From eb1b197be64999a72b38c48248adc119714bf2e7 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Thu, 19 Dec 2024 11:52:38 +0100 Subject: [PATCH 01/33] Add draft JOSS paper --- .github/workflows/draft-pdf.yml | 24 ++ joss/convergence.png | Bin 0 -> 3206211 bytes joss/paper.bib | 292 ++++++++++++++++++++++++ joss/paper.md | 380 ++++++++++++++++++++++++++++++++ 4 files changed, 696 insertions(+) create mode 100644 .github/workflows/draft-pdf.yml create mode 100644 joss/convergence.png create mode 100644 joss/paper.bib create mode 100644 joss/paper.md diff --git a/.github/workflows/draft-pdf.yml b/.github/workflows/draft-pdf.yml new file mode 100644 index 00000000..11e68f14 --- /dev/null +++ b/.github/workflows/draft-pdf.yml @@ -0,0 +1,24 @@ +name: Draft PDF +on: [push] + +jobs: + paper: + runs-on: ubuntu-latest + name: Paper Draft + steps: + - name: Checkout + uses: actions/checkout@v4 + - name: Build draft PDF + uses: openjournals/openjournals-draft-action@master + with: + journal: joss + # This should be the path to the paper within your repo. + paper-path: ./joss/paper.md + - name: Upload + uses: actions/upload-artifact@v4 + with: + name: paper + # This is the output path where Pandoc will write the compiled + # PDF. 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{155148}, + volume = {107}, + doi = {10.1103/physrevb.107.155148}, + publisher = {American Physical Society (APS)}, +} + +@InProceedings{Schreiber2023, + author = {Schreiber, Janina and Wicaksono, Damar and Hecht, Michael}, + booktitle = {Proceedings of the Companion Conference on Genetic and Evolutionary Computation}, + title = {Minimizing black boxes due to polynomial-model-based optimization}, + year = {2023}, + pages = {759--762}, + series = {GECCO ’23 Companion}, + volume = {2}, + doi = {10.1145/3583133.3590743}, +} + +@Article{Veettil2023, + author = {Veettil, Sachin Krishnan Thekke and Zavalani, Gentian and Acosta, Uwe Hernandez and Sbalzarini, Ivo F. and Hecht, Michael}, + journal = {SIAM Journal on Scientific Computing}, + title = {Global polynomial level sets for numerical differential geometry of smooth closed surfaces}, + year = {2023}, + number = {4}, + pages = {A1995--A2018}, + volume = {45}, + doi = {10.1137/22m1536510}, +} + +@Article{Meijering2002, + author = 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N.}, + publisher = {Society for Industrial and Applied Mathematics (SIAM)}, + title = {Approximation theory and approximation practice, extended edition}, + year = {2019}, + address = {Philadelphia, PA}, +} + +@Article{Branges1959, + author = {{de Branges}, Louis}, + journal = {Proceedings of the American Mathematical Society}, + title = {The {Stone}-{Weierstrass} theorem}, + year = {1959}, + number = {5}, + pages = {822--824}, + volume = {10}, + doi = {10.1090/s0002-9939-1959-0113131-7}, +} + +@Article{Trefethen2011, + author = {Trefethen, L. N.}, + journal = {Mathematics Today}, + title = {Six myths of polynomial interpolation and quadrature}, + year = {2011}, + pages = {184--188}, + volume = {47}, +} + +@Article{Trefethen2017, + author = {Trefethen, L. N.}, + journal = {SIAM Review}, + title = {Cubature, approximation, and isotropy in the hypercube}, + year = {2017}, + number = {3}, + pages = {469--491}, + volume = {59}, + doi = {10.1137/16m1066312}, +} + +@Book{Driscoll2014, + editor = {Driscoll, Tobin A. and Hale, Nicholas and Trefethen, Llyod N.}, + publisher = {Pafnuty Publications}, + title = {Chebfun guide}, + year = {2014}, + address = {Oxford}, + note = {Retrieved September 26, 2024}, + url = {https://www.chebfun.org/docs/guide/}, +} + +@Misc{Olver2023, + author = {Olver, Sheehan and Townsend, Alex and others}, + title = {{ApproxFun.j}l: a {Julia} package for function approximation}, + year = {2023}, + journal = {GitHub repository}, + publisher = {GitHub}, + url = {https://github.com/JuliaApproximation/ApproxFun.jl}, +} + +@Misc{Richardson2024, + author = {Richardson, Mark and others}, + note = {Retrieved September 26, 2024}, + title = {{ChebPy} - a {Python} implementation of {Chebfun}}, + year = {2024}, + journal = {GitHub repository}, + publisher = {GitHub}, + url = {https://github.com/chebpy/chebpy}, +} + +@Misc{Swierczewski2024, + author = {Swierczewski, Chris and Verdier, Olivier}, + note = {Retrieved September 26, 2024}, + title = {{pychebfun} - {Python} {Chebyshev} functions}, + year = {2024}, + journal = {GitHub repository}, + publisher = {GitHub}, + url = {https://github.com/pychebfun/pychebfun}, +} + +@Article{Feinberg2015, + author = {Feinberg, Jonathan and Langtangen, Hans Petter}, + journal = {Journal of Computational Science}, + title = {Chaospy: An open source tool for designing methods of uncertainty quantification}, + year = {2015}, + pages = {46--57}, + volume = {11}, + doi = {10.1016/j.jocs.2015.08.008}, +} + +@Article{Tate2023, + author = {Tate, Jess and Liu, Zexin and Bergquist, Jake A. and Rampersad, Sumientra and White, Dan and Charlebois, Chantel and Rupp, Lindsay and Brooks, Dana H. and MacLeod, Rob S. and Narayan, Akil}, + journal = {Journal of Open Source Software}, + title = {{UncertainSCI}: a {Python} package for noninvasive parametric uncertainty quantification of simulation pipelines}, + year = {2023}, + number = {90}, + pages = {4249}, + volume = {8}, + doi = {10.21105/joss.04249}, +} + +@Article{Weise2020, + author = {Weise, Konstantin and Poßner, Lucas and Müller, Erik and Gast, Richard and Knösche, Thomas R.}, + journal = {SoftwareX}, + title = {{Pygpc}: A sensitivity and uncertainty analysis toolbox for {Python}}, + year = {2020}, + pages = {100450}, + volume = {11}, + doi = {10.1016/j.softx.2020.100450}, +} + +@Article{Seshadri2017, + author = {Seshadri, Pranay and Parks, Geoffrey}, + journal = {The Journal of Open Source Software}, + title = {{Effective-Quadratures (EQ)}: polynomials for computational engineering studies}, + year = {2017}, + number = {11}, + pages = {166}, + volume = {2}, + doi = {10.21105/joss.00166}, +} + +@Article{Hegemann2023, + author = {Hegemann, Nando and Heidenreich, Sebastian}, + journal = {Journal of Open Source Software}, + title = {{PyThia}: a {Python} package for uncertainty quantification based on non-intrusive polynomial chaos expansions}, + year = {2023}, + number = {89}, + pages = {5489}, + volume = {8}, + doi = {10.21105/joss.05489}, +} + +@Article{Xiu2002, + author = {Xiu, Dongbin and Karniadakis, George Em}, + journal = {SIAM Journal on Scientific Computing}, + title = {The {Wiener--Askey} polynomial chaos for stochastic differential equations}, + year = {2002}, + number = {2}, + pages = {619--644}, + volume = {24}, + doi = {10.1137/S1064827501387826}, +} + +@Article{Virtanen2020, + author = {Virtanen, Pauli and Gommers, Ralf and Oliphant, Travis E. and Haberland, Matt and Reddy, Tyler and Cournapeau, David and Burovski, Evgeni and others}, + journal = {Nature Methods}, + title = {{SciPy} 1.0: fundamental algorithms for scientific computing in {Python}}, + year = {2020}, + number = {3}, + pages = {261--272}, + volume = {17}, + doi = {10.1038/s41592-019-0686-2}, + publisher = {Springer Science and Business Media {LLC}}, +} + +@Article{Margolis2019, + author = {Margolis, Benjamin and Lyons, Kenneth}, + journal = {Journal of Open Source Software}, + title = {{ndsplines}: a {Python} library for tensor-product {B-Splines} of arbitrary dimension}, + year = {2019}, + number = {42}, + pages = {1745}, + volume = {4}, + doi = {10.21105/joss.01745}, + publisher = {The Open Journal}, +} + +@Misc{Procida2024, + author = {Procida, Daniele}, + note = {Retrieved September 26, 2024}, + title = {{Diátaxis} documentation framework}, + year = {2024}, + url = {https://diataxis.fr/}, +} + +@Article{Trefethen2017a, + author = {Trefethen, L. N.}, + journal = {Proceedings of the American Mathematical Society}, + title = {Multivariate polynomial approximation in the hypercube}, + year = {2017}, + number = {11}, + pages = {4837--4844}, + volume = {145}, + doi = {10.1090/proc/13623}, +} + +@Misc{Hecht2020, + author = {Hecht, Michael and Gonciarz, Krzysztof and Michelfeit, Jannik and Sivkin, Vladimir and Sbalzarini, Ivo F.}, + title = {Multivariate interpolation in unisolvent nodes -- lifting the curse of dimensionality}, + year = {2020}, + doi = {10.48550/ARXIV.2010.10824}, + keywords = {Numerical Analysis (math.NA), FOS: Mathematics, FOS: Mathematics, Primary 65D15, 41A50, 41A63, 41A05, Secondary 41A25, 41A10}, + publisher = {arXiv}, +} + +@Misc{Veettil2022, + author = {Veettil, Sachin Krishnan Thekke and Zheng, Yuxi and Hernandez Acosta, Uwe and Wicaksono, Damar and Hecht, Michael}, + title = {Multivariate polynomial regression of {Euclidean} degree extends the stability for fast approximations of {Trefethen} functions}, + year = {2022}, + doi = {10.48550/arXiv.2212.11706}, + publisher = {arXiv}, +} + +@Article{Chkifa2013, + author = {Chkifa, Moulay Abdellah}, + journal = {Journal of Approximation Theory}, + title = {On the {Lebesgue} constant of {Leja} sequences for the complex unit disk and of their real projection}, + year = {2013}, + pages = {176--200}, + volume = {166}, + doi = {10.1016/j.jat.2012.11.005}, +} + +@Comment{jabref-meta: databaseType:bibtex;} diff --git a/joss/paper.md b/joss/paper.md new file mode 100644 index 00000000..a8c52d36 --- /dev/null +++ b/joss/paper.md @@ -0,0 +1,380 @@ +--- +title: 'Minterpy: multivariate polynomial interpolation in Python' +tags: + - Python + - numerical computing + - function approximation + - polynomial interpolation + - polynomial regression +authors: + - name: Damar Wicaksono + orcid: 0000-0001-8587-7730 + equal-contrib: false + affiliation: "1" + - name: Uwe Hernandez Acosta + orcid: 0000-0002-6182-1481 + equal-contrib: false + affiliation: "1" + - name: Sachin Krishnan Thekke Veettil + orcid: 0000-0003-4852-2839 + equal-contrib: false + affiliation: "3" + - name: Jannik Kissinger + orcid: 0000-0002-1819-6975 + equal-contrib: false + affiliation: "3, 4" + - name: Michael Hecht + orcid: 0000-0001-9214-8253 + equal-contrib: false + affiliation: "1, 2" +affiliations: + - name: Center for Advanced Systems Understanding (CASUS) - Helmholtz-Zentrum Dresden-Rossendorf (HZDR), Germany + index: 1 + - name: University of Wrocław, Poland + index: 2 + - name: Max Planck Institute of Molecular Cell Biology and Genetics, Dresden, Germany + index: 3 + - name: Technische Universität Dresden, Germany + index: 4 +date: 30 September 2024 +bibliography: paper.bib +--- + +# Summary + +Interpolation is the bottleneck in numerous computational tasks, +appearing in function approximation, curve fitting, numerical integration, +surface level-set methods, differential geometry, +spectral methods, surrogate-model-based optimization, +sensitivity analysis, uncertainty quantification, +and beyond. + +Minterpy is an open-source Python package designed +for multivariate polynomial interpolation. +It provides a means of approximating a wide range of functions +using numerically stable and accurate interpolating polynomials. +Some of its key features are: + +- Polynomial interpolation on properly selected nodes and + polynomial regression on given arbitrary scattered nodes. +- Differentiation and integration operations on the polynomials. +- Addition, subtraction, and multiplication operations + on the polynomials. + +Minterpy's long-term vision is to provide researchers and engineers +a software solution that mitigates the curse of dimensionality +commonly associated with interpolation tasks. + +# Statement of need + +Polynomial interpolation can be traced back to the works of +Newton, Lagrange, and others [@Meijering2002], +and its significance in mathematics and computing is well-established +[@Cools2002;@Hecht2018;@Xiu2009]. +As a means of approximating functions, global polynomials---where a single polynomial +is defined over the entire domain---offer several advantages +that facilitate common numerical operations, such as +differentiation, integration, addition, subtraction, or multiplication [@Trefethen2019]. + +Polynomial interpolation is based on the principle that, in one dimension, +one and only one polynomial $Q_{f, n}$ of degree $n$ can interpolate +a function $f: \Omega \mapsto \mathbb{R}$ in a bounded domain $\Omega$ +with $n + 1$ distinct _unisolvent interpolation nodes (points)_ $P_n$ such that +$$ +Q_{f, n} (p_i) = f(p_i),\; \forall p_i \in P_n \subset \Omega,\; i = 0, \ldots, n. +$$ +The Stone-Weierstrass Approximation Theorem further states that, +in multiple dimensions, any continuous function on a bounded domain +can be approximated by multivariate global polynomials [@Branges1959]. +The theorem, however, does not prescribe how to obtain such a polynomial. +Furthermore, the theorem does not even require the sequence of polynomials $Q_{f, n}$ +to coincide with $f$ _anywhere_ in the domain, +while still having uniform convergence on the domain. +In short, approximation and interpolation +using global polynomials are two distinct problems that must be addressed simultaneously. + +Global polynomials, although familiar in structure, +can achieve a better global accuracy for a wide class of regular functions +(differentiable, smooth, analytic), +and are amenable to further numerical computations, +have a controversial reputation due to misconceptions +that they are unstable, susceptible to Runge's phenomenon, +prone to round-off errors during evaluation, +and subject to the curse of dimensionality [@Trefethen2011;@Trefethen2017]. + +Minterpy addresses these issues +by constructing multivariate polynomial interpolants +in proper interpolation nodes, +and representing the polynomials in the Newton basis for stable evaluation. +Furthermore, the underlying multi-index sets of the multivariate polynomials +can be tailored to mitigate the curse of dimensionality. +While by no means a universal tool for function approximation, +Minterpy offers polynomials that can accurately and stably approximate +Lipschitz continuous functions, +with high algebraic convergence rates for common regular functions +up to geometric convergence rates for analytic functions [@Chkifa2013;@Trefethen2019]. + +There are numerous packages written in various programming languages +that provide polynomial-based function approximation. +Among them, Minterpy shares several similarities in both objectives +and functionality with Chebfun [@Driscoll2014]. +Chebfun, a popular MATLAB package[^chebfun-ports], provides numerical +computations with functions using interpolating polynomials +(specifically, Chebyshev polynomials). +It offers a range of features, such as root finding, differentiation, and integration. +However, Chebfun is limited to approximating functions in one, two, and three dimensions. +By comparison, Minterpy extends interpolating polynomials to higher dimensions, +though its present feature set is more limited. + +Within the Python community, several packages are available +for constructing polynomial-based function approximations. +Examples include Chaospy [@Feinberg2015], equadratures [@Seshadri2017], +PyGPC [@Weise2020], PyThia [@Hegemann2023], and UncertainSci [@Tate2023]. +These packages are primarily based on the generalized polynomial +chaos expansion (i.e., orthogonal polynomials) [@Xiu2002] +and are used in the context of uncertainty quantification (UQ). +As a result, constructing a polynomial approximation using these packages +typically requires the problem to be first framed +as an uncertainty quantification problem, +where the inputs are modeled probabilistically. +Minterpy, on the other hand, offers a more straightforward approach to +polynomial-based function approximation free from UQ context. + +Finally, several Python packages are available for constructing polynomial-based +approximation from a given data. +SciPy [@Virtanen2020], for instance, +offers various multivariate interpolation methods +(e.g., linear, nearest, pchip[^pchip]) designed for data on rectilinear grids +(rectangular grid with even or uneven spacing). +Recently, the package ndsplines was introduced [@Margolis2019], +providing an efficient implementation of tensor-product multivariate B-splines. +In contrast to Minterpy, these packages build piecewise local polynomials +and their high-level interfaces are designed +to handle a given set of input/output pairs, +following a data-driven approach. +Due to their familiarity and widespread use, +piecewise polynomials, such as splines, +are established tools for constructing interpolating polynomials. + +# Package overview + +Consider an $m$-dimensional continuous function $f: \square^m \mapsto \mathbb{R}$ +defined, from now on, on the multidimensional hypercube. +Minterpy constructs an interpolating polynomial of such a function +via a polynomial expansion in the Lagrange basis +\begin{equation} +\label{eq:interpolating-polynomial} +f (\boldsymbol{x}) \approx Q (\boldsymbol{x}) = \sum_{\boldsymbol{\alpha} \in A} f(\boldsymbol{p}_{\boldsymbol{\alpha}}) \, L_{\boldsymbol{\alpha}} (\boldsymbol{x}), +\end{equation} +where $A \subseteq \mathbb{N}^m$ is the multi-index set, and +$L_{\boldsymbol{\alpha}}$ and $\boldsymbol{p}_{\boldsymbol{\alpha}}$ +are the Lagrange basis polynomial and the unisolvent node +that correspond to the index element $\boldsymbol{\alpha}$, respectively. +The set of unisolvent nodes +$\{ \boldsymbol{p}_{\boldsymbol{\alpha}} \}_{\boldsymbol{\alpha} \in A}$ +constitutes the interpolation grid. + +Each Lagrange basis polynomial $L_{\boldsymbol{\alpha}}$ satisfies the condition +$$ +L_{\boldsymbol{\alpha}} (p_{\boldsymbol{\beta}}) = \delta_{\boldsymbol{\alpha}, \boldsymbol{\beta}},\;\; p_{\boldsymbol{\beta}} \in \{ \boldsymbol{p}_{\boldsymbol{\alpha}} \}_{\boldsymbol{\alpha} \in A},\;\; \boldsymbol{\alpha} \in A +$$ +where $\delta_{\cdot, \cdot}$ is the Kronecker delta. +Through this condition, the polynomial given in \autoref{eq:interpolating-polynomial} +is indeed an interpolating polynomial. + +The cardinality of the multi-index set $A$ determines +the number of coefficients of the polynomial, +the number of unisolvent nodes, +and ultimately, the number of required function evaluations. +Users can create their own multi-index sets, +but Minterpy, by default, constructs a complete downward-closed +multi-index set $A_{m, n, p}$ +with spatial dimension $m \in \mathbb{N}_{> 0}$, +polynomial degree $n \in \mathbb{N}$, +and $l_p$-degree $p \in \mathbb{R}_{> 0}$, +meaning $A = A_{m, n, p}$ with +$$ +A_{m, n, p} = \{ \boldsymbol{\alpha} \in \mathbb{N}^m: \lVert \boldsymbol{\alpha} \rVert_p = (\alpha_1^p + \cdots + \alpha_m^p)^{1/p} \leq n \}. +$$ +The common choices for $p$ are $1.0$ (total degree), +$2.0$ (Euclidean degree), +and $\infty$ (tensor product). +The Euclidean degree, in particular, +demonstrates a greater resistance to the curse of dimensionality +[@Trefethen2017a;@Hecht2020]. + +Given that the coefficients of the Lagrange expansion are +equal to the function values at the unisolvent nodes, +the Lagrange basis offers an intuitive method for function approximation. +However, deriving closed-form expressions for the multidimensional +Lagrange basis polynomials can be challenging +for general non-tensor-product interpolation grids. +To perform further operations with the polynomial, such as evaluation +and differentiation, +Minterpy transforms the polynomial into the Newton basis +$$ +Q (\boldsymbol{x}) = \sum_{\boldsymbol{\alpha} \in A} c_{\boldsymbol{\alpha}} \, N_{\boldsymbol{\alpha}} (\boldsymbol{x}),\;\; N_{\boldsymbol{\alpha}} (\boldsymbol{x}) = \prod_{i = 1}^m \prod_{j = 0}^{\alpha_i - 1} (x_i - q_j),\;\; q_j \in P_i, +$$ +where $c_{\boldsymbol{\alpha}}$ and $N_{\boldsymbol{\alpha}}$ are +the Newton coefficient and Newton polynomial +that correspond to the index element $\boldsymbol{\alpha}$, respectively; +and $P_i$ is a set of interpolation nodes in each dimension. +By default, Minterpy generates these points using +the Leja-ordered Chebyshev-Lobatto points. +The computation of the Newton coefficients, based on +the Lagrange coefficients and interpolation grid, +is a key step in Minterpy. +This process is carried out by the multidimensional divided difference scheme (DDS) +[@Hecht2020]. + +Note that while the Newton basis is the preferred polynomial basis +in Minterpy, Minterpy also supports other bases, such as the canonical (monomial) +and the Chebyshev (of the first kind) basis. +Polynomials expressed in one basis may be transformed into another basis. +The canonical basis, for example, presents polynomials most familiarly, +although its evaluation is inherently unstable, especially +for high polynomial degrees. + +## Minterpy polynomials for function approximation + +Minterpy's objective is first and foremost function approximation; +its polynomials must therefore be stable and accurate even in high degrees. +Consider, the Runge function: +$$ +f(\boldsymbol{x}) = \frac{1}{1 + \lVert \boldsymbol{x} \rVert^2},\; \boldsymbol{x} \in [-1, 1]^m, +$$ +a function commonly used to illustrate Runge's phenomenon, +a frequently cited pitfall when employing high-degree global polynomial interpolation +with equispaced points. + +\autoref{fig:convergence} shows the accuracy of Minterpy interpolating polynomials +for three different $l_p$-degrees in dimension $m = 3, 4$. +As the increase of polynomial degree is directly related to the growing number of coefficients +(and equivalently, function evaluations), +the number of coefficients or data points is shown in the horizontal axis to facilitate +comparison with other methods. +The infinity norm of the difference between the original function +and its approximation +$$ +\lVert f - Q_f \rVert_{\infty} = \max_{x \in \square^m} \lvert f - Q_f \rvert +$$ +is measured in $1'000'000$ random points. + +![The comparison of Minterpy interpolants, approximating the Runge function in dimension $m = 3, 4$, with alternative methods from designated packages.\label{fig:convergence}](convergence.png) + +For comparison, the figure also displays the results +from data-driven methods from SciPy (v1.13.1) and ndsplines (v0.2.0), +along with the pseudo-spectral projection methods +from Chaospy (v.4.3.17) and Equadratures (v10). + +In the data-driven methods, +the complexity of the approximations is fixed while increasingly more data is provided. +Although ndsplines supports degrees higher than those shown, +spline of degree beyond $5$ is uncommon in practical applications. + +In the pseudo-spectral methods, +the approximation is based on the Legendre polynomial expansion in tensor-product grids +with the corresponding coefficients computed using numerical integration +(hence, pseudo-spectral). The number of coefficients, therefore, is equivalent to +Minterpy interpolants with an $l_\infty$-degree. +equadratures, whose convergence results are equivalent to Minterpy with an $l_\infty$-degree, +imposes a soft limit on the cardinality of the multi-index set to $5 \times 10^4$ +beyond which the computation of the coefficients becomes prohibitively expensive. +Chaospy, on the other hand, appears to encounter difficulties +with the expansion in tensor-product grids[^sparse]. + +The results demonstrate that Minterpy polynomials offer an accurate function approximation, +outperforming other common polynomial-based approximation methods in Python. +Specifically, Minterpy polynomials remain stable and achieve numerical convergence +with an accuracy of $10^{-14}$. + +## Operations on the Minterpy polynomials + +Once a Minterpy polynomial is obtained, +it can be further processed through basic arithmetic[^rational-function] and calculus operations. +Basic arithmetic operations include addition, subtraction, multiplication, +and exponentiation by positive integers. +Since polynomials are closed under these operations, +Minterpy produces another Minterpy polynomial instance as the result of the operation. +Only Chaospy provides such capabilities in the compared tools. + +Moreover, Minterpy supports basic calculus operations for polynomials +including differentiation and definite integration. +Differentiating a polynomial yields another polynomial instance that represents +the derivative of the original polynomial. +Definite integration, on the other hand, results in numerical value. + +## Polynomial regression + +While Minterpy interpolation rests on Leja-ordered Chebyshev-Lobatto nodes, +real-world datasets often consist of function values at scattered or +equispaced points within the domain. +To address such cases, Minterpy supports the construction of a polynomial[^non-interpolatory] +through well-conditioned least-squares +schemes [@Veettil2022]. + +Once constructed, the polynomial can be further processed +like any other Minterpy polynomial. + +## Documentation + +The online documentation is a crucial component of the Minterpy project. +Adopting the Diátaxis framework [@Procida2024], +the documentation is roughly divided into four main categories: +Getting Started (a quick start guide and a series of in-depth tutorials), +How-To Guides (instructions on how to accomplish a specific task), +Fundamentals (explanations of the mathematical theory that underlies Minterpy), +and API reference (detailed descriptions of the functions and classes in the API). +A dedicated section on contributing to the Minterpy project is also available. + +The package documentation can be found on the Minterpy [readthedocs]() + +## Applications + +Minterpy has been applied in various fields of research within the open literature, +including for data fitting in physics [@Dornheim2023], +serving as a surrogate model in blackbox optimization [@Schreiber2023], +and representing level sets in differential geometry [@Veettil2023]. + +## Further developments + +Minterpy is continuously being extended and improved. +One ongoing effort, for instance, aims to leverage +the unique nested and sparse triangular structure +of the transformation matrix used in the Lagrange-to-Newton +and Newton-to-Lagrange transformations +to achieve more efficient storage and faster computations. +Additionally, work is underway to develop an automatic, adaptive, +and sparse construction scheme for interpolating polynomials. + +## Author contributions + +The contributions to this paper are listed according +to the CRediT (Contributor Roles Taxonomy). +**Damar Wicaksono**: Conceptualization, software, validation, visualization, and writing--original draft. +**Uwe Hernandez Acosta**: Conceptualization, project administration, software, and writing--review and editing. +**Sachin Krishnan Thekke Veettil**: Conceptualization and software. +**Jannik Michelfeit**: Conceptualization and software. +**Michael Hecht**: Conceptualization, supervision, funding acquisition, and writing--review and editing. + +## Acknowledgments + +The authors sincerely thank Janina Schreiber for +the thorough and insightful code review during the development process. + +The work is partly funded by the Center for Advanced Systems Understanding ([CASUS](https://www.casus.science)) +which is financed by Germany's Federal Ministry of Education and Research (BMBF) +and by the Saxony Ministry for Science, Culture and Tourism (SMWK). +Funding is provided through taxfunds based on the budget approved the Saxony State Parliament. + +# References + +[^chebfun-ports]: Packages in other languages based on or similar to Chebfun +include ApproxFun [@Olver2023] in Julia, +and ChebPy [@Richardson2024] and pychebfun [@Swierczewski2024] in Python. +[^rational-function]: Minterpy currently does not support polynomial-polynomial division. +[^sparse]: Both Chaospy and equadratures support sparse polynomial construction, +which may alleviate the issue of large number of coefficients. +Comparing these approaches, however, is beyond the scope of this work. +[^pchip]: pchip stands for Piecewise cubic Hermite interpolating polynomial. +[^non-interpolatory]: The polynomials are, however, not strictly interpolatory. From e308cd3530f03d467fe2b77ab272558527bdbd6a Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Mon, 23 Dec 2024 11:12:33 +0100 Subject: [PATCH 02/33] Update paper.md with UHA's suggestions --- joss/paper.md | 10 +++++++--- 1 file changed, 7 insertions(+), 3 deletions(-) diff --git a/joss/paper.md b/joss/paper.md index a8c52d36..bb8be4e2 100644 --- a/joss/paper.md +++ b/joss/paper.md @@ -327,7 +327,8 @@ Fundamentals (explanations of the mathematical theory that underlies Minterpy), and API reference (detailed descriptions of the functions and classes in the API). A dedicated section on contributing to the Minterpy project is also available. -The package documentation can be found on the Minterpy [readthedocs]() +The package documentation is automatically built and deployed +on the Minterpy [GitHub pages](https://minterpy-project.github.io/minterpy/). ## Applications @@ -359,8 +360,11 @@ to the CRediT (Contributor Roles Taxonomy). ## Acknowledgments -The authors sincerely thank Janina Schreiber for -the thorough and insightful code review during the development process. +The authors express their gratitude to +Michael Bussmann for his support, invaluable discussions, and suggestions; +Michał Bajda for designing the Minterpy logo; +Janina Schreiber for the thorough and insightful code review +during the development process. The work is partly funded by the Center for Advanced Systems Understanding ([CASUS](https://www.casus.science)) which is financed by Germany's Federal Ministry of Education and Research (BMBF) From a34ed9412d230f83558008fdd03e3d5aaa0d26a4 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Mon, 30 Dec 2024 10:24:07 +0100 Subject: [PATCH 03/33] Add info on machine --- joss/paper.md | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/joss/paper.md b/joss/paper.md index bb8be4e2..9ada26cd 100644 --- a/joss/paper.md +++ b/joss/paper.md @@ -248,7 +248,7 @@ a frequently cited pitfall when employing high-degree global polynomial interpol with equispaced points. \autoref{fig:convergence} shows the accuracy of Minterpy interpolating polynomials -for three different $l_p$-degrees in dimension $m = 3, 4$. +for three different $l_p$-degrees in dimension $m = 3, 4$[^machine]. As the increase of polynomial degree is directly related to the growing number of coefficients (and equivalently, function evaluations), the number of coefficients or data points is shown in the horizontal axis to facilitate @@ -377,6 +377,7 @@ Funding is provided through taxfunds based on the budget approved the Saxony Sta include ApproxFun [@Olver2023] in Julia, and ChebPy [@Richardson2024] and pychebfun [@Swierczewski2024] in Python. [^rational-function]: Minterpy currently does not support polynomial-polynomial division. +[^machine]: The experiment was conducted on a machine equipped with a 32-core AMD EPYC processor, 256 GB of RAM, and running Debian 12 Linux. [^sparse]: Both Chaospy and equadratures support sparse polynomial construction, which may alleviate the issue of large number of coefficients. Comparing these approaches, however, is beyond the scope of this work. From 8bef382b4bf60e773a08a07df54106f0284f301a Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Mon, 30 Dec 2024 10:29:00 +0100 Subject: [PATCH 04/33] Add info on Python version --- joss/paper.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/joss/paper.md b/joss/paper.md index 9ada26cd..830a7aea 100644 --- a/joss/paper.md +++ b/joss/paper.md @@ -377,7 +377,7 @@ Funding is provided through taxfunds based on the budget approved the Saxony Sta include ApproxFun [@Olver2023] in Julia, and ChebPy [@Richardson2024] and pychebfun [@Swierczewski2024] in Python. [^rational-function]: Minterpy currently does not support polynomial-polynomial division. -[^machine]: The experiment was conducted on a machine equipped with a 32-core AMD EPYC processor, 256 GB of RAM, and running Debian 12 Linux. +[^machine]: The numerical experiment was conducted on a machine equipped with a 32-core AMD EPYC processor, 256 GB of RAM, and running Debian 12 Linux and Python v3.9.19. [^sparse]: Both Chaospy and equadratures support sparse polynomial construction, which may alleviate the issue of large number of coefficients. Comparing these approaches, however, is beyond the scope of this work. From af82f141516cb400b51ba40c768c933817517b77 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Tue, 31 Dec 2024 15:50:57 +0100 Subject: [PATCH 05/33] Shorten the paper --- joss/paper.bib | 8 -- joss/paper.md | 377 +++++++++++++++++-------------------------------- 2 files changed, 129 insertions(+), 256 deletions(-) diff --git a/joss/paper.bib b/joss/paper.bib index 1856d932..bb01c02f 100644 --- a/joss/paper.bib +++ b/joss/paper.bib @@ -243,14 +243,6 @@ @Article{Margolis2019 publisher = {The Open Journal}, } -@Misc{Procida2024, - author = {Procida, Daniele}, - note = {Retrieved September 26, 2024}, - title = {{Diátaxis} documentation framework}, - year = {2024}, - url = {https://diataxis.fr/}, -} - @Article{Trefethen2017a, author = {Trefethen, L. N.}, journal = {Proceedings of the American Mathematical Society}, diff --git a/joss/paper.md b/joss/paper.md index 830a7aea..7feca45f 100644 --- a/joss/paper.md +++ b/joss/paper.md @@ -42,21 +42,19 @@ bibliography: paper.bib # Summary -Interpolation is the bottleneck in numerous computational tasks, -appearing in function approximation, curve fitting, numerical integration, -surface level-set methods, differential geometry, -spectral methods, surrogate-model-based optimization, -sensitivity analysis, uncertainty quantification, -and beyond. +Interpolation is essential in various computational tasks, +including function approximation, curve fitting, numerical integration, +differential geometry, +spectral methods, optimization, +and uncertainty quantification. Minterpy is an open-source Python package designed for multivariate polynomial interpolation. -It provides a means of approximating a wide range of functions -using numerically stable and accurate interpolating polynomials. -Some of its key features are: +It provides stable and accurate interpolating polynomials for approximating a wide range of functions. +Key features include: - Polynomial interpolation on properly selected nodes and - polynomial regression on given arbitrary scattered nodes. + regression on arbitrary nodes. - Differentiation and integration operations on the polynomials. - Addition, subtraction, and multiplication operations on the polynomials. @@ -67,303 +65,187 @@ commonly associated with interpolation tasks. # Statement of need -Polynomial interpolation can be traced back to the works of -Newton, Lagrange, and others [@Meijering2002], -and its significance in mathematics and computing is well-established -[@Cools2002;@Hecht2018;@Xiu2009]. -As a means of approximating functions, global polynomials---where a single polynomial -is defined over the entire domain---offer several advantages -that facilitate common numerical operations, such as -differentiation, integration, addition, subtraction, or multiplication [@Trefethen2019]. - -Polynomial interpolation is based on the principle that, in one dimension, -one and only one polynomial $Q_{f, n}$ of degree $n$ can interpolate +Polynomial interpolation, rooted in the works of Newton and Lagrange [@Meijering2002], +plays a vital role in mathematics and computing [@Cools2002;@Hecht2018;@Xiu2009]. +Global polynomials---defined over the entire domain---enable efficient numerical operations +like differentiation, integration, addition, subtraction, or multiplication [@Trefethen2019]. + +In one dimension, a unique polynomial $Q_{f, n}$ of degree $n$ interpolates a function $f: \Omega \mapsto \mathbb{R}$ in a bounded domain $\Omega$ -with $n + 1$ distinct _unisolvent interpolation nodes (points)_ $P_n$ such that +at $n + 1$ distinct _unisolvent interpolation nodes_ $P_n$ satisfying $$ Q_{f, n} (p_i) = f(p_i),\; \forall p_i \in P_n \subset \Omega,\; i = 0, \ldots, n. $$ The Stone-Weierstrass Approximation Theorem further states that, in multiple dimensions, any continuous function on a bounded domain can be approximated by multivariate global polynomials [@Branges1959]. -The theorem, however, does not prescribe how to obtain such a polynomial. -Furthermore, the theorem does not even require the sequence of polynomials $Q_{f, n}$ +The theorem, however, does not provide construction method; +it does not even require the sequence of polynomials $Q_{f, n}$ to coincide with $f$ _anywhere_ in the domain, while still having uniform convergence on the domain. -In short, approximation and interpolation -using global polynomials are two distinct problems that must be addressed simultaneously. +Thus, approximation and interpolation +using global polynomials are distinct challenges. -Global polynomials, although familiar in structure, -can achieve a better global accuracy for a wide class of regular functions +Global polynomials can achieve a better global accuracy +for a wide class of regular functions (differentiable, smooth, analytic), -and are amenable to further numerical computations, -have a controversial reputation due to misconceptions -that they are unstable, susceptible to Runge's phenomenon, -prone to round-off errors during evaluation, +and are amenable to further numerical computations. +However, they are often misperceived as unstable, +susceptible to Runge's phenomenon, +prone to round-off errors, and subject to the curse of dimensionality [@Trefethen2011;@Trefethen2017]. -Minterpy addresses these issues -by constructing multivariate polynomial interpolants -in proper interpolation nodes, -and representing the polynomials in the Newton basis for stable evaluation. -Furthermore, the underlying multi-index sets of the multivariate polynomials -can be tailored to mitigate the curse of dimensionality. -While by no means a universal tool for function approximation, -Minterpy offers polynomials that can accurately and stably approximate -Lipschitz continuous functions, -with high algebraic convergence rates for common regular functions -up to geometric convergence rates for analytic functions [@Chkifa2013;@Trefethen2019]. - -There are numerous packages written in various programming languages -that provide polynomial-based function approximation. -Among them, Minterpy shares several similarities in both objectives -and functionality with Chebfun [@Driscoll2014]. -Chebfun, a popular MATLAB package[^chebfun-ports], provides numerical -computations with functions using interpolating polynomials -(specifically, Chebyshev polynomials). -It offers a range of features, such as root finding, differentiation, and integration. -However, Chebfun is limited to approximating functions in one, two, and three dimensions. -By comparison, Minterpy extends interpolating polynomials to higher dimensions, -though its present feature set is more limited. - -Within the Python community, several packages are available -for constructing polynomial-based function approximations. -Examples include Chaospy [@Feinberg2015], equadratures [@Seshadri2017], -PyGPC [@Weise2020], PyThia [@Hegemann2023], and UncertainSci [@Tate2023]. -These packages are primarily based on the generalized polynomial -chaos expansion (i.e., orthogonal polynomials) [@Xiu2002] -and are used in the context of uncertainty quantification (UQ). -As a result, constructing a polynomial approximation using these packages -typically requires the problem to be first framed -as an uncertainty quantification problem, -where the inputs are modeled probabilistically. -Minterpy, on the other hand, offers a more straightforward approach to -polynomial-based function approximation free from UQ context. - -Finally, several Python packages are available for constructing polynomial-based -approximation from a given data. -SciPy [@Virtanen2020], for instance, -offers various multivariate interpolation methods -(e.g., linear, nearest, pchip[^pchip]) designed for data on rectilinear grids -(rectangular grid with even or uneven spacing). -Recently, the package ndsplines was introduced [@Margolis2019], -providing an efficient implementation of tensor-product multivariate B-splines. -In contrast to Minterpy, these packages build piecewise local polynomials -and their high-level interfaces are designed -to handle a given set of input/output pairs, -following a data-driven approach. -Due to their familiarity and widespread use, -piecewise polynomials, such as splines, -are established tools for constructing interpolating polynomials. +Minterpy addresses these challenges by constructing multivariate polynomial interpolants +using appropriate interpolation nodes, +representing them in the Newton basis for stable evaluation, +and providing options to tailor the underlying multi-index sets +to mitigate the curse of dimensionality. +While not a universal tool for function approximation, +Minterpy enables the accurate and stable approximation +of Lipschitz continuous functions with high convergence rates, +reaching geometric rates for analytic functions [@Chkifa2013;@Trefethen2019]. + +Minterpy shares similar objectives and functionality with Chebfun [@Driscoll2014], +a popular MATLAB package[^chebfun-ports] designed for numerical computations using interpolating polynomials, +specifically Chebyshev polynomials. +Chebfun provides features such as root finding, differentiation, and integration +for function approximation in up to three dimensions. +In contrast, Minterpy supports higher dimensions but with fewer features. + +Several Python packages, such as Chaospy [@Feinberg2015], equadratures [@Seshadri2017], PyGPC [@Weise2020], PyThia [@Hegemann2023], +and UncertainSci [@Tate2023], provide polynomial-based function approximations, +primarily for uncertainty quantification (UQ) using generalized polynomial chaos expansion [@Xiu2002]. +These tools often require framing problems as UQ tasks, where inputs are modeled probabilistically. +In contrast, Minterpy offers a straightforward, UQ-free approach to polynomial approximation. + +Several other Python packages construct polynomial approximations from data. +SciPy [@Virtanen2020] provides multivariate interpolation methods (e.g., linear, nearest, pchip[^pchip]) for rectilinear grids. +ndsplines [@Margolis2019] efficiently implements tensor-product multivariate B-splines. +Unlike Minterpy, these tools rely on piecewise local polynomials +and are tailored for input/output pairs data pairs. +Familiar and widely used, piecewise polynomials (especially splines) remain established tools for polynomial interpolation tasks. # Package overview -Consider an $m$-dimensional continuous function $f: \square^m \mapsto \mathbb{R}$ -defined, from now on, on the multidimensional hypercube. -Minterpy constructs an interpolating polynomial of such a function -via a polynomial expansion in the Lagrange basis +Minterpy interpolates $m$-dimensional functions defined on a hypercube using a polynomial expansion in the Lagrange basis: \begin{equation} \label{eq:interpolating-polynomial} f (\boldsymbol{x}) \approx Q (\boldsymbol{x}) = \sum_{\boldsymbol{\alpha} \in A} f(\boldsymbol{p}_{\boldsymbol{\alpha}}) \, L_{\boldsymbol{\alpha}} (\boldsymbol{x}), \end{equation} -where $A \subseteq \mathbb{N}^m$ is the multi-index set, and -$L_{\boldsymbol{\alpha}}$ and $\boldsymbol{p}_{\boldsymbol{\alpha}}$ -are the Lagrange basis polynomial and the unisolvent node -that correspond to the index element $\boldsymbol{\alpha}$, respectively. -The set of unisolvent nodes -$\{ \boldsymbol{p}_{\boldsymbol{\alpha}} \}_{\boldsymbol{\alpha} \in A}$ -constitutes the interpolation grid. - -Each Lagrange basis polynomial $L_{\boldsymbol{\alpha}}$ satisfies the condition +where where $A \subseteq \mathbb{N}^m$, +$L_{\boldsymbol{\alpha}}$, and $\boldsymbol{p}_{\boldsymbol{\alpha}}$ +are the multi-index set, +the Lagrange basis polynomial, +and the unisolvent node that correspond to the index element $\boldsymbol{\alpha}$, +respectively. +The set $\{ \boldsymbol{p}_{\boldsymbol{\alpha}} \}_{\boldsymbol{\alpha} \in A}$ +forms the interpolation grid. + +Each basis polynomial satisfies the Kronecker delta condition $$ -L_{\boldsymbol{\alpha}} (p_{\boldsymbol{\beta}}) = \delta_{\boldsymbol{\alpha}, \boldsymbol{\beta}},\;\; p_{\boldsymbol{\beta}} \in \{ \boldsymbol{p}_{\boldsymbol{\alpha}} \}_{\boldsymbol{\alpha} \in A},\;\; \boldsymbol{\alpha} \in A +L_{\boldsymbol{\alpha}} (p_{\boldsymbol{\beta}}) = \delta_{\boldsymbol{\alpha}, \boldsymbol{\beta}},\;\; p_{\boldsymbol{\beta}} \in \{ \boldsymbol{p}_{\boldsymbol{\alpha}} \}_{\boldsymbol{\alpha} \in A},\;\; \boldsymbol{\alpha} \in A, $$ -where $\delta_{\cdot, \cdot}$ is the Kronecker delta. -Through this condition, the polynomial given in \autoref{eq:interpolating-polynomial} -is indeed an interpolating polynomial. - -The cardinality of the multi-index set $A$ determines -the number of coefficients of the polynomial, -the number of unisolvent nodes, -and ultimately, the number of required function evaluations. -Users can create their own multi-index sets, -but Minterpy, by default, constructs a complete downward-closed -multi-index set $A_{m, n, p}$ -with spatial dimension $m \in \mathbb{N}_{> 0}$, +ensuring $Q(\boldsymbol{x})$ is an interpolating polynomial. + +The multi-index set $A$ determines polynomial coefficients, unisolvent nodes, and function evaluations. +Minterpy defaults to a downward-closed set $A_{m, n, p}$ +of spatial dimension $m \in \mathbb{N}_{> 0}$, polynomial degree $n \in \mathbb{N}$, and $l_p$-degree $p \in \mathbb{R}_{> 0}$, -meaning $A = A_{m, n, p}$ with +with $A = A_{m, n, p}$ $$ A_{m, n, p} = \{ \boldsymbol{\alpha} \in \mathbb{N}^m: \lVert \boldsymbol{\alpha} \rVert_p = (\alpha_1^p + \cdots + \alpha_m^p)^{1/p} \leq n \}. $$ -The common choices for $p$ are $1.0$ (total degree), -$2.0$ (Euclidean degree), -and $\infty$ (tensor product). -The Euclidean degree, in particular, -demonstrates a greater resistance to the curse of dimensionality -[@Trefethen2017a;@Hecht2020]. - -Given that the coefficients of the Lagrange expansion are -equal to the function values at the unisolvent nodes, -the Lagrange basis offers an intuitive method for function approximation. -However, deriving closed-form expressions for the multidimensional -Lagrange basis polynomials can be challenging -for general non-tensor-product interpolation grids. -To perform further operations with the polynomial, such as evaluation -and differentiation, -Minterpy transforms the polynomial into the Newton basis +Typical choices for $p$ are $1.0$, $2.0$, and $\infty$, representing the total, Euclidian, and tensor-product degree, respectively. +The Euclidean degree, in particular, demonstrates a greater resistance to the curse of dimensionality [@Trefethen2017a;@Hecht2020]. + +Deriving multidimensional Lagrange basis expressions is challenging. +For operations like evaluation and differentiation, Minterpy converts polynomials into the Newton basis $$ Q (\boldsymbol{x}) = \sum_{\boldsymbol{\alpha} \in A} c_{\boldsymbol{\alpha}} \, N_{\boldsymbol{\alpha}} (\boldsymbol{x}),\;\; N_{\boldsymbol{\alpha}} (\boldsymbol{x}) = \prod_{i = 1}^m \prod_{j = 0}^{\alpha_i - 1} (x_i - q_j),\;\; q_j \in P_i, $$ where $c_{\boldsymbol{\alpha}}$ and $N_{\boldsymbol{\alpha}}$ are the Newton coefficient and Newton polynomial that correspond to the index element $\boldsymbol{\alpha}$, respectively; -and $P_i$ is a set of interpolation nodes in each dimension. -By default, Minterpy generates these points using -the Leja-ordered Chebyshev-Lobatto points. -The computation of the Newton coefficients, based on -the Lagrange coefficients and interpolation grid, -is a key step in Minterpy. -This process is carried out by the multidimensional divided difference scheme (DDS) -[@Hecht2020]. - -Note that while the Newton basis is the preferred polynomial basis -in Minterpy, Minterpy also supports other bases, such as the canonical (monomial) -and the Chebyshev (of the first kind) basis. -Polynomials expressed in one basis may be transformed into another basis. -The canonical basis, for example, presents polynomials most familiarly, -although its evaluation is inherently unstable, especially -for high polynomial degrees. +$P_i$ is a set of interpolation nodes in each dimension. +Using Leja-ordered Chebyshev-Lobatto interpolation nodes by default, Newton basis offers numerical stability. +Computing Newton coefficients, based on the Lagrange coefficients and interpolation grid, +via a multidimensional divided-difference scheme (DDS) is a key step in Minterpy [@Hecht2020]. + +Minterpy also supports other polynomial bases, including the canonical (monomial) and Chebyshev (first kind) bases, +along with transformations between them. ## Minterpy polynomials for function approximation -Minterpy's objective is first and foremost function approximation; -its polynomials must therefore be stable and accurate even in high degrees. +Minterpy prioritizes stable and accurate function approximation, even for high-degree polynomials. Consider, the Runge function: $$ f(\boldsymbol{x}) = \frac{1}{1 + \lVert \boldsymbol{x} \rVert^2},\; \boldsymbol{x} \in [-1, 1]^m, $$ -a function commonly used to illustrate Runge's phenomenon, -a frequently cited pitfall when employing high-degree global polynomial interpolation -with equispaced points. +commonly used to demonstrate Runge's phenomenon, a pitfall in high-degree interpolation with equispaced points. + +![The comparison of Minterpy interpolants, approximating the Runge function in dimension $m = 3, 4$, with alternative methods from designated packages.\label{fig:convergence}](convergence.png) \autoref{fig:convergence} shows the accuracy of Minterpy interpolating polynomials for three different $l_p$-degrees in dimension $m = 3, 4$[^machine]. -As the increase of polynomial degree is directly related to the growing number of coefficients -(and equivalently, function evaluations), -the number of coefficients or data points is shown in the horizontal axis to facilitate -comparison with other methods. -The infinity norm of the difference between the original function -and its approximation +The horizontal axis shows the number of coefficients (and function evaluations), +directly linked to the polynomial degree, to enable comparisons with other methods. +The infinity norm of the difference between the function and its approximation, $$ \lVert f - Q_f \rVert_{\infty} = \max_{x \in \square^m} \lvert f - Q_f \rvert $$ -is measured in $1'000'000$ random points. +is measured at $1'000'000$ random points. -![The comparison of Minterpy interpolants, approximating the Runge function in dimension $m = 3, 4$, with alternative methods from designated packages.\label{fig:convergence}](convergence.png) +The figure compares data-driven methods (SciPy v1.13.1, ndsplines v0.2.0) and pseudo-spectral methods (Chaospy v4.3.17, Equadratures v10). +In the data-driven methods, approximation complexity is fixed as data increases. +While ndsplines supports higher degrees, splines above degree 5 are rare in practice. +The pseudo-spectral methods approximate functions using Legendre polynomial expansions on tensor-product grids, +with coefficients computed via numerical integration. +The coefficient count matches Minterpy interpolants with $l_\infty$-degree. +Equadratures, whose results are comparable to Minterpy, (softly) limits multi-index cardinality to $5 \times 10^4$ due to computational expense, +while Chaospy struggles with tensor-product grids[^sparse]. -For comparison, the figure also displays the results -from data-driven methods from SciPy (v1.13.1) and ndsplines (v0.2.0), -along with the pseudo-spectral projection methods -from Chaospy (v.4.3.17) and Equadratures (v10). - -In the data-driven methods, -the complexity of the approximations is fixed while increasingly more data is provided. -Although ndsplines supports degrees higher than those shown, -spline of degree beyond $5$ is uncommon in practical applications. - -In the pseudo-spectral methods, -the approximation is based on the Legendre polynomial expansion in tensor-product grids -with the corresponding coefficients computed using numerical integration -(hence, pseudo-spectral). The number of coefficients, therefore, is equivalent to -Minterpy interpolants with an $l_\infty$-degree. -equadratures, whose convergence results are equivalent to Minterpy with an $l_\infty$-degree, -imposes a soft limit on the cardinality of the multi-index set to $5 \times 10^4$ -beyond which the computation of the coefficients becomes prohibitively expensive. -Chaospy, on the other hand, appears to encounter difficulties -with the expansion in tensor-product grids[^sparse]. - -The results demonstrate that Minterpy polynomials offer an accurate function approximation, -outperforming other common polynomial-based approximation methods in Python. -Specifically, Minterpy polynomials remain stable and achieve numerical convergence -with an accuracy of $10^{-14}$. +The results show Minterpy polynomials provide accurate function approximation with stability and convergence up to $10^{-14}$, +outperforming competing tools. ## Operations on the Minterpy polynomials -Once a Minterpy polynomial is obtained, -it can be further processed through basic arithmetic[^rational-function] and calculus operations. -Basic arithmetic operations include addition, subtraction, multiplication, -and exponentiation by positive integers. -Since polynomials are closed under these operations, -Minterpy produces another Minterpy polynomial instance as the result of the operation. -Only Chaospy provides such capabilities in the compared tools. - -Moreover, Minterpy supports basic calculus operations for polynomials -including differentiation and definite integration. -Differentiating a polynomial yields another polynomial instance that represents -the derivative of the original polynomial. -Definite integration, on the other hand, results in numerical value. +Minterpy polynomials support arithmetic operations (addition, subtraction, multiplication) +and calculus operations (differentiation, definite integration). +Except for definite integration (yielding a numerical value), +these operations produce another polynomial, ensuring closure. +Among compared tools, only Chaospy offers similar capabilities. ## Polynomial regression -While Minterpy interpolation rests on Leja-ordered Chebyshev-Lobatto nodes, -real-world datasets often consist of function values at scattered or -equispaced points within the domain. -To address such cases, Minterpy supports the construction of a polynomial[^non-interpolatory] -through well-conditioned least-squares -schemes [@Veettil2022]. - -Once constructed, the polynomial can be further processed -like any other Minterpy polynomial. - -## Documentation - -The online documentation is a crucial component of the Minterpy project. -Adopting the Diátaxis framework [@Procida2024], -the documentation is roughly divided into four main categories: -Getting Started (a quick start guide and a series of in-depth tutorials), -How-To Guides (instructions on how to accomplish a specific task), -Fundamentals (explanations of the mathematical theory that underlies Minterpy), -and API reference (detailed descriptions of the functions and classes in the API). -A dedicated section on contributing to the Minterpy project is also available. - -The package documentation is automatically built and deployed -on the Minterpy [GitHub pages](https://minterpy-project.github.io/minterpy/). +Minterpy interpolation uses Leja-ordered Chebyshev-Lobatto nodes by default; +for scattered or equispaced data, it supports construction +via well-conditioned least-squares schemes [@Veettil2022]. +The resulting polynomials can then be processed like any other Minterpy polynomials. ## Applications -Minterpy has been applied in various fields of research within the open literature, -including for data fitting in physics [@Dornheim2023], +Minterpy has been applied in various research fields, +including data fitting in physics [@Dornheim2023], serving as a surrogate model in blackbox optimization [@Schreiber2023], and representing level sets in differential geometry [@Veettil2023]. -## Further developments - -Minterpy is continuously being extended and improved. -One ongoing effort, for instance, aims to leverage -the unique nested and sparse triangular structure -of the transformation matrix used in the Lagrange-to-Newton -and Newton-to-Lagrange transformations -to achieve more efficient storage and faster computations. -Additionally, work is underway to develop an automatic, adaptive, -and sparse construction scheme for interpolating polynomials. - -## Author contributions +# Author contributions The contributions to this paper are listed according -to the CRediT (Contributor Roles Taxonomy). -**Damar Wicaksono**: Conceptualization, software, validation, visualization, and writing--original draft. -**Uwe Hernandez Acosta**: Conceptualization, project administration, software, and writing--review and editing. -**Sachin Krishnan Thekke Veettil**: Conceptualization and software. -**Jannik Michelfeit**: Conceptualization and software. -**Michael Hecht**: Conceptualization, supervision, funding acquisition, and writing--review and editing. +to [CRediT](https://credit.niso.org). +**Damar Wicaksono**: Conceptualization, software, validation, visualization, writing--original draft. +**Uwe Hernandez Acosta**: Conceptualization, project administration, software, writing--review and editing. +**Sachin Krishnan Thekke Veettil**: Conceptualization, software. +**Jannik Kissinger**: Conceptualization, software. +**Michael Hecht**: Conceptualization, supervision, funding acquisition, writing--review and editing. -## Acknowledgments +# Acknowledgments The authors express their gratitude to -Michael Bussmann for his support, invaluable discussions, and suggestions; +Michael Bussmann for his support and invaluable suggestions; Michał Bajda for designing the Minterpy logo; -Janina Schreiber for the thorough and insightful code review +Janina Schreiber for the thorough code review during the development process. The work is partly funded by the Center for Advanced Systems Understanding ([CASUS](https://www.casus.science)) @@ -374,12 +256,11 @@ Funding is provided through taxfunds based on the budget approved the Saxony Sta # References [^chebfun-ports]: Packages in other languages based on or similar to Chebfun -include ApproxFun [@Olver2023] in Julia, -and ChebPy [@Richardson2024] and pychebfun [@Swierczewski2024] in Python. -[^rational-function]: Minterpy currently does not support polynomial-polynomial division. -[^machine]: The numerical experiment was conducted on a machine equipped with a 32-core AMD EPYC processor, 256 GB of RAM, and running Debian 12 Linux and Python v3.9.19. -[^sparse]: Both Chaospy and equadratures support sparse polynomial construction, -which may alleviate the issue of large number of coefficients. +include ApproxFun [@Olver2023] (Julia), +and ChebPy [@Richardson2024] and pychebfun [@Swierczewski2024] (Python). +[^machine]: The numerical experiment was conducted on a machine equipped with a 32-core AMD EPYC processor, 256 GB of RAM, +running Python v3.9.19 on Debian 12 Linux. +[^sparse]: Both Chaospy and equadratures support sparse polynomial construction, which can help reduce the number of coefficients. Comparing these approaches, however, is beyond the scope of this work. -[^pchip]: pchip stands for Piecewise cubic Hermite interpolating polynomial. +[^pchip]: Piecewise cubic Hermite interpolating polynomial. [^non-interpolatory]: The polynomials are, however, not strictly interpolatory. From 2ec95c87ad43c358e6e6fa8b68a243e17695c80e Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Mon, 6 Jan 2025 10:37:08 +0100 Subject: [PATCH 06/33] Update paper --- joss/paper.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/joss/paper.md b/joss/paper.md index 7feca45f..59bbf518 100644 --- a/joss/paper.md +++ b/joss/paper.md @@ -159,7 +159,7 @@ $$ Typical choices for $p$ are $1.0$, $2.0$, and $\infty$, representing the total, Euclidian, and tensor-product degree, respectively. The Euclidean degree, in particular, demonstrates a greater resistance to the curse of dimensionality [@Trefethen2017a;@Hecht2020]. -Deriving multidimensional Lagrange basis expressions is challenging. +Deriving multidimensional Lagrange basis expressions for general non-tensorial grids is challenging. For operations like evaluation and differentiation, Minterpy converts polynomials into the Newton basis $$ Q (\boldsymbol{x}) = \sum_{\boldsymbol{\alpha} \in A} c_{\boldsymbol{\alpha}} \, N_{\boldsymbol{\alpha}} (\boldsymbol{x}),\;\; N_{\boldsymbol{\alpha}} (\boldsymbol{x}) = \prod_{i = 1}^m \prod_{j = 0}^{\alpha_i - 1} (x_i - q_j),\;\; q_j \in P_i, From 05716ea79546859f664d17545ebeffc0f307f9be Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Mon, 7 Apr 2025 10:29:19 +0200 Subject: [PATCH 07/33] Revise statement of need and package overview The Statement of need has been revised according to the feedback provided by Reviewer 1 in the JOSS submission review. Additional references have been added. The explanation about the notion of the curse of dimensionality has been expanded in Section 3 (Package Overview). Finally, found typos have been fixed. This commit should resolve Issue #10, #14, and #16. --- joss/paper.bib | 53 ++++++++++++ joss/paper.md | 223 +++++++++++++++++++++++++++++++++---------------- 2 files changed, 206 insertions(+), 70 deletions(-) diff --git a/joss/paper.bib b/joss/paper.bib index bb01c02f..95d4f02d 100644 --- a/joss/paper.bib +++ b/joss/paper.bib @@ -281,4 +281,57 @@ @Article{Chkifa2013 doi = {10.1016/j.jat.2012.11.005}, } +@Book{Goldstine1977, + author = {Goldstine, Herman H.}, + publisher = {Springer New York}, + title = {A history of numerical analysis from the 16th through the 19th century}, + year = {1977}, + isbn = {9781468494723}, + series = {Studies in the History of Mathematics and Physical Sciences}, + doi = {10.1007/978-1-4684-9472-3}, +} + +@Article{Trefethen2016, + author = {Trefethen, L. N.}, + journal = {Notices of the American Mathematical Society}, + title = {Inverse {Yogiisms}}, + year = {2016}, + number = {11}, + pages = {1281--1285}, + volume = {63}, + doi = {10.1090/noti1446}, + publisher = {American Mathematical Society (AMS)}, +} + +@Article{Breuss2018, + author = {Breuß, Michael and Kemm, Friedemann and Vogel, Oliver}, + journal = {Kybernetika}, + title = {A numerical study of {Newton} interpolation with extremely high degrees}, + year = {2018}, + pages = {279--288}, + doi = {10.14736/kyb-2018-2-0279}, +} + +@Article{Reichel1990, + author = {Reichel, Lothar}, + journal = {BIT}, + title = {Newton interpolation at {Leja} points}, + year = {1990}, + number = {2}, + pages = {332--346}, + volume = {30}, + doi = {10.1007/bf02017352}, +} + +@Article{TalEzer1991, + author = {Tal-Ezer, Hillel}, + journal = {SIAM Journal on Scientific and Statistical Computing}, + title = {High degree polynomial interpolation in {Newton} form}, + year = {1991}, + number = {3}, + pages = {648--667}, + volume = {12}, + doi = {10.1137/0912034}, +} + @Comment{jabref-meta: databaseType:bibtex;} diff --git a/joss/paper.md b/joss/paper.md index 59bbf518..d00e51ee 100644 --- a/joss/paper.md +++ b/joss/paper.md @@ -65,58 +65,98 @@ commonly associated with interpolation tasks. # Statement of need -Polynomial interpolation, rooted in the works of Newton and Lagrange [@Meijering2002], -plays a vital role in mathematics and computing [@Cools2002;@Hecht2018;@Xiu2009]. -Global polynomials---defined over the entire domain---enable efficient numerical operations -like differentiation, integration, addition, subtraction, or multiplication [@Trefethen2019]. - -In one dimension, a unique polynomial $Q_{f, n}$ of degree $n$ interpolates -a function $f: \Omega \mapsto \mathbb{R}$ in a bounded domain $\Omega$ -at $n + 1$ distinct _unisolvent interpolation nodes_ $P_n$ satisfying +As a means of approximating functions, global polynomials---where a single +polynomial is defined over the entire domain---offer several advantages. +For sufficiently smooth functions, global polynomials can achieve high accuracy +with a smaller number of data points (sampled over the entire domain) compared +to local piecewise polynomials. +Additionally, their relatively simple structure facilitates +many common numerical operations. +These operations include differentiation, integration, addition, subtraction, +and multiplication [@Trefethen2019]. + +The Stone-Weierstrass theorem establishes that any continuous function +on a bounded domain in multiple dimensions can be approximated uniformly +to arbitrary precision by multivariate global polynomials [@Branges1959]. +However, the theorem does not specify a concrete method +for constructing such approximating polynomials. +Various techniques can be employed to build approximating polynomials, +including Taylor expansions and least square approximations. +Minterpy focuses on constructing approximating global polynomials +using one of the earliest and most established methods: +interpolation [@Goldstine1977]. + +Polynomial interpolation is based on the principle that, in one dimension, +there exists a unique polynomial $Q_{f, n}$ of degree $n$ +that interpolates a function $f: \Omega \to \mathbb{R}$ in a bounded domain +$\Omega$ with $n + 1$ _distinct (unisolvent[^unisolvent]) interpolation nodes +(or points)_ $P_n$ such that $$ Q_{f, n} (p_i) = f(p_i),\; \forall p_i \in P_n \subset \Omega,\; i = 0, \ldots, n. $$ -The Stone-Weierstrass Approximation Theorem further states that, -in multiple dimensions, any continuous function on a bounded domain -can be approximated by multivariate global polynomials [@Branges1959]. -The theorem, however, does not provide construction method; -it does not even require the sequence of polynomials $Q_{f, n}$ -to coincide with $f$ _anywhere_ in the domain, -while still having uniform convergence on the domain. -Thus, approximation and interpolation -using global polynomials are distinct challenges. - -Global polynomials can achieve a better global accuracy -for a wide class of regular functions -(differentiable, smooth, analytic), -and are amenable to further numerical computations. -However, they are often misperceived as unstable, -susceptible to Runge's phenomenon, -prone to round-off errors, -and subject to the curse of dimensionality [@Trefethen2011;@Trefethen2017]. - -Minterpy addresses these challenges by constructing multivariate polynomial interpolants -using appropriate interpolation nodes, -representing them in the Newton basis for stable evaluation, -and providing options to tailor the underlying multi-index sets -to mitigate the curse of dimensionality. -While not a universal tool for function approximation, -Minterpy enables the accurate and stable approximation -of Lipschitz continuous functions with high convergence rates, -reaching geometric rates for analytic functions [@Chkifa2013;@Trefethen2019]. +Polynomial interpolation has its roots in the works of Newton, Euler, Lagrange, +and others [@Meijering2002], +and its significance in mathematics and computing +is well-established [@Cools2002;@Hecht2018;@Xiu2009]. + +Despite their aforementioned advantages as global polynomials, +global interpolating polynomials have a controversial reputation +due to several common misconceptions [@Trefethen2011;@Trefethen2016;@Trefethen2017]: + +- They are often thought to be prone to Runge's phenomenon, + whereby increasing the degree of interpolating polynomials worsens + the approximation quality. +- Their evaluation is frequently believed to be numerically unstable + and susceptible to round-off errors. +- Their extension to multiple dimensions is seen as severely limited + by the curse of dimensionality, particularly when using tensor product + constructions, which causes the required number of interpolation nodes + (i.e., data points) to grow exponentially with the number of spatial dimensions. +- They are said to generally fail to converge to the approximated function + as the degree increases, with Faber's theorem often cited + to justify this assertion. + This view, frequently illustrated by Runge's phenomenon, has contributed + to a more generally pessimistic outlook on the use of interpolating + polynomials for function approximation. + +Minterpy addresses these issues by: + +- Constructing multivariate interpolating polynomials using + appropriate interpolation nodes (e.g., Chebyshev-Lobatto nodes) + to help mitigate Runge's phenomenon[^equispaced]; +- Representing the interpolating polynomials in the Newton basis, + combined with Leja ordering of the interpolation nodes + to ensure stable evaluation [@Reichel1990;@TalEzer1991;@Breuss2018]; +- Using a multi-index set to represent the multivariate polynomials, + which can be tailored to mitigate the curse of dimensionality + while preserving the approximation power of the interpolating polynomials + (next section). + +While Faber's theorem shows that no _interpolating polynomial_ can converge +for _all_ continuous functions, it has been demonstrated that if the function +is reasonably smooth, the interpolating polynomials do converge +at high algebraic rates for common regular (Lipschitz continuous[^lipschitz]) +functions and at at geometric rates for analytic functions [@Trefethen2017a]. + +In short, while not a universal solution for all function approximation problems, +Minterpy provides polynomials that can accurately and stably approximate +a wide range of Lipschitz continuous functions. Minterpy shares similar objectives and functionality with Chebfun [@Driscoll2014], -a popular MATLAB package[^chebfun-ports] designed for numerical computations using interpolating polynomials, -specifically Chebyshev polynomials. +a popular MATLAB package[^chebfun-ports] designed for numerical computations +using interpolating polynomials, specifically Chebyshev polynomials. Chebfun provides features such as root finding, differentiation, and integration for function approximation in up to three dimensions. In contrast, Minterpy supports higher dimensions but with fewer features. -Several Python packages, such as Chaospy [@Feinberg2015], equadratures [@Seshadri2017], PyGPC [@Weise2020], PyThia [@Hegemann2023], +Several Python packages, such as Chaospy [@Feinberg2015], +equadratures [@Seshadri2017], PyGPC [@Weise2020], PyThia [@Hegemann2023], and UncertainSci [@Tate2023], provide polynomial-based function approximations, primarily for uncertainty quantification (UQ) using generalized polynomial chaos expansion [@Xiu2002]. -These tools often require framing problems as UQ tasks, where inputs are modeled probabilistically. -In contrast, Minterpy offers a straightforward, UQ-free approach to polynomial approximation. +These tools often require framing problems as UQ tasks, +where inputs are modeled probabilistically. +In contrast, Minterpy offers a straightforward, UQ-free, and lower barrier-to-entry +approach to function approximation with interpolating polynomials. Several other Python packages construct polynomial approximations from data. SciPy [@Virtanen2020] provides multivariate interpolation methods (e.g., linear, nearest, pchip[^pchip]) for rectilinear grids. @@ -127,12 +167,13 @@ Familiar and widely used, piecewise polynomials (especially splines) remain esta # Package overview -Minterpy interpolates $m$-dimensional functions defined on a hypercube using a polynomial expansion in the Lagrange basis: +Minterpy interpolates $m$-dimensional function $f: \square^m \subset \mathbb{R}^m \to \mathbb{R}$ +defined on a multidimensional hypercube using a polynomial expansion in the Lagrange basis: \begin{equation} \label{eq:interpolating-polynomial} f (\boldsymbol{x}) \approx Q (\boldsymbol{x}) = \sum_{\boldsymbol{\alpha} \in A} f(\boldsymbol{p}_{\boldsymbol{\alpha}}) \, L_{\boldsymbol{\alpha}} (\boldsymbol{x}), \end{equation} -where where $A \subseteq \mathbb{N}^m$, +where $A \subseteq \mathbb{N}^m$, $L_{\boldsymbol{\alpha}}$, and $\boldsymbol{p}_{\boldsymbol{\alpha}}$ are the multi-index set, the Lagrange basis polynomial, @@ -147,20 +188,39 @@ L_{\boldsymbol{\alpha}} (p_{\boldsymbol{\beta}}) = \delta_{\boldsymbol{\alpha}, $$ ensuring $Q(\boldsymbol{x})$ is an interpolating polynomial. -The multi-index set $A$ determines polynomial coefficients, unisolvent nodes, and function evaluations. -Minterpy defaults to a downward-closed set $A_{m, n, p}$ -of spatial dimension $m \in \mathbb{N}_{> 0}$, -polynomial degree $n \in \mathbb{N}$, -and $l_p$-degree $p \in \mathbb{R}_{> 0}$, -with $A = A_{m, n, p}$ +The multi-index set $A$ determines polynomial coefficients, unisolvent nodes, +and function evaluations. +In Minterpy, the default is a downward-closed set $A_{m, n, p}$ +with spatial dimension $m \in \mathbb{N}_{> 0}$, +polynomial degree $n \in \mathbb{N}$, and $l_p$-degree $p \in \mathbb{R}_{> 0}$. +The set is defined as +$$ +A_{m, n, p} = \{ \boldsymbol{\alpha} \in \mathbb{N}^m: \lVert \boldsymbol{\alpha} \rVert_p = (\alpha_1^p + \cdots + \alpha_m^p)^{1/p} \leq n \}. $$ -A_{m, n, p} = \{ \boldsymbol{\alpha} \in \mathbb{N}^m: \lVert \boldsymbol{\alpha} \rVert_p = (\alpha_1^p + \cdots + \alpha_m^p)^{1/p} \leq n \}. -$$ -Typical choices for $p$ are $1.0$, $2.0$, and $\infty$, representing the total, Euclidian, and tensor-product degree, respectively. -The Euclidean degree, in particular, demonstrates a greater resistance to the curse of dimensionality [@Trefethen2017a;@Hecht2020]. +Here, typical choices for $p$ are $1.0$, $2.0$, and $\infty$, +representing the total, Euclidean, and maximum degree (tensor-product), +respectively. -Deriving multidimensional Lagrange basis expressions for general non-tensorial grids is challenging. -For operations like evaluation and differentiation, Minterpy converts polynomials into the Newton basis +Assuming isotropy in the importance of input variables +(i.e., each variable is treated the same), these values for $p$ correspond +to polynomial, sub-exponential, and exponential growth of the multi-index size +as a function of the spatial dimension. +Consequently, the maximum degree faces a severe curse of dimensionality due +to the rapid growth of the set size. + +It has been shown that the Euclidean degree $p = 2.0$ offers the best compromise +for isotropic functions[^anisotropy], +as its accuracy is almost as effective as that of $p = \infty$, +yet with significantly smaller multi-index set. +In contrast, while the multi-index set for $p = 2.0$ is larger than that +for $p = 1.0$, the gain in accuracy more than compensates for +the increased cost, making it comparable to $p = \infty$ in accuracy +[@Trefethen2017a;@Hecht2020]. + +Deriving multidimensional Lagrange basis expressions +for general non-tensorial grids is challenging. +For operations like evaluation and differentiation, +Minterpy converts polynomials into the Newton basis $$ Q (\boldsymbol{x}) = \sum_{\boldsymbol{\alpha} \in A} c_{\boldsymbol{\alpha}} \, N_{\boldsymbol{\alpha}} (\boldsymbol{x}),\;\; N_{\boldsymbol{\alpha}} (\boldsymbol{x}) = \prod_{i = 1}^m \prod_{j = 0}^{\alpha_i - 1} (x_i - q_j),\;\; q_j \in P_i, $$ @@ -168,23 +228,27 @@ where $c_{\boldsymbol{\alpha}}$ and $N_{\boldsymbol{\alpha}}$ are the Newton coefficient and Newton polynomial that correspond to the index element $\boldsymbol{\alpha}$, respectively; $P_i$ is a set of interpolation nodes in each dimension. -Using Leja-ordered Chebyshev-Lobatto interpolation nodes by default, Newton basis offers numerical stability. +Using Leja-ordered Chebyshev-Lobatto interpolation nodes by default, +Newton basis offers numerical stability [@Reichel1990;@TalEzer1991;@Breuss2018]. Computing Newton coefficients, based on the Lagrange coefficients and interpolation grid, -via a multidimensional divided-difference scheme (DDS) is a key step in Minterpy [@Hecht2020]. +via a multidimensional divided-difference scheme (DDS) is a key step +in Minterpy [@Hecht2020]. Minterpy also supports other polynomial bases, including the canonical (monomial) and Chebyshev (first kind) bases, along with transformations between them. ## Minterpy polynomials for function approximation -Minterpy prioritizes stable and accurate function approximation, even for high-degree polynomials. +Minterpy prioritizes stable and accurate function approximation through +polynomial interpolations, even for high-degree polynomials. Consider, the Runge function: $$ f(\boldsymbol{x}) = \frac{1}{1 + \lVert \boldsymbol{x} \rVert^2},\; \boldsymbol{x} \in [-1, 1]^m, $$ -commonly used to demonstrate Runge's phenomenon, a pitfall in high-degree interpolation with equispaced points. +commonly used to demonstrate Runge's phenomenon, +a pitfall in high-degree interpolation with equispaced points. -![The comparison of Minterpy interpolants, approximating the Runge function in dimension $m = 3, 4$, with alternative methods from designated packages.\label{fig:convergence}](convergence.png) +![The comparison of Minterpy interpolating polynomials, approximating the Runge function in dimension $m = 3, 4$, with alternative methods from designated packages.\label{fig:convergence}](convergence.png) \autoref{fig:convergence} shows the accuracy of Minterpy interpolating polynomials for three different $l_p$-degrees in dimension $m = 3, 4$[^machine]. @@ -192,7 +256,7 @@ The horizontal axis shows the number of coefficients (and function evaluations), directly linked to the polynomial degree, to enable comparisons with other methods. The infinity norm of the difference between the function and its approximation, $$ -\lVert f - Q_f \rVert_{\infty} = \max_{x \in \square^m} \lvert f - Q_f \rvert +\lVert f - Q_f \rVert_{\infty} = \max_{x \in [-1, 1]^m} \lvert f - Q_f \rvert $$ is measured at $1'000'000$ random points. @@ -201,12 +265,12 @@ In the data-driven methods, approximation complexity is fixed as data increases. While ndsplines supports higher degrees, splines above degree 5 are rare in practice. The pseudo-spectral methods approximate functions using Legendre polynomial expansions on tensor-product grids, with coefficients computed via numerical integration. -The coefficient count matches Minterpy interpolants with $l_\infty$-degree. +The coefficient count matches Minterpy interpolating polynomials with $p = \infty$. Equadratures, whose results are comparable to Minterpy, (softly) limits multi-index cardinality to $5 \times 10^4$ due to computational expense, while Chaospy struggles with tensor-product grids[^sparse]. -The results show Minterpy polynomials provide accurate function approximation with stability and convergence up to $10^{-14}$, -outperforming competing tools. +The results show Minterpy polynomials provide accurate function approximation +with stability and convergence up to $10^{-14}$, outperforming competing tools. ## Operations on the Minterpy polynomials @@ -234,11 +298,11 @@ and representing level sets in differential geometry [@Veettil2023]. The contributions to this paper are listed according to [CRediT](https://credit.niso.org). -**Damar Wicaksono**: Conceptualization, software, validation, visualization, writing--original draft. -**Uwe Hernandez Acosta**: Conceptualization, project administration, software, writing--review and editing. +**Damar Wicaksono**: Conceptualization, software, validation, visualization, writing---original draft. +**Uwe Hernandez Acosta**: Conceptualization, project administration, software, writing---review and editing. **Sachin Krishnan Thekke Veettil**: Conceptualization, software. **Jannik Kissinger**: Conceptualization, software. -**Michael Hecht**: Conceptualization, supervision, funding acquisition, writing--review and editing. +**Michael Hecht**: Conceptualization, supervision, funding acquisition, writing---review and editing. # Acknowledgments @@ -251,16 +315,35 @@ during the development process. The work is partly funded by the Center for Advanced Systems Understanding ([CASUS](https://www.casus.science)) which is financed by Germany's Federal Ministry of Education and Research (BMBF) and by the Saxony Ministry for Science, Culture and Tourism (SMWK). -Funding is provided through taxfunds based on the budget approved the Saxony State Parliament. +Funding is provided through tax funds based on the budget approved +by the Saxony State Parliament. # References +[^unisolvent]: Unisolvent here means that the interpolating polynomial +can be uniquely determined by the given interpolation nodes. +In one dimension, this implies that the nodes are of distinct values. +[^equispaced]: In fact, Runge's phenomenon occurs when an interpolating +polynomial is constructed using equispaced interpolating nodes, +leading to large oscillations, especially at the endpoints +of the interpolation interval. +Adding more equispaced points does not resolve these oscillations. +[^lipschitz]: that is, $\lvert f(x) - f(y) \rvert \leq L \lvert x - y \rvert$ +for some constant $L$ and for all $x, y \in \Omega$ +where $\Omega$ is a bounded domain. [^chebfun-ports]: Packages in other languages based on or similar to Chebfun include ApproxFun [@Olver2023] (Julia), and ChebPy [@Richardson2024] and pychebfun [@Swierczewski2024] (Python). -[^machine]: The numerical experiment was conducted on a machine equipped with a 32-core AMD EPYC processor, 256 GB of RAM, +[^anisotropy]: By incorporating anisotropy (e.g., through an adaptive scheme), +it is possible to construct sparser polynomials. While Minterpy currently +does not support an adaptive scheme, users can still specify their own +downward-closed multi-index sets to construct interpolating polynomials. +[^machine]: The numerical experiment was conducted on a machine equipped +with a 32-core AMD EPYC processor, 256 GB of RAM, running Python v3.9.19 on Debian 12 Linux. -[^sparse]: Both Chaospy and equadratures support sparse polynomial construction, which can help reduce the number of coefficients. +The results of the experiment are archived in [RODARE](https://rodare.hzdr.de/record/3379). +[^sparse]: Both Chaospy and equadratures support sparse polynomial construction, +which can help reduce the number of coefficients. Comparing these approaches, however, is beyond the scope of this work. [^pchip]: Piecewise cubic Hermite interpolating polynomial. [^non-interpolatory]: The polynomials are, however, not strictly interpolatory. From b3e32c796e22b14c70e0fbee8262468233b1320c Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Tue, 8 Apr 2025 12:44:12 +0200 Subject: [PATCH 08/33] Revise Statement of Need with clearer comparison with other packages Following a remark by Reviever 2, the statement of need of the paper has been updated to have a clearer comparison with other packages and how Minterpy is different. This commit should resolve Issue #10. --- joss/paper.md | 105 +++++++++++++++++++++++++++++--------------------- 1 file changed, 62 insertions(+), 43 deletions(-) diff --git a/joss/paper.md b/joss/paper.md index d00e51ee..ca61f9bf 100644 --- a/joss/paper.md +++ b/joss/paper.md @@ -67,41 +67,38 @@ commonly associated with interpolation tasks. As a means of approximating functions, global polynomials---where a single polynomial is defined over the entire domain---offer several advantages. -For sufficiently smooth functions, global polynomials can achieve high accuracy -with a smaller number of data points (sampled over the entire domain) compared +For sufficiently smooth functions, global polynomials can achieve +high accuracy with a smaller number of data points (sampled over the entire domain) compared to local piecewise polynomials. -Additionally, their relatively simple structure facilitates -many common numerical operations. +Additionally, their relatively simple structure facilitates many common numerical operations. These operations include differentiation, integration, addition, subtraction, and multiplication [@Trefethen2019]. The Stone-Weierstrass theorem establishes that any continuous function on a bounded domain in multiple dimensions can be approximated uniformly to arbitrary precision by multivariate global polynomials [@Branges1959]. -However, the theorem does not specify a concrete method -for constructing such approximating polynomials. +However, the theorem does not specify a concrete method for constructing +such approximating polynomials. Various techniques can be employed to build approximating polynomials, including Taylor expansions and least square approximations. -Minterpy focuses on constructing approximating global polynomials -using one of the earliest and most established methods: -interpolation [@Goldstine1977]. +Minterpy focuses on constructing approximating global polynomials using +one of the earliest and most established methods: interpolation [@Goldstine1977]. Polynomial interpolation is based on the principle that, in one dimension, -there exists a unique polynomial $Q_{f, n}$ of degree $n$ -that interpolates a function $f: \Omega \to \mathbb{R}$ in a bounded domain +there exists a unique polynomial $Q_{f, n}$ of degree $n$ that interpolates +a function $f: \Omega \to \mathbb{R}$ in a bounded domain $\Omega$ with $n + 1$ _distinct (unisolvent[^unisolvent]) interpolation nodes -(or points)_ $P_n$ such that +(or points)_ $P_n$ such that $$ Q_{f, n} (p_i) = f(p_i),\; \forall p_i \in P_n \subset \Omega,\; i = 0, \ldots, n. $$ Polynomial interpolation has its roots in the works of Newton, Euler, Lagrange, -and others [@Meijering2002], -and its significance in mathematics and computing -is well-established [@Cools2002;@Hecht2018;@Xiu2009]. +and others [@Meijering2002], and its significance in mathematics and computing +is well-established [@Cools2002;@Hecht2018;@Xiu2009]. Despite their aforementioned advantages as global polynomials, -global interpolating polynomials have a controversial reputation -due to several common misconceptions [@Trefethen2011;@Trefethen2016;@Trefethen2017]: +global interpolating polynomials have a controversial reputation due to +several common misconceptions [@Trefethen2011;@Trefethen2016;@Trefethen2017]: - They are often thought to be prone to Runge's phenomenon, whereby increasing the degree of interpolating polynomials worsens @@ -125,45 +122,63 @@ Minterpy addresses these issues by: appropriate interpolation nodes (e.g., Chebyshev-Lobatto nodes) to help mitigate Runge's phenomenon[^equispaced]; - Representing the interpolating polynomials in the Newton basis, - combined with Leja ordering of the interpolation nodes + combined with Leja ordering of the interpolation nodes to ensure stable evaluation [@Reichel1990;@TalEzer1991;@Breuss2018]; - Using a multi-index set to represent the multivariate polynomials, which can be tailored to mitigate the curse of dimensionality while preserving the approximation power of the interpolating polynomials - (next section). + (more on this in the next section). -While Faber's theorem shows that no _interpolating polynomial_ can converge +While Faber's theorem shows that no _interpolating polynomial_ can converge for _all_ continuous functions, it has been demonstrated that if the function is reasonably smooth, the interpolating polynomials do converge at high algebraic rates for common regular (Lipschitz continuous[^lipschitz]) functions and at at geometric rates for analytic functions [@Trefethen2017a]. -In short, while not a universal solution for all function approximation problems, -Minterpy provides polynomials that can accurately and stably approximate -a wide range of Lipschitz continuous functions. - Minterpy shares similar objectives and functionality with Chebfun [@Driscoll2014], a popular MATLAB package[^chebfun-ports] designed for numerical computations using interpolating polynomials, specifically Chebyshev polynomials. -Chebfun provides features such as root finding, differentiation, and integration +Chebfun provides features such as root finding, differentiation, and integration for function approximation in up to three dimensions. In contrast, Minterpy supports higher dimensions but with fewer features. Several Python packages, such as Chaospy [@Feinberg2015], equadratures [@Seshadri2017], PyGPC [@Weise2020], PyThia [@Hegemann2023], and UncertainSci [@Tate2023], provide polynomial-based function approximations, -primarily for uncertainty quantification (UQ) using generalized polynomial chaos expansion [@Xiu2002]. -These tools often require framing problems as UQ tasks, -where inputs are modeled probabilistically. -In contrast, Minterpy offers a straightforward, UQ-free, and lower barrier-to-entry -approach to function approximation with interpolating polynomials. +primarily for uncertainty quantification (UQ) using generalized polynomial +chaos expansion [@Xiu2002]. +These tools naturally frame problems as UQ tasks, where inputs are modeled +probabilistically. +With few exceptions (notably Chaospy), the resulting polynomials are primarily +used for function approximations, accompanied by additional post-processing +utilities tailored to UQ tasks (e.g., uncertainty propagation, +sensitivity analysis). +In contrast, Minterpy offers a simpler, UQ-free approach to function approximation +using interpolating polynomials, with fewer barriers to entry, and includes +additional standard mathematical operations on the polynomials. Several other Python packages construct polynomial approximations from data. -SciPy [@Virtanen2020] provides multivariate interpolation methods (e.g., linear, nearest, pchip[^pchip]) for rectilinear grids. -ndsplines [@Margolis2019] efficiently implements tensor-product multivariate B-splines. +SciPy [@Virtanen2020] provides multivariate interpolation methods +(e.g., linear, nearest, pchip[^pchip]) for rectilinear grids. +ndsplines [@Margolis2019] efficiently implements tensor-product multivariate +B-splines that can be differentiated and anti-differentiated. Unlike Minterpy, these tools rely on piecewise local polynomials -and are tailored for input/output pairs data pairs. -Familiar and widely used, piecewise polynomials (especially splines) remain established tools for polynomial interpolation tasks. +and are tailored for input/output data pairs. +Familiar and widely used, piecewise polynomials---especially splines---remain +established tools for polynomial interpolation tasks. + +In summary, while not a universal tool for all function approximation problems, +Minterpy offers a robust solution for approximating a wide range of multidimensional +Lipschitz continuous functions using accurate and stable polynomials. +Once obtained, these polynomials can be readily manipulated using standard +arithmetic operations, such as addition and multiplication, +as well as calculus operations, like differentiation and integration. +The significance of this capability extends beyond function approximation, +as many numerical methods (e.g., root finding, optimization) can be boiled down +to these fundamental operations on functions. +By leveraging Minterpy's polynomials, +users can conveniently carry out symbolic-like computations +that would normally require direct manipulation of function values. # Package overview @@ -210,11 +225,11 @@ to the rapid growth of the set size. It has been shown that the Euclidean degree $p = 2.0$ offers the best compromise for isotropic functions[^anisotropy], -as its accuracy is almost as effective as that of $p = \infty$, -yet with significantly smaller multi-index set. -In contrast, while the multi-index set for $p = 2.0$ is larger than that -for $p = 1.0$, the gain in accuracy more than compensates for -the increased cost, making it comparable to $p = \infty$ in accuracy +as its convergence rate matches that of $p = \infty$ with respect +to the polynomial degree, yet with a significantly smaller multi-index set. +In contrast, while the size of the multi-index set for $p = 2.0$ +is larger than that for $p = 1.0$, the gain in accuracy more than compensates +for the increased cost, making it comparable to $p = \infty$ in accuracy [@Trefethen2017a;@Hecht2020]. Deriving multidimensional Lagrange basis expressions @@ -234,7 +249,8 @@ Computing Newton coefficients, based on the Lagrange coefficients and interpolat via a multidimensional divided-difference scheme (DDS) is a key step in Minterpy [@Hecht2020]. -Minterpy also supports other polynomial bases, including the canonical (monomial) and Chebyshev (first kind) bases, +Minterpy also supports other polynomial bases, +including the canonical (monomial) and Chebyshev (first kind) bases, along with transformations between them. ## Minterpy polynomials for function approximation @@ -260,13 +276,15 @@ $$ $$ is measured at $1'000'000$ random points. -The figure compares data-driven methods (SciPy v1.13.1, ndsplines v0.2.0) and pseudo-spectral methods (Chaospy v4.3.17, Equadratures v10). +The figure compares data-driven methods (SciPy v1.13.1, ndsplines v0.2.0) +and pseudo-spectral methods (Chaospy v4.3.17, Equadratures v10). In the data-driven methods, approximation complexity is fixed as data increases. While ndsplines supports higher degrees, splines above degree 5 are rare in practice. The pseudo-spectral methods approximate functions using Legendre polynomial expansions on tensor-product grids, with coefficients computed via numerical integration. The coefficient count matches Minterpy interpolating polynomials with $p = \infty$. -Equadratures, whose results are comparable to Minterpy, (softly) limits multi-index cardinality to $5 \times 10^4$ due to computational expense, +Equadratures, whose results are comparable to Minterpy, +(softly) limits multi-index cardinality to $5 \times 10^4$ due to computational expense, while Chaospy struggles with tensor-product grids[^sparse]. The results show Minterpy polynomials provide accurate function approximation @@ -274,7 +292,8 @@ with stability and convergence up to $10^{-14}$, outperforming competing tools. ## Operations on the Minterpy polynomials -Minterpy polynomials support arithmetic operations (addition, subtraction, multiplication) +As mentioned, Minterpy polynomials support arithmetic operations +(addition, subtraction, multiplication) and calculus operations (differentiation, definite integration). Except for definite integration (yielding a numerical value), these operations produce another polynomial, ensuring closure. From d81f69f3edcbe6fe2da0429dff1168d00d6beb05 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Wed, 9 Apr 2025 14:39:28 +0200 Subject: [PATCH 09/33] Revise README.md and CONTRIBUTING.md Following remarks from the reviewers, broken links in README.md has been fixed and the whole file has been revised for clarity. Additionally, CONTRIBUTING.md has also been revised by fixing any broken and stale links and any obsolete information. When applicable, references are made to the online documentation. This commit should resolve Issue #11 and #15. --- CONTRIBUTING.md | 204 ++++++++++++----------- README.md | 217 +++++++++++++++---------- docs/assets/images/test-function1D.png | Bin 275239 -> 0 bytes docs/assets/images/xsinx-prod-diff.png | Bin 0 -> 218686 bytes docs/assets/images/xsinx.png | Bin 0 -> 139338 bytes joss/paper.md | 4 +- 6 files changed, 233 insertions(+), 192 deletions(-) delete mode 100644 docs/assets/images/test-function1D.png create mode 100644 docs/assets/images/xsinx-prod-diff.png create mode 100644 docs/assets/images/xsinx.png diff --git a/CONTRIBUTING.md b/CONTRIBUTING.md index 1717d986..47558f6b 100644 --- a/CONTRIBUTING.md +++ b/CONTRIBUTING.md @@ -1,36 +1,38 @@ # Contribution Guide -Thanks a lot for your interest and taking the time to contribute to the `minterpy` project! +Thanks a lot for your interest and taking the time to contribute +to the Minterpy project! -This document provides guidelines for contributing to the `minterpy` project. +This document provides short guidelines for contributing +to the Minterpy project. +For a more comprehensive guide, please refer to the online documentation +([stable](https://minterpy-project.github.io/minterpy/stable/contributors/index.html) +or [latest](https://minterpy-project.github.io/minterpy/latest/contributors/index.html)) ## Installation This installation guide is focused on development. -For installing `minterpy` in production runs check out the [README.md](./README.md). +For installing Minterpy in production environment, check out [README.md](./README.md). -In order to get the source of latest release, -clone the `minterpy` repository from the [HZDR GitLab]: +### Obtaining the source -```bash -git clone https://gitlab.hzdr.de/interpol/minterpy.git -``` - -By default, the cloned branch is the `main` branch. - -To get the latest development version, checkout to the `dev` branch: +To obtain the latest source, +clone the Minterpy repository from [GitHub](https://github.com/minterpy-project/minterpy): ```bash -git checkout dev +git clone https://github.com/minterpy-project/minterpy ``` -We recommend to always pull the latest commit: +By default, the cloned branch is the `dev` branch (i.e., the latest development +version). + +We recommend always pulling the latest commit: ```bash git pull origin dev ``` -You are not allowed to directly push to `dev` or `master` branch. +You are not allowed to directly push to `dev` or `main` branch. Please follow the instructions under [Branching workflow](#branching-workflow). ### Virtual environments @@ -39,7 +41,7 @@ Following a best practice in Python development, we strongly encourage you to create and use virtual environments for development and production runs. A virtual environment encapsulates the package and all dependencies without messing up your other Python installations. -The following instructions should be executed from the `minterpy` source directory. +The following instructions should be executed from the Minterpy source directory. #### Using [venv](https://docs.python.org/3/tutorial/venv.html) from the python standard library: @@ -49,7 +51,7 @@ The following instructions should be executed from the `minterpy` source directo python -m venv ``` - Replace `` with an environment name of your choice. + Replace `` with an environment name of your choice. 2. Activate the environment you just created: @@ -57,12 +59,10 @@ The following instructions should be executed from the `minterpy` source directo source /bin/activate ``` - as before replace `` with the environment name. - + Replace with your desired environment name. 3. To deactivate the virtual environment, type: - ```bash deactivate ``` @@ -75,19 +75,18 @@ The following instructions should be executed from the `minterpy` source directo virtualenv ``` - Replace `` with an environment name of your choice. + Replace `` with an environment name of your choice. -2. Activate the environment: +2. Activate the environment you just created: ```bash source /bin/activate ``` - As before replace `` with the environment name. + Replace with your desired environment name. 3. To deactivate the virtual environment, type: - ```bash deactivate ``` @@ -100,17 +99,18 @@ The following instructions should be executed from the `minterpy` source directo pyenv virtualenv 3.8 ``` - Replace `` with an environment name of your choice. + Replace `` with an environment name of your choice. -2. Activate the newly created environment in the current local directory: +2. Activate the environment you just created: ```bash pyenv local ``` - As before replace `` with the environment name. + Replace with your desired environment name. - The above command creates a hidden file `.python_version` containing a "link" to the actual virtual environment managed by `pyenv`. + This command creates a hidden `.python_version` file containing + a "link" to the actual virtual environment managed by `pyenv`. 3. To "deactivate" the virtual environment just remove this hidden file: @@ -127,6 +127,7 @@ The following instructions should be executed from the `minterpy` source directo ```bash conda env create -f environment.yaml ``` + The command creates a new conda environment called `minterpy`. 2. Activate the new environment with: @@ -147,9 +148,9 @@ The following instructions should be executed from the `minterpy` source directo ### Installation We recommend using [pip](https://pip.pypa.io/en/stable/) from within a virtual environment (see above) -to install `minterpy`. +to install Minterpy. -To install `minterpy`, type: +To install Minterpy from source, type: ```bash pip install [-e] .[all,dev,docs] @@ -158,7 +159,7 @@ pip install [-e] .[all,dev,docs] where the flag `-e` means the package is directly linked into the Python site-packages. The options `[all,dev,docs]` refer to the requirements defined in the `options.extras_require` section in `setup.cfg`. -You **must not** use `python setup.py install`, +**Note**: **Do not** use `python setup.py install`, since the file `setup.py` will not be present for every build of the package. ### Troubleshooting: pytest with venv (*not* conda) @@ -174,11 +175,12 @@ deactivate && source /bin/activate or run `hash -r` instead. -This problem does not seem to appear for virtual environments created by conda. +This issue does not seem to occur for environments created by Conda. -### Dependency Management & Reproducibility (conda) +### Dependency management & reproducibility (conda) -Here are a few recommendations for managing dependency and maintaining the reproducibility of your `minterpy` development environment: +Here are some recommendations for managing dependency +and maintaining reproducibility of your Minterpy development environment: 1. Always keep your abstract (unpinned) dependencies updated in `environment.yaml` and eventually in `setup.cfg` if you want to ship and install your package via `pip` later on. @@ -200,13 +202,7 @@ Here are a few recommendations for managing dependency and maintaining the repro ## Testing -:construction: :construction: :construction: :construction: :construction: :construction: :construction: :construction: -Since the whole test environment needs a refactoring, we shall update this section with more detailed informations. -:construction: :construction: :construction: :construction: :construction: :construction: :construction: :construction: - -### Running the unit tests - -We use [pytest](https://docs.pytest.org/en/6.2.x/) to run the unit tests of `minterpy`. +We use [pytest](https://docs.pytest.org/en/6.2.x/) to run the unit tests of Minterpy. The unit tests themselves must always be placed into the `tests` directory. To run all tests, type: @@ -214,7 +210,7 @@ To run all tests, type: pytest ``` -from within the `minterpy` source directory. +from within the Minterpy source directory. If you want to run the tests of a particular module, for instance the `multi_index_utils.py` module, execute: @@ -223,7 +219,7 @@ for instance the `multi_index_utils.py` module, execute: pytest tests/test_multi_index_utils.py ``` -When you run `pytest`, the coverage test is also done automatically. +When running `pytest`, the coverage tests are automotically performed. A summary of the coverage test is printed out in the terminal. Furthermore, you can find an HTML version of the coverage test results in `htmlcov/index.html`. @@ -232,15 +228,13 @@ in `htmlcov/index.html`. We strongly encourage you to use the capabilities of `pytest` for writing the unit tests -It is highly recommended to use the capabilities of `pytest` for writing unittests. - Be aware of the following points: - the developer of the code should write the tests - test the behavior you expect from your code, not breaking points - use as small samples as possible - unit tests do *not* test if the code works, they test if the code *still* works -- the coverage shall always be as high as possible +- the coverage should always be as high as possible - BUT, even 100% coverage does not mean, there is nothing missed (buzz: edge case!) For additional reference on how to write tests, have a look at the following resources: @@ -251,20 +245,19 @@ For additional reference on how to write tests, have a look at the following res ## Documentation -This section provides some information about contributing to the docs. +This section provides some information about building and contributing +to the documentation. ### Install dependencies -Building the docs requires additional dependencies. -If you follow the above installation steps, the dependencies are satisfied. -Otherwise you need to install them separately via: +Building the documentation requires additional dependencies. +You can install Minterpy from source with all the dependencies for building +the documentation as follows: ```bash pip install .[docs] ``` -from the `minterpy` source directory. - ### Building the documentation We use [sphinx](https://www.sphinx-doc.org/en/master/) to build the `minterpy` docs. @@ -274,7 +267,7 @@ To build the docs in HTML format, run the following command: sphinx-build -M html docs docs/build ``` -Alternatively you can build the docs using the supplied Makefile. +Alternatively, you can build the documentation using the supplied Makefile. For that, you need to navigate to the `docs` directory and run the `make` command in Linux/mac OS or `make.bat` in Windows: ```bash @@ -294,35 +287,33 @@ make latexpdf The command builds the docs as a PDF document and stores it along with all the LaTeX source files in `docs/build/latex`. -### Design of the docs +### Documentation source organization -The source files for the docs are stored in the `docs` directory. -The Sphinx configuration file is `docs/conf.py` +The source files for the documentation are stored in the `docs` directory. +The Sphinx configuration file is `docs/conf.py`, and the main index file of the docs is `docs/index.rst`. -The docs itself contains five different main sections: +You can find more information about the Minterpy documentation +in the Contributors Guide ( +[stable](https://minterpy-project.github.io/minterpy/stable/contributors/contrib-docs/index.html) +or [latest](https://minterpy-project.github.io/minterpy/latest/contributors/contrib-docs/index.html)). -- The Getting Started Guide or tutorials (`docs/getting-started`) contains all the tutorials of `minterpy`. -- The How-to Guides (`docs/how-to`) contains the Jupyter notebooks of instructions on how to achieve common tasks with `minterpy`. -- The Fundamentals (`docs/fundamentals`) contains all the explanations on the mathematical background that underlies `minterpy`. -- The Contributors Guide (`docs/contributors`) contains the information on how to contribute to the `minterpy` project, - be it to its development or to its docs. -- The API Reference (`docs/api`) contains the reference to all exposed components of `minterpy` (functions, classes, etc.). +## Code style -You can find more information about the `minterpy` docs in the Contributors Guide. - -## Code Style - -To ensure the readability of the codebase, we are following a common code style for `minterpy`. +To ensure the readability of the codebase, +we are following a common code style for Minterpy. Our long-term goal is to fulfill the [PEP8](https://www.python.org/dev/peps/pep-0008/) regulations. For the build system, it is recommended to follow [PEP517](https://www.python.org/dev/peps/pep-0517/) and [PEP518](https://www.python.org/dev/peps/pep-0518/). -However, since these requirements are very challenging, we use [black](https://github.com/psf/black) to enforce the code style of `minterpy`. +However, since these requirements are very challenging, +we use [black](https://github.com/psf/black) to enforce the code style of Minterpy. During the development process, you can check the format using [pre-commit](https://pre-commit.com) (see below) and -In the development process, one can check the format using and the hooks defined in `.pre-commit-config.yaml`. For instance running `black` for the whole `minterpy` code, just run +In the development process, one can check the format using +and the hooks defined in `.pre-commit-config.yaml`. +For instance running `black` for the whole `minterpy` code, just run ```bash pre-commit run black --all-files @@ -332,10 +323,10 @@ For now, it is recommended to run single hooks. ## Pre-commit -For further developments, it is recommended to run all pre-commit-hooks every time -before committing some changes to your branch. +For on-going developments, it is recommended to run all pre-commit-hooks +every time before committing some changes to your branch. -To enable this, type: +Install the pre-commit hooks by running: ```bash pre-commit install @@ -356,7 +347,7 @@ pre-commit run --all-files # DON'T DO THIS IF YOU DON'T KNOW WHAT HAPPENS In the current state of the code, you should use this with caution since it might change code in the manner that it breaks (see below). -Down the road, we shall try to fulfill the full set of pre-commit hoos. +Down the road, we shall try to fulfill the full set of pre-commit hooks. However, further developments shall try to fulfil the full set of pre-commit-hooks. ### Currently defined hooks @@ -368,7 +359,7 @@ The following hooks are defined: - [pre-commit-hooks](https://github.com/pre-commit/pre-commit-hooks): A collection of widely used hooks; see their repository for more informations. - [isort](https://github.com/PyCQA/isort): sorts the import statements; - changes the code !!!DO NOT RUN THIS: IT WILL BREAK THE CURRENT VERSION!!! + changes the code (**NOTE**: **Do not** run and commit the changes; it may break the current version.) - [pyupgrade](https://github.com/asottile/pyupgrade): convert the syntax from Python2 to Python3. It's nice if you use code from an old post in stackoverflow ;-) - [setup-cfg-fmt](https://github.com/asottile/setup-cfg-fmt): formats the `setup.cfg` file for consistency. @@ -381,24 +372,27 @@ The following hooks are defined: This ensures proper builds for uploading the package to [PyPI](https://pypi.org). This is configured in `setup.cfg[check-manifest]`. +In case you're using pre-commit hooks, be sure to run the test again before +committing or pushing any changes. + ## Code development ### Version control -We only use [git](https://git-scm.com/) to version control `minterpy`. -The main repository for development is place on [HZDR GitLab](https://gitlab.hzdr.de/interpol/minterpy). -Moreover, the releases and the development branch are also mirrored into the [CASUS GitHub](https://github.com/casus/) repository. +We only use [git](https://git-scm.com/) to version control Minterpy. +The main repository for development is +on [GitHub](https://github.com/minterpy-project/minterpy). +Moreover, the releases and the development branch +are also mirrored into the [CASUS GitHub](https://github.com/casus/minterpy) repository. -We are currently considering to upload the builds of `minterpy` to [PyPI](https://pypi.org) and [conda-forge](https://conda-forge.org) -to make the code more accessible. +The latest release of Minterpy is available in [PyPI](https://pypi.org/project/minterpy/). -### Branching workflow +### Branching workflow -We loosely follow the structure of [Gitflow](https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow) -for our branching workflow. +We follow the structure of [Gitflow](https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow) for our branching workflow. There are three types of branches in this workflow: -1. `master` branch: +1. `main` branch: On this branch, only the releases are stored. This means, on this branch, one has only fully tested, documented and cleaned up code. 2. `dev` branch: @@ -406,46 +400,50 @@ There are three types of branches in this workflow: At any given time, the branch must pass all the tests. This also means that on this branch, there is always a running version of `minterpy` even if the code and the docs are not in a "release state." - 3. `feature` branches: On these branches, all the features and code developments happen. - These branches must always be branched from the `dev` branch (not from `master`). + `feature` branches must be created from the `dev` branch (not from `main`). Based on this workflow, you can freely push, change, and merge *only* on the `feature` branches. Furthermore, your feature branch is open to every developers in the `minterpy` project. Once the implementation of a feature is finished, -you can merge the `feature` branch to the `dev` branch via a merge request. -The project maintainers will merge your merge request once the request is reviewed. +you can merge the `feature` branch to the `dev` branch via a pull request. +The project maintainers will merge your pull request once the request is reviewed. In general, you cannot merge your `feature` branch directly to the `dev` branch. -Furthermore, as a contributor, you cannot merge directly to the `master` branch and you cannot make a merge request for that. -Only the project maintainers can merge the `dev` to the `master` branch following the release procedure -of [Gitflow](https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow). +Furthermore, as a contributor, you cannot merge directly to the `main` branch +and you cannot make a pull request for that. +Only the project maintainers can merge the `dev` to the `main` branch +following the release procedure of [Gitflow](https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow). -We manage the bug fixes on every branch separately with the relevant developers, usually via `hotfix` branches to implement the patches. +We manage the bug fixes on every branch separately with the relevant developers, +usually via `hotfix` branches to implement the patches. -In the future, we may set up a continuous integration and development (CI/CD) on [HZDR GitLab](https://gitlab.hzdr.de/interpol/minterpy). +More details can be found in the online documentation +([stable](https://minterpy-project.github.io/minterpy/stable/contributors/development-environment.html#about-the-branching-model) +or [latest](https://minterpy-project.github.io/minterpy/latest/contributors/development-environment.html#about-the-branching-model)) -## Project Organization + +## Source organization ``` +├── .gitignore <- ignored files/directories if `git add/commit` +├── .pre-commit-config.yaml <- Configuration of pre-commit git hooks. ├── AUTHORS.md <- List of developers and maintainers. ├── CHANGELOG.md <- Changelog to keep track of new features and fixes. +├── CONTRIBUTING.md <- Contribution guidelines (this file). +├── environment.yaml <- The conda environment file for reproducibility. ├── LICENSE <- License as chosen on the command-line. +├── MANIFEST.in <- Keep track of (minimal) source distribution files +├── pyproject.toml <- Specification build requirements ├── README.md <- The top-level README for developers. -├── docs <- Directory for Sphinx documentation in rst or md. -├── environment.yaml <- The conda environment file for reproducibility. ├── setup.cfg <- Declarative configuration of your project. ├── setup.py <- Use `python setup.py develop` to install for development or | or create a distribution with `python setup.py bdist_wheel`. +├── .github <- scripts for GitHub actions. +├── docs <- Directory for Sphinx documentation in rst or md. ├── src │ └── minterpy <- Actual Python package where the main functionality goes. -├── tests <- Unit tests which can be run with `py.test`. -├── pyproject.toml <- Specification build requirements -├── MANIFEST.in <- Keep track of (minimal) source distribution files -├── CONTRIBUTING.md <- Contribution guidelines. -├── .readthedocs.yml <- Configuration of readthedocs support -├── .gitignore <- ignored files/directories if `git add/commit` -└── .pre-commit-config.yaml <- Configuration of pre-commit git hooks. +└── tests <- Unit tests which can be run with `pytest`. ``` diff --git a/README.md b/README.md index 85cef7b7..8a220e41 100644 --- a/README.md +++ b/README.md @@ -12,21 +12,25 @@ | [`main`](https://github.com/minterpy-project/minterpy/tree/main) (stable) | [![Build](https://github.com/minterpy-project/minterpy/actions/workflows/build.yaml/badge.svg?branch=main)](https://github.com/minterpy-project/minterpy/actions/workflows/build.yaml?query=branch%3Amain+) [![codecov](https://codecov.io/gh/minterpy-project/minterpy/branch/main/graph/badge.svg?token=J8RCUGRKW3)](https://codecov.io/gh/minterpy-project/minterpy) [![Documentation Build and Deployment](https://github.com/minterpy-project/minterpy/actions/workflows/docs.yaml/badge.svg?branch=main)](https://minterpy-project.github.io/minterpy/stable/) | | [`dev`](https://github.com/minterpy-project/minterpy/tree/dev) (latest) | [![Build](https://github.com/minterpy-project/minterpy/actions/workflows/build.yaml/badge.svg?branch=dev)](https://github.com/minterpy-project/minterpy/actions/workflows/build.yaml?query=branch%3Adev) [![codecov](https://codecov.io/gh/minterpy-project/minterpy/graph/badge.svg?token=J8RCUGRKW3)](https://codecov.io/gh/minterpy-project/minterpy) [![Documentation Build and Deployment](https://github.com/minterpy-project/minterpy/actions/workflows/docs.yaml/badge.svg?branch=dev)](https://minterpy-project.github.io/minterpy/latest/) | -Minterpy is an open-source Python package designed for constructing and manipulating multivariate interpolating polynomials +Minterpy is an open-source Python package designed for constructing +and manipulating multivariate interpolating polynomials with the goal of lifting the curse of dimensionality from interpolation tasks. -Minterpy is being continuously extended and improved, with new functionalities added to address the bottlenecks involving +Minterpy is being continuously extended and improved, +with new functionalities added to address the bottlenecks involving interpolations in various computational tasks. ## Installation -You can obtain the stable release of Minterpy directly from PyPI using `pip`: +You can obtain the stable release of Minterpy directly +from [PyPI](https://pypi.org/project/minterpy/) using `pip`: ```bash pip install minterpy ``` -Alternatively, you can also obtain the latest version of Minterpy from the GitHub repository: +Alternatively, you can also obtain the latest version of Minterpy +from the [GitHub repository](https://github.com/minterpy-project/minterpy): ```bash git clone https://github.com/minterpy-project/minterpy @@ -38,137 +42,179 @@ Then from the source directory, you can install Minterpy: pip install [-e] .[all,dev,docs] ``` -where the flag `-e` means the package is directly linked -into the python site-packages of your Python version. +where the flag `-e` means the package is directly linked into +the python site-packages of your Python version. The options `[all,dev,docs]` refer to the requirements defined in the `options.extras_require` section in `setup.cfg`. -A best practice is to first create a virtual environment with -the help of a tool like [mamba], [conda], [venv], [virtualenv] or [pyenv-virtualenv]. +A best practice is to first create a virtual environment with the help of +a tool like [mamba], [conda], [venv], [virtualenv] or [pyenv-virtualenv]. See [CONTRIBUTING.md](./CONTRIBUTING.md) for details. -**NOTE**: You **must not** use the command `python setup.py install` to install `minterpy`, -as we cannot guarantee that the file `setup.py` will always be present -in the further development of `minterpy`. +**NOTE**: **Do not** use the command `python setup.py install` +to install Minterpy, as we cannot guarantee that the file `setup.py` +will always be present in the further development of Minterpy. ## Quickstart -With `minterpy` one can easily interpolate a given function. -For instance, take the function `f(x) = x\sin(10x)` in one dimension: +Using Minterpy, you can easily interpolate a given function. +For instance, take the one-dimensional function $`f(x) = x \, \sin{(10x)}`$ +with $x \in [-1, 1]$: ```python - import numpy as np +import numpy as np - def test_function(x): - return x * np.sin(10*x) +def test_function(x): + return x * np.sin(10*x) ``` -In order to `minterpy` the function `test_function` -one can use the top-level function `interpolate`: +To interpolate the function, you can use the top-level function `interpolate()`: ```python - import minterpy as mp +import minterpy as mp - interpolant = mp.interpolate(test_function,spatial_dimension=1, poly_degree=64) +interpolant = mp.interpolate(test_function, spatial_dimension=1, poly_degree=64) ``` -Here, interpolant is a callable function, -which can be used as a representation of `test_function`. -`interpolate` takes as arguments the function to interpolate, +`interpolate()` takes as arguments the function to interpolate, the number of dimensions (`spatial_dimension`), -and the degree of the underlying polynomial (`poly_degree`). - +and the degree of the underlying polynomial interpolant (`poly_degree`). You may adjust this parameter in order to get higher accuracy. -For the example above, a degree of 64 produces an interpolant that reproduces -the `test_function` almost up to machine precision: +The resulting `interpolant` is a Python callable, +which can be used as an approximation of `test_function`. + +In this example, an interpolating polynomial of degree $64$ produces +an approximation of `test_function` to near machine precision: ```python - import matplotlib.pylab as plt +import matplotlib.pyplot as plt - x = np.linspace(-1,1,100) +xx = np.linspace(-1, 1, 150) - plt.plot(x,interpolant(x),label="interpolant") - plt.plot(x,test_function(x),"k.",label="test function") - plt.legend() - plt.show() +plt.plot(xx, interpolant(xx), label="interpolant") +plt.plot(xx, test_function(xx), "k.",label="test function") +plt.legend() +plt.show() ``` -Compare test function with its interpolant +Compare test function with its interpolating polynomial -For more comprehensive examples, see the [getting started guides](https://interpol.pages.hzdr.de/minterpy/getting-started/index.html) -section of the `minterpy` docs. +Minterpy's capabilities extend beyond function approximation; +by accessing the underlying interpolating polynomials, +you can carry out common numerical operations on the approximations +like multiplication and differentiation: -## Testing +```python +# Access the underlying Newton interpolating polynomial +nwt_poly = interpolant.to_newton() +# Multiply the polynomial -> obtained another polynomial +prod_poly = nwt_poly * nwt_poly +# Differentiate the polynomial once -> obtained another polynomial +diff_poly = nwt_poly.diff(1) + +fig, axs = plt.subplots(1, 2, figsize=(10, 5)) + +axs[0].plot(xx, prod_poly(xx)) +axs[0].set_title("Product polynomial") +axs[0].set_xlabel("$x$") +axs[0].set_ylabel("$y$") +axs[1].plot(xx, diff_poly(xx)) +axs[1].set_title("Differentiated polynomial") +axs[1].set_xlabel("$x$") + +plt.show() +``` -After installation, we encourage you to at least run the unit tests of `minterpy`, -where we use [`pytest`](https://docs.pytest.org/en/6.2.x/) to run the tests. +Product and differentiated polynomial -If you want to run all tests, type: +The [Getting Started Guides](https://minterpy-project.github.io/minterpy/latest/getting-started/index.html#what-s-next) +provide more examples on approximating functions and performing operations +on interpolating polynomials, including multidimensional cases. -```bash -pytest [-vvv] -``` +## Getting help + +For detailed guidance, +please refer to the online documentation ([stable](https://minterpy-project.github.io/minterpy/stable/) +or [latest](https://minterpy-project.github.io/minterpy/stable/)). +It includes detailed installation instructions, usage examples, API references, +and contributors guide. -from within the `minterpy` source directory. +For any other questions related to the package, +feel free to post your questions on the GitHub repository +[Issue page](https://github.com/minterpy-project/minterpy/issues). -## Contributing to `minterpy` +## Contributing to Minterpy + +Contributions to Minterpy are welcome! -Contributions to the `minterpy` packages are highly welcome. We recommend you have a look at the [CONTRIBUTING.md](./CONTRIBUTING.md) first. -For a more comprehensive contribution guide visit -the [Contributors section](link-to-developer-section) of the documentation. +For a more comprehensive guide visit +the [Contributors Guide](https://minterpy-project.github.io/minterpy/latest/contributors/index.html) +of the documentation. + +## Citing Minterpy + +If you use Minterpy in your research or projects, +please consider citing the archived version +in [RODARE](https://rodare.hzdr.de/record/3354). + +The citation for the current public version is: + +```bibtex +@software{Minterpy_0_3_0, + author = {Hernandez Acosta, Uwe and THekke Veettil, Sachin Krishnan and Wicaksono, Damar Canggih and Michelfeit, Jannik and Hecht, Michael}, + title = {{Minterpy} - multivariate polynomial interpolation}, + month = dec, + year = 2024, + publisher = {RODARE}, + version = {v0.3.0}, + doi = {10.14278/rodare.3354}, + url = {http://doi.org/10.14278/rodare.3354} +} +``` ## Credits and contributors -This work was partly funded by the Center for Advanced Systems Understanding (CASUS) -that is financed by Germany’s Federal Ministry of Education and Research (BMBF) -and by the Saxony Ministry for Science, Culture and Tourism (SMWK) -with tax funds on the basis of the budget approved by the Saxony State Parliament. +This work was partly funded by the Center for Advanced Systems Understanding ([CASUS]), +an institute of the Helmholtz-Zentrum Dresden-Rossendorf ([HZDR]), +financed by Germany’s Federal Ministry of Education and Research ([BMBF]) +and by the Saxony Ministry for Science, Culture and Tourism ([SMWK]) +with tax funds on the basis of the budget approved +by the Saxony State Parliament. -### The minterpy development team +### The Minterpy development team -The core development of the `minterpy` is currently done -by a small team at the Center for Advanced Systems Understanding ([CASUS]), -namely +Minterpy is currently developed and maintained by a small team +at the Center for Advanced Systems Understanding ([CASUS]): -- Damar Wicaksono ([HZDR]/[CASUS]) (d.wicaksono@hzdr.de) -- Uwe Hernandez Acosta ([HZDR]/[CASUS]) (u.hernandez@hzdr.de) -- Janina Schreiber ([HZDR]/[CASUS]) (j.schreiber@hzdr.de) -- Sachin Krishnan Thekke Veettil ([HZDR]/[CASUS]) (s.thekke-veettil@hzdr.de) +- [Damar Wicaksono](https://orcid.org/0000-0001-8587-7730) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4528)) +- [Uwe Hernandez Acosta](https://orcid.org/0000-0002-6182-1481) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4442)) +- [Janina Schreiber](https://orcid.org/0000-0002-8692-0822) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4528)) ### Mathematical foundation -- Michael Hecht ([HZDR]/[CASUS]) (m.hecht@hzdr.de) +- [Michael Hecht](https://orcid.org/0000-0001-9214-8253) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4528)) -### Former Members and Contributions +### Former members and contributors -- Jannik Michelfeit -- Nico Hoffman ([HZDR]) -- Steve Schmerler ([HZDR]) -- Vidya Chandrashekar (TU Dresden) +- [Sachin Krishnan Thekke Veettil](https://orcid.org/0000-0003-4852-2839) +- [Jannik Kissinger](https://orcid.org/0000-0002-1819-6975) +- [Nico Hoffman](https://scholar.google.de/citations?user=8iDQeTwAAAAJ&hl=de) +- [Steve Schmerler](https://orcid.org/0000-0003-1354-0578) ([HZDR]) +- Vidya Chandrashekar ([TU Dresden](https://tu-dresden.de/)) ### Acknowledgement -- Klaus Steiniger ([HZDR]) -- Patrick Stiller ([HZDR]) +- [Klaus Steiniger](https://orcid.org/0000-0001-8965-1149) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4353)) +- [Patrick Stiller](https://scholar.google.com/citations?user=nOtYbWMAAAAJ&hl=de) ([HZDR]) - Matthias Werner ([HZDR]) -- Krzysztof Gonciarz ([MPI-CBG],[CSBD]) -- Attila Cangi ([HZDR]/[CASUS]) -- Michael Bussmann ([HZDR]/[CASUS]) - -### Community - -This package would not be possible without many contributions done -from the community as well. -For that, we want to send big thanks to: - -- the guy who will show me how to include a list of contributors on github/gitlab +- [Krzysztof Gonciarz](https://orcid.org/0000-0001-9054-8341) ([MPI-CBG]/[CSBD]) +- [Attila Cangi](https://orcid.org/0000-0001-9162-262X) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4660)) +- [Michael Bussmann](https://orcid.org/0000-0002-8258-3881) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4353)) ## License -[MIT](LICENSE) © minterpy development team - -[^1]: [arXiv:2010.10824](https://arxiv.org/abs/2010.10824) +Minterpy is released under the [MIT license](LICENSE). [mamba]: https://mamba.readthedocs.io/en/latest/ [conda]: https://docs.conda.io/ @@ -176,14 +222,11 @@ For that, we want to send big thanks to: [venv]: https://docs.python.org/3/tutorial/venv.html [virtualenv]: https://virtualenv.pypa.io/en/latest/ [pyenv-virtualenv]: https://github.com/pyenv/pyenv-virtualenv -[pre-commit]: https://pre-commit.com/ -[Jupyter]: https://jupyter.org/ -[nbstripout]: https://github.com/kynan/nbstripout -[Google style]: http://google.github.io/styleguide/pyguide.html#38-comments-and-docstrings [virtualenv]: https://virtualenv.pypa.io/en/latest/index.html -[pytest]: https://docs.pytest.org/en/6.2.x/ [CASUS]: https://www.casus.science [HZDR]: https://www.hzdr.de +[BMBF]: https://www.bmbf.de/ +[SMWK]: https://www.smwk.sachsen.de/ [MPI-CBG]: https://www.mpi-cbg.de [CSBD]: https://www.csbdresden.de [black-badge]: https://img.shields.io/badge/code%20style-black-000000.svg diff --git a/docs/assets/images/test-function1D.png b/docs/assets/images/test-function1D.png 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The infinity norm of the difference between the function and its approximation, $$ -\lVert f - Q_f \rVert_{\infty} = \max_{x \in [-1, 1]^m} \lvert f - Q_f \rvert +\lVert f - Q_f \rVert_{\infty} = \max_{\boldsymbol{x} \in [-1, 1]^m} \lvert f(\boldsymbol{x}) - Q_f(\boldsymbol{x}) \rvert $$ is measured at $1'000'000$ random points. 