 34.848 -168 170 34.848 -169 170 4 -170 170 -143.39 -172 170 34.848 -234 170 34.848 -107 171 17.424 -169 171 17.424 -171 171 -65.246 -172 171 -5.45 -173 171 17.424 -235 171 17.424 -108 172 34.848 -170 172 34.848 -171 172 4 -172 172 -143.39 -174 172 34.848 -236 172 34.848 -109 173 17.424 -171 173 17.424 -173 173 -65.246 -174 173 -5.45 -175 173 17.424 -237 173 17.424 -110 174 34.848 -172 174 34.848 -173 174 4 -174 174 -143.39 -176 174 34.848 -238 174 34.848 -111 175 17.424 -173 175 17.424 -175 175 -65.246 -176 175 -5.45 -177 175 17.424 -239 175 17.424 -112 176 34.848 -174 176 34.848 -175 176 4 -176 176 -143.39 -178 176 34.848 -240 176 34.848 -113 177 17.424 -175 177 17.424 -177 177 -65.246 -178 177 -5.45 -179 177 17.424 -241 177 17.424 -114 178 34.848 -176 178 34.848 -177 178 4 -178 178 -143.39 -180 178 34.848 -242 178 34.848 -115 179 17.424 -177 179 17.424 -179 179 -65.246 -180 179 -5.45 -181 179 17.424 -243 179 17.424 -116 180 34.848 -178 180 34.848 -179 180 4 -180 180 -143.39 -182 180 34.848 -244 180 34.848 -117 181 17.424 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8.712 -1978 1914 8.712 -1851 1915 4.356 -1913 1915 4.356 -1915 1915 -12.974 -1916 1915 -5.45 -1917 1915 4.356 -1979 1915 4.356 -1852 1916 8.712 -1914 1916 8.712 -1915 1916 4 -1916 1916 -38.848 -1918 1916 8.712 -1980 1916 8.712 -1853 1917 4.356 -1915 1917 4.356 -1917 1917 -12.974 -1918 1917 -5.45 -1919 1917 4.356 -1981 1917 4.356 -1854 1918 8.712 -1916 1918 8.712 -1917 1918 4 -1918 1918 -38.848 -1920 1918 8.712 -1982 1918 8.712 -1855 1919 4.356 -1917 1919 4.356 -1919 1919 -12.974 -1920 1919 -5.45 -1983 1919 4.356 -1856 1920 8.712 -1918 1920 8.712 -1919 1920 4 -1920 1920 -38.848 -1984 1920 8.712 -1857 1921 4.356 -1921 1921 -12.974 -1922 1921 -5.45 -1923 1921 4.356 -1985 1921 4.356 -1858 1922 8.712 -1921 1922 4 -1922 1922 -38.848 -1924 1922 8.712 -1986 1922 8.712 -1859 1923 4.356 -1921 1923 4.356 -1923 1923 -12.974 -1924 1923 -5.45 -1925 1923 4.356 -1987 1923 4.356 -1860 1924 8.712 -1922 1924 8.712 -1923 1924 4 -1924 1924 -38.848 -1926 1924 8.712 -1988 1924 8.712 -1861 1925 4.356 -1923 1925 4.356 -1925 1925 -12.974 -1926 1925 -5.45 -1927 1925 4.356 -1989 1925 4.356 -1862 1926 8.712 -1924 1926 8.712 -1925 1926 4 -1926 1926 -38.848 -1928 1926 8.712 -1990 1926 8.712 -1863 1927 4.356 -1925 1927 4.356 -1927 1927 -12.974 -1928 1927 -5.45 -1929 1927 4.356 -1991 1927 4.356 -1864 1928 8.712 -1926 1928 8.712 -1927 1928 4 -1928 1928 -38.848 -1930 1928 8.712 -1992 1928 8.712 -1865 1929 4.356 -1927 1929 4.356 -1929 1929 -12.974 -1930 1929 -5.45 -1931 1929 4.356 -1993 1929 4.356 -1866 1930 8.712 -1928 1930 8.712 -1929 1930 4 -1930 1930 -38.848 -1932 1930 8.712 -1994 1930 8.712 -1867 1931 4.356 -1929 1931 4.356 -1931 1931 -12.974 -1932 1931 -5.45 -1933 1931 4.356 -1995 1931 4.356 -1868 1932 8.712 -1930 1932 8.712 -1931 1932 4 -1932 1932 -38.848 -1934 1932 8.712 -1996 1932 8.712 -1869 1933 4.356 -1931 1933 4.356 -1933 1933 -12.974 -1934 1933 -5.45 -1935 1933 4.356 -1997 1933 4.356 -1870 1934 8.712 -1932 1934 8.712 -1933 1934 4 -1934 1934 -38.848 -1936 1934 8.712 -1998 1934 8.712 -1871 1935 4.356 -1933 1935 4.356 -1935 1935 -12.974 -1936 1935 -5.45 -1937 1935 4.356 -1999 1935 4.356 -1872 1936 8.712 -1934 1936 8.712 -1935 1936 4 -1936 1936 -38.848 -1938 1936 8.712 -2000 1936 8.712 -1873 1937 4.356 -1935 1937 4.356 -1937 1937 -12.974 -1938 1937 -5.45 -1939 1937 4.356 -2001 1937 4.356 -1874 1938 8.712 -1936 1938 8.712 -1937 1938 4 -1938 1938 -38.848 -1940 1938 8.712 -2002 1938 8.712 -1875 1939 4.356 -1937 1939 4.356 -1939 1939 -12.974 -1940 1939 -5.45 -1941 1939 4.356 -2003 1939 4.356 -1876 1940 8.712 -1938 1940 8.712 -1939 1940 4 -1940 1940 -38.848 -1942 1940 8.712 -2004 1940 8.712 -1877 1941 4.356 -1939 1941 4.356 -1941 1941 -12.974 -1942 1941 -5.45 -1943 1941 4.356 -2005 1941 4.356 -1878 1942 8.712 -1940 1942 8.712 -1941 1942 4 -1942 1942 -38.848 -1944 1942 8.712 -2006 1942 8.712 -1879 1943 4.356 -1941 1943 4.356 -1943 1943 -12.974 -1944 1943 -5.45 -1945 1943 4.356 -2007 1943 4.356 -1880 1944 8.712 -1942 1944 8.712 -1943 1944 4 -1944 1944 -38.848 -1946 1944 8.712 -2008 1944 8.712 -1881 1945 4.356 -1943 1945 4.356 -1945 1945 -12.974 -1946 1945 -5.45 -1947 1945 4.356 -2009 1945 4.356 -1882 1946 8.712 -1944 1946 8.712 -1945 1946 4 -1946 1946 -38.848 -1948 1946 8.712 -2010 1946 8.712 -1883 1947 4.356 -1945 1947 4.356 -1947 1947 -12.974 -1948 1947 -5.45 -1949 1947 4.356 -2011 1947 4.356 -1884 1948 8.712 -1946 1948 8.712 -1947 1948 4 -1948 1948 -38.848 -1950 1948 8.712 -2012 1948 8.712 -1885 1949 4.356 -1947 1949 4.356 -1949 1949 -12.974 -1950 1949 -5.45 -1951 1949 4.356 -2013 1949 4.356 -1886 1950 8.712 -1948 1950 8.712 -1949 1950 4 -1950 1950 -38.848 -1952 1950 8.712 -2014 1950 8.712 -1887 1951 4.356 -1949 1951 4.356 -1951 1951 -12.974 -1952 1951 -5.45 -1953 1951 4.356 -2015 1951 4.356 -1888 1952 8.712 -1950 1952 8.712 -1951 1952 4 -1952 1952 -38.848 -1954 1952 8.712 -2016 1952 8.712 -1889 1953 4.356 -1951 1953 4.356 -1953 1953 -12.974 -1954 1953 -5.45 -1955 1953 4.356 -2017 1953 4.356 -1890 1954 8.712 -1952 1954 8.712 -1953 1954 4 -1954 1954 -38.848 -1956 1954 8.712 -2018 1954 8.712 -1891 1955 4.356 -1953 1955 4.356 -1955 1955 -12.974 -1956 1955 -5.45 -1957 1955 4.356 -2019 1955 4.356 -1892 1956 8.712 -1954 1956 8.712 -1955 1956 4 -1956 1956 -38.848 -1958 1956 8.712 -2020 1956 8.712 -1893 1957 4.356 -1955 1957 4.356 -1957 1957 -12.974 -1958 1957 -5.45 -1959 1957 4.356 -2021 1957 4.356 -1894 1958 8.712 -1956 1958 8.712 -1957 1958 4 -1958 1958 -38.848 -1960 1958 8.712 -2022 1958 