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z&tjG?d3kG0TYI}L{NN}%;>=K04YOcN8>;C82U)2v8@4aKF2~ay&m}yJi5Hf(KTp5a z#mQSKOPjovMh^h20MU=Uefu^rU3mJP=)5@G zsx%c;MsbLEQkLqioVadmPzH?ol>^eaA{i58+^LEr$ zCCjOmVJYX1`0K6AMY(iG(K_HDlv@arqz&0@=oEl?)k8eC&EcOG=7J58wEgps+0=LZ zkFWm=Ti^eExPQNq|N4^-zR`O=CX?^;as|EXM7LbP^mj8^^nKC?Ui$anzOT!iotuQB U+a>28Ag}1}FwjZde&o_W0KU&a_W%F@ From d7ffab918c6a2f05c67aa54bd1606ef642e44dce Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Tue, 22 Apr 2025 15:37:22 +0200 Subject: [PATCH 12/33] Replace the hypercube notation in the paper. --- joss/paper.md | 5 +++-- 1 file changed, 3 insertions(+), 2 deletions(-) diff --git a/joss/paper.md b/joss/paper.md index 55dc61d6..a7453e00 100644 --- a/joss/paper.md +++ b/joss/paper.md @@ -182,8 +182,9 @@ that would normally require direct manipulation of function values. # Package overview -Minterpy interpolates $m$-dimensional function $f: \square^m \subset \mathbb{R}^m \to \mathbb{R}$ -defined on a multidimensional hypercube using a polynomial expansion in the Lagrange basis: +Minterpy interpolates $m$-dimensional function $f: [a_1, b_1] \times \ldots \times [a_m, b_m] \subset \mathbb{R}^m \to \mathbb{R}$, +where $a_i$ and $b_i$ are the lower and upper bounds of the $i$-th dimension, respectively. +The interpolation is performed using a polynomial expansion in the Lagrange basis: \begin{equation} \label{eq:interpolating-polynomial} f (\boldsymbol{x}) \approx Q (\boldsymbol{x}) = \sum_{\boldsymbol{\alpha} \in A} f(\boldsymbol{p}_{\boldsymbol{\alpha}}) \, L_{\boldsymbol{\alpha}} (\boldsymbol{x}), From 20defc2f1227f24621209549df246f03dab32652 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Tue, 22 Apr 2025 16:06:04 +0200 Subject: [PATCH 13/33] Add commentary on the tradeoff between accuracy and cost A paragraph has been expanded to include a commentary on the trade-off between the accuracy of global polynomials and the cost of their evaluation, especially in comparison to B-splines and local piecewise polynomials. This commit should resolve Issue @17. --- joss/paper.md | 19 +++++++++++++++---- 1 file changed, 15 insertions(+), 4 deletions(-) diff --git a/joss/paper.md b/joss/paper.md index a7453e00..16b6e378 100644 --- a/joss/paper.md +++ b/joss/paper.md @@ -208,7 +208,7 @@ The multi-index set $A$ determines polynomial coefficients, unisolvent nodes, and function evaluations. In Minterpy, the default is a downward-closed set $A_{m, n, p}$ with spatial dimension $m \in \mathbb{N}_{> 0}$, -polynomial degree $n \in \mathbb{N}$, and $l_p$-degree $p \in \mathbb{R}_{> 0}$. +polynomial degree $n \in \mathbb{N}$, and $\ell_p$-degree $p \in \mathbb{R}_{> 0}$. The set is defined as $$ A_{m, n, p} = \{ \boldsymbol{\alpha} \in \mathbb{N}^m: \lVert \boldsymbol{\alpha} \rVert_p = (\alpha_1^p + \cdots + \alpha_m^p)^{1/p} \leq n \}. @@ -268,7 +268,7 @@ a pitfall in high-degree interpolation with equispaced points. ![The comparison of Minterpy interpolating polynomials, approximating the Runge function in dimension $m = 3, 4$, with alternative methods from designated packages.\label{fig:convergence}](convergence.png) \autoref{fig:convergence} shows the accuracy of Minterpy interpolating polynomials -for three different $l_p$-degrees in dimension $m = 3, 4$[^machine]. +for three different $\ell_p$-degrees in dimension $m = 3, 4$[^machine]. The horizontal axis shows the number of coefficients (and function evaluations), directly linked to the polynomial degree, to enable comparisons with other methods. The infinity norm of the difference between the function and its approximation, @@ -288,8 +288,19 @@ Equadratures, whose results are comparable to Minterpy, (softly) limits multi-index cardinality to $5 \times 10^4$ due to computational expense, while Chaospy struggles with tensor-product grids[^sparse]. -The results show Minterpy polynomials provide accurate function approximation -with stability and convergence up to $10^{-14}$, outperforming competing tools. +The results show Minterpy polynomials achieve highly accurate function approximation, +with numerical stability and convergence reaching up to $10^{-14}$, outperforming competing tools. +However, global polynomials are generally more expensive to evaluate +than local piecewise polynomials or B-splines +due to their lack of compact support---evaluating a global polynomial typically +requires computing all terms in the expansion. +Additionally, the evaluation cost depends on the size of the multi-index set +(i.e., the number of basis functions), +which grows with the spatial dimension $m$, +the polynomial degree $n$, and the choice of $\ell_p$-norm used to define the index set. +Unlike in local piecewise polynomials and tensorized B-splines, +which often use lower-degree polynomials, +the size of the set can become large for high-degree global polynomials. ## Operations on the Minterpy polynomials From 6d7b007616af700aeec0d0a039cce326bd0d6805 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Tue, 22 Apr 2025 17:30:36 +0200 Subject: [PATCH 14/33] Add reference to the archived numerical experiment --- joss/paper.bib | 8 ++++++++ joss/paper.md | 2 +- 2 files changed, 9 insertions(+), 1 deletion(-) diff --git a/joss/paper.bib b/joss/paper.bib index 95d4f02d..23013155 100644 --- a/joss/paper.bib +++ b/joss/paper.bib @@ -334,4 +334,12 @@ @Article{TalEzer1991 doi = {10.1137/0912034}, } +@Misc{Wicaksono2025, + author = {Wicaksono, Damar Canggih and Hernandez Acosta, Uwe and Thekke Veettil, Sachin Krishnan and Kissinger, Jannik and Hecht, Michael}, + title = {{Data to "Minterpy: Multivariate polynomial interpolation in Python"}}, + year = {2025}, + doi = {10.14278/rodare.3379}, + url = {https://doi.org/10.14278/rodare.3379}, +} + @Comment{jabref-meta: databaseType:bibtex;} diff --git a/joss/paper.md b/joss/paper.md index 16b6e378..f4aa0510 100644 --- a/joss/paper.md +++ b/joss/paper.md @@ -372,7 +372,7 @@ downward-closed multi-index sets to construct interpolating polynomials. [^machine]: The numerical experiment was conducted on a machine equipped with a 32-core AMD EPYC processor, 256 GB of RAM, running Python v3.9.19 on Debian 12 Linux. -The results of the experiment are archived in [RODARE](https://rodare.hzdr.de/record/3379). +The results of the experiment are archived in [@Wicaksono2025]. [^sparse]: Both Chaospy and equadratures support sparse polynomial construction, which can help reduce the number of coefficients. Comparing these approaches, however, is beyond the scope of this work. From 69614601c579fd3500134dd5e9ca430320a1349c Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Tue, 22 Apr 2025 17:56:02 +0200 Subject: [PATCH 15/33] Simplify the paper --- joss/paper.bib | 13 ------ joss/paper.md | 107 ++++++++++++++++++++++++------------------------- 2 files changed, 53 insertions(+), 67 deletions(-) diff --git a/joss/paper.bib b/joss/paper.bib index 23013155..cfd3f0a6 100644 --- a/joss/paper.bib +++ b/joss/paper.bib @@ -64,19 +64,6 @@ @Article{Xiu2009 volume = {5}, } -@InBook{Hecht2018, - author = {Hecht, Michael and Sbalzarini, Ivo F.}, - pages = {53--75}, - publisher = {Springer International Publishing}, - title = {Fast interpolation and fourier transform in high-dimensional spaces}, - year = {2018}, - isbn = {9783030011772}, - month = nov, - booktitle = {Intelligent Computing}, - doi = {10.1007/978-3-030-01177-2_5}, - issn = {2194-5365}, -} - @Book{Trefethen2019, author = {Trefethen, L. N.}, publisher = {Society for Industrial and Applied Mathematics (SIAM)}, diff --git a/joss/paper.md b/joss/paper.md index f4aa0510..adc57f6c 100644 --- a/joss/paper.md +++ b/joss/paper.md @@ -68,9 +68,10 @@ commonly associated with interpolation tasks. As a means of approximating functions, global polynomials---where a single polynomial is defined over the entire domain---offer several advantages. For sufficiently smooth functions, global polynomials can achieve -high accuracy with a smaller number of data points (sampled over the entire domain) compared -to local piecewise polynomials. -Additionally, their relatively simple structure facilitates many common numerical operations. +high accuracy with a smaller number of data points (sampled over the entire domain) +compared to local piecewise polynomials. +Additionally, their relatively simple structure facilitates +many common numerical operations. These operations include differentiation, integration, addition, subtraction, and multiplication [@Trefethen2019]. @@ -80,7 +81,7 @@ to arbitrary precision by multivariate global polynomials [@Branges1959]. However, the theorem does not specify a concrete method for constructing such approximating polynomials. Various techniques can be employed to build approximating polynomials, -including Taylor expansions and least square approximations. +such as least square approximations. Minterpy focuses on constructing approximating global polynomials using one of the earliest and most established methods: interpolation [@Goldstine1977]. @@ -89,16 +90,17 @@ there exists a unique polynomial $Q_{f, n}$ of degree $n$ that interpolates a function $f: \Omega \to \mathbb{R}$ in a bounded domain $\Omega$ with $n + 1$ _distinct (unisolvent[^unisolvent]) interpolation nodes (or points)_ $P_n$ such that -$$ +\begin{equation} +\label{eq:interpolation-condition} Q_{f, n} (p_i) = f(p_i),\; \forall p_i \in P_n \subset \Omega,\; i = 0, \ldots, n. -$$ +\end{equation} Polynomial interpolation has its roots in the works of Newton, Euler, Lagrange, and others [@Meijering2002], and its significance in mathematics and computing -is well-established [@Cools2002;@Hecht2018;@Xiu2009]. +is well-established [@Cools2002;@Xiu2009]. Despite their aforementioned advantages as global polynomials, global interpolating polynomials have a controversial reputation due to -several common misconceptions [@Trefethen2011;@Trefethen2016;@Trefethen2017]: +several misconceptions [@Trefethen2011;@Trefethen2016;@Trefethen2017]: - They are often thought to be prone to Runge's phenomenon, whereby increasing the degree of interpolating polynomials worsens @@ -147,7 +149,7 @@ equadratures [@Seshadri2017], PyGPC [@Weise2020], PyThia [@Hegemann2023], and UncertainSci [@Tate2023], provide polynomial-based function approximations, primarily for uncertainty quantification (UQ) using generalized polynomial chaos expansion [@Xiu2002]. -These tools naturally frame problems as UQ tasks, where inputs are modeled +These tools frame problems as UQ tasks, where inputs are modeled probabilistically. With few exceptions (notably Chaospy), the resulting polynomials are primarily used for function approximations, accompanied by additional post-processing @@ -155,7 +157,7 @@ utilities tailored to UQ tasks (e.g., uncertainty propagation, sensitivity analysis). In contrast, Minterpy offers a simpler, UQ-free approach to function approximation using interpolating polynomials, with fewer barriers to entry, and includes -additional standard mathematical operations on the polynomials. +several mathematical operations on the polynomials. Several other Python packages construct polynomial approximations from data. SciPy [@Virtanen2020] provides multivariate interpolation methods @@ -182,9 +184,10 @@ that would normally require direct manipulation of function values. # Package overview -Minterpy interpolates $m$-dimensional function $f: [a_1, b_1] \times \ldots \times [a_m, b_m] \subset \mathbb{R}^m \to \mathbb{R}$, -where $a_i$ and $b_i$ are the lower and upper bounds of the $i$-th dimension, respectively. -The interpolation is performed using a polynomial expansion in the Lagrange basis: +Consider an $m$-dimensional function $f: \boldsymbol{\Omega} \subset \mathbb{R}^m \to \mathbb{R}$, +defined on a hypercube. +Minterpy interpolates the function using a polynomial expansion +in the Lagrange basis \begin{equation} \label{eq:interpolating-polynomial} f (\boldsymbol{x}) \approx Q (\boldsymbol{x}) = \sum_{\boldsymbol{\alpha} \in A} f(\boldsymbol{p}_{\boldsymbol{\alpha}}) \, L_{\boldsymbol{\alpha}} (\boldsymbol{x}), @@ -202,7 +205,8 @@ Each basis polynomial satisfies the Kronecker delta condition $$ L_{\boldsymbol{\alpha}} (p_{\boldsymbol{\beta}}) = \delta_{\boldsymbol{\alpha}, \boldsymbol{\beta}},\;\; p_{\boldsymbol{\beta}} \in \{ \boldsymbol{p}_{\boldsymbol{\alpha}} \}_{\boldsymbol{\alpha} \in A},\;\; \boldsymbol{\alpha} \in A, $$ -ensuring $Q(\boldsymbol{x})$ is an interpolating polynomial. +ensuring $Q(\boldsymbol{x})$ in \autoref{eq:interpolating-polynomial} +is an interpolating polynomial. The multi-index set $A$ determines polynomial coefficients, unisolvent nodes, and function evaluations. @@ -233,10 +237,8 @@ is larger than that for $p = 1.0$, the gain in accuracy more than compensates for the increased cost, making it comparable to $p = \infty$ in accuracy [@Trefethen2017a;@Hecht2020]. -Deriving multidimensional Lagrange basis expressions -for general non-tensorial grids is challenging. -For operations like evaluation and differentiation, -Minterpy converts polynomials into the Newton basis +Deriving multidimensional Lagrange bases for non-tensorial grids is challenging. +Minterpy uses the Newton basis for efficient evaluation and differentiation $$ Q (\boldsymbol{x}) = \sum_{\boldsymbol{\alpha} \in A} c_{\boldsymbol{\alpha}} \, N_{\boldsymbol{\alpha}} (\boldsymbol{x}),\;\; N_{\boldsymbol{\alpha}} (\boldsymbol{x}) = \prod_{i = 1}^m \prod_{j = 0}^{\alpha_i - 1} (x_i - q_j),\;\; q_j \in P_i, $$ @@ -288,19 +290,21 @@ Equadratures, whose results are comparable to Minterpy, (softly) limits multi-index cardinality to $5 \times 10^4$ due to computational expense, while Chaospy struggles with tensor-product grids[^sparse]. -The results show Minterpy polynomials achieve highly accurate function approximation, -with numerical stability and convergence reaching up to $10^{-14}$, outperforming competing tools. -However, global polynomials are generally more expensive to evaluate -than local piecewise polynomials or B-splines -due to their lack of compact support---evaluating a global polynomial typically -requires computing all terms in the expansion. -Additionally, the evaluation cost depends on the size of the multi-index set -(i.e., the number of basis functions), -which grows with the spatial dimension $m$, -the polynomial degree $n$, and the choice of $\ell_p$-norm used to define the index set. -Unlike in local piecewise polynomials and tensorized B-splines, -which often use lower-degree polynomials, -the size of the set can become large for high-degree global polynomials. +The results show that Minterpy polynomials provide highly accurate function approximation, +exhibiting numerical stability and convergence down to $10^{-14}$, +and outperforming selected competing tools. +However, global polynomials are generally more computationally expensive to evaluate +than local piecewise polynomials or B-splines, +as they require more floating-point operations. +There are two primary reasons for this. +First, global polynomials lack compact support; evaluating them typically involves +computing all terms in the expansion. +Second, they often require high polynomial degrees, +resulting in a large number of terms—--i.e., +a large multi-index set—--compared to local methods, +which usually employ low-degree polynomials. +Moreover, each term in a high-degree global polynomial involves numerous multiplications, +further increasing the computational cost. ## Operations on the Minterpy polynomials @@ -313,10 +317,10 @@ Among compared tools, only Chaospy offers similar capabilities. ## Polynomial regression -Minterpy interpolation uses Leja-ordered Chebyshev-Lobatto nodes by default; -for scattered or equispaced data, it supports construction -via well-conditioned least-squares schemes [@Veettil2022]. -The resulting polynomials can then be processed like any other Minterpy polynomials. +By default, Minterpy uses Leja-ordered Chebyshev-Lobatto nodes. +For scattered or equispaced data, it supports well-conditioned +least-squares construction [@Veettil2022]. +The resulting polynomials are Minterpy polynomials[^non-interpolatory]. ## Applications @@ -329,11 +333,11 @@ and representing level sets in differential geometry [@Veettil2023]. The contributions to this paper are listed according to [CRediT](https://credit.niso.org). -**Damar Wicaksono**: Conceptualization, software, validation, visualization, writing---original draft. -**Uwe Hernandez Acosta**: Conceptualization, project administration, software, writing---review and editing. -**Sachin Krishnan Thekke Veettil**: Conceptualization, software. -**Jannik Kissinger**: Conceptualization, software. -**Michael Hecht**: Conceptualization, supervision, funding acquisition, writing---review and editing. +**D. Wicaksono**: Conceptualization, software, validation, visualization, writing---original draft. +**U. Hernandez Acosta**: Conceptualization, project administration, software, writing---review & editing. +**S. K. Thekke Veettil**: Conceptualization, software. +**J. Kissinger**: Conceptualization, software. +**M. Hecht**: Conceptualization, supervision, funding acquisition, writing---review & editing. # Acknowledgments @@ -354,27 +358,22 @@ by the Saxony State Parliament. [^unisolvent]: Unisolvent here means that the interpolating polynomial can be uniquely determined by the given interpolation nodes. In one dimension, this implies that the nodes are of distinct values. -[^equispaced]: In fact, Runge's phenomenon occurs when an interpolating -polynomial is constructed using equispaced interpolating nodes, -leading to large oscillations, especially at the endpoints -of the interpolation interval. -Adding more equispaced points does not resolve these oscillations. +[^equispaced]: Runge's phenomenon arises when using equispaced interpolation +nodes, causing large oscillations, especially near the interval's endpoints. +Adding more points does not resolve these oscillations. [^lipschitz]: that is, $\lvert f(x) - f(y) \rvert \leq L \lvert x - y \rvert$ for some constant $L$ and for all $x, y \in \Omega$ where $\Omega$ is a bounded domain. [^chebfun-ports]: Packages in other languages based on or similar to Chebfun include ApproxFun [@Olver2023] (Julia), and ChebPy [@Richardson2024] and pychebfun [@Swierczewski2024] (Python). -[^anisotropy]: By incorporating anisotropy (e.g., through an adaptive scheme), -it is possible to construct sparser polynomials. While Minterpy currently -does not support an adaptive scheme, users can still specify their own -downward-closed multi-index sets to construct interpolating polynomials. -[^machine]: The numerical experiment was conducted on a machine equipped -with a 32-core AMD EPYC processor, 256 GB of RAM, -running Python v3.9.19 on Debian 12 Linux. -The results of the experiment are archived in [@Wicaksono2025]. +[^anisotropy]: Incorporating anisotropy (e.g., via an adaptive scheme) enables +sparser polynomials. While Minterpy does not yet support adaptivity, +users can define custom downward-closed multi-index sets for interpolation. +[^machine]: Details of the numerical experiments can be found in [@Wicaksono2025]. [^sparse]: Both Chaospy and equadratures support sparse polynomial construction, which can help reduce the number of coefficients. Comparing these approaches, however, is beyond the scope of this work. [^pchip]: Piecewise cubic Hermite interpolating polynomial. -[^non-interpolatory]: The polynomials are, however, not strictly interpolatory. +[^non-interpolatory]: The polynomials are, however, not strictly interpolatory, +i.e., they generally do not satisfy \autoref{eq:interpolation-condition}. From 63a88d91523145cfb95e0abc8e5e95c47db5c778 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Wed, 23 Apr 2025 22:09:25 +0200 Subject: [PATCH 16/33] Fix issue with the Quickstart guide The Quickstart guide has been revised to fix typos and grammatical mistakes. Furthermore, several sentences have been reformulated for clarity. This commit should resolve Issue #21. --- ...on.ipynb => function-approximations.ipynb} | 96 ++++++++++++------- docs/getting-started/index.rst | 4 +- ...polynomial-bases-and-transformations.ipynb | 2 +- 3 files changed, 66 insertions(+), 36 deletions(-) rename docs/getting-started/{functions-approximation.ipynb => function-approximations.ipynb} (82%) diff --git a/docs/getting-started/functions-approximation.ipynb b/docs/getting-started/function-approximations.ipynb similarity index 82% rename from docs/getting-started/functions-approximation.ipynb rename to docs/getting-started/function-approximations.ipynb index 8b6a04cf..e7fd791c 100644 --- a/docs/getting-started/functions-approximation.ipynb +++ b/docs/getting-started/function-approximations.ipynb @@ -27,8 +27,7 @@ "source": [ "Welcome to the Quickstart Guide to Minterpy!\n", "\n", - "If you're here, you likely want to create an interpolant that approximates a function, possibly in multiple dimensions.\n", - "This guide will quickly show you how to do that using Minterpy." + "If you're reading this, chances are you want to create an interpolant that approximates a function, possibly in multiple dimensions. This guide provides a quick walkthrough on how to achieve this using Minterpy." ] }, { @@ -214,19 +213,25 @@ "source": [ "### One-dimensional interpolant\n", "\n", - "To create an interpolant in Minterpy, you can use the function {py:func}`.interpolate` which takes the following argument (in order):\n", + "To create an interpolant in Minterpy, use the {py:func}`.interpolate` function which accepts the following arguments in order:\n", "\n", - "- the function to interpolate (a callable that takes an array of input values and returns an array of output values of the same length)\n", - "- the spatial dimension of the function\n", - "- the degree of the polynomial interpolant\n", + "1. The function to interpolate (a callable that takes an array of input values and returns an array of output values of the same length)\n", + "2. The spatial dimension of the function\n", + "3. The degree of the polynomial interpolant\n", "\n", "The lambda function you've defined above already satisfies the first requirement: as a callable, it takes an array of input values and returns an array of output values.\n", "\n", - "The spatial dimension of the function is $1$; since Minterpy cannot infer the dimensionality of your function, you need to specify this.\n", + "The spatial dimension of the function, which represents the number of input variables it accepts, is $1$. Since Minterpy cannot automatically infer the dimensionality of your function, you must specify this value explicitly.\n", "\n", - "Finally, you need to choose the degree of the polynomial interpolant. Since Minterpy interpolants are based on polynomials, specifying the degree in advance is necessary. As a best practice, you should later verify whether the interpolant achieves sufficient accuracy.\n", - "\n", - "Let's say that the chosen polynomial degree is $8$:" + "Finally, you need to specify the degree of the polynomial interpolant. Because Minterpy interpolants are based on polynomials, it is necessary to choose the polynomial degree in advance. As a best practice, it is recommended to verify the accuracy of the interpolant after creation to ensure it meets your requirements." + ] + }, + { + "cell_type": "markdown", + "id": "3e3e0d90-e220-452c-8c54-e6930b8f6d43", + "metadata": {}, + "source": [ + "For instance, let's say you choose a polynomial degree of $8$:" ] }, { @@ -339,7 +344,7 @@ "tags": [] }, "source": [ - "It seems that the interpolant still a bit off and does not approximate the function nicely." + "However, the interpolant doesn't quite match the function as closely as we'd like." ] }, { @@ -407,7 +412,7 @@ "tags": [] }, "source": [ - "Whether the given norm is sufficiently low depends on your application. But we might agree, for now, that the number above is hardly a numerical convergence." + "Whether the given norm is low enough depends on what you're using the interpolant for. But for now, let's agree that the number above isn't exactly a numerical convergence." ] }, { @@ -489,8 +494,15 @@ "tags": [] }, "source": [ - "Visually, there is no notable difference between the interpolant of degree $32$ and the original function.\n", - "And indeed the infinity norm is now:" + "Looking at the graph, it's hard to see any difference between the interpolant of degree $32$ and the original function." + ] + }, + { + "cell_type": "markdown", + "id": "925c1c2f-901e-4661-8bd5-9644bec6bf05", + "metadata": {}, + "source": [ + "Looking at the infinity norm:" ] }, { @@ -522,7 +534,7 @@ "tags": [] }, "source": [ - "which is close to numerical convergence." + "which is now closer to numerical convergence." ] }, { @@ -538,7 +550,7 @@ "source": [ "## Two-dimensional function\n", "\n", - "Consider now two-dimensional function:\n", + "Consider now a two-dimensional function:\n", "\n", "$$\n", "f(x_1, x_2) = \\sin{\\pi (1.5 x_1 + 2.5 x_2)}, x_1, x_2 \\in [-1, 1].\n", @@ -662,14 +674,20 @@ "source": [ "### Two-dimension interpolant\n", "\n", - "The function {py:func}`.interpolate` also accepts two-dimensional functions for interpolation. Here are a few things to note:\n", - "\n", - "- The function must accept a two-dimensional array as input, where each row corresponds to input values in multiple dimensions, and each column corresponds to input values for each spatial dimension. In this case, the input array is expected to have $2$ columns (for spatial dimension $2$). Furthermore, the function must return an array with the same length as the length of the input (i.e., the number of rows).\n", - "- As previously mentioned, you need to specify that the function to interpolate has a spatial dimension of $2$.\n", + "The function {py:func}`.interpolate` can also handle two-dimensional functions. Here are a few things to note:\n", "\n", - "Additionally, when the spatial dimension is more than $1$, there is one more argument you can specify: the $l_p$-degree. This degree is related to the specification of the underlying multi-index set of exponents. Some choices of $l_p$-degree may approximate a given function better than others. See the {ref}`relevant section ` for details. This argument is optional, with the default value set to $2.0$.\n", + "- Your function should take a two-dimensional (2D) array as input, where each row represents a point in space and each column corresponds to a spatial dimension. For functions defined in 2D space, this means the input array must have exactly two columns. The function should return an array with the same number of rows as the input.\n", + "- As mentioned earlier, make sure to specify that your function has a spatial dimension of $2$ when calling {py:func}`.interpolate`. \n", "\n", - "To create a two-dimensional interpolant with a polynomial degree of $32$, you would proceed as follows:" + "One more thing to note: when you're working with functions of more than one spatial dimension, you can also specify the $l_p$-degree argument. This controls the underlying multi-index set of exponents used in the interpolation. Different $l_p$-degree values can affect how well the interpolant approximates the original function. Checkout the {ref}`relevant section ` for details. If you don't specify an $l_p$-degree, it defaults to $2.0$." + ] + }, + { + "cell_type": "markdown", + "id": "36208d48-84e6-40fc-8e89-c96834401593", + "metadata": {}, + "source": [ + "To create a two-dimensional interpolant with a polynomial degree of $32$, use the following command:" ] }, { @@ -774,8 +792,14 @@ "source": [ "### Assessing 2D interpolant accuracy\n", "\n", - "It is hard by looking at the plot above to conclude that interpolant is accurate enough; the interpolant does capture the overall shape of the original function, though.\n", - "\n", + "Just by looking at the plot, it's though to say for sure if the interpolant is accurate enough. But it does seem to capture the overall shape of the function pretty well." + ] + }, + { + "cell_type": "markdown", + "id": "2e3edf8d-1af2-4693-a47d-fb5af8ff144f", + "metadata": {}, + "source": [ "As explained previously, you can use the infinity norm to quantify the accuracy of the interpolant.\n", "To estimate it using, say, $100'000$ random points in $[-1, 1]^2$:" ] @@ -825,7 +849,7 @@ "source": [ "## Four-dimensional function\n", "\n", - "You've seen how to interpolate a one-dimensional and a two-dimensional function. How about functions in higher dimension?\n", + "So far, you've seen how to interpolate 1D and 2D functions. But what about functions with even more dimensions?\n", "\n", "Consider now the $m$-dimensional Runge function:\n", "\n", @@ -883,13 +907,19 @@ "source": [ "### Four-dimension interpolant\n", "\n", - "The choice of the function above is to demonstrate that the function {py:func}`.interpolate` works the same way as it does for one- and two-dimensional functions.\n", - "\n", - "You just need to ensure that the function to interpolate conforms to Minterpy's requirements: it should be a callable that accepts a two-dimensional array where each row corresponds to a point in a multi-dimensional space, and each column corresponds to values in the spatial dimension.\n", + "The $m$-dimensional Runge function defined above is chosen to show that {py:func}`.interpolate` works the same way for higher-dimensional functions as it does for 1D and 2D ones.\n", "\n", - "Similar to the two-dimensional case, you have the option to adjust the $l_p$-degree of the underlying multi-index set. Again, this is optional.\n", + "Just make sure your function meets Minterpy's requirements: it should be a callable that takes a 2D array as input, where each row represents a point in multidimensional space and each column corresponds to a spatial dimension (so in this case, four columns).\n", "\n", - "To create a four-dimensional interpolant with a polynomial degree of $16$, you would proceed as follows:" + "Just like with 2D functions, you can also tweak the $l_p$-degree of the underlying multi-index set for higher-dimensional functions ($m > 1$). This is optional, but can affect the accuracy of the interpolant." + ] + }, + { + "cell_type": "markdown", + "id": "a0691001-8113-4c68-b551-eef683b89236", + "metadata": {}, + "source": [ + "To create a 4D interpolant with a polynomial degree of $16$, use the following command:" ] }, { @@ -921,8 +951,8 @@ "source": [ "### Assessing 4D interpolant accuracy\n", "\n", - "Just, you can use the infinity norm to quantify the accuracy of the interpolant.\n", - "To estimate it using, say, $10'000$ random points in $[-1, 1]^4$:" + "As before, you use the infinity norm to gauge the accuracy of the interpolant. To estimate it using \n", + "$10'000$ random points in $[-1, 1]^4$, you can use the following code:" ] }, { @@ -995,7 +1025,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.16" + "version": "3.9.19" } }, "nbformat": 4, diff --git a/docs/getting-started/index.rst b/docs/getting-started/index.rst index 6c5a2b8d..aa1c4959 100644 --- a/docs/getting-started/index.rst +++ b/docs/getting-started/index.rst @@ -50,7 +50,7 @@ What's next? If you're brand new to Minterpy and simply want to approximate a function using polynomial interpolations, start with: -:doc:`functions-approximation` +:doc:`function-approximations` While approximating functions using polynomials is a main feature of Minterpy, it also offers multi-dimensional polynomials in Python. @@ -88,7 +88,7 @@ a particular task, be sure to check out the :doc:`/how-to/index`! :maxdepth: 1 :hidden: - Functions approximation + Function Approximations 1D Polynomial Interpolation <1d-polynomial-interpolation> mD Polynomial Interpolation Arithmetic with Polynomials diff --git a/docs/getting-started/polynomial-bases-and-transformations.ipynb b/docs/getting-started/polynomial-bases-and-transformations.ipynb index d3828485..30168541 100644 --- a/docs/getting-started/polynomial-bases-and-transformations.ipynb +++ b/docs/getting-started/polynomial-bases-and-transformations.ipynb @@ -2598,7 +2598,7 @@ "source": [ "## From interpolant to interpolating polynomial\n", "\n", - "The {doc}`Quickstart Guide ` introduced\n", + "The {doc}`Quickstart Guide ` introduced\n", "you with the {py:func}`interpolate() <.interpolation.interpolate>` function to\n", "conveniently create an interpolant out of a function for a given spatial\n", "dimension, polynomial degree, and $l_p$-degree.\n", From ebaa73ed372aed11127842c8aded670f7ef265e5 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Thu, 24 Apr 2025 09:18:54 +0200 Subject: [PATCH 17/33] Use updated upload artifact GitHub action `actions/upload-artifact@v3` has been deprecated and causes the CI/CD pipeline to break. The version used has been updated to v4. Due to some changes in v4, each uploaded artifacts are now explicitly named according to their steps in the workflows. This commit should resolve Issue #30. --- .github/actions/nbmake/action.yaml | 3 ++- .github/workflows/build.yaml | 10 ++++++---- 2 files changed, 8 insertions(+), 5 deletions(-) diff --git a/.github/actions/nbmake/action.yaml b/.github/actions/nbmake/action.yaml index 06076092..ea2d5e09 100644 --- a/.github/actions/nbmake/action.yaml +++ b/.github/actions/nbmake/action.yaml @@ -22,6 +22,7 @@ runs: pytest --junitxml=report-pytest-nbmake-$result.xml -vvv --nbmake "${{ inputs.dir }}" echo "outfile=$result" >> $GITHUB_OUTPUT - name: Upload the report - uses: actions/upload-artifact@v3 + uses: actions/upload-artifact@v4 with: path: ./report-pytest-nbmake-${{ steps.execute.outputs.outfile }}.xml + name: report-pytest-nbmake-${{ steps.execute.outputs.outfile }} diff --git a/.github/workflows/build.yaml b/.github/workflows/build.yaml index a7b9876d..2c4ebed3 100644 --- a/.github/workflows/build.yaml +++ b/.github/workflows/build.yaml @@ -24,7 +24,7 @@ jobs: - name: Upload the report uses: actions/upload-artifact@v4 with: - name: report-pytest-with-numba.xml + name: report-pytest-with-numba path: ./report-pytest-with-numba.xml tests-without-numba: @@ -44,7 +44,7 @@ jobs: - name: Upload the report uses: actions/upload-artifact@v4 with: - name: report-pytest-without-numba.xml + name: report-pytest-without-numba path: ./report-pytest-without-numba.xml - name: Upload coverage reports to Codecov uses: codecov/codecov-action@v5 @@ -95,9 +95,10 @@ jobs: - name: Build the wheel run: python -m build --wheel - name: Upload the wheel - uses: actions/upload-artifact@v3 + uses: actions/upload-artifact@v4 with: path: ./dist/*.whl + name: wheel build-sdist: name: Build sdist on latest Linux @@ -112,6 +113,7 @@ jobs: - name: Build the source distribution run: python -m build --sdist - name: Upload the wheel - uses: actions/upload-artifact@v3 + uses: actions/upload-artifact@v4 with: path: ./dist/*.tar.gz + name: sdist From afeb7451835771bebda5d49789fc759f8a434b35 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Thu, 24 Apr 2025 11:32:08 +0200 Subject: [PATCH 18/33] Revise the tutorial on 1D poly. interpolation The in-depth tutorial on the one-dimensional polynomial interpolation has been revised to fix typos and grammatical mistakes. Several sentences have been reformulated to enhance clarity. This commit should resolve Issue #22. --- .../1d-polynomial-interpolation.ipynb | 89 ++++++++++++------- .../function-approximations.ipynb | 2 +- 2 files changed, 57 insertions(+), 34 deletions(-) diff --git a/docs/getting-started/1d-polynomial-interpolation.ipynb b/docs/getting-started/1d-polynomial-interpolation.ipynb index 70f970ed..e71670a9 100644 --- a/docs/getting-started/1d-polynomial-interpolation.ipynb +++ b/docs/getting-started/1d-polynomial-interpolation.ipynb @@ -32,7 +32,7 @@ "\n", "_But how to create such polynomials in the first place?_\n", "\n", - "This tutorial demonstrates how you can create such a polynomial in the most typical use case." + "This tutorial demonstrates how you can create such a polynomial from scratch in the most typical use case: interpolating a function." ] }, { @@ -129,8 +129,7 @@ "source": [ "## Motivating function\n", "\n", - "In Minterpy, the polynomials are typically (but not always) interpolating polynomials that approximate functions of interest.\n", - "In fact, this is one of the main objective of Minterpy: approximating a (multi-dimensional) function using a polynomial.\n", + "In Minterpy, polynomials are typically used to approximate functions of interest by interpolating them. This is actually one of the main goals of Minterpy: to approximate a (multidimensional) function using a polynomial.\n", "\n", "For now, however, consider the following one-dimensional function:\n", "\n", @@ -180,7 +179,9 @@ "slideshow": { "slide_type": "" }, - "tags": [] + "tags": [ + "hide-input" + ] }, "outputs": [], "source": [ @@ -202,7 +203,7 @@ "tags": [] }, "source": [ - "With the function of interest defined, you are now ready to create a polynomial that approximates it." + "Now that you've defined your function, you're ready to create a polynomial that approximates it." ] }, { @@ -225,9 +226,9 @@ "3. **Evaluate the function of interest at the grid points**: Compute the function values at the grid points (also known as the unisolvent nodes)\n", "4. **Create a polynomial in the Lagrange basis**: Construct the interpolating polynomial in the Lagrange basis based on the evaluated points.\n", "\n", - "To perform additional operations with the interpolating polynomial, such as evaluating it a set of query points, follow this extra step:\n", + "To perform additional operations with the interpolating polynomial, such as evaluating it at a set of query points, follow this extra step:\n", "\n", - "5. **Transform the polynomial to another basis**: Change the basis of the interpolating polynomial from the Lagrange basis to another basis, preferably the Newton asis, for convenient evaluation and manipulation.\n", + "5. **Transform the polynomial to another basis**: Change the basis of the interpolating polynomial from the Lagrange basis to another basis, preferably the Newton basis, for convenient evaluation and manipulation.\n", "\n", "Let’s go through these steps one at a time." ] @@ -314,7 +315,7 @@ "source": [ "### Construct an interpolation grid\n", "\n", - "An interpolation grid is where an interpolating polynomial lives on. The bases of interpolating polynomials, such as the Lagrange or the Newton basis, are defined with respect to these grids.\n", + "An interpolation grid is where an interpolating polynomial lives on. The bases of interpolating polynomials, such as the Lagrange or the Newton basis, are built with respect to these grids.\n", "\n", "In Minterpy, interpolation grids are represented by the {py:class}`Grid <.core.grid.Grid>` class.\n", "The default constructor allows you to create an interpolation grid for a specified multi-index set (the first argument).\n", @@ -483,7 +484,7 @@ "source": [ "### Create a Lagrange polynomial\n", "\n", - "The function values at the unisolvent nodes are the same as the coefficients $c_{L, \\alpha}$ of a polynomial in the Lagrange basis:\n", + "The function values at the unisolvent nodes are equal to the coefficients of a polynomial in the Lagrange basis $c_{\\mathrm{lag}, \\alpha}$:\n", "\n", "$$\n", "Q(x) = \\sum_{\\alpha \\in A} c_{\\mathrm{lag}, \\alpha} \\Psi_{\\mathrm{lag}, \\alpha}(x),\n", @@ -495,7 +496,7 @@ "\\Psi_{\\mathrm{lag}, \\alpha}(p_{\\beta}) = \\delta_{\\alpha, \\beta}, p_\\beta \\in P_A,\n", "$$\n", "\n", - "where $\\delta{\\cdot, \\cdots}$ denotes the Kronecker delta.\n", + "where $\\delta{\\cdot, \\cdot}$ denotes the Kronecker delta.\n", "\n", "Polynomials in the Lagrange basis are represented by the {py:class}`LagrangePolynomial <.polynomials.lagrange_polynomial.LagrangePolynomial>` class in Minterpy.\n", "You can create an instance of {py:class}`LagrangePolynomial <.polynomials.lagrange_polynomial.LagrangePolynomial>` class with various constructors.\n", @@ -529,7 +530,7 @@ "tags": [] }, "source": [ - "Congratulations! You've just made your first polynomial in Minterpy." + "Congratulations! You've just made your first polynomial in Minterpy from scratch." ] }, { @@ -624,7 +625,7 @@ }, "source": [ "```{note}\n", - "There are other basis in Minterpy, but for many practical applications we recommend to use the Newton basis.\n", + "Minterpy offers other polynomial bases as well, but for most practical purposes, we recommend to use the Newton basis.\n", "```" ] }, @@ -639,9 +640,9 @@ "tags": [] }, "source": [ - "### Evaluate the polynomial on a set of query points\n", + "### Evaluate the polynomial at a set of query points\n", "\n", - "Once a polynomial in the Newton basis is obtained, you can evaluate it on a set of query points; this one of the most routine task involving polynomial approximation.\n", + "Once a polynomial in the Newton basis is obtained, you can evaluate it at a set of query points; this one of the most routine tasks involving polynomial approximation.\n", "\n", "First, create a set of equally spaced test points in $[-1, 1]$:" ] @@ -765,7 +766,7 @@ }, "source": [ "```{note}\n", - "For evaluation, an instance of polynomial expects as its input an array; as the polynomial is one dimensional the array should either be one-dimensional or two-dimensional with a single column (the column of a two-dimensional array indicates the values along each spatial dimension).\n", + "For evaluation, an instance of polynomial expects as its input an array; as the polynomial is one dimensional, the array should either be one-dimensional or two-dimensional with a single column (the column of a two-dimensional array indicates the values along each spatial dimension).\n", "```" ] }, @@ -780,7 +781,7 @@ "tags": [] }, "source": [ - "We can compare the results of the interpolating polynomial against the given function in the plot before:" + "Let's compare the results of the interpolating polynomial with the original function." ] }, { @@ -818,7 +819,7 @@ "tags": [] }, "source": [ - "Shown also in the plot are the location of unisolvent nodes and the corresponding function values." + "The plot also shows the location of the unisolvent nodes and their corresponding function values; the interpolant is indeed interpolatory." ] }, { @@ -897,7 +898,7 @@ "- the degree of polynomial interpolant\n", "\n", "All in a single function call.\n", - "This call returns a callable object that can be used with a set of query points.\n", + "The function returns a callable object that you can use to evaluate the (underlying) interpolating polynomial at a set of query points.\n", "\n", "To create an interpolant using the {py:func}`.interpolate` function with the same structure as before, use the following command:" ] @@ -959,7 +960,7 @@ "tags": [] }, "source": [ - "With this short-cut to create an interpolant where evaluation is all that is needed, let's investigate the convergence of interpolating polynomials with increasing polynomial degrees.," + "With this shortcut to create an interpolant where evaluation is all that is needed, let's investigate the convergence of interpolating polynomials with increasing polynomial degrees.," ] }, { @@ -1014,6 +1015,8 @@ "plt.plot(xx_test, yy_test);\n", "for i, n in enumerate(poly_degrees):\n", " plt.plot(xx_test, yy_poly[:, i], label=\"degree = {}\".format(n))\n", + "plt.xlabel(\"$x$\", fontsize=14)\n", + "plt.ylabel(\"$y$\", fontsize=14)\n", "plt.legend();" ] }, @@ -1063,6 +1066,8 @@ "outputs": [], "source": [ "plt.plot(poly_degrees, errors, '-x');\n", + "plt.ylabel(r\"$|| f - Q ||_\\infty$\", fontsize=14)\n", + "plt.xlabel(\"Polynomial degree\", fontsize=14)\n", "plt.yscale(\"log\");" ] }, @@ -1097,6 +1102,8 @@ "source": [ "plt.plot(xx_test, np.abs(yy_test - yy_poly[:, -1]))\n", "plt.ylim(1e-18,1)\n", + "plt.ylabel(r\"$| f - Q |$\", fontsize=14)\n", + "plt.xlabel(\"$x$\", fontsize=14)\n", "plt.yscale(\"log\");" ] }, @@ -1115,19 +1122,34 @@ ] }, { - "metadata": {}, "cell_type": "code", - "outputs": [], "execution_count": null, + "id": "5ddc236432458232", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "outputs": [], "source": [ "plt.plot(xx_test, np.abs(yy_test - yy_poly[:, 0]))\n", + "plt.ylabel(r\"$| f - Q |$\", fontsize=14)\n", + "plt.xlabel(\"$x$\", fontsize=14)\n", "plt.yscale(\"log\");" - ], - "id": "5ddc236432458232" + ] }, { - "metadata": {}, "cell_type": "markdown", + "id": "692e6d3992a02e39", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## From Interpolant to polynomial\n", "\n", @@ -1149,16 +1171,17 @@ "in-depth tutorial.\n", "\n", "For now to obtain the interpolating polynomial in the Newton basis, call:" - ], - "id": "692e6d3992a02e39" + ] }, { - "metadata": {}, "cell_type": "code", - "outputs": [], "execution_count": null, - "source": "fx_interp.to_newton()", - "id": "2b3192c790d330ae" + "id": "2b3192c790d330ae", + "metadata": {}, + "outputs": [], + "source": [ + "fx_interp.to_newton()" + ] }, { "cell_type": "markdown", @@ -1189,9 +1212,9 @@ "\n", "---\n", "\n", - "Minterpy, as its name implies, supports the construction of multivariate (multi-dimensional) polynomials as well. The process for constructing these polynomials follows similar steps to those described here.\n", + "Minterpy, as its name implies, supports the construction of multivariate polynomials as well. The process for constructing these polynomials follows similar steps to those described here.\n", "\n", - "In the next tutorial, you'll learn how to create multi-dimensional polynomials in Minterpy." + "In the next tutorial, you'll learn how to create multivariate polynomials to interpolate multidimensional functions using Minterpy." ] } ], @@ -1211,7 +1234,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.16" + "version": "3.9.19" } }, "nbformat": 4, diff --git a/docs/getting-started/function-approximations.ipynb b/docs/getting-started/function-approximations.ipynb index e7fd791c..aee8dd9c 100644 --- a/docs/getting-started/function-approximations.ipynb +++ b/docs/getting-started/function-approximations.ipynb @@ -951,7 +951,7 @@ "source": [ "### Assessing 4D interpolant accuracy\n", "\n", - "As before, you use the infinity norm to gauge the accuracy of the interpolant. To estimate it using \n", + "As before, you can use the infinity norm to gauge the accuracy of the interpolant. To estimate it using \n", "$10'000$ random points in $[-1, 1]^4$, you can use the following code:" ] }, From b275d1b6590d2525361533771a4016f75c9287e9 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Thu, 24 Apr 2025 12:18:15 +0200 Subject: [PATCH 19/33] Revise the tutorial on mD poly. interpolation The in-depth tutorial on the multivariate polynomial interpolation has been revised to fix typos and grammatical mistakes. Several sentences have been rephrased to enhance clarity. This commit should resolve Issue #23. --- .../1d-polynomial-interpolation.ipynb | 4 +- .../md-polynomial-interpolation.ipynb | 94 +++++++++++-------- 2 files changed, 56 insertions(+), 42 deletions(-) diff --git a/docs/getting-started/1d-polynomial-interpolation.ipynb b/docs/getting-started/1d-polynomial-interpolation.ipynb index e71670a9..44a6d393 100644 --- a/docs/getting-started/1d-polynomial-interpolation.ipynb +++ b/docs/getting-started/1d-polynomial-interpolation.ipynb @@ -1067,7 +1067,7 @@ "source": [ "plt.plot(poly_degrees, errors, '-x');\n", "plt.ylabel(r\"$|| f - Q ||_\\infty$\", fontsize=14)\n", - "plt.xlabel(\"Polynomial degree\", fontsize=14)\n", + "plt.xlabel(\"Polynomial degree ($n$)\", fontsize=14)\n", "plt.yscale(\"log\");" ] }, @@ -1165,7 +1165,7 @@ "| {py:meth}`to_newton() <.interpolation.Interpolant.to_newton>` | {py:class}`NewtonPolynomial <.polynomials.newton_polynomial.NewtonPolynomial>` |\n", "| {py:meth}`to_lagrange() <.interpolation.Interpolant.to_lagrange>` | {py:class}`LagrangePolynomial <.polynomials.lagrange_polynomial.LagrangePolynomial>` |\n", "| {py:meth}`to_canonical() <.interpolation.Interpolant.to_canonical>` | {py:class}`CanonicalPolynomial <.polynomials.canonical_polynomial.CanonicalPolynomial>` |\n", - "| {py:meth}`to_chebyshev() <.interpolation.Interpolant.to_chebyshev>` | {py:class}`CanonicalPolynomial <.polynomials.chebyshev_polynomial.ChebyshevPolynomial>` |\n", + "| {py:meth}`to_chebyshev() <.interpolation.Interpolant.to_chebyshev>` | {py:class}`ChebyshevPolynomial <.polynomials.chebyshev_polynomial.ChebyshevPolynomial>` |\n", "\n", "These bases will be the topic of {doc}`/getting-started/polynomial-bases-and-transformations`\n", "in-depth tutorial.\n", diff --git a/docs/getting-started/md-polynomial-interpolation.ipynb b/docs/getting-started/md-polynomial-interpolation.ipynb index 9c76f28f..6c06e505 100644 --- a/docs/getting-started/md-polynomial-interpolation.ipynb +++ b/docs/getting-started/md-polynomial-interpolation.ipynb @@ -10,7 +10,9 @@ }, "tags": [] }, - "source": "# Multidimensional Polynomial Interpolation" + "source": [ + "# Multivariate Polynomial Interpolation" + ] }, { "cell_type": "markdown", @@ -25,7 +27,7 @@ "source": [ "In the {doc}`previous guide `,\n", "you learned the basics of polynomial interpolation in Minterpy for approximating one-dimensional functions.\n", - "As the name \"Minterpy\" suggests, the package also supports constructing multivariate (multidimensional) function.\n", + "As the name \"Minterpy\" suggests, the package also supports constructing multivariate polynomials to approximate multidimensional functions.\n", "\n", "In this in-depth tutorial, you will learn how to create an interpolating polynomial that approximates a two-dimensional function.\n", "We use a two-dimensional example for ease of visualization, but the main steps you'll learn are applicable to polynomials of higher dimensions as well." @@ -246,7 +248,7 @@ "4. Create a polynomial in the Lagrange basis\n", "5. Transformation from the Lagrange basis to another basis, preferrably the Newton basis, for further manipulation.\n", "\n", - "As before, we will go through these steps one at a time, highlighting any differences that arise compared to the one dimensional case." + "As before, we will go through these steps one at a time, highlighting any differences that arise compared to the one-dimensional case." ] }, { @@ -264,7 +266,7 @@ "\n", "As demonstrated in the previous tutorial, multi-index sets in Minterpy are represented by the {py:class}`MultiIndexSet <.core.multi_index.MultiIndexSet>` class.\n", "You can use the class method {py:meth}`from_degree() <.MultiIndexSet.from_degree>` to create a complete multi-index set for a given spatial dimension (first argument), polynomial degree and polynomial degree (second argument).\n", - "For multidimensional polynomials, you also need to specify the $l_p$-degree ($> 0.0$) of the multi-index set (third argument).\n", + "For multivariate polynomials, you also need to specify the $l_p$-degree ($> 0.0$) of the multi-index set (third argument).\n", "\n", "A complete multi-index set with spatial dimension $m$, polynomial degree $n$, and $l_p$-degree $p$ denoted by $A_{m, n, p}$ includes all multi-indices $\\boldsymbol{\\alpha}$ that satisfy the condition $\\lVert \\boldsymbol{\\alpha} \\rVert_p \\leq n$, specifically\n", "\n", @@ -305,7 +307,9 @@ }, "tags": [] }, - "source": "The set contains the exponents of a multidimensional polynomial. Each column corresponds to the exponents per spatial dimension, while each row indicates the multi-index elements." + "source": [ + "The set contains the exponents of a multidimensional polynomial. Each column corresponds to the exponents per spatial dimension, while each row indicates the multi-index elements." + ] }, { "cell_type": "markdown", @@ -348,7 +352,7 @@ "tags": [] }, "source": [ - "Several common choices for $l_p$-degree are $1.0$ (_total-degree set_), $2.0$ (_euclidian-degree set_), and $\\infty$ (_tensorial set_).\n", + "Several common choices for $l_p$-degree are $1.0$ (_total-degree set_), $2.0$ (_Euclidean-degree set_), and $\\infty$ (_maximum-degree set_).\n", "The illustration below shows the difference between these three different choices of $l_p$-degree (for the same spatial dimension and polynomial degree) in relation to the exponents as multi-indices." ] }, @@ -410,7 +414,7 @@ "\n", "An interpolating polynomial, one-dimensional or otherwise, lives on an interpolation grid.\n", "\n", - "To construct an interpolation grid, pass the previously defined multi-index set to the default constructor of the {py:class}`Grid <.cor.grid.Grid>` class:" + "To construct an interpolation grid, pass the previously defined multi-index set to the default constructor of the {py:class}`Grid <.core.grid.Grid>` class:" ] }, { @@ -585,7 +589,7 @@ "source": [ "### Create a polynomial in the Lagrange basis\n", "\n", - "The function values at the unisolvent nodes are the same as the coefficients $c_{\\boldsymbol{\\alpha}}$ of a polynomial in the Lagrange basis:\n", + "The function values at the unisolvent nodes are equal to the coefficients of a polynomial in the Lagrange basis $c_{\\mathrm{lag}, \\boldsymbol{\\alpha}}$:\n", "\n", "$$\n", "Q(\\boldsymbol{x}) = \\sum_{\\boldsymbol{\\alpha} \\in A_{m, n, p}} c_{\\mathrm{lag}, \\boldsymbol{\\alpha}} \\Psi_{\\mathrm{lag}, \\boldsymbol{\\alpha}}(\\boldsymbol{x}),\n", @@ -597,7 +601,7 @@ "L_{\\boldsymbol{\\alpha}}(p_{\\boldsymbol{\\beta}}) = \\delta_{\\boldsymbol{\\alpha}, \\boldsymbol{\\beta}}, p_{\\boldsymbol{\\beta}} \\in P_{A_{m, n, p}},\n", "$$\n", "\n", - "where $\\delta{\\cdot, \\cdots}$ denotes the Kronecker delta.\n", + "where $\\delta{\\cdot, \\cdot}$ denotes the Kronecker delta.\n", "\n", "To create a polynomial in the Lagrange basis from the given grid and coefficients, use the {py:meth}`from_grid() <.polynomials.lagrange_polynomial.LagrangePolynomial.from_grid>` class method of {py:class}`LagrangePolynomial <.polynomials.lagrange_polynomial.LagrangePolynomial>` class:" ] @@ -640,10 +644,20 @@ "where $c_{\\mathrm{nwt}, \\boldsymbol{\\alpha}}$'s are the coefficients of the polynomial in the multidimensional Newton basis and $\\Psi_{\\mathrm{nwt}, \\boldsymbol{\\alpha}}$'s are the monomials of the Newton basis. The monomial associated with multi-index element $\\boldsymbol{\\alpha}$ is defined as follows:\n", "\n", "$$\n", - "\\Psi_{\\mathrm{nwt}, \\boldsymbol{\\alpha}}(\\boldsymbol{x}) = \\prod_{j = 1}^m \\prod_{i = 0}^{\\alpha - 1} (x_j - p_{i, j}),\n", + "\\Psi_{\\mathrm{nwt}, \\boldsymbol{\\alpha}}(\\boldsymbol{x}) = \\prod_{j = 1}^m \\prod_{i = 0}^{\\alpha_j - 1} (x_j - p_{i, j}),\n", "$$\n", "\n", - "where $p_{i, j}$'s are the interpolation points along dimension $j$ (i.e., the so-called {ref}`generating points / nodes ` which in multiple dimensions are not the same as the unisolvent nodes)." + "where $p_{i, j}$'s are the interpolation points along dimension $j$ (i.e., the so-called **generating points**)." + ] + }, + { + "cell_type": "markdown", + "id": "77cec92b-104e-46b1-9157-00fff5bfead2", + "metadata": {}, + "source": [ + "```{note}\n", + "In multiple dimensions (i.e., $m > 1$), the {ref}`generating points / nodes ` are not the same same as the unisolvent nodes.\n", + "```" ] }, { @@ -690,7 +704,7 @@ "```{note}\n", "In the above statement, the first part of the call, `mp.LagrangeToNewton(lag_poly)`, creates a transformation instance that converts the given polynomial from the Lagrange basis to the Newton basis.\n", "\n", - "The second call, which is made without any arguments, performs the transformation and returns the actual Newton polynomial instance.\n", + "The second call, which is made without any arguments, performs the transformation and returns the actual {py:class}`NewtonPolynomial <.polynomials.newton_polynomial.NewtonPolynomial>` instance.\n", "```" ] }, @@ -705,7 +719,7 @@ "tags": [] }, "source": [ - "### Evaluate the polynomial\n", + "### Evaluate the polynomial at a set of query points\n", "\n", "Create a set of random query points in $[-1, 1]^2$:" ] @@ -799,7 +813,7 @@ "tags": [] }, "source": [ - "Note that the input array must have two columns because the polynomial is two dimension." + "Keep in mind that the input array should have two columns, as the polynomial is two-dimensional." ] }, { @@ -813,7 +827,7 @@ "tags": [] }, "source": [ - "As expected, evaluating the polynomial on $1'000$ query points returns an array $1'000$ points:" + "As expected, evaluating the polynomial at $1'000$ query points returns an array with $1'000$ values:" ] }, { @@ -843,7 +857,7 @@ "tags": [] }, "source": [ - "We can compare the surface plot of the original function and the interpolating polynomial (with the interpolating points):" + "We can compare the surface plot of the original function with that of the interpolating polynomial, which also includes the interpolating nodes:" ] }, { @@ -922,16 +936,16 @@ "source": [ "### Assess the accuracy of the polynomial\n", "\n", - "As shown in the plot above, the chosen polynomial degree is not accurate enough to approximate the true function.\n", + "As you can see in the plot above, the chosen polynomial degree isn't sufficient to accurately approximate the original function. The interpolating polynomial misses some of the key features of the original function.\n", "\n", "The infinity norm provides a measure of the greatest error of the interpolant over the whole domain.\n", "The norm is defined as:\n", "\n", "$$\n", - "\\lVert f - Q \\rVert_\\infty = \\sup_{-1 \\leq x \\leq 1} \\lvert f(x) - Q(x) \\rvert\n", + "\\lVert f - Q \\rVert_\\infty = \\sup_{\\boldsymbol{x} \\in [-1, 1]^2} \\lvert f(\\boldsymbol{x}) - Q(\\boldsymbol{x}) \\rvert\n", "$$\n", "\n", - "The infinity norm of $Q$ can be approximated using the $1'000$ testing points created above:" + "The infinity norm of $Q$ can be approximated using the $1'000$ test points created above:" ] }, { @@ -961,7 +975,7 @@ "tags": [] }, "source": [ - "The number indicates that the interpolating polynomial with the choice of $n$ and $p$ is not yet converged." + "This number suggests that the interpolating polynomial hasn't converged yet with the current choices of $n$ and $p$." ] }, { @@ -977,9 +991,8 @@ "source": [ "## Assess the empirical convergence of interpolating polynomials\n", "\n", - "To assess the convergence of interpolating polynomials, you can once again resort to the high-level function `interpolate()` as a shortcut to the steps taken above.\n", - "Let's investigate the convergence of interpolating polynomials with increasing polynomial degrees and three different choices of $l_p$-degrees:\n", - "\n" + "To assess the convergence of interpolating polynomials, you can once again resort to the high-level function {py:func}`.interpolate` as a shortcut to the steps taken above.\n", + "Let's investigate the convergence of interpolating polynomials with increasing polynomial degrees and three different choices of $l_p$-degrees:" ] }, { @@ -1089,7 +1102,7 @@ "tags": [] }, "source": [ - "The surface plots of the original function and the interpolating polynomial for $n = 100$ and $p = 2.0$ (which according to the plots above is numerically converged) are shown below." + "Below are the surface plots of the original function and the interpolating polynomial with $n = 100$ and $p = 2.0$, which appears to be numerically converged based on the above plots." ] }, { @@ -1157,8 +1170,9 @@ ] }, { - "metadata": {}, "cell_type": "markdown", + "id": "532a5402311dab2d", + "metadata": {}, "source": [ "## From Interpolant to polynomial\n", "\n", @@ -1175,22 +1189,23 @@ "| {py:meth}`to_newton() <.interpolation.Interpolant.to_newton>` | {py:class}`NewtonPolynomial <.polynomials.newton_polynomial.NewtonPolynomial>` |\n", "| {py:meth}`to_lagrange() <.interpolation.Interpolant.to_lagrange>` | {py:class}`LagrangePolynomial <.polynomials.lagrange_polynomial.LagrangePolynomial>` |\n", "| {py:meth}`to_canonical() <.interpolation.Interpolant.to_canonical>` | {py:class}`CanonicalPolynomial <.polynomials.canonical_polynomial.CanonicalPolynomial>` |\n", - "| {py:meth}`to_chebyshev() <.interpolation.Interpolant.to_chebyshev>` | {py:class}`CanonicalPolynomial <.polynomials.chebyshev_polynomial.ChebyshevPolynomial>` |\n", + "| {py:meth}`to_chebyshev() <.interpolation.Interpolant.to_chebyshev>` | {py:class}`ChebyshevPolynomial <.polynomials.chebyshev_polynomial.ChebyshevPolynomial>` |\n", "\n", "These bases will be the topic of {doc}`/getting-started/polynomial-bases-and-transformations`\n", "in-depth tutorial.\n", "\n", - "For now to obtain the interpolating polynomial in the Newton basis, call:" - ], - "id": "532a5402311dab2d" + "To get the interpolating polynomial in the Newton basis, call:" + ] }, { - "metadata": {}, "cell_type": "code", - "outputs": [], "execution_count": null, - "source": "fx_interp.to_newton()", - "id": "2387441ac00b1b8c" + "id": "2387441ac00b1b8c", + "metadata": {}, + "outputs": [], + "source": [ + "fx_interp.to_newton()" + ] }, { "cell_type": "markdown", @@ -1205,7 +1220,7 @@ "source": [ "## Summary\n", "\n", - "In this tutorial, you learned how to create a two-dimensional interpolating polynomial from scratch to approximate a given function then evaluate it at a set of query points in Minterpy.\n", + "In this tutorial, you learned how to create a two-dimensional (2D) interpolating polynomial from scratch to approximate a given function then evaluate it at a set of query points in Minterpy.\n", "\n", "The steps are:\n", "\n", @@ -1215,12 +1230,11 @@ "4. Construct an interpolating polynomial in the Lagrange basis\n", "5. Transform the polynomial into the equivalent Newton basis\n", "\n", - "As you observed, these steps mirror those from the {doc}`1d-polynomial-interpolation` tutorial.\n", - "A few key points for multidimensional polynomials are:\n", + "As you've seen, these steps are similar to the ones in the {doc}`1d-polynomial-interpolation` tutorial. Here are some key things to keep in mind when working with multivariate polynomials:\n", "\n", - "- you must specify the $l_p$-degree to fully define the multi-index set.\n", - "- the function of interest should accept a two-dimensional array, where each row corresponds to a multidimensional point and each column correspondds to the value per dimension.\n", - "- when evaluating an interpolating polynomial, the input should also match this two-dimensional array structure.\n", + "- You need to specify the $l_p$-degree $p$ to fully define the multi-index set.\n", + "- Your function of interest should take a 2D array as input, where each row represents a point in multidimensional space and each column corresponds to a value in each dimension.\n", + "- When evaluating an interpolating polynomial, make sure your input has the same 2D array structure.\n", "\n", "While the example here is two-dimensional, the same principles apply to polynomials in higher dimensions.\n", "\n", @@ -1250,7 +1264,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.16" + "version": "3.9.19" } }, "nbformat": 4, From 4a25e5067a0da1f1db1ea9060e093f9e42304eff Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Thu, 24 Apr 2025 12:48:01 +0200 Subject: [PATCH 20/33] Revise the tutorial on arithmetic operations with poly. The in-depth tutorial on the arithmetic operations with Minterpy polynomials has been revised to fix typos and grammatical mistakes as well as reformulate sentences to enhance clarity. This commit should resolve Issue #24. --- ...ithmetic-operations-with-polynomials.ipynb | 89 ++++++++++--------- 1 file changed, 45 insertions(+), 44 deletions(-) diff --git a/docs/getting-started/arithmetic-operations-with-polynomials.ipynb b/docs/getting-started/arithmetic-operations-with-polynomials.ipynb index f8139d25..4a23f228 100644 --- a/docs/getting-started/arithmetic-operations-with-polynomials.ipynb +++ b/docs/getting-started/arithmetic-operations-with-polynomials.ipynb @@ -31,21 +31,20 @@ "This tutorial will show you how to extend beyond evaluation by performing arithmetic operations with Minterpy polynomials.\n", "Specifically, you'll learn that Minterpy polynomials can be:\n", "\n", - "- added or subtracted from other polynomials\n", - "- multiplied by other polynomials or real scalar numbers\n", - "- raised to a non-negative integer power\n", + "- Added or subtracted from other polynomials\n", + "- Multiplied by other polynomials or real scalar numbers\n", + "- Raised to a power (as long as it's a non-negative integer)\n", "\n", - "These operations result in another Minterpy polynomial (in the same basis).\n", - "In other words, Minterpy polynomials are _closed_ under the following arithmetic operations:\n", + "These operations result in another Minterpy polynomial in the same basis.\n", + "In other words, Minterpy polynomials are **closed** under the following arithmetic operations:\n", "\n", - "- polynomial-polynomial multiplication\n", - "- polynomial-scalar multiplication\n", - "- polynomial-polynomial addition and subtraction\n", - "- polynomial-scalar addition and subtraction\n", - "- exponentiation by a non-negative integer\n", + "- Multiplying a polynomial by another polynomial\n", + "- Multiplying a polynomial by a scalar (a real number)\n", + "- Adding or subtracting one polynomial to/from another\n", + "- Adding or subtracting a scalar (a real number) to/from a polynomial\n", + "- Raising a polynomial to a non-negative integer power\n", "\n", - "For clarity, this in-depth tutorial uses one-dimensional polynomials as examples.\n", - "However, the principles and behaviors described are consistent across all dimensions.\n", + "To keep things simple, this tutorial uses one-dimensional polynomials as examples. However, the principles and behaviors we'll cover apply to Minterpy polynomials of any dimensions.\n", "\n", "Before you start, make sure to import the necessary packages to follow along with this guide." ] @@ -118,7 +117,9 @@ }, "tags": [] }, - "source": "Following the examples given in the {doc}`previous guide <1d-polynomial-interpolation>`, you can construct an interpolating polynomial of the function above as follows:" + "source": [ + "Following the examples given in the {doc}`previous guide <1d-polynomial-interpolation>`, you can construct an interpolating polynomial of the function above as follows:" + ] }, { "cell_type": "code", @@ -190,7 +191,7 @@ }, "source": [ "```{note}\n", - "The choice of polynomial degree above is arbitrary; in practice, you will decide whether the accuracy of an interpolating polynomial is good enough to your use case. Note also that, infinity norm is not the only measure accuracy typically used; for instance, mean-squared error is also widely used.\n", + "The choice of polynomial degree above is just an example; in practice, you will have to decide what level of accuracy is sufficient for your specific use case. Also, keep in mind that infinity norm is just one way to measure accuracy; other common metrics, like mean-squared error, are also widely used.\n", "```" ] }, @@ -345,7 +346,7 @@ "\n", "axs[1].plot(xx_plot, fun_2(xx_plot), label=\"true function ($f$)\")\n", "axs[1].plot(xx_plot, poly_2(xx_plot), label=\"polynomial ($Q$)\")\n", - "axs[1].scatter(grd_2.unisolvent_nodes[:, 0], coeffs_2)\n", + "axs[1].scatter(grd_2.unisolvent_nodes[:, 0], coeffs_2, label=\"interpolating nodes\")\n", "axs[1].set_xlabel(\"$x$\", fontsize=14);\n", "axs[1].set_ylabel(\"$f_2(x)$\", fontsize=14);\n", "axs[1].set_title(\"Exponential\", fontsize=16)\n", @@ -366,11 +367,11 @@ "tags": [] }, "source": [ - "The plots show that are no notable differences between the two true functions and their corresponding interpolating polynomials.\n", + "The plots show that there no notable differences between the two true functions and their corresponding interpolating polynomials\n", "\n", "---\n", "\n", - "With the two interpolating polynomials defined, you are now ready to do some arithmetic operations with them." + "Now that you have the two interpolating polynomials, you can start doing arithmetic operations with them." ] }, { @@ -503,7 +504,7 @@ "source": [ "Polynomials may also be added or subtracted from each other; the result is once again another polynomial.\n", "\n", - "For instance, $Q_{\\mathrm{add}} (x) = Q_1(x) + Q_2(x)$:" + "For instance, $Q_{\\mathrm{sum}} = Q_1 + Q_2$:" ] }, { @@ -519,8 +520,8 @@ }, "outputs": [], "source": [ - "poly_add = poly_1 + poly_2\n", - "poly_add" + "poly_sum = poly_1 + poly_2\n", + "poly_sum" ] }, { @@ -534,7 +535,7 @@ "tags": [] }, "source": [ - "or $Q_{\\mathrm{sub}} (x) = Q_1(x) - Q_2(x)$:" + "or $Q_{\\mathrm{diff}} = Q_1 - Q_2$:" ] }, { @@ -550,8 +551,8 @@ }, "outputs": [], "source": [ - "poly_sub = poly_1 - poly_2\n", - "poly_sub" + "poly_diff = poly_1 - poly_2\n", + "poly_diff" ] }, { @@ -588,7 +589,7 @@ "fig, axs = plt.subplots(nrows=1, ncols=2, figsize=(10, 4))\n", "\n", "axs[0].plot(xx_plot, poly_1(xx_plot), label=\"$Q_1$\")\n", - "axs[0].plot(xx_plot, poly_add(xx_plot), label=\"$Q_1 + Q_2$\")\n", + "axs[0].plot(xx_plot, poly_sum(xx_plot), label=\"$Q_1 + Q_2$\")\n", "axs[0].set_xlabel(\"$x$\", fontsize=14)\n", "axs[0].set_ylabel(\"$y$\", fontsize=14)\n", "axs[0].tick_params(axis='both', which='major', labelsize=12)\n", @@ -596,7 +597,7 @@ "axs[0].set_ylim([-2.75, 2.75])\n", "\n", "axs[1].plot(xx_plot, poly_1(xx_plot), label=\"$Q_1$\")\n", - "axs[1].plot(xx_plot, poly_sub(xx_plot), label=\"$Q_1 - Q_2$\")\n", + "axs[1].plot(xx_plot, poly_diff(xx_plot), label=\"$Q_1 - Q_2$\")\n", "axs[1].set_xlabel(\"$x$\", fontsize=14);\n", "axs[1].tick_params(axis='both', which='major', labelsize=12)\n", "axs[1].legend(fontsize=14, loc=\"lower right\")\n", @@ -620,7 +621,7 @@ "\n", "Minterpy polynomials may also be multiplied by a real scalar number; the operation returns another polynomial.\n", "\n", - "Consider $5 \\times Q_2(x)$:" + "Consider $5 \\times Q_2$:" ] }, { @@ -692,7 +693,7 @@ "source": [ "Furthermore, a multiplication between Minterpy polynomials is also a valid operation that returns a polynomial.\n", "\n", - "For instance $Q_1 \\times Q_2$:" + "For instance, $Q_{\\mathrm{prod}} = Q_1 \\times Q_2$:" ] }, { @@ -708,8 +709,8 @@ }, "outputs": [], "source": [ - "poly_mul = poly_1 * poly_2\n", - "poly_mul" + "poly_prod = poly_1 * poly_2\n", + "poly_prod" ] }, { @@ -758,7 +759,7 @@ "axs[1].legend(fontsize=14, loc=\"upper right\")\n", "axs[1].set_ylim([-2.0, 2.25])\n", "\n", - "axs[2].plot(xx_plot, poly_mul(xx_plot), label=\"$Q_1 \\\\times Q_2$\")\n", + "axs[2].plot(xx_plot, poly_prod(xx_plot), label=\"$Q_1 \\\\times Q_2$\")\n", "axs[2].set_xlabel(\"$x$\", fontsize=14)\n", "axs[2].tick_params(axis='both', which='major', labelsize=12)\n", "axs[2].legend(fontsize=14);\n", @@ -799,7 +800,7 @@ "\n", "Minterpy polynomials may be divided by a real scalar number; this operation returns another polynomial.\n", "\n", - "For instance $Q_1(x) / 4.0$:" + "For instance, $Q_1 / 4.0$:" ] }, { @@ -872,7 +873,7 @@ "Minterpy, however, does **not support** polynomial-polynomial division (rational function). Minterpy cannot evaluate the resulting function of the expression:\n", "\n", "$$\n", - "Q_3(x) = \\frac{Q_1(x)}{Q_2(x)}\n", + "Q_3 = \\frac{Q_1}{Q_2}\n", "$$\n", "\n", "and return the resulting rational function." @@ -911,7 +912,7 @@ "\n", "Finally, Minterpy polynomials may also be exponentiated by a **non-negative integer**. As all the other arithmetic operations above, polynomial exponentiation returns another polynomial.\n", "\n", - "For instance $Q_1^2(x)$:" + "For instance, $Q_1^2$:" ] }, { @@ -967,9 +968,9 @@ "tags": [] }, "source": [ - "Polynomial exponentiation by a non-negative integer is a syntactic sugar for multiple polynomial self multiplications.\n", + "Raising a polynomial to a non-negative integer power is equivalent to performing multiple-self multiplications of the polynomial.\n", "\n", - "For instance, $Q_2^2(x) = Q_2(x) \\times Q_2(x)$:" + "For instance, $Q_2^2 = Q_2 \\times Q_2$:" ] }, { @@ -999,7 +1000,7 @@ "tags": [] }, "source": [ - "or $Q_2^3(x) = Q_2(x) \\times Q_2(x) \\times Q_2(x)$:" + "or $Q_2^3 = Q_2 \\times Q_2 \\times Q_2$:" ] }, { @@ -1029,7 +1030,7 @@ "tags": [] }, "source": [ - "Finally, polynomial exponentiation by $0$ returns a constant polynomial with the value of $1.0$." + "Finally, raising a polynomial to the power of $0$ results in a constant polynomial with a value of $1.0$." ] }, { @@ -1076,8 +1077,8 @@ "axs[0].legend(fontsize=14, loc=\"lower right\")\n", "axs[0].set_ylim([-1.5, 2.25])\n", "\n", - "axs[1].plot(xx_plot, poly_2(xx_plot), label=\"$Q_1$\")\n", - "axs[1].plot(xx_plot, poly_2_exp_0(xx_plot), label=\"$Q_1^0$\")\n", + "axs[1].plot(xx_plot, poly_2(xx_plot), label=\"$Q_2$\")\n", + "axs[1].plot(xx_plot, poly_2_exp_0(xx_plot), label=\"$Q_2^0$\")\n", "axs[1].set_xlabel(\"$x$\", fontsize=14);\n", "axs[1].tick_params(axis='both', which='major', labelsize=12)\n", "axs[1].legend(fontsize=14, loc=\"lower right\")\n", @@ -1098,7 +1099,7 @@ }, "source": [ "```{warning}\n", - "Minterpy polynomials cannot be exponentiated by another polynomial, a negative number, or a non-integer. Attempting to carry out these operations will raise an exception.\n", + "Note that Minterpy polynomials do not support exponentiation by another polynomial, a negative number, or a non-integer value. If you attempt to perform such an operation, an exception will be raised.\n", "```" ] }, @@ -1116,7 +1117,7 @@ "## Summary\n", "\n", "In this in-depth tutorial, you've learned about the basic arithmetic operations involving Minterpy polynomials.\n", - "Minterpy polynomials are closed under the following arithmetic operations, meaning that performing these operations results in another Minterpy polynomial:\n", + "Minterpy polynomials are **closed** under the following arithmetic operations, meaning that the result of the performing these operations is always another Minterpy polynomial:\n", "\n", "- Polynomial-scalar addition and subtraction\n", "- Polynomial-polynomial addition and subtraction\n", @@ -1127,10 +1128,10 @@ "\n", "Throughout the tutorial, one-dimensional polynomials were used for illustration, but the principles apply similarly to Minterpy polynomials of higher dimensions.\n", "\n", - "Please note that Minterpy currently does not support:\n", + "Please note that Minterpy currently **does not support**:\n", "\n", "- Polynomial-polynomial division (i.e., forming _rational functions_)\n", - "- Polynomial exponentiation by a real scalar (including negative integers and non-integer numbers)\n", + "- Polynomial exponentiation by another polynomial or by a real scalar (including negative integers and non-integer numbers)\n", "\n", "---\n", "\n", @@ -1154,7 +1155,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.16" + "version": "3.9.19" } }, "nbformat": 4, From af2071812cd8a13a24ffa86db0411e92a32e9a73 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Thu, 24 Apr 2025 14:09:44 +0200 Subject: [PATCH 21/33] Revise the tutorial on calculus operations with poly. The in-depth tutorial on the calculus operations with Minterpy polynomials has been revised to fix typos and grammatical mistakes as well as reformulate sentences to enhance clarity. This commit should resolve Issue #25. --- ...calculus-operations-with-polynomials.ipynb | 183 ++++++++++++++---- 1 file changed, 147 insertions(+), 36 deletions(-) diff --git a/docs/getting-started/calculus-operations-with-polynomials.ipynb b/docs/getting-started/calculus-operations-with-polynomials.ipynb index 3df73ab6..8e8d997f 100644 --- a/docs/getting-started/calculus-operations-with-polynomials.ipynb +++ b/docs/getting-started/calculus-operations-with-polynomials.ipynb @@ -47,7 +47,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "id": "1562e776-f727-4ab0-968e-8f798ec9729b", "metadata": { "editable": true, @@ -124,7 +124,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "id": "51880cd0-08f6-4f11-be3d-4f6ab74e99e3", "metadata": { "editable": true, @@ -168,7 +168,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "id": "753dd9d01e17888c", "metadata": { "editable": true, @@ -179,7 +179,18 @@ "hide-input" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "

      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "from mpl_toolkits.axes_grid1 import make_axes_locatable\n", "\n", @@ -242,7 +253,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "id": "7e969d20-460b-470c-9d9f-c0eb29669424", "metadata": { "editable": true, @@ -281,7 +292,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "id": "5c474aaf-8a07-455a-b23c-7063544d001b", "metadata": { "editable": true, @@ -290,7 +301,15 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "6.446830678134147e-07\n" + ] + } + ], "source": [ "xx_test = -1 + 2 * np.random.rand(10000, 2)\n", "yy_test = fun(xx_test)\n", @@ -324,7 +343,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "id": "e8617dce-65ad-408f-bbad-f7c3f964eb43", "metadata": { "editable": true, @@ -333,7 +352,18 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "0.7757899777014252" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "poly.integrate_over()" ] @@ -365,9 +395,14 @@ "tags": [] }, "source": [ - "To specify custom bounds for definite integration in Minterpy, you can pass a list of lists where each inner list contains the lower and upper bounds for each dimension.\n", - "This allows you to compute integrals over particular regions of interest.\n", - "\n", + "To define custom bounds for definite integration in Minterpy, pass a list of lists, where each inner list specifies the lower and upper bounds for a particular dimension, in the order dimension (i.e., the first inner list corresponds to the first dimension, the second inner list corresponds to the second dimension, and so on). This enables you to compute integrals over specific regions of interest." + ] + }, + { + "cell_type": "markdown", + "id": "bd106b21-bf11-4e4f-950e-311c736d0da9", + "metadata": {}, + "source": [ "For instance, to compute:\n", "\n", "$$\n", @@ -379,7 +414,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "id": "a95c60b3-2be8-498f-8d7a-0e6ef572ba71", "metadata": { "editable": true, @@ -388,7 +423,18 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "0.3998415773175467" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "poly.integrate_over(bounds=[[-0.5, 0.5], [-0.25, 0.75]])" ] @@ -465,7 +511,7 @@ }, "source": [ "```{note}\n", - "The spatial dimension specification starts with $0$, i.e., $0$ is index for the first spatial dimension.\n", + "The spatial dimension specification starts with $0$, i.e., $0$ is the index for the first spatial dimension.\n", "```" ] }, @@ -487,7 +533,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "id": "8a889cec-d479-4b47-b3e7-4d2afcfc9f37", "metadata": { "editable": true, @@ -496,7 +542,18 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "poly_diff_0_1 = poly.partial_diff(0)\n", "poly_diff_0_1" @@ -518,7 +575,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "id": "1a25b1bd-f249-4f15-9ae6-c5c1e35d5abb", "metadata": { "editable": true, @@ -527,7 +584,18 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "poly_diff_1_1 = poly.partial_diff(1)\n", "poly_diff_1_1" @@ -535,7 +603,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "id": 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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# --- Create 2D data\n", "xx_1d = np.linspace(-1.0, 1.0, 500)[:, np.newaxis]\n", @@ -606,7 +685,7 @@ "tags": [] }, "source": [ - "The method {py:meth}`diff() <.polynomials.newton_polynomial.NewtonPolynomial.diff>` allows you to specify the order of derivative for each spatial dimension simultaneously by passing a list or NumPy array.\n", + "The {py:meth}`diff() <.polynomials.newton_polynomial.NewtonPolynomial.diff>` method enables you to compute the derivatives of varying oders for each spatial dimension simultaneously. To do this, pass a list or a NumPy array specifying the desired order of derivative for each dimension.\n", "\n", "See the following table for examples.\n", "\n", @@ -634,7 +713,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "id": "fd813fb1-ca48-4c4c-9286-2e5be05c44fd", "metadata": { "editable": true, @@ -643,7 +722,18 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "poly_diff_0_1_1_1 = poly.diff([1, 1])\n", "poly_diff_0_1_1_1" @@ -665,7 +755,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "id": "0b5f3554-7338-48d8-bfa6-4d02aac39b1b", "metadata": { "editable": true, @@ -674,7 +764,18 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "poly_diff_0_2_1_1 = poly.diff([2, 1])\n", "poly_diff_0_2_1_1" @@ -682,7 +783,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "id": "c77b975c-41ab-44eb-8842-ace02cbd965c", "metadata": { "editable": true, @@ -693,7 +794,18 @@ "hide-input" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# --- Create 2D data\n", "xx_1d = np.linspace(-1.0, 1.0, 500)[:, np.newaxis]\n", @@ -762,18 +874,17 @@ "\n", "These operations were demonstrated using a two-dimensional polynomial, but they apply similarly to polynomials of higher dimensions.\n", "\n", - "\n", "---\n", "\n", - "So far, this series of in-depth tutorials have covered:\n", + "Throughout this series of in-depth tutorials, we've explored the following topics:\n", "\n", - "- contructing Minterpy polynomials, from one-dimensional to multi-dimensional cases\n", - "- performing basic arithmetic operations with the polynomials such as addition, subtraction, and multiplication.\n", - "- performing basic calculus operations with the polynomials such as differentiation and definite integration\n", + "- Constructing Minterpy polynomials, from simple {doc}`one-dimensional <1d-polynomial-interpolation>` cases to more complex {doc}`multivariate ` ones;\n", + "- Performing basic {doc}`arithmetic operations ` with Minterpy polynomials, including addition, subtraction, and multiplication;\n", + "- Applying basic calculus operations to Minterpy polynomials, including differentiation and definite integration (_this tutorial_).\n", "\n", - "In all the examples, you began with a polynomial in the Lagrange basis and then transformed it into a polynomial in the Newton basis.\n", + "In the examples we've explored so far, we've started with a polynomial in the Lagrange basis and then converted it to a polynomial in the Newton basis. However, Minterpy offers more flexibility than that.\n", "\n", - "In fact, polynomials in Minterpy can be represented in different bases (beyond just Lagrange or Newton). The tutorial will provide an overview of the available bases and the transformations between them." + "Polynomials can be represented in a variety of bases, extending beyond just Lagrange and Newton. In the next tutorial, we'll delve into different bases available in Minterpy and discuss how to transform polynomials between the." ] } ], @@ -793,7 +904,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.16" + "version": "3.9.19" } }, "nbformat": 4, From cc0bfc9fd5f09b09748523f979b20a2babbc85de Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Thu, 24 Apr 2025 14:51:58 +0200 Subject: [PATCH 22/33] Revise the tutorial on polynomial bases and transformation The in-depth tutorial on the polynomial bases and the transformation between them has been revised to fix typos and grammatical mistakes. Furthermore, several sentences have been reformulated to enhance clarity. This commit should resolve Issue #26. --- .../1d-polynomial-interpolation.ipynb | 4 +- .../md-polynomial-interpolation.ipynb | 4 +- ...polynomial-bases-and-transformations.ipynb | 330 ++++++++++++++---- 3 files changed, 260 insertions(+), 78 deletions(-) diff --git a/docs/getting-started/1d-polynomial-interpolation.ipynb b/docs/getting-started/1d-polynomial-interpolation.ipynb index 44a6d393..666334b1 100644 --- a/docs/getting-started/1d-polynomial-interpolation.ipynb +++ b/docs/getting-started/1d-polynomial-interpolation.ipynb @@ -490,7 +490,7 @@ "Q(x) = \\sum_{\\alpha \\in A} c_{\\mathrm{lag}, \\alpha} \\Psi_{\\mathrm{lag}, \\alpha}(x),\n", "$$\n", "\n", - "where $A$ is the multi-index set and $\\Psi_{\\alpha}$'s are monomials of the Lagrange basis that satisfy:\n", + "where $A$ is the multi-index set and $\\Psi_{\\alpha}$'s are Lagrange basis polynomials, each of which satisfies:\n", "\n", "$$\n", "\\Psi_{\\mathrm{lag}, \\alpha}(p_{\\beta}) = \\delta_{\\alpha, \\beta}, p_\\beta \\in P_A,\n", @@ -558,7 +558,7 @@ "Q(x) = \\sum_{\\alpha \\in A} c_{\\mathrm{nwt}, \\alpha} \\, \\Psi_{\\mathrm{nwt}, \\alpha}(x),\n", "$$\n", "\n", - "where $c_{\\mathrm{nwt}, \\alpha}$'s are the coefficients of the polynomial in the Newton basis and $\\Psi_{\\mathrm{nwt}, \\alpha}$ is the monomial of the Newton basis associated with multi-index element $\\alpha$:\n", + "where $c_{\\mathrm{nwt}, \\alpha}$'s are the coefficients of the polynomial in the Newton basis and $\\Psi_{\\mathrm{nwt}, \\alpha}$ is the the Newton basis polynomial associated with multi-index element $\\alpha$:\n", "\n", "$$\n", "\\Psi_{\\mathrm{nwt}, \\alpha}(x) = \\prod_{i = 0}^{\\alpha - 1} (x - p_i),\n", diff --git a/docs/getting-started/md-polynomial-interpolation.ipynb b/docs/getting-started/md-polynomial-interpolation.ipynb index 6c06e505..6e5ac3a0 100644 --- a/docs/getting-started/md-polynomial-interpolation.ipynb +++ b/docs/getting-started/md-polynomial-interpolation.ipynb @@ -595,7 +595,7 @@ "Q(\\boldsymbol{x}) = \\sum_{\\boldsymbol{\\alpha} \\in A_{m, n, p}} c_{\\mathrm{lag}, \\boldsymbol{\\alpha}} \\Psi_{\\mathrm{lag}, \\boldsymbol{\\alpha}}(\\boldsymbol{x}),\n", "$$\n", "\n", - "where $A_{m, n, p}$ is the complete multi-index set and $\\Psi_{\\mathrm{lag}, \\boldsymbol{\\alpha}}$'s are the monomials of the Lagrange basis that satisfy:\n", + "where $A_{m, n, p}$ is the complete multi-index set and $\\Psi_{\\mathrm{lag}, \\boldsymbol{\\alpha}}$'s are the Lagrange basis polynomials, each of which satisfies:\n", "\n", "$$\n", "L_{\\boldsymbol{\\alpha}}(p_{\\boldsymbol{\\beta}}) = \\delta_{\\boldsymbol{\\alpha}, \\boldsymbol{\\beta}}, p_{\\boldsymbol{\\beta}} \\in P_{A_{m, n, p}},\n", @@ -641,7 +641,7 @@ "Q(\\boldsymbol{x}) = \\sum_{\\boldsymbol{\\alpha} \\in A_{m, n, p}} c_{\\mathrm{nwt}, \\boldsymbol{\\alpha}} \\, \\Psi_{\\mathrm{nwt}, \\boldsymbol{\\alpha}}(\\boldsymbol{x}),\n", "$$\n", "\n", - "where $c_{\\mathrm{nwt}, \\boldsymbol{\\alpha}}$'s are the coefficients of the polynomial in the multidimensional Newton basis and $\\Psi_{\\mathrm{nwt}, \\boldsymbol{\\alpha}}$'s are the monomials of the Newton basis. The monomial associated with multi-index element $\\boldsymbol{\\alpha}$ is defined as follows:\n", + "where $c_{\\mathrm{nwt}, \\boldsymbol{\\alpha}}$'s are the coefficients of the polynomial in the multidimensional Newton basis and $\\Psi_{\\mathrm{nwt}, \\boldsymbol{\\alpha}}$'s are the Newton basis polynomials. The basis polynomial associated with multi-index element $\\boldsymbol{\\alpha}$ is defined as follows:\n", "\n", "$$\n", "\\Psi_{\\mathrm{nwt}, \\boldsymbol{\\alpha}}(\\boldsymbol{x}) = \\prod_{j = 1}^m \\prod_{i = 0}^{\\alpha_j - 1} (x_j - p_{i, j}),\n", diff --git a/docs/getting-started/polynomial-bases-and-transformations.ipynb b/docs/getting-started/polynomial-bases-and-transformations.ipynb index 30168541..e226d20b 100644 --- a/docs/getting-started/polynomial-bases-and-transformations.ipynb +++ b/docs/getting-started/polynomial-bases-and-transformations.ipynb @@ -10,7 +10,9 @@ }, "tags": [] }, - "source": "# Polynomial Bases and Transformations" + "source": [ + "# Polynomial Bases and Transformations" + ] }, { "cell_type": "markdown", @@ -23,13 +25,14 @@ "tags": [] }, "source": [ - "The Minterpy polynomials you've encountered so far have been represented in the Lagrange and Newton bases.\n", - "Minterpy supports a range of polynomial bases, each with a consistent interface, meaning that polynomials in different bases behave and can be manipulated in similar ways.\n", + "Up until now, you've encountered Minterpy polynomials represented in the Lagrange and Newton bases.\n", + "Minterpy supports a range of polynomial bases, all of which share a consistent interface.\n", + "This means that regardless of the basis, polynomials can be manipulated and behave in a similar manner, making it easy to switch between different representations.\n", "\n", "In this in-depth tutorial, you'll explore:\n", "\n", - "- various polynomial bases supported by Minterpy\n", - "- transformation between bases\n", + "- Various polynomial bases supported by Minterpy;\n", + "- Transformation between those bases.\n", "\n", "For simplicity, this tutorial uses examples in one and two dimensions, but the principles apply to polynomials of higher dimensions as well.\n", "\n", @@ -38,7 +41,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "id": "df692690-ece7-408f-bf6a-38fec281b28f", "metadata": { "editable": true, @@ -70,7 +73,7 @@ "source": [ "## Polynomials in Minterpy\n", "\n", - "Polynomials in Minterpy are multidimensional polynomials defined on $[-1, 1]^m$ where $m$ is the spatial dimension:\n", + "Polynomials in Minterpy are multivariate polynomials defined on $[-1, 1]^m$ where $m$ is the spatial dimension:\n", "\n", "$$\n", "Q(\\boldsymbol{x}) = \\sum_{\\boldsymbol{\\alpha} \\in A} c_{\\cdot, \\boldsymbol{\\alpha}} \\Psi_{\\cdot, \\boldsymbol{\\alpha}} (\\boldsymbol{x}),\n", @@ -105,7 +108,7 @@ "source": [ "### Lagrange basis\n", "\n", - "The Lagrange basis was the first polynomial basis you encountered in this series of tutorials. In Minterpy, the multidimensional Lagrange basis polynomial associated with the multi-index element $\\boldsymbol{\\alpha}$ is defined as a polynomial that satisfies the following condition:\n", + "The Lagrange basis was the first polynomial basis you encountered in this series of tutorials. In Minterpy, the multivariate Lagrange basis polynomial associated with the multi-index element $\\boldsymbol{\\alpha}$ is defined as a polynomial that satisfies the following condition:\n", "\n", "$$\n", "\\Psi_{\\mathrm{lag}, \\boldsymbol{\\alpha}} (\\boldsymbol{p}_{\\boldsymbol{\\beta}}) = \\delta_{\\boldsymbol{\\alpha}, \\boldsymbol{\\beta}}, \\;\\; \\boldsymbol{p}_{\\boldsymbol{\\beta}} \\in P_{A}, \\;\\; \\boldsymbol{\\alpha}, \\boldsymbol{\\beta} \\in A,\n", @@ -122,12 +125,12 @@ "Specifically, the coefficient corresponding to the multi-index element $\\boldsymbol{\\alpha}$ of an interpolating polynomial approximating a function $f$ is\n", "\n", "$$\n", - "c_{\\mathrm{lag}, \\boldsymbol{\\alpha}} = f(\\boldsymbol{p}_{\\boldsymbol{\\alpha}}).\n", + "c_{\\mathrm{lag}, \\boldsymbol{\\alpha}} = f(\\boldsymbol{p}_{\\boldsymbol{\\alpha}}), \\;\\; \\boldsymbol{p}_{\\boldsymbol{\\alpha}} \\in P_{A}, \\;\\; \\boldsymbol{\\alpha} \\in A,\n", "$$\n", "\n", "In other words, the coefficients are simply the values of the function at the unisolvent nodes.\n", "\n", - "To do more with polynomials in the Lagrange basis, such as evaluation or manipulation, you need to transform them to another basis. This process will be covered in a later section of this tutorial." + "To do more with the polynomials, such as evaluation or manipulation, you need to transform them to another basis. This process will be covered in a later section of this tutorial." ] }, { @@ -143,10 +146,10 @@ "source": [ "### Newton basis\n", "\n", - "You've also seen the Newton basis by following these tutorials. The multidimensional Newton basis polynomial associated with multi-index element $\\alpha$ is defined as:\n", + "You've also seen the Newton basis by following these tutorials. The multivariate Newton basis polynomial associated with multi-index element $\\alpha$ is defined as:\n", "\n", "$$\n", - "\\Psi_{\\mathrm{nwt}, \\boldsymbol{\\alpha}} (\\boldsymbol{x}) = \\prod_{j = 1}^m \\prod_{i = 0}^{\\alpha - 1} (x_j - p_{i, j}),\n", + "\\Psi_{\\mathrm{nwt}, \\boldsymbol{\\alpha}} (\\boldsymbol{x}) = \\prod_{j = 1}^m \\prod_{i = 0}^{\\alpha_j - 1} (x_j - p_{i, j}),\n", "$$\n", "\n", "where $p_{i, j}$'s are the interpolation points along dimension $j$ (i.e., the so-called {ref}`generating points / nodes ` which in multiple dimensions are not the same as the unisolvent nodes).\n", @@ -197,14 +200,14 @@ "source": [ "### Canonical basis\n", "\n", - "The canonical basis is arguably the most familiar polynomial basis of them all. The multidimensional canonical basis polynomial associated with the multi-index element $\\boldsymbol{\\alpha}$ is defined as:\n", + "The canonical basis is arguably the most familiar polynomial basis of them all. The multivariate canonical basis polynomial associated with the multi-index element $\\boldsymbol{\\alpha}$ is defined as:\n", "\n", "$$\n", "\\Psi_{\\mathrm{can}, \\boldsymbol{\\alpha}} (\\boldsymbol{x}) = x_1^{\\alpha_1} \\cdots x_m^{\\alpha_m} = \\prod_{j = 1}^m x_j^{\\alpha_j}.\n", "$$\n", "\n", "```{warning}\n", - "While polynomials in the canonical basis can be evaluated at a set of query points, high-degree polynomials in the canonical basis in Minterpy become numerically unstable to evaluate and therefore is not recommended.\n", + "Although polynomials in the canonical basis can be evaluated at a set of query points, it's essential to note that high-degree polynomials in the canonical basis can become numerically unstable when evaluated. As a result, we strongly advise against using the canonical basis for high-degree polynomials due to potential numerical issues.\n", "```\n", "\n", "As an example, consider the two-dimensional multi-index set:\n", @@ -238,15 +241,15 @@ "source": [ "### Chebyshev basis\n", "\n", - "The multidimensional Chebyshev basis polynomial (of the first kind) associated with the multi-index element $\\boldsymbol{\\alpha}$ is defined as:\n", + "The multivariate Chebyshev basis polynomial (of the first kind) associated with the multi-index element $\\boldsymbol{\\alpha}$ is defined as:\n", "\n", "$$\n", "\\Psi_{\\mathrm{cheb}, \\boldsymbol{\\alpha}} (\\boldsymbol{x}) = T_{\\alpha_1} (x_1) \\cdots T_{\\alpha_m} (x_m) = \\prod_{j = 1}^m T_{\\alpha_j} (x_j),\n", "$$\n", "\n", - "where $T_{\\alpha_j} (x_j)$ is the $\\alpha_j$th-degree (one-dimensional) Chebyshev polynomial of the first kind associated with the $j$th-dimension.\n", + "where $T_{\\alpha_j} (x_j)$ is the $\\alpha_j$th-degree univariate Chebyshev polynomial of the first kind associated with the $j$th-dimension.\n", "\n", - "The one-dimensional Chebyshev polynomial of the first kind satisfies the following three-term recurrence (TTR) relation:\n", + "The univariate Chebyshev polynomial of the first kind satisfies the following three-term recurrence (TTR) relation:\n", "\n", "$$\n", "\\begin{aligned}\n", @@ -325,7 +328,7 @@ "Consider the following one-dimensional polynomial:\n", "\n", "$$\n", - "Q(x) = 10 + 4.5 x - 3 x^2 + 1.5 x^3 - 1.2 x^4, x \\in [-1, 1].\n", + "Q(x) = 5 + 2.5 x - 2.0 x^2 - 5.0 x^3 + 1.0 x^4, x \\in [-1, 1].\n", "$$\n", "\n", "This polynomial is readily expressed in the canonical basis." @@ -347,7 +350,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "id": "73f5d682-8a3e-470c-bd99-cc1612d08bd0", "metadata": { "editable": true, @@ -372,12 +375,12 @@ "tags": [] }, "source": [ - "Then store the coefficients in an array:" + "Then store the coefficients in an array with the order that corresponds to the above multi-index set:" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "id": "7fadc61a-8037-4e25-a5f5-767be015a31f", "metadata": { "editable": true, @@ -388,7 +391,7 @@ }, "outputs": [], "source": [ - "coeffs_1d = np.array([5., 2.5, -2, -5, 1.])" + "coeffs_1d = np.array([5., 2.5, -2., -5., 1.])" ] }, { @@ -407,7 +410,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "id": "9d5ee9e5-bc0d-4dc1-b350-df8eb2824f9e", "metadata": { "editable": true, @@ -416,7 +419,18 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "can_poly_1d = mp.CanonicalPolynomial(mi_1d, coeffs_1d)\n", "can_poly_1d" @@ -438,7 +452,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "id": "39b4892c-15ee-42e4-b818-49a79f241aab", "metadata": { "editable": true, @@ -449,7 +463,18 @@ "hide-input" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "xx_test = np.linspace(-1, 1, 1000)\n", "plt.plot(xx_test, can_poly_1d(xx_test))\n", @@ -484,12 +509,12 @@ "tags": [] }, "source": [ - "The one-dimensional canonical basis polynomial are shown in the plots below." + "The univariate canonical basis polynomial are shown in the plots below." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "id": "6d31813e-1eb9-4aa1-b3fd-1ae1e1ca82ac", "metadata": { "editable": true, @@ -500,7 +525,18 @@ "hide-input" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "can_monomials_1d = np.prod(\n", " np.power(\n", @@ -935,7 +971,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "id": "0d647fe1-a3ab-4e62-a54f-411312248448", "metadata": { "editable": true, @@ -965,7 +1001,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "id": "6529df19-2e19-49c3-a73c-bd14fb9102d8", "metadata": { "editable": true, @@ -974,7 +1010,18 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 4.375, -1.25 , -0.5 , -1.25 , 0.125])" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "cheb_poly_1d.coeffs" ] @@ -1106,7 +1153,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "id": "c42f2f14-d90d-4195-a37f-76ce67a62f1f", "metadata": { "editable": true, @@ -1123,7 +1170,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "id": "15e5f04d-9ee9-4bbc-8265-a42940840838", "metadata": { "editable": true, @@ -1134,7 +1181,18 @@ "hide-input" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "from mpl_toolkits.axes_grid1 import make_axes_locatable\n", "\n", @@ -1191,7 +1249,7 @@ "tags": [] }, "source": [ - "Because the function is not a polynomial (a square root is involved), creating a polynomial that approximates the function is much more intuitive in the Lagrange basis. In the other basis, it is not straightforward to intuit what the coefficient values should be." + "Since the function involves a square root and therefore is not a polynomial, constructing a polynomial approximation is much more intuitive in the Lagrange basis. In contrast, it's not immediately clear what the coefficient values should be in other bases, making the Lagrange basis a more natural choce for this type of approximation." ] }, { @@ -1205,12 +1263,12 @@ "tags": [] }, "source": [ - "First, create a two-dimensional multi-index of specified degree:" + "First, create a two-dimensional multi-index with the following choices of $n$ and $p$:" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "id": "b0ef93d9-1639-4beb-b9b6-c732e60faca7", "metadata": { "editable": true, @@ -1219,7 +1277,30 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "MultiIndexSet(\n", + " array([[0, 0],\n", + " [1, 0],\n", + " [2, 0],\n", + " [3, 0],\n", + " [0, 1],\n", + " [1, 1],\n", + " [2, 1],\n", + " [0, 2],\n", + " [1, 2],\n", + " [0, 3]]),\n", + " lp_degree=1.0\n", + ")" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "mi_2d = mp.MultiIndexSet.from_degree(2, 3, 1.0)\n", "mi_2d" @@ -1241,7 +1322,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "id": "e12ebc38-ace2-4d6a-8cbc-b7f6038face4", "metadata": { "editable": true, @@ -1255,7 +1336,7 @@ "# Interpolation grid\n", "grd_2d = mp.Grid(mi_2d)\n", "# Coefficients of the Lagrange polynomial\n", - "coeffs_2d = grd_2d(fun)" + "lag_coeffs_2d = grd_2d(fun)" ] }, { @@ -1274,7 +1355,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 17, "id": "25a71a7c-fe7b-403d-af41-4c521c510785", "metadata": { "editable": true, @@ -1285,7 +1366,7 @@ }, "outputs": [], "source": [ - "lag_poly_2d = mp.LagrangePolynomial.from_grid(grd_2d, coeffs_2d)" + "lag_poly_2d = mp.LagrangePolynomial.from_grid(grd_2d, lag_coeffs_2d)" ] }, { @@ -1304,7 +1385,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 18, "id": "45a33bf2-dff1-49b7-9f1a-a1c73a8c4046", "metadata": { "editable": true, @@ -1315,7 +1396,18 @@ "hide-input" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# --- Create 2D data\n", "xx_1d = np.linspace(-1.0, 1.0, 1000)[:, np.newaxis]\n", @@ -1366,7 +1458,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 19, "id": "4f06c399-67a9-42cd-afbb-d331fc270998", "metadata": { "editable": true, @@ -1377,7 +1469,18 @@ "hide-input" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# --- Create two-dimensional plots\n", "fig = plt.figure(figsize=(10, 5))\n", @@ -1417,7 +1520,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 20, "id": "de2e6e5f-6b3e-4d00-a239-5ac05d0fd400", "metadata": { "editable": true, @@ -1428,7 +1531,18 @@ "hide-input" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# --- Create two-dimensional plots\n", "fig = plt.figure(figsize=(10, 5))\n", @@ -1468,7 +1582,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 21, "id": "68e7c9eb-7d5c-4881-878a-fcdfd7484bab", "metadata": { "editable": true, @@ -1479,7 +1593,18 @@ "hide-input" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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zyX+3PDO5HG89179M2pRIJJLCY7Wwsjt37jA0NERpaSmlpaVbFjKp50tFURR8Ph8+n4/9+/cjhCAcDtviZmhoCCEEZWVldkGB4uJi276kihvrv1gsRjwetz+PFDcSSe5IMSPJimma6LqeZiwyB9O95JlZD5m0KZFIJIVPtkiBcDhMa2srhmFw7do1hoaG8jZ253IcRVEoKiqiqKiIAwcOIIQgFArZ1dIGBwcB0iql+f3+tFYDmqatEDepnhun0ymbS0skqyDFjCSN1Em+EGLNvi572TOTy/lk0qZEIpEUBtl6xyiKwv3792lvb2ffvn2cPHnSHqdXS/Tf7Lk3gqIoFBcXU1xczMGDBxFCsLCwQDAYJBAIcO/ePVRVTRM3RUVFa4qbaDRqH1uKG4kkHSlmJDaZrvv1GlTmW8zsJrkkbVqvFxUVSXEjkUgkO0Rqc2bAFitdXV1MTExw/vx5amtr7e33mm1SFMVuvNnQ0IBpmra4mZqaore3F03T7Hyb8vJyvF5vzuLGNE0cDgder1eKG8lDiRQzEiB7RZj1yLc3Za+ErGWLawaYnp6mt7eXq1evSs+NRCKRbDOrRQosLCzQ2tqKw+GgqakJr9ebtt9ue2bWQ1VVO6+nsbER0zSZn58nGAwyMTHB3bt3cTgcOYube/fuYZomR48etSuNptomKW4kDzpSzDzkrFYRJhf22urXdmFdm3VvHA6HTNqUSCSSbSRbpADA0NAQPT09NDY22pP3TArNNlkhZ2VlZRw+fBjDMGxxMz4+Tk9PD2632w5LKy8vx+Px2OImdXHNEoCxWIxoNCrFjeShQIqZh5hsFWE2MsCtZzDi8ThOpzPnY+4Vz8xapBoPkEmbEolEkm+yRQokEgna29uZnZ3l8uXLVFZWrrp/oUcNpIacQbLowezsLLOzs4yOjtLd3Y3H47HFjWEY9uJZqo2x7JJhGBiGscI2pbYokLZJUshIMfOQYuWDbNQbk8pqBsM0Tbq7uxkaGlrhKvf5fFnPVQgD6WoGTSZtSiQSydZZLVIgGAzS2tpKcXEx169fx+VyrXmcQvPMrIemaVRWVtoCTtd1u1La8PAwCwsLOBwOTNO0Cwq4XK5Vm0tb99h63xI1qS0K9sLnlkhyRYqZhwxrILNikLcyoc5mMMLhMC0tLQA8/vjjJBIJZmdn7STHbHHAqdf2IJCruMk0IFLcSCSSh5VskQIA9+7do6+vj+PHj9PQ0PBQ53NaOBwOqqqqqKqqAqC7u9uuwjkwMEAoFKKoqMi2s2VlZXaURDZxo+s6iUQiTdyktijIFsonkewlpJh5iNhqWFkmmQZjfHycjo4Ou0SmYRh247DGxsZV44DLy8txOp15TdjcS6wmbkzTtMWNjGuWSCQPK9kiBWKxGG1tbUQiER577DFKS0tzPt6D5plZD1VV8Xq9HD9+HEiGeFuem76+PsLhMH6/P03cpIaXSXEjKXSkmHkI2EjvmI1gGQzDMOju7mZ8fNwukWm9nkpmHLCu68zNzdnlKSORCK+88kqa5yZfHZzzRb7u22riRiZtSiSSh4XVIgWmpqa4ffs2lZWVXLp0CYdjY1OVfIuZQlhoS7UNLpeLmpoaampqAIjFYra4uXv3LtFoNE3clJaW5iRuIHuhGyluJLuNFDMPOJmNxvIZC2sN8q+88gqqqtLU1ITP58t5f4fDYccBV1RU0NPTw9GjRwkGg/T399Pe3p51NWm32K5QA5m0KZFIHjZM00TX9bRIASEEd+7cYWhoiNOnT7N///685nM+qKz3Wd1uN7W1tXYvnmg0SjAYZHZ2lp6eHmKxGCUlJXZBgdLS0rTcmUxxk9pc2qrwKcWNZDeRYuYBJrPRWL4HmMnJSUzTpKqqiuPHj+fl+NXV1VRXVwPZV5NKSkpscVNSUmL3gnmQkEmbEonkQWW1SIFwOExrayumaXLt2jX8fv+mz7GemMln1c5CxOPxUF9fT319PQCRSMQWN11dXcTjcUpLS+1FxNLSUttrlmmbrO/S8txkihtr4U0i2U6kmHkAsbwx1spJvsOTdF23Oy8DnDx5csvHzGYwMleTIpGILW46OjrQdd0ecMvLyykuLn4gV4RkXLNEInkQsMrXp5ZcVhRlRb7lVhepchEglpCSgNfrxev1sm/fPoQQtrgJBoOMjo6uamstu2ORKm6yeW5SF94kknwixcwDhuUCvnfvHsFgkEuXLuV14FhYWKClpQWXy8XVq1d55ZVX8nbs9bAG3Pr6+hUD7vDwMKZppjUV8/v9eR8098IgvJ64icfjBAIBDh48KMWNRCLZE1iT3Js3b1JdXU1DQwO6rtPd3c3ExISdb5kP1hMzGxEyheKZyWf4uM/nw+fzsX//foQQhMPhFbY2Vdz4/f6cxM38/DxCCKqrq9Ns016wq5LCRoqZB4jMRmP5XHkSQjAyMkJ3d7fdeTkej9vvbfU8GzUY2QbcxcVFe8Dt7+9HUZScetzkyl41aJniJhQKMTw8TH19vUzalEgku0q23jFCiLSFsaamprQy/VvlQS/NnMl2Xp+iKBQVFVFUVMSBAwdW2NrBwUG7amnmQmKmuJmdnSUej1NWVpYWOZJpm6S4kWwUKWYeALJVhFFVNW8VWHRdp6Ojg5mZGS5dumTXtrcGnLXETK5CJx9iyO/34/f7OXjwIKZpsrCwYFdKW6/HzYOEdc+tYgkyaVMikewGq7UDCAQC3L17114Yy/fY87CVZt5JMm2tEIJQKJR1IdESOEVFRfZ3YokX6/uxynKnFrqR4kayUaSYKXBWMxbW6tdWmZ+fp6WlBa/Xy/Xr13G73fZ7qWImH+RzdUlVVUpLSyktLaWxsRHTNO0y0Jk9bqz/Uj9bIZMpIGXSpkQi2Wmy9Y6xmijrus7ly5ftjvb55mHzzOwmiqJQXFxMcXExhw4dSltInJmZoa+vz27LkEgkcLlcaTbK8txIcSPZClLMFDCWNybVWFhsdTAXQjA0NMSdO3c4cuQIR44cWTGA5FPMbPfgpKrqqj1uhoeH6ezsxOfzrdvjphAG0fW8YTJpUyKRbBer9Y4JBoO0traiKAqHDh3aNiEDD59nZi8VM0hdSISkOLGaZY+NjdkenNSWC16vd01xE4vF7LB2KW4k2ZBipgDJ7B2TrVrZVsLMEokE7e3tzM7OcuXKFSoqKrJut5c9M+uR2uMGsFcM1+pxUyircxs1bLmIG1VVV1RLkwZEIpGkki1SAKCvr4979+5x/PhxFhYWtn3sWEvMbObchTL270VUVaWsrMzOk1FVlaqqqrQoCZfLtaa4SW0ubVXEW63/mmwu/XAixUyBkdk7ZrXeIptdmZqdnaW1tRW/38/169dxuVyrbltInpn1cDqdaT1u4vG4vYJk9bjxeDwYhkEgELCbiu1FtrpKl6u4katjEonEIlukQDQapa2tjWg0ymOPPUZpaSmdnZ3bLg7y3WdGkh8sT11qlIRhGHaUxOjoKN3d3VlDwFPnOpniJhqNAqSJG8s2SXHzcCDFTIGQOqHMFlaWyUY9M0IIBgYGuHv3LsePH6exsXHdAaCQPTPr4XK5VnRMHhwcZHJykq6uLhKJhN3As6KiYk/1uMl3yEGquJFxzRKJJJXVIgWmpqZoa2ujurqay5cv2wVJFEXJW3Ga1ZA5M3uTbLZJ0zQqKirsCJDVQsBTq6W5XK6cxU1mc2kpbh5MpJgpAFZL8l+LjRiMeDzO7du3WVhY4LHHHqOsrCyn/R4kz8x6eDweSktLCYVCXL58Oa3HzcjISB563HzG/pdQbgBXkv/WXgNxNfmG+nry/+aj9raq8X+sONJ2xk/LpE2JRGKRGSlgLaL19PQwPDzMmTNn2L9/f9o+qqratmy7kDkze5NcrnO1EPDZ2VkGBwfp6OigqKgorVqa0+lcVdyYpinFzUOAFDN7nMzeMbk+dLlWM7OSMktLS7l+/XrWpPf1eBA9M2uRrx43ip4UMEK9CeqSeFFurH3yFCGD+jqpctUSNpYrfyfIJm5S45pl0qZE8uCxWqTA4uIira2tADQ1NVFUVLRiX+mZeXjZjG3KDAFPJBIEg0FmZ2dX5LdauTnriZtYLEY0GrXbWEhxU/hIMbNHydZobKNxvmsZDCEE9+7d4969e5w4cYJDhw5t+AFeyzOzWi7PescqRLL1uAmFQgQCgaw9bupKnsfhaEM4rq5yxCxemUwsL03K39a3LcQ/2rX7uZbrXyZtSiSFz2qRAmNjY3R0dHDgwAFOnjy56qQ1X20D1uJh88wUCvnwIDmdTmpqaqipqQHS81v7+voIh8MUFxfb9ra0tNRuNZB6bssuGYaBYRirRhVI21QYSDGzB9lMWFkmaxmMWCxGW1sbkUjETsrcLPk0Gg/K6peqqpSUlFBSUpLW40aN/RnRSIRQqAtVVYmZUxSX9eJ0OFDUdbwy6uvpXhlY+fcSRWVf4Gh5M/Dl/H2oTbJeXHMkEmF6eprGxkaZtCmR7HGyRQrouk5XVxeTk5NcuHDBnmSuRqF5ZvLt5XmY2Y5wuMz81lgsZoubnp4eYrHYCnFjRQZY4sW6ttRF5EAggBCCurq6FS0KpG3ae0gxs8dYq3fMRlhtAJ6ZmaGtrY3y8nIuXbpkJ2VulnwN9IUwOGx2IHaGP0O1dhN8YJZdBcYIJ86SiESJxaJEFgxU9dsUFY9imMdwOG6gKPdBmMCt5EGMXmAplMuZEW+e4aVxu9pJJBSE8mcAKOJfbviat4tMcTM3N8fk5CQNDQ0yrlki2aOsFikwPz9Pa2srLpeL69ev4/F41j1WoXlmCoVCGB93IrfH7XZTV1dHXV0dAJFIxG670NXVRTwet4v3lJeXU1JSklXczM/PY5omVVVVJBIJ+/1M2yTFzd5Aipk9QmpFmNRGY5sls5qZEILe3l4GBgY4deoUBw4cyMsDuJbRCAaDAJSUlOQUJ/ugGR8t9F/T/jZdV4GbKIlxilSFIv8YQg1heo6jGzrxSCMzcwdJxBNUVoVI6I/g8XrxejpRlNNY4WckvgicxBI6QiXNSyOAcOg0fp/1wr9Ihqup/2J7P/AmsH7rmb0EZNKmRLI3WK13zODgIHfu3OHw4cMcPXo05+dxL3hmNjKpLgRhtNevz2I3ChV4vV68Xi/19fUIIdLEzdjYGLqurxA31vzJsjvWtVvztExxk9p/ba9UNX3YkGJmD2CaJrqubymsLJNUgxGNRmltbSUej/PEE09QXFy85WtOPU8mhmHQ3d3N+Pi4/VpZWRkVFRWrJ8M/YBNTx+x/RdFvYHquopg3AVCjN0C5g3CcRFgJ/9oVFMCp3sTpvsYBP5jidXTdQ2xBEJiZwe+fJRw5g9cTSIob9ylQrFyav4PEPKAhtMvJlwRAlvtpfmbPCRprlddCJm1KJHuHbJEC8Xic9vZ25ufn12yqvBq76ZkRQjA0NMSdO3coKiqybVJpaamchO4Apmnu6jidWrxn3759CCEIh8N2QYGRkREMw6CsrIxEIoHf70/77WcLS7PEDWQvdCN/VzuDFDO7SGpFGGvFIl8PumUwJicnuX37NtXV1Vy5cmXLYWWZZK6yhcNhWlpaUBSFxx9/HIfDYVf6Sk2Gt4xIeXm5HZpQKKtL62EJGQslMYbQ9i39dWJJyNxcdX9VUXG6rlFVCXAT0yzF4SgmEo2SiL3MxP3DuD3jeD0e/P5aNMc7Qb2BYtxCMe4SDf84ipKsImYJKZs9JmgyxUwmMmlTItl5VusdEwgEaGtro6SkhKampjWbKq/GbnlmdF2nvb2dYDDImTNn7KpY1uq8Vea3oqIirbR+IXhmCoW9VkJaURSKioooKiriwIEDaZVJh4aGmJiYYHJyMmvbhdXEjdVcGqS42UmkmNklMl33+Y67tAbf1tbWrLX+80XqNU9MTHD79m3279/PyZMn7QmnlQzf0NCwottvV1cXPp+PkpISIFmZZDMGcidYbyB2Tn4GNfE6RlHS66II0MJ/B4DpvoJi3FwKNVs6niO5nRp7BrSTwA0QYwhNQWHJeIo74Pp5/H7w+4uBErxFB4hGIkSiURYXQ8zODuL2HMTr8VDiH8Pr6MCtmsBSIm5KRTTFuAnGv0Q4/yxv92UrbLRU53pJmzKuWSLZGpm9Y6znpre3l/7+/k1Xv7TYDc/M/Pw8LS0teL1empqa7Net1fnU0voDAwOoqmpHE6Tei71MIYxve03MZJJamXRubo7i4mIqKipWtF1IFTdFRUWrihvrWbI8N4qiSHGzTUgxswtstndMrkQiEVpaWgB4/PHHbaGwHVjVbLq7uxkZGeHcuXN24l22xmiZ3X6thljT09MAfP/737cHkNTKI3sdS8hYqIkxhGMfQtuH6V4WE1o06bERyh2EkTS2CicwlWUBxNK/ARQT1MSSl0fcAaUYN+Asvkpx8V3gTXh9CaKRCJrSwvy8n9nZA5RX9BEPv4RbnQbnFdLCzpQryz1uHLvrpVnPM7Me67n+pbiRSHJjtUiB1DDlfNiTnfTMCCHsRTMrtwewP6O1bWZp/YWFBQKBABMTE8zOzqKqKl1dXbbnZq8tuBWK52ivi5lUrJyZ4uJiiouLOXTokN12IRgMMjMzw71792zhm9lTzrI7FrmIG6uEtGTjSDGzg1jemEzXfT6ZmJigvb2dmpoa5ufn8Xq9eT1+Nrq6ulAUhWvXrmVtkrYWVkOskpISxsfHuXbtWlrlkUQiQWlpqW1EiouL99zD7pz8zPIfAhwLL6CXvAvADjfTws+AWpwMN1NAuH8++b6xejlmxbiJ0NKFjVCvgLiZFDjmHUz3FVxOFy6nC8X0I7hMIjFNKHQKh7jLnFGEwreJmueTYWkeA1UVYIVQ6J/ZVUGzVTGTyUbEjUzalEiSWKXSM/MDrDDlmpqavIUp74RnBpJjy+3bt5menuby5ct2R/n1zq2qKqWlpZSWlnL48GFGR0cZGRnB6XQyNDREZ2dnWr5NWVlZ3sO3H1QKTcxk2oXUtgsNDQ228M0Mo08VN16vd11xE4/HbbuVaZsK5X7tNvIJ3CEsIdPb28vCwgIXLlzI64/UNE16enoYHR3l7Nmz1NTUMDo6uq1GY2pqilgsRklJCRcvXtySB8W6F263m/r6ervyiJWcFwgEGBoaArAHidWKCewknr5/iVF8BTXxOmpsHNNVj3Ak82O08N8hHPvQIjdAPWF7aBQjPY/FXGqeqZg37dCzTNL2Ua6g6DeBE6hxy2szjnDuswdMt+rGX+THVC5jGK/hTtxBN3SGhhvQtGE8Hi9erwe/swtVF5ie3SnfnG8xk4lM2pRI1saaUL3++uvs37+fAwcOYJqm7W0/e/Ys+/btW/9AObITnploNGpXrmpqasqpZPRqWJPLY8eOAclQ6NnZWQKBAHfv3iUajdrVsCoqKnKu3plvCmHSW+hiJpNU4ZvaUy4YDDIxMcGdO3dwuVwrxA2Qs7jJtE2Fcv92GilmdgDTNInH4/bDke8H2kq6B2zviGUstsNomKZJb28vg4ODuFwuGhsb8xYKliq+siXnWe5/axXE6XTag0RFRQVutzsv17HataV+b67RPwdAm7+FIu5gek+ABobvClroJooIYfiuLoeJkS5K1vPKrDi/dmXVvxX9GRTqMV0gEBS5ugDvkhv7cRwOUKPPUFxXRFicIxqNoMRvMBfWCUVG8Hr+Awnnr1BWVrajIRQ7Xd1GJm1KJEkye8domoZpmiwuLtLa2gpAU1PThr3t67HdnpmxsTE6OjoAePTRR/Py7KZer8vlSutAH4lE7JyK27dvY5ompaWltucmtZjAw86DJmYyUVXVno8AaTnC4+Pj9PT04Ha7bY9eagGkVHFj/d6sueNqhW6kuFlGipltxDIWVnyu5ULMp8AYHx+no6PDTrq3Hj7rB55voxGNRmlrayMWi/HEE0/Q0tKyY00zFUWxXbyNjY1pA8XIyIhdTCC1Utp2uf9do3+OGr2BEhsHh0A4T2F6LqOF/g7NBFTQfT9vb2+6r6KFb4LowXSdRI3cQDF7MB0nUfUbKMYYKCGEYymO27yD0E4kw9SU8ZRqaCx5ZVLui34DlBMI5Qpq/AZFWhihKHb5ZyDpwVFPoKBQpHTgLb+KGi/G4BIub5RoJIIR+hTfb38Sv99v37/tDqHYbs/MesikTcnDSLbeMaqq2l3TDx48yIkTJ7bld75dnhmrJcD9+/c5c+YMt2/fzstEb71jWH1MUosJBAIBO2E8dYJbUVGxLaHfMmcm/+RjoS0zR1jX9RVzFq/Xm2Zv3W53WnsCkOImF6SY2SayGQvrx5ePgTy1l8v58+epra1Ne9+apOXTaMzMzNDa2kplZSWXL1+2k9VWG0g381BtZFBOHSiOHj1qFxMIBAL09fURiUQoLi62B4p8FROwPDJKbBzh2geaSObKzL6AcIDpuWqHfznmngGtOOlpMccQ2kmE4wpK4gZCOWGHlSkCu9KZkriB4ARCW/5bEcLOvxGaksVLk9xWKFdwiefRjEWUqAfTk1I9TV0OZ1NjN0BJ/i59Xh8+rw81eoP6yi4mYz+TFkKxHffQYrfFTCbruf6j0SiLi4vU19fLpE1JQZIZKWAVcZmfnyeRSHDx4kWqq6u37fzb4ZlJbQnQ1NSUtpiXj2cz1+tNLSZgJYzPz88TDAa5f/8+d+7csVfmrUW3vVZMYDvZaPXK3WQ7bJPD4aCystLO39J13c4RHhwcpKOjA5/PlyZuXC7XmuImFovZoY+aplFZWflQihspZvLMer1j8iFmQqEQra2tqKrK9evXV13pyZfREEJw79497t27x6lTpzhw4EDea/Dn44GziglYhjgajdru/87OTnRdT3P/b6aYwKHI/0QNDqMYYyiEEF6BEh1HuOsxnfsw/UnviBIbS3poKMbwLRUDSNzA9CyLECuHRk1kCSlLKeEMy2IFkuFiQlsazDzp2wEk9CoW9B+h3NmXbNSZMR4L9Qpa+EtJYZURSq5pGvW+56mp+VUg/R52dXURj8ftggyp3ZI3i2maOJ3OTe+/3WSKm5mZGUZGRqiqqpJJm5KCIlukgKIozM3N0draimmaHDx4cFuFDOTfM5PZEkBVVTtkNB9s5Vm2Kl2VlZVx+PBhe2U+EAjYk1fLE15RUUFpaemmPeGFMOYUmmdmu4WXw+GgqqqKqqoqYLm6q+XVW1xcxO/32yFpZWVlOJ3ONHFjNZeenJzE7Xbj9/vTQqYtu+RwOB7o/mtSzOSRzEZj2cq/qqqatWRxroyOjtLZ2cmhQ4c4fvz4mg9bPoRTPB6nra2NcDictSxnvsSMRT6P5fF4VhQTsNz/g4ODACvc/2s96BXTz+JSu1EiC+CCRM3P4Zx5BtN3whYX2vzNZPiY52TSQxNLelOUxOr5MZDulUkl8281fgPTqoSm38Cx8CWEVozhXX4fQbISs3YVjBto4R50/3vSjiO0k8ntozeyCiKLzHuYGh+e2i3Zuo8bFYh7zTOzHlZugTXhkEmbkkLANE10XU+LFAAYGBjg7t27HDlyhHA4vCPPYr4W2UzT5M6dOytaAmRuk++cma2QuTIfj8ft8bSnp8cuqGMtuO1WMYHtQoqZtclckLU8LsFgkL6+PsLhMMXFxWnixooMME0Th8OB0+m0c0GtKoWAbZucTucD2Vxaipk8kdlobLWHYLMCQ9d1urq6mJyczDkMYKtCIxgM0traSmlpKdeuXcu6gr6XPDPrHd8qJpDaSyAYDDI5Ocndu3dxuVxp7v9sxQTcegD8GoqpoM02YzpPYvgu45h7AeGqRzHGMJ2nMD1XUGM3ML0pDSt1koUBzB5M1wm08JLQ0e+g6EvbGD0I50lS5a5wZhcbwnEVYYJQkqIEABVCsdM4nUv3U7sKyhha9AbGkmixBJZwJKuiWfumVlLTQv8Vw/+rK+6hz+fD5/Oxf//+Fc3mLIGYraHYahSqmLHIJWmzra2NZ599lk996lO7cs2Sh5fVIgXi8Ti3b99mYWGBq1evUl5eTmdn5440h8yHZyYSidDa2ophGFlbAuS73Pt24XK5qK2ttcPEI5GIveA2MjKCaZr2eFpRUbHqeCpzZvLPXrBNmcUmYrGYbW8zw8CtqnqQvpBueW6yiZsvfvGLeL1e/vk//+e78wHziBQzWyTVWKTGIK/GZsTMwsICLS0tuFwurl+/nnOZyc0KJyEEAwMD9Pb2cvz4cRoaGlb9TLuZM7MVMksqWsUEAoEAw8PDdi8Ba1K+/97v4Ul0oSseFFPB9NSDamKUXsYx81UUZQHd986kp8OfFAVqdNyuSqboPZjuk5juq6gxMF1L28RuYBQtFwpQYwLTeQUtcgMlMYZQAf0Ghnc5D8feNp4uQhT9Jlq4B8Ehu0emGr2B6X4nkNqwc3kfS9Bo4R70kvQ8HNf0rxCv+vNV72Fmszmr2pzVUKyvrw9N09JKaWd6vwophhqSuWqr5QytFtc8MDDAyy+/vDMXKJEssVqkQCAQoLW1lbKyMq5fv24vUmmatqWogVzZqmdmamqKtrY2amtrOX369Jo5fGvZv41MrHfKLnm9Xvbv328vFlkNGjOLCVgLbjvRRy6fFJKY2Yu2ye12U1dXZ3shU8PAQ6EQ8/PzTE1N2V4bK8d1NXFz48aNrB7NQkSKmS2wWpL/WmxEYAghGBkZobu7m8bGRo4ePbqhh2szXpNEIsHt27eZn5/n0UcfpaysLO/nWO04u0lm1ZFEImEPEiVtHyGeCKK6vUSVcpyJUYzKt+MMfhW4hXDVo5f8hO3h0OZvouhjCM8+DM8V1OgNjJJkmJflFcmGGlsO+TKdV1BNYefVaJEbKLGk14YUB5npTKlYpguE8yQl8S40UwPekHZ84biCNv9MMizNn1rpTIDiRwvfwPAtnS+aFGHO4J+RKM+tB01qtTmroZiV/Jpacz9V3OyF1a+NYBhGztdr/abD4TB+v387L0siScNaYDMMI63wTG9vLwMDA5w8eZKDBw+uyOe0KvhtJ5v1zKS2BFiv902heGbWO29m9/n5+XkCgYBd5tfj8VBeXk4sFtsRr9pWKSQxUwi2KTUMfHFxkbq6OjRNIxgMMjY2hq7rdg+k1LBFS9w8SLZJiplNkmosNhJ3mKuY0XWdjo4OZmZm0roXb4SNGo25uTlaWlrw+/00NTXlVGVlL+fMbAWn00lNTQ37Zr6OQ4uAx4Ee1/FoM/TrTRy6/0XmtYM44lGcTgfa7C1UI9lrxvBdRYvcwPBcyXpsw7fslVmNFe8ZAuE4AYAWTpZyNt0rjbnpvMJCfJIy310cC3+H6UzfRjhOgEKacAEwvO9Cjd9Ie90qOrARQZP2GTKSX1NLaY+OjtLd3Y2iKBiGgcPhKIjKPmt5ZlZjcXERn8+3TVckkSyT2TvGsk2RSIS2tjbi8ThPPPEExcXFK/bNV6XN9bA8MxuZ2Ka2BLh27VrOE7B8fJ5827jNkjqeQnolrHA4TF9fHxMTE7bXpqysLK+VJ/NBoYgZ6/e518VMKqZp4vV6qaqqssuEZ8txLS0tJR6Ps7i4yMLCwpb6SIVCIT75yU/y6quv8tprrxEMBvnc5z7H+973vpz2n52d5SMf+Qh/8zd/Qzgc5rHHHuMP//APuXz58oavRYqZDbJaRZhcyaXPzPz8PC0tLXi9Xq5fv77pRpC5uvOFEAwPD9PT08PRo0c5fPhwzp9prYHeGhByPc5ew9H133BMfA0ABQXDU4NOnEZfABLlJLyXUOLNxCJRQMHhOkDCeYLi0GuwNAjauSwkBYoaGwcz6fVQ43cw3SfRQjcRzpX3yfLKZPvbsdCDogq0RFJ8aCnnEUIQNc/jM7+KChhLnhx1KUfHdF21hUva8Zded8y/kCw5nWey1dy/ceMGqqralX2KiorSjPF29rjZDFaS5UawKtJIJNvJapECExMTtLe3U1tby5UrV1b9/e6UmNlo2WSrJUBVVZXdEiDXczzIpFbCCofDlJaW4vF40ooJWJUnKyoqKC4u3vXJeaGImfVyn/cimQttq+W4zs7O8rd/+7f8/u//PouLi4yOjmIYBj/yIz/CpUuXNiSAp6en+fjHP86hQ4e4cOECL774Ys77mqbJO97xDlpbW/nwhz9MVVUVn/70p3nyySe5efMmx48f38jHl2JmI2wmrCyTtbwlQgiGhoa4c+cOR44c4ciRI1suC7mecdJ1nfb2doLBIFeuXLEnmrnyoHpmLJT4IriSKxdOcxKdMtBM0PZRGf0+ME9i388iFl5jTjlOZHERmEcRGs7Q9/Fpg5ieE2gLN1H0cfSyZP6KGrmB6VyqeBa9gRa+g+lKChuwhM5Swn50pQfHdJxIEyWKPobhf5f9vs9sR7iSFcu08E3bG2Qd09pXSYxhFC3vZ7qu4og8k1a4ADbvnVkLq6LK/v37qa6uTqvc0tvbSzgcTnOR57vHzWYwDGPDiwuhUEiKGcm2kq13jGEY9PT0MDY2xtmzZ6mvr1/zGDvpmYH1x/q1WgKsh7Xdg+SZWQ+Hw2HnU2RblbeKCViLResVZ9kOpJjZPjKL02SSmuP6/ve/n1/91V/l2rVrXLx4ke9973t84hOf4Cd+4if40pe+lPM56+vrGR8fp66ujhs3bvDoo4/mvO9zzz3HSy+9xLPPPstTTz0FwLvf/W5OnDjB7/zO7/DMM8/kfCyQYiZnLG9MLkn+a2EZjMyHOpFI0N7ezuzs7KZERTbWG4StwgIej4empqZNeYDynTOzV4yG68UPoybGEJSgYGA696NGO5l3P44/8jrCk5wY6LX/JFkF2aFRafajOMZBM4krNeh6goX4ASYWqnE5nVR5IxjhMB6PBxUwrTAvAabj5LJ4idxIEzaKOY5e/E772tRISm6N6yra4k0UQ0EL3cTwX1muqpXiydHCN8i8s0pCQdEVtMWbGEVXlra7iXCetI9ln3PxJs7EZ0jU/It83eLkNaZ0Wc6s3LLdPW42w2bCzMLhsAwzk2wLq0UKpPYia2pqyun3t9NiZq3J13otAXKhECbN+ST182ZblbeKCVjFWazQXstzk2thoc2y0dDC3cR6DgrhWi02ks8J2IUBnnrqKf7RP/pHGIbB7Ozshs5pFSTYDM899xy1tbX89E//tP1adXU17373u/niF79ILBbb0JxUipl1yKwIs9W63KmVjqzjzM7O0trait/v5/r163nLG1jLOI2MjNDV1UVjYyPHjh3b9GfK56rVXhk4tNZnUBYnUFiEouQAr8bHmCn5cepCfw/uEoySyxBKfm7HxJcxi5IuUeGqxyi+ggp4wzcw/FdoMA1E6DVmzdNEAgFKtG40TSMeC+LxeCgSKcJmiTQhsvB3trBJFRipGEXvQo3dQAvdpERdQCF9EFDiSjJXJpEuUgz/u5KeoRRBY7quokVu2oJGXVxu6umczK+gWSvJcrt73GyGjRoMSIaZWaVXJZJ8kS1SAJbH9lx6kaWy1R5oubLewlUuLQFyPc/D5JlZi2zFBKz8xbGxMbuYgOW1KS8vz3szY+se7hU7vxbWIluheGasRY2NLLRZYWdW/pymaZvKzd4szc3NXL58ecU9fuyxx/jMZz7DnTt3OH/+fM7Hk2JmDTJ7x2RrgrlRUlelFEWxSyAfO3aMxsbGvD7o2QZhwzDo7OxkcnKSS5cu2Z1n83mOrbDbRkNrfQbHyNdRmUc4i5JeGV8dimbiC3VjmEWYNe9IigtTQQ20ACWYGZP+1HwUVdXQnE4q/UsDRWiMBU6TiEZYmFog4ZwlvHAfr8dLidYNKQOSGr6BUbwcBuacegah+TGzLKJZAsi/8AX0xLGV71shbRleF+v1VAzvFVvQCGW5qWe+ybVizHb0uNkMmy0AIMPMJPkkW6RAatGYXHuRpbIbnplUNtISIBfy+ezvtl1aj41en1Xiuby8nCNHjtjFBAKBAP39/bS3t9v9S/JVTKAQxUyhYD1LhWSbxsfHeeMb37jidSscdmxsTIqZrbLR3jEbwRrIo9EoPT09LCws5FQCebPnSjUYoVCIlpYWHA7HhvrVrMVqYsYwDLq6ulhcXLSTvtdbOd8Lg4cy1gHxMMLJcq+W2HjyH45SYlRSNNOKGuvF9B8HVWC6l2PRjeKlSmULvZi+42hzt1DjPQitGM24tXS8Psq8GmVuULiD7jyKV7/HTPQIilggGD+O1zuJx+OhREkPSRSuk0mhsbDcJNMKObNYNA7idmCLFsurA8vCxRn4KnrpO9Ned049g16+3PPG8F7BEfwqiqFgpkQ95tM7s9nyl/nocbPZ6y0kgyF5sFgtUmBubo7W1tYtFY3Zav+XXMnmmdloS4Bcz5Pt82x0UXIv2KXtJrWYAKQ3Z+zu7rZDfC3PzWaKCRSamCkUrwwUppiJRCJZxylrXhqJRDZ0PClmMshHkv9aWA/Ia6+9Rnl5eVrTsnyTOpiPj4/T3t6+4dCDjZzDYnFxkebmZnuAnJubY2hoCMCOz62oqMja8Gs3V8C01mdQ42Pg9iFgKVdmH1q0h0TDz8DUSyAUlPgYpuckRslFtNBNzLJLqIEW1FgvGEvJre4TmEXL5QUtkaMt3iBRuSwYNKFA0RWcwIHZF0AsUFxcTELX0aMJ5nWdueAIHq+HCq0XZamSj+1lWbiLklBSjn+T2cQJyorKcNG1HJ7mTffEaKG/Qpu/iZHaKFMpRpu/lQyhW0I49mGruhQ8vb9K9Nh/3dL9hvwZjc30uNmMmN9smNlWyl9KJLAyUsASH/39/fT29m64EmUmOxVmBukhYJtpCZDrOfJlT/a6ZwbyKxJSmzOmhvgGAgGGhoYQQqTl2/h8vnXPb93DQhAJhSZmMkNNc90nGo3umm3yer3EYrEVr0ejUfv9jSDFTAqb7R2TK1Z1FoCDBw9uKVclF1RVRdd1Ojs7GRsb48KFC3Zydb7INBgTExPcvn2bAwcOcPToUXRdt2N0FxYWCAQC9uTSavhlrfbs6orNa8+iDfwtIEAYKEUeEKDGxzGKTuAc/u+gegi6HqfIPYJRcRHH5N8DoJotqPFx9Np/Aix5RJYEQWroWSZaxnvCuQ+j6AoK4I3cQI0MYfiO43BWEo1GicaiTAYbcc2O4vV6KVN0cB1PFiBYuGkLGrGU6m94ruAIfBXFWEgTM9rCTRLlP58eChe6iench2KwQtAAaHO3MEqTr2nzt1Z4gzbLdtXyz6XHjfX7s/7LZRK12TCzbH09JJJcWC1SIB6Pc/v2bRYWFrh69Srl5eVbOs9OhZmlnmtoaGhTLQFy4UFp6JwL2ym2soX4Wl7w6enptGICli3PtlAkPTPbx2bmrKFQCGDXbJNVCS0T67W1muJmQ4oZVm80lk9isRhtbW1EIhFUVaW+vn5HkpUHBwdxu905V7TZKJbBME2Tu3fvMjw8zLlz56irq0tb5VNVldLSUkpLSzl8+HDWGF2A4eFhamtrKS0t3dHBxNH/TVAEistIlmIWBqKoFqEJEApCLWGu+AlKwm0o4QU00QKGil7/48kDLNxa9dipXpkV7xVlT+jHUDBdJzGLrlAcvkGxAxQjjOfgIaLRKJFohEg0wlT0MG63m0r3PXwLf4VZchxESiiHYx/CmV2gGL6raPM3bO+MlXOjhW+izd8CZek1d1KUpQoaANfIZ4kf+Oc53d9sWL+bnfies/W4scpAp/a4SY0Rz+Yx3ayYkZ4ZyWZYLVJgZmaGtrY2ysrK8ubd30kxoyiKHWadr+qd2c7xMHlmdopML7hhGMzPzxMIBOyFIq/Xa4sbayyVYmb72KxdAnYtzMwqCZ15r1999VV8Ph8nTpzY0PEeejEjhCAYDGIYBn6/f1uEjNX0q6KigkuXLvHd73532935ExMTzMzMUFJSwuOPP75tD6aiKCQSCW7cuGF3l87l4cgWo/vyyy8Ti8Xo6OhA1/U0N/a21sR/7VmUWAChCHAnSzETX4QSkaxq5jAR3mT5QV98FFF2AlTs8sxaipDRQjdRwvfRjGaU2DhoAoxmANToUh7N7C0UY8zeH0irJmZhJekbvqtoC7cQznpci61oJZcpEd3gLsFddYBIJMpc9ATxeBwxs0AJ8yyGH8EbbQdNs3vMaPM3QckoCOG7imP6BcyUazF8V9DCN1Gi41hF0cyiZIEDbT5dtG1F0Oxm2EHm7y+1x01fXx/hcDhrAuxGc2aEEPaxJJKNYJomk5OTuN1uO9/LWjQaHBzccO+V9dgpMbOwsICu6yQSiU23BMiFtcSMzJnJH6m5iZDMf8o2llrltQ3D2HPNkDPZroiB7WKzLQM8Hs+OfBfj4+PMzc1x9OhRe+Hlqaee4rnnnuP555+3+8xMT0/z7LPP8s53vnPD48Le/kVtM1ZFmOHhYQzD4OzZs3k9vmma9PX1MTAwkGZ4ttNomKbJnTt3GB4ethtkbedDGY/HmZmZoaamZkV35o0YAbfbjaqqHDlyBL/fz+LiIoFAgEAgwL1793A4HLYLu6KiIq8GUL3zbYS3HNWl26+Z/uNowTvoR/4x2twthKlQOvs9wuohPGWXk56O8ovJz7l4H+GpT+bNRHsxi45jlFxJblN6CUiGdgn3CUy/FaqlQEKgzS4VBYjchYSCUZbuPUnFWCrfrM3fQA31kqj7JziA4mInZdwFTykR5yPEZ76HL9rBgmkQ1I/jWZzE6/Hi9V7AO/Mcifp/knZcJaaiCI20as4JBcSBtO3Mois47n8ZvebnNnObV7CXGpNl9rjJlgBbUlKCaZqEQqFkr6Acr1t6ZiQbITVSoLOzk6NHj+Lz+YhEIrS2tqLrOk888UTeBfJOiJnR0VE6OzvRNI2TJ09um5CBh88zs1dEl9PppLq62q6mZ42lU1NTAHz/+9+3+4XlUhhoNyg0z8xmrjcUCuWU67Qen/rUp5idnWVsbAyAF154gZGREQA+8IEPUFpaysc+9jE+//nP09/fT2NjI5AUM0888QS//Mu/TGdnJ1VVVXz605/GMAx+93d/d8PX8VCKmdSKMEIIHA4H8Xg8r+eIRqO0trba3opUw7NdRiMajdLS0oJhGDQ1NTEwMLBtg7AQgsHBQaampqioqOCRRx7Z8kNh7Z9aqSq1Jn4gELB7KBQVFdnipqysbNOrC+oX/w9UYxooS57baSRLLsfGk4Jm8BtJz4yvjoSjigXXEYrmb6EsTqCZrUnvBSpGyZLA8ZzELLmU9VypOScApv+K/bdwnwSS4kYN38H0LbtYtcwQNl0FtRht7lbacY2iq7iACeMEB4pGcUX6cdZcJxqJEloMQfB1YmodjrHvo5dcxOP14ppvw3QlY1O12WaMsvRrT31NnbsFajFqsBmzfHm7zXpn9pKYySQzATYajTI9Pc3c3Bw9PT10dnamGWTLq5sNWc1MkiuZYWUOhwPTNLl//z7t7e3U1dVx+vTpLZfJzYbledwOMlsCdHR0bLtAWEvMbOTce22inY29LLassbSkpITp6WkeffRRe6HIKgxkLbyWl5fnZYK9VQpNzGzGMxMKhfKyyPYHf/AHdmsEgOeff57nn38egPe+972UlpZm3U/TNL72ta/x4Q9/mD/+4z8mEonw6KOP8vTTT3Py5MkNX8dDJ2ZM00TX9bQY5HwP4lNTU7S1tVFTU8OVK1dWTLS3Q8xY56ytrbWN3XY1+9J1nfb2dmZnZ6mtrcXj8aw6+Gx0UMp2vak18Y8ePUoikbArq9y5c4dYLJY2sSwpKcnpvOLZ34PwLPicqPo0uMrAVBD+mmR42NKl6Pt/zBYOxeFe1OgoZskxjNJLaAiMlIm9NcnP9MpksiJ/JeVvxVSwhE3yACtza/SKn0jem8WbOCf/HtO7HCaGECi6iuk9QVGsE0/5ZcooQ50dY1E7y2Ikgid4k6GpQ9Rq80Rdj+D1eikyOtFmm+1QNKP4MtrCrTRBkyh/54pQMzXYjDP+ORJHfnmdO55OoXRZVhQFr9dLTU0Nd+/epampiWg0mmaQU6v7pPa4sSrGbFbMhEIhPvnJT/Lqq6/y2muvEQwG+dznPsf73ve+dff91re+xZe+9CW+//3vMzIyQl1dHW9605v4vd/7PbuWv2TvkK13jKIoDA8Ps7CwYOcibhdWdbR8d2lPrW5ptQTYiTLQD5tnZq9jhW4VFRVRVFTEgQMH7GICgUCAqakpent7cTqdaSHm2+m9W41C6zOzlf5nW/2cAwMD627z9NNP8/TTT694vby8nM9+9rN89rOf3dI1wEMkZlIrwliDtfUlapqWlxwWK555aGiIM2fOsH///qzb5VPMCCHo7e1lYGBgxTm3QzSFQiGam5vxeDw0NTVx7969vA30uT5UTqczLSQoEonYIWnDw8MAaZVVVusvokz1oLgFIuHA9FSiimSujKIJlNBEsgCALzl5UGbvIdzJe2v6TmCUXrAFDrBigp9JauJ8Kpn7ZXptHFN/j2KEIKGu8JpAMvRLW/hrcCyvIlnfhum/ghq6uXydioLP58Xn86KGivGLAHrcQ8QUzMzMMGFUUusexKfMEi39MdxC2IJGTfmsRslltOAtzPJLqMFmjKLNVTbbrmIb24VhGCiKgqZpKwxyKBSyBfa9e/dQVZUXX3zRXt3b7ArY9PQ0H//4xzl06BAXLlzgxRdfzHnfj370owQCAX7mZ36G48ePc+/ePT71qU/x1a9+lZaWlm2dGEtyZ7XeMaFQiLm5OZxO57YVcEkltZllvjw/q7UE2K6FtlQepmpmhUA2kZxaTKCxsXFF1cmuri58Pl9aFMZ2tbJIJZ/PwE6w2ZyZ7R5TdpKHQsxkuu4zm2blo75+JBKxQ7yuXbu25kpsvkRGLBajtbWVWCyWNYY6tZZ/PrAMU0NDA8ePH7fvYz7PsRnj4/V62b9/f1rZyNQS0G63265kVV5enqys8tlfRzFNUJ0oxW4Qyd+DWXwMLXAH/fhPoQVaQIA2/A2EWsyi9xTecAdG5YXlkxsq2nQrargPs+QY6kwLSnQcRRWoRgsASrgPdan/jLp4F7PoOGog+R6Otb00wrUPvfgyaijpIVFj4+jVb0/b3vQmc3EsT04FQSD5+7MEjTrbh37g3cv7+K/gGPnvKL4TdhJ8IpFACUygJsJMTE4ihMDj8eD1HKUy9HUSdem5NmqwOe1v572NeWcKbfVrNQOnKArFxcUUFxenlSF/6aWX+B//438Aycotb3rTm3jTm97ET/zET1BZWZnTOa3ylXV1ddy4cYNHH3005+v9f//f/5c3vOENaeESP/ZjP8YP//AP86lPfYpPfOITOR9Lsj1kRgpYz4MVTuvxeNi3b9+OTDryKWZM06S7u3vVlgA7kZ/zsHlm9vpYmovHL7PqpFVMIBAI2MUESkpKbM9NaWnptoiOQrRNm8mZeZDCnx94MZNL75itemYmJibseOZTp06t+3DlYyC3SnNWVFSsSLxPPU8ikdjSeSB5D3t6ehgdHV1hmPJpMPIxeGRb6cksAX18sov90QCa20S4S1CEgerUEUJBjY5jFh9LHmtxAuFLemfMqgswGwRAnWpL/n/xXjLcrPwSKGCUXgRAE7fQrXCzuVsk9v3s8gWaCsZSTo1j4mso5gKqvrRa6Uj/TWhzy2LBLhyw8NdowWY7tE2ba8Yovmxvo4ZuUZyYIO57Ay573yuoC5OogRbMiovLx1zKy7FyYJxOJ6rLDY4zHCZA1H+GSCSCa+E2Ud1FpP+7hP2n8Xq9eL2P4B3/GxL7Uz7bBinEuORcrtcqQ/7Rj36Un/qpn+L69et87nOf48UXX+TP/uzPOHbsGNevX8/pnFa8+WZ44xvfmPW1iooKurq6NnVMSX5YLVIgkUjQ0dFBIBDg0qVL3L9/f0d7vwBbPl84HKalpQVgVY+S9Mzkl0IQW5sJX8wsJpAa3tvZ2Ymu65SWltoLlfkqJlCItulhbxnwwIqZjfSO2WzOTOok/+zZsznHoW8lR8dqvHnv3j1OnjzJwYMH18xX2aphyiwqkGmY8m2U8j0oa5pGZWWlvRIei8VQ//TLKA7QUVHjAXThRQOU4hpwKSAUtP5voh/50eQxgs2ok21ULvSgqx7w+FEQJBp+Jvn+bDPGkkiw81yyXctsuidDuOvRy5a9LM6xv8b0H08THZZQsfY3vScAgWZ5RTLH24SCLjw4525DdTJUTQ20kKh+B9r8LfvYaqDF9gBp87fSvCxWMQNPqBNXxUVU049e9EaKZl4n4XQSWggxMzPDQdNFYuhljIrzeLxeNE3bkHfmYTEYfr+fN7/5zbzlLW/ZpivLnVAoRCgUsr1xkp1ntUiB2dlZWltbKSoq4vr167jdbiYnJ3e09wtsTcxMTk7S1tbGvn37OHXq1KrPdyF5ZnZCeD0M5CMXy+PxUF9fT319vV323grvtZLQU/NtVgsxX4+HwTaFw2HpmdnrrNZobDU245nJZfVpNTY7kMfjcdra2lhcXOSxxx5btUpE6nm2Mghb/XGqq6s5c+bMqiE2+fTMbPtq3V//EZqIoDgEinCjOP2oagIlHiIUnsczP4/hqcTpKUfRddzj30L4agGIOg8x5zlCdXn1spjIgpHilVnxXpa8FwvTd2IpR+UmaqAFZb4PijNC0FJybxwj/x0cfsio0DpsXOGwMrXCE2OJFDvELeN1SOltY20bTG6rKApUPUbV7C2MfRdRp5vR9X0oEZPZuTniU1O4XC6qjGGCpe+y+7KsxcNgMKzyl3uF//yf/zPxeJyf/dnNe9QkmydbpIAQgv7+fnp7ezl27BiNjY15z+fMBattwGbOl5oveu7cuXUX9vIdnrzaOfLRZ0aSH/IduqUoSlruohXeGwwGmZyc5O7du7hcrrT82VyLCTwstkl6ZvYwpmkSj8c3lFy8UXExPj5OR0cH+/fv5+TJkxv+0W9GzASDQVpbWyktLaWpqSmnJLjNGgzLuPb19a3bmK3QVq2UsU7waKA50PxuhADN4QD/CcpCd0mUHkSYcViYJBR6GU2dY8Z3lXL9XjKxXlGSYV5VFwFw9H8FnEWoRitq5D6KuQBWfkwoGYamTbeiRO6DKqwK0CvKIGuzzcsllouvoAWbbS8NgKKuvMem7zgoLHtblgSWEIJE0SXckTa00a/bDT8hKVIcY19P/lGScjBdRV28a4sZa1vn0LMkDr6bVLSZFlAU1IoncAMHgy0k6s4RjUQQM0PEb/5X/rezaUUvgcznpNAMxmZyCfJVMSYf/O///b/53d/9Xd797nfzpje9abcv56FitUiBWCzG7du3WVxc5NFHH6WsrCxtP1VV8942YC02swBmtSFIJBLr5otu5TwbZS3bFA6HSSQSOT2bhWLj9sIYsxb5rpKXiRXeW1pamlZMwCoM1NnZSVFRUVrVydVaOhSibdpoYQQZZrZHsYyFFYO8kSpJua5+GYZBd3c39+/f5/z589TW1m7qWjciZqx+Lnfv3uX48eM0NDTk/Lk2YzASiQS3b99mYWEhJ+9PIXlmYv/Pr+Bw6qhuwFWKEAaq0wChoETuY5YcRa0/h3fwm4iKQ5RhoOs+EIJIOMyUeoDKQDdCuY+Im2iaA7PoeDKfBlBoRq/8MQC0QAtm0YnlPBozGYqmzSQFh7rQB4aaXkwgg9QwMCXYh1l83H5PDTTb29jeFmVpn0B/sixwyWUcC1+HRPoEXLiTq6baTGva+U3PybTXtJkWhFaMOtWKWZ18zSi7jLP/OczyI2nHdAbbcQrA5+NgyUHq9X5GK36UYDDIyMgIpmmm9RIoKioqyC7LG73evWIwuru7+amf+inOnTuXlzKYktxZLVJgenrazntcbYFqJz0z1rVt5HzT09O0trZSU1Ozqvc+G7vpmRkeHrZzxpxOZ1pxGJfLtWL7QqAQxNZOj/fZiglY+TZ9fX1EIhGKi4vt7760tNS+PiHEA1/NbHFxcdWKu4XIAyFmNhpWlkkuA3goFKKlpQVN02hqasLr9W76enMVM4lEgvb2dubm5rKu2q3HRsXBwsICzc3N+Hw+rl27ltPAvtcKAKx5fEBxe0HTUZZ6qSAUKK5GqCagoN77FgIVs+oRtJkWtANXqL37N+AqwqFMYmgqi+oBJiM1VJj3cDgcJFzzeL3eFekrRkqIl/1a6SW0YFLogECbaUWd70U4/bCkGzND2IySy8lGmQjUmRbMyotLx7q8/D7gHHoWkVCBUlCSYkV40oWLNtO6fB1zzWnixSi7hDab/ppe8w7UYHOaoDGLjyMiqh3eZpZftMPRrGtxOBxpFeas0sUzMzP09fXhcDjwer3ouk4kEtnS87RTFGqS5fDwMG9729soLS3la1/7Wt47x0tWJ1ukgBWSNTg4yOnTp9m/f3/e8zk3S662KbUlwOnTpzlw4MCGz7PTnhnDMOjq6rIbd/p8Prvy5eDgIB0dHfbktqKiwp7cFopnZq+z3Z6Z9chs6WAVEwgEAoyNjaHrOmVlZZSXlxOLxXakBHS+2GzOzG7bpnxS0GJmrd4xG8EyGKs9bKOjo3R2dq6olb9ZcjEYc3NztLS0UFRURFNT06ZWjDbiAbI+4+HDhzl69GjO93GvFwCwiP8/v4JCArwlCEBBRwGILUJpJSxMQXFNsrdM3blkKNXCFIpoR2jFGIfeQjgYxLfQjafxCQ4JYHqSOfdRIuFFlJmb3HcewWtO4fV68Yvl+64Fm1cIG6M85W9DSYqP6dalHdJza7RAS1oejjrTgrI4aYsfa5vEgXejzt6i0hhEoSF5aKtx55JwSX3NFjSBFozipVyZFEFjYfWTgZRrBNTJNsyaRwBQ5icRhpoWuubo+m/op38xa+niubk5hoeHCYVCvPLKK3g8nrTY5r1oSApRzMzMzPC2t72NWCzGt771Ldksc4dYLVIgHA7T2tqaUwl/yE/bgI2Qi82IxWK0tbURjUaztgTIhZ2uZhaJRGhubkZRFNsLlkgk0lbu4/G43a+so6MDwzAoKyuzP99eDz162MPMNkpmMYHFxUXbczMzM0MgEGBxcXHdfnV7ga0Up3lQKFgxk9lobLNCBrB/BJkx8bqu2ys5Fy9etMsDbpW1DIYQguHhYXp6ejhy5AhHjhzZ9OfKxZVvmiZdXV3cv39/059xr3tmFj79RzhiCs5iD0TDqMUukn4aMM++E7Xrb6HqcDKnBVDGOiA0gKg4goKwCwAULfZY7WjQgi2gOaiID4EKqhGkyDNFIqzjCQwxp9SwEB3F6/VSZugoSwO5tuTBsNCWcmIs8eIY+58oegh0FaNqZQiaUXo5Gf7lrkebbl2xjV5yEWZfxDX2TbvhZ3K/SziGvwGJEJReSnvdOfCcLWasa3H0P4e+VK3NQp1qXQ5lA9SZ5c8ivHWIRG6DqaqqlJeXEw6HEUJw9uxZZmdnCQaDdvlsv9+f1ihtL7j8t5Izs92Mj48zNzfH0aNHbSG4uLjI29/+dkZHR/nOd77D8ePH1zmKJB9k9o6xhMz9+/dpb2+nvr4+pxL+sPc8M4FAgNbWVsrLy7l06dKqOQdbPU8+sMSMFQpXV1fH6dOnVxWILpeLuro66urq7MltIBBgenoagJdffvmBCEnbLfaamElFURT8fj9+v5+DBw/S1taGx+PB6XTa/epcLpf93VdUVOyp738ztkn2mdkDWN4YazDMh6cE0tXtwsICLS0tuFwurl+/jsfj2dpFZ5wvW1Knrut2j4HLly/n3FhvrfOsJTQyV6s2E+qT73CB7Vitc0y14/DEUV1OFI8PMFAdBsJUYKQTUXYUUXsWte9b4K9Zyp85hqg6hzbdill7HgBnJEjMWY5y/zZK6B6i7OjSRSuYxcdRqx/BDSgzPorKz+GbuokamMBEJzwXxuFw4FOCxPe9ldRh0PK6AAhPPXrFRbRgs104QBStzM0yyi/Z25BRHGBGHKYicgvhSB/cTE89eJJ9cszqpEdFm2lFOIrTXku+UZzmeTHLL+Hoex6hFqd5X9TJtrRzqBO37fsF4PrOR4j/yH/K+r1YK50Oh4Oqqiq7XLC1QhoMBunu7iYej69bTGAn2K3Vr0996lPMzs4yNjYGwAsvvMDIyAgAH/jABygtLeVjH/sYn//85+nv76exsRGA97znPbz22mv803/6T+nq6krrLeP3+/nJn/zJLV2XJJ3VIgWsXMvx8XHOnTu3ob5Bu5Ezk01kpBaFWa8lQC7sRM4MwNTUFIFAYMOhcKmT29raWn7wgx9w6tQpgsHgmiFpu0UhhMHtZTGTiRCCoqIi9u/fz+HDh+1+dcFgMK2YQOqC22aFfT7YTD5nOBx+oEKOC0rMpBqLjVQrW49Uz4wQgpGREbq7u2lsbOTo0aN5H6