8.712 -1895 1959 4.356 -1957 1959 4.356 -1959 1959 -12.974 -1960 1959 -5.45 -1961 1959 4.356 -2023 1959 4.356 -1896 1960 8.712 -1958 1960 8.712 -1959 1960 4 -1960 1960 -38.848 -1962 1960 8.712 -2024 1960 8.712 -1897 1961 4.356 -1959 1961 4.356 -1961 1961 -12.974 -1962 1961 -5.45 -1963 1961 4.356 -2025 1961 4.356 -1898 1962 8.712 -1960 1962 8.712 -1961 1962 4 -1962 1962 -38.848 -1964 1962 8.712 -2026 1962 8.712 -1899 1963 4.356 -1961 1963 4.356 -1963 1963 -12.974 -1964 1963 -5.45 -1965 1963 4.356 -2027 1963 4.356 -1900 1964 8.712 -1962 1964 8.712 -1963 1964 4 -1964 1964 -38.848 -1966 1964 8.712 -2028 1964 8.712 -1901 1965 4.356 -1963 1965 4.356 -1965 1965 -12.974 -1966 1965 -5.45 -1967 1965 4.356 -2029 1965 4.356 -1902 1966 8.712 -1964 1966 8.712 -1965 1966 4 -1966 1966 -38.848 -1968 1966 8.712 -2030 1966 8.712 -1903 1967 4.356 -1965 1967 4.356 -1967 1967 -12.974 -1968 1967 -5.45 -1969 1967 4.356 -2031 1967 4.356 -1904 1968 8.712 -1966 1968 8.712 -1967 1968 4 -1968 1968 -38.848 -1970 1968 8.712 -2032 1968 8.712 -1905 1969 4.356 -1967 1969 4.356 -1969 1969 -12.974 -1970 1969 -5.45 -1971 1969 4.356 -2033 1969 4.356 -1906 1970 8.712 -1968 1970 8.712 -1969 1970 4 -1970 1970 -38.848 -1972 1970 8.712 -2034 1970 8.712 -1907 1971 4.356 -1969 1971 4.356 -1971 1971 -12.974 -1972 1971 -5.45 -1973 1971 4.356 -2035 1971 4.356 -1908 1972 8.712 -1970 1972 8.712 -1971 1972 4 -1972 1972 -38.848 -1974 1972 8.712 -2036 1972 8.712 -1909 1973 4.356 -1971 1973 4.356 -1973 1973 -12.974 -1974 1973 -5.45 -1975 1973 4.356 -2037 1973 4.356 -1910 1974 8.712 -1972 1974 8.712 -1973 1974 4 -1974 1974 -38.848 -1976 1974 8.712 -2038 1974 8.712 -1911 1975 4.356 -1973 1975 4.356 -1975 1975 -12.974 -1976 1975 -5.45 -1977 1975 4.356 -2039 1975 4.356 -1912 1976 8.712 -1974 1976 8.712 -1975 1976 4 -1976 1976 -38.848 -1978 1976 8.712 -2040 1976 8.712 -1913 1977 4.356 -1975 1977 4.356 -1977 1977 -12.974 -1978 1977 -5.45 -1979 1977 4.356 -2041 1977 4.356 -1914 1978 8.712 -1976 1978 8.712 -1977 1978 4 -1978 1978 -38.848 -1980 1978 8.712 -2042 1978 8.712 -1915 1979 4.356 -1977 1979 4.356 -1979 1979 -12.974 -1980 1979 -5.45 -1981 1979 4.356 -2043 1979 4.356 -1916 1980 8.712 -1978 1980 8.712 -1979 1980 4 -1980 1980 -38.848 -1982 1980 8.712 -2044 1980 8.712 -1917 1981 4.356 -1979 1981 4.356 -1981 1981 -12.974 -1982 1981 -5.45 -1983 1981 4.356 -2045 1981 4.356 -1918 1982 8.712 -1980 1982 8.712 -1981 1982 4 -1982 1982 -38.848 -1984 1982 8.712 -2046 1982 8.712 -1919 1983 4.356 -1981 1983 4.356 -1983 1983 -12.974 -1984 1983 -5.45 -2047 1983 4.356 -1920 1984 8.712 -1982 1984 8.712 -1983 1984 4 -1984 1984 -38.848 -2048 1984 8.712 -1921 1985 4.356 -1985 1985 -12.974 -1986 1985 -5.45 -1987 1985 4.356 -1922 1986 8.712 -1985 1986 4 -1986 1986 -38.848 -1988 1986 8.712 -1923 1987 4.356 -1985 1987 4.356 -1987 1987 -12.974 -1988 1987 -5.45 -1989 1987 4.356 -1924 1988 8.712 -1986 1988 8.712 -1987 1988 4 -1988 1988 -38.848 -1990 1988 8.712 -1925 1989 4.356 -1987 1989 4.356 -1989 1989 -12.974 -1990 1989 -5.45 -1991 1989 4.356 -1926 1990 8.712 -1988 1990 8.712 -1989 1990 4 -1990 1990 -38.848 -1992 1990 8.712 -1927 1991 4.356 -1989 1991 4.356 -1991 1991 -12.974 -1992 1991 -5.45 -1993 1991 4.356 -1928 1992 8.712 -1990 1992 8.712 -1991 1992 4 -1992 1992 -38.848 -1994 1992 8.712 -1929 1993 4.356 -1991 1993 4.356 -1993 1993 -12.974 -1994 1993 -5.45 -1995 1993 4.356 -1930 1994 8.712 -1992 1994 8.712 -1993 1994 4 -1994 1994 -38.848 -1996 1994 8.712 -1931 1995 4.356 -1993 1995 4.356 -1995 1995 -12.974 -1996 1995 -5.45 -1997 1995 4.356 -1932 1996 8.712 -1994 1996 8.712 -1995 1996 4 -1996 1996 -38.848 -1998 1996 8.712 -1933 1997 4.356 -1995 1997 4.356 -1997 1997 -12.974 -1998 1997 -5.45 -1999 1997 4.356 -1934 1998 8.712 -1996 1998 8.712 -1997 1998 4 -1998 1998 -38.848 -2000 1998 8.712 -1935 1999 4.356 -1997 1999 4.356 -1999 1999 -12.974 -2000 1999 -5.45 -2001 1999 4.356 -1936 2000 8.712 -1998 2000 8.712 -1999 2000 4 -2000 2000 -38.848 -2002 2000 8.712 -1937 2001 4.356 -1999 2001 4.356 -2001 2001 -12.974 -2002 2001 -5.45 -2003 2001 4.356 -1938 2002 8.712 -2000 2002 8.712 -2001 2002 4 -2002 2002 -38.848 -2004 2002 8.712 -1939 2003 4.356 -2001 2003 4.356 -2003 2003 -12.974 -2004 2003 -5.45 -2005 2003 4.356 -1940 2004 8.712 -2002 2004 8.712 -2003 2004 4 -2004 2004 -38.848 -2006 2004 8.712 -1941 2005 4.356 -2003 2005 4.356 -2005 2005 -12.974 -2006 2005 -5.45 -2007 2005 4.356 -1942 2006 8.712 -2004 2006 8.712 -2005 2006 4 -2006 2006 -38.848 -2008 2006 8.712 -1943 2007 4.356 -2005 2007 4.356 -2007 2007 -12.974 -2008 2007 -5.45 -2009 2007 4.356 -1944 2008 8.712 -2006 2008 8.712 -2007 2008 4 -2008 2008 -38.848 -2010 2008 8.712 -1945 2009 4.356 -2007 2009 4.356 -2009 2009 -12.974 -2010 2009 -5.45 -2011 2009 4.356 -1946 2010 8.712 -2008 2010 8.712 -2009 2010 4 -2010 2010 -38.848 -2012 2010 8.712 -1947 2011 4.356 -2009 2011 4.356 -2011 2011 -12.974 -2012 2011 -5.45 -2013 2011 4.356 -1948 2012 8.712 -2010 2012 8.712 -2011 2012 4 -2012 2012 -38.848 -2014 2012 8.712 -1949 2013 4.356 -2011 2013 4.356 -2013 2013 -12.974 -2014 2013 -5.45 -2015 2013 4.356 -1950 2014 8.712 -2012 2014 8.712 -2013 2014 4 -2014 2014 -38.848 -2016 2014 8.712 -1951 2015 4.356 -2013 2015 4.356 -2015 2015 -12.974 -2016 2015 -5.45 -2017 2015 4.356 -1952 2016 8.712 -2014 2016 8.712 -2015 2016 4 -2016 2016 -38.848 -2018 2016 8.712 -1953 2017 4.356 -2015 2017 4.356 -2017 2017 -12.974 -2018 2017 -5.45 -2019 2017 4.356 -1954 2018 8.712 -2016 2018 8.712 -2017 2018 4 -2018 2018 -38.848 -2020 2018 8.712 -1955 2019 4.356 -2017 2019 4.356 -2019 2019 -12.974 -2020 2019 -5.45 -2021 2019 4.356 -1956 2020 8.712 -2018 2020 8.712 -2019 2020 4 -2020 2020 -38.848 -2022 2020 8.712 -1957 2021 4.356 -2019 2021 4.356 -2021 2021 -12.974 -2022 2021 -5.45 -2023 2021 4.356 -1958 2022 8.712 -2020 2022 8.712 -2021 2022 4 -2022 2022 -38.848 -2024 2022 8.712 -1959 2023 4.356 -2021 2023 4.356 -2023 2023 -12.974 -2024 2023 -5.45 -2025 2023 4.356 -1960 2024 8.712 -2022 2024 8.712 -2023 2024 4 -2024 2024 -38.848 -2026 2024 8.712 -1961 2025 4.356 -2023 2025 4.356 -2025 2025 -12.974 -2026 2025 -5.45 -2027 2025 4.356 -1962 2026 8.712 -2024 2026 8.712 -2025 2026 4 -2026 2026 -38.848 -2028 2026 8.712 -1963 2027 4.356 -2025 2027 4.356 -2027 2027 -12.974 -2028 2027 -5.45 -2029 2027 4.356 -1964 2028 8.712 -2026 2028 8.712 -2027 2028 4 -2028 2028 -38.848 -2030 2028 8.712 -1965 2029 4.356 -2027 2029 4.356 -2029 2029 -12.974 -2030 2029 -5.45 -2031 2029 4.356 -1966 2030 8.712 -2028 2030 8.712 -2029 2030 4 -2030 2030 -38.848 -2032 2030 8.712 -1967 2031 4.356 -2029 2031 4.356 -2031 2031 -12.974 -2032 2031 -5.45 -2033 2031 4.356 -1968 2032 8.712 -2030 2032 8.712 -2031 2032 4 -2032 2032 -38.848 -2034 2032 8.712 -1969 2033 4.356 -2031 2033 4.356 -2033 2033 -12.974 -2034 2033 -5.45 -2035 2033 4.356 -1970 2034 8.712 -2032 2034 8.712 -2033 2034 4 -2034 2034 -38.848 -2036 2034 8.712 -1971 2035 4.356 -2033 2035 4.356 -2035 2035 -12.974 -2036 2035 -5.45 -2037 2035 4.356 -1972 2036 8.712 -2034 2036 8.712 -2035 2036 4 -2036 2036 -38.848 -2038 2036 8.712 -1973 2037 4.356 -2035 2037 4.356 -2037 2037 -12.974 -2038 2037 -5.45 -2039 2037 4.356 -1974 2038 8.712 -2036 2038 8.712 -2037 2038 4 -2038 2038 -38.848 -2040 2038 8.712 -1975 2039 4.356 -2037 2039 4.356 -2039 2039 -12.974 -2040 2039 -5.45 -2041 2039 4.356 -1976 2040 8.712 -2038 2040 8.712 -2039 2040 4 -2040 2040 -38.848 -2042 2040 8.712 -1977 2041 4.356 -2039 2041 4.356 -2041 2041 -12.974 -2042 2041 -5.45 -2043 2041 4.356 -1978 2042 8.712 -2040 2042 8.712 -2041 2042 4 -2042 2042 -38.848 -2044 2042 8.712 -1979 2043 4.356 -2041 2043 4.356 -2043 2043 -12.974 -2044 2043 -5.45 -2045 2043 4.356 -1980 2044 8.712 -2042 2044 8.712 -2043 2044 4 -2044 2044 -38.848 -2046 2044 8.712 -1981 2045 4.356 -2043 2045 4.356 -2045 2045 -12.974 -2046 2045 -5.45 -2047 2045 4.356 -1982 2046 8.712 -2044 2046 8.712 -2045 2046 4 -2046 2046 -38.848 -2048 2046 8.712 -1983 2047 4.356 -2045 2047 4.356 -2047 2047 -12.974 -2048 2047 -5.45 -1984 2048 8.712 -2046 2048 8.712 -2047 2048 4 -2048 2048 -38.848 diff --git a/benchmark/datasets/README.md b/benchmark/datasets/README.md index 7d09c9fc..0fe56869 100644 --- a/benchmark/datasets/README.md +++ b/benchmark/datasets/README.md @@ -1,24 +1,65 @@ -# The real world datasets -This folder contains all real-world datasets -## Stand-alone MM/AMM datasets -They are used for computing the similarity of two matrixes or the covariance of one matrix -, by matmul(A,B.t()) or matmul(A,A.t()). - | Dataset Name | Application Filed | Size for A,B | If Streaming | - | -------------|--------------------|--------------|------------------| - | AST | Astrophysics | 765*765 | 2 stream | - | BUS | Land Traffic | 4929*10595 | 2 stream | - | DWAVE | Integrated Circuit | 512*512 | 1 stream+1 Static | - | ECO | Economic Models | 207*260 | 1 stream+1 Static | - | QCD(Large) | Quantum Physics | 49152*49152 | 2 stream | - | QCD(Small) | Quantum Physics | 3072*3072 | 2 stream | - | RDB | Chemical Engineer | 2048*2048 | 2 stream | - | UTM | Plasma Physics | 1700*1700 | 2 stream | - | ZENOIS | Air Traffic | 2873*2873 | 1 stream+1 Static | - -## Note -We have moved the QCD(Large) outside due to size restrictions, -Please use this link:xxxxx - - +# LibAMM Benchmark Datasets - MOVED +⚠️ **The benchmark datasets have been moved to a centralized location.** +## New Location + +The LibAMM benchmark datasets are now hosted in the **sageData** repository for centralized management: + +📦 **Repository**: https://github.com/intellistream/sageData + +📁 **Path**: `libamm-benchmark/datasets/` + +## Why the Move? + +- **Centralized Management**: Share datasets across multiple SAGE ecosystem projects +- **Reduced Repository Size**: LibAMM repo is now ~325MB lighter +- **Git LFS Support**: Large binary files are efficiently managed +- **Better Organization**: Datasets grouped by type/domain + +## How to Use Datasets + +### Option 1: Skip Dataset Copy (Default for embedded usage) + +When using LibAMM as a library (e.g., in sageDB), datasets are not needed: + +```cmake +set(LIBAMM_SKIP_DATASET_COPY ON CACHE BOOL "Skip dataset copy" FORCE) +``` + +### Option 2: Use Centralized Datasets from sageData + +If you need to run LibAMM benchmarks: + +1. Clone sageData repository: + ```bash + git clone https://github.com/intellistream/sageData.git + cd sageData + git lfs install + git lfs pull # Download LFS files + ``` + +2. Point LibAMM to the datasets: + ```cmake + set(LIBAMM_SKIP_DATASET_COPY OFF) + set(LIBAMM_DATASET_SOURCE_DIR "/path/to/sageData/libamm-benchmark/datasets") + ``` + +### Option 3: Download Manually + +You can also download specific datasets you need from the sageData repository. + +## Available Datasets + +See [sageData/libamm-benchmark/README.md](https://github.com/intellistream/sageData/tree/main/libamm-benchmark) for: +- Complete dataset list +- Size and domain information +- Usage instructions + +## Migration Date + +Datasets migrated: November 2025 + +## Questions? + +For dataset-related issues, please open an issue in the sageData repository. diff --git a/benchmark/datasets/SIFT/README.md b/benchmark/datasets/SIFT/README.md deleted file mode 100644 index df31a310..00000000 --- a/benchmark/datasets/SIFT/README.md +++ /dev/null @@ -1 +0,0 @@ -http://corpus-texmex.irisa.fr/ \ No newline at end of file diff --git a/benchmark/datasets/SIFT/siftsmall_base.fvecs b/benchmark/datasets/SIFT/siftsmall_base.fvecs deleted file mode 100644 index e3b90ae1..00000000 Binary files a/benchmark/datasets/SIFT/siftsmall_base.fvecs and /dev/null differ diff --git a/benchmark/datasets/UTM/README.md b/benchmark/datasets/UTM/README.md deleted file mode 100644 index 4c417865..00000000 --- a/benchmark/datasets/UTM/README.md +++ /dev/null @@ -1,4 +0,0 @@ -UTM1700: Tokamak Matrices (plasma physics) -Describing two tokamak models -https://math.nist.gov/MatrixMarket/data/SPARSKIT/tokamak/utm1700b.html - diff --git a/benchmark/datasets/UTM/utm1700a.mtx b/benchmark/datasets/UTM/utm1700a.mtx deleted file mode 100644 index e32dcd9a..00000000 --- a/benchmark/datasets/UTM/utm1700a.mtx +++ /dev/null @@ -1,21315 +0,0 @@ -%%MatrixMarket matrix coordinate real general -1700 1700 21313 -1 1 -7.0710681657720e-01 -171 1 7.0710674579590e-01 -2 2 -7.0710678118655e-01 -172 2 7.0710678118655e-01 -3 3 -7.0710678118655e-01 -173 3 7.0710678118655e-01 -4 4 -7.0710678118655e-01 -174 4 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--git a/benchmark/datasets/ZENIOS/README.md b/benchmark/datasets/ZENIOS/README.md deleted file mode 100644 index 4289b793..00000000 --- a/benchmark/datasets/ZENIOS/README.md +++ /dev/null @@ -1,4 +0,0 @@ -ZENIOS: Air-traffic Control Model. -This matrix is the Hessian of the objective function. Several rows will be zero corresponding to variables not in the basis at the time the matrix was generated. Zenios solved a projection of the Hessian using conjugate gradient algorithms. -https://math.nist.gov/MatrixMarket/data/Harwell-Boeing/airtfc/zenios.html - diff --git a/benchmark/datasets/ZENIOS/zenios.mtx b/benchmark/datasets/ZENIOS/zenios.mtx deleted file mode 100644 index 263a92b5..00000000 --- a/benchmark/datasets/ZENIOS/zenios.mtx +++ /dev/null @@ -1,15034 +0,0 @@ -%%MatrixMarket matrix coordinate real symmetric -2873 2873 15032 -1 1 0.0000000000000e+00 -2 2 0.0000000000000e+00 -10 2 2.1347330876700e-01 -14 2 2.0394863343300e-01 -18 2 6.4994637116100e-02 -21 2 1.2923523430100e-01 -25 2 4.2872933495400e-01 -29 2 1.0511678579800e-01 -33 2 8.2344501457000e-02 -37 2 9.5371122619400e-02 -622 2 9.5371122619400e-02 -626 2 1.0502096385300e-01 -721 2 0.0000000000000e+00 -725 2 0.0000000000000e+00 -729 2 0.0000000000000e+00 -3 3 0.0000000000000e+00 -11 3 0.0000000000000e+00 -15 3 0.0000000000000e+00 -19 3 0.0000000000000e+00 -22 3 0.0000000000000e+00 -26 3 0.0000000000000e+00 -30 3 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