SyGQxLPLndbpqamnIuIbgWaxmMqakp2tra0larNste9szMf+xf4XApmMKFovnRlOTEQJgKlFSjaCZCKCh3vgP6IubR86hTAlF3LnmAhUkUsx0lPIFuKIRKj+OpqgIFzMolQTDdagsBdSk8S9M0qHsMdaYFo/ICnkSCSCSCOfMiscFXiCkKReocurcGdH3FQGgJHMfi1xG6auesaCneEEvQKDP96Ed/Ovm5lr4L059s/JkpUqz8ltTX9bq3owaWX1OnWzF9daCnh5KZxccQ+vLvxKy8aHtnrPwdNTUM7X57mlDLZLVSnZkrpJFIxHb/Dw8PI4RIq0hTVFS0I0bSMIxNVYzZamnmP/iDP7B7KAA8//zzPP/88wC8973vXbVIh1U6/i//8i/5y7/8y7T3GhoapJjJI6tFCiwsLNDa2orD4eD69esbXjDa6TCzbJ6geDzO7du3CYVCORWFyYXtzpnRdZ35+XkMw8h6zUKInM9vjS3l5eX2AmNmSJqu6/ZiS0VFBT6fr2Am7jtFIYmZTNuU2a/OKiYQCAS4e/cu0WiUkpIS2ybttLjd7ELbXmobsFUKRsxsNcl/Laz6+rFYjO7uboLBYF48I6uRKWasfJXGxkaOHTuWt8+VzWAIIejr66O/v58zZ85suZrFWkZpfn6e+/fvb+jhzreBc7pjqB4FrcyPdVcNbx3q4gRK/TmU3m9BcQ34azD3/QjqVBvMT6GYHSjh+xhH3wokRcGs6wCYJupMqz3BT80hsbCqm1kTfQVwOZ145jsxD78LvxDEYjEcYy8QCuvo/T9g3nuUaoYwyi/gWRLq6nQrpqd+SYAkk/BRMzw5uori8KeJk8rEEEbFj6CALVwgKWSs/6vBlvS8mKVGmupUWzKUzMq1Wdom1QOj3L+NqDu/dH4Nda4PlsSMWXUBdaI1zTujtfwVxsWfW3mfcohBVxQFn8+Hz+dLKyYQCATSigmkNkrLpxc1FcMwNnzsfFSMGRgYWHebp59+mqeffnrD+0m2TmrvGMuWWOHC3d3dNDQ0cOzYsU1NbnY7zGx2dpaWlhZKSkpybgmQC9vpmQmFQjQ3NyOEoLGxMS/iC9Jt02ohadaY5HQ608TNToQk7XWhUGhiZq3nNbOYQOqC2+joqJ1vZXlutrs8/0bFjPWblZ6ZHSZbo7F8o6oqzc3NdsJ9Pjwja53LNE27usrExERec3IsMg2G1XQzHA5vOnEzG9kEyMjICJ2dnZSXlzM2NoZhGGmDe7Zkunx/r3Mf/QBuvwGaNzmxdyVDy9TFCZSzb0TpeAFR1Wj3cFFGO1DmBxAVhzFrz6NOZnyuVYRWplcm7b0spZcVRUlOiktO4Ku6iGmaFE3dwDk/zhCH0CcncbvdVJoRzIpLuIXALL+ENvSNZD5NhrdD358sB61OtcDS923dSUu4KNP9kFJ0wCy/iKPvefSj/3j5tYqLaL3PIyoPpx3fEjJWXo+aIeAM3wmU++3L3ixA6/sW+oEfy3q/7PNtIqE2tZhAQ0ODXUwgGAwyNjZGT08PHo/HNiL5LCawl3NmJDvPar1jEokEHR0deVkU260ws9SWAJmNPPN1nu3wzNy/f5/bt2/T0NBAOBzOy+p4Ln1orJC0Q4cOpfU3GRoaorOzk+LiYtv+lZWV7elCAtvFgyRmMvF6vXi9Xvbt25dWTCAQCNDf32/niVq/gXxX79ysbZLVzHaIrfSO2cg5hoaG0HWd+vp6zpw5s+0PnKqqJBIJXnnlFTRNy3tOTup5LIMxNzdHc3MzJSUlXLt2LW8TvEyjlFpQ4NKlSxQXF6MoCouLi8zMzDA1NUVvb6+dTJdZvSqfBs7hjKN4vGhKFHAlQ8tKqyA0gRjugrIjUHcGpffbUFyNsjiBWbqUP5PiiVCn2sBU8M324YkNg7ckGXq2OAH6AoqR/L0o8/2YZUdRJm4n/57rR9XVpDDKEDrqdCvmUuNNVVVRVTeUneCQGsB0mOhmnIRhMjk5gRACr8dLhVqO2PdmPBNtS3Wm0++VWZ4UI14z47GOa+D0p+WzqFNtCEcxysRtRIoXBa0YEXHaldKMygtoA99MNgItWzpP1QXU+622YjJrHkm7X2bVBdSpv0u7hGzemXxUB0o1EkeOHEHXdWZnZ20j0t7enjaRKC0t3XQxgc2Wv5Ri5sFjtUiB2dlZWltb87YothvVzBKJBC0tLczNzXH16lXKy8vzfh4rlyhfmKbJnTt3GBkZ4ZFHHqG2tpa2trYN2ZPxL75M/Xuvrfp+rsfK7G+SGpLW2dlph6RZY1I+wmRlzkx+2YptyiwmYJqmXQLcKibgdrvTqnduxXNnzZM3kzPzINmmPStmtjOszMLq4zI7O4vb7aaurm5HHraFhQWCwSCNjY2cOHFi21ZpLINhhTscPXqUw4cPb4sghGTd9paWFkzT5Nq1a3g8HuLxeNrD3dDQYCfTWRNOK5kyFosRDofzMsmd/fCv4/KZmLqGWlwOGCj+GtTQOJRWo6gmHDiD0v0i6IuI42+CCRD7zi4fxFRQxjpQ5pLemsXi4wjA0/AYAKpow6x5S/LfU22YxcfsPBp1qhX96E+jTbeiTtxGmetHlB5dkSCfiplSmczd9zyu0qMcqjmUvIcTrST0BJNjo6hqJTXKML7IOIlj/4jU6bXuP0Jkfh53Sq4LgH7wR1eExOn7fwx1ptUWNOpkW7LYgJ7MdzGXPC3CW4fQV07ildAk+sEfXf57yTujjLcjHH4Y64DU+5n5eTexmrQemcUEYrGY7f7v6uqyiwlYRmQjxQQ2YzBCodADtfolyd47RgjBvXv36Ovry6snY6fDzAzDYGBggNLS0k23BMiFfHpmYrEYra2txONxrl27Zj9vmyn/PP7FlwEItQ3jf+Qg9e+9tuXvcbWQtGAwyL17yV5llvjZa1Wy8snDImYyUVWV0tJSSktL04oJpPY38vv9tsDdaDEBa3zYiC1NJBLEYjEpZrYbyxuTzyT/TKwVNL/fz/Xr13nttde2fQXMNE26u7sZGxujqKiIU6dObev5IPmjvXv37rblAFkGIxAI0NLSQlVVFWfPnl3TCGcm08ViMTuRbnBwkMHBwbTBfaMu2dmP/AaqpqN4vDiKXVCW9MaYAjBU1H1noec7ILqSvWUOPLm880hn0uOimZhH34I60Zb01tSco2joVdYyjaniwcKoupD0gpQcSzbinG5F6/lbhKsIkvPtZC5MBqLkGCDQJm/jBfB4MCsf55ApiMWihCNFOMIBFnt/QMh/FK/XS2l0AEVRCDgaKWM26S0RStq1aBPp1c/Mygu2oEFZzsexrkld8jIBaaFkQtcgEk777KneGaPhbSj329M+U6Z3xjTNbe8nYy1SZBYTsEJAUosJrJe4u1nPzIMUl/wws1qkgNV3JRKJ5C1B3kLTNLvwzXaGJlmFb2ZmZigvL+fKlSvbOvHMV86MldNTVlbG5cuX0yaB+ehlM/7Fl1loHcJbYiB+aOviKzMkzTRNe2JrVcmyytJv1JO814XCwypmMsmc/8TjcXvB7c6dO8RiMUpKSuwFt5KSkjWvxZq3bsQ2hUIhgAfKNu0pMWNVhOnu7qakpITa2tpt8SIMDAzQ29ubtoK23Stg4XDYri508uRJu7Tqdp6vvb0dIQRNTU3blhQNSTFy8+bNTZfsdLvd1NfXMzY2xr59+ygqKkpzyVo5ENbDvd6qhaok0Fw6eIoRGKihCRCgLk6gnnsjtP49eHyIfedQ7i+FhN3+KqKqMXkAfw3mvuX8D1G/NIEXsFhyFA9LYVo12T0s2cSJlVdjVF1ANRXM6mSiPACLk5iH35qyf1ta/xhtZinnpfICqqrg9XopWriLcfydlE41U6TfJ2gmY8SnlYOAYMbRSGmsD0d0BuPQ2+xjGVUXcNz5H+jHf2r52iovoPX8D6huTLne5VAyo2JJ4Ey2pQka038CZawjzZul3v02wl+z/MFTvTOjnXBx+S1rQrhTZCsmYHlJM4sJWL+11Odms7X8pWem8LEiBV5//XXOnDlj5/xNT0/T1tZGZWXllvqurIb1e9uMVzBXdF2ns7OT6elpqqqqtj1ZGbbumUntx7aaJyxvjTmXDjv5V6+iqhqh28MUP3KAuvc0bfnQqqquGpLW1dVFIpGwE8nzFZK2WxSSmNlJ2+RyuaitraW2NtmCIXXBbWRkBNM0KSsrWzUsMTV6KVcWFxcBHijbtGfETGrJ5cXFRRwOR95/+FaJyYWFBR599FHKysrs97Yz0XJycpK2tjb27dvHqVOnmJmZ2VbhZJ2vurqaWCy2rdWdhoaGiMViPPbYY3mJrVYUhZKSEkpKSmhsbEzLgejr6yMSidirFpWVlXZOjsXMb/4mTreC4tDQ9BBK9UFYmICyKsTCFOZgN0rFETh0GvX+bYRQYLgLUZ7Mn0n1RKgTKXkzfd/CmdDxmfdQYvdRZgfAypWZvYcoP5IMr1oSPtm8NJBeFcysvJD821RtUWVVCUtF6Bqi9GhaFTH7vepLuKZbqZ18GVHVgOKtYWpqilgsxkIwgtdIkOh7FaPmDF6PF4fTgXD4VxxLOP2IaBYvydQgLIkZy/tieVzM2vNp9yv5/gsYDReXPsu5Ze/MaGfy/68+B48/ldx+lztqp/7WUosJBAIBRkdH6e7uxuv12p4bXdc3XDHmQYtLfhhJjRSYnZ3FMAyEENy5c4ehoSFOnz7N/v37t60wDbBt9iIUCtHS0oLT6aSpqYn+/v4dCWvbimfGMAw6OzuZmppaM+JgLTGT+V1Z4WWrXC2QXMwK3R62X73/pZfscDQgL+ImMyQtHA7b4matkLRCyJlZrRT/XmQ3bVO2YgJWWGJqMQFrwc1aZNvIvQ2Hw3i93j3RjDpf7LqYydY7xuFw5F1YWJ2Ly8rKuH79+orwlu1ItDRNk7t37zI0NMS5c+eor6+3z7UdBsM0TXp7exkcHOTcuXMUFxczMTGR9/NA8mFobm7GNE17wrdVshmfzBwIa9ViZmaG4eGkYUkd3FXVQFENhOLFdLpQZ6ehtBZ14T5KaZVducwc6kKZHURceAfKeDvsP2OfU+w7ByOdMDuIqGyE0Q6EoTJb9RgCgU8fwyxLhp4BqELBXPLSaHe/iaKHUIzkQKgG72GceVfaZzKr0yucGQ1L5Z+nW1E7/y7NQ2LvY5V7vt+aDIMrXvZ+GFUXUHQNdHBoGqqqJr2a5iSRksfRJluZWwgxMz1DlT5KtOQKZbEBHONtUP9IMmemqBYM0gSZ0DVE8cqu8UpoEr1h2dtjeWeU0Q6E05+8dweW7ydjHYCS5m2C3RczmaQWE4DkirXl/u/v7ycej9PV1UV1dbVdbnw9Y/CgVYx5mMjsHWPZplAoRHt7u50buJ1i1Qpl246FtrGxMTo6OtJKR+9UwYHNemasCAer0fNaC3V588xkUPxI9uabvR/967wKG0VRKCoqoqioyE4ktxZbMkPSDMPY0dyqzVBInpm9YpuyhSXOz88TCAQYHx+np6cHl8uFEIKJiYmciwlYEQOF8n3kwq6KmdWS/PMpZqzEzHv37nHixAkOHTqU9QvMd5iZlQyv6/oKg7cdYsZKgozFYvb5wuHwtgzmVsPN+vp6KisruXv37qrb5vthyVy1SH2wXf/pk2gaoDpQijQorUBxCARgGiragTOIru9CaRVKaBJx4R3p19r9XUiEwFRBEZjlR6BuKUTKqlBmrdIthVqleiYARFEtRu1blo8ZmkyKJYs15r5m1YWkCNKX81Myj29WXUCb+R+YnpUHMqsewXH/FgoVSY+IoiSrKR18jH1TbRgNZxBjAaLAuFlLydw9tNBLOJ0OjMqLeDxutKn0PBez9jzq2G07lEzoanrjzAzvjNH41rTPK+rOJRuSpogvyzuz11fqHA4H1dXVdsn0b3/729TX17O4uGiHgJSWltqrZJleQuCBq+X/sJC6wAbLHhIhBO3t7ezfv5+TJ0/uyMpmvgXGWi0BVFUlHo/n7VyrsRnPzPT0NK2trdTX13Pq1Klt61sWahtO+3v5iRZrbpdKqrCB/Iib1MWWo0eP2rkWgUCAWCxGR0cHY2NjezYkrVDEjLXAvhevVVVVysrK7KgiXdcZGRmxc42tYgKW16asrCzrGPUgLrLtmphZq3eMpmkkEoktnyM1MfPxxx+npKRk1W3zGWZmDbo1NTWcOXNmxY8p32ImGAzS0tJCeXl5WhKktTKVr0EkVRhaDTenp6fX/CyWMcnl/BtdSVMUxa4S4v2jp9E0A4cngenzY8YTxEMBvPEIDhdwrgml/XuoGkkvzPjSeVq/Bm4fiC5EcTVi/5PJY9+/bed6KBO3EfXnEDMz+Of7wJdekMBcCtdKDUtL/n0b4atd7kMzkQxrsyb7imba71nngaQoUaeXwrmU5N/2NvdvY5YeTf57yYui3G+3jxMvO0PZ6OvgKk3bD8DR+TWMU+/CCsrQ9TocA98iYpYwNTWJaQo8nhoq+m8kPZc1y/1sUnNjjMa3ooy2w/7k32btedTub9mCRdSfQxlpt70zZkLDDLvI/AXsldWvXLB+43V1dbjdbruYgOX+HxoaArDj2x0OB2VlZcTj8U2LmVAoxCc/+UleffVVXnvtNYLBIJ/73Od43/vel9P+s7OzfOQjH+Fv/uZvCIfDPPbYY/zhH/4hly9f3tT1PAxkixSwPCNdXV3EYjEOHz7MyZMnd+ya8rnQtri4SEtLC6qq0tTUtKK4ynZFDWSyEc9MNruT6zlWs+nr2aNUIbLV7UJtw/S25V/cpOZazM3N2d6b9ULSdoudzpHcLNbvshBCsBwOB36/H4/Hw2OPPZYmcHt6eojFYisW3FRVtcXMZueFsViMf/fv/h1f+MIXCAaDPPLII3ziE5/grW9965r7/ft//+/53d/93RWvu91uotHopq7FYlfEjOW6X61amaZpW/5gMzMztLa2UlFRkVNiZj5Wv4QQ9Pb2MjAwwOnTpzlwILs7Ol8Gw+qRc+fOHY4fP05DQ0PavUxdTdyqmNF1ndu3bzM/P58mDPfK6oWqhxCKAqoDFzEcj78F9+vfIHz6CdS+14h0NeNJRAk1XqBssBnn4hzCVFAcfjj1RoB0D8oarOaVAVaUXTZr0wWFlUujTrbB5CCKrtphXanvm1WPoIy3o8z2oSSyb6NOtSWvOeUrEEIw6z5MyWQzpIgZs/oR1LmpNFHicDhQivbjNVQO7jtEIhEnEomgh3UcwRGGY1VJT1jRYfwLfahjGfdntMMWNELXMCMrjaUY7oKSasiy2FuIYsYycKnFBA4cOJBWTGBqaooPfvCD9PX1AfDCCy/wzne+M+dJmMX09DQf//jHOXToEBcuXODFF1/c0PW+4x3voLW1lQ9/+MNUVVXx6U9/mieffJKbN29y/PjK8MGHndUiBRYWFmhpacHlclFaWrrjOVD5Wmi7f/9+mlcp27O3U2ImV89MIpGw81zXW5DMxlqCKRfblep92UqQQ6qQCbUNc5+X7H8f+39+dvMHTsHj8VBZWbluSNpW+21tlkLxzFi/y0K4VkgvTJMqcFOrdwaDQUZGRjAMgz/5kz+xC5hs9jt53/vex3PPPcf/+X/+nxw/fpynn36at7/97XznO9/hDW94w7r7/+mf/mnaOJqP3+KuiBmrw/BqZZc1TbPjlDdz7L6+PgYGBjh16hQHDhzI6cva6upXapjXE088seZqbD4Mhq7rdHR0EAgEVm1sZn3urU4aQ6EQzc3NeDwerl27lrbCk68Sm9axNhMWMPmvPoSqGSgOBdWlYRpgtP4ApaaR4jsvo9QdxK2a6IaPoplR1IVRZn3lOEJzOJx+lHAE32wfHFjyxLT+PVQ1wnAXhCZBM8HoxBcJ4wqPJyfxAMFBRMVhFOvvwBCKriH2n1khdFaEo5lKsmgAYllEZfmKjJM/mUy6H29f2SSz+hHU3m8nxcxypAili8MYJ/9RWniYcr8d4V/Ki8moQAbJ11z7zya/28USlESUfWaQBc3P/NwcxsIcPiPEfM01vJEIntqzqBNLn3ukE1FcAynOVNs7g5IUXyOdiKEulEOnkxu8+hymcqhgxMx6FWMyiwm88MILPPvss/z6r/86f/mXf8n73/9+Tpw4wdNPP83jjz+e0znr6+sZHx+nrq6OGzdu8Oijj+Z8vc899xwvvfQSzz77LE89lSy48O53v5sTJ07wO7/zOzzzzDM5H+thwgovscaioaEhenp6aGxs5OjRozQ3N+9oE0vY+kKbaZr09PQwOjrK+fPn7apJq51rr3hmFhYWaG5uxufzrbA7+TpHLvgfOch0fz+ZYWappBYC2Cj3v7QsbPyPHNz2kLTdqpJWaGKmkGxTtmvNVr1zZmaGCxcu8JWvfIXBwUHq6+t585vfzJvf/GZ+4Rd+IadWCa+99hpf/vKX+eQnP8mHPvQhAH7xF3+Rc+fO8ZGPfISXXnpp3WM89dRTdh50vtgVMbPeILPZnJloNGo3z1pPUGSyldA2q7hAZpjXalgGY7MPt1WBxuVyrdllOtUzs1kmJiZoa2ujoaGB48ePZy1/mS82eyxTV1E1BUVVABN130EUzQQBwlmEeug0Zvv/RiutwpEIQu0xSg6cwBxuZb50P47eNpyxCaLzizidTlxaEUr9WRSSIWGmVRzg3msE97/RLqNpCgVRm/SYKOPtmKeTif7q6G0IDNlCR6SEY6Uias/b5lHt/DtExZHle5HiJbJ7uEwOYZ77ifRjFCUnJpZAyfyuU4WLXURgog1lrCOZF7RUjEC5fzvN02IceQuO++2UV1RQDphGHXS/iGe6n2lvDYZhUJ0I4ei7idPhRKm7hDLWmRSAB5OCxRwfRqk7lLyQA2eShQGszzTYjXnoQEEZDEVRcr7eoqIinnjiCXw+H6+88grz8/O8+OKLHDlyZP2dl7B65GyG5557jtraWn76p3/afq26upp3v/vdfPGLXyQWi225O/2DhvX9Wh4aq6FyasWs7ax6uRpbWWiLRCK0tLTYJfp9Pt+a2+8Vz8z4+Djt7e00NjZy7NixTduGvOWM5snM5SJ6bHFzexj/+dzFzVr3KHPFfq0qaeXl5dsyNhRKmFkhiplcPBuKolBVVcW/+3f/jsrKSr73ve/x0Y9+lG9961t85StfyTl8+bnnnkPTNP7Fv/gX9msej4d/9s/+Gb/927/N8PAwBw+u/Ru38p2z5Zlull2vZpaNzRgMKym9pqaGK1eubLje/2ZWv4QQ9Pf309fXt6EeK1sJ/7p//z63b9/m0KFDHD9+fM0HbitlPYUQdhPL8+fPrzqpynfFmI0e6/6vfgSnO4Hm1nH6NfD6UDUTMziDphlol65jtH4fRQPl4GkYFSiHTqGOd6CG56lwuFHUGEbVUYzygygT3USFm/mhYaoS4zgdTtQsg0Vq1a8Vn8FUEGVHELXJBH6l+0VQBYqeFDZWGea0fcqP2Mn2yRMkxY6FWfMIiq4lRQgkq4eNJ/9tJeErYx24EgmiS5bXfv3Od5KhXtaxah9Zkd8j6s4nr2vp+DZLAke934154m34xjrwHThIIpEgGq3EcfdFQr4KAkNDeD1VlC2OoiZ0nE4HVB1Gj2hpDicx1JUshw3U9b2OuoO5B1thMw0zFxcX7SacZWVl/ORP/uT2XFwWmpubuXz58orx4bHHHuMzn/kMd+7c4fz57H2SHmYURbEXp4qLi7l+/XqaR2ArUQObZbMCanJyktu3b1NXV8epU6dy+v1ud781i9UWNE3T5M6dO4yMjHDhwgVqamqy7L21c2SydlnmZcLto5Realh3u7UKA+SKJWRgqQT0BoXNWmykSlo+Q9IKyTNjeWcLga00c37jG9/IG9/4xg3t29zczIkTJ1aEfD722GMAtLS0rCtmjhw5YldU+8mf/En+8A//cE2PcS7siphZ70eyEYORWv54I8mB2c65kUHc6lkTCoU23PXZmmBspBFa6iD/yCOP5PTFW/d5owIhHo/T2tpKNBpdt/ToRmr5r8dGtx/513+ISzMwDRVF9SOcDpTiCsyxfhzX3oLZ9n2M/jsAqOd+CEY7MYMzKGYPanAILv148kCjAsfBM5QCSsiP2H8adyyKMj7BlLuG2NAQ1YlxIBneJ4RIW6jLlmtj95upPY9itmPWLwmb0Q4ITSNO/EjW/e3qYJODkCJmlLGOtEIDSc/KsrfH2k+bGWWu+gpFKcdTgi8iYumPutA1xMJkWngagJgYQix5f9L6xKTd+C6cB07jdDoRnlKKXNW4amuJRKPEZ+Po3a+joOJ0OlGFB6dhoGpamnfGrDuHGBoqmNWvzTTM3M2KMePj41mNlFUefmxsTIqZLPT19dHb25s1BxE2HzWwFTa60JZqE8+ePcu+ffs2dK7d8szEYjFaWlpIJBJcu3YtL89OLrYveHM87W99OoQ/o02YskHXTK6FATYampYqbGC5kMBWFhRzCUkrLS2lsrJySyFphSRmCsUuweYX2jab+zc+Pm7bkVRSbctqlJeX86/+1b/i2rVruN1uvve97/Ff/st/4bXXXuPGjRsbzolLpaA9M5YLPR/1/jey+jU7O0tLSwslJSU0NTXlFGeYykY9Jlb43EYHeWt1YSPGaX5+nubmZoqLi7l27dq6Hq71PDMbHbw2MihrixPgAMUJrjIHQoA6PwU1DRivfhPF60VRTCitwui/gzIzjFJ7CEUViMrDKLCc7wLLXo/hbjwLUyiqyT7XHKYqUBaDLHgqcU7cwxh6hYTTiwgncDicOFys6qXJFCoA6ty3l0OurIpfqQ0sDRVx5l0oo0temv3p+S1m7SMoPUu5Mima1kxomA4fJXPDYE1gRjoR/qXVzZQwMgCKatN6wghdA2dRWqiYqDsHt76GOL8kcPadTblPXVBcDTq4PR7cHg+UPQEj7SQSBnO+BiKRCL7brxOtPojX66V0fBClNrm6KQQ4X/sGvPXdWe/dXmIzBmM3a/lHIpGsoSJWX45IJLLTl1QQKIqy5uJUviptboSNLLRl2oqN2sTdypmZnZ2lubmZioqKTUVW5HKO1XCfPmz/O3jzPr6qZYET6w+Q0B1Qkb5PrkIkX16a1ej9rb/Gf/4gzpFh5jrCVPzzN2/5fGuFpPX396Npml0dq6KiIueQtEIRM4USDmexGfEVCoU2PV/eim35jd/4jbS///E//sc89thjvOc97+HTn/40v/Vbv7Wpa4I9KmZyWf2amJigvb19Qy70tchl9UsIweDgoF09rLGxcVMP50bETCAQoKWlhaqqKq5evbrhz7mRMDCridqRI0c4cuTItpRTXu9YuTLwi7+D12+iOQ0UlzcpZCoqUDQzGcbk8qNduAbDncm/56eguhHl4EkY7UQ5dAoAc3YGpaQaMdiNMjMENQ3JCf9oB+JgcpKvjHZA5VHintpkXs5iMeHSQ0QiEconmkHEiC1EcTicuOZHERffnnatqUJHGevAPJ40OMr929DyNYTbB1mi+KzQL6X7xbQwMSCZzA8rGlQu7r+WPG6qSFmqvqbcb4fRDnuNUdSfS4qtlG3NY29Byaxa5ixKT94HGOlKbl97PunxGupCXXpf3B9BKTtKRUUyz8A0ZnGVlBCJRplzVaLfj5BQJjBNc9nTtceN3Ea8qBbhcHjHK19ZeL1eYrHYitetKpGZJXklSY4cObLmuJyPSpsbJdeFNquCZ1VV1aYFwU6KGStvdHh4mJ6enlW9YVthM7YpVdxEIh4girgXIRyIYprJSdxG1i/zIXosT8xaKMqyuIHtb9w5MjJCV1cXfr/fFjer9TWBwhEzD4NnJhwObzoBP9+25ed//uf54Ac/yD/8wz8UnpjJJcxstcE7tTLL2bNns7q7NsN6q19WQujc3ByPPvroljre5+IxEUIwMDBAb2/vhvJxsp1rPeNkmibd3d2Mj4+vaKKWy/F3I2fG6Vqq9atoaMUuwETVTIxAAM1hopRVYjS/hKIZaBfegBgWqA3J/Awr1Iz5KZREBM4kw59E5WGU/aezn/DAGcT0NEXBfjSv1+5vI/RDRCuPEIlEiEQiFKlhHF2v4nA4cTodON2rD4qi7rzdoNMSFEpGzoqoOw+zLya9JhZL3iQ7DCwlsR5gwX8YP9PQ+d00EZQaNmZ5idIETSqWd2akKym+UjxYYt9ZxM2vo9QtGdj9Z2A0Zf/qxrTKZoqq4guM4hMKlJYQj6hEvF4ikTBTU5PMfOlPCF9684ZX+naSrXhmdgOrElom1msbCT16mMhnCHS+WG+hTQhBX18f/f39nD59mv3792960rjTYWa3b99menqaK1eu2IVV8nmOrdim2VvjlF9Jzi8mBgbQNAelp5PtFua/9gqJRHL6FOufxH14/dyedQXLJquhASAg2jVO2aXlAiOpwga2p3FnIpGwvTbd3d12SJo1lvv9/rRwdylm8o9hGBuu9LeVEOj6+npGR0dXvL4V23Lw4EECgcCmrsdiT3pmLDGT+eNfXFyktbUVIKfKLJs5Zzbm5+dpaWnB5/PR1NSUl+ZTa4knq6eLJZysbq+bYT1XuxWnrOs6165d2/A93Q3PzNAv/1ucLgNFFRi6mvwRl1ajjw7guv5mjJYfgEhGOSeFTNKLkAw160+Gmh08DSOgHPqh5fMveRaU0Q5Y8sqkTuJt9i97QhQluRLh9XphtAOzpJTFskbmIxHc03fxBOfQ5yJJYePS0ifEY8uiBEAZaUdMDkGqZ2c0WfZ4udQxyeIAS/tYAkVMDMGFtyMWFpaPef9/gjd9Ai50FWb60/JxAMz7Q3DBCiU7l/TODHel97BJ9c5UN6JH1eXk/v1nMIc6UYSCWX8OhrowB7tRG06hHDiDsHJl6s+jDnZTFLhPACf79x9A13UmPB5GR0fp6uqiqKgobaUvHyEnW2Wzccm7JWYuXrzI9773vRWG+dVXX8Xn83HixIldua5CZzdyZtayFVZ+Yy6NoXNhp8RMLBYjHo8TDodpamqyQ1TyST5tk7gXhRQvq1nXgOd00p1ueW/SQtMSDlsIpZKTl2aNsLLUfJmNELo9bFdJg/wIGwCn07lqSNrAwEBaSJqu61LMbAObtU2bbeZ88eJFvvOd7zA/P5823rz66qv2+xvBWri/dOnS+huvwZ78xqzJS6rRGB8f5+WXX6a8vNwueZpPsq1+WX0GXn31Vfbv38+VK1fy1kV3NaOxsLDASy+9hK7rNDU1bUnIrHUegGAwyEsvvYTH49n0Pd1pz8zY730uWXJZqICC5nMkw8jmplFqD6G//A8AqGrSOwNgjo0gzKVBtLpxSch0LR800yvBUungwW7M+8OYhoo52E3RbH/6Rpk5KIB68BzFxX5qaqqTcfcn30yi+lSyGd/4ELOBENPT0ywuLiJME1G/vL/QVXAt5ayk3pOlMDX7//fTjZ3QteR+I13pCwCVjcn/ZxzPLD9qCzwAU9fA5cccWn5N7DuX/OyW6LGaYw51IYa60+5TNtJC0gBzJogxNpK8Rw2n7A50qqri8Xo4evQoV69e5Yd+6Ic4fPiwXU3ve9/7Hrdu3aK/v5+5ubkdmWhlY7MFAHYizGx8fNxeFbV46qmnmJiY4Pnnn7dfm56e5tlnn+Wd73znnvR+FQK7VZo52zmDwSA/+MEPcDqdNDU1bVnIwM6ImampKW7fvm3nJ22HkIHcFsf6PtOc8/FKLqweseA5fRjP6cNEIh5K357sIxW8OU7oToDgrXGCt9K9pPkIK1uL9QRR72/9Nfe/9BL3v/QSfR/78pbOZWGFpB08eJALFy7wQz/0Q5w9exaPx8PIyAgzMzMMDQ1x9+5dZmZmdvw5ypVCEzObud6tLLQ99dRTGIbBZz7zGfu1WCzG5z73OR5//HG7ktnQ0BDd3enzg6mpqRXH+9M//VOmpqb4sR/7sU1dj8WeDTOD5d4OXV1dTExMrNvwaytkrn5ZTSlnZmbS+gzki2xGw8pZ2Wpt/VSyiY3UOOUTJ05w6NChTZ9rLTETj8cZGhrC7/evGUuby7Es9L6+ZClmp45QXGh+N1plBYpqglAQriKcl56wSwDrzS+h1DSgNpxADHfZoWYApqFAfw/KdLIwgBjoToaeaSIZnnXgTLJP2lLomevWC8TL6pcn8NPDYCQHEVXLmAAseXTcbhdutwtCJQhPCV4jgTMwSCKhM0eCRWUMr9eLz+fDDYgTb0rei+F2WJiC0vS4VqFrSZGSkqQPIE7+CMpYB+6pe0T89TDchdi35PGxvSxL93bfWRjrQAx3JYUdYJ74kfRQMQBXke1dAexcIkhWI1MAMZzSOyahYeoOUr9le/+SKgyvwx5wBFAyOwkNDRh9d9Fjf4/nre/A6XRSU1Njl2SNRCIEAgGCwSDDw0kDbYU5VFRU2J2Mt5vN5sxs1TPzqU99itnZWbtCzAsvvMDISFIUfuADH6C0tJSPfexjfP7zn6e/v5/GxkYgaXCeeOIJfvmXf5nOzk6qqqr49Kc/jWEY/O7v/u6WrulBZq+GmaUK1dQQ5K2O39nOtV1iRgjBvXv3uHfvHkePHqW3t3dbJ435bOicyuytleGbmXiW8m6iEQ+e0/VEu/oJ3V0qJgDE+meo+8cXt3QdK7006b+BtQRR5nsTz/wg7Zi1P399S9cGK0PSrMbbuq6vG5K2m1ilmQuFna5m9vjjj/MzP/MzfOxjH2NycpJjx47x+c9/noGBAf7iL/7C3u4Xf/EX+e53v5s2p2toaOBnf/ZnOX/+PB6Ph+9///t8+ctf5uLFi/zLf/kvN3U9Frsfv5EFVVVRFIWFhQW6u7txOBw0NTVta9Jq6urXwsICLS0tuN1url+/vi2rmKlGYys5Kxs5DyR/+J2dnUxNTeUlTnm1eNiFhQVu3bqFw+FgZGSERCJhT0ArKys3NQnt/bmP43AqmIaKqqko3uTP1wxOA+CoLofyShI3X4b4Itq+AyhlVWiHl0NqrFLNTI2g1B5MehAU4ODShH2kEyyvwnBnmmCI+OuJVxzFU16e3K7ycFLojHZg3h+G6gZISYTP9Npw4CwOkg+dt+VrmJUH8YSnmHPUE+29RRSIOiaSYWvVJ3FMDIFPW1EUNC0MLFXQ7DuLuHcT/+ww+IpWbs9SDg6kCRqbpVAx9dBpxFBXUtAZpAkac2wE0+lHTSlYkCZ4lu6xdvgEytJxjP4e+z393h0cR07AweMw9zpmf++aZU+9Xi/79++3OxgvLCwQCASYnJzk7t27uN1uu9FbRUXFhisL5spmc2a26pn5gz/4AwYHB+2/n3/+edvb8t73vnfNqltf+9rX+PCHP8wf//EfE4lEePTRR3n66ac5WSC9ffYiu+2ZSSQS3L59m/n5+S2HIGdju8RMIpGgra2NUCjE448/jsPh4O7du3k/TyobtS/Bm/cpv7J6k9rUZbbyy+s3s529NU7ZUqiZ5/RhW9gARCPuNFGkT4XQ9XHKLqeHpuUaVibYXHTEYvtQ1tcnnvlBXoUNJL+PkpISeyy3FqqskDRVVW1hs5u5k4XmmdmNEOj/9t/+G//X//V/8YUvfIFgMMgjjzzCV7/61XV71rznPe/hpZde4itf+QrRaJSGhgY+8pGP8G/+zb/ZcrTVnhQzkBxUb926ZXee3+4flzWIj46O0tnZSUNDA8eOHdu281rnS+3QvJmclfVIXZ2KRCI0NzejKEre4pSziRmrsWdjY6PtcrRiaaenp+nt7cXtdtt168vLy3E4HOt6ZlTNwOEwQAHd9OAtdkFJBWJyEPcbn8Qc7LEtjrMpWTFMDHWj992FqQEUr88OPVMffVtyw+EulIYUIbMaI51EKhrSvA62kNh/FoSylAjfgdn2PYgvgq4lJ/lZjiuqGlH2n8U91k5NbAZKS4lVHkdEIiyGFpmZmaHCWYEzHMbR14rj8HnU0WVRYAuUju8hTv+w/Xq04hhFd76PGYuipOThmboG0wMoKSWg2XcW89b/TM/RAcyhrqTXpX7J+5J6/dUNacUIlINnEMOdmAM9yWtauudpzE0jzvwwGmAMJD+D/T3PzSDOJgfA6DeT3pnVsIxhSUkJjY2NGIbB7OwsgUCAwcFBOjo6KC4utn9TZWVleXt+N2swNlsxxmJgYGDdbZ5++mmefvrpFa+Xl5fz2c9+ls9+9rNbugbJMrvZZ2Zubo6Wlhb8fn/ecjeznUsIkdcJ3cLCAs3NzRQVFdmtDKLRKEKIbU0K34pnJhfvC7AifGwjeE432ucqe+NFol0DzN4aJ9Y/g55IjjWOHNdmtMF5WGVyup4gWk8s5ctrk/pdK4qCz+fD5/Nx4MABTNNkfn6eQCCQljtpCZtcIjvyxYMuZoQQW8qZgWQZ5k9+8pN88pOfXHWbF198ccVrf/7nf77pc67HnhMzuq7T2dmJYRicPHmSw4cPr79TnjAMg+7u7rx7R7Khqiqzs7O0tbVRW1vL6dOnt+VhtYzT9PQ0ra2t1NXVcfr06bw9rKlixspzGBwc5JFHHqGmpoZ4PFl1zO/34/f7OXToEIZh2E25+vr6iEQilJaWouu6fb2ZBu7Oz34Cb5GOYWo4HCbOIpJ5MHPTqPUHSfzg2yg+L84rT2AOJCfKestLqEvihZoG1MPJFWkxlJ5DkvZ5Ur0yq5EpTlLLI+8/C2ZX8u/RDszBbsTECOqjP5p1fysUTNz6Gk5dw33oNGVlZZhDHUQaLhCORHBO3cFsfwWHw4FecxJvLIbb5UrmtQT+N6R4RgSCqL8OX1GynLKakrsiKg4jUr0sQ11ZQsnOIG58A6U+3cCZg91pS5NGfw/a4ZSQvbERlH3nUt5PemdMXcPUtbTkPP3eHcTBRoyEA5GY22A7umU0TaOystIOAY3H4/ZKn9XsrayszBY3WwljME1zw5PH3SzNLNkcW6m0uV2oqsri4iKvvfYaR48e5fDhw9smAFLbBuTDRoyPj9Pe3r4idHonKlxt9bipCfwK2Hl+K7a7vDLRP5PZWyu9LplY4iYacduhaYt3p9GXFo/0qVmq3nZm1f29Z/JT2XU9Ur02QM7iZq3vWlVVysrKKCsr48iRIyQSCXuO0N3dTTwet8fy7Q5JKzQxs5nrzUcI9F5jT+XMWOFdLpcLr9e7JeW4ERYXF2lpaQHgiSee2PYvWQhBPB6nv7+fM2fOcODAgW093/3795mYmOD06dN5P5f1XcbjcTo7O1lcXLSbta3mZdE0jaqqKnvV2nI3DwwMMD4+zvT0dJq7eeCf/wlOZwIQON3xZK5MkRutshxVM5NzbHcRriuPJT0EQiHR2wuGitp4Mi1JPVXIGK9+E8XjA/MOzE2hxBdRzOSgICZHUGoOwUAPTA2Cx4vHEU0OGn5XWnjXqlhhZrPT9jWk5Z+kXtPFdyTFz5IASV25ovIa+kAHyvQgM2Vx5ubnAagMT+Fwl+I0TVuQuCcGMBTscsmWlwVICqyRzjTxIk79CAynv0Z1A3pMs71QqdXIxL5zqJBeLEDXMCqO2IOJcuhUepGAolrMvrs4jh5HazyJMdBjGza99Bj5CgxzuVzU1dVRV1eXtdlbahhDeXn5hjyTm8mZ2akCAJKdY7VKm9uFruuMjo4SDod59NFH816+OJONNnRejdQWChcuXLBz4LKdZ7smjrl4ZiZfnaLm8bUXLq0qZeuxFS+NRaro8Zw+TDTqxnM66WKfG29jtnm5u3qkL5DVq7Je8v9a763mpVnrvb6PfTknYbORZyY1d3KnQ9IKTczsdM7MXmXXPDOpIUVCCEZGRuju7qaxsZGjR4/yyiuv7Eii5f3792lvb2ffvn2EQqFti7m3sGKH4/E4hw8f3lYho+s6kUiEaDS6ZlfrrWANTq+//jo+n49r165t+B5aeRHz8/O4XC4qKioIBAIMDQ3R2dnJwfgiqtvE0B0IzYVzKXVKzE5jAI7qMiivIH6nDyZH0fYfQFEEjitP2OfQDp9MhptNjqDWH8S4dwdcRaiPJAdfMSRQG98ALE3UqxtQlvJohACl4TThqSn8wRHMQACMpZCvyUHw+FCtr3G4K62JpRjugpKapdyaTozWH6AoAnV/lhuxlGCvv/a/UDy+tG1UVYXL76BqKUk/UXsYczDAjLeWWCxGZeg+ju5bCFOwWN6ID9L6v4h9S+LJEjQpYsQKFQMQKcLPGOhBa1zyZukaYmLQ9r6oh05j9HeleWfsfJglErdeRi2rRDt8Mi1vBkC03ATNhePIcRJ37+I8fhRYP9QsV7I1e0sNY+ju7sbr9aaFMaxVArrQSjNLtofUSpvbXTLcCs/SNM0Oudlu8iFmUsv9r9ZCIdUzs12sN3Fu/+PkGDj5arLC0uLdWRJLXhBXhglTjxfllJWSm5dmLKftMhHlVbawmW0eQ9l/wBY35kiMkHsS96OHgI0l/+eTtbw2QohNiYSdDkl70MVMPB4nkUjsmLNgp9j1MDNd12lvbycYDKZVDdvu2GQr6X5sbIzz589TU1PD0NDQtpalnJ+fp7m52a7utZ0JbouLizQ3J8tOHj9+fFuEDCyX2quurubUqVMrDMhGSjdb+6ZWQOl59++jaCCEgqIJjISJ6hYkvOU4Z8fxPvkkRn/SG8PsNK43JKuBmUu5GYmXvoXi9SLMu0nvS22yspk52L2iUlgq6qElIZMlJE05u5zkJkwFVGGfT0wMox3ICAU4YOXWnAGjO7n9kmhQlIx7s/8sGBogbG9JqvCwBIrz7utQWkV9fT3CNIlEa3De/i4J1cmiM4Sh60uFBI7hbPsOyr5lTxAHzmC+/g2Uq+mlEM3B7mTOy/6zWXNfzIojcO8OWopg0ZtfQjn7xrR8GEh6Z8zhb6GcXT6vnuKd0UdGmK8/wvb8KleSGcag67odxtDb20skEqGkpMQ2iMXFxWkGbbMFAB40g/Ggs5FKm9spZqzu6ocPH6akpIQ7d+5s27lS2aqYCQaDtLS0UFFRwblz51Z9ZvLlAVqLtWyPaZrE43GKzicbjE6+OoVyYB/+R6oJtY0w27ksbMJ3Z9FnnFAlcs6lyXW7NY/RPEbZ5dUbEJZdWn5vciJK8YmDzDWPEe4LYKTkNWqr/ExXS/6HrXl3Ukn12mhjYyi/1LDqvrmyVkhaT08PsVhsSyFphSRmrPy2jdimUCgEID0z+WRubo7W1la8Xi9NTU1pk/vtjE0Oh8O0trYihEhbOVqv0/JWsIzTkSNHOHLkCM3Nzds2kE9OTtLW1sbBgweZm5vblgcztes0wJEjR7YcdpG5/+SXv4+m6jicOqapoSoGTq9A87kQc9NMNDZQ851/AI8H5eJlXEryfiZuvrx0jb3gKsJx8RoA5qBIq2ympeTQqI0peSSZ19WQPaTMEjrKkngxh7rAXYQ5sCRUtFVEnNV0c7QTY2wE7bG32W+ZloBICQlDIc3bw/4zmGP/C3zJXBRFVfH5fJi1RxCRCFWRIKLyGJFIBDHUjXBU4Oy8BYdO4PV60TQN4S7CTMl7UQ6ewXj1fyGcfrQUj5Ax0GOHqamNJ23RBknvTGL0H9KKIljeGb3vLriXvRKp3pnE3V4MrSjt+07c7cu7d2YtHA4H1dXVdm5cJBKxDeLIyAimadoV0ioqKjaVZBkOh/Ne0EOyu1iVNrfLTqRWm7x06RJVVVUEAoEdzdNZq0nnalg92e7cuZNTueid8sxkO340GuXWrVuMjU2gqiper5dYLM6+68kKZf5HDhCJuPA/khwbwhE3SnyKwM0g8YFZio5X2d6ctYIQyrI0zcwkl1ya9Zhb8s4oCrjPNBKNufCcSQqd4Auv4z1abW+TGZq2WQ/OZt5TB4KE/q4Fc2lMrP25/FRJy3dI2mY9SLuB9ZxuxDYtLi4CPHC2aVfEjBCCwcFBenp67Ml95sC3XWJmcnKS27dvU1dXx6lTp9J+BNtRltIwDLtPjmWctutcQgh6e3sZGBjg3Llz1NfXc+PGjbyfR9d1uzzoY489xssvv5y/Tsspx5n+6+/jdCe9Mg5XgljMg9Nh4q6rRtEM6qIGpttP5MQx1DvtRExwNLfiXQyjPvFGlNF7UL7UODMlfCr133rfXcTkKKph5cqMotYdtEs4qyljhHd6kFj9MVILhGc2h1TOLXlthjsxxoaTPW6szzbUbfd1ATB1Fdw+W/xYgkqxPDlLgsYYG0nz9pgDPcky0Ev/ThUZkapGPNMD+EtKKC4pQUSDRKuOIoY6SfR3M+SvpCI0TaLuHP7gKNzrRjuydN6aBoSxPIhbuS/m7HSaN8pY8s4Y9+4gKg+neVzSvDPn37AUQnaMTPRTV/B2d8OBAziOHEe/lyzTGu+5B4DnrSt22Va8Xi9er5d9+/YhhCAUChEIBJiamqK3txchhN3rpby8PKdiAFutGCPZmzgcjm0JgQ6FQrS0tNhNMK2crp0uOrBR22QYht2T7erVq5SXl6+7j6Io29YHJvUcmXbJ8hxVVVVx6JCbRCJBJBJhIR5iaGgYl8uF0atT+3hNWo6H0ViCu6qShO7D/0gy/2fyf/bg219kC5tw7ywJ3UHNY+k5OHnz0lxa3UujHM0+MVUP7LeFDUDs/sKysLkXQNc1yi7t27QnZqOkzvLu/fZfUXT+kP13PsRNPkLSCskzY40LG7leK/y5UD5jruyaZ2ZxcXHNgS/fBsM0Te7evcvQ0BBnz55l376VA0O+jUY4HKalpcUuhZzaJyffYsbKxVlcXOSJJ56wJ1FWdbB8YYWvud1url27Zk/q8nGOVEHb/JP/Fa/DQFEgobswhY7TY6IVuTGD02iVFagaqNXVFM/MIeYXUerrMIwEkZJK5sZGKZ2fxzzYiHdxEddMALW8MileJkZR6w8mvQdgN9UEMFFQDiW9FeZgN6apwZKwcQZmUHBiBCdWNMnM9OiYpgrVjSgHT2EOLHlwsowdaeKn9fso5emhb6ahotQ02KLF3m9JFInhLlvIKAdPI2ZmiFY14h3oQVEFKMkyipy4jGeoC7+IoXs8xEyTCVcZ/uAo8fFxSucmcTicKEK1xQokBZfQl4sBWMLJuJe8J9nyYeI3XkE9/4YVn1U7fJLYay/z/7P351GSZXd9L/o58zkx55xZmVlZlZU1V7equ+nuqm6pJUACS3jJPFsCGxuZa5bh2oYFembpLYQFGAvu8hJYmIt598mWJYGNZWhjDNhgJLo1tLqrp6qsecjKeR4iImM8ccb9/jgZkZFTVVZWVauB/q5VqzIjTsQ+ERlx9v7u7/f3/cktbdHnZYedW2n/sW1vf6sgSRLJZJJkMsnAwABBEPDKK6+gaVojAjqRSDQmxHQ6ve3O2Ds1M3/5sBt1+WGQi3rq1/79+7e0IniYjoHtcC9zU7Va5cKFC6iqytmzZ+8pVOOtJjN1d8SRI0fo6+vjwp9ewjRNTNPES/q07W/Ftm1WwhWWlpcQocCyLFzH3b6PS2tLg9gA2DUdcFl6bZnyrULDpuYuVuj98NYNnc24L5Vm7fSaAwI2o3BhjvR3rUfzO46OeXwfqxfGscdyxA51UBieI31669poL8EAm0mQYP2aX7m80eJWuTzFYtPvD0q12Y0lrd64s62tjUQiQRiGD70e7kFhL2SmXC4Tj8fv20nzdsO3Lc3s5MmTd7yQPcgJo1arcfHiRTzPayRtPewx6wpQT08Px44d2/Jhe5Bkpt6gMpFIbCnAf5ATxvLyMhcvXqSvr48jR440XtO91MXcDfXnUYMSqNGXTVF8vNBETRgobTHC1Szm4aGIjAgQq1nknn70w4cIxm8RP3mSdChw35jDm58jLOaxhaDcnSJmWcT8AGXgKJIUKRt161k4uZEwwHrtTDh5AyfVhd95ELM4TzA3g9S1H5qtWptUmvpjpf7jBJdeiq7j/sZI4wb6TxDO/zlSQmbzsrhOXOqkaPN9/vDL0Xu2Nqc0dhNnZ1CeWo+ElvYfJzj3FbSnvod2osnF7+4mmLiG7/nMK62RJF9eQbtxBf3wGmFKdDbUlzrCfBb50fc0ft9QDzP9YkONUhoF/tFkHvpq1JSzXEYC3JFR9MOHUAcPU3vlNZTTzwBQ+qOvkPzwWyzP7IA6Uenv7yedTuO6bmNCrEdAb+5kDfenzDiOw8///M9vaEr26U9/mg984O7vyVe/+lV++Zd/mcuXL+P7PkeOHOEnf/In+eEf/uE9ncs72IgHOU/U2wEsLCxsm/pVH+9hLvo3Y7dzU30+6O3t5ejRo/e80/ugN9o2oz4vNTelrtflXvi1S1uOVxSFRCKBHavS2d+B67osnFtEO6JSq9VYWV5B2CFVu7qFtC2/tkTH0+t/u1pt3aa29Kc3WX51CYDyrSzJo63R8U9t/VvvBndTae5033Ywjx9sEBuAwvAE9miOIKhHQpdIPHKnZ9gZm4lO8/K5WZVpRuXyFGOXpxr3Vy5PMfgrf29vJ7AJd7KkTU5OIsty43NQq9UeSC++h4m6/fleiMlf1U22ty39VBQFz/Pu+3lWVla4dOkSHR0dnDhx4o7ewgexA9Zs9dpJAaqP9SAmqLm5Oa5evcrBgwc5dOjQlg/1g5gwhBCMj48zOjrKiRMn6O3dGMX1oMhM/dwvf/gz6IaHovkoakAQyCimjORUEKs2sWefwH7x68gxC/PpJ/HHRIPIBNk8QowS5rMYTz6LQdQThYGDYNswNcJ8shVpaorW8gqqqqFvUw/RbEWrw+7oQyMiBUJIDQUhGL9OuDCLFCgbanI2vLZUB9LAMcTU9SiwoLCC8q6N6oXUOYC0/xjBeF3J2fieSv3H8V/9CurTGxe0UlOQQSMhMJDBiG9JGMOINW6TkNA0HalcRQklBo4O4NQc7ESSYPY2leE3URQFv/sw8ew8yprtIvTlDb1jNtTD3L6NaDu4oQamDvfWKGGiE/fmGGJfB7XuHhKVqBjRuTlG4ClbiNzbBc1Flrqu09XVRVdXV6M2pk5uJiYm+MIXvsDq6iq+71MoFPY03o/8yI/w/PPP89M//dMcPnyYL37xi3zoQx/ixRdf5N3v3qp61fFHf/RHfP/3fz9nz57lF3/xF5Ekid/7vd/jYx/7GCsrK3z84x/f0/n8dcLdrmeKojwQ10Czcn+nhskPo5HlnXC3uam5XvJOc9zd8CA3wXZ6/jAMeeONNxobmbuuE5BAN3RM06SzpyOqoxsNGz3bwiAkrIQYRYOYFdug26y8trTxqdrWFZyI5HRSvjTN8mtLkYKzRhrKNwsNZeZuxf87nnQTCndTaXYgPU5Np+VvPrl+7MIlCsP1mpslrEPbk7A7qTSVK1ORerTLRfdmorP4X6LGnZU1kvMwLWk3btygVCrxyiuvEIvFGrWTLS0tb1njzt3iXov/ISIzsVjsHWXmQWE3qTG2be/5+ZtJxW77q9zvDpjruly8eBHbtjdYvXYa636I091y/Ou43wmjnja3urq6Y7zzg5yUCv/8K1hygCQH+L5CKGR8JU5SWSX1wefwb49Quz4ORhzz6ScatRbOzTHE4hxqX+9aDcbG81FVlWQySRCPkxzYj+M4hNUc+WQrzhqx0TQNuWZjGGte9QPrdjNYi2iW2NiTBRChjPLU9xBO3SAYv0W4MI125rsb94cbUr7WVJZXv9JoLFk/pk6OpP3HEVPX8Wdn0c68f8PrkDoHNjyu+XmD8euIRMt6Y7qTzyGmbjTISzB+EynTjgg2xihL6XZEEBU2m5aJaZmEpST+9CzOI2cJbJtFI0n8/BsEvftJOA5SrI1wZAT98LpaE9n2JNShw/i3Rxq3K4OHqZ17Fbm1De3wEN7I7Q1+dHdkFJAIk53UboxjHosa5b6d1Jmd+sw0R0DXJ0RJknj++ecBOHv2LIODg3zgAx9oEJO74bXXXuPLX/4yn/nMZ/iZn/kZAD72sY9x6tQpPvGJT/Dyyy/v+Njf/M3fpKenhxdeeKFR6PrjP/7jHDt2jC9+8YvvkJkHgAeRtLm4uMjly5fZt2/ftsp9M+qLlbcDmdnJzvygx3kQqFar1Go1MpkMjz/++LbWISEEy6+t3LXXjISEqij0vnc/AoHneSxOLWJXbfK5PH7BR1mJwgSEEHQ+fWfVJfFoPyuvL9L90Ucbt9VqOsuvryk4IwX8NZLT/mTXjs9TuDBH5vEeipPbJ5PtRFjuCS1tmMejDUzH0QCvidxkCQJlW2vaZvj7U9s2SK40qTC7RTO5eVCqTd2SVicw3d3djU2qW7dubbCk1RMvv92E4J3+Z+t4Wysze50wHMfh0qVLuyIVzbgfZWZ1dZXh4WHS6TTPPPPMXT2XsizvWXmq5/jXd5vuJBnez4Sx2Q+9UwrIg1RmVL+GZEAQqihqQChkDLVCrf04+iuvo7S3IMshtEW1Vt7UPGrfPiRZIPX0ow4ewh+7hTYULRqD8ZuIUMIbuU24MI0UsxDhKFI+i+pU6dDjCBEiCkXcTBu1a1fw7AqqIkHVQ9U05HIO9bFnYGnpTqe/HuccSo0AgTrpkJrITzhxM7KoQeO4zdfEMFCQjPgG4hKM32qQqGD8BsrBIwTjtxoESdp/HPP6myiqBGvyuLz/GOEaoZHWUtFk1glavfZFPnAUf/Rmw0oW+gqYceKJBPG1C5/nlQnHb+NYMbKxDKn8CmJ5GcuyMPcP4b30TbRn10lcszoTlB2Ux5pqYSZmkLraUYeGqJ17HaW1FePoIM5aAMDbCWEY7cjuZgdMlmWee+45BgYG+NKXvsTS0hIvvfQSX/3qV3e9m//888+jKAo/9mM/1rjNNE1+9Ed/lE9+8pNMT0/T37/9DmixWKSlpWXDd1VV1UbwyDu4f9zP3BSGIbdu3WJmZoZTp07R3d29q/HgreltAzvPGfW+N/F4fE/9xDbjYSoz8/PzXLt2DUVReNe73rXrRWfdDrYFUvOPEqvnV+l/LvoOhiJkYXYeJIlcPk9ttUIwHxCLxbCvVe9p5zzxaLTpWnN0Eo9EhGjiP18keaSV7OtRVUnpVmGLlWzbmp4m3FGlGZ69433p0xudGObxA4375L5ezOO9kTVtLEuwFiCjKFs/P3eqk9wJdyI69bqbBrG5MkXiVD+df29n5Xo3qG8aNFvSgA1NmOuWtObEy2+HJW2vLQPesZm9hdjr7lcul+PixYu0tLTw2GOP3dPFfy+TlBCC6elpbt68ydDQEAcOHNjVhXOvJGN1dZULFy7Q0tLCE088cdfXt9eamWw2y/Dw8I41P5vHeBCTUvEn/xjTcCNrWSgThhJeaCBCaElVCHIy1pFD+LdHEEKi+sobKD19aEOD+GMj6PWF85rVDEAszKHs620UtKtrJAdxC/VQFNkcjN9E6h4gMXgk2nW7fZ1qRw+2bePUHDptF3HlInoQYBSzBPEE8lpcfrPqAuu9VuoEw3vzW4haFW1gY1F7s7LjvfJVJMtC3XTNlh9995otbasSIw8cIxjfaoUTCJTlLJxdj3uW9x/De+WrqH29Gx7vj0V9ZWhKWGuujVHe9W6827fQhqJ6F+3QCZy5F0k88SRxIXC6uvDHRlhta0W7dgNTUrGHr6AfPYRxaIhg9DYA7q0xMGM4N8cwjg6iHR7CuXxlPZ61WkN+fJs6orcJ6teEe5k0qtUq8XicTCbDhz/8YT784Q/v+rEXLlzgyJEjpFKpDbc/9dRTAAwPD+9IZt73vvfxr//1v+ZTn/oU//Af/kMkSeJ3f/d3eeONN/i93/u9XZ/DX2fsxma2l7nJtm0uXrxIEAR33YTafD4PMw56M7abm+5mZ35Q49wvhBCNoJ8jR44wNja27blOf3OFUIT0Pdu25b7OM3dWaTYj+3qk6td75C1Nz2PFY9i2TblURj9msLKy0lBttsPKa0u071BDo+3vJvFopM6svL6INtDdIDblkVX8QMZfdSgvLdL25M6RyXdSae61zqbxnGtExzx+ANfRsNaS03J/8jrWYEeDKPkrJUglkNgdQbkTWr77NwBo/RtLUIveF29xiJbTV1gd/hmW/stLVK5MET8VjXGv5GYnBXSzJa1UKpHNZpmbm+PmzZv31IT5QWEvZKZarb6jzDxI7MZmdi++5Oa6jqNHj9Lf33/PF9x7tZk1R1I+8cQT99SheS8X8unpaW7cuMHhw4cZGBjYNWm6F6JRj80eGRnh2LFjOy6amnG3yb/ZUrQTJv/jG0iSQCAhkNA0H6GoGNgExAhzWRLveZzqX3wTOWaitLc0dvP9sRH8lTwiHIsK0xVQDx3GH72F1N2PMjjUUCB2Qt1yFY7fQlGURgKKP3YT99QZarZNqVwi6YZoiox27XKU/rU8h/7sd214rmaiQrodOSMa42+ugwGQu/aDJNYjj8fXz7VuOXO++eIGMgKRehKurqA1zQsikAk1E39sBHWwydJkxPEdbcMXPszmEXYVdY3M1JPK6ilvdXi3b6MNDeHdvg1GvFG0b1oWgWVhVW3CdBr70CnC0VGWlpYQQpCplNGuXENRNLQnzq7ZydbOE4E2u4iTKyP0OLXrE5jHD2AcHaR2Y+xtZTXbS5Z/uVzesy95fn6enp6tqUb12+oR0dvhU5/6FOPj4/zyL/8yn/70p4FoEv5v/+2/8bf+1t+653N5B1uxl6TN5eVlLl26RFdXF8ePH7+nz5IkSQ/dktWMZodC3c48NzfH6dOnG32ZHgQedJrZZgtcGIaMjo5uOe5bv3Kd1ie7WXltjtlvZclfK+L50fd09VoRL5DpfbaNpVeXG/YzKWojvOPYzcX/sqKQSqVIpVLIaYlkZ4pqtcriuXnkQwpzc3NYlhV9hgSbS11Yef3ODoBm25mzpuBkJ0OKr+cRTZlgzkKV9GNbH3+3Wpod77uDglPcdJ/atw/rRG/jPhHISONlKiuLuJORNS21SfGpo5notL73ZZLv/w0kxQch6PihEISCUlMgFAg/S2C3YrSOEFSg/amI6FSufH/jOZrJzW6IzW7snLIsk06nSafTjZS01dXVt9ySthcy804AwFuMe9n9cl2Xy5cvUy6Xd6zreNBj1iOKNU2750hKuDcyE4Yh165dY2lpqZHGslvcy4Sxl34B9THuV5lZ+vK3MIwAJIHnqgSaglPRSKdKuJ37QYxTuz4BZgzr7OPRwhpwbo4TzkdWM21oCH9UoB1Zj8GsqwqwrsoEY7dQD9WtWxuVFWBDh3tJkojFY8TiMbT5SWTTIOw9SNG2UecnsZCpXb6IpqlouoIkb71g1clNOHkDf2YOubu/UTzfsHkNHCOcvEEwdoswn0V9bL3AUdp/HFbyG4ruG6/p9LP4YzcbZEwIqA09Rjy30CA0/tgtpEwbItyovJBuRyTkBlmBiNC433yxYRdTB4/gNxFB9bFn8EY31sO4r7+KvJbi5cXjxGo+HOjDzmQILl+hYppUp6dJVqt4l28SOzGE39uLMj0DgP7kGZwb29vLqtcmSe5e1HgoqPuS36rEGNu2t7V01q8xd6olNAyDI0eO8JGPfIS//bf/NkEQ8LnPfY5/8A/+AV/5ylc4c+bMns7pHazjXuaJ5trN7cJTHsaY94v63FRPAfV9/96K5+9hnAdlMyuXy1y4cIFYLNawwJVKpTs+f8sTXUhA1VFpeSKaU6s1FfCbSE50xc1eLmGk795banPxfz0a3zRNwqRPS38U/5x7cxnP85mamsKyLDzXJfADFDVamHY8efeks7o6U4fS10nikUgZyb6xSPv3nCD7RhSPXL4VKTgA7mKZnu/bPqgG7qzgbLac7fpx3/koqxMTtO7rJfBNwKM4PIs9toQ12ElxeJaDP/EHdH94nFAHNB8hhyALEFI0sXkyWtYidC18pw2Rr6F3VVDNGYKKhqRH75m7PMT+/9eXUeIGS8M/teE8dqPa7KU2TdO0DU2Ym0NhHqYlba8BAO8oM28hdmszq9eqpFIpnnnmmfvy8e6WYNSLNzdHFD+MsWzbZnh4GIiKiZt71ex2nN28j7VajQsXLjTGudd+AfczKZ377t9CVaLmmACyFj2XFXOwu0+SsW+gDnQjSSHKWq2MO7WAvr+HMJdF3rdmNWtaZPuj6wvwYOwW/soqYRjt0oXz84gw+puFC3Mo+/oa5Eis5lEG1x43vlnNkQh6D5BOp0ilU/jVVbyeR3CrNgXbpm38Ck66HdJ5LMtCnZtshAjAWs+Yrv6181snFfU46Drp8Wf/YsP9ERlp3/C4zepJoyZm7TzrDSzrAQnywPG117RRedlMVrzbt8FcV1/qcF57DblJeWy+P6g4BDEdAxoKjm4Y6IZBVbaIGe1Y7e3Y8Tj++CQrU1MoikJ6IYffbyCvfXbq6gxA7cY4YSijHDrCyu9/g/aPrjftfKuxlyLL+8nyjzqSO1tur9Vqjft3wk/8xE9w7tw5zp8/3zjnH/iBH+DkyZP81E/9FK+++uo9n89fN+zGNbCbekfHcbh48SKO4zyQYvm3ksyUy2XGxsZoa2vj5MmTDyXF6UEpM/WI6P7+fo4cObIegLKLeWn2W1n63r1xc7DliUj5qNbWSc7SSpW293Qy+/IKECk4dXJQJz37no2u0R1P7axe1YNonHiVtic7cB2Xql2l7BSZmp5C13WE7WPXapiGQe6NO6s0bXchPYlH+sm+sYA20E3ikeh1LdwaJvvGAgCVkSxaUicIFmn7jo1BA3erpdkJm1WaOoSAypUFZFnm4P/5B2iZGTCcaBUqCUJFEAopmpulEIRAciWEkKGUhpsJgriJkshhKJOESRN7Mtr0s9pewrRmCD0LOS0IKuBkD5Pu/1/M/empHc91O3IjhLjvoI26Ja23t7dhScvlcszPzz9QS9pe56a/is2c39Y2sztdvJvtUPdSq3I/Y9Ybb05PT++6eHMn7IbMZLNZLl68SGdn5z1bE+rYzYSRz+e5cOECHR0dnDx58p6/HPdLZlTFQ9ejKOZQKMiEOI6GElcwSkuQiGEcHcS9dRshJCovnwczhnb4EN5tgXFksPFcoZBxbo5Fak3vvigOOFfAeDrakfZHR5B7IusZRCq/crCJNLS0NYhNODeHvK+PsEm5qCMYv4UkSY3O8QBerYTc2QdTI1R8D0kSeEtLxKwY5tox9R4z4cRNnNdeQ23PbHhef2wE7cwHIiLSXL9yYP1xdTJSJ0F14uJNzVEZOkF87WugHDiK+9ILKH3rO2bNMcob6naaXqPy2DNbCE9t+muoawX82qHDDXXGvTWGsq+PYNPazr05ihASSlsLvrf+PrnZPPFaQCFj4ismpWUPR5/CaoljLuZQfB/j6CDll86jtO3etvkwsVdf8l6VmZ6eHmZnty4I5uejTuI7ReG6rsvnP/95PvGJT2z4Dmuaxgc/+EF+8zd/E9d1G41u38HesJukzfq1u62tbcckrXsd860gM/XeG0tLSxw7doz9+/c/tMSm+1VmhBCMjY0xNjbGqVOntlgz7zQvbfeKZr+VvduAtDzRzdzLKwz+8Pq103YiNWfuWysUrhfx19Sc1eurZI7v7BKRJAnDNChdKpBMJmnZ3xapNuEyy0tLhEIgVQJan2jH87w7btT6Iw4kdr6/mahoAz0NYuM6Gm1PdlO+PE32jUUqI/lGEb+7VKb7QzvXMt5JpWm2kB3+4d/G6luiXwpRLD9SW4BQBZDAUwgtH0IJAgFGdIwoaFCwkC0HLVclsHzs/HsgD7p0Bb2zQqrrRdxqH34+TW3hEYzMCGGlhizATETz+IEPXWF56hPbnmflysYanfGf+120jEz5Wom2/+P92z7mXtFsSTt48OAGS9rIyAi1Wm3PlrS9zk33s3Z9u+Jtq8zc6eLteV4jLvhe7FB3gyzLO3qhmxPEzpw5c98y3Z122vZSt3Knce40YUxNTXHz5k2OHDmy54nrfsjMq+//TXQtwPNVAiGjaAEiBMN0UVIpMgdMrBPHKH3zPLIcora3oLa1YKzVVMDaLn4uh6yEyG2tgEDu6UMdOoR/+zZy68adt/qi3R+7hdbUCBLW08f80ZGo3ubgYYLxWzjf+Boi1YI6PQNrNsbmovxg7BbaoeNoACcfxxu9RZhbRl1apNjaxvLKMplSiTCXi9K/Bo4gBbcJfAi2IUt1guK+cW6DIiIfOIr7xjmEbWM0qz6eAkYMY2EeDq0/l9TTT+DKG+xpwUoeYdvoa2Smrs7spL64I7eR9/Xh3hpFP3Jow/0gIR88SnDr9nqBf72+Zu098m+NNSKXo+cbRZ/NEZw6RWohj9LdjW3beK7L7MwMqqqSKFXxTz6C+RbF0d4Jb3VizOnTp3nxxRcpFosbQgDqqsrp06e3fVw2m8X3/W2vK57nEYbhW9pJ/q8q7jQ3NS+w91q7udOYD7tmxvd9rl69SrlcZt++fQwMDDzU8e5n3mhuGfD0009vCcvYzfNv91fZrNKsHyttWzEzt6bUtDwRLQ5rjkrmiUihiUiOx/zLK+Qnakh2raHmFG4UNxT8139OJBLU4lXa93fiui4rU/NUKhWy2SxizCd9upVqdWvTzugc7l7PlH1jcdvbE4/0k3tjAW3/OtFZ/IMsubqCczuLmtQJggVan9i4EG5WYg6855Mo35cHISGQEVoAMhBIKGb0P75EaEoQyuALQsuDqoXIatBZAxskxQFVICka9oX3EXAFozVPqvVF7FwnQdUn9+YJ0kcWCSs1JCFhxm+DJ2G1LBOGcSpLUadPb6lAz+BvUiscZubrGxtbAw1Vpo56je/4z/3uhvvvNyWtjjtZ0qamInJVJzZ3s6S9UzOzjrctmanbzDYXjxeLRYaHh7Esi2efffaB7jIqirKtvSOfzzM8PExra+uuEsR2g51IRn1CyeVyPPnkk2QymfsaZydlprkO517DC7YbY7vX4rouN27cQNM02tvbo4LIpoXpt973/2vYyxQ1xPF1LM0GCTQ1oBbrwluaRIgJAOLPPoG3VkRuX58gnJ1B2x/txiltLehHo4W2d3tkw6K73n1+szWrGf42AQENVeTgEUQoYSdSmKaFd/s24dwcYSBvISGN9wQJ/TvejTJ+E7NaJcyv4B17lKpdZXl5GREKMuUKDAxhLc/g3b69JRxAOXAUf+YFSG1sJill2pEyG9UUAO3xZ+DSm8jT03DixIbaFm/kduN9kFraESl5g1Wsob48fqzx2pvfL+XAUcLbtxuERjt0mOoL32y8/9qRIbxbtxvHOxOLCCNO7CAYRwZxbq3XxLgTC9CWaqQ0haPzZE4cwEnkiFcFruvgt7dTvTjOUk8cwzBY/dz/oPPvfue3Jdv/rfYlf+QjH+FXf/VX+dznPtfoM+M4Dl/4whd4+umnG5sbU1NTVKtVjh2L/madnZ1kMhn++3//7/zSL/1S49pYLpf54z/+Y44dO3bPNtV3sBU7WaBd120UoN9P7eZ2eNg2s+Ya0J6enrdEvdtrqIFt25w/fx5VVXnmmWd2PNft5qVv/cr1XY0x+60svdsknW2Hfc/sHHueWVv42+4K+5450Li9PFthoW5Zu75uWavNlzn4t6PjDD1q2tne00UYhizOzTWadno3bVRVRSua0Xe66XVm31i8Y2+azXayne7T9neTeCQ6f9fVaP2OSMHJvblAZSTPsY98icT+KcQHQFJAqCDk6FSECigBBBJCkkAFby6JHErIPSVYykAyT5ggkmhkD/qqoEiExQyyJyAbwyq5GC3nsPMJSkvPEUvdQlHBal1BkWcI8mC2LxF4FvmbAxjdKUojnbQevUm69RvY2Tb0DoCIEHQeP0dF+YFtX3tdpWleczYTnfGf+90Nvz8ocnM/lrQwDO95PfpOzcwDxm5sZrCerS+EYGZmhhs3bjA4OMjg4OADX9Rs3v1qVkjuR7nYDttdyKvVKufPn0fTNJ555pkd+7rc6zibL+i1Wo3h4WHCMNxTHc5mbDdplEolzp8/TywWIwxDLl++jBCClpYW2traaGtrQ5Z8dN3DD2QkQkzdJgxAkiUW3QH25a6jHo16yKjta31llldR1n5WenvRDx9sqAAQEZk7oVmV2YxGjcrmepRNv4tQQnv2uwjGb+Hdvk0wO4PWv2/b4+u2siCbQ1+YJz40hBDgjtzA7h/ErlTIyRaZ4grGagGeOrtBjZC7+9de1+0tikd9/GZCU+3owSjmouMkkAfWxh8bwRu53diO3ExW3JHbYMY2qC/qocPY515t1Ck1jw/R++85Cs2f0ro6o/btI/A2Xl7q6ozS20s576BJEsaxgzg3xgEwjg3i3BhD0zSsYydQrk3S1hdFZDfXju121+pBYS++5PuJv3z66af56Ec/ys/+7M+ytLTE0NAQX/rSl5iYmODzn/9847iPfexjfP3rX2989xRF4Wd+5mf4F//iX3DmzBk+9rGPEQQBn//855mZmeE//af/tKfz+euGvSRt5vN5Ll682Ogzdr89WLYb82EpM0tLS1y6dIne3l6OHj3KzZs335LktL3UzORyOS5cuLDrlgGwuzTNO6GuvnAXFWn+5ZVG3cydsPDKCv0fXt9sqzkamcejxy2+sszCK9F4hUkbXQvwg2UAnEWPnmf7okafc/OYJ+KN3ieC6DOYSCR2rXbVVZe73dc18Eccf+7PUDQf/oaPEBKSJhAygAShRICMJEJwQEgyBIKw3AqthegYR0PLlAljIGoGxG1CEyib+Nk+lM5pKCmoToAIHYJaDPf6c7iAlbxFPDaD6t0GT45qNOMWihqjag9RvHCAjhPX6Bi6gL3agWx51JYTECSRZIEnn8QrRK8l3jpLpbDzexI/tZ+VycltVbtmVK5MsfTllxq/d/7dB0NsNlvSfN9vqDbbWdJ837/njYd3opnfYjSTGYBr166xsrJyz2le94Lm3a+6jJ3P5x+olW27sWC9iLE+oTwoa83mCaPep6a1tZVTp049kMLOzWSmPjkODAywf//+xmTSnMs+8gN/gmkIglBC1z1s18SyAhQ9REImJlZR0gnMYwejXX0B5W9eAGRiRwZxb4024nuBhirjTi6g9e/DuTFOMDuD2t8b1dBkc1CrIoLoMhXMz6P29uLeGiXI5ZBkQRisxXiu5tCfenrDa1QPHYbFTekxazYzEUqEAYRrC31J2piI5o+OILe0oxw8jHd7rZmmopDOZEhnMoRhiHPTxmvR8W9cpxKG+L19JHMrqIeOoWs6wcStDUSm/n8wfgvn1dfQnoh65ggBQd9BePM1tP1NtTKDhwnGNtbaqIcO446s9+fRnji7gawAhBUHkdA3KEPurdFGWEMz6upM7cY46qEjBDfG1iOX19QZ+9pE4zy3W2DUxhfBjKGuzfXuzXmSp/aTTKU49u5333HXqqWl5aEUKn87GpP99m//Np/61Kf4nd/5HfL5PI8++ih/8id/wnPP3TkI4ed+7uc4ePAg//bf/lv+5b/8lziOw6OPPsrzzz/P3/k7f2fP5/MO1tFsM2ve8LqXyPz7GfNBoTlp7eTJk41arDvZrR8k7qVmRgjB1NQUt27duqeWAfXHbvc32a74fyek3xVt2TSIzV0wv8vj6sSlGZnHIzXEcZfpPrtuHZv9o1EWzkXEpnijTBoNCRVpXiAloteby+VwChX8eRHVKN6o0Hlm55Sxtic3WsZOnf1JJNmD5wIkWSDMsJFILRRABuEooIWENROQIFFFEgF4GqEmQAWpJiNbRYQrCFYiC6DU4UFFh0KMsK0CZQOlJqGaE/iGR1hpxdNBVqqofhUz8Tpe0EKw6hPELRAytj2Es1ikZWAZzVyhJf11Kn47frUdwg6E4+Brj1L/+CaUb2JaX8cuRDa+0A3IpL7CavEDGwr/m7Hd52WnY+sY/xebVJsHRG5UVd1gSbNtu9G4c2pqiiAIiMcj90JLS8uuNqbfsZm9xahHoRYKBW7evImu6zzzzDMPdSe2vvtVj3k0TfOBW9nqqCszQghGR0cZHx/fMKE8yHHqE8bMzAzXr19/YIEJddTJTHOvn0ceeYTu7m48zyMIAiRJamTvj/7IOSwlQJJCZFkQBAq66jLvtLNPXcJ2dNRYSPp976L4jWFkOUTryKC0t2CtpV3VYV+fIJhdIFxLJ1N6+9AOrwcCaENr1jNxG/3Ik9HPt0eimpq12hIh1i1YAO7rOdxbEbEJZmeRYlZjca3OTkGTYlZXN+oEIxi/hTc1t4HMQEQm6se5r78KkkBZ42KyLKNqGubRk9H4t6/j53L4fsDy3DyyLGElWkjkFmFhZUOtjnLwCN7S64iGZUxEZGpfP74r0fzJDQOZYG5mQ60NgH3u9Q3qi3vrNvqRQ7g3R1H29RI2raE2qEODR1AA58YoxrH199yZXEA9dKShtGyGeugw5C4Tji7AYymMYwexr0XpZWp/L24t2tWOnRigem2y8bjcf3uJ9o8+t20hZT3bP5PJNMhNIpF4IJ/xvfqS7ycxxjRNPvOZz/CZz3xmx2O+9rWvbXv7D/3QD/FDP/RDex77HdwZdZtZvXazUCg8lA2vZjxom1ndEletVrckrSmKguu6D2ysnbBbZabZEn2vLQOADYRp7OvLjZ+bFz+7ITb1Z+m9g62sGT3P7I4ode/i+RbPLaN2psg8Hi1qHVclvfZz4XfzYMn4IyGabGDPVPD0ANvPI4RDbS3+ORipoa4phj37/phHfvx/IykycqwSvbj3ClBACBnhywg1AEcDKQArRIQqoa0jxWpE84yPMHz8UhtSRUFuXUXyQsjHCEMLz/CRyxKyoSD1ZRGuBLZATucRsRBvMUmgyMgtAknx0IsV/CAJJPCH04h4tNYrzg/Qsj8iL2bqG1T8dsCgsHIWPbwKQLUUzYlJ82Xi5jdw3CiAwK20EYQWsgqrUx1IkgDKtLf8JvM334PvqRsipQXR56V2fZbkowd29ffbHCKwWbWBB0duLMuit7e3YUmrO3l2m5ImhHjHZvbtgCzLDA8Pc+DAAYaGhh56IXA9peaVV15hYGCAw4cPP9QklyAIOH/+POVy+b6jO3dCvXP09evXmZub47HHHqO9fXcX43sd49KlS+Tz+R0LMuswRQFN9yICIgWAwA4MuvQV/JrMcjHOQGqFlTduooUh8ecew7013nh86c9fRo6bCDGBJEH8/e8BooJ042i0qPZGbm83dAP6GnnZrER4t2+jP7nei0MIGUkKcW+NopUrsJpD/a73bXiM2kRcwkBGf8934Y3s3CRTamlDHTyMN7Jm85I2HqMPHSf4+tcw9/Wxf2A/Ts3BtqtUyx6BlcA+P4x0cADLiiFNzSC3tDZev4iZMDkFa5PW5ohlqWs/7s3RhpKlHjqMN/UN9O/YSHDqZE4ZPEI4MopzcxzjaMS+vKUCQaAQG2QLAl9B6tq4g1VXZwJfIZiZjcbsa0dbKm15vDo0hHtlcsvt26G5kLKewlTftZqYmECW5Q2WtL3aNvdKZrZrfPkO3v7YbTTzyy+/TDwev2PdxoPCg1RmisUiFy5cIJFINHqyNOOtatC5G2Wm2RJ9r5uZ25GZnndHBGD+pWXmLhfx15pWrtR/BlauFDHSGr3PbniyLc8/9/LKHetl6ph/ZXfHLb6yfMf7u85uX+BvDnZgd5dJ9naSP7/KwN+PNsVWz89TvOnyPf/nv8NMFxAfChFCRjbWZAs1jHq4IBAaiEBFuDqyWQUtAFcnFBroDuTiyJKHlPBxcxkUT0dqKSO5IapSQiRVhBHiZVPosQqyVUFDAdOIyE9JxZtNEGpdKJ3LKOM1LM3Ds4AKBCMZQkUBBPn/dZyO40VwwYhN075vhYAOCtmzGMEaeSlHm4PCk4m3L2MGb+KFGZxiBt+PPiOr09H7ZXSlSCVep3NgBjfsW3vXDA589yRL4x0ULsxRHVsmNhj9TAa2j4eIsJm8wNYQgc3HPyxLmiRJdHV10d3dva0lLZVK0draSltbW2N9eT/RzI7j8PM///MbHAOf/vSn+cAH7t7YenZ2lo9//OP8+Z//OWEY8p3f+Z189rOfZXBwm4XEHvC2rJmpL76DIODo0aMcPHhwx2MfFMIwZG5ujmq1yuOPP05n592bVt0ParUavu8jhHgoHus66gVlnuc9lMZn9TFGRkYwDIOzZ8/ecdH44tnPo+vRrKEbHr4vo+ohqqZAKDFbauFI3xLaYBth4GIbCquTk6Rnl5DbMoRXxlD792Edjz4T9UX3dqjXfngjtzcEAmxGsyqzHeoNNsXwMMIwG2PKys4TvjJ4hGDsFu7kPEpvb8OmtaHmZM365U7NE3vfezc+fl8/IPBGxjCPHMK0TLxsHgYGcW/dwJ+cZrElTaxQIOgbwLIs9IU5zIUlpJiJcjBSTbzRkQ2Epq6s1AmNe2sUpbe3UetSP6by1W+iD6wV9x8+1AheAJBbWxH++qVDP3II58YoIlz/TlevThA7eWCLOhN2HojeSxEpSNWrk8RODuAuFiJlZu1PUb48RWKtE3T1yhSxU/spXZyh/aPbv9+SJDUKKfv6+gjDkGKxSC6XY3Z2luvXrxOPxzfsWu2WoOwlAKBarT6U79o7+PZCCMHS0hK+73Pw4MGHUru5HR5Uzczs7CzXrl27Y93pW0Vm7qbMFAoFzp8/v+deN5vJzFf/1Xrxf/e7O6gEgs5n2kACO5Cin4l+jqmCyZeyrEzYUHaxigpFLaQ0UsNfu85pTXur92Mra0b32bXamXM7E5vFc8t0ndlKbJ567F8QngyxUiUkzUU8JSHpASAhkJD0EEkIRKBEZAUJzzZRLI+goCI5GkqLjV+1ELUUqlpAyriEVR1JF4ikCyEYsRLCDBGKjJNLYbghUqaKmIqhygYi5iGqOsFSDF9pR+1YRixI6PEyYdsYCJXAsRBCBalEOGfh1FLE0hVk1Wbf8WtUS50UlgaAHhLxURQrACsiL1ZbmZj0Eo6/D9+BfO47iRmjBGWH0up+jO4UqdgbdPbP4YpeYAXPaSMopFASKrZ/EGexCED/mVvkKu8nDGXij/RRujSJPGFTznmEQbQmU7Wtlsv4IzuTl2ZstqdtJjaVK1Mc/PTeVfTmBp93sqRNT0/z/PPPMzU1RT6fp1C4Q+HQHfAjP/IjPP/88/z0T/80hw8f5otf/CIf+tCHePHFF3n3u3cmaeVyme/8zu+kUCjwyU9+Ek3T+OxnP8t73/tehoeHH0jpyLdVmdmucLxSqTA8PIwsy1iW9ZbIYfXdH8dxsCzroROZhYUFLl++DMATTzzx0CbDYrHIyMgIkiRx5syZB5LCthmrq6uUy2UymQxPPvnkHdWzr37PH6LJAYoSEgRrUcxKQCgkvKqHqkFLuoovGbS/6wjOjTFCIRErBIhaQKUjhTK1gKzI2LkcxvwS8VPRDk1dlaldH8efmUWOmYRBpOYEswuNJpn+WrG+czNaYPszCw0ys51KszmtzD/xCNaa6lT7xouoTZHFW+pNAhllXx8gNhbWD67HQSuDh5GW8xvud9eIg3roCP7oLdxbo0jS+uPU4yfxx0Yw5pcQ6TT2WrdrR9VJhgGO6xDaNoZpNHrC1M69jv4dkeK0pZB/8AjhyO0NhEayYniO1iBh2uFDODdHN9TANje5rEM9dBiVqNi/GdVrk6hDh/GuTVC5OoXIKKhDfTAZNYWTW1vx3Wh3O3ZqgOqaOlO3mpUuzmAcHWTud86x74fv3sVelmUymQyZTIbBwUE8z2tc2G/cuIHneRssaXdqcLmXAIC/qlL+X2fUkyaz2agfyVtFZOD+bWZhGHLjxg3m5+c5ffp0Y8Gz01jfbmWmTrrupw5pO2WmjvFv3JlUdK6RCtvPcuA9/SwsLEZhNopJx5k2ls+tMH+p2CA22StF2h9JM/VSluyVAkZao+eZ7Z+7Z+25705stv8bHXvsRQ6feBnVqBAECsp3eJGQIAtIR2pL6GsINUBGRgQqku4R2jq+3YqSLOKsGpjxClrCRoRRMYywAtACRE0FvUgY88ETyFUQKQ+v1EZ1OkMsXUVpy0JBRXY0wu4qgZ9BOBKyLhEGFmJRRjVqqJ23QYewXaMWmBixIqKkEaZClNYcGD5qt0uCEgKV0lc+hOFdR03qGN1JdPsGWiKNaU7j116nWjGZXzxJqm0G4blU7f0Y3SA8BSu+gpGw8UUGz2nDr5OX4CDuQkRe2lO3sBTQ0g5q3ACytOgvUCLasLRO9LH6rRLGgS7ij0Qqzsr/eAPrUCeF4TkAmpdR21nM7qTSbD4WaJCbvRCbO7kGNlvSdF3nD//wD3nhhRf4/u//fgYHB/nABz7AP/kn/4STJ0/edazXXnuNL3/5y3zmM59ppGx+7GMf49SpU3ziE5/g5Zdf3vGxv/Vbv8XIyAivvfYaTz4Z2f0/+MEPcurUKX7t136NX/mVX7mn170d3lY2s4WFBa5cudIogj937txD74tQb27W0dHB4cOHGyTjYaC56ebx48e5cuXKQxtrbm6Oq1ev0tnZSblcfihEpj7hmKZJb2/vXRd8IreKZEIoJGQ5RCAhazILpRb6M/OUiWEkBZW2AVZfvISihKgdGTRVxvrQs6SBWsFGHOjCrlZxFnKUSxfRNA0tlyPwBeaxwyBo1HDUlYd6HY0AtKH1+9S+fQ3lwJ+dR+3bqFLcCUpPP+qhIfzRkbUggTzm009tOEYdWicu1ZdfXSMl6/e7I6MYT55pPEdzklj0/xqhmVzYQILUwcO4k99ASelkWlrItLQQBgG5lTy+o1JYWSYIQizLxOroRJ2cY81R0YD98huNZDjt8FDDmufcGENpayHwoXZ9HPP4ujIaZPMYTz2NCg1CCJG9zJuab5x3M4xjg6z+r1dRhw5jnTiAfW1iQ5Fl5fJW2b4Z1dvLGAd3jhPdDTRNo6uri66uLoQQjRSgXC7H2NgYqqpusKQ124aCILhni9o7ZOYvL7ZbOJdKJYaHhzEMg6eeeoqXXnqpkbT5VmC7BLXdor5ZFwTBrtT5b6cyE4YhN2/efCCW6DuRGYCDazUyk9+8S7PMNSy8VuLI+6P6io4z7dR8ic4z0XM4m3421ZDpl6LnzV4tEayRntzVIv5aCI2m3L1e5qlj/2/CIER7xG4QFkkNInuYIlDU6P0LfBXZ8PHLcQIvhZ7KIssBoacjWT6hr4CQ0FsWQRFoHqCFuKVOpLKHogaEqZDafDeKVEFtq+LXdAoT+0i0VNBEFrVYIxZbhpRPKEkIXaCYFaSYg1KWEC0hcnsVfJmwzSSQYyixMqIYozLejTU4j8jHkPMCA0Fg6rhjh/FLLlamghdm0Ks3EcgY8jyquopNjEptiEptiJg+SqnUjtmTRJEtVGOJeOYy1XIHHrBw6yRtQzn8+BDOGnnJJFbIqK9QTbWiJAxkaoSuSmmlE0OJrFbumkrT/FlJPtrXuM042E38VPR76dIM1dkqvh8Rm9pYDuvQ3fv7wO7safeq2uzWAi3LMmfOnOHRRx/lt37rt7h27RrXr1/nz//8zymVttq9t8Pzzz+Poij82I/9WOM20zT50R/9UT75yU8yPT29YzDH888/z5NPPtkgMgDHjh3ju7/7u/m93/u9vzpkpn4Bm52d5dSpU43upDvl+T8INBerHzt2jL6+PorF4kMbz3VdhoeHcV2XM2fONBZLe7Gw3AlCCG7dusX09DSnT59u/P4gIYRo/L0ee+wxxsfHdzy2PqH8+Xd8EcNw0TQ/imKWBaoZEvjQGVvGEzpZP82At0gmU8VfgeRzpwEaZCNKMwMVGSObR+nZR/zQPmrXb+O0ZMgaKsnXL6BqGqFtN/zVdWLijmy1pNWVF3dkFGVfH9pQpLBU/uKbyDGLMIiIjXf7Nk53N/VlgDeyrtqohw5HCV+htKEeZTPk1jakTSpNHXUSUP7qN5CbAgcAQl9BMq0NJMu5Obam+tAYU177HBmmSazqIx/sw7Zt/NsTVK005deGkQ/1R007BwdxJ18mTGobksrqBEU5FNnU3Jvr71ngK9Gk2IRmdUbqXr+QmccOUr06TuzkASpXJqF740VOmcojtbcjiHrSJL7nWTTq9rJ+YqcGKF+ejKxmRpxa1eT+g8ojSJJEPB4nHo/T399PGIYUCoWGHH/t2jUSiUTDa+z7/j1bxv6qxl/+dUR906Zeu1lf8LzVZGYvc1Mul2N4eJj29vZdW7W+XcqM67pcvHgRx3EeiCX6bmSmGQfec2dis5nf1onKTuhYs4HNvJTl+I+uX8wdT6bj6TaWX11mcU3ZOfnI1zl8/FuoP+why0FkDXskJMrWFyiyiMiLDGEoExRi6K1FRKggPBkMgWx6CE9B0XyU+AqBZ+AstWB15aEm4xfiiLQKNsiVAEl4CFVBlHV8R0HKlJE1FzQXSQuRjAA18GkdmEbKuPiujitrmN0lJDMgLCXwlxNo+/JIkzGcqoVdSmL5eaS8TugF6AdqiFwcsgqp1AIe4CwO4JddYofnIZRQ3CyKAbLkEh8pUKENRz+BU4SYOoZwXVDBkiZQvCw9++dxgsj+vDjxCK39y8ga5OfaUVtASZSxwleQlBSKpeHlQTINQlfBcQ5RdQ6hO9dJJOfxSGJKk2gJhyNPfYV55/+gHvNQ/3uXLs1s+du2fPepxs+RtTqkODyLs1AirNoEvkLqdO+2Ks1eVRvYvtbmXus5q9UqAD09PRw+fJgPf/jDu37shQsXOHLkyJZ66KeeijZwh4eHtyUzYRhy6dIl/tE/+kdb7nvqqacahOp+a8a/7TazarXK8PBwo3ak+QL2MOIoIeqGffnyZUql0obmZg8ry79QKHDhwgXS6TSPP/44qqo2dtkeJJmpTwa1Wo2zZ88Sj8dZWVnZc5fl7eB5HhcvXsS2bc6cOUM8Hmd8fHzHMYQQfO2Hv46qBIhQRogoijlAIfSh6qigKWSrCY60zVFTY0iSQOvIAKxZzWQqV6YIA5nUe98V3X6TxiJamCbp48dpDUPsikOtu5XS8jLmwjKapuEWi1hrnyvjyLoqsxl1gqENDSFCqfG7c/M2/vQCWiYFRw7s+N4Ya3HO7s0R3Ol54t/9ni3HqEOH8W83KTlPbVJyetdSWDaRIuOppyJCtam2BWjUwCBBua2TWFcX0vQ0YnyG9NFBnESC1COHsa/fxJ9aINeRRptdQk2nkGs1ZMdB13W0w0OUv/ItMGLEmsjUBnUm0459bQLrxAGMo4M4N9fjls0TdQKz3jm80lTMX7k8RfyR/VgnDlB85SKSJOH7CqJr507jxYuz6N0pnNr6bbu1mu0WsizT0tJCS0sLhw4dwnXdhmpz9epVXNelWq02AgVisdgdbS/1xJi/ivGXf51Qr91cXFzcYM2qN3v1ff+B9ALbDe7VZtYcGX306FH6+/t3bdV62A0662hWZup9yZLJ5AOzRDeTmeZ6mbuhTmzuhoE1ZeduxKaOk/Ff4z1/fx7V9JBO+khEhEVSgqhdS6hFRfmSwHd1VMtBhApuWUc2QzSlhhQoaMkKbjlO4KZRrFVkV0JUTZxaHKOjhOK5hAUVvaWMUGRCR0eJ2yixGn41iTAEcsaGQEaNF9HaakiGj6gaaDUf2QooTTwCgNU6hlTQCfNpJCcgND3kRZkwVAlaHESQQPJNICR1fIlgJQ0qGHoVITxKYwP4VZ/0I4vgg+zmMPSInMlZCVQXh158FxQ7Tui6oIPFJF7eJ57OIqRhPDIsTZ2itS+qJcrNRe991R+kRXuFtrYcod6GcFVCOYEkWzhaZB0rzJRIxKeoFUokkgt4tiDZncfgEj5pyrk+dD1FRvoGE5e3WhqbVZpmlC9NA+sEJQxnSD56ksqVKYrDs9hjWYK1zb/U6d4Nj92NPW03xKe5ZmY3KJfLSJK0p96C8/Pz24ba1G+bm5vb9nG5XA7Hce762KNHj265/17wbSUzi4uLXLp0ie7ubo4dO7ZlUX8/0vpOKBaLDA8PE4vFOHv27AY7SZ083W+TrWbsFIdc/wA+KPLUPBmcPXu2MRnspTHZTqhUKo1GmGfOnGmEFmxX+9SM2rUZLCNK9ipXDWJxCXUtBEDRwdJ9VMPGMdPEnm6DnA1ConJ5Gm9mmcwHn456l9QJzs11JajZ6iTLMpqmkejoACEoTS4R6hqVSoXazRFkWaaSy2FZFjJg7BAKsJnoiFBC6e2FSgnGZykvXUKOWWhD2x+vDh3GW1ltnJtxdBC3WclZs565L3xzAzmpP09zkX4z6rdXX36zEaXcfHsdUtNtlZffbBCm2IljeCOjZPr6qJZquN378G+Pkz9/DWdftEg3OtuRpPUFmn40imiuXZ9AHRqK7GWb6mGc8SXiH3iWzTCPHST/P18j+b3PoBEV+zfeUyGoXZ9vfOdLF2dIviuaNMqXp0k8Eu3w1MYWSX3wLM7FrTtkDwu6rtPd3U13dzdCCN58800MwyCbzTI6OoqmaRssaduFd9xPYsw7+PZCkqRG7aaiKDzzzDNbJv+H6RrYDvey0Vav7cnlcnuKjH4rlZkgCBo1pAcPHuTQoUMPtA5pu7lprF4vEwV57YjJb2abiM2dz2n/e9aJzfe+/3fo7J5GVgI4FEa7/EoYxQIrIUhRny0hg6QEhKFG6IFiRLUvvqMjZA2vpiMcFS1einqs5HsIlRpxYxVF9pH1PIpVw6vGEGpIrHcR3zfwHB2ltYxieAS2hVdMIwwbaTaqBdbTy4SlOF4hjSoVIaNSXjgOgJqcRQ8FMWkGp2aBLMOqjCI5hK0hITFsrxvFW8Fqz2EvtSFEiNWbRQgZ20sTVgIyjy8gChapgSnCQEFOVREFHbUri69LCFXCMWOoUg1dGcf+4xN4rku8pUxcehVHdFPI9+Gax4kp6/NNNThIShmmq2seV94H5Kh5+/DKHn4ymkdrCyVS6VksJhECtISLlXFJSNdwwh4KuT58+1F0+warCxkkySUMS8Tji7RZOYrtj2/7N95OpanPWc1YJzdyw562/GdXojYU/iwAirp7lWYnCCHueTO8bn/ey3fMtu1tN2/qDhjbtnd8HLCnx94Lvq1kZmFhgePHj+/YW+VBTxh1u8BOF81mgnG/akkYhly/fp2FhYVtvb/1sR/EpFGfDOo2iObXdS+Nye6ElZWVhox45MiRDWPcicz84cnfJRF3UVSfQMhYlkPNNzAlm/lcmsF9K1SJ47s+M4UkRy7M4poqemcaZEHmg+vNK2Mn1nfww1CienUSb3oRY6Ab++oE3swc+v4e7GsT+Ct51PZ2zGMHMW6N4edr0N2OP75ANVdE9lzKRRtVVVErJeLvfnLDeW+2gemHD5FbWECJx9E1C0kSjSJ3Wd6YiObeGkVpbW0QCufmGNKmzRP35lhDhdlObak/NsjmMZ9ePzdtaAhn4iVIKzQvocNAJgxlhCIaGrk2NIQ7uTHvXjt8iMq33kBtz0SL7ccexbk1il908HMVHM/HdWpUXr2EergPKxZDApzxRRJNYQh1dSbwFaSmhV6zOlO5MrXhPlhXZ5x9GfTLS1jf+ww6EYGB6AJf37XyfRXRHV3wk+/qo3BhZkNPgLcC9c95Z2cnXV1dBEFAoVAgm80yMTHB1atXSSaTDUtaKpVqLIb3ajO7n/hLgP/6X/8rv/7rv86lS5fQNI0TJ07w6U9/mu/6ru/a0/n8dYPneZw7d47e3l6OHDmy7c7nw3IN7ITdjlepVLhw4QKapvHMM8/sSTl6q8gMRAEyc3NzPProo3R13V9d3Haoz003v7GeDqYhMfhcO0EYMLlLVSV7oUbv2XTj94986P9LPFEGJUT8wBoRQUI+5EeERUggIEBGUSNXArIPoYxbSSIZDqoWEFRV3CBFLDOP70buAS1WQggf37WQYjaoIDwJK7MAisCvxSkVDhJPjuEsRotlJZEjqBpQMRFoVB2daraLmFUg1rlMEOo41eharKdD7Pk0odGKSFbRpBCLWXwSKIqDl2tFz6wQ618lCEyCRBI5rGK1lfCLKWItE0iWjWT6GK1lPFeDmE9YjJFsHyXIKAQrJv5yGl0pI1oDvJU2yjOtxOQy2v4SwXQLkhsQYGGYFayEzcSFPoqVA6TTs0BIbdkhDGWUeEgivUSmWwKRw/Vb8QpJ1IRCTR6gNl8imZrDZBJCCTXmIhsxdOYIhEl+dQjHTGLJEwTl9f5JZrxGz4FRPLkHsAEDEUqI0Sr5lXmqt5dRkwa+P0/L45GCsJNKs5nolC7NbDhW70yTeHTdgrXyR280VBt3sYgkh8TX3Gvb1dbsZDED7mmtWm/mvBcyY1kWjuNsub1WqzXu3+lxwJ4eey/4tpKZ06dP3/EC/aAmjCAIuHHjBgsLC3dMcql/KO6XzGzOxt/uDyVJ0n1PGs0dnHeaDO5XmWm2K+zU1HMnMnPxs5fQNS96HkBVfSRVIUaNEIn+nhJlkWJqQeNIZx4jHbHz9Hc+CkQNMSFKxnIXi4hwCn9lFWHbGAei16r178M4dqB+JhhH6z+PYR5bs0YJUPt6G6EAzo1R5MGonqRcrWKt5Ki+ehFNU5GLNooqoa+1jtliR5uYAcNYT0AbuY0zsUgYKBj18VgnN9rQEPYrbxDaNqG//THeWpLY5utLGCiEgbyhx0vtxjhqX2/jZ7Pp+QDM+RzSmnRbuzmO+b73Urs+uqGIPwxkPFdrfPmNI4fg1hiqqqGdGiIIAqpXR3B8n6XFRfRsCSnVgigWsSwL49jBjepMpr0Rn7wFLe0NpSV2ciBSZ4RAmSwh9J098cXh2R3vgwdvNbsTmq8HiqI0FBmILtB1S9rly5f54he/yPz8POVyuWHxvNeJY6/xlwC/+Iu/yC/90i/xkY98hB/5kR9pNHacnb3z+/kO1qFp2l1rNh6Ga+BO2I31a2lpiUuXLtHX17cjCdvtWA+bzPi+z+LiIrVa7aH1WIP1uan/vdFm4vTXV5i8tIqPIBSCxUtFeh5NcXutVqYwZeOv/Xyq5+s83XkRgGf/XogVr0YhKpJAUkS0eRSqKIaDJIPwJfxQQwqgZrcSSy0gS4LQU5FNlzBQcP0MZjKHpAQEroHQJExrmcA1cMoZ9NQqTimBV8sQSy8S+jJ2sQsnbCGRGMMvmahqQCI9jghAk8qEQsVxdbxSlK6XarlJTBKYVvSdl2MuYdlEa/PQkysEno7VnkWSVpDSNbxCAiVRQzeLhLJKaFSp2TGMEEQ+RkgMqdUmzMfxVtrwpDRqega/2Icm51GDMkJPEK60IMslaPGoLAwQhCGlfIxM+xzSooSplFF6ish4CFGjarehJjUKb7yfuDxB+0ABL9WBHFio4TL7j+VwlR78EqzOtaFYIaVKN17JQ5IFrftWSMXfQI1lUEwLPZwnFBa5wiCmlaQaHESvrNcLC0/BNPIYloMfpnDDVvyCh5pQqcn91BZL6Acs9ndNEGS+jzCUSJ/upXRphvz5eezRHIG/loq6vIrZs/EzuxPR2YzypWnMA13ET0XkRohpZDmktOY+sMdWsAbvnqhb/47ea83MXmvRenp6tp1H5ufnAXYUJeo93urH3ctj7wVviwCAnfAgOhHbts2FCxeQJGlHYtE8HkTkZ699X+oFlx0dHZw4ceKOH7T7mTQ8z+PSpUtUKpU7Tgb3o8yEYcjVq1dZWVnhySefJJPJbHvcTmTm9v/zJoYRIMshQaCg6YK5cpruWBZXN/EJ8WohJ7pX8DNpOt/TR+16tCthX5/AXSgiwmm86SXMA12YJw5Suz5O7ERUN1O7MY514gCw1fq0Gc0d6pEkdF1H13XMhSyip4dwfze2bRM600BI7fXLaJqGUi4Rf3Zn1UaEMrHveg/eyCjOjXEkeevfU25txTxyKCItN8bXuhCvQzsc9XVR+3rZ/KkzzzwZPXcToan3jHFHRqk1PZ9+5BC89ib+yBT6yY2R0vW6l9qNcZT2FsJN6yJvqUAYyGhD0fcg+egx9JvjdBwboFTwcXq6sK9Nke2Ko2ka8WoV54XzaJ2tWCcGsK+tW8jMEwdZfXEYrSND/OR+Klc3+4MjFUZk2ihenCX1roicNVvNamNLpD/0NM7wLIULs6Qfi44pXJh7y9WZOxVZGoZBT08PPT09CCGwLIs/+IM/4KWXXuL7vu/76O3t5Xu+53v4+Mc/vitP8P3EX547d45f+qVf4td+7df4+Mc/vrcX+w4AiMfjd7xuvp1sZs2bWqdOnbrvZq0Pm8zU1SMhxIZmfg8Dm+em/ve2Y0uC/vdEyszfPPP7tLWVUKUamlaNUjaFjKT4SNKaC00CVRWEoYSkhlErAdvEsGxktYZX05HlEMXy8W0TTfaIpZYIQwW71ImRWCWsSoSOjpqw8T2L5YleUpkyVnKJ0kIHiiljZZZBhNjVLlzSmGoWUROYsSzxxByBpyDJMopZQ1I9KvlWVEvGTC+hlAwwRpEtD0nz8MtJnHwrSmuV7OV+0uksMj5BaOIWo81cNZ2jdqOTwIw2ZpJtNxH5GAoaUqZE4Co4dhwQ+FUNe2k/llkk1nszqu8RBUQgI3XWcBe78KUUlUKcVPssplwGWUI+nEVCRiIgrOm4rkZxtp+YWkbXSoS0YgXTOKshiWQON4jmioW5E7Tvy0IAq/loYd/WuUJ37CblWAYtqQMWpZxGdiaF0WYBncSUKSxlHkESw59BVSt0tN/CDaLnWJx9lEx3jprSj7NQwuxOojJJPLiCYlrIQkVTPULnZQpETpDko30Uh2fp+tunG5+jpT9YRutUWD0fLcarozkCXyHzeM8WlaZ8aXqDKgNs+b3ZchaFCogGuTn0f/3dbT/bQRA06vd2i/tRZk6fPs2LL75IsVjcEALw6quvNu7fDrIs88gjj/DGG29sue/VV19lcHDwgVwD9rZ18xbhfpWZ5eVlXn75ZdLpNE8//fRdpaz6B2MvY9YVjDfffJOhoSFOnTp1V8a810mjXC5z7tw5hBCcPXv2jh+EvSozjuPw2muvUS6XOXv27I5Epj7GZnz50O+sKQ1rDbsUgV1T6DDy+EIm9DwUJ1Ji8iJBJdVOMLqACCOJ1h5dRutMI0kCfX9Pg8jcCfVAAOfm2BbFovG6bo5hHt2kZhw/RCwep629nVQqRfr0IyiHDlBub6Fmeyy9epH8+Wt3/Fxohw9FvVjGFxvycX289WMiguFMLG5p1Kn29aIfPtSwrjXXBWlr5KXyrfMbHlMnNbBeh1PpaAVJovzS+rH1IIH6+6cNDWEcHWwoXwBKWwvymtrQjNI3L2IdP0omkyGRTNJRkWhpaSHY34VbqDGvqywuLFCr1ShdHKfeiMYveRtIX91GFjs50IjNTDyyvpNVr5EB8D0FYUa7R82Fk83+5NybC1vO9WFht31mJEniO77jOxpEYmpqin/37/4dlmXhed6uxrpT/OUrr7zC9PT0jo/99V//dbq7u/mpn/ophBCUy+VdjfkO7h1vF5uZ67q8+eabzM/Pc+bMmfsmMvWxHhaZWVlZ4dy5c7S3t99TKMFeIUkSxd/4Rd5v/Su+1/oUfyP+c/zUhz7L30h+kr/Z+kn6uieJ6VkMs4QkhQShhqT6CCHh+xpIkRLjeypCkQhDFbuQRNM8Al8nv9RJzWnDDzWyM+14RR3P03CqJt6qRaJ1FiH5lEsWQg1RtSqS79HaMUu8bQ5ZDTFSJWKtS8iGj+camIkVWtqvUZ5upbLcRoCOW05Smu6muHoQv2ZRnepAtSUUqYaTSzJ/+wB2tpPAjrF45QS1bDtmyzJaWCSRqhIIi7BFobLQgQhknLAFIUDXPWLhLIn2MYJApRz244cWSDLV4mECvQ1r3wpWzCaWrCJpKkLI1OZaKRfiFJYsahWTwAkw/Dni+6cJfYEcVsC38X0de3GQShBdx1VTw5KrBDWBptqEr8i4nkcu34Ud9BG6KpUgmp+rDKAHy7SlxmjpzBO6ClW3l8DRqAQHqQQHEQJae4uY3Uky7atIqkkiU8YsXcYvucxcG6CU68DJCuYvxglF9HlLOueJm0sY/kyUFurXKJV6KHn9FGr7qC2USG8q2m+GOdhJ8tE+ko/2IUIJ62BEllbPz1O6mSMMZAoX5ihc2L4ovo76vNj4fY34xE/tb/zbCfV56V6+Q/djf/7IRz5CEAR87nOfa9zmOA5f+MIXePrppxtJZlNTU9y4cWPLY19//fUNhObmzZu88MILfPSjO3TCvke8rZWZve5+CSEYHR1lfHycEydO0Nu784dyM/ZyIQ+CoNFM7V4KLvdCZupWgu1qV3Ya416VmXr6WktLy65I2WbC9Gcf/Sqa6qPpHqrqEyIjE+AEKmFcgxBSSpFV30CJCbJykv58Hi9bgK4YEgJ9fzexE/3Y1yeInVqvlanXzeT/16sYB7qpXJnCm5pHiRuEYaQOeFNLhIG89vM8+lpNDYA3vdggM81Eo/67cSxagOu6jjGfRXvvM9i1GjXbJvb6ZcotKZzXL6Md2Y82t4Qib3xv1L5INagTB0neqOSEgYzat69xv3n8IM6NsQYxiQjNKMFKHuuZ72g8Tjt8iNr4y5DeOF7gK/jTcySa+tmoQwepvfAq2tl1wqQfPUTpf7+8pV9LM6Exj29MIwt8maDkbri/dn2cWDwO4yv4+w/QshrCwRj2PnDGFlmdnsacs6G9k+LFaVLv6t+gzpQuzhL4CtW+1Pb9PC7OABK0tLF6YY7MNipMnciMfm6YQz92esv9Dxr3Gn9ZLpeRZZn29nY++MEP8sEPfnDXj91r/CXAX/zFX/DMM8/wG7/xG3z6058mm83S3d3Nz/3cz/ETP/ETuz6Hd3D3UJO3msxsZzMrFotcuHChEfqyVzfBZjzI0Jg6hBBMTExw+/btxpw8OTn5QMax/++fQHIj4i4JBxEGUcSxEvAcICwpUswlEGv9WSRZEHgqiu4hkHDLCYTmIysyQUXF92W0uI9MiGNrWIkKQkgEgY6WrBEqCviQSBXQYg6uEyeeqWLGqyALSoUMsUwR37YIKiaKLyMpAcXlPpyiT7KrRCnXipM3kYCMuoy9kMaxVYwOB81X8WrgiDQxUaKymMLQq+jpLCEqhVIHyVQVOXTJzfYTTxQxWgrIwiVh5hBYeCJBbd5ENWXU9jKSbyOEhSIqJNuXqMy3ERht6GIVzXOoFNbmoI4cMh5aWMBozaEkbPxiCj2TJ5BM0ARWT4G4WEZqtRGBRmAESAQorRWc1U7CZIAiVaKamjCaQ7SuIsJX8NvieI4GMRVftCOCED/wqVZ84nqJpFjEaOtE8lbJSU+jVkcJjAPR33qxTDK+QMK5hien8D2FZDpH4FxlaTGa173EYUx5ikIxQ+pkEo8uUt4bdO2v4voxnByEsoZTgmIxsh/GtRrptgIlYYAEMX2ZVOn3WU5+dIvluTg8u4XoNG+6CSGReDT6Pfvn1wiqNYIwmj+qo8vENvWl2a09bTPudV6CdWVmL3j66af56Ec/ys/+7M+ytLTE0NAQX/rSl5iYmODzn/9847iPfexjfP3rX99w/fyn//Sf8u///b/n+77v+/iZn/kZNE3j3/ybf0NXVxf//J//8z2dz2Z826OZ74S9TBiu63Lp0iWq1eqevLj3Oma1WuXChQuoqnrPBZf3EoEphGBsbIyxsbF7shLc68Q0Pz/PlStXOHToEAcPHtwV6998TOHCLKYRRMV0gKb6UaMwPcSrScSUGis1i0IqyUC4Qn/KIWN5GGeORw2ccu6Gnfp6BKI3tYxYIyn6/n1Yx9d3Leokp3Z9HK2/B7NeRyNo1KnUbowjxayGJcqbXkRbCwyo29U2Q5Zl4rEY8ViMlfZWjKEB5Kk53JtTeIUS9rH9xLJZTMtCnlrAaIpTrnzrTUS1tjVMYO1399YotevjW2pl9MOHKE28jH19Auv4+nmp/ftAsM3tvVG/l2PRe+DenETt37f1dVkWnqM1rGz1aGXYGGBQvTrZIDTyvr4t9TCFFy+hdaQbNTDxdIpUOkU1W8O5mSdMmZQ7TKSJHJV5FdOyUHx/7e8oIzKtKJMFpIMSiUf610hPL4lH+ln8gwu0/M2nMIFC0yTSbDVzF4uNuqqHjb0kxlSr1T1L+XuNv8zn86ysrPCtb32LF154gV/4hV9g//79fOELX+Anf/In0TSNH//xH7/n83kH2+OtrpnZvMlWD7MZHBxkcHDwgSoc9bEeVKpn82ZfcyuE3Wy0Vf7NTwMgyivIanQukuSCAEmOIo0lAZJK5AmTBbIiEJKOkGO4jsDQywhkAl9F1R1AIvQUZCVACBU/0FGsWhRS42qEmoZhVZFCqBUTyLpDqdqCXzWJJ7PICKqra4E+WgWq0c+GlcetxfErJkroIUyNfHmQWsGno2caISREICMrCqoaIKqA7qF2hLikcF0DSQFdr2CvtmGYVTLtY4hAJp+NocdTtKenCH2JTPsMVkcJ4cu094zjByqqVaWaa0FvdVCtPEIWSK0WihqgxUrUVlOYXTVARonZmG0FhOqgW3mQA1LcIkRHixdxc0n0ljyBMHEXNJxyP2a4hNaZozYRXYcV4SB7RaqraySoZRptRYVFDSEloH0F72onApViMUNMLCKtRH/7Sk7Hits4q4K4maUrWcJzE8wtHyGpzCEZAUWjBamQozUVEneu4UtpFMNFsSwkUcBmALtcxksdxgqmSZjLBC3RXK8EJdqTS/hutHlXKbciQomgJbKblxZKZDpWMSiAkHDzKtirJMJV1KpBKEvkF9pQF14Aju5obd5CdC7ObiA2eleK1Onjjd+FiCxkheE5nIUiYbVGGEZrGkXeuhbs/vvP7Pjd2AuZqc9Ne8Vv//Zv86lPfWpDOM2f/Mmf8Nxzz93xcclkkq997Wt8/OMf59Of/jRhGPK+972Pz372szvWsN8r3tbKzL1OGHVFIZVK7Xmn6l4IxvLyMpcuXaKnp4djx47dc8HlbpUZ3/e5fPkyhUKBp59+esuu7d3GAO46MdV915OTk7zrXe+is/PuBWh1NBOm/3LoP6PKkdtIUgQV38KkhiM0WowqtmxS9TWUmMIQixQlC9JtdGZskCSUqSxORSDEDO7UPObBLmInB7CvTtLyoSjZzL4+Qezk/sbPm1FfwG9nS0u8O4pdrN0YR+3vxTh6AOfmGKWvDyPJgjCICEC9UWcddfuXoigkHj1B7cY4ge2j5Wx8r0iuM4m+ukq4sIBlWViWhdLagtTOBhWmGfqRQ1TW7GD6urCCfX2C+He/G+fWWIO42NcnGj1ynJtjG153o9/L9Qmwor+HfmSI2o2xBqGxr02grtXKNJOVIFDwpuYbZKauvtRjlLfUwxw/iD36GvFnm0jbWkJZ7OQBqrffJPPcKdJAKefjzVTxBhSKGQXj6hJyaxJ5qA+GC2yOO109Pw/m1uLE1OnexqTheSp+YvefzfuFEAIhxFuWGLPX+Mu6pSybzfLlL3+ZH/zBHwQief+RRx7h05/+9Dtk5gHi21EzEwTBXVMyHwR2O2fsBrVajfPnzyPL8pbNPusPvsCh7BSFPxJRrUoQgCQhy37j0iDJYfRPAVkWESGQNGSlBigIxUIWVSBESDqyEiDhEwYSclhGV6FY7kCSJBLWCjXbwvPTmFYRyfUIXB0t7uA5OpVKOwgJ3VyFUMWutWIlCij4+JW1758bAz+6RsUSS4SSDloRBQ/FdKl5LRAH0yqCUGiJjeEbKmaiSmAbWLEV1K4aYagjEiqqbxMzizjVFLGMg9VSJAwUHENHAErMxy0n6B2aRYn7IAlqM2mErFE1YlTyPSi1PLGeLE4uQXU2jqPLpPa5VBfSrBZbUAyFtoFJyjMZXJK07p8id3EAK15DoOJ3xciO7SeerGJ2rVBdaMcp92MEy+idWWpLXahGER8T2dcQgYyvpJBaJ5EB3V8mlExU2cVZ6ESjTKUUI96i44o+NFEgdWgGJPBCGTmokkpVKF56HC81wNzsPtq6crh6H3KpTEX002GMkpDHKUkJPFfG1GzKRYvVhTR6m0k67iNL41j7DqLX5ghQMNRVRPUGgZLErsQQQQI1oeIavdQqJTLteVR3BiEkZM0l9HUMFrHtNBW3l0BLojoTBKFL2DbUaNKcuH6B/JvRd6JyewU1qROG6wlnm3vI1FHa1E6geDGawxpKjJgh+a4TQGQ3K43kiB3qoDAcbVilT9+5NnQvQVX3YzODaB76zGc+w2c+85kdj/na17627e19fX38/u///p7Hvhve1mRmtxOGEIKZmRlu3LhxT4rCdtiNzaxZJblXG1szdkNmqtUq58+fR9d1nnnmmQ19cXY7Btz5g+/7PpcuXaJcLnPmzJl7/rDX3+vffeJPUGUfXfdQ1IAQGVOpIYSEpTksqB1Y1SxxPaCGQl7EyUkJDhRXSD53lJXXx2Gugn64h/ip/UiSaJCWO6FZldkM88S6KrPlvjX1xjg6iBDryWD2tTHcySX0/Rt3yL3ezg1d6OPPPgGAc2sM5cos2kA7nmVh2zb5fJ5YsYg02I8Vi6FMz1H+5vnGY+pQ2loBsUVtgajBZ53QbLi9SVGpK0HG0UFqN0ZJjCxAX9fa6xtsEBpYV4Q2v0/yvr4tTbvssSXSf+Ns4/e6OlO5HMUtb0koA8qXZpBjZqOQP/noASpXpkh2diKEYOXCCmKwt7HwnvvmdaxTXUieT3F4BlCgtY38+fWJotlqlntja53Mw7aa1a8/97JRcT8NM+83/lLTND7ykY80bpdlmR/8wR/kF37hF5iammL//vvrbfDXBQ/DNXA/qKsYr776aqNWcq+pRLsZC+69IV8duX/1/4l+KGUJkTiqqqhSDfuPBDYgywEgoSNAFkiyBKFA1kCqkxIckAVCjSOCqN7MtVVUy0VSNUIfAldFTUAQaIRaO2qwTOCCJBsomg+aRa0UEtOL6KaNH6ggJNKpeUIhU6qkIguWVkIEGpZeQItFHdwJZJLpZZADyqUUllUlbqwiJPA8H82ooaguNdugUNmPpc8hlVLIIkBPV3GKcRy7FUU4qIkyS4tRE8pkbAypbFAuduE7AYl2m+L0PnxMSmWTdnUFNx9D8avonTVWJw4QOAGmXkXFpVg8QK3k0XVgGikMkKsFZENFJsRbTeKEadp6F/FI4YUW6TYXs2OF8mwbuuFgKVkkRaZcTVALUrQOTOLXBALwbIEZ+IhlC8ICDjqSqxIEMgEZjJZJ/FBHDh2McAFZ8nCWu1Ap49cEcqDjSWkIIX1wGkmRCIMSviMwJB9ntgVPS+NVLWJxm8BVqa5UgEhJSVaHkY00WkLHpx0vjJpqhi0HWBUCRR6j7VCVICjj2oKYVsZYHcb2MmSn08jGYVraV6m4bbhZm8yj7ajeDFZhGElLE/o6Okv4roqffhQfEJ5M4LmNZDKvEBK3SgRORCj8skPboAFt0RpPCInM2tyUPz9L5XaOYE1ZqY4uoyYMwnCOzOPRnLWZ6NTDbjajXnfTXEfa/fef3vbYOnZby9mMcrl8X2Tm7Yy/9DazuoS9srLC448/Tlvb7rr37nXMukpSLBbvWSXZbqw7kZmVlRUuXrzIvn37OHr06J4mluYuyNuhTpYMw+DMmTP3TJbqY4RhiJTPIySJUEgoSNiuTDwmoRkhrmygVkqkDY9xvYNOqUhOTtAX94i5NsWLs8iywOtMET+1P7IvPbKmvlydbCy0mxf25cvTBCtFRBDZ0JypZcwDXVSuTBFkc1GvmiZYm5SROjYTHRHKaP37AIF9bRJnch45ZiJSJls8YUSkQwSRHKXN5kmdOEDt+hjBqaPY1Sq5bBZfV0jbPt6Fm8RPHkTTNGo3IhJgHD2Ec3N0W5XJODJI4c/OIcdMjCPrtwe+gjc9v8HWph85SPX2HL6nNUiXeWyQ1T89h3lwXc2o18bUdz/ryk3juYONvWM2qzOJ5x6jemX9d4jUGZBJvvd0wxZYR+nSDCKUMA50407YdJzsYMEPsJYDfD+g1q4gv7KE3JdEP7Yf/1YBgPTp3obVLHW6l9n/epn2v/UEtTcXyL6+QNuT3VverweNvWT518nMXjZU7if+0jRNMpnMlnOtq6z5fP4dMvOA8CCSNu8FxWIUmhGLxXZVx3g/2NzQOfvZzxLMTSF8D1nykHQT3Gp0LRQCSQkj29daM0hZEUCIQEJVAeEjZHVNTZERQo9+FhKBUNFUAaEXWcECLbKCySphICP7lYjsxNtQzBJ4DoETgqygxRwkAUEAmrqIrIb4IoZb1dHCAn4lTrEIyXQZrxKnkI0Tb3MQlThuWUeRQhS1wtJcF4EnSHeU8EpxpiY7aE07ZNpyuOUkkqwS6B7VoolXjqMaMkZLhfKMiWV4tGZG8QOVmkjgymlS/ji1ShuemiSdmkAKQ2LuIp4cAyFRXW1BIBFvW0WoFlW5E8NZort3gUo2uqYFoQIhuFIKx/Gx9tlIIsBwFpBUC4GEl00QhhJWR5mab+HWYiQSNnLoUF1pR4QhSlhFFgG2myQ0W0l1jBJ6AkVXiMVsJEXGX7aIxSKly/FiBHISWQa9t0DgGKiSh1xbQA5d7IU1S5CQUGs1KqUYECN9cBxFFjiVVUJDQZZ8nNk2PCWF53loUgIvXN8KFKGM5q3QYhUglsETGcJQJnBdfCWymFcXK7R25KEWEQsvUImTJ1RMFmv9lKohqdYsISEiLqN0mWjUaFVGqXWlYalCDVCFRsnrhgpAK2Y4h1KbgPYDuKs+ul5FLV3C09pxgUrQgeYqeNY+anYJM50kvvoGc+Mbr71CSPR85F3rvwOZx/ZRHJ5l4X/dJKzUCMNoDqiOrqAmdFJrhzcnd9axXQPOO2GvNrM7hTn9ZcbbWpm5G7HY3KW5bsW4H9zJZlYul7lw4QKmaXL27Nk9Lfw3j7UdmdmuWHKvuFNzzmw2y/Dw8H2RpfoYr37gTXSVRqGlG6ikYg5lWSEWBlSrPinLY1WKmjDqjkc8LCICn84fjqxfqxduIw5uJCClizO4k8trXlNwJpcwD3ZFKSACUu89DUD12sRa6lmk0hT+dAGlXYkCApaj3jT1UIAwlyP53OkN42zp19LclyWUkCSBOpUlMMrULG1DIlptjYQ07F7XJvBXiiSOHYp2T4WgcnUMvzWD73lk37iGLMtomop25CBaGDZISeFPXyH9wY39U7T+aCeo2R5Wv716dYLYyQMA2NcncVoSbP5U6vt78Fx5y+210SVSH4zUF+vEASpXJhqkMfGexylfnmzULlknBlj9i0toTQSxWZ1Z/sPzxIbWva/1i3VzE0zz+EHci7ORfUWO4rFTHR2snp/DjidQDvdRLlfwikXsmSjmWHgeIhTk3lxqWNBan+h+y9LM9poYs1dl5n7iL0+fPs3rr7+O67obrk31OpsH5U1+B2+dMlOfC0ZGRgA4evTonojM7Cf+JaJqI8UsqFWQlRDh+ms9P1izd62/nselgNU//e9AdE2XASHJyFIIfhlkmTCUUNTIihaiIuFEhfWBjqz5yEKsNYtUkFWFMDAiNSUOgQe+lkH1s/iORCBakWMWWtIltKv4pFHECqGawKvpaH4eZIVQ70fpbkPKjxK4EGgdaHqewPOwqwaSqmF2SATWKchmScqLSJKEbWewTJuYWqNaSbBQSbCvd5UQBT+IXj+ShFc22ddaxGh18KQ4c7kMmYRNMgaVlRiqLhFPLhG6EqFvsOxl6E6UKSykUXRItk0Q+KD4VXAdfD2k7A6hU8RMrOAFOrbcgeaXUSWf6oqOJpfQWyuEkk4YSpQrJi09Bar5NsxgCUk1UEKXSq4Lzw1J9+UIMMiVOrC0MmpQpbzUjhRKyKGLLDzKpRhGWkPuqFBe6sFUKyi+ghDgLKZJWVn07gquq+G4sYig9a6Su91DPOaQaJ9FVh3cahypqxL1aos7sK8KgNm6iJdLYuyPrFR6Sxk/FyfWmcN1FNREjaCliEoRfahI6Klo7TaStESYVJn9/WcpVLtImUvomoJr7aM6V6alfRW1cAVPbyOmemhunlAyWM5H81LQMojhzCJJEsn+NGq1ihYuYiQd/CBONYwRlEyUuIpjdKFpGqIwRSpTihLqyi4oJqaWp7Y0iW/7lGqHiOsrhI5HIZ9CSetk4qvo1etISgy1GjkJMloVHnnPtt+v5vrO1OlexPAs6dPHmr7HErIsGulmldvZRq2Ms1DE2rdRLen92J1VGdg7mbmf9eTbGW97MrNTzUw91au3t/e+FuLbjbndwn9xcZFLly4xMDDA4cOHH0hh5HZkJggCrly5Qi6X21AseT9jwFYyMzU1xc2bNzl27NiO6Ui7xTfef42UEaCqPgEygQBV9sk5Ggk9mtTmbRMlLhBBwEFpmUVXZTWWIJmOLDXRgldCjBZZfn1+Ta6dQZIExoEuYif7qV6dxBjoJnYiurDV7U111FPP7GsT6AM9WMfXFv5iAuvk6cZxxT9b2NBl118pYq5dd2qb1BH7WqTaGMcGyc3Noa8UqY0uEfryBmJRDxkwjg5iX5tAhBL21QmskweiWiBFIXYiqksRQlD8+nnC0CWfy7Hs+5imiTFfRO3t3EBa6q/RPBb1iGl+zeu3rREaIah0ttJx4EDjOZqPb7aShYEcLWw2YfWFy9sSFgC/5CLSOsbae92szkgxE6cW3Zd4tH+DOlO+mUPp30d9q6F8aRGpW47y+y/OADKtH3iU1fNz9DzRQ9jVRe6NKcQQ2FWbyT+4gtwWw4/HWTw3R+eZjTtkD9Nqthdf8v1I+R/5yEf41V/9VT73uc81+szsFH9ZrVY5dmx9wvzBH/xBzp07x5e+9CX+8T/+x0BkT/vP//k/c+LEiQfSmOyvC+52fX8ramZ83+fKlSvk83mefPJJXn31VcIwZPFf/9+NY4JslqBQis4ZH0SkkiAR1aFEPyLLa9JJpYRECAFISAihIKteFLsYRnWOkgQhCrIURrYvIRFKOqriRE8vGchKgAKEoQoCFNkGWcMXCrpaRch6dJyoIVHDr2lIsoJuVUEoBCHoYgWhSUgYKJ6NGmQJChaSrqKJJZACQqFhZFRkV+C5ElJ1GUXMICQ1IlOigEwZkezATIJcWyQsSUhVGzWsohgurmNimUUMq0wgNAyzypFMHlkLse0EbS0FjHiNot2CrwaYuo9uVKES0rvPJZEpEfoyrZ0CX4uhxnzsYox0Z4UOYwVBSKqjjKb4GMkK+XwbWotE3Mghay7+6hyq7hFLlHFKMVR9Ej1dQ9J9tHgFqGDEKpRWW4klloknQox0BVv4SATE4jnQFYyWCooTYsSLuKsx2rtm0FM2qu4QSysEQifZncUppGjrmUFSJKzYKiRd1LSPmnCQzAA3Y6DrHppaw6vqJHvySPhokk3bPpfachceKcjVqGU78dUkVnoSe3ofshwSKjEkx8FfSeCJBLZtkHI0aoX9qEEJo3MBbzmDM9+JEpZRJEFlvgs7sDACG0WX8VsGcRdWCVQFuZpFFH00x6eWV9EVncqSR9lpoZjsImksYQRLUS+ZaglqBVrNFYJqtDmzVDxKpqWALKBcSCKEICXnSVdvU6nF8CwZo7ZCKBmU7H5i+5I4ziyB52JLXVjdCUKSmPmLaL0+vmIhqRZSbRXfTVGuZfBLDpLkol7+Jnn3MOWRFfr/7qkN39e6HbqwTfoZQHLNYlYcnqX775xu3C8EhCEbYpx7P3b368NbnWb2dsfb2mamquqWVJUwDBuF6g+iQdhmbN5xE0IwMjLC5OQkjzzyCN3dD87aspnM1Bt81pWme0lG2wmbbWb1AtLFxcV7ipG+Ewwp8jQLJBTVBwE1VUFTFITvM+qnONpeoiZHgQyLDkx5KsdiRcxH08x+cwRlqYg2kIme70B3o0iuenVyQ7JZfTFevTpJvCmyeTPqdTSbYV+bQNvf0+hJUy+Mr5ObIFtoqD11bFRp5LVaGkH16iT+yuoWOxtA/N2P49wYw746gbSJZ0uShN4Z2SHNYoB2pA+7WsXxsuTTZhQy8Pp1VE1DVVWs41Hhf5281H9uvq34tWGU9lR9gMZ7BKAfHWy81mZCk3jPY1Qur9v5rBMHsEdfJ/Ge6PiN9TDTGAe62Ly3UL48Hb0nXWn8Ta1UShdnCIWEeagDb82Rk3pXL7k3JyLrCFC+ld0SVSnLMpqu0dLehniujZkvX8Y40Udo25Qu53Gmp5GrHt7L03Q8ve+hWm724ku+H2XmfuIvf/zHf5z/8B/+A//sn/0zbt26xf79+/md3/kdJicn+eM//uM9nc872B4PW5mpN5as10rW/vcLHHzlNQoXrqMoCt7MDLJlIUmgtsbX3a+pTsTqMmGlFjV8DF1EECIkmQATTfMJXQefOCplZNMg9GV8R0UzPFBVvKpA1hzQLNR9A3hLqyhuFs/TCEig65HVyyeOZMUwLAc7ZxH4AZZeJTBTBFIa2VlEyCpS73EkQFoZw/NM3KqB1eIRuB5OVUPRDawOCUESzzbRRJ4AC48Momyj11Zx/TaUuImm5vFDA0+0IGTQyVEudsKKj9XmEZLGDVshhJBVlrJJEnhkkss4ZZNCOY2iqMTCPLbdgqPFiasLBFWdIK/h+DqxzgLLc/3oYRUtUyNfyLA410ZSr9HWlWdlZj++E2IaHnLaZ3p+P1ZaI52ex8upeOU0XklCbnVxZloRsorRViS/0oFfia7RblCg6vSieWXUoIJEiFfM4AFWepnS2GE8LUGt4LFv/yTVySQ1VyfVnaWynKG00E7ghST6i+Tnu9HDEoYZUpV8CjOtaJpLqjdHYb6DpZFO9LhC1+AUxRttCAGuoZDsmsGbj+PpBmZ3gaCgYme7CLQEqpOnOteJodlogYcieXhqK76QsNoX8EMdW+lB9Uu0HJikttSFQhnfFcSkgOp8N56Solo10USVMJAJqyFCkyicO0AsvAqtGTJchQABAABJREFUKbSkjhN041c9qlIX8dYYNqC6k3S1rBCoSbyySswoEJRd8tUBnKxBW08FqiGF1SRIHjUpxNJWUWs2akwDdEJiIAx8ax/LnodRmEMTy5RKkAgEOjYZY5Kg0oZXdrDJIDQVW21DygZAmlRLkQRlPMlDTeiAj58fQwwNkn8zsv7WFkpIkkCI6PfKSJ7E4Y3lDvU0tO1inmFjLU3fjzy1q2vEXmra7jcA4O2Mt70yA9GCQlVVHMfh4sWLOI7D2bNnH8ofpdlm5rouFy9epFarPZTxmslM3fLV3d3N8ePHH5jSVG8EKoTAdV2Gh4fxPI+zZ8/etYnobvCF3v+CqoQIWeAECioCy/SQQwnbDwlUlXbLRxUhK3KcRGWVmZrO/paAdC0ktaLgFMsEnQnsVgV9NsC2bbSaTXB7qTFJb1ZhmlG9trEXTTPsa2vqSBM2xzA3k5XSN1aprCkO25ElCTYU6q/+2TmUtvW/VXPtiXEsIgWFPz2HPrCVBNeJiHdrFhVQEwlaBgao1WrYsRjOyzexdYXVjIUVixGzLHxfwZ1a2GCLM48dZHX8VcKUCoZAIgo3KHztEiKU0I+uv2772sS29S7xR9aK+2Pmlo7F9cZe5vGDUerKmoWsWZ0xjx+kfGma4nAUTdmszlgnDuA1XcSFEIjRMvQCVoxazaD+Scy/OU/LE/UCy3mCQIZYnFQqRSqVIjstSLSnsOM2xYsrTE1NEd4WyB9I09raSiq1ff+aveIvU/ylZVm88MILfOITn+A//sf/SKVS4fTp0/zP//k/+d7v/d49n8872IqHGc28uLjI5cuX6evr48iRI5T+5H8DUOvuIFWtgQRafx/m0SGckVsAGEejOET31i08t4xxsA9/ehbhegg9smdqfgk8EJKGoZVBBIQAqoaplKM+KrUQTQ8QskD4Ad74bXTDhXSUmqZVlgldCbQYKj6KN4PnmMgqWJYLQiYUEnJQRNUCfF8lnLyFqnsI1SLQ2pFTEkLk8DsO4VQqpGuLeLmQwIiCS0LPwfXTSJZMrB0gg1Sx8Eo11DS4QSthoYSZriLHkugtvXgrOYTIIlqHCJfyGNICoR+QCmRCRafkmnh2HEVRUK0isiIjBx4xL4uW9igVWlFxSbYUEELC1VIUChb9zOCumiRUF2ktprNWCamGJomuCoXVLmKKjeq6yIFLfrmVmF7DaitScw2qejeaXyLwIbvURdJySLctgAjxvLXeOBmPUj6aH0pVAzWpIQcuZrBMureEkBR8OQFSAKZFIddLzfdI6gUMpUbccnBtmUTPMgE6NZEESyWUytgLGRJJF9WQCTxQcQglBa21gG1Harrkg+qElCfaMSwH1a0iJT0QUKi20zYwhuuqlMvRVdoC/IUYilrGdwSy5COFHp7ehlv11uxyMl7VJXNgEiFklKCGpbrIuknJPIG0FM0bgR4t4qXSJG3mJH65Fa/kEiAjBR61eC/VbIWw7QC6PYel5KCtFdkKUMMiHa1zhLF2QKdSaAUNym4LZMFdMWjprmBkx5BFjKAqk0hVMCpzOFWVbLmLZEsJNR5StVuJ9aaQSzOkyuO4UhItoRP6CqqzBKRwzbqyXWoE1MBaSM1awX/hwhzxoXbSj/Wwen6ukX7WIDq3c8QPb+yhdqfmnHfCt2NuejvjLwWZ8X2fUqnE8PAwLS0tPP7446jqwzn1us1sc0OyhzFenThNTk5y69atB2L52mmcUqnEjRs3SKVSD+z9+38G/gexNSuDkCRUycfVFTQJJssag6kKjq7h+z4TiVbKBZceI6S/xafdCFno3Ufvu7pRrsyQOt1HuVymNFdGGsywtLSENrGC3B6n9vo44WyO2GBnVEOzVECWBWG4Vvg/ubzuP51YWK+pAZyJlQaZaSYaO/2efO6xxu+5P4lISF3NUKezsEkt0/dHPW2qV9eaZEobyVH16iRak5ITOzmAfW1ii7Jijy01oqdjlkXMsqgM9hEGASIex7ZtVvN5jGIZtT1F/sIo6XcdRJZlqlcn0fd343sb1U61PdN4X5pRHV2m5fvWxtpkRUs9d3qDBS92coCVP3yT2FC0mEk80r+ha3H5Vg6lrxeTrfay0q0cwoxhnYh8xKsXZsk8tg/jeCfOhWny5+dpff/JKJIZyDy+j9Xz9VjKXub/5y2M7iTt33OcldcXaX+yEwmoXCnS/mQXpFzS/e3MTy8w9h8mmf7eaOzW1lba2tpobW29b3Vzr1L+tyv+srOzky9+8Yt7HvsdRPh22My2cwEU/uhPcW5G9TLp2VmCIETdH6nW5b94ETlmobS3Un3lHKJaRevvQ+vrw5+dQY5bhJ0HI1WkuIhI78dZKKB6K3g1GRGPyINSW6QqWrEOdKOWFwkqNcquETUO1opU7RRhycfKeCAlcFwTWbXQpTyV1GH8lVVioozraYRWZ1Rf4SxSCdsxDvSgVucJqjUkIVDCIopsEzgK8twYadNDUUJ8JYkiCuhykTDTgV6poYRZpGqAL1JoOFjJVbwgjRGvQVxDcWu4eRlZGyOmFQgDmWDmOqoioyVcitU0RqJGPL6C76v4KsjCw4xXse0kWjrA1FbxPQtHTbJa8OhJlLGzFoa0SqajQCipuFKMUAQk20osVw4hSUXa9BJy4FKrBBiqTyqzjCvFqPpxRDyNIVWprqRQjQqJtixyGJDWy4Ro2J5JdTmFasj4egKNVYSQUYMqPb0LSKpCSTLxayG6KJNbHQQNJKeA6lVR3QqmHBDvLRKi4dpQcS3ScoLqYoa4WgTXQAgJTY7CFIx9JfyaRsFpIx530LQCq7MdqJaMGlbRJAdZl3GNTtKdtwl9mTCWQQckWSJYTGCZDl7VJ/TB9xV8F6plA9OP4ToaYaVA5uAShdEuVNnBlKqAxMrtAfyKj2nVUEJBeaZKTFaIxWtIKzewvQSgEKgmgadSdtPEeuPUqguIhWksSUIpl6P4ZamMbnoI4iyv9hNTcmiaQpDooupXaInNYwQzOH4csx1ky0LxKqza7aCBnImjVRfAd2nrF3glHblSIi0XsWfy9W83vqRQyaeQAM2xUWIqzEbx0jqgjnwV5/D7NxCZOjJNRCciNuv2s9hQeyNyefFPb2B2J1ltsped+rffv+vrRRAE99x+5B1l5iFhN93rIfKHT05OcvjwYQYGBh7ozutmKIpCoVBgYmLioTQka4YkSSwuLuJ53gOzfG0HIQSXLl3i4MGDHDp06IG9HsWpgQ6aFiDJAQKw8Ck5EgNxG1USLKhx2uQyfr7EQMwlr+ksKCZpK+CJZ7uprC2MgyCg8uc3QZfQZ12kpQqhB9rRbuyqTVip4raqWFYMJQhInz4AkkT1ylodTT3CWdBUUzOFEjcaY9TGVzAPdlG5PE28Udh+YMfXp+2P6m7s65E9i9Ua8rODjfur1yYbKo157CDFr18kqNa29JOpH1Ovedn89geBghyzqFydIr72OipXI0IRP3UI+/oEXSf3U74yhR+L4fW2UhuZofryFeRDHfz/2fvPKFnSvLwX/b1hMtKbSlNZfnvf3bt3+x4j5sDAaABhNCA4IEDSEeuuq3V0pIXRQbqgdZZYcoO0JC1d1hJ3cANCQmMQAxoGMdAzzNA93bu39752+UrvM8O97/0QlVlV23Tvvbub6Rn186UqIyMy0kTEG8/7PP/nHx7YhA/txgRCr1+EHYwISfTQ3DYrmfQ1tGjkLvWl8aebtTKxI7N0zi6Mnrd2juPYOlvjNdpngrz+8K7CyEI2xFCdiezO4zp3X2yVUvhLfTjwxkmAbtth7Nu2p2+NPV3cFtG88gcLWBMJEoUCRz5wkFarRbVaZXl5mUuXLhGPxxkbG2NsbIx0Ov3QiuejkJlut/uOncvv4d2Bt9tmdi8XQPNzfwQEqot95RpePEb4yCGsaBT76jXMmWms/Xtxrl3FyGaxXgiCQ5xrVzGnpwnt24dz9Sre8iKebUJnkRCDIPXLiCC8FgbtwFbk9pGLlwL7px4h4rcISQdfJLDmJlDlWyglcMkgImBSw+/ZeI06ZjKKpts4MgM+RJM9iKUYrAu6l5aJ5RwcOYbXbBNJ9NDTGchOYK/VMLwKUgsIkGVUGXTD2A0dIz5GJBGm097o6ZLqIonQW9VQZY9YYUDP24VstolmHXxzHC8+DSnQmtdYvZnAVjpKWug5SbOWpKES5LNlBlWddjtDV1kUUzahkCSr30afdDAtl7ofwhIDYvEe7UEWM9wmHrGJhjvovkIaikSmSa+TIpbpoYcEZtTGrhtMFpYIRR2UkGSyVRAa4WiXRjVDJB3EEIeTDUyh0JRHJH0D1zUxhcLXQoTjPfrtNJGxNqXFHBlNEepVcbwQyckqjXIwi9/3oiS1EM3qNNAiHe6g+S5uX2Hpkuh4iXp1N7btEovaRPwGzZU80YiDkgLhB6qiZySIFuv4joEwDBQgXUV/PYspK0gjEtRMKRMpNWI7mmCF8aI56LSYOHKbzto0wgRTdNEMhYql6LZcQlqfsNYhlDAxVB9h6jS+spO4XMbuhyi5M0T1Kl7Pw4vk6diQEIsktCrOchIfMFUPIySpVXdiV/to1izpdBu6Cks10CNhtF4V2eoQJoynJ5FCw+s76FNTOIDTckmoJVR8DFo9Bh2fsN4BOwyFPbRWOySSHQygUTdQSpGJVompJWwvipaKEvIb+NKgtp4Janca4L3057TXs6Nwou616jYVRtPYRmRge12NVUxsi26e/VvPPNQ1w/f9hwq9UkrR7XYfupH8Nwre1cqM53kIIVhaWnpHb/aHkFJSr9fpdDo8+eST72j6z2AwoFQqAbxtSWx3YtgPR0rJvn372LVr15tv9ID4/xV/F0OXCE1hexpRw8eLhFCujdAFdsjklh1mv9Gg6QlSlk9VD7OuW0zKHr1cnvaZdfo368T2ZGmfWUUW4rArSXS8QE9J4t96ECEE5mKbyPsO0e/36F9YYuC5NBcWiESjmI5D6mhAHu60TwEkv2VLdKIURA7N0r94m/oXz280yQyIzZ0qzVa1InIwKKhXUsO9ukbXNLf1ZBnCyKVJbKSCAXetEz6wk+6FBbxyA9/b3tcl8cGjAWnaQmiGJChycAfdC/MIIPH4RnfNbJbu+Rs459fwUharKysIESSWNU7ewDA3a21g00oGkPgrR7d9V9HDc1Svn4CUuY2wdM4GXasjh3ZsU1y2qjORgztwzyzTPLVC6snJkTqzdbZpKxqnVtD2JFATCfr9MFGCmazAXlYkfWyS+omVILs/HKX8Won8s/dukum4Bk7LJfeRDauCEKRSKVKpFLt27cJ1XWq1GrVajYsXL+L7Pul0eqTaPEifjkcJAOj3+++Iwvoe3j14O8nMsNlzKpUauQCav/9HDK5cB4Iif9nrQyqOd2Oe9noJLRrByI1hX7mG0MDat2Ez27CdhfZt5LgLiH3ofwueu34FZ61JrxvYhUKijjOwcPwIkd1FRHeVQTcMCrRYHce1ELaPf+s6VsTGE3G0QQkj5AaEKJ4k6nmYYhlXJjBoossOsqGQeoxwFMxEm643izWeIpLo4vcMWqs6ylkhlhvg+eDWOgjTJDoZQY3tRis1CGkVIIyUGrLXx3FbuOYEWhQss4KSAjOfgXwG6tdp3BIIc514th3UbgoJGCQKPW6sT5KNeqRwMfFpNMeImD7Z1DKe0ikPdhJyesRVmbV24MlN6bfp1WN0qhH6jiA74XH7yk6kr2gNTGZ2GnSrCULKJVZo06kmqaxkiIcdrGyH+VvjGGGImw4ZR6O5lkIzNHLFNdYuzODrJn0/QtFepFnJMVBhMtllZC+DXYvjK52Z3dex+1GsVBeLLtFUFyVa4NjkprroERcR95FhRSxfp98YI5ZrYVgakXgLZd9ARTU0QyMSa6IKChmKEsus0y0nSU3UUEaHaLhMt50hMbYKaETSLRBRhO8Qyd7G98Mw0UM4VaLpBqUrh9Do4UsBQkNKjcEgBISJ0Eazu5hIkrvLCOmjdypIQjhalE7qCPQXMXZNYQDeUoNotANmGWVFcdoJzHAIDWi3Y0COVKJNyltmkI0RSoSACHq3hOsaNOo5IIk5KGFEAzXFGNSwQn20pas4xPF7ChEL4dYl3U4EsOgnsoSdOnr3BiHC+F4Iw6mR0ATEYqBnGLScIKxHpPCJExvUSWUaSEuhaRqedNjxWAXv8BEaJ1eI7c2O7Gfrf3QFr2MzrGjsXq8S37CX2WttvI5NfE9uVPQ/JD0Pg69H08x3M77uZGZYz3EnOp0Op0+fRgjBkSNH3nEiY9s2p0+fZjAYkM/n31EiU6/XR8WdmUzmHSEyvu9z7tw5Go0Gpmm+rd/fv8t8hmREjk5UIyTp6iFS7gBPgBkBy5VMWhq2A7d7BjvzsG5aFGyHnOEzqLRwLEl0d4HYY0XWX7mMAMbHC/QvLG8UsSukVEgVJOzEYjFELErssRls26Z7bh7b81hYWMCyLKzBgPjjO1BA/8LCtvc8bPoIQcywksHj/sXbdM8tjlSbrbgzRMA+PEU4nYbbJSqf27Re3YnIwR30L81T+dzrZL/r7tmWxF85yuDirUA9Edu3A2i8dGZbotjwueofHB81AYVAtXHmXyOUTzM7N0273aauJNqlCr5PUGsTiRDZM4F/bZX6F88RGt+SVLahznTOLmHtHMffUgKwNVIZAgtZ6/TiaCapv9LB93UiB4PixWF3Y4Dechev41D4vsCy1zi5QvrYBMmjU7ROL9M9V0Pw5upg4SMHqBxfByD79PjIagZsLNfRZjYl/XP//iKP/V+HRo9N02R8fJzx8fHRrFS1WqVcLnPt2jXC4fDIkpZOp+9pvXzUxmTvVEPD9/DuwNtVM7O0tMSlS5e2NXtu/n6gyIT378G+cg0jO4b1vr20lpYI1xujehkA++o1UATKTbWK6vcxZ6axr1zDXVpEi0YYXqhlvUb8A8/jn1pC764CYcT4DrT1Jv7idWwzGPNMew0lYGDmiE6OIcq3cFUIUdiB57jI6i36pSihbBxNqzHoh7HdGNHd44jeStB7xIP4hppiNMt4CyXMaA9Fkki8jy76aMLBMRLEpwwMZw27FkWYtzAF6KqFXZWEQg6hvI3rWEhXwxpPobsdWksmcn2FZLGHAox0AqUESnbohCeoaH0S+Fi+RwwHKQ3GkutIBSqRpAdYskW3k4MwxOIVNKUIt+tIoSMygpK9G8PoguchTROSCax2g727VlGaQUdqwbqaRrU3i6275Ca7aL5GLm5DKEQq26C7niAU8ukYEXq+hUsI09SZmC6hbEHI8LFkGysk6TTH8aIxaLVx+gnqrR0Mmh6TU/P01hPUVtP4riS/Q1G7XKTTMTBjOlnXwCnF8X2N5Gyd9toYvbUEjoyQmKpy+0uPE08GErqcsKkt5LHCHhoSvzhGeXkHAPmZW3jLY1SWJzCxydg+3ZUsrgohXYn0DaKZdeTGrWMk1QF7hYRUWOkBypAksssoBJFUi15tnHCxRSQoN2JtaQXLsDFWryGjaQAG+SPo7RJuzWEgsiT8HrrbJq4akMzgezqeY+JJAxELaouajQSJZIf4oILjmBCyCGkdDM3HDRl4EwdRrRJ+x8GxxjDGYxjleVLRCiQzQB+7qtBDLp6M0W/FcGoasXQP0VQIIfH7inDMJVFfxR5YSF3HMw3susegFUJLxdBcDf2VV8GaGRGZ5ukVwhMJ0seCCYXmqRXiW+xlzdPLjD+5f9t14GFVGfjLD6d5t+PrTmbuhbW1Nc6dO8fs7Czr6+vvqK0MAnJx+vRpstksuVyOdrv9ju1rcXGRy5cvs2/fPmzbfkcar92Zivbyyy/ft2nmw+J3PvIVLCPoJWOYPj4CHXAGkoGpsaCb7B8M6Fkh7L7Ngm6xM+9g2R4FKUjg0kvEOfTX9tM+s0jkcJ6V5WVCuk7xxX0bgQUaqaPTKKVY+8wpIrtztM+s4pRaaJrE95cAgVzqEttdINKQuKUSfjrE2uoqQgiivR7Rw7P3TPzobblJjxyao3d+AWuuCKgNYrNOZPf9yWz40E6k1JGeGlnWehdub7OsRQ7uQPrayOIWe2xmZB0bvsbg4i2cUpPUX3li2+vrY2PIe6SGWTuK2xSW7vkFQjuKKAnd80tY+wpomkZsehzXBXe5hz2j0Ww2EQlB+OoA/Zm9SN8fFe8HiosgfHAH3XML25p5da9VMWYm2RoTMbSQhQopXHf75WOozoTGU4ix+19avHIPdWwCliTV19fJPh2QyPqJNTJPFWlerqNPT3K/+aOxp4ss/Pebo67Na69UKL5wb2I5hBCCeDxOPB5nbm4Oz/NoNBrUajWuXbvGYDAglUqNVJt4PI4Q4pFtZt+ss1//q+BRkjYfBlJKLl68yPr6Ok8++SS5XHD8rv+r/7htPa9aJ/7+IN0ovLYOIWs7kWFThVFXr24LAjCnp7E2nnOuXUUfy+JcvUbIriK7LRwZg/YCEdpIoYFsYMYtNN2j2stjSIHeW8VTgl47il9eJTrWwSaHMD2kr6EnwpDfibbWgtItbMdD6XH8bh/badN3MhiJIvFsB7sTYuBnCReTaINlqksGvu1iTtj4pOnULfR0gkSmxSD8NPZ6ExwwtNtIaWF6JfTSbTTLJ5pKoRSYooNvFYiGu2h+C7wuoZLLZMwgHm/Sa0VIpVrU/UkcM0J9JYYZ7pNKV5CeQPM8wq0G5KDs7IQo0OwQ14N6Vq8nKU5Uaa1nMYwBjjSRwqRRzdGVBtNzZfAg1KxjWGGE51FeyRLWHDylI40QdS9NIuwwkV3B9xRKEwh7gBgMaNXH8aw4tDqElcAzgxvNdLGC8H2MbgsLDXSDeqmAlBJXjyBDEUxdko73Sc42kFLSkWH0sA6hHus3g2tqLOIQ0lxicQ/dNNC8Ppqm0MfSeEAqfQ0QQU+aQQ8hNHqraSJ6D8/XUVYU34iibElyVxURsujMJ1GeR3yuxvLLB5GeQkkY27tOZWEHXtcjGnfBX6Z2PQMahAwHqTQqazGi+SwRUceruhhRA7WwirQlEatLVDg4LYtaaYxMvg81SbNmYVh50oka3L5Gvx/GjBoM6mAJG09GMGeLDAB/eRmTAdSrDNo+pmYT09ZQjRT2IISUYUzXCNoMCAs3nMDo1RGOi5kKIc0QYb+DlDrart34gL+0jNAdtEQCCZjdJqFkG6WHcD0Nej6q79H80gKdThLV80jsy9I4uToKAAgXEzRPrdC9Xia+d7si8yhEBh7eAj2c0PtmHZveVWRGSsnVq1dZWlri8ccfZ3x8nFqt9o5FYCqlWFxc5MqVK+zbt4/Z2VkWFhbekf0NI5HX1tY4duwY2WyWGzdu3LOnzVvBUPUpFAocOnQITdPu25zzUdA8sYah+xudbQWhiAqahGk+fVNjBzYNYaCcAcIQTIQkKcejYZqsmWGEr9BzCdpnFnFdl/ryMrGSi2pKmqdWsNdbyG4fueFDjewqknwiIDadswvEHptCKUXv/CKhuQLhg1PBbOZLbaxwgnAjsCe6S20azjzSl4QsDcM0MB13VDAXvcMCtvWxlALpq5GVStMkkcM7qG90Zh+SoWE6WPfcIv2blW1kpnuPddC21+iED+1k8Kdnt/VyGZKfyOFhrcumXSl6aI7exdvbCM1QzelduB0U3i60IJUi8fgOuucXSGyoEo1T89jFLM2TtylPR7Asi8h0CuelG8T3BjdSw0QzgNaZZcK7CtvilocWsq15+MNUlqE6Myzmh01yAtA4uUr62ASuZ+DE0oSEIHOsSP1kUP+SPjZB4+QqlddKxPbkGQw297vValY5XsLzNFzXIH90igRQ+lqZh4VhGORyudFNZK/XG1nS5ufn0XWdsbGxoHv1e0WW7+EO3Jm0+TDo9/ucPn0apRQvvvjiKFWy8d+/gLVBVAAGV65j5MYYXA7sZnq5gZocZ3D5Os7iMnosTOx9QZCHvYXIDLGVyACE9m4+jjz/As6JZfTuKpIwfqzIYK2FV17HiCSI6B2EJ1HNLkqkCGUGGHYHXQNNtTHGLfT+bao38ohQFTMRQmnQbcbR04LklA8ksZsRhkNPz83j1TuE/HU8y0CLxXE0gVQO5HYRzYK93sSp9bBFG9Cw/GUGMgzF4LN59eu0O3nCxSQhZ5FePUFnwQDTIJbu0RnsxOkGY5OvmyyU06RCLtPFG+i6h0y5mJokanWpDjKEsw5Ro4luOiijhHA94jsb9JsxcsYyMqsRidtI1aFSSpMsNpCGieZ5pJSN8Dwa1QJKOuBr+LpJT4YhkSCXnIeBxFIOSmkI36e9nkMlkvSVJKpaeB4MlE2xWEITCqNVx5EhiEK5tQ9d9JDSR+omSmroymVyZh7lGdiujlIGSgmWbk5jGDoxXDSnT1j1EOEgVUxJhTAMPDNCIl+mujiJYQWKFkrQXcuhyzquNPGVgRvNodk9UhPL4Amk1NCUg4lDc2EG35UoZSA0HeJJvJaLFXbRkIRkFyNqkNpVQvoCdB09FQ8cFP9jH+O5BiqWwmnpiJBOSOugdJOWzGNOzqA1K9DskMw46NEImtshm64jUmkgxaDhIUzQIiGUgm7bICTaeLcW8Dwd5StE2MCrSbrNMFYujeWUEb3ASSAsE7vhY8guQjPpttN4HQPL7KLrHu7AwHFihKMe4tZNXN8CFJbpYzd8/IGLr2UIhVw0u4/AQ5pRwspF9vqElU/7uQl6lkC73SO8K0326Wmap4Mxc+oHH992jj4qkYGHJzO9Xg+l1Hs1M+8UhjazwWDAmTNnRrHBQynsncrz932fixcvUi6XeeqppxgbGxvt7+0mGLZtc+rUKaSU2wavrTHQbweGloUhMRvOGGqa9rYoM/829VlChkDXBcKQdDCIDFykoQgb0PfAiYS43fJ5IgZVTeHaDuWQQUkzmfJ6JNIWh94/weJ/PY0cN4n6UfyapPjRwwC0ziySejKwCrXPbNZpiI0OzcOTV2ga8Q1i0z23hJFLEj44jRDQu7BE6q89ixAC13VpfP4UTjHO+teuoAmBFdYRvT7hcHjU7+RODC1mvYu36V6v4Ps6ZLWROWr4fORQQBq0WHgbKQnW2TFap/FnZ/F79nbCc26B1Lc8Qe/i7W3bRjYaZg4JjdqyvyGhqf/pdstY9PAcrTM3AEY9dADaZ5dIPD6NYZgjgiMbEm13nH6/j6cLKqU+Vq5MNBohcniK9plA+Yoc2kH7zNJIcRmic61K/nuPEeHu3Hx7rUXm24JmYltnn5qnVqi+vr6x1hvPZscfn2bwWrBu7pnxbVaz4WtouTRrL1covrhdkbnTavagiEajRKNRpqenkVLSbDapVqtUq1Vc16XX640saYlE4g3l/W/m+Mv3EGBr0ubDkJlqtcqZM2coFAocPHjwvjcjw3qZIUGxr1xjcPRw0Fw3nQ6eO7CXweVreJUaqt8bFSJ7i0uYM9MMLl8nfCAgR3fW1ABknpqi9eerdJoxaLYJ6zWkptHzcjiOTSbbw+6btLpxEIJUBLpOFqfWJWF30EIp0nMCt9MjbKwgIwVSM+B1a4h2A1ulCIkallbHb5hAktiBKUTtBl07h1WMYbZvIHuS1vk1rGyUaKhCaz2BntaITCYwnRbtWhJWWyRzTTwFbtvGrq6SnrAZqAlCu2N0l2uARny6wPpCh7y5QHs5RRQPgYHdC7NWyqOSFtn4Ok5Np91MI4RApl3a1SKGphgog74jqHbzxKQklSrT6uTQlEsuUyUeb9Fpp4kmW2i6IBppM4iZEINsdgnf0ZnMSjRDEI126NVijI03UIbBQFoo00If9EmOraGUwPB9YhIQgpXqLKYaID3wDQN6PRxHUZhdBVvDsyUDmSAl6jRWi9jSIJwyEXKNhN6HUJhUcR3f03GlieFrpOfKrFzfRcRy0VoNtJSHZurgDFBSw1MGbjiDZvdITy2jGQL6fVxboQlJ43aRvhcCQiS1GlJq+D7olgbSRzTqGMIkNbOG61l40kS3dJRuUr02gWn40GyAMvA9Dd+0kJ6O50msHePY1Tqq0yKi1lG1FIO2j4WPFo3gJ8doL0WJxXuoahtf6igthJk0Ua0Gvq+jz+3AB7yFFTQ5wBhLIgHRbpNMDUDa+CqCoyeJJGxkr4/v6ZAYD2p7+mV0K4KRiCG6DXxXR9MNPCuFarcA0ITCixSQbRvD8DAtG+l4uCqOYXgox0NJDWFGiGVChM4v4kiLARGclEb/988gBhJrV4bGySWEJkgdnXpLRAYevmam1+sBfNOOTV93MgNQq9U4ffo0uVyOp59+etsP9E6QmaENSwhxV/H9272/ZrPJyZMnGRsb48iRI9s+29ulmEgpuXLlCisrKyPVZyvuV5f0MPil7O8R1iUh00czJZopiAqXnidIGhrVZIRYp8PA9tgf8ambIaphk6LbZ1XX8F2XDD6RtOD2S1eReYuJF3bjXC7DROi++00eDSxP7bMLJJ/YJAoCgaYNiY0g/tgsSgW2j6CjbvC9Di6tEt5VJH5kBgU0T93C9x3qJ24ilcIKaViHpvFcD8M0ghjmw5sqjZKC8I5AstfmG/Q7FSJTd9cfpb4lmHHpnLuNW2oSGt+e1GXk0xiCu1LEYJOgdM4t3lVJEjk8R+X3T2yr34kemqN77QRaZvvp6653odMfPR7WvVT/5CKpDz2+bVkimYRbLcIfeYbmqXnc600aszblcpnQfBOlTLTdNonHp2if3SQsnq9vRE1vYqjO+L4ekL77wF5rkf3wYZxajf6FBnwwR+ZYkerra2SfHsd1dQZ2aGQvK79aIv/c9uL/2oUmyf0Zxp/Psf61yn339VagaRqZTIZMJoPruui6TiKRoFarcfbs2SDtJpMZWdK2Xj++2RNj/lfBgyRtPsxklFKK+fl5rl+/fs8I/tV//v8d/R85tBtgRESG0czD8cK+cg3rQEBOArJzDWv/c6N1jekZrH17sK9eo/PFl0bEBsBdXg4eX7mGpknCEwmSH9xH9fgqRr+LF50gAgwu9nHUgLZKo+sGccpIRyM8nSRcTEL5Fj03RyScwFTL9GoJWkvGBiGxWV+ZxMjEiU7G8QfL+L0BlqhhtVZB9An5EnlbEk12cPQ0ydwAGBDSu8QO7mGw2kKr3sAjaFTsdwfYsoOtTxHdlUJvXAtqZNJhOp026UST5loKe3ENT2i4eUHT0VESErkaXRXCdSWRZh9hSVZXxkhs2KR7DpS9EAnhk81V8ZSG0fXp+YpMUlK7HceWgqZtsFfpVEs5mn3B3M4qspyis5bE1U10qaivpPE1A1sLke8LlhbypGM++fES0WQXLQ668Ikn2lRrWUKZHprvEU+0kc4qKqJIF+p4rolKKWxXJxzv0a6kSWaq9KtT+J7C7zmEhU0qUcV1Bb1BCEOC42osXZ4kFpWogY3sDTCkg9sHITV8D3qDgJwUZm6hK4XX6CJdSaooadzIY7uKgWOSlBauaxDyO0jNRLoK2R+goROfLGE7JgPbRDM1pCupXi2ihTS0gY3s2yhP0SeG5vVREjzXpOtreD2HWGyAe2MJ19VpddKkxxyoKdyuwI1mMN0u1JroUmfgWvhOGOmCEdVxqwrpxDF1G/3abVxponxFyDIZrLto0kNYwQ278PoIHLRQj37bw9RtfC2BX+rhqxCGUGi6i9vzkTIMpoah+ngVB8/TEeFI8Br9DgoNV4WgC4ahUGrAwAvUMc2QiIGD2wn68+iaTVhJKCmkGUKkdFy7z6DnY/2fj+GNjdFsNt9SX7SHVWY6nQ66rr8jNdrvBnzdyczNmze5du0a+/fvZ2Zm5q4f9u1uTlapVDhz5sx9m1O+nZas5eVlLl68yJ49e9ixY8ddn+3t2Jfrupw+fXrUSPRehcdvZT/DQVj3fXRT4gOGAqE8pBTEQj5tX8OsDUgYknZEpy8ENx3FPmNA1FdMANmQILWngD2pkDdaqJ1hyuUSZq9P5lhgI2ufXSL15AZ52aLK3InO2QUSdxEbAeh0zi2gaWKbGhU9NBV8fiEwTIP0kzthQ7Vpfv4UPX+Zlucjdqex+n20wYCwZY1+r2FDzsbyMtrry/je5jGztUg+2NcclRuvo2c3LzKdDetWdENx6Zy9m/BED81R+dwJrDtCCNpnl9Bi4ZHCEnw3S4R3jKM2/h/WuGjZBK5lblsWOzJL9/rJu77DQH0JbtrSx4KGl8mpKTzPo74O/b5kbXUVTdMIT0ZwXp3HMMyRkjW0jQ2L+ofQc5mRvSz1ZJBMlnmqGPQl8ILvJPhdtp8L5VdL2x7nnh2nskWdKb+2ju9riGiYbj/EVqpYeD7P2ivlN62beRT4vk80GmViYoKJiYngOG23qVarrK6ucuXKFaLRKGNjYwghKBaLb8lmZts2v/ALv7CtYeYv/uIv8uEPf/ihXufDH/4wX/ziF/l7f+/v8R//43988w3ew0PjQSe+PM/j/PnzNBoNnnnmGdIbysoQ9c/+8Yi4ADS/8GVCc1P0LwZKq7OwijU7iRACbWEJtjQ7HhKdrQhvsaoZ0zOENlQZ++pVjKkZQnuDx72X/hRzOggLiLg1nHYPvxn4SrPZNuvtcUKmSWI2Tag/oFlPwHKH9FgLRwkGlT52yyWddeiLIkZG4Esw4haJ3AT91TaicgsX6DrjuLUuqTGfgbY3qJup3qDdS6IXg3YBWvUGyzenGJu6RVgHUzXpD5Ikxtro8RbKl+DVMPsdDNGm24nRW6wTykbQYoL4wQkGl6sUxsqoUIiBGWIMj4j0WS3nCMd0dMdGSYETimCnTPLRRaQnSIcEvtTQNUWnnEQzoaNCeFYYZVmIgc++g3Xqq0VMOWDM0gjpitLyOAqBaWpghejqMRKWx3hmkfW1cbIZARgIFCvz+1BRi17TZdpfolPKogyDdHaVTilDs1SgLcOIcJjGShbXlujpCOGKYH0hhyVcdh2+ihmxcZ0QIUORTLWplXPkZ6voQCJZR+wSaLrA9TUS6Q7IKpgmidQqSxf2ElY9PAyEplFfGg/68xhhlBXGM6IY/oB4HHRdBhYzw2Rs1zrrN4PwGUsM0JVLY34SI7bFgqvraMkYg5ZLkhJCKEzDx/d1lr76GCHNZuAl8GMpnIiDarURymdsWgPC0GoQTobwQ2G6dhLN6WGIAXRdPBFCt3Q0t4vvaUip42gJtEEfNNAE2AMdJTQMXeL0fFASpUUxDA96btAU1g0DPgKBVAoHk+A2QWDoHspVDAgjRQgNDzou6BZayAChUK6HkYlhd2z0uIU1keDQv/3+N70GjM5X26ZWq1GtVllaCsbgR+2L9rABAMPi/7erIfu7DV93MmMYxj0v8FuffzuUEqUUt27d4saNGxw8eJDp6el7rvd2KDNblZKtxZ332tdbITOdToeTJ08Si8V4/vnn72t3EEI80n6klFy4cIHPv3ANywhCcXRN4aARURI7pmNuFP/FNY+b6TDjG4EGO02NlOPSMA2MPVmyYY/+hMIwTCKpFOkdE/R6fdoLS6y+PA8o9NKA/iCoURjcrBLfm6Nxchl7rbURoxzcNPdvVkbNIHs314ntLtA8FTznllvkviOwOXXOLiA0gabrG3a0RYKEtOC7sC+tEtlVJP7YLJ3zt+m/to5v6VRfu4E/Fyey1sMwTCzPQ9/4bvXpLNEjc7TPBtHGmsZmjxuCQv2hktPeiDMWYpMQwUYjyjsID4A12m6TuACkP/QY3fML25YPX697PijaF0IFn21HGmqbv3X77BLZ736G1pklkk8ESWSxI7Osf/YUobmJu4r7FRCyQmi6ATVF+OAYvX6fgT2gv9xEPTVBJBJF3mgRHBEBKVn7/FXGPhxYBbfWzWyFnssElrGdOkJA9fg62WeCzzxY7ZD7yAEGr5UovVqm8Ny9Axgmv3sPa69s1sjcy2r2+R/4Ch/91Afuuf3D4s7ZLyEEyWSSZDLJzp07g7qvep1qtcrHP/5xPve5z+H7Pr//+79PNptl3759DzXz9hM/8RN8+tOf5h/8g3/A3r17+Y3f+A0++tGP8tJLL/H+97//gV7js5/9LK+88spDf9b3sB1vpmg/yFjR6XQ4deoUlmXx4osvEgrdX4UG6F+6sZFWFqgzg8vXCc1MAQrt9hqUqsidsyOi41frxD8QBATci9jcVUezJSAgIDYbdTRcJfXCC5S/tkq31yNldxkb64PdI7R+GylMwpqH33NQrS49bxfJI0m08s0g8n4imF4Q1RusXY5j5TuAwOu5dHo5kvsTpMeauB0DaQfXbqUEzUoKUSoTzkWJWQJMk1ZvgrF8HY9Jut0U3TLELJeuXcDr2MhFj1QxiYhppMwBlllFDwk0e4lUok883KLdSjKTrKAbGmbYxZcabiRMulCntJAjpbnIrsI3Fe1yGvBpqxApQnhmBHfgMzmxTnkpC/iY0kf0g7GtIeIkTB8lBX0RIpoOMRa+Re3mGCHhBuEwUsOXGlo4mFwcYCFcD1FzmZqsUK9OovsDbBdEOESpNoV0e4RwwfWQG/UxuehNkBquiGCkEvQ6DdYv5NE2xmNpS5rLGXxDJ7+zQX01T7MSWILT+WXmzz6BcOygDnTWIznTRg0CwppIt8ENge8RSXYxLRs/K5EYZIrrNFbGSI8HAUzxdBU1KQFBZXES2zHwlYHfU/iuwpvQEUriV5tk96whlYYnQ8iWj65L2u0o0pVEzD6G5+J0FK1egmSsj1wdIJBgJcEDo9kGqSF0sLUomrQRmsLrS1wZWMN1HNyej1AGiiAqzdC9IMlUWXjKRNd8QOHbGggDdIHyFXrEBBRG3OK5z/zv286Pl19+mYMHD75j6bmWZW2bGGu1WtRqtbv6omWzWVKp1BsSj4dVZr7Zazm/7mRmbm7uDQeEt4NceJ7HuXPnaDabPPvss6RSqfuu+1b35zgOp0+fxnGc+yolQ7wVxaRcLnPmzBlmZ2fZu3fvG94wPUrNjOM4nDp1ij/78DIRQxIyJb4ICisNzachNFKOxFMKhU8/rDPW84m5Pu2wgaYpqoSw9mTYEXJptzokduVxvlZFTSSonyjRu1EisS/H+AtT1F6/jWuFcaYseldrGPkw3myMaDSKUpDeUGxaZxYp/vWnRu9Twci21T6ziJQazVPBjEfvRoXo7sLoghDY0eZQGylEAJFDU/i+T+TQDEpqxI7M0LuwgF/1cWoOgyfSNBcXg5uQmzXEkVlQajMN7FoF39NGSghsJy7BOtVtyzpntxKegKC0zwbvOXZ4lu6FhdHjIbZaxkKF5F3LAYy9U4h6ndhjs7TPLGx7T8F3tzwiNJFdBbYe5sPifthUkFpnlglHIoQjERpRm65TJp5I0Ov1sTsdui9dJnoki9/3cZvutn1tLf5f/tx1ct9xiDhQfX0NpRTRw2nkDRsA19VxN1Sb3LMFKq9tqjRDq1ntQhN9bnybInMvq9niV6ukn9qubr0VvJkv2TRNCoUChUKBT3ziE5w6dYoPfehDvPzyy/z7f//vmZiY4Nd+7df40Ic+9Kb7eu211/iv//W/8vGPf5yf/umfBuDHfuzHOHLkCD/7sz/Lyy+//KavMRgM+Kmf+in+0T/6R/zCL/zCg3/Q9/DQMAzjDV0D6+vrnDt3jpmZGfbu3XvPG5P6Z//4rmWRg7u3PQ4fDJSW/smzePkcqQ3lZXD5Ono2OyI27uIKodkp+pduoOnbx5UHCQjwPA97yiNyoUS5MYXQBKZh4nkefWOS+HQcq7+M7LtYWg2z20EXbTqtKKJ3E93SiYTaiFAa6WuMFepAnH41THe5i7AcOvY4dqWH3XIZy4MsWlg9k2iohBG3SGZz9FbaDCp9eiqwszrVHuG8T3giifR9RPUa9U6edC5Dp94jbixRv5XGNXWymQH1fp711WCML841uTC/i7nsGrqskTBaeBmFKSRWzMYI2bjCwJAwk2ywsBh8t4byCCtJ1zBo2hqTxdXAktbx8XXITJSormSJeTZ0FSqqM1AhzJCOH7FwhIEpFKLaIT1Zprw8jmlpOK4iqQQyEkFGIlDvQt/Bq/fxHMX0rjWUJ6jVIRSLkiBE+UYWUxvg1nS8KOi+D0ojPVNj4BrYvgk+eB2HynIRhMTEBaXo2Sa+rQWPpWL9wji+K5nYs0JrMUN5vkDft5jct0LlZA4diR4LITxF/XYOYehI3URKk2ZzF6rZYfrYRczkANPQUJ5PcrpCqzROeraMQJIs1mmt5hibW0UYAlwfv6/QgIGRwmt7WCGbWMTBc8CVEUzDQ3V9UAqPUFBPZHi4bpCXqghaNZghifIEth9DC5tIx0cL6QjfofijT7P7J5+87/n4ILhX+uk7ha190YYTY0PV5sKFC/i+TyaTGZGbyBZFdpik+LBk5pu5ZcDXncy8GXRdf0vxxd1ud9TT5UFmxt5KUX6r1eLkyZOkUimOHTv2poWhj0JmtnqvDx8+zOTkmzdbelhlpt1uc/LkSf78x1tEUOhaUIeimxJbQMjQCIU0PNvhpi84ENfoAzHfpxkyCe/N4N2o8r6/fZh2u03pj24SnUrCrWDGKX1so+utgNSTwYBlGDq5ZwOFo7EuMfel6fa6dM4sI4TAKVsbxGaTlLXuYUXLffuRLd+VIPH4DM1TC9hrLfzuAOnrpJ6cvku1Gd7ISykJH5ymd34ZTQsRKUui0kDfm6JJjUajQbPZJBKJoA880h89hn1paZu1ayt8Xyeyq3DX88OGmUPFZeuyIaHpXqtS+N4nt23TuXYKLbv9uBqstvG7NrEd+W3urcr/vEjmWx8DGBGm1pllUMFrtbY0uxy+196N8ojMwGY9DIC1o4h3tcv4U0VUIU/t9UV0w6A3GDBIhZl/6Trpo1kih8fon68CAVHxvO3vd2ucbenVQGXRc+m7f8sNq9nqKxUS+8fobUk4W32lwsQWW1nh+TxXfvc20am3t7jxYWa/NE1j//6gf8BnPvMZ4vE4X/7yl0fL3gyf/vSn0XWdn/zJnxwtC4fD/J2/83f4x//4H7O4uPimzTj/9b/+10gp+emf/un3yMw7jPtNfCmluHr1KgsLCzz22GMUi8X7vkb3wq3R/361GjSC3MDg8vURkQFACLyp7TVkQ0vZ4Mp1zJnpURpa54svYc5O0780JDqrSKkRObgb5+pV7oScnWVlcZFoNEp61xi9RRMQpLUNQlKDzlKHmOnQcXZiV3toIYOxnIuY2UV3uUNclXBDRbIzNm67jWjV6fsZwloVv+eiG31S6TbOxCRa7QbNfhGiNpGJGH7Jp7wYJpzvkIiUghl/NOLTcTK5BrXyFHKhhZfwSQsNMYDamSr52QZGPIrhx7CbDtLUqXSL9HWHtOsh+h6W61OrF8mOlalWMtTkNO2mw6y7SnVtEmno+K5kZkqRjpVwNJ1YrkM06mC7FcwQjMXbNOppxnM1QBAOdVlr50lagon0Gj0bXAc06VIYW2Lp1jhGSEMpiHvg+xoDx8Due4wrhSy1cZTGxI51KqtFfF/Dt0KocJi161mSpoeQCkNTCENHFx5jO9bxpI4aS0OjhyE9KqtTGJaGGAzQNMDQGbiCATpjCELuAF/XKe4ug9SQUiB0HcIWq5cLaPiEQz5C+qDpYIVwehIlFY60wIHxHQvgC9xaD+lCp5Sm8tokSIlEQzohqjcKSCVQaPh9k/KNIppgI5RCBSlpHghPIhT0e1Zg+9bB9zfVE6ELkBLCITwUxliIb/vj73vD8/DtxF8mmbkTd/ZF63Q61Go1SqUS165dIxKJjIjNUGF5FJvZO93q5OuFrzuZeZA8/36//4br3A+lUomzZ8++4czYnXhU69fq6irnz59n165d7Nq164EOmIclM77vc+HCBarV6psqTHfu50GVmaHiMzc3h16ugU6gyOgKfEHS8lEIPNfFlrA3ojB8xU0Ju8Ma1YjB3kqbZNpi4Uvz2Gtt4jNjFF+coXFyhanvDmYDG6eWGXtqo8nUqU0VonV6CU3TSCQSJBIJmqsu1oEsvV6Pxsl5pO/TW9EDYuNLMscCAnBnjc1WopN4fBalFkk+cYT22QWap5bo3ahuU200LVBlghCBYLvUhw4C0L+wROePr4MJ+Sfz6LpOr9djMLBZXFjAGrMIrbTpfOYU0V13qwJD9WTTDrb9ueqfXNz4f3O57+loUWubmtI6vUxkZwHFdpUlVEghpUbvQhkxFZD12GOz9FcubSMricenqfzPi1gbtTrDOOWt64Tmipv1MHfELQ9TySA4bw3DoP9ylUQxSeH5SSqvLeG4Ls21NWj28Eo6ruMgsqlRvHL26SILX7pB+FiWsaeL3Pyty0z9jeCDl75WpvB8YC+702qWenKC3iuBClN8Ib/NagaBImM3XSb/2tunysCj+ZIB4vE40WiUv/pX/+oDb3vq1Cn27dtHMrk9POLZZwMb0enTp9+QzCwsLPAv/+W/5Nd+7de2zeK9h0fDo9jMHMfhzJkzDAYDXnjhhTe0dVQ//UUiW8hK8wsrGFmN3gbBsW+vj8jM4PL1be9na1LZEMPHgyvXMWZmRsRmcPk68W8LlMH+pau4i6uEZgKi41VqSOVS1fVg9re0jrVvH8mxCq0zbeyWQ9sJzsOov4IvBdHpONGpOFr5Fq3BOAkgNhXHX1plackiko+QsEq0Gkl6epH4dIxwbIlKZZqkXCPECrrWwvUhVPex/DU0S5Ep9ug4Mcx4CD+zG5Y7dJY6iKiL40rcWp+c3iCci6KyObrLHZRqMjBmaHod6HrQ8fDWemgKklM1XAmDAfR0QUzB+nKGiOgRDQfpmKau4YdMssV1VNiisjaGM5CYU4KVlQKq76IpRVPTmK8E49XO4hpKGuyerqHrglSyTbOSYmKqijR14okukzMNCOn4PQ+haRhKIhyHqd0lypVpXIJebSJi4mshNOkQdh2UE7Q90LIpcqmb+C4YmShex0G5ktrtcUTUwfM1fDQ0U0dKcDwTpRsIRxLyYXz3Gr4S9G0doYHvSFauTyA0MHUfv+viOxI/HEYb2ChfIV3wHJ/xXcGElwgZyJ6H0g0qNyeQngQ0QOC4OpoQCBTSA8c1QEBx7xJKiiC5DAEKLv7Pp/CUCVKhR4NbzuT+Mb7lt99crf7LxteTzGyFEGJ0DzTsi1av16nValy5cgXbDlwNKysr5HI5otHom95zdjqd92xmX088iu1LKcX169eZn59/05mxOzFUZh60GdpwFm5xcZEnnniCQqHwptts3deDkpnBYMCpU6cAeOGFFx4qkeJBlBmlFLdv3+batWscOXKEX939NcK6xDQkUmgoQMV1PF+xJGDGUzgxjb6mWI6Z7LYdUpqO6vmEpULOhFCzOklrjMLzU2+4795yl/BEgtrrq3Sv10jsy1E7sRok2mgKKTcikVddYrvHcOcHdMolZEqns7BIJBpFc10yT+3Y9rpb08+GSDw+S+v0EpGd44Aa1dpoGqMQAQgsaQEJhMjhGTxf0O206V0oMfb0HMaVMsUXD+P7Hr1en/6sjtNz8VpNei/3iD8xhX+tNjqGhqpL6fdOEdm1vR7ELASkdCtBARj7tiN0zi1uWz7sLzNcLjbae8cfn6H2+g3kzRZMTtI6vUzmW4/cZVfzfR3HMRnqF1sJDWwnLMPnl373PBMf22zsubXAv3HpItkPB99zyLJgQTH71Cz2uM36H91CpQzsKQG3fIy6SSQSGZ1bpa+VEdG7j+OtVjPH0+kPTIa0feXlCpNbamTGn8+x9nIFEOg7N5e//C+v8uL/ve+u135YPIovWdf1hyrkHGJ1dZWJiYm7lg+Xrays3PXcVvzUT/0UTz75JD/0Qz/00Pt+Dw+PO8emZrPJqVOnSKVSvPDCCw8V2dy/eIPQ7BThg7s2Ht8k9ZEP0LuwEQJwew1VzCLmS3DHeDaMcd6KO4nOCEpgbqSdKaXodc/iupDvOphOBXtxFenraP0eWaNBnxCxqeAGKGxHqZQzsNgjMRNFKkGvNGDQdMmP19Esg1A2ii8hlAgxyO2E5S6dpcBi5ivB2u002UIdPZxFFndRuV5BCzehEHzueO0Gol0FzydmQsSs4vkG8SSEciGUbVBeGyM2rZBS4NuSyukqIqSRn67jmyaupmNZOiJqcmtpjFRIolyF7is0XUeiyGYqeJqOm42hdVxMT1JaCSZCTM8DX+HHLLquYOdsBeVohAceetRAKZg/P4cwdWQmgiN1yss5zJCGM/CRU4raWhZNQnaqDLpFZq6N7LukU23wy8ikQheKpFHDS4MvNAzTwR0opA12uY9rKaqLBRA9PCUYeBquMBEdCVKilMDpK3TfY2LXGovzc3iuJCx8kLB2axLN1IIYZUDpOsIA2xUoFYTmyIFDfs8qK7fmENJHbFybl69No6SPoUt8R2H3ICAygXAilML3BcX9K4EiIwVSaPhKo7K8gwP/781r7+5f+hEuXrxIJBJh586dD3xOfD3wbiEzd8IwDPL5PPl8HqUUtVqNM2fOUK/XuXXrFqZpks1myWazZDKZe157vtlbBnzTkRnXdTl79izdbpfnn3/+oSNShzcuD0JmXNflzJkz9Pt9nn/++YdmvQ9KZobxztlslsOHDz90R/I3U2aG3ajL5TJPP/00vzT9ZRKaQjLs7RJ8/7om6Tgw6Xs4CQ1NC14z05HEPYU/brJvJhpEAO6JEl5RaHpwYWicXKG73EWqNbrXypjJEEquMVhtE55IkX5y8yZuqBIoIHMs+L95aono7sLIolb+wgWsRAJv1cN26viLTVrNHoZpEo5o2xodts4s3kVstqahtc4sgtK3EBu5Lfq5eeo2/W4Pdo2RyBdon1mmd71G5NAUQmjE4zG42SCSSmHsy9M5t0Dz5G2k9NH25PEaTaLRCIOLZcK7CoCidXo5SAI7E+wz/tjMiKBsxZsth80andCBAs4d5CXx+DTNU0sB8Ti1glVM4HtQP7lK5tjmd96+UqO4hbAM1Zn6iVX0mEXt9TXGni5uIzvV4+vocYvK8XVyz4yPmmAKIeicbSGwmHj/Pjzfp7SyQvN0g9auFp7nUXm9hGGEEdkk618rMz5UZLaoMysvb6+HmXghx+orm8uGVrPSuSa7fnwfna9WWfhqldn3b48mfyt42Cz/t5IY0+/370mChhMXb6RQv/TSS3zmM5/h1Vdffej9vodHw9akzcXFRS5fvszu3bvZuXPnm44d1U9/8a5lkUO77loWPrA7CAWYncKfKeBeukb983+BNTc5UnD8WoPEB5++536GkczbXnP/HnzfZ21tDdN1yRw7hmmao1jn0L69dGs19BMl0vsnaC8Gyqzo1YhqkvJqjKhaRQ/rZI/maC92kRJUYSdxoLPUpVse0FU9QBCTS/hoxKZixKZiaJUWjd44iSzoOR2/K6mcqBIthElFBK1WhrY/QXwmiuxBqZIhFAqRia8TDzdxAf+2pDjWAiNCwmkCIE2dUqeIL23o+dD1CTkK3zIo5NbxPIEX05C6hqagupiFqMdgICEl8H1BTymmp+tITcNb7RNRgOOzuJgnpHx8KVAhnXbIIqZD3riN52wQq77P5OQ6t8vToCkGfY+0EqxezOJIgRAgPFhdLND2NXbtKVFaybG+kEfXBQefvUCtnGV8qgyGTjrbQrPCqJ6HkopEoo85VUF6CiPmsb40i+/7eMoAIdD6DiYCaWjYvobvCYSvKMwsBGEEUsFAUdy9wtK16cA6LiRKgnJ9fBlMWkof5EYpmCv14LOhI3SNqYOLgMHBvxeEvegNBz9zlOx3bJwTjQHZD989ifSgk8NfTwzvxd6NZGYrhBBYloVhGBw9ehTf92k0GtRqNW7cuEG/3yeVSm2zpAkh6HQ67wiZaTQa/OzP/iy/93u/R6/X49lnn+Xf/Jt/w7Fjx95025/4iZ/gN3/zN+9avn//fi5fvvxQ7+NdT2berMhyK4a1HvF4nBdeeOGhO3fD9s7Ob3RQt9ttTp06NUoSe5R9PQiZWVlZ4cKFC/eNd34QvJEyMyz09zyP5557jn939M8JKwUCtJCi5QuyhkAmQXV8PKFoh6AfNZhpufRNQcYAPx3j0HfPsPznN0g8kSafz7Py+g0iU3HKr63TvVZnx48EdiIBZJ8OZhfrJ1dGdrPGqWUyT02O/r8TQyLTPLVEaDxFaqMHTfPUEsm/sQ/HcWieWqB/vUFn3KL10mXMkIkVDhSWN/rq4o9vKB5nF2hdrRLbHShsnufSbrfR9+aZHC8ghEZfGehxi87Z1Y1tg2SS2GPTwYXm6X20z67Qv7GOHupjz2k0GnWMVg/rYHEjDawSRBoLRs0yhwSlfaW2TQmJPzbD6qfPENm1XfWTvkb/ZmlEZpQCdqVZ/m/nKH7/0W3rDgnIUCHaGqfs+9q2SOg71Zncdxy8K6Fs+XPXCU8kyH/HAWon1rY9FzS2FIx/dD/lV9fJP1dg8n0zVF9fJzebZ1lfpvcnLeS3JHGcHvK6JFQ3SD6RpHUmuDHJPVvg8q9dY8ePHKT/coWVv6gy+b5NkjK0mi1+tYqIBQRg5v1ZFr9avefv+6h4lCz/R5XyI5HIyD6wFYPBYPT8veB5Hn//7/99/ubf/Js888xba8T2HjbxIBZo13U5f/486+vr9+zxdT90zs0Tf2zHPZ/rX7x517Lood10Oh0GE3ni8RThjZCA/sUbGxbTDWvawjLW3PY6yjv71diOw9rqKvFKjcwzx7aNc8OQACEEzliexN59ZPfC8meOAxlkYQdTySXMQZeuk8HqrZLNgtFvcfN4jdh4mHSkhNcLAmNSs1EiTpTS+hgs9EjORlEIuus2g4ZHNl9GC+lY2Qi+D2YihJedRi10WDtepTgnMc0w/XKfhC4ZxCbwCzN0lrpo3TX87C5WSw0012f/gWu4PugFjUymgT3QyWfq6DEdy+ixND9DSChcXeIWBX006EkKEyVsTcPrelgStKxiYamA50kMU8d1oWkrwrEQOzMryBbotmQAkFGsrk5gFcL0Gg5SaFh9D6lAD2noho5AIDSdmX3r2LaGrwQJTaH5kpXlImZMRylBZTVPqRyMaeP5RapLWVYXC/i+YmpvmcvHD6CkYnLPKqlUDb+vAseE0Ehn67i2jq5DLNZBhHy0uTWWbk6hlGDl2tTIPh1EFAfjoUdAVlxloKQCHYx8iF0fnCUSiWA2z+GPfRtDL4He6OKPHX2gYxzA3fm3N/ap3vUk4RuFzMD2+1N9wyKazWbZu3cv/X5/FCRw+/ZtHMfhV3/1V/E87y4L81uFlJLv/M7v5MyZM/zMz/wMuVyOX/7lX+ZbvuVbOHHiBHv37n3T17Asi0984hPblj1oCcVWfN3JzJsNGA+qzAxv+nfu3Mnu3bsfeRZgeID4vn9fgrK+vs7Zs2fZsWMHe/bseUv7uh/JUEpx7do1FhYWOHr0KPn8vaNqH3Q/91JmhtHOiUSCY8eOBQPYYp+IrjAMhe9DzJD0IzqxjkvbgHBUoNDJ1D18BNWkwYG9SRKPJ1j68nVoaHALFl++BWhkn56gdmKV+L7AAlQ/sXmTXD/5xraZoSpzLwzTzYYQCKyQhWVFsPZFiD8+Qb/Xo/nSDZy+Q6vZD2KWw/pdqs1WSKlt1L0oqq/fptvpELJMxovjDKvrBYLctweF9e2zt6l98SrhYnxj+yAiWUlJ7nuepHt+GdY88o/PUa/cRiKoVav4CYl5romma1gHiqP35Hs6etzaVscCjIjMncutHcUty4LZLy1mbVNeEo9Ps/yps2jR8La6nK3rbO0JM8Tq/7hK7tsPjR5vVWcaFy+S+47N32CrOrP8BzeITNz7hl4IQf+ig4iGmZoKkuRWF1dxXZe11hpO04ES9C546LPBMTPxYo7VLSrN0GrWWugTnYqy82Nz91Rk3qrVTCn1yFn+j4KJiQmWl+8m8aurAZG8X9jHJz/5Sa5cucJ/+k//ifn5+W3Ptdtt5ufnKRQK39RJNl8PKKVYXl4mEonw4osvPnCdUul3/4zIoV10zgWkZTC/QnjHdnvhvVQaIQTmUhnuGOgTH9gksEoJwvt30btwHbdU34i0D/ajG+BNFSktLZFOp4kOnNGxfWess7awxGByc4IjdyRNqZQGoB+apt/wWFtMolsa4+N1mvYBClPrQIeI2cbJ5aFVQa7CwAhu7vulAXFthZacJH8sRmuhh1TgpeeI5wwq5xu0VZ8OHWzHIT9RQ2gG8ekYsakoot5kfTULBIqPZ0vWX69jIylMVFmpj7F0O4Npajg2zC+NEdfAF7D3QIvMRANdQiLaw4iAUA2UK8kmulxd2Iun+ZgRHU0PCuVlzGC6uI5yFUkEuhBIBEur45hhnYFSeGgYCNzlPoYAoWsQMfH6PjOz6yyvTOLho0mJ6krWbo8jTA3b0PA8CEQkn+npNfAVXtfDlQIvKyhXZpC+h1AgfIXUNJRULF2fQnmCpVtFlBDM7lqmdKvI0o0JlILp3Sss3ZxAFzB1cJGx8Rq+qwXsRRPkpuoUnsoHk3utCpolGX/GRhaOoMonaJiP0Wg0KJfLFLQ2jtYgGo0SCr3xhK3eOHXf574RlJnhPdI3Cpm53yRbJBJhamqKqamgv978/DzFYpHPfvazNJtNnnvuOT7ykY/wnd/5naN6zEfFpz/9aV5++WU+9alP8bGPfQyAH/zBH2Tfvn3803/6T/md3/mdN30NwzD40R/90bf0PuBdQGbeDG9GZoY9XZaXl9/yTT8EB7IQ4r4pNY9ai3O/fd2LzHiex5kzZ0ZWubdatHUvZWZrtPOePXuQUvKLyT/E3Lj4A4QMiWZqqL5LDYhLCDkwCEE/JIgeTPM+S9CYb1GrNdBLir0/cQCA2uur5J/dMhg+s/ldDVUZYJsqcz80Ty1tJqDd47k7MWy8GU8k8GdypI5OMbBtWqcX6F1rIMctWl++TOKJcZTvkzk2t2375NFper0elfV1QtcdrL0ZGidXSB+bonX6ThvXHIPVC0hl0Dm3TuroZPCehEApiB6epHt+mdVPn6f41x8DBCI7FvQnWZN4rsvKV66h70sSiURRrsfYtx2ie25pRFIaJ1c3G2aeDZYPgwQST0zR3qh5Ebvj+NdaFD58mNbp5W1kJbY7j+drWz5j0Oxy9X9cJfcdm4RlWA/j+xq+t3mxTB+bGKkz1ePraHGLyvESuWcKjD1V3KbO2A0PMiGGBs9hvHL26aD5JSiy3z7L2isVii/kmP7gNKVXS8w9N8fq0iq1P20jMhrtroO27BCJRPA8D6XUNqvZoOni53TG7vj93y6r2fCceRhlptfrPVAx5r1w9OhRXnrpJVqt1rYZtKF17OjRo/fcbmFhAdd1ed/73nfXc5/85Cf55Cc/ye/93u/xvd/7vQ/9nt7DvTFsmhqJRHjuuece6QZoSFikFEQO7aRz7gbOegOhKXw/UG76l24QPRSoMEIIUIrIod33fL1hchkEVjIlb4xingeXr9O9tsKg3GQsHocrF3BiEcIHNrffGt0c7Cq4xgyJzswH8pz7z7dJh0s0BwUKT0VpLvSQCOIzMXx20Vro4vYVbRWclePh69h2hFyhCTkI2V2UXcHqN5EqjXRg/WSLeDHM+ESNUnMC13VI74gR07usrWbp3KwRK1iMJaBbGqBbOnMHWkAYp6yho2F6cHs9i2ZAyAchwY9p2FHBpFWi1UpQbozj2D5z42XWr+RwdXBCGkrXycTLEIdUoodl2UyOCYQuSMdarNczEDXxJUgFUgm8jochgRx0DY2BrTiwa52FqwUcPAxTQ9oSt+0iDZ3QeBRfaAhDR3mK2ZkVQEOYeqCIKJhfmEB6BJHOSjFoeCg9aIfguwrfDlJFp3at4KvguBkeP7evTwaBAppAaRqRyRiP/cgscBCxfpbi40eCrmBrZ4AcbnLDJmafxy08htk+hVY6h95eJJcKQQikIdHaJbr1iwzKHrYQxPUGfWsv4UgEs3XmrmPQT987Gvkbgcx8oykzDzIuaZrGrl27+Hf/7t+hlMKyLJ5//nm+8IUvcPPmTX7rt37rLb2PT3/604yPj/P937/ZODSfz/ODP/iD/PZv/za2bT9Q/ajv+3S73bekHH1DkJn72cxs2+b06dO4rssLL7zwtvkB75Vo5nkeZ8+epd1uP1Itzr0wVEy2nui9Xo+TJ09iWdYjW+Xutx8ILioLCwtcvXqVw4cPUywWkVLy/0n9IaZSaAJMHSQCXWh0lEIYYFgauidZzWhk+8HvMa0blM+VMaZ1kok4xlhwONVe37Qk1U4E/5deXadztUIoGULKdfornSAqeaP5Zedag8T+MSrH1xistIlOxakeX9t4ro7vBydu93p5FBAAoGub5OVOjIiOEITDYWwrirU/SuxIkfrJeVovLaKURzsniESiaPNtDNOk1WpTrVTI5fPIvSGST0zTOrNI4+Qymra93qZ5OrC8JR6fCZLSTq8gNEHy8dnRbxt/bIbBSo/GyVWSRwMi1z1XxrIscs/uoX1mAXfZw/FqeK5H6/ZtwuMRjIUO9RNLCLF50RpGLA9WO2S/PUhbGxKazpcXIRMcL0OyAtubWNZPrJLZIJC+r2O3Ns+tO+1lhY8coHp8bdTYMvht1wDB+F/dv2En20Tl+DpKaST2jzFMUx/GK4/WOdfC+Cvxe3v+BEy8b4LGr15nx/ftxfd9lr6yjnnYo9PtcumPbpJ7OoFje8z/eZn0wTTdO1Lb306r2aOQmbdiM/vYxz7GL/3SL/Erv/Iroz4ztm3z67/+6zz33HOjJLOFhQV6vR4HDgR3oj/0Qz90T6Lzfd/3fXz0ox/l7/7dv8tzzz33SO/pf2Xc6+Zra/PlfD6Ppmlv6eane34zmjlyaDdS3iJ2ZCf9izfonJtnMF/aMqlgs1Vf71+8cRexiRy8W9GRUtJud/DTScaOHSFkWfQNC02T9C4Eqo1zew3f04ke3rVBXrYnuQ2JzmM/MkfpTxokCoHKVxyv017xqKw1iaRNMuEyy7czhAuCzFwUYWepr2eob1xWxiI+y7eTTEzWmE5dpUWS8ek2mugQNVqQyaAWdCpne0R3ufgKNEsnE1/Dzewmn4H2Qo/WSp+2mkGqDVumBF8JIuMhCok1/A5E+qB8BZZgfTkHusSxBCJuICMG/sBnV6aE58KthTxRAcxUuLA0SyRuYNoSzxEQkmST6wgJ2WQbzzVQhmB8rEa1nEFv+0RDGpoukEKg6Rp6SMMXGp6uozmSrHEL5YNt6jDwkJ5i6dYEUimUPrR+CQTgSPClCArrPZjbvYpUAsfbIC9CsHRrEmEKXvyHexFrDlMf24x/F2sDpoqBnVisnw3+iuC1haahio9jqKB59PAYd+JHATAGBjL+WLC+ECjHIlx4DEsp1NpJauHHsdZO0pGSlFjHicxh2qfQdA3RuYnmbZ4LMrdplf5GITPDz/1ux8PanyFwDczNzfHjP/7j/PiP//jb8j5OnTrFsWPH7roGPvvss/zKr/wKV69e5bHHHnvD1+j1eiSTSXq9HplMhh/+4R/mX/2rf/XQ4+jXncw8qs2s0Whw6tQpMpkMTz311EMlx7wZ7txnt9vl5MmThMNhXnjhhTftVfOgGB4AwyLjarXK6dOnmZqaYt++fW/bDMFQmZFScunSJdbX13n66adJpVL4vs8/yf4PLKmwNDA0hZRgmIqK55MHXEDpkoEuSLQgKQXjx8bodtvoUyF2fGiO5ukqheeDm97OYpfoVJz1r5XoXG2QOpgh+/QEAsht3BjXWCX7TDBA1k6sENubG6kIdbVCevj/iRVm/sYT2z7P0GZVP7lC50odXwYndedaeWRn21x3O9EZ1tnkn91D89QSiaOT1E/M47oN/EoH9/EUVMokk0ncK3X0jQCDYYDAyqdO4fvaNqVo+Fzi8VlKf3QRr2OTeHx2dGFsnFwm9x2HQSlaZ5YIog0U0SOBzSp2ZIru+RUGt9pMfuxxHMeh1+/Tn/LpfmkdJqO49TrRSATLsvB9Dae1vUll4okpmpcqGFtsYsmjU9RPLiOA+Iay0zi1so3QhHeOU319nezTm4Rl5Q+uE95iE6seXyf7zDjpYxPc+u3LpA+mR89tVWeWPneTyGSc5NHJbY0vIVBnfKmhxy265x3yHwrO+6E6A7D+tTKer2HuDNRVXdcJhUIUCjnyH8kHxMY0WV1o4XiK1Ifi9C9u1JSoeysyb8VqNrwG/GXZzJ577jl+4Ad+gJ/7uZ+jVCqxZ88efvM3f5P5+Xl+9Vd/dbTej/3Yj/HlL395dLN54MCBEbG5Ezt37nxPkXmbcGfz5UajQbX6cMS59Lt/dtey2JG7E54ih3bTPX+L0OwUkUMBuRncquKlI7TPzgPwRkNe/1Kgyjiuy9rqKhEFhWePom25ARoSlP6lGxtRzrvpXbiGs7AGxRz6Qplew0bfsh/76jVSc1FWXusBICIubX0SMwWeAitlUnxmjMbtHv7iDfqWhgR66zYTxRpeYTfjBajfDiN6Bg0rg9vSsJsu4ymfdKqFGIdkuEZrkGE834A8DOqSpeM14uNBGIbQNeqVgMjMzFSwB2AqgbPoYE953F7JElHQdSV2TtGOCrSuZFe+gtsSdDseUiqkD7dLeVRCoKVCSAUJqWEoDVcplIDV8hTuwGdmqsSpy0fwO4H1S9+t4fsehckqAkhFWhTGgyjkYrHCwDHxbYWrCaQmWLpRROKDCoiKI0CTgBcoPu6G0rJzzwoK8IJGLWhxDffgDFNPB4SgKOJMf/9udO3um1mxdvbug6F4982kEAJd1xFCg41ea1rpbDAybUzC6ZVzePnHQAUtKw3TYCw7BnwI13Wx109R9WYZdAbouk5BuUj9EOFwGCEE3s4fG+3vG4XMfCOoMvBo7/WdSDNbXV3lgx/84F3LtyZwvhGZmZiY4Gd/9mc5duwYUkq+8IUv8Mu//MucOXOGL33pSw91X/91JzNvBsMwRt1OhyfDMDlm7969zM3Nve0nydbGmUM71szMDPv27Xtb9zU8GD3PY2lpiatXr3Lw4EGmp++tNLyV/biuy4kTJ7Btm+eff37jpjj4jJar0AV4IuibpWIaqu+jmRqurqgUNCZqEtsSZHTIHhnDnXbhCuz+8C7qJ0p0FnsoVaK30sHvuMx+b5Hq8TUS+7Jknx7fptbcC9mnN8nL/XAvK9rUD26d/QFQ1DZeo3OtNiIzd9rRho81oZF9ehdKKZb+2wnErQGhUAgn7OC0mmi707jVKtFoFPtSlYmPHRupNIO1FpHJ7QpdaDxF/jumaZwManGGpEeIIBku9eQs65+/hNexST4xMxo4XE9Di1nUTq6QfnKCVChEOp2mtk/heh79C1U6syGUUhhdh9iH91B7fYWxpzcCE06uYswmca+0YEs8eG+5i5Qa8ceDx+mNVLP6hi0sc2yC+hblZhi3nN+oh7nTQqbHQwxskwSQfXp8mzozaHgwZpIkKOAvvVqi8Fx+mzoz/dd2cfWPr4MQFJ7PU/pa0C+m8FyB658Kml5Ovphl+S+qTG0U/C//RYWp9+UwDINMJkNrp6RtC1KpMG1ZZ329BLOK3iVBux0KbBvA9a8EN5ov/t93HTYPhGG9zMOc891u9y3ZQj/5yU/y8z//8/zWb/0W9Xqdxx9/nD/8wz+854DxHv7y0Ol0OHXqFOFweNR8ud1uP3KD5Xthq0ozxJDoRA7txnMVvRhM7NlN86UTDPp9vA3Vxq9VSX/L9vSgbq/H+toaqVSKaMIdEZmtdrQhhnY0a//eoE/IbJFBrUbk9ipOvzdSh5yFNdIf/QBH98PNL5exHJPkhkojF2/QWFZ09IDoSE9SlkXG5qKkZqPo5SbV272RuuR0PZpLHmZMMLOnQbk2CR1BZjZC3w2xuJTAu+Gzc3edVLSLmgkBbVKRGrY0yMWrrK6ncZs+N1cymKZCGgo0CI0bdHuKPakamhQYHVCGhrA0bi1mQYf4ZBhfDxLGQh1Fb2AjJ0EkDNotlz0zZW6tFfA9j5AEJHTbHlIpLE3g2pLF5SKarjE9vcbqSpbbSwXwwXc05pcK7N61DBrkxxp4jhj1NM4XGvi+xq35Arv2riJMjQ/93Maky6oNk48xND+r5QHLykAMHQbVZZbnb2OFLbLOMiHTRFOMGiar4uMPdLxtU22GikTxCfShW2QY/C8lCtCUCq6tImjwqIUtivkiSkrk+kk8FyqVCr7vE4lE6CeWRp3rv1HIzLv9PQ7xqMrMG41NUsoHblBvWVZQ//oWEjgB/sW/+BfbHv/QD/0Q+/bt45/8k3/Cpz/96YdqM/CuJzN3potdvHiRUqn0UMkxj7JP3/e5ceMGN2/e5PDhw/ctvn0rGJKZy5cvU61Wefrpp8lkMm+y1cPDdV3W1tbIZDI899xzo5ogIQT/KPGHhAGlQWhjpkh1PXqaQuiSSkGnUAkGiOjBFDlN4c0M4JpE1TVKr1bpLffZ/bHA3lA5rig8t2l1yD+3tW5mQ5U5sUr2mYmN/+8mL2NvQGyGaWd3onEyIDpD5aVxcpmpHzhK7URAWjpXa8z+0PaL/JDoSClZ/upV1ItFJieK9M6v0fpylVA8RGJsjF6vR6lUgmaH/rpJbFeaSDRC62qVUOHeF5TkEzO0ziyy9j8uE564g/AUk1hA8/QamWOTwayYEOS+/cBG/UtgR2ueWiPxxCRCCNpnVqAikNLD1XVarRZ+s0nnSx2STwQDrrEvh3uhsk15sYoJfF+/S31pXq4z/TeCGZPMsQmqr68G5OT4Onpssx5miOrxdRSC4nfuo3r8TntZCSkFyf0ZnO2C0eY651pkDqeBgHRWXmsw9YHtDS7tpsvUHU0v7yz+v/hfFpn963N0v1IlHo9z4DviLHy1ysSzcW5frQQ3mDM2r/16k+i0ReF92UeecXvUAeOtzH6Fw2E+/vGP8/GPf/y+63zpS196oNd60Ea57+HeGN7YrK2tce7cOebm5ti7d+9o+cMkbd4L3fO37lJl7qXSDNcNrJnBjaaRH9u2bv3zq7TP3h49HqzVaFuCfD6PsVS6hx3t3nU3g0tBlPOwQaeezRI5uFkkHCSnBda0rKrTbfaQ3iJ1L0suolPrB9eM7GyUuBOhuQZLZ5tEUib5KLTWbQxLY++BDg1tB9hNfKFhhUJIwG46tI8P2LnTJZQ2MZWJ72vUullKveDaMGhJFstjzE5XmN7VJhvqojQTLEXOauC6JitLCgPQ8oIVZxJPd9CVwPUUA0cSQaO3bKMmFXZMoHcUc4US8/N5PM1DD2lgCHwAKVAJHV8DzQdNF0xOlvAF2CpINpMezC/k8VAIBVIppK+4em0SCbiOwe3VIvFxi2c/2EGb/RA718+y8/0+VLqI/A7UYtA8mcoC+Bpi5jCu69Bvt7GyE+TzecT6OTjwPiKeS6/Xwyt5rKoc+sIC0WiUtOOiKxkoLndgSF624l7EZ0RutEC9QSnkxrVEKgkKjOo51EZdldCCVgj6xFPMECSk9vt9bm/pXO/7Pr1e712tfryb39udeCfGpj//8z/nQx96sEamly5d4sCBA4+cwPlG+If/8B/y8z//83zxi1/8xiIzD2Izg2Bm7NKlS0DQNPKd7HAthODGjRvYts1zzz33tsfZDTEcCNvt9jv2marVKisrK0SjUZ588smR3UzTNH4m8QeEAVMLyAwJgewplBCEkxAa6NjNoOD/W/9fB1n66hLtVpfIjQj2vM2Bv72P8mvrxKaDE6RyfHMGv7rl/2u/eYlQMoQvA+tR+2pjVCvTvlondWCMymtr9JY7G00y10bPJfdnqRxfx1lvEp3aPBHrJ1fuSju7V0jAkNxIqY3qbCCotQHwfI+11WB/k5OT6LpG8ug0vtQQKJzLTQpPTdI4tYwXjyNCIZqtJuVyCb1g0R/08V5bIP/sDI2TK6P9wQahuXIG8x6EJ3l0mtbppdHnGMr+6WOzNE8t0jqzPjo3pFTEHpugc3YFZ71H/iMHAkJaHKf2+gKtLy2jUhpeA/S5MO6KQ+31ldH2W4v3IaiVMeLWyD42+s02VJbxj+6n9vradgvZH9wgMrk5q1N+rUT+2cI2dSb15CTl10rb+8a8Wsb3BamDGfoDnTRgHTBgg6cWng8ilj0fQjtzLH21yvT7h4rMpjoD4PiCQXPz5vH2V6rMfSCLIJgpCkfCeDdh7oUia715Io9blEolvvKVr4wy97PZ7AM3tHwnZr/ewzcOhuEyi4uLPP7444yPbyfaj9LQufA3/rfR/yXutpwNcU+V5vAOuHXrLpK61Y6mpKRy/Dx+xGSsqRDdKt35u8nMEPdTaXr9/l37Ga5r7QvsaUpeZ/z9z7L6P08zQYuI08Uca9EuDbBWO/SMGD7gDnymJ+q4+R1M5aG+0KNbt1lrNBFCMKhJWpGgHih/JEmoOs96b5xe0yWSMpHArVspjLDLxONJVEVDtgXzlTyTqTIrpFlcGQMf3EkgqkgXqoSURtrq0O+ukRmD1bWxQGEIaShLZzq7xvxCAd0AaYCZMnCXFEiB7yg8qXAciYHGRGYF6YEtABmIINduF0ApfMBHMUCh6QLNEITSJt/2o0Edi1y4iDb3AYZtTNVCQFrUeEAkpGOgjW+GsCjHQBQOIW+dgOotzNQ0CbuMWiqjarcRvoYBpKYPI3pxYuM76A/69Ho9er0e1fl5IpEIY85ioKBs+Q0fVLUZYugoMMunkeNHMdggNAL87GOojbpCseGeAQiFQoRCIY4dPIbneaOu9cvLyywtLT3StfgvA/8rkJk3GpsOHDjAr//6rz/Qaw1tZBMTE6O0za14swTON0IkEiGbzVKr1R5qu687mXkzDG0eJ06cYHx8nIMHDz70j/gwGF4QttoJ3gm0Wi1OnjyJEILHHnvsHSEyCwsLXLlyZVSoupXI/FTqD4gq0AX4BKpMt+1h6KB0Ra4tWJ8UZDqSA4/luP6nS/SutRk7nMCyTCIHNy9Cxec3Z/ClFKy9UqJ9pUH6UIb1r5Uw4hYz3xsMptXjqyT2ZRnbsJ4l9mUZ26jzUGqLYvP6KvG9uZHCsPBfKlhFfWRXal+t4/sauWeKI1VmiDsf30l8Vv/wCpHJOKVXlxhMSLSFPvF4fFQfM4yMHio3tRNLtK7WmfuhQMkYy4xRPbGI8eQ4vV6XVr9P588uoZZd9L1popEomqZRP7lCbE9wUx/EHk9SP7k8IjxDQjP/O+eZ2aIapZ6cYeG/nMOIh0g9qaMUKCXxPAPP06m9vkb6WAEhBNlndrD83y4QmcghYzqO42BPmfSuNtENg8jh4kg63qrOFP7q/pHVDAJ15tZvXxrVw4w9Xdwo9g/geRqDQWAhyz4zvk2dqZ1vEt6dJwXkny1Q3qiXyT1bGNXOZJ4qsvZKeeN3DiwMQ5TPNckcSjH1vsBeBjD5YpaVlzfrES78ziLxmSjW3uD9zX4gy8JXttcrzL4/y8JXq9x8uU74SIp8PgsoGn/mMPsTcVZXV7ly5QrRaHQ0mKZSqfsOYA/bMBOCSZdcLvfmK76Hdz0qlQrlcvm+iZKPQma2YiuxgbvJzZ0qjdg4Tnvnb43+37qut6HAm1KSf/YoxsaxK6VGZ6POZjC/encM9D1UGiEE1koF0uk3XXfi24+y8oWzVLppyvXAWZAzrtL3dKayLciC1W9z8niN5LiF53rYno8/0Ejt0hmfqbNULtJruNTXB+zdGZADb+Djpw0iKZPpZzMsnW3iz1/HE5L+wEe3QcUU16sZ/IiH4eoIXXDzRhYVAiusI4XgVimL5sH7nrjOcjXJXKaOUopCso07IZhfGkMTwUSJ0gTSgN3jpcC2LAUuEl/BtcUc2kb9iKeBrymsuMGH/94e5G3J/rmgbk0uXEKbe/6u7+lBoBYvIGYO0e12KdtjFKOC8NwxRnFEjoHIH0Irn0EtXUBVb4OnEQEitZuIUIyY1qEdHsPpuCz7WczFRaLRKCnXRb+P3Uusb08mE6UzqPHttarD7XSxvdZmSGK2hiYN63QNw6BQKLCwsMDMzAzRaJRKpcLKygpXrlwhFouRzWbJ5XIkk8mvq83rG4nMPOzYpJSi2+2+YXBVsVjkJ37iJx7qfRw9epSvfOUrd313r776KtFolH37Hr5etd1uU6lUHjqZ+F1BZoaS9p1QSjE/P49SitnZ2QdqwPNWUKlUOHPmDKZpMjc3944RmaFtYdeuXdy6dettP4GllFy+fJnV1VWeeuopGo0GKysr1Go10uk0P3fof4IPHgT+Vz2wlyUMDc0IQgC6FkzNJkgvO3S7XQarAw787V1YlkXp1XWKL+Qpv7ZOe7GHUmV6yx28tsO+v7WfymvrJA+MkXumQOX4OtGp7TcC94psrt6jpmZIbADie/OkjwXr1k6sEtubJ3NsgsrxZdpXGyT2ZakcXxu93v2inAHCEwmsg1nW1tYI3/bwFl38vdtPhfSTm9tLqWHErZGyM/bUBJrQSCQSJBIJlFKU1xexoy3Kry6hdoQIR8KIwYDMU7OYpokQUD+xTH+1Tero5n6SR6fpLHWpvb46stcFn3fYl2dtY7mOpmkUv/MgjZPLG+dMUCsT3T2GlKDpepCQlstRWRZ0rtew99g0Gg30vI5+26Hz368Sm9pUGreqM3rcwna2p+dVjpeQShCdiuPeYSErv7ZhLztwt71sqM40b/dxXI3MU8HylZcrMAEIWHu5QvHFHCJm0R0Yd0UsDzHxYo61szfZ8QM5ul+pjhSZIWbenx0tWz7bIv9Y8Pmuf6XKng8Es387d+5k586duK47aih24cIFfN9nbGxsNFs49PrCmzfOvRd6vd57ysw3CcbHx9+Q7L5R0uajYCu5uXV+M/BhqNIMRwmFIn4H0en3+6yvrREvd4gkkiMi071wi9jhzXWl1Igc3EnnbKCyDOZL+K5O/PEdI4sZbIzJqPvb0S5f3/Z4bC5Ku5wancP9foGb1yK4tySpYphCyGc620IIyKfb9EM5xmkyfzFOdNLBk5Jw2kBhoIDMXBRfKLLaKrUVRUPrEU6bSB0Wajn0MNjChxDonobmC0Jxg4GQOEKh+VCMl7i8lMYMKXypWFhLMb+eRZkC35P4voZueeyYqpGODtBNn9nxCgpIJ3p87eIMCIlmaehhwV/7uYOb3+NtxYEhebl9EX3uII8CuXgRbfbQtmWtZpNarUZhfByr1rv3dvknAuJz4Ps2F9omTAeRy6nKaUS/RiyTxPVc3IoLvWUazT6maRKKBtawrXceQ6XoQbE1+UtoGvoWcmPv+xHUxrkxJDZCiNGYuXPnThzHGV2Lz5wJyNRwkmlsbOwdu/+6H76RyMwb9UG8H96JAICPfexjfPrTn+azn/3sqM9MpVLhU5/6FN/93d+9TXm7cSO45uzevREXPxjguu5dBOuf/bN/hlKKj3zkIw/1Xt4VZOZe8DyP8+fPU6/XCYVC7+hs55A0Xb9+nYMHD1Iul+/bzPKt7ufGjRvcunVrZFtYWFh4W/flui6nT58eFfqHw2F0XafdbnPu3DmUUgwWbMKALhRoAikVrRCkfZi3HGY0k0QqRGLRJf5XTHrn+2R3p7Esi+ufCgZWKSv0lvvs+cFgoCy/qhh/YXPQLDy3qdYM62aqx98kBGCLKrMVwY3+9p4+w8CAzLEplNRGSWgL//0KftfG24hy1vXt3239xAqO49JYXWVsbAy/2sXaEwPUyBp3j5AYih8NBq7mqWVu/efzpA9u1jYJITANg/z3PEbz1DJ+xae30kBkdJaXltANnWg0ij/wA//3FuJSe32V4kcDgjJcPvz86SenaJwKlislRvvKPDVN4+QymaeKCE0j8fhk0HzyL26SeDwzqoeK7i7AAsw9PcdgMKAf61P/w2Wcwy791VWie6I4VzoAVF5bZ+I7924r6N+qzqSenKTy2jqlr5UpPJ/fps6kj01QerU8IjBDdWb15QrRqRi6E3yhxRfyrL4cKDXjz+Uov1Zj6atVdv71HSx9NaiLmXpf9i6rmStBSwQX7rkPBMRliK3E5tpXqmhJk5aEvR/IjgIAtsI0TcbHxxkfH0cpRafToVqtsra2xtWrV0eqzdjYGJ7nPbQy804MGO/h64c3urkxDONtDQDYip3/7O+M/r91/ldHKs2dE3/d87ew7QGNlRWyuRxmT20jL/dD5OBuuhcCexpIOmfnsedLWDsmaZ+9TejABFtzoO9lRwsf3LPt8f4P5rny52VKt7sIyyWcDmoDc6EyTmGG5RsNvIrETsBKL87uCZdDB21iTh+/X0YAmWiPVt/i5vEaRlhj136LG2sZQFFe7BGblvRtH20AUgRWsI7wsITOjliJ6ytZ9FCgpkgUYqNQHwFKgC0l2LBvso4PXJ7PI4Vi32Sda+tjjE2G+dCP7ESe+zLf/djmuS/X+vg3rgS/gSHRHpC8yA1L2RBq4SLa7L23VUrR7/Wp+3UmJiexLAu11WmzFKg2D7Tf3NGA3OQPowP68nlIprFyexDlk2jVRepGDqPxCqZpEukvB3ITwNSRN3ppRPn0XY9V4eh2O1sohO/7I0VgWEPhOM4ozjwUClEsFikWiyilaLVaVKtVFhcXuXTpEolEYkRuEonEO67afKORma0Tbw+Cd8IC/bGPfYznn3+ev/W3/hYXL14kl8vxy7/8y/i+z//z//w/29b91m/9VoBRY+e1tTWefPJJfviHf3iUxvnHf/zHfP7zn+cjH/kI3/M93/NQ7+VdSWaGvVZM0+TFF1/k+PHjb+sM2Fb4vs/58+ep1Wo888wzpNNpqtXq2z5IDWM9W63Wtj4192uc+SgYRkhHo9FRob+Ukmg0ypEjR1BK8Q/jQZ2MQVAno6mguD8uBLVp2LtqYsR1JmeidDoddN0K1Ac0lr5awW66HP4/9lF6dZ34THDTVn51Sx+RLT1FtmL9lRKtKw3SBwPrWetKLfj/1eDmdrDSw5elEQnaqspsxda6F+AuRSMykdwMEDi5TONincT+TdVmMLAZTAjyhQKxWIw63W0WtIX/eo7EvuxGf5XiXSEEqSengoaSvhrte+s6qQ1Fp/NfzhGfTDO5Y5x+v0+v16Xb7aEORvCXOth/MU/+uc36mvSxqRGhgU1laEho+ittJr5re/zuyh9cJ7KhepXLZRAgbzo0KKGA1NECjVPrI/Wle76FlYqhr4eJHIzS6/cZFFxav3uRUDGK2e+TeaowqocBqF5oosXCpJ68u2dMa6GP03JJH5ug8Fye0qvlu36vzFPjrL1SYeXlCpMv5lBA/5KP2CEon2uiJ0Jkn7lrMyCwml38L4vEZqKYkzFufaXKzi2KzL2sZgf/9+l7kpgv/POrfOQfb5e8t84U7tixI2hkWq9TrVa5ePEirutiGAbLy8t3qTb3w1vpM/MevrEw7Ef2Tic1bSM2/+ImqGC8UErR63bpFmJMFItEIhF6S/ePir5TpQHuqdr0L92g9aWLiE5/FCpgmPcPDdiK/R/ME/vjFdqRGbyFLgDOwOf68SqGJdj5ZJZk36FWNjg/n+DgbJceY1xbjGFYGs/NddCiBjPjTaQLRquFp9K0Ww6epdAMge9I3JDi8FSTK7czGLrAlj6epvAMiWcHPEyisJUPAg5ONFAKPC1oUIkOYm4v3//jwXXOu3GVx3dvXh9krIg+vX/juSsYT380eGLpPP7SEmpLA2K5tjRSZuTCpbu+E23uzQmIUopSqYTlOkztmsIwTdTSBcTM4Tfd9p5YvnDXIjF9GAtg5gVYThAvHqDX61Hv9ejZHs3OWDCZM38Ks7MAGwl2onEdZcXAOweTgdVaFZ646/W3YkhY2u02Z86cYWJigrGxMdRGf5utDSqHCk8qlSKVSrFr1y5s26ZarVKtVllYWEDX9W2qzdvZimOIbzQy8zATbVLKd4TM6LrO5z//eX7mZ36G//Af/gP9fp9nnnmG3/iN32D//v1vuG06nea7vuu7+JM/+RN+8zd/E9/32bNnD//8n/9zfvqnf/qhf4t3BZnZOts0jEKemppi//79aBvy5TsxA9bv9zl16hSapvHiiy+OJLF7Nc18q/s5efIkhmHc1afm7SIzwx41k5OT7N+/f9sgOxxo/8/457AQeIASCl2BIQRu1MfrQagK0XyInd+bZeUvSoSsMPWXbLy2w2M/uZf1V0oc/j82L/jFFzY9jb7SWHm5Qutyk8yhNKuvlGldrpE5lGH9lYCwJPdntyRkiZG9qfLaGtPfs5fq62uUXg1Ij78RENC6UiWUCOH7wU20bmyqMnfiTkVHSY34hh2tfmKZG5+6jJQe08f2Eg6H75mWFt+bI31sksbJZarH19C07Za1e6kmQty9zqZNbJ3sM0XsS80gInUqTy/To3N2jdufuYj5fBZZqwVJNE9OsvQH1zdef/M9eZ6B7+t32egal86jZTVaKysYhsHMB/fRPLVG41Kd2R8+jFKKzFMT1E+sjY6H/Ed20ThZxr4yoPhsEKt588tXsG2DSqWC9H1Ex8f+io2hm6QOZHDdzctE7tlxSl9bp/B8nuhkHCO//YI6VGdcT6N+sUHmqXGKL+RYeyVQXgrPjtH8k6DwN30wTd8Ntp9+f47Fr1aY2VBkhurMoOmy4weD7/J+igzAyu0eodkI20u0N61mDwLTNCkUChQKBZRSXL9+nVqttk21GdrR0un0PS+279nM/tfB1qTNd+Lm6l7ov7CH7BNPEI1GOX36NJFXPKanpzHuYTm5F3m5H7oXtjTvPLgbz7tBdSZNds9uBpdu0L1WwttyHTC3OIAGl65vU2lyczFmDhRY/+1bJIsGoa5ieiLO6tU+7o0bdGMGPgojrKFQrDhZYhvC+2I1wWJ3DIWiuDfMwrogIVZJhGFmssPteoxd+SZXKglcR+IaCuVLBAEhcOxgLD042cAXCl9T6IbG4ffnMfbsY2ik8m5cxdi96R7YCu/mFczd97kRmz6CdEy06X2jdRnbHfwF1PoSWnEW/+ZQxbn/dy430suk77O2vk68fpv4wWe39QJ6YCzdTV6GlrP7QdcNEokkiUQSvDLhbIFur0en4lINHyNsh4lGoyRCAn06IC/6yklUY35EdIDtjyc3e4rU63VOnz7Njh072LFjx5ZAG4nv+6MxaXj/I4QYkRvLspicnGRychIpJc1mk2q1yq1bt7hw4QKpVGpEbmKx2NsymaCU+qYlM71eYFd8O5q934lMJsMnPvEJPvGJT7zhekNFZoh0Os1v/dZvvW3v411BZmC7BevOKOR3gszUajVOnz49ChXYehBv7TPzVlGv1zl16tQ99zPc11slM8O+OwcOHGB6enp0odjaI+MnU/8da6PsWhNBMzA06Mch2dOxE3DgYJzwfsX1z6yja2BMSaxxk30/uL3vTenVdZq3+/iyQnepi9dxGDucDhqHHRij8FxAcgSMZvjLr62PVJfK8XurN9mni1SOr7HrRzcvwkqJUaTz0u9fw+vYyI1ZseaVKmOHtkdZj91BdMaenggGuWkD2dBJJpJ0zjXoECSabVVltqo+Q3Jy+3fO4fn6iETA5jbpJ6eovb5K+1oF39fJbllnuP2QFAkRWOIArFCIzAfTLP7+NbTbCm9vULgLIBKBl7n82ir5Zzc/y+R376d2YmVEaKrHV4ntydBstjGuGxS/ZXojclsjuie/jcRqmmD+P19n9ocPbhCcArUT6/i+T/V4heSBMTxPJz9TwHUcepk+jZMVem4fc38S/3qfla+uMPG+idFrrr9SIfNUkfWvlUeNL+9UZ6J77iYRaqOAdumrVbLPFlj6i7tnkodBAPNfrWIdSN+lyNxpNbv21Spjc1E6d9Td7bmP1exBIITAMAwSiQSHDh26S7XxfZ9MJjMiN8MAj7cSzWzbNr/wC7+wrcfML/7iL/LhD3/4Dbf77Gc/y+/+7u9y/Phx1tbWmJmZ4bu+67v4+Z//edJ3FHC/hwfHgyZtep73l0Zm9I1Y9jNnzpDJZDj8b/+v0fuY/4VPPBJ5GeJe2yoV1M0MVRuAxhe+gtgxMQoVkLUG4TucUwp44qMpyl+5ijfQaLY9IimTUMhg0RmjVuoxVoiggNp6n1BY//+z9+fhjeX1nS/+Otot2ZZsy/Iu73Ztdu172d1sgdAEAjRhawgBwkyAZzKZy+W54ZfM9svcZC6T8Mu9NMyEkADdnQDpMJkLQ4YO0N2Wa1+8lZfyLnnVZlu2Fms9vz+OzrEkL+VyVXVXd+r9PPWUlnOOjuQjfb/v7/v9eX8wmLVo89XotGrCgTiahXlGlgqIk0IUIRZXc8dTwMGqZZqsq1SZI8STKlQClBZG8IX1HLhg5UhHOYmJUbSNLaRL9UikLWJbQSI2uytUlklLJjQNG8QnGdMiVEn3hbnbJOc2VJyEbxmNLoGYvIO6Pp10VtHMwvw8Wo2G/IKCXRMZKSggh6zchbxsi/nbCNWHpBCBvDyImjHaapQwJHF1lTWXC5PJhNG4nzy9FooyGiFGtGBpQ71yE+YHSL79v+D1ehkYGKClpWVT3zxZtQEUQiPPWTLnXZnbFRUVUVRURFNTE5FIRFFtpqam0Gq1WK1WSkpKKCoq2nNA1BtJmbnXcw2FJJX0zWyBfiTIjFznEQwGsyxYMh5koaUoirhcLkZHR2ltbcVut2/a5kGRJ5lkbPc6cH9kRhRFRkZGmJ+f59ixYxQVFW1JZH675B/QJwT0CKiRvMPqQgH1OmijEDZBW3sxvolVgqEUOp2Olg9VMH/Rw/p6BKfTyer/imHeZ8L5qpvIwjqtH64DwH3FQ8U56bbnqkdRa7xX3ZSd2SAyuZDraHzXFjc9JyMz6hkgr7IA66mNEIiUKJBMiorNLXBneROZSSaTuN1uUqkUhQWFlJzcIC/Ov7lNMl1bIxOmzD42/hsL2D/azvKtOXzXF4nMBzFVbf4xsH+kneVb84o1LROWY1X4ry+yNuojkdggRb7ri1LDTQFwidSdqGXxyhxxtUi8RkNoZIXgL4NotDq0Wi2iKFJ8vFLpy5NMJlkrFSmotSJMx7MmXiUnyvFeW1SCFpJJNZoCPf4bPmynyxTFbumGpJYUHC5j6YYXz2U3padLMRcWsry8DAkNliIL4YNhAj0BXE6n1AwtnCA8EaboeDllZ0pxX8m2l43/nZOa9zUwf8mnxCuXn7Uyf8mH9UQh8ZQK7+1VStJEd6bbrygy8u3FgVWsbYXUdZQwnUFIcolNFPD2r9L++TqFuDR1lDDm8NO8S0VmO2SufuWqNqFQCL/fjyfdS+HWrVuMjY1JVpE9xo1+6lOf4sUXX+Rf/+t/TXNzM9/5znd497vfzcsvv8yFCxe23e9zn/sclZWVPPPMM9jtdgYGBvj617/OT3/6U27duvVQY+zf7NgunAY2JlsPq25mK8hx0c3NzVmr3QB1//Gzym3vD36Rtd9uyYsMIaOnTWhoOmtbXU0Vhv0bvcTWXppVes/EnHMY6stxLy4SjUapairCdLCVeNciC64gIiIpRDR6FSuBdYpMcUQD6MwaShJu+jwFJAkjIhI1JIlEk1J6GCmSiMRUKW4tFnLIFiJhLaP4gLSQYB7to+xQGYIQInpnguTcPNptCMq9kJetsGviE9NAUSOqNLkhegcaWmH+NsmpO6QWZ1jzr2HRaskzGhG0O5Dne6iX2YS525vv36UuRqvVKrYvMeVFZylR+q2ZQyusqxcxGo3kr04pk+qkRaKO8/PzDA8Pc+jQoU1x5rmQ91UryXvZqk0iI0RAntPk5eVRXV2tLNyurKzg9/sZHR0lFothsVgU1cZoNO76Y3ojkZl7VWZCoRBarfaRisJ+0HgkyIxcmH7u3LktExoeVKFlKpVicHAQr9e7Y4NKtVq9606o273OnTt3FJKxU3PPvZKZRCJBX18f4XCY06dPK42p5GNmDnKaddAgkEBSZKK6FEWrahKFUGDR0VCTz3zPEsYGNeaCAlRFagwGAzGPSKHdTHImhbogiGG/hpWeVVSFKvx+P5HhqLIi6UnXvmyHnVQZedKdS15gg2TkQt5WJi++64uYW0sUYrO+uErFU/XMpy1YhgVVFpHx31ik9mPS6tLyzXkmvjeMtlCrpG5lQlZUAsO3MZRv/IBk2tqKjlWyfEs6TkHr5r+3/aNtLGcoK7BBnJZvzeO74Uaj0VB6SiK9ifJyfNdmWB0Noek0EU43RTPuMzP9o1GSBUnMjZVYiooQrOC7lra/ZShN3mtu5bOt+rUW5TMTBIHSU5WMfmcEtUlP0XG1VA9z3YP3qhfrKSuGCiOJhBpjnhGj0UjpO0pZuLyA7oCOQDRM3Kpmbm4Oo9FIIpFQ1Jl4QkVkWRqAKs9JBCYTc5eXAQFji/Tdqz5foqgz1ReszHb7mHb4URVoCSYEMsMZcxWZWy/MUmDPw9C2sfgx1u2j+cLWYSFb1c3shO0GDEEQyM/PJz8/n9raWhKJBLFYjN7eXnw+Hx/84Ad5+9vfzq/+6q/y/ve/X8nk3wnXrl3j+9//Pl/96lf50pe+BMAnP/lJDh06xJe//GUuXbq07b4vvvgiTz75ZNZjx48f5zd/8zd54YUX+OxnP7v1jo9x33hYFuhciKLInTt3WF9fp66ujvr6nRWY0g+/Leu7E7pH1cZ0sB4mJu7aeDU8OIm6yo6uRSI3saiKwMoyrIQoKcgn7vIi7m+m7XwpbRdsuP4pSMInJZfV6peZipWQjMRxe0IUFacIxeOkVCIpqTcjMU0SvUHg188KmPLLONMq2dmidybQtTYSjUaJhMME86ysYUCv02M0GtFFBKJ3xqV+KHMzaKqqid0ZR9fatMO72YzExB0021nOcre9i2ojQ6w8RCQcIbwYRF3RSp7FAggkh15GSIxI23icCGW1MDWCun7fpmPsiG3qZfaE+QEEQcBkMkmr+gsDxCpPIYbCUoPiQICQuQFj2iq9vr7OyOoIR44c2VNT81zVJvPfVqpNZi1Nc3MzkUgEn8+Hz+djfHwcg8GgPF9UVLQjWZET194IuFcyEwwGH5gd71HFI0Fm2traNk3AM/EgBoz19XV6enoAOHfu3I7FvPez2haLxejr6yMajXL27Nm7rgzshczIAQl6vZ7Tp09nHSP3y/ovTP+AKh3AqFaBWitQKKpZtUP5ipqKahP+8RXyGnXse2cNoz+Yw1xrZPBvXIBA5flSFi55aftEeiVuSo35iJFwOEwoFMKwX8PoS2Fi0+uUHLIwf9FLYGQZXaGWVMpLMG1DS6akcwiMrFB0oIjFyx5CsyFUgkgy6U0/F6Bov1Rjo9Zkfyb+64tYT2WrHtYcFSRTlXH9wypTv5yQViOMWoQdvvdFxytJpQQEQVSUIkG1eRAvaJH63viuS+qISshWcoqOVZJMWwo27GAZvVyOV7J8cx7X/xjHmNGAsuhYJTP/Yzx9W3pMo9GgVhsxmFMYPEby2wsJh8N4vV5ikThCngGVSkUikUCr0RCcCRNfiylkpuREOf4bizh/NKFEY1tPluO5uogtrYqZ9xWTSGwMHmVnKvBcXcR7fWmj+/kVL7bTJQgIqFVqIsMJCgoKqO60MndxkfiBOImaGKGREGqvSCyWIK+piNmLfqrPb25+GZ5bR3daDy5wdfux5ygyMlo/UsNU9/aKTG1HCbPfmKK5o4q1DEUm11YmPxYVpOvpXdwbmdlNPKhGo+Gd73wnv/Irv0JFRQXPPfccExMTvPjii1RVVe0qleXFF19ErVbzuc99TnnMYDDwmc98hq985SvMzMxQU1Oz5b65RAbg/e9/P7/5m7+pNBp+jIeD14LMxONx+vr6iEQimM3mPVlF7qbabCI66e9/LpmRFZhMGA9KY0N0fZ3VwCqaZjulNpukqMS1hIemAIG4ax6bvZLaX6nnlmOBlGcZAINZI/3TRWg7Z+P0hSqid8aJJ4xUmKQAGpNvBUNrdgCBABj0egx6PdFCPxa7nUg4THxsEndRIRq1BqPRiMEC2tpWROcIsTvjJObmSaWTu3LJzY71MjnYLXnJxdraGj6vj3KjkTyLtKiTnBpBffBJJUAuGdWirtiXfm4APDMIiY2xXfTMopFtZnuol9kW87c3P1aZreLodHp0Oj1FRUWI+NGazYRCYRYW5hFFEUuThXg8Tjwev+f44ExsZUeTic12qo3RaMRut2O320kkEoo1eGRkhHg8ntWwM3cO+GZXZu5FpXoj4pEgM7p0jN92uF+bmVyIVlJSwsGDB+96Eew1ACAYDHLr1i3y8/M5c+bMrnzU90pmlpaW6OnpoaKigtbWVuULvhUZ/K2CH2FAjQ4QBBEEEJIiokagdEWNoUALdRFM6zryjEaGvz+PWoCq81bmL/qo6che4V687GXVFUEUBYKzYRJrYDQaKDqmx59MEC4LYTAYMESNVJ4vQ6fTIV7ZsJ55rrox7ytW6mhE0UNZWrHxXnVjbi3GmlYSJr43hDmdfAYSCUqmVJSdsW1ScHLvL1yaIWZMUXKsHIvFwuz/mEBQiSQTbkpPl+G/kb29HBmtKCU351kaXKHpkwcytllUyJJMSpaGVrLIjKIWpe1gvuuLUtzo8Q2SVXS8kuWhIXRl2degoUJSFzLVFICq9zazdGOR0MAahgNGlm96MVYVkEoJ+G948df7JRuaRY2uxIz7ipuyM9L+JSfKWRocoeq92V14PVfdiKJA8fEKPFfdLF72UH5W+jsIgsDy7RWaPyXV17iveFAJKkRRpORkCXf+eoqGZ5qkOGqtltJS6RqZn1nE+9IaqhIBGhJE78DKipqSEwX4b6wBEEsKxJICWkGg+oIUwQzZ6syKK0JCBNu5jfPdymoWB1Rm6fvV3FHCqMNPS46tTLaaeVwhzLV5VHdurcRuh3ttTJZKpQiHwxw9epQPfOAD/O//+/++6317enpoaWmhsLAw6/FTp04B0Nvbuy2Z2QpyDdbjBp73h51sZiAR2YeVtAkbY4rJZOLs2bP09fXdN3nKVG1yiY0MAem9R4amN30HjIcaNm0fDAbxuN1YDAaKbdJvSWhwEsN+yQonERsNkCAyOMX+YoiH4jTt12I8WE/0zgRgRd8qqeCxWAxfvoGS4mIKCwuJ+la2fT/RUWkhSKPRUFBYSDQ/n6K6unSKZJhwKITP6SQvT0rr0q5rUNVJduXwy/8kqTbpYyTn57clM3slL5lYWV5hZWWFykQI/b7d9XURK9pIRrVoZHIzPYJaZyI5Jak4eGYlFWdauq+6F/6wFXm5iwUtE7JKvb6+jkqlori4hGRBAVNTU9y+fRuz2YzVaqW0tPS+lIGt7Gh3U200Gg2lpaWUlpYq1mCfz7cphl9unvxGIjP3OjbJSWaPlZmHjLt9wBqNhmg0uqdjy3Urzc3N1NbW7uqPuZfVNo/HQ39/P7W1tTQ1Ne36orkXFWh2dpbh4WFaW1upqanZsj5GxifNPyIvpUINxAURg07FegVYZqDxZAmpeBxtwzruHycwFukx1gqY7UbsHSXMX9ywBvX+13FsbWZmHD6CMxH2fbQWgMXLUHleuu2+7KH1XY0kEgnmLy4Qj8eZnZ1Fo9GQiqSIRCLKKohcR7OVLc12ZmMSn5l85r3mprBV6ubuvuIhMLKCeV8x7ise5XiySrO2tkYwGKT8bLVSe5VXmU/JyXKWbizgveomMLJC029mV6xmqjrJpIrClg3Lmlzfk4lkUkXdxw7hTdu7ZAJSfEIiDsXHK3H9wxiJtVgWmfFecys2NJm4yDVFJScq8N9YkO5nzJ+KT5Qzf3Ga5UvLFOTnYzsjfe7+6wukvCKJeJykmCJalSQ0GiL0ixClp0oJ3Q5t+TlN//cJTGm1xna6DE9GtHYiIZDfIk2ABUGg/GyZVBd1tpS5i16MTSUsXlmi/GwxtlPStVJ+thgRLfEgtH6oiWQyycyUm2gsykpghUggie97AfKrjahLDaz0r1O9xbx80uHHWGMkkv461F8o2VKRufXCLIX2PHT2vC1JDGwoMre7vUSF1D0TGbj3pplykeVeEmMWFha2tKPJj83Pb07e2wn/+T//Z9RqtdLI7DEeDh6mMrPVmPKgkzZ3IjZy3cyO9jRRWmBbWV6meDWB5fh+REBM+8RkIiNDm258HR6agnI7kCA8OEXctYjWXkl4cIr18kLi4TBlTXUYt6j3kohPNvQ5CougUmE0mTCaTMSWVjBXVBAOh4neGcNbbMEwPy/Z0YrsaGtblXNM+ZcUcgQgLi2TTI6jb5GOv9dam8TkCCsFVkKrASorK1HPb1a4tkMyTVKysP+tGSqODnW5RHRUi/0k57NVHLwzqGWlJrd+BhCq9qjipOF2e4jFolRVVaE580kKYJPla3JyUukXaLVaKS4u3nOhPmwfIiA37dxKtZGtwXIMv9yw8/bt24iiKPXbycsjGo0+8rUlexmb3szF//CIkJm7YS8DRiqVYmRkhIWFhbvWreTiXgiGKIpMTU0xMTHBoUOHduWPz32tuw1OoigyOjrK7OzsjoX+Mj5h/nuMCTVJRNQCaFWQTIiYFgRqz5YQX19n2Rkmb1ZL2eEi6jqszHX7sKdrEvy3A5S1mxn8GxclBy1UnreycMlLgV2SKRcvb+4nAhLp1Ov11L2lhlQqxVz3PKZDBunHbmQdrVZLMBjEmCcdJ1OVyYT3qpvSjKabgGKNkj4PKeHMd32RyRenSASjJJMCulYd/uuL5OfnKxPKzICB4hMV+K65KWgpyZrAq7f4Tchs4Dn6nRF0hTqKT2zervh4BUs3F3D+9wlM1dk/FnmVW6stcrS0QlwyHpMJzdLgBuFaXl4mVgXJl0HbvrHsVnKyAv/1BeLeONXvbZaKZsujeK8usLq6SjAQRL/fTGo8ylz3PJUXKhAQMFQUEI1tDCS202UsXnaTuQC9cMlLxbkN1/3oD6fJrzZRdcHG/CWvNBCJKG3JRVHE2GRhxuGl6nwJtU9WsHB5idpztazb1rn913MY61OoEjFSt6WozbJThTi7/dSm7WXegQCH/kVDlgojo66jRFFkooiUdxRTjqS+ZEIq/s+um9HX6Rns9nLwQik/+JMhPvx/7K6Qdq/xl3sZNCKRyJYDqLwIEIlEdn2sv/mbv+Hb3/42X/7yl2lubr77Do+xZzwMMpOZ7NnW1kZ5+Yad9mGSp9IPS03t5G/91J9M7ahKhW5PELSaWF9dpbq6msTYnDKZBCQnQHpbyWqWDeOBDZIUj2lQN9ax2t9L8k4AQ2AdphYJs7nxMYA+x3K2HWKj4wrR0WfY0eSkrujqGr50Ulee0Yg634amtlnZV3e0g5RzmOjoOKn5eSVJU9eyc+1NcmpEUW1SKZFQMEREa6KysgqtVsNOf0FFccmAZpd1M6nydpLrWoXcpKaHUbe9l9R0PwCidwahtA6mJfup6u4u2g0sDGTfn+9nQSglGY9TWVm16bcyLy+PmpoaZeF1eXkZn8/HyMgIsViM4uJihdzcT0jJdiECsmtlK9Umt3ny2toad+7cIRgMcvHixayGnYWFhY+UoiGTt70oM29mvCnJTDQapbe3l0Qisau6la1ebzerX3LDzeXlZU6dOoXZbL6n14G7k5lEIkF/fz/BYPCuhf4Av33wxwhJgZQABlToVQKiBkwGNTVtFiLhMKt31jn5L+14rwep67Ay+IILkOama64w1kMWqs6XbLKaVZ3fuF2Zvj36fSf5NUZmu30sD62gN2tJpSRlJzASQaPRoxVNBGeiaBo1zDo8xDxxNGqBcDhG1QVpkp+pymQiNwktkxhYT5Yjim6spxrw+XxSLPACqPZnTwpzE8Yya28kO1sxnqtSw87cdLXiExUkUyoEQcRz1Y3tdNnmbY5XsDYzQSK5+cdFJineawuE54JK/Yr83PR/nyC+GsvqnZNISOljnqseVI0qQqEQlZWVLO9fIRbP/nsnkyqiK3EAiajoDeTl5RG6EsJcaUZfWEhoX5jVvhWcTifJcWkFShAMLFz2UpHRKyg0G8L+fmmSkJlQVnbGhqd/jNr3b3xu85f8VJ23Unm+TLkGqs5bmUvbxVKpFGIqRUpM4bkRQm/WU11dTSAQIKRaYj2yzvLyMqGAiM8vEoomyDsgfX/qOkqYdPhp2CaNTG83MOrw0ZJjg8xVaaYGVjj9RUnFGuzemoDvhNcyMUZeEcyF3Dl7t4O9w+HgM5/5DO985zv5T//pP93zeTzGveFB28y2a64s47VMTwufaaL58GGKiorw/uAXhAcnFYtZIpFgbXWNpEX6XqvVauJsEJnI8PSm42WSl1ykUiIL8/MIpWWYlyOo8krQNtUTHx9lfSqt2qQJ0U5fyeid8U0qTS40Gg2FhYUUFhayHgiStFql5qO3BwmVlmB0uzEajWjkOtR0Q8xEVIPWLh07NjpMcm6elNxfJeBFd/LsptdKJpMsLixiEsX0hH/zytlW5OWei/7lY00Pb7lvqkyytCUjWtRlGa6EoX+ATBXHJzXLVNfuh/kc8gJKH5lUKkloLYhYYKWysvKuKoFarVaIS2trq2L5crvd3LlzRwqZKS3FarViNpvvy+61U/Tzdg07CwsLMZlMWK1WqqqqlOjn2dlZBEHIqrW5nzqgBwH5+/+4ZiYbjwSZ2U2e/24HjEAgQE9PDxaLhRMnTuxJytwNeZIDBQRB4OzZs3uWJXciTnKzTZ1Ox5kzZ3Ys9Af4g3e/TNgVw4AKAZGYCikKs0JFWVJHMLjG+kKCM19oYPHKCsvOMKLoIynC4WekFK3ZtEKTaTUb/lupC3Qq5WMtXWieSi++JUWBinMbjTBlkrN42YvlQBFlZ0rlp5SJ8/ylRfIP5REOhxl/aYrkbJK1UFq5GQuiL9SSSG1MtG1b2LxkiKKIe9FNPB4nv6AQtVmNbEcLzkgBA9t1mAco3FdCyYkypWGnSthQZYBNFjDPVTfLQwFafrM1axtjZT4lJyrwXJVsZ4IgZhGUkhMVLA0Ooy/P8Z9XFkAlCpmSUfO+RlyvTpK4laD+rfX4bywBUrqbVBezsW39MwezHrOeLGfVOUUiocOa7nBf9g4bC5fmEYU4iRoV8XiI1IRIXkArJZIlVSQyulqXnSlV1Jm5i160BTpmu31UX7BSea6U+UsSOZhx+IgnBcWKp1KpWLi8LBX8CwLD358nv9pAw9NVTHf5KD6iQ6VSsT6mofZ8LdNTbqZ/sobaKhJKiLjdCYmwp6/zTKvZ7MAqRz9fB8CoY+P6lElMpkpzu9tDRXsBt7s9HLqwdXO8u+Fefcn3kxhTUVHB3NzcpscXFqTrKbPv1nbo6+vjve99L4cOHeLFF198zXqfvJmxm7HpQZELOdhFp9Ntaq6c+XoP0ma2EzLHG0m1kZSb2ed+yuLCAka1mrLKSgRBICWKkrKbYSvbibxkYm1gnOBaEK2tktLSUtZXpslLW9u0TS0kYlq0TdJ9mdzIQStqTfKu5GU7REfHMaT3NRmNRJcDFFZWEg6FCAQCaAMBltKJjcYctTWxrkV39lc27vf4iY2OKfdTC/MkYuAx5qHX68kvyFeIzJbk5R5rb2Qkp0dQ1+2N+AAkTK2obGkVxzmM6uCvo/L0kXQOg28GwVoHTknFEcI+hEqJyC4sLFAkCFRUlCMI90Y8trN8yQ3TRVGkpKREIT+7CWHZDneLfs5s2JlMJhEEAZ1OR0VFBRUVFaRSKVZXV/H7/bhcLoaHhyksLFSIzetRhyKf872OTY+VmUcAu41mnpubY2hoiKampk0Z/PeCu61+rays0NPTg9Vq5eDBg/e1iiAIwpaDU2azzX370oV/aZ/kdu9r2rGEQVShEQVENRg0KnR6FUUJHcHldawlOmzNFlyXVvAPBChvN6MSwFwrMfbZLaxmLoePVErgwMcksjN/yUv1Ben2wiUv+z5Sq9zORWXaprSYrrmQoVaplAx7YVpFQadpo0HXmkDesXzyjEbGfjhNMhgjlZI+38j8Gvk1G4OK+8oCiZoUpKCyqpKlBV+WnSuVciMIohIioFaJWapMpupTckJ6fPx7wyRT6ixiIdfjSGTFjbZAh/vqRngBbBAgmfT4bweyyIznqgfzvhLltu20TakbKkmnnnmuehBFiaAtuhdRNekomMtj6eZS1nlI792DQLYFRK6NcV/xYKo2kUxKpLL8rNREMzIfJ5kSaOysIR6Ps+BawHt1CXXzEtFACsGsx/nqAvbOcuUau/P9afJrTNQ/XZ9FcAHm0vebfqMOl8OHvcOqxCurVCpqOmwsPjtB429IvVkQJIJectTA+qi0iptSa0mEIuz/RAPxeJzxV70UHwqzuhqi938GqTlrJhFPcMfhw9ZWyB2Hj9YMRaY5h8QAeFwhoogcf6ZqS0Vmt1aze/Uly2RmLzhy5Agvv/wyq6urWSEAV69eVZ7fCRMTE7zrXe/CZrPx05/+9E0/cD0qeFBkxu/309vbS2VlJa2trdted2q1es/1o/eKrVwDbreb4XItDeeepKFBUmk8P/g54cEpjAfr2c2Im2k5C4XDrK2ukXegToqZv8u+iZgWobxWITfhl18hlaGIq3ZSbUY3al+2ggDo9Hr0ej1FxcWsB8PECwoIhULERseIVpRh8vslO1rOb2/KVI7GvnHs9bCK6OoS5mgU3bKfhDGPVGJcsaftVnnJrZe5X/KSdc7OYVRbHCtlOyz9H9Ghsm2oOKrxf0Kcus3a2hpFWi3G8DLizAiCPf1beuKjezqPXMvX6uoqPp8Pl8vF4OCgEiJgtVopKCi4L/KwnWqzvr7O2toaZrOZWCyWtZ3FYsFisdDY2Mj6+rqi2jidTiUa2mq1UlRU9JosIN1tHrgV/jnYzN4Q0Q13GzBSqRTDw8OMjEj55vX19fd1we+0+jU/P8/169epr6/n0KFD951+sdWAMT8/z40bN2hsbGT//v3KF26nC/jDBS+iFgWSiAgC6PJVWG15VB/IR22JU9RqYHUyiYAgdUxuN1ObnhSKIkx1+VjsD+B0+DOsZtLzcq3M/BaEJROZqsx2cF/ZSM4ClAz70tJSDAt55Ofno9VqWFlZIW6Kk/8rhWhb9ZiPFrG+kiCZVLF42ctc9yJra2toNBoqKipQbzOKWU+WKyTAfzuA+7In5/kN8uO95qYxnWDmueph6kdbF2nW/Lo0ILmvepj60WYveDKpUgrvM1FyslyxvGUSmcz//bdXiFVLUnhlZSW205X4BgKsujZqJuRz9t0OKMEFMomTX7PkZDm2M9mKhLHaRF5lPvMXvWi1WuxP2skvKCBxTYXRaKTgsJFQKMT09DSLi4vkHdATXk4oCXMgEV6QiOqqM7zl5wOSYjPd5UNr1uLsXkKlUhEJR/DcDFNcIkU9uy4uSR3GDxQoli69Xk95eTmHn6rHkJdHKpXCPbXG/Ogy6pY40VhMUWkz1RkZ3S+4KKzNQ1+3eTXvXq1me6mZ2asy8/TTT5NMJvmLv/gL5bFoNMpf//Vfc/r0aSXJzOVyMTKSPcFZXFzkV37lV1CpVPzsZz+jtLSUx3htcL9Jm6IoMj09za1bt2htbWX//v07jimvpc0sc2yS63j6+/tpb2+noaFBGZeKPvAENf/u01g/9NYtj7NVvUzegXpWAgE8bjdGk5GibYhMZJt9ZQhltWgaW5R/0Sk3kaEpIkNThC5eR9+yu9qaXMRGxzHsa6GgsJDyigqpEaPVSiqVwuvxEFgJ4Ha7pV4rOX+P0NAQwbU1VLUHMbaeIFXSgLq9E8F+gNjoOHHXPPGxMeVfJu6nXiYXqensWPbk9DDquv3bbH13xFTlONdLiBUdQicUkTC1kio9Qso1RMo1tOfjZkIQBMxmM42NjZw5c4bOzk6qqqpYW1vjxo0bdHV1MTg4iMfjuW97p9ynJpVKKclrsmVODhFIJBLE43FFzTEYDFRVVdHe3k5HRwcHDhxAo9EwMTGBw+Ggp6cHl8tFKBS6a4+mveJeF9lAGpse28weAew0YGT2dTlz5swDSWzYijzJRfgzMzMcPXr0gUWeZjboFEWRsbExXC4XR48epbi4WPF47kxk/g4BSd5Xp2tkSswG9r+viP7vL2CtM7G+mKSs3UxdpxWXw4cIXH12gjyLFovdiCDAic9LP/yyQiOjJqOYujp9O1OJWbjkZcUZJpmulVkeXMXaZma224dGs70lIneyD1DdkU4DKy5mYWYRU34e4VCYxUtuVJVqVI0aNFoNi5cWEQICqUkBz6QftTqVpcp4rrpzVBoVhfuk6Gf35UWWhlbQmbVYt7CgycRiaXCYvAqVonhkhgbISszy4DCGis0TXuvJcnzXFyUFJefPVnKynKm/nyS+Gs+q54nFIKUXiQxFaXhbHaq0fG/ZX4wobqgsAMmkgLZAl1X3UnqqjOG/GqX1t7ItC4uXvco6YvlZG4sZhC6RFFhfSVD3QWmVtfRdpcx1L2Jo1zN30U9Km2Twf05ScdZC8fF8lm6ubeybEliPS++9+oI1S525/YKLAruR1o/U4nRI3uiCQyoSk4XodDpqnyil++sTVLYX0nCumEmHn/rzRYiiyHiXj4YLxWi1WqwlxSw1w0oqjl6vJxZdZmZmBlODDt+gyPr6OmL63UWFFKFAnPaOSm5nEBfZavawycz9JMacPn2aD33oQ/z+7/8+Ho+HpqYmvvvd7zI9Pc23v/1tZbtPfvKTvPrqq1kD5bve9S4mJyf58pe/THd3N93d3cpzZWVlvOMd79jTOT3Gw03aTCaTDA4O4vf7OXnyJBaL5a77vNY2s2QyqZzn0tISp0+fpqCgYMvaA4CSNKEpAfx/90vlWFmWMxH8Ph+hUIiKykpSkY2kvruRl50QGZqCslo0jdL261eWs4hU3OXeVpmJZSSYbQlBwGQ0YjIaEYFIOEJUpyMQCBAeGpH6gq2skEqlSIRCmA7ux2TavBIu2A9IPWTk2psbl1AnV5VggeT8PIYntiaFd0Myh7wA90VeMhGfkOp2zbXVWCwWUiGPUkuUKj0CPJyVcb1eT1VVFVVVVaRSKSVEYGxsjEgkQlFRkaLa7DV45ebNmxQVFXHgwAHlOt5N9LMURV1McXExzc3NhMNhJSFNTm/LbNh5P+ltmbjXcQmksenNvsj1SJCZvfqSV1dX6enpobCwkKNHjz4wiU/+ERdFEUEQiMfj9Pf3Ew6HOXv27AONuJNXv+TCz7W1NU6fPo3JZNqx0F/G+8w/IA81elGFXqVCl6+muFBPIp6g9/sLsK5i/zukeoXGTiuXn52gsl0qtLa1m6nvsDLTvbHCPZtxe+6ijxVnmJToY9UVJr4aJ5VufukfXKW0TbKhrbki7E9HNs9f8lF00EL5WYn0DH17jJKDErFZmwmjVokkk9JrLA2tUnzQzNxFH5qcxBrPFQ+V56SJvrkwbUdrzyewGmAlsIIIWN5iIc8odaif+N6Y4qMuP7v1l1auvbGeKleK+mWCkBs0AFJTSSk1za2QktzGnYX7igG2JDyyInTnO3ew7MuOBjZW5kOlFGtddtZGPB6X5Pu3WmFKxHvVR9kZm6Jy5UYoA9jf37gp4tqyv4j5i14qz6frjc7Y8Fzx4LsdYF8GycncpqC1mLluH1UXrCBI37fwoNQcs/YtVlxdiyTiCRYXFwmvJAj9LIRao6Ph6RrmLy1v+VmHVuKoqwREMUUwGGT1RopDv1rL7PQyToePuAh6s5bKDukc5L4ADenUMpDI/bUXZtn3sQrWLi5hNps5/m4LI11eSo/l4Ukt4XF70NtFev5XGFGnxtS20QjtdreXQxdK91T8L/upX0tf8ve+9z3+8A//kOeee47l5WXa29v5yU9+Qmdn54779fX1AfB//V//16bnnnjiicdk5iFirzazzCbOZ8+e3bGJ84N4vb1ApVIRi8W4fv06oihy5swZ9Hq9MjbK22yHrYhNMiX9HsTMWiqrqoiPzmzaL2+nKOgM3I34iIU2hdgAJLwrCrmJu+ZRmwzoM5KWcxtobof46LjUkLOoiKKiItaDYWKV5aysrJBIJCgQBNbX1xFUKvIM2cEdsRwlBnMp6uaNplrJdV2WWpNamEdMqJVI60xsFdm81+CAXKScwwpZCYdCRINBNPUHN/XBei2hUqkUctDa2ko4HFain8fGxsjLy1OITVFR0V3Vi3A4zM2bN7Farezbty9rjrXXhp1Go5Hq6molvc3v9zM6OkosFqOoqEg5//tJb7vXcQmksUm2hb5Z8UiQmbthq5qZhYUFbt++TUNDAw0NDQ+0CEu+UERRVIoy8/LyOHPmzANPslCpVMTjca5evYpGo+H06dNZA5actrEV3mv+PvqUGhWQ0IiQgqY2C4vjqxhLwZxvZt9byrj1nIuiWiM3n3dJ6kyHtIqeCdlq5kvXykw7/Ky6IrR9PCMYIK3KzF30SZHN56zMX/RSUJMtX8r2tIVLXor2WxRyIYpexYq2cMmLZb+F8jOlLF7x4B1YpeSgRanLWBpczSpylwv01tfX0c3qMeTnodVoWVlZYc4xj6ZKi7ZVj9FoZOyHTgRBJJGUVIutetrAhjVr8bJU1L/vMxuTfc+VzNQ0idD4BgIkkirFJpe5DYD7ihv/7QD7Pt2a8ZhHITIycZGtbnKPmfnuBeLVUakJpc2GYJMsb5JyJSivIUcoC8LGqrzttI2Fy1JN0sJlbzogwJNFVhIpgcKWYmUfWZ2ZuyhN8ivOlWYpbeXnSun9rxPY2gpRq9XodDqio1B3oY718nVu/+UMxoYUTqeT9TWB0X9ap+4J6bVcDilQwtZmJpIUWVxcxNKuJT6hQ61WU9thxZm+9g4+Y2esy0dzp3RNTDj8NHVaFfk/roJY+r2KiIw4vLScL0FAij82mtZZd0HtyQKGfuyi4QN6Fm8FmZ9PUnXQiLMvAtso/Xerm9lLkeX9ZvkbDAa++tWv8tWvfnXbbV555ZVNjz0sO8Nj3B17IRdyE2er1cqBAwfu6Rp7LW1mqVSKiYkJrFarYqneqSXATij50FsJh8P09vaS19JJ9ahfGvvYfVDAfas2GeQmHtWh0scUcpOYkUIF8g5snvBlFvbLyIxmFlSCkjpYVVVFYn2dcErE6/EgiiLmYIjo2ppi87lbrDM1G31fkus61MSIj40RcwfQ6uOk4tL5qLQ84PqZzSpOcG0Nr9dLpdGI4XUkMlvBaDRit9ux2+0kEgmWlpbw+XwMDg6SSCSyop9zFwtCoRA3b96krKyMlpaWHa/lvUQ/Z6a3yfNIv9+Px+NRiJdMbCwWyz3ZxvZqM3vcZ+YRgCyty4O2bMU6fPgwNtvekoru9nogNS0bHBykqqqK1tbWh5JaEY1GWVpaorKykv37pR+T3RR4/Zr5+xhSanSigFqvIl+vofaQGWfPMvufNrE+rkMlqLj+nItYIM7xTivTDh+N6TqZJWcYS62Rnuel5yvazQgClLaZqUkXcZvt23ssq7ewns1f2lzDIE+odwoIKD9jA1FQks8kolOkFJgvDy2TV68nvBSioqKCVfeaQnSKi4tZcC1gPGQkHAqz5F8inp+k5EQx0eF1Fi55WR4KcOCzG0tw7ivZyWGplIB5X7Fiv8qs6ZGRTAo0f2of3mtuFi97tt1GW6jb9LxMRrzX3FlEBqCg3cxMl5PYz0QOfHaf4hsvPVXG+N9Np29nv45vIEDrp7OtZGM/nFbCEeQQgPmLXjKN6JkEp/ysjf7/NqZ8LhXnSpnr9lJ1wcqsw4euQMt6uhdN1Xkp0QxBmnDriwzojCaq7BbC1jBzF5eYm5tDbVfj/2WcAruRig4bwz+bwSDqqaioYGZySTkPV1+A41/I9rI3dlqZ6Nq4fq49P4O5No+8ujw0Gg37O22MOLxSR3akAaXpXBHjF5cYvR5AV6ylqqqSsrIkfa8uUn0oRjAYxDXjIhSSuj/vP1fCYLeXCNKq2ofZnsxkqqK7xT+HxmT/3PAgkzZho/FxS0sLdrv9nseU18pm5vF4CAQClJSU0N6ejvVNT+DulciAFJrT29tLeXk5LS0tqI5K36tcO1om7pu83GVfTePGb2g8qgViRIYmiS6sotElSCYmFXKznT0tlUoRCgaJGfOorKpCo1YjaLVS13msRIbvEK2zEwgE8Hq9WNZWUS2vYDQZ0Wl3TulSFBq54WVkDEFWaGYHSbjmNqKhAdUOs7lcC9p2xf+ZCKyssLy8THl5OVrv+o7bajo+uOPzDxsajQabzYbNJoXNBINBvF4v8/PzjIyMkJ+fr5ALlUpFT08PVVVVNDY23vO1vFPDzkz7ZaZqYzKZMJlMWcTL7/czNDQk1Z2l7XIlJSV3Tcbdq83szT42PRJkZjcDBkjS/ODgIOFwmDNnzjy0dAb5fPr7+zl48CBVVVUP5XUWFhZwOp0YDAYOHDiwq/oYgKeK/hZ9SvpMBJWASa/BVKjFOxaguEXP7C+TqFmnpNZIca2RpjSRWXKGQfThGQhQISs0+KhPE5yZbp8SCgAodTO5qsxOyFRlclG5zXOLl7MbNALKfemHKYTQKKBx5eG64iG+FiOZFKg8X4r7igeVSo250Iy50MzCZTfavATJZIpYdYLV4RAYYPqVWbRaLVXnt455lovlvdfcDH5rDL1Zu4lEwIaaMvitMYoOWDY9X/eBBrxXtyY8pafKmHhxithqnNJTZYTCYTxuN7YzFXgDS9LnkGGRM1WZEBGy6mKSKYkwZTa1tJ224RsYQ1e28QMnExr5dQEWL3kVQjPX7UVbuBG3LGOueyOhLNNyCFJRv4hAy4drmen2Kf0aAvkxxFkR63Eji+IivmCEmNNJwQE1gcEUNluS2g4rU10+kkj2svEuH01pRSZTnQFo6LTi+voEBzurGXF4GXZ42d9RqnRA39dZyh2Hj5bzxUzdDlB5qACDXUufw03b+VJ0Oi1lZTY8ZrCVFpKfH6bv1QUq96uZHo9iqdHT1GlVbKRbYa9k5s2eGPMY2dht0ub9NHHOxMO2mWU2gTabzRQXF2dN0vZCZBYWFhgaGqKlpUUJsshESUZwgP/FbGLzIMnL9vtKQS9yk8v4+hT6A/UkJu8QGZokMbNIKqHedLxEQrLeGkEpHI+NjaFrkQiHgIBGo8ZYVExRUTGJRIL1cJjgutRjS6NRUxiOkAxHMOQZiI9vrtvRbdf0tvogyXUdquqN5xPX/1EhN6kFF4IxD3Xdxi67rp8RRdYjEVbEFSoqKtAbDGTS55Rrc23OowRBEChItyRoaGggFovh9/vxer3cunWLZDKpREMnEon7ctvsVrWRHTaynTqXePn9fhYWFrhz5w4mkymrYWfuGLRXMpPbs+rNhkeCzID0x97OLiH/4a5du0Z+fj5nz559aI2L5GQ0gPb29qzuyw8KoigyPj6O0+nEbrezki4c3M1g8Y7SF8hPaNIxkir2nyzFNxmkugPmX1FjMplY8Yc59UwNU11+/M4wYpcPT3+AqrT6spXVLLduZskZJpn+c/gGVkmJQvp2AFu7GafDh/92AFubGZfDz6orTGw1RjL9q+cfXKX0kJkZh1Rvo1KJJFMbTTgrz21d15JJdFKpFBM/l7pQ11XVoLar0zUudXjSyoN/MEDxwY16FEEQqO6sSn/OMDczT94pA+FwmFAsTN9/HUFXqMFyrAidVrsphKD0VBnJpFRPs5CuV1EJotJHJXMbEBWikXmc0tNleK+6uf2tMYr259TKVOVjrALnq3Mk7TFspaWsDUSo/2A9nqse5Xjy5yCTkkxCU/eBBumxNKFZuOSl6ICFZBLmL/oU0phMqlgaWlHITPm5UhYzPt+mD9VlkdOKc6X0fHOCsvYNO8GMQ/qbVZ0v5cY3Jig/vNEY1umQyG9Nh5UZhw/3zQjWhgK8q0EMBsnytxZfweWaQavV4p6IYa41cvDj1Uw4JKUmV5EZ7/KRQKTgsEQK9nWUMuLYOOcRh5d9aWIzdNmP1qImqE7Sdt7G7e6NaOtkMsmBc1aGLvk4dKGUwsIknpk4MfU6JW1q5ufnuXTpkrIallugKfuS7zX+8s2++vUY2dgNuYjFYvT29hKPx/fUxDkTD9NmJqc6+f1+Tp06JTXZTQcAyK99L98HURSZnJxUXBS7Cc0peTq7+D2X3OyE3ZKXrbCV1W2D3OhQN9QTGboj3Z9ZJBaFJbOOwqVlzEeP7Opz0Wg06PR6yivKEVMikeFh4qKI1+shlRKxBENomhpR72GyGh8bA0uTQm6SET06Y5T4uKTupBY2Gnxqm1q2PQ6iiM/nQx2NUtlQiVanI+XcnFQm19O8ESD3jcnLy8Pn81FdXY1Go2FqakpJMZMbdu41jVLGXhp2ysRL7rkjRz8PDAwgimJWw06dTrenmpl/DmPTI0NmdoLXK01mZI/xw2pSFI1G6enpUS6Wh/HHTyaTDAwMEAgEOH36NMFgkLm5OVwuFzabbcfCsKdqvo8uqkKFgEmnociWR3w9it6SYPLHAnVHilCLUGI3cqfLh7t/lep2MyqgvN1MfVqhachQX1LAhMOHt19Sa6a6fARcYaWJ5ozDp6SczXT7sLZZqL6wsaooKzGi6KOmQ9pHqamRn8NLdfr2jMOLf3CVZDpIYGkwgN6spWKjBpKKc6XKqhcINL2jbtPqhKykyMeRJ+WZ33FBkAYQOXEkkUgw17yIrlXD+EtTqNRqDHo1tjNlyip9ZsE9SKlo3oHVLDKTW5S/cNkrxV1nEp7TZUoTSoV0pPfT79OzcnkZ00w++fX5rBFJH8+mEBrpPUrHkwmNZCUzZj0mkx75tRdzVC/zvqKN4v40er45zqHfblb+fpnqjK5Qy3pcOm+5Z4zyntrMRBLS511zITs4wucME0uJlDyhQnVbRXRcT1VnEYGCJOKsSPHxPJwpN561EKlpJ8GQwODPo+x7y8ZiQWOnlZfTCWcyidnXsUF6M4mN2xWiuDaP05+wM+DwoFKrENJeZUFQMXTJz4FzVmWFbM65RrE9j/yGPGbGUxw/Z+faP63z1McExsbGiEajUvxqetDYqy/5YdheH+P1w/3azFZXV7l16xZms5ljx47dd0jNw7KZxWIxbt26RSqVUppAC4KA1+tVCqvvZQExmUwyNDTEysoKJ0+e3LNimUluMolNZGhqz+Rlr/uqG1olBejUWebdbkp9K6i8a6wPTwN3J1OZxf+CSkCj02I8eACzCNFYlOjammJH0+sNFKyvQyyGVqfbFFstk5RM5IYEiFWHlNuJiA5dVTPM3SY+PgqeWYXcaJqk/URRqvPRuafIP3ACTcbfW/0GIi9bQe7b19zcrKiDzc3NRCIRJURgYmICnU6n2NGKi4vvK4HsXhp2yuRGq9VSXl5OeXm50nPH7/cr9tTCwkJlkW0nZ0Em5Jqdx8rM6wg5235qagq1Wk1NTc1DIzLyoFNUVMShQ4d49dVXH/gK2Pr6Ordu3UKtVnPmzBnUajVarZa6ujq8Xi9jY2Pk5+dTWlpKaWlpVoOopw/9PclACh0qtHoVhTY9kaUoyUgUo05PzZF8fM6wRGZqjagQ6PyiREKm05ae7q9PYLRoEUUfK64wsUCcs19oxOnwYWs3Y0+rNTvVymxlPdsK1ds8J4oCbZ9ryrovTailSarv9iqxeIq1tSB5BhX5+fnKj0Ju/xqJJNiy7oNKCRFQqVJZIQK+68tSH5MKG2VlZUQiEaZecBGOzJG3X4PRaCQWi1N5fqPbeiqlUmxdsGF/k49rO13GwiUvvuFl4kk1lec2rHRlaTLiueKW9hdA26JleXkZ+5O1rPat0v/fxjn42xuDkO20jdEfOKXbZzbea9kZG+6+ceo/WJb12O1vjVPatqGklJ8rlWpl0pCVG5nQJFICukKdorjImO2W4rqbP1LLbIZiV31BUl22mz7J6kxBtQHv6hp6fQGH3lXKdLeUSFbXIRHohVvrlDebCYsiFRUFmM1hpi+t4HQ6WV2F/p9FUOm0aCwaajqzLTj7OkoVq5kMS20eq0J80/kMXPTQ3lnGgMODWq2WVsoEFetCkmVVlGNny7h1yY0oihgMBpqammhpaVEKNH0+H+Pj48oK2NLS0q4LNP85JMY8RjZ2spktLi4yMDDwQENqHobNbG1tTSFcbW1tSsKm3W5nYWGBqakpBgcHKSoqwmazST3Bdkhfk5UogFOnTt21BmC3yCQ2s//x2ztsmY0HSXxisRhLi4uUWK2Y6uqIDE2hbqgnOXmHyNAU8Vk3yTRJUGs3/522LP4XpAhiIc9AYXU1iUSCSDhMwuOWahHVaszLy2h1OrQZE9itEs7uijTBiUf0aCul/eOXfgI2O8HeW2hEERPxLCLzRoff76evr4/W1tZNJQN5eXnU1NRQU1OjJJD5fD5GRkaIxWJZIQL3k0AGO6s220U/y83FGxoalPpqp9NJJBKhu7tbWXwrLi7ecbHhsTLzOiKRSNDf38/a2hpnzpzh5s2b990kaTvIg05jY6PScPNBr4AFAgFu3bqlqEuZ0a91dXWKxOjz+fB6vTidTindqrSU3zl7HX1STR5qDIUaSgoNiNEEGiM88ZsN3Pj+ghLadPoTdia7NjqiO74+QVW7mdEuH3qzlmNpxSVXoanPuF3XKasoGzU0M93b18rMdmdPjDMxd3FDlclFZkf58rOlzF/00fSJahYXF9FP6lgbj6I/pGI2PTHWqLePXZYhkwz3FQ+e/lUSSZWiHkmvIz2vUqlY7Q9z8Lf3IwILF+fxzayhsYLTOY3BYMBolOKxG5+uTx/TzdgPnZvS2wD2/VYr7qse5i/5FEIjw3amDPcVN+7eZczlBiorK9HpdBhOGwhMR7KsYQCmahMgMHfRp5z7bLeP4oOWrMcAig9YiMU3T5I8AwFFfclNK2v6jTrmMuKKq85bGf5bl9Ictbpjo2cMwJIzQkJESbabdvio67Aq6sz4Kx7W1tbQarSsjaiw2aTzmUxfYx5nmBhw4pkaxrt8zFxbo7nTylJhilq7hXBphN6/c6OzrlPSoebGz6bZd0FSVXLVGYBXX5jm2CeqGXBsRFUPODy0ddgYcGzY/QRB6r70o/92h3d8sZHrjvn0Cpj0fCq1EbGp0+moqqqipqaGRCKB0+lkbm6O4eFhEolEVqzmdhO5fw6JMY+Rje16kj2skJoHbTPzeDz09/dTW1tLU5M00ZYnWCaTiebmZqWHhtfrxe12c+fOHWXRzWazkZ+fr0ywg8EgPT09mM1mDh48+MB6a+Si+t9+Rrmda0W7X/KyFUSkgvhIOERZS80mq6Ci2ljrUdfXk5waYX3SjbamUqnJUe+SH2g0GgxuN+TnY6mrYz0SIba8jNdoRHQ6ycvLIz8aRbVLO1p8fDTn/hjapg0iFDU14yMfVYGVsvJyUkNdJDL2ET2zpOKarH2yzvd1Lv7fCV6vl/7+fg4cOEBFRcWO22YmkLW2thIKhfD5fMo1bzQaFTua2Wy+r4bpmaqNPM/MVG22in7W66UwnbU1qddbaWkpfr+f6elphoaGMJvNyhiVa5f751DP+ciQmcyamVAoxK1btzAYDJw9exadTrfrQst7QWbtSu6g8yBXwGSy1NTURG1t7bb1MVqtloqKCioqKpRV4Q8f/kfUKQEtKlCBLilgsCTRqjTkm0x0/TcX9nYzalGgJD0ZnekPUN1u5upzLsrbzTR0Wpnu8lFUKz0/nbHy7sy47UqHBKTSNQye/oBSN+MdkCKbp7r8+AYCGCxaUqI//dwqqbQQ7h1Ywda2UVeRia3CAzIn5rF4jIWFBUpKSgjOxdAfMCr9akZ/4CS+GlOsW2pVNtHMDRVIpgSKDhQBInMXfQRnwphrt15ZEYDK85WM/XBa6u8zm8J02IDnqk/qAuyKYzKZKDxcSMAZIZlUKQQk83XLTttwX/XQ918nsGXUnUhycQRtjQa1Kw9drZRiM3/RR+OH6lm87FGOJ39GUmS1N4u8SH1nPMpjmWQw00qWTAmY9xcx0+3Lang6/DcbhAXIUmcSKYH1RPaPs0xoCu1GYjm8XiY0nqkQ4aUoDR8rxlqy0SOmvsPKVPrastQaWU9/t5s6rYynr6+mzhLGu6Q45kTYg7EoH1tZAUt3vCwvLaOvjuMfgZWAViqqRCQmpIjl6ES5JEbGgMPDupDAfCT9dxcE1Bl2NFHcGExy/cwmk4m8vDxOnDhBKBTC7/ezuLjI6OgoRqNRGTQyB7X76TMTjUb5t//232b1mPmjP/qjXfWImZub4/d+7/d46aWXSKVSvOUtb+FrX/vaY5XoAWA3NjN5ApLZkywUCj2UkBrpuhV3bTHZDqIoMj09zfj4OIcOHVLGnO3GJqPRSG1tLbW1tcRisS0X3XQ6HdPT09TW1j7wdgk7IbfO5t5Um8lNj+USIRFY8vsJBoMUFxQoRGan0AF1/T5iET3qeul+cmqE6NSiotpANrnZ1H+GjeJ/o9GIxmjEXFtLLBolHA6zHo3icTrR66XaREMyiVYUQRCy+tQox9qGiCQSCYJra2gKzZTabFJctqESVeVGXU08rEfHRv0N3llScTWanWpvHgG43W5u377NoUOHKCvbOvhnOwiCoIQEZNay+Hw++vr6EEWRkpIShfzodDsn0+0EefzIVG12atiZTCbR6/UUpfscNTU1sb6+rtTaTE1NodVqKSkpIRqNUlVVRSQSeaC/RQsLC/z5n/85V69e5caNGwSDQV5++WWefPLJXR/jQY9bjwyZkeH1eunr66O6ulqKcMxgsA+SzMhNKldXV5Wuxpl4ECtgmTa5w4cPU1pauuucfpVKxa+3/E9JkRE1mAo05BvVGEtgaTxBXoHIujpIxaF8WjqsXH1+hpJaI1eed1HZXkhTZwkTXWSlRMnpUTN9UhjAeDoYoKLdzESXZD2TlRunw8epdHyuy+GjtM2srNQDWYrN8c9vxOyKIlRdKMGZrr1RCZBMSRNc30C60WaXH406O+xh8pezRCIR6suqMBqNBMlWK/KrTVSelxpzLl724u5fw3rInFXvsSkRLUPFmU95SSY3Jv0LOZY1+TXkWpTQ7RjikpqWD9UTiUQIhUJM/XIW8oF6kehInFmHF7WaLCtb2WkbyYSKRFIibxVni3G73ZLC8/Z6fNeXNikxslo0fzEdDZ0+nkxohv/WRdOH6pRtZUIjsFE7JFvJZChxyvJnca6Uxf4JtBXS96nqgpRoJlnIBArtRuIZHKG6Q4ponnZsqHxTXT7qO61Kr5hYLIZgiZNXmoe1pAS2uJ6vP+/iYFqR2Q7DDi/lhwuJCCny8vLIy8sjOA1NZ8pZnXATCUfIq43w0rfvYK7Ro6tSIYoibR1l9DvctHdkD1T93dJjL35jiNp2y5aveePiIicvVPDtPxvgd/6P45v8zMFgUKmHkK0ItbW1xONxJVbz9u3biKLI8vIyc3NzrKys7HnA+NSnPsWLL77Iv/7X/5rm5ma+853v8O53v5uXX36ZCxcubLtfMBjkLW95C4FAgK985StotVq+9rWv8cQTT9Db27vn1KzH2B3kGhi5B1ZPTw95eXkPLaRGXolPJpN7rr9JpVIMDQ3h9Xo5deoUhYWFWZOmu41NOp2OyspKKisrFWvO1NQUKysrqFQqwuEwbrebkpKShxbUsxPuptrkYqc+NyIiHrebWCxGZVUViVB2k8/dKkDq+n3E1jfITfT6ZZKxIMm49DcUV1Ywnju54zEEJDuaXq8n7i/EbLdLdrSJcdbiCbwzM1Ljxngcw/6717jE4nEWFxYwazQUl5Vt+TeXVR2xsk26PzGK9sh7EIHE+AAAmo5dfQSvKeQEvfb2dkpLd3Zz7AZb1bL4fD5cLhdDQ0MUFhYqxCazPGAv2KlhZyqVIhQKSddAPK58Vw0GA1VVVVRVVZFMJllZWcHv9/PHf/zHvPTSSwA8//zzfOhDH6Kl5f5J6J07d/jP//k/09zcTFtbG5cvX76n/R/GuLV3newBQ04+6e3t5cCBA+zbty9LxrvXPP+dEA6HuXLlipIus1Vh1P3azJLJJH19fczOznL69GmsViuJRGLXOf0X7N9Fn1Sj06kxFWopzNeRSqZILmswleg58bSNRDJJIBDg5W+P0fpUPrWnCii2G2nptDKRtpqNdvlwfH0CnzPMaJePa2m1pr7TikA62axT6vxuqd2+Vka2nuU228zETMZzVRekFf39H7VTdd6KKELJIbOiMiz2BUimpOPd+dkM65F1mt5u3zLpZz5H0UmlBIoPbDTjHPobFyvOyMb2W8RCA5SdLaXsbClz3T7cfauUn9n4kVu45FVIRdkZG8mkQGQlwcKlJUwmEzabDYvFQt1b7Gi1WoQGkUBghYVby6wEAsTi8axzLT9TiphKMfqzaVb7IjS+vR6NRqO8Ru83JzdFN69MR/D0r2Y9Vn6mlERSyCrELz9rw9O/ytL0xnuWidyqK0xZxnFle+BMtw/roWzFrOrCxvsvP1dKzQUrzgzyArDQH6DivDUrshuk6/vm96allcG8PCZkRSYjnSwOBAPS59LUaWU0g9CMpW9PDiwz7wpS27nR1HNfp3ReWq0Wg0FPYFzD2qyRWETAdtxAKBzG8ZNRFhcXiUajWb8LbR3Se7/ePY/WoqY5o/7m5IUKrncvcPLCZruBSqVCq9Wi1+vx+/3Mzc1RW1urvNdEIiGRN0GgtLSU/fv3c+HCBY4cOUI4HOY73/kO/f39/Lt/9+/49//+33Pt2rVd/35cu3aN73//+/zxH/8xX/3qV/nc5z7HL3/5S2pra/nyl7+8477f+MY3GBsb4yc/+Qlf/vKXlZWuhYUF/vRP/3RXr/8YO2On32qZXLjdbq5cuYLNZuP48eMPbRIvj4l7XWiLxWJcv36d1dVVzp49S2Fh4X0llqlUKvx+P6FQiOPHj3PixAny8vKYmpri1Vdf5ebNm8zMzChNJV9rlDz9Vqr/7Wey1JvdEpBkMklwLUgikaCyspLE6Mze7WvD2SQqlV+O7vw7UNfvQ12/j1Q4QmRoSvm3E2SFRKPRUFBYSH5+AdYTJygpKUEURULhEM7paTxuN8G1NcTU5pTYaDTK/Nwc+fn55BmNyt8815IG26efpSrbSKVJzqME2R585MiRB0JkciEIAmazmcbGRs6cOUNHRwdVVVWsra1x48YNurq6GBwcxOPx3PecVW7AqdVq0el0jI+Pk0gkFMtc5tiUSCSU0oWSkhJaWlr4/ve/z4svvghIDZfb2tpobm5mZGTkvs7r+PHj+P1+RkdH+Tf/5t/c8/4PY9x6ZMjM0NAQLpeLU6dOUVlZuen5B6XMLC0tcfnyZYqLizlx4sS28uD9vN76+jrXrl1jfX2dM2fOSNalnLzxnXDa9lfoAmrUahXlNiMVzQaCKzEqGgopbyjEVpfPted8VDUXUWwpwlpnIh6LM/CzGVYCAW79zIWrbxkRkabOEsrbzZz4hJ2GTitF6b4zMhoyb6cnrM60hQi2Ji871dHUZAQEbHouraBUnbdSctBCxdkS1I1JorE4yWUt7mtruBw+bn1jIku5ALa9X362lPxqE82/Uctst4/ZbikKOkuVuZTdxyaZJkPy9tvhwGclaX6u28fI30pF+QaDgeLiYmpqajDlW6j9aCXuy0uM/mwa18wM4UgY8xEpvz5hjyMIAuEpMcvbXH7WRvFBy6bXzq8xKeclY6bbR8uHazd9piWHLJiqTVl/g2RKImAyqtINMgf/xgVIZA6yrYXz/ausJ7OvR5nQJESBohwCNNXlY319naXVNeJhgcZ31GRdQzJG069RlGG3kyFff0MOL9Xt5iz737Ajm4ju6yjF7QohCALFRyWffsdTzRQUFGDQ64nFYrhcLorqY1x7ycn6+jojA9L5G+uk7/bJC5Vc657fdB5bYX5+njt37nDkyBFsNpvUJFSvR6PRoFKpFD9zPB4nkUhgMpn48Ic/zNWrV6mqquKDH/wgIyMjvPOd7+TZZ5/d1Wu++OKLqNVqPve5zymPGQwGPvOZz3D58mVmZmZ23PfkyZOcPLmxqrtv3z7e9ra38cMf/nBXr/8Y9wdBEBgcHOTAgQMPrbmyjMwV23tFMBjk8uXL6HQ6pTBfXu2Vvfn3gkQiQW9vrxLlXFxcjNlspqmpibNnz3Lu3DmsVitut5vu7m6uXLnCxMQEa2tr27ZheJjIJDa51rRcxBMJfNcHEOvKqKisvOfan3vte5MsblKIjbp+HzHnApHhKSLDU4QvX9+0fW7xv6BSYTSZsJaWYjabqaisRKvVEggECARWmJ+fZ2VlRZr0xuMsLCxgsVgoWPJtSkrbMbr5EcfMzIzy+/1aqdJ6vZ6qqioOHz7Mk08+yaFDh9BoNIyNjfHKK69w8+ZNnE4noVBoz68hiiJDQ0Osrq5y4sQJ8vPz0el06HQ6Jd0slUplERvZaVBTU4Ner+dnP/sZS0tL/Nmf/ZmyULdXFBQUUFxcfPcNt8HDGLceGZtZTU0NDQ0N2yafPIiamZmZGUZGRti3b9+WzbsysVebmZyKVlxczIEDUofxZDK568HivP07aGNqNGoVRUYdiXiCJVecd/9OI7/8lov6dh1LzjA17Wb2dZRy6Xkn1loT4/8UZn0Fzn66gvEuH6Y6AU1NkP5/DNF0oYRUMonz4rIykZzOWCWfdvjwO8OkROkxd0atjNxgc7LLh7tfqpVJprfTqjKIzRakRyYvuZP22W4fleeKWFhYAKQvhv2pDTVBFIUsEuUbCGwiMzJyQwQA7nw/rEzya7ZJVcskNz3fHN+kWsiQCYBnIICxKvvvp1apKDQXUvgrhSxc8hDoCqKzqSRbWSolTYDVeooPaLPscLPdPuX1Z7u9WRHIcrG+nC4mozJdIzPb7UMQNt5rppUM4NBvN2UV71edL2Wxb4LmD0vby68lExpbm5lYanNR/3RGiMSUQ2qsWtthZeLlRRYWFsgzGMg7bMhqfjnR5aOx00p9p5VXvj7B2S9K3tdRh4+W9PmMdvloke2O/QEufLFBITD7OqyMZPzd5QSz4EqM45+oBlBsZWq1GktREQUFMVZnRZqO5jOb8uL4+RQpQ5zC1gTlxgKuds1xunN3TW8XFhYYGRnh8OHDWT/UubL/dn7mUCjE+9//fk6fPq0MKrtBT08PLS0tFBZmE79Tp6Surb29vVv+XqVSKfr7+/n0pz+96blTp07x0ksvsba29qaP5Hy9IMfsi6JIW1vblotwDxpyOM29jk2yfXurQv+9NMKMRCL09vai0+k4efLklkrUbupsSktLKSoquq9i6r1CIjQSqVl68RcKAYlGoywuLpKv0Ur2q10c636adm461vAUFDehratX7guJqKLupOYX7pJkJih2tKLiYqLhILH8fMLhMLGxUYIlVvLSz4uArvmNS14y4XQ6mZyc5NixY1gsltflHFQqlVJP2draSjgcVq77sbExJebcarXu+rqXiczKygrHjx9X5si7jX5eWVnBYDAgCAImk4lf+7Vfe0jvfnd4WOPWI0NmzGbzjj/Q96OUZHZfPn78+K4Y5V5sZm63m/7+fhoaGqivr7/nrsnn7N+BVTDqNFSUGgkuRTGmpEZbl384j73dzP6OUrqdTkTA8bwTNdDaYWUUH/uekSasJqORlg4r0WiU4KiX4Vc9JJMpwtMikeg6Wq0Wz+0gVe1mxtIkpTJtPZvq8nFWjnRORzbLhEUERbFxOnz4p8MKsfH0bwQErDjDqAVIpPzUp20+maQilUoxPz+PVqslPqZGpdr4bORJvawqzHb7sLaZFXITmg2z/6P2rM8tk+jMXfTR8hFp1WHhkpeeb05k9bHJtawBFB+0AKLy2ipBpDyn/kbahm23qThnI+BcR6PRIxIh32RCo9Xijq6Qqo2RGIPxn69j78y2llWcK1ViqWWCIhMad98qR35nox6p8ryVO993UZhRxF91vpSZbu+mAVcmNHK9k9PhpzatmmWRp/Ob1RqA+f6A0l9IDoyIRCIEg0Hir6pp/02JXMiWsoZOK5Pp26NdPvSWzZObzOL/mCBSfHjjx2rI4eVAZk+ZzlJGurz0dbuxHDHR53BzOLc2Jk1sBhxu8gvymZmcoa7NTPs78rnaNUfD/hiBwCpzc7AeiRKNxpAZYqbl7Jt/cpP3f6qK4eFhDh8+vOOK3nZ+5r//+78nEAiwtCQ1A9VoNLuuaVhYWNgyaUd+bH5+a1VpaWmJaDR6131bW1t3dR6PsTW2augciUTo6elBrVZjMBh2jCp+0LiXhTZRFHE6nYyNjXHw4EEqKyt3LPTfDQKBAL29vZSWlm6yg2+HrepsPB4Pt2/fJpVKUVJSgs1me93qbIqffhsAPp8P51//A0VFRehCqV0RGRkPyoIGkLc/+1iqun3K7YRvOSu4YCdyEx8fxdDSigHpOo4AFouFZDKJx+PBuLJCyu2Wam320MzV+M733PM+DwNyc9bjx49vWhR6PWE0GrHb7djtdhKJBEtLS/h8PgYHB0kkElkhAlst5IuiyPDwMMvLy5w4cWLH35mtxqZEIsHXvvY11tfXSSQSr8t3KxcPa9x6ZMjM/TYn2w577b58L+RJrveZnJykra2NsrKye171Omf/DqqggFGrJV+nJRqNkZ+vIR4ReNen6xlOTyh/9uw4dW0WVIC11siBjlLF0gPwi2cnsLebGen2sdAnNc3U5+UhppLs/5SeUCjM/PVVjHVqLIdU+PvilKWJzFaQrWfTWygv7R/fCAvIDAgQ2Yh0nury4R1YJSlKn4G7fwXBkKLhgAWr1crcuH9TT5rc+zKxARj+W2eWaqPZYRytOFdKKiX1sZlJr/6rVdmqjJIeliYSi5e9LPatEk8KStLX3EUflRn7LFyStskkM3PdPvIqdCRq1hHHNcQNahJCin3vaiQejxMuCeO56ufWN6cpe18efr9fSqExGEgkBVZnwsSTG+ljiaSAzqzd1A8mr9JEbIuvwWL/Kkf+hUQ+qs9bmb3oUz6ninOluLp9WYRmaTpCCqg4v3EMWZ1JiFCcoVTVdVgZ/eUC2vp1tHlGYursE8hUZ64958JSa8RUm8cdh49WWZHJUGcuPu+iKMNatj/dRwYkdUZWZCYGlqlpN9PeYaM/J62sPV38L+N69wI6i5qAKpaO1c6jpqaS+alZCgoKSCRCvPLSOPva83n1ZxOcuFChTFA/8FvVDA4O0t7efk/WBHng+PGPf8y/+lf/in/4h3/gV3/1V3e9v4xIJLLlQCYPXJFIZNNzmY/vZd/H2DuWlpbo6emhvLyc/fv3c+nSpQeetLkTdrvQJhf6ezweTp48idlsvqdC/63gdrsZHByksbERu92+J0tdZgSuXEzt9XqVjuxFRUWKanO/vT3uBXNzc4yMjHDwE++hvFxq5rv04i+23Pa+4p93QV52QtJUjq5uY/uEb0UhN6n5WVSV1eROWQOBAMvLy5Tl55OXXswVgfX1MOtpO5rX68WyuoZqeRmjybRp4hufGN02nvn1ghyyNDs7y/Hjxx9pFVqj0WCz2bDZbErIjNfrVWp88vPzsVqtlJaWKoRsZGSEpaWluxKZXMi9or7yla8wMDDA0NDQtkQmlUrt2kUgN9O9HzysceuRqZm5G/ZiM1tbW+Py5ctotVpOnz59TysPu139kq0GMzMznDp1CpvNds9E5u1tL8Aa6DUaikr1aPUpbDVGqpss1LZZ+Omz4wD4ZXtZeuJ4oKOUIYcXZ/8KInDxeSdV7YU0d1gRRJRUMwFRacBUWVmBxWKh5YlSYvG41B+kNoTX62X0FwvUpye7W5GXTFVm03PbkCEROP75RqovWCk+ZkRTA4X2PILDAtOOJeb6VhVL01Z2tNz7BTUmqs6XUnW+lIAzTCK1UdeTG/2cme5Vea6UynOlLPStbrLEZfaFSSQFRYXZyjoHUm2KTDTkbeLxOImadYqLi6l/q2QJWuyTivm1Wi1ms5nmX2mg7HAx8XEt3utB3G4309PTBEMhqp4qRhTFrBqYfWmFSX4NV4b1K5PQJVMCukJtVvF+9XkrC30bYQJyg1N5m0K7kfwaI1NppUQhn+nj1mUoLaFQiGAwKMWv6nUY7UalgL8xp/5qLRDH3lmiEBcg63ZMEFkNxKjrLFGuXxmZt/sdbmrazazlNMbMJTEAc64gU/3LPPnxOnKhUqm40x/kLb/agsViobRUCrvw+31Yq6IcfTLOwMAALS0tWK3bN4HdDj/5yU/47d/+bb73ve/x3ve+9573B6lxWzQa3fS4XDS93YROfnwv+z7GvUMURVwuFzdv3qSlpYWDBw8qBbqvJZnZzdgUi8W4ceMGgUCAs2fPKs6He6ndzIQoikrzzEOHDlFbW/tAaoPkYurcOhuPx8PFixeVOpvV1dWHVmcjT4hHR0c5evSoQmRAUmzkf1X/9rN7Ov79kpe7HVt34iyquv2o6vYTL5IshJGhSSJDk8SdCyzfGmJ5eZnyioqsZpgCoFGrKSouprq6Grvdjk6vY319nbnZWfy3bhCwFBMJh1+XGqe7QRRFRkdHmZub48SJE480kcmFIAgUFBTQ0NDAqVOn6OzspLa2lnA4zK1bt3j11Ve5dOkSbrebw4cP37PyKxOZn/zkJ/z85z/fMe64q6tLSRG92787d+7c71t/aOPWI6PM3A33OmB4PB76+vqoq6ujqanpnn94d/N60WiUnp4eRFHkzJkzaLXae171Olb2l+hiGory9ZhMGpLRGG/7cC03/4efAruA3xWmtt3MgY5SRvAhItL1/DRqBIYc0g/SO74g/YCN4stqMNiSMdFsUeoa/DQ/IW3j7YmmJ3hGQqEQ7qkggR9PUHu6gFg0SfNbJVvPVsSmfhtiI3eEz8Xa2hqTryxiMppoepvkLXc5fBz/nUZm0zUanoFVbG1mprv81HVuWKIykXm/0G5S0tFcDi+efin6OROZfWxmu30c/hfSZzXj8LI6E94ywU3eZ/6Sl5vPTmLdom9Oa7oof/6Sl4HvTSEUJbGXVijRvInUZmVlxuGj6oIcw+xFnIFkIoFaFWdlZYV4ZZzYKIz90zradDCFHLEsERpho4lmWnmR1bB9H61lxpGtvujNWqIZxf32C1Zc6c+66sLWf7/5vgAnv7BhbRv5xTy6hnVa3lbJze8scjr93ERO1PJ4l48kIiWHC7IaXeaqMwDWw5sHnUx1ZtEZJC6kOPeMnb4M4rKd1aykNg+tsLlA93r3PCcvVHI9XfwvCCh2ipqaCt7z8VJGR0cxmUyMjIzgcrmUFWOLxXJX+8xLL73Epz/9af7qr/6KD3zgAztuuxMqKiqYm5vb9LhcU7ZdLUZxcTF6vV7Z7l72fYzdQy6ulVWOEydOUFRUpDyv0WgeWkPnrXA3ZSYYDHLr1i3y8/M5duyYMpbt1VYmv/elpSVOnjz5UCeNmXU2chNpj8fz0OpsUqkUw8PD+P1+Tp48eddoddmOBturNlthrypOLiLDU3clQqq6jVjmJX8SdWyN0qAOcXKe2PwCibiGvP31m5LLxOlJ8g+2kY/0uayvRwiJIh6vFzGVwhIMollbI89ofGjNUHcLURQZGRnB5/Nx8uTJPVnkHiXodDqlx2AymeT27dv4/X70ej1Xr17FbDYrDTtzG2LmQhRF/sN/+A/83d/9Ha+88opSI7cd9u3bx1//9V/v6jzv1nh0N3hY49YjQ2YelM0s1/KVucpyL1CpVDtKb2tra9y8eROLxcKhQ4eAjYSZ3f7IykTGqNVgNKoQEkl0ej3X/oc06VMjYLNLHcX/8dkx6tI9M0prTZK9LGNCmWs1M5q1pNJNMKOBOGmXF/P9q0rLwYV0c83ZG2FEBGwtRdScLiAUCjE/GGA1FEKj1RAcT1LRXshEl49lZ5hYII6c9rg4sNGnpjFHnZHVg+XlZQKBFfLzC2h8y+a/h0xQUuJGPUfvczPEVuMkUgJ1nSV3VW1SKUEp4nd1+QnOhDDvEDVdeb6Ulb9xkkhu1JfkHrPyXCnJlKC8l622MR3UMXcrjrXKvGkg3PeRWubTRKQmh+BVni9l/qIX72BY6dMj29FGvuvG+lScmRkXRqOJ4mP5jP/Ii0Rm0p9Z2ko28LyL/R+TiFVNh1VRcZwOP/s/Zsfl8Cn2MYAlZ5j1lbhCZmCjf0xSlAiQ/LcsOapn/OUVasoqmL8ZQW/WMtblU3oXybcbO61pe1keLR1W5VrMvf2/nh3jiXQ91qDDy8E04cmtlymqzSMoZH/Xt7Oa/fAbQ7zrC00KYYHNJCYXJy9U8MFP1zAwMEB7ezs2m03pH+Pz+RgYGFB8/Ns1RXv55Zd55pln+OY3v8lv/MZvbPk6u8WRI0d4+eWXWV1dzfJ7X716VXl+K6hUKtra2rhx48am565evUpDQ8MbarXyUcX6+jo3b94klUpx9uzZTauGr7Uys9Pr+Xw+ent7sdvtNKfrKO6HyMRiMfr6+kgmk5w6deo1rQ3aqom01+tlcHCQZDJ533U2iUSC/v5+otHont7bdsTmfixoudgNedkKoiji8XgQEgnMR06i0WiIDE9CURN6pDCB1MICqsqaTZY0SEfV6yTyKIoisViMWGhVsaPp9QaMRiOpYPCuk+sHDbkgXq4jeTOpz3Ijdzk6PS8vj0gkgs/nw+fzMTExgU6nU8al4uLiLGIpiiJ//Md/zPe+9z1++ctf7qrupLy8nE996lMP8V1l42GNW28Ym9luBgy5t8vMzAynT5/eM5G52+t5PB6uXLlCdXU17e3tAPccb3m07C/RxtRY8nUUWNSQFNHr9dTUmSmrNVFea2JyYBmQ1Bd7Wp1RIygTP48rhAhZVrNhhxeDWcPZZ+y0dFgpqTXyli800tRhBRGe+GIDjZ0lgEhFeyENnSU0pFWQpk6pCG3ldorO322h7d11aLU68hvVYA+iqY9gsAkc/e1qajtKqO20ZgUE3HjORVKEyS4fk10+5voCrIbCrK6uUllZiTajIDo38jlTZahO96g5li5+n+7yM9+3SiKV/YO5lWpTdV76F15JkEgJiq0ql4TMODYsa/LrL/StZik5suVLrpdxOXws9K5Sec4qdYVeXsbl8GI9ZEar0Si2s0yrWGX6+Ne+PqnclpFICVIT0fRnodVqWemLU36kGNVsAcXFJaRSSTweN6nCGKpikbFfLJBMk+ZkSiApClnJdDUdVvpf2IjyteeQKLPdSHGbmUlHtr1MtpS1pZumyk3B8vNNuG9I/tXDz2wkamUS15EuL3FBJCxsWBFGMixjdxw+Bh0eDFuEAmSSGIAfPzuavj4lHO4oy1JnYMNqdr17nuLDG4RVJjF3w9OfsTMwMEBbWxs2m6SUabVaysrKOHjwIJ2dnRw7dgyTycTMzAyvvvoqV69e5Qc/+AEOh4NXX32Vj3zkI/z5n/85zzzzzH0P5E8//TTJZJK/+Iu/UB6LRqP89V//NadPn1aSzFwu16b+AE8//TTXr1/PGhju3LnDL3/5Sz70oQ/d13k9hgQ5hej06dNbTpweFTLjdDrp6elh//79tLS0IIrifRGZUCjEtWvXlMSy15LI5EKlUmG1Wtm/fz8dHR0cO3YMo9GY1c/G5XLt2msfjUa5ceMGoijecz3CVsi0o90PkdkreclEKpVicXERlXOR/IKCrCCSvP0NG5Y0SzOq2gNEhieJDE+m46AnNx1PEKR0NENeHlXV1dTY7RQU5ONuPcjVq1e5ePEiIyMj+P3+++rNt9v3dvv2bQKBwJuSyIyNjeF2uzl+/Ljy3uSmzUePHuXJJ59k//79CILAyMgIr7zyCj09PXzrW99idHSUP/3TP+Wb3/wmL730EgcPHnyd35GE12rcemSUmbvhbjUz6+vr3Lp1C5VKxdmzZ7eNeN4ttpLyRVFkenqa8fFxpdBfVovuZbA4U/sdDAkNtqo8iCbRigI1zUWoBBUT/cs0tRfhc4apbbdw8IJUV3Cow8b/enYck1mLiFQ/EwnEuZBuRljdbpZSzRw+StKKxNgODS4BZYV9IqMWIxNarRaDXs+Bd1SRSiYJh8OspJaYn59HpVIRHBZoeEIq4qztsOYU/nvJa1CTTCSIT+Vz48ezlKcjngE0Alva0XJRfUFK5JJVl+kuP8vOMCoBqtON0beqbbFmNOh0Ony4+1ez7FPysSGdCObwoS/U4kqTH3vaqiWTncpz0jY6s1SbYtovEgqFpFjpzg3SPH9RCgeQ1RaQCE0itRE3nUkwqs5bmcuxjFVlRDjXdthwOnzk5ycpbNexcHmFgZ9MYjthZH1dpOnpchavZjfaTIgQzbh07R1Wph0bUc916fsyajusXHx2QrGQRaNRxl5Z4eA7qjDU59H19QnOfHHDc5upyMi1M8eeqeHONorMxeedFNXmceqZGgYdHg6mG1tmqjMAMVLoLBs/Sb0ON0dybGWy1WxkwE99Wqm81j3PqR2VmEqF6Dz9GTv9/f0cOnRIITK5kH38cmO0aDSK3+/nu9/9Lj/4wQ+IRqOcOXMGi8VCMBi8b/Xj9OnTfOhDH+L3f//38Xg8NDU18d3vfpfp6Wm+/e1vK9t98pOf5NVXX83yr3/+85/nW9/6Fk899RRf+tKX0Gq1/Nmf/RllZWX8b//b/3Zf5/UYEg4cOIAoitv+vr/eNTNyWufi4iInTpzAYrHcd6H/0tISfX19VFdX78mm/TCR+f1samoiHA7j9XrxeDyMjo6Sn5+v2NG26sYeCoW4desWFotFqXt6kMhUbADm/r9/ue22D4K8ZB5LTKVYWFhApVKRn5+P8WDjXfdT1UotJKJhA3m1DUSGhwApJU2ypGXXW8jNOo8ePUoymdxSMdtO0b4fpFIpBgYGCIfDWRHFbwbIioz8Hd7ONpcZntHa2kooFGJxcZHvfe97/N7v/R6CIPDMM88QCARIJBK7TtTcC/7oj/4IgMHBQQCee+45uru7AfiDP/gDZbvXatx6ZMjMbmxm2w0Yy8vL9PT0YLPZOHDgwAP5ccp9vVQqxeDgoOLRlDsni6K468Hi//cn1/jbbw4irIPeqCbij/H2j5TT909BVIIKnyvMr3+hlSGHF1utCUT4ybNjNLRbuO3wUNNu5lB6IjhCtjVnf2asbcZtuV5hPMMelFvvABuNDCczkqkyoVKr8fZEafvVWkRRlGJ6h314PV5SqRShEUmWTqakz2RtbQ3rUQPl5WWoVGpQqZTJev/zLqKBuNLLZs0VpijDEpY5sZeReT8p+lAJMJUmYRohW6WZyejpApBMSeTGKRe7bxNWcOBjkioxd9HHwAszWGo3r/rs/0gNo//kYvVKAnFFQ1Fdtnc4kRLQm7VZ78Hl8CnEai4jZUx+TCY0/c+7MGfELldfsKZrWgTqnpQIU/FTxThf9RAcihFPxJmZnUVbq2HoZzPUd1pZvB7CYjeSEDfsYyCR3/WVeBahm3T4aOiwMuHwoTdrGe/yYW3XYGiKoZnKx5CXx1iXL8te1tRZwngG+Z3uX6GmfaOmaMThY1/6fY84vCSRCv6PdVZnf9YZxf8HOkp5+fkpimuN5NdKA1SuIiOTmH6Hh2vd82gtalrShPN692bvLWSTGIDf+Gwt/f39HDx4kLKysi332Qp6vZ7Kyko+/elP86Mf/Yjf+q3fIi8vjz/4gz/gox/9KAMDA/cdf/y9732PP/zDP+S5555jeXmZ9vZ2fvKTn9DZ2bnjfgUFBbzyyiv83u/9Hn/0R39EKpXiySef5Gtf+9pD6X79zxF3q4nZa9LmXpG50BaPx+nt7SUajXL27FkMBoMSuwz3XugPG6le+/bto6pqdz2aXk/cS53N6uoqvb29VFVVvWYkreoPN4IDlv7+Fw+UvGQilUqxXKhDm07Niq5sDh7YDWS1BkszetaJDE+SWnChrrSTHJ7CkHH+arVa+Xzlcd/r9eJyuRgaGsJsNisJXfdjR0smk4ol8Pjx4w+UJL3ekAMo5ufndyQyuRAEgfz8fBobG/nYxz7G2NgYX/7ylxkbG+Ppp5/GbDYzOjr60K7xP/zDP8y6/1d/9VfK7UwysxUexrj1yJCZu2G7AWNubo6hoSFaWlr2HBW5FTJXv2KxGD09PSSTSc6cOYNOp7vnVa+PvOe/M3Ldjz6hpqTMALEklS0F3PqnNarsBajTifZ9Djeu/gCNbUX4XJI6c6DDltUZfSSjxqD7eSeldhNDDi+z/QGpVgZp8qoCUun1+LmBVeRa8PmBADXtZu6ka2pUokAqPdFf6A9k1dRUtpuV2pyF/gBJJEXHfTOM0WTEXltCLBpjcsyDqTWJc9pJ4HYy/SNnRaVSbwoQMNcalRoOgOvPTlBgJ0u1uRsyycrNb0yQSBcF1XVsHa2bWbNy9euTlGVMwHOVnarzVpanXWmbmqQ2zTik8IXFxUVMB9SUV1TT+xdOClKbifP+j9o3qS2Zx5676GM+x9JWdd7KfN8kpprsN++fjqTf78ZjtU/YuPbsBMc/30gqlSISiRBK+bjzT1IReempAsxGI75b68o+ZrsRY81GY0tZnbnxvIuiWiNtH69h6KVZVlaSVFZWMjezppDeI5+oUfrDyBjr8pFCpLrdTESQrpjWDuuW6swTX2zIUmFy1Zk4KWJCiqa0vSy30D+T2AwP+GhoL+KtH69TFJlc5JIYgP/y3XP09fVx4MCBPdlPe3t7ed/73scf/uEf8qUvfQlBEPjTP/1TJiYmqK+//8mJwWDgq1/9Kl/96le33eaVV17Z8vHq6mr+7u/+7r7P4TH2Bo1Gs2Uyz8OCPDaFQiFu3ryJyWTizJkzWYX+92J5liGvDs/OznL06NH76vD9emGnOpt4PI4oilRUVFBXV/e6qE3FH8yos/n73QcIwM6paPF4nODaGgZbFdY9TAa3spdlKjLRsAGNvQHRNcR6+jyM78zeXhAECgsLKSwspLGxkfX1daVh5OTkJHq9XiE29xLgkEwm6e3tJZlMcvz48UeiV8qDxMTEhJLIZjKZ7mlfURT5q7/6K/7jf/yP/PSnP+XCBWmikEqlmJ6efqjX+G4T7l6rcesNQ2ZybWaiKHLnzh3m5uY4evTonmJVd4K8+rW2tsatW7coLCykra0NuPdC/994z4+YHghQoNeCVmR9OU5hkQGTPo81grhdISKBOI1tRagQeO/npVXeIYeXtjSRcbtC2OwmXn5+mvVAXLGaAbRmKA2yQnOHjRXyUYePt6ZX5MccPirbzVINDTAuZis2nRl2IhEpbld+7kK6eHusy6cQnfEuPwv9AYwWLYJGh6FBkjZLjuiZmZlFp9MSiUDDE7b0EbO/XNMOH6XtGz1q+p53oRIgIW4Qm0xC4MwhCC6HT7F0zXb7uPLsJAazVpn859bmAErimVxPoyKbHLkcPgrtRiWMwOnwIYgiqoYYKVGgorIStUpF6aGN49R2lGS9lkxarnx9kpOfz5bp4+lamWmHXyFf0w5/1nnJiWRyg8xMlWW6S7K7yY+ZTCb2vcvElWcn0BSo0Wi0rKyskKqO0/8/g2i0WrRaLfVPlilRzCDZzWb6J2i7UKI0stJNFaCv09PQqeeVr09wbgt7WaY6U9dZklUfk4mJ/mUltEJGriLzy+enKKk1kl9r2NJWlvnYte55qZeMsPXEcSsSc/JCJR/+7Tr6+vrYv3//nojM7du3+bVf+zW+9KUvKURGRmPj3W0cj/HmxutRMxMMBpW6zZYWqYP7/dTHyAlKa2trnDp16p4nVY8i5Dobq9WK0WhkfHyc0tJSVldXefXVV1+3fjYyMokNbCY3u410jkajLC4sUKjTUbRLInM38rIdBPuBXR0fpAWa6upqqqurN9nR5IaRckLXdkpLIpGgp6cHgGPHjj1U29TrAZnIHD9+fE9E5rnnnuMrX/kKP/7xjxUiA9K1v1Mc85sRb5grI3PAiMfj9PX1EYlEOHPmzEP54VWpVESjUa5evUptbS2NjY1KQeW9DBa/8Z4fcee6nzxRg7FIhSoF9oYi5oaCLLqCVNjzUSNwpKOc2+m0pr5uN67+FRraiuh3uJnpD/DUF6QBaxjvllazO12+DSKTMake3WIyn2k92w7jXf4t7WYAKchqtCkC5cfzGP3FAsmxPFYm18nL1yGKWhamg+TZVEqdTXhEoK7DmuVBz1RptlJtEukFgIZtzkdG9QUpkUtgw4KmFrJVGbkmpjqjLmWub5WEKGSpOtUZYQTTr3px961QENRx4F12VIIULFCTQ7IW+lY59YWNH5Cq81biKYHp9GtmHr/mgpWZbl8WoZEbZs6kG1ymRLKsapmE5uDH7DgzHpvq8lHWZiYJrAymaOioIZGIMznpYXEoRPl7NMy4XEQiAnd+uUjLW8qY6PajN2vp/9kMlv0ih95lZ/bKKuNdPlIgqXLpZpdNndas62W6f4XSdMTyvo5SJY65tcPKiEOKaba3WwgJG5O8rdSZQCDK6U6pwH0rW5n82JxrjaiQ5G0fr+daTm3MyQsV26o0H/lcPb29vezbt29PsZLDw8O85z3v4Ytf/CJf+cpXHqnagcd4bfCwGjrvFeFwmKWlJQ4ePEh1dfV9F/qvr6/T29uLRqPh1KlTbzoLz9jYGPPz8xw/fhyLxQJITfnupc7mtcBWqs3dLGmRSAS3243FYkEf2X6lPDI8uYms7Ia8PCjsxY4Wj8fp6elBrVZz5MiR1z0O+kFjcnKSmZkZTpw4cddI8FyIosj3v/99vvSlL/EP//APPPnkkw/nJN9AeGTSzHYzYMhKyeXLlxEE4aERGVEU8Xq9RKNRDhw4QFNTk1JQeS+DxYfe8yOmBlbI12sxFamIrUmJZctzURrainjXxxsVe1mvY5Hx/iVEwOsMUddu4VCHDRUCtenV7VyrmYw7W5CSfRkTbbmGZqtAgJ3qaGTcrcZmPRrF4/HQ8rYKdHo9577YSH2nlYYnSkGtxmAykZwpIDKhw3snitfrZXp6msF/dBKLxUilpAlvrh0tV7W5+PUJ/M6wYkfLVV3knik1HVaFaMz1rSrERkZ2/Q2KsjPt8NP3/EzWtvF4nNW1Neo+bCHfZMLVvbTlZyTHGk9nNK6cdvipuWBVSMq0w688BhvkpTfnNeXH5/sDm8655zmX8thG2MLG+84kghqNFo1ej6nYQGqmgOKSEkqP6gmGgtz68QTBYAjbWzXE43EqKyvR6XRZhLE2bfuSCXFTuuB/2OGj6vDm3jsyJvqlFL6GjFSyzPou+Xavw43tcAG9OWllub1krnXPY601UlCbXfB56kLlJmIj4+SFyiwis5fc+tHRUd7znvfw6U9/mn//7//9YyLzGFtiLw2d9wK538vy8jJWq5WqqiplXNorkVldXeXatWsUFBRw7NixNxWRkQvGPR4PJ0+eVIgMSAlRdrudEydO8MQTT1BbW0soFOLGjRt0d3e/Zulc26H4g2+j6g8+u0m9yUQ8FsO9uEhJSUnWewNYH54k78DDIytFH9j+vO4G2Y7W2NjImTNnuHDhAhUVFaysrCjpaENDQ1y9ehWNRvOmJDJTU1O4XC6OHz9+z0QG4Ec/+hG/+7u/yw9/+EPe/va3P4QzfOPhkSEzsDOhkeXFq1evUlZWxrFjxx6Kd1Iu9F9YWECj0VBeXn7Pg8Wf/clVzrZ/hzvX/ZQUGDDoBXSoKSw28J6Pt0hVLAL87IUJFl1BpLsCv/6FfbR12CirNdF+YWNCd6jDRr/DjTsdxTzg8DDZv0wKkdsOD5MD0u1Bh4dXX5jG4wox5PDS9byT6f4VhhxehhxepvtXSCEy7PDS/bwTjyvMiMPHiMPH9ECApCAVcP/i2Qm8rhB3MghT0xakRxRFwpEIpuY4FRUVm4jlZJcPi91IfaeV+k4rao2WiiNFxJ0mYtNGfGMxgpF1pqedLCzME12PUn02e5IsT87tHVIMdNvH7cqxZ/sCOwYFpICTX2jE3mFlqsvPpa9vltZlVF+wUn3BSnglTjxdfxOLxpifm0en1VJqK6Wmo5SaC1Yuf31SUYsycSh9bpmERoZCUPoCmx5PipDIGTPjKbC1baS/ye8tLkI047VrO6zM9Qfwpi2HMiYdPiV+uf0ZqZbMZDJRarNx9D2NrDqh8JCK9fV1LAcFBl6aZWVlhVgshrM/QCQds9yc8/m6XSEWXEHq00RFJtiyOgNQ224mnKHI3M7oDzOY3uZOv0QKt7KVZSIqJJnsX84i58COJOZ69zwf/RcN9Pb20trauiciMzk5yXve8x4++tGP8n/+n//nYyLzGNvitbCZxeNxbt68ydLSEna7HY1GoxCZewmhyYTH4+HGjRvU1NQ8sOCcRwXxeJxbt24RiUTuapuT62za29uV6FtRFBkcHOTVV1+lv7+fhYUF4vH4a/gONlD8wbcp5EbG2toaoVCIUpuNgoKCB5qKloutLGkPErIdTY4ebmhowO12E41GWVlZ4fbt28zPz+/Y9++NhOnpaZxOJ8ePH99TEub/+//+v/zLf/kveeGFF3j3u9/9EM7wjYk3hM1MFEVmZqTV6+bmZmprax/K68RiMXp7e4nH4xw+fFgp+ofdF/r/2Z9c5XL3HLFAkjKrkcBShJZWCwFfkkp7AX//jWGa24tRiwLl9nyOdpQzINvLHG6c/Ss0thfR3y3drk9bzXyuMG/9uPRjNeTwUtNuUbqm17SbFfVlxOHdSDbLsZ5VtZuVyamIT9lnNKeORkQq4Aa49LyT9ZUE8lA93x+gqt3MnS4vltYU8ViMysoadDpd1sRbRq41LPO+oFajAhKuFNPTIcRkEq1rBp1Oy9oQ6LQ65DqbKUf2pH7a4cPWnj3ZV+/w57F3WEmJUmzxZJePhk6rouRkojQdDDD2SzfBYBCjwUDLr1QhZNT62NLbyBavzOPI9rGLX5+krC2bmCXSBCXTLjbV5VMSzOTH5fdU2yEdWz7fiS4fh5+xM50mKg3pv1F5u1lJhoON6OWZ/gDnMtLL5OL/MYcPtQkW+2IcfZeUTjc64WHq0grRuBdTnYpIOEwkElH6L8h2s+JaI9E00WntLOVOV3a9zGBOY8uDHTblMbleptfhpr7dQkjYmBzItTGZVrOfvjCOtdaI9fDGRES2k+1kNfva8x3cunWLlpaWPaUxOZ1OnnrqKX7913+d//Jf/subapL3GPeO+0nafBCQo4SNRiNnzpxhZmaGUCh0z7WbMkRRxOl0Mjk5ec/Jfm8EyG0a8vLyOHr06D2t6mfW2ezbt4/V1dUNJ8Hg4CNRZzM9Pc3U1BSH3/sZeLnngb/GXutpHgTi8ThTU1NYrVYOHDhAKBR6KOlorxemp6eZnp7eM5H56U9/ymc+8xm++93v8r73ve8hnOEbF4/8KC03SZKTGR50ob8MuaBSq9Vy6tQpjEYjgiBw+fJlJicnWV1dvWt6w5/9yVX+7m+GmRxYpsikIxGN0XTAwuxEhEp7ASoEGtuLOHKhTFFkfvbCBOMD0iq11xWiPm0vA6jNsJrZ7NkrS4cybDtyMlQmkdnJerZTHU2uFa3YblQabYrpRpv154vIa4rR/7cr5BUUMHVllTtdPimFbZu6llyiI0/Q6zqtNDxpo6ShgFOfaSI5U8DqiBrP8Drq+jBOpwufz0s8Hqf2QnZSWV2HFXv630J/QCEqwCaiIjeWtF/YsMfN9AYUxQQkW1tth5WSY3kIdRHy8vLwj0aziMx0OoDAnmHxWnaGs45Tc8GqEJmpnPedaw0DNh1Pfixz+0xFLNNKJqsv9WmyIyMBGNKRyrBBIse7fISCISrfoaegoIDJSytotFoOvKOK/Px8LBYLTW8pIyWK9P18jmnnNIWtSWLRGEOvbhCVTMujfHvRFWK6f0VpepmpyMi37wz4cblWac6woOWqMyBZzVYDUfan3+t2NTHyczI+9i8b6enpobm5merq6i233wlzc3M89dRTvOtd7+L//r//78dE5jHuirtFN98P/H4/V65cwWq1cuzYMdRqNXl5efh8Pm7evMns7OyuG0WCNJ4ODw8rK8NvNiKztrbGtWvXsFgsHD58+L7sSXI/m6amJs6ePcv58+cpLS3F4/Fw8eJFrly5wsTExK7mBg8Ccv2PPBkuLi7eUrW5V7ye5CXrPCIRbty4gcVi4dChQ6jV6rva0V5vO+C9wOl0MjU1xbFjx/ZEZH7+85/zqU99ir/8y7/k6aeffghn+MbGI6XMCIKQ9aMQjUbp6elBFEXOnj3LxYsXH8qg4fP56O3txW6309TUhCiKaDQaLly4wNLSEh6Ph1u3bqFWq7HZbNhsNiwWS9ZE50Pv+RFuVwgtavLyBNZWouw7VEKeVs9Hf6eBH35zmAKzjgp7Pv/rhQmq7AUc7ihjwOFRJnO3HR7aMyZ2uVYzIN1AUyIsw9ukSMnYKhBARqYqkwtZlRnbghDVn7MwPz+PRqOh+mgRzU9Ixxnv8lHeXqjEOM+lFZzRLh8t6Yn03Qr4AerTx9PofCRckEjECcQipOJxpqenMRqNmEzGTYOHrd2cpWTM9weU9DUZMjGwX7Ayle6tMpkz2ZcLE202G96ZdU5+vmrTNjLsHZKKkqn2gERIcgv3M19fPs/ur09wNkM5sXdYufW8i/WVeJZdrrbDSvfXJzif8X7qOqwKkcncVlZfAA4/Y88ikXUXinn5/xmnuFFDZWUN6hpVVs8YtytEYW0eJpOJo+8yMerwUlFRQDgUZtEZIBpMsf838ikyGpnrlRLFZHXmtsOD1W7ElK5rOdRRyu309SmrM73dburbiwiRqcgscqRjI2HscEcZvQ43USGpKDLb1cbkqjR//kInt27doqmpiZqamk3b3w2Li4u8+93v5oknnuAb3/jGYyLzGLvCw1JmZmZmlH4vNTU1SqF/SUkJ58+fV/qpyAXs8ti03Yp1PB6nv7+fWCzG6dOn77vr/aMGv99Pf38/dXV1DyV6Wa6zsdvtSj8br9e7ZT+bB/3bIYoiw8PD+P1+Tp48uaVtLrO+ZvlH2x/r9Q4D2ArhcJibN28qithWf7sHkY72esHlcjE5OcmxY8coLCy85/1fffVVPvaxj/Hss8/ykY985CGc4RsfjxSZyUQgEKCnp4fi4mIOHjyIWq1+KIOG0+lkdHSUAwcOUFlZmVUfo1arKSsro6ysTMms93g8DAwMIIoiVqsVm83Gc9+eZGxgCRUChQY1llIN9noL04OrFJpj/M+/CWEya3n3x5rod7ipsOcrREbGf//GCI1txfQ63Ez3r5Bv0SJ2S2EAKgRSDhGvK0RkJY6Y7h3j6g9Qn26o6XGGKKs1cdvhwecMEwnElR4zM/0BatstDDm8+Fzp/jMO0s+tYE8/p2XzD0hzxgQ+mUwyNzeH0WhkZVgg9/cmc9sUIg2dJUx2+bn8nIv1QByZhuZedJlEYKv7l74+QUW7mdh0klA8hjseIn8/LCzEMRpN+HqjyuBRm57kG8xaRanYTi06/IxU4+JKEwtdvopU9Rrl5eUYjUa8SH1a7B1WZZs8ixZ7R/Zx2j9ux5VhB8uEvO9sf0AhM/J5+pzhLLsYSP1gzPbsz0AiiuYsogKQhCx7mZxqdv15l/LeQCKljReK6f1HJ5YmDdr8fNRqVdbzKURK7EbiiNxxeGntKKWlo5TRdBPMipYkkVSCfFMeoXCI1dUgV34SpPmMhXgigXN4jbd/oZHbDg8DDg9tafJ92+FRiPhE/zLv+kITvY5F6fPPsZXJVrOBAS8t7cWcvFDJ1e55TucoMrkk5tSFSp75nWZu3bpFY2PjnoiMx+Phqaee4tSpU3zrW9960xWcPsbe8VrbzERRZGRkhPn5eY4dO0ZxcbHSCFMem/Ly8qipqaGmpoZ4PI7X68Xr9TI1NYVer1eIjdlsRhAEwuEwvb295OXlcfLkyTddxO3CwgJDQ0Ps379/TzVy94qd+tnIhFOeWN9vba8cZBAKhTh58uSuSOimAv0dyM3rjWAwyM2bN6moqKC5uXlXJHS7dLSZmZlHzo42MzPDxMQEx44dw2zePjhnO1y8eJEPf/jDfO1rX+OTn/zkG85a91rhkfxFW1hY4Pbt2zQ1NWWtsDzI1JhUKsXIyAiLi4ucOHECs9m8Y6F/ppdWFEUCgQAej4dnPvg/WXHHMeSpKLVqcU/FqW8sxjMTprmtmJMXKujtdnP8QgUvfkNSZ8pr8/nHFyYIB+I0txXxsxcmqG8ror3DxoDDQ327RVFoBvEoCs2gw0PbxzcUmtp2M/vTdQiltSZFiRnGm2U9qzlsVmxkomOjjmaky0tVu1lRYn757Dg1MulxhiUCkq6PIJ7EWL9OYaGZIksRATb60+RGPGfeb+gsIdUl0pSO353s8uPKaMbZsgu1pjwjBnqqy8fCaAyDqQDjUT3hcIhAIETpMQNLS0sYTVL9yZGMybzj/5HIkIypHDXK3lFCKBIhFo0Sn8rHWG/cZA+zd1hJIsU+y0Qjtzjf5fDh+PoE5e05tTLp9zDh8NEo28YcPuUcZUIjk6+6TivTXdnkSCYqMqGZyHgP410+JaAhAYRW4kpPmIZOKxOveun5RycAB3+1lsnuJeWzb+os4dLzLhKInE2fT65a53jeyclPSH+/YYeXAx0VlL0nxe2XF0mlUqyE1tDZk7g9HmqPGpm+FQKy1Zm4kKK8fSO1pcexyNEMReZIWpG52j2P0aJlVdhc7LldvcwnPt/CzZs3aWhowG63b9rvbvD5fPzar/0ahw4d4jvf+c6bbqL3GA8XctKmPHbcDxKJBH19fYTDYc6cOYPRaFSODVvXbmq1WiorK5XFOL/fj8fjoaenB5VKhdlsZmlpicrKSlpbW99UkyFRFJU6hCNHjlBSsnXT5IeJh1lnI18PiUSCEydO7FlxyCQ3kf90fwX995Nklou1tTVu3rxJdXU1jY2Ne7o2H1azzgeBmZkZxsfHOXr06J6IzNWrV3n66af54z/+Yz772c++qb67DxqP1KgtiiKjo6O4XC6OHDlCaU4DqAe1AhaPx+nt7SUajXLmzBkMBsM9FfoLgsBf/dc7AIQDavRaFWYLqEWBJ54qZGYkTDKRREyl+OE3h2lpK+Zm9wKN7UUcuyBN4PpEtzKZy7SaARtExpFNZHIhExbp9vbWM4W8bGEp27CiZRMbEZ9CgILBIJf/co6qVAERfYIb/ROYzFoSDp9S09CcQ0p26lFT3m5WyMDl51xSCEB6cr1VbU0mxIz9p7p8zPdHMJj1WCwWwqEwQy/NIiDg9YmYjCby8vIoazdTm1FTohLIUElEBn82QzwW58A77UqQwVxfIMvWJROgTCubfF+GvcOqqE8yQZGtYHUZJKaxI/uzybSM1aU/N5nQ3HjOhaVWImiZhIaM9zDZ5csiNGe/2KDYx1LJJIbGKFN/H6f+iPRDntszpthuJC5ke45ldSaBuEFo0xhySP2NdDodQy+FKK41o0nGcPZGqDgQY2UlxKWfBjlwroRUKsnPX5jEmn4PAEc6yrPUGdlqdnvAS3N7MW/fopfMViTm1IVKhcjU19fvKRhkeXmZ973vfTQ0NPDCCy+86bpLP8aDQa4FOhMy+ZWj+/eKcDjMrVu3MBgMnDlzRlm8k193N8fOtEKnUinGx8dxOp1oNBolkctms1FSUvKGJ+2yguXxeDhx4sSe6hAeNOQ6G7nWRu5n4/V6GR0dxWQyYbPZdtXPJhaL0dPTg0aj4fjx4w/s71X5//lt5fbyj36xw5YPN8lMdt/Y7fYH2uDxUbGjzc7OMjY2xrFjxzZFZ+8GN2/e5AMf+AD/4T/8Bz7/+c8/JjJ3wSP1azY4OIjP5+PMmTNbZm8/iOZkoVCImzdvYjKZOH36NIIgKERGEIRdXTB/+idXudw9y6IrRFmFgfVgGI8zycHDNgYurRFcifG291sZuRnAVqum/pCByb4wx56QkpX6HNlEBqSV6smBFQrMOlIOEY8rbS/rll5zemCFxnYLfd1upvsDNLRZ6E+nn+VbpH0ANAhZqkwuMlWZXOzr2Nw9eGVlhTtdXirbCzn4VqnpoAi0dpQy5pB6jsylY50BNDnjfeYkW4Z8v6HTSirj+dEun1Jrk4ntEtHqO2DoSacAAK/3SURBVK2kkNSSxVtRQI3FbKHspJFwKIzX68XfF0er1RJc01Nzvojpi8vM9UlhAQ0dJXg8HhLxOAd/1Y5WI01kkyIYLJttanUZNS8TXT4W06ED8vOTDh/1HXJPGd8mIiPffvXr2UoRSClry64wiYzPo67Tiuc5F5lXfH2nlavPudJkZuPzmOzycfU5F8UZpOHOqx5MDVE8A0nsR4uIZlzaTZ1WRtPNMWXIjS9bOqyMOnwMpa+fwto8peGlnKAHECfFaiDK6Q5Jtbnt8FBTbaO8PEH/KwtEIhF8qwGWlhK0vstIjcmcpchk3r7aPU9zezFrOYrMdlYzgE9+oVUhMnV1dZuevxsCgQC//uu/TkVFBT/84Q8fOZ/1Y7wxIFsSk8nknsnw0tISPT09WepJptpzrxMZURSZnJxkbm5OsarJisHExAS3b9+muLhYmVi/0a79ZDLJwMAA4XCYU6dOvS7JYrvBTnU2Go2G0tJSbDbbJsVATmQzmUy0tbU9NDWh6ANvowhJadmO2DyMepqVlRV6enpoaGh4aOm0cHc7WmFhofL8g7Sjzc3NMTo6ytGjR/dEZPr6+njf+97H7//+7/O7v/u7j4nMLvBIkZm6ujqampq2/WG9X5uZ3++nt7eX6upqmpub9zRY/OmfXOVS96zU8yWRZD0YJrSi4lNfbOOWY4Hq2kJOfrySnu5FwqsarOU6/vH5GQx5AsFgkFWfSDQoVbO4XSHFaiarMUcySI7cPHDA4aGu3cLBDhu3HR5q280cvLChysj1CYMOLxP9y8oE1dm/Ql27hQGHB68zjBqBpFxvM7DCU59vAcjqJyPdl1QZn89HKBSioKCAg2+RzivTgtScnvS+JaOI/ZVnJ6huNysq0E4XWK49LQVUtJtp6CxRiI3RrEX+Kc1VaWSykWlBc/UHSCApRSXWEmKTHkoOa1kJBPB4vaytCRz4hBXfrXX6/tFJaCFORZNFITIyZAvYdJePm89nkwQZZ77YyHSG9SsTdR1WbjzvIrISzyIzE10+hcjk7ncsXbAvE8CxLh/HPiE9JtvGAIpqjYiQ9VhDpxXX1yc4lk4Jqztnoe9/OQnfVpOfb6KhU/pbyX9bAM//n73zjo/ivtP/e1VR7x0VEEICFVQpRgLcsQFLuMbGlziXc3Ju+cWxHTtxepzLJfbZuTvb3KVc4oaTGAHuuAFGS1dfddG0qO2uurQq2+b3x+6MZlcChJBA4H1eL15oZmdmZ9t8v888n+f5qIcZ7jOy7lHrO+z4PWip7uM6mzpV5/CYuByZ4W/nkRH/9vT0pGbPECFxASjSRqkv6yc2eYj+vlG0GgWLMn1orrAm+rWoBxhWmNiwZZGd+jJZgpm4TiQy8fHx0yIyg4OD3H777QQGBrJjxw48PT3Pv5MTTkwChUKBi4vLtMem1tZW6uvrSU5OJi4uTjL6T5fImM1mamtrGRgYIC8vT7oxKFcM9Ho9Wq1Weu6AgABJ0ZmrxECE2EJBoVCQl5d3xaip5/LZmEwmqRTK29ub6upqQkJCWLJkySWbyIrlY+cjNxeLnp4eKisrSUpKmpa/cbq4VOVo7e3tNDY2kpWVRVBQ0AXvX1tby6ZNm3j88cd56qmnnERmiphTZMbPz++cA8LFlJmp1WoaGxtZsmQJMTEx0xos7thYDFhJSHCoK0mLvalQjuLmquCosp3jqh5S0kN4f1sT+n4j9z6USoVSQ3LmPLKuiWBkZJhKpYbYZFcUilFGhhWs2xzPPK95VJdo7IiMIzJkJWXnKj279RErQakr0RFn60VjxbiPpr5Eh0+Ah7S/2hYQIDY07G7RE5Bkwmg0MnLaCzc3+x918iQKDkzsV9Nka8Zpsr29fS0jrLzf3tMwUbWxTsYXrgnBgoALCikhrb9lmLx/st9frtqYgdWPJnLKNvlvre4nPiOAoOBggoKDMRmNNJ3QotfrUcSN4OviQu9xGLOYJWLgSJgS1oRS9oYakzCuMtnFJNvKwb58+QTRDmpLYJw3WfePl3QtkilKgFQyJhezRJXl6BtqgmwESlzXLNs2cU0IJ/Z3S+fdtL+L1Y8upGl/FwuvCaS9vYPY5b6o/jHIUOAwC0FSXERCExzvjV/8uDaTbGt8mWIrL/MKdKO2RCt9b+TqzPuvNHHTI4uA8djlNBvZBqtHpr9/jGvWWD+vSqWG+PgIdKfaOFE1TOwSA319Q3zx8QCBEe7M8xg33E/mjRHVmaPKdr7xaAqlpaXExcWxYMGFN4rT6/XcddddeHp6smvXrqsu1cmJmce5ysxgevHMgiDQ2NgoqSchISETjP4XOpEZGxujqqoKgOXLl5/1xqCPjw8LFixgwYIFjI6OotPp0Gq1NDc34+vrKykGvr6+c2oyJZbi+fv7S8FAVyIcfTaDg4NotVpOnjzJ8PAw8+bNw8fHh9HR0ctGLqei2lwouru7qaqqIjk5eVo9wGYSs1GO1t7eTkNDA5mZmdMiMg0NDWzcuJGHHnqIH//4x3PqtzfXMaeyR6eSGnOhA4aYq9/c3ExOTs6ExLILUWQAmlQ9GMcMWIxmypUjuLgo2HxfMi4C3P9QGrn5UUTH+XHvQ6nSvjn5Ubi4uNBcMUTBzYnEx8ejO2G9CGu1Wko+aEKv19s1QpOrMhmyZChHyFUZR5zLR1Nwfzwpa8IQFFgDAtaEkrwmFLNgwSPYTEv5MAOnPDld048JYdLjnyvWWcS6RxJZVBDKooJQzAg0lOikf3KcLURg4ZoQidiYsZaiNe2f+LxyLFgTyoI1oURlBGBiPGJafaifpGsjsJjNeHl7M3Lcg4AkD9wSRujv76dqtxrtqSHiC8ZNpCf2dxEY7y0REPG8EmQkKsH2XPLH5a9H3PfoG+oJ5wnWtLkFsuMtXBPKYL8Reb/phWtC0bYM01Ldz0Ib4RP7uRyWHddssVD+cQteXvMICwtnfkYAQfHjg6H4+YjKWfKasAnfj5I3rWEBcuK5VEZgVSVavALdqVZq7NY5/h25zI8KZef4gRUKcq+dj5eXF/NjY/EK8KXtxBiRaW4MDAxwRq0mMcUDo9FoN3HMk6kzr/ztOsrKyoiNjZ1WnfXIyAj33HMPFouF999//5ydwZ1wYqq40BttJpOJ8vJytFotK1eulBLLRI/MdIiM2GPFy8uLnJycKU/A5s2bR2xsLDk5Oaxdu5a4uDiGhoY4evQoBw4coKmpib6+vkvSS+Vc6O/v5+jRo4SFhZGenn7FEhlHiIpBcHAwBoOBhIQE4uPj6erq4sCBAxw6dOiS9rOZDEG3Xy/9my50Oh2VlZXSDeW5BLEcbenSpRQUFJCbm4uvry9nzpxh//79HD16lFOnTjE0NHTWz6Cjo4OGhgaWLVtGcHDwBZ9Dc3MzGzdu5Bvf+Aa/+MUvnETmAqEQLvcVSgaz2XxOslJfXw/AkiVLpnQ8o9FIVVUVo6OjZGVl4eXlNS1/zEFlKwAdLYMEBCpYlh1E63EBhULByvxo3nhVxdJ0mxqh6mFJunWSecLmgYmO86NTPYQCBVFxvmjUQ+j7jCRlBIMAJ6p7mJ/khcFgRHPCQOxib9w9POjtMDAyYCIx3crwT1X3kZhh/ft0dR++Ae5ExFsnY26Ci3QHXSwBkpMZuSoD45PTelmjTaPRSPknahbkWnsWNBywTniXFITRuL9LingW0dsyTP794/WuYpd48W/gnMtyJu0mKCRVBiZ6bRyX9798UlJCkmWG9kQH0pEoU0HOVPWTWOiO17x5hIaFcbKkm4VrrOl0IyMjHN/fRXfDKH4LXYhf4YePtzed5aMkrh2fyB97Q81Iv5GojACpxOuERLxC7VLQFjioTqJ6I09wkxMz8Xhiw1Pxh7lYtl6M5U6WHWPPyydY+2giRoOR9o52+usVeHmLqk6I9N6Lnijlmy0M9xu51lZC1mjzT4nfg49faeZ6h/Iy8fuz783ThMZ7k7QmxEq088d7JInEevur9Wx4JAmACmUnWbbQi0qlhqx8q/m/TT1IWLwPQwojy/OjsVgsHNynJjnNm4qjXSxO9cLb25ummmGuWReHi6sr//zYEkpLS4mJiWHRokVcKEZHR7n33nvp7+/nk08+mVa6jBNfTRiNxnM25lMqlSQnJ08IrZkMorrg6elJZmbmtIz+jujq6kKlUklm6pmYCMmT0bq6ulAoFJJiExwcfElToXQ6HSqVisTExFn1WFwuaLVaampqJigWcp9NV1fXOX02cxkajYaamhrS0tKuuEat8nK0np6eScvROjo6qK+vZ9myZdNK1Dt16hTr16/njjvu4MUXX7xiPte5hCvqHbsQz8zw8DCHDx8GkBqEXQyRaajuwjA2hru7G4f29tN+ZggFsGtbE8kZoeQWRKNAQXJ6iFWJQUFSehAb70tCAUTF+XLrfYvIyo8kMs6Xux5eQqZtIpiYEczKmxYQEBBA4rJglqwMJipZgae/kRVF/sRneGKxWFiQEUh6QTjpBeEkZARy3f0LSC0IRwDa1UNUl2ioLtFwXNWDGQvVJRref6WJDttjIpZOUiY2NjpG2W5r86+IiAgULtb3R5zgJq8JZf4y60R88ZpQLAoBs8Kq2NSW6Nj9SjMm7Hmxo0rjuCwqNosKQjmt6qOhpGvSxLXJEJXhLykTjfu7aKnun+BbkS8bzGa84wV66xX0Ntjf9VQoFHh7e+Pt7c3a/5eEn58fmkoD5X/vpK+vj/b2dvr6+jAajQTGe0spZ/KmovJQAl3LMOrqfrtzad7fJZEvkcA0yUiQ4/ES14TYkTuR4CxyIDyN+7uIyQigdp+G9vZ2/Hz9yLg5DnV1Pxq1NSJ5XI2xEpOQeG8il/lLxDZ5zfj3obZES+Qyf0mJk39Xqks0GBUWRhTjNxwc1ZlyZSfege6UyxQZO3UGqy+st39UOvZRZTsuLi54eHgQFh5OYEAA7S2uuLm7Mzo6yumWFpZfa+bIkSOEh4eTmGjfDHUqMBgMfP3rX6e7u5uPP/7YSWScuCDMVK+Z3t5eDh8+THBwsJRQJZaVid6bC4Varaa6upolS5ZMO952MojJaGlpaaxZs0YyotfX1/Pll1+iUqno7OyclUbWcrS2tqJSqUhNTb0qiUxbW5s00XdULESfTUZGBuvWrWPp0qWA1Vexb98+qqurpZS6uYqOjg5qa2vJyMi44ogMjJejZWVlsW7dOpKTk7FYLNJncOTIEWpra1m6dOm0iIxarebWW29l06ZNTiJzEZhT79pMlZn19PRw6NAhQkNDyc7Otkssm6p8LycyZoOR6Dg3Nt2xED9vX+bH+bP5vmQUKIiO82NFfjRlJR0A5OVHSZO3XFl5THa+NQmsUjaxq7QRDHm/jdx1MQQFBdFzyp2AgAB8fLzR6/X09/cTssBIb28vlfs6JpzvdVvGiU18ujUsILUgnLiMANZtSWBpQRifv3WS49U9Eul5/5UmTAgM64dp72hn3rx55NwcB4qJpWkNsv40Iq65P14iN2ICWV2JjroSHSere6W7+o7laJMty8vRPn/lBCbFeCmUoyrjOOm3IOAV4E7j/i5pki/H6MgIg4ODJBaEkHrTfBauCeWLl0/YlXFJZWEKBUnXRrD05lhMoy54B/jj4+PD8PAwFR+dZmBggJ6eHmKWW021e18+ga5l2O75guK9yX80kWabz0XEQlvfF5hIZMT/DzmUoi2yhSGIr9W6zp60xaz0Y3BwkN4mF6u8reCs5WXi55riQCwBvnzrNDA52RX9VQUyJS5d5uNKKwinQWWNg163JUFaL6oyIiqUnRxVthO9zNoFeVKDf0EMbm5uBAcHc8OGJfzk329geHgYDw8P2tvbOXjwII2NjfT09JzzbrkIo9HIAw88wJkzZ/jkk0+mVcs8FQwNDfGzn/2M9evXExwcjEKh4K9//euU9+/r6+Pb3/62lKxz7bXXUl5ePivn6sTMYiqemba2NkpLS0lMTGTp0qXSuCRGOl8oCRF7pYmdxSMjI8+/0zTh4mK9tqSkpJCfn092djZeXl6cPHmSL7/8koqKCtra2jAYJvaHmi4EQeD48eM0NzeTlZV1RU6Ez4fTp0/T1NREZmYm4eHh59xW9NksWbJEKoXy9vbm9OnTfPnll5SVlaFWqxkZGblEZ39+iAETy5Ytm5JqOdfhWI62YMECBgcH8fLyoqamZkrlaHK0t7ezYcMGbrzxRl5++eVZITJflXFpTgUAnA9Tufsl/nhSUlIkY9d0jf4AdVVavL1cSFgQxK5tLQQEzGN+nB+7tjUy2G9gaXoo725rYrBvjCXpoRxTdtBsCwI4pmynWdWDf4AnFqVAp3oIfb9R6jtzXNVLUob175PVvfgGeCAorT+AE6pe7nnYehempXqMwMAA/P190Ov1DAwMsDDTm57uHtTVY7g51A6nn8VjExbnTdqW8QumAMQs86T0izOM9rni4aqQ/A49LcOsvT9h0vfH0e8ixjzLFYAbHlkkxfuqq/uIk5WnybedDGKIwHGbUtNqCxGQT8AdJ/RiU8cT+7v5/GVrohrAsF5P7RcdeHt5ESibxIoqiUh+XLEPE2i2pY4tWhPCyf3dgAeBge5E5Hih1+vp6OjANd6FgGE3PNzdadqvY/GasAnk5eT+Lg6/oSZEloa2cE0oh23lavLnXLgmFM0bailxToRJIdBW1S+RGfH17375OKsfnE97ezuLC0LRqkw0KLtQCOPERzT0A5gRUFf3SyVkMF5maFIImBAYtfWbWVoQJhn+lxaE8e4rjSzMGH//qks0UgJftVKDCQHvQHeGZapNubJT6qsEkJkfwZtba0hOD5EM/nIyM1kvmW99d6lUWpaUlGRn1FSpVFgslnN22zaZTPzLv/wLx48fZ8+ePbPaVK+rq4tf/vKXxMXFsWzZMvbt2zflfS0WCxs2bKCqqoqnnnqK0NBQXn31VdatW0dZWRlJSUmzdt5OXDzONTaJ/dPOnDlDVlYWoaGhF230N5lMVFdXMzo6yooVKy6pSdyxl4qYjNbW1jZjyWgWi4W6ujp6e3vtEtmuFohEra2tjZycHPz9/S9of3ky19n62YjlaOfrZzNbOHPmjEREZ+sG0uWEmIImErULTUfr7Oxkw4YNrF69mv/93/+dNUXmqzIuzSnPjMViOadc2tbWRltbG8uXL5/wmDwZJjMzk+Dg4Isy+lsEC/s+PY7JZOL6G5OoPGqdpK7Mj6FUaVVGxN4XpcoOaVI2rtBEU2bbLtemylQoO8mx/S2W4cgVG3HiJyo2rljP+aSqj0U238xJVS++/h4ER3lgMBpobxxhZaFVPTijGsPNzU2aZMp9DLWyxCnrYzpi0tzo7+8nMjKSk8eGJI8NwP63WgiLs07A1dX9+AS4c+391uQo+QQZrGRGrtrIHxeJj4vtteharP1zxDv8U/HWWPe3ordlmNA4b4nMNDuUX4FV9UhaE0rd5+0M64fx9/FhyQ3jk+bm/V12JVwn9ndzprqf+TI/i+M2R944w0i/0dpY1OazadjTicFoJGCJQFeVATc3dzw8PEi+NgIXGcHcN4lXptF2/OP7uyX/y7iqZP1Jits3lHRJMdjJMoVFe2oItyATS9eES2VTB95swQKstpn3GyUlxmr0N9oaYC6VPh/rc1oQSCoIobZEJ31HRGVNJFdjCrP03VLJyMynb50kLM6HlIJQKmTfY8e/DVhoUw8SGD+PFfkxdmRGnmAmrvvWd5dSVlZGeHg4ixcvnvAbFgRB6p2h0+nQ6/UEBgbi6emJIAikpqby0EMPUVZWxt69e2f1zjVYk6R6e3uJjIyktLSUvLw8/vKXv/DAAw+cd99//OMf3HPPPbzzzjvceeedgHWwXLx4Mbfccgvbtm2b1XN34tw4n5+zqqoKPz+/CaEUIukYGhoiOzsbHx8fKXoZpl7yLMfIyAiVlZV4enqSnp4+p6KJ5clovb2900pGE7veG41GsrKyrrrYdEEQqK+vp7u7W/pOzCTO5rMJCwu7ZF6n06dPc+rUqWn3WZnr0Gq1qFQq0tPTJ1XU5Dfdurq6pHS0sbExYmNjcXNz49ZbbyUjI4M33nhjVhvYflXGpTmlzEy3Llm8+A0PD7NixQq8vb2nlQpz+yarImOxWKir0uHn68aCxGDe+nO9pMgUb2vABQXz4/w4rGyjUdUjmf/lREaEnMg4YjIiI0IsPasq0XD7wynSegHIFO+Il2gICAHtSReMxgHaGoYJX+jGgU/0aI6P4RvoQTr2pUBgvZgOD+sZHHQhOjqG40fs/R21JTrWbIm3e87UgjBJtWmp7sOIQHpB+ITmm5M16pQTHwsCKQVh0kRZXd3H+kfs2f25vDaNdGEE6mV9bByJDFiTb7wSx+CUD+11w7h46s4aKW1BYO2jCzmxv5um/V1M9m0Jivcib02stM3iNaG4ubuTcn0kggCRkWPU79PRWjNIv15PXJ4PPt7edFSO2XllFq8JtSuFW7QmZMIyWMvemvZ3YVFY+/lIr99GaIxGE9EFAkMnvOioNhBga6AZHO+NRabsJBeE0Viio+TNFkLjvaWml3UlOpYWhJFSEMqHrzSzQKac1ZRoSSsIZ2lBGHvfOk1onDfJa0Kl8sQM2fcvoyACI5azKjLi3zUqHYvTQ7hpy8Ip9ZL5wzs3UlpaelYiAxPvEIsTqY8++oinn34aDw8P3Nzc+OMf/ziriowIT0/PaROm7du3ExERwe233y6tCwsL4+677+bNN99kbGzsqpvUXU2YrAR6ZGSE8vJy3N3dWblyJe7u7nZG/+kQmb6+PqqqqggPDyc5OXnO1deLyWixsbHSpFqr1XL69Gk8PT0lxSYgIGDS1z46OkpFRQWenp7k5ubO6iTvcsBisaBSqdDr9eTl5c1KLLxjP5ve3l60Wi11dXV2/WwmU7IvFoIgcOrUKdRq9bQUpysBYlXA2YgMnL1Z5yuvvMLbb7+Np6cnCxcu5Omnn571VL6vyrg0t66E58FkZEY0+lssFkluFweMqQ4Wz//2MM//9jCr8mPIWR6GfmCQhUm+3PeNDNwUrixJD+WO+1JYkR8j+WXy8q2G/5T0EPLyo9i1rYk6lbUPyFFlO29uVSEgcEzZzrvbmqhXdWGxLb+9tRYBKFN22HlowKrKyImMHFUlGonIiLjx/oVkXxeDl7c3i7JDybsxnqQ8f4ITXPDwN6LcfYKjX6hpUvVQpdRQWdLJkd2nMJnMREfHSPGdqWeZ6MubJS4pCMWCwPpHFrGkIBRViZYTql7MCHYlbSlnOZYci23Hmp8RIPlsDtgigUU4emsabctJBaHSBP+Uqm+CvyckzYXe3l6io6Jxc3dn3aNWP05jiY7PXjl+1nNKXBNC4poQWqr7MCsmFyzF8q3PXz6OzmawVyisFwwvr3lc973FBAT401VrYXh4mP7+AeYtGCE4TUHscl+a9uvoaRm2U30W2Z7TJHvORWtC0aj1tFT32b1nAB+93MTQ0BChoaGk32A1jDaU6OwM/fL3xITAYL9BIn1yFa2mRItXgBujWH9Xjt8DExZGFdbHMmTfvXTb3+UlnUTFjZeAyD0y4t9HlO34BHgwpLBXXc/WEFMkMmFhYWclMpNBnEg9+OCD3HvvvXh5eXHzzTfz2GOPER4ezgsvvDCl41wOVFRUkJ2dPWFyunz5coaHh2lqarpMZ+bEVOAYTtPX18ehQ4cICAggNzdXIjJyo/+FEpnOzk7Ky8tZsGABKSkpc47IOEKcVC9btox169axePFijEYjlZWV7N+/n7q6Orq6uiTf29DQEMeOHcPf319KebuaYDKZqKioYHR0lNzc3EvS38rFxUVqvin6bHx8fGbFZyOWzp05c4bc3NyrlshUV1eTlpZ2Xo+TCLEkMDExkd/97ndSUEdCQgLXXHMNiYmJfPnll7N85tPDlTQuXVFXC0eTZW9vL+Xl5URFRZGcnIwgCNKFcaoX+ud/e1gy+huNJhprugnw92DBwkCK324kLs6fVfnzAetkS15aBuOlZtFxviy/z9qwsrSkg8W2VDMAlB1SGEC5spNF6cFk50dSruykUdUteWg61EMoBAUWmW/maw+P96uRo9qB6MB4b5qmY/0EBASQsiIIvV5P3cFu0m5xZ56nCaPJyPF3R1mUGULt4W40LXpcUZCKdRIr+iTkOBvRERCIzQiQyMueN08x0meUUs3cUNiXozmUp4E98WlAhwlBIlBuKM6p0lgQuPaRRJpLuqgv0dFS3U9kogcegwLR0dGcPjJgt6+11411ct9Q0kVKQaitnMzBUL/M5qexkSeFYK/+JK4JwawQUDCulMjVlcXrwjm+vxvVjj7i0wMIDBr32XT1mxg1KVDt6SDt2kgUCgUNJV3Sc4rnBVaVJQj7+Oxhwxiu8yx4+vji5+cnvSfKN1swK+wN+vL9rn80UVJcRIjvc/798dSUaFHZyhJTC8KoKdFiUQisuT+eagfvlajItKoHMWDh5i2JlCs7z6rIJNsUmSM2RWZ5fjRHlG2syB9P7hFLzB78XhqlpaWEhoaSnJw8LVP0M888w969ezl8+DCJiYlYLBZKS0sv6DiXGh0dHaxZs2bC+qgo6zWkvb2d9PT0S31aTtgwlaqBsbExwPpZ1dbWkpSUJKVvTafkWYR4t/v06dOkp6dfkUZqMRktPDwci8VCX18fWq2W+vp6jEYjAQEB9PX1ERcXx6JFi666HhsGg4GKigrc3NykFLtLDbnPJjExcUZ9NqIvTKPRSITpakNXV5dEZKYTRjEwMEBRURGxsbHs3LmTefPmMTIywp49e+aU90SOK2lcmlNk5kLKzESjf3JyMrGxsdMaLJ7/rTW6+Zr8+Qz0D3Bw/xmWLA1m3XULOaJsk8qNDilbaVB1ExDgiaAUaFMPMthvIDU9VCo1CwjwRO7kybMRGdE3I4dYegawKD1YuoMtKDul0rMKZSe+AR7S/ieqe1hkCwsA+4AAx8kmjN9F9/DwwN/fSFSkHxqNhjM1BoITXAhaaMTHxweT2ZPMtdGSCnRa1YcZKyF0cxDuJm/MOT45Do33Yen9Ni/Gfh0nqnslYiOfRJ8Lcq/MyepejLb9z0aowKrUCILAwNAQIyYjbqd88Yj3sDse2Cs7YCUOalWffZmazZ8i4nhJF6dV/RO2AaSQAvG48m0WrQlBq9ZjdlHQWjFKSkGEVW4+1cmCVe6cOtTPkfePs2C5P4YxE0uui8TVxZUmW+iB2E9msc0rU1+iIzbLSopW3DufM+XDdmQlJN4bswKpfCx5TRiN+3V8aSsTEyESmiUFYXzwShPRGda7Z2kF4XbqWrt6EJNCIJlQMgrCqSrRsKwggoyCCKpLNJSXdBAR5yOpNiI5B6siU6Hs5IiyncXpIXaKzBHZDQHAzifzx+03UVpaKqUmTYfI/PSnP2Xnzp3s3btXinB2cXGZ1Gc3lzAyMjKpXC/evZ1LCUVOTISrqytGo5GmpibUajWZmZmEhYVdtNHf0Qgv3sC4kiEmowUHB5OcnMzp06c5fvw4np6etLS0MDQ0JE2qp9r4cy5jdHSU8vJyfHx8pHjruQAvLy/i4uKIi4uz89mUlZXZlUmdz2cjCAINDQ10dXVJCWtXG7q7u6muriY1NXVaRGZoaIjbb78df39/duzYIV3Xvby82LBhw0yf7ozhShqX5hSZOR/EuuTGxkYpGSYkJGTaREZUZIaHRzje2E96Whhr1iVwRNkGwF33WZtzHlG2syQ9lJW2O8mOCk1KegguKDiibKexupsl6SEcVbbTrrb2oomO8+Oosh03XOyIDECO7E62I9ZvsU7GKpWdLMwIYpmtL01liYak9GDKS6z7nFD1ssi2rFPr7cp+VCVaFuf609nZiX+AP4GBJpZeE8Lw8LAtGW2QM2fURKX6oK4eIz49gNSCcGpLtDRX97AgI1AiOm64TKkcDcCigNhlgZLy8uHLTfgEemAqEawxvo4hAg7LZgSuf9TaGLFpfxcfv9Jsl4jWKHs+QRAo+/g0FkEg+5Z4XF1dbUpNHyYEu6hhObkx2yKdxZIsx+hpABNw7SOJklFeVE1EwrOoIJSGEp0tcU2QBR90ERzvTVJBKM2y/jnu7u6EhoYSsimEhr0a6ncP4R2moOV0C/PmzSM8w5vOijFaage48ZFF0jnXfN7Owb91E7HQGvaQUuBjV1omnpu8T49JYS0v81NYLzxLbV6lmhKtNcI7IxAj9tHGKpsiEx7vw5jDYyKhEcn8bQ8vtikyHRIJFxUZtbqfgX4DdzycIikyK/Kjpb8BO3Xmwe+lUVZWRnBwMEuWLJnW3etf//rXbNu2jT179rB48eIL2v9yw8vLS7qzL8fo6Kj0uBNzFy4u1tLWgYEBVq5ciY+PDxaL5YJbAshhMBioqqrCYrGwfPnyOVObPpNQq9WcOnVKIn96vR6dTkd7ezsNDQ0zkox2OaHX6ykvL5dKveaq4jRdn40gCBLZzs3NvSI/o/Ohu7ubqqoqlixZMi3viV6v584778Td3Z1du3ZdUe/RlTQuzY1bBDKc68cuCAKCIKDRaFi5cuW0E8tERWblNdEsTHTDbDTy4HesNbr/2FaPSqVDAA4qW/nz1krOqAekO+VnKzUTlZjkjBByC6LJLYgmOt6P27YsJrcginb1IHUqHUeV7RxVtvPW1hosWDgmm9xlnyMswLFfR4btLrkALEwPIqMgnIyCcAb6xzAhUF7SSXlJJw1VXRz8/DTBIcG01VpL9FxdXfHz86Or2YWCjUkEBwdjMpkZGhzEP24UXZeOBbm+xGcESP1qNGo9zdU9VJVoqCrRsPfN03aqDEzsTyJfjl0WSP798aSssZYwnajunRAdfTYsljXsFP01upZhq+/GYqG9vR0ByLklQTLTmRG4wUYG6mwG+Mmw8v44iZjsfuX4hMafIsRtPjmL5+baR6zEUx6AsNiB+Jyu7pP+VqBgybWRuLi54ePvR2xcLD6+1n423QP9uMyzUP6pmrGxMQYGBvBJHGNsVAHu4/cfROJ0srqPJJkqJCeW4nsgYmlBGNoWq9dHTEZTOSTd6VqGpWOLyXoZss86Is6H+TZFRx5ckS15ZNqIjPOVtplIYuxN/38qvpmysjICAwOnTWR+97vf8ac//YnPPvtMaix3JSEqKoqOjokqrrguOjp6wmNOzA2Mjo5y+vRpLBYLq1atwsfHR+ofA9Mz+uv1eo4ePYqHhwe5ublXHZER00dPnz5NTk6OVDrn4+NDQkICy5cvJz8/n8jISLq7uzlw4ACHDh3ixIkTDA4OTqmHx+VGf38/x44dIzIyck4TGUdM1Wej1+tRqVT09/dftUSmp6dHIjJiadWFYGRkhK997WuYzWY++OCDKy5i/Eoal+YcmTkbxDhKgJycHDuj/1SJzPO/PczmTds5qGxFuV/Np7sb+OyTTm5an4K7uzsKFMTG+fMvD2WyMj8GBbA0PZQ777OmiW3fVk+reoDDyjYOK9tQqXRSctQxG7FZ7kB0RETH+bHloTSbEiOQlB5Edn4U2flR7NrWSKt6gGPKdo4p26lXdUmlXucKCBAhhgJUlmhYICM2I6OjZG2Yh4+PD8erhmlUdWPCQkXJ+DEVChd8fHzRNkJAYCBh4dZBpeyLVnxjh9FqtQzphwiN82bjI4slcmNWCFK6VXWJhg71kHRMR5XmrKqNjdh8+EoTnTYzPUzWsFNGENaEYlYImBQCqi81HPn4JB3VRvx8fSeVwhcXhLK4IJShfoOdH8cxdS2pIFTqTVMvbdNlp+SI25gQZNvo7B4H2P1Ks0QYRJhsYQfy11ZfopP6zxw/1EeAfwB9x90JDAxg+T3RWCwWyj9RWxOBGiB6qS8g2JX7mRCYvyxAWicqR/vePG33/HLiaFIIjNnKw0QCIxIak0LAL96q5CyTfa9E/P3VWomkytXEctn3vUnVI0WCy0kMMKHE7NuPp1NWVkZAQIDUSPBCIAgCv//97/nv//5vPvnkkzlTv3uhyMzMpLy8fEIT0CNHjuDt7X3FKU1XG872vRSN/t7e3nh7e9sZ/WF6ikx3dzdHjx4lMjKSjIyMWU87utQwm81UV1fT1dVFXl6eFCvvCDHQIzs7m7Vr15KQkMDQ0BBHjx7lwIEDNDY20tvbOyeJTU9PD+Xl5SQkJJCUlHTFEBlHyM3rq1atYvXq1YSFhaHVajl48CA6nU6KHJ6Ln8PFoKenh8rKSlJSUqZFZMbGxtiyZQuDg4N8+OGHV2SJ6JU0Ll0RZKa3t5dDhw5JjZccjf5TJTJg9cfk5IYxMDCIq5sbiYmhHD7Uwd/frkNVo0VA4KCyVSo1E83/ChTMj/PndluqGcCS9BDy8qM5pGxDpdJiRuCQso3t2xpQqwcktaa0ZDLfzDjpiYrzY8N9SWTnRyIgsCg9iOz8SBmxEShVdlCq7KBNPSgdwzHtDGzERoDurm5GR0eIiooi57r5CGAjOlZFp/iVekwIVCg7qVB20qEeIqMgAm8vb8JCwwgMCCAqKgpXN1cq93XQ19dHZ2cng4ODqPZrCI3zZqmtoaIFgbA4b4nYNFf3nFOlkS+nrAmTVJuaEi01JVqOq3pJWXP2oACA5XdH4bNgFDc3N3QnjZhlXwFHolJforP2kLFN9OtKdGhb9HZEpcEhKa2+RMep6l6744jHFUlLvcOy+HdsRgAh8d4TSFmyw37iOsf1KWusPRkWrrQO8qdLrITdf5ERz9ghhvRDVHzRSvV+zaTvrRkLZgSpTGyprIlqdYmWNbaQgGqldX+R0FQqx79PIoFZJkswM2LBO8BaYjCZImPdxmynyMjhSGz+9fvLKCsrw9/fn9TU1GkRmVdeeYUXXniB3bt3k52dfUH7Xy50dHTQ0NBg11PrzjvvRKPRsGPHDmldV1cX77zzDps2bbrq7sxfDejo6ODYsWMsWLCAhIQESY0RKwWm441obW2lsrKS5OTkq9IIbzQaKS8vZ2xsjLy8vCn7KxyT0ZKTk6WWDGIymk6nmzDpuhzQarVUVFSQnJxMQkLC5T6dGYWXlxcxMTG4urri6+tLcnIyY2NjlJeXU1JSQn19vV1C3ZWK3t5e6Xc4HfXBYDDw9a9/Ha1Wy+7du6+IXjtX+rg05zwzCoXCjuGLyTCLFy8mNjaWtrY22tvbiYmJmXK0odwfYzAYqavtIiBgHlv+aTGiy/+QElavthKXf2yrY6DfQFp6GAeUrdSpuggM8OTu+6zlKyLREUmNAKSkh0rkRVAKuKLgsLLN6i/oM7A0PZQjynbcJuli4uijOVtAQLmyk8h4X0n1Oa7qISkjmFJlB26CdeAULAJanZbGY/34+fvbvUfyWOcFGUHS3fPqEg0WhSCVt52s7sU3wIP0ggjmec4jwN9E8oog9MN6+gf66evTsyjXj/7+frxtqSXyCbVWrZfS1rpbhomIH5dWz6XapKwJo7ZEi3eAu6QU9LQMExE/noxSX6LDbDLR3t6Or58vcTeHUO+jI7kglDpbz5sutZ41WxLsnkckQ4ttRMUiM8uLSJaREhMCsRmB0vktle0PSISntbofE4Lkt2koGe9n02gz7suPLf7/0StNdh6g5IJQakt0qKv7WFwQYq2/7x8ga30cn/9RTYiPF3FxYRgMBgID9DQf7KWjtp/cuwLp6+sjaWWgXRJdwf1x1Nj8MdaeMeG892oj8wLcSCF0UsP/UL+RjY9Y77Q4EuWP3zpBeJwPwfFelCk7yMmPkkz/2fmRZOdH8vrWau58eAlHlO12Rn/xb7l35l+/v4zS0lL8/PymTWT++Mc/8utf/5qPP/54zhj8X375Zfr6+mhvt77W999/n9ZW67XnscceIyAggB/+8Ie89tprnDp1Sprs3HnnnaxcuZJvfvOb1NXVSZ2WzWYzv/jFLy7Xy3FiEogRtC0tLSxbtozw8HB6enoYGxujs7OTsLCwaX2fm5qa6OjoIDs7+6rsmD4yMkJFRQXe3t6kp6dPW3GSm9PFZDSdTidNxEJDQwkPDyc0NPSSp4a1tbXR2Nh4zh4kVzLMZjOVlZWYzWYpcnz+/PmSz0an012Sfjazib6+PioqKli8eDExMTHn38EBRqORf/7nf6alpYU9e/YQHBw8C2d5YfgqjEsKYY5pg0ajEYvFgiAINDc3o1arWbZsGaGhoZjNZtrb22lvb6e/v39K5kBRkUGwfkkPHGjFx8cHD9mPq0bVxb/+a5a0fFDZyjU2RQbgsLJN6mB/Rj3AQP8YqenWSaOY+LVC1sncumz9ERxzSG9641UVS2xNNhtV3fgHeLL5vmTAmnwmJzLlys7xeGdp2T4wIDs/kkqlVQ1ZlBbE0JC13CvQ15/sNdZ9xYmpSGaqHO66V9uM3SKqSjTS6wUruVmYEURWfqQ1stdiISHTC/3wMCeODeDq6sqSa0Lw8fGh8UifRJLAqgbIj+WGix2BcCQUtSVau+Xdrxwn3jbpTy8IR7WnHd8FYwQGBhIYFGiX6CUer7tlmLA4KwFKtTWJlCs79SU6Sflp3K/jtKqPhelBdmRGvk9jSRenbe/B4km2EcMIlhSE2ZEZgP1vtTDcZ5jQGFRO4sTXW1tiJWUVn6oZMxjIuymepiN9gLU0T3w94vtqtlgwGo1ELXVldHQUbZ2A5pSBBWmBLL02AgVQU6IjrSBcUmFMWOz6xdSUaMnIj6BS2YnBpuRkyvocZRZEUFbSwXFVL0UPW7+n5TYyY/3bSmYOK9tpUw9wyxarR+dsZEYkMmVlZfj4+JCWlnbBd7AFQeC1117jmWee4YMPPpg0OvJyISEhgZaWyf1Z4iDxwAMPTBg0wHo38KmnnmLXrl2MjIyQl5fHCy+8QG5u7iU6eyfOhbGxMcxms+QTyM7OxtfXF0EQMBqNnDp1Cq1Wy+joqDShDgsLO++E2mQyUVNTg16vJysr66pMgxoYGKCiooKIiIhpRa5PBWJzQq1Wi06nQ6/XExwcLH0Os30XWex6v2zZsjkxgZ1piH1yFArFOfsAyZtE6nQ6hoaGCAwMlD6HueytEYlMUlIS8+fPP/8ODjCZTDz44IOoVCr27t07reSz2cBXYVyak2TGYDCgUqkYGBggJycHb2/vCfGWY2NjaLVatFotvb29+Pn5ScRGnnH+/G8PIwgCXboujh3T4ufrS8Ha8V4cInE5ZFNbalQ60tLDJJXmsLKNVbJ+GIdky0dsZWCpNnLSph4kLi7AjsiAPdGRG5+PKTtYnh8tlaE1qbpJSbc2UxRJknzSmCMr53Hs6WGxWIhYYMHd3Z32ZgGtepgomyJyvNqq4IhEqcqBvMjJjCPREbcVlZKT1b0k2ogNQPV+DQuyvNHr9QyPjNBRZyZlVTA+3t54zptHrUNvE3m3efE1jk/mtXbL1nXjakP1F+201PQzP9WP3BtiASYlM+Jy4/4uTql6SUgPlMIKxku57MmN2K9yacF4w8kUh+OKw+/ZttltS1xLddgvec14HxoxUSzZZtgX1wtY+/aELlWg1+sZOjUPVxdXBATpXEUCJIZRLLEdC2DJNSFU7utAp9bjGSoQl+GJj7c3rSoD7u7uWBTW7VWSod/6+daUaGlS9bDp4XFFRk5m2tWDRMT5SB6b8e/jOKF5bauK5PQQ0gvCOaJsY2V+zIQEM/E3IBIZ8e7sdIjMtm3b+P73v8+7777Lddddd0H7O+HEdNHf3095eTmurq5kZWVZf1e2cQnGfTV6vR6NRoNWq0Wv1xMSEiJN5ByjhkdHR6msrMTNzY1ly5ZdUXewpwqxP8fChQuJj4+/ZKVzYjKaVqtlYGCAgIAAKfJ5JgmjqNS1tbWRnZ19VTaLFMsD3d3dWbZs2QWpavJ+Nr29vVI/m7CwMPz9/edMKaX4+160aBGxsbEXvL/ZbObhhx/myJEjfPnll9Py2Tgxfcw5MjM4OEhpaSmurq4S+5cPFpN98Q0Gg3TR6u7uxsfHh/DwcCIiInB3d6e6uhqz2czeL0x2dxMcFRixFE0kNzUqHYEBnsyP8yd/9TjhGSczbZKnBmD7tgZi48YvZA2qLv7loUxgXLERycxkgQF5MhVm26u1JNuITbt6EBcUFNmacspVGYBjX7YRnmDCx8eH0NBQypUa6TGxdMzVNhU/Xt2DX4AnEfE+5OZHTarKTGW5pkRLp1qPq6AgPN6HzHwr4TEajcxPc0c/PExbjZHklUH4+PjgNW8etUrdWYlNRkHEBFVGTmQGBwep2ttB5vUxqMuHAWsJWni8j0Re6mQKiYi6Eh0usm+4C4oJRAasxnmRWJxS9XLrw4vtjgGQIiMluklK2WplhCdVRjTkxEWn1hMW5yOtE9cfV/WSd3cgIyMjREdF4+buxoevNBOXETCh0eWJ6h42PGJ/fmkF4ahKtKQUhFJTosFoMhGf7ol+eBjVZ3oEVwWr74zG29ubuoNd0nteWaKhUz3E9VsWSJ8vjKszf3u1ltsftgZglNkpMtbvrxGBNvUAQfFerMiPkcgMTFRn/rrzVsrKyvDy8po2kXnnnXd49NFH2b59O+vXr7+g/Z1wYrowmUx88cUXhISESGWRYgANnL1Js16vl266DQ4OEhQUJN10Gxsbo7KyUkqOmiv9R2YS7e3t1NfXs3Tp0ss6uRsbG5PmCD09PdIcITzc6k+c7oTaYrFQX19PT08P2dnZV2WzSIPBQHl5OZ6enixbtuyivqfyfjbd3d0X1M9mNiESmcTEROLi4i54f4vFwne/+13279/P3r17p0WGnLg4zDkyc+zYMVxcXFiyZIkUxQxnHywcYTKZpItWV1cXgiDg5eXF0qVLCQwMtLtoSSVo2BMZx+VDyjbUtvKyNFt5mbtgPY5IZg7biI58IrcyP0ZSZ+pUXSy1KTir8mMkVQbGk89EMnPMYbm0pEMiI2AtT0tOD7F2Ut/bil4/RHZ+JIGBgZTbyonkZEZu0K5QdpKVH0mVbbsT1b0kZVjrs0XfzflUGhHVJVqJ2MB4OVpmvrVBZOW+DuanezCs12MRBDQN1h4z3t7euCgUdh3p60p0nKzuJSEjUHoOkcz09fXT29tD/ylPll03rmztf6uFMFtDyPSCcDtVRjwmjCs9X755muF+I/EZgdLzWkvF7GONu1qGpeOm2o6bsmbybUTFp1a2jZzwFNw/rgICUr8cuXqj2q9FP6zHbDKzfH0Cbm5u0nsq/jjHU8c0aG2ESE5ydr3aSFJ6sPRaxvcXMJvNDBvHMBqNRC9xZd68ebTVmnD1cMPVxZWlBWFUlnRKKXni525mPPUsV9YEViQ0721rIiLOV1JkVshIvqM689ATmZSVlTFv3jwyMjKmNWjt2rWLb3/72/ztb39j48aNF7y/E05cDLRarXTXfTotAUZGRiRi09fXB0BoaCgpKSlzuvRmOhAEgVOnTkm+orlUdiVOqMWbnx4eHpJi4zhHOBfMZrNUHpidnT1lD++VhLGxMakkeKYbfsp9NjqdTvI7XWqfzcDAAGVlZRdFZJ588kl2797Nvn37rrrQhysFc47MjI2NSZ4Zs9k8rWhLGI/VCw4OxtXVFZ1Oh7u7u6TYBAQE2B1386btkxKZyZYPKduoU+lIT7NOJkWiIScy9svjgQFiQtnS9PHJrDsudqrMMZlKI5agScs2ouOCtdTueG0fSWlBeHh4sDw/xq78DOzJTIWsQztYY5+lcjGlhuPVvSyyEZuc/KhzqjTVtsmy3HcjnheMhwjctGUhAlC1rwODwUDkEhdMJhPaBoGl+WH4eHvj6uqKykZsxFKzU9V9+AZ4kH1rAAMDA/Sf8sTNzc3OXwLjHpL6Eh0nVX0sSA+UPDsT/Tg6uxKxLlu4gCOZkcz8+63HTEwPmkBmlhSE0WALHNCqhwmP87HbprZER1eLnrB4H+kc5ZHK4rmr9ltLUSLTXBk46YnCRSGZ8x0VJ7G8bGlBmHSstIJwKpUatC16wuK9yci398OgGFeqqks0LF0VwrBeT9VBLW3NoyzfbG3CeapqBFc3V4nQ/O3VWhanh5BWEEaZstOOzIA12axNPUiwTJEBJlVn/rrzVunO3nSJzAcffMA3v/lN3nzzTTZv3nzB+zvhxMXCYDBIjTAvlMiIEASBlpYWTpw4QVRUFCMjI3Zl0hEREVe8Z8ZisUgd4bOysuZ0JK3ZbKanp0fy2QASsRHnDpNBTFIzm81kZmZOKB+8GjA6OmoXmz+bqsnl8tmIREYsgbxQWCwWfvjDH7Jr1y727t3LokWLzr+TE7OCOZdmZjJZGztOd7AAa6JIQ0MDKSkpUhqFxWKhu7sbrVZLZWUlCoVCGjwCAwPZ+f6d0v6bldvtys+ACcsPygID/rS1Uko+A6sXZKXMZwNnTz7bua3R1gPFWkrXqR5ifpx9zW2eQ9pZTn4Ufb299PWPgksQK6+13k3Yta2BoX6j1KPGDRc7YgMTm2+KyMiPwIwgTYbf39bMcJ8Rk8J2LGHihUxOdAA7Y7kFQSpjAjhZ1y+VKxkMBrqPdzIwMECXTse8efMYHTNhNBklpcOCwOjwCDUHu/D19cVTRmREyNUNMwK3PpxEfYkOVYkWnVpPZNzkDarEyf1H1c0E44WqRCspO3KkrAnDpBAwYZFUJMf0NYATrzQTrJh4sV1zfwL1JTq7cjm5clSzX0v78T5SbvIiKiqK2FhX6kp0vPtKI4kZ42lGos9Gpx5m7ZZ46bXX2tLKUMC19ydYo5eVGukzNNvOXf75VJdoyCiIwNd3hAWZXrQ3m1iQaiQkwUBLjQGdzpXjqhF8AtwZVVh/izn5kZTawily8qN4d1sTEXE+3LJl0QQSI/592EZoXtu1gfLycjw8PKZNZD755BO++c1v8n//939OIuPEZYHZbJYiS6c7NoklSd3d3eTl5Ukqj7xM+sSJE3Zl0j4+PnPGUzAVmEwmVCoVo6OjLF++fM6rFdNJRjMYDFRUVODm5kZ2dvYlT0y7FBgZGaGsrIzg4OBL0vBT7Gcj9rSR+2yamppmxWczODhIeXk5CxYsmDaR+fnPf05xcbGTyMwBzCllxmg0EhcXR05ODoWFhWzYsGGCgnIuiEa81tbWc0rborwpSv6CIBAWFkZERMSEuk0x1lmuysB4jLOjavOPbfV25Wht6kHuuW+8I/lRh3SzIw7Lu7Y1MT/OeiersdqadnaHLe2sVNmBIAgkpLgzPDxMx2lXVq4dJ1nWNLTxY/1tq/XuOljjkmPi/OxUGRgnNxUylcZx2VG1AXAXXCeoMhnnWRZVmxPVvSSnB5NWEG5NSNnXjtFoJCJZgYeHB+31ZswmEzGp7kRFR9FwqJfTNtUFxoMD5GSmpkQrESGAfW+dItyWaGb149irNDWysAFRqdGph7lW5oOZdJuWYdbdP3EbORS217lUphqdqO7FJ9Cda23eFIvFwpFPTtHXYSR6USAZa8aJoEp2zDRZfLZYXpYhe507Xm3gtkeSJ5yP+KM2OSSUVZdoaFT1sCg9iNSCMKm3TObqCEZHRvjsHy34hiqISXVD3WgiZ3Uk3t7eVB7SScc7lyIj//v1XRspLy/Hzc2NzMzMaRGZvXv3cs8997B161buv//+K2pi58TVg4MHD1JUVMSGDRsoKipi7dq1F3Q33mg0UlVVhclkIjMz86yTfHkJVFdXF/PmzSMiIoLw8HD8/Pzm9Pdf9AC5urpe8WEGZ0tGCwoKoq2tDX9//2klMV4J0Ov1lJWVER4ePmvJcxcCo9Eo3YieKZ/N4OAgZWVlxMfHs2DBggveXxAE/u3f/o0//elP7Nmzh9TU1As+hhMzizlFZgBqamrYvn07O3fupKGhgXXr1lFUVMTGjRsJDg4+6w9LrF8dHBwkKytrykY8QRDo6+uTiI3JZJJk5pCQEDuZ+fnfHuaQsu2sRGayZWva2TixWRAXaGeKBiZE2Io4qmzHVRh/vQ2qbtZvDsdkNBIVFUXlYd2E8h95M055zPOH25qJihuX+4+retjyUJq0LCcvjuVojsu7t50gWnYsD8HFTpUR7/6fbdka/TwON8GFtIJwzBYz+iE9VV92Ep3qirubOz4+Pqirx8i8NgpQUFui5ZSN2CyTJXKlOsRBA6TJTPgnVX0UPmw/6XckN122cjGxTM1xm9oSHTq1nnCZX8VxG6v3p49NMoM+2BOU1NWhdHZ2crpymLz1C2g40GU7X6uJ37EszWKjJqmy3jAZtvIy8XH5+7v7rRMM9RvZbHu91TJTf3lJJ53qIYLjvSTVrlKpISs/krKSDtrVg4TEe5G+PAS9Xk/VIR0JKe7MmzePU3UGXDzcyFwbNcEj4/j3I09mUVFRIU1sptNToqSkhDvvvJP//M//5Jvf/OZlH1Sd+OrCbDazb98+tm/fzrvvvsvo6KhEbK699tpzKhB6vZ7Kykopinyqd/LNZjNdXV1oNBq6urpwd3eXiM2F3OS7FNDr9VRUVBAQEEBqaupVN8kfHh6mtbUVtVqNIAh2bSGu9LJAOYaGhigrKyMqKoqkpKQ59R2DyX02YlrgVH02Q0NDlJaWEhcXx8KFCy/4HARB4IUXXuC///u/+eKLL1i2bNl0XooTM4w5R2ZEiE3EiouL2bFjB1VVVRQUFFBUVMSmTZsIDw+XfmhDQ0PU1NRIE6fp1q8KgsDAwABarRaNRoPBYDhrA67/+Pcjk6ahnWv5nW31xMlKyFrVg3xNptrIyYxjv5rD+1sZGhrCFQW+vr401vSQkh4iJas5qjJyMlMqEZ1x4qNR64m2lWE1nYPYnG+5WqnlRHUvi9JtXpuCKDvy4qjSVEnLVjLw2VsnGe4zsjAjCEEQGB3UAwqW3xzP2OgYqhItBqPBGjXs44OPjw/HSwftetd0qYe5bsv43RVrSZjMYO/Q68bFQTkR95HHN59QWV/TZJ4bcRutjdg4Hkentva5SZdM++OEp3a/xtYLyPo5pq4R/T1aNLbjpTo8p0Y9xDqH1wdgUQjSOatk73l5SaekzGTKPocO9RARcb6kFoTZeakkUiQIpBeE2313ypQdWCwWkjP9KH79JEEJClIzAzjRMIa7uzur18Zx5ID9d1UkMi4uLmRmZk6LyBw6dIjNmzfz29/+ln/913+dc4OqE19dmM1mDhw4QHFxMTt37qS/v59bbrmFoqIibrjhBrvJrU6no7a2lujo6IuaHMq9HVqtFldXV2kyHRgYeFnJQ19fH5WVlcTExLBo0aKr8rfa399PRUUF8+fPZ/78+ZJ6Jk9GCwsLm/Pq2bkgqhWxsbEsXLhwzr+Os/lsxJvRk/lsRCITGxtLYmLitJ7zv/7rv3j++ef57LPPyMnJmYmX4sQMYM6SGTnEZBSR2JSWlrJq1SoKCwuJjo7mySef5L/+67+4+eabZ+yiLggCQ0NDUr+AkZERu34B8jsA//HvRwB78jIV1cbal8ZKbmpVXXznoXEfjrUczTo5NBoM7PvsBBm5wRKJE3vWlJa006oexBUF0XF+rMqPmUBeHFUax+acZcoOu8m+nNycT6URPTFZBZFUl2g4rjo7sQErmZGXSYmhAiaTiSO7T6M5aWBRZggKhYKs/EirUpEfxujoCHr9MA2He5if5o63t7eV2JQP0aUeISLeqsSJSpYjmZEnf73/ahML0gPteq0AdurOHrsytXBJJZETlw9ebSJBFjggHmupLIBATngsFjMdHR1UfzqEcVhhVx4G8PlbJwl3KCOrUmrQtOgJj/exM/cXv1rPgowgSZ0S+8eYbDQmoyBCanop4h+v1rHZ5lsC+3CIt1+tJT4jgLxJlL0yZQcmBJYVRHB4fytp2YEM6/VUHO0iJd0Hbx8fGlV6Vq+L47Gnc+0aq02HyBw7dozCwkJ++ctf8thjj835QdWJry4sFgtHjhyRiI1Wq+Wmm26iqKiIU6dO8cYbb/Dee+9Nqyb/XM/Z29uLRqNBp9MhCIJEbC51vK1Wq6WmpoakpKSrNo5WDBNKTEyc8DnKo4ZF9UxOMq+Ua5cYTZyQkDCtsqu5gPP1sxHL5+bPnz9tIrN161aee+45PvnkE1asWDELr8KJ6eKKIDNyCILAmTNn2LFjB3/84x+pq6sjKiqKxx57jKKiIuLi4mblAiL2C9BorHfWxc7C4eHhdkrQZMTmfMsHla20q4eItZVu1am6CAjw5Gv3pTI6Osr+z0/i4eHBuhsTQUZkRIjLZbbkswZVFynpoZJq4zgxBSYs58iWz0ZsYKJKU1mikRKwrMuddv6MZlUPixwadjqSmSUrguno6MDLy4uORotdk84T1b3c8fASaXtViYbFywPQ6/Xo9cOcqtSTlBeAj48PpyuGOVXTT2JGIMvyxUm+WHIWPmFZTE5zQWFHZFSyMrVaqUytd0KZGowb8QEUIBEZEe+92mht2nlNKB0d7bi7u6NpGk8sg3FjvvV41vMS36Mqpca+vCw/QiKU4g9XJDS73zrOYL+B22Xvl0hoyks6SSsInzTdTixjM2C2IzNg/Z7s2NaAQWGhyObdEkvJBEHgwL4WUtJ9Gdbr2XCXdSLl7u5OTk7OtMy/FRUVbNy4kWeffZYnnnjiipkMOOGExWKhoqKCd955hz/84Q/09vaSl5fHd77zHW699dZZaRAolkmLN93MZvNZy6RnGmfOnKG5uZm0tDTCw8PPv8MVCI1GQ21tLSkpKURHR59z2+kmo11uiF3vp5voNRfh6LNxcXGRLASpqakX/FkIgsCf//xnfvKTn/Dhhx+Sn58/S2fuxHRxxZEZsH6xXnzxRX72s5/x0ksvYTAYKC4upqSkhGXLllFYWEhhYSGJiYmzMhkaGRmRBo+BgQEpQjA8PNxuAjcdYiMuu+KC0WhAr9fT3mLkO4+My5lyMuPYjFO+XFbSQaOqmxRbCMDK/JhJVZmc8yyL5KZJ1YNfgAe32Zp3ylUZ67J1ciySmQplJ5k2UlGt1HK8uodFGUHS8atKNKQsD6SjoxM/P19a60yTRkGL5ELXMkykra+J9ZgaLGYz8cu80Ov1nCgfws3NDU93D9w93HF1ccFFUNipMo4qjapEyylVLwvTgySlRjVJmZpWrScizsdOzXEsBzvuQHhEgmKxWKwlgq6ukpdL7rkRISdUtSVaOtVDXHf/xPIyM8L4eyCLyLaWlwl2n0FViYZGVTdJtsCFCoeGq29vrcUrwI0N91mTWKzNW8cJjRggMGJLNluVP3+C0V/0yJSVlWEwGHB3d2doaEiqKw8LC5tSXblKpeLWW2/liSee4Ic//OGsEpmxsTF++tOf8sYbb9Db20tGRgbPPfccN9544zn3+/nPf84vfvGLCes9PT0ZHR2drdN14grB8PAwX//616msrOTFF1+ktLSUHTt2cPz4ca677jpuu+02Nm7cSFBQ0KwQm4GBAWlsOleZ9MU+j9jxPjMzk8DAwBk57lxDW1sbjY2N0yJrjl7cy9VD5XwQVaerWVkTG7F7eXlhMBgwmUwX5LMRBIE33niDp556ivfff59169bN2rk6x6Xp44rMFBwaGpJyvfPy8gB4+OGH6erqYufOnRQXF/OrX/2KJUuWUFhYSFFR0Yymcnh5eZGQkEBCQgKjo6PSBaupqQl/f38pVvOJZ6wy5BOskIiNI8TyM8fllAwferrHOHPam4CgMQ4ozwBW1eZBWTkaYKfSyJdzCqKwKARy86MoLengsLKNRlU3JiwSsZFjsmU5sbEg4IJCagTarOphy8PpdvtkylQaOTLywzFjISM/Qnqepuoe/OePEBQUSGBgIK1oJt1XnLh/pj6JSWGxU4eWrbOeX2BQIF0nOlmQ6Y1er2dkdJj2ejNDOoExiwlXV1eJWDli08PJ1JZoqS7RoDlLpLPoyRFTxRy3MSOw8eHFEzxCyauC6GjvINLLH22D9T2Tl3qlFYSz89UGFsiS4gBMCoGBfoNdb5+0gnC2v1rPgvTxbTMKwqku0VJe0jmu5pRoJIXMjAWfAHcMtuaXWfmRVCg7KVd2YkEgKT0YI2a75z6mbCcvPxoTFhpUXdzzsDWp5fBZkssefSqbyspKXFxcWLVqFW5uboyOjkqSf3NzM97e3tJdysnuUNfV1bFp0yYee+yxWScyAA888ADbt2/ne9/7HklJSfz1r3/l1ltvZe/evVO667Z161Z8fce/A3P1rqsTlxY1NTX09/dz+PBhQkNDue222/jFL35BQ0MD27dv5w9/+APf/e53WbNmjeT/DA0NnZHvu0KhICAggICAAJKSkqQy6ZMnT1JbW3vWMukLgcVioba2lv7+fvLy8q7KjvcAp0+f5tSpU2RmZk6r4adCoSAoKIigoCAWL17M0NAQWq2W06dPU1tbK1V2hIWF4enpOQuv4Pzo6uqiurp6SqrTlYrh4WEqKiqIiYkhKSkJQPosWlpaqK2tPafPRhAE3n77bZ588kl27do1q0QGnOPSxeCKVGbA+iU72wAgCAK9vb28++677Nixg88++4yFCxdSWFjI5s2bZ60BlMFgkIhNT08Pvr6+dv0C5DiXapO81IvBgUEiIyOpLO2WysXAGg0tNulUqwdwRcHdthABR5XmmENamlzRKSvpoGES1eZ8Ko28HE3Toicq3loap2uxRj/LVRlAIhCOXpuje8/QcXKA6AQ/PD090bUMExXnK03cxaAAcbnSYfnTt04y3G9gYXqQpAyJ/WIALGYLZfvaiE21xli315nRnDKyIC2QnHXRKFBMKEEDq29F9N8sy4+Y0jbVDp6b2hItzaoeElMDCVgwhre3N6GhoVQrtWha9ETE+0hlcFU2871UMiZbn14QLpEjUXmRb5tley/KlB0cr+7lTofyMrAS0PSCcMolRcb6+b2/rYnoOD+W5YdP6rEy255FVGRW2nrHgL0688a7m6TI2bP1XDCZTHZ15S4uLoSFhTEwMEB6ejptbW3ccsstPPDAA/zbv/3brBOZo0ePsmLFCp5//nmefPJJwNogTrwDe/DgwbPuK94B0+l0hIaGnnU7J766ON/YdOLECSmxs7y8nGuuuYaioiJuu+02IiMjZ+X7L07gtFrtOcukzwUxXlpsFHm5JuGzCUEQaG5upqOjg6ysLKkX0ExieHhYKkXr7++XboBeymQ0rVaLSqUiNTWVyMjJb0Be6RgeHqa0tJSIiAgWL1486e9qZGRECnOQ+2y6urrIy8tj586dPPzww/zjH//g1ltvndXzdY5LF4crlsxcCPr7+3n//ffZsWMHn3zyCdHR0ZJiM93+F+eD0WiUGqF1d3fj5eUlERtfX1+7H5ac2Oj1ehYvmUdUVBTlR6x1tyKZOaRsOyuxgYmqzbFJop7PVo7WqrYmhEXH+dqpNnLyci6i89FbxyViA+COi50SIldTBgcHKd3XxvLrYiWS98lbJ4iKH7+j4Ca42JWcVcoUChgvQRMn+8dVvdwlm8yL69MLIhAsFoZHRqgu0WAyWifnHu7uzHP3JPPaaOmzqFaK+4x7VI5X90rNPuXbyD03CsHecwNQ8WU7g4ODeHh4sPKmBBQoqFJq7LwyIhz9POI5OL4WsyyCWSIrtqamGfkRVCo1dk1S3361loUZgdLnVK7slMhMqbIdIxapIauc0BxWttGg6uZrMkVGbAJ7WNnGKhv5fuwHOVRVVWE0GqfcPE5sTKfVannwwQepra0F4Nprr+X1118nLCzsPEe4ePzgBz/gxRdfpKenx26y8pvf/IYf/ehHqNXqs5ZciIOGVqvF09Pzik4vcuLyQhAEWlpa2LFjBzt27ODw4cOsWLFCKpOeP3/+rHy3xMm0vEw6IiKCsLCws/rcRkdHqaioYN68eWRkZFyVd3zFpqY9PT1kZ2dfEtVpbGxMmieIyWiiSjBb15bOzk5qa2tJT0+/ar1OIyMjlJaWEh4eflYi4wjRZ3PixAk2b96Mi4sLw8PDPPvss/zoRz+adfLuHJcuDldXGPxZEBAQwP3338+OHTvQaDT8+te/5syZM9xyyy2kp6fzwx/+kCNHjmCxWM5/sCnC3d2d6OhoMjMzWbt2LQsXLmR4eJhjx45x4MABmpub6e/vRxAEnnhmBd99Ipsf/SKBJak+xMTE4OFuvVsmJy9yiM07l+dHszw/GjMCfgEeHFCe4YDyDH/aWmG3vWNogLgvWMvRouJ92bTFKsMeVrahUukwMrX3o0zZQUS8D1n5EWTlR9CmHqRWpeOYsp1jynZJlQErsSzd14avr680WFQoO6W0roz8CNrVQzSouiVCJaoykyGjIIKMgggWpgdRXtIp/QMrkQFQuLhwonyIVesXkr8xidwbYunqNNBU28OXHzai1WrQ64cQhHEvSlpBOGYEfALdqVRqpPhi8TGwKjEmBJpUPZLCAlBuIzJLrwnBy9uLaqVWIjLi/mkF4TSreuhQD0n7pRdYS/GaVd2S/0h8jY2qbsmoD+MKVVN1j13KmajAHFO22zU5BatPplzZQamyXdr/mIMqI6ovCRmB0t/y9SvzYzikbJWIjMFgICsra8r1+C4uLgQHB5OSksLrr79OQEAA6enp6HQ6oqKiWLt2LcePH5/SsaaLiooKFi9ePOGu6/LlywGorKw87zEWLlxIQEAAfn5+3H///Wg0Z/+OOuHEZFAoFCQkJPD973+fkpISWlpa+NrXvsZHH31EWloa1157Lb///e85deoUM3nP0dvbm4SEBJYvX05+fj7h4eFoNBqUSiVHjx6lpaWFkZERafvBwUGOHj1KQEDAtHtGzXWYzWZUKtUlL5/z9PRk/vz5ZGdns27dOhYsWCApCkqlksbGRnp6embs829vb6euro6MjIyrnsiEhYVNmciAdc4WGRnJ6tWr+eMf/8jY2Bg33ngjf/nLXwgNDeXee++d0TmiI5zj0sXhivTMXAx8fX25++67ufvuuxkeHuaTTz6huLiYzZs34+fnx2233UZhYSGrVq2asYu2m5sbkZGRREZGYjabpZQNsTt6cHAwvb29eHl58fzvC6WJ4Ysyn42jKgMTic4d940rCGYEjJhR2rw2nWo9y5m8LlZUacBKbI4q20nKCCYnP4rDJda79P4BnhiVlknL0QC75ag4H3LyrYbyCmUndaouFqcHs/+zE8QlueLn50fuOvtzlyekRcT5kHWfdblM2UGTLRFNRJWDSlPp4FP55K0TDPUbMCKQ7eDhUSgUeHl5MT8xkPT8cCr3tXOiahjdmW4Cw1zo7BDw8fHB28cq99+wxdpUS1WiZfvWehanT6yfLnwkGVWJlbCYTCaGhoZIyw8jKCiI4ALr+Z5U9WK2xRuLr2Ghzfvi+HqKHk6hWuZ7KS/pJDE9GAHBLi3OpLDgE+BhU1wiybSpMx9sayYizofM/PH3UPx8WtWDmLCwjAhyC6xeqmPKDvLyo2weGXtFBsZLzESFZtt7hVRXV2MwGMjOzp5W/X1bWxsbN26kqKiIrVu34uLiQmtrK++99x4REZN7m2YKHR0dREVFTVgvrmtvb5/wmIigoCAeffRRVq1ahaenJyUlJbzyyiscPXqU0tLSWSlLceLqh0KhICYmhscee4xHH30UjUbDrl27KC4u5uc//zmpqalSNcFMNjOcN28ecXFxxMXF2akEzc3N+Pr64ufnh0ajkSJ7r8a7vSaTicrKSiwWC3l5eZfNnO84T+jp6UGn01FdXQ1cfDJaa2srTU1NLFu2jJCQkJk+/TkBkciEhoZO2yf92Wef8eCDD/LXv/6Ve++9F0EQqKqqknqnzRac49LF4StRZjYVjI6O8vnnn1NcXMx7772Hh4cHGzduZPPmzaxevXpWLnAWi4W2tjaampoA68VMrJ0NCgqy++HctXHHhBIzefkZcM7lDln0c6daz50y4nO2qGfH5fHoZ6vXZqWsYee5vDUCEJ/sRs2RHob6FAwPmlicHkxefvR5+9iAVW2Qx0Ufr+6RJtwwsQStsqTTVoJmKxVT9XD3w+PNSR0bdwJ88tZJwmO8rA06l7rTXDaIm5sbqdeE4uPjg7u7u7QfWJtRVjmQqNHRUd79QzPxS/xYeWOC3fOJRn2wqiryiGpxvSDrEWNdL/pesDP3A5gV1m2XyaKas/MjOaZsl5pj5krlZR3ScQApDED8jEtLrGTmsLKNUdtj8rIy+d/b3itEpVIxMjJCTk7OtH4XnZ2d3HzzzeTn5/OnP/3pkt/pTUxMJDk5mY8++shu/cmTJ0lMTOSll17ie9/73pSPt23bNrZs2cJvfvMbnnnmmRk+Wye+yhAEgZ6eHonYfPHFFyxevJjbbruNzZs3s2TJklkhGEajkebmZtra2lAoFHh7exMREUF4ePiEMukrGQaDgfLycjw8PMjIyJixxLeZxGTJaBfa9V6tVnPixAkyMzMJCgo67/ZXIkZHRyktLSU4OHjav4t9+/Zx99138+qrr/JP//RPl/R77hyXLg5OMjMJjEYje/fuZfv27bz77rtYLBY2bNjA5s2bWbt27ZQNk+dDT08PVVVVxMXFkZCQQH9/v9TLRhAEu34BUyU2U1nesa1RIjYAHrhOKepZviw2pzwfsSkt6SB2sQtjBgNRUVFUH9aRkx8lTcCbVD0SsYGJfWzKHZYrHIiNm2B9X8aDAjrtlsFKVKJs6WPZBZETet3IwwVEAtFc3cNN98eg1+sZHR2lrd6Mu7s7mWujaDzaZ91G1SOZ7kdGRjj8eQteXl7Mk9XWKmznKicuTapufAM8WL9lvHFXRUknJ2wR0fK+Pf94tY6FGUF2XpiqEg31qm47j5D4fpqxkJUfSZltWSQ0721rYqDfwD02UnfM4XP969Zq7n1ockVG/Pu7P8i9aCKj1Wq55ZZbyM7O5vXXX78sJStpaWlERETwxRdf2K2vq6sjNTWV//mf/+E73/nOBR0zKiqK1NRUPv/885k8VSeckCAIAv39/bz33nuS/zMuLk4KtklPT5+RO8eCIHD69GlOnz5NRkYGAQEBdHV1odFo6OrqwtPTUyI2s9E751JhZGSE8vJy/Pz8SEtLu6TNRqcLsZm3SGz0ej3BwcHSXGEyX8epU6c4ffo02dnZBAQEXIaznn3MBJFRKpXccccdvPTSS3zrW9+65N9r57h0cZh7tyHmANzd3bnpppu46aabePXVVykpKWH79u08/PDDDA8Ps2HDBgoLC7n++uun1RgQxk14KSkpxMRYiUBwcDDBwcEkJyfT39+PRqOhoaEBo9EoXaxCQ0N554PbpeO86BD5fEjmczjbclScr0Qeirc1EBfnL5WjyYmNiHMtmxUCCOMT4AZVt0RmxP4qRpM3MdHRdhNXkaCIPhBxct2k6rEjL5NBnvhVp+oiKSPYrjGoYwmatT+MlUx88FYz+n4DJix2JWjiPhkFEVSWaPAN9OBk9QjgQsY18XSdaiM21YO2tjYC411pbTDj5edGeUknJqORsAUmvL28yLshTjpmta3Hi5x0ZNh8MWAlMHLisvnhFKpKNNL6MmUHiRlBCCCVkgEYFRYSM4Ls1mXlR/LWVhU+AR5kEUmOjdCI70tUnC+hCosUu5yXHy2954eVbSxID5RUGEcSc1jZxnd/kEtNTQ3Dw8PTJjJdXV1s2rSJ9PR0XnvttctWex8VFUVbW9uE9R0dVgVrOjGlsbGx9PT0XPS5OeHE2aBQKAgMDOTrX/86X//61xkYGODDDz9kx44d3HjjjYSHh0ulaDk5OdOanAuCQENDA1qtltzcXPz8rDe9HMukNRqNVCZ9JXa8Hxoaory8nNDQ0FlTt2YDCoUCPz8//Pz8SExMZHh4GJ1OR2dnJ42NjVIymtjb6+TJk5w5c4acnJyrttRodHSUsrIygoKCpv1ZHj58mLvuuot///d/vyxEBpzj0sXCqcxcAMxmMwcPHqS4uJidO3fS19fH+vXrKSws5KabbppSrKKYYHPy5EkyMjLOG6MnCAKDg4NSI7TR0VGpEVpYWJidLP7ivx+5YJXGcfm1rdUsTbeekwfWyeaFqDadLUPExPlhEQRaj/cSHjmPNTcn4uLickENOgE0aj3RcX5nLUErly2LBvym6m7udShBy5SRmwqb50RUYDrVQ9aI4rMkp1WXaKyenfQgsgsisVgERkaGqSjREJ3igiAIqFVjDPUoiE0MtDtORUmnrW+N1UyaVRBJRUnnhDIyEROTygSJuIkBBCL5y7T1iwFreZn4WYilarlSmV8nNSodWx5OA8ZJo0hm/7K1iqXpoWTlR55TkampqUGv15OTkzMtZbK3t5eNGzcSHx/PP/7xjxlTN6eDp556ipdeemlCasy//du/8eyzz54zNWYyCIJAREQEWVlZfPLJJ7Nxyk44cU7o9Xp2795NcXExH374IYGBgZL/c8WKFVO6cSCa4IeHh8nKyprQc8MRFotF8n/qdDoUCsVZy6TnEvr7+6moqGD+/Pmz1lj7ckD0POl0Orq7u3Fzc8NsNpOamkpERMRV8zrlGBsbo7S0lICAAFJTU6f1GsvKyti0aRM///nP+X//7/9dtvfJOS5dHObm1WaOwtXVlYKCAilh5tNPPyUuLo6f/vSnJCQkcP/99/POO+8wODg46f6CINDY2EhLSwu5ublTygNXKBT4+/uTlJTENddcw4oVK/D19eX06dPs27ePiooK2traMBgMfP+ZFbzzwe1839as0xFTUW2+8VCGdOe+UqXBYAsREJWb86k2t21ZzLJVYUQuMGNWgKefN0cPdtglY50LWfmR0r++/lGMWOwCChxVG6l5Zn4EZgRJpSlVdkxIQatwSAjLKIhgoH8Mk8Jy1uS0jIIIEm1G/fKSTioPaGgqH8LHx4fQ0FAEQWBxXgAGs5Huvh5Kdh+33vXbbz3eTVsWSiTlo7eOTzg2YG1kqrBPKqtXdWOSpZdl5kdgwkKjqlsy9ouv/f1tzYCV1OQ4RC0bMeMb4CG9h3myz+uQshXfAA9GGO8lI0L8+/89nUdtbS1DQ0PTJjL9/f0UFhYSHR3N3//+98tKZADuvPNOzGYzf/jDH6R1Y2Nj/OUvf2HFihXSgKFWq2loaLDbV6fTTTje1q1b0el0rF+/fnZP3AknzgIfHx/uuOMOtm3bRmdnJ//93//NwMAAd999N8nJyXz/+99n//79mEymSfc3GAyUlZVhNBrJy8s7L5EBpH5RqamprFmzhrQ06w2Tmpoa9u/fT21tLTqdblYToC4U3d3dlJWVsWDBAhYtWnRVTfDFZLTMzEyio6MRBIGgoCDq6upQKpU0NDTQ09Mzpz6Pi8HY2BhlZWUXRWSqqqooLCzkRz/60WUlMuAcly4WTmVmBmCxWKisrJQaoZ0+fZobbriBwsJCbr31VgICAtDr9Wzfvp2kpCSys7OnNFicD3q9XqqdHRwcJCgoSLozJq+dFUvRLka1OaZsp07VdV7VJnN5GB0dHZxsMODj7c3yAuvj777VxFC/QWrS6W7j0fKgAPlyqcPy+9uacUVBZJwvy/Oj7VQZEfKyK7D6TRbbUtBy86MkVUaEvLHnuLJjHy5QYQsTECGWjt36T3HodDoiIiJoKh9EQGDJ8iAqvuzAaDTQ3WFg1YZQKRnN1dWVj946TqStl062TF0SU8jE9eJrF3+YObZtS5UdZOVHSq9dfG/e3dZIpMzwL76fJls5W05BFMeUHXbE8/+2VrEkPcROkbkmf76dIiMSmYGBAXJycqaVsz84OEhhYSH+/v6899570y7LnGncfffd7Ny5k8cff5xFixbx2muvcfToUb744gvWrFkDwLp16/jyyy/tYlG9vb255557SE9PZ968eSiVSv72t7+xbNkyDhw4cMma3jnhxFRgMBjYs2eP5P9UKBRSsM2aNWtwd3enrq6OmpoaUlJSSE1NvejyT0fDuslkIjQ0lIiICEJCQi5bealGo6GmpoYlS5ZctR3vBUGgvr6e7u5ucnJy8Pb2xmKx0NPTIylooh83LCzssn4eFwODwUBpaankd5oOCampqeHWW2/le9/7Hs8+++ycILbOcWn6cJKZGYYgCNTU1EjEprGxkdWrV9PU1ERISAh79+6dlQndyMiINHj09/cTEBAgmTTlzycnNnDuBLSpEpv8/FiOKttZlhdCR0cHfn7+nKgblYgM2CeklZV0SMEBwKRxz6WTLOfmR0kT+SZVN4vTQySlwZHIiAle2fmRVCo1tKsHGewzcJ+t3AqsZCbToUeLvMwtx0aA7ErHlJ0kLvOmbF87vr4+rLg2bsI25cpOmqu6iV3sQ8JSd8bGxjjTYMbDw52cdTHUHO62++wyZaVk7epBIuN8JfVFfM529SBRcb4TSuzEsjOLQ3nZYWUbjapuqbzM+rlZCc0hZStn1IOExXlLn+lhZRvX2JphHla28fb7RdTV1dHX10dubu60iIxer+f222/Hzc2NDz744JL1bpgKRkdH+clPfsKbb75Jb28vGRkZ/OpXv+Lmm2+Wtpls0HjwwQc5ePAgZ86cYXR0lPj4eO644w6effZZyV/ghBNzESaTiS+//JLt27eza9cuDAYDubm5HDhwgG984xv87ne/m/EJnSAIDAwMSGOTWCYdERFBaGjoJUsPE2OJ09PTL0lj3ssBi8VCXV0d/f395OTkTDrPkBNNnU6HwWC44GS0yw1RRfTx8Zl2cEN9fT233nor3/72t/nlL385J4gMOMeli4GTzMwiBEHgiy++4N5778VoNKLX61mzZg1FRUVs2rSJsLCwWfkRjY2NSYNHb28vfn5+ErFxZOgXq9ocU7ajVg8w2DdGdJw7BfmxNNUMA1Pz2pSVdNCqHsQFBdFxvqzMj5mgysi704sodfDXuOIygcxkO6g2CrvtrX87khmRLFQpNTRWd0v9dsBKKsZGRwlPtBAZGUlT2QANDtuIx5GrLRaLBZPBSFyqOyMjI3h4eNBab+J0s95OBQL429ZaFqUHk233WttpUvWQlB5s9x68uVWFb4AHt9232O59EhWZXFvPIPF9P6bs4Ix6gGgbKXIksCKh+X9P50lE5myD4vkwMjLCnXfeiclk4uOPP8bX1/eCj+GEE07MDsxmM88//zw//elP8fLyQqFQcMstt1BUVMQNN9wwI5UDjnBM4hoeHiY4OJiIiAjCwsJmbSItpnldzbHEFouFmpoaqRx4KjefJktGE6s7wsLC5oyKLsdMEJnm5mbWr1/P17/+dX7zm9/MWW+XExcGJ5mZRahUKm644QbuvfdeXnjhBVpaWiguLmbHjh2UlZWxatUqioqKuO2224iKipoVYmMwGKRGaN3d3fj4+Nj1C5BjuqrN/r2niE2AtpMKPD09JNUmP99a4zmdPjbJsrhneVLZZMvvbWvCBYUUv+xmK2FzJDPy5b9trZMaYIqKj2PJGoD8EzGMjhG5SCAyMpJ58+ZJ8cfybRSTkKS/b60jKT2YnPxILBYLw8PDlCk7iUl2QV1nwN3dg7w10dSW9gLYlZJl50dRqmwn2yFu2dHwLypUpcoOVCot//RwuvTegpU4KpVnOGNTeM722T7+9HLq6+vp6ekhNzd3WgPa6OgoX/va1xgcHGT37t1XbRyoE05cqXjttdd45JFH+Mtf/sIdd9zB4cOHpWAbnU7HzTffTGFhITfffPOs3YgQy6Q1Gg1DQ0MEBQVJxGY6SrAjBEGgubmZjo4OsrOzr9o71BaLherqaikyf7qeRMfqDnky2lxQ1Y1GI2VlZXh5eU07hvzUqVOsX7+eO+64gxdffNFJZK4iOMnMLKKnp4edO3fyrW99y269IAio1Wp27NjBjh07OHz4MHl5edx2220UFRURGxs7a43Qurq60Gq1dHV14eXlJXls/Pz87J5THvl8LpVmcHAQ5ZctrLl2gXTBO6Rsw002xW9TD3LPfdb+JlPtY+Mi2O9/h6zJpyOZOaZslzWI7JRK2JafpQStTCpBG+9306DqZstD4yVZjuTmvdfqGRwwsDg9hBXr5tuOY79NpbKTRlU3X3so1e44E2FreLk6gpHhYSqUGjRtwwSHu5O2IhgfHx+8vLyoOKChXtUl9X8RnxOsZWVyLw1YCc0hZRsWW5jACtl7qlYPEBnnI20DE8np408vp6Ghge7u7mkTmbGxMe6//340Gg2fffbZVXsn1AknrmQcPnwYo9FIQUGB3XqLxUJ5eTnbt29nx44dtLa2cuONN1JYWMgtt9wya31lxIm0RqNhYGDgrGXSU4XFYpFuymRnZ8+JyfhswGw2U1VVhdFoJDs7e8bULYPBIJWidXd34+3tfda5wqWASGTmzZtHRkbGtEiIWq3m5ptvZsOGDbz88stOInOVwUlmLjMEQaC9vZ2dO3eyY8cOSkpKyMzMpLCwkMLCQhYuXDgrFw6z2WzXCM3Dw0O6WAUEBJyT2IB1Itzf38/BklZ8fX0oWJcgPe5IfOTEpk7VxbcfypKWz6faHFG22xEbd1wmEBkYL0GTl6SJRKJDPUShrRQLrGQm20Hpkb/DrjZlx0pUBHp6eqk8qGH1TQupO2rNbG+3RTpnTVLaJjfoT9b0s8GBoAC891YTYdHzMBqNxKe4YzGbOd1ooldnIibBnzyZ/+iNrTW2RqP2r6HV5rexGv6t74tIaP6wtYLF6SHnVGREIpOTkzOtMhOj0cjXv/51Wlpa+OKLLwgJCbngYzjhhBNzAxaLBZVKJfk/jx8/znXXXUdhYSEbN26ctb4yo6Oj6HQ6NBoNfX19kkIwWZn0ZJBHTGdnZ8/JcqmZgMlkorKyEkEQyMzMnLUyPZPJZHcT1N3dXep7FxgYOOukYCaITHt7OzfddBPXX389//u//+skMlchnGRmDkEQBLRaLbt27WLHjh3s3buXpUuXSo3QFi9ePGvEpqenB41Gg06nw9XV1a5fgPw579q4g1X5MfT09DAwMEBri4L8tfHS4+fz2uzY1khs3Ljc79ikczIyI48TfutVFSm24AHRs3OuErSJ3hrr345kJkdmrBfL3PLyo+ju7qHqkBY/Pz/y1o6/jre31rLYFmBgJS3jgQPy4/gFeLBJRqRKZTHTYCVdpbJ9y5WdCFgHEKPRQFyKO42Vg7i5u5NzTQR1VYO4KBRS0plIaA4p22hTDxIV7yfzyFify4j5vIpMY2MjOp2O3NzcaREZk8nEt771Lerr69mzZw/h4eEXfAwnnHBibkJMyRKJTW1tLWvXrqWoqIiNGzcSGho6a2XSYulTT08Pvr6+0tg0WfmbOMG3WCxkZWVdEYb26cBoNFJZWYlCoSAzM/OSBSlc6mQ0o9FIeXk5Hh4eLFu2bFokpLOzk/Xr17Nq1Sr+7//+74pMb3Pi/HCSmTkKQRDo7e3l3Xffpbi4mM8//5zExEQKCwvZvHkzS5YsmZW7CxaLhd7eXonYCIIgDR7BwcEoFAop+vHgPgWlR7Tn9NY4LsuJTfG2BuLixptDORKbIw69URyDA86oB6TggFWy4ICzkZtyZSf1qi6SbWRoRX60HZERtwcrsTjw6SmMRgMBvgHkrR0/L3mZ2rj6M8jG+5Ls3kvxWI6QE5529SDRcX4T/D21qi7ut5W9GYwGhvXD7HzzFJ7eCgrWW2uYfXx8qDqs44x6gKg4X3ILoieU7f1xawXJ51FkmpqapI7f0yEyZrOZf/3Xf6W8vJy9e/cSGRl5/p2ccMKJKxKCIHD8+HHJ/1lRUcHq1asl/+dsNWg0Go12/k+xTDoiIgJfX98JE9+rddIqvk53d/fL+joFQaC/v18im2NjY1JD75lIRjOZTJSXl+Pm5kZmZua05jtarZZbb72VZcuW8cYbb1wy0ufEpYeTzFwh6Ovr4/3332fHjh188sknzJ8/X1JspnvH4nwQCZV4sTKbzbi5uSEIArm5uXaS/4v/fmRG+9jk58dOUGXOVpJWWmKdwDeouvnmQxnS4xO9NTayUxBFWYnoleni6w+l2+2TnR+JTqdjdGSUztMuaFqHibGpSXn50RPK1I4p2+lQDxFtCyDIs5EkR4JSr+qy8+WI+4pwJG3iD1N8zUeU7ZgFC0aDgUWp8xgZGaGpfozWU6MsTgvmmrWxoFBI+xsxA2C2HcmR0Pzj/c00NzfT2dk54fOcKsxmM4899hgHDhxg3759xMTEnH8nJ5xw4qqAIAh2wTZHjhxh5cqVUpl0TEzMrBCbyUqfTCYT/v7+ZGZmXrVERkzz8vLymnbJ1WxAnoym0+mkQIfpJqPJicx0CVt3dzcbNmwgKSmJv/3tb1etSueEFU4ycwVicHCQjz76iOLiYj7++GNCQ0O57bbb2Lx5M7m5ubNygRPvBo2OjuLi4oLRaLRrhCa/4zFZ3PNUVBtxWYx7dkFBTJwfq219bGAqwQHj5zzRX9NBboH9snx7FxQIgkBssitjY2NER0VTeVgnU3Y6qFd14x/gQeF9ybLjtEvRzOI2S9ND7cjMMWW7zWczTnhEIpOTHyWpPVKjTNt5lpaMrxfPXdpvVSQl+1pYlDqPymPduLgoyFkRjo+PD6/9tR6/AA/uum/JpO/3408v5/jx43R0dEybyFgsFh5//HG++OIL9u7dS3x8/Pl3csIJJ65KCIJAW1sbO3bsoLi4mIMHD5KdnS0Rm4SEhFkhNv39/ZIiYzAYzlkmfSVD7Hjv6+s77VjiS4XJktFEn835whhMJhMVFRW4uLhMm5j29vayadMm5s+fz/bt26ed8ObElQMnmbnCMTw8zO7duykuLubDDz/E39+fTZs2UVRUxMqVK2fkDpXBYKCiosLuLsng4KB0sRoZGSEkJERqhCa/A3KxfWxEkiKqNqunGPe8661G5su8OWJcsyOZkZvo33hVxfyF87CYzVx7cxKVh3TWfRxUGHm/GvGvnAnbWOFIWsBaplav6mZJeojdfmXKDupUXSzOCLF7LTvfagSgaIs9gVKpdJKqJFgEDu5TYzAa0BvHUAAuHm54uLuzZp11EiFXZI4fP057ezu5ubnTSvqxWCw8/fTTvP/+++zbt4+FCxde8DGccMKJqxOCIKDRaNi5cyfFxcXs37+ftLQ0idgkJSXNCMno7++noqKC+fPnk5iYiCAIkqdDq9WiUCgICwsjIiKCoKCgOU0AzoXR0VFKS0sJDAxk6dKlV9TrkLeH6OnpkcoDw8LCJqTjmc1mysvLL4rI9Pf3U1hYSEhICLt27ZqRmG8n5j6cZOYqwujoKJ999hk7duzg3XffxdPTk02bNrF582ZWr149rXrR0dFRysvL8fHxOWu2u7zx1tDQkF0jNPkdkbPFPU9VtRHN+2r1AK4ouNsW9wznJjelJdYStiUZobKyNnsic6SkHf3QEEnp3nScVKBQuFCv6uIBWdmaY9jAu9uaGewfI1kWAy1PVxPVljpVF/8kK2UTn1+EeB5Hle3kFoyTn+X50ZJvSI7l+dEcVLZaDf+2RqMi/r6tDjMCGzcnoB/WU3pYg0UQyM2z+mx++LM1tLS00NbWdlFE5ic/+Qn/+Mc/2LdvH0lJSeffyQknnPhKQhAEuru7Jf/nF198weLFi6Uy6SVLlkyL2HR3d1NVVcWiRYuIi4ub8LjFYpG63Ytl0iKxCQ4OvmJK0UZGRigtLSUkJGTa79Vcgclkoru7WyoPlKtofn5+VFVVAZCVlTWtz2dwcJDNmzfj7e3N+++/PyvNX52Ym5gTZKajo4P//M//5MiRI5SWljI0NMTevXtZt27dlI/R1tbG448/zqefforFYuHaa6/lpZde+sreMTYYDOzdu5fi4mJ27doFwIYNG9i8eTNr1qyZkuyq1+spLy+/oIvo8PCwNHgMDAwQGBgoERt53exU+9icbdlVpo50qIe401ZOBRNL0I7YyNBym5dFDA6409a7xmIR2PtJM8kZPkRGRuLq6spRZTsK2S9DfL7JytbEUrB29SAxcX522xx1KC9bnh9t590R921TDxJtM/Fbj93OGfUAAnC7XUlbh2T4z3N4fSYswLhH5pr8+QgIKL9UYzQY+PFziQwNDaFQKFiwYAHz58+/4LtWgiDwq1/9ir/+9a/s3buXJUuWnH+ni8DY2Bg//elPeeONN+jt7SUjI4PnnnuOG2+88bz7Oq8JTlwMnOPSzEMQBMn/WVxczKeffkp8fLwUbDPV8imNRkNNTQ1Lly4lKirqvNvLzeoajcauTDo0NHTOEhu9Xk9ZWRnh4eEkJydf0UTGEY7JaEajETc3N1JSUggLC7vgz0Sv13PHHXegUCj46KOPZrW3kHNcmnuYE2Rm3759XHvttSQlJREaGsqhQ4cuaNAYGhoiOzub/v5+nnjiCdzd3XnppZcQBIHKysqvfL8Lk8lESUkJ77zzDrt27WJ0dJQNGzZQWFjIddddN6k5b2BggPLycmJiYli0aNG0LqKjo6PS4CHWzYqN0BzvmMjL0eDsKo24Tr78163VUnCA6K+xT0Vrm5CSJpITQRA4dbybyIh5rFufJA2kR5XtE0rQlshS0OSERL5Nii2uWe7lEQmKVSHqJjU91G6/I8p2Gqu7SXYoLztse+3ic4qvvdVGfFY4KDIWBMkjc1DZClgJDcATz6zg5MmTtLS0EB0dTX9/v9ScTqxlPp9vRhAEfvvb37J161b27NlDenr6ObefCdx7771s376d733veyQlJfHXv/6VY8eOsXfvXvLz88+6n/Oa4MTFwjkuzT4GBgb48MMPKS4uZvfu3UREREiKTXZ29qTEprW1laamJtLT0wkLC7vg5xQEQSqT1mg0jI6OzmgK10xhaGiIsrIyoqOjpz0GXwkwm81UVFRgNBoJCgqiq6tLSkYTY5/P95mMjIxw1113MTY2xu7du/Hz8zvn9hcL57g09zAnyMzg4CBGo5Hg4GC2b9/OXXfddUGDxu9+9zuefvppjh49Sl5eHgANDQ2kpaXxgx/8gH/7t3+bxbO/smA2mzlw4ADFxcXs3LmT/v5+brnlFgoLC7nxxhvx9vbmww8/ZGBggFWrVpGQkDAjzzs2NiY1Quvt7cXX11ciNo53UC5GtXlnWz0uuBAT50dBfqydKgPjcc8r8qOxmC10dHbwyQ4daZnhKBQKyaeT56CuiMcQlZRaVRfffDhjwjZ5snS1NvUghTKfi3w78RzEc8rLj7IrPbPY1BW550a+TnxdK/JjUCrP2D0uEhiR0BR/cAenTp2ipaWF3NxcqT+D+JmItcw+Pj52PRzkg6cgCLz00ku89NJLfPHFF2RmZjLbOHr0KCtWrOD555/nySefBKwEOS0tjfDwcA4ePHjWfZ3XBCcuFs5x6dJCr9fz8ccfS/7PoKAgbrvtNoqKili+fDkKhYJXX32VpKQkli9fTlBQ0EU/pyAI6PV6NBoNWq0WvV5PSEiI5Om4XMZx8WZibGzsrDXOngswm81UVVVhMpnIzs6W0lL1er1d6fq5ktFGR0e599576evr49NPPyUgIGBWz9k5Ls1NzAkyI8d0Bo3ly5cD1i+ZHDfffDMnTpzg+PHjM32aVwUsFgtHjx6VGqFpNBqWLFlCVVUVzz33HI8++uisPK/YL0Cj0dDd3X3OSbTYpFPE+cjMQWUrq2yT+SPKdmpUWtLSw8i3BQccUbazIj8as9lMR0cHjaphfH19WFEQI5VwDfSPsTR93F8zWSPPNvWgFDCwUiJA9qqK2ENGvg1gR1zabKVpcvJUvK0RAYHbbWVwIv68tZKU9BDp9VnPpY0T6j7uPociIxKZnJycs96xMhqNdHV1odPp6OrqwsPDg+DgYM6cOcN1113H//zP//Dv//7vfPrpp9JFeLbxgx/8gBdffJGenh78/cf7Ef3mN7/hRz/6EWq1mtjY2En3dV4TnJhJOMelS4uRkRE+/fRTiouL+eCDD5g3bx4BAQG0trby0UcfkZOTMyvPOzw8LBGbwcFBaRIdHh5+yYzkYjrbggULZuxm4lyExWKhsrLSjshMhpGREemmW19fnzSGzZs3jyVLlnD//ffT3t7O559/TnBw8Kyft3Ncmpu4ciIxzgKLxUJ1dTW5ubkTHlu+fDknTpxgcHDwMpzZ3IeLiwsrV67khRdeoLm5mSeeeIKqqipCQkL4+c9/zj333MPbb79Nf38/M8l53d3diY6OJisri3Xr1pGQkMDQ0BBHjx7l4MGDNDc3S8/5zge38/1nVvD9Z1ZMSmTkECfyIsxYpNIwpfIM27bVckrdh9lkpqO9A3c3d4nIgJVkRMf58g2b6f+Qso3t2xomfQ1F9yWTayMvf95ahVo9MGGbwvuSJYLzf7ZtRNKSlx+FGYv0TywpO6xsIybOl5g4P44o2yQF5qCyVQojOCR7nUYszI/zm0BiDipbeeKZFZw+ffq8REb8TKKiosjIyGDt2rUkJydz5swZHnjgAaKiovjJT37Cs88+e0lKy0RUVFSwePFiuwEDxgeEysrKSfdzXhOcuNxwfgcvDl5eXhQWFvL666/T2tpKamoqra2tuLm5ceedd/LYY4+xZ88ejEbjjD6vt7c3CxYsYMWKFaxevZqwsDA6OzspKSnh2LFjtLS0MDIyMqPPKUdvby/l5eUkJiZe9USmqqoKo9FIVlbWOcOJvLy8iIuLIzc3lzVr1jB//nz27t3L2rVriYmJ4ejRo/z2t7+dEaVuKnCOS3MTVzyZ6enpYWxsbFIToLiuvX1iIpQT9ti6dSu///3v+eSTT2hvb+fIkSNkZ2fz+9//noSEBO68805ef/11enp6ZpTYuLm5ERUVxbJly1i3bh2LFi2SEtSUSiWNjY309fVNIDYi5OTGujzfbvma/PmsyI9hRX4MMXF+RM/3YfenDdTWDbF3TzfIVCC5RyUvP5q8/GgsCJgROKRs45CybUIjTzMCKekhRMf5SdscdiBZefnRpKSHEBPnO+GxIhnhER/Ly49mue0fwJ+2Vkjbr5S8RK0olWdYmR8zoazsmvz5FH9wBy0tLZw6dYrs7OwLqiF2dXUlLCyMm266iV/96lfW8ywq4uWXXyYsLIx/+qd/mtHvwNnQ0dExrd+185rgxOWG8zs4M7BYLGzZsoXOzk4aGxvRarW89dZbuLu78y//8i8sXLiQhx56iE8++YSxsbEZfW5xEp2Xl0dBQQGRkZF0dXVx4MABjhw5wqlTpxgeHp6x5+vu7qaiooKkpKRJ09muFohExmAwkJ2dfUEeJQ8PD2JiYnjyySfZsGEDgYGBFBQUcOeddxIXF8d///d/z+KZW+Ecl+YmLjyr9zywWCwYDIYpbevp6XnRtaDiXZLJJGCxtnI276RcLcjOzmbPnj2SfJ+enk56ejo///nPaWxsZPv27fzhD3/gu9/9LmvWrKGoqIiNGzcSFhY2Y/W8rq6uREREEBERgcVikSIcKysrUSgUhIeHExERQWBgoB2hefHfj0xQZSZbtlgsxCXAPK8QwsLC2L6tASNmyXPihoudqf6Iss1WAmYlFcXb6hnoN2DEIhEIYIJpv0HVLSlC4nEAO9JS6xD7nJcfbafOiKTFjAX/AE8EBGn9yvwYDihbOaMewKIUuCZ/Ptfkz+egspWDylaKP7gDtVrNyZMnycnJmXAHaSoQBIG33nqLZ599lg8//JBrr71WMimqVKpLUsM9MjIyrd+185rghCOc49KVCRcXF+666y7Wr18vlRDdcMMN3HDDDbzyyisolUq2b9/Od7/7XQYHB7n11lspKiri+uuvn9FYXk9PT2JjY4mNjbXrm3LixAmpTDoiIgIfH59pfXd0Oh3V1dUsWbKE6Ojo8+9whUJUJ8bGxsjJyZlW2ILZbObhhx+mrq6O0tJSoqKiMBgM7Nu375Kk0jnHpbmJGScz+/fv59prr53StvX19aSkpJx/w3NAvGBNdldmdHTUbhsnzo5Vq1ZNul6hUJCSksKPf/xjnn32WU6cOEFxcTFvvPEGjz/+ONdccw2FhYXcdtttREVFzdgk18XFRUoysVgs9Pb2otVqUalUCIJg1y/g+8+s4PtYyc1/yMID5ITDYrEQmyDg5e1tTSZStknJX2ANDhjoH8OIRfLXAHbkJjrOj9vzYziibOegspU6lY709PAJ5y6WqR1WtlGn0uEf4MkdMv+LqOaI5GVlfoz094r8GI7Y1J1W9QAxcX7Svodt68Xo5bvuWyIRGJHQPPHMCtRqNSdOnCA7O3vaROadd97h+9//PsXFxdLvWaFQkJWVRVZW1gUfczrw8vKa1u/aeU1wwhHOcenKxX333TfpeldXV9auXcvatWv5z//8Tw4fPsz27dt5+umn6erqYv369RQWFnLzzTfPaEyvqA7ExMRIXkOtVsvp06eZN2+eRGz8/PymNB6K41pqaiqRkZEzdp5zDRaLBZVKxejo6LSJjMVi4bvf/S6HDx9m7969kqLh4eHBTTfdNNOnPCmc49LcxIyTmZSUFP7yl79Madup5MOfD8HBwXh6etLR0THhMXHd1Xyn41JCoVCwaNEinn76aX7wgx+gVqspLi5mx44dPP300yxfvpzbbruNwsJCYmNjZ5TYhISEEBISQkpKitQIrb6+HpPJJEULh4SE8IRNsXmCFRKxMRgNDAwO4OsTRXBIMAomnldMnB935VvJjVJ5hlqVjtT08dhPuU9FTCETEDBjkR5zPO7y/GgEG/FwLC8TSdIRZRvvbKsHkHrliI+ptmqJxFfaZ2V+DG+/XUe/LaAAmKDInDlzRiIy00112bVrF4888gh///vfufnmm6d1jJlAVFQUbW1tE9af73ftvCY44QjnuHR1w8XFhWuuuYZrrrmGF154gbKyMrZv384vf/lLvvOd73DjjTdSWFjILbfcMq0bPGeD6DWMiorCbDZLxKa0tBR3d3eJ2AQEBEw6HnZ2dlJbW0t6ejrh4RNvjF0tsFgs1NTUMDw8fFFE5oknnmDfvn3s3bv3rCb72YZzXJqbmHEyExkZyQMPPDDThz0rXFxcSE9Pp7S0dMJjR44cYeHChbOeOf5VhEKhID4+nu9///s8/vjjtLe3s2PHDnbs2MGPf/xjMjMzKSoqorCwkAULFswYsVEoFAQFBREUFMTixYsZGBhAq9XS1NSEwWCw6xfwxDMrGBwcpLy8nKHBaIKCg1CgkJQMEY4laRYEu+AAgBqVju88NK5IyEvBYFzZWSojQPL4ZHG5VqWzK0FbkR+DRWklPCIpWmUjKN98aBmHlW3S+ZkVAvPj/LgzP4VDyjYOHGhl9epxRaa1tZXm5uaLIjIffPAB3/72t3nzzTfZuHHjtI4xU8jMzGTv3r0MDAzYTUCOHDkiPT4ZnNcEJxzhHJe+OnBxcSEvL4+8vDx+85vfUF1dzfbt23nhhRd46KGHuP766yksLJQ8F7NRJm02m6WGkBUVFXad7gMDA3FxcaG9vZ2GhgaWLVtGaGjo+Z/gCoVIZPR6PTk5OdOKu7ZYLPzwhz/ko48+Yt++fZc1HME5Ls1NXHEBAGq1moYG+4SpO++8k2PHjtl9SRobG9mzZw933XXXpT7FrxwUCgUxMTFSwsyZM2f41re+xZdffkl2djarV6/md7/7HY2NjTNqHFcoFAQEBJCUlMTq1avJy8vDx8eHkydP8uWXX3Ls2DGOHTtGdHQ0v/7dLTz5zEqeeGaFHZER4bjumvz5kj/FgoB/gCcHlK0cULby9211E/aPifPjmw8tY0V+NAeVrfxxawUt6n67MjU5STqkbJX+ic8jkqP/3VpOi7ofQFp/+kw/NSqdtI0YfHDgQKtEZJqamsjKyiIwMHBa7+fu3bv55je/yV/+8hc2b948rWPMJO68807MZjN/+MMfpHVjY2P85S9/YcWKFdKdudm6Jlgslgnr5liSvRNzBM5xaW7CxcWFzMxMnnvuOWpqaigvL2fFihW8+uqrLFiwgM2bN/PXv/6Vrq6uGf1tiyEqqamprF27ltTUVKnMav/+/Rw9epT6+noyMjKuaiIjCAK1tbUMDQ1dFJH52c9+RnFxMZ9//jmJiYmzcKZTx+Uel8A5Nk2GOdNn5rnnngOgtraWv/3tb/zzP/8zCxYsAODHP/6xtN26dev48ssv7T64wcFBsrKyGBwc5Mknn8Td3Z0XX3wRs9lMZWXltLoEO3HxEASBnp4e3n33XelClJSURGFhIZs3b2bJkiWzZiTv6Oigrq4Od3d3DAYDwcHB0p0x+QVV7rGBiX1aHJcB/rS1kjSbArPapqIAdkrNIWUbLrKyM/Ev+Tb/sJWXzY/zk45/wHYsQdYAU3lAVGxiJpzPU0+vpK2tjcbGRrKysqYdT7lnzx6+9rWv8T//8z9s2bJlzjRpu/vuu9m5cyePP/44ixYt4rXXXuPo0aN88cUXrFmzBpida4LZbJbMpH19ffT39xMfHz97L9SJOQnnuHR1QhAEjh8/zvbt29mxYweVlZXk5+dTVFTEpk2biIiImJVroCAINDQ00NbWJjWIlJdJXwoD+6WCSGQGBgbIycmZVp8eQRD49a9/zZ///Gf27t3L0qVLZ+FMLxyXa1wC59h0NswZMnOuC4f8FCf7ggC0trby+OOP8+mnn2KxWFi3bh0vvfQSixYtmrVzdmLqEASB/v5+3n//fYqLi/n000+JjY2lsLCQoqIiMjIycHGZGaGwp6eHyspKkpKSiI2NZWRkRGqENjAwQGBgoERsHLsJ37GxeEIJ2mQlaeK6w8o2qmu0pKaHkb/auk7sf7NKKi9rR6WybrPagSTJzf9n1APMj/O3Izx/s3lkHnwoc8I57Hz/TqlUITMzc9oNw/bv389dd93Ff/3Xf/HAAw/MGSIDVmPkT37yE9588016e3vJyMjgV7/6lZ2XZ6avCRaLRfouPv744xw9epSGhgby8/P5v//7P0JCQhAEYU69T07MDpzj0tUPQRA4ffq05P88duwYK1eulIJtYmJiZuy3furUKU6fPi2Fs4hl0hqNZkKZ9Ll6r8x1iESmv7+f3NzcaROZ559/npdffpk9e/aQkZFx/p0uES7HuATOselcmDNkxomvFgYHB/nwww8pLi7m448/Jjw8nNtuu43NmzeTk5MzbWLT3d1NVVUVycnJxMTETHh8dHQUrVYrdRP29/eXTJqOSSL/YYt8Phe5OXCglVX5MRKBqVHpCAzw5Gv3LrXbZ5WM/ICVuNwtS1M7qGzljHqQ+XHWmtlr8udz4IC9SiOuF3H/1+Opr6+/KCJz8OBBbr/9dn73u9/xne985yt5ETx9+jQBAQEEBQXZDQTf+MY3KCsr48c//jFeXl48/vjj5OTk8M4771zmM3bCCSdmA4Ig0NraKvk/Dx48SE5ODoWFhRQWFhIfHz+ta6QgCJw8eZIzZ85M2sBYEASGhoakm24jIyOEhIQQHh5OWFjYtAzzlwuCIFBXV0dfXx85OTkTbhhO9Rj/+Z//yQsvvMBnn30mtYz4qsE5Nk0dTjJzgejr6+MHP/gBO3fuZHh4mOXLl/Mf//EfZGdnn3ffBx54gNdee23C+uTk5Am1lV8l6PV6du/eTXFxMR9++CEBAQHcdtttFBUVsWLFiilL7zqdDpVKxZIlS6aUSGQwGCRi09PTg6+vr12/ADkmIzYHZOVfIg4qW+1SzVxsv65VDoRIPhyKiWSrHFQbVY1uUkXmmvz5EpFZtmwZISEh532tk+HYsWMUFhbyq1/9ikcfffQrSWQOHz7M+vXr2bdvn51x8/XXX+ell17i9ddfJz09HYAvvviCb3/723z55ZczerfWCScuFs5xaeYhCAKdnZ3s3LmT4uJi9u/fT0ZGhkRsFi1aNKVrgCAINDc309HRQU5ODr6+vufdR6/XS8RmaGjorGXScw2CIFBfX09PTw+5ubnTJjKvvvoqv/71r/nkk09YsWLF+Xe6CuEcmy4MV66OeRlgsVjYsGEDVVVVPPXUU4SGhvLqq6+ybt06ysrKSEpKOu8xPD09+dOf/mS3brrJU1cLfHx8uOOOO7jjjjsYGRnhs88+Y8eOHdx9993MmzePTZs2sXnzZq655pqzSu8ajYaamhrS0tKIiIiY0vN6eHgwf/585s+fj9FolBqhnTp1Ci8vL4nY+Pr68sQzK3hikl42jkTGUcWprukiLT1MSh4TCYlIXA4pW/nf/6mwi4EWVZnU9FA7AiMe+5++kUBdXd1FEZmKigqKior4yU9+8pUlMgCff/45AwMDdiZci8XCiRMnSE1NtftNL1y4kIGBAfr6+pg/f2KIhBNOXA44x6XZgUKhICoqiocffpiHHnqIrq4uyf/561//muTkZInYnM3/KQgCjY2NaLVacnNzp9zvxsfHh4ULF7Jw4UKGh4fRarVSSfG5yqQvJ2aKyPz5z3/mueee46OPPvrKEhlwjk0XCqcycwH4xz/+wT333MM777zDnXfeCVjVgMWLF3PLLbewbdu2c+7/wAMPsH37doaGhi7F6V7xMBgM7Nmzh+LiYnbt2oVCoWDjxo0UFRWxZs0a6Q7VoUOHGBkZIT09fUZMtSaTSeoX0NXVhYeHBxEREYSHh+Pv7283aD3/28PA5EEBcnJzSNmGWj2AAoiN82e1zV8jV3fEUjW1eoC4OH+JKMmP/fUHFlBTU3NRcZ4qlYpbb72VJ598kmeeeeYrSWREyf6VV17hu9/9LseOHSM7O1taPzAwQHNzs1TeYDabGRgYYNWqVXz44YdSos7IyAjz5s37Sr6HTswNOMelSwtBEOjr6+O9996juLiYzz77jISEBMn/mZaWhouLCyaTiT179uDt7U1OTs6MNES8kDLpSwkx2KC7u3var1UQBF5//XV+8IMf8P7777Nu3bqZP9ErAM6xaXpwKjMXgO3btxMREcHtt98urQsLC+Puu+/mzTffZGxsbEpGN7PZjF6vn9HmXVcjPDw8WL9+PevXr2fr1q3s37+fd955h+985zuMjY2xceNGFAoF77zzDvv375+xdCA3NzciIyOJjIzEbDbT3d2NVqulvLxc6hcQERFBYGAgTz290rrT0+PEBib2rhEQiLWllok9YlQqHenpYRJpGU8rExAQJDIkEiKRyFxMnGddXR0bN27kscce+8oSGRg3dkdERCAIAgMDA9J6i8WCv7+/XZ22q6srHh4ejI2NodFoSExMpLKykh/96Ef84Q9/+MreDXPi8sM5Ll1aiL3OvvGNb/CNb3yDgYEBPvjgA4qLi7n++uuJiopi48aNHD16lL6+PkpKSmaMaMybN4+4uDji4uLsyqSPHz+Or6+vdNNtqgrQTEBUn7q6usjNzZ02kXn77bd56qmnePfdd7+yRAacY9N0ccX1mbmcqKioIDs7e4I5ffny5QwPD9PU1HTeYwwPD+Pv709AQADBwcE88sgjzjtiU4CbmxvXXXcdW7dupbW1lV27dqFWq3njjTdQKBT8x3/8B++99x7Dw8Mz+rwieUlLS2Pt2rUsXboUi8VCVVUV+/fvp66uju7ubiwWC089vVL6JychIsTlVfkxCAikpYdKpEX8B3DPfUsnREN/45sLJSIzXdLW2NjIxo0befDBB/nZz372lSQyQ0NDjI2NScti/bper5fWnS18wtXVFZPJhLu7O/X19dxwww1ERUV9ZQYLJ+YmnOPS5YW/vz/33XcfxcXFaDQafvWrX1FcXMzhw4cZGBjg5z//OYcPH8ZsNs/o84pl0tnZ2axdu5a4uDj6+vo4fPgwBw8e5MSJEwwODs5q/xFBEGhqakKn002byAAUFxfzve99j3feeYfrr79+hs/yyoBzbLo4OJWZC0BHR4eUIS6HaDZvb2+XDFmTISoqih/84AdkZ2djsVjYvXs3r776KlVVVezbt++KjmK8lHB1deXYsWNUVVVRUlKCi4sL27dv50c/+hEPPvggN910E0VFRdx8881TMltOFS4uLoSGhhIaGkpKSgp9fX1otVpqamom9AuQFBvsFRuYvCTt79usEcxp6WETFJkH/jmR6urqiyqjO3HiBBs3bmTLli0899xzX0kic/LkSVatWsWCBQvIz8/nnnvuoa+vj8jISLq7u6Xt5PGXIsxmMyaTifnz53P8+HGeeuop7rrrLrZu3XrWfZxw4lLAOS7NHbi7u/O3v/2N0NBQDh48SFlZGcXFxdxxxx34+PiwadMmioqKWLVq1Yy+r+7u7kRHRxMdHW1XJn306FE8PT3PWiZ9MRCJjEajuSgi8+677/LQQw/x9ttvc8stt8zIuV1pcI5NF4+v7FXKYrFgMBimtK2npycKhYKRkZFJ5XrR6DYyMnLO4/zmN7+xW/7a177G4sWLefbZZ9m+fTtf+9rXpnj2X22YTCapQZWY1rNq1Sqef/55ysvL2b59O7/61a/4zne+ww033EBRURG33HLLjF7IXVxcCA4OJjg4mOTkZPr7+9FoNDQ0NGA0GiViExoaaiU2T1v3E4mNo7cmNs6fe2RqjEhoRCKTlpZGeHj4tM719OnTbNy4kdtvv53nn3/+K3FhmwxffvklKSkpNDc38+KLL/Liiy8SFRVFZ2cnVVVVaDQa/Pz88Pb2tttPEARcXV1xdXWls7OTLVu28OCDD0qDhbyJmRNOXAyc49KVjc7OTlxcXNizZw9BQUHExsZSVFTE6OgoX3zxBTt27GDLli24urpKwTb5+fkzGr18rjJpNzc3KTwgMDBw2uOhmNAmEhnHa+ZU8eGHH/Iv//IvvP7/27vzqCav9A/g34AIERBBkMWqIIu4gqwuUKGMKEUIWKCHWnuwWOqMdSqtjAvTX8WxPbU4MuMoba1WqK3TCkG06ljFglAXkIooFVFRFtlXCQgoyf39wUlqDMgikASezzk5wk1uuK9w3i+X9773+fZb+Pr69us9hgPKphc3YjcASEtLg7u7e69em5+fD2tra2hpaeH111/HgQMHpJ4/deoUvL29cfr0aamiSb3R2toKLS0trFq1SmY3GdJ/IpEIeXl5kgrPd+/exSuvvAIejwdvb2/o6uoOWoVngUAgKYTW1tYmKYRmYGAg9de4pzcPeHZJGgCsCrVAbm5un3Zoe9aDBw+wZMkSLFmyBLGxsSN2IvO0kpIS3L59G8ePH0dOTg4uXLgAANDX18ekSZOwYsUKzJkzBwsWLMDo0aOlvmfu7u4wMzPDN998A2BkhQUZfJRLw9+TJ0+QlpYm2dimo6MDy5YtA4/Hg5ubW78KTPaGSCRCfX09qqqqUFNTAw6HI5nY6Orq9jobGGO4e/cuysvL+7RD27POnDmDFStWYP/+/QgODu7Xeww3lE39N2InM5WVlTh9+nSvXuvv7w8dHR1YWlrC0tISp06dknr+wIEDWL16tWQpUF9NmDABLi4uSEpK6nNf0jPxTiviic3vv/+ORYsWgcfjwcfHB/r6+oM2sXm6XkBLS4tUIbRn6wU8vRxtVagFrl+/jhkzZsDIyKhfX7+iogJLly6Fq6srvv766xF1YnuWeCeYZ6sjp6amIjAwEPPmzQOXy0V6ejpqamoAAC+99BKOHj0Ke3v7bi/vj+T/UzLwKJdGlo6ODvz6669ITExEcnIympub4e3tDR6PBw8Pj0HboUwkEqGxsVGSTc8uk+5uYsMYQ2FhIcrKyl5oIpOamorXX38dsbGxWLly5Yhc9ixG2TQwRuxkpj8CAwORkZGB8vJyqR+esLAwfP/996ivr+/zX1UEAgF0dHTwzjvv4KuvvhroIZNniE/G4olNTk4OFi5cCB6PB19fXxgZGQ3aibWlpUWy+4xAIICurq7kL2NP/9zU1dUhNze318U/u1JVVQUvLy84ODggPj5+xJ3YeiIOgOLiYtja2iI8PBz/93//h3v37iEnJwcnT57EvHnzEBYWJtPn2Y8JkSfKpeFBKBTi8uXLkolNXV0dlixZAj8/P3h6eg7aDmWMMcky6erqanR0dEhWE+jr60tlR2FhIR48eNDr4p9dycjIQEBAAGJiYhAaGjqiJzJdoWzqn5F3xC8gICAAVVVVUn+pqq2tRUJCAnx8fKQCo7CwEIWFhZLP29raIBAIZN7zH//4BxhjWLp06eAOngDo3N7QwsICmzZtQmZmJu7cuQMfHx/w+XxYW1vD09MTe/bsQWlp6YDvAqOpqQkzMzM4Oztj4cKF0NfXR2VlJTIyMnDlyhWUlJRI1si+yESmtrYWPj4+sLGxQVxcnNwmMo2NjQgLC4OBgQE0NTXh7u6Oq1ev9qpvSEgIOByOzMPa2npAxiY+2aurq0NVVRXV1dUAOouPvfbaa4iNjZWEhUgkkurz7MeEyBPl0vCgqqqKhQsXIiYmBoWFhUhJSYGZmRm2bt0KU1NTvPHGGzhy5EiX368XweFwMG7cOEybNg0uLi6ws7ODhoYG7t69i7S0NOTm5qKiogJ37txBaWnpC01kLl26hMDAQHz22WdynchQNg0/dGWmD4RCIVxcXJCXlydVabmkpARXrlzBtGnTJK81NTUF0HnztfjfuXPnIjg4WPJD//PPP+PUqVNYunQpTp48OWJ/CBUBYwxlZWVISkpCUlISLly4gLlz58LPzw88Hg+mpqaDduJtb29HdXU1ysrKIBAIwOVyMXHiRBgaGvb5xsr6+nosW7YMZmZmOHLkyIDeWNoXIpEIrq6uMlXJS0tLe1WVPCQkBD/88EOXVcl9fHwGbJyNjY2wsbGBq6srvvvuuxF5eZ4oN8ql4U1cCoDP5yMpKQn379+Hh4eH5P5PHR2dQVsm3dzcjOrqajx48ACPHz+Grq4uTExMYGBg0Odsyc7Ohq+vL6KiovDXv/5VbhMZyqbhiSYzfdTQ0ICIiAgkJyejtbUVjo6O2LlzJxwcHKRe92xoNDY2Yt26dbh8+TLKy8shFAphYWGBFStWYMOGDXL7pZPIYoyhqqoKycnJ4PP5OH/+PGbOnCmZ2FhaWg74ibihoQE5OTkwNzfHqFGjUF1djbq6OmhqakqKdGpqaj736zY2NsLHxwfGxsbg8/mDdiNpbyhLVXKhUAhbW1tMnDgRp0+fllm3TIgyoFwaGRhjuHnzpmSZdH5+Ptzd3eHn5wdvb2+MHz9+wM9f9+/fR3FxMWbMmCFZKi1eJm1oaAgDA4Mes+batWvw9vbGli1bsGHDBrmeYymbhieazBDyHIwx1NXV4dixY+Dz+Th37hysrKzA4/Hg5+eH6dOnv/AJRjyRmTZtGiZOnChpf/LkiaReQG1tLTQ0NCT1ArS1taW+blNTE/z8/KCjo4Njx45JtmWVl6CgIKSnp8us43/33Xfx3Xff9biOXxwYDx8+HPSq5Pb29tDU1ER6evqgfQ1CCBlI4u2RxROb3NxcuLq6Su7/nDBhwgtnU1FREYqKimBvbw9tbW1Je2trq+T+z4cPH0JHR0eSTc9mT15eHry8vBAeHo7IyEi5/0JO2TQ80fVjJdfe3o6NGzfCxMQEXC4Xzs7OOHv2bK/6lpWVISgoCOPGjcPYsWPB4/Fw7969QR6xcuFwONDX10doaChOnjyJqqoqRERE4MaNG3B1dYW9vT22bt2K3NxcyfrVvmhsbEROTg6srKykJjJAZyE0Y2Nj2NjYwM3NDRYWFnj06BGys7Nx4cIFnDlzBikpKWhqakJgYCDGjBmDo0ePyn0iAyhPVXKRSASBQAAbG5sBfV9CRjLKpcHH4XBgZWWFLVu24MqVKygoKICXlxd++OEHyVWG2NhYlJWV9ev+z+LiYty/fx92dnZSExkA4HK5mDJlChwdHeHq6gojIyPU1NTg119/RVZWFhITE/H7778jPz8fy5Ytw9q1axViIgNQNg1XdGVGyQUHByMxMRHr16+HpaUl4uLicOXKFaSmpsLFxaXbfs3NzbCzs8PDhw/x4YcfQk1NDTExMWCM4dq1axg/fvwQHoVyampqwsmTJ8Hn83H69GkYGhrC19cX/v7+XZ4snyWeyFhYWGDSpEm9/rpCoRD19fWIi4vDzp070d7eDn19fezfvx+enp4KUbH7RWtfbN68GYwxqark8fHxWLhw4YBXJb948SIWLFgAAHQpn5ABQLkkP4wxlJaWIikpCUePHsXFixdhb28vWU0wefLkHs9xxcXFuHfvHuzt7ft05eHx48eoqalBREQETpw4AaCzoPUXX3yBWbNmvdBxDRTKpmGKEaWVmZnJALDo6GhJW2trKzM3N2fz589/bt8dO3YwACwrK0vSlp+fz1RVVdnmzZsHbczDVXNzM0tISGDBwcFs7NixbPLkyey9995jKSkprKmpibW0tEg9ysvL2YkTJ9itW7dknuvto66ujrm7uzMrKysWEhLCJkyYwPT19dnnn38+oMcmFApZa2trrx4ikYgxxpiKigr785//LPNe586dYwDY0aNH+zyOTz75hAFg//3vf1/0kLrU0dExKO9LyEhCuaQ4RCIRKysrY3v27GGvvPIKGzVqFLOzs2Pbtm1jubm5rLm5WSZX8vPz2YkTJ1h5eXm/s+nGjRvMyMiILV68mPF4PKahocGsra1ZSkrKgB4fZRMRo2VmSiwxMRGqqqpS+41raGggNDQUly5dQmlp6XP7Ojo6wtHRUdJmbW0NDw8PHDlyZFDHPRxpamoiICAAhw8fRmVlJf7zn/9Iln9ZW1vjgw8+QHp6Ojo6OpCeno7IyEiYm5v36YrM09rb2/Hmm29CIBDg8uXLOHjwIMrLy8Hn82Fvbz+gx5aeng4ul9urR0FBAYDOZQjt7e0y79XW1iZ5vq/Cw8OhoqKClJSUFzugbtBOMYS8OMolxcHhcGBiYoK1a9ciJSUF5eXlWLNmDS5cuAAHBwfMnz8fn332GfLz88EYQ3R0NJKSkmBnZwcdHZ1+fc3i4mJ4e3vD398fp0+fRnJyMmpqarBt2zbJBhQDhbKJiMl/PQrpN/G9Fs9eBnZycgLQuYNIV78si0QiXL9+HW+//bbMc05OTjhz5gwEAoHMOlnSO1wuF76+vvD19cXjx49x7tw58Pl8rFy5Eh0dHWhpaYG/v3+/68g8efIEISEhKC8vx7lz56Crqwug84T38ssvD+ShAOj8ZeLgwYO9eq34mIyNjVFRUSHzvLjNxMSkz+PgcrkYP3486uvr+9yXEDI0KJcUE4fDgYGBAd555x2sXr0aDQ0NOH78OPh8Pj7//HOMGzcO9fX1iI6O7vf/cVlZGby9vSX12sRLrbW0tBAYGDiQhwOAson8gSYzSqyioqLLX4jFbeXl5V32q6+vR3t7e499n65PQPpn9OjR8PLygpeXF9599114eHjAzs4O6enpmDp1KpYtWwYejwd3d/debaXc0dGB0NBQFBYWIjU1dUjWkBsZGSEkJKRPfWxtbZGRkSFTjTgzMxNjxoyBlZVVn8chEAhQW1sLAwODPvclhAwNyiXFx+FwoKenh5CQEISEhGD37t3YuHEjnJ2dsWXLFuzZs0dy/6etrW2vag1VVlbC29sbrq6u+PLLL4ekPhFlExGjZWZKrLW1tctfgMW7WbW2tnbbD0C/+pL+KSwshJeXFyIjI3H58mU8ePAASUlJGDt2LN5//32YmZkhNDQUP/30U7f/90KhEGvWrMHNmzeRkpKi0CdOqkpOyMhEuaRcfvzxR0RGRuLMmTPIyMhAVVUVPvnkEzx48ACvvvoqZs+ejU2bNiEzM7PbHTurq6vh7e0NBwcHHDhwQKGXRVE2DU90ZUaJ9Xftp7h9oNeNku5NnjwZ+/btw/LlywF0LglbtGgRFi1ahH//+9+4fPkyEhMTsXnzZqxevRpLliyBn58fPD09oaWlBaFQiHXr1iE7OxupqakwMjKS8xE9X0BAAObNm4dVq1bh5s2bkirLQqEQUVFRUq/18PAA8Echv8rKyudWJefxeEN6LISQ3qNcUi4uLi44ffo0Fi5cCKBzSVhQUBCCgoLw6NEj/Pzzz0hKSsLy5cuhqakJX19f+Pn5Yf78+VBVVUVtbS18fHwwc+ZMxMfHK8Rums9D2TQ8KfZPHXkuY2NjlJWVybT3tPZTT08P6urqA75ulHRPTU1NMpF5loqKChYsWIAFCxZg586d+O2338Dn87Ft2zaEhYXhT3/6EwQCAYqKinD+/HmZejSKSFVVFadOnUJERAR2794tqUoeFxfX4zKRcePGYdmyZTh79izi4+MlVck//fRTbNiwYUiWLxBC+odySblMnDix20wZM2YM/P394e/vj7a2NqSkpCApKQnBwcFQU1ODp6cnLl26hBkzZuDw4cNQU1Mb4tH3HWXT8ER1ZpRYREQEYmJiUF9fL3Wz5aefforIyEiUlJR0u1uWo6MjOBwOsrKypNo9PT1lLq0S+RCJRLhx4wbi4uKwf/9+ZGVlYfr06fIeFiGEdItyafh78uQJ0tLSEBMTg7y8PNy5c6dX93wSMlhoGqnEAgICIBQKsW/fPklbe3s7Dh48CGdnZ0lglJSU4NatWzJ9r1y5guzsbElbQUEBfvnll0HZdYT0nYqKCmxsbBATE4OHDx/SRIYQovAol4Y/NTU1LF68GKdOnUJRURFNZIjc0ZUZJRcUFISjR48iPDwcFhYWiI+PR1ZWFs6dOyfZptfNzQ3nz5/H099qgUCAuXPnQiAQYMOGDVBTU8OuXbsgFApx7do1hb65nBBCiOKiXCKEDCW6Z0bJffvtt/joo49w6NAhNDQ0YM6cOThx4kSP9Ua0tbWRlpaG8PBwbN++HSKRCG5uboiJiaHAIIQQ0m+US4SQoURXZgghhBBCCCFKie6ZIUOmvb0dGzduhImJCbhcLpydnXH27Nke+23duhUcDkfmIa49QAghhPQXZRMhyo2WmSkwcYVagUAAbW1teQ/nhYWEhCAxMRHr16+HpaUl4uLi8OqrryI1NRUuLi499v/iiy+gpaUl+VyRC3MRQshwRdkkjbKJEPmiZWZKYO3atUhISMD//vc/2Nvby3s4/ZKVlQVnZ2dER0djw4YNADoLoc2aNQsTJkzAxYsXu+27detWREVFoaamBvr6+kM1ZEIIIc9B2UTZRIgioGVmSiAoKAi1tbVISUmRtAmFQjmOqO8SExOhqqqKsLAwSZuGhgZCQ0Nx6dIllJaW9vgejDE0NTWB5t+EECJ/lE2dKJsIkS+azCgw8YmRy+WCw+Hg2rVrkudUVVWRk5ODxYsXY82aNaivr5fTKHsnJycHVlZWUkXUAMDJyQkApI6tO1OnToWOjg60tbXx5ptvoqqqajCGSggh5Dkom6RRNhEiX3TPjALjcDhgjGHmzJmYPHkyamtrAQB37tzBrl27sG/fPujp6cHKygrNzc3Q09OT84i7V1FRAWNjY5l2cVt5eXm3fXV1dfHee+9h/vz5UFdXR0ZGBvbu3YusrCxkZ2fLhBAhhJDBQ9nUibKJEMVAkxkFx+FwMGbMGJiZmSE/Px+RkZE4fPgwKisrsWbNGqxduxYzZsyQ9zB71Nra2mWVYPGuL62trd32ff/996U+f+211+Dk5IQVK1YgNjYWmzZtGtjBEkIIeS7KJsomQhQFLTNTUE+vva2srMSECRNQXl6O3bt3Y9KkSTh16hT27t0rExYikWioh9orXC4X7e3tMu1tbW2S5/vijTfegJGRkdRabUIIIYOLsun5KJsIGXo0mVFQ4sv4ycnJCA4ORnJyMgDggw8+QHp6Otzd3cEYkwkIFZXOb6mi3YRpbGyMiooKmXZxm4mJSZ/fc9KkSQq/HltRVVRUYNOmTXB3d4e2tjY4HA7S0tL69B5lZWUICgrCuHHjMHbsWPB4PNy7d29wBkwIUQiUTT2jbOo/yibSHzSZUUCMMeTl5WHlypVYvnw57ty5g/Xr1wMAdHR0AHT+lYvD4UgCoqSkBN9//z2OHTuGR48eKdw+97a2trh9+zaampqk2jMzMyXP9wVjDEVFRTAwMBioIY4oBQUF2LFjB8rKyjB79uw+929uboa7uzvOnz+PLVu2ICoqCjk5OVi0aBHq6uoGYcSEEHmjbOoZZdOLoWwi/cKIQsnNzWVbtmxhGhoabPTo0WzDhg2spaWFNTQ0MA6Hw9zd3bvsd/z4cRYcHMymT5/OOBwOS0xMHOKRP9/ly5cZABYdHS1pa2trYxYWFszZ2VnSVlxczPLz86X6VldXy7zf3r17GQC2a9euwRv0MNbU1MTq6uoYY4wlJCQwACw1NbXX/Xfs2MEAsKysLElbfn4+U1VVZZs3bx7o4RJC5IyyibJpKFA2kf6gyYwCaWtrY8uXL2ccDoe99dZb7ObNm5LnKisrmZOTE3N2dmatra1MJBJJ9W1vb2cFBQXs+PHjjMPhsKtXrw718HsUGBjIRo0axSIiIthXX33FFixYwEaNGsXOnz8vec2iRYvYs3NsLpfLQkJC2D//+U+2d+9eFhwczDgcDrO1tWUtLS1DfRjDTn8Cw9HRkTk6Osq0e3p6MnNz8wEcHSFE3iibKJvkgbKJ9BbtZqZA1NXVwefzUV9fL7WVpUgkgqGhIbS0tJCRkYHS0lJYWlpK9R09ejSsrKzw448/wtzcHHPnzh3q4ffo22+/xUcffYRDhw6hoaEBc+bMwYkTJ/Dyyy8/t9+KFStw8eJF8Pl8tLW1YcqUKfjb3/6GyMhIjBkzZohGT8REIhGuX7+Ot99+W+Y5JycnnDlzBgKBANra2nIYHSFkoFE2dY2ySbFQNo1cNJlRIKzzShn09PTAGAOHwwHQeeNkR0cHHBwckJqaiqKiIpnAAIDHjx8jMTER/v7+Qz30XtHQ0EB0dDSio6O7fU1XN/p9/fXXgzgq0lf19fVob2/vsTbDtGnThnpohJBBQNlE2aQMKJtGLprMKBAOhyMJCfG/YqNGjUJUVBRmzZqFjo4OAJAKFaCzYFleXh4OHDgwdIMmcicSifD48eNevVZdXV3mZ6uvxHUX+lubgRCiXCibSH9QNpGhQruZKRENDQ2sXLkSXl5eAGRD5dixY5g0aRLs7e3lMbxhqbm5GR9//DGWLl0KPT09cDgcxMXF9bp/Y2MjwsLCYGBgAE1NTbi7u+Pq1asDOsb09HRwudxePQoKCl7464nrLgxkbQZCiPKibBpaypBLAGUTGTp0ZUbJPPsXLzGRSAQ+nw8/P78X/usG+UNtbS22bduGyZMnw8bGpk/73YtEInh7eyM3NxcRERHQ19dHbGws3Nzc8Ntvv3W5HKM/rK2tcfDgwV69tqvL732lp6cHdXX1Aa/NQAhRXpRNQ0cZcgmgbCJDhyYzSubpMBAKhSgoKICWlhYePXqEvLw87NmzR46jG37EBdWMjIyQnZ0NR0fHXvdNTEzExYsXkZCQgICAAABAUFAQrKys8PHHH+Pw4cMDMkYjIyOEhIQMyHv1hoqKCmbPno3s7GyZ5zIzMzF16lS6wZKQEYayaegoQy4BlE1k6NAyMyXW3NyM3bt3w9TUFB4eHgCA8ePHy1ReJv2nrq4OIyOjfvVNTEyEoaEhli9fLmkzMDBAUFAQjh071uWlcEVUUlKCW7duSbUFBATgypUrUqFRUFCAX375BYGBgUM9REKIAqFsGlyUS50om4gYTWaUmI6ODr788ktcvXoVoaGhmDJlCqytrbFu3To0NDTIe3gjXk5ODuzs7CSVsMWcnJzw6NEj3L59W04j67R9+3Zs374dfD4fAHDo0CFJ29PeeustTJ8+XartL3/5C8zNzeHt7Y3o6Gj861//wuLFi2FoaIgPP/xwyI6BEKJ4KJsUl6LnEkDZRPqOlpkpMfEaZVtbW9ja2mLbtm3Iy8tDSUkJ1NTU5D28Ea+ioqLLOgVPbxE5e/bsoR6WxEcffST1+TfffCP5+O9///tz+2prayMtLQ3h4eHYvn07RCIR3NzcEBMTAwMDg0EZLyFEOVA2KS5FzyWAson0HU1mlJh4jbJIJIJIJIKqqipmzZqFWbNmyXlkBOjcAlKRt4hkjPXqdd3dXPrSSy8hISFhAEdECBkOKJsUl6LnEkDZRPqOJjPDgIqKiuSScXc7ypChx+VyaYtIQsiIRdmkeCiXyHBE98wMMxQWikO848yzaItIQshIQ9mkGCiXyHBEkxlCBomtrS2uXr0qs4NPZmYmxowZAysrKzmNjBBCyEhEuUSGI5rMEDIAKioqcOvWLTx58kTSFhAQgKqqKiQlJUnaamtrkZCQAB8fny7XLRNCCCEDgXKJjBR0zwwhPdizZw8aGxtRXl4OAPjpp5/w4MEDAMC6deugo6ODzZs3Iz4+Hvfv34epqSmAztCYN28eVq1ahZs3b0oqLQuFQkRFRcnrcAghhCg5yiVC/sBhvd02gpARytTUFMXFxV0+Jw6JkJAQmdAAgIaGBkRERCA5ORmtra1wdHTEzp074eDgMESjJ4QQMtxQLhHyB5rMEEIIIYQQQpQS3TNDCCGEEEIIUUo0mSGEEEIIIYQoJZrMEEIIIYQQQpQSTWYIIYQQQgghSokmM4QQQgghhBClRJMZQgghhBBCiFKiyQwhhBBCCCFEKdFkhhBCCCGEEKKUaDJDCCGEEEIIUUo0mSGEEEIIIYQoJZrMEEIIIYQQQpQSTWYIIYQQQgghSokmM4QQQgghhBCl9P/0ylLHBu0ufwAAAABJRU5ErkJggg==", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# --- Create two-dimensional plots\n", "fig = plt.figure(figsize=(10, 5))\n", @@ -1519,7 +1644,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 22, "id": "49e64584-5012-4a60-8942-c92ef9f84530", "metadata": { "editable": true, @@ -1530,7 +1655,18 @@ "hide-input" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# --- Create two-dimensional plots\n", "fig = plt.figure(figsize=(10, 5))\n", @@ -1581,12 +1717,12 @@ "source": [ "### In the (2D) Newton basis\n", "\n", - "You can transform a Minterpy polynomial in the Lagrange basis to another polynomial in the Newton with the help of {py:class}`LagrangeToNewton <.transformations.lagrange.LagrangeToNewton>`:" + "You can transform a Minterpy polynomial in the Lagrange basis to another polynomial in the Newton basis with the help of {py:class}`LagrangeToNewton <.transformations.lagrange.LagrangeToNewton>`:" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 23, "id": "af1e9b4d-d5d1-4fa6-bf34-e2826abdd40f", "metadata": { "editable": true, @@ -1616,7 +1752,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 24, "id": "c7a0885c-28d8-4616-8764-972c8439c566", "metadata": { "editable": true, @@ -1625,7 +1761,20 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 4.74341649e+00, 1.07861961e-01, -1.06947330e-01, 2.47397340e-03,\n", + " 1.03165489e-01, -2.34823578e-03, 2.29202359e-03, -1.04530584e-01,\n", + " 2.44535969e-03, 2.16730120e-03])" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "nwt_poly_2d.coeffs" ] @@ -1646,7 +1795,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 25, "id": "602a4560-67ba-44ff-ab5d-167e745e8638", "metadata": { "editable": true, @@ -1657,7 +1806,18 @@ "hide-input" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# --- Create 2D data\n", "xx_1d = np.linspace(-1.0, 1.0, 1000)[:, np.newaxis]\n", @@ -1707,7 +1867,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 26, "id": "38140830-025b-480e-aa4f-f21a5492aaed", "metadata": { "editable": true, @@ -1718,7 +1878,18 @@ "hide-input" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# --- Create two-dimensional plots\n", "fig = plt.figure(figsize=(10, 5))\n", @@ -1758,7 +1929,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 27, "id": "44d2aa8b-8270-4d42-9597-c1cc23267f19", "metadata": { "editable": true, @@ -1769,7 +1940,18 @@ "hide-input" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# --- Create two-dimensional plots\n", "fig = plt.figure(figsize=(10, 5))\n", @@ -2593,8 +2775,9 @@ ] }, { - "metadata": {}, "cell_type": "markdown", + "id": "3d20a42e4ebc930b", + "metadata": {}, "source": [ "## From interpolant to interpolating polynomial\n", "\n", @@ -2614,8 +2797,7 @@ "| {py:meth}`to_lagrange() <.interpolation.Interpolant.to_lagrange>` | {py:class}`LagrangePolynomial <.polynomials.lagrange_polynomial.LagrangePolynomial>` |\n", "| {py:meth}`to_canonical() <.interpolation.Interpolant.to_canonical>` | {py:class}`CanonicalPolynomial <.polynomials.canonical_polynomial.CanonicalPolynomial>` |\n", "| {py:meth}`to_chebyshev() <.interpolation.Interpolant.to_chebyshev>` | {py:class}`CanonicalPolynomial <.polynomials.chebyshev_polynomial.ChebyshevPolynomial>` |" - ], - "id": "3d20a42e4ebc930b" + ] }, { "cell_type": "markdown", @@ -2632,9 +2814,9 @@ "\n", "In this tutorial, you've explored the different polynomial bases supported by Minterpy. Depending on the problem at hand, it may be more intuitive to construct a polynomial in a specific basis.\n", "\n", - "Once a polynomial has been constructed in one basis, it can be transformed into another. The result of this transformation is a polynomial that is equivalent to the original but represented in a different basis.\n", + "One of the powerful features of Minterpy is the ability to transform a polynomial from one basis to another. This transformation produces a new polynomial that is mathematically equivalent to the original, but expressed in a different basis.\n", "\n", - "Note, however, that Minterpy has different supported features for each polynomial basis as summarized by the following table.\n", + "Keep in mind that Minterpy's supported features vary across different polynomial bases. The following table provides a summary of the available features for each basis.\n", "\n", "| Operations | Lagrange | Newton | Canonical | Chebyshev |\n", "|:----------------------------------|:--------:|:--------:|:---------:|:---------:|\n", @@ -2651,13 +2833,13 @@ "\n", "---\n", "\n", - "So far, you've learned:\n", + "To recap, you've now acquired a solid foundation in working with Minterpy polynomials, including:\n", "\n", - "- how to construct Minterpy polynomials in one or more dimensions\n", - "- what operations you can perform with Minterpy polynomials (arithmetic and calculus operations)\n", - "- the different polynomial bases and how to transform between them\n", + "- Constructing polynomials in {doc}`one <1d-polynomial-interpolation>` or {doc}`more ` dimensions;\n", + "- Performing various operations with polynomials, such as {doc}`arithmetic ` and {doc}`calculus ` operations;\n", + "- Understanding the different polynomial bases and transforming between them (_this tutorial_).\n", "\n", - "In all these tutorials, you typically start with a given function of interest, where you can evaluate it at chosen locations (i.e., the unisolvent nodes) to construct an interpolating polynomial.\n", + "In all these tutorials, you typically start with a given function of interest, where you can evaluate it at specifically chosen locations (i.e., the unisolvent nodes) to construct an interpolating polynomial.\n", "\n", "One important problem remains: _How do you construct a polynomial from a given set of scattered data?_" ] @@ -2679,7 +2861,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.16" + "version": "3.9.19" } }, "nbformat": 4, From 86cbafa9d3a7f43ee9112b75f4626b527df8f679 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Thu, 24 Apr 2025 15:21:12 +0200 Subject: [PATCH 23/33] Revise the tutorial on polynomial regression The in-depth tutorial on the polynomial regression has been revised to fix typos and grammatical mistakes. Furthermore, several sentences have been reformulated to enhance clarity. This commit should resolve Issue #27. --- ...calculus-operations-with-polynomials.ipynb | 153 ++--------- ...polynomial-bases-and-transformations.ipynb | 255 +++--------------- .../polynomial-regression.ipynb | 147 +++++++--- 3 files changed, 176 insertions(+), 379 deletions(-) diff --git a/docs/getting-started/calculus-operations-with-polynomials.ipynb b/docs/getting-started/calculus-operations-with-polynomials.ipynb index 8e8d997f..1546b1e2 100644 --- a/docs/getting-started/calculus-operations-with-polynomials.ipynb +++ b/docs/getting-started/calculus-operations-with-polynomials.ipynb @@ -47,7 +47,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "1562e776-f727-4ab0-968e-8f798ec9729b", "metadata": { "editable": true, @@ -124,7 +124,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "id": "51880cd0-08f6-4f11-be3d-4f6ab74e99e3", "metadata": { "editable": true, @@ -168,7 +168,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "id": "753dd9d01e17888c", "metadata": { "editable": true, @@ -179,18 +179,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "from mpl_toolkits.axes_grid1 import make_axes_locatable\n", "\n", @@ -253,7 +242,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "id": "7e969d20-460b-470c-9d9f-c0eb29669424", "metadata": { "editable": true, @@ -292,7 +281,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "5c474aaf-8a07-455a-b23c-7063544d001b", "metadata": { "editable": true, @@ -301,15 +290,7 @@ }, "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "6.446830678134147e-07\n" - ] - } - ], + "outputs": [], "source": [ "xx_test = -1 + 2 * np.random.rand(10000, 2)\n", "yy_test = fun(xx_test)\n", @@ -343,7 +324,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "id": "e8617dce-65ad-408f-bbad-f7c3f964eb43", "metadata": { "editable": true, @@ -352,18 +333,7 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "0.7757899777014252" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "poly.integrate_over()" ] @@ -414,7 +384,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "id": "a95c60b3-2be8-498f-8d7a-0e6ef572ba71", "metadata": { "editable": true, @@ -423,18 +393,7 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "0.3998415773175467" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "poly.integrate_over(bounds=[[-0.5, 0.5], [-0.25, 0.75]])" ] @@ -533,7 +492,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "8a889cec-d479-4b47-b3e7-4d2afcfc9f37", "metadata": { "editable": true, @@ -542,18 +501,7 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "poly_diff_0_1 = poly.partial_diff(0)\n", "poly_diff_0_1" @@ -575,7 +523,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "id": "1a25b1bd-f249-4f15-9ae6-c5c1e35d5abb", "metadata": { "editable": true, @@ -584,18 +532,7 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "poly_diff_1_1 = poly.partial_diff(1)\n", "poly_diff_1_1" @@ -603,7 +540,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "0bb6d7ad-d5df-4f55-a7e8-ec275335c42b", "metadata": { "editable": true, @@ -614,18 +551,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# --- Create 2D data\n", "xx_1d = np.linspace(-1.0, 1.0, 500)[:, np.newaxis]\n", @@ -713,7 +639,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "id": "fd813fb1-ca48-4c4c-9286-2e5be05c44fd", "metadata": { "editable": true, @@ -722,18 +648,7 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "poly_diff_0_1_1_1 = poly.diff([1, 1])\n", "poly_diff_0_1_1_1" @@ -755,7 +670,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "id": "0b5f3554-7338-48d8-bfa6-4d02aac39b1b", "metadata": { "editable": true, @@ -764,18 +679,7 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "poly_diff_0_2_1_1 = poly.diff([2, 1])\n", "poly_diff_0_2_1_1" @@ -783,7 +687,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "id": "c77b975c-41ab-44eb-8842-ace02cbd965c", "metadata": { "editable": true, @@ -794,18 +698,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# --- Create 2D data\n", "xx_1d = np.linspace(-1.0, 1.0, 500)[:, np.newaxis]\n", diff --git a/docs/getting-started/polynomial-bases-and-transformations.ipynb b/docs/getting-started/polynomial-bases-and-transformations.ipynb index e226d20b..bbd660ea 100644 --- a/docs/getting-started/polynomial-bases-and-transformations.ipynb +++ b/docs/getting-started/polynomial-bases-and-transformations.ipynb @@ -41,7 +41,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "id": "df692690-ece7-408f-bf6a-38fec281b28f", "metadata": { "editable": true, @@ -350,7 +350,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "id": "73f5d682-8a3e-470c-bd99-cc1612d08bd0", "metadata": { "editable": true, @@ -380,7 +380,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "7fadc61a-8037-4e25-a5f5-767be015a31f", "metadata": { "editable": true, @@ -410,7 +410,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "id": "9d5ee9e5-bc0d-4dc1-b350-df8eb2824f9e", "metadata": { "editable": true, @@ -419,18 +419,7 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "can_poly_1d = mp.CanonicalPolynomial(mi_1d, coeffs_1d)\n", "can_poly_1d" @@ -452,7 +441,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "id": "39b4892c-15ee-42e4-b818-49a79f241aab", "metadata": { "editable": true, @@ -463,18 +452,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "xx_test = np.linspace(-1, 1, 1000)\n", "plt.plot(xx_test, can_poly_1d(xx_test))\n", @@ -514,7 +492,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "6d31813e-1eb9-4aa1-b3fd-1ae1e1ca82ac", "metadata": { "editable": true, @@ -525,18 +503,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "can_monomials_1d = np.prod(\n", " np.power(\n", @@ -971,7 +938,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "id": "0d647fe1-a3ab-4e62-a54f-411312248448", "metadata": { "editable": true, @@ -1001,7 +968,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "6529df19-2e19-49c3-a73c-bd14fb9102d8", "metadata": { "editable": true, @@ -1010,18 +977,7 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "array([ 4.375, -1.25 , -0.5 , -1.25 , 0.125])" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "cheb_poly_1d.coeffs" ] @@ -1153,7 +1109,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "id": "c42f2f14-d90d-4195-a37f-76ce67a62f1f", "metadata": { "editable": true, @@ -1170,7 +1126,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "id": "15e5f04d-9ee9-4bbc-8265-a42940840838", "metadata": { "editable": true, @@ -1181,18 +1137,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "from mpl_toolkits.axes_grid1 import make_axes_locatable\n", "\n", @@ -1268,7 +1213,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "id": "b0ef93d9-1639-4beb-b9b6-c732e60faca7", "metadata": { "editable": true, @@ -1277,30 +1222,7 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "MultiIndexSet(\n", - " array([[0, 0],\n", - " [1, 0],\n", - " [2, 0],\n", - " [3, 0],\n", - " [0, 1],\n", - " [1, 1],\n", - " [2, 1],\n", - " [0, 2],\n", - " [1, 2],\n", - " [0, 3]]),\n", - " lp_degree=1.0\n", - ")" - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "mi_2d = mp.MultiIndexSet.from_degree(2, 3, 1.0)\n", "mi_2d" @@ -1322,7 +1244,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "id": "e12ebc38-ace2-4d6a-8cbc-b7f6038face4", "metadata": { "editable": true, @@ -1355,7 +1277,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "id": "25a71a7c-fe7b-403d-af41-4c521c510785", "metadata": { "editable": true, @@ -1385,7 +1307,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "id": "45a33bf2-dff1-49b7-9f1a-a1c73a8c4046", "metadata": { "editable": true, @@ -1396,18 +1318,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# --- Create 2D data\n", "xx_1d = np.linspace(-1.0, 1.0, 1000)[:, np.newaxis]\n", @@ -1458,7 +1369,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "id": "4f06c399-67a9-42cd-afbb-d331fc270998", "metadata": { "editable": true, @@ -1469,18 +1380,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# --- Create two-dimensional plots\n", "fig = plt.figure(figsize=(10, 5))\n", @@ -1520,7 +1420,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "id": "de2e6e5f-6b3e-4d00-a239-5ac05d0fd400", "metadata": { "editable": true, @@ -1531,18 +1431,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/png": 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", 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      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# --- Create two-dimensional plots\n", "fig = plt.figure(figsize=(10, 5))\n", @@ -1582,7 +1471,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "id": "68e7c9eb-7d5c-4881-878a-fcdfd7484bab", "metadata": { "editable": true, @@ -1593,18 +1482,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/png": 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zyX+3PDO5HG89179M2pRIJJLCY7Wwsjt37jA0NERpaSmlpaVbFjKp50tFURR8Ph8+n4/9+/cjhCAcDtviZmhoCCEEZWVldkGB4uJi276kihvrv1gsRjwetz+PFDcSSe5IMSPJimma6LqeZiwyB9O95JlZD5m0KZFIJIVPtkiBcDhMa2srhmFw7do1hoaG8jZ253IcRVEoKiqiqKiIAwcOIIQgFArZ1dIGBwcB0iql+f3+tFYDmqatEDepnhun0ymbS0skqyDFjCSN1Em+EGLNvi572TOTy/lk0qZEIpEUBtl6xyiKwv3792lvb2ffvn2cPHnSHqdXS/Tf7Lk3gqIoFBcXU1xczMGDBxFCsLCwQDAYJBAIcO/ePVRVTRM3RUVFa4qbaDRqH1uKG4kkHSlmJDaZrvv1GlTmW8zsJrkkbVqvFxUVSXEjkUgkO0Rqc2bAFitdXV1MTExw/vx5amtr7e33mm1SFMVuvNnQ0IBpmra4mZqaore3F03T7Hyb8vJyvF5vzuLGNE0cDgder1eKG8lDiRQzEiB7RZj1yLc3Za+ErGWLawaYnp6mt7eXq1evSs+NRCKRbDOrRQosLCzQ2tqKw+GgqakJr9ebtt9ue2bWQ1VVO6+nsbER0zSZn58nGAwyMTHB3bt3cTgcOYube/fuYZomR48etSuNptomKW4kDzpSzDzkrFYRJhf22urXdmFdm3VvHA6HTNqUSCSSbSRbpADA0NAQPT09NDY22pP3TArNNlkhZ2VlZRw+fBjDMGxxMz4+Tk9PD2632w5LKy8vx+Px2OImdXHNEoCxWIxoNCrFjeShQIqZh5hsFWE2MsCtZzDi8ThOpzPnY+4Vz8xapBoPkEmbEolEkm+yRQokEgna29uZnZ3l8uXLVFZWrrp/oUcNpIacQbLowezsLLOzs4yOjtLd3Y3H47HFjWEY9uJZqo2x7JJhGBiGscI2pbYokLZJUshIMfOQYuWDbNQbk8pqBsM0Tbq7uxkaGlrhKvf5fFnPVQgD6WoGTSZtSiQSydZZLVIgGAzS2tpKcXEx169fx+VyrXmcQvPMrIemaVRWVtoCTtd1u1La8PAwCwsLOBwOTNO0Cwq4XK5Vm0tb99h63xI1qS0K9sLnlkhyRYqZhwxrILNikLcyoc5mMMLhMC0tLQA8/vjjJBIJZmdn7STHbHHAqdf2IJCruMk0IFLcSCSSh5VskQIA9+7do6+vj+PHj9PQ0PBQ53NaOBwOqqqqqKqqAqC7u9uuwjkwMEAoFKKoqMi2s2VlZXaURDZxo+s6iUQiTdyktijIFsonkewlpJh5iNhqWFkmmQZjfHycjo4Ou0SmYRh247DGxsZV44DLy8txOp15TdjcS6wmbkzTtMWNjGuWSCQPK9kiBWKxGG1tbUQiER577DFKS0tzPt6D5plZD1VV8Xq9HD9+HEiGeFuem76+PsLhMH6/P03cpIaXSXEjKXSkmHkI2EjvmI1gGQzDMOju7mZ8fNwukWm9nkpmHLCu68zNzdnlKSORCK+88kqa5yZfHZzzRb7u22riRiZtSiSSh4XVIgWmpqa4ffs2lZWVXLp0CYdjY1OVfIuZQlhoS7UNLpeLmpoaampqAIjFYra4uXv3LtFoNE3clJaW5iRuIHuhGyluJLuNFDMPOJmNxvIZC2sN8q+88gqqqtLU1ITP58t5f4fDYccBV1RU0NPTw9GjRwkGg/T399Pe3p51NWm32K5QA5m0KZFIHjZM00TX9bRIASEEd+7cYWhoiNOnT7N///685nM+qKz3Wd1uN7W1tXYvnmg0SjAYZHZ2lp6eHmKxGCUlJXZBgdLS0rTcmUxxk9pc2qrwKcWNZDeRYuYBJrPRWL4HmMnJSUzTpKqqiuPHj+fl+NXV1VRXVwPZV5NKSkpscVNSUmL3gnmQkEmbEonkQWW1SIFwOExrayumaXLt2jX8fv+mz7GemMln1c5CxOPxUF9fT319PQCRSMQWN11dXcTjcUpLS+1FxNLSUttrlmmbrO/S8txkihtr4U0i2U6kmHkAsbwx1spJvsOTdF23Oy8DnDx5csvHzGYwMleTIpGILW46OjrQdd0ecMvLyykuLn4gV4RkXLNEInkQsMrXp5ZcVhRlRb7lVhepchEglpCSgNfrxev1sm/fPoQQtrgJBoOMjo6uamstu2ORKm6yeW5SF94kknwixcwDhuUCvnfvHsFgkEuXLuV14FhYWKClpQWXy8XVq1d55ZVX8nbs9bAG3Pr6+hUD7vDwMKZppjUV8/v9eR8098IgvJ64icfjBAIBDh48KMWNRCLZE1iT3Js3b1JdXU1DQwO6rtPd3c3ExISdb5kP1hMzGxEyheKZyWf4uM/nw+fzsX//foQQhMPhFbY2Vdz4/f6cxM38/DxCCKqrq9Ns016wq5LCRoqZB4jMRmP5XHkSQjAyMkJ3d7fdeTkej9vvbfU8GzUY2QbcxcVFe8Dt7+9HUZScetzkyl41aJniJhQKMTw8TH19vUzalEgku0q23jFCiLSFsaamprQy/VvlQS/NnMl2Xp+iKBQVFVFUVMSBAwdW2NrBwUG7amnmQmKmuJmdnSUej1NWVpYWOZJpm6S4kWwUKWYeALJVhFFVNW8VWHRdp6Ojg5mZGS5dumTXtrcGnLXETK5CJx9iyO/34/f7OXjwIKZpsrCwYFdKW6/HzYOEdc+tYgkyaVMikewGq7UDCAQC3L17114Yy/fY87CVZt5JMm2tEIJQKJR1IdESOEVFRfZ3YokX6/uxynKnFrqR4kayUaSYKXBWMxbW6tdWmZ+fp6WlBa/Xy/Xr13G73fZ7qWImH+RzdUlVVUpLSyktLaWxsRHTNO0y0Jk9bqz/Uj9bIZMpIGXSpkQi2Wmy9Y6xmijrus7ly5ftjvb55mHzzOwmiqJQXFxMcXExhw4dSltInJmZoa+vz27LkEgkcLlcaTbK8txIcSPZClLMFDCWNybVWFhsdTAXQjA0NMSdO3c4cuQIR44cWTGA5FPMbPfgpKrqqj1uhoeH6ezsxOfzrdvjphAG0fW8YTJpUyKRbBer9Y4JBoO0traiKAqHDh3aNiEDD59nZi8VM0hdSISkOLGaZY+NjdkenNSWC16vd01xE4vF7LB2KW4k2ZBipgDJ7B2TrVrZVsLMEokE7e3tzM7OcuXKFSoqKrJut5c9M+uR2uMGsFcM1+pxUyircxs1bLmIG1VVV1RLkwZEIpGkki1SAKCvr4979+5x/PhxFhYWtn3sWEvMbObchTL270VUVaWsrMzOk1FVlaqqqrQoCZfLtaa4SW0ubVXEW63/mmwu/XAixUyBkdk7ZrXeIptdmZqdnaW1tRW/38/169dxuVyrbltInpn1cDqdaT1u4vG4vYJk9bjxeDwYhkEgELCbiu1FtrpKl6u4katjEonEIlukQDQapa2tjWg0ymOPPUZpaSmdnZ3bLg7y3WdGkh8sT11qlIRhGHaUxOjoKN3d3VlDwFPnOpniJhqNAqSJG8s2SXHzcCDFTIGQOqHMFlaWyUY9M0IIBgYGuHv3LsePH6exsXHdAaCQPTPr4XK5VnRMHhwcZHJykq6uLhKJhN3As6KiYk/1uMl3yEGquJFxzRKJJJXVIgWmpqZoa2ujurqay5cv2wVJFEXJW3Ga1ZA5M3uTbLZJ0zQqKirsCJDVQsBTq6W5XK6cxU1mc2kpbh5MpJgpAFZL8l+LjRiMeDzO7du3WVhY4LHHHqOsrCyn/R4kz8x6eDweSktLCYVCXL58Oa3HzcjISB563HzG/pdQbgBXkv/WXgNxNfmG+nry/+aj9raq8X+sONJ2xk/LpE2JRGKRGSlgLaL19PQwPDzMmTNn2L9/f9o+qqratmy7kDkze5NcrnO1EPDZ2VkGBwfp6OigqKgorVqa0+lcVdyYpinFzUOAFDN7nMzeMbk+dLlWM7OSMktLS7l+/XrWpPf1eBA9M2uRrx43ip4UMEK9CeqSeFFurH3yFCGD+jqpctUSNpYrfyfIJm5S45pl0qZE8uCxWqTA4uIira2tADQ1NVFUVLRiX+mZeXjZjG3KDAFPJBIEg0FmZ2dX5LdauTnriZtYLEY0GrXbWEhxU/hIMbNHydZobKNxvmsZDCEE9+7d4969e5w4cYJDhw5t+AFeyzOzWi7PescqRLL1uAmFQgQCgaw9bupKnsfhaEM4rq5yxCxemUwsL03K39a3LcQ/2rX7uZbrXyZtSiSFz2qRAmNjY3R0dHDgwAFOnjy56qQ1X20D1uJh88wUCvnwIDmdTmpqaqipqQHS81v7+voIh8MUFxfb9ra0tNRuNZB6bssuGYaBYRirRhVI21QYSDGzB9lMWFkmaxmMWCxGW1sbkUjETsrcLPk0Gg/K6peqqpSUlFBSUpLW40aN/RnRSIRQqAtVVYmZUxSX9eJ0OFDUdbwy6uvpXhlY+fcSRWVf4Gh5M/Dl/H2oTbJeXHMkEmF6eprGxkaZtCmR7HGyRQrouk5XVxeTk5NcuHDBnmSuRqF5ZvLt5XmY2Y5wuMz81lgsZoubnp4eYrHYCnFjRQZY4sW6ttRF5EAggBCCurq6FS0KpG3ae0gxs8dYq3fMRlhtAJ6ZmaGtrY3y8nIuXbpkJ2VulnwN9IUwOGx2IHaGP0O1dhN8YJZdBcYIJ86SiESJxaJEFgxU9dsUFY9imMdwOG6gKPdBmMCt5EGMXmAplMuZEW+e4aVxu9pJJBSE8mcAKOJfbviat4tMcTM3N8fk5CQNDQ0yrlki2aOsFikwPz9Pa2srLpeL69ev4/F41j1WoXlmCoVCGB93IrfH7XZTV1dHXV0dAJFIxG670NXVRTwet4v3lJeXU1JSklXczM/PY5omVVVVJBIJ+/1M2yTFzd5Aipk9QmpFmNRGY5sls5qZEILe3l4GBgY4deoUBw4cyMsDuJbRCAaDAJSUlOQUJ/ugGR8t9F/T/jZdV4GbKIlxilSFIv8YQg1heo6jGzrxSCMzcwdJxBNUVoVI6I/g8XrxejpRlNNY4WckvgicxBI6QiXNSyOAcOg0fp/1wr9Ihqup/2J7P/AmsH7rmb0EZNKmRLI3WK13zODgIHfu3OHw4cMcPXo05+dxL3hmNjKpLgRhtNevz2I3ChV4vV68Xi/19fUIIdLEzdjYGLqurxA31vzJsjvWtVvztExxk9p/ba9UNX3YkGJmD2CaJrqubymsLJNUgxGNRmltbSUej/PEE09QXFy85WtOPU8mhmHQ3d3N+Pi4/VpZWRkVFRWrJ8M/YBNTx+x/RdFvYHquopg3AVCjN0C5g3CcRFgJ/9oVFMCp3sTpvsYBP5jidXTdQ2xBEJiZwe+fJRw5g9cTSIob9ylQrFyav4PEPKAhtMvJlwRAlvtpfmbPCRprlddCJm1KJHuHbJEC8Xic9vZ25ufn12yqvBq76ZkRQjA0NMSdO3coKiqybVJpaamchO4Apmnu6jidWrxn3759CCEIh8N2QYGRkREMw6CsrIxEIoHf70/77WcLS7PEDWQvdCN/VzuDFDO7SGpFGGvFIl8PumUwJicnuX37NtXV1Vy5cmXLYWWZZK6yhcNhWlpaUBSFxx9/HIfDYVf6Sk2Gt4xIeXm5HZpQKKtL62EJGQslMYbQ9i39dWJJyNxcdX9VUXG6rlFVCXAT0yzF4SgmEo2SiL3MxP3DuD3jeD0e/P5aNMc7Qb2BYtxCMe4SDf84ipKsImYJKZs9JmgyxUwmMmlTItl5VusdEwgEaGtro6SkhKampjWbKq/GbnlmdF2nvb2dYDDImTNn7KpY1uq8Vea3oqIirbR+IXhmCoW9VkJaURSKioooKiriwIEDaZVJh4aGmJiYYHJyMmvbhdXEjdVcGqS42UmkmNklMl33+Y67tAbf1tbWrLX+80XqNU9MTHD79m3279/PyZMn7QmnlQzf0NCwottvV1cXPp+PkpISIFmZZDMGcidYbyB2Tn4GNfE6RlHS66II0MJ/B4DpvoJi3FwKNVs6niO5nRp7BrSTwA0QYwhNQWHJeIo74Pp5/H7w+4uBErxFB4hGIkSiURYXQ8zODuL2HMTr8VDiH8Pr6MCtmsBSIm5KRTTFuAnGv0Q4/yxv92UrbLRU53pJmzKuWSLZGpm9Y6znpre3l/7+/k1Xv7TYDc/M/Pw8LS0teL1empqa7Net1fnU0voDAwOoqmpHE6Tei71MIYxve03MZJJamXRubo7i4mIqKipWtF1IFTdFRUWrihvrWbI8N4qiSHGzTUgxswtstndMrkQiEVpaWgB4/PHHbaGwHVjVbLq7uxkZGeHcuXN24l22xmiZ3X6thljT09MAfP/737cHkNTKI3sdS8hYqIkxhGMfQtuH6V4WE1o06bERyh2EkTS2CicwlWUBxNK/ARQT1MSSl0fcAaUYN+Asvkpx8V3gTXh9CaKRCJrSwvy8n9nZA5RX9BEPv4RbnQbnFdLCzpQryz1uHLvrpVnPM7Me67n+pbiRSHJjtUiB1DDlfNiTnfTMCCHsRTMrtwewP6O1bWZp/YWFBQKBABMTE8zOzqKqKl1dXbbnZq8tuBWK52ivi5lUrJyZ4uJiiouLOXTokN12IRgMMjMzw71792zhm9lTzrI7FrmIG6uEtGTjSDGzg1jemEzXfT6ZmJigvb2dmpoa5ufn8Xq9eT1+Nrq6ulAUhWvXrmVtkrYWVkOskpISxsfHuXbtWlrlkUQiQWlpqW1EiouL99zD7pz8zPIfAhwLL6CXvAvADjfTws+AWpwMN1NAuH8++b6xejlmxbiJ0NKFjVCvgLiZFDjmHUz3FVxOFy6nC8X0I7hMIjFNKHQKh7jLnFGEwreJmueTYWkeA1UVYIVQ6J/ZVUGzVTGTyUbEjUzalEiSWKXSM/MDrDDlmpqavIUp74RnBpJjy+3bt5menuby5ct2R/n1zq2qKqWlpZSWlnL48GFGR0cZGRnB6XQyNDREZ2dnWr5NWVlZ3sO3H1QKTcxk2oXUtgsNDQ228M0Mo08VN16vd11xE4/HbbuVaZsK5X7tNvIJ3CEsIdPb28vCwgIXLlzI64/UNE16enoYHR3l7Nmz1NTUMDo6uq1GY2pqilgsRklJCRcvXtySB8W6F263m/r6ervyiJWcFwgEGBoaArAHidWKCewknr5/iVF8BTXxOmpsHNNVj3Ak82O08N8hHPvQIjdAPWF7aBQjPY/FXGqeqZg37dCzTNL2Ua6g6DeBE6hxy2szjnDuswdMt+rGX+THVC5jGK/hTtxBN3SGhhvQtGE8Hi9erwe/swtVF5ie3SnfnG8xk4lM2pRI1saaUL3++uvs37+fAwcOYJqm7W0/e/Ys+/btW/9AObITnploNGpXrmpqasqpZPRqWJPLY8eOAclQ6NnZWQKBAHfv3iUajdrVsCoqKnKu3plvCmHSW+hiJpNU4ZvaUy4YDDIxMcGdO3dwuVwrxA2Qs7jJtE2Fcv92GilmdgDTNInH4/bDke8H2kq6B2zviGUstsNomKZJb28vg4ODuFwuGhsb8xYKliq+siXnWe5/axXE6XTag0RFRQVutzsv17HataV+b67RPwdAm7+FIu5gek+ABobvClroJooIYfiuLoeJkS5K1vPKrDi/dmXVvxX9GRTqMV0gEBS5ugDvkhv7cRwOUKPPUFxXRFicIxqNoMRvMBfWCUVG8Hr+Awnnr1BWVrajIRQ7Xd1GJm1KJEkye8domoZpmiwuLtLa2gpAU1PThr3t67HdnpmxsTE6OjoAePTRR/Py7KZer8vlSutAH4lE7JyK27dvY5ompaWltucmtZjAw86DJmYyUVXVno8AaTnC4+Pj9PT04Ha7bY9eagGkVHFj/d6sueNqhW6kuFlGipltxDIWVnyu5ULMp8AYHx+no6PDTrq3Hj7rB55voxGNRmlrayMWi/HEE0/Q0tKyY00zFUWxXbyNjY1pA8XIyIhdTCC1Utp2uf9do3+OGr2BEhsHh0A4T2F6LqOF/g7NBFTQfT9vb2+6r6KFb4LowXSdRI3cQDF7MB0nUfUbKMYYKCGEYymO27yD0E4kw9SU8ZRqaCx5ZVLui34DlBMI5Qpq/AZFWhihKHb5ZyDpwVFPoKBQpHTgLb+KGi/G4BIub5RoJIIR+hTfb38Sv99v37/tDqHYbs/MesikTcnDSLbeMaqq2l3TDx48yIkTJ7bld75dnhmrJcD9+/c5c+YMt2/fzstEb71jWH1MUosJBAIBO2E8dYJbUVGxLaHfMmcm/+RjoS0zR1jX9RVzFq/Xm2Zv3W53WnsCkOImF6SY2SayGQvrx5ePgTy1l8v58+epra1Ne9+apOXTaMzMzNDa2kplZSWXL1+2k9VWG0g381BtZFBOHSiOHj1qFxMIBAL09fURiUQoLi62B4p8FROwPDJKbBzh2geaSObKzL6AcIDpuWqHfznmngGtOOlpMccQ2kmE4wpK4gZCOWGHlSkCu9KZkriB4ARCW/5bEcLOvxGaksVLk9xWKFdwiefRjEWUqAfTk1I9TV0OZ1NjN0BJ/i59Xh8+rw81eoP6yi4mYz+TFkKxHffQYrfFTCbruf6j0SiLi4vU19fLpE1JQZIZKWAVcZmfnyeRSHDx4kWqq6u37fzb4ZlJbQnQ1NSUtpiXj2cz1+tNLSZgJYzPz88TDAa5f/8+d+7csVfmrUW3vVZMYDvZaPXK3WQ7bJPD4aCystLO39J13c4RHhwcpKOjA5/PlyZuXC7XmuImFovZoY+aplFZWflQihspZvLMer1j8iFmQqEQra2tqKrK9evXV13pyZfREEJw79497t27x6lTpzhw4EDea/Dn44GziglYhjgajdru/87OTnRdT3P/b6aYwKHI/0QNDqMYYyiEEF6BEh1HuOsxnfsw/UnviBIbS3poKMbwLRUDSNzA9CyLECuHRk1kCSlLKeEMy2IFkuFiQlsazDzp2wEk9CoW9B+h3NmXbNSZMR4L9Qpa+EtJYZURSq5pGvW+56mp+VUg/R52dXURj8ftggyp3ZI3i2maOJ3OTe+/3WSKm5mZGUZGRqiqqpJJm5KCIlukgKIozM3N0draimmaHDx4cFuFDOTfM5PZEkBVVTtkNB9s5Vm2Kl2VlZVx+PBhe2U+EAjYk1fLE15RUUFpaemmPeGFMOYUmmdmu4WXw+GgqqqKqqoqYLm6q+XVW1xcxO/32yFpZWVlOJ3ONHFjNZeenJzE7Xbj9/vTQqYtu+RwOB7o/mtSzOSRzEZj2cq/qqqatWRxroyOjtLZ2cmhQ4c4fvz4mg9bPoRTPB6nra2NcDictSxnvsSMRT6P5fF4VhQTsNz/g4ODACvc/2s96BXTz+JSu1EiC+CCRM3P4Zx5BtN3whYX2vzNZPiY52TSQxNLelOUxOr5MZDulUkl8281fgPTqoSm38Cx8CWEVozhXX4fQbISs3YVjBto4R50/3vSjiO0k8ntozeyCiKLzHuYGh+e2i3Zuo8bFYh7zTOzHlZugTXhkEmbkkLANE10XU+LFAAYGBjg7t27HDlyhHA4vCPPYr4W2UzT5M6dOytaAmRuk++cma2QuTIfj8ft8bSnp8cuqGMtuO1WMYHtQoqZtclckLU8LsFgkL6+PsLhMMXFxWnixooMME0Th8OB0+m0c0GtKoWAbZucTucD2Vxaipk8kdlobLWHYLMCQ9d1urq6mJyczDkMYKtCIxgM0traSmlpKdeuXcu6gr6XPDPrHd8qJpDaSyAYDDI5Ocndu3dxuVxp7v9sxQTcegD8GoqpoM02YzpPYvgu45h7AeGqRzHGMJ2nMD1XUGM3ML0pDSt1koUBzB5M1wm08JLQ0e+g6EvbGD0I50lS5a5wZhcbwnEVYYJQkqIEABVCsdM4nUv3U7sKyhha9AbGkmixBJZwJKuiWfumVlLTQv8Vw/+rK+6hz+fD5/Oxf//+Fc3mLIGYraHYahSqmLHIJWmzra2NZ599lk996lO7cs2Sh5fVIgXi8Ti3b99mYWGBq1evUl5eTmdn5440h8yHZyYSidDa2ophGFlbAuS73Pt24XK5qK2ttcPEI5GIveA2MjKCaZr2eFpRUbHqeCpzZvLPXrBNmcUmYrGYbW8zw8CtqnqQvpBueW6yiZsvfvGLeL1e/vk//+e78wHziBQzWyTVWKTGIK/GZsTMwsICLS0tuFwurl+/nnOZyc0KJyEEAwMD9Pb2cvz4cRoaGlb9TLuZM7MVMksqWsUEAoEAw8PDdi8Ba1K+/97v4Ul0oSseFFPB9NSDamKUXsYx81UUZQHd986kp8OfFAVqdNyuSqboPZjuk5juq6gxMF1L28RuYBQtFwpQYwLTeQUtcgMlMYZQAf0Ghnc5D8feNp4uQhT9Jlq4B8Ehu0emGr2B6X4nkNqwc3kfS9Bo4R70kvQ8HNf0rxCv+vNV72Fmszmr2pzVUKyvrw9N09JKaWd6vwophhqSuWqr5QytFtc8MDDAyy+/vDMXKJEssVqkQCAQoLW1lbKyMq5fv24vUmmatqWogVzZqmdmamqKtrY2amtrOX369Jo5fGvZv41MrHfKLnm9Xvbv328vFlkNGjOLCVgLbjvRRy6fFJKY2Yu2ye12U1dXZ3shU8PAQ6EQ8/PzTE1N2V4bK8d1NXFz48aNrB7NQkSKmS2wWpL/WmxEYAghGBkZobu7m8bGRo4ePbqhh2szXpNEIsHt27eZn5/n0UcfpaysLO/nWO04u0lm1ZFEImEPEiVtHyGeCKK6vUSVcpyJUYzKt+MMfhW4hXDVo5f8hO3h0OZvouhjCM8+DM8V1OgNjJJkmJflFcmGGlsO+TKdV1BNYefVaJEbKLGk14YUB5npTKlYpguE8yQl8S40UwPekHZ84biCNv9MMizNn1rpTIDiRwvfwPAtnS+aFGHO4J+RKM+tB01qtTmroZiV/Jpacz9V3OyF1a+NYBhGztdr/abD4TB+v387L0siScNaYDMMI63wTG9vLwMDA5w8eZKDBw+uyOe0KvhtJ5v1zKS2BFiv902heGbWO29m9/n5+XkCgYBd5tfj8VBeXk4sFtsRr9pWKSQxUwi2KTUMfHFxkbq6OjRNIxgMMjY2hq7rdg+k1LBFS9w8SLZJiplNkmosNhJ3mKuY0XWdjo4OZmZm0roXb4SNGo25uTlaWlrw+/00NTXlVGVlL+fMbAWn00lNTQ37Zr6OQ4uAx4Ee1/FoM/TrTRy6/0XmtYM44lGcTgfa7C1UI9lrxvBdRYvcwPBcyXpsw7fslVmNFe8ZAuE4AYAWTpZyNt0rjbnpvMJCfJIy310cC3+H6UzfRjhOgEKacAEwvO9Cjd9Ie90qOrARQZP2GTKSX1NLaY+OjtLd3Y2iKBiGgcPhKIjKPmt5ZlZjcXERn8+3TVckkSyT2TvGsk2RSIS2tjbi8ThPPPEExcXFK/bNV6XN9bA8MxuZ2Ka2BLh27VrOE7B8fJ5827jNkjqeQnolrHA4TF9fHxMTE7bXpqysLK+VJ/NBoYgZ6/e518VMKqZp4vV6qaqqssuEZ8txLS0tJR6Ps7i4yMLCwpb6SIVCIT75yU/y6quv8tprrxEMBvnc5z7H+973vpz2n52d5SMf+Qh/8zd/Qzgc5rHHHuMP//APuXz58oavRYqZDbJaRZhcyaXPzPz8PC0tLXi9Xq5fv77pRpC5uvOFEAwPD9PT08PRo0c5fPhwzp9prYHeGhByPc5ew9H133BMfA0ABQXDU4NOnEZfABLlJLyXUOLNxCJRQMHhOkDCeYLi0GuwNAjauSwkBYoaGwcz6fVQ43cw3SfRQjcRzpX3yfLKZPvbsdCDogq0RFJ8aCnnEUIQNc/jM7+KChhLnhx1KUfHdF21hUva8Zded8y/kCw5nWey1dy/ceMGqqralX2KiorSjPF29rjZDFaS5UawKtJIJNvJapECExMTtLe3U1tby5UrV1b9/e6UmNlo2WSrJUBVVZXdEiDXczzIpFbCCofDlJaW4vF40ooJWJUnKyoqKC4u3vXJeaGImfVyn/cimQttq+W4zs7O8rd/+7f8/u//PouLi4yOjmIYBj/yIz/CpUuXNiSAp6en+fjHP86hQ4e4cOECL774Ys77mqbJO97xDlpbW/nwhz9MVVUVn/70p3nyySe5efMmx48f38jHl2JmI2wmrCyTtbwlQgiGhoa4c+cOR44c4ciRI1suC7mecdJ1nfb2doLBIFeuXLEnmrnyoHpmLJT4IriSKxdOcxKdMtBM0PZRGf0+ME9i388iFl5jTjlOZHERmEcRGs7Q9/Fpg5ieE2gLN1H0cfSyZP6KGrmB6VyqeBa9gRa+g+lKChuwhM5Swn50pQfHdJxIEyWKPobhf5f9vs9sR7iSFcu08E3bG2Qd09pXSYxhFC3vZ7qu4og8k1a4ADbvnVkLq6LK/v37qa6uTqvc0tvbSzgcTnOR57vHzWYwDGPDiwuhUEiKGcm2kq13jGEY9PT0MDY2xtmzZ6mvr1/zGDvpmYH1x/q1WgKsh7Xdg+SZWQ+Hw2HnU2RblbeKCViLResVZ9kOpJjZPjKL02SSmuP6/ve/n1/91V/l2rVrXLx4ke9973t84hOf4Cd+4if40pe+lPM56+vrGR8fp66ujhs3bvDoo4/mvO9zzz3HSy+9xLPPPstTTz0FwLvf/W5OnDjB7/zO7/DMM8/kfCyQYiZnLG9MLkn+a2EZjMyHOpFI0N7ezuzs7KZERTbWG4StwgIej4empqZNeYDynTOzV4yG68UPoybGEJSgYGA696NGO5l3P44/8jrCk5wY6LX/JFkF2aFRafajOMZBM4krNeh6goX4ASYWqnE5nVR5IxjhMB6PBxUwrTAvAabj5LJ4idxIEzaKOY5e/E772tRISm6N6yra4k0UQ0EL3cTwX1muqpXiydHCN8i8s0pCQdEVtMWbGEVXlra7iXCetI9ln3PxJs7EZ0jU/It83eLkNaZ0Wc6s3LLdPW42w2bCzMLhsAwzk2wLq0UKpPYia2pqyun3t9NiZq3J13otAXKhECbN+ST182ZblbeKCVjFWazQXstzk2thoc2y0dDC3cR6DgrhWi02ks8J2IUBnnrqKf7RP/pHGIbB7Ozshs5pFSTYDM899xy1tbX89E//tP1adXU17373u/niF79ILBbb0JxUipl1yKwIs9W63KmVjqzjzM7O0trait/v5/r163nLG1jLOI2MjNDV1UVjYyPHjh3b9GfK56rVXhk4tNZnUBYnUFiEouQAr8bHmCn5cepCfw/uEoySyxBKfm7HxJcxi5IuUeGqxyi+ggp4wzcw/FdoMA1E6DVmzdNEAgFKtG40TSMeC+LxeCgSKcJmiTQhsvB3trBJFRipGEXvQo3dQAvdpERdQCF9EFDiSjJXJpEuUgz/u5KeoRRBY7quokVu2oJGXVxu6umczK+gWSvJcrt73GyGjRoMSIaZWaVXJZJ8kS1SAJbH9lx6kaWy1R5oubLewlUuLQFyPc/D5JlZi2zFBKz8xbGxMbuYgOW1KS8vz3szY+se7hU7vxbWIluheGasRY2NLLRZYWdW/pymaZvKzd4szc3NXL58ecU9fuyxx/jMZz7DnTt3OH/+fM7Hk2JmDTJ7x2RrgrlRUlelFEWxSyAfO3aMxsbGvD7o2QZhwzDo7OxkcnKSS5cu2Z1n83mOrbDbRkNrfQbHyNdRmUc4i5JeGV8dimbiC3VjmEWYNe9IigtTQQ20ACWYGZP+1HwUVdXQnE4q/UsDRWiMBU6TiEZYmFog4ZwlvHAfr8dLidYNKQOSGr6BUbwcBuacegah+TGzLKJZAsi/8AX0xLGV71shbRleF+v1VAzvFVvQCGW5qWe+ybVizHb0uNkMmy0AIMPMJPkkW6RAatGYXHuRpbIbnplUNtISIBfy+ezvtl1aj41en1Xiuby8nCNHjtjFBAKBAP39/bS3t9v9S/JVTKAQxUyhYD1LhWSbxsfHeeMb37jidSscdmxsTIqZrbLR3jEbwRrIo9EoPT09LCws5FQCebPnSjUYoVCIlpYWHA7HhvrVrMVqYsYwDLq6ulhcXLSTvtdbOd8Lg4cy1gHxMMLJcq+W2HjyH45SYlRSNNOKGuvF9B8HVWC6l2PRjeKlSmULvZi+42hzt1DjPQitGM24tXS8Psq8GmVuULiD7jyKV7/HTPQIilggGD+O1zuJx+OhREkPSRSuk0mhsbDcJNMKObNYNA7idmCLFsurA8vCxRn4KnrpO9Ned049g16+3PPG8F7BEfwqiqFgpkQ95tM7s9nyl/nocbPZ6y0kgyF5sFgtUmBubo7W1tYtFY3Zav+XXMnmmdloS4Bcz5Pt82x0UXIv2KXtJrWYAKQ3Z+zu7rZDfC3PzWaKCRSamCkUrwwUppiJRCJZxylrXhqJRDZ0PClmMshHkv9aWA/Ia6+9Rnl5eVrTsnyTOpiPj4/T3t6+4dCDjZzDYnFxkebmZnuAnJubY2hoCMCOz62oqMja8Gs3V8C01mdQ42Pg9iFgKVdmH1q0h0TDz8DUSyAUlPgYpuckRslFtNBNzLJLqIEW1FgvGEvJre4TmEXL5QUtkaMt3iBRuSwYNKFA0RWcwIHZF0AsUFxcTELX0aMJ5nWdueAIHq+HCq0XZamSj+1lWbiLklBSjn+T2cQJyorKcNG1HJ7mTffEaKG/Qpu/iZHaKFMpRpu/lQyhW0I49mGruhQ8vb9K9Nh/3dL9hvwZjc30uNmMmN9smNlWyl9KJLAyUsASH/39/fT29m64EmUmOxVmBukhYJtpCZDrOfJlT/a6ZwbyKxJSmzOmhvgGAgGGhoYQQqTl2/h8vnXPb93DQhAJhSZmMkNNc90nGo3umm3yer3EYrEVr0ejUfv9jSDFTAqb7R2TK1Z1FoCDBw9uKVclF1RVRdd1Ojs7GRsb48KFC3Zydb7INBgTExPcvn2bAwcOcPToUXRdt2N0FxYWCAQC9uTSavhlrfbs6orNa8+iDfwtIEAYKEUeEKDGxzGKTuAc/u+gegi6HqfIPYJRcRHH5N8DoJotqPFx9Np/Aix5RJYEQWroWSZaxnvCuQ+j6AoK4I3cQI0MYfiO43BWEo1GicaiTAYbcc2O4vV6KVN0cB1PFiBYuGkLGrGU6m94ruAIfBXFWEgTM9rCTRLlP58eChe6iench2KwQtAAaHO3MEqTr2nzt1Z4gzbLdtXyz6XHjfX7s/7LZRK12TCzbH09JJJcWC1SIB6Pc/v2bRYWFrh69Srl5eVbOs9OhZmlnmtoaGhTLQFy4UFp6JwL2ym2soX4Wl7w6enptGICli3PtlAkPTPbx2bmrKFQCGDXbJNVCS0T67W1muJmQ4oZVm80lk9isRhtbW1EIhFUVaW+vn5HkpUHBwdxu905V7TZKJbBME2Tu3fvMjw8zLlz56irq0tb5VNVldLSUkpLSzl8+HDWGF2A4eFhamtrKS0t3dHBxNH/TVAEistIlmIWBqKoFqEJEApCLWGu+AlKwm0o4QU00QKGil7/48kDLNxa9dipXpkV7xVlT+jHUDBdJzGLrlAcvkGxAxQjjOfgIaLRKJFohEg0wlT0MG63m0r3PXwLf4VZchxESiiHYx/CmV2gGL6raPM3bO+MlXOjhW+izd8CZek1d1KUpQoaANfIZ4kf+Oc53d9sWL+bnfies/W4scpAp/a4SY0Rz+Yx3ayYkZ4ZyWZYLVJgZmaGtrY2ysrK8ubd30kxoyiKHWadr+qd2c7xMHlmdopML7hhGMzPzxMIBOyFIq/Xa4sbayyVYmb72KxdAnYtzMwqCZ15r1999VV8Ph8nTpzY0PEeejEjhCAYDGIYBn6/f1uEjNX0q6KigkuXLvHd73532935ExMTzMzMUFJSwuOPP75tD6aiKCQSCW7cuGF3l87l4cgWo/vyyy8Ti8Xo6OhA1/U0N/a21sR/7VmUWAChCHAnSzETX4QSkaxq5jAR3mT5QV98FFF2AlTs8sxaipDRQjdRwvfRjGaU2DhoAoxmANToUh7N7C0UY8zeH0irJmZhJekbvqtoC7cQznpci61oJZcpEd3gLsFddYBIJMpc9ATxeBwxs0AJ8yyGH8EbbQdNs3vMaPM3QckoCOG7imP6BcyUazF8V9DCN1Gi41hF0cyiZIEDbT5dtG1F0Oxm2EHm7y+1x01fXx/hcDhrAuxGc2aEEPaxJJKNYJomk5OTuN1uO9/LWjQaHBzccO+V9dgpMbOwsICu6yQSiU23BMiFtcSMzJnJH6m5iZDMf8o2llrltQ3D2HPNkDPZroiB7WKzLQM8Hs+OfBfj4+PMzc1x9OhRe+Hlqaee4rnnnuP555+3+8xMT0/z7LPP8s53vnPD48Le/kVtM1ZFmOHhYQzD4OzZs3k9vmma9PX1MTAwkGZ4ttNomKbJnTt3GB4ethtkbedDGY/HmZmZoaamZkV35o0YAbfbjaqqHDlyBL/fz+LiIoFAgEAgwL1793A4HLYLu6KiIq8GUL3zbYS3HNWl26+Z/uNowTvoR/4x2twthKlQOvs9wuohPGWXk56O8ovJz7l4H+GpT+bNRHsxi45jlFxJblN6CUiGdgn3CUy/FaqlQEKgzS4VBYjchYSCUZbuPUnFWCrfrM3fQA31kqj7JziA4mInZdwFTykR5yPEZ76HL9rBgmkQ1I/jWZzE6/Hi9V7AO/Mcifp/knZcJaaiCI20as4JBcSBtO3Mois47n8ZvebnNnObV7CXGpNl9rjJlgBbUlKCaZqEQqFkr6Acr1t6ZiQbITVSoLOzk6NHj+Lz+YhEIrS2tqLrOk888UTeBfJOiJnR0VE6OzvRNI2TJ09um5CBh88zs1dEl9PppLq62q6mZ42lU1NTAHz/+9+3+4XlUhhoNyg0z8xmrjcUCuWU67Qen/rUp5idnWVsbAyAF154gZGREQA+8IEPUFpaysc+9jE+//nP09/fT2NjI5AUM0888QS//Mu/TGdnJ1VVVXz605/GMAx+93d/d8PX8VCKmdSKMEIIHA4H8Xg8r+eIRqO0trba3opUw7NdRiMajdLS0oJhGDQ1NTEwMLBtg7AQgsHBQaampqioqOCRRx7Z8kNh7Z9aqSq1Jn4gELB7KBQVFdnipqysbNOrC+oX/w9UYxooS57baSRLLsfGk4Jm8BtJz4yvjoSjigXXEYrmb6EsTqCZrUnvBSpGyZLA8ZzELLmU9VypOScApv+K/bdwnwSS4kYN38H0LbtYtcwQNl0FtRht7lbacY2iq7iACeMEB4pGcUX6cdZcJxqJEloMQfB1YmodjrHvo5dcxOP14ppvw3QlY1O12WaMsvRrT31NnbsFajFqsBmzfHm7zXpn9pKYySQzATYajTI9Pc3c3Bw9PT10dnamGWTLq5sNWc1MkiuZYWUOhwPTNLl//z7t7e3U1dVx+vTpLZfJzYbledwOMlsCdHR0bLtAWEvMbOTce22inY29LLassbSkpITp6WkeffRRe6HIKgxkLbyWl5fnZYK9VQpNzGzGMxMKhfKyyPYHf/AHdmsEgOeff57nn38egPe+972UlpZm3U/TNL72ta/x4Q9/mD/+4z8mEonw6KOP8vTTT3Py5MkNX8dDJ2ZM00TX9bQY5HwP4lNTU7S1tVFTU8OVK1dWTLS3Q8xY56ytrbWN3XY1+9J1nfb2dmZnZ6mtrcXj8aw6+Gx0UMp2vak18Y8ePUoikbArq9y5c4dYLJY2sSwpKcnpvOLZ34PwLPicqPo0uMrAVBD+mmR42NKl6Pt/zBYOxeFe1OgoZskxjNJLaAiMlIm9NcnP9MpksiJ/JeVvxVSwhE3yACtza/SKn0jem8WbOCf/HtO7HCaGECi6iuk9QVGsE0/5ZcooQ50dY1E7y2Ikgid4k6GpQ9Rq80Rdj+D1eikyOtFmm+1QNKP4MtrCrTRBkyh/54pQMzXYjDP+ORJHfnmdO55OoXRZVhQFr9dLTU0Nd+/epampiWg0mmaQU6v7pPa4sSrGbFbMhEIhPvnJT/Lqq6/y2muvEQwG+dznPsf73ve+dff91re+xZe+9CW+//3vMzIyQl1dHW9605v4vd/7PbuWv2TvkK13jKIoDA8Ps7CwYOcibhdWdbR8d2lPrW5ptQTYiTLQD5tnZq9jhW4VFRVRVFTEgQMH7GICgUCAqakpent7cTqdaSHm2+m9W41C6zOzlf5nW/2cAwMD627z9NNP8/TTT694vby8nM9+9rN89rOf3dI1wEMkZlIrwliDtfUlapqWlxwWK555aGiIM2fOsH///qzb5VPMCCHo7e1lYGBgxTm3QzSFQiGam5vxeDw0NTVx7969vA30uT5UTqczLSQoEonYIWnDw8MAaZVVVusvokz1oLgFIuHA9FSiimSujKIJlNBEsgCALzl5UGbvIdzJe2v6TmCUXrAFDrBigp9JauJ8Kpn7ZXptHFN/j2KEIKGu8JpAMvRLW/hrcCyvIlnfhum/ghq6uXydioLP58Xn86KGivGLAHrcQ8QUzMzMMGFUUusexKfMEi39MdxC2IJGTfmsRslltOAtzPJLqMFmjKLNVTbbrmIb24VhGCiKgqZpKwxyKBSyBfa9e/dQVZUXX3zRXt3b7ArY9PQ0H//4xzl06BAXLlzgxRdfzHnfj370owQCAX7mZ36G48ePc+/ePT71qU/x1a9+lZaWlm2dGEtyZ7XeMaFQiLm5OZxO57YVcEkltZllvjw/q7UE2K6FtlQepmpmhUA2kZxaTKCxsXFF1cmuri58Pl9aFMZ2tbJIJZ/PwE6w2ZyZ7R5TdpKHQsxkuu4zm2blo75+JBKxQ7yuXbu25kpsvkRGLBajtbWVWCyWNYY6tZZ/PrAMU0NDA8ePH7fvYz7PsRnj4/V62b9/f1rZyNQS0G63265kVV5enqys8tlfRzFNUJ0oxW4Qyd+DWXwMLXAH/fhPoQVaQIA2/A2EWsyi9xTecAdG5YXlkxsq2nQrargPs+QY6kwLSnQcRRWoRgsASrgPdan/jLp4F7PoOGog+R6Otb00wrUPvfgyaijpIVFj4+jVb0/b3vQmc3EsT04FQSD5+7MEjTrbh37g3cv7+K/gGPnvKL4TdhJ8IpFACUygJsJMTE4ihMDj8eD1HKUy9HUSdem5NmqwOe1v572NeWcKbfVrNQOnKArFxcUUFxenlSF/6aWX+B//438Aycotb3rTm3jTm97ET/zET1BZWZnTOa3ylXV1ddy4cYNHH3005+v9f//f/5c3vOENaeESP/ZjP8YP//AP86lPfYpPfOITOR9Lsj1kRgpYz4MVTuvxeNi3b9+OTDryKWZM06S7u3vVlgA7kZ/zsHlm9vpYmovHL7PqpFVMIBAI2MUESkpKbM9NaWnptoiOQrRNm8mZeZDCnx94MZNL75itemYmJibseOZTp06t+3DlYyC3SnNWVFSsSLxPPU8ikdjSeSB5D3t6ehgdHV1hmPJpMPIxeGRb6cksAX18sov90QCa20S4S1CEgerUEUJBjY5jFh9LHmtxAuFLemfMqgswGwRAnWpL/n/xXjLcrPwSKGCUXgRAE7fQrXCzuVsk9v3s8gWaCsZSTo1j4mso5gKqvrRa6Uj/TWhzy2LBLhyw8NdowWY7tE2ba8Yovmxvo4ZuUZyYIO57Ay573yuoC5OogRbMiovLx1zKy7FyYJxOJ6rLDY4zHCZA1H+GSCSCa+E2Ud1FpP+7hP2n8Xq9eL2P4B3/GxL7Uz7bBinEuORcrtcqQ/7Rj36Un/qpn+L69et87nOf48UXX+TP/uzPOHbsGNevX8/pnFa8+WZ44xvfmPW1iooKurq6NnVMSX5YLVIgkUjQ0dFBIBDg0qVL3L9/f0d7vwBbPl84HKalpQVgVY+S9Mzkl0IQW5sJX8wsJpAa3tvZ2Ymu65SWltoLlfkqJlCItulhbxnwwIqZjfSO2WzOTOok/+zZsznHoW8lR8dqvHnv3j1OnjzJwYMH18xX2aphyiwqkGmY8m2U8j0oa5pGZWWlvRIei8VQ//TLKA7QUVHjAXThRQOU4hpwKSAUtP5voh/50eQxgs2ok21ULvSgqx7w+FEQJBp+Jvn+bDPGkkiw81yyXctsuidDuOvRy5a9LM6xv8b0H08THZZQsfY3vScAgWZ5RTLH24SCLjw4525DdTJUTQ20kKh+B9r8LfvYaqDF9gBp87fSvCxWMQNPqBNXxUVU049e9EaKZl4n4XQSWggxMzPDQdNFYuhljIrzeLxeNE3bkHfmYTEYfr+fN7/5zbzlLW/ZpivLnVAoRCgUsr1xkp1ntUiB2dlZWltbKSoq4vr167jdbiYnJ3e09wtsTcxMTk7S1tbGvn37OHXq1KrPdyF5ZnZCeD0M5CMXy+PxUF9fT319vV323grvtZLQU/NtVgsxX4+HwTaFw2HpmdnrrNZobDU245nJZfVpNTY7kMfjcdra2lhcXOSxxx5btUpE6nm2Mghb/XGqq6s5c+bMqiE2+fTMbPtq3V//EZqIoDgEinCjOP2oagIlHiIUnsczP4/hqcTpKUfRddzj30L4agGIOg8x5zlCdXn1spjIgpHilVnxXpa8FwvTd2IpR+UmaqAFZb4PijNC0FJybxwj/x0cfsio0DpsXOGwMrXCE2OJFDvELeN1SOltY20bTG6rKApUPUbV7C2MfRdRp5vR9X0oEZPZuTniU1O4XC6qjGGCpe+y+7KsxcNgMKzyl3uF//yf/zPxeJyf/dnNe9QkmydbpIAQgv7+fnp7ezl27BiNjY15z+fMBattwGbOl5oveu7cuXUX9vIdnrzaOfLRZ0aSH/IduqUoSlruohXeGwwGmZyc5O7du7hcrrT82VyLCTwstkl6ZvYwpmkSj8c3lFy8UXExPj5OR0cH+/fv5+TJkxv+0W9GzASDQVpbWyktLaWpqSmnJLjNGgzLuPb19a3bmK3QVq2UsU7waKA50PxuhADN4QD/CcpCd0mUHkSYcViYJBR6GU2dY8Z3lXL9XjKxXlGSYV5VFwFw9H8FnEWoRitq5D6KuQBWfkwoGYamTbeiRO6DKqwK0CvKIGuzzcsllouvoAWbbS8NgKKuvMem7zgoLHtblgSWEIJE0SXckTa00a/bDT8hKVIcY19P/lGScjBdRV28a4sZa1vn0LMkDr6bVLSZFlAU1IoncAMHgy0k6s4RjUQQM0PEb/5X/rezaUUvgcznpNAMxmZyCfJVMSYf/O///b/53d/9Xd797nfzpje9abcv56FitUiBWCzG7du3WVxc5NFHH6WsrCxtP1VV8942YC02swBmtSFIJBLr5otu5TwbZS3bFA6HSSQSOT2bhWLj9sIYsxb5rpKXiRXeW1pamlZMwCoM1NnZSVFRUVrVydVaOhSibdpoYQQZZrZHsYyFFYO8kSpJua5+GYZBd3c39+/f5/z589TW1m7qWjciZqx+Lnfv3uX48eM0NDTk/Lk2YzASiQS3b99mYWEhJ+9PIXlmYv/Pr+Bw6qhuwFWKEAaq0wChoETuY5YcRa0/h3fwm4iKQ5RhoOs+EIJIOMyUeoDKQDdCuY+Im2iaA7PoeDKfBlBoRq/8MQC0QAtm0YnlPBozGYqmzSQFh7rQB4aaXkwgg9QwMCXYh1l83H5PDTTb29jeFmVpn0B/sixwyWUcC1+HRPoEXLiTq6baTGva+U3PybTXtJkWhFaMOtWKWZ18zSi7jLP/OczyI2nHdAbbcQrA5+NgyUHq9X5GK36UYDDIyMgIpmmm9RIoKioqyC7LG73evWIwuru7+amf+inOnTuXlzKYktxZLVJgenrazntcbYFqJz0z1rVt5HzT09O0trZSU1Ozqvc+G7vpmRkeHrZzxpxOZ1pxGJfLtWL7QqAQxNZOj/fZiglY+TZ9fX1EIhGKi4vt7760tNS+PiHEA1/NbHFxcdWKu4XIAyFmNhpWlkkuA3goFKKlpQVN02hqasLr9W76enMVM4lEgvb2dubm5rKu2q3HRsXBwsICzc3N+Hw+rl27ltPAvtcKAKx5fEBxe0HTUZZ6qSAUKK5GqCagoN77FgIVs+oRtJkWtANXqL37N+AqwqFMYmgqi+oBJiM1VJj3cDgcJFzzeL3eFekrRkqIl/1a6SW0YFLogECbaUWd70U4/bCkGzND2IySy8lGmQjUmRbMyotLx7q8/D7gHHoWkVCBUlCSYkV40oWLNtO6fB1zzWnixSi7hDab/ppe8w7UYHOaoDGLjyMiqh3eZpZftMPRrGtxOBxpFeas0sUzMzP09fXhcDjwer3ouk4kEtnS87RTFGqS5fDwMG9729soLS3la1/7Wt47x0tWJ1ukgBWSNTg4yOnTp9m/f3/e8zk3S662KbUlwOnTpzlw4MCGz7PTnhnDMOjq6rIbd/p8Prvy5eDgIB0dHfbktqKiwp7cFopnZq+z3Z6Z9chs6WAVEwgEAoyNjaHrOmVlZZSXlxOLxXakBHS+2GzOzG7bpnxS0GJmrd4xG8EyGKs9bKOjo3R2dq6olb9ZcjEYc3NztLS0UFRURFNT06ZWjDbiAbI+4+HDhzl69GjO93GvFwCwiP8/v4JCArwlCEBBRwGILUJpJSxMQXFNsrdM3blkKNXCFIpoR2jFGIfeQjgYxLfQjafxCQ4JYHqSOfdRIuFFlJmb3HcewWtO4fV68Yvl+64Fm1cIG6M85W9DSYqP6dalHdJza7RAS1oejjrTgrI4aYsfa5vEgXejzt6i0hhEoSF5aKtx55JwSX3NFjSBFozipVyZFEFjYfWTgZRrBNTJNsyaRwBQ5icRhpoWuubo+m/op38xa+niubk5hoeHCYVCvPLKK3g8nrTY5r1oSApRzMzMzPC2t72NWCzGt771Ldksc4dYLVIgHA7T2tqaUwl/yE/bgI2Qi82IxWK0tbURjUaztgTIhZ2uZhaJRGhubkZRFNsLlkgk0lbu4/G43a+so6MDwzAoKyuzP99eDz162MPMNkpmMYHFxUXbczMzM0MgEGBxcXHdfnV7ga0Up3lQKFgxk9lobLNCBrB/BJkx8bqu2ys5Fy9etMsDbpW1DIYQguHhYXp6ejhy5AhHjhzZ9OfKxZVvmiZdXV3cv39/059xr3tmFj79RzhiCs5iD0TDqMUukn4aMM++E7Xrb6HqcDKnBVDGOiA0gKg4goKwCwAULfZY7WjQgi2gOaiID4EKqhGkyDNFIqzjCQwxp9SwEB3F6/VSZugoSwO5tuTBsNCWcmIs8eIY+58oegh0FaNqZQiaUXo5Gf7lrkebbl2xjV5yEWZfxDX2TbvhZ3K/SziGvwGJEJReSnvdOfCcLWasa3H0P4e+VK3NQp1qXQ5lA9SZ5c8ivHWIRG6DqaqqlJeXEw6HEUJw9uxZZmdnCQaDdvlsv9+f1ihtL7j8t5Izs92Mj48zNzfH0aNHbSG4uLjI29/+dkZHR/nOd77D8ePH1zmKJB9k9o6xhMz9+/dpb2+nvr4+pxL+sPc8M4FAgNbWVsrLy7l06dKqOQdbPU8+sMSMFQpXV1fH6dOnVxWILpeLuro66urq7MltIBBgenoagJdffvmBCEnbLfaamElFURT8fj9+v5+DBw/S1taGx+PB6XTa/epcLpf93VdUVOyp738ztkn2mdkDWN4YazDMh6cE0tXtwsICLS0tuFwurl+/jsfj2dpFZ5wvW1Knrut2j4HLly/n3FhvrfOsJTQyV6s2E+qT73CB7Vitc0y14/DEUV1OFI8PMFAdBsJUYKQTUXYUUXsWte9b4K9Zyp85hqg6hzbdill7HgBnJEjMWY5y/zZK6B6i7OjSRSuYxcdRqx/BDSgzPorKz+GbuokamMBEJzwXxuFw4FOCxPe9ldRh0PK6AAhPPXrFRbRgs104QBStzM0yyi/Z25BRHGBGHKYicgvhSB/cTE89eJJ9cszqpEdFm2lFOIrTXku+UZzmeTHLL+Hoex6hFqd5X9TJtrRzqBO37fsF4PrOR4j/yH/K+r1YK50Oh4Oqqiq7XLC1QhoMBunu7iYej69bTGAn2K3Vr0996lPMzs4yNjYGwAsvvMDIyAgAH/jABygtLeVjH/sYn//85+nv76exsRGA97znPbz22mv803/6T+nq6krrLeP3+/nJn/zJLV2XJJ3VIgWsXMvx8XHOnTu3ob5Bu5Ezk01kpBaFWa8lQC7sRM4MwNTUFIFAYMOhcKmT29raWn7wgx9w6tQpgsHgmiFpu0UhhMHtZTGTiRCCoqIi9u/fz+HDh+1+dcFgMK2YQOqC22aFfT7YTD5nOBx+oEKOC0rMpBqLjVQrW49Uz4wQgpGREbq7u2lsbOTo0aN5H6SyGQxLPLndbpqamnIuIbgWaxmMqakp2tra0larNste9szMf+xf4XApmMKFovnRlOTEQJgKlFSjaCZCKCh3vgP6IubR86hTAlF3LnmAhUkUsx0lPIFuKIRKj+OpqgIFzMolQTDdagsBdSk8S9M0qHsMdaYFo/ICnkSCSCSCOfMiscFXiCkKReocurcGdH3FQGgJHMfi1xG6auesaCneEEvQKDP96Ed/Ovm5lr4L059s/JkpUqz8ltTX9bq3owaWX1OnWzF9daCnh5KZxccQ+vLvxKy8aHtnrPwdNTUM7X57mlDLZLVSnZkrpJFIxHb/Dw8PI4RIq0hTVFS0I0bSMIxNVYzZamnmP/iDP7B7KAA8//zzPP/88wC8973vXbVIh1U6/i//8i/5y7/8y7T3GhoapJjJI6tFCiwsLNDa2orD4eD69esbXjDa6TCzbJ6geDzO7du3CYVCORWFyYXtzpnRdZ35+XkMw8h6zUKInM9vjS3l5eX2AmNmSJqu6/ZiS0VFBT6fr2Am7jtFIYmZTNuU2a/OKiYQCAS4e/cu0WiUkpIS2ybttLjd7ELbXmobsFUKRsxsNcl/Laz6+rFYjO7uboLBYF48I6uRKWasfJXGxkaOHTuWt8+VzWAIIejr66O/v58zZ85suZrFWkZpfn6e+/fvb+jhzreBc7pjqB4FrcyPdVcNbx3q4gRK/TmU3m9BcQ34azD3/QjqVBvMT6GYHSjh+xhH3wokRcGs6wCYJupMqz3BT80hsbCqm1kTfQVwOZ145jsxD78LvxDEYjEcYy8QCuvo/T9g3nuUaoYwyi/gWRLq6nQrpqd+SYAkk/BRMzw5uori8KeJk8rEEEbFj6CALVwgKWSs/6vBlvS8mKVGmupUWzKUzMq1Wdom1QOj3L+NqDu/dH4Nda4PlsSMWXUBdaI1zTujtfwVxsWfW3mfcohBVxQFn8+Hz+dLKyYQCATSigmkNkrLpxc1FcMwNnzsfFSMGRgYWHebp59+mqeffnrD+0m2TmrvGMuWWOHC3d3dNDQ0cOzYsU1NbnY7zGx2dpaWlhZKSkpybgmQC9vpmQmFQjQ3NyOEoLGxMS/iC9Jt02ohadaY5HQ608TNToQk7XWhUGhiZq3nNbOYQOqC2+joqJ1vZXlutrs8/0bFjPWblZ6ZHSZbo7F8o6oqzc3NdsJ9Pjwja53LNE27usrExERec3IsMg2G1XQzHA5vOnEzG9kEyMjICJ2dnZSXlzM2NoZhGGmDe7Zkunx/r3Mf/QBuvwGaNzmxdyVDy9TFCZSzb0TpeAFR1Wj3cFFGO1DmBxAVhzFrz6NOZnyuVYRWplcm7b0spZcVRUlOiktO4Ku6iGmaFE3dwDk/zhCH0CcncbvdVJoRzIpLuIXALL+ENvSNZD5NhrdD358sB61OtcDS923dSUu4KNP9kFJ0wCy/iKPvefSj/3j5tYqLaL3PIyoPpx3fEjJWXo+aIeAM3wmU++3L3ixA6/sW+oEfy3q/7PNtIqE2tZhAQ0ODXUwgGAwyNjZGT08PHo/HNiL5LCawl3NmJDvPar1jEokEHR0deVkU260ws9SWAJmNPPN1nu3wzNy/f5/bt2/T0NBAOBzOy+p4Ln1orJC0Q4cOpfU3GRoaorOzk+LiYtv+lZWV7elCAtvFgyRmMvF6vXi9Xvbt25dWTCAQCNDf32/niVq/gXxX79ysbZLVzHaIrfSO2cg5hoaG0HWd+vp6zpw5s+0PnKqqJBIJXnnlFTRNy3tOTup5LIMxNzdHc3MzJSUlXLt2LW8TvEyjlFpQ4NKlSxQXF6MoCouLi8zMzDA1NUVvb6+dTJdZvSqfBs7hjKN4vGhKFHAlQ8tKqyA0gRjugrIjUHcGpffbUFyNsjiBWbqUP5PiiVCn2sBU8M324YkNg7ckGXq2OAH6AoqR/L0o8/2YZUdRJm4n/57rR9XVpDDKEDrqdCvmUuNNVVVRVTeUneCQGsB0mOhmnIRhMjk5gRACr8dLhVqO2PdmPBNtS3Wm0++VWZ4UI14z47GOa+D0p+WzqFNtCEcxysRtRIoXBa0YEXHaldKMygtoA99MNgItWzpP1QXU+622YjJrHkm7X2bVBdSpv0u7hGzemXxUB0o1EkeOHEHXdWZnZ20j0t7enjaRKC0t3XQxgc2Wv5Ri5sFjtUiB2dlZWltb87YothvVzBKJBC0tLczNzXH16lXKy8vzfh4rlyhfmKbJnTt3GBkZ4ZFHHqG2tpa2trYN2ZPxL75M/Xuvrfp+rsfK7G+SGpLW2dlph6RZY1I+wmRlzkx+2YptyiwmYJqmXQLcKibgdrvTqnduxXNnzZM3kzPzINmmPStmtjOszMLq4zI7O4vb7aaurm5HHraFhQWCwSCNjY2cOHFi21ZpLINhhTscPXqUw4cPb4sghGTd9paWFkzT5Nq1a3g8HuLxeNrD3dDQYCfTWRNOK5kyFosRDofzMsmd/fCv4/KZmLqGWlwOGCj+GtTQOJRWo6gmHDiD0v0i6IuI42+CCRD7zi4fxFRQxjpQ5pLemsXi4wjA0/AYAKpow6x5S/LfU22YxcfsPBp1qhX96E+jTbeiTtxGmetHlB5dkSCfiplSmczd9zyu0qMcqjmUvIcTrST0BJNjo6hqJTXKML7IOIlj/4jU6bXuP0Jkfh53Sq4LgH7wR1eExOn7fwx1ptUWNOpkW7LYgJ7MdzGXPC3CW4fQV07ildAk+sEfXf57yTujjLcjHH4Y64DU+5n5eTexmrQemcUEYrGY7f7v6uqyiwlYRmQjxQQ2YzBCodADtfolyd47RgjBvXv36Ovry6snY6fDzAzDYGBggNLS0k23BMiFfHpmYrEYra2txONxrl27Zj9vmyn/PP7FlwEItQ3jf+Qg9e+9tuXvcbWQtGAwyL17yV5llvjZa1Wy8snDImYyUVWV0tJSSktL04oJpPY38vv9tsDdaDEBa3zYiC1NJBLEYjEpZrYbyxuTzyT/TKwVNL/fz/Xr13nttde2fQXMNE26u7sZGxujqKiIU6dObev5IPmjvXv37rblAFkGIxAI0NLSQlVVFWfPnl3TCGcm08ViMTuRbnBwkMHBwbTBfaMu2dmP/AaqpqN4vDiKXVCW9MaYAjBU1H1noec7ILqSvWUOPLm880hn0uOimZhH34I60Zb01tSco2joVdYyjaniwcKoupD0gpQcSzbinG5F6/lbhKsIkvPtZC5MBqLkGCDQJm/jBfB4MCsf55ApiMWihCNFOMIBFnt/QMh/FK/XS2l0AEVRCDgaKWM26S0RStq1aBPp1c/Mygu2oEFZzsexrkld8jIBaaFkQtcgEk777KneGaPhbSj329M+U6Z3xjTNbe8nYy1SZBYTsEJAUosJrJe4u1nPzIMUl/wws1qkgNV3JRKJ5C1B3kLTNLvwzXaGJlmFb2ZmZigvL+fKlSvbOvHMV86MldNTVlbG5cuX0yaB+ehlM/7Fl1loHcJbYiB+aOviKzMkzTRNe2JrVcmyytJv1JO814XCwypmMsmc/8TjcXvB7c6dO8RiMUpKSuwFt5KSkjWvxZq3bsQ2hUIhgAfKNu0pMWNVhOnu7qakpITa2tpt8SIMDAzQ29ubtoK23Stg4XDYri508uRJu7Tqdp6vvb0dIQRNTU3blhQNSTFy8+bNTZfsdLvd1NfXMzY2xr59+ygqKkpzyVo5ENbDvd6qhaok0Fw6eIoRGKihCRCgLk6gnnsjtP49eHyIfedQ7i+FhN3+KqKqMXkAfw3mvuX8D1G/NIEXsFhyFA9LYVo12T0s2cSJlVdjVF1ANRXM6mSiPACLk5iH35qyf1ta/xhtZinnpfICqqrg9XopWriLcfydlE41U6TfJ2gmY8SnlYOAYMbRSGmsD0d0BuPQ2+xjGVUXcNz5H+jHf2r52iovoPX8D6huTLne5VAyo2JJ4Ey2pQka038CZawjzZul3v02wl+z/MFTvTOjnXBx+S1rQrhTZCsmYHlJM4sJWL+11Odms7X8pWem8LEiBV5//XXOnDlj5/xNT0/T1tZGZWXllvqurIb1e9uMVzBXdF2ns7OT6elpqqqqtj1ZGbbumUntx7aaJyxvjTmXDjv5V6+iqhqh28MUP3KAuvc0bfnQqqquGpLW1dVFIpGwE8nzFZK2WxSSmNlJ2+RyuaitraW2NtmCIXXBbWRkBNM0KSsrWzUsMTV6KVcWFxcBHijbtGfETGrJ5cXFRRwOR95/+FaJyYWFBR599FHKysrs97Yz0XJycpK2tjb27dvHqVOnmJmZ2VbhZJ2vurqaWCy2rdWdhoaGiMViPPbYY3mJrVYUhZKSEkpKSmhsbEzLgejr6yMSidirFpWVlXZOjsXMb/4mTreC4tDQ9BBK9UFYmICyKsTCFOZgN0rFETh0GvX+bYRQYLgLUZ7Mn0n1RKgTKXkzfd/CmdDxmfdQYvdRZgfAypWZvYcoP5IMr1oSPtm8NJBeFcysvJD821RtUWVVCUtF6Bqi9GhaFTH7vepLuKZbqZ18GVHVgOKtYWpqilgsxkIwgtdIkOh7FaPmDF6PF4fTgXD4VxxLOP2IaBYvydQgLIkZy/tieVzM2vNp9yv5/gsYDReXPsu5Ze/MaGfy/68+B48/ldx+lztqp/7WUosJBAIBRkdH6e7uxuv12p4bXdc3XDHmQYtLfhhJjRSYnZ3FMAyEENy5c4ehoSFOnz7N/v37t60wDbBt9iIUCtHS0oLT6aSpqYn+/v4dCWvbimfGMAw6OzuZmppaM+JgLTGT+V1Z4WWrXC2QXMwK3R62X73/pZfscDQgL+ImMyQtHA7b4matkLRCyJlZrRT/XmQ3bVO2YgJWWGJqMQFrwc1aZNvIvQ2Hw3i93j3RjDpf7LqYydY7xuFw5F1YWJ2Ly8rKuH79+orwlu1ItDRNk7t37zI0NMS5c+eor6+3z7UdBsM0TXp7exkcHOTcuXMUFxczMTGR9/NA8mFobm7GNE17wrdVshmfzBwIa9ViZmaG4eGkYUkd3FXVQFENhOLFdLpQZ6ehtBZ14T5KaZVducwc6kKZHURceAfKeDvsP2OfU+w7ByOdMDuIqGyE0Q6EoTJb9RgCgU8fwyxLhp4BqELBXPLSaHe/iaKHUIzkQKgG72GceVfaZzKr0yucGQ1L5Z+nW1E7/y7NQ2LvY5V7vt+aDIMrXvZ+GFUXUHQNdHBoGqqqJr2a5iSRksfRJluZWwgxMz1DlT5KtOQKZbEBHONtUP9IMmemqBYM0gSZ0DVE8cqu8UpoEr1h2dtjeWeU0Q6E05+8dweW7ydjHYCS5m2C3RczmaQWE4DkirXl/u/v7ycej9PV1UV1dbVdbnw9Y/CgVYx5mMjsHWPZplAoRHt7u50buJ1i1Qpl246FtrGxMTo6OtJKR+9UwYHNemasCAer0fNaC3V588xkUPxI9uabvR/967wKG0VRKCoqoqioyE4ktxZbMkPSDMPY0dyqzVBInpm9YpuyhSXOz88TCAQYHx+np6cHl8uFEIKJiYmciwlYEQOF8n3kwq6KmdWS/PMpZqzEzHv37nHixAkOHTqU9QvMd5iZlQyv6/oKg7cdYsZKgozFYvb5wuHwtgzmVsPN+vp6KisruXv37qrb5vthyVy1SH2wXf/pk2gaoDpQijQorUBxCARgGiragTOIru9CaRVKaBJx4R3p19r9XUiEwFRBEZjlR6BuKUTKqlBmrdIthVqleiYARFEtRu1blo8ZmkyKJYs15r5m1YWkCNKX81Myj29WXUCb+R+YnpUHMqsewXH/FgoVSY+IoiSrKR18jH1TbRgNZxBjAaLAuFlLydw9tNBLOJ0OjMqLeDxutKn0PBez9jzq2G07lEzoanrjzAzvjNH41rTPK+rOJRuSpogvyzuz11fqHA4H1dXVdsn0b3/729TX17O4uGiHgJSWltqrZJleQuCBq+X/sJC6wAbLHhIhBO3t7ezfv5+TJ0/uyMpmvgXGWi0BVFUlHo/n7VyrsRnPzPT0NK2trdTX13Pq1Klt61sWahtO+3v5iRZrbpdKqrCB/Iib1MWWo0eP2rkWgUCAWCxGR0cHY2NjezYkrVDEjLXAvhevVVVVysrK7KgiXdcZGRmxc42tYgKW16asrCzrGPUgLrLtmphZq3eMpmkkEoktnyM1MfPxxx+npKRk1W3zGWZmDbo1NTWcOXNmxY8p32ImGAzS0tJCeXl5WhKktTKVr0EkVRhaDTenp6fX/CyWMcnl/BtdSVMUxa4S4v2jp9E0A4cngenzY8YTxEMBvPEIDhdwrgml/XuoGkkvzPjSeVq/Bm4fiC5EcTVi/5PJY9+/bed6KBO3EfXnEDMz+Of7wJdekMBcCtdKDUtL/n0b4atd7kMzkQxrsyb7imba71nngaQoUaeXwrmU5N/2NvdvY5YeTf57yYui3G+3jxMvO0PZ6OvgKk3bD8DR+TWMU+/CCsrQ9TocA98iYpYwNTWJaQo8nhoq+m8kPZc1y/1sUnNjjMa3ooy2w/7k32btedTub9mCRdSfQxlpt70zZkLDDLvI/AXsldWvXLB+43V1dbjdbruYgOX+HxoaArDj2x0OB2VlZcTj8U2LmVAoxCc/+UleffVVXnvtNYLBIJ/73Od43/vel9P+s7OzfOQjH+Fv/uZvCIfDPPbYY/zhH/4hly9f3tT1PAxkixSwPCNdXV3EYjEOHz7MyZMnd+ya8rnQtri4SEtLC6qq0tTUtKK4ynZFDWSyEc9MNruT6zlWs+nr2aNUIbLV7UJtw/S25V/cpOZazM3N2d6b9ULSdoudzpHcLNbvshBCsBwOB36/H4/Hw2OPPZYmcHt6eojFYisW3FRVtcXMZueFsViMf/fv/h1f+MIXCAaDPPLII3ziE5/grW9965r7/ft//+/53d/93RWvu91uotHopq7FYlfEjOW6X61amaZpW/5gMzMztLa2UlFRkVNiZj5Wv4QQ9Pb2MjAwwOnTpzlwILs7Ol8Gw+qRc+fOHY4fP05DQ0PavUxdTdyqmNF1ndu3bzM/P58mDPfK6oWqhxCKAqoDFzEcj78F9+vfIHz6CdS+14h0NeNJRAk1XqBssBnn4hzCVFAcfjj1RoB0D8oarOaVAVaUXTZr0wWFlUujTrbB5CCKrtphXanvm1WPoIy3o8z2oSSyb6NOtSWvOeUrEEIw6z5MyWQzpIgZs/oR1LmpNFHicDhQivbjNVQO7jtEIhEnEomgh3UcwRGGY1VJT1jRYfwLfahjGfdntMMWNELXMCMrjaUY7oKSasiy2FuIYsYycKnFBA4cOJBWTGBqaooPfvCD9PX1AfDCCy/wzne+M+dJmMX09DQf//jHOXToEBcuXODFF1/c0PW+4x3voLW1lQ9/+MNUVVXx6U9/mieffJKbN29y/PjK8MGHndUiBRYWFmhpacHlclFaWrrjOVD5Wmi7f/9+mlcp27O3U2ImV89MIpGw81zXW5DMxlqCKRfblep92UqQQ6qQCbUNc5+X7H8f+39+dvMHTsHj8VBZWbluSNpW+21tlkLxzFi/y0K4VkgvTJMqcFOrdwaDQUZGRjAMgz/5kz+xC5hs9jt53/vex3PPPcf/+X/+nxw/fpynn36at7/97XznO9/hDW94w7r7/+mf/mnaOJqP3+KuiBmrw/BqZZc1TbPjlDdz7L6+PgYGBjh16hQHDhzI6cva6upXapjXE088seZqbD4Mhq7rdHR0EAgEVm1sZn3urU4aQ6EQzc3NeDwerl27lrbCk68Sm9axNhMWMPmvPoSqGSgOBdWlYRpgtP4ApaaR4jsvo9QdxK2a6IaPoplR1IVRZn3lOEJzOJx+lHAE32wfHFjyxLT+PVQ1wnAXhCZBM8HoxBcJ4wqPJyfxAMFBRMVhFOvvwBCKriH2n1khdFaEo5lKsmgAYllEZfmKjJM/mUy6H29f2SSz+hHU3m8nxcxypAili8MYJ/9RWniYcr8d4V/Ki8moQAbJ11z7zya/28USlESUfWaQBc3P/NwcxsIcPiPEfM01vJEIntqzqBNLn3ukE1FcAynOVNs7g5IUXyOdiKEulEOnkxu8+hymcqhgxMx6FWMyiwm88MILPPvss/z6r/86f/mXf8n73/9+Tpw4wdNPP83jjz+e0znr6+sZHx+nrq6OGzdu8Oijj+Z8vc899xwvvfQSzz77LE89lSy48O53v5sTJ07wO7/zOzzzzDM5H+thwgovscaioaEhenp6aGxs5OjRozQ3N+9oE0vY+kKbaZr09PQwOjrK+fPn7apJq51rr3hmFhYWaG5uxufzrbA7+TpHLvgfOch0fz+ZYWappBYC2Cj3v7QsbPyPHNz2kLTdqpJWaGKmkGxTtmvNVr1zZmaGCxcu8JWvfIXBwUHq6+t585vfzJvf/GZ+4Rd+IadWCa+99hpf/vKX+eQnP8mHPvQhAH7xF3+Rc+fO8ZGPfISXXnpp3WM89dRTdh50vtgVMbPeILPZnJloNGo3z1pPUGSyldA2q7hAZpjXalgGY7MPt1WBxuVyrdllOtUzs1kmJiZoa2ujoaGB48ePZy1/mS82eyxTV1E1BUVVABN130EUzQQBwlmEeug0Zvv/RiutwpEIQu0xSg6cwBxuZb50P47eNpyxCaLzizidTlxaEUr9WRSSIWGmVRzg3msE97/RLqNpCgVRm/SYKOPtmKeTif7q6G0IDNlCR6SEY6Uias/b5lHt/DtExZHle5HiJbJ7uEwOYZ77ifRjFCUnJpZAyfyuU4WLXURgog1lrCOZF7RUjEC5fzvN02IceQuO++2UV1RQDphGHXS/iGe6n2lvDYZhUJ0I4ei7idPhRKm7hDLWmRSAB5OCxRwfRqk7lLyQA2eShQGszzTYjXnoQEEZDEVRcr7eoqIinnjiCXw+H6+88grz8/O8+OKLHDlyZP2dl7B65GyG5557jtraWn76p3/afq26upp3v/vdfPGLXyQWi225O/2DhvX9Wh4aq6FyasWs7ax6uRpbWWiLRCK0tLTYJfp9Pt+a2+8Vz8z4+Djt7e00NjZy7NixTduGvOWM5snM5SJ6bHFzexj/+dzFzVr3KHPFfq0qaeXl5dsyNhRKmFkhiplcPBuKolBVVcW/+3f/jsrKSr73ve/x0Y9+lG9961t85StfyTl8+bnnnkPTNP7Fv/gX9msej4d/9s/+Gb/927/N8PAwBw+u/Ru38p2z5Zlull2vZpaNzRgMKym9pqaGK1eubLje/2ZWv4QQ9Pf309fXt6EeK1sJ/7p//z63b9/m0KFDHD9+fM0HbitlPYUQdhPL8+fPrzqpynfFmI0e6/6vfgSnO4Hm1nH6NfD6UDUTMziDphlol65jtH4fRQPl4GkYFSiHTqGOd6CG56lwuFHUGEbVUYzygygT3USFm/mhYaoS4zgdTtQsg0Vq1a8Vn8FUEGVHELXJBH6l+0VQBYqeFDZWGea0fcqP2Mn2yRMkxY6FWfMIiq4lRQgkq4eNJ/9tJeErYx24EgmiS5bXfv3Od5KhXtaxah9Zkd8j6s4nr2vp+DZLAke934154m34xjrwHThIIpEgGq3EcfdFQr4KAkNDeD1VlC2OoiZ0nE4HVB1Gj2hpDicx1JUshw3U9b2OuoO5B1thMw0zFxcX7SacZWVl/ORP/uT2XFwWmpubuXz58orx4bHHHuMzn/kMd+7c4fz57H2SHmYURbEXp4qLi7l+/XqaR2ArUQObZbMCanJyktu3b1NXV8epU6dy+v1ud781i9UWNE3T5M6dO4yMjHDhwgVqamqy7L21c2SydlnmZcLto5Realh3u7UKA+SKJWRgqQT0BoXNWmykSlo+Q9IKyTNjeWcLga00c37jG9/IG9/4xg3t29zczIkTJ1aEfD722GMAtLS0rCtmjhw5YldU+8mf/En+8A//cE2PcS7siphZ70eyEYORWv54I8mB2c65kUHc6lkTCoU23PXZmmBspBFa6iD/yCOP5PTFW/d5owIhHo/T2tpKNBpdt/ToRmr5r8dGtx/513+ISzMwDRVF9SOcDpTiCsyxfhzX3oLZ9n2M/jsAqOd+CEY7MYMzKGYPanAILv148kCjAsfBM5QCSsiP2H8adyyKMj7BlLuG2NAQ1YlxIBneJ4RIW6jLlmtj95upPY9itmPWLwmb0Q4ITSNO/EjW/e3qYJODkCJmlLGOtEIDSc/KsrfH2k+bGWWu+gpFKcdTgi8iYumPutA1xMJkWngagJgYQix5f9L6xKTd+C6cB07jdDoRnlKKXNW4amuJRKPEZ+Po3a+joOJ0OlGFB6dhoGpamnfGrDuHGBoqmNWvzTTM3M2KMePj41mNlFUefmxsTIqZLPT19dHb25s1BxE2HzWwFTa60JZqE8+ePcu+ffs2dK7d8szEYjFaWlpIJBJcu3YtL89OLrYveHM87W99OoQ/o02YskHXTK6FATYampYqbGC5kMBWFhRzCUkrLS2lsrJySyFphSRmCsUuweYX2jab+zc+Pm7bkVRSbctqlJeX86/+1b/i2rVruN1uvve97/Ff/st/4bXXXuPGjRsbzolLpaA9M5YLPR/1/jey+jU7O0tLSwslJSU0NTXlFGeYykY9Jlb43EYHeWt1YSPGaX5+nubmZoqLi7l27dq6Hq71PDMbHbw2MihrixPgAMUJrjIHQoA6PwU1DRivfhPF60VRTCitwui/gzIzjFJ7CEUViMrDKLCc7wLLXo/hbjwLUyiqyT7XHKYqUBaDLHgqcU7cwxh6hYTTiwgncDicOFys6qXJFCoA6ty3l0OurIpfqQ0sDRVx5l0oo0temv3p+S1m7SMoPUu5Mima1kxomA4fJXPDYE1gRjoR/qXVzZQwMgCKatN6wghdA2dRWqiYqDsHt76GOL8kcPadTblPXVBcDTq4PR7cHg+UPQEj7SQSBnO+BiKRCL7brxOtPojX66V0fBClNrm6KQQ4X/sGvPXdWe/dXmIzBmM3a/lHIpGsoSJWX45IJLLTl1QQKIqy5uJUviptboSNLLRl2oqN2sTdypmZnZ2lubmZioqKTUVW5HKO1XCfPmz/O3jzPr6qZYET6w+Q0B1Qkb5PrkIkX16a1ej9rb/Gf/4gzpFh5jrCVPzzN2/5fGuFpPX396Npml0dq6KiIueQtEIRM4USDmexGfEVCoU2PV/eim35jd/4jbS///E//sc89thjvOc97+HTn/40v/Vbv7Wpa4I9KmZyWf2amJigvb19Qy70tchl9UsIweDgoF09rLGxcVMP50bETCAQoKWlhaqqKq5evbrhz7mRMDCridqRI0c4cuTItpRTXu9YuTLwi7+D12+iOQ0UlzcpZCoqUDQzGcbk8qNduAbDncm/56eguhHl4EkY7UQ5dAoAc3YGpaQaMdiNMjMENQ3JCf9oB+JgcpKvjHZA5VHintpkXs5iMeHSQ0QiEconmkHEiC1EcTicuOZHERffnnatqUJHGevAPJ40OMr929DyNYTbB1mi+KzQL6X7xbQwMSCZzA8rGlQu7r+WPG6qSFmqvqbcb4fRDnuNUdSfS4qtlG3NY29Byaxa5ixKT94HGOlKbl97PunxGupCXXpf3B9BKTtKRUUyz8A0ZnGVlBCJRplzVaLfj5BQJjBNc9nTtceN3Ea8qBbhcHjHK19ZeL1eYrHYitetKpGZJXklSY4cObLmuJyPSpsbJdeFNquCZ1VV1aYFwU6KGStvdHh4mJ6enlW9YVthM7YpVdxEIh4girgXIRyIYprJSdxG1i/zIXosT8xaKMqyuIHtb9w5MjJCV1cXfr/fFjer9TWBwhEzD4NnJhwObzoBP9+25ed//uf54Ac/yD/8wz8UnpjJJcxstcE7tTLL2bNns7q7NsN6q19WQujc3ByPPvroljre5+IxEUIwMDBAb2/vhvJxsp1rPeNkmibd3d2Mj4+vaKKWy/F3I2fG6Vqq9atoaMUuwETVTIxAAM1hopRVYjS/hKIZaBfegBgWqA3J/Awr1Iz5KZREBM4kw59E5WGU/aezn/DAGcT0NEXBfjSv1+5vI/RDRCuPEIlEiEQiFKlhHF2v4nA4cTodON2rD4qi7rzdoNMSFEpGzoqoOw+zLya9JhZL3iQ7DCwlsR5gwX8YP9PQ+d00EZQaNmZ5idIETSqWd2akKym+UjxYYt9ZxM2vo9QtGdj9Z2A0Zf/qxrTKZoqq4guM4hMKlJYQj6hEvF4ikTBTU5PMfOlPCF9684ZX+naSrXhmdgOrElom1msbCT16mMhnCHS+WG+hTQhBX18f/f39nD59mv3792960rjTYWa3b99menqaK1eu2IVV8nmOrdim2VvjlF9Jzi8mBgbQNAelp5PtFua/9gqJRHL6FOufxH14/dyedQXLJquhASAg2jVO2aXlAiOpwga2p3FnIpGwvTbd3d12SJo1lvv9/rRwdylm8o9hGBuu9LeVEOj6+npGR0dXvL4V23Lw4EECgcCmrsdiT3pmLDGT+eNfXFyktbUVIKfKLJs5Zzbm5+dpaWnB5/PR1NSUl+ZTa4knq6eLJZysbq+bYT1XuxWnrOs6165d2/A93Q3PzNAv/1ucLgNFFRi6mvwRl1ajjw7guv5mjJYfgEhGOSeFTNKLkAw160+Gmh08DSOgHPqh5fMveRaU0Q5Y8sqkTuJt9i97QhQluRLh9XphtAOzpJTFskbmIxHc03fxBOfQ5yJJYePS0ifEY8uiBEAZaUdMDkGqZ2c0WfZ4udQxyeIAS/tYAkVMDMGFtyMWFpaPef9/gjd9Ai50FWb60/JxAMz7Q3DBCiU7l/TODHel97BJ9c5UN6JH1eXk/v1nMIc6UYSCWX8OhrowB7tRG06hHDiDsHJl6s+jDnZTFLhPACf79x9A13UmPB5GR0fp6uqiqKgobaUvHyEnW2Wzccm7JWYuXrzI9773vRWG+dVXX8Xn83HixIldua5CZzdyZtayFVZ+Yy6NoXNhp8RMLBYjHo8TDodpamqyQ1TyST5tk7gXhRQvq1nXgOd00p1ueW/SQtMSDlsIpZKTl2aNsLLUfJmNELo9bFdJg/wIGwCn07lqSNrAwEBaSJqu61LMbAObtU2bbeZ88eJFvvOd7zA/P5823rz66qv2+xvBWri/dOnS+huvwZ78xqzJS6rRGB8f5+WXX6a8vNwueZpPsq1+WX0GXn31Vfbv38+VK1fy1kV3NaOxsLDASy+9hK7rNDU1bUnIrHUegGAwyEsvvYTH49n0Pd1pz8zY730uWXJZqICC5nMkw8jmplFqD6G//A8AqGrSOwNgjo0gzKVBtLpxSch0LR800yvBUungwW7M+8OYhoo52E3RbH/6Rpk5KIB68BzFxX5qaqqTcfcn30yi+lSyGd/4ELOBENPT0ywuLiJME1G/vL/QVXAt5ayk3pOlMDX7//fTjZ3QteR+I13pCwCVjcn/ZxzPLD9qCzwAU9fA5cccWn5N7DuX/OyW6LGaYw51IYa60+5TNtJC0gBzJogxNpK8Rw2n7A50qqri8Xo4evQoV69e5Yd+6Ic4fPiwXU3ve9/7Hrdu3aK/v5+5ubkdmWhlY7MFAHYizGx8fNxeFbV46qmnmJiY4Pnnn7dfm56e5tlnn+Wd73znnvR+FQK7VZo52zmDwSA/+MEPcDqdNDU1bVnIwM6ImampKW7fvm3nJ22HkIHcFsf6PtOc8/FKLqweseA5fRjP6cNEIh5K357sIxW8OU7oToDgrXGCt9K9pPkIK1uL9QRR72/9Nfe/9BL3v/QSfR/78pbOZWGFpB08eJALFy7wQz/0Q5w9exaPx8PIyAgzMzMMDQ1x9+5dZmZmdvw5ypVCEzObud6tLLQ99dRTGIbBZz7zGfu1WCzG5z73OR5//HG7ktnQ0BDd3enzg6mpqRXH+9M//VOmpqb4sR/7sU1dj8WeDTOD5d4OXV1dTExMrNvwaytkrn5ZTSlnZmbS+gzki2xGw8pZ2Wpt/VSyiY3UOOUTJ05w6NChTZ9rLTETj8cZGhrC7/evGUuby7Es9L6+ZClmp45QXGh+N1plBYpqglAQriKcl56wSwDrzS+h1DSgNpxADHfZoWYApqFAfw/KdLIwgBjoToaeaSIZnnXgTLJP2lLomevWC8TL6pcn8NPDYCQHEVXLmAAseXTcbhdutwtCJQhPCV4jgTMwSCKhM0eCRWUMr9eLz+fDDYgTb0rei+F2WJiC0vS4VqFrSZGSkqQPIE7+CMpYB+6pe0T89TDchdi35PGxvSxL93bfWRjrQAx3JYUdYJ74kfRQMQBXke1dAexcIkhWI1MAMZzSOyahYeoOUr9le/+SKgyvwx5wBFAyOwkNDRh9d9Fjf4/nre/A6XRSU1Njl2SNRCIEAgGCwSDDw0kDbYU5VFRU2J2Mt5vN5sxs1TPzqU99itnZWbtCzAsvvMDISFIUfuADH6C0tJSPfexjfP7zn6e/v5/GxkYgaXCeeOIJfvmXf5nOzk6qqqr49Kc/jWEY/O7v/u6WrulBZq+GmaUK1dQQ5K2O39nOtV1iRgjBvXv3uHfvHkePHqW3t3dbJ435bOicyuytleGbmXiW8m6iEQ+e0/VEu/oJ3V0qJgDE+meo+8cXt3QdK7006b+BtQRR5nsTz/wg7Zi1P399S9cGK0PSrMbbuq6vG5K2m1ilmQuFna5m9vjjj/MzP/MzfOxjH2NycpJjx47x+c9/noGBAf7iL/7C3u4Xf/EX+e53v5s2p2toaOBnf/ZnOX/+PB6Ph+9///t8+ctf5uLFi/zLf/kvN3U9Frsfv5EFVVVRFIWFhQW6u7txOBw0NTVta9Jq6urXwsICLS0tuN1url+/vi2rmKlGYys5Kxs5DyR/+J2dnUxNTeUlTnm1eNiFhQVu3bqFw+FgZGSERCJhT0ArKys3NQnt/bmP43AqmIaKqqko3uTP1wxOA+CoLofyShI3X4b4Itq+AyhlVWiHl0NqrFLNTI2g1B5MehAU4ODShH2kEyyvwnBnmmCI+OuJVxzFU16e3K7ycFLojHZg3h+G6gZISYTP9Npw4CwOkg+dt+VrmJUH8YSnmHPUE+29RRSIOiaSYWvVJ3FMDIFPW1EUNC0MLFXQ7DuLuHcT/+ww+IpWbs9SDg6kCRqbpVAx9dBpxFBXUtAZpAkac2wE0+lHTSlYkCZ4lu6xdvgEytJxjP4e+z393h0cR07AweMw9zpmf++aZU+9Xi/79++3OxgvLCwQCASYnJzk7t27uN1uu9FbRUXFhisL5spmc2a26pn5gz/4AwYHB+2/n3/+edvb8t73vnfNqltf+9rX+PCHP8wf//EfE4lEePTRR3n66ac5WSC9ffYiu+2ZSSQS3L59m/n5+S2HIGdju8RMIpGgra2NUCjE448/jsPh4O7du3k/TyobtS/Bm/cpv7J6k9rUZbbyy+s3s529NU7ZUqiZ5/RhW9gARCPuNFGkT4XQ9XHKLqeHpuUaVibYXHTEYvtQ1tcnnvlBXoUNJL+PkpISeyy3FqqskDRVVW1hs5u5k4XmmdmNEOj/9t/+G//X//V/8YUvfIFgMMgjjzzCV7/61XV71rznPe/hpZde4itf+QrRaJSGhgY+8pGP8G/+zb/ZcrTVnhQzkBxUb926ZXee3+4flzWIj46O0tnZSUNDA8eOHdu281rnS+3QvJmclfVIXZ2KRCI0NzejKEre4pSziRmrsWdjY6PtcrRiaaenp+nt7cXtdtt168vLy3E4HOt6ZlTNwOEwQAHd9OAtdkFJBWJyEPcbn8Qc7LEtjrMpWTFMDHWj992FqQEUr88OPVMffVtyw+EulIYUIbMaI51EKhrSvA62kNh/FoSylAjfgdn2PYgvgq4lJ/lZjiuqGlH2n8U91k5NbAZKS4lVHkdEIiyGFpmZmaHCWYEzHMbR14rj8HnU0WVRYAuUju8hTv+w/Xq04hhFd76PGYuipOThmboG0wMoKSWg2XcW89b/TM/RAcyhrqTXpX7J+5J6/dUNacUIlINnEMOdmAM9yWtauudpzE0jzvwwGmAMJD+D/T3PzSDOJgfA6DeT3pnVsIxhSUkJjY2NGIbB7OwsgUCAwcFBOjo6KC4utn9TZWVleXt+N2swNlsxxmJgYGDdbZ5++mmefvrpFa+Xl5fz2c9+ls9+9rNbugbJMrvZZ2Zubo6Wlhb8fn/ecjeznUsIkdcJ3cLCAs3NzRQVFdmtDKLRKEKIbU0K34pnJhfvC7AifGwjeE432ucqe+NFol0DzN4aJ9Y/g55IjjWOHNdmtMF5WGVyup4gWk8s5ctrk/pdK4qCz+fD5/Nx4MABTNNkfn6eQCCQljtpCZtcIjvyxYMuZoQQW8qZgWQZ5k9+8pN88pOfXHWbF198ccVrf/7nf77pc67HnhMzuq7T2dmJYRicPHmSw4cPr79TnjAMg+7u7rx7R7Khqiqzs7O0tbVRW1vL6dOnt+VhtYzT9PQ0ra2t1NXVcfr06bw9rKlixspzGBwc5JFHHqGmpoZ4PFl1zO/34/f7OXToEIZh2E25+vr6iEQilJaWouu6fb2ZBu7Oz34Cb5GOYWo4HCbOIpJ5MHPTqPUHSfzg2yg+L84rT2AOJCfKestLqEvihZoG1MPJFWkxlJ5DkvZ5Ur0yq5EpTlLLI+8/C2ZX8u/RDszBbsTECOqjP5p1fysUTNz6Gk5dw33oNGVlZZhDHUQaLhCORHBO3cFsfwWHw4FecxJvLIbb5UrmtQT+N6R4RgSCqL8OX1GynLKakrsiKg4jUr0sQ11ZQsnOIG58A6U+3cCZg91pS5NGfw/a4ZSQvbERlH3nUt5PemdMXcPUtbTkPP3eHcTBRoyEA5GY22A7umU0TaOystIOAY3H4/ZKn9XsrayszBY3WwljME1zw5PH3SzNLNkcW6m0uV2oqsri4iKvvfYaR48e5fDhw9smAFLbBuTDRoyPj9Pe3r4idHonKlxt9bipCfwK2Hl+K7a7vDLRP5PZWyu9LplY4iYacduhaYt3p9GXFo/0qVmq3nZm1f29Z/JT2XU9Ur02QM7iZq3vWlVVysrKKCsr48iRIyQSCXuO0N3dTTwet8fy7Q5JKzQxs5nrzUcI9F5jT+XMWOFdLpcLr9e7JeW4ERYXF2lpaQHgiSee2PYvWQhBPB6nv7+fM2fOcODAgW093/3795mYmOD06dN5P5f1XcbjcTo7O1lcXLSbta3mZdE0jaqqKnvV2nI3DwwMMD4+zvT0dJq7eeCf/wlOZwIQON3xZK5MkRutshxVM5NzbHcRriuPJT0EQiHR2wuGitp4Mi1JPVXIGK9+E8XjA/MOzE2hxBdRzOSgICZHUGoOwUAPTA2Cx4vHEU0OGn5XWnjXqlhhZrPT9jWk5Z+kXtPFdyTFz5IASV25ovIa+kAHyvQgM2Vx5ubnAagMT+Fwl+I0TVuQuCcGMBTscsmWlwVICqyRzjTxIk79CAynv0Z1A3pMs71QqdXIxL5zqJBeLEDXMCqO2IOJcuhUepGAolrMvrs4jh5HazyJMdBjGza99Bj5CgxzuVzU1dVRV1eXtdlbahhDeXn5hjyTm8mZ2akCAJKdY7VKm9uFruuMjo4SDod59NFH816+OJONNnRejdQWChcuXLBz4LKdZ7smjrl4ZiZfnaLm8bUXLq0qZeuxFS+NRaro8Zw+TDTqxnM66WKfG29jtnm5u3qkL5DVq7Je8v9a763mpVnrvb6PfTknYbORZyY1d3KnQ9IKTczsdM7MXmXXPDOpIUVCCEZGRuju7qaxsZGjR4/yyiuv7Eii5f3792lvb2ffvn2EQqFti7m3sGKH4/E4hw8f3lYho+s6kUiEaDS6ZlfrrWANTq+//jo+n49r165t+B5aeRHz8/O4XC4qKioIBAIMDQ3R2dnJwfgiqtvE0B0IzYVzKXVKzE5jAI7qMiivIH6nDyZH0fYfQFEEjitP2OfQDp9MhptNjqDWH8S4dwdcRaiPJAdfMSRQG98ALE3UqxtQlvJohACl4TThqSn8wRHMQACMpZCvyUHw+FCtr3G4K62JpRjugpKapdyaTozWH6AoAnV/lhuxlGCvv/a/UDy+tG1UVYXL76BqKUk/UXsYczDAjLeWWCxGZeg+ju5bCFOwWN6ID9L6v4h9S+LJEjQpYsQKFQMQKcLPGOhBa1zyZukaYmLQ9r6oh05j9HeleWfsfJglErdeRi2rRDt8Mi1vBkC03ATNhePIcRJ37+I8fhRYP9QsV7I1e0sNY+ju7sbr9aaFMaxVArrQSjNLtofUSpvbXTLcCs/SNM0Oudlu8iFmUsv9r9ZCIdUzs12sN3Fu/+PkGDj5arLC0uLdWRJLXhBXhglTjxfllJWSm5dmLKftMhHlVbawmW0eQ9l/wBY35kiMkHsS96OHgI0l/+eTtbw2QohNiYSdDkl70MVMPB4nkUjsmLNgp9j1MDNd12lvbycYDKZVDdvu2GQr6X5sbIzz589TU1PD0NDQtpalnJ+fp7m52a7utZ0JbouLizQ3J8tOHj9+fFuEDCyX2quurubUqVMrDMhGSjdb+6ZWQOl59++jaCCEgqIJjISJ6hYkvOU4Z8fxPvkkRn/SG8PsNK43JKuBmUu5GYmXvoXi9SLMu0nvS22yspk52L2iUlgq6qElIZMlJE05u5zkJkwFVGGfT0wMox3ICAU4YOXWnAGjO7n9kmhQlIx7s/8sGBogbG9JqvCwBIrz7utQWkV9fT3CNIlEa3De/i4J1cmiM4Sh60uFBI7hbPsOyr5lTxAHzmC+/g2Uq+mlEM3B7mTOy/6zWXNfzIojcO8OWopg0ZtfQjn7xrR8GEh6Z8zhb6GcXT6vnuKd0UdGmK8/wvb8KleSGcag67odxtDb20skEqGkpMQ2iMXFxWkGbbMFAB40g/Ggs5FKm9spZqzu6ocPH6akpIQ7d+5s27lS2aqYCQaDtLS0UFFRwblz51Z9ZvLlAVqLtWyPaZrE43GKzicbjE6+OoVyYB/+R6oJtY0w27ksbMJ3Z9FnnFAlcs6lyXW7NY/RPEbZ5dUbEJZdWn5vciJK8YmDzDWPEe4LYKTkNWqr/ExXS/6HrXl3Ukn12mhjYyi/1LDqvrmyVkhaT08PsVhsSyFphSRmrPy2jdimUCgEID0z+WRubo7W1la8Xi9NTU1pk/vtjE0Oh8O0trYihEhbOVqv0/JWsIzTkSNHOHLkCM3Nzds2kE9OTtLW1sbBgweZm5vblgcztes0wJEjR7YcdpG5/+SXv4+m6jicOqapoSoGTq9A87kQc9NMNDZQ851/AI8H5eJlXEryfiZuvrx0jb3gKsJx8RoA5qBIq2ympeTQqI0peSSZ19WQPaTMEjrKkngxh7rAXYQ5sCRUtFVEnNV0c7QTY2wE7bG32W+ZloBICQlDIc3bw/4zmGP/C3zJXBRFVfH5fJi1RxCRCFWRIKLyGJFIBDHUjXBU4Oy8BYdO4PV60TQN4S7CTMl7UQ6ewXj1fyGcfrQUj5Ax0GOHqamNJ23RBknvTGL0H9KKIljeGb3vLriXvRKp3pnE3V4MrSjt+07c7cu7d2YtHA4H1dXVdm5cJBKxDeLIyAimadoV0ioqKjaVZBkOh/Ne0EOyu1iVNrfLTqRWm7x06RJVVVUEAoEdzdNZq0nnalg92e7cuZNTueid8sxkO340GuXWrVuMjU2gqiper5dYLM6+68kKZf5HDhCJuPA/khwbwhE3SnyKwM0g8YFZio5X2d6ctYIQyrI0zcwkl1ya9Zhb8s4oCrjPNBKNufCcSQqd4Auv4z1abW+TGZq2WQ/OZt5TB4KE/q4Fc2lMrP25/FRJy3dI2mY9SLuB9ZxuxDYtLi4CPHC2aVfEjBCCwcFBenp67Ml95sC3XWJmcnKS27dvU1dXx6lTp9J+BNtRltIwDLtPjmWctutcQgh6e3sZGBjg3Llz1NfXc+PGjbyfR9d1uzzoY489xssvv5y/Tsspx5n+6+/jdCe9Mg5XgljMg9Nh4q6rRtEM6qIGpttP5MQx1DvtRExwNLfiXQyjPvFGlNF7UL7UODMlfCr133rfXcTkKKph5cqMotYdtEs4qyljhHd6kFj9MVILhGc2h1TOLXlthjsxxoaTPW6szzbUbfd1ATB1Fdw+W/xYgkqxPDlLgsYYG0nz9pgDPcky0Ev/ThUZkapGPNMD+EtKKC4pQUSDRKuOIoY6SfR3M+SvpCI0TaLuHP7gKNzrRjuydN6aBoSxPIhbuS/m7HSaN8pY8s4Y9+4gKg+neVzSvDPn37AUQnaMTPRTV/B2d8OBAziOHEe/lyzTGu+5B4DnrSt22Va8Xi9er5d9+/YhhCAUChEIBJiamqK3txchhN3rpby8PKdiAFutGCPZmzgcjm0JgQ6FQrS0tNhNMK2crp0uOrBR22QYht2T7erVq5SXl6+7j6Io29YHJvUcmXbJ8hxVVVVx6JCbRCJBJBJhIR5iaGgYl8uF0atT+3hNWo6H0ViCu6qShO7D/0gy/2fyf/bg219kC5tw7ywJ3UHNY+k5OHnz0lxa3UujHM0+MVUP7LeFDUDs/sKysLkXQNc1yi7t27QnZqOkzvLu/fZfUXT+kP13PsRNPkLSCskzY40LG7leK/y5UD5jruyaZ2ZxcXHNgS/fBsM0Te7evcvQ0BBnz55l376VA0O+jUY4HKalpcUuhZzaJyffYsbKxVlcXOSJJ56wJ1FWdbB8YYWvud1url27Zk/q8nGOVEHb/JP/Fa/DQFEgobswhY7TY6IVuTGD02iVFagaqNXVFM/MIeYXUerrMIwEkZJK5sZGKZ2fxzzYiHdxEddMALW8MileJkZR6w8mvQdgN9UEMFFQDiW9FeZgN6apwZKwcQZmUHBiBCdWNMnM9OiYpgrVjSgHT2EOLHlwsowdaeKn9fso5emhb6ahotQ02KLF3m9JFInhLlvIKAdPI2ZmiFY14h3oQVEFKMkyipy4jGeoC7+IoXs8xEyTCVcZ/uAo8fFxSucmcTicKEK1xQokBZfQl4sBWMLJuJe8J9nyYeI3XkE9/4YVn1U7fJLYay/z/7P351GSZXd9L/o58zkx55xZmVlZlZU1V7equ+nuqm6pJUACS3jJPFsCGxuZa5bh2oYFembpLYQFGAvu8hJYmIt598mWJYGNZWhjDNhgJLo1tLqrp6qsecjKeR4iImM8ccb9/jgZkZFTVVZWVauB/q5VqzIjTsQ+ERlx9v7u7/f3/cktbdHnZYedW2n/sW1vf6sgSRLJZJJkMsnAwABBEPDKK6+gaVojAjqRSDQmxHQ6ve3O2Ds1M3/5sBt1+WGQi3rq1/79+7e0IniYjoHtcC9zU7Va5cKFC6iqytmzZ+8pVOOtJjN1d8SRI0fo6+vjwp9ewjRNTNPES/q07W/Ftm1WwhWWlpcQocCyLFzH3b6PS2tLg9gA2DUdcFl6bZnyrULDpuYuVuj98NYNnc24L5Vm7fSaAwI2o3BhjvR3rUfzO46OeXwfqxfGscdyxA51UBieI31669poL8EAm0mQYP2aX7m80eJWuTzFYtPvD0q12Y0lrd64s62tjUQiQRiGD70e7kFhL2SmXC4Tj8fv20nzdsO3Lc3s5MmTd7yQPcgJo1arcfHiRTzPayRtPewx6wpQT08Px44d2/Jhe5Bkpt6gMpFIbCnAf5ATxvLyMhcvXqSvr48jR440XtO91MXcDfXnUYMSqNGXTVF8vNBETRgobTHC1Szm4aGIjAgQq1nknn70w4cIxm8RP3mSdChw35jDm58jLOaxhaDcnSJmWcT8AGXgKJIUKRt161k4uZEwwHrtTDh5AyfVhd95ELM4TzA3g9S1H5qtWptUmvpjpf7jBJdeiq7j/sZI4wb6TxDO/zlSQmbzsrhOXOqkaPN9/vDL0Xu2Nqc0dhNnZ1CeWo+ElvYfJzj3FbSnvod2osnF7+4mmLiG7/nMK62RJF9eQbtxBf3wGmFKdDbUlzrCfBb50fc0ft9QDzP9YkONUhoF/tFkHvpq1JSzXEYC3JFR9MOHUAcPU3vlNZTTzwBQ+qOvkPzwWyzP7IA6Uenv7yedTuO6bmNCrEdAb+5kDfenzDiOw8///M9vaEr26U9/mg984O7vyVe/+lV++Zd/mcuXL+P7PkeOHOEnf/In+eEf/uE9ncs72IgHOU/U2wEsLCxsm/pVH+9hLvo3Y7dzU30+6O3t5ejRo/e80/ugN9o2oz4vNTelrtflXvi1S1uOVxSFRCKBHavS2d+B67osnFtEO6JSq9VYWV5B2CFVu7qFtC2/tkTH0+t/u1pt3aa29Kc3WX51CYDyrSzJo63R8U9t/VvvBndTae5033Ywjx9sEBuAwvAE9miOIKhHQpdIPHKnZ9gZm4lO8/K5WZVpRuXyFGOXpxr3Vy5PMfgrf29vJ7AJd7KkTU5OIsty43NQq9UeSC++h4m6/fleiMlf1U22ty39VBQFz/Pu+3lWVla4dOkSHR0dnDhx4o7ewgexA9Zs9dpJAaqP9SAmqLm5Oa5evcrBgwc5dOjQlg/1g5gwhBCMj48zOjrKiRMn6O3dGMX1oMhM/dwvf/gz6IaHovkoakAQyCimjORUEKs2sWefwH7x68gxC/PpJ/HHRIPIBNk8QowS5rMYTz6LQdQThYGDYNswNcJ8shVpaorW8gqqqqFvUw/RbEWrw+7oQyMiBUJIDQUhGL9OuDCLFCgbanI2vLZUB9LAMcTU9SiwoLCC8q6N6oXUOYC0/xjBeF3J2fieSv3H8V/9CurTGxe0UlOQQSMhMJDBiG9JGMOINW6TkNA0HalcRQklBo4O4NQc7ESSYPY2leE3URQFv/sw8ew8yprtIvTlDb1jNtTD3L6NaDu4oQamDvfWKGGiE/fmGGJfB7XuHhKVqBjRuTlG4ClbiNzbBc1Flrqu09XVRVdXV6M2pk5uJiYm+MIXvsDq6iq+71MoFPY03o/8yI/w/PPP89M//dMcPnyYL37xi3zoQx/ixRdf5N3v3qp61fFHf/RHfP/3fz9nz57lF3/xF5Ekid/7vd/jYx/7GCsrK3z84x/f0/n8dcLdrmeKojwQ10Czcn+nhskPo5HlnXC3uam5XvJOc9zd8CA3wXZ6/jAMeeONNxobmbuuE5BAN3RM06SzpyOqoxsNGz3bwiAkrIQYRYOYFdug26y8trTxqdrWFZyI5HRSvjTN8mtLkYKzRhrKNwsNZeZuxf87nnQTCndTaXYgPU5Np+VvPrl+7MIlCsP1mpslrEPbk7A7qTSVK1ORerTLRfdmorP4X6LGnZU1kvMwLWk3btygVCrxyiuvEIvFGrWTLS0tb1njzt3iXov/ISIzsVjsHWXmQWE3qTG2be/5+ZtJxW77q9zvDpjruly8eBHbtjdYvXYa636I091y/Ou43wmjnja3urq6Y7zzg5yUCv/8K1hygCQH+L5CKGR8JU5SWSX1wefwb49Quz4ORhzz6ScatRbOzTHE4hxqX+9aDcbG81FVlWQySRCPkxzYj+M4hNUc+WQrzhqx0TQNuWZjGGte9QPrdjNYi2iW2NiTBRChjPLU9xBO3SAYv0W4MI125rsb94cbUr7WVJZXv9JoLFk/pk6OpP3HEVPX8Wdn0c68f8PrkDoHNjyu+XmD8euIRMt6Y7qTzyGmbjTISzB+EynTjgg2xihL6XZEEBU2m5aJaZmEpST+9CzOI2cJbJtFI0n8/BsEvftJOA5SrI1wZAT98LpaE9n2JNShw/i3Rxq3K4OHqZ17Fbm1De3wEN7I7Q1+dHdkFJAIk53UboxjHosa5b6d1Jmd+sw0R0DXJ0RJknj++ecBOHv2LIODg3zgAx9oEJO74bXXXuPLX/4yn/nMZ/iZn/kZAD72sY9x6tQpPvGJT/Dyyy/v+Njf/M3fpKenhxdeeKFR6PrjP/7jHDt2jC9+8YvvkJkHgAeRtLm4uMjly5fZt2/ftsp9M+qLlbcDmdnJzvygx3kQqFar1Go1MpkMjz/++LbWISEEy6+t3LXXjISEqij0vnc/AoHneSxOLWJXbfK5PH7BR1mJwgSEEHQ+fWfVJfFoPyuvL9L90Ucbt9VqOsuvryk4IwX8NZLT/mTXjs9TuDBH5vEeipPbJ5PtRFjuCS1tmMejDUzH0QCvidxkCQJlW2vaZvj7U9s2SK40qTC7RTO5eVCqTd2SVicw3d3djU2qW7dubbCk1RMvv92E4J3+Z+t4Wysze50wHMfh0qVLuyIVzbgfZWZ1dZXh4WHS6TTPPPPMXT2XsizvWXmq5/jXd5vuJBnez4Sx2Q+9UwrIg1RmVL+GZEAQqihqQChkDLVCrf04+iuvo7S3IMshtEW1Vt7UPGrfPiRZIPX0ow4ewh+7hTYULRqD8ZuIUMIbuU24MI0UsxDhKFI+i+pU6dDjCBEiCkXcTBu1a1fw7AqqIkHVQ9U05HIO9bFnYGnpTqe/HuccSo0AgTrpkJrITzhxM7KoQeO4zdfEMFCQjPgG4hKM32qQqGD8BsrBIwTjtxoESdp/HPP6myiqBGvyuLz/GOEaoZHWUtFk1glavfZFPnAUf/Rmw0oW+gqYceKJBPG1C5/nlQnHb+NYMbKxDKn8CmJ5GcuyMPcP4b30TbRn10lcszoTlB2Ux5pqYSZmkLraUYeGqJ17HaW1FePoIM5aAMDbCWEY7cjuZgdMlmWee+45BgYG+NKXvsTS0hIvvfQSX/3qV3e9m//888+jKAo/9mM/1rjNNE1+9Ed/lE9+8pNMT0/T37/9DmixWKSlpWXDd1VV1UbwyDu4f9zP3BSGIbdu3WJmZoZTp07R3d29q/HgreltAzvPGfW+N/F4fE/9xDbjYSoz8/PzXLt2DUVReNe73rXrRWfdDrYFUvOPEqvnV+l/LvoOhiJkYXYeJIlcPk9ttUIwHxCLxbCvVe9p5zzxaLTpWnN0Eo9EhGjiP18keaSV7OtRVUnpVmGLlWzbmp4m3FGlGZ69433p0xudGObxA4375L5ezOO9kTVtLEuwFiCjKFs/P3eqk9wJdyI69bqbBrG5MkXiVD+df29n5Xo3qG8aNFvSgA1NmOuWtObEy2+HJW2vLQPesZm9hdjr7lcul+PixYu0tLTw2GOP3dPFfy+TlBCC6elpbt68ydDQEAcOHNjVhXOvJGN1dZULFy7Q0tLCE088cdfXt9eamWw2y/Dw8I41P5vHeBCTUvEn/xjTcCNrWSgThhJeaCBCaElVCHIy1pFD+LdHEEKi+sobKD19aEOD+GMj6PWF85rVDEAszKHs620UtKtrJAdxC/VQFNkcjN9E6h4gMXgk2nW7fZ1qRw+2bePUHDptF3HlInoQYBSzBPEE8lpcfrPqAuu9VuoEw3vzW4haFW1gY1F7s7LjvfJVJMtC3XTNlh9995otbasSIw8cIxjfaoUTCJTlLJxdj3uW9x/De+WrqH29Gx7vj0V9ZWhKWGuujVHe9W6827fQhqJ6F+3QCZy5F0k88SRxIXC6uvDHRlhta0W7dgNTUrGHr6AfPYRxaIhg9DYA7q0xMGM4N8cwjg6iHR7CuXxlPZ61WkN+fJs6orcJ6teEe5k0qtUq8XicTCbDhz/8YT784Q/v+rEXLlzgyJEjpFKpDbc/9dRTAAwPD+9IZt73vvfxr//1v+ZTn/oU//Af/kMkSeJ3f/d3eeONN/i93/u9XZ/DX2fsxma2l7nJtm0uXrxIEAR33YTafD4PMw56M7abm+5mZ35Q49wvhBCNoJ8jR44wNja27blOf3OFUIT0Pdu25b7OM3dWaTYj+3qk6td75C1Nz2PFY9i2TblURj9msLKy0lBttsPKa0u071BDo+3vJvFopM6svL6INtDdIDblkVX8QMZfdSgvLdL25M6RyXdSae61zqbxnGtExzx+ANfRsNaS03J/8jrWYEeDKPkrJUglkNgdQbkTWr77NwBo/RtLUIveF29xiJbTV1gd/hmW/stLVK5MET8VjXGv5GYnBXSzJa1UKpHNZpmbm+PmzZv31IT5QWEvZKZarb6jzDxI7MZmdi++5Oa6jqNHj9Lf33/PF9x7tZk1R1I+8cQT99SheS8X8unpaW7cuMHhw4cZGBjYNWm6F6JRj80eGRnh2LFjOy6amnG3yb/ZUrQTJv/jG0iSQCAhkNA0H6GoGNgExAhzWRLveZzqX3wTOWaitLc0dvP9sRH8lTwiHIsK0xVQDx3GH72F1N2PMjjUUCB2Qt1yFY7fQlGURgKKP3YT99QZarZNqVwi6YZoiox27XKU/rU8h/7sd214rmaiQrodOSMa42+ugwGQu/aDJNYjj8fXz7VuOXO++eIGMgKRehKurqA1zQsikAk1E39sBHWwydJkxPEdbcMXPszmEXYVdY3M1JPK6ilvdXi3b6MNDeHdvg1GvFG0b1oWgWVhVW3CdBr70CnC0VGWlpYQQpCplNGuXENRNLQnzq7ZydbOE4E2u4iTKyP0OLXrE5jHD2AcHaR2Y+xtZTXbS5Z/uVzesy95fn6enp6tqUb12+oR0dvhU5/6FOPj4/zyL/8yn/70p4FoEv5v/+2/8bf+1t+653N5B1uxl6TN5eVlLl26RFdXF8ePH7+nz5IkSQ/dktWMZodC3c48NzfH6dOnG32ZHgQedJrZZgtcGIaMjo5uOe5bv3Kd1ie7WXltjtlvZclfK+L50fd09VoRL5DpfbaNpVeXG/YzKWojvOPYzcX/sqKQSqVIpVLIaYlkZ4pqtcriuXnkQwpzc3NYlhV9hgSbS11Yef3ODoBm25mzpuBkJ0OKr+cRTZlgzkKV9GNbH3+3Wpod77uDglPcdJ/atw/rRG/jPhHISONlKiuLuJORNS21SfGpo5notL73ZZLv/w0kxQch6PihEISCUlMgFAg/S2C3YrSOEFSg/amI6FSufH/jOZrJzW6IzW7snLIsk06nSafTjZS01dXVt9ySthcy804AwFuMe9n9cl2Xy5cvUy6Xd6zreNBj1iOKNU2750hKuDcyE4Yh165dY2lpqZHGslvcy4Sxl34B9THuV5lZ+vK3MIwAJIHnqgSaglPRSKdKuJ37QYxTuz4BZgzr7OPRwhpwbo4TzkdWM21oCH9UoB1Zj8GsqwqwrsoEY7dQD9WtWxuVFWBDh3tJkojFY8TiMbT5SWTTIOw9SNG2UecnsZCpXb6IpqlouoIkb71g1clNOHkDf2YOubu/UTzfsHkNHCOcvEEwdoswn0V9bL3AUdp/HFbyG4ruG6/p9LP4YzcbZEwIqA09Rjy30CA0/tgtpEwbItyovJBuRyTkBlmBiNC433yxYRdTB4/gNxFB9bFn8EY31sO4r7+KvJbi5cXjxGo+HOjDzmQILl+hYppUp6dJVqt4l28SOzGE39uLMj0DgP7kGZwb29vLqtcmSe5e1HgoqPuS36rEGNu2t7V01q8xd6olNAyDI0eO8JGPfIS//bf/NkEQ8LnPfY5/8A/+AV/5ylc4c+bMns7pHazjXuaJ5trN7cJTHsaY94v63FRPAfV9/96K5+9hnAdlMyuXy1y4cIFYLNawwJVKpTs+f8sTXUhA1VFpeSKaU6s1FfCbSE50xc1eLmGk795banPxfz0a3zRNwqRPS38U/5x7cxnP85mamsKyLDzXJfADFDVamHY8efeks7o6U4fS10nikUgZyb6xSPv3nCD7RhSPXL4VKTgA7mKZnu/bPqgG7qzgbLac7fpx3/koqxMTtO7rJfBNwKM4PIs9toQ12ElxeJaDP/EHdH94nFAHNB8hhyALEFI0sXkyWtYidC18pw2Rr6F3VVDNGYKKhqRH75m7PMT+/9eXUeIGS8M/teE8dqPa7KU2TdO0DU2Ym0NhHqYlba8BAO8oM28hdmszq9eqpFIpnnnmmfvy8e6WYNSLNzdHFD+MsWzbZnh4GIiKiZt71ex2nN28j7VajQsXLjTGudd+AfczKZ377t9CVaLmmACyFj2XFXOwu0+SsW+gDnQjSSHKWq2MO7WAvr+HMJdF3rdmNWtaZPuj6wvwYOwW/soqYRjt0oXz84gw+puFC3Mo+/oa5Eis5lEG1x43vlnNkQh6D5BOp0ilU/jVVbyeR3CrNgXbpm38Ck66HdJ5LMtCnZtshAjAWs+Yrv6181snFfU46Drp8Wf/YsP9ERlp3/C4zepJoyZm7TzrDSzrAQnywPG117RRedlMVrzbt8FcV1/qcF57DblJeWy+P6g4BDEdAxoKjm4Y6IZBVbaIGe1Y7e3Y8Tj++CQrU1MoikJ6IYffbyCvfXbq6gxA7cY4YSijHDrCyu9/g/aPrjftfKuxlyLL+8nyjzqSO1tur9Vqjft3wk/8xE9w7tw5zp8/3zjnH/iBH+DkyZP81E/9FK+++uo9n89fN+zGNbCbekfHcbh48SKO4zyQYvm3ksyUy2XGxsZoa2vj5MmTDyXF6UEpM/WI6P7+fo4cObIegLKLeWn2W1n63r1xc7DliUj5qNbWSc7SSpW293Qy+/IKECk4dXJQJz37no2u0R1P7axe1YNonHiVtic7cB2Xql2l7BSZmp5C13WE7WPXapiGQe6NO6s0bXchPYlH+sm+sYA20E3ikeh1LdwaJvvGAgCVkSxaUicIFmn7jo1BA3erpdkJm1WaOoSAypUFZFnm4P/5B2iZGTCcaBUqCUJFEAopmpulEIRAciWEkKGUhpsJgriJkshhKJOESRN7Mtr0s9pewrRmCD0LOS0IKuBkD5Pu/1/M/empHc91O3IjhLjvoI26Ja23t7dhScvlcszPzz9QS9pe56a/is2c39Y2sztdvJvtUPdSq3I/Y9Ybb05PT++6eHMn7IbMZLNZLl68SGdn5z1bE+rYzYSRz+e5cOECHR0dnDx58p6/HPdLZlTFQ9ejKOZQKMiEOI6GElcwSkuQiGEcHcS9dRshJCovnwczhnb4EN5tgXFksPFcoZBxbo5Fak3vvigOOFfAeDrakfZHR5B7IusZRCq/crCJNLS0NYhNODeHvK+PsEm5qCMYv4UkSY3O8QBerYTc2QdTI1R8D0kSeEtLxKwY5tox9R4z4cRNnNdeQ23PbHhef2wE7cwHIiLSXL9yYP1xdTJSJ0F14uJNzVEZOkF87WugHDiK+9ILKH3rO2bNMcob6naaXqPy2DNbCE9t+muoawX82qHDDXXGvTWGsq+PYNPazr05ihASSlsLvrf+PrnZPPFaQCFj4ismpWUPR5/CaoljLuZQfB/j6CDll86jtO3etvkwsVdf8l6VmZ6eHmZnty4I5uejTuI7ReG6rsvnP/95PvGJT2z4Dmuaxgc/+EF+8zd/E9d1G41u38HesJukzfq1u62tbcckrXsd860gM/XeG0tLSxw7doz9+/c/tMSm+1VmhBCMjY0xNjbGqVOntlgz7zQvbfeKZr+VvduAtDzRzdzLKwz+8Pq103YiNWfuWysUrhfx19Sc1eurZI7v7BKRJAnDNChdKpBMJmnZ3xapNuEyy0tLhEIgVQJan2jH87w7btT6Iw4kdr6/mahoAz0NYuM6Gm1PdlO+PE32jUUqI/lGEb+7VKb7QzvXMt5JpWm2kB3+4d/G6luiXwpRLD9SW4BQBZDAUwgtH0IJAgFGdIwoaFCwkC0HLVclsHzs/HsgD7p0Bb2zQqrrRdxqH34+TW3hEYzMCGGlhizATETz+IEPXWF56hPbnmflysYanfGf+120jEz5Wom2/+P92z7mXtFsSTt48OAGS9rIyAi1Wm3PlrS9zk33s3Z9u+Jtq8zc6eLteV4jLvhe7FB3gyzLO3qhmxPEzpw5c98y3Z122vZSt3Knce40YUxNTXHz5k2OHDmy54nrfsjMq+//TXQtwPNVAiGjaAEiBMN0UVIpMgdMrBPHKH3zPLIcora3oLa1YKzVVMDaLn4uh6yEyG2tgEDu6UMdOoR/+zZy68adt/qi3R+7hdbUCBLW08f80ZGo3ubgYYLxWzjf+Boi1YI6PQNrNsbmovxg7BbaoeNoACcfxxu9RZhbRl1apNjaxvLKMplSiTCXi9K/Bo4gBbcJfAi2IUt1guK+cW6DIiIfOIr7xjmEbWM0qz6eAkYMY2EeDq0/l9TTT+DKG+xpwUoeYdvoa2Smrs7spL64I7eR9/Xh3hpFP3Jow/0gIR88SnDr9nqBf72+Zu098m+NNSKXo+cbRZ/NEZw6RWohj9LdjW3beK7L7MwMqqqSKFXxTz6C+RbF0d4Jb3VizOnTp3nxxRcpFosbQgDqqsrp06e3fVw2m8X3/W2vK57nEYbhW9pJ/q8q7jQ3NS+w91q7udOYD7tmxvd9rl69SrlcZt++fQwMDDzU8e5n3mhuGfD0009vCcvYzfNv91fZrNKsHyttWzEzt6bUtDwRLQ5rjkrmiUihiUiOx/zLK+Qnakh2raHmFG4UNxT8139OJBLU4lXa93fiui4rU/NUKhWy2SxizCd9upVqdWvTzugc7l7PlH1jcdvbE4/0k3tjAW3/OtFZ/IMsubqCczuLmtQJggVan9i4EG5WYg6855Mo35cHISGQEVoAMhBIKGb0P75EaEoQyuALQsuDqoXIatBZAxskxQFVICka9oX3EXAFozVPqvVF7FwnQdUn9+YJ0kcWCSs1JCFhxm+DJ2G1LBOGcSpLUadPb6lAz+BvUiscZubrGxtbAw1Vpo56je/4z/3uhvvvNyWtjjtZ0qamInJVJzZ3s6S9UzOzjrctmanbzDYXjxeLRYaHh7Esi2efffaB7jIqirKtvSOfzzM8PExra+uuEsR2g51IRn1CyeVyPPnkk2QymfsaZydlprkO517DC7YbY7vX4rouN27cQNM02tvbo4LIpoXpt973/2vYyxQ1xPF1LM0GCTQ1oBbrwluaRIgJAOLPPoG3VkRuX58gnJ1B2x/txiltLehHo4W2d3tkw6K73n1+szWrGf42AQENVeTgEUQoYSdSmKaFd/s24dwcYSBvISGN9wQJ/TvejTJ+E7NaJcyv4B17lKpdZXl5GREKMuUKDAxhLc/g3b69JRxAOXAUf+YFSG1sJill2pEyG9UUAO3xZ+DSm8jT03DixIbaFm/kduN9kFraESl5g1Wsob48fqzx2pvfL+XAUcLbtxuERjt0mOoL32y8/9qRIbxbtxvHOxOLCCNO7CAYRwZxbq3XxLgTC9CWaqQ0haPzZE4cwEnkiFcFruvgt7dTvTjOUk8cwzBY/dz/oPPvfue3Jdv/rfYlf+QjH+FXf/VX+dznPtfoM+M4Dl/4whd4+umnG5sbU1NTVKtVjh2L/madnZ1kMhn++3//7/zSL/1S49pYLpf54z/+Y44dO3bPNtV3sBU7WaBd120UoN9P7eZ2eNg2s+Ya0J6enrdEvdtrqIFt25w/fx5VVXnmmWd2PNft5qVv/cr1XY0x+60svdsknW2Hfc/sHHueWVv42+4K+5450Li9PFthoW5Zu75uWavNlzn4t6PjDD1q2tne00UYhizOzTWadno3bVRVRSua0Xe66XVm31i8Y2+azXayne7T9neTeCQ6f9fVaP2OSMHJvblAZSTPsY98icT+KcQHQFJAqCDk6FSECigBBBJCkkAFby6JHErIPSVYykAyT5ggkmhkD/qqoEiExQyyJyAbwyq5GC3nsPMJSkvPEUvdQlHBal1BkWcI8mC2LxF4FvmbAxjdKUojnbQevUm69RvY2Tb0DoCIEHQeP0dF+YFtX3tdpWleczYTnfGf+90Nvz8ocnM/lrQwDO95PfpOzcwDxm5sZrCerS+EYGZmhhs3bjA4OMjg4OADX9Rs3v1qVkjuR7nYDttdyKvVKufPn0fTNJ555pkd+7rc6zibL+i1Wo3h4WHCMNxTHc5mbDdplEolzp8/TywWIwxDLl++jBCClpYW2traaGtrQ5Z8dN3DD2QkQkzdJgxAkiUW3QH25a6jHo16yKjta31llldR1n5WenvRDx9sqAAQEZk7oVmV2YxGjcrmepRNv4tQQnv2uwjGb+Hdvk0wO4PWv2/b4+u2siCbQ1+YJz40hBDgjtzA7h/ErlTIyRaZ4grGagGeOrtBjZC7+9de1+0tikd9/GZCU+3owSjmouMkkAfWxh8bwRu53diO3ExW3JHbYMY2qC/qocPY515t1Ck1jw/R++85Cs2f0ro6o/btI/A2Xl7q6ozS20s576BJEsaxgzg3xgEwjg3i3BhD0zSsYydQrk3S1hdFZDfXju121+pBYS++5PuJv3z66af56Ec/ys/+7M+ytLTE0NAQX/rSl5iYmODzn/9847iPfexjfP3rX2989xRF4Wd+5mf4F//iX3DmzBk+9rGPEQQBn//855mZmeE//af/tKfz+euGvSRt5vN5Ll682Ogzdr89WLYb82EpM0tLS1y6dIne3l6OHj3KzZs335LktL3UzORyOS5cuLDrlgGwuzTNO6GuvnAXFWn+5ZVG3cydsPDKCv0fXt9sqzkamcejxy2+sszCK9F4hUkbXQvwg2UAnEWPnmf7okafc/OYJ+KN3ieC6DOYSCR2rXbVVZe73dc18Eccf+7PUDQf/oaPEBKSJhAygAShRICMJEJwQEgyBIKw3AqthegYR0PLlAljIGoGxG1CEyib+Nk+lM5pKCmoToAIHYJaDPf6c7iAlbxFPDaD6t0GT45qNOMWihqjag9RvHCAjhPX6Bi6gL3agWx51JYTECSRZIEnn8QrRK8l3jpLpbDzexI/tZ+VycltVbtmVK5MsfTllxq/d/7dB0NsNlvSfN9vqDbbWdJ837/njYd3opnfYjSTGYBr166xsrJyz2le94Lm3a+6jJ3P5x+olW27sWC9iLE+oTwoa83mCaPep6a1tZVTp049kMLOzWSmPjkODAywf//+xmTSnMs+8gN/gmkIglBC1z1s18SyAhQ9REImJlZR0gnMYwejXX0B5W9eAGRiRwZxb4024nuBhirjTi6g9e/DuTFOMDuD2t8b1dBkc1CrIoLoMhXMz6P29uLeGiXI5ZBkQRisxXiu5tCfenrDa1QPHYbFTekxazYzEUqEAYRrC31J2piI5o+OILe0oxw8jHd7rZmmopDOZEhnMoRhiHPTxmvR8W9cpxKG+L19JHMrqIeOoWs6wcStDUSm/n8wfgvn1dfQnoh65ggBQd9BePM1tP1NtTKDhwnGNtbaqIcO446s9+fRnji7gawAhBUHkdA3KEPurdFGWEMz6upM7cY46qEjBDfG1iOX19QZ+9pE4zy3W2DUxhfBjKGuzfXuzXmSp/aTTKU49u5333HXqqWl5aEUKn87GpP99m//Np/61Kf4nd/5HfL5PI8++ih/8id/wnPP3TkI4ed+7uc4ePAg//bf/lv+5b/8lziOw6OPPsrzzz/P3/k7f2fP5/MO1tFsM2ve8LqXyPz7GfNBoTlp7eTJk41arDvZrR8k7qVmRgjB1NQUt27duqeWAfXHbvc32a74fyek3xVt2TSIzV0wv8vj6sSlGZnHIzXEcZfpPrtuHZv9o1EWzkXEpnijTBoNCRVpXiAloteby+VwChX8eRHVKN6o0Hlm55Sxtic3WsZOnf1JJNmD5wIkWSDMsJFILRRABuEooIWENROQIFFFEgF4GqEmQAWpJiNbRYQrCFYiC6DU4UFFh0KMsK0CZQOlJqGaE/iGR1hpxdNBVqqofhUz8Tpe0EKw6hPELRAytj2Es1ikZWAZzVyhJf11Kn47frUdwg6E4+Brj1L/+CaUb2JaX8cuRDa+0A3IpL7CavEDGwr/m7Hd52WnY+sY/xebVJsHRG5UVd1gSbNtu9G4c2pqiiAIiMcj90JLS8uuNqbfsZm9xahHoRYKBW7evImu6zzzzDMPdSe2vvtVj3k0TfOBW9nqqCszQghGR0cZHx/fMKE8yHHqE8bMzAzXr19/YIEJddTJTHOvn0ceeYTu7m48zyMIAiRJamTvj/7IOSwlQJJCZFkQBAq66jLvtLNPXcJ2dNRYSPp976L4jWFkOUTryKC0t2CtpV3VYV+fIJhdIFxLJ1N6+9AOrwcCaENr1jNxG/3Ik9HPt0eimpq12hIh1i1YAO7rOdxbEbEJZmeRYlZjca3OTkGTYlZXN+oEIxi/hTc1t4HMQEQm6se5r78KkkBZ42KyLKNqGubRk9H4t6/j53L4fsDy3DyyLGElWkjkFmFhZUOtjnLwCN7S64iGZUxEZGpfP74r0fzJDQOZYG5mQ60NgH3u9Q3qi3vrNvqRQ7g3R1H29RI2raE2qEODR1AA58YoxrH199yZXEA9dKShtGyGeugw5C4Tji7AYymMYwexr0XpZWp/L24t2tWOnRigem2y8bjcf3uJ9o8+t20hZT3bP5PJNMhNIpF4IJ/xvfqS7ycxxjRNPvOZz/CZz3xmx2O+9rWvbXv7D/3QD/FDP/RDex77HdwZdZtZvXazUCg8lA2vZjxom1ndEletVrckrSmKguu6D2ysnbBbZabZEn2vLQOADYRp7OvLjZ+bFz+7ITb1Z+m9g62sGT3P7I4ode/i+RbPLaN2psg8Hi1qHVclvfZz4XfzYMn4IyGabGDPVPD0ANvPI4RDbS3+ORipoa4phj37/phHfvx/IykycqwSvbj3ClBACBnhywg1AEcDKQArRIQqoa0jxWpE84yPMHz8UhtSRUFuXUXyQsjHCEMLz/CRyxKyoSD1ZRGuBLZATucRsRBvMUmgyMgtAknx0IsV/CAJJPCH04h4tNYrzg/Qsj8iL2bqG1T8dsCgsHIWPbwKQLUUzYlJ82Xi5jdw3CiAwK20EYQWsgqrUx1IkgDKtLf8JvM334PvqRsipQXR56V2fZbkowd29ffbHCKwWbWBB0duLMuit7e3YUmrO3l2m5ImhHjHZvbtgCzLDA8Pc+DAAYaGhh56IXA9peaVV15hYGCAw4cPP9QklyAIOH/+POVy+b6jO3dCvXP09evXmZub47HHHqO9fXcX43sd49KlS+Tz+R0LMuswRQFN9yICIgWAwA4MuvQV/JrMcjHOQGqFlTduooUh8ecew7013nh86c9fRo6bCDGBJEH8/e8BooJ042i0qPZGbm83dAP6GnnZrER4t2+jP7nei0MIGUkKcW+NopUrsJpD/a73bXiM2kRcwkBGf8934Y3s3CRTamlDHTyMN7Jm85I2HqMPHSf4+tcw9/Wxf2A/Ts3BtqtUyx6BlcA+P4x0cADLiiFNzSC3tDZev4iZMDkFa5PW5ohlqWs/7s3RhpKlHjqMN/UN9O/YSHDqZE4ZPEI4MopzcxzjaMS+vKUCQaAQG2QLAl9B6tq4g1VXZwJfIZiZjcbsa0dbKm15vDo0hHtlcsvt26G5kLKewlTftZqYmECW5Q2WtL3aNvdKZrZrfPkO3v7YbTTzyy+/TDwev2PdxoPCg1RmisUiFy5cIJFINHqyNOOtatC5G2Wm2RJ9r5uZ25GZnndHBGD+pWXmLhfx15pWrtR/BlauFDHSGr3PbniyLc8/9/LKHetl6ph/ZXfHLb6yfMf7u85uX+BvDnZgd5dJ9naSP7/KwN+PNsVWz89TvOnyPf/nv8NMFxAfChFCRjbWZAs1jHq4IBAaiEBFuDqyWQUtAFcnFBroDuTiyJKHlPBxcxkUT0dqKSO5IapSQiRVhBHiZVPosQqyVUFDAdOIyE9JxZtNEGpdKJ3LKOM1LM3Ds4AKBCMZQkUBBPn/dZyO40VwwYhN075vhYAOCtmzGMEaeSlHm4PCk4m3L2MGb+KFGZxiBt+PPiOr09H7ZXSlSCVep3NgBjfsW3vXDA589yRL4x0ULsxRHVsmNhj9TAa2j4eIsJm8wNYQgc3HPyxLmiRJdHV10d3dva0lLZVK0draSltbW2N9eT/RzI7j8PM///MbHAOf/vSn+cAH7t7YenZ2lo9//OP8+Z//OWEY8p3f+Z189rOfZXBwm4XEHvC2rJmpL76DIODo0aMcPHhwx2MfFMIwZG5ujmq1yuOPP05n592bVt0ParUavu8jhHgoHus66gVlnuc9lMZn9TFGRkYwDIOzZ8/ecdH44tnPo+vRrKEbHr4vo+ohqqZAKDFbauFI3xLaYBth4GIbCquTk6Rnl5DbMoRXxlD792Edjz4T9UX3dqjXfngjtzcEAmxGsyqzHeoNNsXwMMIwG2PKys4TvjJ4hGDsFu7kPEpvb8OmtaHmZM365U7NE3vfezc+fl8/IPBGxjCPHMK0TLxsHgYGcW/dwJ+cZrElTaxQIOgbwLIs9IU5zIUlpJiJcjBSTbzRkQ2Epq6s1AmNe2sUpbe3UetSP6by1W+iD6wV9x8+1AheAJBbWxH++qVDP3II58YoIlz/TlevThA7eWCLOhN2HojeSxEpSNWrk8RODuAuFiJlZu1PUb48RWKtE3T1yhSxU/spXZyh/aPbv9+SJDUKKfv6+gjDkGKxSC6XY3Z2luvXrxOPxzfsWu2WoOwlAKBarT6U79o7+PZCCMHS0hK+73Pw4MGHUru5HR5Uzczs7CzXrl27Y93pW0Vm7qbMFAoFzp8/v+deN5vJzFf/1Xrxf/e7O6gEgs5n2kACO5Cin4l+jqmCyZeyrEzYUHaxigpFLaQ0UsNfu85pTXur92Mra0b32bXamXM7E5vFc8t0ndlKbJ567F8QngyxUiUkzUU8JSHpASAhkJD0EEkIRKBEZAUJzzZRLI+goCI5GkqLjV+1ELUUqlpAyriEVR1JF4ikCyEYsRLCDBGKjJNLYbghUqaKmIqhygYi5iGqOsFSDF9pR+1YRixI6PEyYdsYCJXAsRBCBalEOGfh1FLE0hVk1Wbf8WtUS50UlgaAHhLxURQrACsiL1ZbmZj0Eo6/D9+BfO47iRmjBGWH0up+jO4UqdgbdPbP4YpeYAXPaSMopFASKrZ/EGexCED/mVvkKu8nDGXij/RRujSJPGFTznmEQbQmU7Wtlsv4IzuTl2ZstqdtJjaVK1Mc/PTeVfTmBp93sqRNT0/z/PPPMzU1RT6fp1C4Q+HQHfAjP/IjPP/88/z0T/80hw8f5otf/CIf+tCHePHFF3n3u3cmaeVyme/8zu+kUCjwyU9+Ek3T+OxnP8t73/tehoeHH0jpyLdVmdmucLxSqTA8PIwsy1iW9ZbIYfXdH8dxsCzroROZhYUFLl++DMATTzzx0CbDYrHIyMgIkiRx5syZB5LCthmrq6uUy2UymQxPPvnkHdWzr37PH6LJAYoSEgRrUcxKQCgkvKqHqkFLuoovGbS/6wjOjTFCIRErBIhaQKUjhTK1gKzI2LkcxvwS8VPRDk1dlaldH8efmUWOmYRBpOYEswuNJpn+WrG+czNaYPszCw0ys51KszmtzD/xCNaa6lT7xouoTZHFW+pNAhllXx8gNhbWD67HQSuDh5GW8xvud9eIg3roCP7oLdxbo0jS+uPU4yfxx0Yw5pcQ6TT2WrdrR9VJhgGO6xDaNoZpNHrC1M69jv4dkeK0pZB/8AjhyO0NhEayYniO1iBh2uFDODdHN9TANje5rEM9dBiVqNi/GdVrk6hDh/GuTVC5OoXIKKhDfTAZNYWTW1vx3Wh3O3ZqgOqaOlO3mpUuzmAcHWTud86x74fv3sVelmUymQyZTIbBwUE8z2tc2G/cuIHneRssaXdqcLmXAIC/qlL+X2fUkyaz2agfyVtFZOD+bWZhGHLjxg3m5+c5ffp0Y8Gz01jfbmWmTrrupw5pO2WmjvFv3JlUdK6RCtvPcuA9/SwsLEZhNopJx5k2ls+tMH+p2CA22StF2h9JM/VSluyVAkZao+eZ7Z+7Z+25705stv8bHXvsRQ6feBnVqBAECsp3eJGQIAtIR2pL6GsINUBGRgQqku4R2jq+3YqSLOKsGpjxClrCRoRRMYywAtACRE0FvUgY88ETyFUQKQ+v1EZ1OkMsXUVpy0JBRXY0wu4qgZ9BOBKyLhEGFmJRRjVqqJ23QYewXaMWmBixIqKkEaZClNYcGD5qt0uCEgKV0lc+hOFdR03qGN1JdPsGWiKNaU7j116nWjGZXzxJqm0G4blU7f0Y3SA8BSu+gpGw8UUGz2nDr5OX4CDuQkRe2lO3sBTQ0g5q3ACytOgvUCLasLRO9LH6rRLGgS7ij0Qqzsr/eAPrUCeF4TkAmpdR21nM7qTSbD4WaJCbvRCbO7kGNlvSdF3nD//wD3nhhRf4/u//fgYHB/nABz7AP/kn/4STJ0/edazXXnuNL3/5y3zmM59ppGx+7GMf49SpU3ziE5/g5Zdf3vGxv/Vbv8XIyAivvfYaTz4Z2f0/+MEPcurUKX7t136NX/mVX7mn170d3lY2s4WFBa5cudIogj937txD74tQb27W0dHB4cOHGyTjYaC56ebx48e5cuXKQxtrbm6Oq1ev0tnZSblcfihEpj7hmKZJb2/vXRd8IreKZEIoJGQ5RCAhazILpRb6M/OUiWEkBZW2AVZfvISihKgdGTRVxvrQs6SBWsFGHOjCrlZxFnKUSxfRNA0tlyPwBeaxwyBo1HDUlYd6HY0AtKH1+9S+fQ3lwJ+dR+3bqFLcCUpPP+qhIfzRkbUggTzm009tOEYdWicu1ZdfXSMl6/e7I6MYT55pPEdzklj0/xqhmVzYQILUwcO4k99ASelkWlrItLQQBgG5lTy+o1JYWSYIQizLxOroRJ2cY81R0YD98huNZDjt8FDDmufcGENpayHwoXZ9HPP4ujIaZPMYTz2NCg1CCJG9zJuab5x3M4xjg6z+r1dRhw5jnTiAfW1iQ5Fl5fJW2b4Z1dvLGAd3jhPdDTRNo6uri66uLoQQjRSgXC7H2NgYqqpusKQ124aCILhni9o7ZOYvL7ZbOJdKJYaHhzEMg6eeeoqXXnqpkbT5VmC7BLXdor5ZFwTBrtT5b6cyE4YhN2/efCCW6DuRGYCDazUyk9+8S7PMNSy8VuLI+6P6io4z7dR8ic4z0XM4m3421ZDpl6LnzV4tEayRntzVIv5aCI2m3L1e5qlj/2/CIER7xG4QFkkNInuYIlDU6P0LfBXZ8PHLcQIvhZ7KIssBoacjWT6hr4CQ0FsWQRFoHqCFuKVOpLKHogaEqZDafDeKVEFtq+LXdAoT+0i0VNBEFrVYIxZbhpRPKEkIXaCYFaSYg1KWEC0hcnsVfJmwzSSQYyixMqIYozLejTU4j8jHkPMCA0Fg6rhjh/FLLlamghdm0Ks3EcgY8jyquopNjEptiEptiJg+SqnUjtmTRJEtVGOJeOYy1XIHHrBw6yRtQzn8+BDOGnnJJFbIqK9QTbWiJAxkaoSuSmmlE0OJrFbumkrT/FlJPtrXuM042E38VPR76dIM1dkqvh8Rm9pYDuvQ3fv7wO7safeq2uzWAi3LMmfOnOHRRx/lt37rt7h27RrXr1/nz//8zymVttq9t8Pzzz+Poij82I/9WOM20zT50R/9UT75yU8yPT29YzDH888/z5NPPtkgMgDHjh3ju7/7u/m93/u9vzpkpn4Bm52d5dSpU43upDvl+T8INBerHzt2jL6+PorF4kMbz3VdhoeHcV2XM2fONBZLe7Gw3AlCCG7dusX09DSnT59u/P4gIYRo/L0ee+wxxsfHdzy2PqH8+Xd8EcNw0TQ/imKWBaoZEvjQGVvGEzpZP82At0gmU8VfgeRzpwEaZCNKMwMVGSObR+nZR/zQPmrXb+O0ZMgaKsnXL6BqGqFtN/zVdWLijmy1pNWVF3dkFGVfH9pQpLBU/uKbyDGLMIiIjXf7Nk53N/VlgDeyrtqohw5HCV+htKEeZTPk1jakTSpNHXUSUP7qN5CbAgcAQl9BMq0NJMu5Obam+tAYU177HBmmSazqIx/sw7Zt/NsTVK005deGkQ/1R007BwdxJ18mTGobksrqBEU5FNnU3Jvr71ngK9Gk2IRmdUbqXr+QmccOUr06TuzkASpXJqF740VOmcojtbcjiHrSJL7nWTTq9rJ+YqcGKF+ejKxmRpxa1eT+g8ojSJJEPB4nHo/T399PGIYUCoWGHH/t2jUSiUTDa+z7/j1bxv6qxl/+dUR906Zeu1lf8LzVZGYvc1Mul2N4eJj29vZdW7W+XcqM67pcvHgRx3EeiCX6bmSmGQfec2dis5nf1onKTuhYs4HNvJTl+I+uX8wdT6bj6TaWX11mcU3ZOfnI1zl8/FuoP+why0FkDXskJMrWFyiyiMiLDGEoExRi6K1FRKggPBkMgWx6CE9B0XyU+AqBZ+AstWB15aEm4xfiiLQKNsiVAEl4CFVBlHV8R0HKlJE1FzQXSQuRjAA18GkdmEbKuPiujitrmN0lJDMgLCXwlxNo+/JIkzGcqoVdSmL5eaS8TugF6AdqiFwcsgqp1AIe4CwO4JddYofnIZRQ3CyKAbLkEh8pUKENRz+BU4SYOoZwXVDBkiZQvCw9++dxgsj+vDjxCK39y8ga5OfaUVtASZSxwleQlBSKpeHlQTINQlfBcQ5RdQ6hO9dJJOfxSGJKk2gJhyNPfYV55/+gHvNQ/3uXLs1s+du2fPepxs+RtTqkODyLs1AirNoEvkLqdO+2Ks1eVRvYvtbmXus5q9UqAD09PRw+fJgPf/jDu37shQsXOHLkyJZ66KeeijZwh4eHtyUzYRhy6dIl/tE/+kdb7nvqqacahOp+a8a/7TazarXK8PBwo3ak+QL2MOIoIeqGffnyZUql0obmZg8ry79QKHDhwgXS6TSPP/44qqo2dtkeJJmpTwa1Wo2zZ88Sj8dZWVnZc5fl7eB5HhcvXsS2bc6cOUM8Hmd8fHzHMYQQfO2Hv46qBIhQRogoijlAIfSh6qigKWSrCY60zVFTY0iSQOvIAKxZzWQqV6YIA5nUe98V3X6TxiJamCbp48dpDUPsikOtu5XS8jLmwjKapuEWi1hrnyvjyLoqsxl1gqENDSFCqfG7c/M2/vQCWiYFRw7s+N4Ya3HO7s0R3Ol54t/9ni3HqEOH8W83KTlPbVJyetdSWDaRIuOppyJCtam2BWjUwCBBua2TWFcX0vQ0YnyG9NFBnESC1COHsa/fxJ9aINeRRptdQk2nkGs1ZMdB13W0w0OUv/ItMGLEmsjUBnUm0459bQLrxAGMo4M4N9fjls0TdQKz3jm80lTMX7k8RfyR/VgnDlB85SKSJOH7CqJr507jxYuz6N0pnNr6bbu1mu0WsizT0tJCS0sLhw4dwnXdhmpz9epVXNelWq02AgVisdgdbS/1xJi/ivGXf51Qr91cXFzcYM2qN3v1ff+B9ALbDe7VZtYcGX306FH6+/t3bdV62A0662hWZup9yZLJ5AOzRDeTmeZ6mbuhTmzuhoE1ZeduxKaOk/Ff4z1/fx7V9JBO+khEhEVSgqhdS6hFRfmSwHd1VMtBhApuWUc2QzSlhhQoaMkKbjlO4KZRrFVkV0JUTZxaHKOjhOK5hAUVvaWMUGRCR0eJ2yixGn41iTAEcsaGQEaNF9HaakiGj6gaaDUf2QooTTwCgNU6hlTQCfNpJCcgND3kRZkwVAlaHESQQPJNICR1fIlgJQ0qGHoVITxKYwP4VZ/0I4vgg+zmMPSInMlZCVQXh158FxQ7Tui6oIPFJF7eJ57OIqRhPDIsTZ2itS+qJcrNRe991R+kRXuFtrYcod6GcFVCOYEkWzhaZB0rzJRIxKeoFUokkgt4tiDZncfgEj5pyrk+dD1FRvoGE5e3WhqbVZpmlC9NA+sEJQxnSD56ksqVKYrDs9hjWYK1zb/U6d4Nj92NPW03xKe5ZmY3KJfLSJK0p96C8/Pz24ba1G+bm5vb9nG5XA7Hce762KNHj265/17wbSUzi4uLXLp0ie7ubo4dO7ZlUX8/0vpOKBaLDA8PE4vFOHv27AY7SZ083W+TrWbsFIdc/wA+KPLUPBmcPXu2MRnspTHZTqhUKo1GmGfOnGmEFmxX+9SM2rUZLCNK9ipXDWJxCXUtBEDRwdJ9VMPGMdPEnm6DnA1ConJ5Gm9mmcwHn456l9QJzs11JajZ6iTLMpqmkejoACEoTS4R6hqVSoXazRFkWaaSy2FZFjJg7BAKsJnoiFBC6e2FSgnGZykvXUKOWWhD2x+vDh3GW1ltnJtxdBC3WclZs565L3xzAzmpP09zkX4z6rdXX36zEaXcfHsdUtNtlZffbBCm2IljeCOjZPr6qJZquN378G+Pkz9/DWdftEg3OtuRpPUFmn40imiuXZ9AHRqK7GWb6mGc8SXiH3iWzTCPHST/P18j+b3PoBEV+zfeUyGoXZ9vfOdLF2dIviuaNMqXp0k8Eu3w1MYWSX3wLM7FrTtkDwu6rtPd3U13dzdCCN58800MwyCbzTI6OoqmaRssaduFd9xPYsw7+PZCkqRG7aaiKDzzzDNbJv+H6RrYDvey0Vav7cnlcnuKjH4rlZkgCBo1pAcPHuTQoUMPtA5pu7lprF4vEwV57YjJb2abiM2dz2n/e9aJzfe+/3fo7J5GVgI4FEa7/EoYxQIrIUhRny0hg6QEhKFG6IFiRLUvvqMjZA2vpiMcFS1einqs5HsIlRpxYxVF9pH1PIpVw6vGEGpIrHcR3zfwHB2ltYxieAS2hVdMIwwbaTaqBdbTy4SlOF4hjSoVIaNSXjgOgJqcRQ8FMWkGp2aBLMOqjCI5hK0hITFsrxvFW8Fqz2EvtSFEiNWbRQgZ20sTVgIyjy8gChapgSnCQEFOVREFHbUri69LCFXCMWOoUg1dGcf+4xN4rku8pUxcehVHdFPI9+Gax4kp6/NNNThIShmmq2seV94H5Kh5+/DKHn4ymkdrCyVS6VksJhECtISLlXFJSNdwwh4KuT58+1F0+warCxkkySUMS8Tji7RZOYrtj2/7N95OpanPWc1YJzdyw562/GdXojYU/iwAirp7lWYnCCHueTO8bn/ey3fMtu1tN2/qDhjbtnd8HLCnx94Lvq1kZmFhgePHj+/YW+VBTxh1u8BOF81mgnG/akkYhly/fp2FhYVtvb/1sR/EpFGfDOo2iObXdS+Nye6ElZWVhox45MiRDWPcicz84cnfJRF3UVSfQMhYlkPNNzAlm/lcmsF9K1SJ47s+M4UkRy7M4poqemcaZEHmg+vNK2Mn1nfww1CienUSb3oRY6Ab++oE3swc+v4e7GsT+Ct51PZ2zGMHMW6N4edr0N2OP75ANVdE9lzKRRtVVVErJeLvfnLDeW+2gemHD5FbWECJx9E1C0kSjSJ3Wd6YiObeGkVpbW0QCufmGNKmzRP35lhDhdlObak/NsjmMZ9ePzdtaAhn4iVIKzQvocNAJgxlhCIaGrk2NIQ7uTHvXjt8iMq33kBtz0SL7ccexbk1il908HMVHM/HdWpUXr2EergPKxZDApzxRRJNYQh1dSbwFaSmhV6zOlO5MrXhPlhXZ5x9GfTLS1jf+ww6EYGB6AJf37XyfRXRHV3wk+/qo3BhZkNPgLcC9c95Z2cnXV1dBEFAoVAgm80yMTHB1atXSSaTDUtaKpVqLIb3ajO7n/hLgP/6X/8rv/7rv86lS5fQNI0TJ07w6U9/mu/6ru/a0/n8dYPneZw7d47e3l6OHDmy7c7nw3IN7ITdjlepVLhw4QKapvHMM8/sSTl6q8gMRAEyc3NzPProo3R13V9d3Haoz003v7GeDqYhMfhcO0EYMLlLVSV7oUbv2XTj94986P9LPFEGJUT8wBoRQUI+5EeERUggIEBGUSNXArIPoYxbSSIZDqoWEFRV3CBFLDOP70buAS1WQggf37WQYjaoIDwJK7MAisCvxSkVDhJPjuEsRotlJZEjqBpQMRFoVB2daraLmFUg1rlMEOo41eharKdD7Pk0odGKSFbRpBCLWXwSKIqDl2tFz6wQ618lCEyCRBI5rGK1lfCLKWItE0iWjWT6GK1lPFeDmE9YjJFsHyXIKAQrJv5yGl0pI1oDvJU2yjOtxOQy2v4SwXQLkhsQYGGYFayEzcSFPoqVA6TTs0BIbdkhDGWUeEgivUSmWwKRw/Vb8QpJ1IRCTR6gNl8imZrDZBJCCTXmIhsxdOYIhEl+dQjHTGLJEwTl9f5JZrxGz4FRPLkHsAEDEUqI0Sr5lXmqt5dRkwa+P0/L45GCsJNKs5nolC7NbDhW70yTeHTdgrXyR280VBt3sYgkh8TX3Gvb1dbsZDED7mmtWm/mvBcyY1kWjuNsub1WqzXu3+lxwJ4eey/4tpKZ06dP3/EC/aAmjCAIuHHjBgsLC3dMcql/KO6XzGzOxt/uDyVJ0n1PGs0dnHeaDO5XmWm2K+zU1HMnMnPxs5fQNS96HkBVfSRVIUaNEIn+nhJlkWJqQeNIZx4jHbHz9Hc+CkQNMSFKxnIXi4hwCn9lFWHbGAei16r178M4dqB+JhhH6z+PYR5bs0YJUPt6G6EAzo1R5MGonqRcrWKt5Ki+ehFNU5GLNooqoa+1jtliR5uYAcNYT0AbuY0zsUgYKBj18VgnN9rQEPYrbxDaNqG//THeWpLY5utLGCiEgbyhx0vtxjhqX2/jZ7Pp+QDM+RzSmnRbuzmO+b73Urs+uqGIPwxkPFdrfPmNI4fg1hiqqqGdGiIIAqpXR3B8n6XFRfRsCSnVgigWsSwL49jBjepMpr0Rn7wFLe0NpSV2ciBSZ4RAmSwh9J098cXh2R3vgwdvNbsTmq8HiqI0FBmILtB1S9rly5f54he/yPz8POVyuWHxvNeJY6/xlwC/+Iu/yC/90i/xkY98hB/5kR9pNHacnb3z+/kO1qFp2l1rNh6Ga+BO2I31a2lpiUuXLtHX17cjCdvtWA+bzPi+z+LiIrVa7aH1WIP1uan/vdFm4vTXV5i8tIqPIBSCxUtFeh5NcXutVqYwZeOv/Xyq5+s83XkRgGf/XogVr0YhKpJAUkS0eRSqKIaDJIPwJfxQQwqgZrcSSy0gS4LQU5FNlzBQcP0MZjKHpAQEroHQJExrmcA1cMoZ9NQqTimBV8sQSy8S+jJ2sQsnbCGRGMMvmahqQCI9jghAk8qEQsVxdbxSlK6XarlJTBKYVvSdl2MuYdlEa/PQkysEno7VnkWSVpDSNbxCAiVRQzeLhLJKaFSp2TGMEEQ+RkgMqdUmzMfxVtrwpDRqega/2Icm51GDMkJPEK60IMslaPGoLAwQhCGlfIxM+xzSooSplFF6ish4CFGjarehJjUKb7yfuDxB+0ABL9WBHFio4TL7j+VwlR78EqzOtaFYIaVKN17JQ5IFrftWSMXfQI1lUEwLPZwnFBa5wiCmlaQaHESvrNcLC0/BNPIYloMfpnDDVvyCh5pQqcn91BZL6Acs9ndNEGS+jzCUSJ/upXRphvz5eezRHIG/loq6vIrZs/EzuxPR2YzypWnMA13ET0XkRohpZDmktOY+sMdWsAbvnqhb/47ea83MXmvRenp6tp1H5ufnAXYUJeo93urH3ctj7wVviwCAnfAgOhHbts2FCxeQJGlHYtE8HkTkZ699X+oFlx0dHZw4ceKOH7T7mTQ8z+PSpUtUKpU7Tgb3o8yEYcjVq1dZWVnhySefJJPJbHvcTmTm9v/zJoYRIMshQaCg6YK5cpruWBZXN/EJ8WohJ7pX8DNpOt/TR+16tCthX5/AXSgiwmm86SXMA12YJw5Suz5O7ERUN1O7MY514gCw1fq0Gc0d6pEkdF1H13XMhSyip4dwfze2bRM600BI7fXLaJqGUi4Rf3Zn1UaEMrHveg/eyCjOjXEkeevfU25txTxyKCItN8bXuhCvQzsc9XVR+3rZ/KkzzzwZPXcToan3jHFHRqk1PZ9+5BC89ib+yBT6yY2R0vW6l9qNcZT2FsJN6yJvqUAYyGhD0fcg+egx9JvjdBwboFTwcXq6sK9Nke2Ko2ka8WoV54XzaJ2tWCcGsK+tW8jMEwdZfXEYrSND/OR+Klc3+4MjFUZk2ihenCX1roicNVvNamNLpD/0NM7wLIULs6Qfi44pXJh7y9WZOxVZGoZBT08PPT09CCGwLIs/+IM/4KWXXuL7vu/76O3t5Xu+53v4+Mc/vitP8P3EX547d45f+qVf4td+7df4+Mc/vrcX+w4AiMfjd7xuvp1sZs2bWqdOnbrvZq0Pm8zU1SMhxIZmfg8Dm+em/ve2Y0uC/vdEyszfPPP7tLWVUKUamlaNUjaFjKT4SNKaC00CVRWEoYSkhlErAdvEsGxktYZX05HlEMXy8W0TTfaIpZYIQwW71ImRWCWsSoSOjpqw8T2L5YleUpkyVnKJ0kIHiiljZZZBhNjVLlzSmGoWUROYsSzxxByBpyDJMopZQ1I9KvlWVEvGTC+hlAwwRpEtD0nz8MtJnHwrSmuV7OV+0uksMj5BaOIWo81cNZ2jdqOTwIw2ZpJtNxH5GAoaUqZE4Co4dhwQ+FUNe2k/llkk1nszqu8RBUQgI3XWcBe78KUUlUKcVPssplwGWUI+nEVCRiIgrOm4rkZxtp+YWkbXSoS0YgXTOKshiWQON4jmioW5E7Tvy0IAq/loYd/WuUJ37CblWAYtqQMWpZxGdiaF0WYBncSUKSxlHkESw59BVSt0tN/CDaLnWJx9lEx3jprSj7NQwuxOojJJPLiCYlrIQkVTPULnZQpETpDko30Uh2fp+tunG5+jpT9YRutUWD0fLcarozkCXyHzeM8WlaZ8aXqDKgNs+b3ZchaFCogGuTn0f/3dbT/bQRA06vd2i/tRZk6fPs2LL75IsVjcEALw6quvNu7fDrIs88gjj/DGG29sue/VV19lcHDwgVwD9rZ18xbhfpWZ5eVlXn75ZdLpNE8//fRdpaz6B2MvY9YVjDfffJOhoSFOnTp1V8a810mjXC5z7tw5hBCcPXv2jh+EvSozjuPw2muvUS6XOXv27I5Epj7GZnz50O+sKQ1rDbsUgV1T6DDy+EIm9DwUJ1Ji8iJBJdVOMLqACCOJ1h5dRutMI0kCfX9Pg8jcCfVAAOfm2BbFovG6bo5hHt2kZhw/RCwep629nVQqRfr0IyiHDlBub6Fmeyy9epH8+Wt3/Fxohw9FvVjGFxvycX289WMiguFMLG5p1Kn29aIfPtSwrjXXBWlr5KXyrfMbHlMnNbBeh1PpaAVJovzS+rH1IIH6+6cNDWEcHWwoXwBKWwvymtrQjNI3L2IdP0omkyGRTNJRkWhpaSHY34VbqDGvqywuLFCr1ShdHKfeiMYveRtIX91GFjs50IjNTDyyvpNVr5EB8D0FYUa7R82Fk83+5NybC1vO9WFht31mJEniO77jOxpEYmpqin/37/4dlmXhed6uxrpT/OUrr7zC9PT0jo/99V//dbq7u/mpn/ophBCUy+VdjfkO7h1vF5uZ67q8+eabzM/Pc+bMmfsmMvWxHhaZWVlZ4dy5c7S3t99TKMFeIUkSxd/4Rd5v/Su+1/oUfyP+c/zUhz7L30h+kr/Z+kn6uieJ6VkMs4QkhQShhqT6CCHh+xpIkRLjeypCkQhDFbuQRNM8Al8nv9RJzWnDDzWyM+14RR3P03CqJt6qRaJ1FiH5lEsWQg1RtSqS79HaMUu8bQ5ZDTFSJWKtS8iGj+camIkVWtqvUZ5upbLcRoCOW05Smu6muHoQv2ZRnepAtSUUqYaTSzJ/+wB2tpPAjrF45QS1bDtmyzJaWCSRqhIIi7BFobLQgQhknLAFIUDXPWLhLIn2MYJApRz244cWSDLV4mECvQ1r3wpWzCaWrCJpKkLI1OZaKRfiFJYsahWTwAkw/Dni+6cJfYEcVsC38X0de3GQShBdx1VTw5KrBDWBptqEr8i4nkcu34Ud9BG6KpUgmp+rDKAHy7SlxmjpzBO6ClW3l8DRqAQHqQQHEQJae4uY3Uky7atIqkkiU8YsXcYvucxcG6CU68DJCuYvxglF9HlLOueJm0sY/kyUFurXKJV6KHn9FGr7qC2USG8q2m+GOdhJ8tE+ko/2IUIJ62BEllbPz1O6mSMMZAoX5ihc2L4ovo76vNj4fY34xE/tb/zbCfV56V6+Q/djf/7IRz5CEAR87nOfa9zmOA5f+MIXePrppxtJZlNTU9y4cWPLY19//fUNhObmzZu88MILfPSjO3TCvke8rZWZve5+CSEYHR1lfHycEydO0Nu784dyM/ZyIQ+CoNFM7V4KLvdCZupWgu1qV3Ya416VmXr6WktLy65I2WbC9Gcf/Sqa6qPpHqrqEyIjE+AEKmFcgxBSSpFV30CJCbJykv58Hi9bgK4YEgJ9fzexE/3Y1yeInVqvlanXzeT/16sYB7qpXJnCm5pHiRuEYaQOeFNLhIG89vM8+lpNDYA3vdggM81Eo/67cSxagOu6jjGfRXvvM9i1GjXbJvb6ZcotKZzXL6Md2Y82t4Qib3xv1L5INagTB0neqOSEgYzat69xv3n8IM6NsQYxiQjNKMFKHuuZ72g8Tjt8iNr4y5DeOF7gK/jTcySa+tmoQwepvfAq2tl1wqQfPUTpf7+8pV9LM6Exj29MIwt8maDkbri/dn2cWDwO4yv4+w/QshrCwRj2PnDGFlmdnsacs6G9k+LFaVLv6t+gzpQuzhL4CtW+1Pb9PC7OABK0tLF6YY7MNipMnciMfm6YQz92esv9Dxr3Gn9ZLpeRZZn29nY++MEP8sEPfnDXj91r/CXAX/zFX/DMM8/wG7/xG3z6058mm83S3d3Nz/3cz/ETP/ETuz6Hd3D3UJO3msxsZzMrFotcuHChEfqyVzfBZjzI0Jg6hBBMTExw+/btxpw8OTn5QMax/++fQHIj4i4JBxEGUcSxEvAcICwpUswlEGv9WSRZEHgqiu4hkHDLCYTmIysyQUXF92W0uI9MiGNrWIkKQkgEgY6WrBEqCviQSBXQYg6uEyeeqWLGqyALSoUMsUwR37YIKiaKLyMpAcXlPpyiT7KrRCnXipM3kYCMuoy9kMaxVYwOB81X8WrgiDQxUaKymMLQq+jpLCEqhVIHyVQVOXTJzfYTTxQxWgrIwiVh5hBYeCJBbd5ENWXU9jKSbyOEhSIqJNuXqMy3ERht6GIVzXOoFNbmoI4cMh5aWMBozaEkbPxiCj2TJ5BM0ARWT4G4WEZqtRGBRmAESAQorRWc1U7CZIAiVaKamjCaQ7SuIsJX8NvieI4GMRVftCOCED/wqVZ84nqJpFjEaOtE8lbJSU+jVkcJjAPR33qxTDK+QMK5hien8D2FZDpH4FxlaTGa173EYUx5ikIxQ+pkEo8uUt4bdO2v4voxnByEsoZTgmIxsh/GtRrptgIlYYAEMX2ZVOn3WU5+dIvluTg8u4XoNG+6CSGReDT6Pfvn1wiqNYIwmj+qo8vENvWl2a09bTPudV6CdWVmL3j66af56Ec/ys/+7M+ytLTE0NAQX/rSl5iYmODzn/9847iPfexjfP3rX99w/fyn//Sf8u///b/n+77v+/iZn/kZNE3j3/ybf0NXVxf//J//8z2dz2Z826OZ74S9TBiu63Lp0iWq1eqevLj3Oma1WuXChQuoqnrPBZf3EoEphGBsbIyxsbF7shLc68Q0Pz/PlStXOHToEAcPHtwV6998TOHCLKYRRMV0gKb6UaMwPcSrScSUGis1i0IqyUC4Qn/KIWN5GGeORw2ccu6Gnfp6BKI3tYxYIyn6/n1Yx9d3Leokp3Z9HK2/B7NeRyNo1KnUbowjxayGJcqbXkRbCwyo29U2Q5Zl4rEY8ViMlfZWjKEB5Kk53JtTeIUS9rH9xLJZTMtCnlrAaIpTrnzrTUS1tjVMYO1399YotevjW2pl9MOHKE28jH19Auv4+nmp/ftAsM3tvVG/l2PRe+DenETt37f1dVkWnqM1rGz1aGXYGGBQvTrZIDTyvr4t9TCFFy+hdaQbNTDxdIpUOkU1W8O5mSdMmZQ7TKSJHJV5FdOyUHx/7e8oIzKtKJMFpIMSiUf610hPL4lH+ln8gwu0/M2nMIFC0yTSbDVzF4uNuqqHjb0kxlSr1T1L+XuNv8zn86ysrPCtb32LF154gV/4hV9g//79fOELX+Anf/In0TSNH//xH7/n83kH2+OtrpnZvMlWD7MZHBxkcHDwgSoc9bEeVKpn82ZfcyuE3Wy0Vf7NTwMgyivIanQukuSCAEmOIo0lAZJK5AmTBbIiEJKOkGO4jsDQywhkAl9F1R1AIvQUZCVACBU/0FGsWhRS42qEmoZhVZFCqBUTyLpDqdqCXzWJJ7PICKqra4E+WgWq0c+GlcetxfErJkroIUyNfHmQWsGno2caISREICMrCqoaIKqA7qF2hLikcF0DSQFdr2CvtmGYVTLtY4hAJp+NocdTtKenCH2JTPsMVkcJ4cu094zjByqqVaWaa0FvdVCtPEIWSK0WihqgxUrUVlOYXTVARonZmG0FhOqgW3mQA1LcIkRHixdxc0n0ljyBMHEXNJxyP2a4hNaZozYRXYcV4SB7RaqraySoZRptRYVFDSEloH0F72onApViMUNMLCKtRH/7Sk7Hits4q4K4maUrWcJzE8wtHyGpzCEZAUWjBamQozUVEneu4UtpFMNFsSwkUcBmALtcxksdxgqmSZjLBC3RXK8EJdqTS/hutHlXKbciQomgJbKblxZKZDpWMSiAkHDzKtirJMJV1KpBKEvkF9pQF14Aju5obd5CdC7ObiA2eleK1Onjjd+FiCxkheE5nIUiYbVGGEZrGkXeuhbs/vvP7Pjd2AuZqc9Ne8Vv//Zv86lPfWpDOM2f/Mmf8Nxzz93xcclkkq997Wt8/OMf59Of/jRhGPK+972Pz372szvWsN8r3tbKzL1OGHVFIZVK7Xmn6l4IxvLyMpcuXaKnp4djx47dc8HlbpUZ3/e5fPkyhUKBp59+esuu7d3GAO46MdV915OTk7zrXe+is/PuBWh1NBOm/3LoP6PKkdtIUgQV38KkhiM0WowqtmxS9TWUmMIQixQlC9JtdGZskCSUqSxORSDEDO7UPObBLmInB7CvTtLyoSjZzL4+Qezk/sbPm1FfwG9nS0u8O4pdrN0YR+3vxTh6AOfmGKWvDyPJgjCICEC9UWcddfuXoigkHj1B7cY4ge2j5Wx8r0iuM4m+ukq4sIBlWViWhdLagtTOBhWmGfqRQ1TW7GD6urCCfX2C+He/G+fWWIO42NcnGj1ynJtjG153o9/L9Qmwor+HfmSI2o2xBqGxr02grtXKNJOVIFDwpuYbZKauvtRjlLfUwxw/iD36GvFnm0jbWkJZ7OQBqrffJPPcKdJAKefjzVTxBhSKGQXj6hJyaxJ5qA+GC2yOO109Pw/m1uLE1OnexqTheSp+YvefzfuFEAIhxFuWGLPX+Mu6pSybzfLlL3+ZH/zBHwQief+RRx7h05/+9Dtk5gHi21EzEwTBXVMyHwR2O2fsBrVajfPnzyPL8pbNPusPvsCh7BSFPxJRrUoQgCQhy37j0iDJYfRPAVkWESGQNGSlBigIxUIWVSBESDqyEiDhEwYSclhGV6FY7kCSJBLWCjXbwvPTmFYRyfUIXB0t7uA5OpVKOwgJ3VyFUMWutWIlCij4+JW1758bAz+6RsUSS4SSDloRBQ/FdKl5LRAH0yqCUGiJjeEbKmaiSmAbWLEV1K4aYagjEiqqbxMzizjVFLGMg9VSJAwUHENHAErMxy0n6B2aRYn7IAlqM2mErFE1YlTyPSi1PLGeLE4uQXU2jqPLpPa5VBfSrBZbUAyFtoFJyjMZXJK07p8id3EAK15DoOJ3xciO7SeerGJ2rVBdaMcp92MEy+idWWpLXahGER8T2dcQgYyvpJBaJ5EB3V8mlExU2cVZ6ESjTKUUI96i44o+NFEgdWgGJPBCGTmokkpVKF56HC81wNzsPtq6crh6H3KpTEX002GMkpDHKUkJPFfG1GzKRYvVhTR6m0k67iNL41j7DqLX5ghQMNRVRPUGgZLErsQQQQI1oeIavdQqJTLteVR3BiEkZM0l9HUMFrHtNBW3l0BLojoTBKFL2DbUaNKcuH6B/JvRd6JyewU1qROG6wlnm3vI1FHa1E6geDGawxpKjJgh+a4TQGQ3K43kiB3qoDAcbVilT9+5NnQvQVX3YzODaB76zGc+w2c+85kdj/na17627e19fX38/u///p7Hvhve1mRmtxOGEIKZmRlu3LhxT4rCdtiNzaxZJblXG1szdkNmqtUq58+fR9d1nnnmmQ19cXY7Btz5g+/7PpcuXaJcLnPmzJl7/rDX3+vffeJPUGUfXfdQ1IAQGVOpIYSEpTksqB1Y1SxxPaCGQl7EyUkJDhRXSD53lJXXx2Gugn64h/ip/UiSaJCWO6FZldkM88S6KrPlvjX1xjg6iBDryWD2tTHcySX0/Rt3yL3ezg1d6OPPPgGAc2sM5cos2kA7nmVh2zb5fJ5YsYg02I8Vi6FMz1H+5vnGY+pQ2loBsUVtgajBZ53QbLi9SVGpK0HG0UFqN0ZJjCxAX9fa6xtsEBpYV4Q2v0/yvr4tTbvssSXSf+Ns4/e6OlO5HMUtb0koA8qXZpBjZqOQP/noASpXpkh2diKEYOXCCmKwt7HwnvvmdaxTXUieT3F4BlCgtY38+fWJotlqlntja53Mw7aa1a8/97JRcT8NM+83/lLTND7ykY80bpdlmR/8wR/kF37hF5iammL//vvrbfDXBQ/DNXA/qKsYr776aqNWcq+pRLsZC+69IV8duX/1/4l+KGUJkTiqqqhSDfuPBDYgywEgoSNAFkiyBKFA1kCqkxIckAVCjSOCqN7MtVVUy0VSNUIfAldFTUAQaIRaO2qwTOCCJBsomg+aRa0UEtOL6KaNH6ggJNKpeUIhU6qkIguWVkIEGpZeQItFHdwJZJLpZZADyqUUllUlbqwiJPA8H82ooaguNdugUNmPpc8hlVLIIkBPV3GKcRy7FUU4qIkyS4tRE8pkbAypbFAuduE7AYl2m+L0PnxMSmWTdnUFNx9D8avonTVWJw4QOAGmXkXFpVg8QK3k0XVgGikMkKsFZENFJsRbTeKEadp6F/FI4YUW6TYXs2OF8mwbuuFgKVkkRaZcTVALUrQOTOLXBALwbIEZ+IhlC8ICDjqSqxIEMgEZjJZJ/FBHDh2McAFZ8nCWu1Ap49cEcqDjSWkIIX1wGkmRCIMSviMwJB9ntgVPS+NVLWJxm8BVqa5UgEhJSVaHkY00WkLHpx0vjJpqhi0HWBUCRR6j7VCVICjj2oKYVsZYHcb2MmSn08jGYVraV6m4bbhZm8yj7ajeDFZhGElLE/o6Okv4roqffhQfEJ5M4LmNZDKvEBK3SgRORCj8skPboAFt0RpPCInM2tyUPz9L5XaOYE1ZqY4uoyYMwnCOzOPRnLWZ6NTDbjajXnfTXEfa/fef3vbYOnZby9mMcrl8X2Tm7Yy/9DazuoS9srLC448/Tlvb7rr37nXMukpSLBbvWSXZbqw7kZmVlRUuXrzIvn37OHr06J4mluYuyNuhTpYMw+DMmTP3TJbqY4RhiJTPIySJUEgoSNiuTDwmoRkhrmygVkqkDY9xvYNOqUhOTtAX94i5NsWLs8iywOtMET+1P7IvPbKmvlydbCy0mxf25cvTBCtFRBDZ0JypZcwDXVSuTBFkc1GvmiZYm5SROjYTHRHKaP37AIF9bRJnch45ZiJSJls8YUSkQwSRHKXN5kmdOEDt+hjBqaPY1Sq5bBZfV0jbPt6Fm8RPHkTTNGo3IhJgHD2Ec3N0W5XJODJI4c/OIcdMjCPrtwe+gjc9v8HWph85SPX2HL6nNUiXeWyQ1T89h3lwXc2o18bUdz/ryk3juYONvWM2qzOJ5x6jemX9d4jUGZBJvvd0wxZYR+nSDCKUMA50407YdJzsYMEPsJYDfD+g1q4gv7KE3JdEP7Yf/1YBgPTp3obVLHW6l9n/epn2v/UEtTcXyL6+QNuT3VverweNvWT518nMXjZU7if+0jRNMpnMlnOtq6z5fP4dMvOA8CCSNu8FxWIUmhGLxXZVx3g/2NzQOfvZzxLMTSF8D1nykHQT3Gp0LRQCSQkj29daM0hZEUCIQEJVAeEjZHVNTZERQo9+FhKBUNFUAaEXWcECLbKCySphICP7lYjsxNtQzBJ4DoETgqygxRwkAUEAmrqIrIb4IoZb1dHCAn4lTrEIyXQZrxKnkI0Tb3MQlThuWUeRQhS1wtJcF4EnSHeU8EpxpiY7aE07ZNpyuOUkkqwS6B7VoolXjqMaMkZLhfKMiWV4tGZG8QOVmkjgymlS/ji1ShuemiSdmkAKQ2LuIp4cAyFRXW1BIBFvW0WoFlW5E8NZort3gUo2uqYFoQIhuFIKx/Gx9tlIIsBwFpBUC4GEl00QhhJWR5mab+HWYiQSNnLoUF1pR4QhSlhFFgG2myQ0W0l1jBJ6AkVXiMVsJEXGX7aIxSKly/FiBHISWQa9t0DgGKiSh1xbQA5d7IU1S5CQUGs1KqUYECN9cBxFFjiVVUJDQZZ8nNk2PCWF53loUgIvXN8KFKGM5q3QYhUglsETGcJQJnBdfCWymFcXK7R25KEWEQsvUImTJ1RMFmv9lKohqdYsISEiLqN0mWjUaFVGqXWlYalCDVCFRsnrhgpAK2Y4h1KbgPYDuKs+ul5FLV3C09pxgUrQgeYqeNY+anYJM50kvvoGc+Mbr71CSPR85F3rvwOZx/ZRHJ5l4X/dJKzUCMNoDqiOrqAmdFJrhzcnd9axXQPOO2GvNrM7hTn9ZcbbWpm5G7HY3KW5bsW4H9zJZlYul7lw4QKmaXL27Nk9Lfw3j7UdmdmuWHKvuFNzzmw2y/Dw8H2RpfoYr37gTXSVRqGlG6ikYg5lWSEWBlSrPinLY1WKmjDqjkc8LCICn84fjqxfqxduIw5uJCClizO4k8trXlNwJpcwD3ZFKSACUu89DUD12sRa6lmk0hT+dAGlXYkCApaj3jT1UIAwlyP53OkN42zp19LclyWUkCSBOpUlMMrULG1DIlptjYQ07F7XJvBXiiSOHYp2T4WgcnUMvzWD73lk37iGLMtomop25CBaGDZISeFPXyH9wY39U7T+aCeo2R5Wv716dYLYyQMA2NcncVoSbP5U6vt78Fx5y+210SVSH4zUF+vEASpXJhqkMfGexylfnmzULlknBlj9i0toTQSxWZ1Z/sPzxIbWva/1i3VzE0zz+EHci7ORfUWO4rFTHR2snp/DjidQDvdRLlfwikXsmSjmWHgeIhTk3lxqWNBan+h+y9LM9poYs1dl5n7iL0+fPs3rr7+O67obrk31OpsH5U1+B2+dMlOfC0ZGRgA4evTonojM7Cf+JaJqI8UsqFWQlRDh+ms9P1izd62/nselgNU//e9AdE2XASHJyFIIfhlkmTCUUNTIihaiIuFEhfWBjqz5yEKsNYtUkFWFMDAiNSUOgQe+lkH1s/iORCBakWMWWtIltKv4pFHECqGawKvpaH4eZIVQ70fpbkPKjxK4EGgdaHqewPOwqwaSqmF2SATWKchmScqLSJKEbWewTJuYWqNaSbBQSbCvd5UQBT+IXj+ShFc22ddaxGh18KQ4c7kMmYRNMgaVlRiqLhFPLhG6EqFvsOxl6E6UKSykUXRItk0Q+KD4VXAdfD2k7A6hU8RMrOAFOrbcgeaXUSWf6oqOJpfQWyuEkk4YSpQrJi09Bar5NsxgCUk1UEKXSq4Lzw1J9+UIMMiVOrC0MmpQpbzUjhRKyKGLLDzKpRhGWkPuqFBe6sFUKyi+ghDgLKZJWVn07gquq+G4sYig9a6Su91DPOaQaJ9FVh3cahypqxL1aos7sK8KgNm6iJdLYuyPrFR6Sxk/FyfWmcN1FNREjaCliEoRfahI6Klo7TaStESYVJn9/WcpVLtImUvomoJr7aM6V6alfRW1cAVPbyOmemhunlAyWM5H81LQMojhzCJJEsn+NGq1ihYuYiQd/CBONYwRlEyUuIpjdKFpGqIwRSpTihLqyi4oJqaWp7Y0iW/7lGqHiOsrhI5HIZ9CSetk4qvo1etISgy1GjkJMloVHnnPtt+v5vrO1OlexPAs6dPHmr7HErIsGulmldvZRq2Ms1DE2rdRLen92J1VGdg7mbmf9eTbGW97MrNTzUw91au3t/e+FuLbjbndwn9xcZFLly4xMDDA4cOHH0hh5HZkJggCrly5Qi6X21AseT9jwFYyMzU1xc2bNzl27NiO6Ui7xTfef42UEaCqPgEygQBV9sk5Ggk9mtTmbRMlLhBBwEFpmUVXZTWWIJmOLDXRgldCjBZZfn1+Ta6dQZIExoEuYif7qV6dxBjoJnYiurDV7U111FPP7GsT6AM9WMfXFv5iAuvk6cZxxT9b2NBl118pYq5dd2qb1BH7WqTaGMcGyc3Noa8UqY0uEfryBmJRDxkwjg5iX5tAhBL21QmskweiWiBFIXYiqksRQlD8+nnC0CWfy7Hs+5imiTFfRO3t3EBa6q/RPBb1iGl+zeu3rREaIah0ttJx4EDjOZqPb7aShYEcLWw2YfWFy9sSFgC/5CLSOsbae92szkgxE6cW3Zd4tH+DOlO+mUPp30d9q6F8aRGpW47y+y/OADKtH3iU1fNz9DzRQ9jVRe6NKcQQ2FWbyT+4gtwWw4/HWTw3R+eZjTtkD9Nqthdf8v1I+R/5yEf41V/9VT73uc81+szsFH9ZrVY5dmx9wvzBH/xBzp07x5e+9CX+8T/+x0BkT/vP//k/c+LEiQfSmOyvC+52fX8ramZ83+fKlSvk83mefPJJXn31VcIwZPFf/9+NY4JslqBQis4ZH0SkkiAR1aFEPyLLa9JJpYRECAFISAihIKteFLsYRnWOkgQhCrIURrYvIRFKOqriRE8vGchKgAKEoQoCFNkGWcMXCrpaRch6dJyoIVHDr2lIsoJuVUEoBCHoYgWhSUgYKJ6NGmQJChaSrqKJJZACQqFhZFRkV+C5ElJ1GUXMICQ1IlOigEwZkezATIJcWyQsSUhVGzWsohgurmNimUUMq0wgNAyzypFMHlkLse0EbS0FjHiNot2CrwaYuo9uVKES0rvPJZEpEfoyrZ0CX4uhxnzsYox0Z4UOYwVBSKqjjKb4GMkK+XwbWotE3Mghay7+6hyq7hFLlHFKMVR9Ej1dQ9J9tHgFqGDEKpRWW4klloknQox0BVv4SATE4jnQFYyWCooTYsSLuKsx2rtm0FM2qu4QSysEQifZncUppGjrmUFSJKzYKiRd1LSPmnCQzAA3Y6DrHppaw6vqJHvySPhokk3bPpfachceKcjVqGU78dUkVnoSe3ofshwSKjEkx8FfSeCJBLZtkHI0aoX9qEEJo3MBbzmDM9+JEpZRJEFlvgs7sDACG0WX8VsGcRdWCVQFuZpFFH00x6eWV9EVncqSR9lpoZjsImksYQRLUS+ZaglqBVrNFYJqtDmzVDxKpqWALKBcSCKEICXnSVdvU6nF8CwZo7ZCKBmU7H5i+5I4ziyB52JLXVjdCUKSmPmLaL0+vmIhqRZSbRXfTVGuZfBLDpLkol7+Jnn3MOWRFfr/7qkN39e6HbqwTfoZQHLNYlYcnqX775xu3C8EhCEbYpx7P3b368NbnWb2dsfb2mamquqWVJUwDBuF6g+iQdhmbN5xE0IwMjLC5OQkjzzyCN3dD87aspnM1Bt81pWme0lG2wmbbWb1AtLFxcV7ipG+Ewwp8jQLJBTVBwE1VUFTFITvM+qnONpeoiZHgQyLDkx5KsdiRcxH08x+cwRlqYg2kIme70B3o0iuenVyQ7JZfTFevTpJvCmyeTPqdTSbYV+bQNvf0+hJUy+Mr5ObIFtoqD11bFRp5LVaGkH16iT+yuoWOxtA/N2P49wYw746gbSJZ0uShN4Z2SHNYoB2pA+7WsXxsuTTZhQy8Pp1VE1DVVWs41Hhf5281H9uvq34tWGU9lR9gMZ7BKAfHWy81mZCk3jPY1Qur9v5rBMHsEdfJ/Ge6PiN9TDTGAe62Ly3UL48Hb0nXWn8Ta1UShdnCIWEeagDb82Rk3pXL7k3JyLrCFC+ld0SVSnLMpqu0dLehniujZkvX8Y40Udo25Qu53Gmp5GrHt7L03Q8ve+hWm724ku+H2XmfuIvf/zHf5z/8B/+A//sn/0zbt26xf79+/md3/kdJicn+eM//uM9nc872B4PW5mpN5as10rW/vcLHHzlNQoXrqMoCt7MDLJlIUmgtsbX3a+pTsTqMmGlFjV8DF1EECIkmQATTfMJXQefOCplZNMg9GV8R0UzPFBVvKpA1hzQLNR9A3hLqyhuFs/TCEig65HVyyeOZMUwLAc7ZxH4AZZeJTBTBFIa2VlEyCpS73EkQFoZw/NM3KqB1eIRuB5OVUPRDawOCUESzzbRRJ4AC48Momyj11Zx/TaUuImm5vFDA0+0IGTQyVEudsKKj9XmEZLGDVshhJBVlrJJEnhkkss4ZZNCOY2iqMTCPLbdgqPFiasLBFWdIK/h+DqxzgLLc/3oYRUtUyNfyLA410ZSr9HWlWdlZj++E2IaHnLaZ3p+P1ZaI52ex8upeOU0XklCbnVxZloRsorRViS/0oFfia7RblCg6vSieWXUoIJEiFfM4AFWepnS2GE8LUGt4LFv/yTVySQ1VyfVnaWynKG00E7ghST6i+Tnu9HDEoYZUpV8CjOtaJpLqjdHYb6DpZFO9LhC1+AUxRttCAGuoZDsmsGbj+PpBmZ3gaCgYme7CLQEqpOnOteJodlogYcieXhqK76QsNoX8EMdW+lB9Uu0HJikttSFQhnfFcSkgOp8N56Solo10USVMJAJqyFCkyicO0AsvAqtGTJchQABAABJREFUKbSkjhN041c9qlIX8dYYNqC6k3S1rBCoSbyySswoEJRd8tUBnKxBW08FqiGF1SRIHjUpxNJWUWs2akwDdEJiIAx8ax/LnodRmEMTy5RKkAgEOjYZY5Kg0oZXdrDJIDQVW21DygZAmlRLkQRlPMlDTeiAj58fQwwNkn8zsv7WFkpIkkCI6PfKSJ7E4Y3lDvU0tO1inmFjLU3fjzy1q2vEXmra7jcA4O2Mt70yA9GCQlVVHMfh4sWLOI7D2bNnH8ofpdlm5rouFy9epFarPZTxmslM3fLV3d3N8ePHH5jSVG8EKoTAdV2Gh4fxPI+zZ8/etYnobvCF3v+CqoQIWeAECioCy/SQQwnbDwlUlXbLRxUhK3KcRGWVmZrO/paAdC0ktaLgFMsEnQnsVgV9NsC2bbSaTXB7qTFJb1ZhmlG9trEXTTPsa2vqSBM2xzA3k5XSN1aprCkO25ElCTYU6q/+2TmUtvW/VXPtiXEsIgWFPz2HPrCVBNeJiHdrFhVQEwlaBgao1WrYsRjOyzexdYXVjIUVixGzLHxfwZ1a2GCLM48dZHX8VcKUCoZAIgo3KHztEiKU0I+uv2772sS29S7xR9aK+2Pmlo7F9cZe5vGDUerKmoWsWZ0xjx+kfGma4nAUTdmszlgnDuA1XcSFEIjRMvQCVoxazaD+Scy/OU/LE/UCy3mCQIZYnFQqRSqVIjstSLSnsOM2xYsrTE1NEd4WyB9I09raSiq1ff+aveIvU/ylZVm88MILfOITn+A//sf/SKVS4fTp0/zP//k/+d7v/d49n8872IqHGc28uLjI5cuX6evr48iRI5T+5H8DUOvuIFWtgQRafx/m0SGckVsAGEejOET31i08t4xxsA9/ehbhegg9smdqfgk8EJKGoZVBBIQAqoaplKM+KrUQTQ8QskD4Ad74bXTDhXSUmqZVlgldCbQYKj6KN4PnmMgqWJYLQiYUEnJQRNUCfF8lnLyFqnsI1SLQ2pFTEkLk8DsO4VQqpGuLeLmQwIiCS0LPwfXTSJZMrB0gg1Sx8Eo11DS4QSthoYSZriLHkugtvXgrOYTIIlqHCJfyGNICoR+QCmRCRafkmnh2HEVRUK0isiIjBx4xL4uW9igVWlFxSbYUEELC1VIUChb9zOCumiRUF2ktprNWCamGJomuCoXVLmKKjeq6yIFLfrmVmF7DaitScw2qejeaXyLwIbvURdJySLctgAjxvLXeOBmPUj6aH0pVAzWpIQcuZrBMureEkBR8OQFSAKZFIddLzfdI6gUMpUbccnBtmUTPMgE6NZEESyWUytgLGRJJF9WQCTxQcQglBa21gG1Harrkg+qElCfaMSwH1a0iJT0QUKi20zYwhuuqlMvRVdoC/IUYilrGdwSy5COFHp7ehlv11uxyMl7VJXNgEiFklKCGpbrIuknJPIG0FM0bgR4t4qXSJG3mJH65Fa/kEiAjBR61eC/VbIWw7QC6PYel5KCtFdkKUMMiHa1zhLF2QKdSaAUNym4LZMFdMWjprmBkx5BFjKAqk0hVMCpzOFWVbLmLZEsJNR5StVuJ9aaQSzOkyuO4UhItoRP6CqqzBKRwzbqyXWoE1MBaSM1awX/hwhzxoXbSj/Wwen6ukX7WIDq3c8QPb+yhdqfmnHfCt2NuejvjLwWZ8X2fUqnE8PAwLS0tPP7446jqwzn1us1sc0OyhzFenThNTk5y69atB2L52mmcUqnEjRs3SKVSD+z9+38G/gexNSuDkCRUycfVFTQJJssag6kKjq7h+z4TiVbKBZceI6S/xafdCFno3Ufvu7pRrsyQOt1HuVymNFdGGsywtLSENrGC3B6n9vo44WyO2GBnVEOzVECWBWG4Vvg/ubzuP51YWK+pAZyJlQaZaSYaO/2efO6xxu+5P4lISF3NUKezsEkt0/dHPW2qV9eaZEobyVH16iRak5ITOzmAfW1ii7Jijy01oqdjlkXMsqgM9hEGASIex7ZtVvN5jGIZtT1F/sIo6XcdRJZlqlcn0fd343sb1U61PdN4X5pRHV2m5fvWxtpkRUs9d3qDBS92coCVP3yT2FC0mEk80r+ha3H5Vg6lrxeTrfay0q0cwoxhnYh8xKsXZsk8tg/jeCfOhWny5+dpff/JKJIZyDy+j9Xz9VjKXub/5y2M7iTt33OcldcXaX+yEwmoXCnS/mQXpFzS/e3MTy8w9h8mmf7eaOzW1lba2tpobW29b3Vzr1L+tyv+srOzky9+8Yt7HvsdRPh22My2cwEU/uhPcW5G9TLp2VmCIETdH6nW5b94ETlmobS3Un3lHKJaRevvQ+vrw5+dQY5bhJ0HI1WkuIhI78dZKKB6K3g1GRGPyINSW6QqWrEOdKOWFwkqNcquETUO1opU7RRhycfKeCAlcFwTWbXQpTyV1GH8lVVioozraYRWZ1Rf4SxSCdsxDvSgVucJqjUkIVDCIopsEzgK8twYadNDUUJ8JYkiCuhykTDTgV6poYRZpGqAL1JoOFjJVbwgjRGvQVxDcWu4eRlZGyOmFQgDmWDmOqoioyVcitU0RqJGPL6C76v4KsjCw4xXse0kWjrA1FbxPQtHTbJa8OhJlLGzFoa0SqajQCipuFKMUAQk20osVw4hSUXa9BJy4FKrBBiqTyqzjCvFqPpxRDyNIVWprqRQjQqJtixyGJDWy4Ro2J5JdTmFasj4egKNVYSQUYMqPb0LSKpCSTLxayG6KJNbHQQNJKeA6lVR3QqmHBDvLRKi4dpQcS3ScoLqYoa4WgTXQAgJTY7CFIx9JfyaRsFpIx530LQCq7MdqJaMGlbRJAdZl3GNTtKdtwl9mTCWQQckWSJYTGCZDl7VJ/TB9xV8F6plA9OP4ToaYaVA5uAShdEuVNnBlKqAxMrtAfyKj2nVUEJBeaZKTFaIxWtIKzewvQSgEKgmgadSdtPEeuPUqguIhWksSUIpl6P4ZamMbnoI4iyv9hNTcmiaQpDooupXaInNYwQzOH4csx1ky0LxKqza7aCBnImjVRfAd2nrF3glHblSIi0XsWfy9W83vqRQyaeQAM2xUWIqzEbx0jqgjnwV5/D7NxCZOjJNRCciNuv2s9hQeyNyefFPb2B2J1ltsped+rffv+vrRRAE99x+5B1l5iFhN93rIfKHT05OcvjwYQYGBh7ozutmKIpCoVBgYmLioTQka4YkSSwuLuJ53gOzfG0HIQSXLl3i4MGDHDp06IG9HsWpgQ6aFiDJAQKw8Ck5EgNxG1USLKhx2uQyfr7EQMwlr+ksKCZpK+CJZ7uprC2MgyCg8uc3QZfQZ12kpQqhB9rRbuyqTVip4raqWFYMJQhInz4AkkT1ylodTT3CWdBUUzOFEjcaY9TGVzAPdlG5PE28Udh+YMfXp+2P6m7s65E9i9Ua8rODjfur1yYbKo157CDFr18kqNa29JOpH1Ovedn89geBghyzqFydIr72OipXI0IRP3UI+/oEXSf3U74yhR+L4fW2UhuZofryFeRDHfz/2fvPKFnSvLwX/b1hMtKbSlNZfnvf3bt3+x4j5sDAaABhNCA4IEDSEeuuq3V0pIXRQbqgdZZYcoO0JC1d1hJ3cANCQmMQAxoGMdAzzNA93bu39752+UrvM8O97/0QlVlV23Tvvbub6Rn186UqIyMy0kTEG8/7PP/nHx7YhA/txgRCr1+EHYwISfTQ3DYrmfQ1tGjkLvWl8aebtTKxI7N0zi6Mnrd2juPYOlvjNdpngrz+8K7CyEI2xFCdiezO4zp3X2yVUvhLfTjwxkmAbtth7Nu2p2+NPV3cFtG88gcLWBMJEoUCRz5wkFarRbVaZXl5mUuXLhGPxxkbG2NsbIx0Ov3QiuejkJlut/uOncvv4d2Bt9tmdi8XQPNzfwQEqot95RpePEb4yCGsaBT76jXMmWms/Xtxrl3FyGaxXgiCQ5xrVzGnpwnt24dz9Sre8iKebUJnkRCDIPXLiCC8FgbtwFbk9pGLlwL7px4h4rcISQdfJLDmJlDlWyglcMkgImBSw+/ZeI06ZjKKpts4MgM+RJM9iKUYrAu6l5aJ5RwcOYbXbBNJ9NDTGchOYK/VMLwKUgsIkGVUGXTD2A0dIz5GJBGm097o6ZLqIonQW9VQZY9YYUDP24VstolmHXxzHC8+DSnQmtdYvZnAVjpKWug5SbOWpKES5LNlBlWddjtDV1kUUzahkCSr30afdDAtl7ofwhIDYvEe7UEWM9wmHrGJhjvovkIaikSmSa+TIpbpoYcEZtTGrhtMFpYIRR2UkGSyVRAa4WiXRjVDJB3EEIeTDUyh0JRHJH0D1zUxhcLXQoTjPfrtNJGxNqXFHBlNEepVcbwQyckqjXIwi9/3oiS1EM3qNNAiHe6g+S5uX2Hpkuh4iXp1N7btEovaRPwGzZU80YiDkgLhB6qiZySIFuv4joEwDBQgXUV/PYspK0gjEtRMKRMpNWI7mmCF8aI56LSYOHKbzto0wgRTdNEMhYql6LZcQlqfsNYhlDAxVB9h6jS+spO4XMbuhyi5M0T1Kl7Pw4vk6diQEIsktCrOchIfMFUPIySpVXdiV/to1izpdBu6Cks10CNhtF4V2eoQJoynJ5FCw+s76FNTOIDTckmoJVR8DFo9Bh2fsN4BOwyFPbRWOySSHQygUTdQSpGJVompJWwvipaKEvIb+NKgtp4Janca4L3057TXs6Nwou616jYVRtPYRmRge12NVUxsi26e/VvPPNQ1w/f9hwq9UkrR7XYfupH8Nwre1cqM53kIIVhaWnpHb/aHkFJSr9fpdDo8+eST72j6z2AwoFQqAbxtSWx3YtgPR0rJvn372LVr15tv9ID4/xV/F0OXCE1hexpRw8eLhFCujdAFdsjklh1mv9Gg6QlSlk9VD7OuW0zKHr1cnvaZdfo368T2ZGmfWUUW4rArSXS8QE9J4t96ECEE5mKbyPsO0e/36F9YYuC5NBcWiESjmI5D6mhAHu60TwEkv2VLdKIURA7N0r94m/oXz280yQyIzZ0qzVa1InIwKKhXUsO9ukbXNLf1ZBnCyKVJbKSCAXetEz6wk+6FBbxyA9/b3tcl8cGjAWnaQmiGJChycAfdC/MIIPH4RnfNbJbu+Rs459fwUharKysIESSWNU7ewDA3a21g00oGkPgrR7d9V9HDc1Svn4CUuY2wdM4GXasjh3ZsU1y2qjORgztwzyzTPLVC6snJkTqzdbZpKxqnVtD2JFATCfr9MFGCmazAXlYkfWyS+omVILs/HKX8Won8s/dukum4Bk7LJfeRDauCEKRSKVKpFLt27cJ1XWq1GrVajYsXL+L7Pul0eqTaPEifjkcJAOj3+++Iwvoe3j14O8nMsNlzKpUauQCav/9HDK5cB4Iif9nrQyqOd2Oe9noJLRrByI1hX7mG0MDat2Ez27CdhfZt5LgLiH3ofwueu34FZ61JrxvYhUKijjOwcPwIkd1FRHeVQTcMCrRYHce1ELaPf+s6VsTGE3G0QQkj5AaEKJ4k6nmYYhlXJjBoossOsqGQeoxwFMxEm643izWeIpLo4vcMWqs6ylkhlhvg+eDWOgjTJDoZQY3tRis1CGkVIIyUGrLXx3FbuOYEWhQss4KSAjOfgXwG6tdp3BIIc514th3UbgoJGCQKPW6sT5KNeqRwMfFpNMeImD7Z1DKe0ikPdhJyesRVmbV24MlN6bfp1WN0qhH6jiA74XH7yk6kr2gNTGZ2GnSrCULKJVZo06kmqaxkiIcdrGyH+VvjGGGImw4ZR6O5lkIzNHLFNdYuzODrJn0/QtFepFnJMVBhMtllZC+DXYvjK52Z3dex+1GsVBeLLtFUFyVa4NjkprroERcR95FhRSxfp98YI5ZrYVgakXgLZd9ARTU0QyMSa6IKChmKEsus0y0nSU3UUEaHaLhMt50hMbYKaETSLRBRhO8Qyd7G98Mw0UM4VaLpBqUrh9Do4UsBQkNKjcEgBISJ0Eazu5hIkrvLCOmjdypIQjhalE7qCPQXMXZNYQDeUoNotANmGWVFcdoJzHAIDWi3Y0COVKJNyltmkI0RSoSACHq3hOsaNOo5IIk5KGFEAzXFGNSwQn20pas4xPF7ChEL4dYl3U4EsOgnsoSdOnr3BiHC+F4Iw6mR0ATEYqBnGLScIKxHpPCJExvUSWUaSEuhaRqedNjxWAXv8BEaJ1eI7c2O7Gfrf3QFr2MzrGjsXq8S37CX2WttvI5NfE9uVPQ/JD0Pg69H08x3M77uZGZYz3EnOp0Op0+fRgjBkSNH3nEiY9s2p0+fZjAYkM/n31EiU6/XR8WdmUzmHSEyvu9z7tw5Go0Gpmm+rd/fv8t8hmREjk5UIyTp6iFS7gBPgBkBy5VMWhq2A7d7BjvzsG5aFGyHnOEzqLRwLEl0d4HYY0XWX7mMAMbHC/QvLG8UsSukVEgVJOzEYjFELErssRls26Z7bh7b81hYWMCyLKzBgPjjO1BA/8LCtvc8bPoIQcywksHj/sXbdM8tjlSbrbgzRMA+PEU4nYbbJSqf27Re3YnIwR30L81T+dzrZL/r7tmWxF85yuDirUA9Edu3A2i8dGZbotjwueofHB81AYVAtXHmXyOUTzM7N0273aauJNqlCr5PUGsTiRDZM4F/bZX6F88RGt+SVLahznTOLmHtHMffUgKwNVIZAgtZ6/TiaCapv9LB93UiB4PixWF3Y4Dechev41D4vsCy1zi5QvrYBMmjU7ROL9M9V0Pw5upg4SMHqBxfByD79PjIagZsLNfRZjYl/XP//iKP/V+HRo9N02R8fJzx8fHRrFS1WqVcLnPt2jXC4fDIkpZOp+9pvXzUxmTvVEPD9/DuwNtVM7O0tMSlS5e2NXtu/n6gyIT378G+cg0jO4b1vr20lpYI1xujehkA++o1UATKTbWK6vcxZ6axr1zDXVpEi0YYXqhlvUb8A8/jn1pC764CYcT4DrT1Jv7idWwzGPNMew0lYGDmiE6OIcq3cFUIUdiB57jI6i36pSihbBxNqzHoh7HdGNHd44jeStB7xIP4hppiNMt4CyXMaA9Fkki8jy76aMLBMRLEpwwMZw27FkWYtzAF6KqFXZWEQg6hvI3rWEhXwxpPobsdWksmcn2FZLGHAox0AqUESnbohCeoaH0S+Fi+RwwHKQ3GkutIBSqRpAdYskW3k4MwxOIVNKUIt+tIoSMygpK9G8PoguchTROSCax2g727VlGaQUdqwbqaRrU3i6275Ca7aL5GLm5DKEQq26C7niAU8ukYEXq+hUsI09SZmC6hbEHI8LFkGysk6TTH8aIxaLVx+gnqrR0Mmh6TU/P01hPUVtP4riS/Q1G7XKTTMTBjOlnXwCnF8X2N5Gyd9toYvbUEjoyQmKpy+0uPE08GErqcsKkt5LHCHhoSvzhGeXkHAPmZW3jLY1SWJzCxydg+3ZUsrgohXYn0DaKZdeTGrWMk1QF7hYRUWOkBypAksssoBJFUi15tnHCxRSQoN2JtaQXLsDFWryGjaQAG+SPo7RJuzWEgsiT8HrrbJq4akMzgezqeY+JJAxELaouajQSJZIf4oILjmBCyCGkdDM3HDRl4EwdRrRJ+x8GxxjDGYxjleVLRCiQzQB+7qtBDLp6M0W/FcGoasXQP0VQIIfH7inDMJVFfxR5YSF3HMw3susegFUJLxdBcDf2VV8GaGRGZ5ukVwhMJ0seCCYXmqRXiW+xlzdPLjD+5f9t14GFVGfjLD6d5t+PrTmbuhbW1Nc6dO8fs7Czr6+vvqK0MAnJx+vRpstksuVyOdrv9ju1rcXGRy5cvs2/fPmzbfkcar92Zivbyyy/ft2nmw+J3PvIVLCPoJWOYPj4CHXAGkoGpsaCb7B8M6Fkh7L7Ngm6xM+9g2R4FKUjg0kvEOfTX9tM+s0jkcJ6V5WVCuk7xxX0bgQUaqaPTKKVY+8wpIrtztM+s4pRaaJrE95cAgVzqEttdINKQuKUSfjrE2uoqQgiivR7Rw7P3TPzobblJjxyao3d+AWuuCKgNYrNOZPf9yWz40E6k1JGeGlnWehdub7OsRQ7uQPrayOIWe2xmZB0bvsbg4i2cUpPUX3li2+vrY2PIe6SGWTuK2xSW7vkFQjuKKAnd80tY+wpomkZsehzXBXe5hz2j0Ww2EQlB+OoA/Zm9SN8fFe8HiosgfHAH3XML25p5da9VMWYm2RoTMbSQhQopXHf75WOozoTGU4ix+19avHIPdWwCliTV19fJPh2QyPqJNTJPFWlerqNPT3K/+aOxp4ss/Pebo67Na69UKL5wb2I5hBCCeDxOPB5nbm4Oz/NoNBrUajWuXbvGYDAglUqNVJt4PI4Q4pFtZt+ss1//q+BRkjYfBlJKLl68yPr6Ok8++SS5XHD8rv+r/7htPa9aJ/7+IN0ovLYOIWs7kWFThVFXr24LAjCnp7E2nnOuXUUfy+JcvUbIriK7LRwZg/YCEdpIoYFsYMYtNN2j2stjSIHeW8VTgl47il9eJTrWwSaHMD2kr6EnwpDfibbWgtItbMdD6XH8bh/badN3MhiJIvFsB7sTYuBnCReTaINlqksGvu1iTtj4pOnULfR0gkSmxSD8NPZ6ExwwtNtIaWF6JfTSbTTLJ5pKoRSYooNvFYiGu2h+C7wuoZLLZMwgHm/Sa0VIpVrU/UkcM0J9JYYZ7pNKV5CeQPM8wq0G5KDs7IQo0OwQ14N6Vq8nKU5Uaa1nMYwBjjSRwqRRzdGVBtNzZfAg1KxjWGGE51FeyRLWHDylI40QdS9NIuwwkV3B9xRKEwh7gBgMaNXH8aw4tDqElcAzgxvNdLGC8H2MbgsLDXSDeqmAlBJXjyBDEUxdko73Sc42kFLSkWH0sA6hHus3g2tqLOIQ0lxicQ/dNNC8Ppqm0MfSeEAqfQ0QQU+aQQ8hNHqraSJ6D8/XUVYU34iibElyVxURsujMJ1GeR3yuxvLLB5GeQkkY27tOZWEHXtcjGnfBX6Z2PQMahAwHqTQqazGi+SwRUceruhhRA7WwirQlEatLVDg4LYtaaYxMvg81SbNmYVh50oka3L5Gvx/GjBoM6mAJG09GMGeLDAB/eRmTAdSrDNo+pmYT09ZQjRT2IISUYUzXCNoMCAs3nMDo1RGOi5kKIc0QYb+DlDrart34gL+0jNAdtEQCCZjdJqFkG6WHcD0Nej6q79H80gKdThLV80jsy9I4uToKAAgXEzRPrdC9Xia+d7si8yhEBh7eAj2c0PtmHZveVWRGSsnVq1dZWlri8ccfZ3x8nFqt9o5FYCqlWFxc5MqVK+zbt4/Z2VkWFhbekf0NI5HX1tY4duwY2WyWGzdu3LOnzVvBUPUpFAocOnQITdPu25zzUdA8sYah+xudbQWhiAqahGk+fVNjBzYNYaCcAcIQTIQkKcejYZqsmWGEr9BzCdpnFnFdl/ryMrGSi2pKmqdWsNdbyG4fueFDjewqknwiIDadswvEHptCKUXv/CKhuQLhg1PBbOZLbaxwgnAjsCe6S20azjzSl4QsDcM0MB13VDAXvcMCtvWxlALpq5GVStMkkcM7qG90Zh+SoWE6WPfcIv2blW1kpnuPddC21+iED+1k8Kdnt/VyGZKfyOFhrcumXSl6aI7exdvbCM1QzelduB0U3i60IJUi8fgOuucXSGyoEo1T89jFLM2TtylPR7Asi8h0CuelG8T3BjdSw0QzgNaZZcK7CtvilocWsq15+MNUlqE6Myzmh01yAtA4uUr62ASuZ+DE0oSEIHOsSP1kUP+SPjZB4+QqlddKxPbkGQw297vValY5XsLzNFzXIH90igRQ+lqZh4VhGORyudFNZK/XG1nS5ufn0XWdsbGxoHv1e0WW7+EO3Jm0+TDo9/ucPn0apRQvvvjiKFWy8d+/gLVBVAAGV65j5MYYXA7sZnq5gZocZ3D5Os7iMnosTOx9QZCHvYXIDLGVyACE9m4+jjz/As6JZfTuKpIwfqzIYK2FV17HiCSI6B2EJ1HNLkqkCGUGGHYHXQNNtTHGLfT+bao38ohQFTMRQmnQbcbR04LklA8ksZsRhkNPz83j1TuE/HU8y0CLxXE0gVQO5HYRzYK93sSp9bBFG9Cw/GUGMgzF4LN59eu0O3nCxSQhZ5FePUFnwQDTIJbu0RnsxOkGY5OvmyyU06RCLtPFG+i6h0y5mJokanWpDjKEsw5Ro4luOiijhHA94jsb9JsxcsYyMqsRidtI1aFSSpMsNpCGieZ5pJSN8Dwa1QJKOuBr+LpJT4YhkSCXnIeBxFIOSmkI36e9nkMlkvSVJKpaeB4MlE2xWEITCqNVx5EhiEK5tQ9d9JDSR+omSmroymVyZh7lGdiujlIGSgmWbk5jGDoxXDSnT1j1EOEgVUxJhTAMPDNCIl+mujiJYQWKFkrQXcuhyzquNPGVgRvNodk9UhPL4Amk1NCUg4lDc2EG35UoZSA0HeJJvJaLFXbRkIRkFyNqkNpVQvoCdB09FQ8cFP9jH+O5BiqWwmnpiJBOSOugdJOWzGNOzqA1K9DskMw46NEImtshm64jUmkgxaDhIUzQIiGUgm7bICTaeLcW8Dwd5StE2MCrSbrNMFYujeWUEb3ASSAsE7vhY8guQjPpttN4HQPL7KLrHu7AwHFihKMe4tZNXN8CFJbpYzd8/IGLr2UIhVw0u4/AQ5pRwspF9vqElU/7uQl6lkC73SO8K0326Wmap4Mxc+oHH992jj4qkYGHJzO9Xg+l1Hs1M+8UhjazwWDAmTNnRrHBQynsncrz932fixcvUi6XeeqppxgbGxvt7+0mGLZtc+rUKaSU2wavrTHQbweGloUhMRvOGGqa9rYoM/829VlChkDXBcKQdDCIDFykoQgb0PfAiYS43fJ5IgZVTeHaDuWQQUkzmfJ6JNIWh94/weJ/PY0cN4n6UfyapPjRwwC0ziySejKwCrXPbNZpiI0OzcOTV2ga8Q1i0z23hJFLEj44jRDQu7BE6q89ixAC13VpfP4UTjHO+teuoAmBFdYRvT7hcHjU7+RODC1mvYu36V6v4Ps6ZLWROWr4fORQQBq0WHgbKQnW2TFap/FnZ/F79nbCc26B1Lc8Qe/i7W3bRjYaZg4JjdqyvyGhqf/pdstY9PAcrTM3AEY9dADaZ5dIPD6NYZgjgiMbEm13nH6/j6cLKqU+Vq5MNBohcniK9plA+Yoc2kH7zNJIcRmic61K/nuPEeHu3Hx7rUXm24JmYltnn5qnVqi+vr6x1hvPZscfn2bwWrBu7pnxbVaz4WtouTRrL1covrhdkbnTavagiEajRKNRpqenkVLSbDapVqtUq1Vc16XX640saYlE4g3l/W/m+Mv3EGBr0ubDkJlqtcqZM2coFAocPHjwvjcjw3qZIUGxr1xjcPRw0Fw3nQ6eO7CXweVreJUaqt8bFSJ7i0uYM9MMLl8nfCAgR3fW1ABknpqi9eerdJoxaLYJ6zWkptHzcjiOTSbbw+6btLpxEIJUBLpOFqfWJWF30EIp0nMCt9MjbKwgIwVSM+B1a4h2A1ulCIkallbHb5hAktiBKUTtBl07h1WMYbZvIHuS1vk1rGyUaKhCaz2BntaITCYwnRbtWhJWWyRzTTwFbtvGrq6SnrAZqAlCu2N0l2uARny6wPpCh7y5QHs5RRQPgYHdC7NWyqOSFtn4Ok5Np91MI4RApl3a1SKGphgog74jqHbzxKQklSrT6uTQlEsuUyUeb9Fpp4kmW2i6IBppM4iZEINsdgnf0ZnMSjRDEI126NVijI03UIbBQFoo00If9EmOraGUwPB9YhIQgpXqLKYaID3wDQN6PRxHUZhdBVvDsyUDmSAl6jRWi9jSIJwyEXKNhN6HUJhUcR3f03GlieFrpOfKrFzfRcRy0VoNtJSHZurgDFBSw1MGbjiDZvdITy2jGQL6fVxboQlJ43aRvhcCQiS1GlJq+D7olgbSRzTqGMIkNbOG61l40kS3dJRuUr02gWn40GyAMvA9Dd+0kJ6O50msHePY1Tqq0yKi1lG1FIO2j4WPFo3gJ8doL0WJxXuoahtf6igthJk0Ua0Gvq+jz+3AB7yFFTQ5wBhLIgHRbpNMDUDa+CqCoyeJJGxkr4/v6ZAYD2p7+mV0K4KRiCG6DXxXR9MNPCuFarcA0ITCixSQbRvD8DAtG+l4uCqOYXgox0NJDWFGiGVChM4v4kiLARGclEb/988gBhJrV4bGySWEJkgdnXpLRAYevmam1+sBfNOOTV93MgNQq9U4ffo0uVyOp59+etsP9E6QmaENSwhxV/H9272/ZrPJyZMnGRsb48iRI9s+29ulmEgpuXLlCisrKyPVZyvuV5f0MPil7O8R1iUh00czJZopiAqXnidIGhrVZIRYp8PA9tgf8ambIaphk6LbZ1XX8F2XDD6RtOD2S1eReYuJF3bjXC7DROi++00eDSxP7bMLJJ/YJAoCgaYNiY0g/tgsSgW2j6CjbvC9Di6tEt5VJH5kBgU0T93C9x3qJ24ilcIKaViHpvFcD8M0ghjmw5sqjZKC8I5AstfmG/Q7FSJTd9cfpb4lmHHpnLuNW2oSGt+e1GXk0xiCu1LEYJOgdM4t3lVJEjk8R+X3T2yr34kemqN77QRaZvvp6653odMfPR7WvVT/5CKpDz2+bVkimYRbLcIfeYbmqXnc600aszblcpnQfBOlTLTdNonHp2if3SQsnq9vRE1vYqjO+L4ekL77wF5rkf3wYZxajf6FBnwwR+ZYkerra2SfHsd1dQZ2aGQvK79aIv/c9uL/2oUmyf0Zxp/Psf61yn339VagaRqZTIZMJoPruui6TiKRoFarcfbs2SDtJpMZWdK2Xj++2RNj/lfBgyRtPsxklFKK+fl5rl+/fs8I/tV//v8d/R85tBtgRESG0czD8cK+cg3rQEBOArJzDWv/c6N1jekZrH17sK9eo/PFl0bEBsBdXg4eX7mGpknCEwmSH9xH9fgqRr+LF50gAgwu9nHUgLZKo+sGccpIRyM8nSRcTEL5Fj03RyScwFTL9GoJWkvGBiGxWV+ZxMjEiU7G8QfL+L0BlqhhtVZB9An5EnlbEk12cPQ0ydwAGBDSu8QO7mGw2kKr3sAjaFTsdwfYsoOtTxHdlUJvXAtqZNJhOp026UST5loKe3ENT2i4eUHT0VESErkaXRXCdSWRZh9hSVZXxkhs2KR7DpS9EAnhk81V8ZSG0fXp+YpMUlK7HceWgqZtsFfpVEs5mn3B3M4qspyis5bE1U10qaivpPE1A1sLke8LlhbypGM++fES0WQXLQ668Ikn2lRrWUKZHprvEU+0kc4qKqJIF+p4rolKKWxXJxzv0a6kSWaq9KtT+J7C7zmEhU0qUcV1Bb1BCEOC42osXZ4kFpWogY3sDTCkg9sHITV8D3qDgJwUZm6hK4XX6CJdSaooadzIY7uKgWOSlBauaxDyO0jNRLoK2R+goROfLGE7JgPbRDM1pCupXi2ihTS0gY3s2yhP0SeG5vVREjzXpOtreD2HWGyAe2MJ19VpddKkxxyoKdyuwI1mMN0u1JroUmfgWvhOGOmCEdVxqwrpxDF1G/3abVxponxFyDIZrLto0kNYwQ278PoIHLRQj37bw9RtfC2BX+rhqxCGUGi6i9vzkTIMpoah+ngVB8/TEeFI8Br9DgoNV4WgC4ahUGrAwAvUMc2QiIGD2wn68+iaTVhJKCmkGUKkdFy7z6DnY/2fj+GNjdFsNt9SX7SHVWY6nQ66rr8jNdrvBnzdyczNmze5du0a+/fvZ2Zm5q4f9u1uTlapVDhz5sx9m1O+nZas5eVlLl68yJ49e9ixY8ddn+3t2Jfrupw+fXrUSPRehcdvZT/DQVj3fXRT4gOGAqE8pBTEQj5tX8OsDUgYknZEpy8ENx3FPmNA1FdMANmQILWngD2pkDdaqJ1hyuUSZq9P5lhgI2ufXSL15AZ52aLK3InO2QUSdxEbAeh0zi2gaWKbGhU9NBV8fiEwTIP0kzthQ7Vpfv4UPX+Zlucjdqex+n20wYCwZY1+r2FDzsbyMtrry/je5jGztUg+2NcclRuvo2c3LzKdDetWdENx6Zy9m/BED81R+dwJrDtCCNpnl9Bi4ZHCEnw3S4R3jKM2/h/WuGjZBK5lblsWOzJL9/rJu77DQH0JbtrSx4KGl8mpKTzPo74O/b5kbXUVTdMIT0ZwXp3HMMyRkjW0jQ2L+ofQc5mRvSz1ZJBMlnmqGPQl8ILvJPhdtp8L5VdL2x7nnh2nskWdKb+2ju9riGiYbj/EVqpYeD7P2ivlN62beRT4vk80GmViYoKJiYngOG23qVarrK6ucuXKFaLRKGNjYwghKBaLb8lmZts2v/ALv7CtYeYv/uIv8uEPf/ihXufDH/4wX/ziF/l7f+/v8R//43988w3ew0PjQSe+PM/j/PnzNBoNnnnmGdIbysoQ9c/+8Yi4ADS/8GVCc1P0LwZKq7OwijU7iRACbWEJtjQ7HhKdrQhvsaoZ0zOENlQZ++pVjKkZQnuDx72X/hRzOggLiLg1nHYPvxn4SrPZNuvtcUKmSWI2Tag/oFlPwHKH9FgLRwkGlT52yyWddeiLIkZG4Esw4haJ3AT91TaicgsX6DrjuLUuqTGfgbY3qJup3qDdS6IXg3YBWvUGyzenGJu6RVgHUzXpD5Ikxtro8RbKl+DVMPsdDNGm24nRW6wTykbQYoL4wQkGl6sUxsqoUIiBGWIMj4j0WS3nCMd0dMdGSYETimCnTPLRRaQnSIcEvtTQNUWnnEQzoaNCeFYYZVmIgc++g3Xqq0VMOWDM0gjpitLyOAqBaWpghejqMRKWx3hmkfW1cbIZARgIFCvz+1BRi17TZdpfolPKogyDdHaVTilDs1SgLcOIcJjGShbXlujpCOGKYH0hhyVcdh2+ihmxcZ0QIUORTLWplXPkZ6voQCJZR+wSaLrA9TUS6Q7IKpgmidQqSxf2ElY9PAyEplFfGg/68xhhlBXGM6IY/oB4HHRdBhYzw2Rs1zrrN4PwGUsM0JVLY34SI7bFgqvraMkYg5ZLkhJCKEzDx/d1lr76GCHNZuAl8GMpnIiDarURymdsWgPC0GoQTobwQ2G6dhLN6WGIAXRdPBFCt3Q0t4vvaUip42gJtEEfNNAE2AMdJTQMXeL0fFASpUUxDA96btAU1g0DPgKBVAoHk+A2QWDoHspVDAgjRQgNDzou6BZayAChUK6HkYlhd2z0uIU1keDQv/3+N70GjM5X26ZWq1GtVllaCsbgR+2L9rABAMPi/7erIfu7DV93MmMYxj0v8FuffzuUEqUUt27d4saNGxw8eJDp6el7rvd2KDNblZKtxZ332tdbITOdToeTJ08Si8V4/vnn72t3EEI80n6klFy4cIHPv3ANywhCcXRN4aARURI7pmNuFP/FNY+b6TDjG4EGO02NlOPSMA2MPVmyYY/+hMIwTCKpFOkdE/R6fdoLS6y+PA8o9NKA/iCoURjcrBLfm6Nxchl7rbURoxzcNPdvVkbNIHs314ntLtA8FTznllvkviOwOXXOLiA0gabrG3a0RYKEtOC7sC+tEtlVJP7YLJ3zt+m/to5v6VRfu4E/Fyey1sMwTCzPQ9/4bvXpLNEjc7TPBtHGmsZmjxuCQv2hktPeiDMWYpMQwUYjyjsID4A12m6TuACkP/QY3fML25YPX697PijaF0IFn21HGmqbv3X77BLZ736G1pklkk8ESWSxI7Osf/YUobmJu4r7FRCyQmi6ATVF+OAYvX6fgT2gv9xEPTVBJBJF3mgRHBEBKVn7/FXGPhxYBbfWzWyFnssElrGdOkJA9fg62WeCzzxY7ZD7yAEGr5UovVqm8Ny9Axgmv3sPa69s1sjcy2r2+R/4Ch/91Afuuf3D4s7ZLyEEyWSSZDLJzp07g7qvep1qtcrHP/5xPve5z+H7Pr//+79PNptl3759DzXz9hM/8RN8+tOf5h/8g3/A3r17+Y3f+A0++tGP8tJLL/H+97//gV7js5/9LK+88spDf9b3sB1vpmg/yFjR6XQ4deoUlmXx4osvEgrdX4UG6F+6sZFWFqgzg8vXCc1MAQrt9hqUqsidsyOi41frxD8QBATci9jcVUezJSAgIDYbdTRcJfXCC5S/tkq31yNldxkb64PdI7R+GylMwpqH33NQrS49bxfJI0m08s0g8n4imF4Q1RusXY5j5TuAwOu5dHo5kvsTpMeauB0DaQfXbqUEzUoKUSoTzkWJWQJMk1ZvgrF8HY9Jut0U3TLELJeuXcDr2MhFj1QxiYhppMwBlllFDwk0e4lUok883KLdSjKTrKAbGmbYxZcabiRMulCntJAjpbnIrsI3Fe1yGvBpqxApQnhmBHfgMzmxTnkpC/iY0kf0g7GtIeIkTB8lBX0RIpoOMRa+Re3mGCHhBuEwUsOXGlo4mFwcYCFcD1FzmZqsUK9OovsDbBdEOESpNoV0e4RwwfWQG/UxuehNkBquiGCkEvQ6DdYv5NE2xmNpS5rLGXxDJ7+zQX01T7MSWILT+WXmzz6BcOygDnTWIznTRg0CwppIt8ENge8RSXYxLRs/K5EYZIrrNFbGSI8HAUzxdBU1KQFBZXES2zHwlYHfU/iuwpvQEUriV5tk96whlYYnQ8iWj65L2u0o0pVEzD6G5+J0FK1egmSsj1wdIJBgJcEDo9kGqSF0sLUomrQRmsLrS1wZWMN1HNyej1AGiiAqzdC9IMlUWXjKRNd8QOHbGggDdIHyFXrEBBRG3OK5z/zv286Pl19+mYMHD75j6bmWZW2bGGu1WtRqtbv6omWzWVKp1BsSj4dVZr7Zazm/7mRmbm7uDQeEt4NceJ7HuXPnaDabPPvss6RSqfuu+1b35zgOp0+fxnGc+yolQ7wVxaRcLnPmzBlmZ2fZu3fvG94wPUrNjOM4nDp1ij/78DIRQxIyJb4ICisNzachNFKOxFMKhU8/rDPW84m5Pu2wgaYpqoSw9mTYEXJptzokduVxvlZFTSSonyjRu1EisS/H+AtT1F6/jWuFcaYseldrGPkw3myMaDSKUpDeUGxaZxYp/vWnRu9Twci21T6ziJQazVPBjEfvRoXo7sLoghDY0eZQGylEAJFDU/i+T+TQDEpqxI7M0LuwgF/1cWoOgyfSNBcXg5uQmzXEkVlQajMN7FoF39NGSghsJy7BOtVtyzpntxKegKC0zwbvOXZ4lu6FhdHjIbZaxkKF5F3LAYy9U4h6ndhjs7TPLGx7T8F3tzwiNJFdBbYe5sPifthUkFpnlglHIoQjERpRm65TJp5I0Ov1sTsdui9dJnoki9/3cZvutn1tLf5f/tx1ct9xiDhQfX0NpRTRw2nkDRsA19VxN1Sb3LMFKq9tqjRDq1ntQhN9bnybInMvq9niV6ukn9qubr0VvJkv2TRNCoUChUKBT3ziE5w6dYoPfehDvPzyy/z7f//vmZiY4Nd+7df40Ic+9Kb7eu211/iv//W/8vGPf5yf/umfBuDHfuzHOHLkCD/7sz/Lyy+//KavMRgM+Kmf+in+0T/6R/zCL/zCg3/Q9/DQMAzjDV0D6+vrnDt3jpmZGfbu3XvPG5P6Z//4rmWRg7u3PQ4fDJSW/smzePkcqQ3lZXD5Ono2OyI27uIKodkp+pduoOnbx5UHCQjwPA97yiNyoUS5MYXQBKZh4nkefWOS+HQcq7+M7LtYWg2z20EXbTqtKKJ3E93SiYTaiFAa6WuMFepAnH41THe5i7AcOvY4dqWH3XIZy4MsWlg9k2iohBG3SGZz9FbaDCp9eiqwszrVHuG8T3giifR9RPUa9U6edC5Dp94jbixRv5XGNXWymQH1fp711WCML841uTC/i7nsGrqskTBaeBmFKSRWzMYI2bjCwJAwk2ywsBh8t4byCCtJ1zBo2hqTxdXAktbx8XXITJSormSJeTZ0FSqqM1AhzJCOH7FwhIEpFKLaIT1Zprw8jmlpOK4iqQQyEkFGIlDvQt/Bq/fxHMX0rjWUJ6jVIRSLkiBE+UYWUxvg1nS8KOi+D0ojPVNj4BrYvgk+eB2HynIRhMTEBaXo2Sa+rQWPpWL9wji+K5nYs0JrMUN5vkDft5jct0LlZA4diR4LITxF/XYOYehI3URKk2ZzF6rZYfrYRczkANPQUJ5PcrpCqzROeraMQJIs1mmt5hibW0UYAlwfv6/QgIGRwmt7WCGbWMTBc8CVEUzDQ3V9UAqPUFBPZHi4bpCXqghaNZghifIEth9DC5tIx0cL6QjfofijT7P7J5+87/n4ILhX+uk7ha190YYTY0PV5sKFC/i+TyaTGZGbyBZFdpik+LBk5pu5ZcDXncy8GXRdf0vxxd1ud9TT5UFmxt5KUX6r1eLkyZOkUimOHTv2poWhj0JmtnqvDx8+zOTkmzdbelhlpt1uc/LkSf78x1tEUOhaUIeimxJbQMjQCIU0PNvhpi84ENfoAzHfpxkyCe/N4N2o8r6/fZh2u03pj24SnUrCrWDGKX1so+utgNSTwYBlGDq5ZwOFo7EuMfel6fa6dM4sI4TAKVsbxGaTlLXuYUXLffuRLd+VIPH4DM1TC9hrLfzuAOnrpJ6cvku1Gd7ISykJH5ymd34ZTQsRKUui0kDfm6JJjUajQbPZJBKJoA880h89hn1paZu1ayt8Xyeyq3DX88OGmUPFZeuyIaHpXqtS+N4nt23TuXYKLbv9uBqstvG7NrEd+W3urcr/vEjmWx8DGBGm1pllUMFrtbY0uxy+196N8ojMwGY9DIC1o4h3tcv4U0VUIU/t9UV0w6A3GDBIhZl/6Trpo1kih8fon68CAVHxvO3vd2ucbenVQGXRc+m7f8sNq9nqKxUS+8fobUk4W32lwsQWW1nh+TxXfvc20am3t7jxYWa/NE1j//6gf8BnPvMZ4vE4X/7yl0fL3gyf/vSn0XWdn/zJnxwtC4fD/J2/83f4x//4H7O4uPimzTj/9b/+10gp+emf/un3yMw7jPtNfCmluHr1KgsLCzz22GMUi8X7vkb3wq3R/361GjSC3MDg8vURkQFACLyp7TVkQ0vZ4Mp1zJnpURpa54svYc5O0780JDqrSKkRObgb5+pV7oScnWVlcZFoNEp61xi9RRMQpLUNQlKDzlKHmOnQcXZiV3toIYOxnIuY2UV3uUNclXBDRbIzNm67jWjV6fsZwloVv+eiG31S6TbOxCRa7QbNfhGiNpGJGH7Jp7wYJpzvkIiUghl/NOLTcTK5BrXyFHKhhZfwSQsNMYDamSr52QZGPIrhx7CbDtLUqXSL9HWHtOsh+h6W61OrF8mOlalWMtTkNO2mw6y7SnVtEmno+K5kZkqRjpVwNJ1YrkM06mC7FcwQjMXbNOppxnM1QBAOdVlr50lagon0Gj0bXAc06VIYW2Lp1jhGSEMpiHvg+xoDx8Due4wrhSy1cZTGxI51KqtFfF/Dt0KocJi161mSpoeQCkNTCENHFx5jO9bxpI4aS0OjhyE9KqtTGJaGGAzQNMDQGbiCATpjCELuAF/XKe4ug9SQUiB0HcIWq5cLaPiEQz5C+qDpYIVwehIlFY60wIHxHQvgC9xaD+lCp5Sm8tokSIlEQzohqjcKSCVQaPh9k/KNIppgI5RCBSlpHghPIhT0e1Zg+9bB9zfVE6ELkBLCITwUxliIb/vj73vD8/DtxF8mmbkTd/ZF63Q61Go1SqUS165dIxKJjIjNUGF5FJvZO93q5OuFrzuZeZA8/36//4br3A+lUomzZ8++4czYnXhU69fq6irnz59n165d7Nq164EOmIclM77vc+HCBarV6psqTHfu50GVmaHiMzc3h16ugU6gyOgKfEHS8lEIPNfFlrA3ojB8xU0Ju8Ma1YjB3kqbZNpi4Uvz2Gtt4jNjFF+coXFyhanvDmYDG6eWGXtqo8nUqU0VonV6CU3TSCQSJBIJmqsu1oEsvV6Pxsl5pO/TW9EDYuNLMscCAnBnjc1WopN4fBalFkk+cYT22QWap5bo3ahuU200LVBlghCBYLvUhw4C0L+wROePr4MJ+Sfz6LpOr9djMLBZXFjAGrMIrbTpfOYU0V13qwJD9WTTDrb9ueqfXNz4f3O57+loUWubmtI6vUxkZwHFdpUlVEghpUbvQhkxFZD12GOz9FcubSMricenqfzPi1gbtTrDOOWt64Tmipv1MHfELQ9TySA4bw3DoP9ylUQxSeH5SSqvLeG4Ls21NWj28Eo6ruMgsqlRvHL26SILX7pB+FiWsaeL3Pyty0z9jeCDl75WpvB8YC+702qWenKC3iuBClN8Ib/NagaBImM3XSb/2tunysCj+ZIB4vE40WiUv/pX/+oDb3vq1Cn27dtHMrk9POLZZwMb0enTp9+QzCwsLPAv/+W/5Nd+7de2zeK9h0fDo9jMHMfhzJkzDAYDXnjhhTe0dVQ//UUiW8hK8wsrGFmN3gbBsW+vj8jM4PL1be9na1LZEMPHgyvXMWZmRsRmcPk68W8LlMH+pau4i6uEZgKi41VqSOVS1fVg9re0jrVvH8mxCq0zbeyWQ9sJzsOov4IvBdHpONGpOFr5Fq3BOAkgNhXHX1plackiko+QsEq0Gkl6epH4dIxwbIlKZZqkXCPECrrWwvUhVPex/DU0S5Ep9ug4Mcx4CD+zG5Y7dJY6iKiL40rcWp+c3iCci6KyObrLHZRqMjBmaHod6HrQ8fDWemgKklM1XAmDAfR0QUzB+nKGiOgRDQfpmKau4YdMssV1VNiisjaGM5CYU4KVlQKq76IpRVPTmK8E49XO4hpKGuyerqHrglSyTbOSYmKqijR14okukzMNCOn4PQ+haRhKIhyHqd0lypVpXIJebSJi4mshNOkQdh2UE7Q90LIpcqmb+C4YmShex0G5ktrtcUTUwfM1fDQ0U0dKcDwTpRsIRxLyYXz3Gr4S9G0doYHvSFauTyA0MHUfv+viOxI/HEYb2ChfIV3wHJ/xXcGElwgZyJ6H0g0qNyeQngQ0QOC4OpoQCBTSA8c1QEBx7xJKiiC5DAEKLv7Pp/CUCVKhR4NbzuT+Mb7lt99crf7LxteTzGyFEGJ0DzTsi1av16nValy5cgXbDlwNKysr5HI5otHom95zdjqd92xmX088iu1LKcX169eZn59/05mxOzFUZh60GdpwFm5xcZEnnniCQqHwptts3deDkpnBYMCpU6cAeOGFFx4qkeJBlBmlFLdv3+batWscOXKEX939NcK6xDQkUmgoQMV1PF+xJGDGUzgxjb6mWI6Z7LYdUpqO6vmEpULOhFCzOklrjMLzU2+4795yl/BEgtrrq3Sv10jsy1E7sRok2mgKKTcikVddYrvHcOcHdMolZEqns7BIJBpFc10yT+3Y9rpb08+GSDw+S+v0EpGd44Aa1dpoGqMQAQgsaQEJhMjhGTxf0O206V0oMfb0HMaVMsUXD+P7Hr1en/6sjtNz8VpNei/3iD8xhX+tNjqGhqpL6fdOEdm1vR7ELASkdCtBARj7tiN0zi1uWz7sLzNcLjbae8cfn6H2+g3kzRZMTtI6vUzmW4/cZVfzfR3HMRnqF1sJDWwnLMPnl373PBMf22zsubXAv3HpItkPB99zyLJgQTH71Cz2uM36H91CpQzsKQG3fIy6SSQSGZ1bpa+VEdG7j+OtVjPH0+kPTIa0feXlCpNbamTGn8+x9nIFEOg7N5e//C+v8uL/ve+u135YPIovWdf1hyrkHGJ1dZWJiYm7lg+Xrays3PXcVvzUT/0UTz75JD/0Qz/00Pt+Dw+PO8emZrPJqVOnSKVSvPDCCw8V2dy/eIPQ7BThg7s2Ht8k9ZEP0LuwEQJwew1VzCLmS3DHeDaMcd6KO4nOCEpgbqSdKaXodc/iupDvOphOBXtxFenraP0eWaNBnxCxqeAGKGxHqZQzsNgjMRNFKkGvNGDQdMmP19Esg1A2ii8hlAgxyO2E5S6dpcBi5ivB2u002UIdPZxFFndRuV5BCzehEHzueO0Gol0FzydmQsSs4vkG8SSEciGUbVBeGyM2rZBS4NuSyukqIqSRn67jmyaupmNZOiJqcmtpjFRIolyF7is0XUeiyGYqeJqOm42hdVxMT1JaCSZCTM8DX+HHLLquYOdsBeVohAceetRAKZg/P4cwdWQmgiN1yss5zJCGM/CRU4raWhZNQnaqDLpFZq6N7LukU23wy8ikQheKpFHDS4MvNAzTwR0opA12uY9rKaqLBRA9PCUYeBquMBEdCVKilMDpK3TfY2LXGovzc3iuJCx8kLB2axLN1IIYZUDpOsIA2xUoFYTmyIFDfs8qK7fmENJHbFybl69No6SPoUt8R2H3ICAygXAilML3BcX9K4EiIwVSaPhKo7K8gwP/781r7+5f+hEuXrxIJBJh586dD3xOfD3wbiEzd8IwDPL5PPl8HqUUtVqNM2fOUK/XuXXrFqZpks1myWazZDKZe157vtlbBnzTkRnXdTl79izdbpfnn3/+oSNShzcuD0JmXNflzJkz9Pt9nn/++YdmvQ9KZobxztlslsOHDz90R/I3U2aG3ajL5TJPP/00vzT9ZRKaQjLs7RJ8/7om6Tgw6Xs4CQ1NC14z05HEPYU/brJvJhpEAO6JEl5RaHpwYWicXKG73EWqNbrXypjJEEquMVhtE55IkX5y8yZuqBIoIHMs+L95aono7sLIolb+wgWsRAJv1cN26viLTVrNHoZpEo5o2xodts4s3kVstqahtc4sgtK3EBu5Lfq5eeo2/W4Pdo2RyBdon1mmd71G5NAUQmjE4zG42SCSSmHsy9M5t0Dz5G2k9NH25PEaTaLRCIOLZcK7CoCidXo5SAI7E+wz/tjMiKBsxZsth80andCBAs4d5CXx+DTNU0sB8Ti1glVM4HtQP7lK5tjmd96+UqO4hbAM1Zn6iVX0mEXt9TXGni5uIzvV4+vocYvK8XVyz4yPmmAKIeicbSGwmHj/Pjzfp7SyQvN0g9auFp7nUXm9hGGEEdkk618rMz5UZLaoMysvb6+HmXghx+orm8uGVrPSuSa7fnwfna9WWfhqldn3b48mfyt42Cz/t5IY0+/370mChhMXb6RQv/TSS3zmM5/h1Vdffej9vodHw9akzcXFRS5fvszu3bvZuXPnm44d1U9/8a5lkUO77loWPrA7CAWYncKfKeBeukb983+BNTc5UnD8WoPEB5++536GkczbXnP/HnzfZ21tDdN1yRw7hmmao1jn0L69dGs19BMl0vsnaC8Gyqzo1YhqkvJqjKhaRQ/rZI/maC92kRJUYSdxoLPUpVse0FU9QBCTS/hoxKZixKZiaJUWjd44iSzoOR2/K6mcqBIthElFBK1WhrY/QXwmiuxBqZIhFAqRia8TDzdxAf+2pDjWAiNCwmkCIE2dUqeIL23o+dD1CTkK3zIo5NbxPIEX05C6hqagupiFqMdgICEl8H1BTymmp+tITcNb7RNRgOOzuJgnpHx8KVAhnXbIIqZD3riN52wQq77P5OQ6t8vToCkGfY+0EqxezOJIgRAgPFhdLND2NXbtKVFaybG+kEfXBQefvUCtnGV8qgyGTjrbQrPCqJ6HkopEoo85VUF6CiPmsb40i+/7eMoAIdD6DiYCaWjYvobvCYSvKMwsBGEEUsFAUdy9wtK16cA6LiRKgnJ9fBlMWkof5EYpmCv14LOhI3SNqYOLgMHBvxeEvegNBz9zlOx3bJwTjQHZD989ifSgk8NfTwzvxd6NZGYrhBBYloVhGBw9ehTf92k0GtRqNW7cuEG/3yeVSm2zpAkh6HQ67wiZaTQa/OzP/iy/93u/R6/X49lnn+Xf/Jt/w7Fjx95025/4iZ/gN3/zN+9avn//fi5fvvxQ7+NdT2berMhyK4a1HvF4nBdeeOGhO3fD9s7Ob3RQt9ttTp06NUoSe5R9PQiZWVlZ4cKFC/eNd34QvJEyMyz09zyP5557jn939M8JKwUCtJCi5QuyhkAmQXV8PKFoh6AfNZhpufRNQcYAPx3j0HfPsPznN0g8kSafz7Py+g0iU3HKr63TvVZnx48EdiIBZJ8OZhfrJ1dGdrPGqWUyT02O/r8TQyLTPLVEaDxFaqMHTfPUEsm/sQ/HcWieWqB/vUFn3KL10mXMkIkVDhSWN/rq4o9vKB5nF2hdrRLbHShsnufSbrfR9+aZHC8ghEZfGehxi87Z1Y1tg2SS2GPTwYXm6X20z67Qv7GOHupjz2k0GnWMVg/rYHEjDawSRBoLRs0yhwSlfaW2TQmJPzbD6qfPENm1XfWTvkb/ZmlEZpQCdqVZ/m/nKH7/0W3rDgnIUCHaGqfs+9q2SOg71Zncdxy8K6Fs+XPXCU8kyH/HAWon1rY9FzS2FIx/dD/lV9fJP1dg8n0zVF9fJzebZ1lfpvcnLeS3JHGcHvK6JFQ3SD6RpHUmuDHJPVvg8q9dY8ePHKT/coWVv6gy+b5NkjK0mi1+tYqIBQRg5v1ZFr9avefv+6h4lCz/R5XyI5HIyD6wFYPBYPT8veB5Hn//7/99/ubf/Js888xba8T2HjbxIBZo13U5f/486+vr9+zxdT90zs0Tf2zHPZ/rX7x517Lood10Oh0GE3ni8RThjZCA/sUbGxbTDWvawjLW3PY6yjv71diOw9rqKvFKjcwzx7aNc8OQACEEzliexN59ZPfC8meOAxlkYQdTySXMQZeuk8HqrZLNgtFvcfN4jdh4mHSkhNcLAmNSs1EiTpTS+hgs9EjORlEIuus2g4ZHNl9GC+lY2Qi+D2YihJedRi10WDtepTgnMc0w/XKfhC4ZxCbwCzN0lrpo3TX87C5WSw0012f/gWu4PugFjUymgT3QyWfq6DEdy+ixND9DSChcXeIWBX006EkKEyVsTcPrelgStKxiYamA50kMU8d1oWkrwrEQOzMryBbotmQAkFGsrk5gFcL0Gg5SaFh9D6lAD2noho5AIDSdmX3r2LaGrwQJTaH5kpXlImZMRylBZTVPqRyMaeP5RapLWVYXC/i+YmpvmcvHD6CkYnLPKqlUDb+vAseE0Ehn67i2jq5DLNZBhHy0uTWWbk6hlGDl2tTIPh1EFAfjoUdAVlxloKQCHYx8iF0fnCUSiWA2z+GPfRtDL4He6OKPHX2gYxzA3fm3N/ap3vUk4RuFzMD2+1N9wyKazWbZu3cv/X5/FCRw+/ZtHMfhV3/1V/E87y4L81uFlJLv/M7v5MyZM/zMz/wMuVyOX/7lX+ZbvuVbOHHiBHv37n3T17Asi0984hPblj1oCcVWfN3JzJsNGA+qzAxv+nfu3Mnu3bsfeRZgeID4vn9fgrK+vs7Zs2fZsWMHe/bseUv7uh/JUEpx7do1FhYWOHr0KPn8vaNqH3Q/91JmhtHOiUSCY8eOBQPYYp+IrjAMhe9DzJD0IzqxjkvbgHBUoNDJ1D18BNWkwYG9SRKPJ1j68nVoaHALFl++BWhkn56gdmKV+L7AAlQ/sXmTXD/5xraZoSpzLwzTzYYQCKyQhWVFsPZFiD8+Qb/Xo/nSDZy+Q6vZD2KWw/pdqs1WSKlt1L0oqq/fptvpELJMxovjDKvrBYLctweF9e2zt6l98SrhYnxj+yAiWUlJ7nuepHt+GdY88o/PUa/cRiKoVav4CYl5romma1gHiqP35Hs6etzaVscCjIjMncutHcUty4LZLy1mbVNeEo9Ps/yps2jR8La6nK3rbO0JM8Tq/7hK7tsPjR5vVWcaFy+S+47N32CrOrP8BzeITNz7hl4IQf+ig4iGmZoKkuRWF1dxXZe11hpO04ES9C546LPBMTPxYo7VLSrN0GrWWugTnYqy82Nz91Rk3qrVTCn1yFn+j4KJiQmWl+8m8aurAZG8X9jHJz/5Sa5cucJ/+k//ifn5+W3Ptdtt5ufnKRQK39RJNl8PKKVYXl4mEonw4osvPnCdUul3/4zIoV10zgWkZTC/QnjHdnvhvVQaIQTmUhnuGOgTH9gksEoJwvt30btwHbdU34i0D/ajG+BNFSktLZFOp4kOnNGxfWess7awxGByc4IjdyRNqZQGoB+apt/wWFtMolsa4+N1mvYBClPrQIeI2cbJ5aFVQa7CwAhu7vulAXFthZacJH8sRmuhh1TgpeeI5wwq5xu0VZ8OHWzHIT9RQ2gG8ekYsakoot5kfTULBIqPZ0vWX69jIylMVFmpj7F0O4Npajg2zC+NEdfAF7D3QIvMRANdQiLaw4iAUA2UK8kmulxd2Iun+ZgRHU0PCuVlzGC6uI5yFUkEuhBIBEur45hhnYFSeGgYCNzlPoYAoWsQMfH6PjOz6yyvTOLho0mJ6krWbo8jTA3b0PA8CEQkn+npNfAVXtfDlQIvKyhXZpC+h1AgfIXUNJRULF2fQnmCpVtFlBDM7lqmdKvI0o0JlILp3Sss3ZxAFzB1cJGx8Rq+qwXsRRPkpuoUnsoHk3utCpolGX/GRhaOoMonaJiP0Wg0KJfLFLQ2jtYgGo0SCr3xhK3eOHXf574RlJnhPdI3Cpm53yRbJBJhamqKqamgv978/DzFYpHPfvazNJtNnnvuOT7ykY/wnd/5naN6zEfFpz/9aV5++WU+9alP8bGPfQyAH/zBH2Tfvn3803/6T/md3/mdN30NwzD40R/90bf0PuBdQGbeDG9GZoY9XZaXl9/yTT8EB7IQ4r4pNY9ai3O/fd2LzHiex5kzZ0ZWubdatHUvZWZrtPOePXuQUvKLyT/E3Lj4A4QMiWZqqL5LDYhLCDkwCEE/JIgeTPM+S9CYb1GrNdBLir0/cQCA2uur5J/dMhg+s/ldDVUZYJsqcz80Ty1tJqDd47k7MWy8GU8k8GdypI5OMbBtWqcX6F1rIMctWl++TOKJcZTvkzk2t2375NFper0elfV1QtcdrL0ZGidXSB+bonX6ThvXHIPVC0hl0Dm3TuroZPCehEApiB6epHt+mdVPn6f41x8DBCI7FvQnWZN4rsvKV66h70sSiURRrsfYtx2ie25pRFIaJ1c3G2aeDZYPgwQST0zR3qh5Ebvj+NdaFD58mNbp5W1kJbY7j+drWz5j0Oxy9X9cJfcdm4RlWA/j+xq+t3mxTB+bGKkz1ePraHGLyvESuWcKjD1V3KbO2A0PMiGGBs9hvHL26aD5JSiy3z7L2isVii/kmP7gNKVXS8w9N8fq0iq1P20jMhrtroO27BCJRPA8D6XUNqvZoOni53TG7vj93y6r2fCceRhlptfrPVAx5r1w9OhRXnrpJVqt1rYZtKF17OjRo/fcbmFhAdd1ed/73nfXc5/85Cf55Cc/ye/93u/xvd/7vQ/9nt7DvTFsmhqJRHjuuece6QZoSFikFEQO7aRz7gbOegOhKXw/UG76l24QPRSoMEIIUIrIod33fL1hchkEVjIlb4xingeXr9O9tsKg3GQsHocrF3BiEcIHNrffGt0c7Cq4xgyJzswH8pz7z7dJh0s0BwUKT0VpLvSQCOIzMXx20Vro4vYVbRWclePh69h2hFyhCTkI2V2UXcHqN5EqjXRg/WSLeDHM+ESNUnMC13VI74gR07usrWbp3KwRK1iMJaBbGqBbOnMHWkAYp6yho2F6cHs9i2ZAyAchwY9p2FHBpFWi1UpQbozj2D5z42XWr+RwdXBCGkrXycTLEIdUoodl2UyOCYQuSMdarNczEDXxJUgFUgm8jochgRx0DY2BrTiwa52FqwUcPAxTQ9oSt+0iDZ3QeBRfaAhDR3mK2ZkVQEOYeqCIKJhfmEB6BJHOSjFoeCg9aIfguwrfDlJFp3at4KvguBkeP7evTwaBAppAaRqRyRiP/cgscBCxfpbi40eCrmBrZ4AcbnLDJmafxy08htk+hVY6h95eJJcKQQikIdHaJbr1iwzKHrYQxPUGfWsv4UgEs3XmrmPQT987Gvkbgcx8oykzDzIuaZrGrl27+Hf/7t+hlMKyLJ5//nm+8IUvcPPmTX7rt37rLb2PT3/604yPj/P937/ZODSfz/ODP/iD/PZv/za2bT9Q/ajv+3S73bekHH1DkJn72cxs2+b06dO4rssLL7zwtvkB75Vo5nkeZ8+epd1uP1Itzr0wVEy2nui9Xo+TJ09iWdYjW+Xutx8ILioLCwtcvXqVw4cPUywWkVLy/0n9IaZSaAJMHSQCXWh0lEIYYFgauidZzWhk+8HvMa0blM+VMaZ1kok4xlhwONVe37Qk1U4E/5deXadztUIoGULKdfornSAqeaP5Zedag8T+MSrH1xistIlOxakeX9t4ro7vBydu93p5FBAAoGub5OVOjIiOEITDYWwrirU/SuxIkfrJeVovLaKURzsniESiaPNtDNOk1WpTrVTI5fPIvSGST0zTOrNI4+Qymra93qZ5OrC8JR6fCZLSTq8gNEHy8dnRbxt/bIbBSo/GyVWSRwMi1z1XxrIscs/uoX1mAXfZw/FqeK5H6/ZtwuMRjIUO9RNLCLF50RpGLA9WO2S/PUhbGxKazpcXIRMcL0OyAtubWNZPrJLZIJC+r2O3Ns+tO+1lhY8coHp8bdTYMvht1wDB+F/dv2En20Tl+DpKaST2jzFMUx/GK4/WOdfC+Cvxe3v+BEy8b4LGr15nx/ftxfd9lr6yjnnYo9PtcumPbpJ7OoFje8z/eZn0wTTdO1Lb306r2aOQmbdiM/vYxz7GL/3SL/Erv/Iroz4ztm3z67/+6zz33HOjJLOFhQV6vR4HDgR3oj/0Qz90T6Lzfd/3fXz0ox/l7/7dv8tzzz33SO/pf2Xc6+Zra/PlfD6Ppmlv6eane34zmjlyaDdS3iJ2ZCf9izfonJtnMF/aMqlgs1Vf71+8cRexiRy8W9GRUtJud/DTScaOHSFkWfQNC02T9C4Eqo1zew3f04ke3rVBXrYnuQ2JzmM/MkfpTxokCoHKVxyv017xqKw1iaRNMuEyy7czhAuCzFwUYWepr2eob1xWxiI+y7eTTEzWmE5dpUWS8ek2mugQNVqQyaAWdCpne0R3ufgKNEsnE1/Dzewmn4H2Qo/WSp+2mkGqDVumBF8JIuMhCok1/A5E+qB8BZZgfTkHusSxBCJuICMG/sBnV6aE58KthTxRAcxUuLA0SyRuYNoSzxEQkmST6wgJ2WQbzzVQhmB8rEa1nEFv+0RDGpoukEKg6Rp6SMMXGp6uozmSrHEL5YNt6jDwkJ5i6dYEUimUPrR+CQTgSPClCArrPZjbvYpUAsfbIC9CsHRrEmEKXvyHexFrDlMf24x/F2sDpoqBnVisnw3+iuC1haahio9jqKB59PAYd+JHATAGBjL+WLC+ECjHIlx4DEsp1NpJauHHsdZO0pGSlFjHicxh2qfQdA3RuYnmbZ4LMrdplf5GITPDz/1ux8PanyFwDczNzfHjP/7j/PiP//jb8j5OnTrFsWPH7roGPvvss/zKr/wKV69e5bHHHnvD1+j1eiSTSXq9HplMhh/+4R/mX/2rf/XQ4+jXncw8qs2s0Whw6tQpMpkMTz311EMlx7wZ7txnt9vl5MmThMNhXnjhhTftVfOgGB4AwyLjarXK6dOnmZqaYt++fW/bDMFQmZFScunSJdbX13n66adJpVL4vs8/yf4PLKmwNDA0hZRgmIqK55MHXEDpkoEuSLQgKQXjx8bodtvoUyF2fGiO5ukqheeDm97OYpfoVJz1r5XoXG2QOpgh+/QEAsht3BjXWCX7TDBA1k6sENubG6kIdbVCevj/iRVm/sYT2z7P0GZVP7lC50odXwYndedaeWRn21x3O9EZ1tnkn91D89QSiaOT1E/M47oN/EoH9/EUVMokk0ncK3X0jQCDYYDAyqdO4fvaNqVo+Fzi8VlKf3QRr2OTeHx2dGFsnFwm9x2HQSlaZ5YIog0U0SOBzSp2ZIru+RUGt9pMfuxxHMeh1+/Tn/LpfmkdJqO49TrRSATLsvB9Dae1vUll4okpmpcqGFtsYsmjU9RPLiOA+Iay0zi1so3QhHeOU319nezTm4Rl5Q+uE95iE6seXyf7zDjpYxPc+u3LpA+mR89tVWeWPneTyGSc5NHJbY0vIVBnfKmhxy265x3yHwrO+6E6A7D+tTKer2HuDNRVXdcJhUIUCjnyH8kHxMY0WV1o4XiK1Ifi9C9u1JSoeysyb8VqNrwG/GXZzJ577jl+4Ad+gJ/7uZ+jVCqxZ88efvM3f5P5+Xl+9Vd/dbTej/3Yj/HlL395dLN54MCBEbG5Ezt37nxPkXmbcGfz5UajQbX6cMS59Lt/dtey2JG7E54ih3bTPX+L0OwUkUMBuRncquKlI7TPzgPwRkNe/1Kgyjiuy9rqKhEFhWePom25ARoSlP6lGxtRzrvpXbiGs7AGxRz6Qplew0bfsh/76jVSc1FWXusBICIubX0SMwWeAitlUnxmjMbtHv7iDfqWhgR66zYTxRpeYTfjBajfDiN6Bg0rg9vSsJsu4ymfdKqFGIdkuEZrkGE834A8DOqSpeM14uNBGIbQNeqVgMjMzFSwB2AqgbPoYE953F7JElHQdSV2TtGOCrSuZFe+gtsSdDseUiqkD7dLeVRCoKVCSAUJqWEoDVcplIDV8hTuwGdmqsSpy0fwO4H1S9+t4fsehckqAkhFWhTGgyjkYrHCwDHxbYWrCaQmWLpRROKDCoiKI0CTgBcoPu6G0rJzzwoK8IJGLWhxDffgDFNPB4SgKOJMf/9udO3um1mxdvbug6F4982kEAJd1xFCg41ea1rpbDAybUzC6ZVzePnHQAUtKw3TYCw7BnwI13Wx109R9WYZdAbouk5BuUj9EOFwGCEE3s4fG+3vG4XMfCOoMvBo7/WdSDNbXV3lgx/84F3LtyZwvhGZmZiY4Gd/9mc5duwYUkq+8IUv8Mu//MucOXOGL33pSw91X/91JzNvBsMwRt1OhyfDMDlm7969zM3Nve0nydbGmUM71szMDPv27Xtb9zU8GD3PY2lpiatXr3Lw4EGmp++tNLyV/biuy4kTJ7Btm+eff37jpjj4jJar0AV4IuibpWIaqu+jmRqurqgUNCZqEtsSZHTIHhnDnXbhCuz+8C7qJ0p0FnsoVaK30sHvuMx+b5Hq8TUS+7Jknx7fptbcC9mnN8nL/XAvK9rUD26d/QFQ1DZeo3OtNiIzd9rRho81oZF9ehdKKZb+2wnErQGhUAgn7OC0mmi707jVKtFoFPtSlYmPHRupNIO1FpHJ7QpdaDxF/jumaZwManGGpEeIIBku9eQs65+/hNexST4xMxo4XE9Di1nUTq6QfnKCVChEOp2mtk/heh79C1U6syGUUhhdh9iH91B7fYWxpzcCE06uYswmca+0YEs8eG+5i5Qa8ceDx+mNVLP6hi0sc2yC+hblZhi3nN+oh7nTQqbHQwxskwSQfXp8mzozaHgwZpIkKOAvvVqi8Fx+mzoz/dd2cfWPr4MQFJ7PU/pa0C+m8FyB658Kml5Ovphl+S+qTG0U/C//RYWp9+UwDINMJkNrp6RtC1KpMG1ZZ329BLOK3iVBux0KbBvA9a8EN5ov/t93HTYPhGG9zMOc891u9y3ZQj/5yU/y8z//8/zWb/0W9Xqdxx9/nD/8wz+854DxHv7y0Ol0OHXqFOFweNR8ud1uP3KD5Xthq0ozxJDoRA7txnMVvRhM7NlN86UTDPp9vA3Vxq9VSX/L9vSgbq/H+toaqVSKaMIdEZmtdrQhhnY0a//eoE/IbJFBrUbk9ipOvzdSh5yFNdIf/QBH98PNL5exHJPkhkojF2/QWFZ09IDoSE9SlkXG5qKkZqPo5SbV272RuuR0PZpLHmZMMLOnQbk2CR1BZjZC3w2xuJTAu+Gzc3edVLSLmgkBbVKRGrY0yMWrrK6ncZs+N1cymKZCGgo0CI0bdHuKPakamhQYHVCGhrA0bi1mQYf4ZBhfDxLGQh1Fb2AjJ0EkDNotlz0zZW6tFfA9j5AEJHTbHlIpLE3g2pLF5SKarjE9vcbqSpbbSwXwwXc05pcK7N61DBrkxxp4jhj1NM4XGvi+xq35Arv2riJMjQ/93Maky6oNk48xND+r5QHLykAMHQbVZZbnb2OFLbLOMiHTRFOMGiar4uMPdLxtU22GikTxCfShW2QY/C8lCtCUCq6tImjwqIUtivkiSkrk+kk8FyqVCr7vE4lE6CeWRp3rv1HIzLv9PQ7xqMrMG41NUsoHblBvWVZQ//oWEjgB/sW/+BfbHv/QD/0Q+/bt45/8k3/Cpz/96YdqM/CuJzN3potdvHiRUqn0UMkxj7JP3/e5ceMGN2/e5PDhw/ctvn0rGJKZy5cvU61Wefrpp8lkMm+y1cPDdV3W1tbIZDI899xzo5ogIQT/KPGHhAGlQWhjpkh1PXqaQuiSSkGnUAkGiOjBFDlN4c0M4JpE1TVKr1bpLffZ/bHA3lA5rig8t2l1yD+3tW5mQ5U5sUr2mYmN/+8mL2NvQGyGaWd3onEyIDpD5aVxcpmpHzhK7URAWjpXa8z+0PaL/JDoSClZ/upV1ItFJieK9M6v0fpylVA8RGJsjF6vR6lUgmaH/rpJbFeaSDRC62qVUOHeF5TkEzO0ziyy9j8uE564g/AUk1hA8/QamWOTwayYEOS+/cBG/UtgR2ueWiPxxCRCCNpnVqAikNLD1XVarRZ+s0nnSx2STwQDrrEvh3uhsk15sYoJfF+/S31pXq4z/TeCGZPMsQmqr68G5OT4Onpssx5miOrxdRSC4nfuo3r8TntZCSkFyf0ZnO2C0eY651pkDqeBgHRWXmsw9YHtDS7tpsvUHU0v7yz+v/hfFpn963N0v1IlHo9z4DviLHy1ysSzcW5frQQ3mDM2r/16k+i0ReF92UeecXvUAeOtzH6Fw2E+/vGP8/GPf/y+63zpS196oNd60Ea57+HeGN7YrK2tce7cOebm5ti7d+9o+cMkbd4L3fO37lJl7qXSDNcNrJnBjaaRH9u2bv3zq7TP3h49HqzVaFuCfD6PsVS6hx3t3nU3g0tBlPOwQaeezRI5uFkkHCSnBda0rKrTbfaQ3iJ1L0suolPrB9eM7GyUuBOhuQZLZ5tEUib5KLTWbQxLY++BDg1tB9hNfKFhhUJIwG46tI8P2LnTJZQ2MZWJ72vUullKveDaMGhJFstjzE5XmN7VJhvqojQTLEXOauC6JitLCgPQ8oIVZxJPd9CVwPUUA0cSQaO3bKMmFXZMoHcUc4US8/N5PM1DD2lgCHwAKVAJHV8DzQdNF0xOlvAF2CpINpMezC/k8VAIBVIppK+4em0SCbiOwe3VIvFxi2c/2EGb/RA718+y8/0+VLqI/A7UYtA8mcoC+Bpi5jCu69Bvt7GyE+TzecT6OTjwPiKeS6/Xwyt5rKoc+sIC0WiUtOOiKxkoLndgSF624l7EZ0RutEC9QSnkxrVEKgkKjOo51EZdldCCVgj6xFPMECSk9vt9bm/pXO/7Pr1e712tfryb39udeCfGpj//8z/nQx96sEamly5d4sCBA4+cwPlG+If/8B/y8z//83zxi1/8xiIzD2Izg2Bm7NKlS0DQNPKd7HAthODGjRvYts1zzz33tsfZDTEcCNvt9jv2marVKisrK0SjUZ588smR3UzTNH4m8QeEAVMLyAwJgewplBCEkxAa6NjNoOD/W/9fB1n66hLtVpfIjQj2vM2Bv72P8mvrxKaDE6RyfHMGv7rl/2u/eYlQMoQvA+tR+2pjVCvTvlondWCMymtr9JY7G00y10bPJfdnqRxfx1lvEp3aPBHrJ1fuSju7V0jAkNxIqY3qbCCotQHwfI+11WB/k5OT6LpG8ug0vtQQKJzLTQpPTdI4tYwXjyNCIZqtJuVyCb1g0R/08V5bIP/sDI2TK6P9wQahuXIG8x6EJ3l0mtbppdHnGMr+6WOzNE8t0jqzPjo3pFTEHpugc3YFZ71H/iMHAkJaHKf2+gKtLy2jUhpeA/S5MO6KQ+31ldH2W4v3IaiVMeLWyD42+s02VJbxj+6n9vradgvZH9wgMrk5q1N+rUT+2cI2dSb15CTl10rb+8a8Wsb3BamDGfoDnTRgHTBgg6cWng8ilj0fQjtzLH21yvT7h4rMpjoD4PiCQXPz5vH2V6rMfSCLIJgpCkfCeDdh7oUia715Io9blEolvvKVr4wy97PZ7AM3tHwnZr/ewzcOhuEyi4uLPP7444yPbyfaj9LQufA3/rfR/yXutpwNcU+V5vAOuHXrLpK61Y6mpKRy/Dx+xGSsqRDdKt35u8nMEPdTaXr9/l37Ga5r7QvsaUpeZ/z9z7L6P08zQYuI08Uca9EuDbBWO/SMGD7gDnymJ+q4+R1M5aG+0KNbt1lrNBFCMKhJWpGgHih/JEmoOs96b5xe0yWSMpHArVspjLDLxONJVEVDtgXzlTyTqTIrpFlcGQMf3EkgqkgXqoSURtrq0O+ukRmD1bWxQGEIaShLZzq7xvxCAd0AaYCZMnCXFEiB7yg8qXAciYHGRGYF6YEtABmIINduF0ApfMBHMUCh6QLNEITSJt/2o0Edi1y4iDb3AYZtTNVCQFrUeEAkpGOgjW+GsCjHQBQOIW+dgOotzNQ0CbuMWiqjarcRvoYBpKYPI3pxYuM76A/69Ho9er0e1fl5IpEIY85ioKBs+Q0fVLUZYugoMMunkeNHMdggNAL87GOojbpCseGeAQiFQoRCIY4dPIbneaOu9cvLyywtLT3StfgvA/8rkJk3GpsOHDjAr//6rz/Qaw1tZBMTE6O0za14swTON0IkEiGbzVKr1R5qu687mXkzDG0eJ06cYHx8nIMHDz70j/gwGF4QttoJ3gm0Wi1OnjyJEILHHnvsHSEyCwsLXLlyZVSoupXI/FTqD4gq0AX4BKpMt+1h6KB0Ra4tWJ8UZDqSA4/luP6nS/SutRk7nMCyTCIHNy9Cxec3Z/ClFKy9UqJ9pUH6UIb1r5Uw4hYz3xsMptXjqyT2ZRnbsJ4l9mUZ26jzUGqLYvP6KvG9uZHCsPBfKlhFfWRXal+t4/sauWeKI1VmiDsf30l8Vv/wCpHJOKVXlxhMSLSFPvF4fFQfM4yMHio3tRNLtK7WmfuhQMkYy4xRPbGI8eQ4vV6XVr9P588uoZZd9L1popEomqZRP7lCbE9wUx/EHk9SP7k8IjxDQjP/O+eZ2aIapZ6cYeG/nMOIh0g9qaMUKCXxPAPP06m9vkb6WAEhBNlndrD83y4QmcghYzqO42BPmfSuNtENg8jh4kg63qrOFP7q/pHVDAJ15tZvXxrVw4w9Xdwo9g/geRqDQWAhyz4zvk2dqZ1vEt6dJwXkny1Q3qiXyT1bGNXOZJ4qsvZKeeN3DiwMQ5TPNckcSjH1vsBeBjD5YpaVlzfrES78ziLxmSjW3uD9zX4gy8JXttcrzL4/y8JXq9x8uU74SIp8PgsoGn/mMPsTcVZXV7ly5QrRaHQ0mKZSqfsOYA/bMBOCSZdcLvfmK76Hdz0qlQrlcvm+iZKPQma2YiuxgbvJzZ0qjdg4Tnvnb43+37qut6HAm1KSf/YoxsaxK6VGZ6POZjC/encM9D1UGiEE1koF0uk3XXfi24+y8oWzVLppyvXAWZAzrtL3dKayLciC1W9z8niN5LiF53rYno8/0Ejt0hmfqbNULtJruNTXB+zdGZADb+Djpw0iKZPpZzMsnW3iz1/HE5L+wEe3QcUU16sZ/IiH4eoIXXDzRhYVAiusI4XgVimL5sH7nrjOcjXJXKaOUopCso07IZhfGkMTwUSJ0gTSgN3jpcC2LAUuEl/BtcUc2kb9iKeBrymsuMGH/94e5G3J/rmgbk0uXEKbe/6u7+lBoBYvIGYO0e12KdtjFKOC8NwxRnFEjoHIH0Irn0EtXUBVb4OnEQEitZuIUIyY1qEdHsPpuCz7WczFRaLRKCnXRb+P3Uusb08mE6UzqPHttarD7XSxvdZmSGK2hiYN63QNw6BQKLCwsMDMzAzRaJRKpcLKygpXrlwhFouRzWbJ5XIkk8mvq83rG4nMPOzYpJSi2+2+YXBVsVjkJ37iJx7qfRw9epSvfOUrd313r776KtFolH37Hr5etd1uU6lUHjqZ+F1BZoaS9p1QSjE/P49SitnZ2QdqwPNWUKlUOHPmDKZpMjc3944RmaFtYdeuXdy6dettP4GllFy+fJnV1VWeeuopGo0GKysr1Go10uk0P3fof4IPHgT+Vz2wlyUMDc0IQgC6FkzNJkgvO3S7XQarAw787V1YlkXp1XWKL+Qpv7ZOe7GHUmV6yx28tsO+v7WfymvrJA+MkXumQOX4OtGp7TcC94psrt6jpmZIbADie/OkjwXr1k6sEtubJ3NsgsrxZdpXGyT2ZakcXxu93v2inAHCEwmsg1nW1tYI3/bwFl38vdtPhfSTm9tLqWHErZGyM/bUBJrQSCQSJBIJlFKU1xexoy3Kry6hdoQIR8KIwYDMU7OYpokQUD+xTH+1Tero5n6SR6fpLHWpvb46stcFn3fYl2dtY7mOpmkUv/MgjZPLG+dMUCsT3T2GlKDpepCQlstRWRZ0rtew99g0Gg30vI5+26Hz368Sm9pUGreqM3rcwna2p+dVjpeQShCdiuPeYSErv7ZhLztwt71sqM40b/dxXI3MU8HylZcrMAEIWHu5QvHFHCJm0R0Yd0UsDzHxYo61szfZ8QM5ul+pjhSZIWbenx0tWz7bIv9Y8Pmuf6XKng8Es387d+5k586duK47aih24cIFfN9nbGxsNFs49PrCmzfOvRd6vd57ysw3CcbHx9+Q7L5R0uajYCu5uXV+M/BhqNIMRwmFIn4H0en3+6yvrREvd4gkkiMi071wi9jhzXWl1Igc3EnnbKCyDOZL+K5O/PEdI4sZbIzJqPvb0S5f3/Z4bC5Ku5wancP9foGb1yK4tySpYphCyGc620IIyKfb9EM5xmkyfzFOdNLBk5Jw2kBhoIDMXBRfKLLaKrUVRUPrEU6bSB0Wajn0MNjChxDonobmC0Jxg4GQOEKh+VCMl7i8lMYMKXypWFhLMb+eRZkC35P4voZueeyYqpGODtBNn9nxCgpIJ3p87eIMCIlmaehhwV/7uYOb3+NtxYEhebl9EX3uII8CuXgRbfbQtmWtZpNarUZhfByr1rv3dvknAuJz4Ps2F9omTAeRy6nKaUS/RiyTxPVc3IoLvWUazT6maRKKBtawrXceQ6XoQbE1+UtoGvoWcmPv+xHUxrkxJDZCiNGYuXPnThzHGV2Lz5wJyNRwkmlsbOwdu/+6H76RyMwb9UG8H96JAICPfexjfPrTn+azn/3sqM9MpVLhU5/6FN/93d+9TXm7cSO45uzevREXPxjguu5dBOuf/bN/hlKKj3zkIw/1Xt4VZOZe8DyP8+fPU6/XCYVC7+hs55A0Xb9+nYMHD1Iul+/bzPKt7ufGjRvcunVrZFtYWFh4W/flui6nT58eFfqHw2F0XafdbnPu3DmUUgwWbMKALhRoAikVrRCkfZi3HGY0k0QqRGLRJf5XTHrn+2R3p7Esi+ufCgZWKSv0lvvs+cFgoCy/qhh/YXPQLDy3qdYM62aqx98kBGCLKrMVwY3+9p4+w8CAzLEplNRGSWgL//0KftfG24hy1vXt3239xAqO49JYXWVsbAy/2sXaEwPUyBp3j5AYih8NBq7mqWVu/efzpA9u1jYJITANg/z3PEbz1DJ+xae30kBkdJaXltANnWg0ij/wA//3FuJSe32V4kcDgjJcPvz86SenaJwKlislRvvKPDVN4+QymaeKCE0j8fhk0HzyL26SeDwzqoeK7i7AAsw9PcdgMKAf61P/w2Wcwy791VWie6I4VzoAVF5bZ+I7924r6N+qzqSenKTy2jqlr5UpPJ/fps6kj01QerU8IjBDdWb15QrRqRi6E3yhxRfyrL4cKDXjz+Uov1Zj6atVdv71HSx9NaiLmXpf9i6rmStBSwQX7rkPBMRliK3E5tpXqmhJk5aEvR/IjgIAtsI0TcbHxxkfH0cpRafToVqtsra2xtWrV0eqzdjYGJ7nPbQy804MGO/h64c3urkxDONtDQDYip3/7O+M/r91/ldHKs2dE3/d87ew7QGNlRWyuRxmT20jL/dD5OBuuhcCexpIOmfnsedLWDsmaZ+9TejABFtzoO9lRwsf3LPt8f4P5rny52VKt7sIyyWcDmoDc6EyTmGG5RsNvIrETsBKL87uCZdDB21iTh+/X0YAmWiPVt/i5vEaRlhj136LG2sZQFFe7BGblvRtH20AUgRWsI7wsITOjliJ6ytZ9FCgpkgUYqNQHwFKgC0l2LBvso4PXJ7PI4Vi32Sda+tjjE2G+dCP7ESe+zLf/djmuS/X+vg3rgS/gSHRHpC8yA1L2RBq4SLa7L23VUrR7/Wp+3UmJiexLAu11WmzFKg2D7Tf3NGA3OQPowP68nlIprFyexDlk2jVRepGDqPxCqZpEukvB3ITwNSRN3ppRPn0XY9V4eh2O1sohO/7I0VgWEPhOM4ozjwUClEsFikWiyilaLVaVKtVFhcXuXTpEolEYkRuEonEO67afKORma0Tbw+Cd8IC/bGPfYznn3+ev/W3/hYXL14kl8vxy7/8y/i+z//z//w/29b91m/9VoBRY+e1tTWefPJJfviHf3iUxvnHf/zHfP7zn+cjH/kI3/M93/NQ7+VdSWaGvVZM0+TFF1/k+PHjb+sM2Fb4vs/58+ep1Wo888wzpNNpqtXq2z5IDWM9W63Wtj4192uc+SgYRkhHo9FRob+Ukmg0ypEjR1BK8Q/jQZ2MQVAno6mguD8uBLVp2LtqYsR1JmeidDoddN0K1Ac0lr5awW66HP4/9lF6dZ34THDTVn51Sx+RLT1FtmL9lRKtKw3SBwPrWetKLfj/1eDmdrDSw5elEQnaqspsxda6F+AuRSMykdwMEDi5TONincT+TdVmMLAZTAjyhQKxWIw63W0WtIX/eo7EvuxGf5XiXSEEqSengoaSvhrte+s6qQ1Fp/NfzhGfTDO5Y5x+v0+v16Xb7aEORvCXOth/MU/+uc36mvSxqRGhgU1laEho+ittJr5re/zuyh9cJ7KhepXLZRAgbzo0KKGA1NECjVPrI/Wle76FlYqhr4eJHIzS6/cZFFxav3uRUDGK2e+TeaowqocBqF5oosXCpJ68u2dMa6GP03JJH5ug8Fye0qvlu36vzFPjrL1SYeXlCpMv5lBA/5KP2CEon2uiJ0Jkn7lrMyCwml38L4vEZqKYkzFufaXKzi2KzL2sZgf/9+l7kpgv/POrfOQfb5e8t84U7tixI2hkWq9TrVa5ePEirutiGAbLy8t3qTb3w1vpM/MevrEw7Ef2Tic1bSM2/+ImqGC8UErR63bpFmJMFItEIhF6S/ePir5TpQHuqdr0L92g9aWLiE5/FCpgmPcPDdiK/R/ME/vjFdqRGbyFLgDOwOf68SqGJdj5ZJZk36FWNjg/n+DgbJceY1xbjGFYGs/NddCiBjPjTaQLRquFp9K0Ww6epdAMge9I3JDi8FSTK7czGLrAlj6epvAMiWcHPEyisJUPAg5ONFAKPC1oUIkOYm4v3//jwXXOu3GVx3dvXh9krIg+vX/juSsYT380eGLpPP7SEmpLA2K5tjRSZuTCpbu+E23uzQmIUopSqYTlOkztmsIwTdTSBcTM4Tfd9p5YvnDXIjF9GAtg5gVYThAvHqDX61Hv9ejZHs3OWDCZM38Ks7MAGwl2onEdZcXAOweTgdVaFZ646/W3YkhY2u02Z86cYWJigrGxMdRGf5utDSqHCk8qlSKVSrFr1y5s26ZarVKtVllYWEDX9W2qzdvZimOIbzQy8zATbVLKd4TM6LrO5z//eX7mZ36G//Af/gP9fp9nnnmG3/iN32D//v1vuG06nea7vuu7+JM/+RN+8zd/E9/32bNnD//8n/9zfvqnf/qhf4t3BZnZOts0jEKemppi//79aBvy5TsxA9bv9zl16hSapvHiiy+OJLF7Nc18q/s5efIkhmHc1afm7SIzwx41k5OT7N+/f9sgOxxo/8/457AQeIASCl2BIQRu1MfrQagK0XyInd+bZeUvSoSsMPWXbLy2w2M/uZf1V0oc/j82L/jFFzY9jb7SWHm5Qutyk8yhNKuvlGldrpE5lGH9lYCwJPdntyRkiZG9qfLaGtPfs5fq62uUXg1Ij78RENC6UiWUCOH7wU20bmyqMnfiTkVHSY34hh2tfmKZG5+6jJQe08f2Eg6H75mWFt+bI31sksbJZarH19C07Za1e6kmQty9zqZNbJ3sM0XsS80gInUqTy/To3N2jdufuYj5fBZZqwVJNE9OsvQH1zdef/M9eZ6B7+t32egal86jZTVaKysYhsHMB/fRPLVG41Kd2R8+jFKKzFMT1E+sjY6H/Ed20ThZxr4yoPhsEKt588tXsG2DSqWC9H1Ex8f+io2hm6QOZHDdzctE7tlxSl9bp/B8nuhkHCO//YI6VGdcT6N+sUHmqXGKL+RYeyVQXgrPjtH8k6DwN30wTd8Ntp9+f47Fr1aY2VBkhurMoOmy4weD7/J+igzAyu0eodkI20u0N61mDwLTNCkUChQKBZRSXL9+nVqttk21GdrR0un0PS+279nM/tfB1qTNd+Lm6l7ov7CH7BNPEI1GOX36NJFXPKanpzHuYTm5F3m5H7oXtjTvPLgbz7tBdSZNds9uBpdu0L1WwttyHTC3OIAGl65vU2lyczFmDhRY/+1bJIsGoa5ieiLO6tU+7o0bdGMGPgojrKFQrDhZYhvC+2I1wWJ3DIWiuDfMwrogIVZJhGFmssPteoxd+SZXKglcR+IaCuVLBAEhcOxgLD042cAXCl9T6IbG4ffnMfbsY2ik8m5cxdi96R7YCu/mFczd97kRmz6CdEy06X2jdRnbHfwF1PoSWnEW/+ZQxbn/dy430suk77O2vk68fpv4wWe39QJ6YCzdTV6GlrP7QdcNEokkiUQSvDLhbIFur0en4lINHyNsh4lGoyRCAn06IC/6yklUY35EdIDtjyc3e4rU63VOnz7Njh072LFjx5ZAG4nv+6MxaXj/I4QYkRvLspicnGRychIpJc1mk2q1yq1bt7hw4QKpVGpEbmKx2NsymaCU+qYlM71eYFd8O5q934lMJsMnPvEJPvGJT7zhekNFZoh0Os1v/dZvvW3v411BZmC7BevOKOR3gszUajVOnz49ChXYehBv7TPzVlGv1zl16tQ99zPc11slM8O+OwcOHGB6enp0odjaI+MnU/8da6PsWhNBMzA06Mch2dOxE3DgYJzwfsX1z6yja2BMSaxxk30/uL3vTenVdZq3+/iyQnepi9dxGDucDhqHHRij8FxAcgSMZvjLr62PVJfK8XurN9mni1SOr7HrRzcvwkqJUaTz0u9fw+vYyI1ZseaVKmOHtkdZj91BdMaenggGuWkD2dBJJpJ0zjXoECSabVVltqo+Q3Jy+3fO4fn6iETA5jbpJ6eovb5K+1oF39fJbllnuP2QFAkRWOIArFCIzAfTLP7+NbTbCm9vULgLIBKBl7n82ir5Zzc/y+R376d2YmVEaKrHV4ntydBstjGuGxS/ZXojclsjuie/jcRqmmD+P19n9ocPbhCcArUT6/i+T/V4heSBMTxPJz9TwHUcepk+jZMVem4fc38S/3qfla+uMPG+idFrrr9SIfNUkfWvlUeNL+9UZ6J77iYRaqOAdumrVbLPFlj6i7tnkodBAPNfrWIdSN+lyNxpNbv21Spjc1E6d9Td7bmP1exBIITAMAwSiQSHDh26S7XxfZ9MJjMiN8MAj7cSzWzbNr/wC7+wrcfML/7iL/LhD3/4Dbf77Gc/y+/+7u9y/Phx1tbWmJmZ4bu+67v4+Z//edJ3FHC/hwfHgyZtep73l0Zm9I1Y9jNnzpDJZDj8b/+v0fuY/4VPPBJ5GeJe2yoV1M0MVRuAxhe+gtgxMQoVkLUG4TucUwp44qMpyl+5ijfQaLY9IimTUMhg0RmjVuoxVoiggNp6n1BY//+z9+fhjeX1nS/+Otot2ZZsy/Iu73Ztdu172d1sgdAEAjRhawgBwkyAZzKZy+W54ZfM9svcZC6T8Mu9NMyEkADdnQDpMJkLQ4YO0N2Wa1+8lZfyLnnVZlu2Fms9vz+OzrEkL+VyVXVXd+r9PPWUlnOOjuQjfb/v7/v9eX8wmLVo89XotGrCgTiahXlGlgqIk0IUIRZXc8dTwMGqZZqsq1SZI8STKlQClBZG8IX1HLhg5UhHOYmJUbSNLaRL9UikLWJbQSI2uytUlklLJjQNG8QnGdMiVEn3hbnbJOc2VJyEbxmNLoGYvIO6Pp10VtHMwvw8Wo2G/IKCXRMZKSggh6zchbxsi/nbCNWHpBCBvDyImjHaapQwJHF1lTWXC5PJhNG4nzy9FooyGiFGtGBpQ71yE+YHSL79v+D1ehkYGKClpWVT3zxZtQEUQiPPWTLnXZnbFRUVUVRURFNTE5FIRFFtpqam0Gq1WK1WSkpKKCoq2nNA1BtJmbnXcw2FJJX0zWyBfiTIjFznEQwGsyxYMh5koaUoirhcLkZHR2ltbcVut2/a5kGRJ5lkbPc6cH9kRhRFRkZGmJ+f59ixYxQVFW1JZH675B/QJwT0CKiRvMPqQgH1OmijEDZBW3sxvolVgqEUOp2Olg9VMH/Rw/p6BKfTyer/imHeZ8L5qpvIwjqtH64DwH3FQ8U56bbnqkdRa7xX3ZSd2SAyuZDraHzXFjc9JyMz6hkgr7IA66mNEIiUKJBMiorNLXBneROZSSaTuN1uUqkUhQWFlJzcIC/Ov7lNMl1bIxOmzD42/hsL2D/azvKtOXzXF4nMBzFVbf4xsH+kneVb84o1LROWY1X4ry+yNuojkdggRb7ri1LDTQFwidSdqGXxyhxxtUi8RkNoZIXgL4NotDq0Wi2iKFJ8vFLpy5NMJlkrFSmotSJMx7MmXiUnyvFeW1SCFpJJNZoCPf4bPmynyxTFbumGpJYUHC5j6YYXz2U3padLMRcWsry8DAkNliIL4YNhAj0BXE6n1AwtnCA8EaboeDllZ0pxX8m2l43/nZOa9zUwf8mnxCuXn7Uyf8mH9UQh8ZQK7+1VStJEd6bbrygy8u3FgVWsbYXUdZQwnUFIcolNFPD2r9L++TqFuDR1lDDm8NO8S0VmO2SufuWqNqFQCL/fjyfdS+HWrVuMjY1JVpE9xo1+6lOf4sUXX+Rf/+t/TXNzM9/5znd497vfzcsvv8yFCxe23e9zn/sclZWVPPPMM9jtdgYGBvj617/OT3/6U27duvVQY+zf7NgunAY2JlsPq25mK8hx0c3NzVmr3QB1//Gzym3vD36Rtd9uyYsMIaOnTWhoOmtbXU0Vhv0bvcTWXppVes/EnHMY6stxLy4SjUapairCdLCVeNciC64gIiIpRDR6FSuBdYpMcUQD6MwaShJu+jwFJAkjIhI1JIlEk1J6GCmSiMRUKW4tFnLIFiJhLaP4gLSQYB7to+xQGYIQInpnguTcPNptCMq9kJetsGviE9NAUSOqNLkhegcaWmH+NsmpO6QWZ1jzr2HRaskzGhG0O5Dne6iX2YS525vv36UuRqvVKrYvMeVFZylR+q2ZQyusqxcxGo3kr04pk+qkRaKO8/PzDA8Pc+jQoU1x5rmQ91UryXvZqk0iI0RAntPk5eVRXV2tLNyurKzg9/sZHR0lFothsVgU1cZoNO76Y3ojkZl7VWZCoRBarfaRisJ+0HgkyIxcmH7u3LktExoeVKFlKpVicHAQr9e7Y4NKtVq9606o273OnTt3FJKxU3PPvZKZRCJBX18f4XCY06dPK42p5GNmDnKaddAgkEBSZKK6FEWrahKFUGDR0VCTz3zPEsYGNeaCAlRFagwGAzGPSKHdTHImhbogiGG/hpWeVVSFKvx+P5HhqLIi6UnXvmyHnVQZedKdS15gg2TkQt5WJi++64uYW0sUYrO+uErFU/XMpy1YhgVVFpHx31ik9mPS6tLyzXkmvjeMtlCrpG5lQlZUAsO3MZRv/IBk2tqKjlWyfEs6TkHr5r+3/aNtLGcoK7BBnJZvzeO74Uaj0VB6SiK9ifJyfNdmWB0Noek0EU43RTPuMzP9o1GSBUnMjZVYiooQrOC7lra/ZShN3mtu5bOt+rUW5TMTBIHSU5WMfmcEtUlP0XG1VA9z3YP3qhfrKSuGCiOJhBpjnhGj0UjpO0pZuLyA7oCOQDRM3Kpmbm4Oo9FIIpFQ1Jl4QkVkWRqAKs9JBCYTc5eXAQFji/Tdqz5foqgz1ReszHb7mHb4URVoCSYEMsMZcxWZWy/MUmDPw9C2sfgx1u2j+cLWYSFb1c3shO0GDEEQyM/PJz8/n9raWhKJBLFYjN7eXnw+Hx/84Ad5+9vfzq/+6q/y/ve/X8nk3wnXrl3j+9//Pl/96lf50pe+BMAnP/lJDh06xJe//GUuXbq07b4vvvgiTz75ZNZjx48f5zd/8zd54YUX+OxnP7v1jo9x33hYFuhciKLInTt3WF9fp66ujvr6nRWY0g+/Leu7E7pH1cZ0sB4mJu7aeDU8OIm6yo6uRSI3saiKwMoyrIQoKcgn7vIi7m+m7XwpbRdsuP4pSMInJZfV6peZipWQjMRxe0IUFacIxeOkVCIpqTcjMU0SvUHg188KmPLLONMq2dmidybQtTYSjUaJhMME86ysYUCv02M0GtFFBKJ3xqV+KHMzaKqqid0ZR9fatMO72YzExB0021nOcre9i2ojQ6w8RCQcIbwYRF3RSp7FAggkh15GSIxI23icCGW1MDWCun7fpmPsiG3qZfaE+QEEQcBkMkmr+gsDxCpPIYbCUoPiQICQuQFj2iq9vr7OyOoIR44c2VNT81zVJvPfVqpNZi1Nc3MzkUgEn8+Hz+djfHwcg8GgPF9UVLQjWZET194IuFcyEwwGH5gd71HFI0Fm2traNk3AM/EgBoz19XV6enoAOHfu3I7FvPez2haLxejr6yMajXL27Nm7rgzshczIAQl6vZ7Tp09nHSP3y/ovTP+AKh3AqFaBWitQKKpZtUP5ipqKahP+8RXyGnXse2cNoz+Yw1xrZPBvXIBA5flSFi55aftEeiVuSo35iJFwOEwoFMKwX8PoS2Fi0+uUHLIwf9FLYGQZXaGWVMpLMG1DS6akcwiMrFB0oIjFyx5CsyFUgkgy6U0/F6Bov1Rjo9Zkfyb+64tYT2WrHtYcFSRTlXH9wypTv5yQViOMWoQdvvdFxytJpQQEQVSUIkG1eRAvaJH63viuS+qISshWcoqOVZJMWwo27GAZvVyOV7J8cx7X/xjHmNGAsuhYJTP/Yzx9W3pMo9GgVhsxmFMYPEby2wsJh8N4vV5ikThCngGVSkUikUCr0RCcCRNfiylkpuREOf4bizh/NKFEY1tPluO5uogtrYqZ9xWTSGwMHmVnKvBcXcR7fWmj+/kVL7bTJQgIqFVqIsMJCgoKqO60MndxkfiBOImaGKGREGqvSCyWIK+piNmLfqrPb25+GZ5bR3daDy5wdfux5ygyMlo/UsNU9/aKTG1HCbPfmKK5o4q1DEUm11YmPxYVpOvpXdwbmdlNPKhGo+Gd73wnv/Irv0JFRQXPPfccExMTvPjii1RVVe0qleXFF19ErVbzuc99TnnMYDDwmc98hq985SvMzMxQU1Oz5b65RAbg/e9/P7/5m7+pNBp+jIeD14LMxONx+vr6iEQimM3mPVlF7qbabCI66e9/LpmRFZhMGA9KY0N0fZ3VwCqaZjulNpukqMS1hIemAIG4ax6bvZLaX6nnlmOBlGcZAINZI/3TRWg7Z+P0hSqid8aJJ4xUmKQAGpNvBUNrdgCBABj0egx6PdFCPxa7nUg4THxsEndRIRq1BqPRiMEC2tpWROcIsTvjJObmSaWTu3LJzY71MjnYLXnJxdraGj6vj3KjkTyLtKiTnBpBffBJJUAuGdWirtiXfm4APDMIiY2xXfTMopFtZnuol9kW87c3P1aZreLodHp0Oj1FRUWI+NGazYRCYRYW5hFFEUuThXg8Tjwev+f44ExsZUeTic12qo3RaMRut2O320kkEoo1eGRkhHg8ntWwM3cO+GZXZu5FpXoj4pEgM7p0jN92uF+bmVyIVlJSwsGDB+96Eew1ACAYDHLr1i3y8/M5c+bMrnzU90pmlpaW6OnpoaKigtbWVuULvhUZ/K2CH2FAjQ4QBBEEEJIiokagdEWNoUALdRFM6zryjEaGvz+PWoCq81bmL/qo6che4V687GXVFUEUBYKzYRJrYDQaKDqmx59MEC4LYTAYMESNVJ4vQ6fTIV7ZsJ55rrox7ytW6mhE0UNZWrHxXnVjbi3GmlYSJr43hDmdfAYSCUqmVJSdsW1ScHLvL1yaIWZMUXKsHIvFwuz/mEBQiSQTbkpPl+G/kb29HBmtKCU351kaXKHpkwcytllUyJJMSpaGVrLIjKIWpe1gvuuLUtzo8Q2SVXS8kuWhIXRl2degoUJSFzLVFICq9zazdGOR0MAahgNGlm96MVYVkEoJ+G948df7JRuaRY2uxIz7ipuyM9L+JSfKWRocoeq92V14PVfdiKJA8fEKPFfdLF72UH5W+jsIgsDy7RWaPyXV17iveFAJKkRRpORkCXf+eoqGZ5qkOGqtltJS6RqZn1nE+9IaqhIBGhJE78DKipqSEwX4b6wBEEsKxJICWkGg+oIUwQzZ6syKK0JCBNu5jfPdymoWB1Rm6fvV3FHCqMNPS46tTLaaeVwhzLV5VHdurcRuh3ttTJZKpQiHwxw9epQPfOAD/O//+/++6317enpoaWmhsLAw6/FTp04B0Nvbuy2Z2QpyDdbjBp73h51sZiAR2YeVtAkbY4rJZOLs2bP09fXdN3nKVG1yiY0MAem9R4amN30HjIcaNm0fDAbxuN1YDAaKbdJvSWhwEsN+yQonERsNkCAyOMX+YoiH4jTt12I8WE/0zgRgRd8qqeCxWAxfvoGS4mIKCwuJ+la2fT/RUWkhSKPRUFBYSDQ/n6K6unSKZJhwKITP6SQvT0rr0q5rUNVJduXwy/8kqTbpYyTn57clM3slL5lYWV5hZWWFykQI/b7d9XURK9pIRrVoZHIzPYJaZyI5Jak4eGYlFWdauq+6F/6wFXm5iwUtE7JKvb6+jkqlori4hGRBAVNTU9y+fRuz2YzVaqW0tPS+lIGt7Gh3U200Gg2lpaWUlpYq1mCfz7cphl9unvxGIjP3OjbJSWaPlZmHjLt9wBqNhmg0uqdjy3Urzc3N1NbW7uqPuZfVNo/HQ39/P7W1tTQ1Ne36orkXFWh2dpbh4WFaW1upqanZsj5GxifNPyIvpUINxAURg07FegVYZqDxZAmpeBxtwzruHycwFukx1gqY7UbsHSXMX9ywBvX+13FsbWZmHD6CMxH2fbQWgMXLUHleuu2+7KH1XY0kEgnmLy4Qj8eZnZ1Fo9GQiqSIRCLKKohcR7OVLc12ZmMSn5l85r3mprBV6ubuvuIhMLKCeV8x7ise5XiySrO2tkYwGKT8bLVSe5VXmU/JyXKWbizgveomMLJC029mV6xmqjrJpIrClg3Lmlzfk4lkUkXdxw7hTdu7ZAJSfEIiDsXHK3H9wxiJtVgWmfFecys2NJm4yDVFJScq8N9YkO5nzJ+KT5Qzf3Ga5UvLFOTnYzsjfe7+6wukvCKJeJykmCJalSQ0GiL0ixClp0oJ3Q5t+TlN//cJTGm1xna6DE9GtHYiIZDfIk2ABUGg/GyZVBd1tpS5i16MTSUsXlmi/GwxtlPStVJ+thgRLfEgtH6oiWQyycyUm2gsykpghUggie97AfKrjahLDaz0r1O9xbx80uHHWGMkkv461F8o2VKRufXCLIX2PHT2vC1JDGwoMre7vUSF1D0TGbj3pplykeVeEmMWFha2tKPJj83Pb07e2wn/+T//Z9RqtdLI7DEeDh6mMrPVmPKgkzZ3IjZy3cyO9jRRWmBbWV6meDWB5fh+REBM+8RkIiNDm258HR6agnI7kCA8OEXctYjWXkl4cIr18kLi4TBlTXUYt6j3kohPNvQ5CougUmE0mTCaTMSWVjBXVBAOh4neGcNbbMEwPy/Z0YrsaGtblXNM+ZcUcgQgLi2TTI6jb5GOv9dam8TkCCsFVkKrASorK1HPb1a4tkMyTVKysP+tGSqODnW5RHRUi/0k57NVHLwzqGWlJrd+BhCq9qjipOF2e4jFolRVVaE580kKYJPla3JyUukXaLVaKS4u3nOhPmwfIiA37dxKtZGtwXIMv9yw8/bt24iiKPXbycsjGo0+8rUlexmb3szF//CIkJm7YS8DRiqVYmRkhIWFhbvWreTiXgiGKIpMTU0xMTHBoUOHduWPz32tuw1OoigyOjrK7OzsjoX+Mj5h/nuMCTVJRNQCaFWQTIiYFgRqz5YQX19n2Rkmb1ZL2eEi6jqszHX7sKdrEvy3A5S1mxn8GxclBy1UnreycMlLgV2SKRcvb+4nAhLp1Ov11L2lhlQqxVz3PKZDBunHbmQdrVZLMBjEmCcdJ1OVyYT3qpvSjKabgGKNkj4PKeHMd32RyRenSASjJJMCulYd/uuL5OfnKxPKzICB4hMV+K65KWgpyZrAq7f4Tchs4Dn6nRF0hTqKT2zervh4BUs3F3D+9wlM1dk/FnmVW6stcrS0QlwyHpMJzdLgBuFaXl4mVgXJl0HbvrHsVnKyAv/1BeLeONXvbZaKZsujeK8usLq6SjAQRL/fTGo8ylz3PJUXKhAQMFQUEI1tDCS202UsXnaTuQC9cMlLxbkN1/3oD6fJrzZRdcHG/CWvNBCJKG3JRVHE2GRhxuGl6nwJtU9WsHB5idpztazb1rn913MY61OoEjFSt6WozbJThTi7/dSm7WXegQCH/kVDlgojo66jRFFkooiUdxRTjqS+ZEIq/s+um9HX6Rns9nLwQik/+JMhPvx/7K6Qdq/xl3sZNCKRyJYDqLwIEIlEdn2sv/mbv+Hb3/42X/7yl2lubr77Do+xZzwMMpOZ7NnW1kZ5+Yad9mGSp9IPS03t5G/91J9M7ahKhW5PELSaWF9dpbq6msTYnDKZBCQnQHpbyWqWDeOBDZIUj2lQN9ax2t9L8k4AQ2AdphYJs7nxMYA+x3K2HWKj4wrR0WfY0eSkrujqGr50Ulee0Yg634amtlnZV3e0g5RzmOjoOKn5eSVJU9eyc+1NcmpEUW1SKZFQMEREa6KysgqtVsNOf0FFccmAZpd1M6nydpLrWoXcpKaHUbe9l9R0PwCidwahtA6mJfup6u4u2g0sDGTfn+9nQSglGY9TWVm16bcyLy+PmpoaZeF1eXkZn8/HyMgIsViM4uJihdzcT0jJdiECsmtlK9Umt3ny2toad+7cIRgMcvHixayGnYWFhY+UoiGTt70oM29mvCnJTDQapbe3l0Qisau6la1ebzerX3LDzeXlZU6dOoXZbL6n14G7k5lEIkF/fz/BYPCuhf4Av33wxwhJgZQABlToVQKiBkwGNTVtFiLhMKt31jn5L+14rwep67Ay+IILkOama64w1kMWqs6XbLKaVZ3fuF2Zvj36fSf5NUZmu30sD62gN2tJpSRlJzASQaPRoxVNBGeiaBo1zDo8xDxxNGqBcDhG1QVpkp+pymQiNwktkxhYT5Yjim6spxrw+XxSLPACqPZnTwpzE8Yya28kO1sxnqtSw87cdLXiExUkUyoEQcRz1Y3tdNnmbY5XsDYzQSK5+cdFJineawuE54JK/Yr83PR/nyC+GsvqnZNISOljnqseVI0qQqEQlZWVLO9fIRbP/nsnkyqiK3EAiajoDeTl5RG6EsJcaUZfWEhoX5jVvhWcTifJcWkFShAMLFz2UpHRKyg0G8L+fmmSkJlQVnbGhqd/jNr3b3xu85f8VJ23Unm+TLkGqs5bmUvbxVKpFGIqRUpM4bkRQm/WU11dTSAQIKRaYj2yzvLyMqGAiM8vEoomyDsgfX/qOkqYdPhp2CaNTG83MOrw0ZJjg8xVaaYGVjj9RUnFGuzemoDvhNcyMUZeEcyF3Dl7t4O9w+HgM5/5DO985zv5T//pP93zeTzGveFB28y2a64s47VMTwufaaL58GGKiorw/uAXhAcnFYtZIpFgbXWNpEX6XqvVauJsEJnI8PSm42WSl1ykUiIL8/MIpWWYlyOo8krQNtUTHx9lfSqt2qQJ0U5fyeid8U0qTS40Gg2FhYUUFhayHgiStFql5qO3BwmVlmB0uzEajWjkOtR0Q8xEVIPWLh07NjpMcm6elNxfJeBFd/LsptdKJpMsLixiEsX0hH/zytlW5OWei/7lY00Pb7lvqkyytCUjWtRlGa6EoX+ATBXHJzXLVNfuh/kc8gJKH5lUKkloLYhYYKWysvKuKoFarVaIS2trq2L5crvd3LlzRwqZKS3FarViNpvvy+61U/Tzdg07CwsLMZlMWK1WqqqqlOjn2dlZBEHIqrW5nzqgBwH5+/+4ZiYbjwSZ2U2e/24HjEAgQE9PDxaLhRMnTuxJytwNeZIDBQRB4OzZs3uWJXciTnKzTZ1Ox5kzZ3Ys9Af4g3e/TNgVw4AKAZGYCikKs0JFWVJHMLjG+kKCM19oYPHKCsvOMKLoIynC4WekFK3ZtEKTaTUb/lupC3Qq5WMtXWieSi++JUWBinMbjTBlkrN42YvlQBFlZ0rlp5SJ8/ylRfIP5REOhxl/aYrkbJK1UFq5GQuiL9SSSG1MtG1b2LxkiKKIe9FNPB4nv6AQtVmNbEcLzkgBA9t1mAco3FdCyYkypWGnSthQZYBNFjDPVTfLQwFafrM1axtjZT4lJyrwXJVsZ4IgZhGUkhMVLA0Ooy/P8Z9XFkAlCpmSUfO+RlyvTpK4laD+rfX4bywBUrqbVBezsW39MwezHrOeLGfVOUUiocOa7nBf9g4bC5fmEYU4iRoV8XiI1IRIXkArJZIlVSQyulqXnSlV1Jm5i160BTpmu31UX7BSea6U+UsSOZhx+IgnBcWKp1KpWLi8LBX8CwLD358nv9pAw9NVTHf5KD6iQ6VSsT6mofZ8LdNTbqZ/sobaKhJKiLjdCYmwp6/zTKvZ7MAqRz9fB8CoY+P6lElMpkpzu9tDRXsBt7s9HLqwdXO8u+Fefcn3kxhTUVHB3NzcpscXFqTrKbPv1nbo6+vjve99L4cOHeLFF198zXqfvJmxm7HpQZELOdhFp9Ntaq6c+XoP0ma2EzLHG0m1kZSb2ed+yuLCAka1mrLKSgRBICWKkrKbYSvbibxkYm1gnOBaEK2tktLSUtZXpslLW9u0TS0kYlq0TdJ9mdzIQStqTfKu5GU7REfHMaT3NRmNRJcDFFZWEg6FCAQCaAMBltKJjcYctTWxrkV39lc27vf4iY2OKfdTC/MkYuAx5qHX68kvyFeIzJbk5R5rb2Qkp0dQ1+2N+AAkTK2obGkVxzmM6uCvo/L0kXQOg28GwVoHTknFEcI+hEqJyC4sLFAkCFRUlCMI90Y8trN8yQ3TRVGkpKREIT+7CWHZDneLfs5s2JlMJhEEAZ1OR0VFBRUVFaRSKVZXV/H7/bhcLoaHhyksLFSIzetRhyKf872OTY+VmUcAu41mnpubY2hoiKampk0Z/PeCu61+rays0NPTg9Vq5eDBg/e1iiAIwpaDU2azzX370oV/aZ/kdu9r2rGEQVShEQVENRg0KnR6FUUJHcHldawlOmzNFlyXVvAPBChvN6MSwFwrMfbZLaxmLoePVErgwMcksjN/yUv1Ben2wiUv+z5Sq9zORWXaprSYrrmQoVaplAx7YVpFQadpo0HXmkDesXzyjEbGfjhNMhgjlZI+38j8Gvk1G4OK+8oCiZoUpKCyqpKlBV+WnSuVciMIohIioFaJWapMpupTckJ6fPx7wyRT6ixiIdfjSGTFjbZAh/vqRngBbBAgmfT4bweyyIznqgfzvhLltu20TakbKkmnnnmuehBFiaAtuhdRNekomMtj6eZS1nlI792DQLYFRK6NcV/xYKo2kUxKpLL8rNREMzIfJ5kSaOysIR6Ps+BawHt1CXXzEtFACsGsx/nqAvbOcuUau/P9afJrTNQ/XZ9FcAHm0vebfqMOl8OHvcOqxCurVCpqOmwsPjtB429IvVkQJIJectTA+qi0iptSa0mEIuz/RAPxeJzxV70UHwqzuhqi938GqTlrJhFPcMfhw9ZWyB2Hj9YMRaY5h8QAeFwhoogcf6ZqS0Vmt1aze/Uly2RmLzhy5Agvv/wyq6urWSEAV69eVZ7fCRMTE7zrXe/CZrPx05/+9E0/cD0qeFBkxu/309vbS2VlJa2trdted2q1es/1o/eKrVwDbreb4XItDeeepKFBUmk8P/g54cEpjAfr2c2Im2k5C4XDrK2ukXegToqZv8u+iZgWobxWITfhl18hlaGIq3ZSbUY3al+2ggDo9Hr0ej1FxcWsB8PECwoIhULERseIVpRh8vslO1rOb2/KVI7GvnHs9bCK6OoS5mgU3bKfhDGPVGJcsaftVnnJrZe5X/KSdc7OYVRbHCtlOyz9H9Ghsm2oOKrxf0Kcus3a2hpFWi3G8DLizAiCPf1beuKjezqPXMvX6uoqPp8Pl8vF4OCgEiJgtVopKCi4L/KwnWqzvr7O2toaZrOZWCyWtZ3FYsFisdDY2Mj6+rqi2jidTiUa2mq1UlRU9JosIN1tHrgV/jnYzN4Q0Q13GzBSqRTDw8OMjEj55vX19fd1we+0+jU/P8/169epr6/n0KFD951+sdWAMT8/z40bN2hsbGT//v3KF26nC/jDBS+iFgWSiAgC6PJVWG15VB/IR22JU9RqYHUyiYAgdUxuN1ObnhSKIkx1+VjsD+B0+DOsZtLzcq3M/BaEJROZqsx2cF/ZSM4ClAz70tJSDAt55Ofno9VqWFlZIW6Kk/8rhWhb9ZiPFrG+kiCZVLF42ctc9yJra2toNBoqKipQbzOKWU+WKyTAfzuA+7In5/kN8uO95qYxnWDmueph6kdbF2nW/Lo0ILmvepj60WYveDKpUgrvM1FyslyxvGUSmcz//bdXiFVLUnhlZSW205X4BgKsujZqJuRz9t0OKMEFMomTX7PkZDm2M9mKhLHaRF5lPvMXvWi1WuxP2skvKCBxTYXRaKTgsJFQKMT09DSLi4vkHdATXk4oCXMgEV6QiOqqM7zl5wOSYjPd5UNr1uLsXkKlUhEJR/DcDFNcIkU9uy4uSR3GDxQoli69Xk95eTmHn6rHkJdHKpXCPbXG/Ogy6pY40VhMUWkz1RkZ3S+4KKzNQ1+3eTXvXq1me6mZ2asy8/TTT5NMJvmLv/gL5bFoNMpf//Vfc/r0aSXJzOVyMTKSPcFZXFzkV37lV1CpVPzsZz+jtLSUx3htcL9Jm6IoMj09za1bt2htbWX//v07jimvpc0sc2yS63j6+/tpb2+noaFBGZeKPvAENf/u01g/9NYtj7NVvUzegXpWAgE8bjdGk5GibYhMZJt9ZQhltWgaW5R/0Sk3kaEpIkNThC5eR9+yu9qaXMRGxzHsa6GgsJDyigqpEaPVSiqVwuvxEFgJ4Ha7pV4rOX+P0NAQwbU1VLUHMbaeIFXSgLq9E8F+gNjoOHHXPPGxMeVfJu6nXiYXqensWPbk9DDquv3bbH13xFTlONdLiBUdQicUkTC1kio9Qso1RMo1tOfjZkIQBMxmM42NjZw5c4bOzk6qqqpYW1vjxo0bdHV1MTg4iMfjuW97p9ynJpVKKclrsmVODhFIJBLE43FFzTEYDFRVVdHe3k5HRwcHDhxAo9EwMTGBw+Ggp6cHl8tFKBS6a4+mveJeF9lAGpse28weAew0YGT2dTlz5swDSWzYijzJRfgzMzMcPXr0gUWeZjboFEWRsbExXC4XR48epbi4WPF47kxk/g4BSd5Xp2tkSswG9r+viP7vL2CtM7G+mKSs3UxdpxWXw4cIXH12gjyLFovdiCDAic9LP/yyQiOjJqOYujp9O1OJWbjkZcUZJpmulVkeXMXaZma224dGs70lIneyD1DdkU4DKy5mYWYRU34e4VCYxUtuVJVqVI0aNFoNi5cWEQICqUkBz6QftTqVpcp4rrpzVBoVhfuk6Gf35UWWhlbQmbVYt7CgycRiaXCYvAqVonhkhgbISszy4DCGis0TXuvJcnzXFyUFJefPVnKynKm/nyS+Gs+q54nFIKUXiQxFaXhbHaq0fG/ZX4wobqgsAMmkgLZAl1X3UnqqjOG/GqX1t7ItC4uXvco6YvlZG4sZhC6RFFhfSVD3QWmVtfRdpcx1L2Jo1zN30U9Km2Twf05ScdZC8fF8lm6ubeybEliPS++9+oI1S525/YKLAruR1o/U4nRI3uiCQyoSk4XodDpqnyil++sTVLYX0nCumEmHn/rzRYiiyHiXj4YLxWi1WqwlxSw1w0oqjl6vJxZdZmZmBlODDt+gyPr6OmL63UWFFKFAnPaOSm5nEBfZavawycz9JMacPn2aD33oQ/z+7/8+Ho+HpqYmvvvd7zI9Pc23v/1tZbtPfvKTvPrqq1kD5bve9S4mJyf58pe/THd3N93d3cpzZWVlvOMd79jTOT3Gw03aTCaTDA4O4vf7OXnyJBaL5a77vNY2s2QyqZzn0tISp0+fpqCgYMvaA4CSNKEpAfx/90vlWFmWMxH8Ph+hUIiKykpSkY2kvruRl50QGZqCslo0jdL261eWs4hU3OXeVpmJZSSYbQlBwGQ0YjIaEYFIOEJUpyMQCBAeGpH6gq2skEqlSIRCmA7ux2TavBIu2A9IPWTk2psbl1AnV5VggeT8PIYntiaFd0Myh7wA90VeMhGfkOp2zbXVWCwWUiGPUkuUKj0CPJyVcb1eT1VVFVVVVaRSKSVEYGxsjEgkQlFRkaLa7DV45ebNmxQVFXHgwAHlOt5N9LMURV1McXExzc3NhMNhJSFNTm/LbNh5P+ltmbjXcQmksenNvsj1SJCZvfqSV1dX6enpobCwkKNHjz4wiU/+ERdFEUEQiMfj9Pf3Ew6HOXv27AONuJNXv+TCz7W1NU6fPo3JZNqx0F/G+8w/IA81elGFXqVCl6+muFBPIp6g9/sLsK5i/zukeoXGTiuXn52gsl0qtLa1m6nvsDLTvbHCPZtxe+6ijxVnmJToY9UVJr4aJ5VufukfXKW0TbKhrbki7E9HNs9f8lF00EL5WYn0DH17jJKDErFZmwmjVokkk9JrLA2tUnzQzNxFH5qcxBrPFQ+V56SJvrkwbUdrzyewGmAlsIIIWN5iIc8odaif+N6Y4qMuP7v1l1auvbGeKleK+mWCkBs0AFJTSSk1za2QktzGnYX7igG2JDyyInTnO3ew7MuOBjZW5kOlFGtddtZGPB6X5Pu3WmFKxHvVR9kZm6Jy5UYoA9jf37gp4tqyv4j5i14qz6frjc7Y8Fzx4LsdYF8GycncpqC1mLluH1UXrCBI37fwoNQcs/YtVlxdiyTiCRYXFwmvJAj9LIRao6Ph6RrmLy1v+VmHVuKoqwREMUUwGGT1RopDv1rL7PQyToePuAh6s5bKDukc5L4ADenUMpDI/bUXZtn3sQrWLi5hNps5/m4LI11eSo/l4Ukt4XF70NtFev5XGFGnxtS20QjtdreXQxdK91T8L/upX0tf8ve+9z3+8A//kOeee47l5WXa29v5yU9+Qmdn54779fX1AfB//V//16bnnnjiicdk5iFirzazzCbOZ8+e3bGJ84N4vb1ApVIRi8W4fv06oihy5swZ9Hq9MjbK22yHrYhNMiX9HsTMWiqrqoiPzmzaL2+nKOgM3I34iIU2hdgAJLwrCrmJu+ZRmwzoM5KWcxtobof46LjUkLOoiKKiItaDYWKV5aysrJBIJCgQBNbX1xFUKvIM2cEdsRwlBnMp6uaNplrJdV2WWpNamEdMqJVI60xsFdm81+CAXKScwwpZCYdCRINBNPUHN/XBei2hUqkUctDa2ko4HFain8fGxsjLy1OITVFR0V3Vi3A4zM2bN7Farezbty9rjrXXhp1Go5Hq6molvc3v9zM6OkosFqOoqEg5//tJb7vXcQmksUm2hb5Z8UiQmbthq5qZhYUFbt++TUNDAw0NDQ+0CEu+UERRVIoy8/LyOHPmzANPslCpVMTjca5evYpGo+H06dNZA5actrEV3mv+PvqUGhWQ0IiQgqY2C4vjqxhLwZxvZt9byrj1nIuiWiM3n3dJ6kyHtIqeCdlq5kvXykw7/Ky6IrR9PCMYIK3KzF30SZHN56zMX/RSUJMtX8r2tIVLXor2WxRyIYpexYq2cMmLZb+F8jOlLF7x4B1YpeSgRanLWBpczSpylwv01tfX0c3qMeTnodVoWVlZYc4xj6ZKi7ZVj9FoZOyHTgRBJJGUVIutetrAhjVr8bJU1L/vMxuTfc+VzNQ0idD4BgIkkirFJpe5DYD7ihv/7QD7Pt2a8ZhHITIycZGtbnKPmfnuBeLVUakJpc2GYJMsb5JyJSivIUcoC8LGqrzttI2Fy1JN0sJlbzogwJNFVhIpgcKWYmUfWZ2ZuyhN8ivOlWYpbeXnSun9rxPY2gpRq9XodDqio1B3oY718nVu/+UMxoYUTqeT9TWB0X9ap+4J6bVcDilQwtZmJpIUWVxcxNKuJT6hQ61WU9thxZm+9g4+Y2esy0dzp3RNTDj8NHVaFfk/roJY+r2KiIw4vLScL0FAij82mtZZd0HtyQKGfuyi4QN6Fm8FmZ9PUnXQiLMvAtso/Xerm9lLkeX9ZvkbDAa++tWv8tWvfnXbbV555ZVNjz0sO8Nj3B17IRdyE2er1cqBAwfu6Rp7LW1mqVSKiYkJrFarYqneqSXATij50FsJh8P09vaS19JJ9ahfGvvYfVDAfas2GeQmHtWh0scUcpOYkUIF8g5snvBlFvbLyIxmFlSCkjpYVVVFYn2dcErE6/EgiiLmYIjo2ppi87lbrDM1G31fkus61MSIj40RcwfQ6uOk4tL5qLQ84PqZzSpOcG0Nr9dLpdGI4XUkMlvBaDRit9ux2+0kEgmWlpbw+XwMDg6SSCSyop9zFwtCoRA3b96krKyMlpaWHa/lvUQ/Z6a3yfNIv9+Px+NRiJdMbCwWyz3ZxvZqM3vcZ+YRgCyty4O2bMU6fPgwNtvekoru9nogNS0bHBykqqqK1tbWh5JaEY1GWVpaorKykv37pR+T3RR4/Zr5+xhSanSigFqvIl+vofaQGWfPMvufNrE+rkMlqLj+nItYIM7xTivTDh+N6TqZJWcYS62Rnuel5yvazQgClLaZqUkXcZvt23ssq7ewns1f2lzDIE+odwoIKD9jA1FQks8kolOkFJgvDy2TV68nvBSioqKCVfeaQnSKi4tZcC1gPGQkHAqz5F8inp+k5EQx0eF1Fi55WR4KcOCzG0tw7ivZyWGplIB5X7Fiv8qs6ZGRTAo0f2of3mtuFi97tt1GW6jb9LxMRrzX3FlEBqCg3cxMl5PYz0QOfHaf4hsvPVXG+N9Np29nv45vIEDrp7OtZGM/nFbCEeQQgPmLXjKN6JkEp/ysjf7/NqZ8LhXnSpnr9lJ1wcqsw4euQMt6uhdN1Xkp0QxBmnDriwzojCaq7BbC1jBzF5eYm5tDbVfj/2WcAruRig4bwz+bwSDqqaioYGZySTkPV1+A41/I9rI3dlqZ6Nq4fq49P4O5No+8ujw0Gg37O22MOLxSR3akAaXpXBHjF5cYvR5AV6ylqqqSsrIkfa8uUn0oRjAYxDXjIhSSuj/vP1fCYLeXCNKq2ofZnsxkqqK7xT+HxmT/3PAgkzZho/FxS0sLdrv9nseU18pm5vF4CAQClJSU0N6ejvVNT+DulciAFJrT29tLeXk5LS0tqI5K36tcO1om7pu83GVfTePGb2g8qgViRIYmiS6sotElSCYmFXKznT0tlUoRCgaJGfOorKpCo1YjaLVS13msRIbvEK2zEwgE8Hq9WNZWUS2vYDQZ0Wl3TulSFBq54WVkDEFWaGYHSbjmNqKhAdUOs7lcC9p2xf+ZCKyssLy8THl5OVrv+o7bajo+uOPzDxsajQabzYbNJoXNBINBvF4v8/PzjIyMkJ+fr5ALlUpFT08PVVVVNDY23vO1vFPDzkz7ZaZqYzKZMJlMWcTL7/czNDQk1Z2l7XIlJSV3Tcbdq83szT42PRJkZjcDBkjS/ODgIOFwmDNnzjy0dAb5fPr7+zl48CBVVVUP5XUWFhZwOp0YDAYOHDiwq/oYgKeK/hZ9SvpMBJWASa/BVKjFOxaguEXP7C+TqFmnpNZIca2RpjSRWXKGQfThGQhQISs0+KhPE5yZbp8SCgAodTO5qsxOyFRlclG5zXOLl7MbNALKfemHKYTQKKBx5eG64iG+FiOZFKg8X4r7igeVSo250Iy50MzCZTfavATJZIpYdYLV4RAYYPqVWbRaLVXnt455lovlvdfcDH5rDL1Zu4lEwIaaMvitMYoOWDY9X/eBBrxXtyY8pafKmHhxithqnNJTZYTCYTxuN7YzFXgDS9LnkGGRM1WZEBGy6mKSKYkwZTa1tJ224RsYQ1e28QMnExr5dQEWL3kVQjPX7UVbuBG3LGOueyOhLNNyCFJRv4hAy4drmen2Kf0aAvkxxFkR63Eji+IivmCEmNNJwQE1gcEUNluS2g4rU10+kkj2svEuH01pRSZTnQFo6LTi+voEBzurGXF4GXZ42d9RqnRA39dZyh2Hj5bzxUzdDlB5qACDXUufw03b+VJ0Oi1lZTY8ZrCVFpKfH6bv1QUq96uZHo9iqdHT1GlVbKRbYa9k5s2eGPMY2dht0ub9NHHOxMO2mWU2gTabzRQXF2dN0vZCZBYWFhgaGqKlpUUJsshESUZwgP/FbGLzIMnL9vtKQS9yk8v4+hT6A/UkJu8QGZokMbNIKqHedLxEQrLeGkEpHI+NjaFrkQiHgIBGo8ZYVExRUTGJRIL1cJjgutRjS6NRUxiOkAxHMOQZiI9vrtvRbdf0tvogyXUdquqN5xPX/1EhN6kFF4IxD3Xdxi67rp8RRdYjEVbEFSoqKtAbDGTS55Rrc23OowRBEChItyRoaGggFovh9/vxer3cunWLZDKpREMnEon7ctvsVrWRHTaynTqXePn9fhYWFrhz5w4mkymrYWfuGLRXMpPbs+rNhkeCzID0x97OLiH/4a5du0Z+fj5nz559aI2L5GQ0gPb29qzuyw8KoigyPj6O0+nEbrezki4c3M1g8Y7SF8hPaNIxkir2nyzFNxmkugPmX1FjMplY8Yc59UwNU11+/M4wYpcPT3+AqrT6spXVLLduZskZJpn+c/gGVkmJQvp2AFu7GafDh/92AFubGZfDz6orTGw1RjL9q+cfXKX0kJkZh1Rvo1KJJFMbTTgrz21d15JJdFKpFBM/l7pQ11XVoLar0zUudXjSyoN/MEDxwY16FEEQqO6sSn/OMDczT94pA+FwmFAsTN9/HUFXqMFyrAidVrsphKD0VBnJpFRPs5CuV1EJotJHJXMbEBWikXmc0tNleK+6uf2tMYr259TKVOVjrALnq3Mk7TFspaWsDUSo/2A9nqse5Xjy5yCTkkxCU/eBBumxNKFZuOSl6ICFZBLmL/oU0phMqlgaWlHITPm5UhYzPt+mD9VlkdOKc6X0fHOCsvYNO8GMQ/qbVZ0v5cY3Jig/vNEY1umQyG9Nh5UZhw/3zQjWhgK8q0EMBsnytxZfweWaQavV4p6IYa41cvDj1Uw4JKUmV5EZ7/KRQKTgsEQK9nWUMuLYOOcRh5d9aWIzdNmP1qImqE7Sdt7G7e6NaOtkMsmBc1aGLvk4dKGUwsIknpk4MfU6JW1q5ufnuXTpkrIallugKfuS7zX+8s2++vUY2dgNuYjFYvT29hKPx/fUxDkTD9NmJqc6+f1+Tp06JTXZTQcAyK99L98HURSZnJxUXBS7Cc0peTq7+D2X3OyE3ZKXrbCV1W2D3OhQN9QTGboj3Z9ZJBaFJbOOwqVlzEeP7Opz0Wg06PR6yivKEVMikeFh4qKI1+shlRKxBENomhpR72GyGh8bA0uTQm6SET06Y5T4uKTupBY2Gnxqm1q2PQ6iiM/nQx2NUtlQiVanI+XcnFQm19O8ESD3jcnLy8Pn81FdXY1Go2FqakpJMZMbdu41jVLGXhp2ysRL7rkjRz8PDAwgimJWw06dTrenmpl/DmPTI0NmdoLXK01mZI/xw2pSFI1G6enpUS6Wh/HHTyaTDAwMEAgEOH36NMFgkLm5OVwuFzabbcfCsKdqvo8uqkKFgEmnociWR3w9it6SYPLHAnVHilCLUGI3cqfLh7t/lep2MyqgvN1MfVqhachQX1LAhMOHt19Sa6a6fARcYaWJ5ozDp6SczXT7sLZZqL6wsaooKzGi6KOmQ9pHqamRn8NLdfr2jMOLf3CVZDpIYGkwgN6spWKjBpKKc6XKqhcINL2jbtPqhKykyMeRJ+WZ33FBkAYQOXEkkUgw17yIrlXD+EtTqNRqDHo1tjNlyip9ZsE9SKlo3oHVLDKTW5S/cNkrxV1nEp7TZUoTSoV0pPfT79OzcnkZ00w++fX5rBFJH8+mEBrpPUrHkwmNZCUzZj0mkx75tRdzVC/zvqKN4v40er45zqHfblb+fpnqjK5Qy3pcOm+5Z4zyntrMRBLS511zITs4wucME0uJlDyhQnVbRXRcT1VnEYGCJOKsSPHxPJwpN561EKlpJ8GQwODPo+x7y8ZiQWOnlZfTCWcyidnXsUF6M4mN2xWiuDaP05+wM+DwoFKrENJeZUFQMXTJz4FzVmWFbM65RrE9j/yGPGbGUxw/Z+faP63z1McExsbGiEajUvxqetDYqy/5YdheH+P1w/3azFZXV7l16xZms5ljx47dd0jNw7KZxWIxbt26RSqVUppAC4KA1+tVCqvvZQExmUwyNDTEysoKJ0+e3LNimUluMolNZGhqz+Rlr/uqG1olBejUWebdbkp9K6i8a6wPTwN3J1OZxf+CSkCj02I8eACzCNFYlOjammJH0+sNFKyvQyyGVqfbFFstk5RM5IYEiFWHlNuJiA5dVTPM3SY+PgqeWYXcaJqk/URRqvPRuafIP3ACTcbfW/0GIi9bQe7b19zcrKiDzc3NRCIRJURgYmICnU6n2NGKi4vvK4HsXhp2yuRGq9VSXl5OeXm50nPH7/cr9tTCwkJlkW0nZ0Em5Jqdx8rM6wg5235qagq1Wk1NTc1DIzLyoFNUVMShQ4d49dVXH/gK2Pr6Ordu3UKtVnPmzBnUajVarZa6ujq8Xi9jY2Pk5+dTWlpKaWlpVoOopw/9PclACh0qtHoVhTY9kaUoyUgUo05PzZF8fM6wRGZqjagQ6PyiREKm05ae7q9PYLRoEUUfK64wsUCcs19oxOnwYWs3Y0+rNTvVymxlPdsK1ds8J4oCbZ9ryrovTailSarv9iqxeIq1tSB5BhX5+fnKj0Ju/xqJJNiy7oNKCRFQqVJZIQK+68tSH5MKG2VlZUQiEaZecBGOzJG3X4PRaCQWi1N5fqPbeiqlUmxdsGF/k49rO13GwiUvvuFl4kk1lec2rHRlaTLiueKW9hdA26JleXkZ+5O1rPat0v/fxjn42xuDkO20jdEfOKXbZzbea9kZG+6+ceo/WJb12O1vjVPatqGklJ8rlWpl0pCVG5nQJFICukKdorjImO2W4rqbP1LLbIZiV31BUl22mz7J6kxBtQHv6hp6fQGH3lXKdLeUSFbXIRHohVvrlDebCYsiFRUFmM1hpi+t4HQ6WV2F/p9FUOm0aCwaajqzLTj7OkoVq5kMS20eq0J80/kMXPTQ3lnGgMODWq2WVsoEFetCkmVVlGNny7h1yY0oihgMBpqammhpaVEKNH0+H+Pj48oK2NLS0q4LNP85JMY8RjZ2spktLi4yMDDwQENqHobNbG1tTSFcbW1tSsKm3W5nYWGBqakpBgcHKSoqwmazST3Bdkhfk5UogFOnTt21BmC3yCQ2s//x2ztsmY0HSXxisRhLi4uUWK2Y6uqIDE2hbqgnOXmHyNAU8Vk3yTRJUGs3/522LP4XpAhiIc9AYXU1iUSCSDhMwuOWahHVaszLy2h1OrQZE9itEs7uijTBiUf0aCul/eOXfgI2O8HeW2hEERPxLCLzRoff76evr4/W1tZNJQN5eXnU1NRQU1OjJJD5fD5GRkaIxWJZIQL3k0AGO6s220U/y83FGxoalPpqp9NJJBKhu7tbWXwrLi7ecbHhsTLzOiKRSNDf38/a2hpnzpzh5s2b990kaTvIg05jY6PScPNBr4AFAgFu3bqlqEuZ0a91dXWKxOjz+fB6vTidTindqrSU3zl7HX1STR5qDIUaSgoNiNEEGiM88ZsN3Pj+ghLadPoTdia7NjqiO74+QVW7mdEuH3qzlmNpxSVXoanPuF3XKasoGzU0M93b18rMdmdPjDMxd3FDlclFZkf58rOlzF/00fSJahYXF9FP6lgbj6I/pGI2PTHWqLePXZYhkwz3FQ+e/lUSSZWiHkmvIz2vUqlY7Q9z8Lf3IwILF+fxzayhsYLTOY3BYMBolOKxG5+uTx/TzdgPnZvS2wD2/VYr7qse5i/5FEIjw3amDPcVN+7eZczlBiorK9HpdBhOGwhMR7KsYQCmahMgMHfRp5z7bLeP4oOWrMcAig9YiMU3T5I8AwFFfclNK2v6jTrmMuKKq85bGf5bl9Ictbpjo2cMwJIzQkJESbabdvio67Aq6sz4Kx7W1tbQarSsjaiw2aTzmUxfYx5nmBhw4pkaxrt8zFxbo7nTylJhilq7hXBphN6/c6OzrlPSoebGz6bZd0FSVXLVGYBXX5jm2CeqGXBsRFUPODy0ddgYcGzY/QRB6r70o/92h3d8sZHrjvn0Cpj0fCq1EbGp0+moqqqipqaGRCKB0+lkbm6O4eFhEolEVqzmdhO5fw6JMY+Rje16kj2skJoHbTPzeDz09/dTW1tLU5M00ZYnWCaTiebmZqWHhtfrxe12c+fOHWXRzWazkZ+fr0ywg8EgPT09mM1mDh48+MB6a+Si+t9+Rrmda0W7X/KyFUSkgvhIOERZS80mq6Ci2ljrUdfXk5waYX3SjbamUqnJUe+SH2g0GgxuN+TnY6mrYz0SIba8jNdoRHQ6ycvLIz8aRbVLO1p8fDTn/hjapg0iFDU14yMfVYGVsvJyUkNdJDL2ET2zpOKarH2yzvd1Lv7fCV6vl/7+fg4cOEBFRcWO22YmkLW2thIKhfD5fMo1bzQaFTua2Wy+r4bpmaqNPM/MVG22in7W66UwnbU1qddbaWkpfr+f6elphoaGMJvNyhiVa5f751DP+ciQmcyamVAoxK1btzAYDJw9exadTrfrQst7QWbtSu6g8yBXwGSy1NTURG1t7bb1MVqtloqKCioqKpRV4Q8f/kfUKQEtKlCBLilgsCTRqjTkm0x0/TcX9nYzalGgJD0ZnekPUN1u5upzLsrbzTR0Wpnu8lFUKz0/nbHy7sy47UqHBKTSNQye/oBSN+MdkCKbp7r8+AYCGCxaUqI//dwqqbQQ7h1Ywda2UVeRia3CAzIn5rF4jIWFBUpKSgjOxdAfMCr9akZ/4CS+GlOsW2pVNtHMDRVIpgSKDhQBInMXfQRnwphrt15ZEYDK85WM/XBa6u8zm8J02IDnqk/qAuyKYzKZKDxcSMAZIZlUKQQk83XLTttwX/XQ918nsGXUnUhycQRtjQa1Kw9drZRiM3/RR+OH6lm87FGOJ39GUmS1N4u8SH1nPMpjmWQw00qWTAmY9xcx0+3Lang6/DcbhAXIUmcSKYH1RPaPs0xoCu1GYjm8XiY0nqkQ4aUoDR8rxlqy0SOmvsPKVPrastQaWU9/t5s6rYynr6+mzhLGu6Q45kTYg7EoH1tZAUt3vCwvLaOvjuMfgZWAViqqRCQmpIjl6ES5JEbGgMPDupDAfCT9dxcE1Bl2NFHcGExy/cwmk4m8vDxOnDhBKBTC7/ezuLjI6OgoRqNRGTQyB7X76TMTjUb5t//232b1mPmjP/qjXfWImZub4/d+7/d46aWXSKVSvOUtb+FrX/vaY5XoAWA3NjN5ApLZkywUCj2UkBrpuhV3bTHZDqIoMj09zfj4OIcOHVLGnO3GJqPRSG1tLbW1tcRisS0X3XQ6HdPT09TW1j7wdgk7IbfO5t5Um8lNj+USIRFY8vsJBoMUFxQoRGan0AF1/T5iET3qeul+cmqE6NSiotpANrnZ1H+GjeJ/o9GIxmjEXFtLLBolHA6zHo3icTrR66XaREMyiVYUQRCy+tQox9qGiCQSCYJra2gKzZTabFJctqESVeVGXU08rEfHRv0N3llScTWanWpvHgG43W5u377NoUOHKCvbOvhnOwiCoIQEZNay+Hw++vr6EEWRkpIShfzodDsn0+0EefzIVG12atiZTCbR6/UUpfscNTU1sb6+rtTaTE1NodVqKSkpIRqNUlVVRSQSeaC/RQsLC/z5n/85V69e5caNGwSDQV5++WWefPLJXR/jQY9bjwyZkeH1eunr66O6ulqKcMxgsA+SzMhNKldXV5Wuxpl4ECtgmTa5w4cPU1pauuucfpVKxa+3/E9JkRE1mAo05BvVGEtgaTxBXoHIujpIxaF8WjqsXH1+hpJaI1eed1HZXkhTZwkTXWSlRMnpUTN9UhjAeDoYoKLdzESXZD2TlRunw8epdHyuy+GjtM2srNQDWYrN8c9vxOyKIlRdKMGZrr1RCZBMSRNc30C60WaXH406O+xh8pezRCIR6suqMBqNBMlWK/KrTVSelxpzLl724u5fw3rInFXvsSkRLUPFmU95SSY3Jv0LOZY1+TXkWpTQ7RjikpqWD9UTiUQIhUJM/XIW8oF6kehInFmHF7WaLCtb2WkbyYSKRFIibxVni3G73ZLC8/Z6fNeXNikxslo0fzEdDZ0+nkxohv/WRdOH6pRtZUIjsFE7JFvJZChxyvJnca6Uxf4JtBXS96nqgpRoJlnIBArtRuIZHKG6Q4ponnZsqHxTXT7qO61Kr5hYLIZgiZNXmoe1pAS2uJ6vP+/iYFqR2Q7DDi/lhwuJCCny8vLIy8sjOA1NZ8pZnXATCUfIq43w0rfvYK7Ro6tSIYoibR1l9DvctHdkD1T93dJjL35jiNp2y5aveePiIicvVPDtPxvgd/6P45v8zMFgUKmHkK0ItbW1xONxJVbz9u3biKLI8vIyc3NzrKys7HnA+NSnPsWLL77Iv/7X/5rm5ma+853v8O53v5uXX36ZCxcubLtfMBjkLW95C4FAgK985StotVq+9rWv8cQTT9Db27vn1KzH2B3kGhi5B1ZPTw95eXkPLaRGXolPJpN7rr9JpVIMDQ3h9Xo5deoUhYWFWZOmu41NOp2OyspKKisrFWvO1NQUKysrqFQqwuEwbrebkpKShxbUsxPuptrkYqc+NyIiHrebWCxGZVUViVB2k8/dKkDq+n3E1jfITfT6ZZKxIMm49DcUV1Ywnju54zEEJDuaXq8n7i/EbLdLdrSJcdbiCbwzM1Ljxngcw/6717jE4nEWFxYwazQUl5Vt+TeXVR2xsk26PzGK9sh7EIHE+AAAmo5dfQSvKeQEvfb2dkpLd3Zz7AZb1bL4fD5cLhdDQ0MUFhYqxCazPGAv2KlhZyqVIhQKSddAPK58Vw0GA1VVVVRVVZFMJllZWcHv9/PHf/zHvPTSSwA8//zzfOhDH6Kl5f5J6J07d/jP//k/09zcTFtbG5cvX76n/R/GuLV3newBQ04+6e3t5cCBA+zbty9LxrvXPP+dEA6HuXLlipIus1Vh1P3azJLJJH19fczOznL69GmsViuJRGLXOf0X7N9Fn1Sj06kxFWopzNeRSqZILmswleg58bSNRDJJIBDg5W+P0fpUPrWnCii2G2nptDKRtpqNdvlwfH0CnzPMaJePa2m1pr7TikA62axT6vxuqd2+Vka2nuU228zETMZzVRekFf39H7VTdd6KKELJIbOiMiz2BUimpOPd+dkM65F1mt5u3zLpZz5H0UmlBIoPbDTjHPobFyvOyMb2W8RCA5SdLaXsbClz3T7cfauUn9n4kVu45FVIRdkZG8mkQGQlwcKlJUwmEzabDYvFQt1b7Gi1WoQGkUBghYVby6wEAsTi8axzLT9TiphKMfqzaVb7IjS+vR6NRqO8Ru83JzdFN69MR/D0r2Y9Vn6mlERSyCrELz9rw9O/ytL0xnuWidyqK0xZxnFle+BMtw/roWzFrOrCxvsvP1dKzQUrzgzyArDQH6DivDUrshuk6/vm96allcG8PCZkRSYjnSwOBAPS59LUaWU0g9CMpW9PDiwz7wpS27nR1HNfp3ReWq0Wg0FPYFzD2qyRWETAdtxAKBzG8ZNRFhcXiUajWb8LbR3Se7/ePY/WoqY5o/7m5IUKrncvcPLCZruBSqVCq9Wi1+vx+/3Mzc1RW1urvNdEIiGRN0GgtLSU/fv3c+HCBY4cOUI4HOY73/kO/f39/Lt/9+/49//+33Pt2rVd/35cu3aN73//+/zxH/8xX/3qV/nc5z7HL3/5S2pra/nyl7+8477f+MY3GBsb4yc/+Qlf/vKXlZWuhYUF/vRP/3RXr/8YO2On32qZXLjdbq5cuYLNZuP48eMPbRIvj4l7XWiLxWJcv36d1dVVzp49S2Fh4X0llqlUKvx+P6FQiOPHj3PixAny8vKYmpri1Vdf5ebNm8zMzChNJV9rlDz9Vqr/7Wey1JvdEpBkMklwLUgikaCyspLE6Mze7WvD2SQqlV+O7vw7UNfvQ12/j1Q4QmRoSvm3E2SFRKPRUFBYSH5+AdYTJygpKUEURULhEM7paTxuN8G1NcTU5pTYaDTK/Nwc+fn55BmNyt8815IG26efpSrbSKVJzqME2R585MiRB0JkciEIAmazmcbGRs6cOUNHRwdVVVWsra1x48YNurq6GBwcxOPx3PecVW7AqdVq0el0jI+Pk0gkFMtc5tiUSCSU0oWSkhJaWlr4/ve/z4svvghIDZfb2tpobm5mZGTkvs7r+PHj+P1+RkdH+Tf/5t/c8/4PY9x6ZMjM0NAQLpeLU6dOUVlZuen5B6XMLC0tcfnyZYqLizlx4sS28uD9vN76+jrXrl1jfX2dM2fOSNalnLzxnXDa9lfoAmrUahXlNiMVzQaCKzEqGgopbyjEVpfPted8VDUXUWwpwlpnIh6LM/CzGVYCAW79zIWrbxkRkabOEsrbzZz4hJ2GTitF6b4zMhoyb6cnrM60hQi2Ji871dHUZAQEbHouraBUnbdSctBCxdkS1I1JorE4yWUt7mtruBw+bn1jIku5ALa9X362lPxqE82/Uctst4/ZbikKOkuVuZTdxyaZJkPy9tvhwGclaX6u28fI30pF+QaDgeLiYmpqajDlW6j9aCXuy0uM/mwa18wM4UgY8xEpvz5hjyMIAuEpMcvbXH7WRvFBy6bXzq8xKeclY6bbR8uHazd9piWHLJiqTVl/g2RKImAyqtINMgf/xgVIZA6yrYXz/ausJ7OvR5nQJESBohwCNNXlY319naXVNeJhgcZ31GRdQzJG069RlGG3kyFff0MOL9Xt5iz737Ajm4ju6yjF7QohCALFRyWffsdTzRQUFGDQ64nFYrhcLorqY1x7ycn6+jojA9L5G+uk7/bJC5Vc657fdB5bYX5+njt37nDkyBFsNpvUJFSvR6PRoFKpFD9zPB4nkUhgMpn48Ic/zNWrV6mqquKDH/wgIyMjvPOd7+TZZ5/d1Wu++OKLqNVqPve5zymPGQwGPvOZz3D58mVmZmZ23PfkyZOcPLmxqrtv3z7e9ra38cMf/nBXr/8Y9wdBEBgcHOTAgQMPrbmyjMwV23tFMBjk8uXL6HQ6pTBfXu2Vvfn3gkQiQW9vrxLlXFxcjNlspqmpibNnz3Lu3DmsVitut5vu7m6uXLnCxMQEa2tr27ZheJjIJDa51rRcxBMJfNcHEOvKqKisvOfan3vte5MsblKIjbp+HzHnApHhKSLDU4QvX9+0fW7xv6BSYTSZsJaWYjabqaisRKvVEggECARWmJ+fZ2VlRZr0xuMsLCxgsVgoWPJtSkrbMbr5EcfMzIzy+/1aqdJ6vZ6qqioOHz7Mk08+yaFDh9BoNIyNjfHKK69w8+ZNnE4noVBoz68hiiJDQ0Osrq5y4sQJ8vPz0el06HQ6Jd0slUplERvZaVBTU4Ner+dnP/sZS0tL/Nmf/ZmyULdXFBQUUFxcfPcNt8HDGLceGZtZTU0NDQ0N2yafPIiamZmZGUZGRti3b9+WzbsysVebmZyKVlxczIEDUofxZDK568HivP07aGNqNGoVRUYdiXiCJVecd/9OI7/8lov6dh1LzjA17Wb2dZRy6Xkn1loT4/8UZn0Fzn66gvEuH6Y6AU1NkP5/DNF0oYRUMonz4rIykZzOWCWfdvjwO8OkROkxd0atjNxgc7LLh7tfqpVJprfTqjKIzRakRyYvuZP22W4fleeKWFhYAKQvhv2pDTVBFIUsEuUbCGwiMzJyQwQA7nw/rEzya7ZJVcskNz3fHN+kWsiQCYBnIICxKvvvp1apKDQXUvgrhSxc8hDoCqKzqSRbWSolTYDVeooPaLPscLPdPuX1Z7u9WRHIcrG+nC4mozJdIzPb7UMQNt5rppUM4NBvN2UV71edL2Wxb4LmD0vby68lExpbm5lYanNR/3RGiMSUQ2qsWtthZeLlRRYWFsgzGMg7bMhqfjnR5aOx00p9p5VXvj7B2S9K3tdRh4+W9PmMdvloke2O/QEufLFBITD7OqyMZPzd5QSz4EqM45+oBlBsZWq1GktREQUFMVZnRZqO5jOb8uL4+RQpQ5zC1gTlxgKuds1xunN3TW8XFhYYGRnh8OHDWT/UubL/dn7mUCjE+9//fk6fPq0MKrtBT08PLS0tFBZmE79Tp6Surb29vVv+XqVSKfr7+/n0pz+96blTp07x0ksvsba29qaP5Hy9IMfsi6JIW1vblotwDxpyOM29jk2yfXurQv+9NMKMRCL09vai0+k4efLklkrUbupsSktLKSoquq9i6r1CIjQSqVl68RcKAYlGoywuLpKv0Ur2q10c636adm461vAUFDehratX7guJqKLupOYX7pJkJih2tKLiYqLhILH8fMLhMLGxUYIlVvLSz4uArvmNS14y4XQ6mZyc5NixY1gsltflHFQqlVJP2draSjgcVq77sbExJebcarXu+rqXiczKygrHjx9X5si7jX5eWVnBYDAgCAImk4lf+7Vfe0jvfnd4WOPWI0NmzGbzjj/Q96OUZHZfPn78+K4Y5V5sZm63m/7+fhoaGqivr7/nrsnn7N+BVTDqNFSUGgkuRTGmpEZbl384j73dzP6OUrqdTkTA8bwTNdDaYWUUH/uekSasJqORlg4r0WiU4KiX4Vc9JJMpwtMikeg6Wq0Wz+0gVe1mxtIkpTJtPZvq8nFWjnRORzbLhEUERbFxOnz4p8MKsfH0bwQErDjDqAVIpPzUp20+maQilUoxPz+PVqslPqZGpdr4bORJvawqzHb7sLaZFXITmg2z/6P2rM8tk+jMXfTR8hFp1WHhkpeeb05k9bHJtawBFB+0AKLy2ipBpDyn/kbahm23qThnI+BcR6PRIxIh32RCo9Xijq6Qqo2RGIPxn69j78y2llWcK1ViqWWCIhMad98qR35nox6p8ryVO993UZhRxF91vpSZbu+mAVcmNHK9k9PhpzatmmWRp/Ob1RqA+f6A0l9IDoyIRCIEg0Hir6pp/02JXMiWsoZOK5Pp26NdPvSWzZObzOL/mCBSfHjjx2rI4eVAZk+ZzlJGurz0dbuxHDHR53BzOLc2Jk1sBhxu8gvymZmcoa7NTPs78rnaNUfD/hiBwCpzc7AeiRKNxpAZYqbl7Jt/cpP3f6qK4eFhDh8+vOOK3nZ+5r//+78nEAiwtCQ1A9VoNLuuaVhYWNgyaUd+bH5+a1VpaWmJaDR6131bW1t3dR6PsTW2augciUTo6elBrVZjMBh2jCp+0LiXhTZRFHE6nYyNjXHw4EEqKyt3LPTfDQKBAL29vZSWlm6yg2+HrepsPB4Pt2/fJpVKUVJSgs1me93qbIqffhsAPp8P51//A0VFRehCqV0RGRkPyoIGkLc/+1iqun3K7YRvOSu4YCdyEx8fxdDSigHpOo4AFouFZDKJx+PBuLJCyu2Wam320MzV+M733PM+DwNyc9bjx49vWhR6PWE0GrHb7djtdhKJBEtLS/h8PgYHB0kkElkhAlst5IuiyPDwMMvLy5w4cWLH35mtxqZEIsHXvvY11tfXSSQSr8t3KxcPa9x6ZMjM/TYn2w577b58L+RJrveZnJykra2NsrKye171Omf/DqqggFGrJV+nJRqNkZ+vIR4ReNen6xlOTyh/9uw4dW0WVIC11siBjlLF0gPwi2cnsLebGen2sdAnNc3U5+UhppLs/5SeUCjM/PVVjHVqLIdU+PvilKWJzFaQrWfTWygv7R/fCAvIDAgQ2Yh0nury4R1YJSlKn4G7fwXBkKLhgAWr1crcuH9TT5rc+zKxARj+W2eWaqPZYRytOFdKKiX1sZlJr/6rVdmqjJIeliYSi5e9LPatEk8KStLX3EUflRn7LFyStskkM3PdPvIqdCRq1hHHNcQNahJCin3vaiQejxMuCeO56ufWN6cpe18efr9fSqExGEgkBVZnwsSTG+ljiaSAzqzd1A8mr9JEbIuvwWL/Kkf+hUQ+qs9bmb3oUz6ninOluLp9WYRmaTpCCqg4v3EMWZ1JiFCcoVTVdVgZ/eUC2vp1tHlGYursE8hUZ64958JSa8RUm8cdh49WWZHJUGcuPu+iKMNatj/dRwYkdUZWZCYGlqlpN9PeYaM/J62sPV38L+N69wI6i5qAKpaO1c6jpqaS+alZCgoKSCRCvPLSOPva83n1ZxOcuFChTFA/8FvVDA4O0t7efk/WBHng+PGPf8y/+lf/in/4h3/gV3/1V3e9v4xIJLLlQCYPXJFIZNNzmY/vZd/H2DuWlpbo6emhvLyc/fv3c+nSpQeetLkTdrvQJhf6ezweTp48idlsvqdC/63gdrsZHByksbERu92+J0tdZgSuXEzt9XqVjuxFRUWKanO/vT3uBXNzc4yMjHDwE++hvFxq5rv04i+23Pa+4p93QV52QtJUjq5uY/uEb0UhN6n5WVSV1eROWQOBAMvLy5Tl55OXXswVgfX1MOtpO5rX68WyuoZqeRmjybRp4hufGN02nvn1ghyyNDs7y/Hjxx9pFVqj0WCz2bDZbErIjNfrVWp88vPzsVqtlJaWKoRsZGSEpaWluxKZXMi9or7yla8wMDDA0NDQtkQmlUrt2kUgN9O9HzysceuRqZm5G/ZiM1tbW+Py5ctotVpOnz59TysPu139kq0GMzMznDp1CpvNds9E5u1tL8Aa6DUaikr1aPUpbDVGqpss1LZZ+Omz4wD4ZXtZeuJ4oKOUIYcXZ/8KInDxeSdV7YU0d1gRRJRUMwFRacBUWVmBxWKh5YlSYvG41B+kNoTX62X0FwvUpye7W5GXTFVm03PbkCEROP75RqovWCk+ZkRTA4X2PILDAtOOJeb6VhVL01Z2tNz7BTUmqs6XUnW+lIAzTCK1UdeTG/2cme5Vea6UynOlLPStbrLEZfaFSSQFRYXZyjoHUm2KTDTkbeLxOImadYqLi6l/q2QJWuyTivm1Wi1ms5nmX2mg7HAx8XEt3utB3G4309PTBEMhqp4qRhTFrBqYfWmFSX4NV4b1K5PQJVMCukJtVvF+9XkrC30bYQJyg1N5m0K7kfwaI1NppUQhn+nj1mUoLaFQiGAwKMWv6nUY7UalgL8xp/5qLRDH3lmiEBcg63ZMEFkNxKjrLFGuXxmZt/sdbmrazazlNMbMJTEAc64gU/3LPPnxOnKhUqm40x/kLb/agsViobRUCrvw+31Yq6IcfTLOwMAALS0tWK3bN4HdDj/5yU/47d/+bb73ve/x3ve+9573B6lxWzQa3fS4XDS93YROfnwv+z7GvUMURVwuFzdv3qSlpYWDBw8qBbqvJZnZzdgUi8W4ceMGgUCAs2fPKs6He6ndzIQoikrzzEOHDlFbW/tAaoPkYurcOhuPx8PFixeVOpvV1dWHVmcjT4hHR0c5evSoQmRAUmzkf1X/9rN7Ov79kpe7HVt34iyquv2o6vYTL5IshJGhSSJDk8SdCyzfGmJ5eZnyioqsZpgCoFGrKSouprq6Grvdjk6vY319nbnZWfy3bhCwFBMJh1+XGqe7QRRFRkdHmZub48SJE480kcmFIAgUFBTQ0NDAqVOn6OzspLa2lnA4zK1bt3j11Ve5dOkSbrebw4cP37PyKxOZn/zkJ/z85z/fMe64q6tLSRG92787d+7c71t/aOPWI6PM3A33OmB4PB76+vqoq6ujqanpnn94d/N60WiUnp4eRFHkzJkzaLXae171Olb2l+hiGory9ZhMGpLRGG/7cC03/4efAruA3xWmtt3MgY5SRvAhItL1/DRqBIYc0g/SO74g/YCN4stqMNiSMdFsUeoa/DQ/IW3j7YmmJ3hGQqEQ7qkggR9PUHu6gFg0SfNbJVvPVsSmfhtiI3eEz8Xa2hqTryxiMppoepvkLXc5fBz/nUZm0zUanoFVbG1mprv81HVuWKIykXm/0G5S0tFcDi+efin6OROZfWxmu30c/hfSZzXj8LI6E94ywU3eZ/6Sl5vPTmLdom9Oa7oof/6Sl4HvTSEUJbGXVijRvInUZmVlxuGj6oIcw+xFnIFkIoFaFWdlZYV4ZZzYKIz90zradDCFHLEsERpho4lmWnmR1bB9H61lxpGtvujNWqIZxf32C1Zc6c+66sLWf7/5vgAnv7BhbRv5xTy6hnVa3lbJze8scjr93ERO1PJ4l48kIiWHC7IaXeaqMwDWw5sHnUx1ZtEZJC6kOPeMnb4M4rKd1aykNg+tsLlA93r3PCcvVHI9XfwvCCh2ipqaCt7z8VJGR0cxmUyMjIzgcrmUFWOLxXJX+8xLL73Epz/9af7qr/6KD3zgAztuuxMqKiqYm5vb9LhcU7ZdLUZxcTF6vV7Z7l72fYzdQy6ulVWOEydOUFRUpDyv0WgeWkPnrXA3ZSYYDHLr1i3y8/M5duyYMpbt1VYmv/elpSVOnjz5UCeNmXU2chNpj8fz0OpsUqkUw8PD+P1+Tp48eddoddmOBturNlthrypOLiLDU3clQqq6jVjmJX8SdWyN0qAOcXKe2PwCibiGvP31m5LLxOlJ8g+2kY/0uayvRwiJIh6vFzGVwhIMollbI89ofGjNUHcLURQZGRnB5/Nx8uTJPVnkHiXodDqlx2AymeT27dv4/X70ej1Xr17FbDYrDTtzG2LmQhRF/sN/+A/83d/9Ha+88opSI7cd9u3bx1//9V/v6jzv1nh0N3hY49YjQ2YelM0s1/KVucpyL1CpVDtKb2tra9y8eROLxcKhQ4eAjYSZ3f7IykTGqNVgNKoQEkl0ej3X/oc06VMjYLNLHcX/8dkx6tI9M0prTZK9LGNCmWs1M5q1pNJNMKOBOGmXF/P9q0rLwYV0c83ZG2FEBGwtRdScLiAUCjE/GGA1FEKj1RAcT1LRXshEl49lZ5hYII6c9rg4sNGnpjFHnZHVg+XlZQKBFfLzC2h8y+a/h0xQUuJGPUfvczPEVuMkUgJ1nSV3VW1SKUEp4nd1+QnOhDDvEDVdeb6Ulb9xkkhu1JfkHrPyXCnJlKC8l622MR3UMXcrjrXKvGkg3PeRWubTRKQmh+BVni9l/qIX72BY6dMj29FGvuvG+lScmRkXRqOJ4mP5jP/Ii0Rm0p9Z2ko28LyL/R+TiFVNh1VRcZwOP/s/Zsfl8Cn2MYAlZ5j1lbhCZmCjf0xSlAiQ/LcsOapn/OUVasoqmL8ZQW/WMtblU3oXybcbO61pe1keLR1W5VrMvf2/nh3jiXQ91qDDy8E04cmtlymqzSMoZH/Xt7Oa/fAbQ7zrC00KYYHNJCYXJy9U8MFP1zAwMEB7ezs2m03pH+Pz+RgYGFB8/Ns1RXv55Zd55pln+OY3v8lv/MZvbPk6u8WRI0d4+eWXWV1dzfJ7X716VXl+K6hUKtra2rhx48am565evUpDQ8MbarXyUcX6+jo3b94klUpx9uzZTauGr7Uys9Pr+Xw+ent7sdvtNKfrKO6HyMRiMfr6+kgmk5w6deo1rQ3aqom01+tlcHCQZDJ533U2iUSC/v5+otHont7bdsTmfixoudgNedkKoiji8XgQEgnMR06i0WiIDE9CURN6pDCB1MICqsqaTZY0SEfV6yTyKIoisViMWGhVsaPp9QaMRiOpYPCuk+sHDbkgXq4jeTOpz3Ijdzk6PS8vj0gkgs/nw+fzMTExgU6nU8al4uLiLGIpiiJ//Md/zPe+9z1++ctf7qrupLy8nE996lMP8V1l42GNW28Ym9luBgy5t8vMzAynT5/eM5G52+t5PB6uXLlCdXU17e3tAPccb3m07C/RxtRY8nUUWNSQFNHr9dTUmSmrNVFea2JyYBmQ1Bd7Wp1RIygTP48rhAhZVrNhhxeDWcPZZ+y0dFgpqTXyli800tRhBRGe+GIDjZ0lgEhFeyENnSU0pFWQpk6pCG3ldorO322h7d11aLU68hvVYA+iqY9gsAkc/e1qajtKqO20ZgUE3HjORVKEyS4fk10+5voCrIbCrK6uUllZiTajIDo38jlTZahO96g5li5+n+7yM9+3SiKV/YO5lWpTdV76F15JkEgJiq0ql4TMODYsa/LrL/StZik5suVLrpdxOXws9K5Sec4qdYVeXsbl8GI9ZEar0Si2s0yrWGX6+Ne+PqnclpFICVIT0fRnodVqWemLU36kGNVsAcXFJaRSSTweN6nCGKpikbFfLJBMk+ZkSiApClnJdDUdVvpf2IjyteeQKLPdSHGbmUlHtr1MtpS1pZumyk3B8vNNuG9I/tXDz2wkamUS15EuL3FBJCxsWBFGMixjdxw+Bh0eDFuEAmSSGIAfPzuavj4lHO4oy1JnYMNqdr17nuLDG4RVJjF3w9OfsTMwMEBbWxs2m6SUabVaysrKOHjwIJ2dnRw7dgyTycTMzAyvvvoqV69e5Qc/+AEOh4NXX32Vj3zkI/z5n/85zzzzzH0P5E8//TTJZJK/+Iu/UB6LRqP89V//NadPn1aSzFwu16b+AE8//TTXr1/PGhju3LnDL3/5Sz70oQ/d13k9hgQ5hej06dNbTpweFTLjdDrp6elh//79tLS0IIrifRGZUCjEtWvXlMSy15LI5EKlUmG1Wtm/fz8dHR0cO3YMo9GY1c/G5XLt2msfjUa5ceMGoijecz3CVsi0o90PkdkreclEKpVicXERlXOR/IKCrCCSvP0NG5Y0SzOq2gNEhieJDE+m46AnNx1PEKR0NENeHlXV1dTY7RQU5ONuPcjVq1e5ePEiIyMj+P3+++rNt9v3dvv2bQKBwJuSyIyNjeF2uzl+/Ljy3uSmzUePHuXJJ59k//79CILAyMgIr7zyCj09PXzrW99idHSUP/3TP+Wb3/wmL730EgcPHnyd35GE12rcemSUmbvhbjUz6+vr3Lp1C5VKxdmzZ7eNeN4ttpLyRVFkenqa8fFxpdBfVovuZbA4U/sdDAkNtqo8iCbRigI1zUWoBBUT/cs0tRfhc4apbbdw8IJUV3Cow8b/enYck1mLiFQ/EwnEuZBuRljdbpZSzRw+StKKxNgODS4BZYV9IqMWIxNarRaDXs+Bd1SRSiYJh8OspJaYn59HpVIRHBZoeEIq4qztsOYU/nvJa1CTTCSIT+Vz48ezlKcjngE0Alva0XJRfUFK5JJVl+kuP8vOMCoBqtON0beqbbFmNOh0Ony4+1ez7FPysSGdCObwoS/U4kqTH3vaqiWTncpz0jY6s1SbYtovEgqFpFjpzg3SPH9RCgeQ1RaQCE0itRE3nUkwqs5bmcuxjFVlRDjXdthwOnzk5ycpbNexcHmFgZ9MYjthZH1dpOnpchavZjfaTIgQzbh07R1Wph0bUc916fsyajusXHx2QrGQRaNRxl5Z4eA7qjDU59H19QnOfHHDc5upyMi1M8eeqeHONorMxeedFNXmceqZGgYdHg6mG1tmqjMAMVLoLBs/Sb0ON0dybGWy1WxkwE99Wqm81j3PqR2VmEqF6Dz9GTv9/f0cOnRIITK5kH38cmO0aDSK3+/nu9/9Lj/4wQ+IRqOcOXMGi8VCMBi8b/Xj9OnTfOhDH+L3f//38Xg8NDU18d3vfpfp6Wm+/e1vK9t98pOf5NVXX83yr3/+85/nW9/6Fk899RRf+tKX0Gq1/Nmf/RllZWX8b//b/3Zf5/UYEg4cOIAoitv+vr/eNTNyWufi4iInTpzAYrHcd6H/0tISfX19VFdX78mm/TCR+f1samoiHA7j9XrxeDyMjo6Sn5+v2NG26sYeCoW4desWFotFqXt6kMhUbADm/r9/ue22D4K8ZB5LTKVYWFhApVKRn5+P8WDjXfdT1UotJKJhA3m1DUSGhwApJU2ypGXXW8jNOo8ePUoymdxSMdtO0b4fpFIpBgYGCIfDWRHFbwbIioz8Hd7ONpcZntHa2kooFGJxcZHvfe97/N7v/R6CIPDMM88QCARIJBK7TtTcC/7oj/4IgMHBQQCee+45uru7AfiDP/gDZbvXatx6ZMjMbmxm2w0Yy8vL9PT0YLPZOHDgwAP5ccp9vVQqxeDgoOLRlDsni6K468Hi//cn1/jbbw4irIPeqCbij/H2j5TT909BVIIKnyvMr3+hlSGHF1utCUT4ybNjNLRbuO3wUNNu5lB6IjhCtjVnf2asbcZtuV5hPMMelFvvABuNDCczkqkyoVKr8fZEafvVWkRRlGJ6h314PV5SqRShEUmWTqakz2RtbQ3rUQPl5WWoVGpQqZTJev/zLqKBuNLLZs0VpijDEpY5sZeReT8p+lAJMJUmYRohW6WZyejpApBMSeTGKRe7bxNWcOBjkioxd9HHwAszWGo3r/rs/0gNo//kYvVKAnFFQ1Fdtnc4kRLQm7VZ78Hl8CnEai4jZUx+TCY0/c+7MGfELldfsKZrWgTqnpQIU/FTxThf9RAcihFPxJmZnUVbq2HoZzPUd1pZvB7CYjeSEDfsYyCR3/WVeBahm3T4aOiwMuHwoTdrGe/yYW3XYGiKoZnKx5CXx1iXL8te1tRZwngG+Z3uX6GmfaOmaMThY1/6fY84vCSRCv6PdVZnf9YZxf8HOkp5+fkpimuN5NdKA1SuIiOTmH6Hh2vd82gtalrShPN692bvLWSTGIDf+Gwt/f39HDx4kLKysi332Qp6vZ7Kyko+/elP86Mf/Yjf+q3fIi8vjz/4gz/gox/9KAMDA/cdf/y9732PP/zDP+S5555jeXmZ9vZ2fvKTn9DZ2bnjfgUFBbzyyiv83u/9Hn/0R39EKpXiySef5Gtf+9pD6X79zxF3q4nZa9LmXpG50BaPx+nt7SUajXL27FkMBoMSuwz3XugPG6le+/bto6pqdz2aXk/cS53N6uoqvb29VFVVvWYkreoPN4IDlv7+Fw+UvGQilUqxXKhDm07Niq5sDh7YDWS1BkszetaJDE+SWnChrrSTHJ7CkHH+arVa+Xzlcd/r9eJyuRgaGsJsNisJXfdjR0smk4ol8Pjx4w+UJL3ekAMo5ufndyQyuRAEgfz8fBobG/nYxz7G2NgYX/7ylxkbG+Ppp5/GbDYzOjr60K7xP/zDP8y6/1d/9VfK7UwysxUexrj1yJCZu2G7AWNubo6hoSFaWlr2HBW5FTJXv2KxGD09PSSTSc6cOYNOp7vnVa+PvOe/M3Ldjz6hpqTMALEklS0F3PqnNarsBajTifZ9Djeu/gCNbUX4XJI6c6DDltUZfSSjxqD7eSeldhNDDi+z/QGpVgZp8qoCUun1+LmBVeRa8PmBADXtZu6ka2pUokAqPdFf6A9k1dRUtpuV2pyF/gBJJEXHfTOM0WTEXltCLBpjcsyDqTWJc9pJ4HYy/SNnRaVSbwoQMNcalRoOgOvPTlBgJ0u1uRsyycrNb0yQSBcF1XVsHa2bWbNy9euTlGVMwHOVnarzVpanXWmbmqQ2zTik8IXFxUVMB9SUV1TT+xdOClKbifP+j9o3qS2Zx5676GM+x9JWdd7KfN8kpprsN++fjqTf78ZjtU/YuPbsBMc/30gqlSISiRBK+bjzT1IReempAsxGI75b68o+ZrsRY81GY0tZnbnxvIuiWiNtH69h6KVZVlaSVFZWMjezppDeI5+oUfrDyBjr8pFCpLrdTESQrpjWDuuW6swTX2zIUmFy1Zk4KWJCiqa0vSy30D+T2AwP+GhoL+KtH69TFJlc5JIYgP/y3XP09fVx4MCBPdlPe3t7ed/73scf/uEf8qUvfQlBEPjTP/1TJiYmqK+//8mJwWDgq1/9Kl/96le33eaVV17Z8vHq6mr+7u/+7r7P4TH2Bo1Gs2Uyz8OCPDaFQiFu3ryJyWTizJkzWYX+92J5liGvDs/OznL06NH76vD9emGnOpt4PI4oilRUVFBXV/e6qE3FH8yos/n73QcIwM6paPF4nODaGgZbFdY9TAa3spdlKjLRsAGNvQHRNcR6+jyM78zeXhAECgsLKSwspLGxkfX1daVh5OTkJHq9XiE29xLgkEwm6e3tJZlMcvz48UeiV8qDxMTEhJLIZjKZ7mlfURT5q7/6K/7jf/yP/PSnP+XCBWmikEqlmJ6efqjX+G4T7l6rcesNQ2ZybWaiKHLnzh3m5uY4evTonmJVd4K8+rW2tsatW7coLCykra0NuPdC/994z4+YHghQoNeCVmR9OU5hkQGTPo81grhdISKBOI1tRagQeO/npVXeIYeXtjSRcbtC2OwmXn5+mvVAXLGaAbRmKA2yQnOHjRXyUYePt6ZX5MccPirbzVINDTAuZis2nRl2IhEpbld+7kK6eHusy6cQnfEuPwv9AYwWLYJGh6FBkjZLjuiZmZlFp9MSiUDDE7b0EbO/XNMOH6XtGz1q+p53oRIgIW4Qm0xC4MwhCC6HT7F0zXb7uPLsJAazVpn859bmAErimVxPoyKbHLkcPgrtRiWMwOnwIYgiqoYYKVGgorIStUpF6aGN49R2lGS9lkxarnx9kpOfz5bp4+lamWmHXyFf0w5/1nnJiWRyg8xMlWW6S7K7yY+ZTCb2vcvElWcn0BSo0Wi0rKyskKqO0/8/g2i0WrRaLfVPlilRzCDZzWb6J2i7UKI0stJNFaCv09PQqeeVr09wbgt7WaY6U9dZklUfk4mJ/mUltEJGriLzy+enKKk1kl9r2NJWlvnYte55qZeMsPXEcSsSc/JCJR/+7Tr6+vrYv3//nojM7du3+bVf+zW+9KUvKURGRmPj3W0cj/HmxutRMxMMBpW6zZYWqYP7/dTHyAlKa2trnDp16p4nVY8i5Dobq9WK0WhkfHyc0tJSVldXefXVV1+3fjYyMokNbCY3u410jkajLC4sUKjTUbRLInM38rIdBPuBXR0fpAWa6upqqqurN9nR5IaRckLXdkpLIpGgp6cHgGPHjj1U29TrAZnIHD9+fE9E5rnnnuMrX/kKP/7xjxUiA9K1v1Mc85sRb5grI3PAiMfj9PX1EYlEOHPmzEP54VWpVESjUa5evUptbS2NjY1KQeW9DBa/8Z4fcee6nzxRg7FIhSoF9oYi5oaCLLqCVNjzUSNwpKOc2+m0pr5uN67+FRraiuh3uJnpD/DUF6QBaxjvllazO12+DSKTMake3WIyn2k92w7jXf4t7WYAKchqtCkC5cfzGP3FAsmxPFYm18nL1yGKWhamg+TZVEqdTXhEoK7DmuVBz1RptlJtEukFgIZtzkdG9QUpkUtgw4KmFrJVGbkmpjqjLmWub5WEKGSpOtUZYQTTr3px961QENRx4F12VIIULFCTQ7IW+lY59YWNH5Cq81biKYHp9GtmHr/mgpWZbl8WoZEbZs6kG1ymRLKsapmE5uDH7DgzHpvq8lHWZiYJrAymaOioIZGIMznpYXEoRPl7NMy4XEQiAnd+uUjLW8qY6PajN2vp/9kMlv0ih95lZ/bKKuNdPlIgqXLpZpdNndas62W6f4XSdMTyvo5SJY65tcPKiEOKaba3WwgJG5O8rdSZQCDK6U6pwH0rW5n82JxrjaiQ5G0fr+daTm3MyQsV26o0H/lcPb29vezbt29PsZLDw8O85z3v4Ytf/CJf+cpXHqnagcd4bfCwGjrvFeFwmKWlJQ4ePEh1dfV9F/qvr6/T29uLRqPh1KlTbzoLz9jYGPPz8xw/fhyLxQJITfnupc7mtcBWqs3dLGmRSAS3243FYkEf2X6lPDI8uYms7Ia8PCjsxY4Wj8fp6elBrVZz5MiR1z0O+kFjcnKSmZkZTpw4cddI8FyIosj3v/99vvSlL/EP//APPPnkkw/nJN9AeGTSzHYzYMhKyeXLlxEE4aERGVEU8Xq9RKNRDhw4QFNTk1JQeS+DxYfe8yOmBlbI12sxFamIrUmJZctzURrainjXxxsVe1mvY5Hx/iVEwOsMUddu4VCHDRUCtenV7VyrmYw7W5CSfRkTbbmGZqtAgJ3qaGTcrcZmPRrF4/HQ8rYKdHo9577YSH2nlYYnSkGtxmAykZwpIDKhw3snitfrZXp6msF/dBKLxUilpAlvrh0tV7W5+PUJ/M6wYkfLVV3knik1HVaFaMz1rSrERkZ2/Q2KsjPt8NP3/EzWtvF4nNW1Neo+bCHfZMLVvbTlZyTHGk9nNK6cdvipuWBVSMq0w688BhvkpTfnNeXH5/sDm8655zmX8thG2MLG+84kghqNFo1ej6nYQGqmgOKSEkqP6gmGgtz68QTBYAjbWzXE43EqKyvR6XRZhLE2bfuSCXFTuuB/2OGj6vDm3jsyJvqlFL6GjFSyzPou+Xavw43tcAG9OWllub1krnXPY601UlCbXfB56kLlJmIj4+SFyiwis5fc+tHRUd7znvfw6U9/mn//7//9YyLzGFtiLw2d9wK538vy8jJWq5WqqiplXNorkVldXeXatWsUFBRw7NixNxWRkQvGPR4PJ0+eVIgMSAlRdrudEydO8MQTT1BbW0soFOLGjRt0d3e/Zulc26H4g2+j6g8+u0m9yUQ8FsO9uEhJSUnWewNYH54k78DDIytFH9j+vO4G2Y7W2NjImTNnuHDhAhUVFaysrCjpaENDQ1y9ehWNRvOmJDJTU1O4XC6OHz9+z0QG4Ec/+hG/+7u/yw9/+EPe/va3P4QzfOPhkSEzsDOhkeXFq1evUlZWxrFjxx6Kd1Iu9F9YWECj0VBeXn7Pg8Wf/clVzrZ/hzvX/ZQUGDDoBXSoKSw28J6Pt0hVLAL87IUJFl1BpLsCv/6FfbR12CirNdF+YWNCd6jDRr/DjTsdxTzg8DDZv0wKkdsOD5MD0u1Bh4dXX5jG4wox5PDS9byT6f4VhhxehhxepvtXSCEy7PDS/bwTjyvMiMPHiMPH9ECApCAVcP/i2Qm8rhB3MghT0xakRxRFwpEIpuY4FRUVm4jlZJcPi91IfaeV+k4rao2WiiNFxJ0mYtNGfGMxgpF1pqedLCzME12PUn02e5IsT87tHVIMdNvH7cqxZ/sCOwYFpICTX2jE3mFlqsvPpa9vltZlVF+wUn3BSnglTjxdfxOLxpifm0en1VJqK6Wmo5SaC1Yuf31SUYsycSh9bpmERoZCUPoCmx5PipDIGTPjKbC1baS/ye8tLkI047VrO6zM9Qfwpi2HMiYdPiV+uf0ZqZbMZDJRarNx9D2NrDqh8JCK9fV1LAcFBl6aZWVlhVgshrM/QCQds9yc8/m6XSEWXEHq00RFJtiyOgNQ224mnKHI3M7oDzOY3uZOv0QKt7KVZSIqJJnsX84i58COJOZ69zwf/RcN9Pb20trauiciMzk5yXve8x4++tGP8n/+n//nYyLzGNvitbCZxeNxbt68ydLSEna7HY1GoxCZewmhyYTH4+HGjRvU1NQ8sOCcRwXxeJxbt24RiUTuapuT62za29uV6FtRFBkcHOTVV1+lv7+fhYUF4vH4a/gONlD8wbcp5EbG2toaoVCIUpuNgoKCB5qKloutLGkPErIdTY4ebmhowO12E41GWVlZ4fbt28zPz+/Y9++NhOnpaZxOJ8ePH99TEub/+//+v/zLf/kveeGFF3j3u9/9EM7wjYk3hM1MFEVmZqTV6+bmZmprax/K68RiMXp7e4nH4xw+fFgp+ofdF/r/2Z9c5XL3HLFAkjKrkcBShJZWCwFfkkp7AX//jWGa24tRiwLl9nyOdpQzINvLHG6c/Ss0thfR3y3drk9bzXyuMG/9uPRjNeTwUtNuUbqm17SbFfVlxOHdSDbLsZ5VtZuVyamIT9lnNKeORkQq4Aa49LyT9ZUE8lA93x+gqt3MnS4vltYU8ViMysoadDpd1sRbRq41LPO+oFajAhKuFNPTIcRkEq1rBp1Oy9oQ6LQ65DqbKUf2pH7a4cPWnj3ZV+/w57F3WEmJUmzxZJePhk6rouRkojQdDDD2SzfBYBCjwUDLr1QhZNT62NLbyBavzOPI9rGLX5+krC2bmCXSBCXTLjbV5VMSzOTH5fdU2yEdWz7fiS4fh5+xM50mKg3pv1F5u1lJhoON6OWZ/gDnMtLL5OL/MYcPtQkW+2IcfZeUTjc64WHq0grRuBdTnYpIOEwkElH6L8h2s+JaI9E00WntLOVOV3a9zGBOY8uDHTblMbleptfhpr7dQkjYmBzItTGZVrOfvjCOtdaI9fDGRES2k+1kNfva8x3cunWLlpaWPaUxOZ1OnnrqKX7913+d//Jf/subapL3GPeO+0nafBCQo4SNRiNnzpxhZmaGUCh0z7WbMkRRxOl0Mjk5ec/Jfm8EyG0a8vLyOHr06D2t6mfW2ezbt4/V1dUNJ8Hg4CNRZzM9Pc3U1BSH3/sZeLnngb/GXutpHgTi8ThTU1NYrVYOHDhAKBR6KOlorxemp6eZnp7eM5H56U9/ymc+8xm++93v8r73ve8hnOEbF4/8KC03SZKTGR50ob8MuaBSq9Vy6tQpjEYjgiBw+fJlJicnWV1dvWt6w5/9yVX+7m+GmRxYpsikIxGN0XTAwuxEhEp7ASoEGtuLOHKhTFFkfvbCBOMD0iq11xWiPm0vA6jNsJrZ7NkrS4cybDtyMlQmkdnJerZTHU2uFa3YblQabYrpRpv154vIa4rR/7cr5BUUMHVllTtdPimFbZu6llyiI0/Q6zqtNDxpo6ShgFOfaSI5U8DqiBrP8Drq+jBOpwufz0s8Hqf2QnZSWV2HFXv630J/QCEqwCaiIjeWtF/YsMfN9AYUxQQkW1tth5WSY3kIdRHy8vLwj0aziMx0OoDAnmHxWnaGs45Tc8GqEJmpnPedaw0DNh1Pfixz+0xFLNNKJqsv9WmyIyMBGNKRyrBBIse7fISCISrfoaegoIDJSytotFoOvKOK/Px8LBYLTW8pIyWK9P18jmnnNIWtSWLRGEOvbhCVTMujfHvRFWK6f0VpepmpyMi37wz4cblWac6woOWqMyBZzVYDUfan3+t2NTHyczI+9i8b6enpobm5merq6i233wlzc3M89dRTvOtd7+L//r//78dE5jHuirtFN98P/H4/V65cwWq1cuzYMdRqNXl5efh8Pm7evMns7OyuG0WCNJ4ODw8rK8NvNiKztrbGtWvXsFgsHD58+L7sSXI/m6amJs6ePcv58+cpLS3F4/Fw8eJFrly5wsTExK7mBg8Ccv2PPBkuLi7eUrW5V7ye5CXrPCIRbty4gcVi4dChQ6jV6rva0V5vO+C9wOl0MjU1xbFjx/ZEZH7+85/zqU99ir/8y7/k6aeffghn+MbGI6XMCIKQ9aMQjUbp6elBFEXOnj3LxYsXH8qg4fP56O3txW6309TUhCiKaDQaLly4wNLSEh6Ph1u3bqFWq7HZbNhsNiwWS9ZE50Pv+RFuVwgtavLyBNZWouw7VEKeVs9Hf6eBH35zmAKzjgp7Pv/rhQmq7AUc7ihjwOFRJnO3HR7aMyZ2uVYzIN1AUyIsw9ukSMnYKhBARqYqkwtZlRnbghDVn7MwPz+PRqOh+mgRzU9Ixxnv8lHeXqjEOM+lFZzRLh8t6Yn03Qr4AerTx9PofCRckEjECcQipOJxpqenMRqNmEzGTYOHrd2cpWTM9weU9DUZMjGwX7Ayle6tMpkz2ZcLE202G96ZdU5+vmrTNjLsHZKKkqn2gERIcgv3M19fPs/ur09wNkM5sXdYufW8i/WVeJZdrrbDSvfXJzif8X7qOqwKkcncVlZfAA4/Y88ikXUXinn5/xmnuFFDZWUN6hpVVs8YtytEYW0eJpOJo+8yMerwUlFRQDgUZtEZIBpMsf838ikyGpnrlRLFZHXmtsOD1W7ElK5rOdRRyu309SmrM73dburbiwiRqcgscqRjI2HscEcZvQ43USGpKDLb1cbkqjR//kInt27doqmpiZqamk3b3w2Li4u8+93v5oknnuAb3/jGYyLzGLvCw1JmZmZmlH4vNTU1SqF/SUkJ58+fV/qpyAXs8ti03Yp1PB6nv7+fWCzG6dOn77vr/aMGv99Pf38/dXV1DyV6Wa6zsdvtSj8br9e7ZT+bB/3bIYoiw8PD+P1+Tp48uaVtLrO+ZvlH2x/r9Q4D2ArhcJibN28qithWf7sHkY72esHlcjE5OcmxY8coLCy85/1fffVVPvaxj/Hss8/ykY985CGc4RsfjxSZyUQgEKCnp4fi4mIOHjyIWq1+KIOG0+lkdHSUAwcOUFlZmVUfo1arKSsro6ysTMms93g8DAwMIIoiVqsVm83Gc9+eZGxgCRUChQY1llIN9noL04OrFJpj/M+/CWEya3n3x5rod7ipsOcrREbGf//GCI1txfQ63Ez3r5Bv0SJ2S2EAKgRSDhGvK0RkJY6Y7h3j6g9Qn26o6XGGKKs1cdvhwecMEwnElR4zM/0BatstDDm8+Fzp/jMO0s+tYE8/p2XzD0hzxgQ+mUwyNzeH0WhkZVgg9/cmc9sUIg2dJUx2+bn8nIv1QByZhuZedJlEYKv7l74+QUW7mdh0klA8hjseIn8/LCzEMRpN+HqjyuBRm57kG8xaRanYTi06/IxU4+JKEwtdvopU9Rrl5eUYjUa8SH1a7B1WZZs8ixZ7R/Zx2j9ux5VhB8uEvO9sf0AhM/J5+pzhLLsYSP1gzPbsz0AiiuYsogKQhCx7mZxqdv15l/LeQCKljReK6f1HJ5YmDdr8fNRqVdbzKURK7EbiiNxxeGntKKWlo5TRdBPMipYkkVSCfFMeoXCI1dUgV34SpPmMhXgigXN4jbd/oZHbDg8DDg9tafJ92+FRiPhE/zLv+kITvY5F6fPPsZXJVrOBAS8t7cWcvFDJ1e55TucoMrkk5tSFSp75nWZu3bpFY2PjnoiMx+Phqaee4tSpU3zrW9960xWcPsbe8VrbzERRZGRkhPn5eY4dO0ZxcbHSCFMem/Ly8qipqaGmpoZ4PI7X68Xr9TI1NYVer1eIjdlsRhAEwuEwvb295OXlcfLkyTddxO3CwgJDQ0Ps379/TzVy94qd+tnIhFOeWN9vba8cZBAKhTh58uSuSOimAv0dyM3rjWAwyM2bN6moqKC5uXlXJHS7dLSZmZlHzo42MzPDxMQEx44dw2zePjhnO1y8eJEPf/jDfO1rX+OTn/zkG85a91rhkfxFW1hY4Pbt2zQ1NWWtsDzI1JhUKsXIyAiLi4ucOHECs9m8Y6F/ppdWFEUCgQAej4dnPvg/WXHHMeSpKLVqcU/FqW8sxjMTprmtmJMXKujtdnP8QgUvfkNSZ8pr8/nHFyYIB+I0txXxsxcmqG8ror3DxoDDQ327RVFoBvEoCs2gw0PbxzcUmtp2M/vTdQiltSZFiRnGm2U9qzlsVmxkomOjjmaky0tVu1lRYn757Dg1MulxhiUCkq6PIJ7EWL9OYaGZIksRATb60+RGPGfeb+gsIdUl0pSO353s8uPKaMbZsgu1pjwjBnqqy8fCaAyDqQDjUT3hcIhAIETpMQNLS0sYTVL9yZGMybzj/5HIkIypHDXK3lFCKBIhFo0Sn8rHWG/cZA+zd1hJIsU+y0Qjtzjf5fDh+PoE5e05tTLp9zDh8NEo28YcPuUcZUIjk6+6TivTXdnkSCYqMqGZyHgP410+JaAhAYRW4kpPmIZOKxOveun5RycAB3+1lsnuJeWzb+os4dLzLhKInE2fT65a53jeyclPSH+/YYeXAx0VlL0nxe2XF0mlUqyE1tDZk7g9HmqPGpm+FQKy1Zm4kKK8fSO1pcexyNEMReZIWpG52j2P0aJlVdhc7LldvcwnPt/CzZs3aWhowG63b9rvbvD5fPzar/0ahw4d4jvf+c6bbqL3GA8XctKmPHbcDxKJBH19fYTDYc6cOYPRaFSODVvXbmq1WiorK5XFOL/fj8fjoaenB5VKhdlsZmlpicrKSlpbW99UkyFRFJU6hCNHjlBSsnXT5IeJh1lnI18PiUSCEydO7FlxyCQ3kf90fwX995Nklou1tTVu3rxJdXU1jY2Ne7o2H1azzgeBmZkZxsfHOXr06J6IzNWrV3n66af54z/+Yz772c++qb67DxqP1KgtiiKjo6O4XC6OHDlCaU4DqAe1AhaPx+nt7SUajXLmzBkMBsM9FfoLgsBf/dc7AIQDavRaFWYLqEWBJ54qZGYkTDKRREyl+OE3h2lpK+Zm9wKN7UUcuyBN4PpEtzKZy7SaARtExpFNZHIhExbp9vbWM4W8bGEp27CiZRMbEZ9CgILBIJf/co6qVAERfYIb/ROYzFoSDp9S09CcQ0p26lFT3m5WyMDl51xSCEB6cr1VbU0mxIz9p7p8zPdHMJj1WCwWwqEwQy/NIiDg9YmYjCby8vIoazdTm1FTohLIUElEBn82QzwW58A77UqQwVxfIMvWJROgTCubfF+GvcOqqE8yQZGtYHUZJKaxI/uzybSM1aU/N5nQ3HjOhaVWImiZhIaM9zDZ5csiNGe/2KDYx1LJJIbGKFN/H6f+iPRDntszpthuJC5ke45ldSaBuEFo0xhySP2NdDodQy+FKK41o0nGcPZGqDgQY2UlxKWfBjlwroRUKsnPX5jEmn4PAEc6yrPUGdlqdnvAS3N7MW/fopfMViTm1IVKhcjU19fvKRhkeXmZ973vfTQ0NPDCCy+86bpLP8aDQa4FOhMy+ZWj+/eKcDjMrVu3MBgMnDlzRlm8k193N8fOtEKnUinGx8dxOp1oNBolkctms1FSUvKGJ+2yguXxeDhx4sSe6hAeNOQ6G7nWRu5n4/V6GR0dxWQyYbPZdtXPJhaL0dPTg0aj4fjx4w/s71X5//lt5fbyj36xw5YPN8lMdt/Y7fYH2uDxUbGjzc7OMjY2xrFjxzZFZ+8GN2/e5AMf+AD/4T/8Bz7/+c8/JjJ3wSP1azY4OIjP5+PMmTNbZm8/iOZkoVCImzdvYjKZOH36NIIgKERGEIRdXTB/+idXudw9y6IrRFmFgfVgGI8zycHDNgYurRFcifG291sZuRnAVqum/pCByb4wx56QkpX6HNlEBqSV6smBFQrMOlIOEY8rbS/rll5zemCFxnYLfd1upvsDNLRZ6E+nn+VbpH0ANAhZqkwuMlWZXOzr2Nw9eGVlhTtdXirbCzn4VqnpoAi0dpQy5pB6jsylY50BNDnjfeYkW4Z8v6HTSirj+dEun1Jrk4ntEtHqO2DoSacAAK/3SURBVK2kkNSSxVtRQI3FbKHspJFwKIzX68XfF0er1RJc01Nzvojpi8vM9UlhAQ0dJXg8HhLxOAd/1Y5WI01kkyIYLJttanUZNS8TXT4W06ED8vOTDh/1HXJPGd8mIiPffvXr2UoRSClry64wiYzPo67Tiuc5F5lXfH2nlavPudJkZuPzmOzycfU5F8UZpOHOqx5MDVE8A0nsR4uIZlzaTZ1WRtPNMWXIjS9bOqyMOnwMpa+fwto8peGlnKAHECfFaiDK6Q5Jtbnt8FBTbaO8PEH/KwtEIhF8qwGWlhK0vstIjcmcpchk3r7aPU9zezFrOYrMdlYzgE9+oVUhMnV1dZuevxsCgQC//uu/TkVFBT/84Q8fOZ/1Y7wxIFsSk8nknsnw0tISPT09WepJptpzrxMZURSZnJxkbm5OsarJisHExAS3b9+muLhYmVi/0a79ZDLJwMAA4XCYU6dOvS7JYrvBTnU2Go2G0tJSbDbbJsVATmQzmUy0tbU9NDWh6ANvowhJadmO2DyMepqVlRV6enpoaGh4aOm0cHc7WmFhofL8g7Sjzc3NMTo6ytGjR/dEZPr6+njf+97H7//+7/O7v/u7j4nMLvBIkZm6ujqampq2/WG9X5uZ3++nt7eX6upqmpub9zRY/OmfXOVS96zU8yWRZD0YJrSi4lNfbOOWY4Hq2kJOfrySnu5FwqsarOU6/vH5GQx5AsFgkFWfSDQoVbO4XSHFaiarMUcySI7cPHDA4aGu3cLBDhu3HR5q280cvLChysj1CYMOLxP9y8oE1dm/Ql27hQGHB68zjBqBpFxvM7DCU59vAcjqJyPdl1QZn89HKBSioKCAg2+RzivTgtScnvS+JaOI/ZVnJ6huNysq0E4XWK49LQVUtJtp6CxRiI3RrEX+Kc1VaWSykWlBc/UHSCApRSXWEmKTHkoOa1kJBPB4vaytCRz4hBXfrXX6/tFJaCFORZNFITIyZAvYdJePm89nkwQZZ77YyHSG9SsTdR1WbjzvIrISzyIzE10+hcjk7ncsXbAvE8CxLh/HPiE9JtvGAIpqjYiQ9VhDpxXX1yc4lk4Jqztnoe9/OQnfVpOfb6KhU/pbyX9bAM//n73zjo/ivtP/e1VR7x0VEEICFVQpRgLcsQFLuMbGlziXc3Ju+cWxHTtxepzLJfbZuTvb3KVc4oaTGAHuuAFGS1dfddG0qO2uurQq2+b3x+6MZlcChJBA4H1eL15oZmdmZ9t8v888n+f5qIcZ7jOy7lHrO+z4PWip7uM6mzpV5/CYuByZ4W/nkRH/9vT0pGbPECFxASjSRqkv6yc2eYj+vlG0GgWLMn1orrAm+rWoBxhWmNiwZZGd+jJZgpm4TiQy8fHx0yIyg4OD3H777QQGBrJjxw48PT3Pv5MTTkwChUKBi4vLtMem1tZW6uvrSU5OJi4uTjL6T5fImM1mamtrGRgYIC8vT7oxKFcM9Ho9Wq1Weu6AgABJ0ZmrxECE2EJBoVCQl5d3xaip5/LZmEwmqRTK29ub6upqQkJCWLJkySWbyIrlY+cjNxeLnp4eKisrSUpKmpa/cbq4VOVo7e3tNDY2kpWVRVBQ0AXvX1tby6ZNm3j88cd56qmnnERmiphTZMbPz++cA8LFlJmp1WoaGxtZsmQJMTEx0xos7thYDFhJSHCoK0mLvalQjuLmquCosp3jqh5S0kN4f1sT+n4j9z6USoVSQ3LmPLKuiWBkZJhKpYbYZFcUilFGhhWs2xzPPK95VJdo7IiMIzJkJWXnKj279RErQakr0RFn60VjxbiPpr5Eh0+Ah7S/2hYQIDY07G7RE5Bkwmg0MnLaCzc3+x918iQKDkzsV9Nka8Zpsr29fS0jrLzf3tMwUbWxTsYXrgnBgoALCikhrb9lmLx/st9frtqYgdWPJnLKNvlvre4nPiOAoOBggoKDMRmNNJ3QotfrUcSN4OviQu9xGLOYJWLgSJgS1oRS9oYakzCuMtnFJNvKwb58+QTRDmpLYJw3WfePl3QtkilKgFQyJhezRJXl6BtqgmwESlzXLNs2cU0IJ/Z3S+fdtL+L1Y8upGl/FwuvCaS9vYPY5b6o/jHIUOAwC0FSXERCExzvjV/8uDaTbGt8mWIrL/MKdKO2RCt9b+TqzPuvNHHTI4uA8djlNBvZBqtHpr9/jGvWWD+vSqWG+PgIdKfaOFE1TOwSA319Q3zx8QCBEe7M8xg33E/mjRHVmaPKdr7xaAqlpaXExcWxYMGFN4rT6/XcddddeHp6smvXrqsu1cmJmce5ysxgevHMgiDQ2NgoqSchISETjP4XOpEZGxujqqoKgOXLl5/1xqCPjw8LFixgwYIFjI6OotPp0Gq1NDc34+vrKykGvr6+c2oyJZbi+fv7S8FAVyIcfTaDg4NotVpOnjzJ8PAw8+bNw8fHh9HR0ctGLqei2lwouru7qaqqIjk5eVo9wGYSs1GO1t7eTkNDA5mZmdMiMg0NDWzcuJGHHnqIH//4x3PqtzfXMaeyR6eSGnOhA4aYq9/c3ExOTs6ExLILUWQAmlQ9GMcMWIxmypUjuLgo2HxfMi4C3P9QGrn5UUTH+XHvQ6nSvjn5Ubi4uNBcMUTBzYnEx8ejO2G9CGu1Wko+aEKv19s1QpOrMhmyZChHyFUZR5zLR1Nwfzwpa8IQFFgDAtaEkrwmFLNgwSPYTEv5MAOnPDld048JYdLjnyvWWcS6RxJZVBDKooJQzAg0lOikf3KcLURg4ZoQidiYsZaiNe2f+LxyLFgTyoI1oURlBGBiPGJafaifpGsjsJjNeHl7M3Lcg4AkD9wSRujv76dqtxrtqSHiC8ZNpCf2dxEY7y0REPG8EmQkKsH2XPLH5a9H3PfoG+oJ5wnWtLkFsuMtXBPKYL8Reb/phWtC0bYM01Ldz0Ib4RP7uRyWHddssVD+cQteXvMICwtnfkYAQfHjg6H4+YjKWfKasAnfj5I3rWEBcuK5VEZgVSVavALdqVZq7NY5/h25zI8KZef4gRUKcq+dj5eXF/NjY/EK8KXtxBiRaW4MDAxwRq0mMcUDo9FoN3HMk6kzr/ztOsrKyoiNjZ1WnfXIyAj33HMPFouF999//5ydwZ1wYqq40BttJpOJ8vJytFotK1eulBLLRI/MdIiM2GPFy8uLnJycKU/A5s2bR2xsLDk5Oaxdu5a4uDiGhoY4evQoBw4coKmpib6+vkvSS+Vc6O/v5+jRo4SFhZGenn7FEhlHiIpBcHAwBoOBhIQE4uPj6erq4sCBAxw6dOiS9rOZDEG3Xy/9my50Oh2VlZXSDeW5BLEcbenSpRQUFJCbm4uvry9nzpxh//79HD16lFOnTjE0NHTWz6Cjo4OGhgaWLVtGcHDwBZ9Dc3MzGzdu5Bvf+Aa/+MUvnETmAqEQLvcVSgaz2XxOslJfXw/AkiVLpnQ8o9FIVVUVo6OjZGVl4eXlNS1/zEFlKwAdLYMEBCpYlh1E63EBhULByvxo3nhVxdJ0mxqh6mFJunWSecLmgYmO86NTPYQCBVFxvmjUQ+j7jCRlBIMAJ6p7mJ/khcFgRHPCQOxib9w9POjtMDAyYCIx3crwT1X3kZhh/ft0dR++Ae5ExFsnY26Ci3QHXSwBkpMZuSoD45PTelmjTaPRSPknahbkWnsWNBywTniXFITRuL9LingW0dsyTP794/WuYpd48W/gnMtyJu0mKCRVBiZ6bRyX9798UlJCkmWG9kQH0pEoU0HOVPWTWOiO17x5hIaFcbKkm4VrrOl0IyMjHN/fRXfDKH4LXYhf4YePtzed5aMkrh2fyB97Q81Iv5GojACpxOuERLxC7VLQFjioTqJ6I09wkxMz8Xhiw1Pxh7lYtl6M5U6WHWPPyydY+2giRoOR9o52+usVeHmLqk6I9N6Lnijlmy0M9xu51lZC1mjzT4nfg49faeZ6h/Iy8fuz783ThMZ7k7QmxEq088d7JInEevur9Wx4JAmACmUnWbbQi0qlhqx8q/m/TT1IWLwPQwojy/OjsVgsHNynJjnNm4qjXSxO9cLb25ummmGuWReHi6sr//zYEkpLS4mJiWHRokVcKEZHR7n33nvp7+/nk08+mVa6jBNfTRiNxnM25lMqlSQnJ08IrZkMorrg6elJZmbmtIz+jujq6kKlUklm6pmYCMmT0bq6ulAoFJJiExwcfElToXQ6HSqVisTExFn1WFwuaLVaampqJigWcp9NV1fXOX02cxkajYaamhrS0tKuuEat8nK0np6eScvROjo6qK+vZ9myZdNK1Dt16hTr16/njjvu4MUXX7xiPte5hCvqHbsQz8zw8DCHDx8GkBqEXQyRaajuwjA2hru7G4f29tN+ZggFsGtbE8kZoeQWRKNAQXJ6iFWJQUFSehAb70tCAUTF+XLrfYvIyo8kMs6Xux5eQqZtIpiYEczKmxYQEBBA4rJglqwMJipZgae/kRVF/sRneGKxWFiQEUh6QTjpBeEkZARy3f0LSC0IRwDa1UNUl2ioLtFwXNWDGQvVJRref6WJDttjIpZOUiY2NjpG2W5r86+IiAgULtb3R5zgJq8JZf4y60R88ZpQLAoBs8Kq2NSW6Nj9SjMm7Hmxo0rjuCwqNosKQjmt6qOhpGvSxLXJEJXhLykTjfu7aKnun+BbkS8bzGa84wV66xX0Ntjf9VQoFHh7e+Pt7c3a/5eEn58fmkoD5X/vpK+vj/b2dvr6+jAajQTGe0spZ/KmovJQAl3LMOrqfrtzad7fJZEvkcA0yUiQ4/ES14TYkTuR4CxyIDyN+7uIyQigdp+G9vZ2/Hz9yLg5DnV1Pxq1NSJ5XI2xEpOQeG8il/lLxDZ5zfj3obZES+Qyf0mJk39Xqks0GBUWRhTjNxwc1ZlyZSfege6UyxQZO3UGqy+st39UOvZRZTsuLi54eHgQFh5OYEAA7S2uuLm7Mzo6yumWFpZfa+bIkSOEh4eTmGjfDHUqMBgMfP3rX6e7u5uPP/7YSWScuCDMVK+Z3t5eDh8+THBwsJRQJZaVid6bC4Varaa6upolS5ZMO952MojJaGlpaaxZs0YyotfX1/Pll1+iUqno7OyclUbWcrS2tqJSqUhNTb0qiUxbW5s00XdULESfTUZGBuvWrWPp0qWA1Vexb98+qqurpZS6uYqOjg5qa2vJyMi44ogMjJejZWVlsW7dOpKTk7FYLNJncOTIEWpra1m6dOm0iIxarebWW29l06ZNTiJzEZhT79pMlZn19PRw6NAhQkNDyc7Otkssm6p8LycyZoOR6Dg3Nt2xED9vX+bH+bP5vmQUKIiO82NFfjRlJR0A5OVHSZO3XFl5THa+NQmsUjaxq7QRDHm/jdx1MQQFBdFzyp2AgAB8fLzR6/X09/cTssBIb28vlfs6JpzvdVvGiU18ujUsILUgnLiMANZtSWBpQRifv3WS49U9Eul5/5UmTAgM64dp72hn3rx55NwcB4qJpWkNsv40Iq65P14iN2ICWV2JjroSHSere6W7+o7laJMty8vRPn/lBCbFeCmUoyrjOOm3IOAV4E7j/i5pki/H6MgIg4ODJBaEkHrTfBauCeWLl0/YlXFJZWEKBUnXRrD05lhMoy54B/jj4+PD8PAwFR+dZmBggJ6eHmKWW021e18+ga5l2O75guK9yX80kWabz0XEQlvfF5hIZMT/DzmUoi2yhSGIr9W6zp60xaz0Y3BwkN4mF6u8reCs5WXi55riQCwBvnzrNDA52RX9VQUyJS5d5uNKKwinQWWNg163JUFaL6oyIiqUnRxVthO9zNoFeVKDf0EMbm5uBAcHc8OGJfzk329geHgYDw8P2tvbOXjwII2NjfT09JzzbrkIo9HIAw88wJkzZ/jkk0+mVcs8FQwNDfGzn/2M9evXExwcjEKh4K9//euU9+/r6+Pb3/62lKxz7bXXUl5ePivn6sTMYiqemba2NkpLS0lMTGTp0qXSuCRGOl8oCRF7pYmdxSMjI8+/0zTh4mK9tqSkpJCfn092djZeXl6cPHmSL7/8koqKCtra2jAYJvaHmi4EQeD48eM0NzeTlZV1RU6Ez4fTp0/T1NREZmYm4eHh59xW9NksWbJEKoXy9vbm9OnTfPnll5SVlaFWqxkZGblEZ39+iAETy5Ytm5JqOdfhWI62YMECBgcH8fLyoqamZkrlaHK0t7ezYcMGbrzxRl5++eVZITJflXFpTgUAnA9Tufsl/nhSUlIkY9d0jf4AdVVavL1cSFgQxK5tLQQEzGN+nB+7tjUy2G9gaXoo725rYrBvjCXpoRxTdtBsCwI4pmynWdWDf4AnFqVAp3oIfb9R6jtzXNVLUob175PVvfgGeCAorT+AE6pe7nnYehempXqMwMAA/P190Ov1DAwMsDDTm57uHtTVY7g51A6nn8VjExbnTdqW8QumAMQs86T0izOM9rni4aqQ/A49LcOsvT9h0vfH0e8ixjzLFYAbHlkkxfuqq/uIk5WnybedDGKIwHGbUtNqCxGQT8AdJ/RiU8cT+7v5/GVrohrAsF5P7RcdeHt5ESibxIoqiUh+XLEPE2i2pY4tWhPCyf3dgAeBge5E5Hih1+vp6OjANd6FgGE3PNzdadqvY/GasAnk5eT+Lg6/oSZEloa2cE0oh23lavLnXLgmFM0bailxToRJIdBW1S+RGfH17375OKsfnE97ezuLC0LRqkw0KLtQCOPERzT0A5gRUFf3SyVkMF5maFIImBAYtfWbWVoQJhn+lxaE8e4rjSzMGH//qks0UgJftVKDCQHvQHeGZapNubJT6qsEkJkfwZtba0hOD5EM/nIyM1kvmW99d6lUWpaUlGRn1FSpVFgslnN22zaZTPzLv/wLx48fZ8+ePbPaVK+rq4tf/vKXxMXFsWzZMvbt2zflfS0WCxs2bKCqqoqnnnqK0NBQXn31VdatW0dZWRlJSUmzdt5OXDzONTaJ/dPOnDlDVlYWoaGhF230N5lMVFdXMzo6yooVKy6pSdyxl4qYjNbW1jZjyWgWi4W6ujp6e3vtEtmuFohEra2tjZycHPz9/S9of3ky19n62YjlaOfrZzNbOHPmjEREZ+sG0uWEmIImErULTUfr7Oxkw4YNrF69mv/93/+dNUXmqzIuzSnPjMViOadc2tbWRltbG8uXL5/wmDwZJjMzk+Dg4Isy+lsEC/s+PY7JZOL6G5OoPGqdpK7Mj6FUaVVGxN4XpcoOaVI2rtBEU2bbLtemylQoO8mx/S2W4cgVG3HiJyo2rljP+aSqj0U238xJVS++/h4ER3lgMBpobxxhZaFVPTijGsPNzU2aZMp9DLWyxCnrYzpi0tzo7+8nMjKSk8eGJI8NwP63WgiLs07A1dX9+AS4c+391uQo+QQZrGRGrtrIHxeJj4vtteharP1zxDv8U/HWWPe3ordlmNA4b4nMNDuUX4FV9UhaE0rd5+0M64fx9/FhyQ3jk+bm/V12JVwn9ndzprqf+TI/i+M2R944w0i/0dpY1OazadjTicFoJGCJQFeVATc3dzw8PEi+NgIXGcHcN4lXptF2/OP7uyX/y7iqZP1Jits3lHRJMdjJMoVFe2oItyATS9eES2VTB95swQKstpn3GyUlxmr0N9oaYC6VPh/rc1oQSCoIobZEJ31HRGVNJFdjCrP03VLJyMynb50kLM6HlIJQKmTfY8e/DVhoUw8SGD+PFfkxdmRGnmAmrvvWd5dSVlZGeHg4ixcvnvAbFgRB6p2h0+nQ6/UEBgbi6emJIAikpqby0EMPUVZWxt69e2f1zjVYk6R6e3uJjIyktLSUvLw8/vKXv/DAAw+cd99//OMf3HPPPbzzzjvceeedgHWwXLx4Mbfccgvbtm2b1XN34tw4n5+zqqoKPz+/CaEUIukYGhoiOzsbHx8fKXoZpl7yLMfIyAiVlZV4enqSnp4+p6KJ5clovb2900pGE7veG41GsrKyrrrYdEEQqK+vp7u7W/pOzCTO5rMJCwu7ZF6n06dPc+rUqWn3WZnr0Gq1qFQq0tPTJ1XU5Dfdurq6pHS0sbExYmNjcXNz49ZbbyUjI4M33nhjVhvYflXGpTmlzEy3Llm8+A0PD7NixQq8vb2nlQpz+yarImOxWKir0uHn68aCxGDe+nO9pMgUb2vABQXz4/w4rGyjUdUjmf/lREaEnMg4YjIiI0IsPasq0XD7wynSegHIFO+Il2gICAHtSReMxgHaGoYJX+jGgU/0aI6P4RvoQTr2pUBgvZgOD+sZHHQhOjqG40fs/R21JTrWbIm3e87UgjBJtWmp7sOIQHpB+ITmm5M16pQTHwsCKQVh0kRZXd3H+kfs2f25vDaNdGEE6mV9bByJDFiTb7wSx+CUD+11w7h46s4aKW1BYO2jCzmxv5um/V1M9m0Jivcib02stM3iNaG4ubuTcn0kggCRkWPU79PRWjNIv15PXJ4PPt7edFSO2XllFq8JtSuFW7QmZMIyWMvemvZ3YVFY+/lIr99GaIxGE9EFAkMnvOioNhBga6AZHO+NRabsJBeE0Viio+TNFkLjvaWml3UlOpYWhJFSEMqHrzSzQKac1ZRoSSsIZ2lBGHvfOk1onDfJa0Kl8sQM2fcvoyACI5azKjLi3zUqHYvTQ7hpy8Ip9ZL5wzs3UlpaelYiAxPvEIsTqY8++oinn34aDw8P3Nzc+OMf/ziriowIT0/PaROm7du3ExERwe233y6tCwsL4+677+bNN99kbGzsqpvUXU2YrAR6ZGSE8vJy3N3dWblyJe7u7nZG/+kQmb6+PqqqqggPDyc5OXnO1deLyWixsbHSpFqr1XL69Gk8PT0lxSYgIGDS1z46OkpFRQWenp7k5ubO6iTvcsBisaBSqdDr9eTl5c1KLLxjP5ve3l60Wi11dXV2/WwmU7IvFoIgcOrUKdRq9bQUpysBYlXA2YgMnL1Z5yuvvMLbb7+Np6cnCxcu5Omnn571VL6vyrg0t66E58FkZEY0+lssFkluFweMqQ4Wz//2MM//9jCr8mPIWR6GfmCQhUm+3PeNDNwUrixJD+WO+1JYkR8j+WXy8q2G/5T0EPLyo9i1rYk6lbUPyFFlO29uVSEgcEzZzrvbmqhXdWGxLb+9tRYBKFN22HlowKrKyImMHFUlGonIiLjx/oVkXxeDl7c3i7JDybsxnqQ8f4ITXPDwN6LcfYKjX6hpUvVQpdRQWdLJkd2nMJnMREfHSPGdqWeZ6MubJS4pCMWCwPpHFrGkIBRViZYTql7MCHYlbSlnOZYci23Hmp8RIPlsDtgigUU4emsabctJBaHSBP+Uqm+CvyckzYXe3l6io6Jxc3dn3aNWP05jiY7PXjl+1nNKXBNC4poQWqr7MCsmFyzF8q3PXz6OzmawVyisFwwvr3lc973FBAT401VrYXh4mP7+AeYtGCE4TUHscl+a9uvoaRm2U30W2Z7TJHvORWtC0aj1tFT32b1nAB+93MTQ0BChoaGk32A1jDaU6OwM/fL3xITAYL9BIn1yFa2mRItXgBujWH9Xjt8DExZGFdbHMmTfvXTb3+UlnUTFjZeAyD0y4t9HlO34BHgwpLBXXc/WEFMkMmFhYWclMpNBnEg9+OCD3HvvvXh5eXHzzTfz2GOPER4ezgsvvDCl41wOVFRUkJ2dPWFyunz5coaHh2lqarpMZ+bEVOAYTtPX18ehQ4cICAggNzdXIjJyo/+FEpnOzk7Ky8tZsGABKSkpc47IOEKcVC9btox169axePFijEYjlZWV7N+/n7q6Orq6uiTf29DQEMeOHcPf319KebuaYDKZqKioYHR0lNzc3EvS38rFxUVqvin6bHx8fGbFZyOWzp05c4bc3NyrlshUV1eTlpZ2Xo+TCLEkMDExkd/97ndSUEdCQgLXXHMNiYmJfPnll7N85tPDlTQuXVFXC0eTZW9vL+Xl5URFRZGcnIwgCNKFcaoX+ud/e1gy+huNJhprugnw92DBwkCK324kLs6fVfnzAetkS15aBuOlZtFxviy/z9qwsrSkg8W2VDMAlB1SGEC5spNF6cFk50dSruykUdUteWg61EMoBAUWmW/maw+P96uRo9qB6MB4b5qmY/0EBASQsiIIvV5P3cFu0m5xZ56nCaPJyPF3R1mUGULt4W40LXpcUZCKdRIr+iTkOBvRERCIzQiQyMueN08x0meUUs3cUNiXozmUp4E98WlAhwlBIlBuKM6p0lgQuPaRRJpLuqgv0dFS3U9kogcegwLR0dGcPjJgt6+11411ct9Q0kVKQaitnMzBUL/M5qexkSeFYK/+JK4JwawQUDCulMjVlcXrwjm+vxvVjj7i0wMIDBr32XT1mxg1KVDt6SDt2kgUCgUNJV3Sc4rnBVaVJQj7+Oxhwxiu8yx4+vji5+cnvSfKN1swK+wN+vL9rn80UVJcRIjvc/798dSUaFHZyhJTC8KoKdFiUQisuT+eagfvlajItKoHMWDh5i2JlCs7z6rIJNsUmSM2RWZ5fjRHlG2syB9P7hFLzB78XhqlpaWEhoaSnJw8LVP0M888w969ezl8+DCJiYlYLBZKS0sv6DiXGh0dHaxZs2bC+qgo6zWkvb2d9PT0S31aTtgwlaqBsbExwPpZ1dbWkpSUJKVvTafkWYR4t/v06dOkp6dfkUZqMRktPDwci8VCX18fWq2W+vp6jEYjAQEB9PX1ERcXx6JFi666HhsGg4GKigrc3NykFLtLDbnPJjExcUZ9NqIvTKPRSITpakNXV5dEZKYTRjEwMEBRURGxsbHs3LmTefPmMTIywp49e+aU90SOK2lcmlNk5kLKzESjf3JyMrGxsdMaLJ7/rTW6+Zr8+Qz0D3Bw/xmWLA1m3XULOaJsk8qNDilbaVB1ExDgiaAUaFMPMthvIDU9VCo1CwjwRO7kybMRGdE3I4dYegawKD1YuoMtKDul0rMKZSe+AR7S/ieqe1hkCwsA+4AAx8kmjN9F9/DwwN/fSFSkHxqNhjM1BoITXAhaaMTHxweT2ZPMtdGSCnRa1YcZKyF0cxDuJm/MOT45Do33Yen9Ni/Gfh0nqnslYiOfRJ8Lcq/MyepejLb9z0aowKrUCILAwNAQIyYjbqd88Yj3sDse2Cs7YCUOalWffZmazZ8i4nhJF6dV/RO2AaSQAvG48m0WrQlBq9ZjdlHQWjFKSkGEVW4+1cmCVe6cOtTPkfePs2C5P4YxE0uui8TVxZUmW+iB2E9msc0rU1+iIzbLSopW3DufM+XDdmQlJN4bswKpfCx5TRiN+3V8aSsTEyESmiUFYXzwShPRGda7Z2kF4XbqWrt6EJNCIJlQMgrCqSrRsKwggoyCCKpLNJSXdBAR5yOpNiI5B6siU6Hs5IiyncXpIXaKzBHZDQHAzifzx+03UVpaKqUmTYfI/PSnP2Xnzp3s3btXinB2cXGZ1Gc3lzAyMjKpXC/evZ1LCUVOTISrqytGo5GmpibUajWZmZmEhYVdtNHf0Qgv3sC4kiEmowUHB5OcnMzp06c5fvw4np6etLS0MDQ0JE2qp9r4cy5jdHSU8vJyfHx8pHjruQAvLy/i4uKIi4uz89mUlZXZlUmdz2cjCAINDQ10dXVJCWtXG7q7u6muriY1NXVaRGZoaIjbb78df39/duzYIV3Xvby82LBhw0yf7ozhShqX5hSZOR/EuuTGxkYpGSYkJGTaREZUZIaHRzje2E96Whhr1iVwRNkGwF33WZtzHlG2syQ9lJW2O8mOCk1KegguKDiibKexupsl6SEcVbbTrrb2oomO8+Oosh03XOyIDECO7E62I9ZvsU7GKpWdLMwIYpmtL01liYak9GDKS6z7nFD1ssi2rFPr7cp+VCVaFuf609nZiX+AP4GBJpZeE8Lw8LAtGW2QM2fURKX6oK4eIz49gNSCcGpLtDRX97AgI1AiOm64TKkcDcCigNhlgZLy8uHLTfgEemAqEawxvo4hAg7LZgSuf9TaGLFpfxcfv9Jsl4jWKHs+QRAo+/g0FkEg+5Z4XF1dbUpNHyYEu6hhObkx2yKdxZIsx+hpABNw7SOJklFeVE1EwrOoIJSGEp0tcU2QBR90ERzvTVJBKM2y/jnu7u6EhoYSsimEhr0a6ncP4R2moOV0C/PmzSM8w5vOijFaage48ZFF0jnXfN7Owb91E7HQGvaQUuBjV1omnpu8T49JYS0v81NYLzxLbV6lmhKtNcI7IxAj9tHGKpsiEx7vw5jDYyKhEcn8bQ8vtikyHRIJFxUZtbqfgX4DdzycIikyK/Kjpb8BO3Xmwe+lUVZWRnBwMEuWLJnW3etf//rXbNu2jT179rB48eIL2v9yw8vLS7qzL8fo6Kj0uBNzFy4u1tLWgYEBVq5ciY+PDxaL5YJbAshhMBioqqrCYrGwfPnyOVObPpNQq9WcOnVKIn96vR6dTkd7ezsNDQ0zkox2OaHX6ykvL5dKveaq4jRdn40gCBLZzs3NvSI/o/Ohu7ubqqoqlixZMi3viV6v584778Td3Z1du3ZdUe/RlTQuzY1bBDKc68cuCAKCIKDRaFi5cuW0E8tERWblNdEsTHTDbDTy4HesNbr/2FaPSqVDAA4qW/nz1krOqAekO+VnKzUTlZjkjBByC6LJLYgmOt6P27YsJrcginb1IHUqHUeV7RxVtvPW1hosWDgmm9xlnyMswLFfR4btLrkALEwPIqMgnIyCcAb6xzAhUF7SSXlJJw1VXRz8/DTBIcG01VpL9FxdXfHz86Or2YWCjUkEBwdjMpkZGhzEP24UXZeOBbm+xGcESP1qNGo9zdU9VJVoqCrRsPfN03aqDEzsTyJfjl0WSP798aSssZYwnajunRAdfTYsljXsFP01upZhq+/GYqG9vR0ByLklQTLTmRG4wUYG6mwG+Mmw8v44iZjsfuX4hMafIsRtPjmL5+baR6zEUx6AsNiB+Jyu7pP+VqBgybWRuLi54ePvR2xcLD6+1n423QP9uMyzUP6pmrGxMQYGBvBJHGNsVAHu4/cfROJ0srqPJJkqJCeW4nsgYmlBGNoWq9dHTEZTOSTd6VqGpWOLyXoZss86Is6H+TZFRx5ckS15ZNqIjPOVtplIYuxN/38qvpmysjICAwOnTWR+97vf8ac//YnPPvtMaix3JSEqKoqOjokqrrguOjp6wmNOzA2Mjo5y+vRpLBYLq1atwsfHR+ofA9Mz+uv1eo4ePYqHhwe5ublXHZER00dPnz5NTk6OVDrn4+NDQkICy5cvJz8/n8jISLq7uzlw4ACHDh3ixIkTDA4OTqmHx+VGf38/x44dIzIyck4TGUdM1Wej1+tRqVT09/dftUSmp6dHIjJiadWFYGRkhK997WuYzWY++OCDKy5i/Eoal+YcmTkbxDhKgJycHDuj/1SJzPO/PczmTds5qGxFuV/Np7sb+OyTTm5an4K7uzsKFMTG+fMvD2WyMj8GBbA0PZQ777OmiW3fVk+reoDDyjYOK9tQqXRSctQxG7FZ7kB0RETH+bHloTSbEiOQlB5Edn4U2flR7NrWSKt6gGPKdo4p26lXdUmlXucKCBAhhgJUlmhYICM2I6OjZG2Yh4+PD8erhmlUdWPCQkXJ+DEVChd8fHzRNkJAYCBh4dZBpeyLVnxjh9FqtQzphwiN82bjI4slcmNWCFK6VXWJhg71kHRMR5XmrKqNjdh8+EoTnTYzPUzWsFNGENaEYlYImBQCqi81HPn4JB3VRvx8fSeVwhcXhLK4IJShfoOdH8cxdS2pIFTqTVMvbdNlp+SI25gQZNvo7B4H2P1Ks0QYRJhsYQfy11ZfopP6zxw/1EeAfwB9x90JDAxg+T3RWCwWyj9RWxOBGiB6qS8g2JX7mRCYvyxAWicqR/vePG33/HLiaFIIjNnKw0QCIxIak0LAL96q5CyTfa9E/P3VWomkytXEctn3vUnVI0WCy0kMMKHE7NuPp1NWVkZAQIDUSPBCIAgCv//97/nv//5vPvnkkzlTv3uhyMzMpLy8fEIT0CNHjuDt7X3FKU1XG872vRSN/t7e3nh7e9sZ/WF6ikx3dzdHjx4lMjKSjIyMWU87utQwm81UV1fT1dVFXl6eFCvvCDHQIzs7m7Vr15KQkMDQ0BBHjx7lwIEDNDY20tvbOyeJTU9PD+Xl5SQkJJCUlHTFEBlHyM3rq1atYvXq1YSFhaHVajl48CA6nU6KHJ6Ln8PFoKenh8rKSlJSUqZFZMbGxtiyZQuDg4N8+OGHV2SJ6JU0Ll0RZKa3t5dDhw5JjZccjf5TJTJg9cfk5IYxMDCIq5sbiYmhHD7Uwd/frkNVo0VA4KCyVSo1E83/ChTMj/PndluqGcCS9BDy8qM5pGxDpdJiRuCQso3t2xpQqwcktaa0ZDLfzDjpiYrzY8N9SWTnRyIgsCg9iOz8SBmxEShVdlCq7KBNPSgdwzHtDGzERoDurm5GR0eIiooi57r5CGAjOlZFp/iVekwIVCg7qVB20qEeIqMgAm8vb8JCwwgMCCAqKgpXN1cq93XQ19dHZ2cng4ODqPZrCI3zZqmtoaIFgbA4b4nYNFf3nFOlkS+nrAmTVJuaEi01JVqOq3pJWXP2oACA5XdH4bNgFDc3N3QnjZhlXwFHolJforP2kLFN9OtKdGhb9HZEpcEhKa2+RMep6l6744jHFUlLvcOy+HdsRgAh8d4TSFmyw37iOsf1KWusPRkWrrQO8qdLrITdf5ERz9ghhvRDVHzRSvV+zaTvrRkLZgSpTGyprIlqdYmWNbaQgGqldX+R0FQqx79PIoFZJkswM2LBO8BaYjCZImPdxmynyMjhSGz+9fvLKCsrw9/fn9TU1GkRmVdeeYUXXniB3bt3k52dfUH7Xy50dHTQ0NBg11PrzjvvRKPRsGPHDmldV1cX77zzDps2bbrq7sxfDejo6ODYsWMsWLCAhIQESY0RKwWm441obW2lsrKS5OTkq9IIbzQaKS8vZ2xsjLy8vCn7KxyT0ZKTk6WWDGIymk6nmzDpuhzQarVUVFSQnJxMQkLC5T6dGYWXlxcxMTG4urri6+tLcnIyY2NjlJeXU1JSQn19vV1C3ZWK3t5e6Xc4HfXBYDDw9a9/Ha1Wy+7du6+IXjtX+rg05zwzCoXCjuGLyTCLFy8mNjaWtrY22tvbiYmJmXK0odwfYzAYqavtIiBgHlv+aTGiy/+QElavthKXf2yrY6DfQFp6GAeUrdSpuggM8OTu+6zlKyLREUmNAKSkh0rkRVAKuKLgsLLN6i/oM7A0PZQjynbcJuli4uijOVtAQLmyk8h4X0n1Oa7qISkjmFJlB26CdeAULAJanZbGY/34+fvbvUfyWOcFGUHS3fPqEg0WhSCVt52s7sU3wIP0ggjmec4jwN9E8oog9MN6+gf66evTsyjXj/7+frxtqSXyCbVWrZfS1rpbhomIH5dWz6XapKwJo7ZEi3eAu6QU9LQMExE/noxSX6LDbDLR3t6Or58vcTeHUO+jI7kglDpbz5sutZ41WxLsnkckQ4ttRMUiM8uLSJaREhMCsRmB0vktle0PSISntbofE4Lkt2koGe9n02gz7suPLf7/0StNdh6g5IJQakt0qKv7WFwQYq2/7x8ga30cn/9RTYiPF3FxYRgMBgID9DQf7KWjtp/cuwLp6+sjaWWgXRJdwf1x1Nj8MdaeMeG892oj8wLcSCF0UsP/UL+RjY9Y77Q4EuWP3zpBeJwPwfFelCk7yMmPkkz/2fmRZOdH8vrWau58eAlHlO12Rn/xb7l35l+/v4zS0lL8/PymTWT++Mc/8utf/5qPP/54zhj8X375Zfr6+mhvt77W999/n9ZW67XnscceIyAggB/+8Ie89tprnDp1Sprs3HnnnaxcuZJvfvOb1NXVSZ2WzWYzv/jFLy7Xy3FiEogRtC0tLSxbtozw8HB6enoYGxujs7OTsLCwaX2fm5qa6OjoIDs7+6rsmD4yMkJFRQXe3t6kp6dPW3GSm9PFZDSdTidNxEJDQwkPDyc0NPSSp4a1tbXR2Nh4zh4kVzLMZjOVlZWYzWYpcnz+/PmSz0an012Sfjazib6+PioqKli8eDExMTHn38EBRqORf/7nf6alpYU9e/YQHBw8C2d5YfgqjEsKYY5pg0ajEYvFgiAINDc3o1arWbZsGaGhoZjNZtrb22lvb6e/v39K5kBRkUGwfkkPHGjFx8cHD9mPq0bVxb/+a5a0fFDZyjU2RQbgsLJN6mB/Rj3AQP8YqenWSaOY+LVC1sncumz9ERxzSG9641UVS2xNNhtV3fgHeLL5vmTAmnwmJzLlys7xeGdp2T4wIDs/kkqlVQ1ZlBbE0JC13CvQ15/sNdZ9xYmpSGaqHO66V9uM3SKqSjTS6wUruVmYEURWfqQ1stdiISHTC/3wMCeODeDq6sqSa0Lw8fGh8UifRJLAqgbIj+WGix2BcCQUtSVau+Xdrxwn3jbpTy8IR7WnHd8FYwQGBhIYFGiX6CUer7tlmLA4KwFKtTWJlCs79SU6Sflp3K/jtKqPhelBdmRGvk9jSRenbe/B4km2EcMIlhSE2ZEZgP1vtTDcZ5jQGFRO4sTXW1tiJWUVn6oZMxjIuymepiN9gLU0T3w94vtqtlgwGo1ELXVldHQUbZ2A5pSBBWmBLL02AgVQU6IjrSBcUmFMWOz6xdSUaMnIj6BS2YnBpuRkyvocZRZEUFbSwXFVL0UPW7+n5TYyY/3bSmYOK9tpUw9wyxarR+dsZEYkMmVlZfj4+JCWlnbBd7AFQeC1117jmWee4YMPPpg0OvJyISEhgZaWyf1Z4iDxwAMPTBg0wHo38KmnnmLXrl2MjIyQl5fHCy+8QG5u7iU6eyfOhbGxMcxms+QTyM7OxtfXF0EQMBqNnDp1Cq1Wy+joqDShDgsLO++E2mQyUVNTg16vJysr66pMgxoYGKCiooKIiIhpRa5PBWJzQq1Wi06nQ6/XExwcLH0Os30XWex6v2zZsjkxgZ1piH1yFArFOfsAyZtE6nQ6hoaGCAwMlD6HueytEYlMUlIS8+fPP/8ODjCZTDz44IOoVCr27t07reSz2cBXYVyak2TGYDCgUqkYGBggJycHb2/vCfGWY2NjaLVatFotvb29+Pn5ScRGnnH+/G8PIwgCXboujh3T4ufrS8Ha8V4cInE5ZFNbalQ60tLDJJXmsLKNVbJ+GIdky0dsZWCpNnLSph4kLi7AjsiAPdGRG5+PKTtYnh8tlaE1qbpJSbc2UxRJknzSmCMr53Hs6WGxWIhYYMHd3Z32ZgGtepgomyJyvNqq4IhEqcqBvMjJjCPREbcVlZKT1b0k2ogNQPV+DQuyvNHr9QyPjNBRZyZlVTA+3t54zptHrUNvE3m3efE1jk/mtXbL1nXjakP1F+201PQzP9WP3BtiASYlM+Jy4/4uTql6SUgPlMIKxku57MmN2K9yacF4w8kUh+OKw+/ZttltS1xLddgvec14HxoxUSzZZtgX1wtY+/aELlWg1+sZOjUPVxdXBATpXEUCJIZRLLEdC2DJNSFU7utAp9bjGSoQl+GJj7c3rSoD7u7uWBTW7VWSod/6+daUaGlS9bDp4XFFRk5m2tWDRMT5SB6b8e/jOKF5bauK5PQQ0gvCOaJsY2V+zIQEM/E3IBIZ8e7sdIjMtm3b+P73v8+7777Lddddd0H7O+HEdNHf3095eTmurq5kZWVZf1e2cQnGfTV6vR6NRoNWq0Wv1xMSEiJN5ByjhkdHR6msrMTNzY1ly5ZdUXewpwqxP8fChQuJj4+/ZKVzYjKaVqtlYGCAgIAAKfJ5JgmjqNS1tbWRnZ19VTaLFMsD3d3dWbZs2QWpavJ+Nr29vVI/m7CwMPz9/edMKaX4+160aBGxsbEXvL/ZbObhhx/myJEjfPnll9Py2Tgxfcw5MjM4OEhpaSmurq4S+5cPFpN98Q0Gg3TR6u7uxsfHh/DwcCIiInB3d6e6uhqz2czeL0x2dxMcFRixFE0kNzUqHYEBnsyP8yd/9TjhGSczbZKnBmD7tgZi48YvZA2qLv7loUxgXLERycxkgQF5MhVm26u1JNuITbt6EBcUFNmacspVGYBjX7YRnmDCx8eH0NBQypUa6TGxdMzVNhU/Xt2DX4AnEfE+5OZHTarKTGW5pkRLp1qPq6AgPN6HzHwr4TEajcxPc0c/PExbjZHklUH4+PjgNW8etUrdWYlNRkHEBFVGTmQGBwep2ttB5vUxqMuHAWsJWni8j0Re6mQKiYi6Eh0usm+4C4oJRAasxnmRWJxS9XLrw4vtjgGQIiMluklK2WplhCdVRjTkxEWn1hMW5yOtE9cfV/WSd3cgIyMjREdF4+buxoevNBOXETCh0eWJ6h42PGJ/fmkF4ahKtKQUhFJTosFoMhGf7ol+eBjVZ3oEVwWr74zG29ubuoNd0nteWaKhUz3E9VsWSJ8vjKszf3u1ltsftgZglNkpMtbvrxGBNvUAQfFerMiPkcgMTFRn/rrzVsrKyvDy8po2kXnnnXd49NFH2b59O+vXr7+g/Z1wYrowmUx88cUXhISESGWRYgANnL1Js16vl266DQ4OEhQUJN10Gxsbo7KyUkqOmiv9R2YS7e3t1NfXs3Tp0ss6uRsbG5PmCD09PdIcITzc6k+c7oTaYrFQX19PT08P2dnZV2WzSIPBQHl5OZ6enixbtuyivqfyfjbd3d0X1M9mNiESmcTEROLi4i54f4vFwne/+13279/P3r17p0WGnLg4zDkyc+zYMVxcXFiyZIkUxQxnHywcYTKZpItWV1cXgiDg5eXF0qVLCQwMtLtoSSVo2BMZx+VDyjbUtvKyNFt5mbtgPY5IZg7biI58IrcyP0ZSZ+pUXSy1KTir8mMkVQbGk89EMnPMYbm0pEMiI2AtT0tOD7F2Ut/bil4/RHZ+JIGBgZTbyonkZEZu0K5QdpKVH0mVbbsT1b0kZVjrs0XfzflUGhHVJVqJ2MB4OVpmvrVBZOW+DuanezCs12MRBDQN1h4z3t7euCgUdh3p60p0nKzuJSEjUHoOkcz09fXT29tD/ylPll03rmztf6uFMFtDyPSCcDtVRjwmjCs9X755muF+I/EZgdLzWkvF7GONu1qGpeOm2o6bsmbybUTFp1a2jZzwFNw/rgICUr8cuXqj2q9FP6zHbDKzfH0Cbm5u0nsq/jjHU8c0aG2ESE5ydr3aSFJ6sPRaxvcXMJvNDBvHMBqNRC9xZd68ebTVmnD1cMPVxZWlBWFUlnRKKXni525mPPUsV9YEViQ0721rIiLOV1JkVshIvqM689ATmZSVlTFv3jwyMjKmNWjt2rWLb3/72/ztb39j48aNF7y/E05cDLRarXTXfTotAUZGRiRi09fXB0BoaCgpKSlzuvRmOhAEgVOnTkm+orlUdiVOqMWbnx4eHpJi4zhHOBfMZrNUHpidnT1lD++VhLGxMakkeKYbfsp9NjqdTvI7XWqfzcDAAGVlZRdFZJ588kl2797Nvn37rrrQhysFc47MjI2NSZ4Zs9k8rWhLGI/VCw4OxtXVFZ1Oh7u7u6TYBAQE2B1386btkxKZyZYPKduoU+lIT7NOJkWiIScy9svjgQFiQtnS9PHJrDsudqrMMZlKI5agScs2ouOCtdTueG0fSWlBeHh4sDw/xq78DOzJTIWsQztYY5+lcjGlhuPVvSyyEZuc/KhzqjTVtsmy3HcjnheMhwjctGUhAlC1rwODwUDkEhdMJhPaBoGl+WH4eHvj6uqKykZsxFKzU9V9+AZ4kH1rAAMDA/Sf8sTNzc3OXwLjHpL6Eh0nVX0sSA+UPDsT/Tg6uxKxLlu4gCOZkcz8+63HTEwPmkBmlhSE0WALHNCqhwmP87HbprZER1eLnrB4H+kc5ZHK4rmr9ltLUSLTXBk46YnCRSGZ8x0VJ7G8bGlBmHSstIJwKpUatC16wuK9yci398OgGFeqqks0LF0VwrBeT9VBLW3NoyzfbG3CeapqBFc3V4nQ/O3VWhanh5BWEEaZstOOzIA12axNPUiwTJEBJlVn/rrzVunO3nSJzAcffMA3v/lN3nzzTTZv3nzB+zvhxMXCYDBIjTAvlMiIEASBlpYWTpw4QVRUFCMjI3Zl0hEREVe8Z8ZisUgd4bOysuZ0JK3ZbKanp0fy2QASsRHnDpNBTFIzm81kZmZOKB+8GjA6OmoXmz+bqsnl8tmIREYsgbxQWCwWfvjDH7Jr1y727t3LokWLzr+TE7OCOZdmZjJZGztOd7AAa6JIQ0MDKSkpUhqFxWKhu7sbrVZLZWUlCoVCGjwCAwPZ+f6d0v6bldvtys+ACcsPygID/rS1Uko+A6sXZKXMZwNnTz7bua3R1gPFWkrXqR5ifpx9zW2eQ9pZTn4Ufb299PWPgksQK6+13k3Yta2BoX6j1KPGDRc7YgMTm2+KyMiPwIwgTYbf39bMcJ8Rk8J2LGHihUxOdAA7Y7kFQSpjAjhZ1y+VKxkMBrqPdzIwMECXTse8efMYHTNhNBklpcOCwOjwCDUHu/D19cVTRmREyNUNMwK3PpxEfYkOVYkWnVpPZNzkDarEyf1H1c0E44WqRCspO3KkrAnDpBAwYZFUJMf0NYATrzQTrJh4sV1zfwL1JTq7cjm5clSzX0v78T5SbvIiKiqK2FhX6kp0vPtKI4kZ42lGos9Gpx5m7ZZ46bXX2tLKUMC19ydYo5eVGukzNNvOXf75VJdoyCiIwNd3hAWZXrQ3m1iQaiQkwUBLjQGdzpXjqhF8AtwZVVh/izn5kZTawily8qN4d1sTEXE+3LJl0QQSI/592EZoXtu1gfLycjw8PKZNZD755BO++c1v8n//939OIuPEZYHZbJYiS6c7NoklSd3d3eTl5Ukqj7xM+sSJE3Zl0j4+PnPGUzAVmEwmVCoVo6OjLF++fM6rFdNJRjMYDFRUVODm5kZ2dvYlT0y7FBgZGaGsrIzg4OBL0vBT7Gcj9rSR+2yamppmxWczODhIeXk5CxYsmDaR+fnPf05xcbGTyMwBzCllxmg0EhcXR05ODoWFhWzYsGGCgnIuiEa81tbWc0rborwpSv6CIBAWFkZERMSEuk0x1lmuysB4jLOjavOPbfV25Wht6kHuuW+8I/lRh3SzIw7Lu7Y1MT/OeiersdqadnaHLe2sVNmBIAgkpLgzPDxMx2lXVq4dJ1nWNLTxY/1tq/XuOljjkmPi/OxUGRgnNxUylcZx2VG1AXAXXCeoMhnnWRZVmxPVvSSnB5NWEG5NSNnXjtFoJCJZgYeHB+31ZswmEzGp7kRFR9FwqJfTNtUFxoMD5GSmpkQrESGAfW+dItyWaGb149irNDWysAFRqdGph7lW5oOZdJuWYdbdP3EbORS217lUphqdqO7FJ9Cda23eFIvFwpFPTtHXYSR6USAZa8aJoEp2zDRZfLZYXpYhe507Xm3gtkeSJ5yP+KM2OSSUVZdoaFT1sCg9iNSCMKm3TObqCEZHRvjsHy34hiqISXVD3WgiZ3Uk3t7eVB7SScc7lyIj//v1XRspLy/Hzc2NzMzMaRGZvXv3cs8997B161buv//+K2pi58TVg4MHD1JUVMSGDRsoKipi7dq1F3Q33mg0UlVVhclkIjMz86yTfHkJVFdXF/PmzSMiIoLw8HD8/Pzm9Pdf9AC5urpe8WEGZ0tGCwoKoq2tDX9//2klMV4J0Ov1lJWVER4ePmvJcxcCo9Eo3YieKZ/N4OAgZWVlxMfHs2DBggveXxAE/u3f/o0//elP7Nmzh9TU1As+hhMzizlFZgBqamrYvn07O3fupKGhgXXr1lFUVMTGjRsJDg4+6w9LrF8dHBwkKytrykY8QRDo6+uTiI3JZJJk5pCQEDuZ+fnfHuaQsu2sRGayZWva2TixWRAXaGeKBiZE2Io4qmzHVRh/vQ2qbtZvDsdkNBIVFUXlYd2E8h95M055zPOH25qJihuX+4+retjyUJq0LCcvjuVojsu7t50gWnYsD8HFTpUR7/6fbdka/TwON8GFtIJwzBYz+iE9VV92Ep3qirubOz4+Pqirx8i8NgpQUFui5ZSN2CyTJXKlOsRBA6TJTPgnVX0UPmw/6XckN122cjGxTM1xm9oSHTq1nnCZX8VxG6v3p49NMoM+2BOU1NWhdHZ2crpymLz1C2g40GU7X6uJ37EszWKjJqmy3jAZtvIy8XH5+7v7rRMM9RvZbHu91TJTf3lJJ53qIYLjvSTVrlKpISs/krKSDtrVg4TEe5G+PAS9Xk/VIR0JKe7MmzePU3UGXDzcyFwbNcEj4/j3I09mUVFRIU1sptNToqSkhDvvvJP//M//5Jvf/OZlH1Sd+OrCbDazb98+tm/fzrvvvsvo6KhEbK699tpzKhB6vZ7Kykopinyqd/LNZjNdXV1oNBq6urpwd3eXiM2F3OS7FNDr9VRUVBAQEEBqaupVN8kfHh6mtbUVtVqNIAh2bSGu9LJAOYaGhigrKyMqKoqkpKQ59R2DyX02YlrgVH02Q0NDlJaWEhcXx8KFCy/4HARB4IUXXuC///u/+eKLL1i2bNl0XooTM4w5R2ZEiE3EiouL2bFjB1VVVRQUFFBUVMSmTZsIDw+XfmhDQ0PU1NRIE6fp1q8KgsDAwABarRaNRoPBYDhrA67/+Pcjk6ahnWv5nW31xMlKyFrVg3xNptrIyYxjv5rD+1sZGhrCFQW+vr401vSQkh4iJas5qjJyMlMqEZ1x4qNR64m2lWE1nYPYnG+5WqnlRHUvi9JtXpuCKDvy4qjSVEnLVjLw2VsnGe4zsjAjCEEQGB3UAwqW3xzP2OgYqhItBqPBGjXs44OPjw/HSwftetd0qYe5bsv43RVrSZjMYO/Q68bFQTkR95HHN59QWV/TZJ4bcRutjdg4Hkentva5SZdM++OEp3a/xtYLyPo5pq4R/T1aNLbjpTo8p0Y9xDqH1wdgUQjSOatk73l5SaekzGTKPocO9RARcb6kFoTZeakkUiQIpBeE2313ypQdWCwWkjP9KH79JEEJClIzAzjRMIa7uzur18Zx5ID9d1UkMi4uLmRmZk6LyBw6dIjNmzfz29/+ln/913+dc4OqE19dmM1mDhw4QHFxMTt37qS/v59bbrmFoqIibrjhBrvJrU6no7a2lujo6IuaHMq9HVqtFldXV2kyHRgYeFnJQ19fH5WVlcTExLBo0aKr8rfa399PRUUF8+fPZ/78+ZJ6Jk9GCwsLm/Pq2bkgqhWxsbEsXLhwzr+Os/lsxJvRk/lsRCITGxtLYmLitJ7zv/7rv3j++ef57LPPyMnJmYmX4sQMYM6SGTnEZBSR2JSWlrJq1SoKCwuJjo7mySef5L/+67+4+eabZ+yiLggCQ0NDUr+AkZERu34B8jsA//HvRwB78jIV1cbal8ZKbmpVXXznoXEfjrUczTo5NBoM7PvsBBm5wRKJE3vWlJa006oexBUF0XF+rMqPmUBeHFUax+acZcoOu8m+nNycT6URPTFZBZFUl2g4rjo7sQErmZGXSYmhAiaTiSO7T6M5aWBRZggKhYKs/EirUpEfxujoCHr9MA2He5if5o63t7eV2JQP0aUeISLeqsSJSpYjmZEnf73/ahML0gPteq0AdurOHrsytXBJJZETlw9ebSJBFjggHmupLIBATngsFjMdHR1UfzqEcVhhVx4G8PlbJwl3KCOrUmrQtOgJj/exM/cXv1rPgowgSZ0S+8eYbDQmoyBCanop4h+v1rHZ5lsC+3CIt1+tJT4jgLxJlL0yZQcmBJYVRHB4fytp2YEM6/VUHO0iJd0Hbx8fGlV6Vq+L47Gnc+0aq02HyBw7dozCwkJ++ctf8thjj835QdWJry4sFgtHjhyRiI1Wq+Wmm26iqKiIU6dO8cYbb/Dee+9Nqyb/XM/Z29uLRqNBp9MhCIJEbC51vK1Wq6WmpoakpKSrNo5WDBNKTEyc8DnKo4ZF9UxOMq+Ua5cYTZyQkDCtsqu5gPP1sxHL5+bPnz9tIrN161aee+45PvnkE1asWDELr8KJ6eKKIDNyCILAmTNn2LFjB3/84x+pq6sjKiqKxx57jKKiIuLi4mblAiL2C9BorHfWxc7C4eHhdkrQZMTmfMsHla20q4eItZVu1am6CAjw5Gv3pTI6Osr+z0/i4eHBuhsTQUZkRIjLZbbkswZVFynpoZJq4zgxBSYs58iWz0ZsYKJKU1mikRKwrMuddv6MZlUPixwadjqSmSUrguno6MDLy4uORotdk84T1b3c8fASaXtViYbFywPQ6/Xo9cOcqtSTlBeAj48PpyuGOVXTT2JGIMvyxUm+WHIWPmFZTE5zQWFHZFSyMrVaqUytd0KZGowb8QEUIBEZEe+92mht2nlNKB0d7bi7u6NpGk8sg3FjvvV41vMS36Mqpca+vCw/QiKU4g9XJDS73zrOYL+B22Xvl0hoyks6SSsInzTdTixjM2C2IzNg/Z7s2NaAQWGhyObdEkvJBEHgwL4WUtJ9Gdbr2XCXdSLl7u5OTk7OtMy/FRUVbNy4kWeffZYnnnjiipkMOOGExWKhoqKCd955hz/84Q/09vaSl5fHd77zHW699dZZaRAolkmLN93MZvNZy6RnGmfOnKG5uZm0tDTCw8PPv8MVCI1GQ21tLSkpKURHR59z2+kmo11uiF3vp5voNRfh6LNxcXGRLASpqakX/FkIgsCf//xnfvKTn/Dhhx+Sn58/S2fuxHRxxZEZsH6xXnzxRX72s5/x0ksvYTAYKC4upqSkhGXLllFYWEhhYSGJiYmzMhkaGRmRBo+BgQEpQjA8PNxuAjcdYiMuu+KC0WhAr9fT3mLkO4+My5lyMuPYjFO+XFbSQaOqmxRbCMDK/JhJVZmc8yyL5KZJ1YNfgAe32Zp3ylUZ67J1ciySmQplJ5k2UlGt1HK8uodFGUHS8atKNKQsD6SjoxM/P19a60yTRkGL5ELXMkykra+J9ZgaLGYz8cu80Ov1nCgfws3NDU93D9w93HF1ccFFUNipMo4qjapEyylVLwvTgySlRjVJmZpWrScizsdOzXEsBzvuQHhEgmKxWKwlgq6ukpdL7rkRISdUtSVaOtVDXHf/xPIyM8L4eyCLyLaWlwl2n0FViYZGVTdJtsCFCoeGq29vrcUrwI0N91mTWKzNW8cJjRggMGJLNluVP3+C0V/0yJSVlWEwGHB3d2doaEiqKw8LC5tSXblKpeLWW2/liSee4Ic//OGsEpmxsTF++tOf8sYbb9Db20tGRgbPPfccN9544zn3+/nPf84vfvGLCes9PT0ZHR2drdN14grB8PAwX//616msrOTFF1+ktLSUHTt2cPz4ca677jpuu+02Nm7cSFBQ0KwQm4GBAWlsOleZ9MU+j9jxPjMzk8DAwBk57lxDW1sbjY2N0yJrjl7cy9VD5XwQVaerWVkTG7F7eXlhMBgwmUwX5LMRBIE33niDp556ivfff59169bN2rk6x6Xp44rMFBwaGpJyvfPy8gB4+OGH6erqYufOnRQXF/OrX/2KJUuWUFhYSFFR0Yymcnh5eZGQkEBCQgKjo6PSBaupqQl/f38pVvOJZ6wy5BOskIiNI8TyM8fllAwferrHOHPam4CgMQ4ozwBW1eZBWTkaYKfSyJdzCqKwKARy86MoLengsLKNRlU3JiwSsZFjsmU5sbEg4IJCagTarOphy8PpdvtkylQaOTLywzFjISM/Qnqepuoe/OePEBQUSGBgIK1oJt1XnLh/pj6JSWGxU4eWrbOeX2BQIF0nOlmQ6Y1er2dkdJj2ejNDOoExiwlXV1eJWDli08PJ1JZoqS7RoDlLpLPoyRFTxRy3MSOw8eHFEzxCyauC6GjvINLLH22D9T2Tl3qlFYSz89UGFsiS4gBMCoGBfoNdb5+0gnC2v1rPgvTxbTMKwqku0VJe0jmu5pRoJIXMjAWfAHcMtuaXWfmRVCg7KVd2YkEgKT0YI2a75z6mbCcvPxoTFhpUXdzzsDWp5fBZkssefSqbyspKXFxcWLVqFW5uboyOjkqSf3NzM97e3tJdysnuUNfV1bFp0yYee+yxWScyAA888ADbt2/ne9/7HklJSfz1r3/l1ltvZe/evVO667Z161Z8fce/A3P1rqsTlxY1NTX09/dz+PBhQkNDue222/jFL35BQ0MD27dv5w9/+APf/e53WbNmjeT/DA0NnZHvu0KhICAggICAAJKSkqQy6ZMnT1JbW3vWMukLgcVioba2lv7+fvLy8q7KjvcAp0+f5tSpU2RmZk6r4adCoSAoKIigoCAWL17M0NAQWq2W06dPU1tbK1V2hIWF4enpOQuv4Pzo6uqiurp6SqrTlYrh4WEqKiqIiYkhKSkJQPosWlpaqK2tPafPRhAE3n77bZ588kl27do1q0QGnOPSxeCKVGbA+iU72wAgCAK9vb28++677Nixg88++4yFCxdSWFjI5s2bZ60BlMFgkIhNT08Pvr6+dv0C5DiXapO81IvBgUEiIyOpLO2WysXAGg0tNulUqwdwRcHdthABR5XmmENamlzRKSvpoGES1eZ8Ko28HE3Toicq3loap2uxRj/LVRlAIhCOXpuje8/QcXKA6AQ/PD090bUMExXnK03cxaAAcbnSYfnTt04y3G9gYXqQpAyJ/WIALGYLZfvaiE21xli315nRnDKyIC2QnHXRKFBMKEEDq29F9N8sy4+Y0jbVDp6b2hItzaoeElMDCVgwhre3N6GhoVQrtWha9ETE+0hlcFU2871UMiZbn14QLpEjUXmRb5tley/KlB0cr+7lTofyMrAS0PSCcMolRcb6+b2/rYnoOD+W5YdP6rEy255FVGRW2nrHgL0688a7m6TI2bP1XDCZTHZ15S4uLoSFhTEwMEB6ejptbW3ccsstPPDAA/zbv/3brBOZo0ePsmLFCp5//nmefPJJwNogTrwDe/DgwbPuK94B0+l0hIaGnnU7J766ON/YdOLECSmxs7y8nGuuuYaioiJuu+02IiMjZ+X7L07gtFrtOcukzwUxXlpsFHm5JuGzCUEQaG5upqOjg6ysLKkX0ExieHhYKkXr7++XboBeymQ0rVaLSqUiNTWVyMjJb0Be6RgeHqa0tJSIiAgWL1486e9qZGRECnOQ+2y6urrIy8tj586dPPzww/zjH//g1ltvndXzdY5LF4crlsxcCPr7+3n//ffZsWMHn3zyCdHR0ZJiM93+F+eD0WiUGqF1d3fj5eUlERtfX1+7H5ac2Oj1ehYvmUdUVBTlR6x1tyKZOaRsOyuxgYmqzbFJop7PVo7WqrYmhEXH+dqpNnLyci6i89FbxyViA+COi50SIldTBgcHKd3XxvLrYiWS98lbJ4iKH7+j4Ca42JWcVcoUChgvQRMn+8dVvdwlm8yL69MLIhAsFoZHRqgu0WAyWifnHu7uzHP3JPPaaOmzqFaK+4x7VI5X90rNPuXbyD03CsHecwNQ8WU7g4ODeHh4sPKmBBQoqFJq7LwyIhz9POI5OL4WsyyCWSIrtqamGfkRVCo1dk1S3361loUZgdLnVK7slMhMqbIdIxapIauc0BxWttGg6uZrMkVGbAJ7WNnGKhv5fuwHOVRVVWE0GqfcPE5sTKfVannwwQepra0F4Nprr+X1118nLCzsPEe4ePzgBz/gxRdfpKenx26y8pvf/IYf/ehHqNXqs5ZciIOGVqvF09Pzik4vcuLyQhAEWlpa2LFjBzt27ODw4cOsWLFCKpOeP3/+rHy3xMm0vEw6IiKCsLCws/rcRkdHqaioYN68eWRkZFyVd3zFpqY9PT1kZ2dfEtVpbGxMmieIyWiiSjBb15bOzk5qa2tJT0+/ar1OIyMjlJaWEh4eflYi4wjRZ3PixAk2b96Mi4sLw8PDPPvss/zoRz+adfLuHJcuDldXGPxZEBAQwP3338+OHTvQaDT8+te/5syZM9xyyy2kp6fzwx/+kCNHjmCxWM5/sCnC3d2d6OhoMjMzWbt2LQsXLmR4eJhjx45x4MABmpub6e/vRxAEnnhmBd99Ipsf/SKBJak+xMTE4OFuvVsmJy9yiM07l+dHszw/GjMCfgEeHFCe4YDyDH/aWmG3vWNogLgvWMvRouJ92bTFKsMeVrahUukwMrX3o0zZQUS8D1n5EWTlR9CmHqRWpeOYsp1jynZJlQErsSzd14avr680WFQoO6W0roz8CNrVQzSouiVCJaoykyGjIIKMgggWpgdRXtIp/QMrkQFQuLhwonyIVesXkr8xidwbYunqNNBU28OXHzai1WrQ64cQhHEvSlpBOGYEfALdqVRqpPhi8TGwKjEmBJpUPZLCAlBuIzJLrwnBy9uLaqVWIjLi/mkF4TSreuhQD0n7pRdYS/GaVd2S/0h8jY2qbsmoD+MKVVN1j13KmajAHFO22zU5BatPplzZQamyXdr/mIMqI6ovCRmB0t/y9SvzYzikbJWIjMFgICsra8r1+C4uLgQHB5OSksLrr79OQEAA6enp6HQ6oqKiWLt2LcePH5/SsaaLiooKFi9ePOGu6/LlywGorKw87zEWLlxIQEAAfn5+3H///Wg0Z/+OOuHEZFAoFCQkJPD973+fkpISWlpa+NrXvsZHH31EWloa1157Lb///e85deoUM3nP0dvbm4SEBJYvX05+fj7h4eFoNBqUSiVHjx6lpaWFkZERafvBwUGOHj1KQEDAtHtGzXWYzWZUKtUlL5/z9PRk/vz5ZGdns27dOhYsWCApCkqlksbGRnp6embs829vb6euro6MjIyrnsiEhYVNmciAdc4WGRnJ6tWr+eMf/8jY2Bg33ngjf/nLXwgNDeXee++d0TmiI5zj0sXhivTMXAx8fX25++67ufvuuxkeHuaTTz6huLiYzZs34+fnx2233UZhYSGrVq2asYu2m5sbkZGRREZGYjabpZQNsTt6cHAwvb29eHl58fzvC6WJ4Ysyn42jKgMTic4d940rCGYEjJhR2rw2nWo9y5m8LlZUacBKbI4q20nKCCYnP4rDJda79P4BnhiVlknL0QC75ag4H3LyrYbyCmUndaouFqcHs/+zE8QlueLn50fuOvtzlyekRcT5kHWfdblM2UGTLRFNRJWDSlPp4FP55K0TDPUbMCKQ7eDhUSgUeHl5MT8xkPT8cCr3tXOiahjdmW4Cw1zo7BDw8fHB28cq99+wxdpUS1WiZfvWehanT6yfLnwkGVWJlbCYTCaGhoZIyw8jKCiI4ALr+Z5U9WK2xRuLr2Ghzfvi+HqKHk6hWuZ7KS/pJDE9GAHBLi3OpLDgE+BhU1wiybSpMx9sayYizofM/PH3UPx8WtWDmLCwjAhyC6xeqmPKDvLyo2weGXtFBsZLzESFZtt7hVRXV2MwGMjOzp5W/X1bWxsbN26kqKiIrVu34uLiQmtrK++99x4REZN7m2YKHR0dREVFTVgvrmtvb5/wmIigoCAeffRRVq1ahaenJyUlJbzyyiscPXqU0tLSWSlLceLqh0KhICYmhscee4xHH30UjUbDrl27KC4u5uc//zmpqalSNcFMNjOcN28ecXFxxMXF2akEzc3N+Pr64ufnh0ajkSJ7r8a7vSaTicrKSiwWC3l5eZfNnO84T+jp6UGn01FdXQ1cfDJaa2srTU1NLFu2jJCQkJk+/TkBkciEhoZO2yf92Wef8eCDD/LXv/6Ve++9F0EQqKqqknqnzRac49LF4StRZjYVjI6O8vnnn1NcXMx7772Hh4cHGzduZPPmzaxevXpWLnAWi4W2tjaampoA68VMrJ0NCgqy++HctXHHhBIzefkZcM7lDln0c6daz50y4nO2qGfH5fHoZ6vXZqWsYee5vDUCEJ/sRs2RHob6FAwPmlicHkxefvR5+9iAVW2Qx0Ufr+6RJtwwsQStsqTTVoJmKxVT9XD3w+PNSR0bdwJ88tZJwmO8rA06l7rTXDaIm5sbqdeE4uPjg7u7u7QfWJtRVjmQqNHRUd79QzPxS/xYeWOC3fOJRn2wqiryiGpxvSDrEWNdL/pesDP3A5gV1m2XyaKas/MjOaZsl5pj5krlZR3ScQApDED8jEtLrGTmsLKNUdtj8rIy+d/b3itEpVIxMjJCTk7OtH4XnZ2d3HzzzeTn5/OnP/3pkt/pTUxMJDk5mY8++shu/cmTJ0lMTOSll17ie9/73pSPt23bNrZs2cJvfvMbnnnmmRk+Wye+yhAEgZ6eHonYfPHFFyxevJjbbruNzZs3s2TJklkhGEajkebmZtra2lAoFHh7exMREUF4ePiEMukrGQaDgfLycjw8PMjIyJixxLeZxGTJaBfa9V6tVnPixAkyMzMJCgo67/ZXIkZHRyktLSU4OHjav4t9+/Zx99138+qrr/JP//RPl/R77hyXLg5OMjMJjEYje/fuZfv27bz77rtYLBY2bNjA5s2bWbt27ZQNk+dDT08PVVVVxMXFkZCQQH9/v9TLRhAEu34BUyU2U1nesa1RIjYAHrhOKepZviw2pzwfsSkt6SB2sQtjBgNRUVFUH9aRkx8lTcCbVD0SsYGJfWzKHZYrHIiNm2B9X8aDAjrtlsFKVKJs6WPZBZETet3IwwVEAtFc3cNN98eg1+sZHR2lrd6Mu7s7mWujaDzaZ91G1SOZ7kdGRjj8eQteXl7Mk9XWKmznKicuTapufAM8WL9lvHFXRUknJ2wR0fK+Pf94tY6FGUF2XpiqEg31qm47j5D4fpqxkJUfSZltWSQ0721rYqDfwD02UnfM4XP969Zq7n1ockVG/Pu7P8i9aCKj1Wq55ZZbyM7O5vXXX78sJStpaWlERETwxRdf2K2vq6sjNTWV//mf/+E73/nOBR0zKiqK1NRUPv/885k8VSeckCAIAv39/bz33nuS/zMuLk4KtklPT5+RO8eCIHD69GlOnz5NRkYGAQEBdHV1odFo6OrqwtPTUyI2s9E751JhZGSE8vJy/Pz8SEtLu6TNRqcLsZm3SGz0ej3BwcHSXGEyX8epU6c4ffo02dnZBAQEXIaznn3MBJFRKpXccccdvPTSS3zrW9+65N9r57h0cZh7tyHmANzd3bnpppu46aabePXVVykpKWH79u08/PDDDA8Ps2HDBgoLC7n++uun1RgQxk14KSkpxMRYiUBwcDDBwcEkJyfT39+PRqOhoaEBo9EoXaxCQ0N554PbpeO86BD5fEjmczjbclScr0Qeirc1EBfnL5WjyYmNiHMtmxUCCOMT4AZVt0RmxP4qRpM3MdHRdhNXkaCIPhBxct2k6rEjL5NBnvhVp+oiKSPYrjGoYwmatT+MlUx88FYz+n4DJix2JWjiPhkFEVSWaPAN9OBk9QjgQsY18XSdaiM21YO2tjYC411pbTDj5edGeUknJqORsAUmvL28yLshTjpmta3Hi5x0ZNh8MWAlMHLisvnhFKpKNNL6MmUHiRlBCCCVkgEYFRYSM4Ls1mXlR/LWVhU+AR5kEUmOjdCI70tUnC+hCosUu5yXHy2954eVbSxID5RUGEcSc1jZxnd/kEtNTQ3Dw8PTJjJdXV1s2rSJ9PR0XnvttctWex8VFUVbW9uE9R0dVgVrOjGlsbGx9PT0XPS5OeHE2aBQKAgMDOTrX/86X//61xkYGODDDz9kx44d3HjjjYSHh0ulaDk5OdOanAuCQENDA1qtltzcXPz8rDe9HMukNRqNVCZ9JXa8Hxoaory8nNDQ0FlTt2YDCoUCPz8//Pz8SExMZHh4GJ1OR2dnJ42NjVIymtjb6+TJk5w5c4acnJyrttRodHSUsrIygoKCpv1ZHj58mLvuuot///d/vyxEBpzj0sXCqcxcAMxmMwcPHqS4uJidO3fS19fH+vXrKSws5KabbppSrKKYYHPy5EkyMjLOG6MnCAKDg4NSI7TR0VGpEVpYWJidLP7ivx+5YJXGcfm1rdUsTbeekwfWyeaFqDadLUPExPlhEQRaj/cSHjmPNTcn4uLickENOgE0aj3RcX5nLUErly2LBvym6m7udShBy5SRmwqb50RUYDrVQ9aI4rMkp1WXaKyenfQgsgsisVgERkaGqSjREJ3igiAIqFVjDPUoiE0MtDtORUmnrW+N1UyaVRBJRUnnhDIyEROTygSJuIkBBCL5y7T1iwFreZn4WYilarlSmV8nNSodWx5OA8ZJo0hm/7K1iqXpoWTlR55TkampqUGv15OTkzMtZbK3t5eNGzcSHx/PP/7xjxlTN6eDp556ipdeemlCasy//du/8eyzz54zNWYyCIJAREQEWVlZfPLJJ7Nxyk44cU7o9Xp2795NcXExH374IYGBgZL/c8WKFVO6cSCa4IeHh8nKyprQc8MRFotF8n/qdDoUCsVZy6TnEvr7+6moqGD+/Pmz1lj7ckD0POl0Orq7u3Fzc8NsNpOamkpERMRV8zrlGBsbo7S0lICAAFJTU6f1GsvKyti0aRM///nP+X//7/9dtvfJOS5dHObm1WaOwtXVlYKCAilh5tNPPyUuLo6f/vSnJCQkcP/99/POO+8wODg46f6CINDY2EhLSwu5ublTygNXKBT4+/uTlJTENddcw4oVK/D19eX06dPs27ePiooK2traMBgMfP+ZFbzzwe1839as0xFTUW2+8VCGdOe+UqXBYAsREJWb86k2t21ZzLJVYUQuMGNWgKefN0cPdtglY50LWfmR0r++/lGMWOwCChxVG6l5Zn4EZgRJpSlVdkxIQatwSAjLKIhgoH8Mk8Jy1uS0jIIIEm1G/fKSTioPaGgqH8LHx4fQ0FAEQWBxXgAGs5Huvh5Kdh+33vXbbz3eTVsWSiTlo7eOTzg2YG1kqrBPKqtXdWOSpZdl5kdgwkKjqlsy9ouv/f1tzYCV1OQ4RC0bMeMb4CG9h3myz+uQshXfAA9GGO8lI0L8+/89nUdtbS1DQ0PTJjL9/f0UFhYSHR3N3//+98tKZADuvPNOzGYzf/jDH6R1Y2Nj/OUvf2HFihXSgKFWq2loaLDbV6fTTTje1q1b0el0rF+/fnZP3AknzgIfHx/uuOMOtm3bRmdnJ//93//NwMAAd999N8nJyXz/+99n//79mEymSfc3GAyUlZVhNBrJy8s7L5EBpH5RqamprFmzhrQ06w2Tmpoa9u/fT21tLTqdblYToC4U3d3dlJWVsWDBAhYtWnRVTfDFZLTMzEyio6MRBIGgoCDq6upQKpU0NDTQ09Mzpz6Pi8HY2BhlZWUXRWSqqqooLCzkRz/60WUlMuAcly4WTmVmBmCxWKisrJQaoZ0+fZobbriBwsJCbr31VgICAtDr9Wzfvp2kpCSys7OnNFicD3q9XqqdHRwcJCgoSLozJq+dFUvRLka1OaZsp07VdV7VJnN5GB0dHZxsMODj7c3yAuvj777VxFC/QWrS6W7j0fKgAPlyqcPy+9uacUVBZJwvy/Oj7VQZEfKyK7D6TRbbUtBy86MkVUaEvLHnuLJjHy5QYQsTECGWjt36T3HodDoiIiJoKh9EQGDJ8iAqvuzAaDTQ3WFg1YZQKRnN1dWVj946TqStl062TF0SU8jE9eJrF3+YObZtS5UdZOVHSq9dfG/e3dZIpMzwL76fJls5W05BFMeUHXbE8/+2VrEkPcROkbkmf76dIiMSmYGBAXJycqaVsz84OEhhYSH+/v6899570y7LnGncfffd7Ny5k8cff5xFixbx2muvcfToUb744gvWrFkDwLp16/jyyy/tYlG9vb255557SE9PZ968eSiVSv72t7+xbNkyDhw4cMma3jnhxFRgMBjYs2eP5P9UKBRSsM2aNWtwd3enrq6OmpoaUlJSSE1NvejyT0fDuslkIjQ0lIiICEJCQi5bealGo6GmpoYlS5ZctR3vBUGgvr6e7u5ucnJy8Pb2xmKx0NPTIylooh83LCzssn4eFwODwUBpaankd5oOCampqeHWW2/le9/7Hs8+++ycILbOcWn6cJKZGYYgCNTU1EjEprGxkdWrV9PU1ERISAh79+6dlQndyMiINHj09/cTEBAgmTTlzycnNnDuBLSpEpv8/FiOKttZlhdCR0cHfn7+nKgblYgM2CeklZV0SMEBwKRxz6WTLOfmR0kT+SZVN4vTQySlwZHIiAle2fmRVCo1tKsHGewzcJ+t3AqsZCbToUeLvMwtx0aA7ErHlJ0kLvOmbF87vr4+rLg2bsI25cpOmqu6iV3sQ8JSd8bGxjjTYMbDw52cdTHUHO62++wyZaVk7epBIuN8JfVFfM529SBRcb4TSuzEsjOLQ3nZYWUbjapuqbzM+rlZCc0hZStn1IOExXlLn+lhZRvX2JphHla28fb7RdTV1dHX10dubu60iIxer+f222/Hzc2NDz744JL1bpgKRkdH+clPfsKbb75Jb28vGRkZ/OpXv+Lmm2+Wtpls0HjwwQc5ePAgZ86cYXR0lPj4eO644w6effZZyV/ghBNzESaTiS+//JLt27eza9cuDAYDubm5HDhwgG984xv87ne/m/EJnSAIDAwMSGOTWCYdERFBaGjoJUsPE2OJ09PTL0lj3ssBi8VCXV0d/f395OTkTDrPkBNNnU6HwWC44GS0yw1RRfTx8Zl2cEN9fT233nor3/72t/nlL385J4gMOMeli4GTzMwiBEHgiy++4N5778VoNKLX61mzZg1FRUVs2rSJsLCwWfkRjY2NSYNHb28vfn5+ErFxZOgXq9ocU7ajVg8w2DdGdJw7BfmxNNUMA1Pz2pSVdNCqHsQFBdFxvqzMj5mgysi704sodfDXuOIygcxkO6g2CrvtrX87khmRLFQpNTRWd0v9dsBKKsZGRwlPtBAZGUlT2QANDtuIx5GrLRaLBZPBSFyqOyMjI3h4eNBab+J0s95OBQL429ZaFqUHk233WttpUvWQlB5s9x68uVWFb4AHt9232O59EhWZXFvPIPF9P6bs4Ix6gGgbKXIksCKh+X9P50lE5myD4vkwMjLCnXfeiclk4uOPP8bX1/eCj+GEE07MDsxmM88//zw//elP8fLyQqFQcMstt1BUVMQNN9wwI5UDjnBM4hoeHiY4OJiIiAjCwsJmbSItpnldzbHEFouFmpoaqRx4KjefJktGE6s7wsLC5oyKLsdMEJnm5mbWr1/P17/+dX7zm9/MWW+XExcGJ5mZRahUKm644QbuvfdeXnjhBVpaWiguLmbHjh2UlZWxatUqioqKuO2224iKipoVYmMwGKRGaN3d3fj4+Nj1C5BjuqrN/r2niE2AtpMKPD09JNUmP99a4zmdPjbJsrhneVLZZMvvbWvCBYUUv+xmK2FzJDPy5b9trZMaYIqKj2PJGoD8EzGMjhG5SCAyMpJ58+ZJ8cfybRSTkKS/b60jKT2YnPxILBYLw8PDlCk7iUl2QV1nwN3dg7w10dSW9gLYlZJl50dRqmwn2yFu2dHwLypUpcoOVCot//RwuvTegpU4KpVnOGNTeM722T7+9HLq6+vp6ekhNzd3WgPa6OgoX/va1xgcHGT37t1XbRyoE05cqXjttdd45JFH+Mtf/sIdd9zB4cOHpWAbnU7HzTffTGFhITfffPOs3YgQy6Q1Gg1DQ0MEBQVJxGY6SrAjBEGgubmZjo4OsrOzr9o71BaLherqaikyf7qeRMfqDnky2lxQ1Y1GI2VlZXh5eU07hvzUqVOsX7+eO+64gxdffNFJZK4iOMnMLKKnp4edO3fyrW99y269IAio1Wp27NjBjh07OHz4MHl5edx2220UFRURGxs7a43Qurq60Gq1dHV14eXlJXls/Pz87J5THvl8LpVmcHAQ5ZctrLl2gXTBO6Rsw002xW9TD3LPfdb+JlPtY+Mi2O9/h6zJpyOZOaZslzWI7JRK2JafpQStTCpBG+9306DqZstD4yVZjuTmvdfqGRwwsDg9hBXr5tuOY79NpbKTRlU3X3so1e44E2FreLk6gpHhYSqUGjRtwwSHu5O2IhgfHx+8vLyoOKChXtUl9X8RnxOsZWVyLw1YCc0hZRsWW5jACtl7qlYPEBnnI20DE8np408vp6Ghge7u7mkTmbGxMe6//340Gg2fffbZVXsn1AknrmQcPnwYo9FIQUGB3XqLxUJ5eTnbt29nx44dtLa2cuONN1JYWMgtt9wya31lxIm0RqNhYGDgrGXSU4XFYpFuymRnZ8+JyfhswGw2U1VVhdFoJDs7e8bULYPBIJWidXd34+3tfda5wqWASGTmzZtHRkbGtEiIWq3m5ptvZsOGDbz88stOInOVwUlmLjMEQaC9vZ2dO3eyY8cOSkpKyMzMpLCwkMLCQhYuXDgrFw6z2WzXCM3Dw0O6WAUEBJyT2IB1Itzf38/BklZ8fX0oWJcgPe5IfOTEpk7VxbcfypKWz6faHFG22xEbd1wmEBkYL0GTl6SJRKJDPUShrRQLrGQm20Hpkb/DrjZlx0pUBHp6eqk8qGH1TQupO2rNbG+3RTpnTVLaJjfoT9b0s8GBoAC891YTYdHzMBqNxKe4YzGbOd1ooldnIibBnzyZ/+iNrTW2RqP2r6HV5rexGv6t74tIaP6wtYLF6SHnVGREIpOTkzOtMhOj0cjXv/51Wlpa+OKLLwgJCbngYzjhhBNzAxaLBZVKJfk/jx8/znXXXUdhYSEbN26ctb4yo6Oj6HQ6NBoNfX19kkIwWZn0ZJBHTGdnZ8/JcqmZgMlkorKyEkEQyMzMnLUyPZPJZHcT1N3dXep7FxgYOOukYCaITHt7OzfddBPXX389//u//+skMlchnGRmDkEQBLRaLbt27WLHjh3s3buXpUuXSo3QFi9ePGvEpqenB41Gg06nw9XV1a5fgPw579q4g1X5MfT09DAwMEBri4L8tfHS4+fz2uzY1khs3Ljc79ikczIyI48TfutVFSm24AHRs3OuErSJ3hrr345kJkdmrBfL3PLyo+ju7qHqkBY/Pz/y1o6/jre31rLYFmBgJS3jgQPy4/gFeLBJRqRKZTHTYCVdpbJ9y5WdCFgHEKPRQFyKO42Vg7i5u5NzTQR1VYO4KBRS0plIaA4p22hTDxIV7yfzyFify4j5vIpMY2MjOp2O3NzcaREZk8nEt771Lerr69mzZw/h4eEXfAwnnHBibkJMyRKJTW1tLWvXrqWoqIiNGzcSGho6a2XSYulTT08Pvr6+0tg0WfmbOMG3WCxkZWVdEYb26cBoNFJZWYlCoSAzM/OSBSlc6mQ0o9FIeXk5Hh4eLFu2bFokpLOzk/Xr17Nq1Sr+7//+74pMb3Pi/HCSmTkKQRDo7e3l3Xffpbi4mM8//5zExEQKCwvZvHkzS5YsmZW7CxaLhd7eXonYCIIgDR7BwcEoFAop+vHgPgWlR7Tn9NY4LsuJTfG2BuLixptDORKbIw69URyDA86oB6TggFWy4ICzkZtyZSf1qi6SbWRoRX60HZERtwcrsTjw6SmMRgMBvgHkrR0/L3mZ2rj6M8jG+5Ls3kvxWI6QE5529SDRcX4T/D21qi7ut5W9GYwGhvXD7HzzFJ7eCgrWW2uYfXx8qDqs44x6gKg4X3ILoieU7f1xawXJ51FkmpqapI7f0yEyZrOZf/3Xf6W8vJy9e/cSGRl5/p2ccMKJKxKCIHD8+HHJ/1lRUcHq1asl/+dsNWg0Go12/k+xTDoiIgJfX98JE9+rddIqvk53d/fL+joFQaC/v18im2NjY1JD75lIRjOZTJSXl+Pm5kZmZua05jtarZZbb72VZcuW8cYbb1wy0ufEpYeTzFwh6Ovr4/3332fHjh188sknzJ8/X1JspnvH4nwQCZV4sTKbzbi5uSEIArm5uXaS/4v/fmRG+9jk58dOUGXOVpJWWmKdwDeouvnmQxnS4xO9NTayUxBFWYnoleni6w+l2+2TnR+JTqdjdGSUztMuaFqHibGpSXn50RPK1I4p2+lQDxFtCyDIs5EkR4JSr+qy8+WI+4pwJG3iD1N8zUeU7ZgFC0aDgUWp8xgZGaGpfozWU6MsTgvmmrWxoFBI+xsxA2C2HcmR0Pzj/c00NzfT2dk54fOcKsxmM4899hgHDhxg3759xMTEnH8nJ5xw4qqAIAh2wTZHjhxh5cqVUpl0TEzMrBCbyUqfTCYT/v7+ZGZmXrVERkzz8vLymnbJ1WxAnoym0+mkQIfpJqPJicx0CVt3dzcbNmwgKSmJv/3tb1etSueEFU4ycwVicHCQjz76iOLiYj7++GNCQ0O57bbb2Lx5M7m5ubNygRPvBo2OjuLi4oLRaLRrhCa/4zFZ3PNUVBtxWYx7dkFBTJwfq219bGAqwQHj5zzRX9NBboH9snx7FxQIgkBssitjY2NER0VTeVgnU3Y6qFd14x/gQeF9ybLjtEvRzOI2S9ND7cjMMWW7zWczTnhEIpOTHyWpPVKjTNt5lpaMrxfPXdpvVSQl+1pYlDqPymPduLgoyFkRjo+PD6/9tR6/AA/uum/JpO/3408v5/jx43R0dEybyFgsFh5//HG++OIL9u7dS3x8/Pl3csIJJ65KCIJAW1sbO3bsoLi4mIMHD5KdnS0Rm4SEhFkhNv39/ZIiYzAYzlkmfSVD7Hjv6+s77VjiS4XJktFEn835whhMJhMVFRW4uLhMm5j29vayadMm5s+fz/bt26ed8ObElQMnmbnCMTw8zO7duykuLubDDz/E39+fTZs2UVRUxMqVK2fkDpXBYKCiosLuLsng4KB0sRoZGSEkJERqhCa/A3KxfWxEkiKqNqunGPe8661G5su8OWJcsyOZkZvo33hVxfyF87CYzVx7cxKVh3TWfRxUGHm/GvGvnAnbWOFIWsBaplav6mZJeojdfmXKDupUXSzOCLF7LTvfagSgaIs9gVKpdJKqJFgEDu5TYzAa0BvHUAAuHm54uLuzZp11EiFXZI4fP057ezu5ubnTSvqxWCw8/fTTvP/+++zbt4+FCxde8DGccMKJqxOCIKDRaNi5cyfFxcXs37+ftLQ0idgkJSXNCMno7++noqKC+fPnk5iYiCAIkqdDq9WiUCgICwsjIiKCoKCgOU0AzoXR0VFKS0sJDAxk6dKlV9TrkLeH6OnpkcoDw8LCJqTjmc1mysvLL4rI9Pf3U1hYSEhICLt27ZqRmG8n5j6cZOYqwujoKJ999hk7duzg3XffxdPTk02bNrF582ZWr149rXrR0dFRysvL8fHxOWu2u7zx1tDQkF0jNPkdkbPFPU9VtRHN+2r1AK4ouNsW9wznJjelJdYStiUZobKyNnsic6SkHf3QEEnp3nScVKBQuFCv6uIBWdmaY9jAu9uaGewfI1kWAy1PVxPVljpVF/8kK2UTn1+EeB5Hle3kFoyTn+X50ZJvSI7l+dEcVLZaDf+2RqMi/r6tDjMCGzcnoB/WU3pYg0UQyM2z+mx++LM1tLS00NbWdlFE5ic/+Qn/+Mc/2LdvH0lJSeffyQknnPhKQhAEuru7Jf/nF198weLFi6Uy6SVLlkyL2HR3d1NVVcWiRYuIi4ub8LjFYpG63Ytl0iKxCQ4OvmJK0UZGRigtLSUkJGTa79Vcgclkoru7WyoPlKtofn5+VFVVAZCVlTWtz2dwcJDNmzfj7e3N+++/PyvNX52Ym5gTZKajo4P//M//5MiRI5SWljI0NMTevXtZt27dlI/R1tbG448/zqefforFYuHaa6/lpZde+sreMTYYDOzdu5fi4mJ27doFwIYNG9i8eTNr1qyZkuyq1+spLy+/oIvo8PCwNHgMDAwQGBgoERt53exU+9icbdlVpo50qIe401ZOBRNL0I7YyNBym5dFDA6409a7xmIR2PtJM8kZPkRGRuLq6spRZTsK2S9DfL7JytbEUrB29SAxcX522xx1KC9bnh9t590R921TDxJtM/Fbj93OGfUAAnC7XUlbh2T4z3N4fSYswLhH5pr8+QgIKL9UYzQY+PFziQwNDaFQKFiwYAHz58+/4LtWgiDwq1/9ir/+9a/s3buXJUuWnH+ni8DY2Bg//elPeeONN+jt7SUjI4PnnnuOG2+88bz7Oq8JTlwMnOPSzEMQBMn/WVxczKeffkp8fLwUbDPV8imNRkNNTQ1Lly4lKirqvNvLzeoajcauTDo0NHTOEhu9Xk9ZWRnh4eEkJydf0UTGEY7JaEajETc3N1JSUggLC7vgz0Sv13PHHXegUCj46KOPZrW3kHNcmnuYE2Rm3759XHvttSQlJREaGsqhQ4cuaNAYGhoiOzub/v5+nnjiCdzd3XnppZcQBIHKysqvfL8Lk8lESUkJ77zzDrt27WJ0dJQNGzZQWFjIddddN6k5b2BggPLycmJiYli0aNG0LqKjo6PS4CHWzYqN0BzvmMjL0eDsKo24Tr78163VUnCA6K+xT0Vrm5CSJpITQRA4dbybyIh5rFufJA2kR5XtE0rQlshS0OSERL5Nii2uWe7lEQmKVSHqJjU91G6/I8p2Gqu7SXYoLztse+3ic4qvvdVGfFY4KDIWBMkjc1DZClgJDcATz6zg5MmTtLS0EB0dTX9/v9ScTqxlPp9vRhAEfvvb37J161b27NlDenr6ObefCdx7771s376d733veyQlJfHXv/6VY8eOsXfvXvLz88+6n/Oa4MTFwjkuzT4GBgb48MMPKS4uZvfu3UREREiKTXZ29qTEprW1laamJtLT0wkLC7vg5xQEQSqT1mg0jI6OzmgK10xhaGiIsrIyoqOjpz0GXwkwm81UVFRgNBoJCgqiq6tLSkYTY5/P95mMjIxw1113MTY2xu7du/Hz8zvn9hcL57g09zAnyMzg4CBGo5Hg4GC2b9/OXXfddUGDxu9+9zuefvppjh49Sl5eHgANDQ2kpaXxgx/8gH/7t3+bxbO/smA2mzlw4ADFxcXs3LmT/v5+brnlFgoLC7nxxhvx9vbmww8/ZGBggFWrVpGQkDAjzzs2NiY1Quvt7cXX11ciNo53UC5GtXlnWz0uuBAT50dBfqydKgPjcc8r8qOxmC10dHbwyQ4daZnhKBQKyaeT56CuiMcQlZRaVRfffDhjwjZ5snS1NvUghTKfi3w78RzEc8rLj7IrPbPY1BW550a+TnxdK/JjUCrP2D0uEhiR0BR/cAenTp2ipaWF3NxcqT+D+JmItcw+Pj52PRzkg6cgCLz00ku89NJLfPHFF2RmZjLbOHr0KCtWrOD555/nySefBKwEOS0tjfDwcA4ePHjWfZ3XBCcuFs5x6dJCr9fz8ccfS/7PoKAgbrvtNoqKili+fDkKhYJXX32VpKQkli9fTlBQ0EU/pyAI6PV6NBoNWq0WvV5PSEiI5Om4XMZx8WZibGzsrDXOngswm81UVVVhMpnIzs6W0lL1er1d6fq5ktFGR0e599576evr49NPPyUgIGBWz9k5Ls1NzAkyI8d0Bo3ly5cD1i+ZHDfffDMnTpzg+PHjM32aVwUsFgtHjx6VGqFpNBqWLFlCVVUVzz33HI8++uisPK/YL0Cj0dDd3X3OSbTYpFPE+cjMQWUrq2yT+SPKdmpUWtLSw8i3BQccUbazIj8as9lMR0cHjaphfH19WFEQI5VwDfSPsTR93F8zWSPPNvWgFDCwUiJA9qqK2ENGvg1gR1zabKVpcvJUvK0RAYHbbWVwIv68tZKU9BDp9VnPpY0T6j7uPociIxKZnJycs96xMhqNdHV1odPp6OrqwsPDg+DgYM6cOcN1113H//zP//Dv//7vfPrpp9JFeLbxgx/8gBdffJGenh78/cf7Ef3mN7/hRz/6EWq1mtjY2En3dV4TnJhJOMelS4uRkRE+/fRTiouL+eCDD5g3bx4BAQG0trby0UcfkZOTMyvPOzw8LBGbwcFBaRIdHh5+yYzkYjrbggULZuxm4lyExWKhsrLSjshMhpGREemmW19fnzSGzZs3jyVLlnD//ffT3t7O559/TnBw8Kyft3Ncmpu4ciIxzgKLxUJ1dTW5ubkTHlu+fDknTpxgcHDwMpzZ3IeLiwsrV67khRdeoLm5mSeeeIKqqipCQkL4+c9/zj333MPbb79Nf38/M8l53d3diY6OJisri3Xr1pGQkMDQ0BBHjx7l4MGDNDc3S8/5zge38/1nVvD9Z1ZMSmTkECfyIsxYpNIwpfIM27bVckrdh9lkpqO9A3c3d4nIgJVkRMf58g2b6f+Qso3t2xomfQ1F9yWTayMvf95ahVo9MGGbwvuSJYLzf7ZtRNKSlx+FGYv0TywpO6xsIybOl5g4P44o2yQF5qCyVQojOCR7nUYszI/zm0BiDipbeeKZFZw+ffq8REb8TKKiosjIyGDt2rUkJydz5swZHnjgAaKiovjJT37Cs88+e0lKy0RUVFSwePFiuwEDxgeEysrKSfdzXhOcuNxwfgcvDl5eXhQWFvL666/T2tpKamoqra2tuLm5ceedd/LYY4+xZ88ejEbjjD6vt7c3CxYsYMWKFaxevZqwsDA6OzspKSnh2LFjtLS0MDIyMqPPKUdvby/l5eUkJiZe9USmqqoKo9FIVlbWOcOJvLy8iIuLIzc3lzVr1jB//nz27t3L2rVriYmJ4ejRo/z2t7+dEaVuKnCOS3MTVzyZ6enpYWxsbFIToLiuvX1iIpQT9ti6dSu///3v+eSTT2hvb+fIkSNkZ2fz+9//noSEBO68805ef/11enp6ZpTYuLm5ERUVxbJly1i3bh2LFi2SEtSUSiWNjY309fVNIDYi5OTGujzfbvma/PmsyI9hRX4MMXF+RM/3YfenDdTWDbF3TzfIVCC5RyUvP5q8/GgsCJgROKRs45CybUIjTzMCKekhRMf5SdscdiBZefnRpKSHEBPnO+GxIhnhER/Ly49mue0fwJ+2Vkjbr5S8RK0olWdYmR8zoazsmvz5FH9wBy0tLZw6dYrs7OwLqiF2dXUlLCyMm266iV/96lfW8ywq4uWXXyYsLIx/+qd/mtHvwNnQ0dExrd+185rgxOWG8zs4M7BYLGzZsoXOzk4aGxvRarW89dZbuLu78y//8i8sXLiQhx56iE8++YSxsbEZfW5xEp2Xl0dBQQGRkZF0dXVx4MABjhw5wqlTpxgeHp6x5+vu7qaiooKkpKRJ09muFohExmAwkJ2dfUEeJQ8PD2JiYnjyySfZsGEDgYGBFBQUcOeddxIXF8d///d/z+KZW+Ecl+YmLjyr9zywWCwYDIYpbevp6XnRtaDiXZLJJGCxtnI276RcLcjOzmbPnj2SfJ+enk56ejo///nPaWxsZPv27fzhD3/gu9/9LmvWrKGoqIiNGzcSFhY2Y/W8rq6uREREEBERgcVikSIcKysrUSgUhIeHExERQWBgoB2hefHfj0xQZSZbtlgsxCXAPK8QwsLC2L6tASNmyXPihoudqf6Iss1WAmYlFcXb6hnoN2DEIhEIYIJpv0HVLSlC4nEAO9JS6xD7nJcfbafOiKTFjAX/AE8EBGn9yvwYDihbOaMewKIUuCZ/Ptfkz+egspWDylaKP7gDtVrNyZMnycnJmXAHaSoQBIG33nqLZ599lg8//JBrr71WMimqVKpLUsM9MjIyrd+185rghCOc49KVCRcXF+666y7Wr18vlRDdcMMN3HDDDbzyyisolUq2b9/Od7/7XQYHB7n11lspKiri+uuvn9FYXk9PT2JjY4mNjbXrm3LixAmpTDoiIgIfH59pfXd0Oh3V1dUsWbKE6Ojo8+9whUJUJ8bGxsjJyZlW2ILZbObhhx+mrq6O0tJSoqKiMBgM7Nu375Kk0jnHpbmJGScz+/fv59prr53StvX19aSkpJx/w3NAvGBNdldmdHTUbhsnzo5Vq1ZNul6hUJCSksKPf/xjnn32WU6cOEFxcTFvvPEGjz/+ONdccw2FhYXcdtttREVFzdgk18XFRUoysVgs9Pb2otVqUalUCIJg1y/g+8+s4PtYyc1/yMID5ITDYrEQmyDg5e1tTSZStknJX2ANDhjoH8OIRfLXAHbkJjrOj9vzYziibOegspU6lY709PAJ5y6WqR1WtlGn0uEf4MkdMv+LqOaI5GVlfoz094r8GI7Y1J1W9QAxcX7Svodt68Xo5bvuWyIRGJHQPPHMCtRqNSdOnCA7O3vaROadd97h+9//PsXFxdLvWaFQkJWVRVZW1gUfczrw8vKa1u/aeU1wwhHOcenKxX333TfpeldXV9auXcvatWv5z//8Tw4fPsz27dt5+umn6erqYv369RQWFnLzzTfPaEyvqA7ExMRIXkOtVsvp06eZN2+eRGz8/PymNB6K41pqaiqRkZEzdp5zDRaLBZVKxejo6LSJjMVi4bvf/S6HDx9m7969kqLh4eHBTTfdNNOnPCmc49LcxIyTmZSUFP7yl79Madup5MOfD8HBwXh6etLR0THhMXHd1Xyn41JCoVCwaNEinn76aX7wgx+gVqspLi5mx44dPP300yxfvpzbbruNwsJCYmNjZ5TYhISEEBISQkpKitQIrb6+HpPJJEULh4SE8IRNsXmCFRKxMRgNDAwO4OsTRXBIMAomnldMnB935VvJjVJ5hlqVjtT08dhPuU9FTCETEDBjkR5zPO7y/GgEG/FwLC8TSdIRZRvvbKsHkHrliI+ptmqJxFfaZ2V+DG+/XUe/LaAAmKDInDlzRiIy00112bVrF4888gh///vfufnmm6d1jJlAVFQUbW1tE9af73ftvCY44QjnuHR1w8XFhWuuuYZrrrmGF154gbKyMrZv384vf/lLvvOd73DjjTdSWFjILbfcMq0bPGeD6DWMiorCbDZLxKa0tBR3d3eJ2AQEBEw6HnZ2dlJbW0t6ejrh4RNvjF0tsFgs1NTUMDw8fFFE5oknnmDfvn3s3bv3rCb72YZzXJqbmHEyExkZyQMPPDDThz0rXFxcSE9Pp7S0dMJjR44cYeHChbOeOf5VhEKhID4+nu9///s8/vjjtLe3s2PHDnbs2MGPf/xjMjMzKSoqorCwkAULFswYsVEoFAQFBREUFMTixYsZGBhAq9XS1NSEwWCw6xfwxDMrGBwcpLy8nKHBaIKCg1CgkJQMEY4laRYEu+AAgBqVju88NK5IyEvBYFzZWSojQPL4ZHG5VqWzK0FbkR+DRWklPCIpWmUjKN98aBmHlW3S+ZkVAvPj/LgzP4VDyjYOHGhl9epxRaa1tZXm5uaLIjIffPAB3/72t3nzzTfZuHHjtI4xU8jMzGTv3r0MDAzYTUCOHDkiPT4ZnNcEJxzhHJe+OnBxcSEvL4+8vDx+85vfUF1dzfbt23nhhRd46KGHuP766yksLJQ8F7NRJm02m6WGkBUVFXad7gMDA3FxcaG9vZ2GhgaWLVtGaGjo+Z/gCoVIZPR6PTk5OdOKu7ZYLPzwhz/ko48+Yt++fZc1HME5Ls1NXHEBAGq1moYG+4SpO++8k2PHjtl9SRobG9mzZw933XXXpT7FrxwUCgUxMTFSwsyZM2f41re+xZdffkl2djarV6/md7/7HY2NjTNqHFcoFAQEBJCUlMTq1avJy8vDx8eHkydP8uWXX3Ls2DGOHTtGdHQ0v/7dLTz5zEqeeGaFHZER4bjumvz5kj/FgoB/gCcHlK0cULby9211E/aPifPjmw8tY0V+NAeVrfxxawUt6n67MjU5STqkbJX+ic8jkqP/3VpOi7ofQFp/+kw/NSqdtI0YfHDgQKtEZJqamsjKyiIwMHBa7+fu3bv55je/yV/+8hc2b948rWPMJO68807MZjN/+MMfpHVjY2P85S9/YcWKFdKdudm6Jlgslgnr5liSvRNzBM5xaW7CxcWFzMxMnnvuOWpqaigvL2fFihW8+uqrLFiwgM2bN/PXv/6Vrq6uGf1tiyEqqamprF27ltTUVKnMav/+/Rw9epT6+noyMjKuaiIjCAK1tbUMDQ1dFJH52c9+RnFxMZ9//jmJiYmzcKZTx+Uel8A5Nk2GOdNn5rnnngOgtraWv/3tb/zzP/8zCxYsAODHP/6xtN26dev48ssv7T64wcFBsrKyGBwc5Mknn8Td3Z0XX3wRs9lMZWXltLoEO3HxEASBnp4e3n33XelClJSURGFhIZs3b2bJkiWzZiTv6Oigrq4Od3d3DAYDwcHB0p0x+QVV7rGBiX1aHJcB/rS1kjSbArPapqIAdkrNIWUbLrKyM/Ev+Tb/sJWXzY/zk45/wHYsQdYAU3lAVGxiJpzPU0+vpK2tjcbGRrKysqYdT7lnzx6+9rWv8T//8z9s2bJlzjRpu/vuu9m5cyePP/44ixYt4rXXXuPo0aN88cUXrFmzBpida4LZbJbMpH19ffT39xMfHz97L9SJOQnnuHR1QhAEjh8/zvbt29mxYweVlZXk5+dTVFTEpk2biIiImJVroCAINDQ00NbWJjWIlJdJXwoD+6WCSGQGBgbIycmZVp8eQRD49a9/zZ///Gf27t3L0qVLZ+FMLxyXa1wC59h0NswZMnOuC4f8FCf7ggC0trby+OOP8+mnn2KxWFi3bh0vvfQSixYtmrVzdmLqEASB/v5+3n//fYqLi/n000+JjY2lsLCQoqIiMjIycHGZGaGwp6eHyspKkpKSiI2NZWRkRGqENjAwQGBgoERsHLsJ37GxeEIJ2mQlaeK6w8o2qmu0pKaHkb/auk7sf7NKKi9rR6WybrPagSTJzf9n1APMj/O3Izx/s3lkHnwoc8I57Hz/TqlUITMzc9oNw/bv389dd93Ff/3Xf/HAAw/MGSIDVmPkT37yE9588016e3vJyMjgV7/6lZ2XZ6avCRaLRfouPv744xw9epSGhgby8/P5v//7P0JCQhAEYU69T07MDpzj0tUPQRA4ffq05P88duwYK1eulIJtYmJiZuy3furUKU6fPi2Fs4hl0hqNZkKZ9Ll6r8x1iESmv7+f3NzcaROZ559/npdffpk9e/aQkZFx/p0uES7HuATOselcmDNkxomvFgYHB/nwww8pLi7m448/Jjw8nNtuu43NmzeTk5MzbWLT3d1NVVUVycnJxMTETHh8dHQUrVYrdRP29/eXTJqOSSL/YYt8Phe5OXCglVX5MRKBqVHpCAzw5Gv3LrXbZ5WM/ICVuNwtS1M7qGzljHqQ+XHWmtlr8udz4IC9SiOuF3H/1+Opr6+/KCJz8OBBbr/9dn73u9/xne985yt5ETx9+jQBAQEEBQXZDQTf+MY3KCsr48c//jFeXl48/vjj5OTk8M4771zmM3bCCSdmA4Ig0NraKvk/Dx48SE5ODoWFhRQWFhIfHz+ta6QgCJw8eZIzZ85M2sBYEASGhoakm24jIyOEhIQQHh5OWFjYtAzzlwuCIFBXV0dfXx85OTkTbhhO9Rj/+Z//yQsvvMBnn30mtYz4qsE5Nk0dTjJzgejr6+MHP/gBO3fuZHh4mOXLl/Mf//EfZGdnn3ffBx54gNdee23C+uTk5Am1lV8l6PV6du/eTXFxMR9++CEBAQHcdtttFBUVsWLFiilL7zqdDpVKxZIlS6aUSGQwGCRi09PTg6+vr12/ADkmIzYHZOVfIg4qW+1SzVxsv65VDoRIPhyKiWSrHFQbVY1uUkXmmvz5EpFZtmwZISEh532tk+HYsWMUFhbyq1/9ikcfffQrSWQOHz7M+vXr2bdvn51x8/XXX+ell17i9ddfJz09HYAvvviCb3/723z55ZczerfWCScuFs5xaeYhCAKdnZ3s3LmT4uJi9u/fT0ZGhkRsFi1aNKVrgCAINDc309HRQU5ODr6+vufdR6/XS8RmaGjorGXScw2CIFBfX09PTw+5ubnTJjKvvvoqv/71r/nkk09YsWLF+Xe6CuEcmy4MV66OeRlgsVjYsGEDVVVVPPXUU4SGhvLqq6+ybt06ysrKSEpKOu8xPD09+dOf/mS3brrJU1cLfHx8uOOOO7jjjjsYGRnhs88+Y8eOHdx9993MmzePTZs2sXnzZq655pqzSu8ajYaamhrS0tKIiIiY0vN6eHgwf/585s+fj9FolBqhnTp1Ci8vL4nY+Pr68sQzK3hikl42jkTGUcWprukiLT1MSh4TCYlIXA4pW/nf/6mwi4EWVZnU9FA7AiMe+5++kUBdXd1FEZmKigqKior4yU9+8pUlMgCff/45AwMDdiZci8XCiRMnSE1NtftNL1y4kIGBAfr6+pg/f2KIhBNOXA44x6XZgUKhICoqiocffpiHHnqIrq4uyf/561//muTkZInYnM3/KQgCjY2NaLVacnNzp9zvxsfHh4ULF7Jw4UKGh4fRarVSSfG5yqQvJ2aKyPz5z3/mueee46OPPvrKEhlwjk0XCqcycwH4xz/+wT333MM777zDnXfeCVjVgMWLF3PLLbewbdu2c+7/wAMPsH37doaGhi7F6V7xMBgM7Nmzh+LiYnbt2oVCoWDjxo0UFRWxZs0a6Q7VoUOHGBkZIT09fUZMtSaTSeoX0NXVhYeHBxEREYSHh+Pv7283aD3/28PA5EEBcnJzSNmGWj2AAoiN82e1zV8jV3fEUjW1eoC4OH+JKMmP/fUHFlBTU3NRcZ4qlYpbb72VJ598kmeeeeYrSWREyf6VV17hu9/9LseOHSM7O1taPzAwQHNzs1TeYDabGRgYYNWqVXz44YdSos7IyAjz5s37Sr6HTswNOMelSwtBEOjr6+O9996juLiYzz77jISEBMn/mZaWhouLCyaTiT179uDt7U1OTs6MNES8kDLpSwkx2KC7u3var1UQBF5//XV+8IMf8P7777Nu3bqZP9ErAM6xaXpwKjMXgO3btxMREcHtt98urQsLC+Puu+/mzTffZGxsbEpGN7PZjF6vn9HmXVcjPDw8WL9+PevXr2fr1q3s37+fd955h+985zuMjY2xceNGFAoF77zzDvv375+xdCA3NzciIyOJjIzEbDbT3d2NVqulvLxc6hcQERFBYGAgTz290rrT0+PEBib2rhEQiLWllok9YlQqHenpYRJpGU8rExAQJDIkEiKRyFxMnGddXR0bN27kscce+8oSGRg3dkdERCAIAgMDA9J6i8WCv7+/XZ22q6srHh4ejI2NodFoSExMpLKykh/96Ef84Q9/+MreDXPi8sM5Ll1aiL3OvvGNb/CNb3yDgYEBPvjgA4qLi7n++uuJiopi48aNHD16lL6+PkpKSmaMaMybN4+4uDji4uLsyqSPHz+Or6+vdNNtqgrQTEBUn7q6usjNzZ02kXn77bd56qmnePfdd7+yRAacY9N0ccX1mbmcqKioIDs7e4I5ffny5QwPD9PU1HTeYwwPD+Pv709AQADBwcE88sgjzjtiU4CbmxvXXXcdW7dupbW1lV27dqFWq3njjTdQKBT8x3/8B++99x7Dw8Mz+rwieUlLS2Pt2rUsXboUi8VCVVUV+/fvp66uju7ubiwWC089vVL6JychIsTlVfkxCAikpYdKpEX8B3DPfUsnREN/45sLJSIzXdLW2NjIxo0befDBB/nZz372lSQyQ0NDjI2NScti/bper5fWnS18wtXVFZPJhLu7O/X19dxwww1ERUV9ZQYLJ+YmnOPS5YW/vz/33XcfxcXFaDQafvWrX1FcXMzhw4cZGBjg5z//OYcPH8ZsNs/o84pl0tnZ2axdu5a4uDj6+vo4fPgwBw8e5MSJEwwODs5q/xFBEGhqakKn002byAAUFxfzve99j3feeYfrr79+hs/yyoBzbLo4OJWZC0BHR4eUIS6HaDZvb2+XDFmTISoqih/84AdkZ2djsVjYvXs3r776KlVVVezbt++KjmK8lHB1deXYsWNUVVVRUlKCi4sL27dv50c/+hEPPvggN910E0VFRdx8881TMltOFS4uLoSGhhIaGkpKSgp9fX1otVpqamom9AuQFBvsFRuYvCTt79usEcxp6WETFJkH/jmR6urqiyqjO3HiBBs3bmTLli0899xzX0kic/LkSVatWsWCBQvIz8/nnnvuoa+vj8jISLq7u6Xt5PGXIsxmMyaTifnz53P8+HGeeuop7rrrLrZu3XrWfZxw4lLAOS7NHbi7u/O3v/2N0NBQDh48SFlZGcXFxdxxxx34+PiwadMmioqKWLVq1Yy+r+7u7kRHRxMdHW1XJn306FE8PT3PWiZ9MRCJjEajuSgi8+677/LQQw/x9ttvc8stt8zIuV1pcI5NF4+v7FXKYrFgMBimtK2npycKhYKRkZFJ5XrR6DYyMnLO4/zmN7+xW/7a177G4sWLefbZZ9m+fTtf+9rXpnj2X22YTCapQZWY1rNq1Sqef/55ysvL2b59O7/61a/4zne+ww033EBRURG33HLLjF7IXVxcCA4OJjg4mOTkZPr7+9FoNDQ0NGA0GiViExoaaiU2T1v3E4mNo7cmNs6fe2RqjEhoRCKTlpZGeHj4tM719OnTbNy4kdtvv53nn3/+K3FhmwxffvklKSkpNDc38+KLL/Liiy8SFRVFZ2cnVVVVaDQa/Pz88Pb2tttPEARcXV1xdXWls7OTLVu28OCDD0qDhbyJmRNOXAyc49KVjc7OTlxcXNizZw9BQUHExsZSVFTE6OgoX3zxBTt27GDLli24urpKwTb5+fkzGr18rjJpNzc3KTwgMDBw2uOhmNAmEhnHa+ZU8eGHH/Iv//IvvP7/27vzqCav9A/g34AIERBBkMWqIIu4gqwuUKGMKEUIWKCHWnuwWOqMdSqtjAvTX8WxPbU4MuMoba1WqK3TCkG06ljFglAXkIooFVFRFtlXCQgoyf39wUlqDMgikASezzk5wk1uuK9w3i+X9773+fZb+Pr69us9hgPKphc3YjcASEtLg7u7e69em5+fD2tra2hpaeH111/HgQMHpJ4/deoUvL29cfr0aamiSb3R2toKLS0trFq1SmY3GdJ/IpEIeXl5kgrPd+/exSuvvAIejwdvb2/o6uoOWoVngUAgKYTW1tYmKYRmYGAg9de4pzcPeHZJGgCsCrVAbm5un3Zoe9aDBw+wZMkSLFmyBLGxsSN2IvO0kpIS3L59G8ePH0dOTg4uXLgAANDX18ekSZOwYsUKzJkzBwsWLMDo0aOlvmfu7u4wMzPDN998A2BkhQUZfJRLw9+TJ0+QlpYm2dimo6MDy5YtA4/Hg5ubW78KTPaGSCRCfX09qqqqUFNTAw6HI5nY6Orq9jobGGO4e/cuysvL+7RD27POnDmDFStWYP/+/QgODu7Xeww3lE39N2InM5WVlTh9+nSvXuvv7w8dHR1YWlrC0tISp06dknr+wIEDWL16tWQpUF9NmDABLi4uSEpK6nNf0jPxTiviic3vv/+ORYsWgcfjwcfHB/r6+oM2sXm6XkBLS4tUIbRn6wU8vRxtVagFrl+/jhkzZsDIyKhfX7+iogJLly6Fq6srvv766xF1YnuWeCeYZ6sjp6amIjAwEPPmzQOXy0V6ejpqamoAAC+99BKOHj0Ke3v7bi/vj+T/UzLwKJdGlo6ODvz6669ITExEcnIympub4e3tDR6PBw8Pj0HboUwkEqGxsVGSTc8uk+5uYsMYQ2FhIcrKyl5oIpOamorXX38dsbGxWLly5Yhc9ixG2TQwRuxkpj8CAwORkZGB8vJyqR+esLAwfP/996ivr+/zX1UEAgF0dHTwzjvv4KuvvhroIZNniE/G4olNTk4OFi5cCB6PB19fXxgZGQ3aibWlpUWy+4xAIICurq7kL2NP/9zU1dUhNze318U/u1JVVQUvLy84ODggPj5+xJ3YeiIOgOLiYtja2iI8PBz/93//h3v37iEnJwcnT57EvHnzEBYWJtPn2Y8JkSfKpeFBKBTi8uXLkolNXV0dlixZAj8/P3h6eg7aDmWMMcky6erqanR0dEhWE+jr60tlR2FhIR48eNDr4p9dycjIQEBAAGJiYhAaGjqiJzJdoWzqn5F3xC8gICAAVVVVUn+pqq2tRUJCAnx8fKQCo7CwEIWFhZLP29raIBAIZN7zH//4BxhjWLp06eAOngDo3N7QwsICmzZtQmZmJu7cuQMfHx/w+XxYW1vD09MTe/bsQWlp6YDvAqOpqQkzMzM4Oztj4cKF0NfXR2VlJTIyMnDlyhWUlJRI1si+yESmtrYWPj4+sLGxQVxcnNwmMo2NjQgLC4OBgQE0NTXh7u6Oq1ev9qpvSEgIOByOzMPa2npAxiY+2aurq0NVVRXV1dUAOouPvfbaa4iNjZWEhUgkkurz7MeEyBPl0vCgqqqKhQsXIiYmBoWFhUhJSYGZmRm2bt0KU1NTvPHGGzhy5EiX368XweFwMG7cOEybNg0uLi6ws7ODhoYG7t69i7S0NOTm5qKiogJ37txBaWnpC01kLl26hMDAQHz22WdynchQNg0/dGWmD4RCIVxcXJCXlydVabmkpARXrlzBtGnTJK81NTUF0HnztfjfuXPnIjg4WPJD//PPP+PUqVNYunQpTp48OWJ/CBUBYwxlZWVISkpCUlISLly4gLlz58LPzw88Hg+mpqaDduJtb29HdXU1ysrKIBAIwOVyMXHiRBgaGvb5xsr6+nosW7YMZmZmOHLkyIDeWNoXIpEIrq6uMlXJS0tLe1WVPCQkBD/88EOXVcl9fHwGbJyNjY2wsbGBq6srvvvuuxF5eZ4oN8ql4U1cCoDP5yMpKQn379+Hh4eH5P5PHR2dQVsm3dzcjOrqajx48ACPHz+Grq4uTExMYGBg0Odsyc7Ohq+vL6KiovDXv/5VbhMZyqbhiSYzfdTQ0ICIiAgkJyejtbUVjo6O2LlzJxwcHKRe92xoNDY2Yt26dbh8+TLKy8shFAphYWGBFStWYMOGDXL7pZPIYoyhqqoKycnJ4PP5OH/+PGbOnCmZ2FhaWg74ibihoQE5OTkwNzfHqFGjUF1djbq6OmhqakqKdGpqaj736zY2NsLHxwfGxsbg8/mDdiNpbyhLVXKhUAhbW1tMnDgRp0+fllm3TIgyoFwaGRhjuHnzpmSZdH5+Ptzd3eHn5wdvb2+MHz9+wM9f9+/fR3FxMWbMmCFZKi1eJm1oaAgDA4Mes+batWvw9vbGli1bsGHDBrmeYymbhieazBDyHIwx1NXV4dixY+Dz+Th37hysrKzA4/Hg5+eH6dOnv/AJRjyRmTZtGiZOnChpf/LkiaReQG1tLTQ0NCT1ArS1taW+blNTE/z8/KCjo4Njx45JtmWVl6CgIKSnp8us43/33Xfx3Xff9biOXxwYDx8+HPSq5Pb29tDU1ER6evqgfQ1CCBlI4u2RxROb3NxcuLq6Su7/nDBhwgtnU1FREYqKimBvbw9tbW1Je2trq+T+z4cPH0JHR0eSTc9mT15eHry8vBAeHo7IyEi5/0JO2TQ80fVjJdfe3o6NGzfCxMQEXC4Xzs7OOHv2bK/6lpWVISgoCOPGjcPYsWPB4/Fw7969QR6xcuFwONDX10doaChOnjyJqqoqRERE4MaNG3B1dYW9vT22bt2K3NxcyfrVvmhsbEROTg6srKykJjJAZyE0Y2Nj2NjYwM3NDRYWFnj06BGys7Nx4cIFnDlzBikpKWhqakJgYCDGjBmDo0ePyn0iAyhPVXKRSASBQAAbG5sBfV9CRjLKpcHH4XBgZWWFLVu24MqVKygoKICXlxd++OEHyVWG2NhYlJWV9ev+z+LiYty/fx92dnZSExkA4HK5mDJlChwdHeHq6gojIyPU1NTg119/RVZWFhITE/H7778jPz8fy5Ytw9q1axViIgNQNg1XdGVGyQUHByMxMRHr16+HpaUl4uLicOXKFaSmpsLFxaXbfs3NzbCzs8PDhw/x4YcfQk1NDTExMWCM4dq1axg/fvwQHoVyampqwsmTJ8Hn83H69GkYGhrC19cX/v7+XZ4snyWeyFhYWGDSpEm9/rpCoRD19fWIi4vDzp070d7eDn19fezfvx+enp4KUbH7RWtfbN68GYwxqark8fHxWLhw4YBXJb948SIWLFgAAHQpn5ABQLkkP4wxlJaWIikpCUePHsXFixdhb28vWU0wefLkHs9xxcXFuHfvHuzt7ft05eHx48eoqalBREQETpw4AaCzoPUXX3yBWbNmvdBxDRTKpmGKEaWVmZnJALDo6GhJW2trKzM3N2fz589/bt8dO3YwACwrK0vSlp+fz1RVVdnmzZsHbczDVXNzM0tISGDBwcFs7NixbPLkyey9995jKSkprKmpibW0tEg9ysvL2YkTJ9itW7dknuvto66ujrm7uzMrKysWEhLCJkyYwPT19dnnn38+oMcmFApZa2trrx4ikYgxxpiKigr785//LPNe586dYwDY0aNH+zyOTz75hAFg//3vf1/0kLrU0dExKO9LyEhCuaQ4RCIRKysrY3v27GGvvPIKGzVqFLOzs2Pbtm1jubm5rLm5WSZX8vPz2YkTJ1h5eXm/s+nGjRvMyMiILV68mPF4PKahocGsra1ZSkrKgB4fZRMRo2VmSiwxMRGqqqpS+41raGggNDQUly5dQmlp6XP7Ojo6wtHRUdJmbW0NDw8PHDlyZFDHPRxpamoiICAAhw8fRmVlJf7zn/9Iln9ZW1vjgw8+QHp6Ojo6OpCeno7IyEiYm5v36YrM09rb2/Hmm29CIBDg8uXLOHjwIMrLy8Hn82Fvbz+gx5aeng4ul9urR0FBAYDOZQjt7e0y79XW1iZ5vq/Cw8OhoqKClJSUFzugbtBOMYS8OMolxcHhcGBiYoK1a9ciJSUF5eXlWLNmDS5cuAAHBwfMnz8fn332GfLz88EYQ3R0NJKSkmBnZwcdHZ1+fc3i4mJ4e3vD398fp0+fRnJyMmpqarBt2zbJBhQDhbKJiMl/PQrpN/G9Fs9eBnZycgLQuYNIV78si0QiXL9+HW+//bbMc05OTjhz5gwEAoHMOlnSO1wuF76+vvD19cXjx49x7tw58Pl8rFy5Eh0dHWhpaYG/v3+/68g8efIEISEhKC8vx7lz56Crqwug84T38ssvD+ShAOj8ZeLgwYO9eq34mIyNjVFRUSHzvLjNxMSkz+PgcrkYP3486uvr+9yXEDI0KJcUE4fDgYGBAd555x2sXr0aDQ0NOH78OPh8Pj7//HOMGzcO9fX1iI6O7vf/cVlZGby9vSX12sRLrbW0tBAYGDiQhwOAson8gSYzSqyioqLLX4jFbeXl5V32q6+vR3t7e499n65PQPpn9OjR8PLygpeXF9599114eHjAzs4O6enpmDp1KpYtWwYejwd3d/debaXc0dGB0NBQFBYWIjU1dUjWkBsZGSEkJKRPfWxtbZGRkSFTjTgzMxNjxoyBlZVVn8chEAhQW1sLAwODPvclhAwNyiXFx+FwoKenh5CQEISEhGD37t3YuHEjnJ2dsWXLFuzZs0dy/6etrW2vag1VVlbC29sbrq6u+PLLL4ekPhFlExGjZWZKrLW1tctfgMW7WbW2tnbbD0C/+pL+KSwshJeXFyIjI3H58mU8ePAASUlJGDt2LN5//32YmZkhNDQUP/30U7f/90KhEGvWrMHNmzeRkpKi0CdOqkpOyMhEuaRcfvzxR0RGRuLMmTPIyMhAVVUVPvnkEzx48ACvvvoqZs+ejU2bNiEzM7PbHTurq6vh7e0NBwcHHDhwQKGXRVE2DU90ZUaJ9Xftp7h9oNeNku5NnjwZ+/btw/LlywF0LglbtGgRFi1ahH//+9+4fPkyEhMTsXnzZqxevRpLliyBn58fPD09oaWlBaFQiHXr1iE7OxupqakwMjKS8xE9X0BAAObNm4dVq1bh5s2bkirLQqEQUVFRUq/18PAA8Echv8rKyudWJefxeEN6LISQ3qNcUi4uLi44ffo0Fi5cCKBzSVhQUBCCgoLw6NEj/Pzzz0hKSsLy5cuhqakJX19f+Pn5Yf78+VBVVUVtbS18fHwwc+ZMxMfHK8Rums9D2TQ8KfZPHXkuY2NjlJWVybT3tPZTT08P6urqA75ulHRPTU1NMpF5loqKChYsWIAFCxZg586d+O2338Dn87Ft2zaEhYXhT3/6EwQCAYqKinD+/HmZejSKSFVVFadOnUJERAR2794tqUoeFxfX4zKRcePGYdmyZTh79izi4+MlVck//fRTbNiwYUiWLxBC+odySblMnDix20wZM2YM/P394e/vj7a2NqSkpCApKQnBwcFQU1ODp6cnLl26hBkzZuDw4cNQU1Mb4tH3HWXT8ER1ZpRYREQEYmJiUF9fL3Wz5aefforIyEiUlJR0u1uWo6MjOBwOsrKypNo9PT1lLq0S+RCJRLhx4wbi4uKwf/9+ZGVlYfr06fIeFiGEdItyafh78uQJ0tLSEBMTg7y8PNy5c6dX93wSMlhoGqnEAgICIBQKsW/fPklbe3s7Dh48CGdnZ0lglJSU4NatWzJ9r1y5guzsbElbQUEBfvnll0HZdYT0nYqKCmxsbBATE4OHDx/SRIYQovAol4Y/NTU1LF68GKdOnUJRURFNZIjc0ZUZJRcUFISjR48iPDwcFhYWiI+PR1ZWFs6dOyfZptfNzQ3nz5/H099qgUCAuXPnQiAQYMOGDVBTU8OuXbsgFApx7do1hb65nBBCiOKiXCKEDCW6Z0bJffvtt/joo49w6NAhNDQ0YM6cOThx4kSP9Ua0tbWRlpaG8PBwbN++HSKRCG5uboiJiaHAIIQQ0m+US4SQoURXZgghhBBCCCFKie6ZIUOmvb0dGzduhImJCbhcLpydnXH27Nke+23duhUcDkfmIa49QAghhPQXZRMhyo2WmSkwcYVagUAAbW1teQ/nhYWEhCAxMRHr16+HpaUl4uLi8OqrryI1NRUuLi499v/iiy+gpaUl+VyRC3MRQshwRdkkjbKJEPmiZWZKYO3atUhISMD//vc/2Nvby3s4/ZKVlQVnZ2dER0djw4YNADoLoc2aNQsTJkzAxYsXu+27detWREVFoaamBvr6+kM1ZEIIIc9B2UTZRIgioGVmSiAoKAi1tbVISUmRtAmFQjmOqO8SExOhqqqKsLAwSZuGhgZCQ0Nx6dIllJaW9vgejDE0NTWB5t+EECJ/lE2dKJsIkS+azCgw8YmRy+WCw+Hg2rVrkudUVVWRk5ODxYsXY82aNaivr5fTKHsnJycHVlZWUkXUAMDJyQkApI6tO1OnToWOjg60tbXx5ptvoqqqajCGSggh5Dkom6RRNhEiX3TPjALjcDhgjGHmzJmYPHkyamtrAQB37tzBrl27sG/fPujp6cHKygrNzc3Q09OT84i7V1FRAWNjY5l2cVt5eXm3fXV1dfHee+9h/vz5UFdXR0ZGBvbu3YusrCxkZ2fLhBAhhJDBQ9nUibKJEMVAkxkFx+FwMGbMGJiZmSE/Px+RkZE4fPgwKisrsWbNGqxduxYzZsyQ9zB71Nra2mWVYPGuL62trd32ff/996U+f+211+Dk5IQVK1YgNjYWmzZtGtjBEkIIeS7KJsomQhQFLTNTUE+vva2srMSECRNQXl6O3bt3Y9KkSTh16hT27t0rExYikWioh9orXC4X7e3tMu1tbW2S5/vijTfegJGRkdRabUIIIYOLsun5KJsIGXo0mVFQ4sv4ycnJCA4ORnJyMgDggw8+QHp6Otzd3cEYkwkIFZXOb6mi3YRpbGyMiooKmXZxm4mJSZ/fc9KkSQq/HltRVVRUYNOmTXB3d4e2tjY4HA7S0tL69B5lZWUICgrCuHHjMHbsWPB4PNy7d29wBkwIUQiUTT2jbOo/yibSHzSZUUCMMeTl5WHlypVYvnw57ty5g/Xr1wMAdHR0AHT+lYvD4UgCoqSkBN9//z2OHTuGR48eKdw+97a2trh9+zaampqk2jMzMyXP9wVjDEVFRTAwMBioIY4oBQUF2LFjB8rKyjB79uw+929uboa7uzvOnz+PLVu2ICoqCjk5OVi0aBHq6uoGYcSEEHmjbOoZZdOLoWwi/cKIQsnNzWVbtmxhGhoabPTo0WzDhg2spaWFNTQ0MA6Hw9zd3bvsd/z4cRYcHMymT5/OOBwOS0xMHOKRP9/ly5cZABYdHS1pa2trYxYWFszZ2VnSVlxczPLz86X6VldXy7zf3r17GQC2a9euwRv0MNbU1MTq6uoYY4wlJCQwACw1NbXX/Xfs2MEAsKysLElbfn4+U1VVZZs3bx7o4RJC5IyyibJpKFA2kf6gyYwCaWtrY8uXL2ccDoe99dZb7ObNm5LnKisrmZOTE3N2dmatra1MJBJJ9W1vb2cFBQXs+PHjjMPhsKtXrw718HsUGBjIRo0axSIiIthXX33FFixYwEaNGsXOnz8vec2iRYvYs3NsLpfLQkJC2D//+U+2d+9eFhwczDgcDrO1tWUtLS1DfRjDTn8Cw9HRkTk6Osq0e3p6MnNz8wEcHSFE3iibKJvkgbKJ9BbtZqZA1NXVwefzUV9fL7WVpUgkgqGhIbS0tJCRkYHS0lJYWlpK9R09ejSsrKzw448/wtzcHHPnzh3q4ffo22+/xUcffYRDhw6hoaEBc+bMwYkTJ/Dyyy8/t9+KFStw8eJF8Pl8tLW1YcqUKfjb3/6GyMhIjBkzZohGT8REIhGuX7+Ot99+W+Y5JycnnDlzBgKBANra2nIYHSFkoFE2dY2ySbFQNo1cNJlRIKzzShn09PTAGAOHwwHQeeNkR0cHHBwckJqaiqKiIpnAAIDHjx8jMTER/v7+Qz30XtHQ0EB0dDSio6O7fU1XN/p9/fXXgzgq0lf19fVob2/vsTbDtGnThnpohJBBQNlE2aQMKJtGLprMKBAOhyMJCfG/YqNGjUJUVBRmzZqFjo4OAJAKFaCzYFleXh4OHDgwdIMmcicSifD48eNevVZdXV3mZ6uvxHUX+lubgRCiXCibSH9QNpGhQruZKRENDQ2sXLkSXl5eAGRD5dixY5g0aRLs7e3lMbxhqbm5GR9//DGWLl0KPT09cDgcxMXF9bp/Y2MjwsLCYGBgAE1NTbi7u+Pq1asDOsb09HRwudxePQoKCl7464nrLgxkbQZCiPKibBpaypBLAGUTGTp0ZUbJPPsXLzGRSAQ+nw8/P78X/usG+UNtbS22bduGyZMnw8bGpk/73YtEInh7eyM3NxcRERHQ19dHbGws3Nzc8Ntvv3W5HKM/rK2tcfDgwV69tqvL732lp6cHdXX1Aa/NQAhRXpRNQ0cZcgmgbCJDhyYzSubpMBAKhSgoKICWlhYePXqEvLw87NmzR46jG37EBdWMjIyQnZ0NR0fHXvdNTEzExYsXkZCQgICAAABAUFAQrKys8PHHH+Pw4cMDMkYjIyOEhIQMyHv1hoqKCmbPno3s7GyZ5zIzMzF16lS6wZKQEYayaegoQy4BlE1k6NAyMyXW3NyM3bt3w9TUFB4eHgCA8ePHy1ReJv2nrq4OIyOjfvVNTEyEoaEhli9fLmkzMDBAUFAQjh071uWlcEVUUlKCW7duSbUFBATgypUrUqFRUFCAX375BYGBgUM9REKIAqFsGlyUS50om4gYTWaUmI6ODr788ktcvXoVoaGhmDJlCqytrbFu3To0NDTIe3gjXk5ODuzs7CSVsMWcnJzw6NEj3L59W04j67R9+3Zs374dfD4fAHDo0CFJ29PeeustTJ8+XartL3/5C8zNzeHt7Y3o6Gj861//wuLFi2FoaIgPP/xwyI6BEKJ4KJsUl6LnEkDZRPqOlpkpMfEaZVtbW9ja2mLbtm3Iy8tDSUkJ1NTU5D28Ea+ioqLLOgVPbxE5e/bsoR6WxEcffST1+TfffCP5+O9///tz+2prayMtLQ3h4eHYvn07RCIR3NzcEBMTAwMDg0EZLyFEOVA2KS5FzyWAson0HU1mlJh4jbJIJIJIJIKqqipmzZqFWbNmyXlkBOjcAlKRt4hkjPXqdd3dXPrSSy8hISFhAEdECBkOKJsUl6LnEkDZRPqOJjPDgIqKiuSScXc7ypChx+VyaYtIQsiIRdmkeCiXyHBE98wMMxQWikO848yzaItIQshIQ9mkGCiXyHBEkxlCBomtrS2uXr0qs4NPZmYmxowZAysrKzmNjBBCyEhEuUSGI5rMEDIAKioqcOvWLTx58kTSFhAQgKqqKiQlJUnaamtrkZCQAB8fny7XLRNCCCEDgXKJjBR0zwwhPdizZw8aGxtRXl4OAPjpp5/w4MEDAMC6deugo6ODzZs3Iz4+Hvfv34epqSmAztCYN28eVq1ahZs3b0oqLQuFQkRFRcnrcAghhCg5yiVC/sBhvd02gpARytTUFMXFxV0+Jw6JkJAQmdAAgIaGBkRERCA5ORmtra1wdHTEzp074eDgMESjJ4QQMtxQLhHyB5rMEEIIIYQQQpQS3TNDCCGEEEIIUUo0mSGEEEIIIYQoJZrMEEIIIYQQQpQSTWYIIYQQQgghSokmM4QQQgghhBClRJMZQgghhBBCiFKiyQwhhBBCCCFEKdFkhhBCCCGEEKKUaDJDCCGEEEIIUUo0mSGEEEIIIYQoJZrMEEIIIYQQQpQSTWYIIYQQQgghSokmM4QQQgghhBCl9P/0ylLHBu0ufwAAAABJRU5ErkJggg==", - "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# --- Create two-dimensional plots\n", "fig = plt.figure(figsize=(10, 5))\n", @@ -1644,7 +1522,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": null, "id": "49e64584-5012-4a60-8942-c92ef9f84530", "metadata": { "editable": true, @@ -1655,18 +1533,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/png": 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yhiUx10AhpVy1pmKtEZmlLD+XsJkv3G+EjcFgMDx4+KLBdd0gxVkIQalU4jvf+Q7RaJQjR44QjUYX3ZYQgkQiQSKRCCI2fX19CCGYnp7m+vXrALS3twc1Nslkcl5h449pvsFApVIxwsZgWGWMkDEsylzOL7B88XE3mUvY+AOcKdA0GAyGB4u5MgT8MalQKDA9Pc0jjzzCww8/vOL7vBCCcDhMPB5n586daK3J5XJMTU0xOTnJ1atXEUIEaWjt7e0kEommMRIwwsZguIsYIWOYl0bnF7/vS+vM0/2KyCxle4uF+02BpsFgMKw/5soQEEJQrVY5c+YMuVyOTZs2BTUyq7E/8MYV38Fs+/btKKXI5XJMTk4yNjbGpUuXsCyrSdjE4/EFhY3/r1KpUK1Wg/MxwsZgWBpGyBjmRCmF4zizBopG1lJEZjFMgabBYDCsf+bLEMhkMvT19dHW1samTZsIh8Orsr+FxgApJW1tbbS1tbFz506UUmSzWSYnJxkZGeHixYvYth0Im46ODqLRaJOwaRQ3rcKmMWITCoVM42iDYQ6MkDE00fiAr7VesG/LWo7ILGV/pkDTYDAY1gfz9YbRWnP58mWuXr3Ko48+yvbt2+nv728q6l+NfS8FKWVQP/PQQw/hum4gbIaHhxkYGCAcDs8SNj4LCZtyuRwsY4SNwTCDETKGgNZw/WLNJ1dbyNxPllKg6b+eSCSMsDEYDIZ7RGPjZZgZm8rlMn19fVSrVZ599lnS6XTw/loYmxrTzMCLJk1NTTE1NcXg4CD9/f1Eo9HAOKCjo4NIJNK076UIG6UUtm0Ti8WMsDG86TBCxgDM7fyyGKsdRVkraWrzFWiOj49z6dIlDhw4YCI2BoPBcJdZKENgdHSU06dPs3HjRvbv3x80rISZh/vVPI7VwLIsNmzYwIYNGwDPHtoXNjdv3uTcuXPE4/GmGpvGFLn5hM2VK1dQSrFr167AUbRxbDLCxvAgY4TMm5z5nF+WwlqZ9brb+MfmXxvbtk2BpsFgMNxF5ssQUEoxMDDA4OAgjz/+OJs3b5617noZm2zbpqurK2gqXavVAke0a9eukc/nSSQSTcImFAo1HVujY6c/NimlqFQqlMtlI2wMDzxGyLyJmc/5ZaksNlhUq1VCodCSt7lWIjIL0ThwgCnQNBgMhtVmvgyBQqFAX18fAM8//zyJRGLO9ddrtkAoFKK7u5vu7m7AG0N9YXP58mWKxSLJZLJJ2PiRqNaxyT9uf7LSdd1ZY1NjGwIzNhnWK0bIvEnx6z+WG4VpZL7BQilFf38/N27cmOXY0mhF2bqttc58g5kp0DQYDIY7Z6EMgcHBQc6dO8e2bdt49NFHF2xuvF4iMosRDofZuHEjGzduBKBSqQTC5uLFi5TLZVKpFFprIpEIrus2mdjM1V+t8Rr77/uCprENgRmbDOsFI2TeZPg3MT/n+E4epucaLIrFIidPngTg2WefDULlvsd+q7CJxWJNx/YgsFRh0zp4GGFjMBjerMyXIeA4DufOnWNsbIynn346iFYsxHqNyCxGJBKhp6eHnp4eAMrlMpOTk1y/fp3JyUm+8Y1vkE6ng2hNW1vbkoSN4zjUarUmYdPYhmAh0Wgw3G+MkHkTcaepZK20DhbDw8OcPXuWzZs3s2fPHlzXRWtNe3s7O3funNOKMhKJ0NHRQSgUWtXizLXEfMJGKRUIG5PHbDAY3qzMlyEwPT1NX18f0WiUI0eONFkVL8SDEpFZjGg0Sm9vL7lcDiEEW7duZXJyMhhja7VaIGw6OjpIp9NNosQIG8ODgBEybwKW0xtmOfiDheu69Pf3Mzw8zJNPPklPT0/weiOtVpSO4zA9PR10RS6VSrz66qtNEZvGwsa1wGpdt/mEjSnQNBgMbxbmyxDQWnP9+nUuXrzIww8/zMMPP7yq9ZvLYbUd0O4WQghisRixWIzNmzejtaZUKgXC5tatW7iuS1tbWzC+plKpZQkbmNvUxggbw/3ECJkHnNYmYquZ++rf4F999VWklBw+fJh4PL7k9W3bDqwoOzs7GRgYYNeuXUxOTnL16lXOnDkzb2Hj/eBupReYAk2DwfBmQymF4zizMgSq1SqnT58ml8tx4MCBYOJrOax2atlaZ65zFUIQj8eJx+Ns2bIFrTXFYjEQNjdu3AgyJvw+NqlUqmlMmU/YNDaO9p08jbAx3C+MkHmAaW0itto3l9HRUZRSdHV1sXv37lXZfqNjy1yFja1h8sb83wcFU6BpMBgeVBbKEMhkMvT19dHe3s7hw4ebeqgsh8WEzP2K7txPhBAkEgkSiQRbt25Fa00+nw/G2OvXrwM0CZtkMrmosPH/ln7EplXY+JNuBsPdwgiZBxA/CuPPmKx2SpLjOJw/f56RkREA9uzZc8fbnGuwaC1sLJVKwU337NmzOI6zYJj8QcHkMRsMhgcB36K+0VbZj+xfvnyZa9eusWfPHrZt27aq9ZvzHcub+QFbCEEqlSKVSrFt2za01uRyuSBic/XqVaSUgahpb28nkUjMEjaNk4mNwmauiE3jpJvBsFoYIfOA4Yd9r1y5wuTkJM8888yq3jRyuRwnT54kHA5z4MABXn311VXb9mL4+b+9vb2z8n9v3ryJUiq46c41m7QarIUb8GLCplqtkslk2LZtmxE2BoNhTeA/4J44cYLu7m527NgBeM5bfX19VKtVnnvuOVKp1B3vazEhsxwRs14iMnc6NgkhSKfTpNNpduzYgVIqEDa+62hjnavvOrocYZPNZtFa093d3TQ2rYVx1bB+MULmAaK1idhqzjhprbl16xb9/f3s3LmTXbt2BR3tV2M/yx0s5sr/LRQKTbNJQogl9bBZKmt1MGsVNvl8nps3b9Lb22sKNA0Gw31lrt4w/r10dHSU06dPs3HjRvbv379qNZAPqv3yfNyN45NS0tbWRltbGzt37kQpFbiOjoyMcPHixQXbKcBsYTM1NUW1WqW9vb0pY6R1bDLCxrAcjJB5AJjL+UVKuWpOK47jcPbsWSYmJnjmmWfo6uoCZmaAFhIySxU5qyGEkskkyWSSbdu2zTmbtNhN90HBv+b+Q4Ep0DQYDPeDuSz/pZS4rsv58+cZHBzk8ccfZ/Pmzau63zeL/fK9xE8za29v56GHHsJ1Xaanp5mammpqp9CYFdFql+0/n9i2Hfx9fOvtRlMbI2wMy8EImXXOfL1hGme97oRsNsvJkyeJxWIcOXKESCQSvNcoZFaD1ZxVmms2ybd6bu1h4/9rPLf1TKt4NAWaBoPhXjNfbxjXdblx4wbRaHTZTpdL5c0WkbkfWJZFZ2cnnZ2dgPd3nZqaYmpqisHBQfr7+4lGo0F9TUdHR9PY1NiCADDCxrBijJBZx/hRmNaBAu78Rq615saNG1y4cGFeH//VFDJ3+8YkpZy3h83Nmzc5d+4c8Xh80R426+EGulgUzBRoGgyGu8V8vWEABgcHGR8fp62tjUOHDt21KPBC49/ExATXrl0jnU7T2dm5qEnMerjvrQXjAsuygnYK4I2xvjmPP8batk0kEmF0dJT29vYmV7qFhE2lUglS2Y2wMbRihMw6pLU3zFyuZHeSWlar1Thz5gxTU1Ps378/mHFpZS1HZBajsYcNeOfs33Tn62GzXmblljuoLUXYSClnuaKZwcNgMDQyX4aA4zicO3eO8fFxOjs7aWtru6uprHMJGa01ly5d4tq1a2zZsoV8Ps+tW7eWZBKzXu79awnbtunq6gpS0Wu1GmfPnqVarXL16lUKhQKJRKJpjG2cPGwUNo2No33nu/n6q5nG0W8+jJBZZ7T2hpmvd8hKIzJTU1P09fWRTCY5cuTIgj7+6ykisxihUKiph021Wg2MA/weNtFoFNd1yWQytLW1rdkeNnc6O7dUYWNmxQwGg898GQLT09P09fURi8U4fPgwV65cuevCoHX8q1Qq9PX1US6XefbZZ5vSiPP5/CzL4cbIvGF1CIVCRKNRUqlUYBbkTx5evnyZYrFIKpVqsntuNH9ofNZpFTblcjlYxhc2/thkhM2DjxEy64TGh8m5UslaWW5ERmvNtWvXuHjxIrt372bnzp2LfvnXc0RmMcLhcFMPm3K5zPXr1xkdHeX8+fPUarWgOedS0hPuJaudZtAobEwes8FgaGS+DAGtNdevX+fixYtN6cl+35jFqPESAEofA0A43v01HPr4ous2CpmJiQn6+vrYsGED+/btw7KsIE2psZfK9u3bZzlzXbhwIZjpv3379gNVS3k/aBybwuEwGzduZOPGjYAnNicnJ5mamgomD1uFTeME21KFTWvjaCNsHjyMkFkHzBeuX4ilDhbgRR9Onz5NLpfj0KFDtLe3L2m9BykisxjRaJS2tjby+Tz79u1r6mGz1PSEe8XdzJc2BZoGg8GnNUPAn8xpHFMOHDjQFNnwXcsWosZLKI56v9RvG8o+C1Qoq6e9l50ebN6DFf7fZq3vj3+XLl3i6tWr7N27l61bty6aqTCXM9eFCxeYnp4O6jwWSoe6X6yFGpmlsNBxRiIRNm3axKZNmwBv8tAfYwcGBqhUKsHkYXt7+6ysiPmEjVLKCJsHHCNk1jitvWGW+oVbqmvZ5OQkfX19tLW1ceTIkRXdlB/EiMxC3I8eNsvBL7C9F8wlbBrzmE2BpsHw4LFQhsDExASnTp2ivb19zjFlsUk2PxIjOQSAy58CWYR4zNs3fd7/oZvU1EvU1EdAx5Hq8SBa4zgOpVKJoaEhnn32WdLp9IrO07IsEokEjuPw5JNPUqvVgvt8YzpUZ2cnHR0dazrleC2wnLEpGo3S29tLb28vQNPk4dDQEI7jBMKmo6ODdDrdtO2FhE2lUqFcLgd24EbYrG+MkFmjzNVEbLkF3AsNFlprrly5wpUrV3j00UfZvn37sr+8C0Vk5qvdWWxb65G5etjk83kymcy8PWyi0ehdO+f7OTu3ULjfFGgaDOuf+TIElFJcvnyZa9eusWfPHrZt2zbnd3qhSbaK/mDzC0Ij2ILkRwG8KI0II5QnTLS8DUqCLKA4Stl9EnSMtu4yzz7fTiL21Ttustl4DqFQaFY6VCaTYXJykvPnz1OtVmlra1uTKcdrgTsZm2KxGLFYjM2bN6O1npUV4bpucO07OjpmXfvWZxJ/XHJdF9d1580mMGPT2scImTXISlLJWllwsKhUOHXqFKVSiUOHDtHW1rbiY11Nv/71EpFZDCkl6XSadDp9X3rYrKU0g8XymEulEuPj4+zcudMUaBoMa5z5MgRKpRKnTp2iWq3y3HPPkUql5t3GfJNsNf3bQRQGQHEMrYcQbPZ+ph8h9mDxQXCPocR5BAnQFdBxkCm0GMKtOliWIBKfwBHP4GiNcL2GmxH7fy77nBca4yKRSBA18B+ufWFz8+ZNtNZBynFnZyeJROJNfV9brbFpvqwI3zzgxo0bwbX3r38qlZrVosIXLv6xNU4gZzIZtNZs2rRpVhuCN/PfcC1ihMwaY6HeMMthvpuvH/bv6OjgmWeeWZXZqjdDjQys/Cbc2sPGbxw2Xw+bVn/9e3Wc94JWYTM9Pc3o6Cg7duwwecwGwxploQyBkZERzpw5Q09PD/v37190TJlrkq3q/G0AhHUA8EQMgMV7gt8Fj4HWnqix+0EJ7NoetB5C2bdxqw6iFseKOmg6QY4gUAgnhRbDIKGs3wLaRsgYqBTwxVW7Ro0P11u3bkVrHTiiZTIZrly5gmVZTRNYsVhs1e5r6+H+eLfGpsasiMZr74+z169fB2gyDmitY20VNtlsFqUUXV1d1Gq14P3WsckIm/uPETJrhEbnl9YmYiuh1bWs0UO/sfDxTllIyExOTgLMyl2djwclIrMYrY3DWnvYFAqFWT1sliM417KQacX/rLf2CjAFmgbD2mC+DAHXdRkYGGBoaIgnnngiqGVYjLkiMpJDKI6i3ePeC+oCMvQTLcsc9N7yRY3UuNYgWmRRWAglse3HoHoaN5RBOVGk5QJ5kPW6FR1BODW0LEE4h+Zp0CmEKxHOT4D1U3Me70rGpoUc0W7fvs2FCxdWLTK/XsbOezU2NV77bdu2obUml8s1iUrf2GG+OlalVDDu+MfuP6e1CpvG/momlfDeY4TMGkApheM4d5RK1krjYFEul+nr61tS2H8l+2nFdV36+/sZHh4OXmtvbw8KIucqfH8zP5QupYdNKpUKbriLFZSuJyHjz+76mAJNg2HtMF+GQD6fp6+vDyklhw8fJh6PL3mbrREZx/kd7/V6WplSx7Dk+1Gu51qm1QBC7oGGW54vaiq5byBDU2jnMaz4VRQX0BEB1TBOLUyYh3GtPoSKIKsCFSqgbQuEA24cZBVUEW1rtP0R0L8LWIjaRoRYvWiNf96tjmitkfm16Ii2miil7st9WggRpHvv2LEDpVQgbBrrWBuFjeu6sxp0zpWK5gsbmNvUxgibu48RMveRRucX/+Fztb7k/mAxOjrK6dOn6e7uXlLYf7m0zq4Vi0VOnjyJEIJnn30W27YDR6/GG4YvavzCd1g/s0p3m7l62PjCprWgdC63lvs1WKyEViHTiinQNBjuPQv1hhkcHOT8+fNs376d3bt3L/tBbSEjGqWOBT9LDqHUMQR7kRxEuUfRagBkCqWOcXtsC7F4hTbbwnIzUGpDhW+DiiOqCWx7Cid8GpRAuMITQ7of4VYQtU0IPYEb02Ap0BbojQh3Em3X0OEhtHoG6GXT9jHSbbuBT630cs7JXJH5B90Rba1MskkpaWtro62tramOdWpqKugf5KcKRqPRIA2wkfmEjd842t+PETZ3HyNk7hOt4frVzrP0RUFfXx+PP/44W7ZsWbVtN9J4zCMjI5w+fZotW7awZ8+e4GGzcSbEdd2g8N0fEOPxeGCPWa1W76g+5G5yv27CjTaUc7m1KKWahM16EjLLtYperEDT5DEbDHdGa28Y/7vjOA5nz55lYmKCp59+OoggL5fGiIxT+smZN0IH6+8fbFm+/jqHUAiq5bdQLH+TDe3XCYUqCKcdFQYtNcKNY5dASYGkiqgksNgLtUGcxACIGqIWRdkCoUMIp4pwNgE5hM7gxhQgwY2AqAJjCOGS6DiHUs+ACHnpae5jCH5vRec/H62OaK0TWIs1YV4P97e1ImRaaaxj9aNlfX19CCFmGfT4URt/AtZnrrHJ/y75ERshhBE2dwEjZO4DK+0Ns1RKpRInT54EuCMP/aXgD3D9/f3cunWLt7zlLUFDq7manlmWRWdnJ52dncBMfcj4+DgA3/rWtx64WajVZD63Fn/Au3btGlprQqEQN2/epKOjY0075SwWkVmMxcL9RtgYDEtjoQyB6elp+vr6iMViHD58eNZD3HJojMg0ihZV/jxC5KB+O1Att32ljjE9vYvJySG6up4lHLrgrR8GVf0zEBkQG1DhHEpIqrV2Em4NbQ2BziErJWR1E0iNRuMmPVGjrTxapBFMI8veWCn0BG44DHYe7SRwnCih6CQoDTKH5hha7AcdRygJes+qC5u5JrDmckTr7OwM/mZrnbUqZFrxx4vOzk62bt2K4zhNE7D9/f1BpMYXNq31Tf6447MUYWPb9rq4PmsNI2TuIX4UpjVcv5r4DjIbN24km83OCofeDc6fP48Qgueff55EIrGsdf36kHQ6zfDwMM8//3yQN+zPQrX68psv+gyNbi1+D5v+/n4KhQITExNcvnz5rjrl3Cl3KmRaWY6wMQWaBoOHb4feWAvjp5Jdv36dixcv8vDDD/Pwww/f8b3Dj8ioyu80vS7EZqRdL+hXxxC1em2MewwlBskX02SzWbZs2UIodLp5XS0QTheythlRGUK1j0ElgQpLtCXQMo2dT6NtQIEKj2JPe6m72tK48Ry4si5qUiBBKBClzaDGEaGKl36mADaBzoGVB1ejZRY44QkboRHO5vox3RtHtImJCTKZDFNTU+Tz+WCsvBdj/3JZL0IGmscm27ab0gAdx2myel6K8+hCwqZarQbjVuvYtF6u1/3ECJl7hC9iLl26RC6X46mnnlrVD6hSioGBAQYHB3niiSfYuHEjg4ODd3WWZmxsjEqlQjqd5umnn76jyIl/LVp9+YvFYuA0cuPGDYCmh/K5jAPezEgpCYfDWJbFnj17mpxy/NzfcDgcXL/Ozs5V7WGzXFZbyLRiCjQNhoXxH6aOHTvGli1b2Lp1K+Cl+Z4+fZpcLseBAwcC+/g7Za4aGe0ca15GgWAPQh6kVCphibNIt43tvaMIMYZSQ0j73TPrhzZjTwwDw7jxHLIcoTrdSTJRxo3m0NEKKuI9WKpwBZw4OIANyh5FVC2sSheQw0kARECDsgXaEqAEVvkpYAAdGkUTg1oYhAbRA3LEP/LA6lmLfZ7VsxtD6K+vyrVrvIaNjminT58mHA4TCoVW3RFtNVmvQqYV27bp6uqiq6sLmNt5dDHjhqUKm9axab1cv3uJETL3AKUU1Wo1+GKs9pfZL7AHgqiIP1DMV1R5JyiluHTpEtevXyccDrNz585VS/9qFF5CCBKJBIlEIpiFyuVyZDKZwDggFArds4fy9XITbjzOuZxy5qpRWq0eNsvlXtfzmAJNg8GjtTeMZVnBeOH3G2tvb+fIkSOr6p4lpeSJbf8eUWpDx2YaYAq7uTYG6wCTkxm0e5x4bBep1Nu8KJFzzMs+05740WoAGXkRbZ9AOIOgwcrViDGFjjwMDGCX3urtozKEDmWBJCqSg5AAmcDKptDhXlT4FMIpYlV6gBxudALldiB0Dm1d8ESNEFjFNNryU9BynsEAJbTcCNZIPXoTA11Cizza3le/6AnP6vkuCJtYLMb27duB5l5lfsSg8cG6o6Nj1Y1/lsJ6GUNheZNsczmP+te/0bihsY9N6/VvFDb+c5D/7DifqY0RNh5GyNxF/IHCz1/1w4arKS6Gh4c5e/ZsUGDvf/H8D/dqR2TK5TKnTp2iUqnw3HPPcfLkyXvWELPRQnHnzp1ND+W3bt0KHsobHdHux836frPQYNFao9QYIr927Rr5fP6Oetgsl7sdkVkMU6BpeDMyV28YKSWu63Lx4kWuXbvGnj172LZt26o/KAkhmM7tpi09iih5Fss4/Qhbo2OH0M4xtNbcHh6mVquyZVMKO/J80zaaojEKdO0Y2MOo6BhCR9CqmxAZFAPgFhGFC2CncOM57Ok0KtSLqA2hdA7sFCqSB2sYpERUYmi5ub7xN7BKAteJY4VyOMkNyNoeVHjAS0GzXNAgq08i1AAqPIFWcWRNoENFtB0DioCNqEm0rKBtp96/xpswWg2r59YxeCmOaL5xwL2sRV1vQmalxxoOh5uMGyqVyrwtFfyJxsbr39iCAIywWYw331PePWK+JmKtjSpXgqM+gtKKYv4b5HM7OPLsMJHwEaR8LFjGf0BbTdE0MTFBX18fGzZsYN++fUFh2nxCZiVfqOWIosaH8l27dgXh3Uwmw+XLlymVSsvqv/KgoLVe8nm2hsj9maRMJrOiHjbL5X4LmVYWC/eXy2UKhQK9vb2mQNOwLmnNEGic9Lpx4waWZa16v7FGpJRo9EwEpnoMEX0/2jnmCZvaebLFXqTcxrat2xB6LFi3NQVNO8cQ9kEEQBzI/7mX1pVS6DJIq4LQm0BL3NgUaKA6gXBBxfPe8VS2eKImmgPtpZdpcREdqYAKQU1QdrqwUjmEM4GsCqgK3Mgomp4gWqOiVVACVBvQC/oUOCBrCYSu4oZtsIp1q+c4wq3NWD3r/UAc4d4d44ClOqL5k4CtjmirxXJdKu8nqzk2RSIRNm3aFBghNV7//v5+qtVqk7BMp9NLFjaVSiUYt30B+2YTNkbIrDKL9Ya5EyFT4QNIDuGoV8kX8hSmH2P7ziFscQTlHoMK6OoxpDyASPz0rMZjd3JOV65c4cqVK+zdu5etW7cG57SQkFkOq/Flaw3vNt4szp07h+M4tLW1Nd2sl7vf9XBTuJNZr9aZpOX2sFkuSqk13fStVdhMTExw69Yturq6TIGmYV0xV4aA/zkdGRlhfHycVCrFs88+e1cnfGLux5mea8ywDlDOfZNSqQcZPcimxEUofglh74Xa0SANbVYKmn9+dZEjy1tQWiPUFKLa7Qmb6DTCqiCcbnQkh9ZbgH6sbA1tDQMCVBXpepEYbQ1ArQtZ3YwbO0/MyoMlEZUIWm5GRYZAVbALAkjjRkYQKo6seSlrKpwDoRCORNkprIpG6HFEyetfo0IVtK29GhvVA4wiHNDhHHDU62EjQl60Rv0IWD+16HVdzj2n1RHNr0X1U9EaHdFW0/lyvUVk7pboar3+jePs0NAQjuPMEjZzWW37443fMzASiZBMJpvSpP1xybbtB7a/mhEyq0hrE7G5LF798P1yqPFS8HO5+k2Gbm2mZ1OF3m2DWPo5XHUUyzqEco8hAKWOIzMf4pHuLpR69o7OqVqtcurUKYrF4pxWzqslZHxWc1tz3ax9+8rr168DNNXXLObmtR7sLWF1B4vFeti4rtvUDXm54nCtRWQWw68l8NPtTIGmYT2glMJxnFkZAq7rMjAwwNDQUJDmcrej1kIILzICUPXEh+u6jIyOELcrxNveUbd3Pui5hPnCJfenQA5h12ejQ7O/U7La3C9NTguIbUaJfkQhitRbUFY/InQKLcPoSARKErddYWcF6ItoO4mOVbHKoEMgCklENIdVfSuiNoQbuwiignBiKKuA0LtB57AqXgTLKlRxYxGs8ibPES0KbmIi6F8jnSeBfnBB1kS9f41Eh/PgxkGkgAnAqTfm/B0Qv1uP4qx+/5q5alHz+TyZTGZO58s7cUQzQmY2fn1TLBZj8+bNwbOKn/Ltj7ONE4hz9RBSSmHbNqFQKKj99EWSv4wvbB60xtFGyKwSrU3E5vsCLDciU+MlFEdBHWB8fAd2+CRbtg0TCb0DpY/hitcQSFxxFInwbrw1UHKY9vQUiexPQ/qTKzqnyclJ+vr6aGtr4/nnn59z5nwtRWQW275/s/ZtinO5HJOTk4yOjnLx4sXAzcufhVoLLi8r4W4NFov1sPHFYaOwWWwmb70KGZ+lFGieOnWKz3zmM7z00ktzbtNguFsslCGQz+fp6+tDSsnhw4e5du3aXTGHaUTc/hBhx0XrnuC1kvsWRoZuEolGSKfSSL9HTbXFyUxuQYQ9UeOloZ0PojUAOiTQnfsRN/87tDvUylGCESuUQk5LiIF096JUP7L8KCAgNoCQZVSiC+HkvV6YOoKoZsAVECtgqQoIzx1N6Hq0xtmMsgdQ0TOepbNVACuJJlK3aQbh5hFOEVwvWgPgxi+AKCOcOMpOIZgOGnMKPYEWAhXVgATV5Vk9UwVZQMvX0Go/CKupMedqTrI1OqLt2LEjcL7MZDJ37IhmhMziND6rNI6zjeYNfsTMn3xIpVJNY1Pj99yP2MwlbD75yU8Si8X4u3/3797z81xNjJC5QxoHitac47lYjpDxIzFO9SkKpS9Tqz3Ohs7vRtivoziKFIfQ1T/38mqFRqsc0k2ByiFUikRiEKHbEMMfQve+vKxzunbtGpcuXWL37t3s2LFj3nO6nzUyd4KUkra2Ntra2pqMAzKZDDdv3pzT5WW9cK8Gi9YeNr6rnN/bYCk9bNZTzjR4M8fzzVjPl8d87do1/uqv/ureHKDBUGe+DAGtdeBYuH37dnbv3h2kRy43W2DZhA+C+yqdoYuI3Diqco6hbCcbOjfQFruAEHL28nMgFAi5N4jWqPInkNRFTXgKagI5GQZrEpSEBiNGFR6EGl5USAAKZO4p7017ACHHEbUudCSPtkGRRGY1MjIMgI6WsAppdBSsUgpXppDVzV60Jp0DWUNUIqiwQNsCnDiytgehhrwUtFq8KVqj7VoQrRE6AiKLLHcj9ARoT1hhVcFNetEaOeI5ojU05nz8rRGEttCibVX710Cz8yXQ1BxyuY5o60nIrJWxqXGcbe0hNDU1xdWrV5tMa9rb22dNIM4nbI4fPx7U7axnjJC5A+Yr6F+IpQoZLxLzGpVKheHBLbS372fTlktYbAUOoat/DGoEIbcAAikPot1jaAlSabDALZSwQzm07l+ymKnVapw+fZpsNsvBgweDm9d8rJeIzGK0unm1uryUSiUikQhCCCYnJ2lra1sTN7m5uF+DRaOrXONM3nw9bDo6OtZdRMZ13SUfr/83KBaLJJPJu3lYBkMT/uSa67pNrnyO43D27FkmJiZ45plnApMP8MYm36nvrh6btZ+J3HVC8gauu5mdnSPY9gQU+iG81zfzaqYlOgM0iRzZIGoQtxHWKDpmgWWj4zeRk9sQbg7KZ6HDRpbSaH0bHev11i8Po6K9nqgpREFt8V5rH8OyNDpig53HjWusiV6EyEJ5GBWbwJ6s95qxQFRBul4KGoDTXkW4Ec88IJwEHccqpMHWCGcC4YBV6AZyaKueWVZvzKlEF8hx0J3IUnrG6lkAqkJTY04RRtg5tC7e1cacMLs55Fxj5XwGMetJyKzVsam1h5BSinw+z+nTpykWi5w4cSIQNPP12/OFzYMyNhkhs0IaB4rl5BkuRcjUeAmlFGNjOwhF+ujt7SUWi6O4jFJ/hnS3IcReQCA5CBYo9xgydBBdO1bPw9WU6cIiRkhcRlT7kFeeQz386rz7nZ6e5uTJkySTSQ4fPrykfiJruUbmTpjL5eXy5ctMTU1x9uxZHMcJbhSdnZ0kk8k1c4NeK4PFYj1s+vv7gzx927bp6Oi4pz1sVsJCEZn5KBQKxOPxu3REBsMMrb1hGsem6elp+vr6iMViHDlyZFY60Go4ai6EyPw2AJVqJXgt1f3dSKveMsCtB0nyR6HaD1YaqhqdrPeamSc6M0vkJDYhM9soT2aItrcjnD6IuWjioIsIapSLESLkUNEpkEmEP+zYSWRWoqJ4wqaaReUeplQq0RYuoGKj6JQCB9x4DtwutJJgKc/C2S0hysPo6Ga0NYCop6CJ2hBuAoQl61bPSbQtwQmh5WaEGkLZfrQmxUxjToFQBZTdYPVc3ofQp2eiNUoidRXX6cYKjQM2aOZozLkRFHds9dzKQo5ojSY7/sTVesCPWKxFIdOKlJJ0Oo1t2zz88MN0dnYGmRF+vz3btpuEjZ8ZUSwWSSQSK953Pp/nN37jN3jttdc4evQok5OTfPzjH+dDH/rQktafmprin/yTf8Kf/umfUiwWOXToEP/+3/979u3bt6zjMEJmmSzk/LIUFusj46iP4LivMjTUix2y6Up9N8J6HTiErFloLUF7EZhAwMiDSOvgLDEDXt4w7EXJIWTpNtaF53EfbU5z0Vpz8+ZNBgYG2LVrFw899NCSz2khIePfDJa6nbVMNBolnU7jui5PPvlkk3HAtWvXEEI01dcsZhxwN1krQqaVuXrYHD9+HCkl169f5+zZsyQSieAa3u0eNivBL6hcDoVC4YGY9TKsbebLEGhMFV7o/n63hQzae3CZyEwAkEwkwRcxpWPo2IxQES7e79VjM8Im7I0lOixmi5rW3+unJyK3EOUosA0ApbKUZZhQSqCdEJadw80rdEnjlB2s9gJKpbyDDQ+BM7NJFc8GKWiyPAxSoSUQy6LtJFgV5HQvhFRdzHgpaDAM9bkPWdqDqA2hQ5tRMg8uaHsYLQtACFndg5agQm8gXLAKXaDHQQichGf1rOxhoAusEWTlaaiBVn3IcAEcG4HrNeaU496FxAblosUohP0eNqm70pgTFnZEU0px4sSJpqj8ajmirSaL1TqvRfxJtta0eaUU09PTTE1NBZkRfX19fOc73+HChQscOXJkxfscHx/nV3/1V9m+fTtPPfUUr7zyypLXVUrxgz/4g/T19fGP//E/pquri4985CO8853v5MSJE+zevXvJ21pbTwlrnJWkkrWyUG+XmvvbZLPTOCpLV3eNePxteHdkL5VMiL1Y4kdR+hhKtQgYeRBRG4RKP1LuAaefmBUmVBtE0AZOFiHiKLuA1b8Pd+/rgPcweebMGSYnJ9m/f3/wkLmc83kQIzILMZ9xQCaTaUqhamzMeS+NA9aqkGnFd07ZsmUL3d3dTd2QL126dN+ati2E67rL/lv6TUYNhrvFfL1hfNfJfD7PgQMHFqz1u5tCplqtkrk9TKVSoXdTL5Wpb6Kj72LRu1T4oCdyku+vb+gYIn9+RtT40ZpgRy3RGQ3kO9FxTb6QJxZTRNTDSCVB9EOlFyssgDyh+CiqFIPyJKqYh06FlbOw7BHAc+sMUtAAnDxC7fFei2fBikAsC4CKlRGuDTUJIYUKz6SgCZ1HRQcCUQPgJlIIBVpcBCvpNeasSi9aUxW4iTHsQhee48AETnIDohZHWxfQIoW2FELVkLW3zjTmFJGZxpxyo1dbQxxRc7zGnBK09KI16AjCaVv1aE2rI9pXv/pVHn/8cYrF4qw6ysZJwPvNehQyrUY0PlLKYAz1MyMSiQQ3btzgG9/4Br/yK7/CRz/6Uf7aX/tr/PiP/zjf//3fv+R99vb2Mjw8zKZNmzh+/DgHD84TNZ2Dz372s3znO9/hM5/5DO9973sBeN/73sejjz7Kv/gX/4JPfepTS96WETJLxI/CLKWgfyH8waL1YbNWqzEydptyuUxPzzsIR0+j1AmkPAC1E0DKa7YlQcqDKDUjZkRt0KuDEXsRQoMGEXk/ldyXEdEYERkCazO6PIhwAEpY5/Yzte0VTp48STQa5fDhwyt62F7tGpm1LmTmm8n0Z0D8G4X/QN5qHNDZ2XnXIw130pH4XtN4rPe6h81KWElqWbFYNKllhrvCQhkCExMTnDp1io6ODo4cObJov6a7JWSmpqawrv5t0pZNoi2Bim2nMlWfcJlDyrRGZ5oIH/SiNfUIjMj8EYT3QrXuXBZEa07ih2WUUlQzN4h0OdjYkB9HxzfW1w9DwnNQE/l+hN6Lbr+JVc2jQ2VUNIwoTBFvy6IcgajkINKDSitkNj2TgkYWUdgL+NGaZHO0xgYdiaD1FlSkP0hBA4GKjQMbkM6emRQ0pwfIoe1hVHQClCdqAFToFMLNY5XToMdxY3lq1Q2EahKVGAYpPDcE12vMKSsDuJEcKBurWsMNh0BWvGiNSniNOWXFs3puiNagUqsqbPyxPZVK0d3dHdRR+unGw8PDDAwMNDmidXZ23pd0Y/97sF7GUVh6/aZlWRw6dIhDhw7x7W9/m1/5lV+ho6ODr371q1y5cmVZ+/Qbfa6Ez372s/T09PBjP/ZjwWvd3d28733v45Of/CSVSmXJz6RGyCxCq/PLnfpuz1X0NjU1xcTEv6Wj8wrd3W+vL3MIl6Mo58+RbJkdiamLGV36BMLai3A1aA2hg1A7hnaOkavsJRq9hrYFwtHo6BawQRSGoDZM+6XvYtOmz/DII4+s+JxWMyKz1m8aSz1Pv7vuXMWQFy9epFwuk0qlghmo1TYOWC8RGVi4oPJu97BZCcsp9vcpFAr09PQsvqDBsAzmyxBQSnHp0iWuX78+q4HxQqykx9lix+entD279SDJ9nZE6Rhi+nXa9DAyewI6Di4oXETp2Kzfm1LQrL2BqGmK1iQgLa5Tzu6h7JZJ2Qo7LKG6Cxjxlg831AZEbkLV38c2hOhHZ/ejY7cgnsMKFXDLGxCRCSqZG1gdRURJ49pdWPHRWSlokESU64YBaYXIPQX2AIQGvRS0agJqEh3tBT2CnSmg7WGEziNqFYR+siFa04VVwOtfYyVB6qZoDXoMqxhBWgVkvoYbiyBrPV5jThuwSqAtUN2gvMac2o1gVWteY04RBqsIxEGVvMacoSLYuabGnIjNd9TDxh8/WxuEN7qC+o5omUxm2Y5oq4k/wbZeIjL+hMZyJtl8W+eNGzfywgsv8H3f93138Qhn88Ybb7Bv375Z1/jQoUP83u/9HhcuXODJJ59c0raMkFmA1t4wczW4XC7+H83/oly7do1a7bfp7OwknfprKH0cOACAVZMonUdoAXZLJMYBCQixB9SMgME5Fvycil+gog8QqX4VoTeDM4hwIUc7seoUdrjI4/n3URNvrPh83oypZcultRiy8YHc7+Lb2EX5To0DHhQh08jd6GGzElZa7G9SywyryXwZAqVSib6+PhzH4bnnniOVSi15m6sZkZnlflm6BICOHULkj3E1+3Z2duwkNHUcUb6ArtSjJ+0HZm1rySLHJUhBU0ph69cR6hKxqIWwBJqG72Dk5uwN5jugpe5ZlLaiOU8t106Eh8CuENk4gVYxiLnYtXM4pRBWzkLos7jpPUhJYBgAgJMHQObTqHgWobrA2QKxAQhPg4yjo6D1FtzoIMItzkRroiPARnRoM1ZpJlpjlcBNzkRrVEhQqz2MnbhWvxai3pgzD24CWUt6jTlj+SBa44bAqmjcaBZZSiB0FTccQ4fyeAW4G4EJRC2CDg8BN9HqEAgQtY0I9SNg/dQ8n4DZzCVkWml1RGtNN/YnAe92uvF6ymqAmQjSehqbhoeHefvb3z7r9d5eL3VzaGjICJk7Ybm9YZaD/9BWLpcZGBggl8tx8OAWIpFosIxyjyOtupiR7/dslZ1jCNuLxOjyn3k9Y8IvemrGaRYwOMcQDiTEDYSbgch2cKEa+gHKuW8QlaNYCYkoRVDhKqFXn6X23GsrOp/5hIzrupw/f55CoRAUeC82Y76ebhx3QmsXX/+BPJPJcPXq1aZZqpUYBzyIQqaV1ehhs9LjXU+DheHBYqEMgZGREc6cOUNPTw+PPfbYsj+nUspVmUiampri5MmTpFIpDh8+THTi9+dZUqNjh8AV6NhBROko1u0/Rkf3ICrHvSUaMktahQvMLXKq1SrlzDcIlTdgqUewS2OI8C2o1cAqgKwgnDKuexDBKKIwEuxHFEbQnVWo1n9O9HgJapkwdALOXmSuH629NDJt92OHi7iJTix3Es0F3BqIUgZdVbgbtFdvz0wKGtUtQF3YpBWi6kVu3PZBhBxHVhLoKFDbAkxgZQUwjHAziEgYoR4FhkALRM2L1ujIFCSvgSwjqnGvh029MadVTYEex85FcOMCq5zwrJ6j4MZHg8acVkUjdBbtxrGqNc8VLa7R4TyoHtA5zxo6VPbS0NTvgPhd0PGgMedCLEXItLJQunGrI9pcHe9Xylq1Xp6P9Shk/JYWrUTrDXFLpdKSt2WETAurUdC/EP6X4+jRo3R0dPC2Q2dAnAa8G7IUB1H6GLr4SUTIu1kK6+CMmHFBiC1eLUytLl7sg56QAa8GxukHnWIs/y46E5exFOScx3Byr6BC+2mLXkG4Ah0CkX0DoiVCR7+L2qFvLvt85hIyhUKBN954A9u26erqYnp6mhs3bgAEea+dnZ1zFvWt9YjMaguE1gfyuYwDlpszvF5sI2H1BoyV9LDxb5jLYaWpZXdicWkwwOwMAf9z6LouAwMDDA0N8Za3vGXFOet3mlqmteb69etcvHiRRx55hJ07d87fSLm+vMgfQye9sa9R1ACI0lHk9Ey0RkcWj87kcjnGxsbobQ9RGt1EKiVQsc3IcBV3LI5o24gsDUHoGtIdQISA6DSiuhmV6EEURurnshdRT0FToYb6toYUNADpgs7uwwZEIYbdO4iqdKGjeZBTqLLAnlY48pb3LNE+M775KWjBOVTzCNWFzEtUMouK9yFLUbDzaDuJ0hGsLDMpaNUistzjpaflqpC2sNzHvDqbpAZ7pjGncN6KsgeQ1T3AEMIZR7iRIFqjrc24sQEQZXB7cEMgmAbXMwwQOoMWG1DR2wTRGp0DqiALaPkaWu0HYXnGAXMIG39sv5P7/UKOaH7H+9VwRFtvQqbxeXU565TL5fs2NsViMSqVyqzXy+Vy8P5SMUKmgZX2hlkqWuugmGrbtm088sgj6OqrKMWMKAFkDRApT5TU6zN9MSNqgxB590wkpkHMiNwnwN6LiL0fKsdIRfopus/glvqoVb5DMpkgHLri5RQXjyEcASTRKoeQWULfOkDtbceXdU6tQmZkZITTp0+zdetWdu3aheM4QdOm1gf0aDTa5Fay1qMI90JkLWQc0JgzvJBF8XqKyNwt0bWUHjb+58//t5Si0pWmli0nxcdgaGShDIF8Pk9fXx9SSg4fPnxHphJ3klrWmEq2kDuayNcn3IRg0dupK1Ad7585vslPBKIGPYiObg7e01ozVniIXG6Mnp4e4nKC26kuUmSR4WvN222r4o7uglQ3AHblODpSQNIPooRwlWcORtgTLq2XZI4UtOD8Kt1YlW1eNKdrCBnS6HgMqfOQKKMnokh9BtdqR7ZrxLREx5qjNSoKMg/IJDh+tEZBuIx2o2gbXCtVH79BlIex4pNoN+alpFnMRGtKeFbPdZGiGUYzO1qjbC+FrDFao61yEK0ROgciC43RmghgVcFNgkgBE6DDnrDhmNeYU8cRThuIzWj9UvC3Xw1aHdHmisr7/ckao/JLYT0KmeU+s+bzXsrj/RqbfMezVvzXNm/ePOu9+TBChoWbiK0WlUqFU6dOUSqVkFJ6MwrV/xeYqX1pEjPWu9Hu8RaBo0E0/HH9SEzNSyXD3ovwb7qRg+jcVxHOMSYqj7FlwyCWextRBgqfQOg0ODkIp0Hn0RULYTuEvvMOaoeX7i3vCxmlFBcvXuTmzZvBrGDj7F7rA7rjOExNTQXpVGfOnAHg5s2b9PT0rHoB/Hql1TjAzxnOZDKBcYBvUdzZ2Uk6nV43Qsb/3NyLv/NcPWx8gdjYw8Yf8Nrb2+d0eVqpkDERGcNKWKg3zODgIOfPn2f79u3s3r37jr9HKxUyCzVSts/8PQDUhpkGdzp5EDF2ZdbEUGN0Zi50aO9MtCZ/DFHRiMpxzwW0eJ6y7mXbtm2EnZPeMkJ49suAqu4ERufcrhIJVPUxACx9En27B5HOIMQ4olYDtwfQi6agkZxEZDrQCbyUtPIklPYi6surxDg6nUJX8wiZBV1Bl5ygf43XlFMDYna0RoHIPRXYP4tUH9KNeilogHJiiHwaoiCcmWgNlvZMA8Ip7EKqfh034yYmgmgNdIPOImvN0RqrsAnIocKbUZHmaA1yHHQnspRG6Am0EKioAzhBGhqyCFqjwzfBHcWOPc/b/loYITvRessdGQfMxVxR+fkc0fyJwPkmr9ajkFnJuATct9Syp59+mm9+85uzrvVrr71GPB7n0UcfXfK23vRCRmvN5OQkruuSTCbvioiZmJigr6+Pzs5OnnnmGb7+9a8Tqf5vEDocLBOImfLnkfaPACCsA4GYEW49vzR0EF09NtMArB6JEfH6zFXlGFSOka89xsj0djamr7G9Yxi0RNSykPwAolDPNa7f50Up782s4ICbI/T1w9Te8Z0lnZsQglqtxvHjx6lWqzz33HNL+mL4aWddXV3eYVcq/NVf/RWVSoWzZ8/iOE5TOtVabJp1P2jNGW40Djh9+nRg7T02NkY4HL5j44C7yWqkGqyU1s9fY1Hp5cuXKRaLTUWl7e3tQTPb5TrD+NsyGJaDUorR0VEikUhTfZfjOJw9e5aJiQmeeeaZ4DN8pyxXyCwllUwnDyDyx5ETXt8yUbiEmzwIQhAqvQ5LdKCaS+To2CGKxSK1yW+RiCbZnhhBFEY884DoHm8ZmsVSU3QmO4bsLqLGuoAxSHejRQRVtaH6BGTHsNxBdDlKKDGGSA4jqhFIdqHz4fo1mElB0+HE/H1xkpOIahrhR2s6q2glIJ5DWhpp59FjUarcQEqJ3VZBFFJoP4BQNwyAur1z2EtBA7w6m2gVoXLocBo3DKJSnzhxPcMA4cTBTYGlUeGhhaM1UoJIea5o7im0OB1Ea/weNggX4Rbq0ZoIiCyyvA+hT89EazSgKkAvkAOpkFYVzW2wbqP1IZAOwvEmZ4Ve3R42CzmitU5etbZFWE/p2bDytgDRaPSeuMANDw8zPT3Nrl27ggnC9773vXz2s5/lc5/7XNBHZnx8nM985jP88A//8LLagbyphYzv/HLz5k1c1+WJJ55Y1e0rpbh8+TLXrl1rssGUUuLop7EqRyEy09BLVrXnQOYcg2h95sk6ALlPIEQKYu/xXmsQM6J0zEslK3vr6PABStPfoFr5Nj0Ji5AIeTUzyfejIwcRxaPoxCFPzFh4nYXTjyLGL6NxEJYCSoS++U5q3/XKoudYrVaZmJhg48aN7Nu3r+lLsZwH6EgkgpSShx9+mGQySaFQIJPJkMlkuHLlCrZtB7MonZ2d97TBpM9ajHTMZRzwxhtvkM/nef3115tu5vPVJd0v1lLTsVaBWKlUAoHY399PtVolnU6jlCKfzxONRpd83CYiY1gOjRkC586dY9euXUHKmB/9iMfjHDlyZFXvg8sRMrVajTNnzjA9Pb1oo02d9IxrxNQJdGQvcuJ1NrhT2NO3IbkXPce812LRGYBMJsPU1CTb2uLYG97l7QvAFYCmU1wmIkYQjgiyw3S5gJZPQFrDdD1Ck+6G7Jj3c2QmNU92F3HHtuAmOslPJuhQQ1Bub47WVAsQ1uhIQ+EMeClpmZYUtMq25nMsbUUURpCA7uyFRIGILqMTRW9cLmWolbxojXRrgPZS0OQAVPd4KWhlLw2nfHsXcTGNSGxBWv2eg1s9WiNsoLQXGERUM4gQyPIGL12M2dEaFc1AzbOD1nY3iAlkdQ9agnAGvB42hU1eSlpkMyo0BHICbQ8DXWCNgOpGlvci9GnccL2WxlHUqmkikRqIIugY6CpajIJ00WIf6ASitvqNOWF+R7TG7AZ/8mo1HGrvJSuJIOXzeeLx+B2f50svvcTU1BRDQ55d+Be+8AVu3boFwM/+7M/S1tbGP/tn/4w//MM/5OrVq+zcuRPwhMxzzz3H3/7bf5tz587R1dXFRz7yEVzX5V/9q3+1rGN4UwqZRucXrTW2bVOtVhdfcRmUy2X6+vqCKEXjjOxDPf8fWm/06l5axIwIvRvtHAuECYCw93p5ug2vAcjpP4LEB7xfIgdRxdcYymxB6YfYnjqOdqeZdH6YWPvbPf99f93yHGImmkSUQcuc57Li5gh95Qi17/72nOfnz8aNjY3R2dnJW9/61jv+QvjrNxbA+/U1/kzKrVu3OH/+/KJ1Im9G/OtmWRaPPPII6XQ6KHi/fft2k3HAYqH1e8FaEjKt+I2+Nm3ahNaacrnM+Pg409PTDAwMcO7cucAtp7OzM4jmzoVxLTMsldZUMtu2gyir35Nl165dPPTQQ6v+oOVHHBdjoVSyxdDt+wGYnLhOIpokBMiJ1xGFAXQoiai83pSGNifZowwWtlKr5di6dSvhaiaIu/g1ODp2iKmx6yRTCUQ+jRW+DmkQIofWN3DYOmuzMnIdVdkBjM27axXthWovkvNQiUM2jIgPIms5KKchnEcz0zMqSDtr/Dk5iah6oksnehCiHyozKWjaTqKlgEQe2xKIUBlZ0JQLNxBSEGor4SrH+3vVU9C0l5EGcgBRSzVFa7RrI8QAOppEhTRUo2hrC7iDqNBMtEboHG5iCNSGmWhNeAihRV2kgIqUgW4vWuPk0PICwgUrD+g8TiqJqMVBFFD2sBetkUVk5WlQA4SdMoQtcGwERbTc5KWpCQXaBlVE2xU0XrQGnUC4EqGXnu6+VOZzRMtkMkxMTOA4Dm+88caqO6LdDVYSkcnn86sywfabv/mbQfsDgM997nN87nOfA+DFF1+kra1tzvUsy+Iv/uIv+Mf/+B/zn//zf6ZUKnHw4EFefvll9uzZs6xjeNM9/SmlcBynKed4qTfwpTI2NsapU6fYuHEj+/fvn/WQPcvpq3KUxgi4sA8GYkZo73fAi8LUxYx0NIg0lI9C9BDFQoFKfpqOeIlEOIYQWylVOoiLM8A7vO2Wj6HjBxHFY4jpPwOxBVEa8Ar1dA4sCy8uXfMEDhXs//ldOO9qdjNzHIczZ84wNTVFT08P0Wh0fneaZQ62cxXUN0YVdu3aFTSYzGQyXLhwgUql0vRQmU6n19VsymrjR45aC97nCq0nk8mm9Kl7KQjXS/dkIQSxWIyNGzdy8eJFDh8+3GQDupBbju8Ms1Ihk8/n+Y3f+A1ee+01jh49yuTkJB//+Mf50Ic+tOi6X/nKV/jjP/5jvvWtb3Hr1i02bdrECy+8wL/+1/868Oo3rB3m6g0jpaRSqXDixAkKhYLXk6W9/a7s37dfni/yrLXmxo0bXLhwYUliyrr2u/O+1ykug44H0RocgW7fH6ShicIldMVCbdjXFJ0pl8tUctNIaxvbtm5FSqvJRQwIlvXiMt7/qroDaV1HV9ogDhY3kW1DqMpmLG7isrCDYTw9Mus1NRb3ojlTNlKNe9EaJ4/VdRQtgVAahBet0ZWWFLRMeF7DAJiJ1ojOKlQ2gigQbrcR4VFwNSJzmaqIEu6oICYcsFPU7G7CFGYMA+rRGlF660xtjQJUHh0a9FxL69EabYGonkI4eWQx1RCtASvnRTB0aDPayqNFPVojJIgisvKUt74frSmnQY+DEDgJz7RI2cOgkxAdBRFHVt6KUAO4kRzgNed0w6G6GCsCNqIWQssKWoKW+0DbXmNOuCsRm0ZHtMHBQYaHh+nu7l51R7S7wZ30N7vTc7h27dqiy7z88su8/PLLs17v6OjgYx/7GB/72Mfu6BjeNEKm0fnFv1H7f0DLslalo7Ff8H7jxg0ef/xxtmzZMvs4Ch9pEjKBG1npPCQ/ECwn7IOI7B+BTHtF/YAIeyllonTUWyj2bqgcozT1dW5nttLd/RxJ9VVEbRKdeg/F3DgJcTbohixKx5Djn0BH6hEeC9SGFxG54547misgPwK1SUSoCK6FsMrYX/4enO/5MuA9WL3xxhtEo1EOHz7MlSuzizZXylK/UHM1mPTT0G7e9BqdNUYdVqN/yHpivgeRuULr/sO4LwjT6XRw3dLp9F2dgbpbxhp3C9d1EUJgWdYst5x8Ph+I6ytXriCl5JVXXgmu30pnvsbHx/nVX/1Vtm/fzlNPPcUrr7yy5HU//OEPk8lk+PEf/3F2797NlStXeOmll/jiF7/IyZMnV2zTa1hdFuoN47ouly5doru7m8OHD89pQLFaNDZrbn0o8lPJpqamFk0lWyqVxFtnPYDo5IEgBU0n9yMnjtdFjaRcrjBU6WFLOkpb1yZALJyCVr+GKjPh/ZosoSYTCHuHd490iih7BzJ8HSsygXTyCCQuUSTnUZXHgDFkfgKVBpWdqaVpTUGj4juPgSw7qPJjyPIwojKJjAx7KWhWFSGqzSZoLXbOJCehsnfmFKoFrw6nMOKZkXVuhMo2rFQ/0rYQIRdimnAhA1UBoRI6PwTJTbMMAwgPeseXT3vHGh6EYgLkgGfvHHOQ5UhTtMbK1qNJ7gRuAmR1D7I2NBOtqdIcrRExL1pTFbjJrBetKVW9aE1Mo2tRZEjUozUCZMkzU1Aaq5LDjeh6tMZFizDICl6KiI1wBNoaBctB8zToFMKVoFKrLmy01oTDYbZu3brqjmh3g5XWyNyJy+Fa4k0hZFrD9a35j3fqnw/ew/TJkydxXZfnn39+3hlYUTpKeziL1s/O7L9aj66Ujnpe+j723mBWKVg/fBAx9Ufo9PtxXZfbE5tJhs6zo2cUmwmQm0HhRV3Ew+Tdx4lzzYvAyC0g0wgl0G3v8ZxfisfQqYOemLE0VApoO+zdXGUNoRVUc9j/3zu4+fSnOXPmDDt27GD37t3BdVzNaNZKRFEsFmPLli1Bx/e5+rD4jlUdHR0rfhhYizUyc7HU4wyHw/T09NDT4w1WvnGAn8KnlKK9vf2uGS6sx+7Jcw0WQghSqRSpVKrJavw73/kOf/ZnfwZ4Di0vvPACL7zwAj/0Qz8UiMnF8C0qN23axPHjxzl4cOG6gUb+w3/4D7ztbW9rEqP/y//yv/COd7yDl156iV/7tV9b8rYMd4fWDIHGe+qlS5eYnp6mu7ubp5566q5/V+YTMn4qWSKR4MiRIytKRxVTJ4K0MpjpI+O/14q/rE4eQNfgdmEbsdopHrFfg1oKJt7w3l+gRKjDukAl/DzhpJevT7iErpVRgzchFkPGauiRS6gtj2DZN3BGuiHdjZW+jhRZhL4JaXCmI55pQL2WRkauz9qXynZBuuW1aC9UbWQlgaruwJo+h+gdR1YBy0KIKpos5LsQzE5B85pxTnrn6aeg1cM4crrDc02rbERkw4h0nlBiEvIxiExSm6wSbi/iZhJIOYQOCc8wQO0Bhr0ITRhQe5DF4bqwAchDQ7TGb8wpnLz3r+w15sQVXrSmNFNb40VrqEdr8iDKCHcj2upFVIeBaXQ+hhXOgxC4UYFV6PEac0YEWCUg5kVr3CHcaBbcmWiNtlIgR4A4qBLCAW0pCA81Cxu9544d0VrHptV0RLsbrLRG5kFJeX7ghcxSesPcaUTG76i8adMm9u7dO78ynv5tz0pZfKVuEfldM+9F3w31aIuOHUIU61GX8MHgNQBROArJ9+Nmv8PNzGZisRipDS9gT/2x5zSSfk/diewYCXGWrN4LDohqDkICnX4PonAMUfBmslrFjH7ofYirf+IV9qkQ2pEIu4Z2ymw59texnvtsEAmBOdLk7oDVGKgbbzg7d+4M+rA02jynUqmm+pq1mve6UlYquOYyDshkMkxOTnL16tUgxa8x0nUnrEeLy6Ucr281/uEPf5gf/dEf5ciRI3z84x/nlVde4Xd/93d55JFHOHLkyJL26dfqrIS3v/3tc77W2dnJ+fPnV7RNw+qwUIZAqVSir68Px3HYuHHjPXMebBQy/jEuJ5WsaVsDv4/Iv4He8Mw8SwgaG8k0ipxG1MRR8oU8ruWQ6H0BcieDZUX+ODLjpaAB6IjbEp3xpgFDu/ZQuzzgLbPxMVRmnFBHlmplH0JcRUxOIJNFdK6KSHejqjuaojXh9qsIHcbiJkQKaGLz1tLIyHVo6PEn0+OeK1oaXNGNLI6jeAwrfxE94SK2FSBkgVOCyDia9IzzWWu0BmYZBni/j1Cd3ogtLOxcDN02iewIga2QkTwIFycksGoVVH4QN9GDFb7MYtEaOd7r9a8JDaJiBWQ54QmbXDcqMYaV9SZjhDuBiuQRbnO0xp5O4SY12h5GRUYRRClVNxCxYrgpDRqEM4Gdi+DGARVHVlO40WGElQdZbonW5EDZdWETQ4dK9WhNHFFzvDQ02wFeQ6tDIEDUNq4oWrPY2DSXI9pcdv73qo73zd4W4IEVMsvpDbPSGhmlFAMDAwwODvLEE08sOe88X3mMSPjKTIqYT/hgIGbAi774r4vS0aAx1+TkJFTybG67Sbjju7zwenivV09T9OpgdOwglL9BJ18HdqLbZ2yXdeJgk5iRY59H5D6JjjyGvP3HaNmJFEPomoUIK3RFIiyNDFXZ/Op7cX7kG8Ehr6aQgZVFZBaitQ+L70aVyWQ4d+4cjuPQ3t4eRGzWUt7rSlmNyNFchgvZbJZMJtM0A+XfqFcyA7UehcxK85C/+7u/m+/5nu+5S0e2dPL5PPl8ftUsew3LZ6EMgdu3b3PmzBl6e3vZu3cvAwMDqxrxXgj/GHyBdfbsWSYnJ9m/f3/Qf2k5qORB5ES9AWbuErgSveEZLwIj5r7XN0Zncvk8bi6Lk3qGzZ2ds+9pjghS0ADkyB8HosbH34UdvopTfWj2Mco0Mr4BHSqhhEZMTmAnx3BGQ+j4BHTsAKfAdH6zN+nFOSxnDIH0RE2kOLOx7Bh0z5+CRrobGAfATe5Gch5d2ezV70xfRogywiqAGEdUJ8EuoPNb566laTAMAIjHbwAJL3IzDXRWIXcQuzCC6qohQ6PofBwRncbJOlhtRZyJOFIOQqh+XatbaIrWANaUDKI1Mi9x2xU6pRC2E0RrVCQP6CBa4/3uiSQrL4JoDcUEkeQkyq4BRYRqjNZksUpebY1d6AqiNdrajBsZCqI1uN2esysz0Rot0qhQFqwiEAcXhCvRFujwEJqnQKeBCsJ5eknRmuWOTfPZ+c/liObX8S53LFmIlaaWmYjMGma+JmLzsZKITLFY5OTJkwDL7qgshKDsPkmEC4hCP7p9pnsx4YOIyU8gQnvRLc+FotjPYOm7qdWybOp5BxFOIab+DG1v8ayX8SIxvpgRNYGlighX1B1SPAGjEwfRibqAyf85OroFrPr1ieyF6iiOfh5ZPUltOoyVrCJdBVKB7WD/+dsDMbPaEZnVFjKttLpRFYvFoL7Gjzr4ouZ+2TzfKXcjBa7ROADmnoHyjQN8T/7FbqxvBiHjW1yuFf7Tf/pPVKtV/vpf/+v3+1DelMyXIeC6Lv39/QwPDwcNhWH16jeXgm8uMD09zYULFwKL5ztJkVHJg4jx19GhxxC4iIk3PFHDJiK5s5B6bvY6bfsYHx8nl8uyPZnArk9CLZSCBjSLmtEvEHVLiNxpZCWC1lPzHqMduYZT2YmSE4GocawUFg5qcgIZqRLPTqK0i5US6FwKZe+A3Bh29BJKb8ZKl720bGLzpqDJyPUgOhOca2WH979II23b+z07hgw7iFAJIYYQxVFIlkCHwE87azAM0IkeUOO4xc1Yc/ypRGkrKI3MhdGJHqzOs2ipsKMFtFToUA1RUrg5hZYWoj0LpFDR3nrPmsFA5IjyliBao6K96Oggwi4gGqI1qDGsbN2BtCFao7lFLbuBSFcBezrlRW4ig6jIKIgYKiyQxe6maI2o5T3jBNdG1tK4UVDhmWiNsnNeql4IcOy6sNmAit6uuzz0ABNeGlrYQdtH0Xo/CMszDhCb5xQ2dzo2LeSI5vfJazQoSqVSdzRm30/XsrXAAydklFJUq9VlFRIvtxHY8PAwZ8+eZcuWLezZs2dJH3gx+KEZN5X6A7uoAjIViAuo20eGvGK/xtfdokO+uIk2e4BYzzuQlgQOIvL9wMzMjF/UL3LeTNiI831s5laTgBGFY95sVniLF+VRoNMHENnjaEtDaiMqc5nJynY60zfQbi9ajkBNImQZcLE+/wLuu796T8TH3UIIERRtb9u2rSnvdXBwkP7+fmKxWCBq/GLvtc69qD2ZawbKv1EPDAzMcpKby7pyvQmZ5TbDhNVzhlkNvvGNb/Cv/tW/4n3vex8vvPDC/T6cNxULZQjk83lOnjyJbduzJsWklKveGmChYwQ4deoUu3bt4uGHH161z63u2jdjkVy2yFY30a0vI6/9VwglwfXS0JRS3BocRGvNtq3bCBUmm2pE50tBaxU5OryZ0cIm2kJpQskUTF7C1p6wsDoGcZhJ19SlItRvQ2pyAv8tt2IT3pRD6Q1UVBgb0Frgjtro+ASyoxtdGPdEDWDbJ6BuGECkgKCGU3mSheycfWR6vCkljegUbqHu6JYdwxKjYOEJGz9a02oh7f+pkpM0hXEiN4MUNFEYQUfSiMoTSF8UxV+HQhziCnQWalVq43GkvIUQReazV5PlYRRb5o/WAEp7nTFFeRjpTBJPZhGOjR+xkZUtaCuPLHtpaF40x4vWqEjdwExorxanIVpjZxOosNfDxo1NgAiB242yc2ipwY1jVWv15pxhdCiPF6LZiCdsutDhIeBmUxqaL2xWe2xqdETzJ1AbXS+BoB51JY5oSqll1/6a1LI1iD9Q+DnHy3FDWuqslz9rdvv2bZ588smgSHpJRA8GDitND/+J93g2yw2iJYiulI9B4RiVcplSqYSIPksycgHKJzxBkjvmOZBpmtxbRE1AuZ+y9cOgSzPiBRDTxxGlAW/2KlVfvi56dPoATB9luLidTvcGXamL6EobVuQauhqCsIuuhBG2QjgVrM+8gNj/sXUVkVmIxrzXhx9+mFqt1hQeLpVKhEIhrl69Ou/D+f3Gv373+rjmMg7w62sajQP8VLREIrEuuycv93jXymDR39/Pj/7oj/KWt7zljq0uDctjvgwBrTW3bt2iv7+fHTt28Mgjj8z6fN2riIxvqa+U4vHHH2f79u0r3pYc+P153xPjr3v/A0X7ScIk0F37kPljOLePIvMX2BCueI36CqNLFi4wW+QE9stTJ1BOB67a6S1XKYNVIRS7gegAiywuIDs2YKlzQBzZscETNUC1vAMYRsd7mqI1staPrlVQOW85nYrjuo95O8+NYceGg7oaKM8IsuxY4HRGdiYFzbNzpikFLTg3OxlEa6yOUcglZkRNNIsux3Eb5lhEJoyuR2tEtX+mZ01hto20qHQjsmFCiR5InEVbCjvtWcfrWBZdLOPmXGxRhtg0y4rWhArg9KCjoGsRUC6y6BkEyOoZ3FQYWUiDpZGVLUFtjR+tcVN+tCYFbqyepeKJGlm+UI/WgKyl0dZmtD0AcgzcHtwQWBXtfQpc6tEagYo66NCwF63RObwcvYgnbNQgmkM8vMemVtyFJnbHxgGzrnfDBGqrI9r4+PiKHNFWmvY8l7PueuSBEDLLTSVrZSmuZf6smWVZHD58eFmFzmLit70f6mJGiB3E3NNALHid8jHk5J+hQzMfLDe0n+Lk1wnpEWLtP0o0GgUOQfkoMvN5dGgzROsuZ6WjTWJGd7yfeOZbFHnY+z1xEDn8SXR8L6rr/YicF7XRqYP1Qv9jVMJvpZzJ0Su+BB2Pw2QBELiFBCIcQhcryLCL331LhKo8cuKneH33by75Wix4ndbArHUjoVCI7u5uuru7ARgYGCCfz1MoFLh16xZa66b6mrVg8xw4Ad3n42h1kvPtiRutK2OxGI7jUCqV7qt15VJZrwWVN2/e5F3vehdtbW38xV/8RVNzXsPdZb4MAb8GJZPJ8Mwzz8xbs7TaPc7mIpvNcvLkSWKxGJFI5K7nzeuufYjh4ZkHe60Zr+5CTrxBPL6HWM/z3jg5dRFcT9jNZRqwqMgRM4YC4qHvg3rBv4zFqIwnEbKTkHUDJcKELG9W3JJZ3Erz+ft3UjtybWbfdVFTnehFdmxAFEfQ1RlRI6pFdD4UpKBZ7jgQD1LQpJOnxgGWahgAM1G6RlEDYHUAGYtox1nQMYhmIay9xpxz2TvPE60BwEkjR7uQgJXoQYtJhBNFJ0ErB+FUqI7HkPImtiihU3EEsycfg2iNzCOLXp2NG7qJFR5F+0+duW60qPcSq3pOaELO1Nc0Rmt0aDPKHgDGEO5GVKR7VrRGuAJXzkRrANzYaZAanC6UnQORbYrWaJmup6E5gbARrkSE8kTSp9Aqghb7QccR7mOrLmpg6Y5oC9WjrrRG5n6PTavFuhYyCzm/LAd/sJivtmBwcJBz586xfft2du/efWezyNGDpIqveDfZ6MGm14M0sShUyhVuj9ymKwSxcAxqp9H+8tFDiNwnABGEcIkdgtJR5MTn0en3BJtN0w9sRkwfR8f3BoYBvnjxxUy1UCM08Wl0ZBd0fwA5fYIaB72OyM4kuloDW6KqtndndwXSKiF0jbee+WV4enV83NdymlooFCIej/PYY4812TyPjY1x6dIlQqFQk83zvbRf9FkrQqaRueyJp6enuXnzJvl8nldffZVoNNrkiHY3+2WslPUoZCYmJnjXu95FpVLhK1/5immEeY9YKENgamqKvr6+wM54oTq81WgNsNAx3rx5k4GBAR5++GEefvhhvvnNb66qcPIjMLPf8ESG1pqh4WFqtRrb0mlkjzfGqeRBRNlCJ/cBIK9+EdI9iLrtMot8DXX7fkRxaNYjti2vzVq2PPYwsqPe9LFWRiQhxA1kcgKc5h05lZ3ARNNranIC2dGDUhO4FRvZscEzDBipGwYgkU4NVfVS0MiNIewkluVFa6R1He1EUA1ipdXO2a+lAaBSNxhId3uGAXaSnOwknikQ6qkgCoAuIXU/yCxUU4jwTZSuO541OJ+JamEm5a8wgo40RG4iN4NojUh4okjLCcLtFq6rIJpFlR3caZewLEN4BF1+KyoqG6I1nt0zgNAaNbQBu82brNUdryPr0RqcCMqaacYpWqI1AMhUva2Mt75KnAYRmonWWDm85t5etAaZQkuwSgIV8dLQsEaCaI3QzWloWghUCHQ4i1PpQgqBZZXwcucKaDnjhoaO3DVhsxJHtDsxonkQWLdCprWJ2EpFDBB8AFpz4B3H4fz584yOjvL0008HM/N3iqxKouIq8I6m1/00ser4txjMbqajvYOUnULHX0AUjwXLiWxDSlldiACIqvTSyrLH0ekDVEJPQfUocvzz6NCWIB2tKRKTPQbXP0FR9ZKM7iEWDqHrlzHUWaCW2YEVB/ITIGOe13zNAUuj3BgyVCZEDvVf3o3+m5+/o+uylh6+56JR6M5n89xa/O4Lm7a2tlV1KVnoGP3jW6v4N+pisYjWmieeeCK4dr5Ftn/t/Bv1vbh2i3EnNTJ3m+HhYaanp9m1a1cgAguFAj/wAz/A4OAgX/va19i9e/ddPw7D7N4wjalk165d49KlSzzyyCPs3Llz0e/p3YrI+Klkk5OT7Nu3L3B1XG696FLQXftmvSaEIJI9wzW9jUhEsG3rVqzJiZmH6hYBpMObZ0RN/hhi6lIQrRHVQVTvD83ecUNEppGa2onrjOBWKlixmXMNWdfRNahVPHczu1bGUY8RDl9BJvPYlRwCSYXErBQ0zzDgcXyRo0NJHCuFjNf7Rbk3g1Q1OzIIdHrCpi5qtKWxIhNAGemMISJJ3Cz1NDOCFLQgJa0BT+Tkgt9d94lgecs9CxkB3QUk/RCdRlTPo0KPoTurXp0us/vUBDRGawA51otO9HglRaEphGMj0xJXRbHtLNWxGwghCYscKplGNlpsa5iJb4EoJoJojWcaMIIWSTQphJNHi2T97zsTrbEKAm17Fs+iFsbKzaShYY0i3DQq0g1uHh0GWXkr6AFkdRgt8+AIrIpAhXtRkdMgioFpAOSBFFaxBm4RLVIQrYJVBdXblIaGzKI50RSt8c5u9YXNfPWok5OTgSOalJJQKEQ0Gl2yI5rpI3Of8aMw/g33TvPs/fUbVW0ul+PkyZOEw2GOHDlST+taPtaVv41qO9D8ooCS3kkiexyV9t4TuWOoyAFGx0aJqlPsaB8hZGeCVXT8YJNo0fG6eCnUC/tV3Tqz4z1eWD57HCH3MuXuoa3ydfwux42RmFr0aUqZHFFitCXaEJ2HYPq4F71p9zosW/IaVC2EDTj1mSBpg+sgbI2q2WjHRshp9B/9IHzgv6/oOgXnuYYjMgvRavNcrVaDGpHz589Tq9Voa2sLhM3dKgBfD0LGx0+3metG7V+7/v5+qtXqosYB94L7Nev10ksvMTU1xdDQEABf+MIXuHXLa/L3sz/7s7S1tfHP/tk/4w//8A+5evUqO3fuBOAnfuInOHr0KD/5kz/J+fPnm3rHJJNJ3vOe99zRcRmaWShDoFKpcPr0aQqFAgcPHgzc/xbjbtTINKaSHT58uCkidKdCRvT9IWLq5MwL01egLmQCcaI1tWqVSqVCe3ebdy3muF/NJYAAdNlChx4LhI01fGEmUgNBtEYA0fIZdI/Xs6k2NolIlilmRkDUcGs1qrJKtVJGFwskEy5OvhuYCCI0anKCavtOssVpusRtRBIiHQWvrqaSJMQNKvMUw/vYkWuoUhwd9+oHtTuEM54AJhDFaXTMQYX2Qm4MciA6NkFEYzGBtK6j3OZa3Lmab86FjFxHk0SJOIzjiaDRTkRlEtldj9aUoojY3NGaRlqjNbqzCu4G5LQXrbEiN8GNEOkI4SoF4SLSqVLNKCIiB6FxtPQOWpaHUWnVHK1RBLU1AERPId3kTLQmOoEovRUtBhFVzwkNLTzBEwK0QFbiM9Ga6GkQFbQt0EKiQxkQnVj5NMgssgpaRjxXZyFQ4T2o6BvgpnBDXWgxhZYawQasYgYtBJBGRYcBPSNsZBUoo0OvQUsamvcZXH1hM1c96okTJ4J01aU6ohWLxQcmzXhdCZnGgWI5rmSL0RiRaSzA3LlzJ7t27bqjhyYdO4ScPtokZgSCrLuXBDeQdTHjOi63xm5iWzbJnhewq69DZRDd/p6ZbcUPIoc+iU7umXnN7wlTG0TVl/UbXQK0uRdQPfWamOnj6LYD6NRBnInvYE18inL4B0l1dyGzJ6D+vqiLGRwLS0+jHEUluxM7Mo6QGkpVRGoTKjeNsKvISBVdtZGhIurT74e/8YkVXav18PC9VMLh8Jw2z5OTk1y7dq2puWRnZ+eKhXIr603IzHWcrdeuVCoFM1A3b95Ea91UCHmvev+4rrsiZ5g7tV/+zd/8Ta5fn7Fy/dznPsfnPvc5AF588UXa2trmXM+3h/+DP/gD/uAP/qDpvR07dhghs4oslCEwPj7O6dOn6ejo4PDhw8v6DK1malljKtlDDz3Erl27Zn1vViMCpNpnxjpZGEHcPun9Mn0Fd/ePMTY6SqVapTMcJl5PnxHjr88rXOY8l4ZlVYOoEeOvI9Qwwn2DdDVHxB0EPCGjkl1UxARaacJoElynOrUF2ymgCzmciENWWEQrJSiXSMQ8gSeAVGKEan4jMjSTguaEHiIUuUo4Oo7tZINoTWMtjU9tugfZUT92EQlS0GR0Al2rofJeCpoduUltfJsnpOrRGuVux4qcoylaQ/esWhq7bQIqDc8qlSKKxzzRU6+nUdFeqNpQ7UaK64iJQkO0ZgpR6YdIAp0sBH1qgmhNZW/zSbVEa8RYLyR6sAFRLaEsvDQ0lcYKjaDGPCGj3Ql0xEYrl3mfrKoRrHq0xvsbvA6hQU+0OBG0SCLLW0Cd8vrX1KM1cAEVe7QpWgPght9AuAIVx+tnFAZZ2QPuMNgaLS8gKgKrlEdFH8VlChnK1KM1ESCPlgmsQi+IHFoKVKgKVEH3gvIiYsLtApFDVi+g7CTC+Sm0dQCsn5rvTO+YWCyGlJKHHnqI9vb2wBEtk8nMckTr7Oz0jDSEuOOxqVKp8Cu/8it84hOfYHJykre+9a382q/9Gt/7vd+76Lpf/vKX+fVf/3VOnz6N4zg8+uij/OzP/izvf//7F113LtaNkLnTgv6F8P3zK5UK/f39s8LtK0UO/87Mz9PHUW0HkNnj+M3AAqvkG5/kWvkw7W1eOo0QAlGQCGeOMjqZAqflvGsSnOZbgk4eJHXrk2TxbgRBJGb6OBPuw1jTBeLRR+mJXEeL7hYBIxG5C2grjbv1b6Ev/0/s2Di1yTihtiJuuQNbTEM4hKoAWiOwwHGQYigQM9lsltu3b9PR0UFbW9uSBOFaj8is5DM3l81za3PJWCzWVCOy0i7A603ILPaZEEIQj8eJx+NNxgGZTKbJOMAXNaspCltxXXfZ214NZ5hr164tuszLL7/Myy+/vOz1DHdOY28YfyzxX7906RLXr1/nscceY8uWLcv+Xq5WapnjOJw9e5aJiYkFx7ZVTS0b6UPZW6H9KQDcoqR46ZvEhaSjnEVGlrafhUTOXDU4auOPAJDN3yYqprAn3qBWqxGPXqBS6iK8cRtojXLOods2IrKjiHyWUFqRqGmouoTCt8hMbSRczuMWisQioLWi7oMW7KtWeQjbPY9b6aXm7iAcPYftZHHdHsLRcaqTBHbOanKC8KYcEIfp+vHH4lRv98xEgNREsKwfrSEEKteNZZfQ7iYgj8VNpDOGqiSx6Ae2oENxdCY5r/NZI36PG1d0e6Imch11ayNSZxHdBUQ0C/kQInET6me9FERDnxuZ8frWyMhNRL4tcEIjXkGoGrWpW1gihwpPISoCrdMz0RoaotjhQUQxAap+H5UDSHKesBFetEbrDSh7C7J6Ci0veNGaasZLOwsPNUVrtDWAZqwercnXDzyFrO4BvDQ0NwT2lA3Si9ZoawCsDG6kC6EF2s6B2oBVyOOJnDSQI5TP40ZfRDjHkVVQYRDucURNo6J/f4lXcfn42QJLcUT7y7/8Sy5dusTIyAiFQmHF+/zQhz7EZz/7Wf6P/+P/YPfu3bz88sv8wA/8AF/72td429veNu96f/7nf8573vMenn/+ef7lv/yXCCH4kz/5Ez7wgQ8wPj7Oz//8zy/7WNaFkJmvidhqIqXkjTfeIJFIzAq33yk6dghROoqc9kRMWb4VrUtopRnN7aDNucKO5Cj2hl1N66mO9yCmj6Hr0RwxfRzVOZM6ptMzM1+q891Ny8rJE9TCu6BYCpZx4vsojXydjup/p9bzNwhHwjOpZG0H0G0HkNc+jU49irv1byEyryMmT1BjB3bkOqGOArXREOGt4IyksUMlzxHExXP9sEJot4p0hnB+7wc5uvPn6OjoYGhoCNd1myIQczl8rfWH79USWXM1l/RnUC5fvkypVCKdTjd1AV5qVPBBEzKtNBoHtDq8DA0NMTAwQDQabXJ4WS3jgLVcI2O49yzUG6ZYLHLq1Ckcx+H5559f8WdgNVLLcrkcb7zxBrFYbEnmAqtaI9PjiZh8Pk8tm8XtfpoNnZ2Urr2KsGuEGqI1wpHoTU/PbxAwD/OJnHT5AjWrh+naI0xmMmyNCkKhHHANjSZkT1JzQKc3EoqPoyMJaOtBFC5h1VwSNYUu1xAd3ne+WqlSy2ZJJ8fQSqO1Qgjv/lVzvWL86nQPuMKL1sSuErNvIBwH0SHRpRIQmdMwoOl86iloMjpb1Dj5bqQVC1LQlNiO1OeIR0YI6UlUpDJntEamx1GVx5r249XWjHnRmm4g3Y3KAtVdSHEdJh0oRhDpDKIlWtNYSyNEP7qyF50gMAlojdaQ78ANtVOr1oiqGiqaJNKhoRrCsvOoYpRKsUpE5FFhC+U+QkjPCDFZTKMa5pCsibaZaI17CqEJhA1WGVF8CvRAc7RGnUEl3oK2UoHFM3jCBleg7WEvDS2SxynHkbUQViiHljnQVewpAUKgrRSuNQFa4obTnmmAEISzL4L6ArJ63DsuNYBQe1DhltKCu8B8Y9Ncjmi2bfOnf/qnfPnLX+bFF1/kl3/5l/nu7/5ufvInf5Jnn312Sfs7evQon/70p/mN3/gNfvEXfxGAD3zgA7zlLW/hn/yTf8J3vvOdedd96aWX6O3t5atf/WpwL/r7f//vs3fvXl5++eUHT8jcSW+Y5ezjxo0bOI5Db28vjz/++N2pXYgdQo5/HtwcIv5ovfHXLdr1RcLJh7wGl1P12pTp4zPrJQ82CZTgtbqYQYkZy+VU87LV2DPo4neQU8cpxd7C8O3bdAsLK9yBVTyNjuyfFYnRqUfR9Xob3bkPkXmdcGeeasYTM5HuEVQ+Tbgji1tpx7LKKBVCSoUWGoRGVW2E5fI911+i+vY/CcKYExMTgcNXOBxucvjyHzbXekTmbmDbdpPNc7lcJpPJkMlkGBwcRCnVFHHwQ8NzMZ/z3lpkNZqOtfb+8R1eMplMYByQSqWCa3cnpgsrtbg0QubBY6EMgdu3b3PmzBl6e3vZu3fvHRlV3ElqWWOa9HypZHPtb6VCRvT94ZzHMD4xgT1+hkQiQbghEpQLPUasvV7MXgkhqXlpaNNXoO2RufexjBQ0DYzobajpabZs2UIkP01h2hMJYXGVcmEjkc5rAISik9Qcb8a+FtpAODKJFhvRxTIJcR2n6mBXaljSgRQUJttRehg3maYtrHAnxrA2dBHpyqPL3v5rlYcCwwAAm3PYzhgCiY6WcGiOitmRa/XozMxrlbq9s1uxEY4nDJQrEcVJr7YmPwFWN8SncMobIZfEijREayI3cZmj7qXF+azR3tmP1iiRhmg3UlS9aE24nja5cQgxWQK7AMnEkqM13sr1fYyH0HUnNJEXEE0SCWvQLlI6UL2ALmlUxIvWKJWaP1pTiTRFa4SK1EUN6OgIEEfZe5GVAS+FzAFRrYIrcNMa4XpWzwCiNoRrTyDcMDohUFqCrCDLbw3S0FQoj51lpu7YSqEtTxQJtxfhalTkAKKmwRpC4j3PyepxnPRHl3O1loT/nLyUsVRKydve9jaOHDnCH/3RH/Gtb32LkZERvvKVrzA+Pn8Er5XPfvazWJbFT/3UTMpcNBrl7/ydv8Mv/dIvcfPmTbZtm7veKpvN0tHR0TSh4tfJrpQ1K2TuZiqZT61W48yZM0xNTRGJRNi0adOq7aMxrcxHh7wuuOF8H6XSZtrb20nbaXSy3gCzcAwxVU8985tj1rFufAp3y0/MbCt5EDny5wgnh5tsXfa/oFOPIoCMs4tYZZDy1DfpDceJRZPo9DubxZIfibHSqN4fQkyeQEyeQHfsnxEz+hTK7UBIja45uKodgLzYR6Q6gJISoQBRAwnCdqFaI/SJD+B+8JMkk0mSySQ7duwIHL78h82zZ8+SSqWoVCoUi8V11/F9tYlGo2zevJnNmzc3pVL5oWHf5tl/OG+0eV5vQma13chajQMqlUpQX3P+/PnAOMC/fssxDlhJQ8x8Pv/AePUbPObrDeM3TB4eHuYtb3kLmzZtWmRLi7PS1LKlppK1spoRGaUUQ4ODKK3Zmk4jN88IENHoKDbSBz1PEey1EoL2p5C3j6OnxyDsIpyT6E1PL7i/RpFTrVa9CdCQYtu2bdiTfbOWL+V6CEU91aAqNWQHROQ1Yu0ZRNUlIiUFqw3XzTOe30oyBFYlh1V1sO0YOj9NouMWKhSmWqtSnZ4mnariTHdidc6+V1SnexChBDV3B2p6gnjyGG7FS0ETzNgge3bOGxCxmRS08KYcutQcramptyAYQeemsUJVnKk27DCo6g6EJVC5GDJS9NLQRBZRrkdUutU8zmetvzf3uFFV2xM+lSpqKo4MO7OjNW3jQMMDaaSempbowc4OItrKaL0X0RKtEdo7LyEK3vuxW0Aey86hSjGqJcdzQgtbkE8jQjPyacFoTXEAwslA2GBVEMWn0GoYLIVwZqI12tqAmwYrt4FqKYEdjyMiV7wifnsYLfLoSAUIg1sX4LZGuHkiYxfQlsBNHkBWvGcrFfF+1vbc/Y5WC//7upyxtFarUalU6Onp4cCBA/zgD/7gsvb5xhtv8Oijj5JON7tOHDrk9TU8efLkvELmne98J//X//V/8c//+T/ngx/8IEIIPvWpT3H8+HH+5E/+ZFnH4bMmhYwfhVnNgv5WfC//ZDLJkSNHOHr06Kq6w8iM15RLdTZ8iDWMlnYSqr7BxtAN0l2PwNS1mbcTB5EjX/DESYOQ0cmD6PwwcvIEqqNhe+Et6BDIqeNBgaWoSbDqdTQ2KOUyWNjMztAprOo4auPf8rbZdgAxeRzdsR8x/gY6uWcmEtOxv0nMeNaHivLtFHbX80irn1p1A7YeJKKuUKx0kUhmKWXDRFIVRM0FFFgK6ebgD1/E/eAng8NudfiqVCpkMhkuXrzI9evXuX79ehCt8dPQ1gr3WiS0plK5rsv09DSZTIabN29y7ty5JqvicDi8roTM3e4X409QtBoH+IWQjcYBi0W7VhqReVCcYd7sLJQhkMvl6Ovrw7Ztjhw5smr3LMuyApObpYpo33EzEoksmkrWymoJmdqt4xTyeUKdW+ju7kaOzjhwMuKJisWi76r9AFT60D1PIaeOB9Ea4deD2nMfZyGfZ2R0lG4pSaZSwXdWd+2D0StNyzrjU9hd7d56NzZgd7UTsSwKt9pJbJ8g0TNNSE7SpiTYjxJWw+hIAi024lRCRMUtKpkuQuUstlTINolyFYVs1kshDitqVLFtm3BylJo7k97l19Wo6QnCjGBb2SAFzYrcwqXZxKPRMMBHx3twKzZajiMBnZtG2rfRoRDKTcB4HKujhOM+D7kxT9gsFq1pIIjWpLshOxZEa8AzDpgdrakgigWgH8IaqgKtG00CFh+bRGEE2Or9nO9H6L3IjptQDSFDRXREoQsaNzyFKAtExUJojW7TtEZrcECUG2prKl3o0CD4tTESlL0XUZ4RNqJaJaqr+OlzsuSZK4naEErjNSSNA24erCShzItQOwGWwsqfQLgXvDYY4D2fVY6jIt7zmZ39f3HS/2DRa7Ac/OfW5YxN+bx3/isdm4aHh+fsSea/5jtszsU//+f/nKtXr/Lrv/7r/Nqv/RoA8Xic//bf/hvvfve7V3Q8a0rI+M4v/f39pNNpenp67koq2Vxe/qvt169TBxC548jMCVTnfnTmKLlCnrIqE049iygcw7r2adytf7N5xdBmz1Gjvh549S66693e9upiRk56QkmnDyCyx5vEjOr+EfTkUWojf4XWO9i2dRsyO4nWzIgT6pGYK59Gpx8NXNVE5gS6cx+6Yz/y5l8gMn+C2vE30B37CU/9OdVxUKUk0Q0TVArbCYtBYtExapUw8Y4MbiGGjDiomgVaogWIWgH5sb+B+rufnvNaRSIRent7GRoaYvPmzSQSCTKZDCMjI1y4cCGoebjTQvg7ZS2kvVmWFVwLmPGUz2QygVUxeIXeC1kvrgX8h8F7xVzGAX4hZKtxgP9ZayzuX0kEyURkHgz8DIFjx47x+OOPBzV+jelbO3bs4JFHHlnVz7T/eVtKNFBrzeDgIOfPn2fnzp088sgjy/7u31Eq2+Bp2PIkk5OTiHwea/M+elpmbH3KbXvQ1ersN0ZmR06gwQnNj9ZMHYcJLwVN3J6J1kyMjzM9Pc222BhOzWaOPQTYXe24E9NErGtUInshN9X0fqXo1ay65RrT5U30bL5OSHopaBF5DYe2JlETkjVkpYZVqpKUUcKpIcq5DVSiZa9GNOpSnRrB6tzg9VQsFyGEV+hfG20SNvHkRYQrZ0Vr5iLUNoJbc6lFuxGpzQh1Dkc9HkRr/BQ0US02RWsQ3Vjh6160RtcjJ+n8TLSmbhiwpGhNPQIis1OobFeDsLniRWsAOosot31mpXq0BggsnTWJGakTuQmZDkiAKG3zanGy+9GxW5DIY4dyOOUuVCSPKGZwIxJyaU/g1sfq1miNzM44oSEHEE4K6sJGxcqIWhdaSWwyELoMqooszERrWtPQ/DobAFGWuIn9WGWJqIGOKkRNINyBQNi4ydWPzjRmLS0Vv8h/pWNTqVSac4LEHy9LpdKs93wikQiPPvoo733ve/mxH/sxXNfl937v93jxxRf50pe+xHPPPbfs41kzQqbRVrlQKGDb9qo/gFWrVU6fPk0ul5vl5b+afv3Wjf8XmBEzzshfkS/nqUWeYWtXF6VSkXH3UdpCJWTmdVRnc86v7zDWKGYatxeImJR3c/fFjDX8BXRkM4VCgZGpLnoiJbr0VULZ6RnDgKnjgZgR46+j7RTabSm6z7zuFb9FeyEsEBOvozfsoxZ5nHD0OtVMgvIEJDdeo5yPE47msGqKWvRZZOkslepmwvYQ2lUIodG2RDgV+OiH4O+9vOC1a2002Vjz0FgI39nZyYYNG9b0g/q9oNFTXmvN2NgY586dI5vNcv369Sab546OjjUV3brfKYRzFUL60a7BwUH6+/sDN7mOjg4cx1mWkPFtt02NzPqmMUNgamoqcCfz+zaslsvlXDQ6oC2E4zicO3eO8fFxnnnmmRXnm680IqOOfgrV8RSl/m8hXJc2dxKRuw7pJ+cWJ3UROCd1g4BZ1FPQwI/WzIga3f8/USqDbefYmUhihcNMhXY1NWQEiD/+ME7/V5ZswxWxrpHPbYIQlAq7UFWHWmQXkfhlYqkRQkyClIRSZWQ6TLn6JE5oEqoQEQKr6hIrTKITKYhaaK28RoSpcVzHpaorwcScbxgAzdEaKTcQtV6FaAVBARmZxCmFmlLQStfD2C0fPz9aI0M5dLwHUZxE1vrRNdAljUiDcAXOZL0eKd2NHTuKKnrRGlj4MjVGZ8iOeX1q6rU2KtqLjFzHvfWol45WHkZaWexqCWn1e00mXRftPDNjEgCzTQJaaI3WhPRDnrAReexQER3NInWZcsbB7ihC2QKlIL4Z7Nn3YT9aI8vDoECHQacUugzSrgbCJkhDy9XQltf7BgvCo+Am8ARMwXsu839WlpdVY5UlKrwf6R7zIjal36PWs3p2zP4E23Keg4rFIrFYbMWp3bFYjEqlMuv1crkcvD8f//v//r/z6quv8vrrrwf3t/e973088cQT/NzP/Ryvvfbaso/nvguZuXrD2La96k3AMpkMfX19tLe3c+TIkVkpLavp1++jtWa88hB26QQdahy91curFELQ7lyChKfmfTEjMyfQ6YbC/dwxrMEvonp+eGabqQOIoS96vzREBXX6AEx+mmKlzO3qCBs3biQU3op9888RUxOBkPEaXR5HDn4RHdmM2vTDXhpZ5gS6c78XibnxF1DLoXb+De94J15HTLxOdO8+3IHrxNNXqeoITlWgNUyObScV+//Z+/MoyfK7uhf9nCnmMec5q7LmuarH6mq1LPCVQWBsDAIeMtbFwwM/AwYbkB8GWUgW7611hVmIx+P68jS0ANvYaiSMABtji6Gl7pbUXXNV15zzEBkRGRlznPH3/jgRJyMiI8eq6qqWeq/Vq7NOnClORJzz27+9v/ubQTKuIRQN1U5h6+5XS1gCxWcgUFBEEedTP4r4Jy92vF5Sh4dbe81DwxqUzWaZnXVvts02tIcVvft2gCRJ+P1+VFXl5MmTOI5DsVhsiXluVrcSicRDt3ZthkdNZNrRHBwAa2lyuVyOyclJDMPgzTffpLe314sU3+pBUC6X31Fk3qZo7w3TeDY1JlcuXbr0UFIum9Gwr232bGq2kp07d+6+7oG7fQ7qtRpLS0v4Awfp6+tDLF1HwnRVmpVJ6NoH81eQhk8ATTUyTeRkHTZQZ9pRCZ6glnqNavwJ+vv6UArnIXuHsFZDAiRm1m1jOHuA9YTNr0xt7/1W9qHpNzDLI+j2HjSuoTmLIMv4+6GcctUap3cPVjpHuDfn9impGITlAJol0Iu9GEGDSqVC0m9TtSqoqorSRh80ZZpa5SxOPgt5CA7mkeWIp9bI5HFjx9ZDi7vF7gCW0ousFbH0PcjWDeyFWeTeCo4dRqrkkGK9CGPAU2tk3zRKk1ojJZdxmutfOvWp6aDWQF2xKa9g5pLQPYRcW0TSppHsulrjE0i2jdOwum1HranLbVJ1pJ6c1otkjSLUG/h7MzgiiAhaSOUctj+PWI6iSWWErw8psARW0/nFnBYbmuSsItW63eaqwQJOsAbCj3B63a+N5oAtIZduu+0vADZ5lCrlN1rKBR4k7qd2c7eTwIODg8zPz69bvrjokryhoaF1r4ErJnz605/mQx/6UMs5a5rG+973Pn7zN38TwzBa6n63g0dKZDYq6H+QREYIwb1797h37x4HDx5kbGys44f3oK1llmWxtLSE4ziMBJJIlgH1YkT3+MKLT3YtaOsjJ0X0aaTcf/IUEQ/+ekJG03KRfoOiM4jjmOyNZpEjE5imSdlJEoh3ta6beApp5fcRqvtF8mpiVt5wm0UFB8E/5NbO9JxBdD/hkRksCVv4MYWGudRFsKtMKJLDiZ1CXr2KJAscU0KJx3Byq0j+ALahICsmAgF6GX7rR+Cf/R67QTAYJBgMeoXwnfqxNA/UH7QN7XFXf5qL/WVZJh6PE4/H2bt3b0d1KxqNemrNdnv9PChs1BDzcUF7mtyXv/xlBgcHKZfLvPnmm5imuWUH5XK5/E6NzNsQzZNrsKaMyLLM3NwcS0tLLdbkh4mNyMWDsJJ1OpbRyfK1ARrWOn1+3rvnsnAVAKeRLqZr0HMCOXMe++pfIIs8gbBJJdB5sNOCLUhOoVgknU4z7PcTHxhAYk2tKSnuoDSU/Z+eBa0dwegS0Er8dHsPsOr9u3FFA8oUgra6mlQCtQdMjkH2BqbftaNFE99AQffUGvBRk1y1Ro0lkUQKqVwjIPlAgKQ5IEO1WiMWWCSX34OqVtEcp8WC5uSyOGbSU2v8WgkkmWAkh6wY+JQ0ldxESy2NG/fsQlQrbl1Iz2GcXBahSYhQP6JaQWuoNUUDYcsoPXW1Jube/1T/AlKh6qo1se33lmmoNZbVdJ3jBqIax+GIq9b45xEi6DbmVAwks4bjPLO5WlNKNqdAI6343PWtw15tDYAI30D1VbBCAskpYebmUBJllKKCJN1CxFxFas2GVn9n+iCSrHhqDc4hRHQeySoh1AhK+ntx7AvYvjMoxjfWkRqXvDzZotY8DOymdvN+J9hOnz7NX/zFX1AoFFoK/htqyunTpztul81msSyr4/2scb/dzdj/kU2HNpJfLMvymog1bsIPyual6zqvv/468/PzPPvss4yPj294o39Qx1Rm/j2VSoWZ2Vk0zcfIyKhLkupNuqTM+brysLaNiD4FxSWklTst+5Ky5xHhQ97fzf/3alqy56lWa+QLeUraESKj73FlxpXzKLlLgMBJPNG6j/QF7LEPtCwTySeRiimk/G03ray70Sn5gnsyloyUvYtp2qRy4yjhIMHuKnqtB8m0kUs3MawhhCOh+SqIUgYlaCLZFRS1hnDcwABJAwkd8ckfWXftOikym0GSJG+Q/uSTT/LCCy+wb98+hBDcvn2bl19+mfPnzzM1NUWxWLzvGpfHoUZmK2yWWtZQtw4ePMjZs2d57rnnGB4eplqtcu3aNV5++WUuXbrE7Ows5XL5ob/fx02R2QyNAe3AwABHjx7l3LlzPPPMM/T29noz4i+//DKXL1/2Brq6rmMYxq6JTKlU4iMf+Qjf+Z3f6TXKbW96uRlWV1f5sR/7MXp7ewmHw3zbt30b58/vrEfHtxoaBf2GYaxrcKnrOrquk06nefrpp9m7d+9bQsQ7TbJZlsWVK1e4desWZ86c4cCBAw/kXHZiLbNtmytXrnD79m0GBwdJJJNeJC115aUZTs8TEBrEOfgD1KLHiBSmEMuTiPkrrnKzTQUGACFYlofIZDIMDgwQCAbXZuvrKk9D9XECR3AST3l1Nqq1jObM4BezqGq5TlzWQ2vUdgBq0bXMmP61wnU5tDYwb1dyrEqUUuFdXp2NRspNRIu6A3HhD2Nq3YhYH77eEkY6jpLOEzJsFAf8tSq27VBSNSzLolwuYRg6Wnh53XnqtdPUsj0Y1TFsfRBfIIPGjPufXMDJuf1o3GacTe8vnvJIjiPHEFoE0zmOpbjERdQqiGoFMe+OS4Q1jFPsxTHGcYxxFKmAwiwKs6jJVtVL9k+76kxsTSnSy0Mttf5OwVV3nMAgjhTGNo5hG8cQpQGkvIZs3EA2biApKWR7/fuGtb41wtc0KG9ScwBkGyS9F83cA1KEQHIV1WdghwJI/hK28yZ2LY+ormBbJvjcQnVZr8ddx9Z+D1JtGLkUWwsQqMP2PY1jH4NKfeLUlJFLt1FWL6CsXuh47g8K90NkdnvPeP/73+/VtjSg6zqf/exnefbZZ73EspmZGW7cWPsd9fX1kUgk+OIXv9gyYVIqlfjSl77E4cOHd2V/fySKTEOu3yiVTFEUz2u3W2SzWS5dukRXVxdnzpzZcmb+QVjLhBBUp19B12v0DDy1LpquUcsSWPpzFuzjJJpf9A0h/Otz8p1EveA///o6EuPEnsJY/irSyp8gku9lIJ4Ayd1GXn0DSZLIOBPERdOymT+BYL0RVNeTrgqDS25cJUbyzqGhxMjT/w3HP8BC6G8Qcm7QVUuhrwwQCKfwJ8vk5wfo8s0TChcx9TiWfxinUsC2fYAAWwLbRMJCkmxQJWTHxP71H0H+md0pM53QPoNeqVS8fiyNepFmG9rDsoM8SuykgD4QCDA4OMjg4CBCCMrlMisrKy2F780hCw/6er0diUzjgdEcHNDeQTmdTvOzP/uz3L17F4AvfelLfM/3fA/Dw8Mb7r8TMpkMH/vYxxgbG+PUqVP85V/+5Y7O97u/+7u5dOkSP//zP09PTw+/9Vu/xXve8x7eeOMNDhw4sKNz+VbAZpH/mUyGy5cvI8sy+/fvb6mvfNhon2RrEGefz3ffVrJ2bJfIlMtlLly4gKZpvBCYQ1FDnVecv7LhPla1fYR9XZ5aI5bXW9A8NFnQLMuiUiyiB2qMjoygrVzf8BjtUzGOrrEyfcJdLgTdIwtImWto3THUYBWn4oDfDQJAX0K396D2ArNLW10SqsUB1A63yGpmGFkJo9t7sDKrJCZexbQGXVJTS4HPhxjaj53OIcWSIFJIpSp+NGLRFMJwUDTVtdwoFrlcAk2roDm263Jog5HvhzxuTxst7FnQFCuNpcdgG+NEW1dRkhGcxB7ITq5Ta7SeMla6Ta3RZRRmwV9Gsso4tIYEbCTheM07C2l3f3EDRw/jGPX+O+J1hCkjmzdAqiKpc2D04YT7d6zWYB127WzVw64TTNVRfRXsWjcEc9iFBZDK2KthVDmH4+tHpkNoQHHNJqasXsBOnMFOnHH/9tVfq6gtao1UTLl1xwA8uDqZ3TZqvh9F5tlnn+UHfuAH+IVf+AWWl5fZv38/n/vc55iamuLTn/60t94HP/hB/uqv/sqbFFUUhZ/7uZ/jl37plzh79iwf/OAHsW2bT3/608zNzfF7v7e78eAjITKO42za4FJRFM+XvJt93717l6mpKQ4fPszIyMi2WOf9Wst0XefSpUsMGeOMRBdR9bsIziBlz3vEA1wyI6/cJmlNAROt5x5/yiUsmfPrUgqd+FPIc3/i/iPuvs/0cppqdZi9YpaAOYmQzqwdx5TBcb88jVl6J/EkcvY/I7S1waPoehIp+wYgIerBAlLm/BqhsmREtUS+WsIJOUT2voBz86+hApV0jGjfEl39aaxa0vWcmiZ2eBRZuYVRCKIFC0iqirAdhKyB7UPCAEUgY+L8+o8i/8yL7nF3qMhsheaBpuM4ng2tYccIh8MtNrQH3dPkUWC3fWQkSfJ6/YyNjbUUvjdinh/09Xo7EZmtkmHagwO+9KUv8fnPf55//s//OZ/5zGf4iZ/4CQ4ePMiLL7647e7Jg4ODLC4uMjAwwOuvv87TT2/fY/3SSy/xyiuv8PnPf573v//9gFtQefDgQT7ykY/wH//jf9z2vr6V0LA7Nn5DjuNw+/ZtZmZmOHLkCEtLWw9oHzSaJ9nm5uZ48803H0pCWuNYWz0HGw0/R0ZGOHjwILx+d/OddlBnJEkiWpyGI88DdbWmbkED4Or/QBZ5qEctS/WRSrVaZWlpiT5FYXhkBLlxr+tgQZMkiXDxNrQN2Lr+5mly5+dwhEO1NkFhyY9a8hEKp0Aq4/O5M/qKWsbc4C35lal1FrSNEIwuodtrSo6e7vEsaBrX0Eh5FjSffxJLJDC1JGosifCVqKXiqKEqKiD7HQJVC1vTsEwLvVajqhdREPjsW0DYs6CBq9Y0AgNQZKCMVq8ZUuQCDXqsxVOIKiC7FjbFuY6lH3U/GzmG0CQsfQ+OkkXBctWaOqkBENEETqUe0yyBar2BInWurWkPCaAXt9amqbbGKfS4tTeAI4Vxyke89RV7Hvxl14YmVZFsZ622pgOEL7xh6LOUT4ISRjVGkcoB/PEc+AysoB9kC2t1DoUyUlUgDAciLhFpJy8bwV3vaWzf03WS4xIbZfUCZv+Gm+0Iu62Rud8Qmt/5nd/hwx/+ML/7u79LLpfj5MmT/PEf/zHvfve7N93uF3/xF9m7dy+f/OQn+ehHP4qu65w8eZKXXnqJ7//+79/VuTwSIiPL8qYD1t3WyNRqNS5duoRhGJw9e3ZHlg5FUTDNjW5bm6MRJHBM+wp9oyPI8hjkX0dKX+ho3rODB6GQg/QF6D2DlDm/Fp1cJzOUF3GG/3bLdqJeG+Msvc6c0YeiKOwJrSC6P+DWuKQvIHrPuMcFnOQTdK9+GdgLuKqLs+eHPWXHQzEFTX5l0fMEUuY88vSfois9zEhPM6QuMawtgzJEVewl2DOJU6xhFH1YwRg+AbVqHwF1Dil7Gd0ZxR9LY5h9aPoSBPxgWEg+BWH43O69jkCSDJxf+yDyv/ydh2rTkGWZRCJBIpFgYsKtH2qOLW7UO3R3d9PV1bWh7Po413TAg2uI2Vz4vm/fvpbrdfPmTXRd9xpL7jbm+e1GZJptRlshHA5z9uxZQqEQr732GoVCgb/8y79kYmJi643raPTA2Q1eeukl+vv7+b7v+z5vWW9vLz/4gz/I7/3e76Hr+jelInk/aHy+jWdTpVLh0qVL2LbNc889RyQSIZPJPPBQmK3QeDZdvnyZdDrN6dOnPdX5QWMzIuM4Drdu3WJubq6l4WfL2psoMM1oaYjZCaFBnOG/5Z5TXa2plQyq1Sqjahk1ObRmY9sKG9TZhOp2MFuLoCVjoBQpTCVRS26hcaJ3Gdm5gxrx0zs0j832Rp5+ZQqH1lqaxt8NpceDrniBAVZmFX/sKlgywWgKWXa7YdpK1FVqAMfKICsyclnHH8siag6230c1GCborJBbSaCqZXy2jRDrP0cj348sd6Mp01i1LlTlJlIwiKKVsUrbU2tEqB+hVbGUKOjg715ECMmNem6oNdkxT61RrApSSCagLSJTQzGKmOLZlpCALdFQa2K9CDKeWqOIi1DU3CQ0qYokT4MdQtDrhQS0fjhrIQEARHJIK0lE2G3aKds57NXT1Ap5gloM/+A8jt6DCJSQyaDnLKqzA8Sk29hlB2nwDBtN521EcjzF5gHhUdTIgOvo+MQnPsEnPvGJDdfZyEXwgQ98gA984AP3dfxmPPLUsk7YTb1KOp3m8uXL9PX18eSTT+64yHs31jIhBJOTk9y9e5dDhw4xoN/xlBSPkCzfgyZFRsq4TD6zOkVSrLqko5P6UvhTpOWLiL7TLa8VtUNYudfo8xv4h55DyiwjaCrYr5MYkXwSqZGlnr2I1MSoRPcTSOnzLulZvuhazQQeEXLXOYOz/HlKIkT/SD/ByD533+mLRI6dxrlyCTkgsZrqxV6x0QYqBILL2OETyMVb+KU0TtUhGJjBJI5KHkdSkR0dR1LdSETcuhnhWFj/x/8O3/Ev37I6FE3T6OvrcxN26jG5DRva5ORkS7+Wrq4ufD7f275G5n7QfL3AHeQ1N5YEvKL37TYxfbsRmd08LBoNNhOJBN/7vd/7cE6uAy5cuMATTzyx7vo+88wz/PZv/za3bt3ixIn1M+Xf6miowg3VYWhoiEOHDnmf/f24Be4HN2/eJBQK8fzzzz/UZMaNnAmNSULTNHnuuedaBkHO9DUA5PFj7oIOCgzgkpym1DLR/toGsLtOU87qZMwBBkYGUGb/GGHJ3jZS86O+yYK2JVkCqvZeoLB2rDqpCSqTVIp9GLUeyEJAqaDELWTpDoGgg2rn0dkDtNbHWJlV/P31Wpp6Xxo5FIB6eUqD5DSjuUanmdSoPQkisa8QjBrIch5VWyGfdicl1d66WjOjIocqqLqOHHMI6g6OX8a2LXRdp1wtEDBNAtI9RNusqqUdcSOcN1BrZGYwGWtJPgM8tUZOUg8MiHhqjRzqRtSutqg1ShQcY5xapeIqcYHrnlrj2tBM75q0qDU0am3W1BrZP42TXlNrhOTHsY+ATZNaoyJpObCqSKYJYrD1u9ZkO+uk1rh2Pcldrvei6HW1R72BP6li5c9STl/BFmWcu18hLi9iFAycvpP446dR62rNVtAmP4O59x9tud5W2G2j5m+mNM1HQmS2Gmjt5GHRLP0fPXp0xz705mPuxFrW6ElTKpV45plniMfj0Fqrj9BViB1ESl1E9J/2ljfevx07gzr/Z4CguWBGSl/wvJQNMiOlL5C2xynklunvf46gcQMyF1uPl3wS+e5/QWgRSLrHyYo9JMQqcu4uzv4fXFu3TmZcS9laGICUvoDVdZLqvVfI+s8x6k8j1yVIT+1ZukTFOYOPKcKjBiuzIfRqBJ+6AGEQtoSmFTDVOEYhiJIMUs734Ney2KaJHIpjF4tuMoqsI0kgqxZH/uyTLH/gY9v+DB4UJEkiHA4TDocZHR3taKtqyLChUOixHoA/LCLTjvbGkoVCgVwu5zUx9fv9LfU1nWKeH+fr2I5H4UO+HywuLnaU+Js7L79DZNbDtm2uX7/O0tISJ06coL+/dRb+YbQG2Azz8/MUCgV6eno6EtMHjU6KTKPetKenh6eeeqrld2D+9eeh/zRS6iLO9DVEehrJkl1Ss5U6004yOhAgyzQp3/4apdgeRgcGUFQVJ3x4zYJ2u82CVknRLJy0HGGzqOcOKOaHCAy4I2azuETFPoKczxFUZ5FRkR2X1ChmDksaQu1JYGVWW/bRKc55o1qadviVKUqFd3n7jO9ZJdyfx6nUXGIjrWIre5FiSWr5PCG5gCxLyKUa/lAafXWMgGOC5F7HQqmPgFFDSadQ+p32q7NOrZEioDHjWtB09/knJ7vB2bjPC+ASGyWKHOpGk68iLBORuoOiRfDHVhDVEI7q1s8o9psIO+HV1shWCdN+Ckh7trNto02toZBGkZZBKSNJGSQjB2oZfCEos7FaI+piXySHZKxdJSmfhHA/4VAIORjE6XsWy7LQly6iOnOU517HEIK4vIhZNBH9pwm2XWNlmyRnJ9jtJNs3U3+zt7UiU61WuXjxIo7jeNL/wz4muGlAFy9eJBaLce7cOTRNQ77z/+u4rqeUpC6C4n6pGwNNIQQiMASIdWTHq1fJvYFYOk+pXKIiVRgdHUXTNET4SeQ7n8fZ/wOtx4sebPm3JEkIU0Zo0fUKT34ZgoNr23Y/gZ36Blx/CYLDjNZtcs3bCUtGCPf8Dfagco9oPIMUP45IL+Avfx1DdFEsHCCYKFHLKgT8ZXyU0M1+fM4CTrkAqg8JE9v2IyxQVANZMun7jx+BD32aR4l2W5VhGF4vkWw2y1//9V+3qA+NWffHAW8VkWlGIz0uHo+3NDFtXLOrV696Mc9dXV1ezPNOggkeNXbzsLjfrP77wf10Xv5Wxvnz5zFNk3PnznVUFe/HgrwTNAjV8vIy8Xic3t7et+S30kxkmh0HW9WbNp5dds2HirFGanr3wvS1NbWmDi19k0xkjHinndUJUKVcJpVK0a+q7gRlp2M3WdAA5Mn/7m0fK8xS83U8wjoElcl16gxAbangkRkjVSI42IOkFFme24ff7w6EgyrIcR2Z9WoNrI9z3vAcokuUUwOo9XISp1LzggeszCpWtdtTa8L9qyCvWdAGu+fJzR/G1+92xbStDCLeh1xYRtJttGqNsCkQyS6c1RUMw6BUzhMwDYLcRTf3AjnvXIxSH7Lm7kuYNYxSDP/A1mqN6p/y/nZyWcRABMtx1RpDC+KXVrBSGiLk1vDIQRPHqIcCFNNItoQScuOd0V1isy40oI72kADv343XYxls+9iaWhOdRxRGkWIrSNLChmqNCABIrlqz4msJDRDF51rOQVVVGHkKedlHuO8kpmFQS13ClstY06/hlxZw0ks4wT7swdP4ituzXu4Eu5kQfBA1Mo8THksis51Zr1QqxdWrVxkYGODw4cP3XXi8HWuZEILp6Wlu3brFgQMHWnsILFyGoZOdt6uTGYopxNh3eZavhlWpkR4mpS6C3MrgK4Gj+Ke/SEANM7p/1DuelLqIiB5oIUDS8kV3f91PIC2fbyEtYuS7kLIX1hSepUsQGnRnH+r7KBaLWCslomqESDAGTT8OafkiwpZc69nyRcK9eVauQNVJEghV8OvncZK95FJ7CEeWsEs1zJ5RAonbVKu9BINpfGYKu+cYysqNuhrjIHBdZrblQ5ItZNtA/5V/hP8XP7ONT+2tgc/no7+/n9XVVRRFYWBgoCXdS9O0Fhvao2wy+SiITDvam5jqus7Kygq5XI5r165hWRbJZBLLsqjVakQikUd+zlthNwWVlUrlkT0s7qfz8rcyjh49it/v3/CzfhCJmluhVCpx8eJFNE3j+eef5+bNm2+ZCtQgMo2anBbHwRawp930sGZSo/Qf7ajWSGwSZy8EudAIuaUl+vr6CBXKayRmC5XH8Q17ao2+aiGsmhvtDLAyiVRXZILyZMsA1irpXn1IbalAcBgCAzH3b2WSRWeE9mkBKene3+xqhppzGJHLEFRnKaaPE+5eIzVCKFisr9dtr6VptqC119J06ndTLj3pbatbFqHYMors7kAL5Kgu5lB7+/D57mFX3Mk2qVDBH1xGXx0j6NhIkjvuKRTzBHQdUa0gh2xAuLazZDdSIAQlMPW9G6o1GjPo9RG/pe/xbGctHytgKyEcJYkcckkS9qy3nhpx/98gNor9JojAmlqjTOPodbltGyEBLWioNYFBMAY9tUaU/UiheVetkQsQGUQpLiNJG6TwNUFevozTtzbmk3DHCrLfj9P3tJsEquvIy5exjTL23a+iKkvoeR1V1ZAGH4wys1trWeP5/M2Ax9ZattGN23Ecbt68yfz8PMeOHfOsEveLraxlpmly9epV8vk8Tz/9tNf9uwVNZKZBKhoQySeRMp9HWryEGDyFBMiZy1D/AnpRyCWX7IDwmhcOh/YRCPhh+TKiSRr3er2kznsPD6/pZZ3MdJs5ELH6sjMemQEJ0VP/IaUvUJl8hTQDjEYiKEN/E5YvQOoi9J9G9J6G619AxOuRrX2nPTJTXI7imApokvewkQJBgtEc5ds20T0BgqSRtDCStYy8eh2bIMK0qNS60JQCKDKybCEcGUlxkIWF/iv/GP8vPlplph0NktCc7mXbtmdDm56e5tq1ax3Vh7f6HB8n+P3+dTHPuVyObDbLtWvXUFW1ReF6HIvQ70eReRRoJJ61Y6vOy9/qiEQim5KGh10jMz8/z/Xr1xkbG+PAgQPIsvxAWgNsF7IsY1kWr7zyCpFIxHMcbBfK+NF1y0T/aezp6yjH/547cTV9EdLzRH1VnOkysrr23HVsm3KpRMEqMDIygs/vbxdJtlWDA4AkUfAfINTjjhHk4rJHavxKlqreA5JLWKi6vUMCAzG06g1YR1s6I6hMeg3ipWQPdjWDFO2hnAWnUCQy6EMK6PiUEkFu49gBAkGDWoZ1tTRbYaN+Nw1UloeQFZlw/yoiGPbUGo0UupVExNz6RtvKIGKuWkOphhpziJggLBtRLGBpJgVJIaDXCIq71IxxJPLecdrVGkvbi+afxBfIoOo5JGRMxtadXygyR3P6keqfQl9ya37kZDeQXqfW2LU6USimkdQIKAIlVvPUGgkZm01qxhohAW2QYxmEGnGJzaqKHMsg2TFQyihylUTAQTJk8AUQDa/i0gQyLnlx+k4iL1/e8LANkhMMBJADAZy+Z7AdB2PxAgVtD8HaJZy7X+H66hnv2ReLxXY1VrBtG5/Pt6NtHqXt+WHgsVRkGkSmfVBWLpe5dMltmnXu3DlCoa1Z806P2QmFQoGLFy8SCoU4d+5cxy+N6HoCaeV8C5lp1J4ASKlLEDsICKTFS0hyFIRoWceNQv48YvEiKamfWk1naGiYQL7o9XSRUm6Ty5Zjdz+BdO9PITKwbnl06fcx4+/ybsui+wzSjT8ALQI9YFk2S3ofMes2E/pFxBE3qlX0nUFqkBlHhuR+N55m6RIMnHLJzNJf0dV1l1IhTPbeANGhCsFQilKmn0gPhEQRu+hDlSsIQ6dY3U9AXkTSJAz6CfRWqaQS+P1VbF1GCAdZ2EiSAAS1j//fCfxSZ8ve44LmUABYUx9WVla4evUqjuOsK4J/mETjcSQyzWgQwXA4zO3bt3n22Wep1WrrYrEb1yyRSOw4uONh4FElw+wWp0+f5uWXX15nO/ja175GKBRyY3PfwY7xsGpkbNvmzTffJJVKrUslu9/WANuFEIJMJoOu6xw4cICJiYlN7yXmX39+d8fpP41ZllmRoiTIYy+6FjT73mUWlThJYHR0FFlR1pOTZmwjIc1Tfeav4Oz9zrUXairoWQLCLS5XlEpL1LJrM1tD4yoElcl1xyjmhwi0CZxSsodAIAPBEBV7L/bsJHbFR80cItw9j09ZRLVLm6o15W3W0mj6DUxFQu6OwWoJaFVr3MnSMn55yl0/kMO0QMT60EIZhD+MiPchFSDgn0FfHSMsBCgyjnAolUr49BqiUiYSstYpaU4ui5nci6ZNY5Ukj9goyQVsfWhNrRFQq47io+SqMAO0REU319YALWqNZFQQvjxOwB1bKfabCGPAJTb+LLIyjbD8OHWb21YhAYDbsBPqRGfNhuasprATefyrUaTQPLJwGzraff9wU/Li7XcDkqPIMrKm0dPdDXw7pmVxtPp17lZeYH5+HsdxSCQSO7as7/bZtNtGzY8jHv0IoQMaAxfbtr2/FxcXuXbtGsPDwxw6dOih5Oe3P6CEEMzOznLz5k0mJiY2vLFLVz/rrt9MZjpc2YYCImXP06XPIgJtg5zURazwBKV8nrBSpHfiHGrmitcgs0FmKKUQ4+9r3daWEWbbl3npEqYUQM1cheEn184jsR+EhDX3BrNmN8FgkKicBGHA4iUYdFUf0XcGrn0BtCjsq/uQU5c8MuPvSWIuFrBVH0QSFJd9RPtWCYZSGPIh/L5LCKdGsTyBTywQ6SpSWhkkSBrNXsSuBPBHQS8G8fmLOEIFS4CtICsmji2ofPTHCX3k/9r0s3uc0K4+lEolVlZWSKfT3L59e1tF8PeDRh+Mxx2NgVlDjWkonI2Y51wux+3bt6nVasTjcY/YRKPRR1JXs9ti/7fCWra4uEg+n2ffvn3e9+n9738/L730El/4whe8PjKZTIbPf/7zfM/3fM9jqXq9HbCbRM2t0LCSqarasTbnYRyzHY2anFQqhaIo7Nu37/72N329ozrTeE3CTYcT/aexaz6q4TGWl5cZklMESiswdwMHkLcaoWxCcra6C5b1fUhAQMxgWVECmktqfL5VFDFNTepcm9GplqYZzXU1ufluAgOgjO/Fqd5AivRQcXqwZycRVpBKuYdQ5B4hbmNaAwSCy1itrbLXIRhdwqnQ0rizUBlks3ndamYYtSfh9r+p9OFPTgEuqdEL3RBwiU1DrZEaak3UJmwKsASWLGPZNoauYxULRCPLCJ+f5olVo9SHnHRtaO1qjcIqsqKhJhX03OYTPKp/CqcaQoRcNURJVjEXkkjBulrj13HUelpZXa2x7TEU/3XQs8jK7tUagUBC8tQaANlnQfo6FKbBqH8p2+az261mG6GxnqaqaNEox48f98YKDadCc0PqxrNvo3v2bmpk3lFkHgC2Yy2Dtd4NjZmqTikyDwrts16WZXHt2jWy2SxPPPEE3d3d29qP6HoC6d6fIawiNKktLet0P0Eg9YdI+Sr0rS03dINZvZdEcoJuMQXpq+uimd20sZfWlJHG8lDdYte2fNH/BKOk1xJbli4hes6QL+QRufMMBi38/c8iLaUQe74Tli+ukZmFy64SI5pOov+Uu6/b/wPCAxSdU0jcJD64Qn6xi0rFTzx8Eyd3l0rkNHL+Fv5YgfJCNxF/kWCgRrXWS8CXBctEVmzCkRKmHcMnCtiqH1kY2KaCJIMsm1Q+8uOEPvroycxO1Q5JkohGo0SjUcbHx7Ft27MLTk5OttjQuru7H8gg/XFXZBpo/Nbaz7U95rlarXr1NbOzbmRng/i8FQpXA7utkbnfh8Vv/uZvsrq6ysKCa3350pe+xNzcHAA/9VM/RTwe5xd+4Rf43Oc+x+TkJHv27AFcInP27Fn+4T/8h1y/fp2enh5+67d+C9u2+ehHP3pf5/TNjAeZqLkdLCwscO3atRYrWTtkWX6oAQPlcpmLFy+iKApnzpzh/PnzW290nxAjhxCzswghqFYqLNvL9Pf3o2VqcPw5NwA3ddFVa+qJZM0WtO1A7zmIKJXWvzB/xbX5GAaa5g6BCisjBDR3htooOfi6ISCmifUuYlhb29drSwWSw1mqwcOQd0mOGvHT5MhqQaBPp+o7huSDwqwBIueRGtm5gxrNEQgaWCQ61tKUU4ltJ5+1o1ocgCIbqjWyM4Ue27Om1kh9SKU7hKVp9Fw/mlNGzechDLl8N1qthF0qEo1Y9d41bnxxA6a+FyefRTEcatIokdgCwcgMWApSXa1R/VNY+h5gra7Glo96dTrgNuZsqDXCXmhRaxy1ACFwpKNQaLKh+bNADdlKI/kj2NRDAZoCCtpDAtR4FrPBUmK9UEhjmD/kJsuWApA4irp6HjJrpMZBdcnOBmiQl43UmuaxQsOy3mjg3WiC22hInUwmW5wK76SWPaaKjCzLSJJEsVjkxo0bG85UPUg0z3oVi0UuXryI3+/n+eef3/HspQgOQt/7kOYvbDhjVJO7UPwh5MXLiIETZDIZ1EqZgeEThEIhBF1IN/4A4XMtYB6WLuEc+AEvBpkBl1g0+r94y+uQJAkjfgy1fBPu/hkiNMDy8jLlSpmBsbMEijfh7v9wSQx49S8sXgIkLzBAWroEA3XLnCWD7f4nAavVfoLBAuHIIkogRK3UgzAsCtkMspwkrOXxR2sU0lEi3SXCvikcfx+KXsS04pg1G8knoVfDSBJYjh9V1UEIl8woFuV/808Jf+zf7+hzeNygKArd3d0eKW5Yqhq2KiHEjnuxtOPtRmS2IgfBYJDh4WEv5rlYLLKyssLy8nKLwtW4bg8raGG3NTL3+7D41V/9Vaan13orfOELX+ALX/gCAD/yIz+yYRG2oij86Z/+KT//8z/Pb/zGb1CtVnn66ad58cUXOXTo0H2d07cyHpQ60mwlO3XqlEfcH+YxOyGVSnHlyhXP6VCr1XZlY9tKgWlHo19P/trXEI5gdL+bxmln1tZpqDVKv7tf++oXvRQ0aFNrOtjMNroPmobBnEgi61Wq1QpKQMcyTUzLJKosYAEV3VWkjJKDFdlHwn8dRQLNWEHIMgyMu7U0Eb8XCrAZmmtp1l0fLQJBHcnXQ27JR7Jrlkqtl0o2RqjnGmpPBdO3uVrTsHt1CgVopKY1ety0x0S3qzVyEvzyVN2C5razMLVuVHvRq7MRSzMoZpmQ4SBqJnKXD8dxMHQDI58nHk0jHIG9kkHp6sHfU6K00I1UV2tUs4bluDHJvsB1VKuAhIwIVDFywBZ9gIXkb1FrqKyFC6j+eUQtgKMdhmIaRa1iGc8gcx1Fv4GslHDs1gnxlpAAAU421DruaoOVeMIlNSVgZD2xaVZrtqqn6QRFUTo2pG52KsRiMbq6ujAM4x1F5lGfwEaQZZnz588zPj6+4UzVgz6e4zheseX4+Dj79+/f8rgNW1kniJ4zSPMXkFRnrbC+sZ0EevwYculNSre+gl8SRGJxpCZ9WMQPuPXzHRLRmnu6NKs2jeUiPQlHvw9petqV8HvPwPIfkK+VMcIGo6OjqKqKyMlQrcDiZRisH6PvNOLqF8EX8RQj0X8KaekSwq4fbP/fgsXLxPpWyU3a1Lr2ENa+jq3XqPhPUE7n6OnOUl5JYJZ6CXfl8fsy1EQMxayiVytU9THCwTym3ItWTYGmIoSM7JOwan4kWeCYoGoGkm1T/vA/Jfxv395kphmBQIChoSGGhoZaBumNXiyBQKDFhradWpFvNiLTDEmSiMVixGIx9uzZ06JwtQctNGatHtR9Y7ezXvebDDM1NbXlOi+++CIvvvjiuuXJZJJPfepTfOpTn7qvc3gHa3gQNTJbWcna8TCK/R3H4datW8zNzXH8+HEGBga8YwkhtmVXse7d8P62l2Y3JDKwPgTAMNzoYlmSiRx/quOx2gmQHT3kkZp2tUYqLSMd+5vr9iGEWKuzEW6AjiiV6Bk/gLmyCkKgOTkEroKq+XQKuW6UfI7AYAwVqKWK6MFheiM5SjnNU2t8vlVXrelwu91uLQ1ANL5Ac7iAZSuYwcNIg1CYVTZUa2RRRFLtTRtstkc4N2PjHjcJd1vdpFrsJjw2hb8fNLmu1jh78PWUPLVGVGqEmERf6UfVCyiKjRSTWDVGUfQCdrFANGIihNZe3gu4/WskLYxpj6MFJwmqM0iW5REb/MWW9VX/FMZSP7Cm1hiFsTXlxsnilLqBLFIljwhaoLWqNU7Dhtam1gA4vm1OII4chTn3O+oRm2a1JpNbs67trBZ/HTZzKlQqFW9SpPHs26y+phG4806NzEOEZVlcv34d27Y5dOgQe/fu3XqjBwTbtrlx48a6YstN0UwAOkD0nEG8+QdIzURmyVU7arUaqXIXA0qNkChA/99Yv33vaaT0RZfMtEUzi956DYs/0tI4SpiKW8y/cBlJSiAAc/oNSvTgU1WGlRUkdWRt/UPfXw8RqP97/oprKYMWEuWspkEvIR3/e+5rgydh4SKJRBo5l6dKF44t0LR7+Hz9qJEwEblAYSGMpdoE/Daa4md19QAhdYFQMEcpGyHQn6NY6SGs5pBsEyH7kbAQjoasOVh2EFk1wXIo/ut/RvT/9Vvb+mjeTmgfpDd6saysrHD37l2q1ao3A9OwoXW6Ub2diMz9kox2hcswDE/hevPNNzFN0yueTCaT9xXz7DjOjpNhHmX88jvYHe4nUXM72I6V7EEfsx21Wo1Lly5hmibPPfdcy8xs43y2+n1W//wPW9wGTk3ziI29NI0UCKF0KDGxp6+j6zWWltxo4VAkvOlxNiJHVs3npaABiPQXkepKjVRaQkr0tXyWwnFYXl6mVqsxEouhRKPMzi0Qiy2yUhyEag2/JuOP+PD3R9BTJYrFIqpfuLa+gAICSuUBApE1C5oV2UfIfxc1bOCzVxBCpoZb77dVLU0zGrU0zQlqsLFaU1oMEd1bIBBawbYSxPzL2LhjpYYFrVOEs24fbjnuZj1uGnHQemXfpmqNrUQRfgsh9WHpGkqtiGxYBHULoZsosglhgRCCWrWCT53GcZz65JCML7KMqAHaerVG5Tqqlca2+/EFMli49/rmkIBOaKg1tq4imzM4pboNrZnYFHtR1CrCHgBKrloTKuHYPqRwFXDfnzV/BEaadj533SUxG8BKPAGJJ9z1OtjQqKVbSgrUq7+HdfxHNtxfJzQ7Fb761a96Y4Z0Os2dO3fQNK3F3dH+7HoQtufHCY9VjUzD0uXz+dwC9LeIMTY8wgBnz57d+QfcTGYWL7v2rGbEDyDmXOlbGjmBELCijmPnVunt7SUUm3BrTpoTWpr245GZQgqx7zta990gHPOXYXiNUIm934m0fJFYeZqS34+vVEIefJJQLObGLy9ebpkdEf2nkBYvrb2PRp1Nk02NSD+EBxALV5CGTtS3O0l4+i6mEiMzG0FUTfoO1tAVhXwqQbK7QM/IIjUjQXpunGiPWwhZTUEkXiBi5Ckvd5PoTlGrBgn6qtiGjewDxxBIbmAnCIFjK8iKTeEX/hmx//dbT2beSpLQ3oulMQOzsrLi1Yo0965pNDr8ViIy7fD5fAwMDDAwMIAQgkql4l2zyclJZFluUbga12w72E2NzDebD/kdbJyouRV2YiXrdMwHlVq2srLCxYsX6enp4cknn1yn8jYTmR2j/uxyahpawGwiNq5a4whBpVwmE+xhoK/PjQJvegbt1J7W8nqTWmPVrqNaBurSHcK1Go5UZt6OoygKY0oeqe5JG/rb+6m8nkOpKxC1W/OEgjZm0cZZdRgYKVG09yJRRCAwDAND10HXUFXNGzxV9H2o+m1y2vOE/HeJhFMeqVHDBlZTVFajliaXH4K8+yzcrJamXa0hGKJq78X0F6g4exEr1ygthjD9PpKDk/hiRYQle2rNdpPPmuE13GxDu1pj+vfhD91Fi9bQyLl953r3YKVpITaRxByYoNQMApIPOaFQzUSpBYqARDyqYq3EkbsdZKn1Htus1jj5LD5uoiqFTdUa0dTr1zdQxFhaU2vkQBar1EuzWmOVepGTY55aUyn3EdDuIOM+Z61mj1mTCrPt69mk1gD4Zj4P1/+qNWjg+I522QLHcYhGo8RiMa8Wt9ESYnZ2luvXrxOJREgmk1SrVcbHx+/72aTrOv/m3/wbfvd3f5dcLsfJkyf5+Mc/znvf+95tbf+f//N/5td//de5fPkymqZx9OhRPv7xj/Pt3/7tuzqfR9ZWu2W2pJ4O9tprrzEwMMDTTz+NpmkPNa+/gaWlJV599VUvPnenHvtG3xYWN/BALrjLRZ+ryDizbpMx27ZJJBPEYjF3nXDdFLpBpKToPY1TqXqEqHXfp+vbXvaWAdg9J3Ech9jS170vevP6zvJUa9PM/lM4F/+o9cADbtG/11SsTnTEQp2YzV+jGOqlVjFx4iEkC1aXegiFlggFlrGIU6l04dgySthPfiGMvHoXgNJKDH/IJBgqgHDronLaUSwrgG6GMJwAhuHDNDVMXQMJhJCQJEH+//kTna/3NykaMzAnTpzgXe96F6dOnSIcDrO4uMirr77Ka6+9xq1btyiXyxs3mnuMIIR4qHZRSZIIh8OMjo5y6tQpXnjhBU6cOEEwGGR+fr7lmmUymS3vNW+3+OV38HDQXGC7XZTLZV577TWKxSLnzp3bEYmBB6PICCG4d+8eb7zxBvv37+fEiRMdraq7ITLm3RvrFw6fgOETmDUNJ7Ef/fZ1che/gZJJM2xXd1X/txOSI/pPoyePkvPvoVqxSJZTDJirOKnZDetWY0Nl5FAApSeBo/gwihZ6ysTK2dgZgebTvM9CM+9iWxblShnDNDxCVtH3UVgZoVod9epsYvZrqHaBRH/OO1Yj1awdnSxp7VHQrRuEUMb3ous+hK6SmTpO/m4Cq6SjGMsEgsv4xOzG29eh6TfQ7T2uilPHVn1rwFVr0BX0tDvY98tTJAavgyV7AQLCH6YmnaBKHEmSkXUT1XII5fIEdQtJkrBsi0I+T7FYwHEcLMtEIPBFlr1jyclusCVsfRBTd6+JaqWRdBlfIIPGDABmvn9LtUaE+rGUXpy6NdHJZRHFPKJWAQTmahLHGPeac26bvGxjPWPsB7DkUazEEy7JuU+0P5saLSH279/P008/zbve9S7Piv2xj32MvXv3Ypomn/nMZ/ja1762q3vLj/7oj/Jrv/Zr/P2///f55Cc/iaIofNd3fRdf+cpXttz2l3/5l/nhH/5hRkdH+bVf+zU+/vGPc/LkSebn53d8Hg08cmuZZVlcvXqVXC7Xkg72sPL6G3Achxs3brCwsMCJEyfo6+tjZmZmZzNR538XaGpMudg57UUMnAagFj+KuPE/0FSJQHcAVVm7/I2GltLyBZfMtI3xxPwVOPz9kLqImLuCNFJXRBqqTd9pV2kppBD7vwPTNFlcXMTSxtmjX0QSrdMyjqmAL4KYv4LUfGP3RRD1In5vXUuB7F2kk9/rLhg8CYuXEQtXMAyTFf8oPhv6wimysR4sCzS5giwbFKVnIAZq8Q6RriI5K0mlFiEensIwIphqLygmpeoAmr1EMDeFrgzht1PImopjgxwPYK/WsIWEcGRkYSPLDqs/91MkfvX/s62P6psJsiwTj8eJx+Ps3bsXy7LI5XKe+mBZFrqueza0+7FUPSzsRuG4H8iyTCKRIJFIMDEx0XLN7ty502Ld6xTzvNti/28mH/K3AnaSqLmdmrXFxUWuXr3K6OgoBw8e3NV3vlG/uVuYpsmVK1coFAo888wzGwZENI4FO1dktH2HN3zNHBwjtZQi0jNEyN+NLJvYk7cYXLiLMzTRcZutFJh2tJOcRs1LKDuDCI8Q3HvG7Syv+1wLmgAhHPz2MkXWiEKxThpsXxg5VELxJ6hWffQk72IVFcwVCxU//qEAK7k4ckBB13X8lkWhWETTVCKhRaySBFEwtCM4udtYEbeZdCT8ZotaoynrB9wb1dK0Q6vecFPSGu/ZH0Ty9WDqvha1Ro5FCXffQQuuItVJjRYtezazdgvaVtg4RS0BtKo1wWjKU2sqIoilawh/GKd3D1Y6RyQ+BwaoVZOwHMQXmAfhfnaOI0gGbIylAHKXa0MDMG2XXLSrNf5gwSU2SRlRrXo2tI0gJ7vBSXk2NDlQj3Yu5FGMCk4ui750BHXi4PaIzFZqzQaWtPshM416ts2eTT6fz6uveemll3jllVf4zu/8Tm7evMn73vc+hBC89NJL/M2/ub7GrBO+/vWv8/u///t84hOf4Od+7ucA+OAHP8jx48f50Ic+xCuvvLLhtq+99hof+9jH+Hf/7t/xL/7Fv9jZm90Ej5TI5PN5Ll26RDAY5Ny5cy3pYA8zqaVSqXDp0iWEEC2NNe+3qNKp+pBqC2CtWa8aKBQKZNJpBkP9aOEA0fwsTnj9zV/0nUFc+SJ07essl/WfXiMzbSs4hgqVKpVymVQqRTwep1arYTCGH9aTlv1/CxYvecvF3FXXPtZp3a59LQSKgZNY5/+QktIDwSTBYACQ6B7MYuRNbLWXSrqIJN+mYg0hyf0kwqtEQimELeM4ElbFolTpJxxI41dXKIbGCRVnCGhZamY/oWAZUSsgl0uofhvbVBGygy0FsKsWimqT+7l/TuHE80T+9v9GIpHY8WDzmwGqqtLb20tvby+KomAYBrFYzCuCb7ZUbZZH/1biYSsyW6H5moFr3WsQm7m5uXWNTHdKZBrWtgfZtPcdPHo0EjW3ek406i2XlpZ2bCVrx/08C7fTzLnT8TYjMtU//8MNX2tWZ4Rw63HSi0v09PYQi8Uwi9l64T3kF4t0DR7Fuvcm4FrQhC2jTrjPxd3azASC5VSKSqVCXJEJHmwN2hH9pxFCYE9dw3GChCV3Jj8QXGlO4W2B49MosR8zaKBiYBRNjIyBkwNfXEOJqShFGyeh4GiwmkqgyGU0TUVtEsgLKyPIapiaNIaPN/HZy+higEg41WJB64RofAGrBATX19J0RDCE6e8mkIwhpCLp67E6qZknECogyreQQ8H6NdsYnUIBTP9hKK5ueni9sg8rs4qshNHtPYQHrhP2ZxAiBPIUFnGEP4xuTGBpOdR4Elmk0BcjhCIOwhGQCOLkHcrFIpIkkfA7GGItNrsZolTDDgx6xCYYvIJk1SCgI1FG+J2WkIBGaICcbHpfznEMXxVL19B09xjWvVtI2VlEvcZFbf8JbVEzA+zKkrYdNH6nO3k2jYy4BT8vvfQSkiRx4cIFJiY6Tyh0wksvvYSiKPzYj/2YtywQCPCP//E/5l//63/N7Owso6OjHbf99V//dQYGBvjpn/5pL3TgQdivHwmREUIwPT29aaPJh0VklpeXuXLlCgMDAxw+fLjlC3C/M19Qr03JXHDrSBCI+jHLpRIDg4MEVirQfwqp9BV8y3eg0uHBktwPCJzZq8ijx9dsXQ30n0Zc/kNE9751gSkr/e9Buneevr1niEQiFG68Qq3vBP543O0h076vwVMemQHJa4bZWCYaPWSGTroWs7kriKFjlG98HcvXSywUgcI8DvuosoeIdZlgoEqB56AXlPwtIr4U+eUEqyToSdzBNDTKgTOotbsErEXKtUHCgTRhUhSMPrp9i0TUSYxiAl/QRi8HQPGBLJCsGgpVFE3Cttyameilr7JULnPl6ASJRILu7u4ddcbdLt4O9SdCCDRNY2RkhJGRERzH8fLo5+fnW/Lou7q6Hhn5exg1MveDYDBIMBj0EuSaG5neuXMHIYTXyyWZTG5rQPjNlgzzDlyoqrqpFbFRcynL8gNpG7DbZ2Gj/8RmzZw74X6fg9q+wziOw3JqGbVWY2jfEQIBP+bdG55y456KG8HM8AmXACX2o+DW1rSTmnZsGAIweZVFNY5kmvT09GAVN1caMsZT3t/VPIT7XFLTPbSAY699bnbF8VqPVKs+Ev0B/AeHKc1WiEWnWS0MY62UUYUP/1AAn8+HpCoYhknAtigUC6iqRjS4SFU6gEQrqamtFOmKTOOzl4mELVSRQ1IdLNYabKoRvxsKsI2vU1CZXBc2YPq7QQfJOdWm1swT2ECtaaA9wnkjNNQa7zyiS5RTA6g9kF8ZQdYk7OCRdWqNFq1hkkT4w5haEnTQ/CaybqJUDSJKAF9kESTQ9RqVik0ysIhpBbBsEzXZBeayp9YAOFYSU++s1kiUNyRvAnCiMahVsHvd8ZBVDKL2HkRJX8JebCI1Ew+HoGwXjfvCTp6lDcuzLMvIssxTTz219UZNuHDhAgcPHvRKFRp45plnALh48eKGROZ//a//xblz5/iN3/gNPv7xj5PNZhkYGOAXf/EX+cmf/MkdnUczHpkiUy6Xeeqpp7yO3u3Y6mGxUziOw+3bt5mZmeHYsWMMDQ2tW+dBkSfRcwYpcwGnsMRc8BgSuht3rGmIFXedUuQA8eo9RH4ZDv6t9TsZOA1LF3Fmr7rKS1OTSwC6XLIj5q4ijRzHcRzKpSJFX4nBiefw5W5A5DgS0tp0y4DbENNZmkY+/XfW9jV4CufCH0F3kwrUIDipKaTGukMncWYvYlz87wh/kujBc+4g+MpfkRzIMv9GCP9AArMcRuU2VvwAheIg3UNZ4n2rWGWLpeXDRMMpAr5Zaol9qKt3CcnLrC5ESA6k6YmuoptJJMLYVYNVYw9BJYshEmhmBsdWQPIhyyYOPrAdZNlm4M4lestVav+3v+N1xtU0zSM1XV1d27KCvN3RrnS0W6oaefTZbJYbN25gmibxeNy7TuFw+C0ha48bkWlGp0amr776KpqmeTHPkUjE+17F4/GOZPCdGpm3H7bz3d/sObG4uMi1a9cYGRnZtZWsHTt1Cti2zfXr11leXubMmTM7jgDfCZHpVB9jGAZLi0uoqkosHscX2EABlmip52u2pzk1DWX4MNa9K9hL0ygD41j3bqwjNs3qTLVapVLI4x/so7e3l2q12tK7ZbMwgbCYxgAW7g4SGQlTzYMSMAjHZgiPgN/OsywgMhrCX7oFrNXSyqGAZ0FrqDV6xkB1NOLRFLKiEgwGMU0Tx3HI5/Ooqopk1RtISmvvucoohZUkMeYIR1cQgQEiVgpV5DqedwPJrmXK1iHUDnNStaUCwWFa+91soNYAdA/Pe6RGDVZxKs4uIpzXrg3FdausU2s0rhESl5EpE+6XKafibsQzLrFRY0mkuloTjNgIAZLmUEtHqPkrbg+2gI3u1FA1bd0Er6nvBUVeZ0NrqDUmY2srCwGyTHnmJGqbUGH3nsIqBqEI/mj1wag1AK+9BGffv/V6bdgNkSmVSvf1nF9cXGRwcH2T2MayxoRfO3K5HJlMhq9+9at8+ctf5iMf+QhjY2N89rOf5ad+6qfQNI0f//Ef39U5PbLUsmPHjm16s3yQikx73ORGUtaOjlmvj9kIpeBB/Au36WKB0IFn3AZgc1c8xUOSJMrRg/jTF2DmGvLYMYCWdRpkxl6cQWkiMmLuav11l5hY05colYooisLoyAiyosDAKezX/yulgWcIND0s3NqYsKf2ADizV6Fnwm0E1bzcUqB7AjF7FWn0OJVyhZQZY9ScxpeIu8cBcqER4pTo7b5Fat590CSiCwScacp0kV3oZqD3JkW9C2xYTSWJJTLQC6VqH92JOXqHlygXw6AqKDJYyQlkZxK/maKUTxCJ53AGD8DCHSSfgqODohhYtoojAsjoSLN30H71U5z+5Edbeozcu3ePa9euEYvFvAH7RvHFb3dspRo159G3J3vdu3cPVVVbbGg7jRzeLhzHedtc/wZJGR0dJR6PYxiGZ0NrxDzH43HvmjXuL/ejyNxPKsz//J//k1/5lV/hypUrWJbFwYMH+amf+in+wT/4B7s6l3fQik7PiYaVbHFxkRMnTtDfv8m09S6Ot11iUalUuHDhAoqi8Pzzz+8oma+BrYiMfvP22rpqKwExDZOluTnisTixfBpt/5GO+zDv3kDCHTNuiuETHqlh/kpHtUYeP0o+n3dnd4NBQnUbn7J4u+6J2B7M+H4olgHwxTRS84NE/O5EhLRiEe2bRRYKgeAKNWuoY/8Yt6A/gBlM4u8Jgb5IZiqB2mW65xRXiIZiWJZJMDKHbsjkjTyyaWMWa1jRAwT6JQqpdrVmeZ1ak9uklsYq6Z4FTaveoDn5bCO1JpB0Z9jLy73UTJf8hrvnCcgrHrEJJpep2k+2HKtThHOjfqYdzZesuXlnNTMM0SVM/5n6a9fQyGFagwSjqRa1Ro25k9+SSKFUdMKyH+EIpKCEaVpUqzX8eg3ZNDBtAzWRRDXfBKXJ5mvJ2NYgRj6CLHcTCL2GVY2hcpOgpqLbw50vLKBOHMS6d2tLtQZUVN8mk/HbJTmboGF53smz9H4n2KrVakd7euNeU61W170GLoECyGaz/P7v/z4/9EM/BMD73/9+Tpw4wcc//vG3F5HZDhRFcfPb7xOZTIbLly/T29vL0aNHN7XR7GTmy5l1yURj0C/mrnqJXisrK6yurjIU3k8opMD8VRhprZmRJIlA5i4iPICEwGkiMy3HMVWXeLS/Xj9WMTyBNfcGgUCA4N5nG5q9i+59hFensQYOth774HsRi5dbSIvUlkbWeH/S8EnE/GWqt19nSe5iyMkj9+8HIeHMXkMerRMwS0aSNfwDcfSlPKnJJL17VukeXMFYNclJT6Nyl5A/g9W3j9wNmy7tLmGfTK0SQAklEEqVSjVJRMvCwi2coYPIK5NEkkXsso0vcwVDiaPaBXQ7jCyZSAhkWcey/SiqDlaBhf/HLzH0f37c6zFy4MABarUa2Wy2Y91Id3f3Qxuwv9XYif2tkezVSPdqzBa2xzY229AelIryOCsyndBcUOnz+ejv76e/v98jgw1iMzU1xWc/+1lWV1exLIt8foNc1S3woz/6o7z00kv8zM/8DAcOHODFF1/ku77ru/iLv/gL3vWud2243R/90R/xvd/7vTz33HP88i//MpIk8V/+y3/hgx/8IJlM5oEWWH6zotF1fiMoitLiFiiXy1y6dAlJklpqLh8UttukMpVKceXKFYaHhzl06NCuf19bERl53L3nO9PXMKYX3AkvoNTThVMu0Te6l0gkgplPb3qcUtcAsQ5Eo9mC1oJmC1pDrVmcpVaoYhgmQ8dOo6VqLZsU48N0dTi2M3MdJOg/20Pqtcym5xkW08zk+jCiUTRNo5qHYB+ExQxazMBvZ3GEQqke0+sGBlTcaxVqIjWAtTpNfqaIL64RDEjUqoOEeoJYPhOn5pAv5N2BqWXhbKDWtJMaAIM1ktCpfmbT5LP2a6P40Es+AgOuWpO62YsacZ+P3cPzyJU7qBE/arBKp06PDeWmXa2JhRaprPTT3G+ykYzWHjhQzQy3qDV+eQqNFMGoAbUUcszXotYExBUwLAK6CQJ80RXK+n4sq4Zt2yQDNtVyH6pqeq4T14bmFvjb+iCWPI6TyyJ1ZQmqC5js2/Y1g1a1Rp1YT2zkcha50Y/mAdXMbFXo3wnlcvm+bPfBYBBdX19NVqvVvNc32g7cydT3v39NfZJlmR/6oR/iIx/5CDMzM4yNjXXcfjM8MiKznXSYjZjddiCE4M6dO0xNTXHkyBGvwGmrY2535kv0nUFavtBCBmzbJpVKYZomY3IRZewpBG4SWUtsMiBLbgWNFwqwdBln5tq6An5wiQeLl1vIjBCCbDZLoVBg2BdHW51tITENIlKOTRBL34XkU94ycImLWLyMc/XLEF8rRJWGTuDM1qOVh9z45mWlj0DtFuNiEikxgFRvkCnmr+DMXiNRXEXEYvjPvo/wq1+DgT0Ypkp6XmVsz20cx00PsWL7UAt3CdozlKPdCLtM0J9jcXaC6IFu4DahQA676xDy8i3klUkcWybgKyEFVKqVCLIPivYe/L4c+WwXwbiFo9sosokjFEBCU6ss/Pz/wdAnPuS9r0Ag4DWQatSNZLNZz0ceiUQ8tSYej3ccBLwdamTuR+mQZZlkMkkymWTfvn0tDSavX7+OZVktBfD3czN8uxGZjVLWmslgoyZJkiReeuklAJ577jkmJiZ473vf65GSrXA/qTC/+Zu/yeDgIF/+8pe9WbMf//Ef5/Dhw7z44ovvEJkHgOZEzaWlJa5evXrf5GEzNAYqG/1mmm3Tx48f72j72Ak2IzKFL/3p2nrjxxA1H2JkgtTSEuE33iQ80oMyv4iOq9Y00MmCthVh3AgNkmP1H6GwXKUcHGQ4uIJ96QK2ZiFs91gSW+x/9EhHvSYsprc8h4Lu9m/TandI+V8g5r9DMrawjtQ0UJqtMLgnRTFxCrtYQamrNbWFGqrtfr5SQCLWFcM0LYKReUxDJq/nkQ0L27HR5XGgTEXfhyM0CitJAlqUkP8u4WCBavkeatS/pVrTjOa450aPm2rwMOTX1Bpbi6DV1Zpidhij1gNZcApFeo9N4ZMV1GAVzb6Lo7QmhTWrNZ0+io2Um3a1Jty/iqmPYOISG43UOrWmnBlB7a2rNfoMSnYVLRRwnWJBGcd2KJcr+Go1JNPAMGuownGjmps+rkppqKMN3bp3y00w2wQNtQbWiI3a624jZf/Qew062NB2gUfR32xwcLBjVPLi4iJAx7INwOt316kutxGGksvldkVkHtuRxP1Yy3Rd5/XXX2dxcZGzZ89ui8TAzr3Ia71hrmJZFrOzs8iyzOjoqGe7aqxnz89iZ1a8ZZLUVLsCMHASZ2ka29igj01dMbGv/gWO47CwsEClUmF0dBRN88HJ78WZudayiTR0AkmSqCb2ryksjYaX9b+dShVhtn6phKngLE5jmibzc3PYlkX00DlETUdYa+s2Us3C5SzOgGshKLOHsJgiOhom2btKudqNVbEg5doRCiW3X04suIzjyOjyEJFwhspCmWrY/ZwC1hxC9uOTi6iizPLiMCKQpCa5dg2fnUb07CGYNKmWg0gy2I6GLXwIFIQjIZfSzP/ExzpeykbdyL59+7yc9bGxMXRd5+rVq7z88stcvnyZ+fn5+yLTjwIPkmw1GkwePXqU559/3qtpy2azfOMb3+CVV17xmvztVD19OxEZx3EQQmxr5kuWZd797nfzsz/7s0iSxPLyMr/6q7+6bhZ/M2yWCvPqq696DVE7oVAokEwmW6T/RnPV+y06fwcuGm6B69evc/XqVU6cOMGRI0ce2ve5OfK5Hbqu841vfIN0Os1zzz133yQGdlYjY1sWc/Xnnr9vBG3ipKfYGNML6Ddve1a0dSqLBIhNFBg26FGDO/s7NzuHrCgMD48gj56CaB/ysW9fa8y5tEAku+Ta0TrVx2xCcsrSeNsS9566Eckp6PvJpMcpVd1BWDK2QKR0GdUu0D/SWfFpqDVKT4JEfw7Hcqgs1DDTFk5NIAIHCUfCSJKMbVkUCgUMXadaq7pqjYBaqohT05jJniSfHaai76urNSkCYppA2/m6DTZbUbX3btjXphOkZA9SsodAn07qzUPkp3sopkeRHBNz1cInZgkEl7fcjxxasz12qrVp7mPjVGrev6uZYczyCHplH9XMcJNak1rrXRPtwlaiiFifO79rmPgqBmHTIRJbQZZlTNOiKGvIgQVM08A0DUAgBORLZ1vOZSsCsx3UfEfRi0HPkmYvzmLdu+X9txvsti3A/VjLTp8+za1btygUCi3Lv/a1r3mvd4Isy5w+fZp0Oo1hGC2vNepqGimiO8VjO5LYbR+ZlZUVXnnlFTRN49y5czvyqG+XPNmv/r73t9N7BmMpjbM0TSKRYGBgoPMDrWsfRPuxp1w5MZC9t96/2+VWljUKGJsVFAAGT+KUK6xmKiiKwsjISGsDz6ETODPXWpWX+qyXs5LFWZhZd1pSj3vMdhKkH3wvxWtfIxAMMjQ8DPM3kXr3rlvXMRVKgV6Yu9myfcL4OgDV0CHMXvcBUpqrYBRMhK0QDuXIlwapKqNIfh8heQEjpbO6nESpuYQvXTiEE+ohHFwhn4sR8mWomD0I20HM3wUhEYxWkDQFHAdhCxxJwRYqQkgoTpHZf/Th9Z9FG5oH7O9617t44okniMVipFIpXnvtNa9xoq7rD6zD9sPCw1KNJEkiEokwNjbG6dOneeGFFzhy5IhXAP/yyy/zjW98g7t375LL5ba8Tm8nItO4J+zkgVGpVAiHwyQSCf7O3/k7/MZv/AZHjnSuF2jHdlJhNsJ73vMerl27xoc//GHu3LnD3bt3+bf/9t/y+uuv86EPfWjD7d7BGrb6/QghmJycZHV1lXPnzj3QepiNzqdT5HPjWRcIBDh79uwDiTGF7ROZ4uWrFIsFYrEYAwMDLdfNrPkQ3fuQx48hjx9rITUNYrNdRaad5BQKBRbmF+iprBI/8SSy3OHzGj6BFZ0gV58cs+Znse7d8P5rRlhMdyAu69F4XueKrWSxNFf2/jYKJgV9PzX/USrlBJna0wB1tWaZsFj/DG4gXTyA0pNA6UkgJIXSfIXakoGVs0CXicfiqKpKWJ8hXUpSC9qYhoFtWy1jiWp1lMLKCBV9H4pZJOhbbSE1zTYzq7RR4PR6BJVJivm12XY14sfWIh6xKWaHKWeHyU/3kL+bQDGWPVITktcadTdsZ+0NN6vFgY7H7aTYNEOv7MMsj1DNDONUaoTEZVSR94iNr6dEqbAPEetDxPrAcTAzXQRqJhFTIDtQ1Ueo1WrUajq2bVGpVLAtC+vu9gjGdohIMxmye09R8x3F7j3lEZvdYDdEplKp3Ne94v3vfz+2bfPbv/3b3jJd1/nsZz/Ls88+6yWWzczMcONG62/th37oh7Btm8997nPeslqtxn/4D/+Bo0ePbqjmbIXH2lq2k9SyxsPl7t27HDp0iNHR0R0P6HZiLQNwHEE6vYzmRIh19xArzEMisZ6A1CENnUQsXMaeuo4kQSm6l/avkzR0ArFwBXv6OpJMSz+aQqGAqXQRCgSI6yvI8sA6AsLQCew3/hj1qe9291d/WEiRfoiAM30duT4z5cxcW2usWbe+2dPX0Ws1FhcXGQqF8FeWkSSXJTcUGDF3FWfmGsJxr28+OkKUPPb0NaAHx5JxCCLstYFqrjpO/8gyRrpGJSVYto+RiCxisQ+rnl7WF52nnPExN72HZO8qALpvGNk/ibViUI72EhBLKMk4VFbBsRGWA5KKpDo4tuxScwWQBLalomo6M//o3zD2mc7qzLrPqCmxas+ePS2NE4vFIoVCgdXV1bc85Wu7eKvsb43uwV1drgNd13XPhnb16tV1fViCwWDLeb2diMxusvpLpdKurXe7TYUB+PCHP8zk5CS/8iu/wsc//nEAQqEQf/AHf8Df/bt/d8fn8g5asbS0RDabJRaL8eyzz74l32FJklrIhRCCqakp7ty5s+tn3WbYypkghCCbyWBXKkRPntiwJsh/aM1G6ZIa99/GK/8ddXiUYDaNXSyjBteu4UYKTOO4lUqFlUyWwcFB1EWDjd62efcG0p79ML/QGhgAmBf/GtkqIJkSHSv2m7BGclpTw0pzZSIjYXwxzUvl6h/OuAEBbf1GC/p+Sukyii9MWRonGbtOnCxVa5BkbAGT/evfq+JDiScACAWWsWs25aJbk+LUHOL9cWzHplYqYDuuOmMYBqJaweezPbXJtLtIL+4j0O9O6CZ8X0EUb6NGfAT6wW4qKXLVms1DAWAtDroTpKTr0QoEMlRX+qiUezwLmij5CPUUoaqjiFrH7ZuxHdsZ4JEitQeqGZD7V9H1PViZVcJjWa+2Rpbz6M4eRLQLs6C12NC0ag0NELqJFZZwHIdUIEw4k8JKpQgGgwRs2y0HaPvONNvJdgu799SuBuO7ITL3W+z/7LPP8gM/8AP8wi/8AsvLy+zfv5/Pfe5zTE1N8elPf9pb74Mf/CB/9Vd/1TJZ8eM//uN86lOf4id+4ie4desWY2Nj/O7v/i7T09N86Utf2vU5PdbF/ttVZAzD4MqVK5RKpS07Fz+oY5qGyeLSIoqs0B2LoQyfdPPHZy6C5BbJN+BMr5GNBpmRl5cR42tZ282kokFmrLlZtKETCCFIp9OoS7eJRqNoe84g5utkR8KT0r1j9OxtkdIbXyRp5ARi7koLmfG2GTmBPXOFSrlMxjfA0MAAgaDbBNN87b8hD441rXvcS06TR48jTU5iDx5GSd9h4Ll+8i/PsCqdRuU2Wv4OZtwtmhOWQjRRYmr+GJrmYOsO6updrMQ+HEtBti2keBzJDgKrBFlCsB+nay9RJlECQSjpULEp6GMElSySLLDKNv6eMFa2iqyoWLaDLAkkbIRQUGSTqQ9+hD2/89FtfbbNaG6cqOs6oVAIv9/vpXxpmuYFBiSTyVaF7BHgUdXx+P1+BgcHGRwcXNeH5fbt2/j9fo/UJJPJtxWRafiQ36pkmN2mwoD7ORw8eJD3v//9fN/3fZ83c/YjP/Ij/Pmf/zlnz57dcNt3sDEcx+HGjRssLCzQ09Pj9WF4q9B4NpmmydWrV8nn8zz99NMkEokHfqyNFJnCl/4Uy7JILS0hhKA7HiNYJzHNSWZboUFqSjMz+Lq7kS697AUGiPwKgWfOrdvGsmwKV85T7h5gZHAATdNoNrN2JkBS59SyaB/yxAvu73rxOpqZISi5x490ZdALEagPIYyCCXHQ+hSqCzrJMYiMhCnNlbdVS9NAMrpII7I5kx73SE2A64TFDH57mWTMxmQ/UWUSA7euJjIawhfXWJwaITIaql+jOcrzbpiAtWJBVALJfVZF1UUylV6ErmOVS6h+C9H0WdaMMa+2JipfxOcrodTfh6KVKdudLX4NtEQ4NyGoTNI+7Vz1HUPygan7KKZ1CqsR/Kt+RLFE18EFZPMOgaCDLFrzmf3KFDTFNvuVKcpNkc6w3nbGBgnfemUfKArVTAK1J4E/dHcdsbGVkKvUAKJSY/XyOJFACU3TcFarmPv8VCplzGKRyuwcwWCQsGEiOTaKvDWJ2E5tDYD+53+C/73fveV6zdhtsf/9qre/8zu/w4c//OGWVM0//uM/5t3vfvem2wWDQb785S/zoQ99iM985jOUy2VOnz7Nn/zJn/Ad3/Eduz6fx5bIbNdatrq6ysWLF4nFYpw7d+6+BpLbldTLpTKp5ZQX5+tMryUTif7TiEv/FclSPK8w4JEUqJOZ5RTB9Cxs4Gl2DAXJF8a8e42U372rdsViKGP1+ObhE4j5K1jzs6hNRKZBmqThE9jTV5Ai/QTSk0gHz3rn0SAn6jNrPxrLsihmy4Qqy4w89bRX7CaNnIBsFsdSaP65OJaCyC8jj+KGDAiBPHoc45X/xsLMEaAMDNEVmyfszKCGbYwiiEg/yegiZnw/xdQwYWuWqHKBCklmlg7Q1bdCLJjCiO9HTd9EzN1G8vkRkoxiFcnU9hOSFgn6MlStHiKxEpJewSwZ9b4EEpKwcYSKpIBtuPMnms9g6n//ZfZ87pe3/Hw3giRJ+Hw+RkdHGR0dxbZtL/ZzcnKSa9euEY1GPbUmFou95aTicQgk6NSHpRGF3bhOmqYRCATI5/NEo9HHmtTspqDyfrL6d5sKA/CTP/mTvPbaa5w/f9475x/8wR/k2LFj/PRP/7TnY34HG6P9M6tUKp6d79y5c8zNzT2QRM2dQJZlisUily5dIhQKce7cuYeWtLjRc7BarZJaWiIUCtHb24tx+27L680KTDP0m7c7viZJEuLe1Dq1pkGKRD6N0t1FraaztLRIQpYYHhne8LfYbkGTmmpwNoIzeIzyHZP5RVdZPrgnRbUqEzTnCPaDVanvC6ljMICr1pTXLW/0pVm/bisy6XH6fRlKjJFJ99DDHfzxLE54kKS9PbWmUBzEqtWgYiOiEIvFqJYKyJqG4zgYhoExnaZrsICtyBurNdqiZz9TwwbNw8NGL5oGOqk1xQ0CBhopanowjC8WwzT8GBZUslGcQpHIYAUpYLl1NeVllGiNinOS9kjnTmhPO2tHc+2N28xTwdRHqGYShMeyRHyvoteS+H1TdVITpVIIIo8fQAmFcDKr+Bdy+AEnX8WnVjHDIWq1KuULb2AMjhAMBglZFkqHZ+9Was12Sc5G2O2z6X4bNQcCAT7xiU/wiU98YsN1/vIv/7Lj8r6+Pl588cX7On47HtnoYTvWsq3k7ampKb7xjW8wPj7OmTNn7ns2fKtjOo7D8pf+v6SWU/T19dHT04Mz/eb69eLuTblZiWmGPXWd6p7nEAKsyfXbN6DvfY5CIU9sdYnh4fU3cMdUkHr3Yrftw1N2hk8QSE+tq2mURk6AP+LV69SqNWZnZ1EUBfWpv4s0t/bDs6euIx//Nvfv6da4QOX4t7k2OdzcAmvyTaT+PfQOZAkOuT+U+TvdqFaRaChHrjDk3cy1/B38/VGEGsSyfTiOjFWyKQjXb67m7mH1HsIXstCUCivpBLWqn0T3KhXhkj+fuUR2JoCkqSCB7FNQnQJaWEZTq0iycHPcFRnLUlEUg3v/YOeqzEZo2KsOHDjAs88+y3PPPcfQ0JAXx/ryyy9z9epVFhcXOw5MHwYeByLTDkVRvBjsxnUKhUJYlsWlS5f4yle+wpUrVx7bcIXd+pB3q8gMDg56CTDN2CoVxjAMPv3pT/Pd3/3dLfcKTdN43/vex+uvv76uyPIdbI6lpSVeeeUVEokEZ8+eJRQK7dj2/CDgOA7Xr19naGiIJ5988qHGxbcTmcazdnFhga6uLvr6+taRmN1AqjON9RY0t67G8g9Tq9isXrxEMl8koBve93ozctJ0BE+RWR8m4N4j7clbhEdD+Ibc32om3c/UjV6mJ93nUEhbJWjOEZeXGeq5u61amgbaa2k2glEwKUvjREbCXmBAIxVtTa1x7aRRZZJsrjW8SOlJYEYCGAF3wrM0X8EqWVRvFqAmERvvRfP5kCTIVnrQazrFUhHLctWaxvCglOunou9zU9F0Fc1wAwMS/Tm6e27vKMIZ8JSb5mQ0CdfCVrX3IiV7MP3dEAxRzg5TTI+Sv5vArjjIxTsEgm6NzWZoDwkIRpfW1d64trNEy7+htbZGr+zDL08R7s+7zTbrz1DDP4Qzcgxn5Bi18GE0TSOUKhD0dxMqVInFoliWSblcZmZmmlQqhaHrmKa5ZQ+jBxEg8FY/mx5XPLaKzGakoiGvr66ueklKDwKyLG/4gNJ1nYsXLzIxf5uRSARfkzTXiF8GPHIgBk4hLV3akMxIkkQ+OkZseAT9q3+CNrp2cxICr06lZ/QU4eIM9qW/Rjn5bev3U7d52ZNvouxdX0zsmCpavjUqz566jhTrAwSVGxdY0uIMmHl8jRnk0WPYU9dQ9qzZz+TRYziz11wyIySvf4w8dozolVegHp8njx0jLq7B9BQM7aFmyuSWgyj+CInwEiYTmPH9aPk7JOyrFAkznzlI/2CWZCzD6lI/9sReAqvX8JVvUDUjCEci0V0guxCla7BE2J+mpPcR7ynQ7VvEsKP45QJCDVIpR0EHYYeRZYGEhYSFpjlYloqm6dz54X/L/v+0dQjARp/bRggEAgwNDTE0NITjOBSLRbLZLPPz817E88PoydKMx5HItCMQCBAMBkkmk+zZs4discjKygqpVIpbt24RCARabGidojDfSrzVyTCnT5/mL/7iLygUCi0F/1ulwmSzWSzL6njfbHQVf1BNhr/Z4TgON2/eZH5+nuPHjzMwsFaI/CCbNW8F27a9pqsTExPs379+hv5Bo5nI2LbN1atXWVlZ4WDJQtWzVOezGDNLxL/zhY7bb6TANF7bCM2vCSGoVirk4nH6DxwkFA5jnn/ZW8eaXyD87d/ecT8NktNQZDYug3FfUPYehLksvqEwiq1hJkP4cSgug1XuoUA/hmFwdCJH0Jxztwka0ORRWKulWa/OtCMZXXRraUZcmxobtJpqV2uGYmsWNJ/wUZbWx9RapoJSH7SHS7coFAehWMFaMXDCIBcV1IAf2e9HiLpak8/TFUwjHIEjHGRJRg37WZo7tS21ph1BZRIi/pb3VcwPQcBmo6KmRm2NqfvWqTW+6CqBoIEsiqhKjkJxDIpr9TPVNtvZbqFXGn1jNn6GOiNrLhsns4o6myEKiNUqfs3CSvgxTZPqlQtUegd3bEPbKR5FjczjiMfWz9GwlrWnmhQKBV599VUsy+L5559/YCQGNn5A5XI5Lx0mevB5d72pjZUUr9fLwCmsdA5nJbtuHaluxwI3OczWNay7N9wB8LWvU6vVGBoeJhaPI42cwLHUdWkr3r5GXCJlfPXPWixsDWRHn12v/IwcJePro1qtMuyU8Af8LYQMQP/qf0caXfvhyqPHsLNZ7IX13mDpjb/23nfDUhd2JunrW2SxMEg2349RshCLdwBwbAXHlvHVG22VlVGETyXuX4blacqlIJYcw05OUKz1oYR9JAbKlPReENAVuItwJETd25zODlNZkZFH9yJpKmpQxnEklEQcy9BwUHEkH0LIaD6De//glztey82wk54HsiwTj8eZmJjgqaee4oUXXmB8fBzDMLh+/boX8Tw3N0elUtnxuWx2jo+zTauBRr8VSZKIxWLs2bOHJ554ghdeeIEDBw4gSRJ3797l5Zdf5o033mBycpJCobCrvhMP4lzfSh/yblNh+vr6SCQSfPGLX2xRXkqlEl/60pc4fPjwOxHM20ClUuFrX/sauVyOc+fOtZAY2H2i5m7Po1gsEo1G37LBRyP0plKp8Nprr1Gr1Th37hyBwydQ9x1G3XcY+vdSvX7P+682ubG9px0NkuMG0ax/zbZtFhcWME2TkZERQuEw+s3bOOEBT60R3ftaUtCsdGsxvqvArK+R2SzquRm+oTBKRGPBGvXUmuW5bqYn+5me7MfSNbe2xpwjHkyhOuvrRoCWWppGupkvtrFzxK2laUVDBSro+ylVx8ik3X+HxQyR4Apa/g7d/mUGxlMd1RqlJ4EZTHpxx7W0TqA6i6hJ+AMBwpEIkiyTW+2iOJOlUCxgWSaO7XjXr1mtKayMoJhFAmKaSDhFVL7oRTg3VJidqDfNyWmNeOhmtSavP0/+boL8dA92xcHnz3hqjSI6X/cGnMrGoQLttjOAgvmeFkWmHbU319SlZrWmGj6EoiiuDU1LEsxXSeSqyLJErVZldmaGhYUFatUaul57YM+xR1Uj87jhsU4tA5dxqqqKEIK5uTlu3LjBxMQEExMTD3zmuT21TAjB9PQ0t2/f5uDBg4yNjWH+1R23p8vi5U3JjLePSD9oNvbUdZQ9Rz3Fpj16Uho9jjV9ifzFb6CogtiRsyhNM9ENBcW6dwN14rCrqoysEQ9p5Dhks1j33kSdWFNmGtdIHj2GNXkNSXI7RC/NzyOEIHnkLFz7Klatgta8v9Fj7v4m30RtUnqkeC/E+lqWO5aC8AVbjr3qjJI0LxNAAtGHGXXIMEi3vki4eJlyLcxccYL+wSyJ8BIWE1QiI3TVbqH4HKZn+iGr0ts/CfRR842gMEkiOINhhjFNFUM3qZjjhLQMyRGD7EwXsdQMNaebaKyEXS2hr1RRQiq2LqMqBpbtw3ZAkU3u/PBH2f+fPrKdr8Z9Q9O0lm7w5XKZbDbrFcM3VIju7m4SicSuVYi3gyIDG6eWNXqe9PS4M3TVatVLQ2v0T2moNY0GWw8bu/Eh30/E5W5TYRRF4ed+7uf4pV/6Jc6ePcsHP/hBbNvm05/+NHNzc/ze7/3ers7nWw2pVIp4PM7hw4c7fu5vhbVseXmZy5cvMzQ0xOHDh3njjTfesuh3SZIol8u88sorXqPP3Be+vG49tU4IKtfv4Rsbpnr9HgDGzJJHVjZTYPyLKfC1DuoNXWdxcRG/3080FkNrstC1qzyNCTP95m20ZE+LWqPtO7xhotlGiNuz5JVRYL29VfRoWLqKrzuMsVBGL9ncKtV7uxVNDh6fIujMuUpNFuhSvFAAADO+H4pbqzXQuZamHQV9P2ExzbL0bkrpMl3DkwSdDMmY2FCtAZfYVKs+5JDBaiqJtVJGtRR8UYGshFAVCzkQRACm6ao1qqoSdxxsx0GRZSLhJQrGEwDUVor4fDcI+NbUGlVs/D7DylRLKEByOEtuvrW2phMJMv3doINhDXlqjRyLkhjI4lMWUeuBAc30INy/itM0R+jazlpJbCPtrEFkaOylw5cncGRvC5FpR7NaUyuGCGkVtFQBkavg15LY3VGcbIry9SssdfUSDAaJ6DrCMtHU3ZVF2La9Y5vp/cYvP454rK1lsNbD4fr162QyGZ544gm6u7s323TXaI6dtCyLq1evksvlPPua8Zd/sLby4EnMuzdQ8rdwTKWFPKzD0Emoxy6DSxKkahVHCK++pVIuk7Kj9Gk6QavYQmIa68gjx3HmrmLdu4HU9ny1J99sIjsuobCn3sTo24+oz/jLo8cwXv1TFoaOENQ0+vr6kCQJK9aHFKOFnFiTb6KeeA/2zDVveUPVUcaPYk9f95ZLgHXoWZT0NNa9NzH6xygUCoSCcRRZY7ArgxGbwHZsUtlhEvGbpAo9OPkaNSNBf2IZNXePaEChoocJBIIMHamxtNhNodpPRFkgd72Hgb1+ZL2AEvKTTg8QlRcJ+dOsZhP0RqrEkgUKuRiR0DLVtEIoZGHqDrIjEJKChEBBR1ZkDCeAourc+eGPEv2e/43+Dzy/26/NjtHoyRKJRBgfH8eyLFZXV8lms9y+fZtarUY8Hqe7u5vu7u4dFY2/3YlMO4LBIMPDwwwPD3t2vZWVFRYXF7l58ybBYLDFhrbT2ant4FE0HdttKswv/uIvsnfvXj75yU/y0Y9+FF3XOXnyJC+99BLf//3fv+vz+VbC3r17N1VcHqa1zHEc7ty5w/T0NMePH/cit98qO5sQgnw+Tz6f58SJE9vu66A2qRyG7mshNb6x4Y7bSBI4Y2vJnaZhsDw3RzKZJJTObGhD6oTmYB1R86HfvI1wHHpnp7DHJ+g0TLQntx+Z26emMOvCgW8ojJPTKBVlusaCFC9lWZ4LU7TdupreyBKOJRHEJTaqU4YNbh9hMU2quD6yeaN1GyjNlQk3Xdbl/AiKiJBJ9zIUWyQsZggEV1DrfWv8yRpFu7Umo0FqzCok+t2UsFpaR7VVAlHwBwJo0RB+Z5qVxR4cUUCWZBLCwbRMVEUl0B+lVkxgRVxbVm2lSCB8m4A0jRo2CMr3sGh+c5JrM8tvHOHcCc1qj5TswdR9JHuyGNYQpVmQ81FC4RSSKlCtW8ihIIooUC6O7dh21q7I1N6cJHBka4Wpfb0GsakVQ4TkCvJcBtQEWmYWn2Zhxf0Yhsny3ByqqhIMBtHS6R3Zqd+xlrl4bIlMI+40n89z8+ZNfD6fK28/xBnYhiJTKpW4cOECgUCA559/fnPGe+p7Yf4y1r03keRN5MI6mbHmZ9BGj7UoMvnoILmlJfr6+ghHJzAv/DXizk20/Ye8zT3b1shxrHtv4izP4htptYI1bubOzNX6+bQqP4VCAcOfoLeySnjPHmAtbEAZO9ZCWrxr0rS88W9YIzPG+ZdB8iGEu6xy8zzVG5c4eCDC8tIBhBBo3MG3eg8jOUF/PENNGWB0rMzMbBKEzUK2m/HkDLItM786hq/sY2DIbYoZGIzgs4IM+6eoFJJkagfp7lmlpzdHJj1Id2SVaCXD0mQvQ/05EjEDxadQXhGs6OMEpRUQ4FgOju0g+/xIThVZmAjhDqQLf/Rlcl++wuFP/dONP786HgZJaFchKpWKp0JMTU15oQKNNLTNQi2+2YhMMxp2vXg8zt69ezFN00tDazQsTSQSHrGJRCIP5Frs9mFxP8kw95MK84EPfIAPfOADuz72tzq2+s48LGuZrutcunQJXdd57rnnWmZNt+rt8iBgmiaXL1+mVCrR29u7IYmp1EnKZq81iI2h+wDDIzZ2ZhX/2mPNfTYJwcrKCma5TP/EHsLhMHo6u+MUtMZr4D4LbdumsFShV4h1ao1pmlSrFRjdR7CDuha31xeZLxb6UMpVusaCBGOqFw88crxCtaDiS66pNemSyzLa1ZqIXcaStzeAb45sBjcUwIzvJzLS2oSzHQ215t78k0RGwsT8d4g0kZoSPRh5EyIQGQ1RmnUnOhvEpqc/xWpqEGuljGUpaFGBVJOIj8ZdJbIM1YU8TlxFURpqjVsDEgkvYeg91KQxaitFZDWHHDCJhJcIqAKVKoGBvR0jnNvR3tfGDQloVVSq9l5Mf4FAMgZKkXKmf0O1RlHLLZHd7bHNBfM9a3b/+j1gKxWmgR2rNUoFdTGHWCnRryWwrCrGcIi7d+9SrVaJxWLec2yzVM+dPpsabpB3FJm3ELIsc/HiRfbs2cP+/fsfuvdfURSq1Sqvvvoq4+Pjnld/SwyfhPnLOLkM6qm/4S22Jt9EaZopYugkZFawJ28gDe1FOA6lcpGCCDMyMoLP73etYyffgzNzDbONzDRDfea7sO5ea5kJa0AeO+6SoVoF4qMIIchkMjBzm+DBJ9zEqHvXUCfcbT1yUictxvmX0ZrehzJ2DOPCy/W/m67X+FGsuf+BEwwihEMqlaIW6GKgOINULJKdqdA1GsSI78OXv0u3dY08IeZme4mPBemP38PomgCgvLACpoTtCHRdZ6kSJx5YIDc9QGBAxhJ+hJDQ8xazy0FGj7ryf80/TDh6FVVdomLEsKoOSs8EUmUGv5mmqvbiMzMoY3sQM1NIioMgiKLoGLoPSbKRsCGf5cY/+febkpm3qj4jFAoRCoUYGRnBcRwv4nl6eppr1655N7nu7u51N7lvZiLTDk3TvB4/QogWG9rU1BSyLLfY0Dr1ZtkOdktkOjW1fAePP+43UXM3yOVyXLx4ka6uLp544ol1M7IPW5EpFotcuHCBUCjE+Pj4lnV7oaMT236txYLW0+2RGmmpgCPmWRyqos7NE43FCHWYKd5JjxpoqsGp/1saO4osy+5+uvdRvnrdbVhbylPTIZtMUCgKQj4LS1iAoFqwMJJ76RqDlZkqw30QG/ZTXur8GSwVB+hKrqk1vqT7PgILt8hlYqyU+9HTNSZOhlEDJvFgCp/pQxMZoGfD95Ka79kyFACg25+ixH5gfU1IQd9PNV+3twH9I3cIONtTa/w9IWQl5zbknHefuf6ois/vxxcL47enWFnswRZFJEkiKRwK1gCquvasrOj7qGUL6DWdyMFZT61RRWtdU3svGjXiJzffTaC1RG1TNNSaQDKGYRVb1ZoQyM4d1IifUF8Os7p+glq0EZkHhc3UmsDoXrS5a2jLBY4sv47/x/7JOjt1e3PpBnbrFrjf+OXHDY9ljUwjqcW2bQ4dOsTevTuL/dsNHMdhYWGBSqXCE088QV89hWvbGD6Js/DHXg1LJ5h3b6Acc5NWnMk3cJQQCBgdHUVu+zLKY8dcMvPGy8hdnW908vgxrLvXOipBUrwPKS6Q5ybRA1Fs22YgFkOrNzBTxo9h3bu2LtFFGTuGnf4K5t2baPuaFKF4L0DL+zPv3kQeGId8Af32day+YUZGRnEsV4PvCS+SmRlAAEkFYiEDXyTZ0ijYt3IPX9THrD5CICHTxyxLM13IqkSpf5BR302my/uxMlF6Yiv07y2xeDfK8nKSHv8k+lIMM9aNXrERXeMUb60QmbyLuncfLM0QjZbI3AsTEVMYai9+Iw3YmLaKplQxRBAhNBRFx17NcuXv/RonvvgvO3/GjwCyLJNMJr1QC13XWVlZIZvNMjfnJug0D9a/lYhMMyRJWkcAC4UCKysrXmpcOBxuSY3b7gNgNwWVlUplw47n7+DtjQdJKhrRxnfu3PHqMDv9ftvrNx8kFhcXuXr1qjdhOD093XKs7Ev/c8NtN1NnOqF54q2S0ZH1CupsGt9KFSmysWV8NylonjXNm4AS1Pr7yGZleicmYH6RaMAgYpj0B+eoGgrlWhk5LrBNG93Q22oX3P1sVkvTDieoUYrvxReHat6kWjBZWXRJjb83wL7xgkdq/CLFXPEwFMtERsJuKECx837b1ZrtTLGV5tz92jVtU7WmE8xgErMKg3ta1Ro1KrBXHeKj3di2BSX3GVUpV5B1C8sysWQLX3+E4Op8i1qT8NSaFKrIoYo8ufxEx140W0Gr3nCT0upo9LlpVmtSc6MoZgk14iMUtkEq4/O5REENVqmwcyKzHdvZdlSdZsWmOf1UCLFpqudu6zffsZY9QLQXvIM7k3nx4kVkWXaLod4CCaxWq3Hx4kV0XScYDHYkMS31MRvA6dqPjLUpmQEol0qkRIKhuav4hvetIzENyGPHMF6ZRQ6rNOYOrHutAQPy+DH0r/4ZgRf+1rrtrYH9VG+8TrRaJZGMISnr+9BAq33XvHsT9fTfwJ667pGZRlpaI6yg+f1ZAxOs2HN0l7P06SWcKTeVTN17BN/UGwzFMqzKozizghvzx+iNLtIdWcJiL2ZygmjhKoqlAz2U502s/iEGxlPkq/2ES8usVpP09xRYHe4jPd9FXyBDvEtHOCpCUjBKNk7PHkpGhUh6mujBcfI3JJKpGVZXYvSQpq/fplQKEVVnqVhhQsEapu0mZslYyIrANBWQJFS5xuXv/XVO/uHPbPj5PUr4/X4GBwcZHBz0bnLZbNarGQFYWFhAkiTi8fhDqRl5EHjQRKYdsiyTSCRIJBJMTExgmqY3y3Xjxg1M02yxoW1Wh7Sbh8U3o3z/Dlw0J2rez6SBZVlcuXKFfD7P008/TSKR2HDdh2EtcxyHW7duMTc3x6lTp7zn3nYbQzewkTpTuX5vw9fyF93foBgeZXh4mOqbkzQsaLXFAppm4tj3CG6i/DSwEckxb7nPIoE7QK2UK+RzOYaGhggEAtRYhNEj7jjE8LO8lGQ4OIVwHIJyEcVYZLmSoCeYxhESju2wFWWI27Mb0hs77EeJaPjiYUqWzGB4kVwmRnqpC6tmM3FSo7c/h1Ew1qk1222w2Y7SXJn+4QzlDcIG2tWaZOw6fjuLIxS0mEFAUSjae4mMss6C1lBrHMVHed59TVUdJEshNhRBk2/jVBzKUtkNFgLyZj+atvbdquj73LoaLUrMd55IOAXFFGrEhyryQGdy22w7azTc3Copza2zAa1ObApTSdSSO7JyCkXytXkiJ/qpDSbQb0wTPHr/BGU72IwMNVI9G8mejXralZUV7t69S6VSYXJyknK57Dk0NrsnfbNayx6rnNalpSVeffVVurq6ePbZZ9E07aH7grPZLK+88grhcJjjx49vaB8y79zEvHNz7d93b7T0WfEadA278ccbRSVnsxmWl5fp7emloNVVjvq2nbaR+vcAYNxeO7bcdFwAeWC85fysezcwdJ35+TmsgX1uf5zZhVabWx3KnqMt76t5ufu+brb8u/F//fWvUukeYX5hHlVVUfYcwc66dS2NGpu+b3vS/b91DSmsogtIFwfRSzbZmSohY56yEUWX4gwPrtSP7F7/kfgt9MQES0tdGEWbUGkRv8+HHdlHPFQhqFWYZxQhgb04iWHaFPVu/LUF5LAfRdTo616gUvRh+ruRfSq13uMgYGmxB0uJkCv3YTk+qkYIBw3hSEiyQBY657/rkx0/v8dJ7Wjc5Pbu3cuTTz7Ju971LlRVxXEc3nzzTV5++WUuXbrE7OwslUrlkUQXb4S3Oia6kRp35MgRzp07x9NPP013dze5XI7XX3+dr371q1y/fp2lpaV1TSN3ay37ZntYfKtgJ4mau0WxWOSVV17BsizOnTu3KYlpHPNBKjK6rvP666+TyWR47rnnWibv2olM8fIUxctTD+S4ol4PUy6VkPYOEgwEvOvdiHaWu3rwP+uGrzSinRt2tB3ZzCQo93ZjWxYL8/NYlsXIyAiBYBD91m20A/vWbZJz9rDKBOnVAXw+HyPBMl2BMo6loBs6tZqOYZroho4QomMtzVKxsxdqINoaUW04EqX4BMFDCRyfQrVgMj251pDTFkHiwRRBcw7NzGy7waaWv+M12Nwp7JqPVO0FryGnz0gRFjOExYzXlHPdNr4wSk+CRH8OR3XllMpCFYHCykw38VicUMg9F8Mw3FpdXceyTEzL9BQzQ+/B0I5QWBnBqWkISyYSdptyRuWLbkhAE3Lz9xf6ZGsRpGQPUrKH6eXvAKB4aRF5qkLlTua+9g1su7ZmJ2jU0x48eJCzZ8/i8/no7u6mVCpx8eJFrwn3Rs2la7Uatm1/01nLHgsi0xh4Xb16lePHj3PkyBFkWX6oef1CCO7du8f58+c5cOAAx48f3/x49cL6ToP+Brwi+eETGBU/jql66xt33qRYLFIpVxiuZ+O7+3XJRYPMKOPryVGDPDSTmXXr1Lczb9+gWqmwqMYZGBggEolSjA8jBUKtROzOGmlqkJkGaWlebmVWsDIrLcvl8aMYNZvazesMDgx6xedyohdht36lVqVxZMvEH3ZnT8KjQVLOCCPRO1QLFrNzPcwvuDek3mgaAF/Ej2n7CJvzKN0BUiX3wRCRFwnqSxhaL7oVZSBQJm8PIoREPJCmtFTDzufpC9+jZoUw/b0gy6zmYlg1B2l5Bl9XiGi8TE0kCGhF1L3jyFjYjoxQVCwniKI5+LQaF7/711rey+NEBDpB0zRkWWZ8fJxz5855aXuZTIavf/3rvPrqq9y8eZN0Ov2WdyZvx8NWZDaDJEmEw2FGR0c5deoU7373uzl27Bh+v5/Z2Vm+8pWv8PWvf507d+6Qy+WwLGtX1rJ3iMw3J+6XyMzPz/Paa68xODjIU089ta341AdpZ1tdXeWVV17B5/Nx9uzZdTaTdiLjP+gqHsXLU2T+66vYltyR2GymwFSu30MIQWppiWKhQDQWw+fzIdjYntbcswbWSI1jKx6xacZGIQCLi4uoqko0FkPdJCilgajuDthzzh5yYi/p1X7S+jCDWoHRRJ6oUyBqLKLrNXRDZ8nowXHsdT1xGliZWRtQTs67CkvXWKt/ylNrhsKYyRBd4RR3pw94pKasj3ikJmjOEdJWvW2be8/slLyExfQ6gtQIEqj5j5LLDFHQ93vExm8ve6QmqqwfqGdzI1SrPpSeBHIogKP4KM1X0Jd0HF0g5RXisbjbUgP3PqnrOlL+BpZtYTtr3/GC8QSFlREq+r4WUhMQ0wTCG/eHaYdWbZ0gbtjO2iFPHMIZ30+hqx9bi5K/ME/+wjzl2xnyF9aaij8MgrJbOI5Df38/J06c4IUXXuDUqVOEw2GWlpZ47bXXeO2117h16xaZTAbTNL3at90+m3Rd51/9q3/F0NAQwWCQZ599lj//8z/f8X7e+973IkkSP/mTP7mr82jHIyUykiRRrVY3bD72sAocTdPkwoULzM7O8swzzzA6OookSVvPem2DzDRDqjeYrN64RiGfp9Y7xvDICD6fz4t+FEJ46xlT62c8GuTIIzMzHdZpKDQjhygWi7CYZmR0hFDItcuEM4toZ9697tybFSVlz1HM2bmWZeCSEynRi1HfzrYdchdfJzOw330wLLgzUtLslHsuE0dajhE155hXXGWmP5wC3Jt4yYyjhn344iqFlM50ncz0m+5NYmbFnS0bqSs1etdeIsESdi7HwmIXq1V3BnFwME/BGCCQCLJ3zxKVSpB8OYZZtVk2gziKhF/KUFN6MMsWZtlA1hSizCEcGWn6Blp3BL9WRcJGU6o4joKkCBTFWkdmHnc07C6NiOexsTHOnDnDCy+8wKFDh1oaTZ4/f56pqSmKxeJbTtIeJZFpR6MOad++fTz99NO8613vYmxsDMMwuHbtGul0mqWlJWZnZymXy1teq4Z8pkvpmgABAABJREFU/83mQ34HLhqJmjudDLBtm2vXrnHjxg1Onz69/TAZHoy1TAjB7Ows3/jGN9i7dy+nTp3qGPPa6Vj+gwfwHzyANDjeQmwqt1PbUmts2yYb1XAch5HRUbe9QJO1fDMCBK2kplFn067WtMM03IyqcDhMIl8gcPhgx/U6IV3tXb/MHMHS/RRM9xk+migSEyUS9jKmYZIvrGKYJrZt8f9n77+D5Mrv8270c0Ln3D2xJ89gkIHF7mIXiw2iKIlZryzZlEhbwXqvbOpW2ZatSxV1dav02qUrvwpbVnDJ9lWkRFmybDPYEkWKlMglN2F3sUQaxJkBJoeemc7p5HP/ONM93TM9EcDuktqnCgWgwzmnu885v9/ze57v803PVIiYc2ixjQmtL7y9k3+zWtNIagCqBb1OaooroBueJlJjFvZ2HgXsmR0taTs169ys1njMFSxDIhZeJLBeYxPsa64LrKk1kc4surDe/Hqxil9aIr/STSQcIdgXRxQEcmoHxWIRVVHQDR1Nb1ZraqRmM7EJiVea9umkmznfey3ieS8NOvNXFurjp+bvRhw+gjh8hGrEOW/ylxdQFfcWYnMQPAhLGjSPozU7ec2h8dxzzzEyMoJt20xMTPD+97+fj3zkIwDcuHHjQPeTn/zJn+Q3fuM3+NEf/VF++7d/G0mS+PCHP8zLL7+85218/vOf58KFC/ve9054W2cSqVSKV199lXA4zLlz57YUxz6MxmOFQoELFy5gWRbnz58nEtnIOK8Rpx0nKutkxlzYKim3QjHST7FYwKcpdHV1bZx0CBQinfV96YobvAHU8e2lc8uQELv70Sa25t+rmsr8/By26cLVOwzT085+hA0lQRp0SFErIqZP3kFat6g1PgYbZKp65xYL8/OAQE9vL55DjprkSy2BvfG6GplpPE6nONJBWNu4CSS7MsgdjlpjGCKGImCtqzoLS3EA2gIp/MoSmreDih0i6l1ByevcG3POl7B7DcsU0TztiG4XdA4hCiKBTAY90YVtW3j9qxiijMssIloqpu3CHfeRLnajF3SqagDTcqEafsBe74llI4omlz70m9v+Ju80bOfblySJRCJRl6SfeuopOjs7KRQKXLp0iZdffnlba9XDwDuJyGyG2+2mq6uL48eP88wzzxAOh/H7/aTTaS5evMirr77KrVu3SKVS6Lrechvfickwf1+wF3KxX7dApVLh9ddfp1Ao8PTTT9PevnWivBPu11pmmibXr19nYmKCxx57jMHBwW0/Z6Mis/Rfv9nyNZ7Do2iKG6HbmRRvJjWNKku5XKZYKOD3++lOJlHvOP1QBGdw2vXYW5EceeQomurG/97vBTaRGtsmf+Ua5XIJgEg0ypZUG+cAANAnJnGNHtr5IBreXvQkyVqDLOV6SKU7Kcmj9MUK9GopfJZCT3u6rtZUq9WWak0rS1rjGNkIdzKAFHShx/y4k87iyN2JEcbfiDAz1UnFdN7nNxZ2VGt2Qqs451ZqTQ1rqwOUqv0U1EOsrQ6gFbRd1ZqVtS6ktihSWxRL9qHldUoLFapLKmbVgpwTr+9yuRAARamiqirFUhHDNLAtCyVVxGvPNhEbtdyBbUh1tcbt2lvj0UZEzjhx2duNnzVSs5nYHITUPCi1xrbtHYNoZFmmvb2dI0eOcP78ef7Lf/kvvPe970WSJD7wgQ/Q2dnJxz/+cWZnZ/e0vzfeeIO/+Iu/4Fd+5Vd4/vnn+cQnPsHXv/51BgYG+NSnPrWnbSiKwic/+Ul+/ud/fs+fcy94W2cSy8vLHDt2jBMnTrT8MR60tWxhYYHXX3+dZDLJ448/vkXSr02sNg8Y5b/5y6b/axUP4tnvR5sYR5sY36iPaYLN6soK6bU1vIfOIuJFn2wgIPVAlY07nPux5wBQxye22eaG+tK431KpxML8PKFQiEAwiGt44zXCbPNqlTR4DH01i6lvXR2Sh48hDzUrKrWifq1zgGIhT2x+isipJ5DWgwPk4aPIaxnIbs2G1OfmaXvPo/X/Lxe7iBVuALBU7GJqXYXpCqRIdmRxhSRuzfVRzevEfCvOZ3P1EpQLUM5TdPWSrnbgCrvoGS0huEUqGZOAnCOViqF4HQ+tT12E3iEEScCTW8FUJXxalWBAZ6HUT9Vws7gQp5yqEggVsWxweQUsW8Db5sGwPRh4MfAiCCCKFpc++FuUfvPWO6pGphX2WoBcazR5+vRpnnvuOU6ePNlkrbp48SJ3794ll8s9lLQky7Le8d8lbExqOzo6OHPmDM899xzHjh1DlmWmp6d56aWXWn5X91Mjc7/y/X//7/+d8+fPOyvR0ShPP/00X//61s7s7+Lg2I9bYGVlhQsXLhCNRjl37lxTfOrD2N9m1FwPpVKJp59+eteG0vsp9g+dHtii1tRIjWmIrL5+m9TyMn6/n7a2tvr15D8+jMBWu+5+U9CgWa0Rhw6zenEMcz5NwB/Dt5zbQpb2U2cTUhdZrbZTWjLqdf7ZWceeE+vfWHithkYpKmFS4pld1Zrad7tdLc1mbKSkOTY1KejCdyRaJzbVgs7seCezU10t1RrL2NkWW7Oj7abW7PR+U3E3EZtWak0j3BFXXa2pERuA8oKj1lhVCIfCuD0e4t418lonmh9HrdE1CkZX0+/apNaYInJxok5sdkNaf2/937Ztt+S8m9FSrVkqkv7Li/et1uwVtfvBXm3PR48e5Yd+6Idob29ndXWVL37xixw/frxpMX8nfPazn0WSJD7xiU/UH/N6vfzUT/0UFy5cqEdF74Rf//Vfx7Isfu7nfm5P+9wr3lYic+bMmR07Bz8oa9lmSf/QoUPbrlrDViKzHWpNKs10uqmJpHLnNilPCEVV6e3rQ16Yxw45XX8bSUKr1LbadtSppaZtNr1m8Djy4HG06UUK4U5WVlJ0dnYSjyfq12DtvVY2RyHafMMUo23Iw8daKjs11I7Tth1P9fLSMp7RUwiqib7pfVqsHTMUa9qeaUgIvgD65AQr62kn8X4/hWoIyxRJrHuE83IvAB5ljbTQDUGRamIQgKC1BKlZVE8HFT1IYN27vLDsRBEP9CzgDrsoajF8xjLZ2Qo5tQ21YDhkRnLhl8v4fCpTMz1UFB9xf4GK1UnXqE6hGsGybCxbx3TbYBlUVhUkr/MtCqKNKbjRTTeCYONZXGX2X+7fD/pW4iBJSq2sVb29vSiKwtjYGC+99BJjY2PbFhAe5BjfyYrMZjSuetWak46OjnLu3DmeeeaZpu/qn//zf85HPvIRSqUSa2trB7Ls3Y98/+/+3b/jH//jf0xfXx+/8Ru/wS//8i9z+vRpFhbemsH1OwV7KfjfzS1g2zbj4+NcvXqVY8eOcfz48QOf8we1ltXCbCKRCOfOndtTQ+ntiEzx2vaTwsbnPIdHobufbDiEqirE8mDM5rZa0AShZQbYQVLQKjfvYVkWCwsLlBJdCN0jeI447gn1zswWC1rNHrcZtfoY2ExYnPPB12C9qpGczaipNQW9t67WHHHNYFsy7b5VCoUCqqZi6DqGYWxRa7pCy03qTLXgnGeb62rAITlS0EU5IOHqdojVnbFBZqY6mZnqZHXZOT6fPk/El8KlbxSxu/KTLb+DvSAWWkIrNKvRjSSokdQA+Kw12mKrLUlNTb1pJDWFYrdTW7OqomV07KxAOBLB5XYjCCKqqqIqKoViEcPQsSyrfi4ZVmed2FiKC5dYrZOaRNtEk81sc2NOZ/zceo3mr2x//6yrNY8/fd9qzX5Qu0b3U79ZawsgyzJPPfUU/9f/9X/tmchcvnyZw4cPEw43N3R98sknAbhy5cqO75+dneVXf/VX+bVf+7UDLebshHd0Q0xJku7b5lKtVrl8+TKCIPD000/v+AU2FnHu1D29EWL/CczFL6ONj+M+fBilWqVYyOMOJ2hrb0cURTSo92SxZm+gXnwFMZ5oSWTAISHGSgbl9iTeo47krU/eQR7eIDamZVINJjAn79EVCuIPBLe8Rh46hjY7h99ehfVePI1kwyEztxAEe+v7JsaxscmsrFCpVEj2JBFnZ5GffT/G3dv1z6uNO9szkgOQSaFNjOMedS5mz9lnUCduMdidYWYWunyr6KqFDwhpC6RxrGOegBetohAzU2QIk5mtEu8fpF2+RkGLMrsYp7SiMjCYp6czx0IqimVKuDGZXY4R7fcj2jPEhFWySjvLqQgj8gIeSWYuP0x7W5627hJFPUHIlSHkSmOE+ogn5rFMF7JZwSyYuIMihqKDriPYIpJgo5sSbhkM04Ukm9j5Ai+/9w949oV/tqfz463Gg0gDc7vdWyKeM5kMy8vLjI+P4/P5SCQS++7H0niMwLcNkdkptWxzHLbP5+Pzn/88L7/8Mh/5yEfo6enh/e9/Pz/7sz/LkSOtm9s2oibfP//88/VVq5/4iZ/g5MmTfOpTn+LVV1/d9r2vvfYav/RLv8R/+A//gZ/92Z892Id9F3vCbm4BVVW5du0aiqLw1FNP3bfNcL/Wssb+NMeOHaO3t3fP791JkQmd3n7FvvacrusUCwVIuGh7/DGqN+YJf8Cp0Sxem0CdctQaU1EQ0WAb5XI/6oxhGGRCLvxuN+0dHVQLzuS4mOjCWzKQOoeQR4ap3ryNNruMaYjYto336GB9GyPPJVj5u0WKniSx/g0iU0PUXIEWNUWt0O5bpdbnZTHbg+wOUPQk8UkT9PrK+M0SnQGJXNmmw7WCYQpNfWucMdDnkJfsDjuiZklzaklrFrRQ0pnnWIs2M1POImpUXsTjcuMT5vF1glvPoRldje1otsXm+Gd32OU069zDHLigHkI3JVLLETxZDyOHXqdqdBMLL+K2HVdMOtvbdBpIbdH633apDDqUFyoYGQ0rYCMUJTxeDyH/GpYJuqah5XPEfWvk6cO21fq21paP4u10rr+gkMErOaTb2wlGSaPRiOYQmebjj5zp2ZHIbIY47Nznq4UgIUrkLy9gzK1RmFbxdIWIPNqz4/uzn3+B2D98746vAWdcqtXD7hWlUmnHVgM7YWlpqWWT59pji4utU+1q+OQnP8mjjz7Kxz/+8X3veze8o2cS96vIrK6uNq1G7cYCayfFfvdpxQ5hA8WxaywuLeLz+Wjv6Gg5URP7T2B6k1iGVCcyrZQRIdaOPHwU5fYkyu3mlRNN08hc+pbTaPKRJ5EkuWVtjTYxDp29YNP0fBNpGT6GOrP1BLQsi2KhgDg3S29fb9NKXq3YskZi1M7e9cedC7jy2gVc66+RRxxSM9CdxRORubsQZ3IpTrmg0+lfIaQ6Ht67OWelbbDLuWuHlCUySgzdFAj2+3B1uJldilEp6ARtJ90sG36EuNdZYUor7Zg2dHTkiPiy5NUQVcORzFXfeuqZnKaox9HKBvLyOLKt4BML6MkjaKYXTfOhqV4MwY+muqhqHjTBjWa5ABvbFhAkG7eo8No//G9bvrN3Ah50Q8xaxPPg4GBTAaFpmty+fZuXXnqJK1euMDs7u6dCeNhYSfp2IjJ7OVZBEDh79mydRMzOzvKf/tN/wufzbVtLsxn3I9//1m/9Fl1dXfzrf/2vsW2bUqm0p32+i/1jp7Epm83y6quv4nK5OH/+/AOpldrPWGgYBleuXGFmZoYnn3xyXySmti/Lsratj4Ht1ZlKtcr8/DyyLJNMJpE3LQA0WtAEwJovbJuCBruHAIATZV0qFIjGYrR3dDTd/2r/qm1nc2BA/htj6Cv5evF1bMDHyHMJRp5LcPZHG2pW1jdU9GzvINmMVq9dzPaQtYco6L2kCn30+MpEqWCbEp7MAoVCAdFr7lmt2QkRcw7L54QGuJMBRI+0Z7Um0MKSlS12t6yl2YzNdTkBe4aC3Yvc7pwLm9Uaj7myrQWthppaE06WEf3OXERZVTHLFvnVbjxeL56K4CwcazqaqlIoFtANHcs0sdf1GqUYrVvQKuoIhUzztXGQ8XMvao37Pe9F8zsT/ka15n4Um9q4tJ/jvR/Lc7VaxePxbHm8Njfcya3xwgsv8LnPfY7f+q3fOtC+d8M7eiZx0BoZ27aZnJzkypUrHD16lBMnTux50rR55WtLfcwmwqDemcC2bda8bVSrCl2Kitvj3fXkEgdOEFhbxbzr3JBdDR2P1fFG1cR5XJlyUk3K5TLz8/O4XW5ij5xFlMSG12wt7JMGD1OIdaxvdyvZUcfHkZL9Tb7hyq2bFAoF9O4BQqEw1r17ddJSP66Ro2gzi+irWWBDWZJHjmCW1Pr2BAS63nOGgJrBNEXcXS5UwWKp3IlSMnCVV5lYdKxiWdEhHJ0+h6jobQOkqh2E1UUS/X7kiIwr4CHmL3D7TpD0bJW00o5fWSLW78cyRdzVLKJPZqXaTk5L4NOXyc5Wocu5+cciZQSPG1ODNbWXQjmIu5yiIrdh2SD7BIyKSSDpQxAF3G4RGxE8ErohoxsyomhiZ7K8+j2/v+Nv/HbgQROZzagVEB49erSpH0smk6kXwt++fZuVlZVtrTffjkRmP6pTqVRCFEXa2tr40Ic+xG/+5m9y8uTJPb33fuT7r33tazzxxBP8x//4H2lvbycUCtHd3c3v/M7v7PnY34WDvVjLNo9NNRXkzTff3DEV7CDYq7WsVCpx4cKFen+avdpGGiEIwp7Un83qjGNBXiK0ptP51PGW32EjAbIG+lGi7fUam5Uvj9UDA/aShOY7NkR6bY3V1VUCoRDRaBRBEJqVnG3sawDS8BGEWALX2fNIw0dQbk2hTqVQbk2h3JpCn5isE5vDH9mZjG5nM9vutTWSc2+6g7zegxo5gixJ9PrKhO0SnYE05XIZb3WC2XQcVVN3/U2i1vyWx5aLXfX458bAAHcygGXYdVJTzUuYtq+J1Gyurdku2rkV6Wm0mdUsaEKL4pOCeohStZ+11QEK6iEi2g2Cvgyu/CQBe5aQNEU620w2iuYQUlsU3RerkxrDkFDXNKyKjZAX8Xg89YVrQzfI5/OUyiVsy6K6tFHPu7zySNO2G8fPvagwtZCAvaKxtqam3JQn1lj58u19k5qD9DerKTIHgc/nQ1XVLY8rilJ/vhUMw+BnfuZn+PEf/3GeeOKJA+17N7yt1rKDDBa7QdM0rl27RqVSOZCkv3mfNTWkZvECcB3asIiYlsmaP4Bo6CROnsOYmMYSjHqm/U51KMVoL349iz670ERkYMOKBuv1Jl4/uctjZCJ+Ojo6cJtGU1GaqUvIPf1NdjQA1lPL5JGjVF97DbCRNy1y1fal3rmD3tNFuVjANXKUtmgMujox7t5GnVkk8D3f0/xd9TjkwL24BIMD69uYxPee70Nv6HmjTdylKDn5+aMdeSZWIoT7vQQUP2pVo8u3ysxylEzKpPNYO0PyFJbubZK8w+oiotsEXKzGHiGpz5JT26nmdPJGlbb2CfJ4SYdO4ZeXSBTWsDr7EZZlgmoKc9GNqUBAzqB0HmdlrkJHvMj8nRCWXSLo1SkZceLREoaqYuRKeGQD0/TglQ10RcbjsTAMF5ruRpJMLFPnm8/8Pt2ffg/xeJxYLLbvG8uDRI1MvlVF9LV+LLWeLKZp1rsO37t3jxs3bhAOh4nH401dh7+diMxuyTCtUKlU3nL5PpvNsra2xiuvvMLXv/51/u2//bf09/fz6U9/mn/1r/4VLpeLn/7pn9738byL1thcI2MYBtevXyebzdb7Nz3o/e02kU2lUoyNjdHX18fo6OiBr6/avnKXNybG0Ue3V3Us26ZcLqHkbLqTSYxSasft1wiQk1rWsN9EgtDpxwBn0a0WGAAgyc2f3bZtlpeW0HWd3t5ejMnmSXxNgdl8BdbqbFopx9LwEXTVjTQ8hHnvDupUCrkviXlrCtqChJIukqcTQAJ9YpLs7nXkQLPNDJwoZdqd2ptG+9pitod+d44CvaQKUYbjKwSMCnoog6wJrFSiyIZBtVpdt77b69/Fxr4ctaZKZrZKpMepq2nsY1NDxJyj6nPhjjmTWjMFd2ecuiF1VaF70E2oAyK+FKTBFcqC2/ndtlNrWtnMgr0ByMN2bHLztlQzTsZ6lNJqmWR4aV2tMesWtFZLYzUbWrXqRvRrUHTUmrh/FRtwez24QgG81jRZtQdTq6IV8rhcLnRNx7JMRFFa/y4dIhM5k9yXneygEIeP4B4+Qv7KAp51GxpA7B/u/t6DEJna2HQQdHd3t6y1XFpyFtC3q3f/zGc+w507d/jd3/1dptfTdGsoFotMT0/T0dGxJbV4P3jH18jsJ345n89z+fJlwuEw58+f33OdSyM2r3xJg8cxp29uJQhApVymmC/gjbfVE1kMnGQwc/oW6p0JBLGZlDQqH4IgYHSPImfK2zbzAufiyvYNIy/O0FFx415qHanoGjmCfvcOyu1JRMmq78PZCIgxh0y0+iwAhVg78ouvExzowtcwEJuGjODzo96ZxHPkUNPncB86QuXqJcTZOYhvvMc1egT1zp169+SMy1m5iOkL9HjX8CvOjelGfoAjXXkOR0pcv+3HX1glpYecJpcdS6SJMrUcY6grS8xVYNV9qr6PZEeOYn839lQOtWqgVW2KsxXo70YszOKvLlHp6sOXmsQjK0ys9rG0GiHZMw/EUQOd9B5JkUq3ESVDXJhDyYXxyQqG7UIljF4x8HWEMdYULEtERsPt0jAMFwggSwZL/+c3WXv+BJqmEY1G6/Ujfr//LU3mequJzGbUIp4TiQSjo6MoikI6nSaTyTA3N4cgCMTj8bq0/e2QWmbbNrZt71uROSiROah8X7ORpdNp/uIv/oKPfexjAHz0ox/l1KlT/PIv//K7ROYBotEtUCwWuXLlCl6vl2eeeWZPDS73i50W9Wp9ImZmZjh16lRTL7aDoEaAfMeG6ufw4mcv4B/prJOb2uVgGAYrr93CGozR29WFLMsUG7a1U0CAfme5bvnZjFq8s+fwQJ3UeIa6KV6bxjQtlGoeO+ajp7cX9c7MthY09hjxDE5vj1o0biOpAZCuX8ZezaK41gvTZej4vlN0rL935e+2LjBkZyv1ZLPZVJRY/3pwwOrOx+GoNRWy1iCG7mY5H2U4tkKvq4xXKuOyVlgpR2nzrbCgJHHJzip5tWBAvDV5aRX3vFzsqg/Ztluuk5qSIaIrGWamnIlpmAVEdy8+YR7Jp+HSs6hC546foTRf3qrgCI7trCw0zz0c9WarZa2gHsK0XaytthH0BAh7Jgn6MsjrFjRPTEHLA+tOqURsnqJ5GKltg9TkUjGMTBnDkHCFbCiKeDxeJL8Pw9BRlCqzs7O43R4kRcGle9lTbNkekb+ysGfVpqbQ7BX7XWCD+7OWnTlzhhdeeIFCodDkGHj99dfrz7fC7Owsuq7zzDPPbHnuM5/5DJ/5zGf4whe+wA/+4A8e6LjgO8RaVmv09cYbb9QbAB6ExEDrlS9p8DjS4HGU25NOl3vbJrte/Oz3+2lvb98yaan1bFFbNLl0jTonrCAIWHencZ991nntnYkmWxlsFE5alkXszBPIsoSxlqnXo2zZ9vrj+moWeeRI/bhqk9yamqTcnqzvy7IslpeWKBWLyL39CMJWidD75DPrx7hRr+Ne35bW7azWVV59vUmtco0eofi3LzVtJ7tOaLxmkYzbuVFm1/8e7MrhCghofYPcS0UpF3Tavc5d3zIlMmoUKeXckFPKeofkwiSCVySbOILskfDrKdKzFdJqG0pBJ5yfpGr6yFYj9A5Xca/3rAmYa+TX09Q6XbPIAQ+W4EIrmawY/WiWD7G3G0ESUdJVLFsA0cKUPai6G8OU0G0PgmgjCBbaJ2/i+dMyiUSi3m/kwoUL3Llzh7W1tYfS2HUz3m4isxler5eenh5OnTrFs88+y6lTp/D5fCwvOzbJN954g7t375LNZh9KxPODQO1328/q9v00wzyofF973OVy8dGPfrT+uCiKfOxjH2N+fn7P/QLexd7dAouLi7z22mt0dXVx9uzZh0JiwPkda+pgIzRN480332R5eZnz58/fN4mp7Quao5Hl3j78x4frhKE4vsbaxWnmX7yFKEn09PRsa6PbLiBAEMAejLd8bnMKWq2uxuzrpVgoIKSqhNY0Kjd2jnz1LGZwHe5v+dx+mhJqqhs1mkRan2w2WtDAqa05+6N9jDyXIKQuYrRvfGbfDk0m232re6q7yVqDGIqH1VwnJWmUHl+ZhLdMm5AmpC/h63AWYKvVKoZh0NWif8xea2uGetYcYrNuQbMlgYWlODNTnUzfbmdt1SExEV8Knz7fVFsDzU01a71otiOsjdit/sZUXGTXkvWGnKFgFssUCdiz29bX1CxoDrGp1dYoqCkNM20TCofp6+sjFAphmiala8soSpWVlRU0TcM0Wy+kPwzb2X6x19rNRpRKpQMTmY9+9KOYpsnv/d7v1R9TVZVPf/rTnDt3jr4+5/yanZ3l9u2N9iEf//jH+cIXvrDlD8CHP/xhvvCFL3Du3LkDHVMN3/bWslq08traGo899tiuGfm7Yad9SoPH0ZdfZe3Nq5Tbo/T09sL0DgVqg8cQVrLbKiCNn18aOoY5dQttepHA9zqJFZVKheLYDTweN4lk0nn9yFEqr75G9eZdfMcdtUO9M1EnFeCQGS31Gsqtu7gPOytK6vhkfX+uQ0fQJ++g3FvG+91PszA/jyTL9PT2Ykzew33oCMrtO3iPHmoiLrX3lV95HbltYwASBAE92YdweWzLZ5V7ejANmxPPtnPjZYeUmIaEWoEoy6wQYmW2DP1JuuQbGJaLMuDpdFHt6MO3MkdIT1EuyJidA0ipWULKMvR3UVrKEPUL2JZAerZKor8XaXmOBGnSWoJKHvxuCU/Iw+JaiCRF4q4Ma3qcNm+GDnOWcjaMbUcgbyAmDyGaiwTJks4EiajzuA/1YswtIQFq2Ub22giSiCCBbVoYlgdRNACLyliK8X/+Jt/7Nz+EaZpks1nS6TTj4+OoqlpXaxKJxENRa95pRKYRoigSjUaJRqO0t7dz+fJl+vv7yWQy9S7DsVisrmY96HjGg2K/Wf2wQWQO8jscVL6Px+N4vd6WKXIdHc66cTabpb+/9aTuXewPoiiysrLCwsICZ86c2XeDy/2isTVAbfKSz+e5cuUKoVCIp59++oHW47i+uYo91HrCo6luzLZ21oIiiYFD6C/erE/s9NVsvZv67mid2lnDlhqcfJ5MOk1YjBD7kOO1382CBlt71TSiMbVsN9iDDkncrNbkX3gTl1vHNDZITceoY0GDZrUmpC6y1wD7xijoGlar7cRwiE0xJ7BabWd4YIV2K0PUu6HWuA2TBaUTl0vdNYAlYs5RZSMpDXZWayDPzFTnugUtjxHurVvQQqHt1ZpWNTI1BHsD63HQzSRos1pTs7DtptaUaNvYdp+f0vqipdQWpVp142nzM3NtmOrdVZR1d4gkxZCkArbXi8vloqyqzM3N4XK5kapV3NUqXq933ylmDwsHtZZFo9ED7e/cuXP88A//ML/wC7/AysoKhw4d4k/+5E+Ynp7mD//wD+uv+4mf+Am++c1v1s+7o0ePcvTo0ZbbHBoaui8lpoZ3vLVsJyJTLpe5cuUKkiTx9NNP7ykjfzc0Wsty/+tvmp4rjY2T7uojnFumvazD9Gw9ahjYki5WvXUXQp2AUX+ucW6zubOxNHQMUjknqayrjUwmQ7vfT/DkqabtivE2wGoiM41Qbk8ixdsAG/XOPXA7N3P36MbJ5Dp0BGUpTfrNq/hGB0kkEmjjzWqLcvsOgtBcE+Q6dAQt9fqWQkBxZpHAe78HdWLDOle+fptSsYhl21QuXUVV48guF5Gwi1upfg778xxuLzK+GiJSSbGihLBMm4g7tU5wKhxKeAiLa9wujcBsmUIqyOhAkRDLlIC14CghaZmOQhqTXlJagk53mqHAHNcyPRRyLhIuJ5qy6u/ER4pkYRErEMEoquhlm7Icw6esEi6tkDKjhKUc3YMqc3cC9M5OUqkGCLir2C4ZQdcRZDeCZSKJLixdx7BlRNFCkk2MTJYvP/5f+dC3foy2NsdyaNs21WqVdDpNOp3m3r17uN3u+qQ9Fos9kEnIO5nINKImiXd1ddHV1VVP2Eqn06RSqXrEczwef9trjw6aDHNQReag8r0oipw5c4aLFy+iaVqTMlCrq3nYk+2/L6hWqywuLmJZFufPn78vb/de0dgaQJZlFhYWuHnzJsPDwwwPDz/Qa76VIlODbduUy2W0HjfdXV34fD5yvX34jzuq/NpfXcDVLm2xoIGjsjSRE2FjHztZ0Gr7rGasLTU4jRY0gMJXXqxb0DZjP3HOjTazhgNp+VoxlsC1/tpabY25Pj56jw05xOb7nNXqlb9brJORvaBmM2tEzbLmC7ugCllrAJdyjxvZE8QHAvS4pvGJZdxCGkuzSKthVE2lShXLMgm3sJlpsSEo7k6xukLLSEEX7kigTmoWluJAfEttjVt347LXgLaWNTJOLxqgobZmLw05W9nWCuohqnnQI84ialfsTTxmFct2fgdPTKFoHm56j/voEJlskMhR576o3Z6iPFFFKMsIARkxL9H/TD/VapXCTIW11VUs28Lr9SKoKrquH9j5A/uznbXCQYlMT8/B9/mZz3yGX/zFX+RP//RPyWaznD59mi9+8Yt813d914G3+SDwjraW7VQjU+uWHI/HefLJJx8Iiants5XNpVwuUygUCAQCRE4/iSgKaDNbWfnmRlueI6NIQ8eQhpyYY7OBAHgWU1uv73A76UAM9fYknVUNt6fZqqDcnsQzOlpXYKo377b8HO7Dh+sExJ/aGkRfuHKdla5ufD4/wdV8fSB0j26QFvehI62T0NZVrw1yJtSlY8/oKMrtScqlEsVCAdfoKJHTp3G5XHgyiwhLM+SyFXRdZ1V0biA9nnWiEethphwFYLR9w2l9pThEwr1GpN+Hp8vF3VQYqZhFrawPgrV45UqKtn4/liVRccdJthfQBJu0HsevrTA7lqeUMZFsE9sSqHaOInpEOuJF0kqU4opKWM5SMKOIxQLdHXkMZCSPyEyqDdPnRRX8KKqMontQVBnNcGFYLgxTQhRtZNlCFg2+/Ph/rR+/IAj4/X76+vrq3eGPHHFsf5OTk7z00ktcvnx5XxHGrfDtRGSaIlIFgVAoxODgII899lg94rnWUPDFF1+sfz+lUunA389Bj/UgyTBvtXwP8LGPfQzTNPmTP/mT+mOKovBnf/ZnHD9+fMfmw++iGdtdQ7VIf5/PRzQafUtITOPx6LrOzZs3682dR0ZGHvj1XmtDULvOaqTEMAwWFhYwDYPevj6HxFxuLrJvZUHLXZ4nd3l+S/NBYZMi08qCZpomS69eR+8NOfvcNM5vJkA1C1ptHBaWKyi3FurEZrtamt1sZo3fcEuSsw5p+Ah2x2Ddglb66iuYhlS3oTVa0Eaea3aP7GQza27O2Vqtqb/WGmQl10lRPITb7aYvWiRsl4haK+iajqoqLChxTNMgPVPZdjvQuram0aKmWULdgqbHnGOrWdBmpjopq45aE7AW6XXdwS1t7M8ddpEtbg022Qk1ArM5JKBmYauhUo5yd/Kxug0t6MvsaEEDh9jkAkmMgU7cR4fQ8jqrb2QojVWxM9DX30d3dxKv14uu6ywszDM/P0e1UqFSqdTnjW+V7eytTi0Dxy7+/PPPs7S0hKIovPHGG3zgAx9oes03vvGNPY3Rtm0/sETNd7S1TJZlp2NrQySeZVlMTk4yMzPDyZMnWyb83A9aqUCZdJpcPk8iECC8PomXho6hVj2O6gL4jm1VRjZD6BgEDJRbk3iPHQJBwOrbuCmUb4xTLpUwgn7aHnkCe3YCdXqxiVw0wn3oCNVbd7FMm+2c2e5DR3D9zdcwggk8OCfP2uoqVrVK9+goPq8XbWKc0stv4GpvXieq3rqL3NPX9BlrRAqcPjXK7UnESgWjx1mRs4FyIoHwwhsEBrrwhcOYpon/+HECqauEKnneyPVSyGioVp5Z28X5eBZTcWN5ne825+0iqixzxLdA2nuEzn4glSFSSUFfJ5K8QNUfx8yqWDMzZMU2qrkwJ8JVEqvj3FIHaOv0EyRFRyGD1dVLsOIlll+iaIa5lUqS8OSIJldYNGP4KDE4rLCQTtBtLRPVl5nIdDI4oKHkdTxhF3GlzPJigLaoguwTcAc9lJeqiD43EmCZbrQqSILhqDO2wV8/+md85PKPbvlNGoviwVklqRXF37t3D5fLVX9+P2rNtxOR2ekGXIt4bm9vb1KzGr+fWhJaLBa7r1Wx3XAQH/L9KDIHle8Bfvqnf5o/+IM/4F/8i3/B+Pg4/f39/Omf/ikzMzP81V/91YGO5104qEX6T09Pc+LECafPyjahKw8DguD0yLh69SrAQ1eCBEHAaji3vMfamJ+fx+fz4Q6HcTXck7ZLNNNUN23/x/n6/9f+6kKd+OirWaTEzvZRVdNYXlrCI4h09fRsex1uV4OjKW6qoQSewQE8gQCFr7xYt6ABCGKzVW87clIjOXtZPmkkRJstaJvVGkk2SZ4K4xrdsKA1BiU0ppvJqzNs7lzZSq3ZjKw1iKzOsBB24tv7YhOEzTKClMZqt5hebFZrWs0/G21mjWjVrLNRrekOLFEtwNJ0O3LcRTwg4A+YSOo93OEGtWYPcOUnYVOt0XYhAbBep7P+ZW5Wa2Lhm/UUNIDlC6t0nd9Qq2vjZzU+VFdr8n/9Bnf/5yzBPueaE3Ii/U8PoCgKhdlFMpk0hmHg6fQizVTQNPWh1cvV0Hju7hX3U+z/TsY73loGG3K6qqpcvXoVVVU5f/78Q/lBGq1lpmmSSqUwDIPe3l7Mya2rE/LwMYx7t6jeurulI2wryMNHMe7dRrk1icDG5LNaqVDIFxCHB0muhwdUFTeC179BfLaBe/QwlZvj68e/SU0SBKrhCG6gfGOSfNSHPL9MKByur265Rw+jTH8TMbp1Qlhb2VInJrZ8RvfoYSdeejGLnezBsm1WUikURaGtvw9RlOqfz7YsTF0k54pxuKPMdcmPDXgskdmsH0RYMArIiFSrVQI6BO0NQrmgxjlMiY78PdJ4yHm7YATE5TkGIkVu53yszam4AyHa5Qyrs0B/J2LBGThNU8S0XbhDLjq6wyyNgbtQImissZhpo9e3SqdYodI9gre4RsIskMrF8WtZCpaf9g6w5RIlYnhLeYqWj7C3gmCWMQwXtiXgkgQMTUQQLbAEJMHkL0/+OT9w/Z/seE74/f66YlOLME6n00xOTqIoCpFIpE5sdqq9qK0IfTsQmb0eY03Navx+8vk8mUyGqakpbty4QSgUqtv0wuHwA/38b3XEJRxcvvf5fHz961/nU5/6FH/0R39EuVzmzJkz/PVf//WWVbN3sXdomsbVq1epVqv1SP+lpaV9JWreLzKZDJbl2FrOnDnzUK2WM394oUmRUVWVzOIi8XicSDRKfnFrv5K9QN5kQSMaxL5bIJee32JBE0baWJifJxqN4gpu2N12sqC1gjUYqxMQR60ZwAZyL1zC5dIx9HnARpLtHTulW4Nde86y2o4Q6aobOgZbxzvTWFsDkGDl73LNCXB7bMYZUheZ3ca+Vg2Noq/OYLQPEJOn62qNba+Q08J4qxMs2ElM09g2gKWxlqYRTrPOjc8uBV3kpT70WBV3pwglWEr3oa4qeNq99HS76hY0AFGqUGsb3JhuVotw3ovtbC9YWx2g4vugc8zn21m+sBEjt10ftshHnmT5wiruBmKz+kYaACtj0/t0H7quU61WKRlFlpaWEAURuawil0sPpebz7Rib3qn4tiAyhmHUIy5jsRiPPfbYAytsbLVPy7IoFArMz8/jcbvp7e1FFMWmIr1Gv608fIzqa6+CUtliLWuFGpkRlvNYAxb59Ylr3O8j3NHR9Frvuacx7jrEZ6c7aY1U6KtZAs80J0AIAli9vVRu3sRVLhMMh/EebvaLuta7P1dv3sN3fLiuwtTgGR0l/9UXkfxePA0f0dQlbI8HYXqJxfW0pfayjiCKuEdH0MYn8RwdBtumuz/ItRU/7coKJ+MVxtI+RtvKrHoHWJorMeLNcWfFz72xEu5uhRulbgaUWdS2Lmfw8XXSrkxjmRurEIu6Q3AODymUCxIpLUanK0tIXSE1145EnJGlO2jBONNakoFAiUBpBVc0iJlMIi8u4s1nKAhusERYWELp6UbML9EeKbOajeGtrJGijRglgtIKRV+QmLlEWujBLxTxJFxUFlQEScDltrF0cMZdC1k2+ctTf07wVJLv+fPv3vXcaKXWZDIZ0uk0U1NTO6o1D7sZ5oPCQVaSapAkqV47c+jQIRRFIZPJ1COegbpaE4/HW0YZ7wcHle/vZ5GlJt8///zz277mG9/4RsvHOzo6+OM//uMD7/tdOKhdR9lslqtXrxKJRJoK6g/arHm/sG2b2dlZxsfHkWWZwcHBh14vtnZxCSunYHVZrK6tUa1U6Ooawe/3k7s8v60Cs9tzjZB7+3AfaSO7vIx/cJC1v7qAaTqfS1lMUwmadHR0EAwGKc4Xm967nQKzLclpkBlsnEU1KR7Df2qg/v/y115dV0psrEwWV0dk64JLC7liJ5tZK2wX79xKrdkc71xstUEgqC2yNeewGY1R0PXHWqg1USoIQhrFZ5ArmPg9KoauoxsuZEnGF5brSkfEnGNqG7VmC2zAL+KOb1VrPO1e4oEUHm8Qn8c5T9yuHPmdt9gSpfkynT3NKWoBe4bUNn1uWmEvY+hmtSb12gYZ0mYMBp4ZRVUVcgsL5HJ5VldWkYsqyoW7RB/rwe3eeVya/fRF+v/PnZtHmqa5bzfCu4rMQ8BuJ0xtsjM7O8vMzAyjo6MMDAw81MmaJEnk83m0/9//JOjzkTjr3DSrN+9uSR7zNagkVrALV0KvExxBsJv6wmx+v6a4UaOdMD6DZtskHz2O3SKqGUAeOYpx9zaVyRSxDz27sc1NZMM9epjC1Dep3LiH/8Rw/TXl9jbKqRSxQ4eIxWIUvvpiE5Gpbcd9eBRtfILqzXsgbK33cff2gLDRVKwG9dhhrHvTeJcyxB8/iVK4V+8f4zky6iSf2eA9ehhxbZG0r4uEkuKMdwWTcL1XRz7RwQlfCkURWFQ6ED0W1xcCHLcXUZUQ9lyGmXiSQHkNaWkBs9vxmZqGSEDJMq710tnvQ8OHvLQABsTFHKsVP2G/c87MZIMMxEq0S1msuQLusAfNMEgbUQDCWoZQcZVFKwr5HO2xMiXLTae9RFbxUrIlwp0uVnJJwhTIlHz4y2XCPV6Kyxq2LKNpILpd6GUDQQBJtChcXeJ/Pf4FfvBbP9TyN94ONTWit7e3qeHk3bt3qVarTWoNvPPVGLg/IrMZXq+XZDJJMpnEtm0KhQLpdJqFhQVu3bpFMBisE59oNLrv/R6EyJTL5QfeEPFdvLWwbZvp6WkmJiZajjsHada8X5imyfXr18lkMpw9e5br16+/JfVhwdMD5F/MsfzqjNN/LGU/EBvbZpJTU31yl+dp+z/O1xV9ewoiaREjn2N1dWofKWhbSY5Tv+mQnOCpfux1qzoIIDg5WoIkIXT34znSD7ZN6e9eQYxLlK879RSSbIPtVIFWb03tWZnZT7xzK7VmS2DAulqjT2S3NONctbbGWG8OBYCd1ZrFbA+yO0DRk8QnTdDrK+M3S3QGJBbvmQz2ru2q1myHQGkeAg3XT4NaE0r6IA/Ttx1SA9AetJGrjgUNdiY2tXqZYG+gHuG8k+0MttrJajjIYmA1PkQ1S317pbkKK687ZEq5pzF4/hCmaVBtr1K8ukQqlQIb5LKKWCweWK0xTXNfteG10Iz9Non/dsA7WpExDANBEJifn38o3ZI3w7IsstkspVKJ0ROncS/OUb4+ReDk3lZc5BEnFcy4ext9NYtnh/5GlmVRSISBMEm9in7xOnJ760z92raFxeKW49lMlhxlxXbIzPEhlGoVO+gnkUgQjcWc1/T1UrnhEK4a4altx71OXvJfebGJyNRCBRxiMkHl5j0EbDRdp1gs4u7pJlpRKL30LeT2WJNEbxoS+uwC7sPrRE6AtK+T3kKesikhrr9O0zQsU6JTKKP0eQABVbSQJJnHQmkWih6WF6vEEiEixRz+3AKdgk25IEAoTreaY2kWOvsDLOpRTnkWqfgj3FgLMOSukJCypM0Y5WAH4eosmmlQDiYhv0REykFPN/MXA/R7q1iCjWWKSIUiWbsHyxZxRS0WZnzIXg2vlqXgjtHVW2VhLoCroCCINpYNgm1g6mBLEoIApio4lj+twv848ll+5M5Gn4/9YHPDycbakampKSTJsfKtrKwQj8cfmmp5v3iQRKYRgiAQiUSIRCIMDw+j63pdrbl58yamaW5pWLqXY90vkalWq/Wi/Hfx7YmVlRWmpqa2HXceNpGpVCpcvnwZWZZ5+umn8Xg8bwl5AsdKpvQE8Xq9eBYEvId11i469UCl8UydkGxWWRqx03M1NE4XDcNgaWkJQRTxdyUJnXZiwjNfu4JpSg21NQVCp533bElB2w62Ddj1mh9BEJp2XhqbIXhqfTuCgNDdj/foALZtOwt7d1fRsmVcbjdauULwudMt7bGtiMtudTetXrtZrVFu3cGYa1RrGptxJkj9Xa1QZeN4Yv1+srOVHUMBdsJitod+d44Fz5MQhT5pd7WmEV2hZWrTy3i/D9KwZnaynalJCrrQY35CSR/aYhnTFpi/vaHWhEMefLpzDkTiy+SFs03v34/tLNgbgB3q8Rt/1+0ITyM229O0YEfdglaaqzSpNeq0weAzo6iqRm5pnlKpSDq9hlxQMDNefD4/Xq8HQdh9fHyrG2K+k/G2z3QavbiNKJVKXLlyBUEQOHny5EMnMaqqcuXKFRRFob29nUAmC7W+KdenMNZyeFtHYW+BPHIUdfkNKjem8J/YeiOrKgqFfAEp1IHP68XTMUTxb19AiG2clK0UICmRwHNkhPJ1J+JYbHEO196j3Bln9Y0xTEtHDAebmLv3iPMa9c4ElRv32HzNVG7eq5OdGtEB8Bx1iE2NzFSXVsn0dxFc91y6e3pQl/MIhrTlJu/q66F6cwpwJNVYaY1lIwgFjZi9xpQuYNtuXG43S4pAopwhHUhg21Dq7CKSnUf0ybhNF+UCLKQCPBHWaJPLXMy1EQt66PIbdJWzWAToFAtUDQnLEnFFZObNML1SgaCyijnnJosLwRbxF9eo9HRjLyzhL67h7fKjmyq9LLNW9rDm76YnUmEpHyZGjs6OKlkhSsxTxF3OgCTS7S9RNgP4JJV8SSToNTFsEUEwUA0Zr8dGVSV0U8Yja/yP0c/yIxMHIzON8Pl89Pb20tvbi2VZLC4uMjk5yb1797hx4waRSKRuswoGg+8YteZhEZnNcLlcdHZ20tnZWV+NSqfTrK6uMjExgdfrrX8/0Wi0JfE7aNOxtyrN6l08HHR0dPDss89ua93YKVHzfrG6usq1a9dIJpMcOXKkfv411m8+LCwuLrKwsIAkSUQiEdTFIsEGsqCq7iZSEzy8/SRvNwuapmnYto1hGMzPz+P3+3HPqzVfLuC0GqjV1YBDbFqRms2okZzCwgKWbSOsTzEEoHR9b41hBUGgWpbIH+knEAwSiscp/90rVG44dTXgqDU1UmMDvgPYzHaDrrrxvsfpLddSren3UXVJ9A/0YN69t0Wt2UsoANRS0zZ+61rYAOys1uTKNh2uFQxTQNVUXLJzzUwttBFvbFu1x+GnvTMDbBAb8nBnbLBJrfG71uO9fRpyNQP+vROZFfE5YLXlc42KzGaCchA0khqoERtHraneVfERpv/JTjIrc6i3M5T7ylimhdfnRZibI5FI4PP5Wo7db3UQzTsZbzuRaYXl5WXGxsbo7+8nlUo99AlYNpvlypUrJBIJ2traKBY33Ki1CGNt5gVKY9METw3ubaORdsDYQmbyhQLptTWiPh/uQGCjc3j3AGBuIQ81VG7ew3d0w65V+Oab6/a1rbvWDYNVvw//5CL+wT6qotgyccVzZJTc37yMFPBu2U6NEFVuTGw5HtuyKOYVhKJGW8nEjLkpFArkrt7BlYiCIFC5OYX/eINydHQE9fZdTsRVbmQcMqN19TE/U+CIJ8eIx0YsaIgRNzN6hMFinjYhzZLgwbW4zFznAO7KIiOxMplAgmJeo1SEoh2iwy4juEOs6GH85hrxlbtUfAFu5do5HFQ4FKsymfWh93QTmZvBtlVmzE7yKZV+pUycNWasCP1UGBFTZCw/WiiKZOlU8joVNAKqQikaJiorCKUC7qAXt55HrcioYgDBBmN4AOneKovFICG5isvtxtRBUQUESUCybQTbRpYN/ueR/8EP3/mRnc+hfUAURcLhMLIs89RTT1GtVuu1NTMzM01qzsNO+toNtm2/JUSmEYIgEAwGCQaDDAwMYBhG3aY3MTHRFKoQj8frxO+g1rLvxFWvv08QRXHHa6RVoub9wrZt7t69y9TUFCdOnNgSl71da4AHte/x8XHu/f41urq6yGQyW16TXicwNWKjqm5AY+3iEqXxVVxhD9FH97HT9UXMUrFIdLTPCRJY2LnOJv69Z+r/byY1Wxtx1sa8cqmER9fr+wQ2FJhNKI1tsIBisUipVCR2aLje06lRrSl84zKiXq7X1uwUGLAfm9lOr23VjFPSi3hDftSqjexqVmtW/i637bZ2as4Z6/dvN9evqzUFekkVogzHVwgYFVbNMCFtiZVKFL/XxMhsVmtaXycRc2490rlKZrZKpIf6/2GrWqOWTFZLG/HFg13luloj+TQko1IPeNsc07wXPOj5ZqOq00hsMtkgPkqsvpEBAqhTqww+fQhd16lUqqytrXH37t1te87td2yqLeZ9J45N7ygiY1kW4+PjzM/Pc/r0aTo7O8lkMg9tFcq2bebm5rhz5w6HDx+mv7+f2dnZLfsrXZuB9mFAozQ2jSg1Dybl6/c2/X+qqYYk+9ffQAx4KSZWKZVKJIoGLq8HRRAwGtSoWsF+5ca9XRPQpEQCQbS3kKuqorC8tEQgEMA72I8ggns+h93R0bLnjLuvBwR7Wwud5+go6b9aJztHwTQMlpeXkU2T+Afegz4+hTCXJpCMoi5mSAe9eDweAqtZzGsTSJKEZ50U1chM7/IU5WAIXdfRVJW0r50eTxFvIc+Cv5eefpiehVMoPBHMsVKVEUWBGSPMYKFAnDRyTMcA1K4k8vQCzKfIu2K4NBm8ArYtohs6c4aLTqtCp6Dgz1axw0GKOYP+aIVif4K5MQF3oUopL7NaUumMu7B1gWokQYA03VSw+7uQZ1N4UmnKoo8QCqW8jDQ0hD61goiNUjbR7iwRONJN7N4qihjCyhdw+WVEj4BWAVsSME0XkmRgA39x6H9iuHz82K3v3/nH3iMaJ1U+n4+enh56enqwLKs+aa8lfYXD4TqxeavVmoOsJD1oyLJcb1gKG6EKmUyG6enpeqjAQZqefacOFu9iA5sTNe8Xuq5z7do1SqUS586da2qG2rjPhzEW1lLZFEWhr68Pl8tFNptt6ZRIPNHc7qCR1Hg82rYWtM3kxAZy2SzidJlAKHSgbuONak3u8jymqTWpNYGTllMTenWaqq6Tn57G5/Mhqypew9j2dwue7CeTyVDI54kGgy1/C0EQkNoSBE89Vq/xLP/dKzsGBhzEZrbrdxBLIB9+lMLsLBFL3aG2JoE+Mbm1tmZTvUyrUABw1Jrt4p+z1iCG7mY5HyUpLtAbblZrbGziloVlmliWtSXdrIZ4v4/M7M5NOd3JAFbWhTvmqArB/D0yyyEKdDrHGVxGJ4pPn0fyabj0LDn340C5ZSPNzbBtm+ylAqH37F5HchDb2ZbPc3Tje2hUawCe+DePNqWYNtbFxuNxNE3b1zhaqVSwbfvdGpmHgZq1TFEUrl69iq7rnD9/vi5/Paybt2ma3Lx5k9XVVR5//HHi8Xh9f9I3b8Gm1bDGSX7p717A1dd8Y/Yd376PjNUxQFXNwsQivU+eQB+fxXfsEEo26ySmXL9Xf7979DDl61NYi7NYhoj/ZOsGXuCoJsrtSUpj00iSiZbsYG1xkXgiQSQSobpaxntkhMIb30K7PY/HK9VtZa22U74+hSDaWyxt7oEewKZwdZJsRMbr9RIMhRBFEfeRYbQ79/ClCvjCEWL9/VQqFaqShDI9j7xSoZiI4Pf78fl8eI6O4F0uIAe93F0q4XK78Hp9mMUyii0TLa6RCzmTy3Sgne7qHKYpAgI9/WFm5gQeU3J0yzoXqh0kBTCHenAtLTESqpBZtHhlKcyRmEK3WCFdiFLoTBAvLyJWTGZ9CYqai8OWRrCwhiviwx30cFrI8q3VOPmqm6iawz23TLWvC/LL2LPLeIJeTF0DBOaELnzFHO6ZFAUpRNgsEe3xkE9paNMrrJW9JF1pyl4/kqqiSj48ooqJC9vS0e315pmSha0pfGbof/ETUz+47e+8V2y3OiyK4pakr3Q63aTWNCZ9PWy15u1QZHZDY6iCZVnk8/n6d+SskFXq31Fo/dzfDt+pEZfvYgONiZr3S2SKxSKXL1/G7/dz/vz5bftPiKL4wBWZ2r6DwSDnz5/n7pjTp0YQBIpX09um/tXUmUbsZEEzDIm2dRJk2zZLS0vomgZA25OtJ+37SUGDjWaXNqB87TL5y/NOr7b5Ksl/9CiaplGpVFBUjbnZWdxuN+7FknO/s21HrVmvMVRVlWRPD1pp43M21dI0oKbAbA4MkOIS5etz7CXeea/EZaeUNHHoMIbm2aLWtK6tcZLQGrE5FGAzpdgt/jnW72dxtpVas0qqGiJur7FaMJENg2q1iuxyATbVgkHL9IEWqCWlUXQioKWgi9l8N/H+rWqNWdQ5fFLBp8/j6wStoGGy/XwKIHDSizm5+3E8CNvZZmy2ocHWFNNGp0W1WuX27dusra3Vx/edetdUKo698DtxbHrbiQw4GflXrlyhra2Ns2fPNsllD4PIVKtVLl++jCAIPP300031I3uR7+2OIUCndG2a4OnBHV+rqCqFfB7pUC+xfB719nzdArxdfRBA8Pu+G218nMr1e7DDnM979BDKrQkKd5YpeyS6urvx+3xUbkzhXW/SqXZ3EIjHKX/zMoYm1xWcxtfUyczEShORqdxwVous/m6KV28S1Lz4/JYTW7k+cfYcHSH35Vdx9yfxyDLhcJhwOEx5tYrRF8GYWiXdFcQwDAKpMrZHwlIUnuwLEv5+Z1+TX17jqtrByWCVaHGNBTxEC2mqbj9UNaLFNLnQ+sXsDoAN/VoJSwxh2zBrhnmylGbt0CCuuSLVZAe+xRUi5QyuFRcZxY3bLdPtUSji5vaqzEikyggldCPAcscAffoK9EXIzEKonMUzt4RpSkSpYldhwojQKat0h6vMEqbNKhO2iyyVvIxELASXjGRodHlM8lUXshcyvgQ+rcKaEcJrKkheL4KlgS0gSCBjYesGfzLwBf7pzP4SzTZjrzYXr9fbpNbUJu3T09PcvHmTcDjcNGl/0GrNW1Ujc1CIokgsFiMWi6HrOpIkEQqFyGQyXLt2Ddu2icVideLXeP/4Tk6G+fuEvSRqPoialaWlJa5fv87g4CCHDh3acb8PeiysWbhb7VsQBCzsLQpMI7Z7Ln1xqem5zRY0y23j7WqnO5lkYTJ/YHteK5WH9RQ0IZrAd7wXBAFNdde7rQsASxr9Tx1zOrLPFci1i+RnZvB6vZiFAnZcJtnTQ/Xm3vvl1CxpTpDAOqlZt6C1Umu2CwzYjP1Y0jZDjCXwHHOK4rdNQvs+J5RkL2rNdpBXZ7Y0q9ys1ixkgoyEUvR6ynilMi5rhZVyFDFiY+pmvbamMSQAmm1nNWyn3GxWa4pX02TXwmTKjlpjFnWk9ud2/Cz1RLu3CHtRdRrR6LR4+eWXGRwcRFVV5ubmuHnzJqFQqD52h8PhpnG2VCohSdK+ks6+XfC2zybu3bvHt771LQ4dOsSpU6e2eP4edFHl2toar776KpFIhHPnzm35UUVR3FPEZS3dq3RtetvXFIpFFhcW8Hi9dHZ24j7iFKJUJleAnYmMsw8nIllfydbrY8CxrtVgmSaZsB/LJRPP2/hbRPkJgoB2Zx53v7NSURprfcymISH6fc3P2zZKV5zU8jKh08fw+nxoqRyeI8NNN2F3v7NaU7m+8V5BEAidPoLP7ydRMEkmk1iWRbk9QqUzSqVcJn3xJvkrEwy9/zQ/8E8OM/yBR0j2hzgpOc2mMoF2ZowwxYJKtJimVygBkF1XbaKFNIIAvZQp+SPEi7n6qpeS7CTms2iXFFbkKNdTLsolgx5XZT0FyIdsQSlnUigUME0Ta2aRcNJFOhgmgoYfjW+tRMipMn0hhfR67kqCImtiAL9sMejJU8iaWMCKHEeIBXAFJAzVImCUyFRddHbbVCQvkmShIWMIEqopYQOiZOOSLP64739tey7sBQeZENQm7YcOHeLcuXOcP3+e7u5uSqUSly9f5pVXXuHmzZukUin0ms/8PvFOJzKNME0Tj8dDd3c3J06c4Nlnn+XMmTMEg0GWlpa4cOECr7/+OhMTE0xOTlIul+/LWqaqKj//8z9PMpnE5/Nx7tw5/vZv/3bf23nf+96HIAj8y3/5Lw90HO9id9wPsbAsi9u3b3Pjxg0eeeQRRkdHd712HxSRsW2biYkJxsbGOH36dH3fd/7zt+qvEQShqZV9KwVmPwieHkAa7aAU8eN+egj3gkD+8irmvFHf9n4VmFafq5ZMFnm0t14PA+A7Pozv+DCa6kYMeCldW8KczGMtKAwMDhKPx6lWq9iWjaZppJaXUaoK7iPdLfvHtPyM26g1lRtz62rNKJ7Do5glneqNecrX5yiNzWDZjlpjWRbV+7CZqbent32tNHwEu2MQafgI0vAR8i9cQ51KodyaqpOlju87xdkf7WPkuUTLbdTg2Mwc1GxouzbrtGFF7SFrD7Ga66QkjdLjKzPIKgFZIaQtUSgUMAyDZa0N3TCgZWXv3pHoL6BZAu5kAHcygKGYTL6UZvKl9LYWtreyF9t+CEwrWJZFJBJhZGSEJ554gmeffZa+vj4URWFsbIyXXnqJsbExFhYWWF1drRf6H3TsPejY9PnPf56PfexjDA8P4/f7OXLkCJ/85CfJ5XIHOo5WeNsVGVmWeeKJJ7b1yD6oxmO2bTM1NcXdu3c5duwYvb2tb5i1CNu9oEZmCl99EcOQCZ0eoHx9Ctt2CFOxWCSWM3F5vfWbqqa4EZP9lMamMVUVu2tnmc99+DDK8puUrk8TPDlYf9x3fARN01heWsKzmMeX7CZwYoTitbvrn2NjGwLOvbhmX1NuOXa0Vudz+D1nqd66S2lsmsDJAcrlMqWcRLKnB4/HQ0kXMU2Ryo1ZAiedG3flxjQA3mPDKLfuNZGZ2uOVGxOUXriCGAvQP7Dem6ejQvXVmxgVjXTIjc/nwx8I4B/tJ3x3BU9PlOGTSXh5kZlZOIlKu6XyZiZMTxBmzRD9hSKdygIrSFzPeujpD9FXWGRuXqCnL0jB9mD5PIz4FG4ILpSeKN6FFfr0FUpFP6XeYaS5FJFIBD3gR15cw5tZIaYKrAgufEE33g4XMwWRXrNCUMmjDPYSLC/jr6YxYhGKirMaVZQDePI5loUoXREAHU9IJlwpM5vyE5VUKp4QfqpUCjbukIhekZBEC9MCSbL4g+T/Rgi4+amJD+1y9m3Fg7gJN/ZlaVRrZmZm6is+Nan7oGrNQWIj3y5sLqgUBKGuOA4NDaHrOtlslnQ6zfPPP89f/uVfYpom//t//28SiQSHDx/e13f0kz/5k3z2s5/l3/ybf8Po6Ch//Md/zIc//GFeeOEFnn322d03gDNwXLhwYd+f9V00Y7eFpoMSC1VVuXr1KpqmNdmod8ODUIBqtTjlcpmnnnqqSTlMvZaq/1sYErA3TST3qsBsfg6o30f8Pr9Tl9bWxtrFRaqxEBHsdbWm2YK2GTuRnPAjyebfaodrLvo9Z+r/VpcLpC9OUymXca8qhI+24+1LOvZoI8fC/DySJOH3+5E0HduyEERxW5vZdtgc7+xpiHdW7q01qDW5fak13mNDBzon9qvWLG5yUc2mosT62QdsEDYsa9nZCvQPEmKR2ZUow4Mr9Lqa1RpFsdB0HdVUsW2rHgRQQ8Sca9rD5gadvrDsJKet/1+P+QmOOMa6xc+MM/mSs1iqLVZZvHaXx356xBlDd/gUe1VQ9qu0HASbxya3201XVxddXV3Ytk2xWCSTybC8vMw//af/FFVVMQyDr3zlK7znPe/Zd/+ag45Nn/jEJ0gmk/zYj/0Y/f39jI2N8Tu/8zt86Utf4tKlSwfuo9OIt31ZdGBgYMdCvwexCmUYBleuXGF2dpYnn3xyWxJT21+jtay0qVtw8VpzcX3h6izB9333+nMzWJZNLuqhUqnQ29uLy+XaUucSPDmE57CzCiaPzTXV1zSqLTWI0fVM8gaCUCmXWZifX09iChE44WzDd2yEyt0U1YWN5LXNN0TvsUNU7q6g6615rO/YCLZlsfLl1zFNk57eXtxud/17CX3X4+vHOtOwzeGmvyt3V+r/VhSF1YALcOH1Ruq2jEAwiC/ZiX+kl1jewu12U8jnWXr1OlosQLVaJX/lLmef6eYf/JMjdCajRE/00bfe6KqnP8SsGULUTILBjYshHPbQR4lwzsnXv1lwOQOIILC0UMYT8OKVBLwhF4uzRa6nJOy5FC6XixUxTEgxafMJLNkB1jweejxFbJ9Joc2HIAmIk7PkVIlVzYNtg2vY+X26girlSAh/Jc9yxYWmmohVhVBYolcuI7kkQoUsuiXg8dhQNZBsEyynaaYkWsiyhV3W+E+df9Xyt9kJD3o1qVGtefLJJ3n66adJJpN1tebll1/mxo0bLC8vo6373feCbydFZjfS5XK56Ojo4NixY/zBH/wBX/nKVzBNk1dffZVHHnmE4eFhXnjhhT3t64033uAv/uIv+JVf+RWef/55PvGJT/D1r3+dgYEBPvWpT+1pG4qi8MlPfpKf//mf39Pr38XBIcvyvt0CuVyOCxcu4Ha7eeqpp/blV7/f1LJSqcRrr72GbducP39+i/0x+mhv/U/5epnSeIXUa6kmgrNf2NiYAxKZTIZkMrml5kYY8eA70Ufw9ACuAWeWunZxiek/u0Z5fvuGhhvbp27fEtg61uUvzzvqzDbQ/CEyYTfB04dx9fdjmhLl6ynse0XsRZXBwUHa2tux7q1RrVaYnp5meWkJVXF6qLTCXkmOIAjomofQ+59rUmsqN+YpX5+tqzWWZW2r1mza4LZP7VRbsxe1ZuAfPsbIcwlGnks4tTR7REhdbFBrnOMz2rd+N1lrcIta0xfNE7IKhLQlpIhOm28e3TCa1BrHdrZ/VIcSBM92EDzbQfwHhjADbiZfSrN6VSd1s/V5t1di8rAJDFBPTNxubKotuA0ODvL444/z4osv8iM/8iPIssxP//RPE4/H+eAHP7hnVeR+xqbPfvazXLt2jV/6pV/in/2zf8Zv//Zv8/u///vcvn2bP/uzP9vvR2+Jd/xs4n6tZeVymddeew1d13n66aeJRCI7vn7tv19GmCqQv7LB9vfSENNzZBTTMChPLCJJUp3E7ARhaBCrbG6xpzUmnpWuzeBfJz6ew6OUxqYpz6dZXl6mrb2deCKxxdLp6e9Bbo9TvOrk5YuzaTbLtO4B5+ZSXCdqjQRKU1VWAy5MS8bni9dVqsZBokZScl+/uuVzGXWL2gylYpGlxUVCayq+ZAeCINQJUO1v34lhZFnGvVikp7eXSCSC/8QwRm+cUrHI4ivXWLlwC13T8B7r58ipBMciOmefTXIsbFAKOKkyvTi2s1w4QdA0CBRLmL3O6l4+HOd4pBbBCan+QUoFnbYBP/5OF3fyLuzZFIFCgZezQTSPj6SoEgqFMDo76ZVVIkUVV1DEsgUkHyxrHtYWq+hTKXKyn3Jep70/gE+06dZyWJZIpWBS0kXKkhdv1MVaKIqhmZQCQVRBxN3pR7EFFEHGlgREGVyyhUu0+Z2uL+5w9mzFw5bFPR4PyWSSU6dO8dxzz3Hq1Cm8Xi+zs7O8/PLLvPnmm0xNTVEoFHZcyf52IjL7ibgURZEj6/bRz33uc2QyGf7zf/7P9cd2w2c/+1kkSeITn/hE/TGv18tP/dRPceHCBebm5nZ4t4Nf//Vfx7Isfu7nfm5P+3wXB8d+F9nm5ua4ePEiAwMDPPLII/sOCbgfRWZlZYXXXnuNjo4OHn/88V3HJlV1EfpQX10FSV/P1UnNXhQYcK6dYrGIqqr09fVRHss2vVZosfYdPD1QJzWJ959i7eISaxeXyN3M1MMDahY0G+rErlabkt+DBQ3WAwdeGafa5dSV1qygNQua7/gwYsBL4eoi+p0M1lyV5DOn6Ontxevzoesac3NzzM/Nsfr6bQzd2JOTozHeuem7EAQEUVyPdz6M58hh1KUyyr01ytfnKF+fxbZtXIf765PYnbATcdkNYiyB5z3vRRp27lubSU1swFe3oG22oTm9aFrbzIpLe7cmZ61BDNXDgvgkbrebXl+FuLeMaYhUymUURXXUGs1RaxqxW/JZK2gdIYJnO9APuTH9rroFbfFaoa7cvJNQO+/3Oo7G43HOnTvH0NAQ09PTXL58mX/wD/7BrvPhGu5nbPru7/7uLY/90A859cC3bt3a0/53w9tuLdtt4iXLMtXq/k9McG7e165do6+vj9HR0T396KIoUOlIENUt8lfmkPY43yoVi6x43QQTPYRSKqXUPOFHdtZeBUFAicYJsFFrs1NDV9uyyaY18LqJF2xCI6GWCg44N+TqzXsUr84iICAM92x5jf/4MJWb9yhem0EUHetZpVwmlXKsVq4kgF1vLlZuZRmbfA0xvvU0Cr3nUbLfuol65R6dj49iV1bxrfeVqd6c2iAx64/5jg9RvTlF9mtXcXVECYVChEIh7I4OCtcm0VN5ike7yExP44158SwVUL56lWRfFP860Zz80nXyQCibdSxlfjfhXJaF9dM8H47zSHqOlYizIjQv+DmWzyEMxFiYKRKnirszyOyCzURRJqFWMW8u4D+WxGfayLrGWl838wsK/YJGdEhkeVmizzRRbZ1ywaT9ziJF0UPFEgm1u5ivBIlpCoZukFk06Ez6SOGn3aszX3BhpSrIARemYoFLRqwa6IKMaNr4MfgvnX9F9Gwb//ivz29/YtTOj7fQ3yuKItFolGg0ysjICKqqkk6nyWQyzM3NIQhCUxJaY5rKtxuR2c+xlsvOal4wGMTv9/OhD+3dInj58mUOHz68Je71ySefBODKlSv09W2/Ajk7O8uv/uqv8kd/9EcPRK7/+44HZS0zTZNbt26xsrLCY489Vk8g2i8OosjYts29e/e4d+8eJ0+epLt7++L9RgiCgG05nz36aC+q6iL6qFM0PfPn1zDMjWtC3sTzE090o2kaS0tLiIJIT09P/RraTIBq3/F2NTite9ZkMAyR+ONdG/UrDfe97RSYGsmxLItUKoVpGPT0DK2nZ219baMFbUtgwKLGwLljVKtVygtF8nGJ3PQ0fr8fWdV2XADZq1rTGO9cS0KrWdBgoxmnZVn4lnNwgAhr2F2tqfWtMe/dQbk1hTGXakhCMxn4h4/VXz/z+dZELdgtU1puvlZC6uKW/8+2iIOmfxAAOSdgtA/Q45qmGtUIWQVMQySthikUTPweg1DSRXFR22I7A7i6eIaR7cNlAed6UduDBM86FrRUVSKMWSczhZuF+1Zc9mo7u/qbt3jkZ4+1fK5239mPRbtUKtVbLRw9epSjR/fY4Z37H5s2Y3l5GaDe/uB+8bYTmd1wEGuZbdtMTk4yPT3NqVOn6Orq2vN7BUHAsi08Rw6h3pmkPLmyqyKTXlujUCjQ2dWFWUzjPTqAcnuSwtXZlnUojfvCdnq1AKi3JyhPrDQpMjUYhsHy0jKiadF+7gzG5DSla9MI4lYFp4YamTHnythHNgbk0tg0gfUmnTUyUxpfQ00myKTTdHR0YE+l8R0fdC7s29OUxmYRBGebjfAMdq/vd5bg6X5nxcm2WV1ZQWkPEsu7US9M4u6MNBzXELmvXcUsK3UiU3tcWbyGZTTXJIiCB1H00NvXV4/CrSYF7KksFbdMZW0Nv9/PyAePU7k5ix0KETg5wMWXF4nkM/TaFWxChDJ5VETC2RyFWBSAQjRGOJfFMg2WBvoIZ3MMhzTsgRjYfoTxFL7pRQq4URSBWK5IRvAwr3oZkg3KHi/Lpslho8yqV+SO7aPDNFisyhyOQEyvkHX76Y6YFFYUynkNj6qgFkW6ZJuS7Maj6qiWgKRpqKaECwNbktAFCZdtkbu4xm90fpn/V2rnSfFefNUPCzW1plZbUygUSKfTzM7ObqmteSf0kdkr9tt0rFwuO72Ttomt3QlLS0stJ5q1xxYXF7c814hPfvKTPProo3z84x/f977fxf6xl7GpMSHz/Pnz90Uw9zsWGobB2NgY+Xx+2940NVz7zWtbHquRuM3WMu9w5wap+cIEVKt1YiNLzjWQSqVwz4MvGNzxWm8ki3utwVFUF7atkX5zmeJcFbdLxzSXiJ/dnaQFTnayuLCAJMsEQ6E6idmLklMb+/KX552+cNcc8mXNKwycO4aqquvxzgoz09N4vV7cCyVCjwxuxDvvgJ3inWu1Na2acVqm41hxr6s1e62t2S+k4SPOe9/zXqB1bU3yVBjXaI2oNzTktKErkAaa74u1dLNWaIyDbkTWGiSbq+DyBHH7NPqiRRJyFt10UVHK9dqanNiDbW/v5rn7UnqLotSqRqZGagCyM5UmUlMyRA6tb+NB9JXZK2pR3vvtI3PQ6OX7HZs249d+7deQJImPfvSjBzqezfiOIzI7FTPuBUJdEnH6qShVb91mFjnTzDjzV2Yol0poZYGe3l6Um8v157xHD5H98st4BjZk1tK1aYINpEi5tdhUUKmqHgS/v66A1B9XVJaWlvD7ffjCIWRZRm6IS95MfPwN+zAMCdvrQrudgqeiLT+zqUuYLgnlygzJc4fxeL2U7DVYX+H3HRuiNDaLOr3SRGTKYzP414lI5eYUpWuz2Dg1Qug6yZ4e5H6Jtb98AynRPBmU22PI7RsEyPl+ZnF1RMFufhwg+t5HKF2bIXi6n0gkgjhdwD7Ug64b6BNrrCV9mKaJN6cipIp4jvbwxLNJIElpbIb0nWUUj48bxOjNlwmTYwGJhdkiCUnDtmUWZovQH4V8inA2TzEeQZBl3OiIXri76uKY1yCBwVTZhR0QOayXSNsuCsNJpLtpkCQ8HptEVWEy66LDNolYJQyXj4Bto2smARsyKrh8bnTVohwJEqhoFIoW7oCEboqYioVkWIiSjWDZeCyD30x8kZ9Nb988861UZHZCK7Wmln0/Pz+PaZp1MpNIJHbMvn+7sd9ggvtJhqlWqy0JUC1ZcSdl+oUXXuBzn/scr7/++r73+y4Oht1sz+l0mitXrtDZ2cnx48fvm7zvZyysVCpcunQJt9vN008/ve9rbLMa1flUZ8vXebvDdD7lLMTlLs+zei0Na3kCgQA+n7wnC9p+nrMsC2wInOpHEARUbYnE2W7KYzNk3lyiNJ7FNCXiZ7u3kBPDMFhYWCAQDJJIJCgsLzQ9v1MtzWZsDgyoqTXq3RXkkIeBgQEqlQoVM8fS4iKCIDhqjabVFentbGa7oVGtURSF1eVlonOrVG7Ms1mtEQQB9fb0gfYD96/W1Bpyrq6Y6Jek3dPNtsHmvjaOhW0ALNZJTQDZp9Ejl1uqNS6XC93Q62PkyHMJ7m6yjNkt1D1oJjyOBc35d7NaI1K4mXtL6mPgYIE5pVLpwETmfsamzfjzP/9z/vAP/5BPfepTjI6OHuh4NuMdT2T2U1BZLBa5dOlSvbnXQRr7iaJzEluWjSTVOvKOoNy6y9pXr5F432kAVE2jUMgjjnTQ29mJKEko0ERAxO4BfMf6KVy5u77trfvTepo9ipH3PI5ye5LitRkEwBxoY3lhgXg8jjSbb7rIvEcPoanuep1L474bYZ8ZQnC7KVyZJXym2e5W8zHrx5J0dXeh3ZnDfWr9hi40u5jjHzlP6ZpjZWskGQD+40MUxxxiJT87THtHB6IgULo2i3fQUcTqqs01p3YncGKQ8o3pJtLiPzEIODHODjFyXgcQODlQJzNAPXShdH2Gzv4+spdm0GUZ7Yl+Fl++iXgojt/vx1ZtPIJApDfC6EccMjr+xRscC5nksjpqwEfII9CTrwIhFkQ/PfkKbdllUrbMq7qHY24IdrmZR+BIwKK7UiWXdROwQNEsfLZNMOKCvIbZlcBdydBpW1i6hFczUKpl5t0e2kybQNyFq2ADFi6PiJkpUYwHCKChVi1cHjBMC1/QRaVgIkvrg5Ml8BvxLxJ5KsFPfWmr1eydQmQ2oxZf3N3djWVZvPHGG7jdbubn57l161aTWhMOh99Rn2G/ikxNvj8IfD4fqqpueVxRlPrzrWAYBj/zMz/Dj//4j/PEE08caN/vYiv2YntuRSxs22Z6eprJyUmOHj26L8vFTthrjcza2hpXr14lmUxy5MiRfROomgLTyla3XeG/ZVuk0ypGm5/BZwbxeDx7sqAVpqZa7qcVAbJtm/SbS45VetNvE1hXMpR1C1qN1AQPO9aVUqlEuVQieriPSCSy51oa2D0wQIi1OT1rcCxobo9GacxZ1LQXVAaeOo6iKFTKZarVKrmaWqMohB/ZmzLSSq2pVCqspFJEYzGkpFBvxln45pW6WlNrxuk5MvBQ+9bU1Bo6BuvERp1KIfclMW9NQSJAuMdN8pRDAu6+BKi5ltvKzlbo79z63E59baoFHcMz6Lx/k1rjcYms2Qkq5QqzszN4vT58Ph+W1Xwt1c7Dxm+oFeFpxF7VmgeNg7ga7qctwEHHps146aWX+Kmf+ik+8IEP8O///b8/0LG0wttOZB5Udv7i4iI3btxgaGiIkZGRA0+Gau+zbYvc5cW6CuM9NkJ18TK5y/NomkapHQJuD+3d3btKxr5jI1Rv3aUyudKkyGznwfYePYQNrP3vl9FWC3Q9OYo/4Kc4l2+KYC6sF/N7jx1CubVBflp8KLBtAieGWPrs6/iGHGJR8zF7RIGenh4QwHtsgNQX3sQ71NlyW/7jQ1RuTpH52zE8XRtWhUq1Qj5bxt0bx5dSETs33u1fP+bKOmmBBnKyTmYyfzvWZD/znxwk87djGGWl/lpwyMzy575Fxw+erT8WPDlAcczpUB854yhGhTUNfUlFH3CjlkoYZ9oxl8poF+8Sf3yQw99/gpW/uUmkzcN0YP32mF8hlM3R0x/FvKtiuARkQLIktO4YR9MF7pQFTEui3Q1rQPFQF+a1FSp3Uiz6A3QC3rUCcsCDla3icguUR7tQJxxiM6+KxJcVhEEv8pKBPyxi2hJioUI57CdUriIIEgHRRisbeEXQLRHRZSNiIRoimQsZfjX+Jf7fmQ83/Ta2bb/jLVuiKCJJEt3d3bS3t6NpGul0uq7WAPXamrdbrbHX+zvst0bmoKte3d3dLCwsbHl8aclZoU4mW69mfuYzn+HOnTv87u/+LtPT003PFYtFpqen6ejowO/3H+i43kVrtBqbDMPg+vXr5HI5nnzyyT0X0+51fzvVyDQSqOPHjzv39AMi+mh021XWzeqMYRgsLS1hWRYj7xtBlpxpxWYLmstlYJgOEaqRGkEQyF1a2TX4oFbgLiBsr/K86VwnjaTGf7KLhZfuoCoq0oqFGarAWec32a2WZi9oRXIaXQvqcoHCulqj310h+dHH6vZoRc8yPz+PLMtOvLO+oRjsptZoqkp+eZn2jg6YSoOwYUFrrK2xLYvy115tWVuznVqzV9tZK9JTe+9mtUaaXcFKZ1Fk5z0jzw2hT2TpGE3gWNDGAKcvTXbWsZrtZDtrRKzfDy3cWjULWizsZy18lkhkje7uMNVqhXK5TKFQZn5ew+/3ras169fWAeeO26k1+yE1e62f2e8CG9wfkTno2NSIq1ev8gM/8AOcPHmSz372s/sOO9kJ7+xZD7sTGcuyuHXrFjdv3uTMmTO7dkfeCXN//IqTHoKAZbUo8oy2U+mMUSmXCa6us9A97st3bAS8gaY0NGi96mVZFstLS1QjEULhMMbE2rbbDZ4eBBwyU7yzhqZtVaGEhv1412taVt+4x/z8PL6lKoFAEISNFf2aglK46hxraWy2aXv+40PoBQ1jPb45X8iTWl7G5/fTdtYpTitea34PbKgt5Ynmu07gxCCmKdYl6RpcHVF8Q10Ur218Z4Ur80gBb/3YarAMCcvaOJ3Djwzicbsxv7lIJBqls6sL95FOVEVh/sUbzL14GyviQWoLcjho8cSzSZ74sTMk+0MkFlLYtsVkwIMsywwIBiBQSkQ4VnWKubOjzoUbTBfxPdKB7JHoNFWmqiKVVBUzW2XWGyCnC7hXi2Q8bvxRN4eTMmmXC8+qgaYIqCsabsvEbdlEygoLkots0SDX5sPyS+heF7oEtgkS4BJtZNGxm/37+JeavoN3qiKzGY3F/m63m+7ubk6ePMlzzz3HI488gt/vZ35+npdffpmLFy9y9+5dcrncfUXPHvQ4YX8FlZVKBb/ff6Df4cyZM4yPj1MoFJoer9nFzpw50/J9s7Oz6LrOM888w9DQUP0POCRnaGiIr371q/s+nnexMzZby2rxxpqm7Skhc7/YSZExTZNr164xPT3Nk08+uS8S88av3WThlVUWXtm4L9cW2XaLXjYMg7m5OTweD6FQqE5iNsPbHSb5/ce2pKBpt1Vs7G3JydrFxY14ZUHYtel6oqFOxrZtVlZWKHf6cLkTdH3UWfzKvLlE/laWzJvbW9geFMlx1BonBU3q7SV/eZ7K9RTcKyKXLKcZZyKBOblKpVxhZnqa1PIyqqriPdbiN7RtspkM1Uq1KW1tu9oaUZKamnFuJKFtxDvvJwltM/ZCeqThI1Q6etCiPfUktNJXneCCxiS0ju87xchziXqTzb1ic2jA9slpAnOvF4lEonR3dxOJRInFYliWRaVcYW7O+W01VcMw7r/5cy3euTqUqKs1OyWh7ceWdlAic9BFtoOOTTXcvXuXD37wg3R0dPClL33pwIRqO3xbEJntrGWqqnLx4kXS6TTnz5+nvf3B+BMFcatSYlkWpVKJUrFI/Oxp3G43pYlVcpda39g2E5bc5XmEeBveYyPkr8yx+tVrG5Md266rK7quMz8/j23bhCMRgqcOA1C4spUYbIZn0Ll4a8dUvDZD8OSgMyitv8YG9L445VKJ4KqNz+fDd2JgYyVonTTUVJAaYWhURQC8Q12AzfJrd8hmskSzNm63p+m16b8dq6sxNZiGhHeoq4mIFK7O4e6IOse8/njt79rqWiOZiX3v6aZjK1xxPm/odH/Tdk1TQgp6sEwJr9dLPB4n+exJ3GUZIWdi9ofJxSynd80r41QqZQxDxO1z0dnj5unv7kfpTAACwXQe32oJDZF8zumZsuxa/7xrRZbdbkKiwBmvzlQoQEWSiesq4wWTYkEjoWnMKs4PMCzpGJZAm8firiZRRaZkC5RM6IwYFCM2crbCmmGhqhqhTi+aS8AKytgyyGEZSQIvNr8S/RL/396vOL/ttxGRaXWcgiAQiUQYHh5u2an45Zdf5vr16ywtLbWUuR/GccLBkmEOgo9+9KOYpsnv/d7v1R9TVZVPf/rTnDt3rm5Rmp2d5fbt2/XXfPzjH+cLX/jClj8AH/7wh/nCF77AuXPnDnRMf5+xH2tZKpXitddeo729nbNnzz4UJXE7RaZarfL666+jKMqBCVSNSCy8ssrKtTzpbxXrY+B29TGz35xFSSrEYjHaO9qbvq/Ua6lt36eqrnW1pheGQ+RvFevRzo3EyUnrgvjZLmeBcdPvkX5zqYm4NMI0TUrFErqu09PTg7QuAQVODRA4NYC8XruaeXOJ2T8fwzT3fo3vp5amlVpT+2OaEsWrixjjWaSCQfLZUySTSdweD7qqMTc7y8L8PJlMBsMwsC2L1dVVqjfmaX/q2J7sPDVlpxbvLLUl1vvWOI16lXtrLfvW2LZ9YOLSCvLsCsKw85039q0BhyDVIp7BsXPFBnyMPJfg7I9utWXWiEtNuQHHdrYbNhf2C4JAIBCgra2dSCRMR4djE9N0jatfnmF+fp5MJl2vrWmFnWxnjfutxTvXiA1wX/HOb7Uic9CxCZyEsve///2IoshXvvKVBzZPb8S3rbUsl8tx+fJlYrEYjz/++IOVqQSxKZtc03SWl5bAtunt7UWSJDIVL0L3AKCRuzSPKFpbalQ2xy/X/u89NkLl7iuI8Rig1S8S6VAH8/PzhEIhXHMVJ+0EJxZ57avXkGST4Mmdjz14apDS2DS5S/PUF8fWV9fyV2adAsSMTdcTxzEnlyjcWcV3fKCuRIFj34IN21fxTrqJyBSvOZn2pXYv9r0C0awHSXbV31d7b3XxOoUrc4Q3hSQETg1QHpuhcHWO8CN99cfACRDYTGJqr1/76g3cHZH1zzlAaX0bIDTV7DRuN/G+UxSvzlG4Mk/4jDOoeLqiuG2BSFcXtm1R7VQoXJ1j7SsTmCEXxrEgviUT7U6WJ5/th2eTzP7FGHmPRHm0C+6uEVhzGo6OV+CwH9oVgzQQDAfozKssetwc8ooMo5J2e0ioKh35Cnm3m4jbha0LaFEfvYJOxisRB5SKgSC5aLNtchGJpGgzm7ZhtYxli0iiiS6CpWhYgohLAlkHu2Ty72Jf4v9x9eS3DZHZy014c6fiWhLawsICt27dIrhetFurrXnQtrrafeetspadO3eOH/7hH+YXfuEXWFlZ4dChQ/zJn/wJ09PT/OEf/mH9dT/xEz/BN7/5zfp9Y6cozaGhIX7wB3/wQMfzLnZGbZFtfHycmZmZfSdkHmR/m8fCWqBAV1cXx44du69rIPFENwsvr+I/1A6UKVxTMOZMDFOk55mNyYeNTXotTaVSob+r/0CWxRrJEQQBsT9RV2pqFjTdcGpMZGn3OcJmaJrG/Ev3CJyM0d7evu130mhBC5zqJvOmM+nfKTBgJ+xWS7P5tY2BAbmvX6kHBoiAq2zTPjBAtVKhcn0OXdfJTk8jCAIhrxd5H5PY7dQaz5HD6JqnRW2N831Jso336OCBams2hwTYtP4da2SmZkNTbt1BXS4i6UVn0fPYEP1dWVyjp+hggzgY7QMwu7vtbO8QcLlkRFHgzIcGmXxxjVjMR7VaaaqtUVUTw9CRZdeu9TM7Yad4573Y0A7SwuB+UssOOjYBfPCDH+TevXt86lOf4uWXX+bll1+uP9fZ2cn73ve+Ax1TI952IrMbZFne8MeuXwhzc3Pcvn2b0dFRBgYGHvjkTRA2rGXlcoVUahnvookvFGqagEUfc25a1Zv3KI2vblts3wpicgBBUJFmyliDFqqiUFhaoq2tjXA4TH6+WdFxtccIn+knf+Xe+jHadVsZNCs2tSL45c9fRNdcCANeLNOkVCqi90bo7e5GkmUKuoTo95K/slAfSDbDNCSkgJf8lXki60TAsizycReSbdPx1EmUm3MUx9eaiIyjskTWj80hM8UGtaRGTla/eh1PQ21M4NQAa1+5jllW6wNN7fHi+KWm9LPgqQFWv3LD+bcj0hA63U/x2iwL/+MqXf/IybcPPdJXJzOW5ZwrkTO99YHH7/ejuIOolTJWUCQcjqB5VQq3M5S+cRNJ8uAZjNAtuYg9noRnk2QvLcJskfEKmKZIu20y5vbT0xEkDJBXqfYnIK/SU65ALICpKiiqxVrEiy+vYGMTjHggr+M6EsG8UwAsXKpAe9kgL4gMSiJFUcCtgFG0EBGQbcHpN2Q5zkYZG8uCPzw5xo9c2Dgn3qk4SEx0Ta2pKTaaptWT0MbGxrBtm1gsVic2B4k/3oxafcx+jvV+Vr3AsYL94i/+In/6p39KNpvl9OnTfPGLX+S7vuu7DrzNd/FwYNs2uVyOcrnM+fPnH7hdYjMarWW2bTM7O8v4+PgDDRQA6Hm2nVLJRzabxe3xkniinYVXlsjcyBI9FuHO30zhOy4RDofrJGYnBWZHe5pAU69mT3eIjnMd2JZN4eoimRu5jWhn2dpWganVx1QqFSf62e2mo6Oj5bW7nZKzW2DAZuyX5OyExsCA/OV5bFOitB7vLBYM7ONx3IKA1+tFW1hiZmYGj8fj2FhNsx7vvF2Ecys0qjWba2u08QmUe2v12hr/ib66WnO/tTWb0UiCpOEjiOoUnmNntySheY8NMfJcoqm2Zi9E4uUrQ4w8t/txOJNv53ypqTWBQIB8RKjX1mh6br2uydVQW3N/TojGwIDNxOaRn239nrdakYGDj01XrzpN03/91399y3Pvec97/n4QmdqPVZtU3Lx5874bi22H9EVHshQ6BcpjSximSWV5mfaOdsxcfkv8cg2+48NUqx6y65au2GN7W5XxHR9h6e5dUhcm0GeLdJ96BN96nN128J8YpnLD6fvSSGSgObUsf3luvajfRrmZRuuR8eDERAuAvW5RiH/facpjM042vtS6BiH2vacpX58hf2Uez7E2ioUCnu4kbW1tCIKAaUj4hjuayA5srASVxmYoXJlDENhCTkoT30Jua74g3Z1RgCYVJX95Ht9wB9jNj9cCAhr3XbOUNT4WeqSP1JduYdvQ+aHjwAaZMU2BUrkEz3QSTtnE25zzyurqYva/XUfsc1PqEMDWKb04TvTRbkKnO4nMlzljafT/4GneeHmRzgnn5lPtCEJexb9awgh6kVar6DZoxxPId3L0e2CyzY2Y00gbNkHNxHsli7/Tj51SsNu9WBaworIcceNe06m0eWgTRWbSGlFArdhIHlAr4EFgPWCP/35+Gl2c4VdyzUEA7yQ8iIaYm9WaYrFIOp1mcXGR27dv19WaeDzuxHUfYH9vtQ8ZnDjL559/nueff37b13zjG9/Y07b20mn8XWyPnSYnhUKBe/fuYdv2gRMy9wtJkrBtG13XuX37Nmtra5w9e5ZYbLssp93xxq/dbPn45iCaxBPdlCsClS4V7oI44yV9K4/NapNasx22IznKLYXk047lyMaxktmWMzFUVReeoU4ijzoTvbn/NoZhNKSgbZq9uA4HWF5edkJE0qX675feoRZmMzaTnJ3UGrg/m9lOqKk1uqZRmF5FnqngDwQABU8kTHtf0umndmOeSpeP/OysExig6diWhbDH+91e1Zrs37VWa/Yzia+9bq+WtVZqDdCa2HxfH3dfSm9pqhnr90NmT4e3w2cRcLvduN1uQkGT/v4Y1WrVUWsqrdWa/WBzP5tGYrMdvp3GprdiHHrba2T2Yi0Dx3v++uuvUywWOX/+/AMnMeP/5c16/xVzokK1qqB0u+np7dlzLxr/CSetJLtN3UwNtRqWmt+5VJJxhYMoN7cv6t+8HzHgJX95a/faRoQeGUA61IGmqsjXsk5XV7ZesDXfcP52Br1FWAA4djNN00h97gb+U4O0tTd7oms3xPyV+S2F+MFTA1QXSxTHm1dPClfm8Q131v/d+HfwVH/T/8FRW0LrlrHClXnyV+adx9ZtZfmG17a9/+SWxzxdYTxdEXKXN9I3bNsifzuFMBwhmUwSe7yf3CXn+dylFOEj7fh8QQYGBujq7nZshd9aYOpr42gBkHqDrLw2xxPPdHP0VBuHvAJPPpvEMkWkNZVqR5A7IS/FvIY3VWbV55zPhzwi2aibwbxOuM2HYkMxr3FbEigVNEQRZI9IsKKjtbkQVxRSlkHItFCiMv6ghK6CNwSKy0ZygyWAJIDbsvn5aHMQwDsJD4LINEIQBMLhMENDQ5w9e5bnnnuO/v5+VFXl+vXrvPTSS4yNjbG4uLiv2pq3Y9XrXbzzsbCwwOuvv05bWxsej+ctITGwMRZevHiRUqnE+fPn74vE7ARBECiOqfQ865CUSqVCoVAgEAgw8N5RNN3N6E86C0K1uppaWMBuAQFN+0GoF/Pb1tai/o6nNiZ1DqnpIfJoD/mZKpn1wIDUaykqlQqZTIbu7u6W4/VuSs5uCJwaQFHddP6jx4HdAwP2azNr9VpFUVhcXMSOxkmcPYnv+DCa6qYyX6Z8PYW9HhgwOOiMxwgC1UqF6elplpeWKOTzWObG4uR+1JoaGmtrgu97tqm2pnx9jtLYDKZpNtXWbPkct6YcxagBB23Iqatu7I7B+nZroQGwUVtz9kf7ttTD7AXTr+b2RMpEUdyorQmH6e5O4vV60HSN+fl55ufnqVYr3H5heddJ/EGOE94dmzbjHa/I1Kwd3/rWt+js7OTYsWP7/gH3A9eRXszXxmBRIeCN4hnc3aKS+dbGxNh/YpjM315FFC0MfYH42R5yl+e31Mt4j3cwP7deCxIIEH9iiMqNe2QvzSOK9hZ1pRG5S/NIiQRg1J9rdf3l83nS6TX8R7oxX5xF1+T6QFG4upVs1RSc3KVFoo8lKVydW7/xORaKfEzGF/TCvRLCozXb2MZ26nUrdzIkP/po07brysmmm3aNsJTGZreQmOCpfkpjs6x8+WadmMCGugIQ2mQpS335Vj0WOvxIH4Wrc+SvzGNbQr1uJn9lntzlBfwnO8hmy4h+F75lGzHpnFeRR3tZ+uJtPF3h+rHmLi0QezxJ8pkR5v9yAqmgEf/+HsrlMsXrGUpfu03wdAJrssrkn9zk6Kk24me7WXtjGfpDLMwWqQ2vdzWT0ZxFXBK4E5IZtAUW21wMyi568xp3SzpDgCCBbQl0uQWyPolQyqDiFfEu6CgBkZAAmirgN2xUG9ZbIGEAXsvmF8J/jREU+Lfj30UgEHhH1M/UJi0PMyba5XK1VGuWlpa4c+cOfr+/bkHbSa05aNOxtrbWVpR38e0Ny7K4ffs2S0tLnDlzBkmSyGazb9n+i0WnLs/v93Pq1KmHOg4KguCoI7a9Po6k8fv9W87tWkiAosoNFrQ88RMxFl7Zqta0sqDZto1lW6y8vrKnZDIAb1eYjqcOYVkWS69MoE1XicoJCssFKnJuX591vySntQVtDTnkJvJoy7c0YS+WtHKpxOrqKv6UhWdTOurm2prCVcdJ4gK8kQju3m6nFvbGHNUuP4W5OXx+P5Ju7FlBaUV6au9rVGts26Z6cxJtZq1BrbG2LJhqvW34DjD+7Kbe7KbWAJz+lfN85f8e33E/I88luP3C8p6+m2YFpbVa432swuzrRWZmZtZ7sBxMrdkO+x2bbNumXC7vu0H8twveEURmu34qtVx827bp7+9/YF1At0PNXyv0xZ3jEgXWLi7RtikaspG41NBkJ4u1E3msh/L1KTJvLiBuOt80TSM9P08sFiOXy9VvUjVFZ+ULb2AYUtM2NzeybPz/yhdeRwp665N627YpVypUMybd3UkURaHYEUQ3DHKXl4g97sQ6hhoK5PPrKkWtYWXu0iKi5GxrdXUVpVolnBGRknGCp/rJXZ4h+mhP/T01BE8NUFkok7u8UH8+35AqVrw268RSbrpfBE/1s/I3NzFLap3I1B6vzN8id2mB6GMbcZSergi2TdPjpiFhbYpxDj/Sx/KXbmHbAuFHnMciZ3pJvznN4l/ewN0ZovMHTpC/vNC8LUtsinMGyH5rEdMS8XaH8HSK6HdKdJ3txu7sZOX1ObQ7RRTFxHRZ5AslxFyO8Jk4I1cyPPlPHJnc9+k7LOoWesJDyBJY1R3P+5BLZkrXGYy4GcRmLSDQu2xTMS3UgopbFlnplOkUZBZDBu4VEwIipaKJNyQh2AJaxRlALFPAZQpItg0lm19MfpOPfjlan7zHYrEHGo6xH9RUyLeq301NrakpNrqu12trbty4gWmaxOPxeu8ab4O18yBNxyqVynfsqtffNzROahRF4cqVK5imyfnz5/H7/eTz+T03a75f1OpCAUZHRx8KiVl4ebWuwNTG5NXVVcrlMtKcj8Hvbd0rYuHljdjmxBPddVKTvrjEwiurZG7ktwQGwLqVDOeacbmdCV6jAtOIlddWtjxmGAbLy8tII2H8cpTY4w5BmvtvY4SPxuvKUOOtbj82M9ie5NTQSGoSZ7e3oG3GTmqNqqpkV1fp6OhAz2X33Iwzf3keO7uGaa4gAK6STcfAANVqlXKlglIukZuexu/34/P7oaHFxIHVGkFA1zwE3/cs2DbaxCTKvTVc/Z2UxmbqtTV7tRdtDgmAvUc8g0NsQKsToMQn/58AfOD/c7jp9S2JzR5I3m4F/jW1JhAIkA8LJJNba2uqVZtq1Y/X6z3w4qJpmvtWgu+n2P+djncEkWmFWmOxbDaL2+1+qKuctaLNTCZDW1sblUoFgyqBk0OUr08z8+dXcYU8RM5svCe6hzoY5/1TFO+sYegy8bPdZDJZKuUSnSdGCASD5PP5LbKr3N8D6GQvze+p3sbV34PsMshemif8SJKlV25j9ofp7e5ClmUq11NIkkQhLmFjUXlxHLGg4j/RiyRtTNRqtq0amcnfylJIyNiWTbKnh3J2uU5+gqcGyF2eQV0u1gvtwSFETvG+3URmau+r/b34Py+T/OFNqk1HBDqayUnu0gJt7z9B4epc/fHcJWcFKnymj8KVuabXt3/ghKO4NDzm6XRIT/bSArHHHBUll6sgKQIeTwBBYH27DpmxLJHuDx8le2mR7LcWiT2eJPpYD/N/OYFe0Bj4J6cAx16QeXOJ+NluOp/qZ/IzN4kcSRB6ro2V1xbIXVolMyhh53Uq36wgiB4iR2OEbZH2c+uWut+/iX40hGuxSlvFxAy4Cdky8qqF8XgE37xKIa+CJSClVNZEnaBHotwpEcOFJagoFQu3R0AQLEJuiXzVRnWDpIElgmzCZz+Uww7m+NjnsiiKQjQapa2tjUQi8ZY2SnyricxmuFwuOjs76ezsdJL3SiXS6TTLy8uMj4/X1Zp4PI5hGPueMH4nDxZ/X5HNZrly5QqJRIITJ07Uz4nG+OWHhVqftOXlZR577DEuXbr0QD3n0y86JGTwuzaRjPXJp6qq9Pb2srKQ23E7NQLUiFoK2uhPHt9CapLPtJG6kMLj9WBZFosLixh5A3nNaQ7p9W2tFW0kOYZpsDC/gD/gx7pr0Xl+Q+VprKvJX14gcz1Xr62R5fu3mdVeu/fAgLVtAwOaYNssX5hETbro7urC4/WSZ3vFr5Wy06jWZP7qNYrrgQEewB+J4urupFKpULo2TbXLT3FhAZ/fj2hsBAbshm3Vmk21Ndr4BNWb86jTqwgxH7q/SsUrNqk1rYjLQVEjLzVSsxMaiU2N1GyXrHZwtFZrsnaatbVVTNPC5/Oiqta+1RrTNJsW3faCd61lbzEqlQqXLl3C5XLx9NNPc/HixYe28mWaZr0TczKZxOv1kv3WSn2wCpwcpFrx4PJqLdWZ3RA4OYRS9WLbGrPfGMce8hAKhwmsn1CNPV42v698fcqxmu3h2gqcHKJ4dZL5F28hSSI9vT2w7j8WJZGup48CNoqiklmYR6uqTH/9Nr4TUfz+ANamAVlVBYw2D9JkmZ7nDiEIWyeehi5jGlJ9sl9DjRAB5C7Pbrk35i4t4B/p2EJYYMMOtlmBaXwchPo+amRm+a9v4+12ZNPImd46mbFtoSkwYPnCPapdTiJJ+8dP1vcLDpmZ+bPrSEEP0Uch9liyicx4u0N4uoT6IBY/210nM6YpEjmSwLIFXC4XPc8NsnZxGXvNRvF4KI7nsT0a7qd8cM9GfVGl6+kkx045ErXRG4Z8FiGjUjkZpXozDzfz+I9HIK/iOxkiMKdQyGtggXtNZ0nRiSEjSAJ2ycZti2gl8Ikipm6jieCywBRAsoES/PkH0vza8veQTqdJp9PcvXsXj8dTV2ui0ehDtazUJmFvF5FphCAIhEIhQqEQg4ODTsRpNks6nebmzZvouo4syywsLGxRa7bD/fSReRfvLNi2zczMDOPj4xw+fJj+/v7/P3t/Hh7ZXd/54q9Tm1R7SSqVltLWre5Wb1Lvu9Q2AWIMZt8CIYRAwk0MdyZ5IGTCvXlmMpdMkvEwmft7sJ1LJoQxNmFxyJA4BAzBbkm9qDe1pF7Ui9QqbbVKqn2vOr8/Tp2jKqm0dpsY4vfztF2qOufUqe18v+/v+/15f0omOnJfl9eqf1MqlVJUoJMnT6LX61dtirlRnPnSLepOOPCe9zHR68c/EiKTh4ZjFsb+ZQr9bjVOp3PZb7VYgVmKlR4rtqBVH7Yz079oQcuPQ9uJNmZnZiWLmc9HajSF9YCVSCSybKFluneaWDxGna0Om9WGb2y5WiMjldLS/BFp4WkpqYHlgQEPi+RAeVID5eOd5eadmXSaRmdb2dX2csRlNbVG3dSkqDVzL4+g0WXJ5dSoALPFgqPVKVnQ4nGykQhBlwuDwYDBaCwhy3K62UYgBwaEBseJGqxUbHWiCcyTHPeibXEoao1YlIS20d/QZtWbpZBJTddvmHG73fh/uOFDrAuyWmMwJGluriadzmxardlojUw+n3+DyLzWKLaW+f1+hoaGcDqddHR0oFKpVuwl86BIJBIMDg6iUqlobm5e/GIIoN9jK9nW2NlGbGSCwCU3SU8E28H1PcfcJTe5fJ6oTY02IiKcC1L9K4tKhDgew3B0q/L3/JUZRYUx7t3C/OVZtNoM85cL9TYrBAkkEnECFhVmp5PcmQmCg7PYDjQilVPKPwgpvlGv12N913aCgy4y99MktgqkwmEik1MYjAbUag2RSBhTZyPa6RjBq54VE83sj+0lMjS5jMzIyGXVpDxhxfYmQ65XCV6dUgiLfJ9MWjz/NIrjbbtL9vH84BYSkSk61v5mwreH0DoWf9jW/U3M/tNtEMGyH0Ak26InORxEe12FrtEGSORl4YpU/zJ3yYNphx1RFJi/4qb6UINCZsa/cZPWj+4tfEbuEjJz77mbmHfYsR+RekgELnmwH6nHfqSe+98bR8wL7PjEXvwDXnLuHJWHDMxdDjD+k3vo9xiJ9iXJxfJ0fXInnvPSRKDu07u48u1xmEmyYBbgZgj9bitaTwZ1VkRv0KLNifjtAhXzOdKZPDqTDgHIidKnnozmMOjUiIhoRIF8WkQD/EH9v5CrEHjG/wS5XE6ZvI+OjpLJZKiqqsJut1NdXb2upmsbgazIvB7qdZZCq9XicDhwOByIosi9e/eYn58vUWtkC5rNZitLxt6wlv3iIJFI4HK5VkwGK07UfNhWzVAoxNWrV6murmbv3r3Kc63UFPNBUHdCUi8SGRXpdIqbP3SRdomkszmE9vK/03IKzFqPzfT7EZGUnqpDdQqpmb/swX1+juCtBFWqClpPtjI7PYtOqyMUCuH3+xEjIroFHblcjlgsRtPpprLKZzkLmgzrASeplLYkBW0lC1o5rGUzW23b4rTOpfHOhm01uN1uxHwes8WyqmVoIwECxdDUVpXsO/+PFxQLdiWgttlQ1zmIx2KEBsekBuCzs0q8s2X/VtaDYtKTTCSIRiIYO1uw2Wxgt5PJFKk1N6ZJTwbIZlUY9khjv6wEympNMR6melMOcu1mObVmvViaQLbydvO099SsqdZ89z+EeeI/7lk2Dm+UyMTjUs+dX9QamX/9ZdEC5InDtWvX2L17d0lzr9eCyMzPz3P+/HmsVitVV9UlXwoBoexgYexsw9jZRiajwX9Rati1tF5m/vIsVUVKQiabJVKbpbKykrqTnaibm5m7NKtEPcuvfTXIfWHmLxdUi6L6mIUr0wjtFtxuNzU1NahcaTStDSBCcHB2VaXYdqCVyooKUj+do+n0Xqqqq0kmk8zPzYEo2fuE9mqMe50Eby6QyZS/0psLQQaef7pdosbIqH1sDwtXJGVjKSz7mglenSE+E112fy6vkvq1FKGi3oqu3sJCkZKycGUW4zZp8CzevrLeQkW9hfkrs/h8PmKxGHqDjWwkRy63+NW3HXQy8493lNsyIZu/Iq2g5XJqNGYdc5elz7z6kDRIzV124x/wsuVXJYITuORRjhm45MF7wYeh0YS+0YT/opfaY3Wo1Woyt1O0v2UbqoiO8A9jaGo1CI1q7vzoLqp2kXQ6jee8l0Mf3oqzxUynuhKjuRLVlSiagxYiegEsGpI6kYqFDLodGipMGnLpLCKQimcwWnUYTWpSQh49Aql8FsGiQhBAhQBpkU9b/4HP7/sJVVVVbN++nZMnT3L48GFsNpvSqXxgYIB79+6xsLDwUCZQcmLZ65HIFEMQBDQaDWazmUOHDtHd3c2WLVvIZrPcvHmTvr4+hoeHCwk1CWW/B4m4TKVS/MEf/AGNjY3o9XqOHTvGj3/84zX3+973vseHP/xhtm7disFgoKOjg8997nNS/d0b2DSMRiPd3d0rJoPJY8bDdgvMzMxw8eJF2tra6OrqKhmbXqtFvYneAJZONenmFE2nnZh2V6Pt0DDRG+DS0/eYn4grNrSSc11FnSmGKIqIiDScqFmmYFUfrieZ0tD+61JT19lzARZuxkncytHU1ITBY0Cr0xIKhwiFQggqgWQiSSKeKDt2rrfOpjgFDShJQVvJOlYOm9lWTgpVNdUTjUTI3o5R6VYRHg0q2240+Wwp1lZrtqLfvZX4dIzonTnSo3NoppJYrFbqTuzBYDSSSCQIh8NMTU4yFwiQiMdL+v6UU2tMna3EYzE8Hg+VBj22qqoSy5qs1lTs3IFQ30LFju0kbk4z/5NRUp6IkoQmiiIVhYjnnwXKpWk+9sUdPPnPJ3jsizuW1dksxXoTyMptt6jWGGlublbcQbFYjAsXLnDhwgXu3r3L/Pw8+Xx+w8mfsVgM4BfW9vy6UGQymQzXrl0jGo1y/PjxZaxR7qD8MFDcSKyjo4OWlhbu9F4u2Wal8AEA/4CnkBiWxn/RQ8oTxfnO8l21Q+Ew0UiEml3NWK2LTR9NXW1EhyeYuzS76nMVw9TZRnRkgtCtebJZDdWHG0EUicfjJOcyNDQ0UFmpZ16MYN3fiCAIxK5P4vnBKPqGlVm4eV8zsZkYC1e8JBIJss0qzAE1xhPbicfjBBcW8Pt8qOv0pJJJAhensB+VyIelqK+OeV8LsZlbzF+ZpbpABIptW7LK4n5pFH1j6fnkcmoq6q0sXJ2l6qC078LVWRxv20342rRyv0xSZOuYXPMCKIORHFogkxDzvgZm++8g3hRp6tlOyOej6UP7WLg6q9S3yOeQKyrurzrUyMKVWab/4S6VDRac7+xg7rKbucseag7XU32ogbHnbmHeIV2U7EfqFSJTrMS0vrcdAN+AtOpXe6wO/4CX8b+7j7HJhL5RusBv+SUHM/1uEjeTqLepCA4HmXs+RGWDgcRChsY9VTR8uJaZswEaf6eD8y+ModeLxGICxnk1YpeR0EgEoyggimoiM0nUqFAjWZ8rUEMkjwYBFSCqIJcXSUyl+c2al/j/fI8DUlZ8c3Mzra2titUqEAiUFMY/SNPJhx29/FqieNVrqVoTi8WYm5vD5/Nx9+5drl69yt27d/H5fJtuxvmJT3yCF198kd/93d9l+/btfP3rX+ftb387r7zyCt3d3Svu9+lPf5rGxkY+9rGP0dLSwsjICF/5ylf4wQ9+wNWrVx+6qvZvCXLvlnJQqVQP1eqVz+e5ffs2s7OzHDhwoGxd6GtBZPKFWjFC0OR0UlFRgR+JnNcet5PMqmg7bV9mQZPralZTYJzdtYvxyoX3URAEZs+WbzVQfVhStWW1Zvash/kbEbQtGsSbIu1vbsY36yuxoGm0GvQR/bpq/VYiORvpWbMZm1n550wRiUQw76vHbrczf8WDprWxrAVtPXgwtaZT+btYrdEDKpsNVU0N8XichSv3pOufp6IQGJDHsq9UJYlEIgQKYQVidOXC+OiICwQQVKpCbY0Lw971qTVLUS7dzPbeN63r/ZCxnrHpQdSa9WOxtsZqtdHTs1UZh2/dukUmk0EQBILBIFardV3X91gshlarfSiNol+PeF0QGbkz98mTJ8vKqg+rqDKfz3Pjxg38fv/qjcSE1VUS+9HFC0vkzmX8Ax5qj9Ur94miSGBujkgkgslsKiExMmQyk5tKElYHMHWvbUcxdbaRSlYAWeYuzZB2CmQyGZzOLWi1GkSx2LYjYNzbSsQ1iiqlVaJ/F67OlDStBNA5LCQaNKRvhzD5zGi10oS2srKS6upq5i5NkdFCtsVA4raf6E9vUVGhRZtIKF7OhaszhdhjsYTMWIoUGsu+ZkKjQ2gdy792lv1NJaSl3P3y37BIZtwvjVL39l3K9tYDTqb/4Q4GpwljZx2zszNodtiodGfx/mBMqaORidH8ZTd5UUDfaEIUS1fXcjkVqVCGhiek86k53KCQmXxOwNJRjShC4KIH+9F6hczkcioMjSZEUZCUmKN1OI7V4RuQbmfzKvJ5AVEUqD/hwHPeh/eCD2d3A94LfsLn45jrqwjNR8lkchjfqiF0K0TsJ3E0Gh2uM27qT6nJ3qsg5cuzsJBB9ETJVwgkk3kMzgpCwTQ5RERRRSSWQWfUkk7mUFeqEaMiafKoEFAhoBEFfrv2n8lWwv+cerzE/lVTU6M0Pl3adNJsNiukxmKxrEtlkf3QPw9YSb4XBAGTyYTJJPUXymazpNNprl27RiAQ4P3vfz9vectbePzxx3nve99LQ8PaE5GLFy/yrW99i6eeeorPf/7zAHz84x9n7969fOELX+DcuXMr7vviiy/y6KOPltx36NAhfv3Xf50XXniB3/zN39zYC38D68bDIhby9yedTiupaOWgUqkeijJ65ktSfH0mm8XjdpMX8zQ1t6JRq5noDSgL6MXjYN0JBxO9AUw7q4B8WVKzFOVIjIzGU+UL4ItJjnlfDV5/DNMuI9opEf+l0DILmn63fpkFzWA0ELwa3NB7srxnzcMJDCi3bTwex33WRWVlpXJ9Xbptudoamay89mrNYm2NkIqhz2nQAXqrFV1HPbF4nGgkQj4UIjI9jd5gwGAwkEwmiQYC1NfXozcYiLJIZMqFBJQLDajokMhCJl2BbkcziZv3EEXIFBGb9G3XsmCCB7WdbXRsWlcS2kOARqOhtraW2tpaZRHt6tWrhMNhLly4gF6vVwJqVqpxjUajr5sWDK8FXhdLo52dnRw6dGhFb+jDGCySySQDAwNEo1FOnjxZQmI850sl52JrWeCim5oj5WMnATTNTZj3teIf8OAf8EgJLG43iXic5qYmtEVJFIFLpRe5ZLKCVE0VIDJ3abasTa0Yc4X9K3Y1Eg6HSZ7zYbZY0Gg0iwNF0X9B6t9i3d9E4KJH6mmyBHOXpok6IJfL03hqF2q1ioWbwZJtVGoVjuPtNDQ00HR6L0JQID4Wx+f14pqYwOf1kk6nMXc1KMRlvoyNbL7IAiYrJsVWMJmkzP7T7ZL9LPubiE3HiE3HSu7PZdXkcuplTckq6i2kUiIzMzNUVlZSX19HPqchHcqQL7KUVR1sZOFWsHDbqZCvuctu5b1q/Win8r6DNNAs3AgSm45RfbiBmiOLBFY6JxXBWwvYj9RTe1RK0vFflNSYfF7F6Nfu4DhWx5b3S55j7wUf9QWPuveCj2xOIBnMgqBi50fbMZlMVLpNtD7aiAAkEjGi0SiBf0wjigKJhQxNnTach2vY1VnDo78nJbZYbbrC/7VUmDQIgoiuUk0qlgGTgFYjoNKBWiX1nxEAISXyG45/4v88/JMS/382myWbzWIwGGhtbeXw4cN0d3fT3NxMIpFgaGiI/v5+bty4gcfjIZPJLPvsZfy8KjKrQaPR8Nhjj/Hcc8+h1+t54YUXOH36NC+++CIXL15c13O9+OKLqNVqPv3pTyv3VVZW8qlPfYrz588zNbVy89ulJAbgve99LwC3bt1a1/O/gc3hYYxN4XCYc+fOodVqOX78+KrKwsNUZBLJJNNTU1RUVGAxm9EUfddbC8Sk3IJe22k7dScc1J1wFEiNlH526el7ZIo4llwPI4oi7nNzRbWaa6PxlJ1EIsHMzIzSF0qOdl7JgtbS0oJOpyOZTDIzPUMoFEK9TV3WgrZaLc1SyIEB5Sxo5bCWzSwSieDxeDAYDDh7tqw6uZQtaMmUDtMOuxIuE7q1sTSzB1Frqt95HP1uabyK3pkjcdOPaiJGo9OJ1WrDarWSzWRwz86SjEuLm7l8nsjQxIYjnUsgSMS9omMH2XQFQn0zgiCQuDFNYjxANiOQy+UUG9qDWtAedGwqtqE9CFaLd5YX0VQqFR0dHfT09NDe3k4ul2N0dJS+vj6GhobKWp4fJJ10s7ZnkKyyH/rQh7DZbFgsFt797nczPj6+6XMph9eFIqPT6Va9OD+otWyl+MxiyGRGo8mt2+5VDPO+VoJXxwnfDmBy1tPQ1MTCleUXuprDpaSoYpcFrcEAriDBGwuYOkpXtorrbQAq91QzPTWFaWcD2Ys+clm1oiIEl9STFE/wZQVj/npIUWRSqRThSARDSy12ey2CIJDNaDBtr2XukmfZJB2kC4u+sRpBEMEPxs4q4vE4kUQS14SLispKjG1mYr1uVKrF3i3KeRQuqOFr08xfcSMIiwQGpNvBWyNoa0s/I7nJZbEdDKD+7TsJDs4o989dkibSMYdIxWQee3etsnDT/CtdLFwptZRZdtSQzxX5tQ81Mn9lluCtBbZ8bI903+EG5i65qTnSgG/Ai2VnNWJ+cZ+aI/UELnqUuhtLRzW+AS+OY3XUHq3Df9HL/b8bR99oxrqzGt8FH47jDuqOO/AWBtR8XsXcjSBas47dn9rO7Dk/7nN+Gk/VMns2QOhajPoT1dz82izWnUay1jTpdAbrYypCt8JotVrUGi1TfX5O/eoWXH0Bmlpg0hXBmBBIIBX6o9aQS4pUZFWkCmRdW1BmBFUebU4gMZnmo/bv857/0MFH/mCP1Lm54Mstjk+ura3F4ZBIWDgcZm5ujsnJSW7duoXFYlHUGpPJpAzWP09EZqNNx/L5PPF4nAMHDvC+972P3//931/3voODg+zYsQOLxVJy/9GjRwG4du0azc3L689WgsdTsDm+0ZzzgbDWWKDRaB5obHK73Vy/fp2tW7eydevWNVdMH5aVLRyJ4Pf7qampITiUoe106fdEABAEJvvnUC9thFbARK+knBSHBdSdsDPRK13T/MMhMlloLRx7NQVm6WORSIRAIAD3dRj0y+0w5SxoCzeCVO2xlU1BE0WRfCxfYkHbSM8aGUsDA+58+x7WVv26AgPmLrlJJpOEA0nq6+tJzIdW3raMsrM0MKB4fE+6YyXNOF8LtUa/eyvplK6ob804ibF59HkN+XgcXT6B5WA7mXSa4MIChIJEZmaUJLSy8awFLK21WabeCIu1wrC6WrOZBDR4uGPTUjLzzOPn17XfWn1qZMhjUzm1ptjyrNfrefnllwHQ6/WbVmQ2a3uORqO86U1vIhQK8cUvfhGtVstf/MVf8Mgjjyhz8oeB1wWRWevN1Wg0pFKpTR1bbiS2fft2Wltbyz6XXOsRvjZFdCpG1ZvrJM/wBhCLxfB4U9jfuh31ZJTApA+1CqoOO1fdTxAE8qKItauVREKyjfkveqg9upxEpFIpFmZnqbHbsVos+O0ZjJ31xEammL/iQSUsvwgV27SyWQ0aUwX+i14Me0yKn7+2tpZiFce630no2gxzlzyo1OUHTeuBJkKD08RGFlCp81isFowtUkZ9LBYnWSmi3m5mundcqi84Xnpelv1NuF+6Xbi9eP/8ZTem7XblthxxDIu9XpYqMLYDToXMpNMSibHbazFvMbNwRYpgVt6PQu2LZCmTLlqLREV6z3NZqbhftozJmPz7e1Q2mpUVN+lxSXXJ5lSEbi3Q/nHJ5ua/6FXITC6nIhnMUlEvKOSlmMxc/+o9qvfY2P2pHbjP+fGc99N4sraEzFx5+i6zt8C+14Jao6P915qZ6gsgzojUPWpgqn+ORDxGXhSZ/v8tULXbxPxoAoNVS91RyU7nckUwAMFQGgCztYJIKI2IQDaVI5XNo0WFumA3+99/epvvPnWL7y98GJAunjKpkWMzYTHG2GKx0N7eTiqVUuKdXS4XarVaITVyMszPAzbaEFMuqNxMMozb7S5rQZPvm51drnCuhj//8z9HrVbzgQ98YMPn8gbWj80qJKIocufOHaampti3b5+yILCe53sQa5koity+fZvbP/VgMpkITGdWnASoBAFRZBnJKcbSx0TAcbyWid4Axp1VIORx9c0RGAmTyQu09tSsWB8jI5FIkJ6LUl9fz8JsbF0WNDkwYMUUtHOz6A+Ut6DptLplx14vyamst6xiQVv8nMRCPWu+TUNjfT0VFRUkWCQy67WkFUMmNnOX3VQ2WMpa0NaDjWxbjHRKR9UTx/D5fBAKoQ1kyd8LoQaaDjQTnsuCySTV1iwsUBGKkvT7MRgM5Mf8y6xhG1JvitQaURTJpnUIQprEjWlEoO4PP0o6nUYQBCVcZq1r+Wu5yPbkP59Qbj8MC1q5samc5Xl+fp6JiQl+9KMfEY1Geec738njjz/O448/zpYt67PiPYjt+ZlnnuHu3btcvHiRI0eOAPD444+zd+9evvzlL/Nf/st/2eQ7UIqfixnFZgaLfD7PzZs3uXPnDgcPHqStra0sibn230eU25b9zWQyGhauhoiOxNd8Dt+AFLO7sLCAx+PBaDRSXVONuZAqtnBrfs1jLF3xsxQSwPxFNjARCMzNEU/EaWhowGKxSN1yC/ub90kXgGDBJrUa6t6+k2QyyWz/NKprKfSVlVBG8rfud2Ld72ThRohMetEeV6LyHGjCeqCJhRshshkNGo0Wi8VKxQxYbTaqq6tRb7cSi0UZ++4IKaeWaDRKPi99lhWFVLG5S6WWN9sBp9JIs5jEFP8/eGtB2UY6Fydz1+eJTEaor69XJpO2g06CtxZKCF3VoUbFPicnlMlqjr9QlN/0LmlFRbaYVR9uIJdXkS8KBLAfrSdw0auoKpaOamV/2VY2/qJUhLjjE5IdwnvBR11hkPRd8DF7NkD1Hhv5gsLTcHJRkWs8WUvQlWDof42jaxGo2mqh9dFGmrrtzJwN0NwjeauDgwl2PtZC3CWQW9Cis2hIpZLUPg6qqizpRIJsNktri5mmFjN7OyUbmqbwuauAaocek1FLvkJEpYK8WqQCFRVZNe+1fIcnqr6FSqVSCgblYsSlFrR0Oo1araa+vp7Ozk56enrYvXs3Go2G8fFxbt68STKZZHJyklgs9jNLpNkMNhtxuZlkmEQiUbYQU+5dU2wTWAvf/OY3+eu//ms+97nPsX379g2fyxtYPzYzNmUyGa5cuYLP5+P48ePrJjGbfb6lz9v7ZRcdj7fR9kvSRHlqKMS93gD3egOKygJyj7PF32fxYytBFEXyhd90a08NjhMOHCdqMe6yAeDqm8M9JJGacvveeXmCdDqN0+lcVxFzOZIjkxr9Numx2XMBFm6sbEG7+/LdFS1o5bASybEecCpJaIBCarznvXg8HrLZLI2NjSsWXG8k+WwpZAuasbNVCQyQ/xVbsjdSW7MUy/YVRcVKbD/ahbqpWUlCCw1OE7+3gDgeQe/JURtVoTcaQBAIBAIEg0Gidh3hUIjsKlbkcliq3sSuT2LqalOS0Co6tqPRaMqOTdlsdsWFgJ+VW2AjSWjlIC8krjU2aTQaHA4HX/va1/izP/szDhw4oFiejx8/vm4l+UFszy+++CJHjhxRSAzAzp07efOb38x3vvOddT3/evC6UGTWwkYv3nIjsWw2u2rhZDmo7FUY9hpJXZ7Ac96Hpui74h/wlBT6i6KI1+slmUzidDoJ+YPKY+b9LcQTFfguSBNhx/HlCgssEhnfwOJk3rKvBd+Ah6x/gUzGTa4F4jeCWMwWKisrEfN55i57pbqGAjkzd7UQm4op9Rw1ZRp3iqJIIBAg2aChvn4b3u/dJb0CSZEh1bSIBC56FfXBtsTuJikoYokdrepQoReOyQS1tUx8c4TUaJz01jR+nw+VK4tWq6XmcDOx637mLnkku1oRbAecTP/j3cJzLt4vxSFXKAliIhAIBBAbdJhNJuI3wuiPSJ954JIHc0eN0ttF+Xw6asjllg+mwVsLbP213cp7OHdJqpfJiyqa372NwCWvUsAPEJmMkw5n2FbwbfsHvPgHpKjlbE5FLi+QKwzaxVayuuMORr56D61Zx7YPteEuqC8NJ2tpOFmL+5yfTE5AXSPVrmx7Sys6nY7ps36cp2pp6rYz3R8gJwqEJuMEJqY4/GQ7rj5pspEXIT+dZ8tpPa7+OZKpFHmk9K2QJ08qmqexy0p+OE+FVcu8N4EOgbygRiUCGsjmRNQCIAqIOYEnLN9CsAr849SHS6LR5YGhWK2RL5KCIGC1WrHZbGzfvp3JyUmmp6dZWFhgfHwcnU6nqDVVVVWvaTPOjWKjROZBkmH0en1Z1TmZTCqPrwd9fX186lOf4rHHHuNP/uRPNnweb2Bj2Ki1LBKJMDg4iNFo5Pjx46v2DCmHzVrL5AJhvV5PU1OT8vt19thJiNL/Z/oCTA2FaNhn5V5vAE2LsMwOtJI6M9EboKW7epEISIMTgHJNcpyQFmkSWQHHCTuuPim6OTASJp0V0W5LI+ZFdjzWVvZ3t5aSsxTFJKfEgnY/iU6bR63RrGlBm7s0tyJxWQpZZYdFC5qpqwaP24N4PYY4k2f+irS4qdHkH4i4bFatSXujJRa01bAa6cnnckSiUVSilcbGxmUEIJ3SKaEBiZvjRO/Mo293oJpK0rK/hdBCDlGvV6xQlaEY6bk5DAYDFUsaD68U8bwSBEFQflfyeLSSPVq2ockhGv8aboGNqjXy738jY1MikaC2tpbf//3f5/d///dJp9Pr7n21WdtzPp9neHiYT37yk8seO3r0KC+//LKU2vcQetu8LhSZtaxlG6mRCYVCnD9/noqKijULJ1c7n/wWM9GYjvnxJO5zyz2z2WyWSDhCNpulqalpxa7fsm3t7tdvEJtatKsFLkp1LaoiRcZ+tLR+xv7L2wmHwyRuRLFYLFQfaSpZMaouqrcJXPRQ9/gupdh+5h9KfxC5fJ5oNEoymVTOVy68l1UEKLWiyX1TZOISuLi85mf+spuqg42KOrJUXZGO48W8w4Fer6fSraW5pRmdToe4xcD09DQRe45EIs78jQWs+0vfg8p6M5UN5pIeLQCNT0hF7YFLbrweD5GheSxmM/ajzcvOQy7il48hF9/XHK4vCUDI5lSYO2qUx6FAZm6EiE5Jq1r2I4sF/N7zPgxOE5ad1fgGpO9I7bGCEvN3khIjF/V7igiM94KPmbMBdn1qB8Ymo0JgANzn/IVzEfAPz6PdIdDxy234L4UBaDplZ+astM3CRJzA9SB7PtqCpcXAZF+A1h5p8FYJoBJULFxLsffxNvJBHZl5DYE70qqU8+1SCtm+j9Vga6pg25Fq2o9Us+ewne0na7DWVaK2CJjMGsQKQAdaUQUhkcds3+Qt1S8o75EcQ1us1mi12rIrYiqVisrKSvbt20dPTw87dkgrUnfu3FmxUPFfCxutkXmQZJiGhgbc7uUTFvm+xsaVA0dkDA0N8a53vYu9e/fy4osvPvQmjf8WsZ6xab3EQu7N1NDQwMGDBzdMYuTn26i1LBAIcOHCBWprazl06FDJZO1eb4BtBXLi7LFj67LiLFxDxl9OMz+V4F4ZJaZYnREpisal/HsmX5eK4ThRSyIrULndTDgSJjSSIzqeZ/pccMXXspE6m3KoPlyPvtFE83ukWHzZgpa5I9Da2opuVodapSYUCuFyuYhEIgQXgqTT6WWkbq3AgFw+x8zMDBqtBq2uaplas1JgwGaIS/G+5Zpxyv+yhXAc+V8x1qvWZLNZZmel1hEN9fWoVKpVa230u7cqfWsAQtdmSNwLItyPYvDmaW1tpVJfSTaXw+v1Mts3TDwaIxKJKL+tzYYGyA3VdTodlZWVVFRUoNFoUKlUCsHJZrNkMhlyudy/eqrXegID5N//Rsem4kbNOt1yO+VK2KzteX5+nlQq9VAt0yvhdUFk1sJ645flRmKtra3s27dv06u7grCYWuZ8l7TS7j7nI1KYzCaTSaamplCr1TidzrITBu95L45CJLNlfzPa1gYq6q14zy+5cK1QTJrNZJmenqZiVx0ms4ngzRD+AQ+so5DNsq+ZVDBLLie9/kwmg+uVu2g7LMr5yhN4maQUk5liyNYr20En0akY8zeCKz6v7YCT6FScyORyW17VoUYluCA4OEdFRQUNDQ20trVRXVNDJqMip4V7P7mD1+cjEo3ivyhdaGVyFbjkKSEolv11RCIRErckVl9zpKnwXAXLxPfvKSRGJn2T/3tM+ruwjUxm5D4vsmojkxnvBR/WndXoG01F20hkZeFmEPvRehwF8iKTmeJ4ZUCxknkKBCY4kVhmJZPJTNCV4Npf3kPYmkPXqkXtqkSj1eAs2MkAcnmBK8+MseujLdTstTHVv0hgislMaDLOnCvOuafH2P9rLdRsMdG8v4r6HVXkJ01s7a7GdW6BaDhMKBQiFY+TyWZQiwIVogqzqMVsrcAoqtGjQatWoUOFNq9Cl1XxFusLvK35b5d91iqVCo1Go9jPdDodGo0GQRCYn59Ho9GQTqfJ5/NKM84TJ05w5MgRqqqq8Pv9ZZuA/ayx0RoZmchsBvv37+fOnTuEw+GS+wcGBpTHV8PY2Bhve9vbcDgc/OAHPygZtN7Aa4f1EBlRFLl79y7Dw8N0dnayffv2TU+YNkKcRFFkYmKCwcFBdu7cyc6dO/nRl0bXta+zx46uXk37B+pw9ti51xsosaCBpM6IgJjPA4X+HoKgKDDrQSadQWiLYz9mZ8ubWzHuklLQXH1zXHlmvKwFDTamzqxEcqoP10vEZokFTaszlrWgTU5NEo/HSyxoK/alSaaIhCMYjUbqHHUICCVqTTGp8V7wKsRGxoOoNatBVVNdkoSWKyI2idm164Iz6TSzMzOoXXEpxKXo+rgeEiRbz4qJje/vh1Cp9FTMpGltbcVkNqHtqCccCuGamCAajrCwsCAp1uuw/tV/tGfl17+CPTqdThOJRFCpVCUWtH+NcUfGStYzeVzayDUkFottekzYrO1Zvv9hWaZXw88FkVnr4p3P57l16xajo6Ps37+fLVtWjzRcCe5zUhSuzNZlyLUg6Yya+69MMzMzQ1VVVcnqq/dCaS+ZcpB/6N7zXqIFdaZcKk4kEiESiVBVVUVtbS3mfc3ottRJ/tIyqkg5VG6tkwrqz03jenVcibAsnpjJyV22g04yWQ1z10OK9ansMRssmHfYFdJTzoomKSiWlYnRQSexqRjRKYnsKB1tjUa2fKALs8lEejROMBgkGAySaJBUNlNnIbb5RpCqQ41kMhkpXnl3FdnJHLl8KZnM5lTkcqqSWqPqw43kCvcvxcLNBWXwWEpmpChl6T6ZzGSzKiw7q5X3SyYzck1McbwySGQm5EoQmYzT/kGpyE5WX2Qyc/tbLoxOPdpmDaFrCToea0NQqZRBe2EiwZVnpNjCmr1WpvsDtBS6BBeTmQtfGSMnQjyYwdpqwNFl5X5fgK2FlVdN4X2fG8qw/+1byIZ1pObVeO8k8Y5HGLsaQF8jUttRib1Jz7ajNew5Ymf3CTtVzZXYm/XoBInU5MJ53mx9ntO253j6z0oby8qfr1qtRq1Wc/fuXeLxONu3b1+m1mQyGSoqKmhqauLAgQNKrGQ2m+XmzZv09fUxMjLC7OzspoM/NorN1MhsVpH5wAc+QC6X46tf/apyXyqV4m/+5m84duyYIt1PTk4yOlo6GfV4PPzyL/8yKpWKH/3oR4Xwjjfws8BaboFsNsvg4CCzs7McP36c+vrVx4i1sF5rmdwzbXx8nMOHD+N0rh46A6XqDEjuMHlsSoiUqDVTQyHunvFz74y/sI1QUrxdToEByWbW2mMHUSQUDBKLxaitraWqqgpXv5TW5DhRq9TVOE7U4uqbU2prXEWJTusJAVgL8rbFpKb6cD2zZwP4BoKEb6fIj2toa2tD7VJj7DTi8/lwTbiIxqIlqoGMWCzGxKsT1J2ok1KZVrkcyBY0Od65mNS83tSaXC7H7OwsRpMJg9G46WS0YuWnrFozFkLliuNsapJUsgod6VQK9+wsLpeLeCxGLBYjn8+XtZ2tF/LYlM/nuX79Olbrok1OtkcXqzX/mqSmGBtdYANpbNps/PJmbc/y/Q/DMr0Wfi68B6sNFul0mqGhIVKpFMePH9/0imgxypELURRJGStIO/JYpiqZuzrH1g9s2/CxlYZWo0N4zvvQdWjIFSR5URSZn58ncMmnNNKU6mekC5q10Bzyztdvo7XoqD4sHbNcfxiQCFGoRsSUqyRxP4HQs/oEq+UjnSxcmcV7wVeSuFIMWaHxD8ySdMdoetfyYmI5Gcw/4EWlEpV9ZFQ2WBAEcVkqmCAI1B6Twg5m/uEO1gYrWpNJ8dGKc1mEShVTvS6yzXmlIaOqQ1L9i2tXAJretZ25y24lBc434EXvNIFYum02p8LSUaOkjIFEXu78zSiWndXK8WqP1uO/6MFzXiIgjmMOfAM+pYDfcayOwMgdKhpKa2K8F3zkcipMTcYSJaa4LiaXl3rCVJxIY9XoyY2p8Zyfx3lKUmKuPD1ObaeVvCgtSjV325nqDxTIjJ3JvjlGXpjE1GygwqZFBI5+pp37fQFUQB4UMjPeG2B2OITOqmXqK2M0dFnJI1IL5ARJbk9k0mTSaeLxOGq1GkGnQavV0tQi+WSzhf/fnwoS9CYhA9/605v87Z/dwNCs5eWRjyrvWz6fZ2RkhHg8zpEjRxRZey3/cnV1NTU1NQiCQDQaZW5uDrfbze3btzEajSXNOF8Lb/NmamQ2e/05duwYH/zgB/nDP/xDfD4f27Zt43/9r//FxMQEf/3Xf61s9/GPf5wzZ86UXJ/e9ra3MT4+zhe+8AX6+/vp7+9XHqurq+Otb33rps7pDTxYoqZcl1JZWcmJEyc2ZOdYCeuxlqXTaQYHB8nlcpw4cWLzk4UiZwJQYkFL5EUau2uY7Z/j3DP3qe+yMtYboH1JDU05dUYUReYCAWKxGGazqWSleCULmqsvUAgMEJeloJXDRkjOSmrN7NlAQa3JLktBS6VTeCY8iyloYyJarZb5+XlCwRBGg7FsI2xYf7xzaHAG7wUv4VEpNKDuuDQ2vbZqjXRszz+NotbkyOWkY4hilohdxGarwmazEZpcbiWTsdk+NjKZkSOeQ4PSol16IopebcCxv43Q4Bi5bQ7m5+bIZrPoI3H0u5vIpNNoN/H7SiQSXLlyhaqqKnbv3l3SJqD4XzFZla3U/1rpmxsdlwBlwWAzaGhoYGZmZtn9a9meq6urqaioeGDL9HrwuiAym/Uhh8NhBgcHsVgsHDhwYMOe8OLEsqXnU3wBz+Vy3P2xi3wuR3tTG9qtOia/OczsWemC1Hhq/akzAO7zPrRtDUCG0FCElCfOtg/twuPxkE6nsZgt1J1wlpyDrAhY9jeRSOrQabP4LnhxKBe3RULgu+hF1V5BoNBhN+qPoDHllSL01aCQkJGwkrQFy8lS1aFGxr9xsySFq3gbmbyMf+NmCZGRt5GfJ3DRA8JiHYsMXZ2VfF7EYrFIKW35PJ7ZGfK7tMRvLCDcFsgdMDDTP4XjWDNqtbpAWkpXsWoONyhkBgRlEJi7JG2bL9i/pAQyj0JmvBd8WHdVI4qUEJxcTs3CrQU6PiHV6BSTmXxeYMdvdOC94MNzXlL36o47uPNtF2JeYNuH2qTPf0lR/7W/HKNqlxnL2ypI3Myx7a1OhHqB2bMBZs8GyOYEKqxa8ksIjHx75IUpTM0GieQA+361hft9AVx9Abb02BUy43fFmR4ao77Lit6qxdpqIC+ZQ9h+2s7d3gBqUQC1GpNaT65Sj3ciSmWjhpmbUdSGBMlYngqLmngsjyhAhU2DTlRR3aTH542TzuVJTGU46fg6qUyOj35hD7/0tgpSqRSHDx8uqQsoDgyA1eOdDQYDRqORtrY2MpmMEu88MjKCKIoKqamurn4oE0b5+R/Eh7xRPPfcc/zRH/0R3/jGN1hYWKCrq4uXXnqJ06dPr7rf0NAQAP/1v/7XZY898sgjbxCZ1xArjU1+v5+hoSGam5vZvn37Q5v0rOVOCIfDXL16FZvNRmdn57Lv7+1ePx2FZpdLFZhi3OsNlCgyxbh7xq/cdvbYSRbCAgDGegN4hkNkRRRSU0xOxLyIx+2WfucTBtSa9b8vxcdJZAUWSU2ICpuGxlPrO856amnKbZtMaYCsZEG7n0Snhe1vaiKbzeKeciNuEQkuBFFrpIXXRDxBpb4S/4B/2XHXEyBgPeDEd8FH80c6VyQ1xXhQtaYY2jqrsm8sFiP00nX07VXk5xLMk6D4a/UgDTiXovhYcvpZ9TuPk7g5TvjaDMnxMHqhkuYDLWQyGcJz90kkEopl2WAwoJ2bo6qqas3fXDwe58qVK9jtdnbu3FkyDy0mKsXjUbkwm/XGOz8sbHRcAmls2rp166aeb//+/bzyyiuEw+GSgv+1bM8qlYrOzk4uX17u1BgYGGDr1q0PpdAffk6sZeVqZNxuNwMDAzQ1NbF///6HWtha/IVMp9NMT0s/rh2PtSusX9Nar9SXyIRmJXiW1sUAdcfrsB5sonJ3Lblojrsvj5HL5XA6najUqpJJXDnI/lrfEvk5L4rEolL3d6fTqciJDe/owHrAiX/Ay+Tf3ytpKrkUVYca0ZgqFOVBRvE+/gEv5h3SalixHa2qKIDAf9GLuaB0+IqsZvJxqg41UnWokfnrwbLnUX24QUkBU6lU5EWRZDJJ/YlWzGYzqVsJkskkLpeL2dlZ1Nv05HM55m8ESy7gNYcbmLseIjK1WLsjp7ot3Agqt2V16P7fSStB9iN1impTfP47fn1nyWt2HHMQGFk8vlITU2iyamoyYmwqXamXbWW5vIDWrCZU8FNv/+VW3Ock+0Q2D+6hEKIIuz4iKVVTBQIDMN0fIJsXiAcziEDnx6RtZAIj386JMD0UAhHquqyIwKFfk7ZVIbD9tJ2x3gDbCxOPqeEwPlecqeEQtW1GKnQVbN1fQ9OOatq6bFQ5K3Bs0VDVDOYqkbZOEw2NBjqP1OJsNHHoZAPNDgsVgppv/vkNPv3LV/m/fmtszeLm9cY7C4KAw+Fg165ddHd3s2/fPvR6PVNTU/T393P58mXu379POBzedLzzZgoqH0SRAck3/NRTT+F2S43zLl68yGOPPVayzauvvlpWLV7p36uvvrrp83kDa2MpsRBFkbGxMa5du8bu3bvp6Oh4qBOc1axlXq+XgYEBmpuby9aIfv9LN2l7xM7tXj+3e/24hoLc7l0+yZZRd7By2Xctn8+DKNLeU1N2bEqKYOuULGhjvQGmh0KM9QYY6w2QyWSIRCIIgkBjYZxb04K2CootaOZmY4kFTcbDqKUphmJBKwQGzJ4N4L2wwMKtOLHrGZxNTmrttYiIJRY0/R79uiyBxclnxbAecJbU1ngveLnz7Qkik/GHVltTbt9IJILX60XVXE/14R0YO1uJTCYI3VoosaA9DOIio9yxltbWhAaniV/3knFF0XtySq1tXhS5ceMGr776KteuXWN6elqxMRUjFotx+fJlHA7HMhKzFLIFrXhs2ky888PCZq1lmx2bHsT2/IEPfIBLly6VkJnbt2/z05/+lA9+8IObOp9yeF0oMmtBltPli+rdu3eZnJzcUCOxcpjs9dNyerncJggCyVtZ6h41Mj09jcViQWPKoyozqZHJzP0XRkhn1Di7a0sK/WXUrRC/nMtlSdYYMKtVqCe1+CfnUAlrq1SwSGZcL1wnm1VRc6QGr8dDPp+nxeksOwmzHnCycPN6iTrjv+gtVXQGfFQ2mKk+XI/nvHSh0pSZz8kEYP6yZEdTl/ltycedv+LGN+BFteRl+Qe8iq0LpFoT/4BX6dwsN8S8953bCIcqaahvQK/XYzpu4u7/uoV1Zw1VzVXE43Hi8TjhhRiiTmTilQnqjtdRWVkpRQAXLGLF6ko2p0Zr0ZUoW/aj9cxdv01F/eKJ1h6tw3/Ry83/eZeO3+hQ7pfVKPc5P1W7bYq6A4u2srvfmWBroV6mnBJj22mk4rhAbqyC1KgIhVXFW387ibHJwP7f3sZUX6kCM1WIXfYW7GFy7LKrL0DbaTsTvYtqTN9Xxqiwajn52XbGCkW6eWC8sBp7rzfAWO8ceQF++vQYjV1WGrukVZeqwmvZ3WPnZp8fNQJoNJg0GnJ6EY8rQjyXIxqOkRNF8oKIKEB4IYkogN2uIzyfRVWpIjyb4mjd16BSQG/VcGb415Z/WYqwllpTvCJmMpkwm81s3bqVVCol2TMDASYnJ1Gr1VRXV2O326murl73goc86dhoQ8yHYW19A68fbCRRM5vNMjIyQigU4tixY8viSh8GylnLZPJ0//59urq6qKtbXXVve0SarCcFScK93etneihE075SK5RssZaL+5XnXSNwpr3IgiarNa5XPJx7+j7VOyuJ3dWiaij9XW0kIKAcyZGjnWULmlxLExgJY+8sb/F6GCTHdtCB1+slH9BjNlcydznCwo0gVXtsNLbal1nQKisqySalSa9Oq1MCYjYKyYImkZ7XSq0JBoMsLCxg8GrQ6hYXoSS1ZtGt4f27K0qwEMBqaz8PS72RyYy6qQlIExmS0q86n/oIoigSjUbx+/3Mzs4yOjqKyWTCbrdjt9tRqVQMDg7idDppb2/fcE1jObUml8uVqDbw2qk1m7WW/WvYnp988kn+6q/+ine84x18/vOfR6vV8t//+3+nrq6Oz33uc5s6n3J4XRCZ9QwWIBUI3bhxg3g8zvHjxx9KMs9kYUWqmNAoBfxeL7W1tVgsFmaElVeupvv9aFvrgQwz/X4SM3Ecx9Z+7mg0QjAYQqVS4ezZjiiKBK/OErgRVtQB35Ki+aXF+N4LPirbHeRyKcZ/Mo71gBWzWbPqF93Q7gCyq1rN5OevPtyA63tjqARRqclZiurDjbj+/h4G58qfR/WhBu49dwtdUW2PDJkQzV2WyE7xt0EURbItalLDOWzuSvRbFv3e1p2SIrRwdQHHMQdWqxWVS4X+lNRkc6p3Cu0OLeK4SPXhOgwGAwtX/PgGvEqiWMt72vFf9CpkxnPeh3VXFYilzSuzORVaixbPBR/1hXoY34CXe9+dwOg0KkRIspTVKvtUNixKpzKBkWtiNCYVoXCU5uo6LG2WRStZHnJ5lHNs7rEzVRjom7vtDDw9ToVVy6ECgZGTyorJzJVvTOJ3TXLis+2M9wa4X/CvjxURmPHeAHlgejhEpU3Dmz7Tzu2+AGoEcoiogB09dkYL97kno8RCaSqsWmKhNC1dVnKFTNIseclOkUmTyaRJ53MIgob6ZiNarZa8WmB2MkKGPH5vnCOtX8NircDRYuRwdwOf+w+r/2CWDh4r+ZfVajV1dXU0NDSQz+cJhULMzc1x//59bty4gdVqVWxoqxXmb5bIvJEW9m8LslsgHo9z9epVdDodJ0+efCj2xnJYqgDlcjlGRkYIBoMcP3583VaN0cK4V47UgKTg7tlhkiYlosjWnhopXlkQSq7P5epiih8DaVU/1xrHlDWy/a1OZvoCa1rQirERkrP0OMUWNIDIVLzEgvYggQHZbBaPx0PsRgaz2Yz9qHTdL7agAUTvZtjzJqnTuvusm2w2y8z0DGqNmnw8T93xOuW9XQ2rqTWAUlvjvTBDyJVAp82RzXo3XltzyU0imSAblKJzY3MLq+6raW1UamtiIy5CtxYUYqNW55YRlddavREEAbPZrCxupdNp5ubm8Pv9XL16lVwuh8kk1WZls9lNxaDLWGnBTSY18m+1uF/Ng5KazRKZB7Fxbdb2bDabefXVV/m93/s9vvSlL5HP53n00Uf5i7/4i4caSvO6IDJQvsBehvyhXbx4EZPJxIkTJx7oyyejWlYULrm59pd3qNotNfTy+6WLeV1dXdmJSTkrWeOpxQ8lePM6M/1+nN0rfVAi8/NzBIMhuK9GEBatIImkDtuuKsXWpVIt1sfIKC5oBzB1mvH64lRmdMy/FFTUB1hOhORCw8XY5Rn8I+ESRWYp9I1mVEIezzk/9SdryyaS6RvN1Byux3vBXTjv5Z+lpaMGQRBLCEIxag43cPfro2gtWqoPSxcFr9dL7HqM9l/bTXAwgG/Ap9SlyM035y55lJUtQRAwGo0YH20ncNFN5HIUjV1DMBjE7/NT6awkP5Ym48vS9r5tyvspkxkQlPfXP+CVal8KhGLL+7dK9S8FMqM0vBQXL0z1Jxx4zvuUJpgNJ2qZPeen8eTid+HaX45h3q6n4riAMGEkOpLGckoaVK8+M4a908quj7QyXaiFaeq2K2QmKwrUdUlF/8UERr599flJZobGqOuykqO0wL+YzOSAmeEQDV0WHvnsVu4WYlU7TttLyMzZ5yepatXjGg6it2lp7pJWN3f1tHK9z6dsp0GFoNWiVmu4P5MgGc0jqiArRkvUGr1VqqmxWCoIeOOEQynujMzxvW+O0txi4Uh344ZJzWr+ZYvFgtVqZdu2bYqXWiY2Wq0Wu91ethmn7EPeaMTlG4rMvy2o1WpSqRTnz5+nsbHxoVvJlqLYWpZIJBgcHEStVm+KPO1c4kaQSc1or5+mfVZmBmOoVGnm7qTYWrCSjRelhq0FEajeq1JqNd3TkvVWtp0VW9BkUgOUJUYPQnKK1RrZggaSWrOalWy1x+QEL71ej2CqwHmq9L2sLhpPI5NxhRiFb6eo2mOjoa2GRCKB954Xn9+HmBfRG/Sk02lloroScSmH4gCBB1FrRFEkHo+Tb9PQ2NCATqcjtq4zkJBM6ah7/yFgOalZzc5eDg9LvdHpdDQ0SE6OQCBAU1MTGo2G+/fvK2lltbW12O32TadOylhJrVmrGedGsJkamYdle37qqadW3GYlG3NTUxPf/e53N/3c68HrhsisBplY2O32kmSJh4XqIw1Eklry+TQ3fnAfURRRFXWHLYfGkytfYLRb6qg67GCmX5I7i79zs+e8xGIxNBE1TU1O3JM+hK0ioVBI+aLZCn1TgldnCYyElxGZYiSTKaJeKZHC3GbGI/iAnFJsDpR0tAdKVJhkSovGVIH7XICGkytfuOUu955zfhKzcVrf115+u0JxfWQqTtt7lxeXyY97L/hQCaKixsiQUsJE3Oc85FqyqNVqzGYzao2GmiP1JaRl8dyk++euh9hRZP2yH20gPHkfnc5IXZODTDZDPB7Hn0ySiqe586N71ByuwmAwYD/iYPRv7paQwNqCzW3ueohdn5Ly3GXLmNTgUqD9A1vwXPDjPu+noTBghlwJUqEMe35TSnQrJjO5vIDaIBCNxdlS58SwxVCixNg7rYoS09RtLyEz864EeRH2/qpU3zJZGMRlMjP0/CS2FgP5FmkSsbXHznhfoITMXP7GJJZWqW7qdBGBkYv9ZTLT97wLqTuENLv45c9u41ahE3cOkVt9fvb2OLje5yPgipMVRKLBNFVtAmpBRceBamQDTEbMkclmSWRSUpRlRo2YzqHJq7BaKgmFU2RCee6OzHNrJFBCaoBViU25FbGV1BqtVktDQwNOp5NcLkcwGGRubo67d++SSqWw2WyKWrNZH/KDWF3fwOsPq401oijVQSSTSfbu3UtT0+ZWmjcC2Vq2sLDA4OAgDoeD3bt3r/ld/f6Xbq742GiZOpnW0zX4fDnS6TQZdSW3e/0IgsDMcAhnV3mrVrE6k8/nicViaCPgdDqZuhBetn05C9pMX4CzXxlbMQWtHDZCcmRSA5Jas0hqQita0JYd94wbsTWF1WylqqqK2Tsrk6nZswFa37c4Dspqjfu89Lzxezn2vGmLZEE755F6vrlcyyxoq0U4K69tDbUGMngveBW1pqbIGVFzuEH5PmeyGZobW9a1WFwu0lmG3KtGVmvmL7uI3ilVa4pRriHnZtWbpZB/L9u3b1dqOrZv304ikSAQCBAIBBgbG0On0ykWtOrq6k33IoSNhdlsxIK20bFJJqcPq7D+9YjXdbG/KIrcu3eP4eFh1Go1zc3ND43E9P/JrZK/c9ks0bo0+r1WLBYLifuLNTkzZ/00rEJcVkLV4UZCk3HSWTVT/X6y2SyRcJjKXRWFVQEtGo0Wm81GPB5namqKcDisdES1Hmigcqs0CZ49VzrYiKJIIBAgmUzQ2NCI2bT4JZUbQnrO+5SO9Kuh9b2FLsfnJMWjOBK5eKWn5kgDNUcaSCxklWJ1kFSfYrJUc7iBXFZVEhbgG/Ap28gXPv9I6eAm2+Ys+6qJRCJkbmdRT5Y2fqo5Us/c9RDhJU03s1kVGrMO7/nF8/We92F0GpVjazVarBYrJpOJHR/ZhV6vJ3Qtgs/nY/SH99C26Ein07jPLR4jm1Ohs2hLXkvdcQf+4bByDvXHC00tz/uZ6Q9gajJStdu27DMbfHaMRCKB/pQas8lMcFDav/GUHc9QiJArjvNUrUJgQCIz8xMJLj49zp6PtmBpMSgERopdLjTJFCkQD5RC/4m+AFsLt688P0kOiIWkYIBtp+2M9c4pBf4ymfFNxvjx0/ewtxqoaTVgb5Xev9u9AXb1SK9TjUAeeOnpO3gnY0RDaWqb9FS3CWg0GlrbqxEQpJoaQCuoCbkzxAOQDGtIJyWy07KzEpM5h6FCYOs2E3t21dC110EFGm5c8vP1Z4d48Zu3eP8Tf8eX/2yAL//ZAGuhXDNOtVpd0htAbsZps9nYtm0bJ06c4OjRo9TU1BAIBBgYGGBkZIR8Pr+hZpwPmlr2Bn5+IFu6vF4varX6Z0JiQJoUZTIZLl++THt7O3v27HkoClCJOlNwB1itVvw38th25Mg3h9FtT2PaWUE+n+d2r5/e5yfwlWl+nMvlcLvd5PN5nE6nohStZUEDiczISo38mBwYAOsLASjGWiSnODBAun/1wIBoNEo0GlVU3KVYjyVNDgxIpjRozDpmzwWYuxwhejfDtl/eRktLCyazSbGgTU5NEghIYQnynGQzao0cGFBZb6H+HR1Kr5r560E85z243W4ymQwWs2VFErMacVkLyZSuYENrBVDUmnL96DaDlt8ov+A1NzfH4OAgHR0dComRodfraW5u5sCBAzz66KPs2rULQRAYHR3l1VdfZXBwkKmpqYfSuHG9YTZrBQb8rGtkfh7wulVkstksw8PDRCIRjh8/zpUrV1ZtPPYgiEajhCNhWqxSYy7qYNobY/rcAlqNpmyh+0qY7i+dvKprrVQfrsV/YYpbP7yPvlJNY2MjkvVYRBDAZrNhs9nI5XJMuaRVmdnZWVQqFZk4WPc7SN5aYPacH7Vq0XIVGY5htliULqmeokm8TGbCk2O4z/toOLH6RU8mGbe/Pko6oy6xyhVb2bwXfFh21iCpJn6lmWMxvBd8hXoZEc95v1IzUoxsVo11Z7VCEORtTJ1WZmdnqTpYS34sTWAkxM5PdZTsa90pDSDe8z7qil6XrAB5z3uV+xWb2EXJJia7F6W6pCbJJucGtamCil2VxGJxgteDRF+OotXo0Gq1bP1AwVJWeC2zZwNU77GVNBmuP16L54KfwPUQe35Lsqy5CwS08WQt2ZyAoId4Is32xhZ0bbqySoysvsBiKpmlxYCpjJWspcdOVoRzXxnj6GfaaUEiL4ASuzxRSC2LBTOYWqD7s+1K8a5cK7P9tJ1zz08y8fQYzi4LNiRCtLNQH6NCoKPHzq1ePzlBxO+Kk0fk7Z/ZwfU+HzVNekKRMDqtjqOPtTLc70OFwMxkhEgozdZOGyIiDS0mcoL0f4AcefJ5kUhwgcnRCDqDQCyew2DWsHNfFVqtFkEQyJDje98cJRROcfbsNCe6F5v7/f4fHF/23ZKxXv8ySPYDp9NJc3Mz2WwWl8vFzMwMt27dIpvNUlVVpag18u9tKR4kGeYN/PxAtnSpVCoOHDjApUuXfibPK4oiExMT5PN5Dh8+jN2+/gn9UK9kB953uq6sAiNj9IxPCmQXRXQ6XWGiZyeTkdTsdHoecWsKtU5HRVLArNUpdTUzwyGaj1twu90Eb4LZZFp3uEY5klNsQYPy0c7FeFCSU2xB01q1JRa0Q09uVYrfTUaTsrq93r40K55DkVpTbEEDMJlM1LbVSha0AS+qdhWuCdcyC9p6sJpak0iqiUaDCDcEjCYjUXcM+1FpmwchLqsFDBSrNbERF/OX3SVqzVIb2mpNNVeD3+9neHiY3bt309Cw+utQq9WKGtPR0UEsFiMQCOD1erl9+zYGg0GxoFmt1gdaQCgem2TSslKYzVK1ZrNE5hd5ke11o8gUr7rHYjHOnz+vNPQym81lI5gfFCIic/Nz+Hw+TEaTssIy0RvAtk+Heb9kM/IOBXGtcPFfSlwAnEv6ykSjUSKODNWHG4iPZZnuDywWTha9bu+FeXQ6HXV1dbS1tcF9LZZ9Rnx+H6HqNP5Aikg0w+0fSd3jzRYzDSdKf5zFFyz3OT/N7y5Mqs/7ljXiKiY+Mqwd0muePbvyYFd7zIG9QBDc58pvV3u0DvuReuxH6rn+V/cIuZavaEjbyEXyfkkNcbuprq6murqaXE6F1qIrOU9ZcZEJive8r0SFkR+78Vd3l90HELgeKrHW1R6rwzcSJjabprq6mubmJtrf0o5OpyM4GifRkGBychLNdmklVFZr6o47qD/hKHn92awgKTGFwUgmeaN/65KK7R7RYbFY8F+SVvsaT9lxD4UJuhKKEgMsWskmEvhGQjR122kpDLqTRYP10POTADi6rAqBaeuxK7ezIkwOhQA49dlFK+C2Qp0MSA0wf/r0GNWtBpyFtLKOwvHv9AXYWbjd/7yLPCJTwyFOf6wVe6uRm31+Oo7biEQiVGh1GA0Gvv+MpNLcG56nvsXE+56U0m1k8qIWBQ521zM7GeHeyALu6ShatYa9++vYusPOrr01NDYayCZSjA76cd2d487QHCoRuvY6UCNwsX+Wv3l2iHP907z3nS/y1J9f4Kk/v7Ds+7UU8orYUrVG7hslr4gBGI1G9Ho9J0+e5NChQ1itVjweD+fPn2dgYIB79+6xsLBQsnL2IIpMKpXiD/7gD2hsbESv13Ps2DF+/OMfr2vfmZkZPvShD2Gz2bBYLLz73e9mfHx8U+fxBkqx1AEwPz/P+fPnsVgsHD16FL1eX5Ko+Vohk8lw5coVFhYWAKSO8evEt790XekdM9Tr5fbwHCmWr/iKomQk3dG9PFpZq9XiGZaK2ltbW7FareRyOYS2GEJbDONuEbVR4OoPXSzcVjE3lmHbI+VrRNdrGZPRftqOs8deotaM9UoWtDlXvETRWQkbJTnbP9y6qNbstDH6oykm++YQXQYis5mSbddLXNaKd9bWWUrUmoX7SakR57U4+TmB1pZWGhob0Gl1pJIpqe3AzCzBhaA0Nyp8BTei1mSzWSKRCNodVTR27yCd1qFvNJWoNevFZvvYGDtbMXa2lqg1ru+NE5uOlag1G7WZeb1ehoeH2bt375okZinkNMy2tjYOHz7MI488oqRiDg0NcebMGYaHh5mdnVXGjM1CrqspVmu0Wu2Kas1GiUwulyORSPxCE5nXnSIjNxJrampix44dJcz1YRKZfD6P1+cllUrhbHLimYmUPC6FD+SpOVZPJKUBcgqZ0S75DjWeKn/BFhFJJBKkfBHq6uowGo2Et6QRxSyz5+aIz8SwtBhK9pHrWoRCjY691o5dtJNKpXDd9ZBszCPeyxEeTlJZoSGTzaDVrO5lrS6oM/f+1yhVu0vlcEfRpN5TRBL8F73MnvWvqkbZj9bhOe8nlxeWFbQXw7azGkFYWcGxH6nj5l+PQqXIlgMtSu8bgLb3bcV/0VtS8yOTEvk8A9dD7PrkjtLn3FVFdsnXJZtVYdtVVXIes+cC0nsiLsYja7UaNBo9+qo8FbMGbAeMxGIxss0ZfP8UwdCuxxCJYDAYCmSmqLi/kEwmD1rZrEAimUGTUbOlsRl1i5rZswFmCo0u7XutiCJM9QVo7rErtrKJ3rkSJaalx76ilUwmLxN9Adp67LT12On9yhgNXVZOFcUuywpM+2k7207b+ZevjOHcZ+HRz7Rzpy9AR08tt/v83O0L0NEjFf3/6Ol7NHVZyRWK9d/2me3c6POhBtK5HJd/6GLnyWoGfxjCHVpga5eNPOBoMZJHZKTPx/6eeq71efBOxqhtNfKdZ25htGnZ1rn4XZQDA7yzKXKIREI5aqoNVNVryWQyZLNZQqEQ84EcglrAaqlQrGsD/TPkEHlv/4uc7JYGu9WUGljbvxyNRpVoXdl+0NraSiaTUQIDrl+/jiiKLCwsMDMzQzAY3PRg8YlPfIIXX3yR3/3d32X79u18/etf5+1vfzuvvPIK3d3dK+4XjUZ505veRCgU4otf/CJarZa/+Iu/4JFHHuHatWsbmvC+gZUhiiKTk5PcuXOHjo4OWlqkOjVZccjlcg+1l1kxYrEYV69eRa/Xc+TIEc6cObOp55PJTLYw4x3q9TIxvIDJqqNDtCs9YmQSc7tMjYm8yGE2mzGaUrQVitZvvuql9hERQVBhNGrJqAVGz/iUuhq9TUf5qspSrCcFDRbratpP28umoD1onLMMMZ8nFoti3qNiS0MbMxdCmJs1iloTm46v2IhzPX1pirddimK1xvW9cSUFDcBisVDdUk08HidwMYCwVWByahKDwaBY0Nay4WfSGSZemcB2wIa91q5sLys1INXWFPepCY8u9mh7kAacS1F8LEmtkZSgpWrNegMD3G43N2/epKur66GkY2m1Wurr66mvr0cURcLhsBLxf/PmTSwWi6LmmM3mhx4YUFz3GYvFqKioIJPJrKu2JhaTygt+kYnM60aREUWR8fFxpZHYzp07Sz6c4rz+B0U8Hmd6epp8Lk9zUzOegYiy4i1DEFQlq2z2Y3XYj9Uxdz1IOiswsYo8D5AX83g9BaJUaEw52evDecpOzZHCqkswQzqzjo9AgEw2QyadpqamhpY3bcd20MHCrTi3f3if6elp5hfmya5B9Azbpde4kooCi4pO7dE6slkV6bSamf7VBwWZWMye8+O94FuWqgaLAQPuJduIQGBuDlWjGmurjdDQ8pqe2qNSY8rrX7277LFsToXWrMNdVMMi33Ycc+A+7y95TE5tKX4P6o45lBQ1mYQAtH9wC4IgELomFXFrpo3U7LGhVqmY7vcpjTgD96L4R0IK0ZJJ0ky/n0g0QvVbjJjNZjwXpNXUxlN2FiYShZoYu6LEyBHL2bxQVokBqS7m/FfGAOj61cUGmG1FdTF3ewNU2rTKmmt7odAfJDLzylfGuN0b4JHPblXscTt67AUCI537y0/fI4eIwaYFAbo/Jq2U3erzs6fHQS6bIx6JoKnQce5bAX7pV7fQ2mWTzqtHeh9UCOzrqeNHL4zjnowhAoIIOzqrqW8xoULFoW5pYLo7Mo+ISDiUwtli5mNP7qWpzYKxUs9bHu8gGlbjnsggiGC1CVjNIslInOmxEJOuENOTEQQEzvfPAJQoNRtRayoqKpibm2NmZobWVuk1L23GWVtbqzTj3L9/P/F4nK9//esMDw/zH//jf+Q//af/xMWLF9ddW3Px4kW+9a1v8ad/+qc89dRTfPrTn+anP/0pra2tfOELX1h132eeeYa7d+/y0ksv8YUvfIHf+73f4+WXX8btdvPlL395Xc//BlZHPp/nxo0bjI2NcfjwYYXEwCIRfq1sz4FAgPPnz1NbW8uhQ4eUepPNLurd6JUWqzpO19JxupamLis1LQau9XoY7vdxZ2ShZPuOFSb4MskRBIFEIkEul6OhoYHGxkY0Gg3JZLKkrsbWVLHYiHM4qBxnPWpKMVayoMmNOOVjTg8tpqAtxXpJTi6X48Y/u8jnRRqdTjSFuhFZqXGcqCWbF5S6mpt/O7nu17FRS1qxWrNwP0k2p8I3ECQ6klaUA3uNHVEUicVjuCZckv08EiEvLl6HZLUmlUoxMzuDTqejtrZ21Ym3XFuTSmmx7KxW1JrYdOyBiMvSfcsda6laIzfhlBtyyiiuj5Etwfv373+oEb8yBEHAarXS3t7O8ePH6enpwel0EolEuHz5Mr29vdy4cQOfz/fA14XiZpw6nY579+6RzWYVhWk9tTVvEJmfIW7evMnk5CRHjx6lsbFx2eMPS5GRrQF6vZ7GxsYVJTqVSiCfX34lrNheg70wGV6JzGSzWWZmZpi7EqPjbVvQ6XQKKZKuF9JFo2KrnZojdUz1BZRJ7DKIUuKG3+/HaDRhtVrRarVYrVZMHXXYbDYydwXmr4SIRCJMTkqFgZNn3JRzO8ixkO5z/mXF9uVQe0yalM70ByQCcqy8ZK1YvYZKj1lcJC+TGe+wtE1eFPF6vcxdXpBscqekz919vkB2lvS4se2qIptVLSNiW96/RdlPhqNwnvL/735nQun1IpOZob8cKzmOTGai0zHltkxOZs/6ERBw9jSw5c0tWC0WtDNGjEYjarsKoRFu/WCMubk5EokEtUermBkMkhdVNDQ00NQtk5sAk71zmJsNmFsMTBUV9QOMPD8FgH2vtYS8gERmxnsDHPlMu0JSZALj6guQFWFqKIQIHPyYNNkqniiM9wa43RvA2WVV0sjktDIZd/ukaGa9VYsInCoQmNt9i8X+I6+4CUbD+Cdy6PV6nijUyqgKaWvX+3x09ThwT0b53jOj1LcYqWsx0tBi4kCP9P2TLWbfevYm7skoHZ01CAjs6rRzpLuBy31uVKKACDz37AjNrRY+8Zl9bNlWQ7XVRiwkFfWHwymsZpEaq8CuXQYmJ4L8z2evlZCajVjQZmdnuX37Nvv378fhcFBZWUlFRQUajaYkMEBWiYxGIx/+8IcZGBjA6XTy/ve/n9HRUR577DGefvrpVZ9LxosvvoharebTn/60cl9lZSWf+tSnOH/+PFNTU6vue+TIEY4cOaLct3PnTt785jfzne98Z13P/wZWRi6X4+LFi4TDYU6ePLmswFteDX3otudCPczg4CC7du1Suo8Xr9RuFntOy9dw6SqwvbuGjp5acgI491kZ7vMx3OfjzvC8sk85dWb7qWo8Hg/xeByL2Yxer6eiogL/jTxH3rGV5uZmDAYD6XQasSWCemuCYDKOzqIpITXrUWDWg5UsaEsDA2DtEIBsJsPszAwqlcCex1vLzhNcfQF0jcYSUpMpIjZrYbNqjb7RpJCa6sP1+IfDigUtc0fAZrUpFjTveS/xuniJBS0RT+CedWOz2dDr9SsmopWzqMmkxnrASTarUkhNsWoDy9WaB6m1KYZcW6NpleYKMrGRMTU1pVy/f1ZqdEVFBU6nk3379vHoo4+yd+9eNBoNd+/e5dVXX+XKlSu4XC6FUGwGoihy8+ZNwuEwhw8fxmQyrWqPli1oxQrOw2hZ8nrF64bINDc3c+LECazW8hGID6NGZmpqiitXrpB82bjmKoRsLZvoLS8724/XYT9eh2c4yEThAjnd7yebzTE9PY1Oq8NsNqNSqUpi9spdNWoKdSK+kZAyeZ0960cEfH4fkXAE9aSB1kcXCd50vyRb1xxtoP5UC7GxHEZTtVIAGovFSDbE8Xq9RKNRKXmtUMxYfbiehJKYIk3+y9XLyJDJi/taqf3Oc96vEAWQyIzWomNmyYW3+GKYzanQmXVMn/XjdrvJZbOYzWYaTkoXOdnq5hsuJUQyeXEUKSpLiYvjmIPh/+/esvPPZlUkFrIldT91x+uo3lNFLlv6E8jmVORyQsm29Scc+IbDZPOLn139yVrUKhXuHwTZ/stb2PV4O3q9nvkrUbxeLzd/cB99m7qExDoLSkywoMQ0y0pMv1zTIhAPZlZUYmaGQiXO9uK6mKmhEPOuOCcLtTDjRRaNsd4AWcA1HEJEpP20dIG/V0xgegNkEfG4ooiICoEZ7fUrBOZ2X4BUNsPY8AKVej1P/J9S/cuNPj+dsgojSolmf//0bQC2dNoAFAIz1OflQE89M5MRvv3MTX7ld3bT0GJCAA4X1Jmr/R5ERG6NSOe3q9POse5GLve7USMgCiCoVOgr9ezb38Db3r6byspK/u5vJ8imMvzy26rYtl1LOpXmr54dZGqy9Lu0klrjdrsZHR1l3759VFcvxnCvx7+cyWSIxWK8973v5Vvf+hZ+v59PfepTrAeDg4Ps2LFjWSf4o0elittr166V3S+fzzM8PMzhw8s71R49epSxsTEikUiZPd/AeqFWq2lra+PYsWMrhjy8FrbnGzduMD4+zpEjR3A6F60+giBs6Pm+/aXrKzwicv2Mr6hWU7p3T08tHaftdJy2LyM1xXU1+Xye2dlZSQG4X4mqzERfXnBbWldT05NT6mq0ZjWjBVIz8I3lisaDkhxZrTn0mXZlv6WkZinqj5qZmZlBbzBgNJoQVrHtFM8NikmN40Qt7qFwiVrzIDaz1fbVb7MvU2vmLkdI3MphsViUFLRkMkk4HMbtdlNRUUGFrkJZ0IKN1dYAaGptJWpNaCLx0NSapX+XU29ktUapq3G5uHfvHgcPHiy5fv8soVKpqKmpoaOjg1OnTnHy5Elqa2sVZfXs2bPcvn2bubm5dS9GyCQmGAxy6NAhKioqlOdSq6U5RrkFN3lsCgaDVFZWPvS2Ja8nvG6IjNVqVT6gcniQwSKfz3Pz5k3u3LkjFe5a1s6LX2otWwkVO6RJ4URvgLnxCNnmOBarReknUa6ovxxiSTWV7dKxJvsC5EURsTVDJp3B6XSiXiM6zbC9BkGAhcE4qdtgs1lpaGhAq9USDAYJBoPMut2EQiEyBbmzreDBnT3nJzIVXxYUUIzaYw5sO6uY7ptjeoXVJvc5P1vfvwXHMQczhTqQcmh+TzMZZ5rY9TRM6FAJS8hEoZZFTvWSISspMpnxDYdLiBRA1W5JtVmKXYXkM5mgyOcmp5AVY9uH2kq2ne6XUsqK9wPI5ASyeSlpTKVS0fpoIxWVFSz8NI1Wp8NxrArt9jw3/2mM2dlZgsEgBmcFliIlRiYzE4X39OCT7cqqoExmhp6fVJQYadtSK9m93gANXVaqCv1h5MFfJjN+V5w5V5zTn5U+bzmpTL6dFUS8kzECrjgnFQVmkcCM9vrJInJ3aJ7ZsRCP/IaTyopKbhZ6yYBEZnKCyN2RebyTUd7zmQ7qWoyoENjfU8dwn7dAQkS++8xNGlpNbOuq4mq/BwGBQ90NDPZ7uDMyh4ioqDNHC71kLvW7ERGZmgwjINDcYuF4Ib3s7799F78nxac/c5Bf+439TE8I3BgKc/vmPM4mLT2P2Egmk/SdcfHVZweVOhoZT/35BTweD7du3WLfvn2rruSVi3fWaDR8//vfl2p45qVVbI1GU1LrtRrcbnfZYlT5vtnZ2bL7yTHtm9n3Dawfqyn3IH3WD8talkqluHTpkqIA2Wy2Zds8qAIkee5FRET29DgoNzTdKPSMKiY1AMN9Pq6+OsvEvXkqKiqor69HEIQ1LWhyPzCjbIOySzYosToDLREqO7KoGlVkxLyi1gRci9HO5YjHRklOsVojb3f2K2MlFjQ5MdRqs2GvqSlZd9xIYICrL4Bxl00hNYmFrEJqlqo1D5J8trQOp1itAfAPhxULmtFU6FNXZUOj1TDVN0WiLlHWgrYWlgYHATS+c8cisQlmVlRrluJh1NqMj49z//59Dh06VPY3868Fg8FAS0sLhw4d4tFHH2X79u2SZfHGDV599VWGhoaYmZkhlUqV3V8URW7dusXCwgKHDh1acTEFysc7q1Qq/uIv/oJkMvma2V9fD3jdFPuvNdHfbI1MOp3m2rVrZDIZTpw4gcFg4G7v4irV9iXdjSd6A7SetuPz+cpay4pxvzdA22k7YsH+Fb2VpWLcRFCXw9YtrXWsRGKm+hZjdmU0FS6SmXSG218bwxiuYOdjLQiq9THp4k733qEwdccdVFRUSKsTEz6Mhkpi8Thzc3OkwlC5oMbUVUVFhQ7P0F0me+doOb04iasrIjazZwPUF2o/fBd8TPfNsVqtqeOYgxv/865CAGRkczlmZmYwGo00vbmZG391lwqrFseS2mz5uX0DPmbPBpYNtpmcGq1ZUn+chQv5rEJOHMyeXX6hrT/hwHPeVyAogtL/RSIzfoo/7fqTtXjO+ZVtF8MB/MycDSAvpnR8uFUhN8lkkoVgFFQa9HqjEtdbX59hstfLQiqIdoeIVqslcUuKca2srCQnCniHQxx6crEcVh40syLEgxmMBVt+cSpZW4+dy89Pkhfh4K9JG4z3Ss0v2wvJZJe+MUlVq4E8IneXNL7cftrO2eddxEIZ3vSZdm73BbjdF2BnTy2jfX6FzLz6wgTRhRS7ntCwMKZneijFnp5abvT5udnnJ4/I+MgCequWd32mg+E+L8N9Xvb11DHU52W4zyc9/8g8RquWDzy5i6v9HonkdNdztd/NN5+9zvbOasxWaTHjSHcDl/rdXOlz456MUNdqYnRkjo7OGo52NzLQP8vF/llujQTY2VmDiMhAwUqm1qjRa/R0HpASpe6MShfxRCLJ295ew09evoNWK/VwOtXTxMc/sYUbN27Q1dW1ITuCbPP5x3/8R/7dv/t3/O///b95/PHH172/jEQiUXYRRx60VuphIN+/mX3fwMPDw1JkwuEwV69exWaz0dnZuSJ5Ko5sXQtX+xYniRWiit09DsTChFVgUYmRiUsx9vSUjo0dp+1EozGGfjpDTasB96iIG8keJhOZ1QICZAiCgMFgYOpKnKPv3EYqlZIcBMkYxl1J9Ho9BoMBvyuvRDsHXQmO/VrLsmPD5kiO3KcmKS7en0ql8N+IcehoIyaTacOBAUtRTHokUiP97Tvvxz0UJlNQ+LWqzdvMVoOcflZ92E4oFOLOt93Yt1lI3soDkgXN2mglHosTCoWIBWPkZ/IYDAYMxtJFmHLEZTX1pmJLHdYD0uOhwRnmrweVBUaNZvl3d7PqjSiKqN5qYXJykkOHDr2umz5qNBocDgcOh0MJlPH7/UpNj8lkwm63U1tbq6jzo6OjzM/Pc/jw4VVJzFLITqAvfvGLjIyMcPPmzTesZa8HbMZaFolEOH/+PFqtlmPHjikrpHXdtdQVahburlDnIlvLijFR5oKZz4v4fF7C4RCGNhvOR5wgitzvC+AZCSskZrp/ccK9GhLxBDMzM2i3mjCajEyfnWdqDb/t9JJi/HhSso3JXeFnz0mKgdVqpbGhgda2NiorK0mnpdUnl2sSbUsFmWwWV+/a3l7HcQf+kRCptHrVc6vaVVVyfpNnZolEIlitVux2OwKSgmJsMirbLI19dhxz4BsOkc0uH9S3fbANKFVJ5JoW+f+RqbhyW77fNxwmVLTaB5DNCfiGwyU9b+pP1uIZCiuJZICSzBadiiu3nafs3H/FjdvtRq/X0/lr7YCg1D1ptVri7jyx+3na2tqorq6m6kAl9/5llgmXi2gsRsfHHUoqXktR3QtQosTAIpm51xvA1mLA1mpQivkB5Xau8E9EVBSYu0VqzI+V2GVrIbVscTKys6cWz2SMHzx9h4PvtWNuhfC4joNvkdSMm31+9vTU4p6MMjES5J1PduBoNRbqYyTFbLjPSw6R2yNzeCajvP/JXdS1mLjW5+Vgt0S6f/DNu+QRMVkrEIEnProdgCv9blRAHpFQSFqt+vjvdAFwsX+WmckIIiK7Ou0ICKhQcaK7iTxwcyQg1fecaqKnpwWvN4XrfhKbzcb98Rz7D1azpV1NozNDzyMwMjLCjh07NtSXQ8ZLL73Eb/3Wb/Hcc8/xrne9a8P7g9SUrdyKXDKZVB5faT9gU/u+gYeHh0FkPB4PAwMDNDc3s2/fvlUVoPUqMt/4kyH2nnaw97SDPacd3BqZ42qfm8F+LyAsczkvJS4ybvT5C7WaQfx+H0ajkX1vbVLUGoNNW2JBW0udWQp5sc1isSh1NXfPzlN9Kot6awJLp4qMmFOUmttlxuyNqDNLt23srkG/R8V8PIG104L3anJTgQHrVWsSWYHdn95W1oL2Wqg18/PzLCwsYG61UXeiuUStkS1oTU1NUt1twYJ2/1/uEwqFCAQCJOIJRMQN2c6KkUppaf5Ip6LWyKRmPWrNUhSrN6IoKsEshw8ffl2TmKUQBAGz2czWrVs5evQop0+fprW1lXg8ztWrVzlz5gznzp3D6/Wyb9++DZEYQCExL730Ej/5yU/YunXr2jv9HOPnhshsdLDw+XxcuHCBxsZG9u/fXzaqsq67llAeZidi3O0NlBQ9r2Qtay26CEo+4RnS6QxNTU2FlTIR+/FaYlkVarOW+xsoWAyHw3g8HmrsNej1ehzH66g97sB/P8HCxOLKqlwfUwznkgjo9g9uUYrlw5NxpT4GwHN+ntZHnUq/mvx4IQmnJUOiPsalv76P725s1VU/2+4qhSBM9c3hPucvUXBkyPeN/8ssc2NRnN2NVNlsCCwSEHkbmcwsPU51ITK6XHpafWHb0TKJMdmcVBuzlOhV77FhajIus77t/a1tJc8x1RegZq+15Nyk4wrk8oJiD4tEo+Rbk/j/Kaesjhcnkbl6A1haDNj3Wpk+O4/RKNVo7X2iHc9LORxHzIr978YP7hMMBmk4bmF6KIT8jS+2koHUI8Y9HKLttJ2tRVayrQUr2StfGWPr6RqO/NpiJ2OZwJx/fpKsAM4uCyKlfWPk2z94+i72FgN1uwxc+5cZDrxZ6tB9q0BgPJNR/uHp2zhaDLR22iQC0y1932Qy456MMj6ywPue3Eldi0mpjwG41udFLDi0BcDZYuJwdwNX+t0ICOSAGyMBRAF+7clOAC71z6JCCgCQvd0CKBaz//nsNaYnw3zqd/ZzsruJc/3T/H9/OQjAb/3Ofk71NKHVarkzmqSluYX/8H+dIhqNYjQaGR0d5dy5c9y5c4f5+fl1rXi//PLLfPKTn+RrX/sa73vf+9bcfiU0NDTgdi+3V8j3lQs/AaiurqaiomJT+76B9WMtt8CDWMtEUeTevXuMjIzQ1dVFe3v7utwJGyn2F5FihFs6LezpqWXPaQffe3aUtJBjsN/DYL+nZPtl6owoUrtTJBwO0djoRFtITpO37f5Ya9m6mh+/cJ+ZyWjJodYiOcV1NW1tbdhsNqn5oy2t1NVEs2kyiCuSmqVYrWeNiNTyIRKJYDGb2flL9WUtaDKxKcZGbGarbVtsQQvcT5QQG3gwtcbv9xONRnE6nWjUi3Og6sP1Sm0NwI3np4lMpYiOpKlvqMdms+HsdiKKotTHLhhSLGhL52FL1Zq1am0ktcapxDzPXw+uSGpWsp2JokggECAWi3HkyJGf+0QunU5HQ0MDXV1dnD59mqqqKlKpFFqtloGBAS5dusTExATRaHTNkgdRFPnjP/5jvvvd7/KTn/yEbdu2/Yxexb8efuGsZXKM8/j4OJ2dndTX16+5z+5fleoCvP0BpoeDpESo2avCczGOyVS+U3c6nSYcDlOvMSn1MLI3SX4tHb8iHfd+r5/ASGhFRUYE4okE2fkoDQ0N+C7HSuKgjU1GKjR5ZRVIvYGardpjdQRdE8tqMmTI/WpaH20AEVLpFJMNPnLZNMP/OE7dUSOJWzl0Wl25wy/atQYj5a1oIug6tCSCcfKjaoKDKcw9pqL9JYJVd9yB94IPz7XlxwGoO1GL97xfIhoCii0MJDITnHCRzS3n5Xt+azvuc36lyeR0f0CxibkLNrHi60LDyVpm+v04C+9TY1G/men+ALLbsONXWpk56+feT2ZQt6cR7+up69JSPL9o6rYz/PwUyVCGQ09KKyJTfQGlL8z93jkqbToiN/K09jRTX5/h/qs+Zs4HSab9NLyrgujNBHd/6mHbm+oUJebq85NYWgzUdVkV8rK1ELEsW8msiNzrDbDttF2xk207bScrQDSUwQJK3xiZwNzuC9D/vIuqVgPN+6wkU2ms7WmEcSOuq3H29Di40efjH5++Q2uXjZoWAyLQ2eNgpM+nEJgffXOMu0/P8+7PdHCtz8Nwn5f9PXVc6/My1OclL0hvoojUKPNgdz1X+t0M9ns43N3Ac8+OYLLq+NiTnVzsn+VSvxsVAjny3ByZw2zV8b6PSkEDA/0zDPTPkEdkT2cteUQuFCxmogB7O2sRETnXL3WGlutjfv03tiqTR4fDofSHCQQCjIyMkM/nqampUXoD6HSl3/9XXnmFj33sYzz77LN86EMfKvfTWDf279/PK6+8QjgcLin4HxgYUB4vB5VKRWdnJ5cvX1722MDAAFu3bv25WqX8ecVmFZlcLsfIyAjBYJDjx4+v+7PayPPJJGa4zysppYWxqaXLyu5Cfdu/vDBOIpglLUjH1KFW1JlcLkckEsWa1uF0Orl9fqHs8xSjo0Acsn0iGlFguE+a6G7UgqZSqTCZTMwMSmqq3W4kHo8Ti8Uwdqao1OsxGo0Mfd2n9MZZzYK2FPfO+DHuyJJKZXE6nbhcwWXbyBa0sd4A9V1WReHxDIfWTD5bD5Zua2w20Nojnf9SC1prT6ntdTW1RhRForEo+qRaicReaV/Jgra4ODp71sPCjQi5vBoQaD3Zyuz0LDqtjlAoxGz/rFQnuKBTLGgPotbINrTQ4Ax3v35LiXgG0GiW285EUcTv95NMJmlsbFx3LeLPA+SFjXA4zIkTJ9Dr9SQSCQKBAIFAgLGxMXQ6nTIuVVdXl6i3oijyp3/6pzz33HP89Kc/paOj41/x1fzs8AulyORyOYaGhpiamuLYsWPrIjHFqOu2U1lYgZ+5HCMymyl7sYrFYkxPT1NRUUFdnbQKLdXLLO+IDFB3sha1Rcv9vgD3l1y48vk8t/55Av1OcDqdVOrLS4iO4w7lYjE7FFpXvKOMigaTkjw2tVpPGEGS+fV6PR1v24bVaiVyXSQ8mSTZGGN6apqF+QUmz3hoOLH4vtSfcKCz6pjsm2Oy6LxEUcQf8BMOh1FN6tn7W1LTypXsaNmsiuo9Nqb755juX9xGrs2pK5Aez5KI55mzAczNEuGUlZNiBUUmLkuVGfl+73C4pFFnw8larjxd2hm98aT0eiOTsqVMxLBbTSKZAJcerVar9IQpjtK2tBiwd1qVz6u58H268BXp+HuLesFoNFq2v8VJaCyHxWajuroG+8EKYrEo114aw+fzEk+lyRaaYRYrMQBZJJKSR2RbUTE/SGrMT56W4qbfVLCq3S7qG3OnT0oti4bSiIKIc18F8XicyP0K9r1ZWjl75fn75BBp7bICopJUdr3Pp9z++2dGqWsxsqXLViAw9ezvqVfITE4QuTe8IEVEF6WUHepuYGoyzAvPXudXn9xLY6uZywUCc7S7kanJMDOTEX79dzp530c7uFiokckhkkMkX/h3otvJiW4nrqkQk5NhREROdjeVFPh/4pPtjIyM0NnZqSxCaLVa6urq2LNnD6dPn+bgwYMYjUampqY4c+YMAwMDfPvb36avr48zZ87wK7/yK/y//+//y8c+9rEHToP5wAc+QC6X46tf/apyXyqV4m/+5m84duwYzc2SqjY5Ocno6OiyfS9dulRCZm7fvs1Pf/pTPvjBDz7Qeb2B9WEzRCaRSDAwMEAqleLkyZMbIpzreb5v/MmQVExfaKiHIFC2qh+obTHyxGd2KMRmdGSOwX4Pl8/MMvDP9xFUAo2NTmUyvJoFrVxdzcOwoHWcrsVgMGC327HabEqQza0zPtQtOXTb09j2aYiG0ita0IptZnJHe1EUy070y1nSZKVGVmtkpebsV8aWbbtetWa1bR0nakvUmivPTTPviq+p1uTzeTweD/l8XnltG7GoLVNrXpgmNp0psaDVHqslmUwyMz1TakFbQy1YrdbGesC5tlojSm6bVCpFY2PjL1TdhyiK3L17F6/Xy6FDhxRbsNyQ+cCBAzz66KPs2rULQRAYHR3l1VdfZXBwkL/6q7/izp07fPnLX+bZZ5/l5ZdfZs+ePf/Kr+hnh58bIrNWjUwymWRgYIBkMsmJEyeWRZnK+MH/c2vN52rosVN11Ew6muNOb4A7hYuaCASDQbxeL5nxSvR6vZT+IlX1s2IgO6BzGnEUJssXnx4jLQpks1klwtLpdK7rR+k47sBcqD0pR2aW9qOZLPq79piDwP0knuGwQmiWTu6L4eyup+1NzaSjaoRJiyTzZ9JKvxq/3088Hmeqz8+OD7Uq9rXJvjlEUZQagialhqDyqoGswFx++n7Z52w4Watsc+uby/tnZHICNXusTPUHSkhZw8la5d90f0Cy0y0hJ56hMNlc6WeUzQnorNplBM++11pSGyNvm8tLtS+BwBzhcITtb23FfyNObonTY6ovwESh3qilW655kf7OigIVRQ0ri2tixgsrf4Ig4L+aoLbWwb53tmM2mbj5rTDJZBLbKWkQDgaDNB+XvueXCtGlPZ9d9MIWk5nRvoDSGwZKVz87emoZHw4SmIzz1s9uI5lMcfNVLwff2ixNFvr8ElkQpN/AYlJZKYHJCSJtXTZEYF9PHfsKaWUAOUHkO8/cBEQ++OQuAAb7PQqZef7Z6zS2mNnWWc3lPjdHuhs4UnjsuWeHcbaYaWwxKwTmWHcjk5MhRkcCUCAwAOf7Z/j2396iqcXChz8qPU+xGvOJT7YzPDzM3r17F5XUJShueHbs2DFOnz5Nc3MzZ86c4T3veQ/veMc76OzsxGazEY1Gyx5jIzh27Bgf/OAH+cM//EO+8IUv8NWvfpVf+qVfYmJigv/6X/+rst3HP/5xdu3aVbLvk08+SXt7O+94xzt46qmn+B//43/w1re+lbq6Oj73uc898Lm9gbWxUSKzsLDA+fPnsVgsHDlyZJnatxbWqpERRVFKJhMXA2eKoagzZZBFpKXLypbDZsLhMDMTKbQmPUPnltt+ygUErISlFrRiUiMrNsVYi+QU19UcerwNg8FALBZD3ZJT6mrcE1Fcw8ESUtN+2k46nWZmZgaVWk1DQwNqtXrTgQEyqcmKixa0hSX1l8XYaPJZMYzNBto/1IajMD4utaCBtJjrdrsJDycxm8wlq/WbsahVH65H32ii+T3tymNz16OKBa2tTXrvZQuaa8JFNBZVLGgbDQkoRjGxAfBe8OIfnicyFKahoQGNRsP23z6wrmO93iErMR6Ph8OHD6+oMqnVaux2Ozt37qS7u5tjx45hNpt57rnnOHjwIH/8x3/ME088QSgU+oVOKVuK1w2RWY+1bKWL98LCAufOncNisXD06NFVY5xXw51ePzsKKWYqQUW+XUuDLIWf8eO5J9UxyCsBLd3VgLjSQpeC8UK6GYDjZC363Tay2SzD/+xi4Xoek9mMSr2+j0KukZDViYtPj5NZMjlfloZW9LfRaWT3b0oF1fLkvfgCt5TYTPZJ0cOCIBC4miIxqsFmsykdc/1+v0LuItEojmM1eIdCzC3EyIv5sqtd9Sdqqd5jJZ1VKQrO0vqX+hO1xBeypMvYxWTCUvwaipHNCcQXsiWkbqovgL2gti0lezsLFkD5WFN9ARpP1eI8Vbvs+Dt/pZlYLIZnIITT2Yh7IExtwUstk8ambjvzrgTe4ZDy3stkZqjQ8LKzSIkBiczMueLMu+K09NiX1MQIiGoNhuoKTIWC2LbualzngkxNTzMXCpHMZkhlM4iipMbISsy203YmRkIEXHGOF5pk3ik8Z0ePnf7nXdzs8/PWz26jptXAtR9PU7Uti8lsZuJyhF09tYwNL+CbjPHIr7YB0qSkmMzkBBGjTYeIWERgpAFsX08d33nmJh5XlA8UCMy1fo9S7P9P37xLDhGzVdpfJjCX+9x8/4U75BGVJLNj3U6OFQjL1569RlOLmd/4nX2AZDE70e0kJ0jKjFxDI6sx5/qn+Y1PbWNkZIQ9e/YoSup6UFFRQWNjI5/85CfRarX89m//NidOnOD//r//b2pqarh9+/a6j7USnnvuOX73d3+Xb3zjG/y7f/fvyGQyvPTSS5w+fXrV/cxmM6+++iqnT5/mS1/6En/0R3/Evn37OHPmzGvS1frfIh5moub09DSXL1+mvb2dPXv2KMl3G8FqNTJStHKei32zXO53c7nfzXC/b0XiUg5b9unxuN10PVpP2/5q9px2sLvHwQ++eU9Ra+S6mo2oM8WoajUopCYriKTIK6TG61q9ceBSkiPX1UTGdNhsNqWuRrClaXqXBuNuEccRAxPDQW781M3gD12ER1UYjcaSz3a1WpqlWLptsVpTTGquPT+5aeIC61NrAK48N83cRIybP3Sh0WgwmUw4u9f3+1+vWiPHOstqzezZgNSI81aCzB2B1pZWdLM6qg5UEQqFcLlcRCIRdB060um0Yr1fL4pJkGVfI3NzKTSP1tDQvYO5y3MbDgp4vUIURcbGpBYNhw4dWrdVThAETCYT7e3tfPSjH8VkMvHHf/zHgKTU79q1a10tRH4R8LqpkVkLKw0WMzMz3Lx5kx07dtDS0vLQmv5IqWXSl8BxsoqrP5xAyOdJTuhxuSJoAUmxX67ELLWPLUU6k4GtSeqq7KSuZ3APhxXL0eQSlcXVF1hW1yJf3OpO1JLICICoJKqtt37GcdyB74IPz3CIbF6gpch/uzQ4oKnoojb4l/eotGlpPOVQVmJc971odTqCwSB+nw+VU7pmpW5rmLq3gEYllqgjMhpP1jJ7zs9k3xxqgWXbVO+VCcIcLT01Za1h154dw965vC9Q1/+xjdmzfqb6Asp721h4XfL9xXCeqmXmrJ8bL0j1J8X3T/X7EUWBhpM1eDwejHvU5O/rcZ+Xij9lsjJdVP9iaTFgai5dgWvptjM7NIapUH/f2mPH1RfA1RcgJ4K1xUAe6fuzpUBmimtiDn6shfHeAFPnQ2w9bcdsyuD6QYjaXXqc79AweSHM5X8co+WYhboDBs5/Y5KqNgOPfqadO32BkloY2UpW3WqQalZEkfo9akbPJmlobKZtSwWvvDDB7AtRHv/MdiVqWa6TudHnJyuIjA8v0Npl482/ukWJXe4qkJlvP3OTbZ1VvP/JXQz2ebhWKPYf7Pdwrd9DjjyhUIpaDDzx0e1c7p/lSr9U3CmnldVh5D0f3cFA/yyX+qWeKLkCuRGBC/0znOhu4nz/NH/1l9cwW3V8qIwS8z+//iaGhobYvXv3hi2nIDWlfPe7380f/dEf8fnPfx5BEPjyl7/M2NgYW7Zs2fDxlqKyspKnnnqKp556asVtXn311bL3NzU18d3vfveBz+ENbA4ajWbFPhAyRFHk9u3bzMzMcODAgU0l5MlYSZGRm+D99Z9eo7PboYyF33tmlJSwSHwqitYvS9QZUSSRSDA3F6e+oYG7l0stvLUtRrp+Vdr2Zp+P0ZG5xboacfU+Z8VYyYImo/95l7IQEnQlOF3obbUe7CwsRJpMJoI2lVJX4/P50LRIjTgbzRbufDtCU1elotRoVnFTjBU1F14LY70B9n5ssUbn+vOTJWqPZklfmqXYDOlxnKgllvKi3pJEbzCRvCMSGAmTzauW1dXAgyWhFUMmM+2/vpP5yx5mzwVYuBEHdDSdaiKbzeKeckttCRYWUGvU5ON5EvEElfrlDRpXUm/EvChZ5cQ8jQ2NqNQqRaX5RcDY2JiSvGY0lq/JXgmiKPK1r32N//yf/zM/+MEP6O7uBiR74cTExC90E8xivG4UmbWw1FomiiKjo6OMjo5y4MABWltbN/yh3Vkl8URQCUrx+9T0FCpB4MAn22k4bQdEpodD3O2fYyU72ZZyFyRRJBgMEovFcDgc2Gw2YnkB4x4r471zjMtWpA34a0GqIZHrSGaXJKusBsdxB5aCTW0pgVoJNXtsmJuN3D9TUFLOztFyup7qqipq7XaiN/JoNBosXXrSzjjhUJipq8GSgX6qP6CQJaWY/lppB3JFLTq5aFcLuhLLyE7N3lI1pBgycbn+wmTZ+91DYeU2SKQlHsySXWopy6twD4e4+c8T5EWRhsZGWnoczA6HyYmL28p9gIZfmKKp274sRvl+b4C6AumSiWdrj51AQYlp7bEr3xuZDGdEqfZFnoZsLRpQs4DeqkWj1eJw1HLone2YTWZ811LcPOMjlkwQKljQ2goWNJnMeF0x/K4YO07bQYTBl6cIh8MceqyV+xcjjPT5sLcYsLcYSyYeMpmZnYzinYzxzs9IxYTFE6LhPi9X+txs66wiX1iGK04rO9Bdz62RAO7JKL/yO7sBKW75cHcjh7sbuTESYGYywsee3AugWMnyiFwfkX6z7//oTiWt7EL/DHlg795amlosnC8U+8tqzCd/cztDQ0Ps2rVrUyTm+vXrvPOd7+Tzn/+8QmJktLe3b2pV/Q384mAta1kmk+HKlSv4/X6OHz/+QCRmpeeTSUw+n1/Wu2xLl42ubgdd3Q7uDc+TEvJc6ndzqb8oyjaf5/wPx0mn0zidTsWfv5YFrbiuRk5BW4oHsaCFQqkVLWi3i1IWy6LQr8ZutxO6o8bRqcFoNJJKpUrqavL5fIkFbaPEZTXoWwyKUpMUYXooVGJBexhqTSqVIhyJYDKZqLXbcZxwKGqNq2+OK8+MK7U1MjabhLa0AaeMYrVG3s43ECR8O6VY0NQuNSKSBW1iYoLxn4yj36Mv+S4vtZ3l83ncbjeiKGI2rd+58vMCmcQcOnRoUyTmG9/4Bl/84hf5/ve/r5AYkBY7ftEjl4vxc/OtKL54P8yBYWlDTBmCIJAX88xMz2A2mzGZTAhIKk19Tw36rsWJ4eXnl0f/LoWctBEKhaQOx0Vf2q2n7TR0S/9mh0NrXhxXQqJQ73G/N8D93sCyyX05tQckZafuRC1Xn5tmfmLtBnqNp+w0nrJz/8wcCxOSHzgWiyl9VHa+bQuNjY20trai0elRG1Xc+tEULpeLQCBAJpMpkTyzOQGdRbush00x2ZHtYpNF28iqyiLZCSi2sMVzlSxqy8mJQG2nteQ9muwLLLOJgXQxrX2iAkFQkRnToVapmOibw1HYtniAyIgCsWBG+VsmM0OF70hLj71k8Bor9IKxthoYLzynTGauFPY5WFjhk78XW0/beaVQYHq4EK98r1dqGrrzl+qI+EUyQQ2nfmMrWp2WsXMLTE9NU9kWJx6PM/TTWWpa9NS0Ghjt9WPfLZBKp4lOVKLT6cgiMjkcYldPrUJgisnM95+5jaPVSG2LkZElfWO6euqYmYwwPrJAV08d+3vqudbn4VqfhwM99UxPhvnbZ27w4d/ZQ0OLiauFpDI5enmgf5adnXYaW81c6ndztLuRo92NvPjNUaYmw/x6oZfMQEGdOd7tZHhEarh5vNvJqVNSUb9MZj71WzsYGhpi586dSrf7jeDWrVs88cQTfPazn+WLX/ziv5kVrjewiAexlsViMS5cuIAgCBw/fnzDk5WVnq/YWlZMYpaS6sF+Dwe6F8l7MamZnYxwYyTAQO8MP/3hXfKiyMnH20vilWXItW7FkH/3u3scJaTmB9+8x/RkpITUrNqjZhU491kVUuOdjJVY0FZDMcmZm5sjkUzS0NBAXV2dUrAu19V4w0G0W8DSqSKbyy2rqynGRmppyuHQZ9oVYhMLZhRSs/S461VrEokE7tlZKisrqa6pAUFYptYYd9lo/1Bb4bhzSm1NOTwMtUYmNcmUBv02e4kFraLCTGtLK42NjajVasWCNjszSzKZLLGgiaKI2+1GEAQaGhqW/Q47/33nhs7r9Ybx8XGmpqY4dOjQhuOjRVHkW9/6Fp///Of5+7//ex599NHX5iR/TvC6sZatNzs/EokwODiI0Wjk+PHjr0lqhYjInTMBqncL1NbWYjKb8It+8mJhtaugwjQWZFvvcIg0EqnZUeZiky/8IPP5PJn7era/aeViN+Oexex6KJWiJ5Zc3CZ6lxcOdnxEkuE9Z/3MDIU59plSVt68ZPti25qx2UCFWlTsUJN9gRJb2VJi1HjKzo1vxrn141kqt6VwOBzMTy8SIbVajU6no+vjjcyc9ZMZy+JPJ8hl00xMTEgdhA0GxB4i22gAAOouSURBVLzIro8UakZ6pUJ9W9vyRn77/492Zs4GmOydo+W09N4Xk53Zc35mr5WqLEAJOSlWu5yn7NLxiu6XI7Kn+6X7s7k80WiU2gozTW+rZbp/sbhS6RXTH8DVN6dEMx9+sp2JvoBS55ItqCrFa6itPfYSVQYkFWa8L8DWgs86FsxgKrgU5HhlgDu9AZxdVkXtkGti7vUGyApIdjFAq9HS9ZYm7vQFyEyL1B0y4BX9eEdCdLy7AoPegOtKjND5PIfe1srYhSAvFaKV3/aZbdzo87O7QGZu9Pn56Qv3qWkx0NplRUSkq8fBcJ9PITM/fGGM28/M894nJZXmWp+XfUVk5p9euEt9qwkHIlf63RwqkJer/R4yBc1JLEQzH+1uVKKXs+RxtpjJIzLQP6MoMd/65k3CoRSf+p39wKKV7FQhoew3fms7165dY+fOnZvqp3Lnzh2eeOIJPvnJT/Kf/tN/eoPEvIGyWCmIJhAIcO3aNZqbm9mxY8dD+/6oVCrS6fRiUX8+r5CYr/3Z0Ir7LVVL6lqM7H5/FR6Ph+SomsmxFLrzEkGoEJevca6kzhSTnN09DrJ9Il09ddzs8zHY72F8JEhayHGgu74scVkvyalpNZQoMC9/5R6pwnUj6EpQ11pKEkVRVBKuLGaz0lTwdt9ig2ir1UrY5qfpoJ5YLIaqLY4mJmLcLWI0Gjnz/AS5YJYsIh2FRc+NqDWrbWvrtCrxzoPPT5IPZZQGnBphbZtZLBbD5/ORHdNRWVlaF1xuX7meJpGV7OiuvjkCIyEqbBoaTy1utxmbGaxNgpIpDZBl9py0XfRuhj1vaiWbzRKPxwlkA8xMz6DWqMndy5HNZDGpTNTX1eO/6N90xPPrEffv32dycnJTJAbge9/7Hv/+3/97vvOd7/CWt7zlNTjDny+8rhSZ1S70csH4wMAAdXV1HDx4cMMkZj2JZaIo4vf5SaVTSo69mJda8MkkZmk8pKHLopCaO30B5opSS+6+6iMSCaNSqWhsbFyXDaW+2059tx3PRJzJoRBjRc+3Xim6/lQtlr1W7vfNcX8DUc2yTc3VFyBUJn2lqej5Xb1z1D1mIplIkL1vwHclueJxnadqaX2kgdC9LHqTTQlMCAaDBENBZt1uQqEQjmM24sEsmTJF/tJxpOcfeb58otn+32nH1VuqsjhP2ZX9Jgt1LPLf8mNyHLLyOrvtUgLMUIi6Y1Zqa2sRBIHmHkk1my96b2QyGJqMK4SotVDfIqOrUNxfXD+VFSk5jqzEyI1ZT35WSoopVmJ+WlBithaIXHFRv28yTsAVZ1uPnR09dqWof0ePHUEQ6Pv6LEajkcf+fQex+5WkM2nsOyXF6dXn7hNJJmjcY1IIEkhWMoAsecKhNHt6HHSWNL6UBpcfvzBOXYuRrZ02hgoTm/09dcrtrCASDqUQgUOFNDKZzExNhrkzMs+hngaOdEuE41L/LEe7G3FNhrg1EuBId6NS6D/QP0N//xRNLWZ2dtYs6xED8Mn/YwfXrl2jo6NjUyRmfHycJ554go985CP8l//yX94gMW9gRSy1eomiyMTEBIODg+zatYuOjo6H+v2Rny+fz5PL5RBFEZVKhSAISl8lWE5cgBJ1Jp3OMDs7i9VqpcKoV9QakJrRyha0pVhNnSnG7h5HiQVtsN+zYQvaaiSnWK0JhVIlao28mp/NZonfr0SlLq3hKSZEctF0XV0d6SmTUmzt8/nAmqb9g0ZqDlYwesa3plqzWUuapcWgqDVQakFbCldfgHQqjc/rxeFwoKuo2LBFTY50ltUaOf1sNbVmKcrZzNYiQbJaU324Ho1Zp1jQpr7lw2Qy0dbWRlVVFZl0Bs12DclkUiKj6dSmejW9HjExMYHL5eLQoUOb6vP1D//wD/z2b/82L7zwAm9/+9tfgzP8+cPrisisBFEUmZqSJq7bt2/f9MBwvc+r/FuKO71+xLzI7OwsyVRSIjCI5MW80n9cKKqHKae8NPbU0NhTQxqR231+brziJhIO03TCRn1d3Zok5t6Si5apxcCBJwuT2b7VYx1XQsMpebV/jpnh9dfP1J+sJZkTGOstf1ETRZFYLEYsGmP7L7fS+kgD7qEwqfziayxXt2LfawVBYHYgSnV1NeKEZEUzGgzE4nGmJifRtQgkEgnGXvEiiuKy4zhP2cnlBbL5FchOtx1Xb6CE0Mj7Acwu6UMDkmqTKbKfJZNJFsJRbDsNRG8ukuz7vQEcnVYsLYYSopLNQ06UHpfR2mOnv6jHQLHyIg9Q1haDorSARGZmhkNsKQyIxQPj7d4AjV1WckVKDCzGK1e3GqhuNZQQGPl2FpEmWcURIZlMMXstTUtrCwarmUQ8TzqTxtQSJxQKcflHLrYeNiGKIt9/WkrleuLJHYwULB3FZCZLvtDLBfYXamEWCUyebz1zA4APPSnVw8h9YwCee3aEhhYzH31yD5cLkyaZzHzt2SGcLWY+/jtdygTtWLeTickQN0cCHO92KuTlXP805/qnOdndxKd+u4PBwUF27NiB07nxolCXy8U73vEO3vOe9/Df/tt/e6MG5t84NpKomc/nuXHjBuPj4xw5cmRT37+1oFKpyGazir1MJjF/+adXONhdz8Huegb6Z/7/7L15eFvnfeX/uSDABSAILuBOgqRI7SK1S7ZF0nYcO96XNIsTOWn2qWWnmXSSX5KmzzSZTqeZNNMljeW0ybRObctpvcSO7diOHC8EZFkLRXGTKJISSXAHuAAkAGK/vz8u7uUFCK6WE2Wi8zx6RID3XlyC4Pu+5z3ne750tDsJknzxd/z1/rhaTZgnOXX1BXEWtBeOdNPZPhFXV7MSdUbG+2VBUx+rJjVjAx7On3XS3+pn4pIWQaNZec8aQWDbB4oxm81UVFRgzMxUNtyi5TOkrROUupo3ftRLGDEpqUnEaixpcqSzbEE7/ridyQGfQmz8fj+66gBFxcXLWhVXalFTExvpvEmlb42MxepjVoJktTYVH14XV1sTjmgYPuZkyOogMgmVlZWUlJSQmppKwB9QLGiuaZeiSP6+ob+/n/7+/jWTmF/96ld8/vOf52c/+xn33HPP+3CHv5+44mfoaDRKR0eHksDwXuphyq/PU/51WMfpa5tWSE0kEiG9ag5Nikbqe6JJQUBgaHCItqNDRCJhJdJ1KVywOql9oBzjjlRmZz24BkQmOqNJm5FdSjK4rUsyuMn1Mx5XaAHZWQyXVANY8QEzcxFIzdIpr5k4wCXa1vqaJjBa9JTVm7nYNBlHaKIRqQAvEo1QUlpCqk7yVMvpYergAnX0s2LJOmCm7IDU2X6qfw6dVovJZKKkuBjNUBbp6elk1aUyOztL20uXcPTMkLtTrwxcA9ZJsmL3Ju8kJf48pfVmRttm4sgJQCgqsOvBavpVu07y1+X1Zvqtk/S8MUbXr4fIyMhgw81lCEL8+6Wuc+m3TijkRVFdYo/lbtBq97xc3D/c5qai0awQFvn30tM0wYGHq+N+z9UqJaY6psT0JCgxQ21uRYmB+YhlgFcf6WFDg5lNDfmIIjS/2k9hbQpGo5FXf3yJFE0Kt395A5lGI5WVlWy/sZioKHLm9SEm3dPo9FLoRTQaobahII7MXGibZMzu4eaDkoXxbKwJJsArT0r3/NFDW5S/nd2xxdIZ2xjhWOxyNGYn21tfrETGyt+T/+JkNebpI+cptRj53IPb48iLTGhkErN+/XrKyuYVmpVieHiYO+64g1tvvZUf/vCHV0nMVSwLrVZLOBwmEAhw8uRJZmZmuO666xSCcDkhiiIZGRlMTEzQ3NzM0NAQc3ML6xp31RdRU5ujkJrHH23Hbndzwjoc64oe4MAtVUkXwsksaB8+tClOrZFJzUrVGVhoQcu3GLjhgUrlNeVoZ1i9OiMjEAiiyw6x95N57LqtAgGB7rapJetqlgoMSNFqyc3NpaysjMBgJjUHcvF6vYiW2bi6mgtNTkWtgfdWS5NMrdly0EJJfR5zc3OMdfoI9usZObUwpvpyJKEppKZcj7HcEKfWrBRrqbXJ2mHGVxQmsy4XjSad0eOTTJ6eZe58hKysLCwWC5nGTPx+P65dLo4dO0ZXVxeTk5OLxpFfSRgYGKCvr49du3aticS8/vrrfOYzn+GnP/0pH/nIR96HO/z9xRU1SyfufMkTg8fj4dprr1UmjMuB8uvzyNwhDeItbwwx3OsiM1PyY8qpLxaLhdzcXKKRKOlVc9gH7ExMTBBOKFZXQwSmpqaYnJxk3c0lGHdIi/vF5OhkxGUxmGpNlDRI9RBnHo8PGOhL0mgrMTlNGgylWouhVveisc6Jj8tiIQR+UaD7LScjIyNMnw1hNBrRpsSXWZXVm+drR84uHPjUrxmOSvaqSyqSJAgC1TeVSF3W76ghNd2AfybKhd+M0t/fz/j4OMFgkJLrcpTXAxhunVnQP0eujelPIpXLpEVNYgBydqTh9XiITmupiXW0l7+X2MFZfn8SLWUwT2bkJDI1sTRZ9BTWmZQJSyYzb6muX63qBXMhSU0MSGRGVmJK6kxxSozyHseUmC6rVOOVvV7ayZ29lEZUA/psnUIktjbkc/7YJAaDgX23VuK0R5lzpbD3HjN+v59jL/VKiqXfz2tP9NJiG+PehzZRaMmk1TrOjtgC5qx1nLAgKioNwK76Ys7EFikRopxrdyIictdBqafRKUWNKaY9Vrx/3yelWpuTscL+EFGm3X7lfVCrMQD/+uQHaWlpoaamhvLy8gW/8+UwNjbG7bffzvXXX8/hw4evkpirWBHkYv/jx4+Tnp7O/v37lXqMywm5qD8vL48DBw5QVFSE0+nk2LFj/MVDLzA9PS3tVIOibsI8qfnQ/evweDycPTXBoD3A2VPSeLGcBU2NCNH31YIm34862jkRi5Ecn2+OkZER0tLSMZslK/DGRnOcWvPiI92KBW05JKo1cl1NSUkJlZWVpKenEwwG0VRKgQEZ67UU7JUCVAbaXJdVrRFFkYmJCXQbo+TUmbDcIL2ParVGxuXsWyOTGlmtmd84nFyg1iRiNepNJBphZGQEvV5Pfn4+usIsRa2Z7vMTjmhwnHApjThvuOEGNm7cqCigb731Fq2trYyMjEiBAVcY7HY7ly5dYteuXYs2a18Kb7/9Np/85Cd55JFHuP/++9+HO/z9xhU7U7vdbo4fP45er2ffvn2kp6evuoPyUuhokgZZ0/YUhCovEZ2Gkc4w7dZxqSZGAE2KBkOmAUOmgcqKSvLz8xFFEY/Xy8DAAA6Hg/bfjFBTnwtAVIzi9XjweDxxEZaljXmUNuYx2jYj2c5WMLglQr1DX9JgxuMOEQR6lulZkwwl9WZSTTouxYrLV4L8WhOF+4zMzsww1RElM9NAhWqHrD+hkD4UhTSTblFrmgy5MeSlJMcJgoBOp2Pvl9djMmUT7tejS03F7/dLMvPICG63m0A4SppJR5/qGgPWScrrzQoJkUmLmkiV15sZaXUTjq223W43TucEaYZMRE1KnE2svN5MmkmnFGPKiIgxS1lCHdNQq5tIwrGXrFJBflWjWSGw8gQUBtJNugVGEPn3nkyJGbf7sC+ixGxoMCcoMSLNr/QTjUbZfVslfe0uABpjO6JyLczWhnzeeKKPVus4dz60gcJKI8OdYQ7csR6TKYvRc2HmwgF8AT/TbhcTExNs3JOFHDWzo6GQrli08q0HJVukTGB21Rfz+KPtAHziwa0AnLaOsjdmM/vFkQsctw3zqQelNJoTsdjl/fUl/MujLdjtM3wu1gBTXRdzXX0ZX3hwE2fOnKG6unpNJMbhcHDHHXewb98+fvKTn8R1xL6KP2wsZy2bnp4mHA5TXl7O9u3bL/tnRy7oV8crZ2RkUF5ezu7du7n++usxmUwEgkGGhocZtNvx+Xxs25OjkJpIJMLI8DDrd2ZiMGbyiUPS399yFrSlSI7aggbwwpFu7PaZOFKzWgvaloaCOAtai21MsaCpkajOzM56GBsbw2zOi/UokZ5P7FmjJjVtVkecWrPAZsbiak3PsSlSU1MpLCxUutuX79ZLdTWWWdKrNeTtSpP6B71HtUYExsfHpVSvvgzl81Ua61e25aCF0gYzF2MblEvV1iRipaRHhkxq5sJCnFrjsvvWbDsbbBpndnYWg8GA2WxeYGHLKMmMq60ZOTZBSkoK+fn5bNmyhYaGBvbs2UNmZiaDg4M0NTVx6tQp+vr68Hg8v3ML2uDgIBcvXmTXrl2YTAt73i2HY8eO8fGPf5y///u/59Of/vTVes0kuCKJzOjoKCdPnqSiooLa2lrlD3exdJi1QAQKN2uYmp6mpKQEQ42BssYcRBF+ffhiXAMxkCYzebcgO9tEUVERKSkpzM3N0d/fz+joKIODg0SjUUpLS9HpdHQlDByZ2zMpiy1ILzQ5mVii5iWZhUw92JlqTZTGAgZ6EgIGVgJ9uZ7S2KJ+JWQmFAozMjJC2YE89HoDA60zyqJ6MWw7aKE8Zk1rSVKcL6O8wUx5gxnbjy4RWmTMKW8wo03Rcu7JabJi3e0NBgNerxe32012o1RX0/vG+IIOwuWKarOwRkiOUD7/60Gmp6cpKSlGp9UpBEsmM5eaJqg7aKGiwbzAErj9gfhCftlSJp8HkjomW8pkyGTmVExd2/0p6Trz5MXMQJtbUSDWq5QYkNLJSutMygSsJjPnrE4++FCNpMREo2TVSJHQMxd1nD82SUVdNrLrbmvMs37O6qTVOk5EmFdSamPfa7c62H59MZPjIbzTAnd8bhMZ+gy6T88wPj6OqWyOd169yDu/GaB6Ww6FFgMttjF2qaxkJ23DbKzNU34emcCctkrJZGFEpf5nf6xO5oRtBJttkK21ZsosxjgrmUxmvnhoM2fOnGHdunVYLPPN6FaKiYkJ7rrrLrZt28Zjjz2mBItcxVUsBVEU6e3tpbu7G4CqqqrLvshQkxh1Ub8aOp2O9tYZLvWEGR3WMdQrpZmNjo0xMDCAx+OhwBIiIyODoqIi5Xy5nqamVlK31RY0NRZTZ9Qkp66+gEKLQbGYnrKNKhY0WLk6k3is2oLWYhtbYEETRfDP+ZmYmKCoqAj7Wf+iFrREhAVRITYA3W1Ti6o1S5EcecNNrqspLi5Gk5Ki1NVMeGbI3JhKNBpVSE14hW3ue992oq8JEg6HlbCgldTWgOQguFxqzUASx4darQlHhTi1Zimo1ZtgMMjs7CxF1+SSl7eweWcy5O6J/zwKgkBWVhbV1dXs37+f+vp6iouLcblcnDhx4ndqQRscHKS3t5edO3euicScOHGCj3zkI/zN3/wNX/jCF66SmEVwRREZURTp7u6ms7OTHTt2LJgYLpciE41E8MzOMjc3R1lZGWnp6dKIKIpYrs8lc4ceS2MuHVYHHVYHjoF5L+oF6wQbGvJJT08nLy+PLFMWBQUF+AN+ZcJxOBzMzMwQjUaT7uiUNeZR1piHzx2iq8lJV5NzWeKyGEob8ihtyCOERGh6kqgsiQvvi00TyiK6tN7MXMziJQ94fQmxzhd+M4LHM4s5z0xOTg5hcZ4ALEdmQCISHleIoGoMSazJgflryvfbn3DtsgYzBbUmQiIMHndLu5C9qWRnZ0v/tqcy6/Hw9j/24PNKPVPk3ZhwFAprTXEqS1/TBJaGPPSbRQKBIOG+DEZOeJTvywpToo1PJjOXVO+THLUsk5nKhPqX3qYJcix6ilWWMpDIjMcdUvZD5d95b9OEYimD+fdZJjNHH7nIepUSoyYzl9qmFbIQFUVOv9KHRtCw+7ZKLrW7cNi9bGrMZ0tDvkqJKWDU7sFh93LjQalTvVILEyMzLbYxCioMFFoMdBxzsvcDEpl0DaYzPqAlmiIwF5jDVOajaF0Uv99P89vD7KqX+sd0t0+xq76IPbFaGJDIjN0+w4W2Se795Ab215coPWL215fQZ3dht8+wP6GwHyQ15ouHNtPc3ExVVRUVFSvvAC5jenqae+65h3Xr1vHkk0++L3HuV/H7j8QFRDgcprW1laGhIfbs2QNw2VOV1P1hgKQkBuCH3zvFnoZi9jQUIyDQdcGFzpDB6JAWY2YmwVAIBEEaG1/rJRgMKtc8bRtlT31xHKkpsmQq4RpyA1pYuQWtrr4gzoImk5rLYUGT1RqAM9Yxnv5RJzNBHyUlJej1CyP71Viq7kZtQQM4+mSfotbIWLL5pgr9J2fJyMigrKwMi8WCTqcjf1sKomWWlHVzGDbolLoamdjIUCefRSIRZmclJUruu7IU1POKTGq2HJzvQSarNcnwXtWa1BJDnFojp58NWCc595Q9abpZIBCQrIDpaeTm5q74tfb+f5uX/H56ejplZWXs3Lnzd2pBGxoaoqenh507d66pXq65uZkPf/jDfPe73+XQoUNXScwSuKKITGdnJ2NjY1xzzTXk5y/cVVmq8dhyeOqvJUtLKBhkcEhaCJWVlpKSkoIos3RBnUsGlsZcLI25BIQo7bF+GYkIhUI4HU6yTdkEBjPJijXa8ng8uN1uhoeHcblchEKhuPPOW51xCs1Am5uAsDYJtKdpAr0lg7KYQmNvcy+oj6lahhTJuzhyx2EJIi6XC6/Xx8YPlsYVqFU2zneuf+tHFwmobr0vyWApkxS17K22osnnyOqJTGbKV3BMRWM+RqORwsJCau+sJn+bkZAIXQl1NWUHcrA0mJWGoQCOcQdzc3NsvtVCSkoKw23uuPuyNJjxukMkfurCsS7NalQ2mBlsdceZNOT33TXgS2op626aoD4Ws6xWYhwDUpRydWNeXE0MQFiAkiRKzAWVEgPSRGhcJ8WIu3q0nLNNUFGXjbnCoBAYkJSYNus4BRapyWWH1RGnxEivGeVS2zS1DQVsVzXA3N5QyLDdQ/+5Ga65uZLrb9/A9FA6mZmZVG1NY2Zmhmf/tQOTWUPlJiOnrdJCRiYzvzhygRJLJuvrcpVaGJnMPH3kPGUWI6UxJQbiI5a/9NAWzpw5Q1VVFZWVlawWbrebe++9l+LiYv7zP/+T1CSNAK/iKhIxNzfHyZMnCQQCcUX9l5PIqPvDCIKw4nqtiCCyvi6PPfXFrNuazrNH+kkz6hkd0lFcXEyKRkP5eg39AwOMjo0RCMzH2sqbCzKpiSJy/4Nb4kjNStQZGZfDgpYIuenu5gNm8jZEyavWYjQaOXdqSlFrZKw1MGBjo5m8Cj23PFwTe03HAlKjxlJqjVarJS09neLiYiorK8nOziYSiaCp9EKFh6k5Lzs/X0yXitRcaHISDksOCI1GIyk8SX7/yeKek21+yuln2ao5WFZr1FitzUxGMhK05Us188RmOrxArfH7/YyOjpKTk0NG+uIENFntzWqwnAXt5MmT74sFbXh4mO7u7jWTmNbWVu655x6+9a1v8ZWvfOUqiVkGVxSRqays5Jprrlm0QdB7tZbN+XwMDQ2RaTCQaTSCICCKIh02J9saCkj2UWm3OkivSKOiUdox6Gubpt3qQETE7Xbj9XjJz88nJycHAdh8fYFSEJhtMpGVlYXf72doaIgZ9wyTU5P4A1K/lU2xQbWsMY+s7dLPfN7q5Pwy3Y57miaoaYyXYeXFbllDHjm1WXRbJ+KSq1YCecALIS2qJyYmcbtdGI1GJVs/EZaYSiLflwz1oCirFJaGefIzkMTmJZ9TXm8mJCL10EkgRepjAAYTrtNnnUSn07HpQxayTSZC/XomW4Okb4zS3y/V1ZjqdAy1unHNegiFQpSWlKLT6ggj1fWoFa1LVpVNLOH9vObh6jhi1ts0QXFdfENTmG+GKRMVmcy8kVDcL1/jQpNUwJ9TkUG3qiYG4NeP9ALzE2WiEqNEM1+Xw+lX+knVpbL71koutU/HKTEgEZgtDfmM2j30tbnY0pCvEBiYV2KePSz1X7rnoY1KrLJMZl598iKFFQbW1eUoi5ndjSVcbPNRXFyMITsLjS6FiBileF0Ul9vF26/1MuvxEBQjuNwBosJ8Ktl8YX+EKbefCGJSJeZLD22hubmZioqKNZGY2dlZPvzhD5Odnc1zzz1HWlra8iddxR88pqenOX78OFlZWezdu5fU1FSFaKxmbnryr9uUf4mQlZhIJLKoCiPjh987teC5fdcVM+4Yx+PxsGG7mWtvtLCnoZgXnr1ET+8sgwMahgdT6O2YIxCQYm2HYyEe269ZuNCXSU1NbY5Cah5/tH1BXc37YUGTiYsakUiEkdFRopEIRqOR2huKlMAAg0kXZ0Fba5yzDLmeRlZr2qwOXnykm2G7Z9VqjUajYbjFz67bKqmsrFQ2ax0OB2L5DOkbwxg3pxOORDjzSj/Ozii+SUH5/a+mT00i5PlITWq2HLQo89dSak0iktnMliJBhs3ZCqkBGDnr4sLRIYK9Orwd8Ru8a+lNs1Iks6CVlJRcdgvayMgIFy5cYOfOneTk5Kz6/M7OTu666y6++tWv8vWvf/0qiVkBrigiYzQal9wVfS/WMrfbzejoKHlms+TFjHVFXsmHRF7QVTTmYtxuQETk5Gv9tFnHMRqNixIvQaPBaDRSVFSEf9BARkYG4XCY0dFR3C43ExMT+Obm7U+WxjylY729za0Qmt41DGDlqgadA0v0j0m0tPU0TZBRnoF2Qxj7uzM4mwS02uWLV+WBrKdpIi7NREalaqALiVJhe0/TxJLWtP0PxTeETERIhKIEq5b6XiwNZrQpKUxcCMZk/vm6mjRLlHA4jKtTJBQOKfHAO2L1LmrSUhlLHpOfV79eZYLCkqi6yD/froT6lxALi/vl3/GE3Ut1Y55iI5PJTEgQyTDpFNvYxgQlxlKXDUDn2+OMjIxQtc/I1AUNnTbnAiVGJjNt1nHyLXoq6kx0qKxkHSolprIuO65JprpHjNsdQERUFjHqRcsTj7YjCAJ3f2ojBoOBicFUGm5eR4pGw3881oPL5eID9+bh9/s5/vagQmb+5dEWgLjCfnVdzH95eCvNzc1YLBaqqqpYLbxeLx/96EdJS0vj+eeff18Spq7i/y0IgsDQ0BCnT5+murqarVu3xu2Sv5dEzW986KhCatRF/cuRmL/73gmO2YaUfydsI4jRKCOjI9KOfr8mzo5UUmHkgUO17GkoJkWTQk/PDOlZmYwM6cjMzCQUCjFotzM0NIT16CXCkUhcJUeiBQ1QiI26rmYtFjQgzoK2GKLRKMPDw2i1WiYupix4f258oCrOgiaTmmcPdy0bGLAYEtWa0u0mDsTmiZWoNclIjlxzq9frqaiooKSkhNHWIP65OYQKD9nbtYRTBLLL05Na0JbDe1Fr5CQ0GcmIy1oxOxcmXKyh+EARaWnpjLZKLRJW2oTzcuL9sKCNjIzQ1dXFjh071kRiurq6uPPOO3nwwQf5i7/4i6skZoW4oojMShqPrXayiEajnD9/nqnJSYpLSjAajUTFWIvLBCvZiq4nRklbH8S4DcjKIKLVLGo7U0MQBGpvKqGwoJDKikr0Bj0iIg6Hg/4BqTmZ1+tFjEbxClH2fbkSkBQap331jTBBIjM+RNKydXQ3TdAd231JjHxWPxZFkYyaINFIhE23VeCbCRMGeq3zRe+VquMTCwkrGswEmV98L4btD1iUwbE5oQZFDfmYt//pYtLBVH7Ni00TnE5ynbAI6dk6LjZNoNXqMBgMOFr8FO3NZN2NBdLA9eshWl68hGGziM/no6JeIoFvJ8Qty2RmuM0d9x5UNpqxt7nj7Gfyezqkam65TqW6AOz9lJSupSZzYUEkp2Je/ZLJzDtPSD/bNbEJ9EJsct3YYKavbRqn3cuGRjM112YzOztLRnoG+QX5jA16GE+ixACEiSpKzLYYWVcTmGcPn4+zkrXGrGQA/3H4HAB/dGiTcq/yYuWlIz2EiFJTm6sQoD31xYBAx6lptBnpZOfqMZqyyDQYWL81g5mZGY6+fB63z4PBqFOUpUQ15mc//xDNzc2Ul5ezbt06Vou5uTk+/vGPE41GefHFF5dtKHcVVyGKIufPn+fChQvs2rWLioqKBXPVajfZDn67Tvm6rrGQtiap+e8T/7ONP7/9Df7jf59b0SJGTvUDONs2xtSsm84ODyXFJQgaTVxohhqKBa1Bsi09+2QfaUYDo8OpmEwmIpEIBRaJ2ExOThIOz5enJ7OgJdbVrNaCJjffVJMamdgo5745THZFAINeT2FBAQjCsoEBalJTUKFXiM2Y3ZP0PFiYdAaLqzVyYID0mg4l3nklUFvS0tLS0Gm15G9LITs7G5PJRCgUUupqsmo1pGalKKTmRMJcdznVmiyLHpNFH6fWrBRLhQT4vF48Hg/VNxZizMpSIp1ltUbuVbNUYMBy9TFrxeWwoI2OjtLV1cX27dtXVfMjo6enhzvvvJM//uM/5rvf/e5VErMKXFFEZjmsdrIIhUKcOXOGyclJysrKSE9PR4xG6bQ6lrSSLXq9cEhVfFeKRpNCZWMulTHb2aW2adpt0vldi+zEwHzKSb45n4qKCjx96Wg0GiYnJ+nv78fj8TA7O0vZgWwsjbnMuoOLWs4SFY3upgll8StjxwPllKtqcS4spnCEQszMzKBNSVGSV3JrTYq607uIVU1NhHqbJtgZW2x3N01w+onFSQpIRGTWFSKoGhsSLVwVDWaK6kz0xormFzvG6wolTT2TVZaetxyMjIyQkpJCUVERWcYstt5WQbYpm5l+EQEB54ST/v5+MjZEyN2UQTAaf8FIEhWoR2UpiyMlzCtP6vdKnURWo4pVlsnJhgZznC0wLIjMuueNHPM1MU5Ficmr0NP51hjDIyNUX5vNRBd0WJ2YLQbMFXo6Y59rmcy8+UQfAHc8tF4hLzKZOfrkJQAq67IXWMlareOEhSgG0zzZ2FlfxNnYAiVEFFes18seOZXMNl8X097uYNA+wz0HN6BJSaGr3UtxcTE337GZSwM+Rkd97GvQ43K5OPraBWY9s+y/rpjr6sv4ky9vo7m5mdLSUqqrqxf+opeB3+/nk5/8JD6fj5dffnlNTcmu4g8PgiBgMBi45pprFk1Wei9uASlnRqStSbZVCYDAkf/Vwbdue4Mj/6tjwTl/970TcY8DoSAlFh17ryvCYDDwk38+S5gox2IbADCfBJj4eE9DsUJqBEHgVy8OcanPx+iwjry8PDpOT1NUGWFgYACn00koFGL3gXiioiY1mabUOAtaIqlZjuTIpCZClA8f2sQp2yjvvDFAR/sEQ70ieWbzggbTKwkMkEnNloYCQkQVUvObJ/vWpM7I2NqQH2dBk+7Hoag1MpaqpfHGFvl5eXnk5uZiMpmUBsXZ2dn0vesmkh2ECg+GLSLa0hRCsVYOyyWgJmIl8c8yqZHVGpnUJJ670pAAr8fD+Pg4BtnWnwRqYgPQ/O9DTA34futqzVosaKOjo5w/f57t27evOH1Njb6+Pu68804+9rGP8b3vfe9qD7NV4vfq3VpNjYzP5+Pdd98FYP/+/Wi12vmiflhSidmmqhOQ4ff7efeVPjbuz6GoqGjBB62yMZesWIPNdpuDS23TK7pPAQGtVsvOD1mwlJdTWlZGSkoKbreb/oF+RkdG0W/UUXKd1ETptUd6Fuwm1axwJ6a8MY/c7dJ1EsmM3+9neHgYnU5HYWEhQsLPV96QR3lDHn1tbrpW4KWtbDRT2WhmxhWKCwJINogW1pmobDTHWc3UVjT5nMoERaMyYcCUa1kUsqN6rZL9RlIqffQ+HyBVb4jb7YgAJduzcZ8Di8VCSUkJjtYgAb8foXyWlpf76Dg6xIW3pAV/YsG+/Jz8fE9M/QLYk6C6dCdJIqtpzMNh9yo9YWAhmflAzGbXFVcTIyWQbWg0s26/idnZWYyZmZjz8ggJIv3tLjY1mhXyIpOZMFFm3ME4u5hMZkIxu1gEMY68gERmutonGbF7+FCsR4y8+NhZX8SRR6UF1/1yj5hYIpL89XHbMAcP1VJSYeSkbYR9sYXUSdsIx98ZZltdAVXVeYwOavnAzTVoNBqONQ0y0D9A/Y1SFGVBQcGaSEwwGOTTn/40k5OTvPLKK2uKwryKP1xUVFQsqd6thcgc/HYdZ5pGOROLH4d5V4J6Q63d6ogjNX/7v9/FdmwI2zGJpLz1m4t4vR4abqggJyeHKCKba82KWvPzI+dobR9XSE2iOiP3awKJ1MgWNAGB1hYXFy95GRnSUlhQgCAIeH0++gcGGHc4eOeNgQU71Hd+skYhNmpSc8I2HHfcSi1olXXp5FaFqNhmIi09nVO2UZ463IndHt9weaU9a9qs43EWNDWpSbyn1QQGyJBJjazWqElNMrVmdnYWh8OBwWBQNldk0qPRaMjMzMSQmcm+u2qUuhqv16vU1eTtSsPjDiqkJrFP3UptZsmQqNb4xfmEUzkYaDnbmWd2FofTSWFhITpV6cBS6k3BtfkYyvVUf6wy9r3lY53fLyxnQTtx4gSdnZ1s2bJlTSTGbrdz++23c9ddd/F3f/d3V0nMGnBFvWOXy1o2NTXF8ePHMZvN7Nq1C0EQOGkd4fSx0TXJdbOeWUZGR0jPSMdsNie9RptNGixlhUaXnUKbzUGbbaHCc97qVAr94yAIpKamzkc3llsY64wQDAWx2+2krJtDv0GHqSyNc7Hd+LVArsV564kBxu0+vF4vo6OjzHZrpaL+2M+XWD/T3TRBQZ1EhLqaJhbI28kgk5QLsSJ2YIE1TSYA8vPJggCqljnmYpPUaLJKRXYmB3xUNprxz0kdn00mE6U7pFAG+WdT17ZUNZq51DTJ0AnJmrX9znWUl5dTUZ9LKBRi4KwLbdUcU1NTlOzLpKohjzcT7Gfyz2Jvc7MuprbIqsu7sfcrMYmsyzqxoCcMSGTltUd6WB8b3NUKX6fVSXmdibwKPR1vjjIyMsLGA3k4OqO026TPRXmdSZmIZTLzhkqJkZGoxNzz0EYg3krWah2n2TZKTZ3UIwaIq4s5ZRsh05Sq1BqpCYysxERiqXxqArOvvoTW9nHs9hn21ZdwbX0pAgJnT01y083rufX2LfzV9z6Ez+cjNTWVkZER3nnnHS5cuMDU1NSKijJDoRCf+cxnGBwc5LXXXluTd3kl8Hg8/OVf/iW33norubm5CILAY489tuLzXS4XX/rSl8jPz8dgMHDjjTdy5syZ9+Ver+LyYi01MqIo8r9fvolN9XkgCIzZvfzicBfhWI1Iuyo9UEa71cFAk4uSqIFwS5hfH+2m4/wUGcbMuFrNa2P1ZgClFiOfe3A7++tLOGYborV9fIFaI0NNcvY0FKssaCW0NE/xy6eH0ZuMFBcXo9NqmZubI68swOjYGDOzs3F/j6dtoxRZDHFqTZCIQmqG7LPLqjNTU1NMTU0xMaBj/wfK4yxohRWZSS1oq+lZA5BXoVdIzajdo/Spke/h/VRrXC4Xk5OT+PrS4xb5sDBAQK6rMZvNmLKzKSkpQafTcf5tBymWCKnrg2Rv1zLU5iasUmtWg9WqNWpSk0ytCQQCOCcmKCosxHlmblUhATLU/Wp+10i0oFVVVUlW7owMOjo6Vp2CNjIywh133MHNN9/Mj370o/eFxPwhzEtXFJFZDivZ9RoaGqK5uZkNGzawadMmotEoh/+mmerGPKob8zhlG+VC+6SSkrKUlUxEZM4/JzXbKiwiPW3pomD1pKOvTKOqMZeqxlyOPnmJS23TCtlZKbQ6LWnpaey7fR0VFRVkZWURDocRKjxoKr3M+ebobZvm3CKDVaKULfXAmR84TBUZ6As1tP9mhNmLqaSnpy8YtJKlo1U15lHVmMeMOxgXGd2bUH+jtlTJBKRvieABkOxYxXUmpaZnsWMOPFy9aFhAVaOZcOy4c78ZZXRsjNy8PCbaI6xLIDvy8epz1fUuOp0Ok8lERqaRzLx0Zi6kEAqFGB0dxW63k12jxR8KxQ1aYSDDpIu7/5rGPDzuoLKYl56bf91kPWHOWZ2U12XTpS42bTDzq0d6pK8bzVTtNTI7O0t2djY5ubmEBJGBNhebG8zKBCxPsCGihIWoYgnbpirqVysxMG8lk7+WlZi6+kJ21hfFKTGD9hmG7bPc8UkprrRZZSWz22d45kgXBw/VAvOpZDKZeebIeT7zYB2lFiPHYzu26kXYg39aS0dHB6WlpRw4cIDrr7+e9evXEw6HaW9v5+2336atrY3R0dEFEecg9fv4whe+QG9vL0ePHl3TjtlKMTExwf/4H/9DsRisBtFolDvuuIMjR47w8MMP8/3vfx+Hw8ENN9xAT0/P+3THV3G5sFpFRl3U/7lv7WBzg5mGBywUbc9kzO4hLETpbZ9S6jlkUtPZ4cQ14EcURdIzgEHYlp1P1mAatmND/PjHLQwMzo+xxxNUELVaA1KwxlosaGdOTXD01XGm3TA8mEJ6ejqnrSNSy4GREVxuN5FoVNnQkCGTml31RbjcfoXUvHgk/jMuilC6QYPH46GkpCRpk1q1BS3TlBpHalYT56xGvsXAnQ9tUIiNmtQkU2tWUkujhqLWIKIzCLRZHUz1pzI5Elxxnxp5fkhLk/qvZGVlsef2KvR6PT6fjxRLhJR1cxi3CYQjESXSORmpWQlxWQoZFr1CahwDPiX97GLTBAF/AF11kOKiIjIWST1dDRr/fON7vsblhNPp5NKlS2zfvp0DBw6sOgVtbGyMO+64gwMHDvDP//zP75sS84cwLy0cHa5gLGUtE0WRCxcuMDw8zK5du8jNzVUmCkEQFEttdWMuU5oARKWCwoF2l5L2pEZUjHLytX6Kt6RQXFQaS1Obt3QtV9yvhr4yjboGC31Nk7TZxhlscydXZJDVmoUDSUpKCsYsI5lGP5WVefh8PtJ2epkK+nC73Zx+zcfcWJQDn66MO2/DIoOjiMjc3BymDREsRaWMn/TSH+s4vLFxZTsfRdtNrGswK7U7uiSGPfWgGEKyf8nKzMZFBkyZWPTFVB9zRfJBsKrRvOQxG+7NoeeNMcSLBqqqsnAwEXfuycftzLlDcUSmO6HeRV1vtOdTFi41TTBzAWoaKjn3xhjFe7R4vT5Ov9iLTqtDm6pDp9Ox91Pl9MbI2IZGMxesE5RtNyEiJcnJv5eQIDI54FNUF9lSZntigNwKPRsazHRZnXSpVDxLXTYRQcQ/52dsbIzN1xcw2hZiEOkzKSsxWxvy2dqQT6fVyRtP9JFXoefGg1V0xMIpahsK2NZQwNEnL2Gu0CvxyrISs72hUKmJqanLIYJIi20sTokJE6XYkkkUkeaY+nLaNkqzbZQQUUosmUQEkVMx9eWkbURRYkJEKIipO9fWl3LcNsxx2zDX1pdybX0pf/KntTQ3N1NYWMj69esRBMmGWVBQQEFBAaIoMjMzg9Mp1TV1dnaSnZ1NWloaoiiydetWDh06REdHB2+++SYFBQsto5cTxcXFjI6OUlRUxOnTp9m7d++Kz33mmWd45513ePrpp/nIRz4CwMc+9jE2bNjAX/7lX3LkyJH367avYgVYiVtgJURGjKVlysfKyWSf+9YODt3xCgA+IcylQRcl2zPxE5Zq3E456exwSrZQV4CJ4CyRaYGM9FQs6024BvyEz4bZnJ2LMZLK208OMKzxMuMOsK1WGjcSNwrUpOaEbYSfHzmHBoGwLcqB+rJlLWgRm8j++hJOW0c53+Glf8DPhq25ZGZm4vV6mXG7GRoS0RsMdLd54xLUTttGuf/BLcrjnz96jgL0nLANI4oiQY+fYDCd0tJS2o7HL8DVY5CMWw7OB3+MDXiUjcrJAR8llnmlKlmc81KWNEudiS2xDcqXHulmXV22QmhSWTzNM1GdUZMeUQSfz8u6D0i9fVJTddieGIhLPktT7TEvVVsjQ6vVYjKZMJlMuLOdZGdn4PV6mZidQVshYNgiotfr+c2PeimrMymkRovwnkIC1OdmWfTKY5fLxYWfTVGUksXwoBfwol2FGSZZ7c2VBIfDQXt7O7W1tYrdT7aglZWVEYlEmJqawul00tnZSTgcJi8vj0AgQHl5OVqtlrvuuotdu3bxr//6r8s2O30v+EOYl64oIrPWyULusuzz+di/fz96vZ5IJIIoirGJYuG1qmMF+mpSA5CO9BpjY2NEo1FKSy1oU5K/TYmyv4xk0jZAVUzdGBvwKuqMTlw9C5d9swMtc1x713rm5ubwer20PznNOy/2kpqqk6xEi0iboijinHASCAYpKSknNTWVisZ05oQoiCiDXMoKM93WNZilWOJ2FwFBZPMSu1KywnOpaZLXf3SRmx6er3dItLJVNZpxPG4niFTTs7HRnPQY5+N21HvxPU2SpD0xMcvmm0sZO+3jjR9dVDpCy8ip0LO70awoJxsS0sUuqRSfdarvXWqa4MQTg+RW6DGb88jLg6KiAD1vOZns91HyAQ0jIyHy6wyMnw1w/Ak7uRV6pf6lJ9bjR1Y/rnnAEkdUwohEYv9A6jckk5kIEgGc881x5ugg224oJCsrCzsOBtrc3BZrhtlpdSqTZ5goEUFU3NmyEtNudRAWooQFMU6JUZOZIfss+RX6OPIiLyR+eaSbWXeQj8cWJM0xArOnvpjnjlxgxh3g4KFtwLxlRSYzP3m0hc88KCU3qcmLTGb+/enbOH36NAUFBWzYsCHp2CAIgjJ519TU4Pf7cTqd/OpXv+Ib3/gGqampaLVafvKTn7yvSoyMtLQ0ioqSW2WWwzPPPENhYSEf/vCHlefy8/P52Mc+xhNPPEEgELja6+YKxkpszzKBkdVbaYNt/nN9+OXbePR7zXhtI/SfnCZMFJ9bGtk0xRpCrgjmzHT8U2E0Di2h1AgIMGifYWYmgJFUyi1ZuAb8GMVUSqNwzdZi7Gfd2Biio8OpkBoZMqnZX19C1CZybX0pJ2wjHLMN0dnuZGtt8rE80YJ2wjbC+ro8NKJAZ9ssXe0TbNyWhyk7G6/Xy+zMDBu3ZzI5OYnBYIiLdT5tG6WmNodd9UWEw2Gef7yLgEckNTOd4f4xUklZ1IKWiBbbGPkVeqX5ZgtjBIgq83vaEiaU5SxpalJzzuqgq32SoCCtR1LFhQvRZOqMKIqMjzsIh8OUllYqSlNOhV4hJ51WJ4hRhdikoVmVWiMIApmZktXQla3Bslcilk6nE60lQvrGsBSH3+xnoF2yoQELNjAT1ZqVJKOJotRE2+12k11nouJG6f0btkrpZ+HYLz6R1Ky2N83vEk6nUyExi22OyRa0/Px8RFFkdnYWp9PJI488wlNPPUVaWhrr1q3jG9/4xvtKYuAPY176vbeWyUX90WiU/fv3k5GRoUwWiRPFYqhpzKUmRmzOt0/w5qvd9HT4yDQaFyUxy6F2CWnbUJnGusY81jXmcal9muASuflqyA0M1ZB9s/n5+RTsymbzh0oQBA1tb44y2D3F2NgYs7OzRKLS+xaNRhkbG6Pv5CxZqr498kK6sjGPysY8BtvmBziQlAq1FarbOqGoCCCpLbKScd7qXLI/DMC6xjyK67LoapqICw9Yl6CO5FTolVqTCwmkAiTSIh/T3TTBhSYnc3NzZKwPUVJcTIZeT1WjmeI6E2GSx0LL1zueUPOjrndJfF6yrskLklh8pj4dbXoqQXsmBoMBn8+H1uJhenKO2bk5/AE/IqLyvtnb3HFKjNpCdt0DFcp7CRKZGbd7cdi9+Hw+xsbH0Ov1DLUGFHXQoqqJ2ZpQE3PjQanfSrsqoexCrAv2B2PfS0wo+4/D55SdTrWVDODlIz0UWzKpqc1RrGS7YzaSd23DlFgyWV+Xq1jJ9teXcErV7HJjbV7cDrH6a5nE5OfnL0pikiE9PZ3y8nK++MUv8olPfIKMjAw+9KEP8eUvf5mCggJ+8IMfrOg6vwu0tLSwa9euBfaCffv24fP56O7u/h3d2VWsBMsF0cgkRnYILNYj5sFv7uZnL91F5b4cxmd8TATm8M6G8IwHCfkjDI3NMhj14E4LYkjToRU1hIciaPzStextbmaFIDPuAOUWqZ4xy5RGpD/CZmMukf7Isha0/fUliloDcMw2pFjQ1EhmQdvTUKxY0ARBoP2sm7d/M4V7VkNeXh6RaBTb6324XS6cTic+n9RHbU99McFgkOGREfJL0vnkw9vY3SCNJx3tTsWClmjvSqbOJD6WLWh19QVK881TtlFefTK+vhGWrqVRI4wYR2xkUpMswEBGNBpldHSMvmYPRqNRITHJLGqyBW1jo1npUyP/U2NZtUYQyMjIwGw2U1FRofTqc7lcRMtnSFsnkL1dSzQa5Y0f9eKw++IsaKtRa0Skmia3202wLwOtaoHuF2H3Q9WUxu5NJjUrbcJ5pcDpdNLW1sa2bdtWrPCrU9C+//3vs3nzZqqrq6msrOS6666jurqat99++32+87Xh92Ve+r0iMokFlXKX5dzcXOXNlr2Ii00Up2yj7E3w7cpwRDzU3JHCugPZGAwGutunlMXXaqxkSyFR2s7ZbqC6MY826zht1nEuqtLOVlvMLwjSYm7LraWkZGcipOkYag/S0TTOqZcuYagOMDg4SDQaJctoZNP1i/8hmrcbqWzMW0A0lsKGBjPVsX+XYuqMjJ6mibh6m26FlEjPLfYa8jnrGvNwDviS1thUx46papAsdyPnfZSUlJAWa3Qokyr5uO6Y0qImROsazXjdIRL3VMNASaxmR8aFJqk4X/5ajf0PWNCkaBhvC1FcUkxg0EjJNiPRSISzvx7EPmDH6XQyFwpSWpulpJDJ798rj/QotjNZoTkfU1fMFgNZxTrOvj5Mfn4+2z8o7ab2t7nY3JCvSieb7xOjVmJkBbHd6qDFNsa6mF0MWJBQFhakRnWJVjL5ui53gJ31RQp5kclMiChd7ZPsbiiOK+oHaaHz00dblKJ+YAGZOfRft9Pc3IzZbGbjxo2rDueIRqN885vf5M033+Tdd9/lP/7jPxgZGeG1116jsbFxVdf6bWJ0dJTi4oXjkvzcyMjIgu9dxW8P78VapiYxyzW5lPGzl+7i3YHP0DL+BR74/2rxiiFmxCBEBTJCWkREJn1zjMx5cKVKpEZv0hHxRPGMSw387G1uSa1xBxBdIuWWLIxiqkJqiqMGbMeGOPLUOQYG3Un/JtWkRg4L+PmRcwyoGmAms6ABCqkpqTBSYjHS2uKi90IQ+2CQAzdVIggCzokJXC4XI6OjDA0PM3AhjN4wnyoZRVTUml31RXS0O5XAgOWQjPR8+NAmhdRMu/0EhKhCbNRIlnS2mCVN7lMj19W02MaU2hqQxmMxGmVkRHoNo9HItutXRpg6rU5Kt5sUUjPQ5iJANI7UrEatSdFqycnJoaysjMBgJjUHciUyaZlFVwUVt+sJRyJKA86VhgX0Nk0w5/MpNU0pKSmLkiA50lkmNXKvmqVIzZVQHzMxMaGQmMLClf3+1JiZmeHee++lvLycU6dO8dJLLzE5Ock//dM/sX79+uUv8DvA78u8dEURmdVMFnKX5fXr17N582ZEUYzb7Vot3O4ZPB4PZrOZ3Nxc1jfmYdqRwfrGPE7ZRuhqn2BOSG4daLONL2ozWynkMILU7BSF1ABL2rTU6EwgWgJwzacr2HJLKVlZWUzYRfqavYiIBAIBZmdncblcy3atlRWavjZX0j42i6E4lm62VLpajWLXkuKCR+3eJV8jpyKDxofXJSVXoijicIzjD4Up35FN/7szC4rtYZ7MDCQQou6mCUpiipJ8nvx/TWMeNTHFJ/65WHF+0wQXrBOKdUxWWd55wo6gEdh6Uwk7b6uU+tVcTMV+xofX5yO13IPX46Ht9WGi0WisuN8U9x6olZjSXelkVQUwGAwMtswBEEHEUpe9IJ3sN08mV2JqGwoYsc8yZvcozS6TKTFyUb8M+esnYxHLH39wywIl5oUj0u7MwUPbkhT1d2GzDfLHD9Yt8OrLjx9/5nZOnz5Nbm4umzZtWhOJ+e///b/zi1/8gtdff12JadZoNOzbt499+/at6nq/TczNzSWV6NNjZHxubu63fUtXsQosZi1TF/WvlMQknt94Vxr/9OxGbJfu5+Pf3Iq+XIc3HCIUjaKJCqSmaXAFAvSPuuNIjazWOAPSZycZqdH3pVAaNSikxnZsiNYOR1zgBsRb0EotRj78yY0csw3FpaCpkdiIUyY1cgpaS/MU3V0BfvPyNOkZGczNzZGi0RDw+ymrEZiZmVHmenVggJrUPHeka0m1BhbvWQNQVZetkJoR+2ycWgMrV2cSSU8YUQkMkEjNBBMeN30dfoqLi5b8DCwX96wmNUCcWpOI5dQajUaDyWSiuLiYyspK0tPTCYVCpFT5oMJDxnot+Xsy6Gpy0vREf5xao7aZiaLUSDprs0hJSYni8lgJ5EhnmdhcbJrg2I8uMjngu6LUmsnJSdra2ti6deuaSIzH4+HDH/4wWVlZPPfcc8q4npGRwR133EFJSckyV/jd4PdlXrqiiMxykCeLCxcu0NXVxc6dOykvL39PEwUiTExMMj09hTHTiNGYueAQmdQAnLKNcMo2woh9dkWXX6xeJhlareNc94BFWWxfbJtWFpmJSDbgJdrOZBTvM5BaGSEtLQ2PXY93yEBaWrrSO2ZwcJA5lfUpkUycszrJj/WfOW91cuyJgbjvJw6YskWqpiGPmlgzzYvty/fV2RdrXHne6uSdhNdQQ35/fv2jXqob84hGRcbGxgiFQmRlGVl/Q4FyTKJdDKSJpkQVOiBDJiwQT2LU3+9vcxFOSB4LCyL9ba44a9j6BnOsieX8sRsa85kaCeLoDbL3zmpKSkqousaEPxDgN//aw+zsLEV1OqqvzY77HZgteoxFKbS9MUJhUSHbb5IGvRcfkYhDYjrZlob8WJ8YCYlKTEGFgQKLIe6zlUyJAeISysKxdCC5/8zu+uI4JWba7Y9LZZPJTJAIU+65OKtiIpmRlZjc3Fw2b9686r9jURT567/+a44cOcLRo0fZsGHDqs7/XSMjI4NAILDgeb/fr3z/Kq5cJFrL5I21+FrN1X2mg8Egzc3NeL1e9u3bh9Fo5Cvf3MvrbQdpnfwiJ6c/h75cx5TXjz8UjiM1Q85Z+kMzBIQo+WkZC0iNvc1NdkW6YkErt2Sh70sh0h+hNJqpkJof/7gl7p4utwXNssHArN/L0ICG4UEtWVlZZKSnMzs7yxu/usDM7Cwut5tQOKw01pVRbMnk/ge3sCtGVpZSa5azpBVaDIpaAywgNWqsJt55/f5sTBUCNftNGAwGzh4bX6DWJGKlcc9ynxqZ2Lz4SLei1shYqVqj0WhITU2lsLBQatJ9USIjTqcTsXwGbV6U9fdmS6FKKrVGFEWcTifhUEiJg14OSyWlyWrNloMW5djfNaGZnJyktbWVzZs3r6nWxOv18pGPfASdTsfzzz//ezWW/77MS1cckVlqsJcTX8bHx7nmmmvikskWmyge/V7zotc7aR3B4/EwN+ejtLQUrW6+HibZALa+MY/1jXm4NAH8QlghNcthpY261KhuzCN3u4Gaxjyl+DqRPC1GXNSQe8RkZGSw9UNlrGvMY2TQw9R4kMkeDZWVlbi6UyjdkS5FCg/Y8fl8WPYY4iKFN6lil13uIH6icXa7xHQ09eMwUTJMOqUAfbFYZYCaBjM1MRIQUtUOJZ5T3ZhHeraOc287Of1KH6Io4r2YFvcZqI5FHquJh/I6MdJyoWmCdxLITk1jnoqczL9uVyx5TP5ajRuVhpXSxHQ+pq6onwOpZ0FZTHVJS0sjJyeHvXesIxjQkJKqw+fzMTg4SGaVnzO/ttP61gjF21MxVYfIzMykv9kbe09F9Nk6hSipyUyrdZw7D0kLebUSA3CpbVpRYmQspsSoJ39ZiUmMWAZ47NE2AKWwX93s8pkjXQD8cUJhv/w1wBPP3kFzczPZ2dlrJjHf//73+elPf8rRo0fZsmXL8iddYZCTZRIhP3el7thdhQS1W0C2ksmPV1qrqYbX6+XkyZOkpqayZ8+eRQtqE0mNKxAgEIkQDYjow1qCmRGmgv44UqM36cAPzafGCPgjCyxoW2vNCqnZbMwlIojYjg3x86fOASRVa5KRmiUtaCK89ete/H4/DTdXc+0HLEQEkUiKwLkOLwN9MDujYfeBIuZ8PgbtdtwzM6zbmk4gGCRxRFdb0AAef7Qdu90dR2pWGhgQIRqn1jx1uFOxoMlYiVoT8Ps5/lofqamp5JvNbG0sUNQaQLGgyYEBy2E1ao3cp2alas0F64RCegRBQKvTsfNDFioqKhSrmFxXk7o+SObGVCLRKGdeHaD/5CzTA6JCYlYSErCS2ht1v5rfFaamphQSk8xitRzm5ua4//77iUQivPTSS3G9nn4f8PsyL11RqWVLYW5ujrNnzwKwe/du0tPTF0RYrgbhcJjZmVk278yisLCQlJSFnG6xWhqA6x+oBKCnaZIL7ZP4Y4NR2ipTyFYyIMpkJl+1i65dAQd1u91MTU3h6ktl1wfnJ5+cCj3bGvK52DTJOZsT12iQ2ptKEMVY35wuJw6HA1EUMegNBEMhxKiIoJHe4+LtWaxvMNPTNEG71YFrYG7RmGcZ18TUlh7rBL3tLmWRD8kl8BJVcABICWrqsIEL1gmyy9PJWOfH16HB3asjRVh4TGkC8RDE+P4tNY15DPzIRbawcGfhxoer6bFKDSs3JdjGumPPo5pS1zeYY8c7kxzrVPYp5RSy81Ynm2PxyLc8XEOXdYLpi7DpukJ8c3MMRR2MtXnIsPgwGAwUXpNF/2kPbz3RT16FnusPVtJpddBhdbCtoYCtDfk8f/gCepOOrcSnk9U2FBAWolTWZS+IV97eULigJkZWYuSI5WRKjByxbDSlxjW7lCOWg0Sk3jWx8xIjlgEe+uoOmpubMZlMbNmyZU0k5h/+4R/4p3/6J15//XVqa2tXdf6Vgh07dmC1WpVNGRknTpxAr9f/3ilM/69hpbbnZEX9q4VsYykvL6e6unrFfxOvtx1Uvv5g3ZNMjs+hm9WgFTXoU7T4dCGigohj1EemmEq+QSI1QVcE31AIty5IfloGg/YZRLf0N2upM+Hqk3ZfiwUDwYEwNkHqOTNkn+H+T8RvGqhJTtQmokFQetR0tjv50oM7EaMiDoeDUCjEjR9aH7eLv6dhfs59wT5LZ5u0eTc2EKKwOJ1gMIjL5aLvXACdTsec36/YXGQLmtx8c099MWdsY5ywDdPdPkWQCPvrS5OqM4lQkx6Z1IC0wdnbPkUgtsmWON/Lm5Nzc3OMj42Rnp7OvpsrFlxfDgmQx8YW2xijdg8pooatzG9KrbZPjQxFrWmQmlG/+Eg3huxUAtYodbHXXqlak5aWRnpGBmVlZsLhMOfeHCMYCkF1EL0g4O5OoWhrumI7G25z84GHa1Z07ZXglm//bupjpqamOHv2LJs2bVoTiQkEAhw8eJDZ2Vl+/etfYzQa34e7fH/x+zIvXXGKTDLIRf1yR25Ztoe1kRi/P8DQ0DBabQrFxUVJScxKsb4xj+ztGWyIWai6VKQmEauxmZ1Ncmyc9altMukxAB1WJ4VbNExPTy8p98p1OTPuIB1WB502J/oMPXq9noqKCoqLi0nRpjA3N0d/f7+SgCZGxdjPbmZ9oxm3O7DiMIT1DWZKY/Uz6h0mNRHqsjrZEFNm5LqTS+2uuOtEIxEyquZIS09j+60VOOw+LrW7FtTjrF/mOl1JyI5abZHJiO2JeNVGvt/+Nldcetv6BjN9sX486mPH7VKfHnnykAv5X35kvqmUTJa63pmir8VHSkoKW+9Ow3VJihF2Op1MuKeZnvIxF/QTjUbYGpuUOqwOWq3jVNVmk28xxKWTATx9+HycEqOui1lMidlZX8S5WMfsRCVmd30x7e1Ohuyz3H1QGszUdTF9dul9/vAnpUkoWbPLh/9sJ83NzWRlZbF169Y1kZhHHnmEH/zgB7z66qvs2rVrVef/rjA6OkpXV1dcA8+PfOQjjI+P89xzzynPTUxM8PTTT3PXXXddERGXV7E4ZNuz2iGwFhIzNDTE2bNn2bhxIzU1Nau3SsfwettBWsa/ICk1Fh2BzAjhYBSvN4QmKuDThRQL2miKlxQEKgqy0IoaAkPhpBY0IM6CZpjWKRY0Wa2RIf+9768vUdSaLFMaNusgr73Wxa9fGcVoNCpzU7LAgHsOblAsaK4ZP0Kqlks9YUaHdWTo9WzamcX42BgDAwN4vV68sQQ0tQVNJjU1tTmx6w4rFjQ11qLWgGRBS1RrqndlMjY6Sp7ZrJCsZJDXA3JIQL7FwA0PVCobSF2xVMmVYCm1ZmOjmdLtJg7ENhPVak0yJFNrZGi1WtLS0ijblUFqaip5eXlEo1GlrsawRSRri1RXIzfhnBjwLXrfa4l4/m1genpa+Ttci+oQDAb59Kc/jcPh4NVXXyU7O/vy3+Rlxu/zvHTFKTKCIMRZmkZGRujs7GTDhg2Ul5czPDzMyMgIpaWlSw4SiyEYDDI6OkJOTi5OvU+ZKJJZyWScXIF9DGBDQx5uIcDGejOnrNI5/e2uONVlpQWEEN9dXY2axjw8QhhEifBcapvmvoekBWM0KuL1evB6UygtLV3Ws9pudVCw3Uh1Qx4XmyZjOzc6NpFPelo6l07Osv+OaoKhID6vj3NNTsybYWQkHCs69/PB2O5Le5OD6QEf9Q/M70B1JQywssIiN37stEp+26UUnTAiZXUmhaTU7DMxOztLviGH3LxcBASleWSPdSJpTDVACJEMk05RQmTEk6gJJgZ8XBsb9EEiJ/1tvWQTr9pEECmvM8X1gJEtZWLsa/l18ix6ci3xEdoR2R6msr5tajDz1hP9zEz72XZXGsXFpVRVpXLO6mRrvYWpvlE2fSqNrnemOPZSL9V7jJTV6XnjyTEMJh03xeKS21VKTEiIkpmt46x1nB0qJQYkYmIw6RZVYjbU5i6qxGyqzVtUiSm1GBdVYq6tL+XhP9vJ6dOnMRqNayYxP/nJT/jrv/5rXnnllSumkP9HP/qRlMIUS3N58cUXGRqSdqS//OUvYzKZ+Na3vsXPfvYz+vr6qKysBKQJ45prruGzn/0s586dw2w2c/jwYSKRCN/97nd/Vz/OVawQKSkpBAIBxsbGyM/PX9Pnubu7m9HRUXbt2qVs2l0OqJWaaysek1RSf5TUSApaNKR4BGZ1IeZmIrhCAYrRKxY0z3iQ5lNjZImppLlSwIJCarbWmXH1+ZlxB9AGBCIWyYIGkoKeaEG792M1jI6OotOZsL0xTUSDotZo0SyopZEh96iRFZdfPHkBrzsIuhRAixCKsnVPDhMTE0QjETyeMHvqi+N2kdWBAVFEdtUXKbaz5dSaxeKd6+oLiBClrr6ANpuDU7ZRetomGHdNct0HKrh4xhN33kqbcarVGvl+LrW5yDSlvme1Rg4JCAsiiBKpGWhzYchOZSPz82CiWiM/FkURj8dDZiSVkpISNBoNhswgFRV5+P1+vF4vPq8XwzY/GXo9jo4IYURFrXENzLH/U5a4a18JxEUNl8tFS0sLGzZsoLS0dPkTEhAKhfjc5z7HwMAAb7zxBrm5ue/DXa4O/6/PS1cckZEhiiI9PT3Y7XZ27NiB2WwmEomwadMmRkZG6Ovrw2QyKV2+lys6EkWwvd5HWQ0UFBRgMBhAiN8pWMpKtneRQfaUbSTp9+Q//BH7rFJHM2H3UUdyctJqHVck3+VwNmYHkuEVwpy1jiuDjBaB0lJL0kZLHUl2YeRd++rGPHxChHQxRdnRT0EAAVJTU0lNTcWYFcJiyYkNWD7cM7MMDYUwGAxUXpPFmN2j7PTMS9jxA6y86N/QYOac1UlGtk65L+0iTThlsnHujTFe/fFF6v+4iJzshZO9bO/61SM93PrQwkjDax+w0GOd4LxV2inKrzDEfV9uRqkmIeetTspUVrfNDfkKIZN/NjVhUz933upUtJlNjWa6muKJVsMDFUqym9TEFPQFAikmDTP96VRWSkWXWxryeeGRbu6M/UzX3ZFD29vjjJ4LMheaIKcchJQIJ472s6OxiNqGfNqtTo4+eQlzhZ4PHlxHq3U8jsz8x+Fz1NTl8KGD1XGNLnfWF/Hkox0YTDru/KT0es22UXbXF7M71uwyisg9KiVmX30J++pL+I8j53C7AwtqYtS9YmQlJjMzc80k5mc/+xn//b//d1566SWuu+66VZ3/fuIHP/gBAwPzQRXPPfecspv1wAMPYDKZkp6XkpLCr371K77+9a/zwx/+kLm5Ofbu3ctjjz3Gxo2/++jRP3Qs9hmV6zYNBgNlZWVcunRJmfALCgrIz89X+oUshnA4TEdHh1LUr9fr348fAYDjA59Rvr6l7imm3XOE/VF0QQ3akIZ0Upg1htCiYdLpJzucikmbSnZhOp7xID0np5gRJAsaIKk1bQF27S2CKLgG/FxyuCjab5wnNaLArr1mhoeHMRgM9HQFKLVkKcTluG2YMNElSY36cUmFMe7xE4fbEXUpQAq79xYy1DvMtMuFw+Fg4EKY1NRUwpEI2pSUBWrNadso9z+4Jc6CtqF2ZQtPNempqy/g+Ov97L5Dz1SfjnMtM/S2T1FTt7ZFrFqtAWle0iIorzlln1NIzXJIVGsSSVBYENnakE9bkzQHyxHPiesRuQediFQ7odFoFLVGiPWrsZ/2su+uGgKBAD6fD79/mrwDoEuX0jaH2oJxkc6Lzfe/K6hJTFlZ2arPD4fDfOlLX6Krq4s333wTs/nKIGn/r89LVySRCYfDtLe3MzMzwzXXXINer1ck+5KSEkpLSwkEAjgcDhwOBz09PRiNRoXUGAzxi1MpWWOCQMBPSUk1aWkrjwd8LzhlG1HibwH62noXxNKuBIsll6lRda2JsbExvO0Co30h2o9PsKO+cBHisvQAKNvXepsm6W2fIiRE4+KltVqt0lF9yqTBZNLj9XqZnp4mJTuCeauGsdYgbVYH/e2uBUQmEdfF1I/upgl626a5XUVA1ATB6/OSUTWHfjCVkfYwI0gD8vmYFU3G+gYzYURFwdmiIh7y9wH623rJYeGi4boHLFyIkR2ZzKh3qCQS5OWASnna2JDPK4/0UF6XrTy3qSGft5/sx+sKcWtMtdoU23168ZFu1tVmK/d3zurkXJMTz5yXYCjE3lsr6XnXpUw6bVYHlXXZisoCUHd9Ib9+8hJRQeAD99fgm/PRYXNy4ugAFbVpuH0RgtEwEVGyYcpKzFnrOBEhSo2qj8xiSoxMYABFiSmxZBIRxLiifrUSU0jmgqJ+tRLT3NyMXq9n27Ztq7bfiKLIkSNH+MY3vsELL7xwxfWG6e/vX/aYxx57jMcee2zB8zk5Ofz0pz/lpz/96eW/sau47JAtzvLOf01NDTU1NXi9XsbHx+nv76ezs5O8vDyF1CRG0/r9fs6ePYtWq2Xfvn0rSn26XPh12yeUrx/9XjP/8vdSQpluVoOgEUiJCkynBkhP0+KY8ZGenoLWI1BRmoVnPIi9zY0zMEd+WgauAb9iQcsv1FMSNeAa8DM842FImGXSNUV6RgaGNEnNSQz8UJMadZzzsH2WCsv8IiuZBU2t1jxxuJ1NtWYG+yES1aLTCVRu0mEfGCAtPR2/P8D+6xcuUOWQAFl9lklNlimVnSwMP5EhqzNTU1P4/X6Ki6uorJTsNrJaI7s9etunFAVmNX1qZGxRzcFvDvTNk5qBOYos80Xka01CS6bWjNsl2+H6aC6jo6OMtQYxZmbGjdvJam3S0tJIS0sjKyuCxZItbXz6fKRYIqSsm0Ov1zPdGma406Mo98lIzW+zPsbtdtPS0kJNTc2aSEwkEuGhhx6ipaWFt99+e00xze8X/l+fl664Ghm/38/JkycJBoNcc801ZGRkJI2wTEtLo7y8nN27d9PY2EhZWRkul4vjx49z/PhxLl68iMfj4XNf3cbeD4p86GPZ3HDr+t8aiUmG3O16NsZqaf7j8Dn8QmTFtrXFbGYAkUiY4eFh0tPTEYzpFNVJRWVnbeOM2b1KHcVqMSdEKIrVs7RbHbz1RH/c989ZnQgaDUajkaKiIrxDBvQZeiKRMPoqPxMz02j10PzmMK3W8WX70GxoNCvqTEdchGQ+s7OzjI+PM9OXSuE6Ixtig26yQVttX5PvU/1YPkZWWeTvn49TVaRjf/XIws61EUQighhXj9NpdWKJkRj1PZkteizbTXHHdlgdVNSZCAui8nNurjczeHGa4Qs+9t5aiU6nU1SbN57sB6TJaFtDQVw9khSlrKfjHSeZmZlcc2sV2aZszjWFEASBTden4nK7OPbKRWZnZ9l2nZnzsbqXunrpM6WuiRm0zzBsn41rdgmSrWzAPpO02aVcE3OufYK9Cc0u1V9/+b/t4syZM+j1empra9dEYp5++mm++tWv8vTTT/OBD3xgVedfxVW8F6hVGXVRP8zXagqCQGZmJtXV1Vx77bVce+21ZGdnMzQ0RFNTE83NzQwODhIIBJiZmeHkyZMYjUZ27dr1WyUxiXjwm7tpGf+CUlejyRQIZUWJhEW83hBhf5QZX5A5YwTHjI9oukjEM5+CNuMOKCloRlGaY2fcATIjWvaV5lA4kYO2S0trh0NJQZORaEH73IPbldoal9uvqDWyYrOUWrO+Lk+pq0nRpNDdM8NAH4wM6+g/HyQUCjE4OMjg0BDWo5cIR+YD8k/bRtlTX6z0qampzaHIkqn0qelody6wmcnxwx6PB6MxS6kZSFRrIkT58KFNSqSzXFuzFrRZx8mr0Cu1NSGiBIWIshEFKw8FSKbWAEr6WV6FntzydN555RIDbQFG+kJsbFzZtWXIG58zvTqys7PJzs4mFAox4ZlBWxHFsEUkf0+G1NogZkNbaSPOywW3282ZM2eorq6mvLx81edHo1G+8pWvcPz4cX7zm9+sKRzgKtaOK06R6erqIisrK67JJbDkoic1NZXS0lJKS0sJh8M4nVLqVn9/P6IokpGRwZYtW9i/PzveIrBINPMp2+iiNrPFrGTy91aCjUotTR4XrJOctI1wqX1akXIXK+JP+ppvDOH1elhnKiQ7O5th4m1nowOznI0NbjsSBuHEAv32WPqVGurHfW295KKPUwXUtSiCICg9TkRRxN03yoa7UqUI6DYPk30Rbv6chagYRSNoOGd1KgoFSIQir0LPxoZ8LjQ56bA60CLgcruYnpqmqKiIwJBXGUg3NJqxPjGAzx0khBg3eKvta9YnB/C5goQR4+5XPuZCrK5mYsAbV9+zscEskZaYuqM+98ADFVxIsInJO1pdTROxCUGaImVVR32s+rmOJgcenxdDvsD1n1pP1/Ep5X0PEyVCVNkplH8n7VZpQSCT1PZYE9W6hkJCQhSPJ0R+VSYWSwFFRUFa3h7lbNMY/miIwiodXr+fUCi0QIkptmTGKTFyXYysxBQKhjgr2UnbCDbb4AIlJrEu5sv/bRfNzc2kp6evicQAvPDCCzz88MP8/Oc/59Zbb131+VdxFZcDahKzXNiMwWCgqqqKqqoq5ubmcDgcjI2N0dUlxZKbzWbWrVu3pr+H9xOJFjTnuJdUUgjORkjXaZkOhsmypDHnChF2i2j8kBtOw1iaxow7gPOkDzcBcrWpZGZmocvR4W1zc8vWSsWCdsR+Dg0QOSZSf6AsrkcNSJsfm2vNClF55kgXM+6AotYkJncmqjURQeSBQ1KK4WnrKF3dU2yqNTM6LFK3M5tIZJQyS4hBux29wUAoLGkD6t+mrNScto2SaUpV6mocdh+l5UYcDgfBYBBnv5Y918evC5IFCMghAZHYzyCrNeN2j2I7X61aI5MaGS890h0X6ZzKvMV8JWqN+nE0GiVrXZAcnYHCwgKOPWmPCwlIU/0OlgoJkLEpNndnZmbiMmmw7M3E6/UyMTGB1hIhfaNUezvR7OdCk/O3osjMzMwoJMZisSx/QgKi0Shf+9rXeOONN3jrrbfWRISu4r3hyho9gbq6OqUPxFoiLLVaLcXFxZSXlyMIAmazmaysLFpaWrDZbFy4cAGXy4Uoijz4zd3Kv8uFxUjOSdtIUnK0sSGPjQ155G3XK8XSw/bZJRUYGbOzs3g8HnbfUEpOTk7SCTWrIp0NDWY2NJh58Ug3I/ZZWmzzA2UicVkKRduNrI/ZztqtDhwD3kWPFQQBnU6H2WymoqKCnbdYKNiUwZm3Rmh6qZuxsTECwUBcEzmYX+BvbMwnhEj/RRdtTQ6KS4rRZyy0geVV6Ln5Icm21RmrSVlwjEXPzTFrV2KqGUiEJYxIWBDjBvpzVmdcF2W5lkU5T7aJHY5XbWRydqndpQzc8s/2y0e6GbPPv2+b6814vV6mhgPsva0SrVbL1lhssgzZnqgmnmFB5GLbfJPR2tjn5bUnLwJw76FNALTaHKSlpXHNLZUMDwQxmUzUHSigYmsqTa/2Mjg4SMWWVOz97gVKjLrZZTIlBqRml8mUGJjfaZWVmPT0dOrq6ta0aHvppZf44he/yOOPP86dd9656vOv4iouB1ZDYhKRkZGBxWIhPz8fjUZDaWkp0WiUY8eOceLECfr6+vD5Fk94+l3h122foGX8C5yY/CzZ5RnMCkGiKSLTg3MEvBGmPX5CxSJzxgiucUlBSQkJFJnS0aZoGT3vU9Qa14AU5TzjDlAypWdfWTH6vhSOPHVuWbWm1GJU1BpAsaDJSg0sVGtk7GkoVtQaQRD41S8HudTnY2RYR57ZTOfpabweDwP9/TicTt550x4XOgRw5ydrFLUmrzydaY+b9uZphvuWXqMsFvcs96mJEKWwIjNOrVlNKJAabdZxLHUmRa251OZas1oTDoeZnZ0lLS2NwsICztkmyKnQK3NiWBCVBpxtVgfjA95FQwKSIlZXYzabsVgsGI1GUlNTlX41upoAdrv9fe0ePzMzQ3NzM+vWrVszifnWt77Fyy+/zOuvv64UyV/FbxdXnCITDocB1jRRyBgeHqarq4tNmzYpqRPRaJTJyUkcDgdnz55FEAQKCgooLJSUjH99aX5xdOrOly7PD7NCqGsNAIbsfXGWszTVjspZ6zh19QVMT0/jcrnIzMxcNJ+8xRo/gOZZ9OxoKOKCdYIW2zgTdh/b1nC/6xvzaLOOMyeEORMbHFMT8vQTd356Trqlppy3VND51hgDHQEGz3swrguQnp6OwWAgGpmX2kVRxOfzse4DWjyX0uk+OcOUfYzGWP+eRMik4pVHeqiM1Z4AC4jHhaYJXjrcTYXqGBn1MZUlWSKMfO6l9mluU9XwbGw0M2r3KCRIPi8sRLHUmZQeLyARkcq6bEQkS9nW+nzGx8cJRMNo03Sce2dKUbq2NhTw/OELSh2NuieMnBR290Mb43brahsKuXB4ijykGjF1TUxYiFJTJ9W9ZGVlkZWVxWg2DPeE8Icm0WdLe4RNr11kd0MxOw8U0XJsjBeOdFNoMbC+LneBEvPMkS6KLAb++MG6RZWYp56/mzNnzpCamrpmEvPaa6/x2c9+ln/913/lvvvuW/X5V3EV7xWRSESJJV3r3BSNRjl//jyTk5Ps3buXrCzJthsMBhUXwcWLFzEYDMrcZDAY1hzB/H5AXVcjKzUZQS2uYYmg+BHAL6LVa8hw68gp1DE7HMCkTUWTLjDjDnDxlIv09BRKs+bnrZIpPdfUFUMUBu0z/Li9hW21+diODSVVa+Tmm/vrSzhhG+FfHm0h25RO2BblQH0ZJ2wjcaRG/XhPQzERm8j++hJOW0dpPTPNxUteNtXmUViYh9fnw+fzUb0ljfHxcQyG+ObQkUiE2dlZNu3MoqiwkDPvjMdFOjvsPsos8XPyYslnMmSlBmBswBOXoqpWPVar1sikBuCc1RHXgDPxHtRzdigU5tRr/azfb8Jszkf+CCabF2X8+ke9i6o1iUim3qRoteTk5JCTk0M4HGbPZ004nU66u7sxGAzk5+eTn59PVlbWZfmbmJ2d5cyZM1RVVVFRsbDXz3KIRqN85zvf4dlnn+XNN9+kpuby9c65itXhilJkQqEQNTU1fPzjH+fnP/85brd7wa7IUpCTzrq7u9m5c2dcdJ5GoyE/P5+tW7fS2NjItm3SEr69vZ2mpiY6Ozul+MZolH996c44pWa1iWXy99aKrIo0NjeY2dxgps/uoqPdqRAbEZGJiQlmZmYW9Ig5a11YjLijYaG8vbHBzMYGMyEhGrdTo0ai7azNNh5X8A9wwwNV88leSfrnJEYgyzaorTcUkZKeRvXOPNyDGQyeC9N1bBL3jJuhoSGmpqYYGxsjFA5RUlLK1hsL2dRoZsYdjLuvc1an0ntFhlynolY01Pa1jY3mBcd0JlFZfnm4m1CChzksiFjqsuOO77Q6aXygUvlZO61O5bryc+p72dyQz5aGAkQR3n21j95mD0ajkRsfiFdd2mI9YaKq57Y1FDBi93CxbVohR3UNhcrk1mId476YEiNje0OhUhOzPdYrRv5972ooZnzMz9AlPzfcsZFrb6pAEODdN+0M9Pcz7Z1l0jVHWIwmVWKm3HNx/XISlZg//dpuzpw5g1arZfv27WsiMW+++Saf+tSn+PGPf8zHPvaxVZ9/FVdxOXDixAmqqqp4+OGHeeONN+J6LawEoVCIM2fOMDs7y759+xQSA/PW6J07d3L99ddTWVmJx+PhxIkTvPPOO/T29jIzM7OqufC3AVmpeWf6M2y61oxgAJ8mBCEB/1wETzTIwPAM4XIIZkTJMqUR9YvkhtLIELXMuAPY29xcdLjiriu6RDYbcymJGoj0R+LUGlg4zuyvL2FzrVnpWXXMNkRr+3icUqOG2oK2p6GYiCCyvi4PEGhpnuKX/zmEy40yv55oGsblcjE6Osq0y8Vbr/awdXc2xUVFyph2/4NbFLXG5fYTJKLU1iyFZGpNfoU+Tq2R+9TI5Gatak0YMY7YPHu4S1FrZGxtyCcYDDEyMhxzVMyTmOVQut2kqDXjdq/Sq6bN6khqM1tKvdFqtVgsFnbv3s31119PVVUVPp+PM2fOYLVaOX/+vLJeWwtmZ2dpbm6moqJiTSqKKIr8zd/8DY8//jhHjx69ohK8/hBxRSkyOp2Oo0eP8swzz/CjH/2Ihx9+mBtuuIF7772XO++8k9zc3EWZeCQSoaOjQ5koEpPL1NBoNOTl5ZGXl8emTZtwxaIaz58/TzgcJj8/n4KCAvLy8uJsZ4cXqalZDEvZzFYKc4WefQdLOG+d4IR1mK6zEzhnUrnxQ+uTxnquxJImw1SRzsZ6MxesEzxz+Dzr6uLjjFdqO9vckE8o5vmVFRq1irTUeSAV2V+64KOi1kRWloGpqSkGWwOU70xnZsaNwWCg99Qs5XUmNjWY46OhVehMqGPpaHLE7F3muGPk1+2K1eEICAvIjkxiZEVFJi+bVYTFMeClQBXfLKePXWpzKTHJ8v08/8gFDNk6NpNPNBolpybM7FkRZ3+Eax+S3udtDfl0WJ28/uQlCiyGuGaXshJTUGEgH33cTlxdQyFPHz7Hhw9tBmBHQ6ESs9xsG2V9XW5cjY1MZkJEKbJkUoiB5mNj7KkvpuGWak7bRjl7zE12kY4b78mhs8XFyIjAhm0GulpnFygxsvqSqMS0tLS8JxJjtVq5//77+eEPf8gDDzxwRe1MX8UfFvbv389TTz3FM888w4MPPojf7+eOO+7g3nvv5cYbb1yyp5nX6+Xs2bMYDAZ27NixZByzTqejuLiY4uJiIpEIExMTjI+Pc/r0aXQ6HYWFhRQUFGAyma6ov4fD//EBWlpaMJlM/OCbfVzomMLnD5MR1OIZD0JYZGB2BrIgQ9SSKerQmyS1Rq+T3g97m5tZIYiRVCUwwCimUjIlck1dMYP9M9gYoqPDybba+XFeHSqyv76E47ZhPvfgdkAiNZ3tTrbWxm+qLRUYEBHm1RqAgQE/G7bmkJqayvTUFJFolHA4jNvtXrDOOG0bpaY2R6mtefFID153SFFrUklZVp1ZSq157nBXXEjAWtWaLQ0FsZpR6dot1jEutbuYiwYxV4QxGjPxZEQXJTHLRTrnVejZ+kCsBrVpgu62KSrqsmmzOlbcZkKGTqejqKiIoqIiotEo09PTOJ1Ozp8/TygUUlIBzWbzigIzPB4Pzc3NWCwWqqqqlj0+EaIo8oMf/IB//ud/5je/+Q1bt25d9TWu4vLiiiIyANu2bWPbtm385V/+Jd3d3Tz77LP83//7f/nTP/1TGhoauPfee7nrrrsoKChQBnKPx0NHRwcpKSns27dvQcTlUhAEQZEzN2zYwMzMDA6Hg+7uboLBoNIPwGw2c+ibuwGJ2KyW1CRisfjlxUjOhutyGB0dI8urwag30vyug562KR44tDJzWKJa02IbY0cstWpjgxmfEGZTvVmxozntPraxugFHXnh3Wh2ca5/AL0SUAX0pbG7Il3b2RZFW2zjVOwyYstPJy5MKAUdHx3C7Qmy4Noe5uTk21ufx9pEBfC5pglhshyosiFTUmeLCCdTY1JhPR6whWFiIKsStw+pQCMh56zzZUTfR3NyQz8W2aXIT4psjiBhiyWvy9doUSxm0NY2RVx1BoxHQGw1U1Qlx97etIZ+ew5PkCvPXlW1lzgEvH4gpN22q4v4z1jGqa3M5ax1TFDiZzCBISgzEN3cbtM8w4w5w/4PSINxsG1VSe8JEcc8GKajKpKyshKKiIo6/NUjNVgHnzBSOqSCGfIFAIBDXH0atxLS0tKDRaNi+fXvSfkbL4fjx43z0ox/l+9//Pp/97GevqEXbVfzhISUlhZtuuombbrqJH/3oRxw7doxnn32Wr371q7jdbm677TbuvfdePvjBD8b1gXE6nXR2dlJSUsL69etX9TlOSUmhsLCQwsJCIpEIU1NTOBwOWlpaSElJUdoNZGdn/07DAlwuF2fPnqW0tJSamhp+9nKt8r0/vvNF2k6Ngxb0YR2CB3zaEIFwGIfPh96oU0iNZzxIelCLYBGYcQWYtQdBgCyTlARWbsnCftbN5uxcIv0RidS0O8k2pXEt8fV5MtQWtGO2IWXcCzNvQVMjUa2R452j4Qgnjo8xPBAkOzsdo9GI1+vllHWETTuzmJqexqDXIxLfj67YkqlEQ5+xjcVZ0PYnpLUlIplaU1WXrRCb5w53UVOXqyg1aWjWrNZsaSggEAljrAww0q3B5ZgmBQ1BW4Sd9UVrbsAJKPU0suLS1uRYtFeNjLu/vTnp8+pN6I0bNzI7O4vT6WRgYIDOzk6ys7OVjehkvQU9Hg+nT5+mvLycdevWrej+1RBFkR/+8If84z/+I0ePHmX79u2rvsZVXH5cUdYyNQRBYOPGjfz5n/85p06d4sKFC9x222089dRTbNiwgdtuu41HH32UF154gZ07dzI9Pc3u3btXRWKSvabJZGL9+vUcOHCAvXv3otfruXTpEm+//TZnz55lZGSEUCjEoW/u5t9euitGbpbGahQYWEhygsEQw8PDXOjwkpmZyZbrC9jcYKZoeyYnbCPKv+WQzGaWiE0NZjYl2M7abAt3ehIfqwfQMCJ3PSQ1SzxjG+Pok5fiIqCldLT8uMfRaJSsqiAVuwy0vjFHb4dL8YpXVlYoO18Oh4OBgQEy8kQaPlOMKIq0WceTprGARDg2N+TTbnUoMcaJuC0WFpCs587mhnwiiPS2TcfZ2tqtDipiFjX5efn/6w9WLrje1oZ8Nh/Iw+PxYG/z4+zVAEJc/QxIkdlVMWWsVfW+h4UoEUFUegrVJRT31zUUsL2hMI6whoUokSRKzEnbCEWWTGpqc5UGcXKB//NHLgBwMEaQT9pG0Gq1pKWncexNN6bsbD7+mfVEo1HeONrLwMAANRtTaXpTSgj8ytf3cPbsWTQaDTt27FgTiTl16hR/9Ed/xP/8n/+TP/mTP7lKYq7iikJKSgqNjY384z/+I/39/bz66quUlZXx7W9/m6qqKj71qU/x7LPP8oMf/IAPfvCDVFVVsWHDhvf0OU5JSVGs0ddffz1bt24lGo0q1uhz5869J6vNWuFwOJTEp2RE7Wcv3aXEOj/w9W14tSECRGINHjX4A2EmfXP0j7qZ1PvRZWnIELVoRQ3hIWnBL1vQBu0zgKTSlFuyCJ8Ns9mYS3HUgO3YELZjQ7R2OBbEOavVGjkwAOYtaHIKmoxEtaZudw6FFWH2NpSwaUc+pRVZdLTN0ncxin0oJMUJB4OMjIzgdruZmJxkzu8n0QgYRYxTa5470oXd7lbsZ+qNJhlLPZZJjUxsOtsn4ixoaiSbs9VoeXOYnIoA2SYTu2+xkF9h4IZYPWqLbYyu9smkFvSVIHFuDguiYkNrszp48ZFuJTRgNRAEgaysLKqrq7nmmms4cOAABQUFTExMcOzYMY4fP05vb69SoiArMeXl5VRXV6/65xBFkUcffZT//b//N6+88gq7d1++kKireG+44hSZZBAEgXXr1vH1r3+dr33tawwODvLcc8/xk5/8hHPnzlFcXEx3dzdbtmzBYrFcloWPIAgYjUaMRqPS5MzhcGC32zl37hy5ubnKjtg8mdm9qFKzWJzzciQnHA4zMjKM0WjEYNCyryF+kN0c2+U4b52gvd1JIFanohM1KyIuyXDGNkZ2RTqb6s10WSe40D7Jutp421ntCnZ+5B2bX7Z1K5azZApNJBohuypIWnoG+eZ8nBVONMw3AtWiURLQzGYzgUAAZ/cY01NTZJSHycjI4OQzkwoBgIWkZHNDPmNP9hEmSrt1nNqGwgW1KwAvHL4QFxYg4/aH1nPO6lw0errd6sBh93JDjMTIkv0vDl/AYNKxKZLLyOgoVbszmegW6G2f5p5Dkq9WVlyePdxFdV1OHLlptY0jxqbEDx6sos3qoNUqRWyHiCrxzGqctY4RFkRFiTljG1Pe9xBRutsnFSXmtEqJCRHF5Q6QL0ikUS7ql5tdhogSFaTozA9+aAPHbUPY+8Js3iZQWa1h534fVqsVnU7H7t2710RiWlpauPfee/mLv/gLvvzlL18lMVdxRUOj0Sj9Yr7//e/T0tLC008/zVe+8hWmp6fZu3cv77zzDtnZ2ZetSFm9Ky2KIi6Xi/Hxcc6dO0ckEomzRq/lb3ClGBwcpKenh23btlFQsLx6r647/cfvneLFI904h32kRVPQoiFNTMEVCDDl9BNJF8nPzEB0iYpaMzk+R0GhnhlXgGwkK59RTCW7Ih2ikjVtc3auknrW0e5k+7b5+1KrNbIFbXOtNH/KFrRsUzr7kebYE7YRQsEgY2NjmM1mzrXOApJSI38/y5RG+1k3AGP2IEXFeqLRKONjY/R2zFG334zX51PUAVmd2VVfRNQmKo/lBpxBIssqNbBQrYkQVYhNm83BU4c7FbVGXnssZjPz+/3MejysyynElJ0dd4w8j8m1kPLrOuw+tjJvs1ZjJeqN/Fit1lxomlDIzN0kV2SWgpwKaLFYCIVCSrjTmTNn0Gg0StnAWmti/u///b/81V/9FS+//DL79+9f9TWu4v3DFavILAZBECgvLycSiTAwMMC//Mu/8O1vf5ujR49SV1fH9ddfz//5P/+H3t7ey1ocKfcDkJl/bm4uIyMjNDU1cfr0aex2O36/n0Pf3K2oNSvFYjazY28M4Jn1kJOTQ15e3pJFd7NCkOLtRmVBrg4IWA5L7QRtajBTEmuKecY6xpkkgQLLoaLOpCgwZ2xjSvE5QCAQYHZ2lkxDJvn5+cpEL8dHAnS1TyoEDaQEtD23WCgvL6esrIzB9iB567S4XW5sv+rlxOsDRKPR+HoZq4N8i0F5rj1GkhIDCWQSIyskarIjH/uLw10LfkaZUKh3uuSC/byyDI6/eolUnY7CggIigkhVXXac0rWtoQBDti6ulqW2oYAR+yw97fNpZrIU/8qTvQDcclDaWZItgdsbChmyzzJin1Wus7O+SCGSQJwSs2cJJQbiP5tyMe28lawMrVYimD/44X0YDAZSUlJISUnBZrNx6tQpBgYGVhwp297ezt13383Xv/51/tt/+2/vK4kJBAJ84xvfoKSkhIyMDPbv38/Ro0eXPe873/mO0vhQ/W+pGomr+MOARqNh8+bN9Pb2kpubywsvvMCtt97K3//931NVVcVHP/pR/v3f/52pqanLNjfJ1uhNmzbR0NDArl27SE1Npbu7m7fffpu2tjbGxsaUNNDLATlU5+LFi+zatWtFJCYRX/nmXl5vO0jr5Bc5Of059OU6prx+ApEI0aBI6pwGlxBgKuinf9RNJCiSn5ZBhqgl6hc5/84EQrawQK0pt2RREjUoao0c5yyTm2Rqjdx8c3OtmVKLUWm+ebZtlNIqkYKCAiUZNFGtuefgBqUBZwQRdCn0XggyMqTDkJmJRqNhYmKCgf5+PB4Psx4PkSSqmVqtOWEb5vFH29es1tTVF8SpNXKkczKlZm5ujtHRUTIyMhQSs5h6I8/JYUQKKvSKY6OrfXLFNrOlIAcFqJPQ1gq5rqauro49e/YQjUYxGAy4XC7efvttWltbGR0dXVFohyiKPP7443z729/mhRdeoL6+/j3f32K4Oi+tDb8XikwiPB4Pzz//PG+++SZ79+4F4NChQ0xMTPCLX/yCZ599lr/6q79i8+bN3HPPPdx7771s3Ljxsi2MMjIyqKyspLKyEr/fj8PhUOpqsrKylOhMWak5xG4e+d7pVb2G2z2D1+vlwAcqlgwuUENedG5uyGdWCLGlPp+TVmlB2t0+qSg06vqYlUJdH/Li4QuEYgtubULBfWvCICirByDVf5y1jlNdl8MZ2xihcJjArI+M9HTy8ub706ixpaGAkBC/G6RT8e9UnY709HT23GwhHA7j9Xl555kx5mZnyK4OYTAYlPdPHmy3NOTzmyf78LpDhIkqO1MdVodyTGdMfXHYvUofF/nccEwJSbTU3Xiwig6rI+75jdfmMDIyytx5LePdAmM98wlkHVYHbbZx6uoLOWsb54MHJc9um8o+VmgxUIBBKd6Xni+g6/AE5lh9zo6GIs5ax2ixjhERRAorDESJV2J21hfxxKPtiyox025/UiVmX30JwZgVBFhQ1H9tfWmcnezaa69Fq9Xi9/txOp04nU56enrQ6/XKTnGynelz585x11138eUvf5lvfetb77sS85nPfIZnnnmG//pf/yvr16/nscce4/bbb+fNN99c0UT16KOPkpmZqTx+P3e+r+L3Bx0dHbjdbt59913MZjN333033/3ud+nq6uKZZ57hX/7lX/jTP/1TGhsblXpPs9l82VwEJpNJsUd7PB7Gx8e5dOkSnZ2dSlF0fn7+ioqikyEajdLZ2Ynb7Wbv3r0rnpuWw+ttB5WvP1j3JJPjc+hmNQgaAR0a3OkB0gUtjlEfhhQdBq2ODFELJnAN+3EHguSnZWBvc2OpMwExtSYqLeTsbW4i2QI2QSI0Q/YZKspNymvKmzMyUXnz9YukpQvYB2BkeJphu50Ky/zxyWpriirm62F+8eQFvO4golYDpKCJaKjbn43L5cLpcDBwIczuA0WEIxG0sbEjTq1BUmvO2MZWrdYkQq3WnLKN0ts2hdGUiufNAMWVESYvadn7wfgmjktFOgNxDTjDiHEKUeoSQT/J1JtEfPTPL1/xvM/no6WlhdLSUtavlwJ4PB6PYlFfrq5GFEWeeuopvva1r/H8889zww03XLZ7S4ar89LaIIhXWqbjCiGK4qKDvyiKTE9P88ILL/Dcc89x9OhR1q1bxz333MN9993Hli1b3pfiyGAwqJCaqakpMjMz4/oBqCETG3UPmZO2ERCheks6s7MzjPRruO6G+SZNJ1Rxz4m9Z5Z6fNI2QqY4P3Hp0MQRmcTdnjOqx/JOvvqxvDg+Z3XS1T5BTV2u8lqt1vG4Aj41kQGpD872hkK8Xi9nfjOE0x6lZnseu2PXbFcVyYNUJ6Iu1H/9yUv4XCH+SBUz3JZwTrvVwZYDebS+Ke24REIhNIKGjdfmYDAYSEtPV16nM0ac6mJWM/XOUluMyBRYDMpALpMMmYiooQ4L6GmfYt3WbLKrAuj1esxmMx1WJz3tU9z7UHxU43OHuzCYUrnl4HzxYZt1nDG7RyE3MkHcESvuBxT1RiaoLz3Zw6w7yMcObYn73e2qL+KUbUQ5Xp4wT6saXu5uKFYiw/erPjdn28f54wfrgPh0IHni//kL99Da2ko4HGbXrl1JE5nC4TATExM4nU4mJiaUKPSZmRlqa2sZHh7mtttu4zOf+Qz/63/9r/edxJw8eZL9+/fzt3/7t3zta18DJHuFbJF55513Fj33O9/5Dt/97ndxOp2Yze995/Aq/t/DcnPTxYsXeeaZZ/jFL37BmTNnuO6667j33nu5++67KSoqel8+//LizeFw4PF44qzRK60rDYVCtLa2EolE2LFjB2lpaZf9PhNxbcVjhIkizICgEdCiQQBSDdICbU4IkzuTRkqmBr1Jh2vYT4gomWWpiC4pbnjQPqN8DRKpmQjMUbR/vtdLiigoY9vk5CSn3h3jxg/WKD/jcdtw7JUlaNEs2qcm2eMnDrezKWZji0YjEIxQtSWNgN9PWloafeeD7L++TCGY8iaT/DWgvH53+xRZplTuiSnkLQlzdOJ8nuzxhp1Gmt8YQm8wYO/yUFOXq1jQEjfolnrcllCz2WYdZ3LAR2EszXNqYI6bVBuBibazZDa0y0VkfD4fp0+fprCwcNEatbm5OSYmJnA4HExPTyv9aiYmJti7dy+/+MUvOHToEP/5n//J7bffflnuazFcnZfWjt9LRQZYcrAXBIHc3Fw++9nP8tnPfha3282LL77Ic889x4033khJSYmi1OzYseOykZrU1FTKysooKysjFAopTc76+vrIyMhQSE1mZiYPfXMPAA8xT2oQoWKDFo/HQ0lJKY6h+d2KlRTzy0hmKVNbqH5xuIuAkpwSL5WfWYGErb6mXwjHveZKYpflpJGdHyilt0Xqct8sN9Zcxu1YYDFQd7CQltgAmiIm/xxoNCnsvKmMTquD3vYpyjZlEIlEGBsbw94RJFWnw+fzsaU+n3M2J88d7mJdrHhfjRsPVtGZoLJsUxLGCjj65CU87mBc/5ZtDQUEo2Fcs258Xalcc4sZEBRLmZrcnbWOK/VH6ufDiEQQabGOsbOhSHn+54fPsaE2V7mXs9YxpSamqCKTQkTO2EbZVV/Mrpil7IlH29lYm8ee+uI4JWZPfTH/9mhrrIeCFBd+KhYcsT+mxGyozVtAYGQl5r/+f3uXJTEg9QRQx2fKcedf//rX6ezslN7nG2/kz/7sz34rNTHPPPMMKSkpfOlLX1KeS09P5/Of/zx//ud/zuDgIOXl5UtcQVqQzszMYDQar9bxXEUclpubampq+OY3v8k3vvENBgYGeO6553j22Wf5+te/zv79+7nnnnu45557KCsru2yfrczMTDIzM1m3bh0+nw+Hw8HIyAhdXV1kZ2dTWFhIfn7+olYUv99PS0sL6enp7Ny587e203t84DPK19dWPCapw/4oIW8ULRpSEJg1htCiYdLpx5SZisEvqTUef5Cek1MEMyIYScU14JfqaYB1BdlkR9NxDfgZG/aQVZ+BzTaIz+cjGopgNBrjSAzMz5XHbcNxIQHD9tll1Zr1dXlxak0KApr0VKKiDiEYonprOoODg+hSU+k/H2RfYykiKNRpj6rGNoqIBkGxnXW3T/GpB2tZKeQN190fKJPswKnS3KtWa+qIJyoylmvACSg90QBeautesVpzOTE3N0dzc/OSJAYkd015eTnl5eVKXc3Fixe577770Gg0+Hw+vv3tb3PTTTe97/d8dV5aO37vamTWApPJxAMPPMBzzz3H+Pg4f/3Xf83g4CC33XYbtbW1fOtb3+LEiROXNfFFp9NRUlLCjh07uP7665UJ5NSpUxw7doyenh4lTeOhb+7hS/9tO3/6P0oJhYKUlpaSmrpQ+l+sL00yLFZ3A1BSZ1R2QR5/tJ0g0VURpUTIXtxh+2xcbU6izeysdRy/38/ExATFxcUKialtKFDqQQbtMzTHdqBaE9LS1NjWUMC2hgIutE/GNa5MVHS2NhRQWSf1ABjpFqmoqCDTYGDdbiNOp5P+gX7MG0VKN+kRY/HPQFyCytaGArY2FPDs4fNKUzYZBRUG7n5oI622ceXcM2+PkF0ZYMt1eWToM2i1OZTv1TUUUtdQSKt1XJVAVqCoWK3WcUVxuTmmxsj1L822UWrqcogI81L+joYihuyz9LRNsbO+UFHLzsTewzARMk2pSiCAepfvuG2Yg4ekCVD+ncmfsX9+tIW99SVxnnI1mZFJTDAYZOfOnUv2xlBDo9GQm5vLpk2b+Pd//3dMJhO1tbU4nU6Ki4u5/vrr6e3tXdG11oqWlhY2bNgQ15QQYN++fQCcPXt22WusW7cOk8mE0WjkgQceYHx88c/qVVxFMgiCQGVlJX/2Z3+G1WplYGCA+++/n1/96lds27aNG2+8kX/4h3+gr6/vstZ76vV6Kisr2bdvH/X19RQUFDA+Po7NZuPkyZMMDAwwNzenHD87O8vJkycxmUxrjlO/HDg+8BlODXyOlvEvYCpNx6cN4dWG8M+G8XpDEBZxBQN4MkI4ZnxE00W0YQGjmEqYKDPuAM2nxhCy5xd4s0IQfaaO4oierFmItGroH/QjpmiUuhpYWFvzuQe3K7U1LrefMFGltgaW7lNTUmHk7lhtjUbQcKHbTd/FKKPDqeRkZxOJRBgZGcFutzMxOUkoFFqQgCY339xVX0RNbY7SfPPFIz1xxyWGArz7Gzter09xichqjTyHV9VlU1iRqaSfdbZPrDnSGVAacKrrXeXamvfLVjY3N8fp06fJz89fVVqgXFdz4MABfvKTnxAIBLj55pv5t3/7N8xmM5/4xCfe11TAq/PS2vF7q8isFZmZmXzsYx/jYx/7GD6fj9dee41nn32W++67D6PRyN13380999zDtddee9kGbPWOdCQSiUvT0Gq15ObmMj09TUZGBn/1D3fOLwpXWFeTaCtbCidsw8qxWxvy8Qghttbn02l1csI2woX2yUUVmDMJg6K08z9/bKHFwK5PFin31N0+xfq6XABEURpgijZAUVFxbOdvJs52VmgxsL2hkHarg2bbKE67Vylmh4W7Q63W+ahiecDWJnDzRGtaq9XBxfMz7LhxM3nmPAKBAK1NYxRt1hAO+Ri/IHLyN0HsFzzcd2hz3HXUscjb6wvjiJZsNXvliR702VEspnxycnLIbZDIVU/7pNKwEiRC88zh8xhMqdQxX8jfFrOlyda57THS86sneymsMChJZGdt48okNK/EjCmT2xnbGI8/2sbG2jzu/GQNp22jnIpZExOVmGQ1MRtVSoxcF6NWYtra2ggGg+zatWtNfvvh4WHuvPNO7r33Xh599FE0Gg1DQ0P88pe/pLBw7RPnSjA6Okpx8cIUQfm5kZHFSX1OTg4PP/ww1157LWlpaVitVh555BFOnjzJ6dOnF0xCV3EVK4EgCJSWlvLlL3+Zhx9+mPHxcZ5//nmeffZZvvOd77B161bFRbDafjRLIT09XUl6CgQCiougp6eHzMxMjEYj4+PjVFZWUlVVdcXs8v667RPK13Kvmmi6BmEGvOEQWgTCKVEyynXMuUKkiylE/SL5ZBByRZghwOg7HqJGkdKsTJw9M6QXCWRk6LhlaxVEpV5bP25vYVttPrZjQ9QfKFvQp0ZOPpOJyjNHupQ+NbBwPkrcMIwIoqLWnLaO8p+PXyTLlIZuOIMdu3I5bZXaPQz096M3GOjtmOOaG+Z35dUWNPlxkIii1jjsPu76pFQbMjMzg8/n49oPViTtsSJD3YAzQjQuJGC5BpxLPQ4jcmesLcM5q4Ou9knW1WUnDTJYK2QSYzab11wXffToUb74xS/y2GOP8YlPfELa4GxtVXqjvV+4Oi+tHX9wREYNvV7Pfffdx3333Yff7+f111/n2Wef5ROf+ASpqanceeed3HfffRw4cGDNxZGJUDcyi0ajDA8P093dDUAkEqGnp4eCggJycnIU+xnAiTt/qXy9mr40Kz1WVmg8QkgZbMftXsosxrjjVtLgEqQmjPJgfsI6gs/nRROKUlJStawnWyYezx3uojnWXXl3w2IRkvOD7mtPXsLrChEUooveZxiRdXU5cb5iSV4uIBQMkZPjpeP4BJq0KLZXeqi9Ll+pb6pNqP3paZ+Ks5TV7M3iUrcTU3omOTnzUdARoqyrzYlrWNliHaO6NgcRaLGOs1OxlEVZV5utWMpAIjNdhyeV4n6AHbGAgJeP9HDrJyWyd8Y2ppCZMFGMptS4uhiZzIQR2VRrJoKokBeZzPzk0RY+o6qJSSQz//HLe2lvb8fv97N79+41/V2MjY1x++23c8MNN3D48GFlcigrK+PQoUOrvt5qMTc3l9TfL9tq1LvRifjKV74S9/iP/uiP2LdvHwcPHuTw4cN885vfvLw3exV/cBAEgaKiIv7kT/6E//Jf/gtTU1MKqfmbv/kbNmzYwN133819993H5s2bLxu5SEtLi7NG9/T0MDw8jCAIjI2NIYpSgldmZuYVQ2hA6lUj49HvNfOzR9vx+cNkBLVMD86h02iYi4bJKk8j5AqTKeoIEyWdFDKNqUyEPKR4Uxi8EKS6IFuxoIkukU3kUBKVxv8jT51jxh1gW218TYdarSm1GPlIvTQnnLCN0No+ztbafI7ZhjhQXwYsrtbsaSgmIojsry/htHWU1jPTXLzkZVOtmcKiPLxeLz6fj4H+fjL0egwGA9EkSp167vv5o+c4YRsm4A8w558j12hSSEyyhpvJHsvEpsU2RkBAITaTdh+3Hozvx7Kc7UyGnH4mKzWy6+CjrF2R8fv9NDc3k5eXx6ZNm9b0GX3rrbeUsfz+++8HpL/HHTt2sGPHjjXf20pwdV5aO/4grGUrQXp6OnfeeSf/9m//xtjYGD/72c8QBIHPfvaz1NTUcOjQIY4ePUowGLxsr+lyuejt7aWyspIbbriB2tpaBEGgo6ODpqYmOjs7cTqdRKNR/v2lu/nyN/fw5Ri5WakCs5pj5dqIbQ35bGvIx+X2x+3urAayPazuQAFFG2Bk2MeAPUjLSUlOPrvAdpYwiFrHqKrNVgbCZuuoErG5GAosBqWQ/oxtjF8dSW5Rkq1sAP/56DnFiqZL1ZGdk43RaOS2z2wgNTWV9ncmePln3czMzDA9NUUwEABRql8xmHSKPcw/N8e7R/sprMhk380WxTom/1yypUyuaZGfkxWpFpWlTE12pPdyjJqYsqVWxaTIZ1F5r+UJTLYX3BnbiVNHLQ/YZxi0z7C7oTg+ZAIIqZQYYEFhv0xi5ubm1kxiHA4Hd9xxB/v27eOnP/3p78SmkpGRQSAQWPC83+9Xvr8afPKTn6SoqIjXX3/9stzfVVyFDEEQyMvL4/Of/zwvv/wy4+PjSm2ZHLf8ne98h9bW1stmexFFkaGhIcbHx9m1axc33HAD69atw+PxcPLkyQXW6CsJD35zN+8OfIaW8S/wqW/Ukl2egU8bRgCmB+cIE8XpmcMdDOLLDOOZCiB6NAghDfliBrNCkBl3gPPvTDArBMkyzS8sS6b03LK1kpJYA84f/7hFiXcGFqg1UcQ4tebnR84xYHcr9rNktTQyZFIjq+Ytpyf55X8O4XJDSWkpqampnGwaxu1yMTo6intmhpNN8a9/2jbK/Q9uoWpbOkU1IuP2CFGtoNjQYOmGm8keyxa0uvoCpt1+xYKWLNp5NdjSUMD/+tXa61D8fj+nT58mNzd3zeTeZrPx8Y9/nH/4h3/gU5/61G+drF+dl9aOP2hFZjHodDpuueUWbrnlFg4fPozVauWZZ57h0KFD+Hw+7rjjDu655x5uuummNed0j42N0dnZyaZNmygtlRaMubm55ObmsnHjRtxuN+Pj43R1dREKhZR4QLPZzOMv3a1c558S7Gers5mNLNgdUqOsLova2G7MCasUARmKRUCeSRi41GlmMnZcV8jo2CjRaBRLTQ57GktotY0rcZIPHIovUNyesHsjL+jrGgppsY1RWJGpLMp14uIcXCYp3YcnKWA+LS6xZqe2oUApqAfY2VA034RTq2XPB6XEuGcfOY8uPZVgMIjL5SJFq8U3F6Hhj0roPuXm9BtDeLwe9Bl6JcYy3iYWbyl7+vA5qmtz437uXz3Zi8cd5COxY+Wf/anDnWRmp3L7J2sAaVfsjG1MUVpu/2QNZ2yjNNtG2R2LUpYJDhBX4B8iSoklk6hAUiVmS605abyyXBPT0dGBz+dbM4mZmJjgrrvuora2lp/97Ge/M699cXExw8MLyfnoqPTZKilZ+SaBjPLycqampt7zvV3FVSwGQRDIzs7m05/+NJ/+9KeZmZnh5Zdf5rnnnuPmm2+moKBAsZ/t3r17TTYYURTp6urC4XCwZ88epX9KojV6fHxcsUbLDoPs7OwrSqlRN+AEuKXuKWbcAYRUEIMic9Gw1LdGEDGVpiOMRkl1pShqjdaUwowrwExbAGdgLk6tifRH2BSR1JpB+wxH7OfQAGWWeAuPvBm0v76EqE3k2vpSTthGlAacWxPUnaVqa9RqDcDAgJ9PfWELXp8Pj8eD2+1myy4TLpcLvcGACExNTzPjdlNSXMz6uilVDeUYHe1Ogkroz+pinVtsY0qkM8CrRy7ic4UIxOpV0xLm5+WS0N4LZCUmJydnzSTm3Xff5aMf/Sjf+973+PznP/87+RxfnZfWjquKzDLQarXceOONPPLII9jtdn75y19iNpv52te+RlVVFZ/97Gd5/vnnV9z0TxRF+vv7OXfuHNu3b1dIjBryhLVx40bq6+vZs2cP6enp9Pb28tZbbynNnMLhMF/+5h4ej6k1y2EtyooMnxCmLNYY84RtODYILr4DGI2K83+AxSUIsUl1e30h2+sLWVeXrewMrfS+5J0ggHPtEwRVTTJbFsQ8S9atuoaCuEaeaivaWet8Ab50jTEutE/GDbBnrWNU1+Ww56ZyRnvANZTBeK/Auh0GxsbGMJbNkVMZYKw/TEpa/OI+QhSDKVUhSiA1FZVJjPr5ogoDf3Rok1IICZKqtb4ulyJLZlwMdphoXC3TrphHWlZm7jwoKTGnEpSYrvZJ9jSUJFVijKZUhfwkU2I6Ojrwer3s3r17xXGtakxPT3PPPfdQXV3NE088seJwgPcDO3bsoLtbUtnUOHHihPL91UD+m87Pf+9N4a7iKlaKrKwsPvGJT/D0008zPj7O3/7t3zI+Ps7dd9/N1q1b+cY3vsE777xDJBJZ/mJI1ubW1lamp6fZt2+fQmLUkK3RtbW1XH/99WzatIlwOExraytNTU2cP3+eycnJ97Uoeq34ddsneHfgM7zafR/5W1OIpkWJCCKaqIBnPIhLE8Dh8zGtCRDRioguEb1JR9QvkiemK2pNZ7vkKpDVmnJLFiVTevaVFRPpj8SpNTLUas3++pI4teaYbYh/ebSFAbtbOWalas2pEw7OtXt47QUnrhkBo9HInN/P26/24Ha5cLlcmM1m2k7FL2bVDTiBZRtwLteQs9Bi4MOHNinzc2f7BAEh+p6VmuUQCARobm7GZDKxZcuWNRGQ5uZmPvzhD/Pd736XQ4cO/c7I+NV5ae34ve0j87tGNBrl1KlTSj+AsbExbrnlFu655x5uvfXWpJOAKIpcuHCB8fFxdu7cueoCLFEU8Xq9jI+P43A48Hq9cU3O1AvMf0rSp0Zd6C89Xjz7frlc/Hdtw+hVvWlS0SiDYjgcpum1i2zeY6KgoIAzxyTCIPeKkRfcu2ML8JeO9JAiaiiqMLC/vlRZ4KsbeAJxvW/O2MZIUeX6p4iaBURG/fjVJy/idQepqc1lV+y6ZxPIT4t1jHG7lyJLpuqYsQU7Sd3tU3z00GalN8PQhSiRSARRFNHpdOysL6T7zCyCICjnykqPSLzy1GodZ9Q+S1FFZlwhP0iTzY76+PdATh/bVV+kRFbLxZ7//mg761X9AOSdO7lWKRp7u9REprV9nC21ZvbVlyS1lP3ni/fR0dHB7Owse/bsWROJcbvd3HXXXRQWFvLcc8/9VvpPLIUTJ05wzTXXxOX1BwIBtm3bRl5eHu+++y4Adrsdn8/Hpk3zdVBOp3PBxHD48GEeeugh/u7v/o6vfvWrv70f5CquIgnm5uY4evQozz77LC+++CLp6encfffd3HvvvVx33XVJNxGCwSBnz55V6gFWq7hGo1Gmp6eVXjWiKCougry8vPe1SHo1mJycpLW1lerqaioqKgCpAadz2EdaNAWdRppVNAaBaEBEBDILU0kb1aAv1OEZDxIOR0kr0yK6pKWTkC0lowFkV6T//+2dd3hUVf7/XzPpHVJII6GGHgiplNBEKVISpLiIBRfruvqTFURl3bXgrooru34Vdt11BQu6kgkgRUQglICQQEJIIIROSG+k95n7+2NyLzMpkISEJHBez8ND7p177pyZSc5n3ufTlL41qm4qTHqbkJpajBr4zcIhyjwMS9obHsuCRfbWyHk1t7LHx6IzjFoRpF28TtAEWywtLKisrOTimSr8QpyxsbHB0tKSE4ezGhQJkI/jorM4l1jAAF9HxVPTnN40jR2fitZX/7xwquCmvWoefb355aNlZBFjb2/P0KFDWyVAEhISmDFjBq+99hrLly/vUI+isEutRwiZNkCn03Hy5ElF1Fy5coX777+fsLAwHnzwQRwcHCgrKyMiIgIfHx/8/f1bHO/YGGVlZYrhKCkpoXv37oqb3/DLoixqbiZkmrNQ1hcy8iJ3LDqdS6cKGejriFanQ1tSwbBgR1ycXVCpVByPzlREDKCEQckcrzs+WffF/Nwp47Cz+OisBiLGcNH8aeMFVJLKqLNyfSETX5doL1dSyUotxcPbrsE18vGpQzl119gaLbjyNbF7r1FeVk7IZG/OxRUzPNSVquoqysrKOP1rPmkXK5g0vwc2NjZY21hjYmLC/9aeof9wR6MQvBN1tfv7DXc0eo++X3daL7oM3qf46CzOJOay8PmhBuNlgSMRMM5N2QGTDYbm27MUFVXx+O/0CfyyFyY41IPD0de4llqMh7ddAy/M6FBPlq4I5vTp0xQXFxMQENAqAVJSUkJYWBj29vb8+OOPrQ7FbGsWLFjA5s2bWbp0Kf3792fDhg3ExMSwd+9exo8fD8DEiRM5cOCAUR6AtbU1Dz/8ML6+vlhaWhIdHc3333/PiBEjOHz4MNbW1k09pUBwx6murmbfvn1ERESwdetWVCqVUsRm/PjxmJmZcebMGZKSkhg0aBBDhw697ZBPSZKUXlE5OTnU1tbi7OyMq6srTk5OHRZSmp2dTVJSEoMHD24yTOf+4d+Sn12Bea1+jmao0ZlKqGr1a6zKVoVLuRVYojTgrLLTYu9goYgXADvJXOlZk3qqSBE1AEmJuTz33EjlOZvKSZQbYJ5OzKWbgyULHtGHHctix9B2K8cSRO0+T056BX36OaJWm5CdWoqbuxX9h1lRVl7OhcRyzMzMCAx1x8ramrjDxhtihjmVcdFZpKeWYIIKN29b/UZjIw04b3Us/3wqOkcRNXDDTrVUyFRXV3P8+HHs7OwYNmxYqwRIUlISDz74IC+//DIrV67sFGGRwi61DiFk2hhJkkhKSlJETUpKCmPHjuXcuXM4OTkRFRXVLl/mKioqFMNRVFSEg4MDrq6u9OjRw+j5Pnk/Fmh8MWyukDEUMfrH9MdVVVUc3n2J9KvVDBnRg3Gh+nyR5goZw2NDb4s5JjcVMvKxXA4552oZ0w2qqdT38ABsqhMVoF+w5WsMhc2mtcn0ryu5HGBwTd8R1uTl51Fw2YxLZ4sZ6OtkJHbiorPIvFJCd1czeg0xo6qqitSzWszNzTAzM0NtYqKImRPRmfiFuimLf0Com+Kxkv8wZTETG51BRmoJ7t62RrtpX61LxNbBnLBFA+quq+eJqbuT/JnFRGcQn5jFMF+Xm3pizpw5Q2FhIYGBga0SMWVlZTz00EOYmpqyfft2pfpbZ6CyspI333yTb775huvXrzN8+HDeffddpk6dqlzTmMF4+umnOXLkCNeuXaOyspJevXoxd+5cVq5c2agXViDoLNTW1nLgwAEiIiLYsmUL1dXVBAYGcvjwYZ544gk+/PDDNv8yJzfok21TZWWlImqcnZ3vWIhpWloa586dw9fXt9mhNvcP/5aioiqqS7VYYoqFiQk6raR4a7SWEu5aG2qrdFi76kVNDTpse5ojFUrYO1hQoqpWfpa9NZVZtdiM0q+naanF9PJyaNQ7Y3isNrCHpxNzeeb5G0JIts2SJJGbm0tCbD6Tpvoo7+03axMZ5Huj27uqVoePrzXlZWVotVquptQSEOqOtbU1Jmp1oyWdZVEDtLm3BuAfO6Y06zMBvYg5ceIENjY2DBs2rFXevuTkZB588EGeeeYZ3nnnnU4hYkDYpdYihEw7IkkSe/fuZeHChdTU1FBWVsb48eMJDw9n1qxZuLi4tMsfUFVVlWI4rl+/jp2dnSJq6itzQ2HT3DCzxoTM8ABHsrOy6Na9OylJZfqCAIcySU0txhQ18x/Ru0Hrh5Udb+JYXki3bTyHCWrcvG3qigwY7/ZAQ2Gzae0ZpX+NLFIMRUycQaiaLH5MJJWRiGnsGrWkos9wK/IL8nFz05dtNqwiZphI6WcQJqbT6aiursF7qBkVFRWYm5tzLbmWq+fLePh3Q5D7N8dHZ3E2MY9Bvk4NXl96aok+5M1A6ASGuiuCVFcXjy173OR+BnLH5xhFuHpyKPoaaanFeHjbMqYudKG+J0YWMQEBAa0S3hUVFcybN4/a2lp++uknbG1tW3wPgUDQPmi1WlavXs2f/vQnrKysUKlUTJ8+nfDwcO6///42iRiojyRJSjhuTk4O5eXlODo64urqiouLS5u1OKjP5cuXuXLlCn5+fkZl8VvC6F7rqUVHbaUO81oTTOukhdpGhSlqystqcLS2xLRSrXhrrmdXUm2l99bYSeaUqPQVT+t7a0z9bog5OTysMQ+5fJyeWoJXXVGB9NQSenk7EDzWnZycHKqrq0m/rGLU+J7KPQ3t9/FDmXU2Ri9sAoJdiDmQRu/B5tRUV2NpZcWlM1WMmtBTEUKNCRtDYXUusUCxM3BzIVPfWwOw5HW/Zn8ObSFizp8/z7Rp03j88cf561//2mnCHgWtRwiZdiQxMZH777+fhQsX8tFHH3H16lU0Gg2RkZGcOHGC0aNHEx4ezuzZs3F3d28XUVNdXa00OcvPz8fGxkYRNfW/XDZH1EBDIXNo3xV69pFwdnLizKkSAKOwM1ODCia5qWXMeWSgctyYN8Zw0YyNztCLkboF8GxiAY8bLJoNvTM3ShHLuSYZV0uYVeetkMfU9/BcOKVv3mkYJ2x4zc6NFyguqKRHL1NCH+iDpaVlA8EiYzgO4H/rztSFibmh0+koLy8nLjqLnPQKHN3MGD7KpS522UIRcnBDzMXUNSr18XUkyOBzaOiJ0YsVOWlfq3hiboz517p4hvq6KOd+jU5TxAzA0hXBJCcnU1BQoBSZaCmVlZX85je/oaSkhF27duHg4NDiewgEgvZjw4YNvPDCC3z55ZfMnTuXo0ePotFo2Lx5M7m5uUydOpWwsDCmTp3abpsQcmh0dnY2paWldO/eXRE1bZFHJ0kS58+fJzMzE39//zbbmZ4y/Dtys8sAMKtWo1KrFG+Njac5NYVaLCUT1JUq1KiwdtWLmtpavbdGzqdpzFuTXFKg9KmRG3DezFvz33UJDPV1prS0DJ1OR3db+yZFTGPH36xNxN7BAg9vO4JGuXJs/zWqa2roPdAUCwsLLidXY2ZmRsgE/T3bUtTINFfI1NTUcOLECaysrPD19W2VALl8+TLTpk1j7ty5fPzxx0LE3CUIIdOOFBQUsHnzZpYsWWJ0XpIkUlNTiYyMJDIykqNHjxIUFKQkZHp5ebWLqKmpqSEvL4+cnBzy8vKwsrJScmrs7OyMnlMWNdAwrAxuCJWDey/j1Ueih6srNjY2SpjZjbHGx98auLlDQ3s2W8jIbNt4AQ9vvWEdVeehqS9k6uegqAyLAtQV6mssVE3O0clMLcXT287omsN7ruDeH/KvmGFiatLoNSeis7iQWEB/X0eDwgbG/XEApDqB4TfWlZioNGpqqqmpqUGHhG+IEzY2NiSfKEKlUilhYf6hborICQr1UDwxUp0nRhY4sdEZJCXmKsbEMIQwOvoaoBc4huJFFjNLVwRz9uxZ8vPzWy1iqqqqePTRR8nOzuaXX35p9Q6oQCBoP44ePUpNTQ3jxo0zOq/T6YiLiyMiIoLIyEjS0tJ44IEHCAsLY/r06djb27eLbZJDo7OzsykuLm4yNLq56HQ6ZUPG39+/3cJa171/gq/WJVKLDlUxiqgBsHIzo6ZQi3mFGrWlCtNKfcGAClUtpWnV6OwkxVsjCxlDb01cbBZuITfEV+PeGone/UzQ6XS4u7uz/l+JSknnsaE9WxQybuitkSQdviMcOHEkm14DTDAzM8PGxoZzp8oImeilWNT69nq7gX0GfVh4WwgZWcRYWloyfPjwVgmQ1NRUpk6dyowZM/j000+FiLmLEEKmg5EkiYyMDDZv3kxkZCSHDh3Cz8+PsLAwwsLC6Nu3b7sYDq1WS15eHtnZ2eTl5WFubq6IGgcHhyZFjaE3pqiwkKOH0hl/f18lFOFmQuZYPREUufEspqhw97Zj3FivBmFl9UWMUk54nP7cj9+exwQV7nVJiIbeGJkT0ZlKjok+dCufAQaejcZC1XZsPK8sxgGh7kT/cpmqqirGTumDubl+p/B/604zwNfRSISdqFuk63dIrr+QJyfm8YhBwj7AN2uTsLYzJXS6E2Xl5ei0Wq6laLl6sZyFzw9VFl35PdIZvA+yJyaoLt9F16Qnxll574/U88T8wUDEBAQEtCq0pKamhscff5yrV6+yd+9enJycWnwPgUDQOdDpdCQmJir5nhcuXOC+++4jLCyMmTNntlvfmMrKSnJzc8nOzqawsBB7e3vFNjUnaVmr1ZKYmEh5eTn+/v53tMCI7K2xqjbV96OxM6WmRIeVnT5MSxY1srdG5aZCKpQoK625qbfmdGIe6epSI2/NkUNp9O6ntwtubm4cO5LZiLfmRj6Qad0mXqNFAuodH69rQG2CCncvW0aM7KbvRVZTw4ARtthYW3M+sRxTU1OCxtUJoXr2+3h0JhcSrzOgrt1ATmo5Pb3tWhxW1hYiJiMjgylTpjB58mT+9a9/CRFzlyGETCdCkiRycnLYsmULkZGRREVFMWTIEKXJ2YABA9pN1BQUFJCdnU1ubq7SK6BHjx50797d6DkfmbmFkLEe+kZbxcWkX1ExdqK+jGV9oXIr78yv0WmMCvVUFsDkxDyeMajm0piQkb+8y8dBoe5Kj5js1DJm13WzBww63hvn3xi+gyaomwxNi4/Oory8guy0MmY+OlApPRzXyH3kI8N7fbcuCVsHc2Y9ciOs7Xh0BpmppUYJ+7IQkf8QA0Ldqa6q4tjBNDKvldHNxYRhQY7YWFtjY2PDN5+fYeBwJ6MKdLHRGZxKzGWIrzNBBrkz9T0xgCJgZDHzhxXBpKSkkJubS2BgYKtETG1tLUuWLCE5OZl9+/bRo0ePWw8SCARdAkmSSE5OVkTN6dOnmTBhAuHh4cycORNnZ+d2C42Wc2oKCgqwtbVVbFNjIW+1tbWcPHkSnU7HyJEj2y3vpjnIosYSU1RVoDXR96xRm6uwdTVHlalfj2VvTa2lDrNuJoq3Zqivi9KA09BbI4egWVmq6OFmwdQpAzl2RG+TmgpDOxadYdSAsyXeGrmMv5y/6efvSFlZGQnH8ug/zAprGxtsrK05E1ekiBpo6K35ft0ZRdSA/nvCrYRMTU0NcXFxmJubM2LEiFYJkKysLKZNm8bo0aP573//22FV8wTthxAynRRJkrh+/Tpbt25Fo9GwZ88e+vXrR1hYGHPmzGHw4MHtsqsg9wOQRY0kSYrhcHR0RKVSKU3PjkWpiYvJbbZwaUrIyByNTld2jQAsJZNmCRmZH789j6dB2JmhNwYaVk/btvE8JUXVDPR1MvDQ6EPTJCA/L4+Tx/Iou67Gs7cdgfWukdF7WfSeHvma4/UamhliWBQA9KFm9ZtapqeW4OFtqxc1NTXEHEijurqaam0tJqam+I9x5WxCCSYmJgSHenAkOo30uopmhu9pY54YuCFm/rAimHPnzimdvFsjYrRaLc899xxxcXFERUXh5uZ260ECgaBLIkkSFy5cUPI94+PjGTt2rJLv6erq2m6h0Yb5nnJotKurK7a2tg2+9HamL6xPzNxGSmI+UqmEiU6FVi2hMgVqwcHTkppCLbaSGbXoUFfq3zsTN3Wj3ppiqtDma7GxNaHKQoVJHxOSEnMZ5utC6NgbxVvqixpA6VUjl3T29LZTRA007a2Rzxn2qjmbmMcjTw6krKyMsrIyUhJK8Q3Wh0ZbW1sTfyT7pr1qAD7fMaPJ96y2tpa4uDhMTU3x8/Nr1fednJwcHnzwQUaMGMHXX3/doY2YBe2HEDJdhMLCQrZt20ZkZCQ///wzPXv2VDw1rd2puBWymJJ3xLRaLaampkiSRGBgoJGb/x/vx7ZIyPxa94Va/tJ9NDrd6At45MazeHvfaBhqIZneVMTEGIRXxR3KJC21BDWqRgoLuNU7vlFWMjO1hJ7e9owMdSM3N5fKigoyr5gQNP5GGNrZxHyG+DobCZnjdcJGvk9gqAfHozOMromrCylb9Pwwo/f4m3VJ2DmYM9vAayMn9+sF1o3XuGFdIjYOZtw3053y8jIqKiq4lFxNfl4tnr3sGTWhJ8cOZyjv6808MQAR2x7i/PnzZGVlNfg8m4tWq+XFF1/k8OHD7N+/H09Pz1sPEggEdwWSJBkVsZGb+smh0Z6enu0iampra43yPc3MzKitrcXe3h4/P79OJWLqI4uaqsparGvNUAG1pjpU1Te8NXIDzuKiKnSlEhY99V/AK7NqUXXX4uZuRW2eCd16WzVowJmUmEs3B4s72oDzbGIei5YMpqysjPKyMpLjizE1NcV/rBs21tacPJoLYCRsnns9oMn3yFDEtFaU5ufnM2PGDHx8fPj+++871DsnaF+EkOmClJSUsHPnTjQaDT/99BPOzs7Mnj2bOXPmEBgY2C6iRt7tqqysRK1WU1NTY9TkzHCn4x9K9bP0Jr01jXljmjo+Hp3BmcQ8Bvs6E1rXm6YxIRNUL9QqKNSDE3Vu8azUUsKMQryMyz4DbFyXxIBhjpSVl9N/iCVZl9Wo1WojQbLNIH8mKNRDuY+hlyU5Ma+BONH3gCk1GiuHlAWEuhsl8sdEZxA4zl1x6RuGihmWWdZqdRzaf5X0ayU4OKkZMsJOCT/7av3ZW3piLly4QGZmZqtFjE6nY+nSpezdu5eoqCilU7ZAILj3kCSJ9PR0IiMj0Wg0HDlyBH9/f0XU9O7du11ETVFRkeKJqa6uvmlodGfj/uHfkptejtpUhXmtyU0bcNaiQ1uiw9RajYmTCRTqbYGqm0rx1hiGoZX30QItb8B5LbUYNSqlASe0XNiY6GDgCFvKysqoqqzkytkaRo7RFwQyrxMUTQmZ2tpa4uPjUavVrRal169fZ9asWfTs2ZOIiAglLFxwdyKETBenvLycXbt2odFo2LFjB/b29syaNYvw8HBGjRrVJjtT1dXVxMfHG+2OlJSUKJ6aiooKnJyclCZnhjsfjYkauLmQkSujNXYcG51BcmIeDgadjg29MTKx9YSNvimYk3Kf+tXSYqMzQIKeA9QknyjCztaWlNPGpSQNxY+cJ3MmMZ/H6nlZYpsIKwuoFz5meE6+/+nEPB7/ncFz1vXikZCYs+iGdykmOoO0ulCyoFAPjh5Ko7amloHDrDkWk40KMKlrwDl+ov4LhKEn5sKFC2RkZBAYGNiqij46nY4VK1awbds29u/fT9++fVt8D4FAcHciSRLZ2dls3rwZjUbDwYMHGTZsmCJqfHx82kRgFBUVER8fT8+ePenXrx+SJFFQUKDYJpVKhYuLC66urnTv3r1TJ3nfrAFndZkWtRrcHa2pKUDx1lSVarHtqf+SLveq8fK2N8qtkQolpVdNamoxfdqgASfcvGhA1lV9VU+ArKsluLpZ0neoJRUVFZiZmmJjY8MLfwxuUAVPq9USFxd3WyKmqKiIsLAwnJyc2LJlS5uU8hZ0boSQuYuorKzkl19+ITIykq1bt2JhYcGsWbOYM2cOY8eObVV8aGVlJXFxcdjY2DRZu92wyVlpaalRkzPDnRBZ1NwqrKw5xyYGC605JjcVMTeEjjsn6oSBGhVz65p0AsQcSqenjxptbS3u7u7E/ZpDRmqJshgH13lfAup5gTINvCzBdV4W40pmmSQn5vNoPbHz9bpEBtYJq2ADA5CeWoJHL/1zGpa8lv9Ib/R/SSc5MY+Bvk5GXq8rqUV4etsxIsCRsvIyYo9mI0kSAUH6XjVv/Hk8V69eJT09/bZEzJtvvskPP/zA/v378fHxufUggUBwTyJJEvn5+Uq+5969exkwYIASGj148OBWiZr8/HwSEhLo378/3t7eDR7X6XQUFhYahUbLosbR0bFTh5/VFzWSJGFpYkKtWsLSwrTRBpy56eWYmqqxdDNFuom3BsCkt/61p6UW08tA2NT31sjnDIWNKepml3QGeRNR33JBkiRG+Hdn6sPdycvLM/Ke2dnZkZCQAMDIkSNb9fmUlJQwZ84crK2t2bZtW7s0dhV0PjqFkMnMzOQf//gHx44d4/jx45SWlhIVFcXEiRObfY/09HSWLl3K7t270el0TJo0iTVr1tyzO8XV1dVERUWh0WjYsmULADNmzGDOnDmMHz++Wa7WsrIy4uLicHJyaraxKS8vVwxHcXEx3bp1U0SNYRnMv78fo/zcGiFjeLx+3SkG1y2U40K9GhUyhmFox6IzUBu6wSW9GBsw3AY3d3dM1GqjwgInDunFiF40GN/X8JoziXkM9XWu5+nJJCO1BI86QRQU6q4Iq8BxHhw/ZFyx7EZJ5cy685JSQED29MjllfX9ZIwrxUVHX1MeHxPaEwmJ6AOpVFdX8+aqfpSWlqJSqejTpw89e/Zs8W6VJEm8++67rF+/nqioKAYPHnzrQbdBVVUVf/rTn/j666+5fv06w4cPZ9WqVTzwwAO3HCvWBMHtIOxS2yNJkpLvqdFo2L17N7169VKK2DS3W3t2djZJSUkMGTIEd3f3W14vSRJFRUVKrxrD0GhnZ+dOK2rKysp4d9nP7NIUYGalVnrV2NuYU1FWi42nOUXplXRTWxj1qskuLkNdomrgrZF/lkVNbnZ5g141t/LWpKeW4FWXv5qeWkIvb4dbFgkw7FUD8NWO2eh0OsV7lpubS01NDaampgwaNAgXF5cWfyZlZWXMnTsXlUrFzp072613EAi71NnoFEJm//79TJo0CR8fH5ydnfn1119bZDBKS0vx9/enqKiIV155BTMzM9asWYMkSZw8efKe72dRW1vLoUOH2LRpE1u2bKGyspIZM2YQFhbGfffd12id/eLiYuLi4vD09KR///6t2jGrrKxUDEdRURH29vZKk7P6OyWysLlZWFljx0cMvDux0ZmkphZhihoPbzvGhXoZeWNkjhkIHZ1Ox1efJdCrnzW2traMGdezQXU00IsWlYH4UUET1+h/1ntnjPveHK8TO4N9nQg0LFN5KIOkxDwGDTcWSpqNKYDEHAPPkb7Mcg6DfJ0YrSRm6t+TGnQN3hc5J+aV10K4dOkSV69excPDg6KiIqXxnIuLS7N6NEiSxAcffMC6devYt28fvr6+N72+LVi4cCERERG8/PLL+Pj4sH79emJjY4mKiiI0NLTJcWJNENwuwi61P8XFxezYsQONRsOuXbtwdXVVPDX+/v6Nipq0tDTOnTuHr68vLi4ujdz15kiSpIRGZ2dnU1lZibOzMz169GgQGt2RlJaWcuLECTw8PIxs8Ohe6/XVzUr1xxY2JlB5owGnulSFuY0aS8mU2iodtZY6tJV6w2TpZmrUq8bQW3M6MY+y7jX0rBMp9RtwQkNh01ivmpt5ZwBeei3I6Fir1RIfH09NTQ3du+s9NVVVVTg7O+Pi4oKLi8stP5OKigrmz59PVVUVu3btws7O7qbX3y7CLnUuOoWQKSkpoaamBkdHRyIiIpg/f36LDMaHH37IihUriImJIShI/0dy9uxZhg0bxquvvspf/vKXdpx910Kr1XL48GE0Gg2bN2+mqKiI6dOnExYWxgMPPIC1tTU7duyguLiY0aNH07t37zZ53qqqKqXJ2fXr17G1tVVETf2dk5Z4a47Uy7WRF9pYJYelYXyvImK0Wvb9fB6VSsV9U304cTirbkwev/3dCGVM/UICW75Nobio2kh4GObpyF6WM4n5PPE74y/7xwzyZ4INQscMk/9DQj0UwSYn/+vPe3IkOs3ocVnM1PfEyO8NgGb7XC5fvszVq1cJDAxU+i/In4nco8HGxsaoR4OheJUkiTVr1rBmzRr27t2Ln58f7U1MTAwhISGsXr2aZcuWAXpxPGzYMHr06MGRI0eaHCvWBMHtIuzSnaWsrIyffvpJyffs3r07s2fPJjw8nODgYFQqFWvXrsXHx4fg4GC6d+9+288pSRJlZWVkZ2eTk5NDWVkZTk5O9OjRo0Fo9J1E3kj08vK6aVPs+g04VWoVap0KKztTzLqZUFOoxVLSezbq96qx7Wmu5NM05q1JLikwasB5s5LOABEbz1JcVHXTXjVgLGS0Wi0JCQnU1tbi7++vVEUtKyszClfv3r278pnU33itrKxk4cKFFBYWsnv3bhwcHFr9vjcHYZc6H51CyBjSGoMRHBwM6H/BDJk6dSoXL17kwoULbT3NuwKdTkdMTIzS5Cw7O5vBgweTkJDAqlWr+P3vf98uzyv3A8jOziY/P/+mX6B/M3Nzk0LmSL1cm6bie00N4nvN6vJptFotmZmZnEssY9JUH1R1O3/H6sUDy7k4jYWqxRr0fOnpbdfgmnSDHJuQUA9FxBiOTUstxqPeWM3Gs4DEQ4Y5PNEZJCbmMMTXxSh3BvTVbW7miZFFTEBAQJM7VTU1NeTl5ZGbm0teXh7m5uY4Ojpy7do17rvvPv75z3/y/vvvs3v3bmUBbm9effVVPv74YwoKCrC3v1GK+69//StvvPEGqampeHl5NTpWrAmCtkTYpTtLRUUFu3fvRqPRsH37diwtLXFwcCAtLY2dO3cSENB06d7boby8XBE1JSUlyhfoHj163LGkcbkKW58+fVq0kfjEzG2cis3WN+CsBq1a0ts+U31J5/q9aqRaCdOeJlRm1QLgE+xI4dVKACNhU6KqJl1dRnFR1S171dysAScYixidTsfJkyeNRExjVFRUKBtuhYWFig2ztLRk8ODBPProo2RkZLBnzx4cHR0bvUdbIuxS56PzlvBoJjqdjlOnThEYGNjgseDgYC5evEhJSUkHzKzzo1arGTVqFB999BHnz5/nlVdeISEhAScnJ9566y0efvhhvvvuO4qKimhLvWtmZoaHhwcjR45k4sSJ9O7dm9LSUmJiYjhy5Ajnz59XnvP77XN4+bVgXn4tuIE3Bmhw3NjCGhTqQVCoB6mpxVxOLeTQwatkZmRwLqkcG1tbRcTIBIa6K/XuTyXmUINOeSzGwKMSFOpOUKg7RUVVaJEUYSET/sgAJaTtv+sSSE0tVo6DQt3RokOLpHhSZDy97fDwtjO6nxYdQ3ydkQyeZ1SoJ1okUlOLGwiYI9FpvPJaCFeuXLmliJE/E3d3d4YPH86ECRMYOHAg165dY/Hixbi7u/Pmm2+ycuXKOxJOJhMfH8+AAQOMjAXcMAYnT55sdJxYEwQdjfgdvD2srKwICwvjq6++Ii0tjaFDh5KWloapqSnz5s3jxRdfZN++fdTU1LTp81pbW9OnTx9CQkIYO3YsLi4uZGVlcejQIWJjY7l69SoVFRVt+pyGXL9+nbi4OPr169fiaIgN22cRn/0Uv2YvxmesEypbFeWmtVALJdeqKK+qIbe0gkqVlhp3CRNbNTWFWkwsVZih5lpqMSWqajLTSwGUPBgvb3s8dTZMGaqfT/ThNP75z3i0qht269d6tk+HxGBfZ2XT7XB0GofrbBTo/z4SEhKoqalh5MiRNy1EZGVlhbe3N4GBgYwfP56ePXsSFRXFhAkT8PT0JCYmhg8++KBNPHTNQdilzkeXFzIFBQVUVVU1mvAnn8vIaLrLukDPunXr+Pvf/87PP/9MRkYGx44dw9/fn7///e/07t2befPm8dVXX1FQUNCmosbU1BR3d3dGjBjBxIkT6d+/v1IpLTo6mpSUFAoLCxuImtbg4W3HrAX98OwjceZMGecvl1KruiFSjkWnK+FeoK/br29K6cGR6DSORKdxNbWoQb7NoLprQO8l+e+6BKNrgkLdGeTrhKe3bQOxM+eRgQTXJe0fi07naN0cQkI9CQn15Gh0OhEbkwF9aJlhrpBsGOQy1IZiRrN9LlevXuXy5cv4+/u3KGbYxMQEFxcXpkyZwrvvvgtAeHg4n376KS4uLjz22GNt+jvQFJmZma36uxZrgqCjEb+DbYNOp2PRokVkZWWRkpJCTk4O3377LWZmZjz11FP07duX559/np9//pmqqqo2fW75C3RQUBDjxo3Dzc2NvLw8Dh8+zLFjx7h8+TLl5eVt9nz5+fnEx8fj4+PTaBW2lrBh+yyOXl1MfPZTWHmaUmFeC5YqdGqJ6jIthemV5JdXUFRdjba7voeMVChRU6jFylRf9exaajHFRVWknipSRI2HzgYJiaG+zowO9ST6cBrRh9NISMox2kSEG5uKIaEehIR68L/tc4AbIqa6uhp/f/8W5SSZm5vj6enJsmXLmDFjBt26dWPcuHHMmzcPb29v/u///u+23rfmIOxS56Pl9XhvgU6no7q6ulnXWlhY3HYteXl3pDG3rxxL2Z47KHcL/v7+7Nu3T3HZ+/r64uvry1tvvUVKSgoRERF8/vnnvPTSS4wfP57w8HBmzpyJi4tLmzUcMzExwdXVFVdXV3Q6Hfn5+eTk5HDy5ElUKhU9evTA1dWVbt266QUNekHz8fvHGuwINXas0+nIyMjAysoKSxs1g331ye2Ho68BkJiYayRk4EY1MLlCmA6pQQibLGLka+wczI28JnIOjMzR6HROJ+ax+PnhyrngUI+6kDKQoiXlebVIyj+ZUaGe/G/jGYqKqpRqbWNCeypiS7N9LqmpqVy6dImAgIAGO0fNQZIkvv32W1auXMmOHTuYNGmSkpCYmJh4R5rMVVRUtOrvWqwJgvoIu9Q1UavVzJ8/n2nTpilhQ/fffz/3338/n332GdHR0URERPDSSy9RUlLCgw8+SHh4OJMnT27T0rsWFhZ4eXnh5eVFdXW1Eup08eJFJTTa1VXf8LE1vzu5ubmcOnWKwYMH4+HhcesBLWDPqUXKz3JZ59pKHdSaYCGpKUuvpshUB+VgYqrGy9WO8uwarCRTiqlCWykpZZsB1L3Viud/dF3e5tPP+xFdt5GWlJhLNwcLRmMsbOCGV6KqqoqAgIBWFVbQarX87ne/48yZMxw/fhx3d3eqq6vZv3//Hak+J+xS56PNhczBgweZNGlSs65NTk5m0KBBt77wJsiLVWO7MZWVlUbXCJpm9OjRjZ5XqVQMGjSIP/7xj6xcuZKLFy+i0Wj4+uuvWbp0KWPGjCEsLIzZs2fj7u7eZl9w1Wq1UrFEp9Nx/fp1cnJySExMRJIko34Af3gtRBn38fvHbrwmgx0inU6LV2996ICzszMXUozje49EpzHU15noOlFj2oSzUs5biY3O4N/rTuLgYEEQxoZnziMDlWu+WJeAvYO50TVaJAb5OjUQO57edoSEeireGVm8yP1uZI+LBPT0tmdenRE5Ep3GmNCejAntySuvhZCamsrFixfx9/dvtYjZtGkTf/jDH9BoNMrfs0qlYuTIkYwcOfIWd2gbrKysWvV3LdYEQX2EXeq6PPLII42eNzExYcKECUyYMIF//OMfHD16lIiICFasWEFeXh7Tpk0jLCyMqVOntmkpXtkr4OnpqeQW5uTkcOXKFSwtLRVRY2dn1yx7KNu1oUOH4ubm1mbzbIzGRE11qRbLWlNMTdWYSipSc4tRq1XkZJbjaG2JjYUZtVn66mfXq6rogTVHSGtwb9meSkioUBF9+MY1kdvmotPpSExMpLKystUiRqfT8dJLL3H06FGioqIUT4a5uTlTpkxp8f1ag7BLnY82FzKDBg3iyy+/bNa1zan/fiscHR2xsLAgMzOzwWPyubbe4bhXUalU9O/fnxUrVvDqq6+SmpqKRqMhMjKSFStWEBwczOzZswkLC8PLy6tNRY2TkxNOTk4MGjRIaXKWnJxMbW2tUj7YycmpUVFTU1NDSUkJNjZuODk5NfDWyIQYCJsv1p1kqK8L0dHXCA31Ukocy9SiY5CvEypUisAwQWXk0QkK9VDESP2QMsMmlpvqQsfm1YWIyY/9Z1280kgM9ILn++/OUFxUxZC6JMr6nphr164pIqa11Vu2bNnCCy+8wP/+9z+mTp3aqnu0Be7u7qSnN/ysbvV3LdYEQX2EXbq7UavVjBkzhjFjxvDRRx9x4sQJIiIieOedd3j22Wd54IEHCAsLY/r06a3a3GkKObfQ3d0drVariJrjx49jZmamiBoHB4dG7WFWVhanT5/G19eXHj16tNm8moOhqFn3/gk+XxOPab1eNcVl1Wg90feqqbSgl6s9SBAQ6qFEBQzzdVE20+T/66PT6UhKSqK8vPy2RMwrr7zC/v37iYqKajKhvr0RdqnzcVdULQsKCkKlUjWoBDFlyhQuXrzIxYsX22GmAhlJksjIyCAyMpLIyEiio6Px8/MjPDycsLAw+vTp0y6hSJIkUVxcrPQDqK6uNuoHYGpqSklJCXFxcfyyo1wJTahfbeVIdJpSxlg+Br1IkAWIXIElNNSr7h5pDaqpJSfmMaROeIyuG2sojo5Fp3M6MZfBvs5Gz/drtPHu1ug6gxAS6mEkuuTkytGhnsr5sWNvVCeT+yv4+/vTrVu31rylbN++nSeffJJvvvmGOXPmtOoebcXy5ctZs2ZNg+owf/nLX1i5cuVNq8OINUHQlgi71DWRQ5nkypwXL15k8uTJhIWFKTkW7WGbtFqt0uwxJyfHqIN9t27dUKvVZGRkcPbsWYYPH46zs/Otb3oHkXvVyKLGsFcNQHFRFW7DbY2KyyQl5uLgYIGXt72RmHlleTBJSUmUlZUREBDQqpLWOp2O119/nS1btrB//3769evXNi+0FQi71Pnocsn+qampnD171ujcvHnziI2N5fjx48q5lJQU9u3bx/z58+/0FO85VCoVnp6eSiWZa9eusWTJEg4cOIC/vz9jx47lww8/JCUlpU2TxFUqFQ4ODvj4+DB27FiCgoKwsbHh0qVLHDhwgNjYWGJjY/Hw8GDVh9P5w2sh/OG1kAZJiY0hL8SjQj3RIbHkeT9A36/l+42nGx3z5PMjFOHy73XxXE0tMnpcruQCevEi/xtVl8QvC6N/rYtTxo4O9WR0qCdXrxVxOjFXmbv8/+HDaUYiZuTIka0WMbt27eLJJ5/kyy+/7HARA/q/a61Wy+eff66cq6qq4ssvvyQkJEQxFu21Juh0ugbnOtm+j6CTIOxS50StVuPn58eqVatISkoiLi6OkJAQ1q5dS58+fZgzZw7r168nLy+vTf+25YIpQ4cOZcKECQwdOlQJrTp48CAxMTEkJyd3ShED8OvVxcRe/S0x13+Lg6clJVXVaLUS169VUJheiVQpUX61hl+j05VNtWG+Ljz8yBAAJUpg2ashnD59mtLS0tsSMX/+85/RaDTs2bOnQ0UMdLxdAmGb6tNpPDKrVq0C4PTp03z//ff89re/pU+fPgD88Y9/VK6bOHEiBw4cMPrQSkpKGDlyJCUlJSxbtgwzMzM+/vhjtFotJ0+ebFX3X8HtI0kSBQUFbN26VVmEfHx8CAsLY86cOQwePLjdksYzMzM5c+YMZmZmVFdX4+joqOyIGS6mH79/zKj4cWNljA2PAX7YmIy3942dGLnXTP1GnSqDfjTyT4bX/FAXUtbT2065/2ElD+ZGc0s51lhOrDScz/IVo0hPTyclJYWRI0e2ugTlvn37+M1vfsM///lPFi1adEeS+ZvDggUL2Lx5M0uXLqV///5s2LCBmJgY9u7dy/jx44H2WRO0Wq2SOFpYWEhRURG9evVqvxcq6JQIu3R3IkkSFy5cICIigsjISE6ePEloaCjh4eHMmjULV1fXdosiOHv2LOnp6UrzR8PQ6DuRrH47GPaqAaix1FGiqlb6xcCNTTZZxBQXFxMQENCqPjySJPHee+/xxRdfEBUVxZAhQ9rmhdwmHWWXQNimxug0QuZmi4bhFBv75QBIS0tj6dKl7N69G51Ox8SJE1mzZg39+/dvtzkLmo8kSRQVFbFt2zY0Gg27d+/Gy8uLsLAwwsPDGT58OGp12zgICwoKOHnyJD4+Pnh5eVFRUaE0OSsuLqZbt26KqKnfJXjuTI2RaKkf81tfSPywMVlpFDbWQPyMMgop0zezHFrvGriR6A9wLbWYnt72RmO//04fh/x0nUfIcOzmbfOU8AQ/P79WNwM7ePAg8+fP55NPPmHx4sWdRsSAPgnyzTff5JtvvuH69esMHz6cd9991yh3p63XBJ1Op/wuLl26lJiYGM6ePUtoaCj//e9/cXJyQpKkTvU+CdoHYZfufiRJ4sqVK0q+Z2xsLKNGjVKK2Hh6erbZ3/rly5e5cuWKUojlVqHRnZknZm4jra6amYu3vgJodV07A82PD3H69GmKiooIDAxstYhZvXo1n376Kfv27WP48OG3HnSH6Ai7BMI2NUWnETKCe4uSkhJ27NiBRqPhp59+okePHsyePZs5c+YQEBDQalGTn59PQkICAwcOxNOzYQhZZWWlErdcWFiIvb29kpBZv2LI394/1qiQaer4aHQ6p5JycHCw4DcLhxhdM9rgmtTUYlTc6P8iX3MttYSe3vp+L4qH5nCa4p0xPA/w6OO9SE5Ovi0Rc+TIER566CE+/PBDnn322XtuAQS4cuUKDg4OdO/e3cgIPPHEE5w4cYI//vGPWFlZsXTpUgICAti0aVMHz1ggELQHkiSRlpam5HseOXKEgIAAwsLCCAsLo1evXq1aIyVJ4tKlS1y7dq3R5sSSJFFaWqpsuFVUVODk5ESPHj1wcXFpVXJ8RyFJEmfOnKGwsJCAgIAGm4XNvcc//vEPPvroI3755RelLcS9hrBNzUMImRZSWFjIq6++yubNmykvLyc4OJi//e1v+Pv733Ls4sWL2bBhQ4PzAwcObBBLeS9RVlbGrl270Gg07NixAwcHB2bPnk14eDghISHNdrfn5uaSmJjI4MGDm1V5qLq6WhE1BQUF2NraGvUDMKQpUQPG4uLwYePE/WupxfTysm9QTMDQFMrVXkbX89YkJuU26okZE9pTETEjRozAycnplq+1MWJjYwkLC+Pdd9/l97///T0pYo4ePcq0adPYv38/fn5+yvmvvvqKNWvW8NVXX+Hr6wvA3r17eeaZZzhw4ECb7tIKBLeLsEttjyRJZGVlsXnzZjQaDQcPHmT48OGKqOnfv3+z1gBJkjh//jyZmZkEBARga2t7yzFlZWWKqCktLW0yNLqzIUkSycnJFBQUEBgY2GoRs3btWt577z1+/vlnQkJCbj3oLkTYpubTuX2XnQydTseMGTNISEhg+fLlODs7s3btWiZOnMiJEyfw8fG55T0sLCz4z3/+Y3SutWVy7xZsbGyYO3cuc+fOpaKigl9++YXIyEgWLFiApaUls2bNYs6cOYwZM6ZJd3t2djZJSUkMGzYMV1fXZj2vubk5PXv2pGfPntTU1ChNzi5fvoyVlZUiamxtbXnltRBeQb+g/s2gV019EVO/GlpRURU6b/1jY8f2VMSILFp+jU7jX/+MN4oxHhPak8OH9X1tDMWL/FyPPdGbM2fO3JaIiY+PJzw8nDfffPOeFTEAe/bsobi42CjhVqfTcfHiRYYOHWr0N923b1+Ki4spLCykZ8+GJUYFgo5A2KX2QaVS4e7uzu9+9zuef/558vLylHzP9957j4EDByqipql8T0mSSElJIScnh8DAwGb3s7GxsaFv37707duX8vJycnJylDDim4VGdyRtJWK++OILVq1axc6dO+9ZEQPCNrUE4ZFpAT/88AMPP/wwmzZtYt68eYDeCzBgwACmT5/Oxo0bbzp+8eLFREREUFpaeiem2+Wprq5m3759aDQatmzZgkqlYubMmYSHhzN+/HhlZ+rXX3+loqICX1/fNkmgra2tVfoB5OXlYW5ujqurKz169MDe3t7IYMmi5rBBQr6MoQfnV4OQMi9ve6VssuG4+v1t5HsZipnHF/chKSmJESNGtLraTWJiIg8++CDLli3jtddeuydFjOym/+yzz3jppZeIjY3F399fOV9cXMz58+eVkAatVktxcTGjR49mx44dSuWciooKLC0t78n3UNA5EHbpziJJEoWFhfz4449oNBp++eUXevfureR7Dhs2DLVaTW1tLfv27cPa2pqAgIA2aXbYktDoO4lcxCA/P7/Vr1WSJL766iteffVVtm3b1uwy53cbwja1HOGRaQERERG4urry0EMPKedcXFxYsGAB33zzDVVVVc1KatNqtZSVlbVpY667EXNzc6ZNm8a0adNYt24dBw8eZNOmTTz77LNUVVUxc+ZMVCoVmzZt4uDBg21WBcjU1BQ3Nzfc3NzQarXk5+eTk5NDXFyc0g/A1dWVbt268UpdA85XCGH1B0eVe8jiQ0ZCwquuOtmv0ekcPpxGYmIuvr4uRiWV9bkyxXh52ytCSBZDsoi5nZKdZ86cYebMmbz44ov3rIiBG0ncrq6uSj8i+bxOp8Pe3t4oLtvExARzc3OqqqrIzs6mX79+nDx5kjfeeIPPP//8ntwFE3QOhF26s6hUKrp3784TTzzBE088QXFxMdu3b0ej0TB58mTc3d2ZOXMmMTExFBYWcujQoTYTGZaWlnh7e+Pt7W0UGn3hwgVsbW2VDbfmen7aAtnrlJeXR2BgYKtFzHfffcfy5cvZunXrPStiQNim1tDl+sh0JPHx8fj7+zdIRA8ODqa8vJxz587d8h7l5eXY29vj4OCAo6MjL7zwgtgJawampqbcd999rFu3jrS0NLZs2UJqaipff/01KpWKv/3tb/z444+Ul5e36fPKwmXYsGFMmDCBIUOGoNPpSEhI4ODBg5w5c4b8/Hx0Oh3LV4xS/hkKEBn5eHSoJxISw3ydkZCUmvuy+Hn4kSENyj8/8WRfRcS0VrClpKQwc+ZMnn76af785z/fkyKmtLSUqqoq5ViOVy8rK1PONVVowsTEhNraWszMzEhOTub+++/H3d39njAUgs6LsEsdi729PY888ggajYbs7GzeffddNBoNR48epbi4mLfeeoujR4+i1Wrb9Hnl0Gh/f38mTJiAt7c3hYWFHD16lCNHjnDx4kVKSkratb+IJEmcO3eO3NzcVosYAI1Gw8svv8ymTZuYPHlyG8+yayBsU+sRHpkWkJmZqdQIN0ROLM/IyFCSrxrD3d2dV199FX9/f3Q6Hbt27WLt2rUkJCSwf//+Tl9usbNgYmJCbGwsCQkJHDp0CLVaTUREBG+88QZPP/00U6ZMITw8nKlTpzYrsbK5qNVqnJ2dcXZ2ZtCgQRQWFpKTk0NSUlKDfgDLV4xSxhl6aqDxIgH/26gvszzM16WBJ2bxb/tx6tSp2wqdu3jxIjNnzmTRokWsWrXqnhQxly5dYvTo0fTp04fQ0FAefvhhCgsLcXNzIz8/X7nOsMSljFarpba2lp49e3LhwgWWL1/O/PnzWbduXZNjBII7gbBLnQczMzO+//57nJ2dOXLkCCdOnECj0TB37lxsbGyYNWsW4eHhjB49uk3fVzMzMzw8PPDw8DAKjY6JicHCwqLJ0OjbQRYx2dnZtyVitm7dyvPPP893333H9OnT22RuXQ1hm26Pe3aF0ul0VFdXN+taCwsLVCoVFRUVjbro5aS2ioqKm97nr3/9q9Hxb37zGwYMGMDKlSuJiIjgN7/5TTNnf29TW1urNJ+Sq/KMHj2a1atXExcXR0REBO+++y7PPvss999/P+Hh4UyfPr1NF3G1Wo2joyOOjo4MHDiQoqIisrOzOXv2LDU1NYqocXZ21ouaFfpxsqipX/3My9uehw28MLKYkUXMsGHD6NGjR6vmeuXKFWbOnMlDDz3E6tWr7/pFrSkOHDjAoEGDOH/+PB9//DEff/wx7u7uZGVlkZCQQHZ2NnZ2dlhbWxuNkyQJExMTTExMyMrKYtGiRTz99NOKoTBsUCYQ3A7CLnVtsrKyUKvV7Nu3j+7du+Pl5UV4eDiVlZXs3buXyMhIFi1ahImJiVLEJjQ0tE3LK98sNNrU1FQpFNCtW7dW20O5EpssYuqvmc1lx44dPPXUU3z11VfMnj27Vfe4GxC26fa4Z5P99+/fz6RJk5p1bXJyMoMGDcLW1paHH36YL774wujxnTt3MmPGDHbt2mXUEKk5VFRUYGtry5NPPtmgaoyg9eh0OpKSkpTOzRcuXOC+++4jLCyMGTNm0L1793br3FxSUqI0OausrFSanLm4uBjtwsmipn5ZZ5knl/QnISGhRZXY6pOWlsbUqVOZOnUqa9euvWdFjCGpqamcO3eOH3/8kfj4eA4fPgyAs7MzXl5eLFq0iOHDhzNmzBjMzc2NPrNJkybRp08f/vvf/wL3jqEQ3BmEXbr7qampYf/+/UoRm9raWmbOnElYWBgTJ05sVfPI5qDT6SgoKCA7O5vc3FxUKpUiarp3795s2yBJEhcuXCAjI6NFldjqs3v3bhYtWsR//vMfFi5c2Kp73G0I29Q67lkhk5WVxa5du5p17Zw5c3BwcMDHxwcfHx927txp9PgXX3zBU089pYT/tJQePXoQGhpKZGRki8cKbo1cUUUWNadPn2bChAmEhYUxa9YsnJ2d203UGPYDKCsrM2pyVr8fgGEI2pNL+nPq1CmGDBmCm5tbq54/MzOTadOmMW7cOP7973/fM4taY8gVX+p3PY6KimL+/PmMGjUKKysrDh48SG5uLgA9e/Zk8+bNBAQENOnSv5ffU0HbI+zSvUVtbS3R0dFERESwZcsWSktLmTFjBmFhYUyePLndKpHpdDoKCwsV21Q/NLopUSNJEhcvXiQ9Pf22RExUVBQPP/wwa9eu5bHHHrsnQ51lhG26fe5ZIdMa5s+fz6FDh8jIyDD6xXnmmWf49ttvKSgoaPFuSklJCQ4ODjz99NP861//auspC+ohL8SyqImPj2fs2LGEhYUxe/Zs3Nzc2m1RLSsrU6rMlJSU0L17d2VHzPD3Jj8/n4SEhGY39myM7Oxspk+fTmBgIBs2bLinFrXmIC/+V69exc/Pj6VLl/KnP/2JS5cuER8fz44dOxg1ahTPPPNMgzH1fxYIOhJhl+4OtFotR48eVURNfn4+U6dOJTw8nClTprRbJTJJkpTQ6JycHGpra5UoAmdnZyPbcfHiRdLS0prd2LMxDh06xLx581izZg1Lliy5p0VMYwjb1HLurVd7m8ybN4/s7GyjHaq8vDw2bdrErFmzjIzFxYsXuXjxonJcWVlJSUlJg3u+++67SJLEtGnT2nfyAkBfwrB///689tprHDt2jPPnzzNr1iw0Gg2DBg1iypQpfPrpp1y7dq3Nq73Y2NjQp08fQkJCGDt2LM7OzmRlZXHo0CFiY2NJTU1VYmJvR8Tk5eUxa9YsRowYwfr16ztMxBQWFvLMM8/g4uKCjY0NkyZNIi4urlljFy9ejEqlavBv0KBBbTI3eaG3sLDAxMSEnJwcQN9YbO7cuaxdu1YxFDqdzmhM/Z8Fgo5E2KW7AxMTE8aOHcuaNWu4ePEie/bsoU+fPrz11lv07t2bRx55hB9++KHRz+t2UKlUdOvWjYEDBxIaGoq/vz+WlpZcuHCB/fv3k5CQQGZmJufPn+fatWu3JWJ+/fVX5s+fz/vvv9+hIkbYprsL4ZFpAVqtltDQUJKSkow6KKemphIbG8vAgQOVa3v37g3oE63l/0eOHMnChQuVX/iff/6ZnTt3Mm3aNHbs2HFP/gJ2FiRJIj09ncjISCIjIzl8+DAjR44kPDycsLAwevfu3W6LblVVFTk5OaSnp1NSUoKVlRWenp64urq2OImyoKCAmTNn0qdPH3744Yc2TSJtCTqdjnHjxjXoNn7t2rVmdRtfvHgx33//faPdxmfNmtVm8ywsLGTEiBGMGzeOb7755p5zyQu6PsIu3d3I5f41Gg2RkZFcvnyZyZMnK/meDg4O7RYaXVpaSk5ODmlpaVRXV9O9e3c8PDxwcXFpsW05fvw4s2fP5u233+all17qMBEjbNPdhxAyLeT69essX76cLVu2UFFRQVBQEB999BGBgYFG19U3GIWFhbz44oscPXqUjIwMtFot/fv3Z9GiRSxbtqzDvnAKGiJJEtnZ2WzZsgWNRsOBAwcYOnSoImp8fHzafBG+fv068fHx9OvXD1NTU3JycsjPz8fGxkZpwGljY3PT5y0sLGTWrFm4u7uj0WjaLWm0OXSVbuNarRY/Pz88PT3ZtWtXgzhlgaArIOzSvYEkSZw5c0YJjU5OTmbSpEmEh4czY8YMnJyc2nz9unz5MlevXmXIkCFKeLQcGu3q6oqLi8stbc3JkyeZMWMGb7zxBsuWLevQNVbYprsPIWQEgpsgSRL5+fls3boVjUbD3r17GTBgAGFhYYSHhzN48ODbXlxkETNw4EA8PT2V8zU1NUo/gLy8PCwtLZV+AHZ2dkbPW1xcTHh4OA4ODmzdulUpvdpRLFiwgIMHDzaI23/22Wf55ptvbhm3LxuLoqKidu82HhAQgI2NDQcPHmy35xAIBIK2RC6BLIuahIQExo0bp+R79ujR47Zt05UrV7hy5QoBAQHY2dkp5ysqKpR8z6KiIhwcHBTbVN/2JCUlMX36dJYuXcrKlSs7/Mu4sE13H8Jn3MWpqqpixYoVeHh4YGVlRUhICL/88kuzxqanp7NgwQK6deuGvb09YWFhXLp0qZ1n3LVQqVQ4OzuzZMkSduzYQXZ2NsuXLycxMZFx48YREBDAW2+9RUJCghKv2hIKCwuJj49nwIABRiIG9E3O3N3dGTFiBBMnTqR///6Ul5dz/PhxDh8+zO7du9mzZw/FxcXMnz8fa2trNm/e3OEiBrpOt3GdTkdJSQkjRoxo0/sKBPcywi61PyqVigEDBvDGG28QGxtLSkoK06dP5/vvv1e8C2vXriU9Pb1V+Z5Xr17l8uXL+Pv7G4kYACsrK3r16kVQUBDjxo3Dzc2N3NxcoqOjiYmJISIigtOnT5OcnMzMmTN54YUXOoWIAWGb7kaER6aLs3DhQiIiInj55Zfx8fFh/fr1xMbGEhUVRWhoaJPjSktL8ff3p6ioiFdeeQUzMzPWrFmDJEmcPHkSJyenO/gquibFxcXs2LEDjUbDrl27cHV1Zfbs2cyZM6fRhbI+sojp378/Xl5ezX5erVZLQUEB69ev56OPPqKqqgpnZ2f+85//MGXKlE7Rift2e1u8/vrrSJJk1G18w4YNjB07ts27jR85coQxY8YACPe9QNAGCLvUcUiSxLVr14iMjGTz5s0cOXKEgIAAJYrA29v7lmvc1atXuXTpEgEBAS3yOFRXV5Obm8vy5cvZvn07oG9WvW7dOoYNG3Zbr6utELbpLkQSdFmOHTsmAdLq1auVcxUVFVK/fv2k0aNH33TsBx98IAFSTEyMci45OVkyMTGRXn/99Xab891KaWmptGnTJmnhwoWSvb295O3tLf3+97+X9uzZIxUXF0tlZWVG/zIyMqTt27dLZ8+ebfBYc//l5+dLkyZNkgYMGCAtXrxY6tGjh+Ts7Cx9+OGHbfratFqtVFFR0ax/Op1OkiRJUqvV0vPPP9/gXnv37pUAafPmzS2ex3vvvScB0nfffXe7L6lRamtr2+W+AsG9hLBLnQedTielp6dLn376qXTfffdJpqamkr+/v/TOO+9ICQkJUmlpaQO7kpycLG3fvl3KyMhotW1KTEyU3NzcpAceeEAKCwuTLC0tpUGDBkl79uxp09cnbJNAkiRJhJZ1YSIiIjAxMTGqJ25pacmSJUv49ddfuXbt2k3HBgUFERQUpJwbNGgQkydP5ocffmjXed+N2NjYMG/ePDZu3EhWVhb/93//p4R8DRo0iD/84Q8cPHiQ2tpaDh48yMqVK+nXr1+LPDGGVFVV8eijj1JSUsLRo0f58ssvycjIQKPREBAQ0Kav7eDBg1hZWTXrX0pKCqAPPaiqqmpwr8rKSuXxlrJ06VLUajV79uy5vRfUBKIijEBw+wi71HlQqVR4eHjwwgsvsGfPHjIyMnjuuec4fPgwgYGBjB49mvfff5/k5GQkSWL16tVERkbi7++Pg4NDq57z6tWrzJgxgzlz5rBr1y62bNlCbm4u77zzjlJsoq0QtkkA0PExKIJWI+dW1Hf9BgcHA/pKIY19UdbpdJw6dYrf/va3DR4LDg5m9+7dlJSUNIiLFTQPKysrZs+ezezZs6murmbv3r1oNBoee+wxamtrKSsrY86cOa3uE1NTU8PixYvJyMhg7969dO/eHdAvduPHj2/LlwLov0h8+eWXzbpWfk3u7u5kZmY2eFw+5+Hh0eJ5WFlZ4eTkREFBQYvHCgSCO4OwS50TlUqFi4sLTz/9NE899RTXr1/nxx9/RKPR8OGHH9KtWzcKCgpYvXp1q9/j9PR0ZsyYofRjk8OrbW1tmT9/flu+HEDYJoEeIWS6MJmZmY1+GZbPZWRkNDquoKCAqqqqW4417D8gaB3m5uZMnz6d6dOn8+yzzzJ58mT8/f05ePAgffv2ZebMmYSFhTFp0qRmlUuura1lyZIlXLx4kaioqDsSM+7m5sbixYtbNMbPz49Dhw416DJ87NgxrK2tGTBgQIvnUVJSQl5eHi4uLi0eKxAI7gzCLnV+VCoVjo6OLF68mMWLF/PJJ5+wYsUKQkJCeOONN/j000+VfE8/P79m9RLKyspixowZjBs3jn/+8593pP+QsE0CEFXLujQVFRWNfvmVq1ZVVFQ0OQ5o1VhB67h48SLTp09n5cqVHD16lLS0NCIjI7G3t+f//b//R58+fViyZAnbtm1r8r3XarU899xznDlzhj179nTqRVN0GxcI7k2EXepa/O9//2PlypXs3r2bQ4cOkZ2dzXvvvUdaWhoPPvggvr6+vPbaaxw7dqzJypw5OTnMmDGDwMBAvvjii04dCiVs092H8Mh0YVob6ymfb+s4UUHTeHt78/nnn/PQQw8B+jCwCRMmMGHCBP7xj39w9OhRIiIieP3113nqqaeYOnUq4eHhTJkyBVtbW7RaLS+++CLHjx8nKioKNze3Dn5FN2fevHmMGjWKJ598kjNnzijdk7VaLW+//bbRtZMnTwZuNOnLysq6abfxsLCwO/paBAJB8xF2qWsRGhrKrl27GDt2LKAPA1uwYAELFiygvLycn3/+mcjISB566CFsbGyYPXs24eHhjB49GhMTE/Ly8pg1axZDhw5lw4YNnaJq5s0Qtunuo3P/xgluiru7O+np6Q3O3yrW09HREQsLizaPExU0jZmZmSJi6qNWqxkzZgxjxozho48+4sSJE2g0Gt555x2eeeYZ7r//fkpKSrhy5QoHDhxo0G+mM2JiYsLOnTtZvnw5n3zyidJtfP369bcMDenWrRszZ87kl19+YcOGDUq38b/85S8sW7bsjoQsCASC1iHsUtfC09OzSZtibW3NnDlzmDNnDpWVlezZs4fIyEgWLlyImZkZU6ZM4ddff2XIkCFs3LgRMzOzOzz7liNs092H6CPThVm+fDlr1qyhoKDAKLHyL3/5CytXriQ1NbXJqlhBQUGoVCpiYmKMzk+ZMqWBO1XQMeh0OhITE1m/fj3/+c9/iImJYfDgwR09LYFAIGgSYZfufmpqati/fz9r1qwhKSmJ8+fPNyvHUyBoD4R87MLMmzcPrVbL559/rpyrqqriyy+/JCQkRDEWqampnD17tsHY2NhYjh8/rpxLSUlh37597VJdRNBy1Go1I0aMYM2aNRQVFQkRIxAIOj3CLt39mJmZ8cADD7Bz506uXLkiRIygQxEemS7OggUL2Lx5M0uXLqV///5s2LCBmJgY9u7dq5TinThxIgcOHMDwoy4pKWHkyJGUlJSwbNkyzMzM+Pjjj9FqtZw8ebJTJ5ILBAKBoPMi7JJAILhTiByZLs5XX33Fm2++yddff83169cZPnw427dvv2U/ETs7O/bv38/SpUtZtWoVOp2OiRMnsmbNGmEsBAKBQNBqhF0SCAR3CuGREQgEAoFAIBAIBF0OkSMjuGNUVVWxYsUKPDw8sLKyIiQkhF9++eWW49566y1UKlWDf3JvAYFAIBAIWouwTQJB10WElnVi5M6zJSUl2NnZdfR0bpvFixcTERHByy+/jI+PD+vXr+fBBx8kKiqK0NDQW45ft24dtra2ynFnbrolEAgEdyvCNhkjbJNA0HGI0LIuwAsvvMCmTZv46aefCAgI6OjptIqYmBhCQkJYvXo1y5YtA/RNzoYNG0aPHj04cuRIk2Pfeust3n77bXJzc3F2dr5TUxYIBALBTRC2SdgmgaCjEaFlXYAFCxaQl5fHnj17lHNarbYDZ9RyIiIiMDEx4ZlnnlHOWVpasmTJEn799VeuXbt2y3tIkkRxcTFCewsEAkHHI2yTHmGbBIKOQwiZToy8KFpZWaFSqTh58qTymImJCfHx8TzwwAM899xzFBQUdNAsm0d8fDwDBgwwapAGEBwcDGD02pqib9++ODg4YGdnx6OPPkp2dnZ7TFUgEAgEN0HYJmOEbRIIOg6RI9OJUalUSJLE0KFD8fb2Ji8vD4Dz58/z8ccf8/nnn+Po6MiAAQMoLS3F0dGxg2fcNJmZmbi7uzc4L5/LyMhocmz37t35/e9/z+jRo7GwsODQoUN89tlnxMTEcPz48QYGSCAQCATth7BNeoRtEgg6HiFkOjkqlQpra2v69OlDcnIyK1euZOPGjWRlZfHcc8/xwgsvMGTIkI6e5i2pqKhotPuvXN2loqKiybH/7//9P6PjuXPnEhwczKJFi1i7di2vvfZa205WIBAIBDdF2CZhmwSCzoAILeukGMbaZmVl0aNHDzIyMvjkk0/w8vJi586dfPbZZw0MhU6nu9NTbRZWVlZUVVU1OF9ZWak83hIeeeQR3NzcjGKzBQKBQNC+CNt0c4RtEgjuLELIdFJk1/2WLVtYuHAhW7ZsAeAPf/gDBw8eZNKkSUiS1MA4qNX6j7SzJVy6u7uTmZnZ4Lx8zsPDo8X39PLy6vTx152VzMxMXnvtNSZNmoSdnR0qlYr9+/e36B7p6eksWLCAbt26YW9vT1hYGJcuXWqfCQsEgk6BsE23Rtim1iNsk6ClCCHTCZEkiaSkJB577DEeeughzp8/z8svvwyAg4MDoN/dUqlUinFITU3l22+/ZevWrZSXl3e6OvZ+fn6cO3eO4uJio/PHjh1THm8JkiRx5coVXFxc2mqK9xQpKSl88MEHpKen4+vr2+LxpaWlTJo0iQMHDvDGG2/w9ttvEx8fz4QJE8jPz2+HGQsEgo5G2KZbI2zT7SFsk6DFSIJORUJCgvTGG29IlpaWkrm5ubRs2TKprKxMun79uqRSqaRJkyY1Ou7HH3+UFi5cKA0ePFhSqVRSRETEHZ75zTl69KgESKtXr1bOVVZWSv3795dCQkKUc1evXpWSk5ONxubk5DS432effSYB0scff9x+k76LKS4ulvLz8yVJkqRNmzZJgBQVFdXs8R988IEESDExMcq55ORkycTERHr99dfberoCgaCDEbZJ2KY7gbBNgpYihEwnorKyUnrooYcklUolPf7449KZM2eUx7KysqTg4GApJCREqqiokHQ6ndHYqqoqKSUlRfrxxx8llUolxcXF3enp35L58+dLpqam0vLly6V//etf0pgxYyRTU1PpwIEDyjUTJkyQ6utrKysrafHixdLf/vY36bPPPpMWLlwoqVQqyc/PTyorK7vTL+OuozXGIigoSAoKCmpwfsqUKVK/fv3acHYCgaCjEbZJ2KaOQNgmQXMQVcs6ERYWFmg0GgoKCozKVep0OlxdXbG1teXQoUNcu3YNHx8fo7Hm5uYMGDCA//3vf/Tr14+RI0fe6enfkq+++oo333yTr7/+muvXrzN8+HC2b9/O+PHjbzpu0aJFHDlyBI1GQ2VlJb169eLVV19l5cqVWFtb36HZC2R0Oh2nTp3it7/9bYPHgoOD2b17NyUlJdjZ2XXA7AQCQVsjbFPjCNvUuRC26d5ECJlOhKT3kOHo6IgkSahUKkCfJFlbW0tgYCBRUVFcuXKlgbEAqK6uJiIigjlz5tzpqTcLS0tLVq9ezerVq5u8prGkvn//+9/tOCtBSykoKKCqquqWvRcGDhx4p6cmEAjaAWGbhG3qCgjbdG8ihEwnQqVSKQZC/l/G1NSUt99+m2HDhlFbWwtgZFBA34wsKSmJL7744s5NWtDh6HQ6qqurm3WthYVFg9+tliL3VWht7wWBQNC1ELZJ0BqEbRLcCUTVsi6EpaUljz32GNOnTwcaGpStW7fi5eVFQEBAR0zvrqS0tJQ///nPTJs2DUdHR1QqFevXr2/2+MLCQp555hlcXFywsbFh0qRJxMXFtekcDx48iJWVVbP+paSk3PbzyX0V2rL3gkAg6LoI23Rn6Qp2CYRtEtwZhEemi1F/p0tGp9Oh0WgIDw+/7V0NwQ3y8vJ455138Pb2ZsSIES2qZ6/T6ZgxYwYJCQksX74cZ2dn1q5dy8SJEzlx4kSjIRitYdCgQXz55ZfNurYxl3tLcXR0xMLCos17LwgEgq6LsE13jq5gl0DYJsGdQQiZLoahIdBqtaSkpGBra0t5eTlJSUl8+umnHTi7uw+5WZqbmxvHjx8nKCio2WMjIiI4cuQImzZtYt68eQAsWLCAAQMG8Oc//5mNGze2yRzd3NxYvHhxm9yrOajVanx9fTl+/HiDx44dO0bfvn1FMqVAcI8hbNOdoyvYJRC2SXBnEKFlXZjS0lI++eQTevfuzeTJkwFwcnJq0FFZ0HosLCxwc3Nr1diIiAhcXV156KGHlHMuLi4sWLCArVu3Nur+7oykpqZy9uxZo3Pz5s0jNjbWyGCkpKSwb98+5s+ff6enKBAIOhHCNrUvwi7pEbZJAELIdGkcHBz45z//SVxcHEuWLKFXr14MGjSIF198kevXr3f09O554uPj8ff3VzpcywQHB1NeXs65c+c6aGZ6Vq1axapVq9BoNAB8/fXXyjlDHn/8cQYPHmx07ne/+x39+vVjxowZrF69mr///e888MADuLq68sorr9yx1yAQCDofwjZ1Xjq7XQJhmwQtQ4SWdWHkmGQ/Pz/8/Px45513SEpKIjU1FTMzs46e3j1PZmZmo30IDMtA+vr63ulpKbz55ptGx//973+Vn//4xz/edKydnR379+9n6dKlrFq1Cp1Ox8SJE1mzZg0uLi7tMl+BQNA1ELap89LZ7RII2yRoGULIdGHkmGSdTodOp8PExIRhw4YxbNiwDp6ZAPRlHjtzGUhJkpp1XVOJpD179mTTpk1tOCOBQHA3IGxT56Wz2yUQtknQMoSQuQtQq9WKm7ipyjGCO4+VlZUoAykQCO5ZhG3qfAi7JLjbEDkydxnCUHQe5Moy9RFlIAUCwb2GsE2dA2GXBHcbQsgIBO2En58fcXFxDSr1HDt2DGtrawYMGNBBMxMIBALBvYiwS4K7DSFkBII2IDMzk7Nnz1JTU6OcmzdvHtnZ2URGRirn8vLy2LRpE7NmzWo0TlkgEAgEgrZA2CXBvYDIkREIbsGnn35KYWEhGRkZAGzbto20tDQAXnzxRRwcHHj99dfZsGEDly9fpnfv3oDeYIwaNYonn3ySM2fOKB2UtVotb7/9dke9HIFAIBB0cYRdEgj0qKTmlocQCO5RevfuzdWrVxt9TDYQixcvbmAwAK5fv87y5cvZsmULFRUVBAUF8dFHHxEYGHiHZi8QCASCuw1hlwQCPULICAQCgUAgEAgEgi6HyJERCAQCgUAgEAgEXQ4hZAQCgUAgEAgEAkGXQwgZgUAgEAgEAoFA0OUQQkYgEAgEAoFAIBB0OYSQEQgEAoFAIBAIBF0OIWQEAoFAIBAIBAJBl0MIGYFAIBAIBAKBQNDlEEJGIBAIBAKBQCAQdDmEkBEIBAKBQCAQCARdDiFkBAKBQCAQCAQCQZdDCBmBQCAQCAQCgUDQ5RBCRiAQCAQCgUAgEHQ5hJARCAQCgUAgEAgEXY7/D/+7ClzP0DmrAAAAAElFTkSuQmCC", - "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# --- Create two-dimensional plots\n", "fig = plt.figure(figsize=(10, 5))\n", @@ -1722,7 +1589,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": null, "id": "af1e9b4d-d5d1-4fa6-bf34-e2826abdd40f", "metadata": { "editable": true, @@ -1752,7 +1619,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": null, "id": "c7a0885c-28d8-4616-8764-972c8439c566", "metadata": { "editable": true, @@ -1761,20 +1628,7 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "array([ 4.74341649e+00, 1.07861961e-01, -1.06947330e-01, 2.47397340e-03,\n", - " 1.03165489e-01, -2.34823578e-03, 2.29202359e-03, -1.04530584e-01,\n", - " 2.44535969e-03, 2.16730120e-03])" - ] - }, - "execution_count": 24, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "nwt_poly_2d.coeffs" ] @@ -1795,7 +1649,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": null, "id": "602a4560-67ba-44ff-ab5d-167e745e8638", "metadata": { "editable": true, @@ -1806,18 +1660,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# --- Create 2D data\n", "xx_1d = np.linspace(-1.0, 1.0, 1000)[:, np.newaxis]\n", @@ -1867,7 +1710,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": null, "id": "38140830-025b-480e-aa4f-f21a5492aaed", "metadata": { "editable": true, @@ -1878,18 +1721,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# --- Create two-dimensional plots\n", "fig = plt.figure(figsize=(10, 5))\n", @@ -1929,7 +1761,7 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": null, "id": "44d2aa8b-8270-4d42-9597-c1cc23267f19", "metadata": { "editable": true, @@ -1940,18 +1772,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# --- Create two-dimensional plots\n", "fig = plt.figure(figsize=(10, 5))\n", diff --git a/docs/getting-started/polynomial-regression.ipynb b/docs/getting-started/polynomial-regression.ipynb index e732f8fc..96da9ab1 100644 --- a/docs/getting-started/polynomial-regression.ipynb +++ b/docs/getting-started/polynomial-regression.ipynb @@ -25,8 +25,8 @@ "tags": [] }, "source": [ - "The polynomials you've encountered so far in these tutorials are interpolating polynomials designed to approximate functions of interest based on values at specific, strategically chosen points known as the unisolvent nodes.\n", - "This also means that you have the flexibility to evaluate the function at these chosen points within its domain.\n", + "The polynomials you've worked with in these tutorials are designed to approximate functions of interest by using values at specific, strategically chosen points that form unisolvent nodes.\n", + "This implies that you have the flexibility to evaluate the function at these selected points within its domain.\n", "\n", "However, situations may arise where function values are available only at arbitrary, scattered points across the domain.\n", "In such cases, you cannot select the evaluation points freely.\n", @@ -51,7 +51,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "id": "e79dfcd0-a294-4cfe-9e67-7fb88eeb4579", "metadata": { "editable": true, @@ -116,7 +116,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "id": "5f86db01-c589-4155-8b05-576c046ac8d7", "metadata": { "editable": true, @@ -153,7 +153,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "id": "d173cf3e-6f8b-4941-8008-2139920c68f8", "metadata": { "editable": true, @@ -185,7 +185,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "id": "0294c557-31a5-4468-88c5-575e413b1453", "metadata": { "editable": true, @@ -196,7 +196,18 @@ "hide-input" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "from mpl_toolkits.axes_grid1 import make_axes_locatable\n", "\n", @@ -296,7 +307,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "id": "603eaf0b-1b4f-4686-9e4e-c0a0a017c675", "metadata": { "editable": true, @@ -326,7 +337,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "id": "0b1bf99a-e689-4d1e-a206-799643f8dcc9", "metadata": { "editable": true, @@ -335,7 +346,18 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "58" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "len(mi)" ] @@ -372,7 +394,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "id": "0d509374-46e1-4c25-abac-7ffb2e7bc4d3", "metadata": { "editable": true, @@ -415,12 +437,12 @@ "source": [ "### Fit the regression polynomial\n", "\n", - "You have so far constructed a regression polynomial by defining the structure of the underling polynomial. For now, however, its coefficients remain unknown." + "You have so far constructed a regression polynomial by defining the structure of the underlying polynomial. For now, however, its coefficients remain unknown." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "id": "f977b3b2-9db1-43b1-9656-65efd0be74c7", "metadata": { "editable": true, @@ -429,7 +451,18 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "True" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "reg_poly.coeffs is None" ] @@ -451,7 +484,7 @@ "\\hat{\\boldsymbol{c}} = \\underset{\\boldsymbol{c}}{\\mathrm{arg min}} \\lVert \\boldsymbol{R} \\boldsymbol{c} - \\boldsymbol{y} \\rVert_2^2\n", "$$\n", "\n", - "where: $\\lVert \\cdot \\rVert_2^2$ denotes the square of the Euclidian norm.\n", + "where: $\\lVert \\cdot \\rVert_2^2$ denotes the square of the Euclidean norm.\n", "\n", "\n", "You can use the method {py:meth}`fit() <.extras.regression.ordinary_regression.OrdinaryRegression.fit>` to solve the above problem on the given regression polynomial instance.\n", @@ -460,7 +493,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "id": "76174cad-e150-41dc-8deb-77322a2782cd", "metadata": { "editable": true, @@ -469,7 +502,16 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/wicaks72/projects/minterpy/dev/src/minterpy/schemes/barycentric/operators.py:50: UserWarning: building a full transformation matrix from a barycentric transformation. this is inefficient.\n", + " warn(\n" + ] + } + ], "source": [ "reg_poly.fit(xx_train, yy_train)" ] @@ -485,12 +527,12 @@ "tags": [] }, "source": [ - "Note that the call to `fit()` alters the instance in-place; once the call is concluded, the coefficients are available:" + "Note that the call to {py:meth}`fit() <.extras.regression.ordinary_regression.OrdinaryRegression.fit>` alters the instance in-place; once the call is concluded, the coefficients are available:" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "id": "e75466de-b2ea-4ed8-be95-0df98466c569", "metadata": { "editable": true, @@ -499,7 +541,19 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "array([-0.11473161, 0.41097058, 0.24196861, -0.05085656, 0.42838383,\n", + " 0.37984464, 0.06996035, -0.10282655, 0.42058672, 0.41146145])" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "reg_poly.coeffs[:10] # the first 10" ] @@ -524,7 +578,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "id": "4c271b0f-47f6-46f6-b7af-923dcc9b81e5", "metadata": { "editable": true, @@ -533,7 +587,18 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "array([-0.11748932, 0.3520634 , 0.35206581])" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "reg_poly(\n", " np.array([\n", @@ -574,7 +639,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "id": "8b394e75-8da2-4900-b871-ebf2f9617b38", "metadata": { "editable": true, @@ -583,7 +648,24 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Ordinary Polynomial Regression\n", + "------------------------------\n", + "Spatial dimension: 2\n", + "Poly. degree : 8\n", + "Lp-degree : 2.0\n", + "Origin poly. : \n", + "Error Absolute Relative\n", + "L-inf Regression Fit 2.57395e-06 1.77514e-05\n", + "L2 Regression Fit 8.05418e-13 3.83077e-11\n", + "LOO CV 2.59071e-10 1.23220e-08\n" + ] + } + ], "source": [ "reg_poly.show()" ] @@ -602,8 +684,10 @@ "The three measures of fitting error are:\n", "\n", "- Infinity norm (`L-inf`)\n", - "- Euclidian norm (`L2`)\n", - "- Leave-one-out cross validation error\n", + "- Euclidean norm (`L2`)\n", + "- Leave-one-out cross validation error (`LOO CV`)\n", + "\n", + "Note that for `L2` and `LOO CV` the errors are still squared.\n", "\n", "For `L2` and `LOO CV` the relative errors are the absolute errors normalized by the variance of the output in the dataset. For `L-inf` the relative error is the absolute error normalized by the standard deviation of the output in the dataset.\n", "\n", @@ -756,7 +840,7 @@ "source": [ "### Closing remark\n", "\n", - "Once fitted, a regression polynomial is fully determined. In particular, the `eval_poly` property of the instance is a Minterpy polynomial you've already familiar. You can carry out arithmetic as well as calculus operations on it." + "Once fitted, a regression polynomial is fully determined. In particular, the {py:meth}`eval_poly <.extras.regression.ordinary_regression.OrdinaryRegression.eval_poly>` property of the instance is a Minterpy polynomial you've already familiar. You can carry out arithmetic as well as calculus operations on it." ] }, { @@ -802,8 +886,7 @@ "source": [ "## Summary\n", "\n", - "In this tutorial, you've learned how to perform polynomial regression in Minterpy.\n", - "This is particularly useful when you have a dataset (pairs of inputs and outputs) but you may not have access to the underlying function.\n", + "In this tutorial, you’ve learned how to perform polynomial regression using Minterpy. This is particularly useful when working with a dataset consisting of input–output pairs, especially when the underlying function is unknown or inaccessible.\n", "\n", "Polynomial regression in Minterpy is facilitated through the {py:class}`OrdinaryRegression <.extras.regression.ordinary_regression.OrdinaryRegression>` class.\n", "The steps to construct a regression polynomial are as follows:\n", @@ -816,11 +899,11 @@ "Once fitted, the resulting instance is callable, allowing you to evaluate it at any set of query points by passing these points directly to the instance.\n", "\n", "Finally, you can also access the underlying fitted polynomial from the {py:meth}`eval_poly <.extras.regression.ordinary_regression.OrdinaryRegression.eval_poly>` property of the instance.\n", - "This polynomial is a Minterpy polynomial, so you can apply a variety of arithmetic and calculus operations on it, as covered in the previous tutorials.\n", + "This polynomial is a Minterpy polynomial, so you can apply a variety of {doc}`arithmetic ` and {doc}`calculus ` operations on it, as covered in the previous tutorials.\n", "\n", "---\n", "\n", - "Congratulations on completing the in-depth tutorials of Minterpy!\n", + "Congratulations on completing this series of Minterpy in-depth tutorials!\n", "\n", "You should now be familiar with the main features of Minterpy.\n", "We hope you find Minterpy valuable for your work!" @@ -843,7 +926,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.16" + "version": "3.9.19" } }, "nbformat": 4, From f19813645f4683fd172106ea65f4dbb10c602bb1 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Thu, 24 Apr 2025 15:55:21 +0200 Subject: [PATCH 24/33] Revise the main page of Getting Started Guide Several issues found in the main page of the Getting Started Guide have been fixed. They include correct default location for the Minterpy repository and some sentences reformulation to enhance clarity. This commit should resolve Issue #20. --- docs/getting-started/index.rst | 21 +++++++++++---------- 1 file changed, 11 insertions(+), 10 deletions(-) diff --git a/docs/getting-started/index.rst b/docs/getting-started/index.rst index aa1c4959..cff39d2c 100644 --- a/docs/getting-started/index.rst +++ b/docs/getting-started/index.rst @@ -26,7 +26,7 @@ Installation .. code-block:: bash - git clone -b dev https://github.com/casus/minterpy + git clone -b dev https://github.com/minterpy-project/minterpy After moving inside the cloned directory, the package can be installed from source with ``pip``: @@ -35,9 +35,9 @@ Installation pip install [-e] . -A best practice is to create a virtual environment so as not to install -external package to the your base Python environment. -You can do this with the help of, among others: +As a best practice, it is recommended to create a virtual environment +to avoid installing external packages directly into your base Python environment. +You can accomplish this using tools such as: - `venv`_ - `virtualenv`_ @@ -52,10 +52,10 @@ polynomial interpolations, start with: :doc:`function-approximations` -While approximating functions using polynomials is a main feature of Minterpy, -it also offers multi-dimensional polynomials in Python. -These polynomials have a consistent interface that allows for advanced -manipulation such arithmetic and calculus operations. +While function approximation using polynomials is a key feature of Minterpy, +the package also provides a powerful implementation of multivariate polynomials in Python. +These polynomials have a consistent interface that makes it easy +to perform advanced manipulations like arithmetic and calculus operations. To learn more about these features of Minterpy, follow the series of tutorials below. We recommend that you go through these tutorials in sequence. @@ -65,9 +65,10 @@ below. We recommend that you go through these tutorials in sequence. * - If you want to... - Go to... - * - understand Minterpy polynomials through approximating a 1D function + * - understand Minterpy polynomials by approximating a 1D function - :doc:`1d-polynomial-interpolation` - * - learn how to approximate mD function with polynomial interpolation + * - learn how to approximate multidimensional function using + polynomial interpolation - :doc:`md-polynomial-interpolation` * - know more about the supported *arithmetic operations* with Minterpy polynomials From 2105f40bd83a7bcd6a084a573f5bc5670a119061 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Thu, 24 Apr 2025 17:24:06 +0200 Subject: [PATCH 25/33] Update the archived data reference --- .github/workflows/draft-pdf.yml | 5 ++++- joss/paper.bib | 4 ++-- joss/paper.md | 23 +++++++++++------------ 3 files changed, 17 insertions(+), 15 deletions(-) diff --git a/.github/workflows/draft-pdf.yml b/.github/workflows/draft-pdf.yml index 11e68f14..86d031df 100644 --- a/.github/workflows/draft-pdf.yml +++ b/.github/workflows/draft-pdf.yml @@ -1,5 +1,8 @@ name: Draft PDF -on: [push] +on: + push: + branches: + - dev-joss jobs: paper: diff --git a/joss/paper.bib b/joss/paper.bib index cfd3f0a6..5a75a1ae 100644 --- a/joss/paper.bib +++ b/joss/paper.bib @@ -325,8 +325,8 @@ @Misc{Wicaksono2025 author = {Wicaksono, Damar Canggih and Hernandez Acosta, Uwe and Thekke Veettil, Sachin Krishnan and Kissinger, Jannik and Hecht, Michael}, title = {{Data to "Minterpy: Multivariate polynomial interpolation in Python"}}, year = {2025}, - doi = {10.14278/rodare.3379}, - url = {https://doi.org/10.14278/rodare.3379}, + doi = {10.14278/rodare.3717}, + url = {https://doi.org/10.14278/rodare.3717}, } @Comment{jabref-meta: databaseType:bibtex;} diff --git a/joss/paper.md b/joss/paper.md index adc57f6c..c45ab764 100644 --- a/joss/paper.md +++ b/joss/paper.md @@ -220,13 +220,12 @@ $$ Here, typical choices for $p$ are $1.0$, $2.0$, and $\infty$, representing the total, Euclidean, and maximum degree (tensor-product), respectively. - -Assuming isotropy in the importance of input variables -(i.e., each variable is treated the same), these values for $p$ correspond -to polynomial, sub-exponential, and exponential growth of the multi-index size -as a function of the spatial dimension. -Consequently, the maximum degree faces a severe curse of dimensionality due -to the rapid growth of the set size. +The multi-index set $A_{m, n, p}$ assumes isotropy in the importance +of input variables (i.e., each variable is treated equally) +and those values for $p$ correspond to polynomial, sub-exponential, +and exponential growth of the set size as a function of the spatial dimension. +Consequently, the maximum degree set faces a severe curse of dimensionality +due to the rapid growth of the set size. It has been shown that the Euclidean degree $p = 2.0$ offers the best compromise for isotropic functions[^anisotropy], @@ -291,19 +290,19 @@ Equadratures, whose results are comparable to Minterpy, while Chaospy struggles with tensor-product grids[^sparse]. The results show that Minterpy polynomials provide highly accurate function approximation, -exhibiting numerical stability and convergence down to $10^{-14}$, +demonstrating numerical stability and convergence down to $10^{-14}$, and outperforming selected competing tools. However, global polynomials are generally more computationally expensive to evaluate than local piecewise polynomials or B-splines, as they require more floating-point operations. There are two primary reasons for this. First, global polynomials lack compact support; evaluating them typically involves -computing all terms in the expansion. +computing all terms (i.e., coefficient-basis function pairs) in the expansion. Second, they often require high polynomial degrees, -resulting in a large number of terms—--i.e., -a large multi-index set—--compared to local methods, +resulting in a large number of terms compared to local methods, which usually employ low-degree polynomials. -Moreover, each term in a high-degree global polynomial involves numerous multiplications, +Moreover, the basis functions in a high-degree global polynomial involve +numerous multiplications, further increasing the computational cost. ## Operations on the Minterpy polynomials From dc5cac72d000457ceb8949b177716be4bebbf54c Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Fri, 25 Apr 2025 10:02:37 +0200 Subject: [PATCH 26/33] Fix stale information on the contributors guide Some of the documentation tooling mentioned in the contributors guide is obsolete and has been updated. 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      Daniel Kotik

      🚇 -
      Michał Bajda

      +
      Michał Bajda

      🎨 diff --git a/docs/contributors/contrib-docs/docs-tools.rst b/docs/contributors/contrib-docs/docs-tools.rst index e1309a25..0c749713 100644 --- a/docs/contributors/contrib-docs/docs-tools.rst +++ b/docs/contributors/contrib-docs/docs-tools.rst @@ -23,7 +23,7 @@ Documentation generator We use the `Sphinx documentation generator`_ to build the documentation as HTML files [#]_ These HTML files can be viewed or deployed (published) as a static website -using a hosting service such as `Read the Docs`_ or `GitHub Pages`_. +using a hosting service such as `Read the Docs`_ [#]_. reStructuredText markup language ================================ @@ -69,7 +69,7 @@ Building and deploying the documentation ======================================== The figure below illustrates the different components and processes involved -in building the Minterpy documentation. +in building the ``minterpy`` docs. .. figure:: /assets/images/contributors/documentation-tooling.png :align: center @@ -91,12 +91,13 @@ while Jupyter notebooks use Markdown. .. rubric:: Footnotes .. [#] Other formats like PDF are also possible. +.. [#] `Read the Docs`_ actually runs an instance of Sphinx to build the docs + online before serving it. .. _docs-like-code framework: https://www.docslikecode.com/ .. _same repository: https://gitlab.hzdr.de/interpol/minterpy .. _Sphinx documentation generator: https://www.sphinx-doc.org/en/master/ .. _Read the Docs: https://readthedocs.org/ -.. _GitHub Pages: https://pages.github.com .. _reStructuredText (reST): https://www.sphinx-doc.org/en/master/usage/restructuredtext/basics.html .. _docstrings: https://www.python.org/dev/peps/pep-0257/ .. _PEP 287: https://www.python.org/dev/peps/pep-0287/ diff --git a/joss/convergence.png b/joss/convergence.png deleted file mode 100644 index 5a90c0728eefb3a0e8c9cdc2265577ba2b9383de..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 3026947 zcmeFaXH=Ev)-_B{PU1<78l!?zjRmm)K?MXUMg>F!#e#GqD7{FRZsH*-2q-EjRRN`g zbm_)WL<9us2q;~O2uR<+H`hKTXOn!-d49a({qu$~G9sHT`@XMxU2Dxb*IbuZkEtju 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a/docs/contributors/about-us.rst +++ b/docs/contributors/about-us.rst @@ -92,7 +92,7 @@ and code reviews.
          Daniel Kotik

          🚇 -
          Michał Bajda

          +
          Michał Bajda

          🎨 diff --git a/docs/contributors/contrib-docs/docs-tools.rst b/docs/contributors/contrib-docs/docs-tools.rst index 0c749713..e1309a25 100644 --- a/docs/contributors/contrib-docs/docs-tools.rst +++ b/docs/contributors/contrib-docs/docs-tools.rst @@ -23,7 +23,7 @@ Documentation generator We use the `Sphinx documentation generator`_ to build the documentation as HTML files [#]_ These HTML files can be viewed or deployed (published) as a static website -using a hosting service such as `Read the Docs`_ [#]_. +using a hosting service such as `Read the Docs`_ or `GitHub Pages`_. reStructuredText markup language ================================ @@ -69,7 +69,7 @@ Building and deploying the documentation ======================================== The figure below illustrates the different components and processes involved -in building the ``minterpy`` docs. +in building the Minterpy documentation. .. figure:: /assets/images/contributors/documentation-tooling.png :align: center @@ -91,13 +91,12 @@ while Jupyter notebooks use Markdown. .. rubric:: Footnotes .. [#] Other formats like PDF are also possible. -.. [#] `Read the Docs`_ actually runs an instance of Sphinx to build the docs - online before serving it. .. _docs-like-code framework: https://www.docslikecode.com/ .. _same repository: https://gitlab.hzdr.de/interpol/minterpy .. _Sphinx documentation generator: https://www.sphinx-doc.org/en/master/ .. _Read the Docs: https://readthedocs.org/ +.. _GitHub Pages: https://pages.github.com .. _reStructuredText (reST): https://www.sphinx-doc.org/en/master/usage/restructuredtext/basics.html .. _docstrings: https://www.python.org/dev/peps/pep-0257/ .. _PEP 287: https://www.python.org/dev/peps/pep-0287/ From 93078edc5983206c79fb46e85593bca4c918a8ba Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Fri, 25 Apr 2025 11:09:07 +0200 Subject: [PATCH 29/33] Revise landing page and displayed version information The landing page has been revised for consistency and the version that appear on the page has been fixed to display the correct version. This commit should resolve Issue #19. --- .github/workflows/docs-preview.yaml | 2 ++ .github/workflows/docs.yaml | 2 ++ docs/index.rst | 12 ++++++------ 3 files changed, 10 insertions(+), 6 deletions(-) diff --git a/.github/workflows/docs-preview.yaml b/.github/workflows/docs-preview.yaml index a556be3b..23f3183c 100644 --- a/.github/workflows/docs-preview.yaml +++ b/.github/workflows/docs-preview.yaml @@ -25,6 +25,8 @@ jobs: steps: - name: Check out the repo uses: actions/checkout@v4 + with: + fetch-depth: 0 # important: gets all history and tags - name: Install Minterpy with docs extras uses: ./.github/actions/install-minterpy with: diff --git a/.github/workflows/docs.yaml b/.github/workflows/docs.yaml index 8b313685..44793570 100644 --- a/.github/workflows/docs.yaml +++ b/.github/workflows/docs.yaml @@ -18,6 +18,8 @@ jobs: steps: - name: Check out the repo uses: actions/checkout@v4 + with: + fetch-depth: 0 # important: gets all history and tags - name: Install Minterpy with docs extras uses: ./.github/actions/install-minterpy with: diff --git a/docs/index.rst b/docs/index.rst index cc4afd0c..3351bdfc 100644 --- a/docs/index.rst +++ b/docs/index.rst @@ -14,8 +14,8 @@ Minterpy Documentation .. image:: /assets/Wordmark-color.png -Minterpy is an open-source Python package designed for constructing -and manipulating multidimensional interpolating polynomials with the goal of +Minterpy is an open-source Python package designed for constructing +and manipulating multivariate interpolating polynomials with the goal of lifting the curse of dimensionality from interpolation tasks. .. grid:: auto @@ -29,7 +29,7 @@ lifting the curse of dimensionality from interpolation tasks. :class-footer: sd-border-0 :shadow: None - Discover what Minterpy and multidimensional polynomials can do for you + Discover what Minterpy and multivariate polynomials can do for you through a series of practical tutorials. +++ .. button-ref:: getting-started/index @@ -102,9 +102,9 @@ lifting the curse of dimensionality from interpolation tasks. | -Minterpy is continuously extended and improved, with new functionalities added -to address the bottlenecks involving interpolations -in various computational tasks. +Minterpy is being continuously extended and improved, +with new functionalities added to address the bottlenecks +involving interpolations in various computational tasks. | From a194bcfd35b02f9503327368b5e1775ac80a692c Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Wed, 30 Apr 2025 11:00:04 +0200 Subject: [PATCH 30/33] Revise paper and documentation following JOSS review (#44) MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit The draft manuscript submitted to the Journal of Open Source Software (JOSS) has been revised in accordance with the JOSS review process. Additionally, some elements of the documentation have been updated accordingly. Specific changes made: - Added commentary on the trade-off between accuracy and cost using global polynomials, especially in comparison to B-splines and local piecewise polynomials, which should resolve Issue #17. - Updated README.md and CONTRIBUTING.md to fix broken links, update obsolete information, and improve clarity. References to the online documentation have also been made where applicable, resolving Issues #11 and #13. - Revised AUTHORS.md to match the credits listed in README.md. - Added a reference to the archived numerical experiment. - Revised the statement of need and package overview in the paper following feedback from Reviewer 1. An explanation about the curse of dimensionality has been added to Section 3, resolving Issues #10, #14, and #16. - Updated the statement of need with a clearer comparison to other packages following a remark by Reviewer 2, resolving Issue #10. - Update the reference with the most recent Minterpy reference paper. --------- Co-authored-by: Juanjo Bazán --- .github/workflows/draft-pdf.yml | 27 ++ AUTHORS.md | 37 +-- CONTRIBUTING.md | 204 +++++++------- README.md | 223 +++++++++------ docs/assets/images/test-function1D.png | Bin 275239 -> 0 bytes docs/assets/images/xsinx-prod-diff.png | Bin 0 -> 250984 bytes docs/assets/images/xsinx.png | Bin 0 -> 139338 bytes joss/convergence.png | Bin 0 -> 3026947 bytes joss/paper.bib | 332 ++++++++++++++++++++++ joss/paper.md | 371 +++++++++++++++++++++++++ 10 files changed, 987 insertions(+), 207 deletions(-) create mode 100644 .github/workflows/draft-pdf.yml delete mode 100644 docs/assets/images/test-function1D.png create mode 100644 docs/assets/images/xsinx-prod-diff.png create mode 100644 docs/assets/images/xsinx.png create mode 100644 joss/convergence.png create mode 100644 joss/paper.bib create mode 100644 joss/paper.md diff --git a/.github/workflows/draft-pdf.yml b/.github/workflows/draft-pdf.yml new file mode 100644 index 00000000..86d031df --- /dev/null +++ b/.github/workflows/draft-pdf.yml @@ -0,0 +1,27 @@ +name: Draft PDF +on: + push: + branches: + - dev-joss + +jobs: + paper: + runs-on: ubuntu-latest + name: Paper Draft + steps: + - name: Checkout + uses: actions/checkout@v4 + - name: Build draft PDF + uses: openjournals/openjournals-draft-action@master + with: + journal: joss + # This should be the path to the paper within your repo. + paper-path: ./joss/paper.md + - name: Upload + uses: actions/upload-artifact@v4 + with: + name: paper + # This is the output path where Pandoc will write the compiled + # PDF. Note, this should be the same directory as the input + # paper.md + path: ./joss/paper.pdf diff --git a/AUTHORS.md b/AUTHORS.md index afca7e3a..f75fe73b 100644 --- a/AUTHORS.md +++ b/AUTHORS.md @@ -2,26 +2,31 @@ ## Main code development -- Damar Wicaksono (HZDR/CASUS) -- Uwe Hernandez Acosta (HZDR/CASUS) -- Sachin Krishnan Thekke Veettil (HZDR/CASUS) +- [Damar Wicaksono](https://orcid.org/0000-0001-8587-7730) ([HZDR]/ [CASUS](https://www.casus.science/?page_id=4528)) +- [Uwe Hernandez Acosta](https://orcid.org/0000-0002-6182-1481) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4442)) +- [Janina Schreiber](https://orcid.org/0000-0002-8692-0822) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4528)) ## Mathematical foundation -- Michael Hecht(HZDR/CASUS) +- [Michael Hecht](https://orcid.org/0000-0001-9214-8253) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4528)) -## Former Members and Contributions +## Former members and contributors -- Jannik Michelfeit -- Nico Hoffman (HZDR) -- Steve Schmerler (HZDR) -- Vidya Chandrashekar (TU Dresden) +- [Sachin Krishnan Thekke Veettil](https://orcid.org/0000-0003-4852-2839) +- [Jannik Kissinger](https://orcid.org/0000-0002-1819-6975) +- [Nico Hoffman](https://scholar.google.de/citations?user=8iDQeTwAAAAJ&hl=de) +- [Steve Schmerler](https://orcid.org/0000-0003-1354-0578) ([HZDR]) +- Vidya Chandrashekar ([TU Dresden](https://tu-dresden.de/)) -## Acknowledgement +## Acknowledgements -- Klaus Steiniger (HZDR) -- Patrick Stiller (HZDR) -- Matthias Werner (HZDR) -- Krzysztof Gonciarz (MPI-CBG,CSBD) -- Attila Cangi (HZDR/CASUS) -- Michael Bussmann (HZDR/CASUS) +- [Klaus Steiniger](https://orcid.org/0000-0001-8965-1149) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4353)) +- [Patrick Stiller](https://scholar.google.com/citations?user=nOtYbWMAAAAJ&hl=de) ([HZDR]) +- Matthias Werner ([HZDR]) +- [Krzysztof Gonciarz](https://orcid.org/0000-0001-9054-8341) ([MPI-CBG]/[CSBD]) +- [Attila Cangi](https://orcid.org/0000-0001-9162-262X) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4660)) +- [Michael Bussmann](https://orcid.org/0000-0002-8258-3881) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4353)) + +[HZDR]: https://www.hzdr.de +[MPI-CBG]: https://www.mpi-cbg.de +[CSBD]: https://www.csbdresden.de diff --git a/CONTRIBUTING.md b/CONTRIBUTING.md index 1717d986..47558f6b 100644 --- a/CONTRIBUTING.md +++ b/CONTRIBUTING.md @@ -1,36 +1,38 @@ # Contribution Guide -Thanks a lot for your interest and taking the time to contribute to the `minterpy` project! +Thanks a lot for your interest and taking the time to contribute +to the Minterpy project! -This document provides guidelines for contributing to the `minterpy` project. +This document provides short guidelines for contributing +to the Minterpy project. +For a more comprehensive guide, please refer to the online documentation +([stable](https://minterpy-project.github.io/minterpy/stable/contributors/index.html) +or [latest](https://minterpy-project.github.io/minterpy/latest/contributors/index.html)) ## Installation This installation guide is focused on development. -For installing `minterpy` in production runs check out the [README.md](./README.md). +For installing Minterpy in production environment, check out [README.md](./README.md). -In order to get the source of latest release, -clone the `minterpy` repository from the [HZDR GitLab]: +### Obtaining the source -```bash -git clone https://gitlab.hzdr.de/interpol/minterpy.git -``` - -By default, the cloned branch is the `main` branch. - -To get the latest development version, checkout to the `dev` branch: +To obtain the latest source, +clone the Minterpy repository from [GitHub](https://github.com/minterpy-project/minterpy): ```bash -git checkout dev +git clone https://github.com/minterpy-project/minterpy ``` -We recommend to always pull the latest commit: +By default, the cloned branch is the `dev` branch (i.e., the latest development +version). + +We recommend always pulling the latest commit: ```bash git pull origin dev ``` -You are not allowed to directly push to `dev` or `master` branch. +You are not allowed to directly push to `dev` or `main` branch. Please follow the instructions under [Branching workflow](#branching-workflow). ### Virtual environments @@ -39,7 +41,7 @@ Following a best practice in Python development, we strongly encourage you to create and use virtual environments for development and production runs. A virtual environment encapsulates the package and all dependencies without messing up your other Python installations. -The following instructions should be executed from the `minterpy` source directory. +The following instructions should be executed from the Minterpy source directory. #### Using [venv](https://docs.python.org/3/tutorial/venv.html) from the python standard library: @@ -49,7 +51,7 @@ The following instructions should be executed from the `minterpy` source directo python -m venv ``` - Replace `` with an environment name of your choice. + Replace `` with an environment name of your choice. 2. Activate the environment you just created: @@ -57,12 +59,10 @@ The following instructions should be executed from the `minterpy` source directo source /bin/activate ``` - as before replace `` with the environment name. - + Replace with your desired environment name. 3. To deactivate the virtual environment, type: - ```bash deactivate ``` @@ -75,19 +75,18 @@ The following instructions should be executed from the `minterpy` source directo virtualenv ``` - Replace `` with an environment name of your choice. + Replace `` with an environment name of your choice. -2. Activate the environment: +2. Activate the environment you just created: ```bash source /bin/activate ``` - As before replace `` with the environment name. + Replace with your desired environment name. 3. To deactivate the virtual environment, type: - ```bash deactivate ``` @@ -100,17 +99,18 @@ The following instructions should be executed from the `minterpy` source directo pyenv virtualenv 3.8 ``` - Replace `` with an environment name of your choice. + Replace `` with an environment name of your choice. -2. Activate the newly created environment in the current local directory: +2. Activate the environment you just created: ```bash pyenv local ``` - As before replace `` with the environment name. + Replace with your desired environment name. - The above command creates a hidden file `.python_version` containing a "link" to the actual virtual environment managed by `pyenv`. + This command creates a hidden `.python_version` file containing + a "link" to the actual virtual environment managed by `pyenv`. 3. To "deactivate" the virtual environment just remove this hidden file: @@ -127,6 +127,7 @@ The following instructions should be executed from the `minterpy` source directo ```bash conda env create -f environment.yaml ``` + The command creates a new conda environment called `minterpy`. 2. Activate the new environment with: @@ -147,9 +148,9 @@ The following instructions should be executed from the `minterpy` source directo ### Installation We recommend using [pip](https://pip.pypa.io/en/stable/) from within a virtual environment (see above) -to install `minterpy`. +to install Minterpy. -To install `minterpy`, type: +To install Minterpy from source, type: ```bash pip install [-e] .[all,dev,docs] @@ -158,7 +159,7 @@ pip install [-e] .[all,dev,docs] where the flag `-e` means the package is directly linked into the Python site-packages. The options `[all,dev,docs]` refer to the requirements defined in the `options.extras_require` section in `setup.cfg`. -You **must not** use `python setup.py install`, +**Note**: **Do not** use `python setup.py install`, since the file `setup.py` will not be present for every build of the package. ### Troubleshooting: pytest with venv (*not* conda) @@ -174,11 +175,12 @@ deactivate && source /bin/activate or run `hash -r` instead. -This problem does not seem to appear for virtual environments created by conda. +This issue does not seem to occur for environments created by Conda. -### Dependency Management & Reproducibility (conda) +### Dependency management & reproducibility (conda) -Here are a few recommendations for managing dependency and maintaining the reproducibility of your `minterpy` development environment: +Here are some recommendations for managing dependency +and maintaining reproducibility of your Minterpy development environment: 1. Always keep your abstract (unpinned) dependencies updated in `environment.yaml` and eventually in `setup.cfg` if you want to ship and install your package via `pip` later on. @@ -200,13 +202,7 @@ Here are a few recommendations for managing dependency and maintaining the repro ## Testing -:construction: :construction: :construction: :construction: :construction: :construction: :construction: :construction: -Since the whole test environment needs a refactoring, we shall update this section with more detailed informations. -:construction: :construction: :construction: :construction: :construction: :construction: :construction: :construction: - -### Running the unit tests - -We use [pytest](https://docs.pytest.org/en/6.2.x/) to run the unit tests of `minterpy`. +We use [pytest](https://docs.pytest.org/en/6.2.x/) to run the unit tests of Minterpy. The unit tests themselves must always be placed into the `tests` directory. To run all tests, type: @@ -214,7 +210,7 @@ To run all tests, type: pytest ``` -from within the `minterpy` source directory. +from within the Minterpy source directory. If you want to run the tests of a particular module, for instance the `multi_index_utils.py` module, execute: @@ -223,7 +219,7 @@ for instance the `multi_index_utils.py` module, execute: pytest tests/test_multi_index_utils.py ``` -When you run `pytest`, the coverage test is also done automatically. +When running `pytest`, the coverage tests are automotically performed. A summary of the coverage test is printed out in the terminal. Furthermore, you can find an HTML version of the coverage test results in `htmlcov/index.html`. @@ -232,15 +228,13 @@ in `htmlcov/index.html`. We strongly encourage you to use the capabilities of `pytest` for writing the unit tests -It is highly recommended to use the capabilities of `pytest` for writing unittests. - Be aware of the following points: - the developer of the code should write the tests - test the behavior you expect from your code, not breaking points - use as small samples as possible - unit tests do *not* test if the code works, they test if the code *still* works -- the coverage shall always be as high as possible +- the coverage should always be as high as possible - BUT, even 100% coverage does not mean, there is nothing missed (buzz: edge case!) For additional reference on how to write tests, have a look at the following resources: @@ -251,20 +245,19 @@ For additional reference on how to write tests, have a look at the following res ## Documentation -This section provides some information about contributing to the docs. +This section provides some information about building and contributing +to the documentation. ### Install dependencies -Building the docs requires additional dependencies. -If you follow the above installation steps, the dependencies are satisfied. -Otherwise you need to install them separately via: +Building the documentation requires additional dependencies. +You can install Minterpy from source with all the dependencies for building +the documentation as follows: ```bash pip install .[docs] ``` -from the `minterpy` source directory. - ### Building the documentation We use [sphinx](https://www.sphinx-doc.org/en/master/) to build the `minterpy` docs. @@ -274,7 +267,7 @@ To build the docs in HTML format, run the following command: sphinx-build -M html docs docs/build ``` -Alternatively you can build the docs using the supplied Makefile. +Alternatively, you can build the documentation using the supplied Makefile. For that, you need to navigate to the `docs` directory and run the `make` command in Linux/mac OS or `make.bat` in Windows: ```bash @@ -294,35 +287,33 @@ make latexpdf The command builds the docs as a PDF document and stores it along with all the LaTeX source files in `docs/build/latex`. -### Design of the docs +### Documentation source organization -The source files for the docs are stored in the `docs` directory. -The Sphinx configuration file is `docs/conf.py` +The source files for the documentation are stored in the `docs` directory. +The Sphinx configuration file is `docs/conf.py`, and the main index file of the docs is `docs/index.rst`. -The docs itself contains five different main sections: +You can find more information about the Minterpy documentation +in the Contributors Guide ( +[stable](https://minterpy-project.github.io/minterpy/stable/contributors/contrib-docs/index.html) +or [latest](https://minterpy-project.github.io/minterpy/latest/contributors/contrib-docs/index.html)). -- The Getting Started Guide or tutorials (`docs/getting-started`) contains all the tutorials of `minterpy`. -- The How-to Guides (`docs/how-to`) contains the Jupyter notebooks of instructions on how to achieve common tasks with `minterpy`. -- The Fundamentals (`docs/fundamentals`) contains all the explanations on the mathematical background that underlies `minterpy`. -- The Contributors Guide (`docs/contributors`) contains the information on how to contribute to the `minterpy` project, - be it to its development or to its docs. -- The API Reference (`docs/api`) contains the reference to all exposed components of `minterpy` (functions, classes, etc.). +## Code style -You can find more information about the `minterpy` docs in the Contributors Guide. - -## Code Style - -To ensure the readability of the codebase, we are following a common code style for `minterpy`. +To ensure the readability of the codebase, +we are following a common code style for Minterpy. Our long-term goal is to fulfill the [PEP8](https://www.python.org/dev/peps/pep-0008/) regulations. For the build system, it is recommended to follow [PEP517](https://www.python.org/dev/peps/pep-0517/) and [PEP518](https://www.python.org/dev/peps/pep-0518/). -However, since these requirements are very challenging, we use [black](https://github.com/psf/black) to enforce the code style of `minterpy`. +However, since these requirements are very challenging, +we use [black](https://github.com/psf/black) to enforce the code style of Minterpy. During the development process, you can check the format using [pre-commit](https://pre-commit.com) (see below) and -In the development process, one can check the format using and the hooks defined in `.pre-commit-config.yaml`. For instance running `black` for the whole `minterpy` code, just run +In the development process, one can check the format using +and the hooks defined in `.pre-commit-config.yaml`. +For instance running `black` for the whole `minterpy` code, just run ```bash pre-commit run black --all-files @@ -332,10 +323,10 @@ For now, it is recommended to run single hooks. ## Pre-commit -For further developments, it is recommended to run all pre-commit-hooks every time -before committing some changes to your branch. +For on-going developments, it is recommended to run all pre-commit-hooks +every time before committing some changes to your branch. -To enable this, type: +Install the pre-commit hooks by running: ```bash pre-commit install @@ -356,7 +347,7 @@ pre-commit run --all-files # DON'T DO THIS IF YOU DON'T KNOW WHAT HAPPENS In the current state of the code, you should use this with caution since it might change code in the manner that it breaks (see below). -Down the road, we shall try to fulfill the full set of pre-commit hoos. +Down the road, we shall try to fulfill the full set of pre-commit hooks. However, further developments shall try to fulfil the full set of pre-commit-hooks. ### Currently defined hooks @@ -368,7 +359,7 @@ The following hooks are defined: - [pre-commit-hooks](https://github.com/pre-commit/pre-commit-hooks): A collection of widely used hooks; see their repository for more informations. - [isort](https://github.com/PyCQA/isort): sorts the import statements; - changes the code !!!DO NOT RUN THIS: IT WILL BREAK THE CURRENT VERSION!!! + changes the code (**NOTE**: **Do not** run and commit the changes; it may break the current version.) - [pyupgrade](https://github.com/asottile/pyupgrade): convert the syntax from Python2 to Python3. It's nice if you use code from an old post in stackoverflow ;-) - [setup-cfg-fmt](https://github.com/asottile/setup-cfg-fmt): formats the `setup.cfg` file for consistency. @@ -381,24 +372,27 @@ The following hooks are defined: This ensures proper builds for uploading the package to [PyPI](https://pypi.org). This is configured in `setup.cfg[check-manifest]`. +In case you're using pre-commit hooks, be sure to run the test again before +committing or pushing any changes. + ## Code development ### Version control -We only use [git](https://git-scm.com/) to version control `minterpy`. -The main repository for development is place on [HZDR GitLab](https://gitlab.hzdr.de/interpol/minterpy). -Moreover, the releases and the development branch are also mirrored into the [CASUS GitHub](https://github.com/casus/) repository. +We only use [git](https://git-scm.com/) to version control Minterpy. +The main repository for development is +on [GitHub](https://github.com/minterpy-project/minterpy). +Moreover, the releases and the development branch +are also mirrored into the [CASUS GitHub](https://github.com/casus/minterpy) repository. -We are currently considering to upload the builds of `minterpy` to [PyPI](https://pypi.org) and [conda-forge](https://conda-forge.org) -to make the code more accessible. +The latest release of Minterpy is available in [PyPI](https://pypi.org/project/minterpy/). -### Branching workflow +### Branching workflow -We loosely follow the structure of [Gitflow](https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow) -for our branching workflow. +We follow the structure of [Gitflow](https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow) for our branching workflow. There are three types of branches in this workflow: -1. `master` branch: +1. `main` branch: On this branch, only the releases are stored. This means, on this branch, one has only fully tested, documented and cleaned up code. 2. `dev` branch: @@ -406,46 +400,50 @@ There are three types of branches in this workflow: At any given time, the branch must pass all the tests. This also means that on this branch, there is always a running version of `minterpy` even if the code and the docs are not in a "release state." - 3. `feature` branches: On these branches, all the features and code developments happen. - These branches must always be branched from the `dev` branch (not from `master`). + `feature` branches must be created from the `dev` branch (not from `main`). Based on this workflow, you can freely push, change, and merge *only* on the `feature` branches. Furthermore, your feature branch is open to every developers in the `minterpy` project. Once the implementation of a feature is finished, -you can merge the `feature` branch to the `dev` branch via a merge request. -The project maintainers will merge your merge request once the request is reviewed. +you can merge the `feature` branch to the `dev` branch via a pull request. +The project maintainers will merge your pull request once the request is reviewed. In general, you cannot merge your `feature` branch directly to the `dev` branch. -Furthermore, as a contributor, you cannot merge directly to the `master` branch and you cannot make a merge request for that. -Only the project maintainers can merge the `dev` to the `master` branch following the release procedure -of [Gitflow](https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow). +Furthermore, as a contributor, you cannot merge directly to the `main` branch +and you cannot make a pull request for that. +Only the project maintainers can merge the `dev` to the `main` branch +following the release procedure of [Gitflow](https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow). -We manage the bug fixes on every branch separately with the relevant developers, usually via `hotfix` branches to implement the patches. +We manage the bug fixes on every branch separately with the relevant developers, +usually via `hotfix` branches to implement the patches. -In the future, we may set up a continuous integration and development (CI/CD) on [HZDR GitLab](https://gitlab.hzdr.de/interpol/minterpy). +More details can be found in the online documentation +([stable](https://minterpy-project.github.io/minterpy/stable/contributors/development-environment.html#about-the-branching-model) +or [latest](https://minterpy-project.github.io/minterpy/latest/contributors/development-environment.html#about-the-branching-model)) -## Project Organization + +## Source organization ``` +├── .gitignore <- ignored files/directories if `git add/commit` +├── .pre-commit-config.yaml <- Configuration of pre-commit git hooks. ├── AUTHORS.md <- List of developers and maintainers. ├── CHANGELOG.md <- Changelog to keep track of new features and fixes. +├── CONTRIBUTING.md <- Contribution guidelines (this file). +├── environment.yaml <- The conda environment file for reproducibility. ├── LICENSE <- License as chosen on the command-line. +├── MANIFEST.in <- Keep track of (minimal) source distribution files +├── pyproject.toml <- Specification build requirements ├── README.md <- The top-level README for developers. -├── docs <- Directory for Sphinx documentation in rst or md. -├── environment.yaml <- The conda environment file for reproducibility. ├── setup.cfg <- Declarative configuration of your project. ├── setup.py <- Use `python setup.py develop` to install for development or | or create a distribution with `python setup.py bdist_wheel`. +├── .github <- scripts for GitHub actions. +├── docs <- Directory for Sphinx documentation in rst or md. ├── src │ └── minterpy <- Actual Python package where the main functionality goes. -├── tests <- Unit tests which can be run with `py.test`. -├── pyproject.toml <- Specification build requirements -├── MANIFEST.in <- Keep track of (minimal) source distribution files -├── CONTRIBUTING.md <- Contribution guidelines. -├── .readthedocs.yml <- Configuration of readthedocs support -├── .gitignore <- ignored files/directories if `git add/commit` -└── .pre-commit-config.yaml <- Configuration of pre-commit git hooks. +└── tests <- Unit tests which can be run with `pytest`. ``` diff --git a/README.md b/README.md index 85cef7b7..6ff52e34 100644 --- a/README.md +++ b/README.md @@ -12,21 +12,25 @@ | [`main`](https://github.com/minterpy-project/minterpy/tree/main) (stable) | [![Build](https://github.com/minterpy-project/minterpy/actions/workflows/build.yaml/badge.svg?branch=main)](https://github.com/minterpy-project/minterpy/actions/workflows/build.yaml?query=branch%3Amain+) [![codecov](https://codecov.io/gh/minterpy-project/minterpy/branch/main/graph/badge.svg?token=J8RCUGRKW3)](https://codecov.io/gh/minterpy-project/minterpy) [![Documentation Build and Deployment](https://github.com/minterpy-project/minterpy/actions/workflows/docs.yaml/badge.svg?branch=main)](https://minterpy-project.github.io/minterpy/stable/) | | [`dev`](https://github.com/minterpy-project/minterpy/tree/dev) (latest) | [![Build](https://github.com/minterpy-project/minterpy/actions/workflows/build.yaml/badge.svg?branch=dev)](https://github.com/minterpy-project/minterpy/actions/workflows/build.yaml?query=branch%3Adev) [![codecov](https://codecov.io/gh/minterpy-project/minterpy/graph/badge.svg?token=J8RCUGRKW3)](https://codecov.io/gh/minterpy-project/minterpy) [![Documentation Build and Deployment](https://github.com/minterpy-project/minterpy/actions/workflows/docs.yaml/badge.svg?branch=dev)](https://minterpy-project.github.io/minterpy/latest/) | -Minterpy is an open-source Python package designed for constructing and manipulating multivariate interpolating polynomials +Minterpy is an open-source Python package designed for constructing +and manipulating multivariate interpolating polynomials with the goal of lifting the curse of dimensionality from interpolation tasks. -Minterpy is being continuously extended and improved, with new functionalities added to address the bottlenecks involving +Minterpy is being continuously extended and improved, +with new functionalities added to address the bottlenecks involving interpolations in various computational tasks. ## Installation -You can obtain the stable release of Minterpy directly from PyPI using `pip`: +You can obtain the stable release of Minterpy directly +from [PyPI](https://pypi.org/project/minterpy/) using `pip`: ```bash pip install minterpy ``` -Alternatively, you can also obtain the latest version of Minterpy from the GitHub repository: +Alternatively, you can also obtain the latest version of Minterpy +from the [GitHub repository](https://github.com/minterpy-project/minterpy): ```bash git clone https://github.com/minterpy-project/minterpy @@ -38,137 +42,183 @@ Then from the source directory, you can install Minterpy: pip install [-e] .[all,dev,docs] ``` -where the flag `-e` means the package is directly linked -into the python site-packages of your Python version. +where the flag `-e` means the package is directly linked into +the python site-packages of your Python version. The options `[all,dev,docs]` refer to the requirements defined in the `options.extras_require` section in `setup.cfg`. -A best practice is to first create a virtual environment with -the help of a tool like [mamba], [conda], [venv], [virtualenv] or [pyenv-virtualenv]. +A best practice is to first create a virtual environment with the help of +a tool like [mamba], [conda], [venv], [virtualenv] or [pyenv-virtualenv]. See [CONTRIBUTING.md](./CONTRIBUTING.md) for details. -**NOTE**: You **must not** use the command `python setup.py install` to install `minterpy`, -as we cannot guarantee that the file `setup.py` will always be present -in the further development of `minterpy`. +**NOTE**: **Do not** use the command `python setup.py install` +to install Minterpy, as we cannot guarantee that the file `setup.py` +will always be present in the further development of Minterpy. ## Quickstart -With `minterpy` one can easily interpolate a given function. -For instance, take the function `f(x) = x\sin(10x)` in one dimension: +Using Minterpy, you can easily interpolate a given function. +For instance, take the one-dimensional function $`f(x) = x \, \sin{(10x)}`$ +with $x \in [-1, 1]$: ```python - import numpy as np +import numpy as np - def test_function(x): - return x * np.sin(10*x) +def test_function(x): + return x * np.sin(10*x) ``` -In order to `minterpy` the function `test_function` -one can use the top-level function `interpolate`: +To interpolate the function, you can use the top-level function `interpolate()`: ```python - import minterpy as mp +import minterpy as mp - interpolant = mp.interpolate(test_function,spatial_dimension=1, poly_degree=64) +interpolant = mp.interpolate(test_function, spatial_dimension=1, poly_degree=64) ``` -Here, interpolant is a callable function, -which can be used as a representation of `test_function`. -`interpolate` takes as arguments the function to interpolate, +`interpolate()` takes as arguments the function to interpolate, the number of dimensions (`spatial_dimension`), -and the degree of the underlying polynomial (`poly_degree`). - +and the degree of the underlying polynomial interpolant (`poly_degree`). You may adjust this parameter in order to get higher accuracy. -For the example above, a degree of 64 produces an interpolant that reproduces -the `test_function` almost up to machine precision: +The resulting `interpolant` is a Python callable, +which can be used as an approximation of `test_function`. + +In this example, an interpolating polynomial of degree $64$ produces +an approximation of `test_function` to near machine precision: ```python - import matplotlib.pylab as plt +import matplotlib.pyplot as plt - x = np.linspace(-1,1,100) +xx = np.linspace(-1, 1, 150) - plt.plot(x,interpolant(x),label="interpolant") - plt.plot(x,test_function(x),"k.",label="test function") - plt.legend() - plt.show() +plt.plot(xx, interpolant(xx), label="interpolant") +plt.plot(xx, test_function(xx), "k.",label="test function") +plt.legend() +plt.show() ``` -Compare test function with its interpolant +Compare test function with its interpolating polynomial -For more comprehensive examples, see the [getting started guides](https://interpol.pages.hzdr.de/minterpy/getting-started/index.html) -section of the `minterpy` docs. +Minterpy's capabilities extend beyond function approximation; +by accessing the underlying interpolating polynomials, +you can carry out common numerical operations on the approximations +like multiplication and differentiation: -## Testing +```python +# Access the underlying Newton interpolating polynomial +nwt_poly = interpolant.to_newton() +# Multiply the polynomial -> obtained another polynomial +prod_poly = nwt_poly * nwt_poly +# Differentiate the polynomial once -> obtained another polynomial +diff_poly = nwt_poly.diff(1) +# Reference function for the (once) differentiated test function +diff_fun = lambda xx: np.sin(10 * xx) + xx * 10 * np.cos(10 * xx) + +fig, axs = plt.subplots(1, 2, figsize=(10, 5)) + +axs[0].plot(xx, prod_poly(xx), label="product polynomial") +axs[0].plot(xx, fun(xx)**2, "k.", label="product test function") +axs[0].legend() +axs[0].set_xlabel("$x$") +axs[0].set_ylabel("$y$") +axs[1].plot(xx, diff_poly(xx), label="differentiated polynomial") +axs[1].plot(xx, diff_fun(xx), "k.", label="differentiated test function") +axs[1].legend() +axs[1].set_xlabel("$x$") + +plt.show() +``` -After installation, we encourage you to at least run the unit tests of `minterpy`, -where we use [`pytest`](https://docs.pytest.org/en/6.2.x/) to run the tests. +Product and differentiated polynomial -If you want to run all tests, type: +The [Getting Started Guides](https://minterpy-project.github.io/minterpy/latest/getting-started/index.html#what-s-next) +provide more examples on approximating functions and performing operations +on interpolating polynomials, including multidimensional cases. -```bash -pytest [-vvv] -``` +## Getting help + +For detailed guidance, +please refer to the online documentation ([stable](https://minterpy-project.github.io/minterpy/stable/) +or [latest](https://minterpy-project.github.io/minterpy/stable/)). +It includes detailed installation instructions, usage examples, API references, +and contributors guide. -from within the `minterpy` source directory. +For any other questions related to the package, +feel free to post your questions on the GitHub repository +[Issue page](https://github.com/minterpy-project/minterpy/issues). -## Contributing to `minterpy` +## Contributing to Minterpy + +Contributions to Minterpy are welcome! -Contributions to the `minterpy` packages are highly welcome. We recommend you have a look at the [CONTRIBUTING.md](./CONTRIBUTING.md) first. -For a more comprehensive contribution guide visit -the [Contributors section](link-to-developer-section) of the documentation. +For a more comprehensive guide visit +the [Contributors Guide](https://minterpy-project.github.io/minterpy/latest/contributors/index.html) +of the documentation. + +## Citing Minterpy + +If you use Minterpy in your research or projects, +please consider citing the archived version +in [RODARE](https://rodare.hzdr.de/record/3354). + +The citation for the current public version is: + +```bibtex +@software{Minterpy_0_3_0, + author = {Hernandez Acosta, Uwe and Thekke Veettil, Sachin Krishnan and Wicaksono, Damar Canggih and Michelfeit, Jannik and Hecht, Michael}, + title = {{Minterpy} - multivariate polynomial interpolation}, + month = dec, + year = 2024, + publisher = {RODARE}, + version = {v0.3.0}, + doi = {10.14278/rodare.3354}, + url = {http://doi.org/10.14278/rodare.3354} +} +``` ## Credits and contributors -This work was partly funded by the Center for Advanced Systems Understanding (CASUS) -that is financed by Germany’s Federal Ministry of Education and Research (BMBF) -and by the Saxony Ministry for Science, Culture and Tourism (SMWK) -with tax funds on the basis of the budget approved by the Saxony State Parliament. +This work was partly funded by the Center for Advanced Systems Understanding ([CASUS]), +an institute of the Helmholtz-Zentrum Dresden-Rossendorf ([HZDR]), +financed by Germany’s Federal Ministry of Education and Research ([BMBF]) +and by the Saxony Ministry for Science, Culture and Tourism ([SMWK]) +with tax funds on the basis of the budget approved +by the Saxony State Parliament. -### The minterpy development team +### The Minterpy development team -The core development of the `minterpy` is currently done -by a small team at the Center for Advanced Systems Understanding ([CASUS]), -namely +Minterpy is currently developed and maintained by a small team +at the Center for Advanced Systems Understanding ([CASUS]): -- Damar Wicaksono ([HZDR]/[CASUS]) (d.wicaksono@hzdr.de) -- Uwe Hernandez Acosta ([HZDR]/[CASUS]) (u.hernandez@hzdr.de) -- Janina Schreiber ([HZDR]/[CASUS]) (j.schreiber@hzdr.de) -- Sachin Krishnan Thekke Veettil ([HZDR]/[CASUS]) (s.thekke-veettil@hzdr.de) +- [Damar Wicaksono](https://orcid.org/0000-0001-8587-7730) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4528)) +- [Uwe Hernandez Acosta](https://orcid.org/0000-0002-6182-1481) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4442)) +- [Janina Schreiber](https://orcid.org/0000-0002-8692-0822) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4528)) ### Mathematical foundation -- Michael Hecht ([HZDR]/[CASUS]) (m.hecht@hzdr.de) +- [Michael Hecht](https://orcid.org/0000-0001-9214-8253) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4528)) -### Former Members and Contributions +### Former members and contributors -- Jannik Michelfeit -- Nico Hoffman ([HZDR]) -- Steve Schmerler ([HZDR]) -- Vidya Chandrashekar (TU Dresden) +- [Sachin Krishnan Thekke Veettil](https://orcid.org/0000-0003-4852-2839) +- [Jannik Kissinger](https://orcid.org/0000-0002-1819-6975) +- [Nico Hoffman](https://scholar.google.de/citations?user=8iDQeTwAAAAJ&hl=de) +- [Steve Schmerler](https://orcid.org/0000-0003-1354-0578) ([HZDR]) +- Vidya Chandrashekar ([TU Dresden](https://tu-dresden.de/)) -### Acknowledgement +### Acknowledgements -- Klaus Steiniger ([HZDR]) -- Patrick Stiller ([HZDR]) +- [Klaus Steiniger](https://orcid.org/0000-0001-8965-1149) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4353)) +- [Patrick Stiller](https://scholar.google.com/citations?user=nOtYbWMAAAAJ&hl=de) ([HZDR]) - Matthias Werner ([HZDR]) -- Krzysztof Gonciarz ([MPI-CBG],[CSBD]) -- Attila Cangi ([HZDR]/[CASUS]) -- Michael Bussmann ([HZDR]/[CASUS]) - -### Community - -This package would not be possible without many contributions done -from the community as well. -For that, we want to send big thanks to: - -- the guy who will show me how to include a list of contributors on github/gitlab +- [Krzysztof Gonciarz](https://orcid.org/0000-0001-9054-8341) ([MPI-CBG]/[CSBD]) +- [Attila Cangi](https://orcid.org/0000-0001-9162-262X) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4660)) +- [Michael Bussmann](https://orcid.org/0000-0002-8258-3881) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4353)) ## License -[MIT](LICENSE) © minterpy development team - -[^1]: [arXiv:2010.10824](https://arxiv.org/abs/2010.10824) +Minterpy is released under the [MIT license](LICENSE). [mamba]: https://mamba.readthedocs.io/en/latest/ [conda]: https://docs.conda.io/ @@ -176,14 +226,11 @@ For that, we want to send big thanks to: [venv]: https://docs.python.org/3/tutorial/venv.html [virtualenv]: https://virtualenv.pypa.io/en/latest/ [pyenv-virtualenv]: https://github.com/pyenv/pyenv-virtualenv -[pre-commit]: https://pre-commit.com/ -[Jupyter]: https://jupyter.org/ -[nbstripout]: https://github.com/kynan/nbstripout -[Google style]: http://google.github.io/styleguide/pyguide.html#38-comments-and-docstrings [virtualenv]: https://virtualenv.pypa.io/en/latest/index.html -[pytest]: https://docs.pytest.org/en/6.2.x/ [CASUS]: https://www.casus.science [HZDR]: https://www.hzdr.de +[BMBF]: https://www.bmbf.de/ +[SMWK]: https://www.smwk.sachsen.de/ [MPI-CBG]: https://www.mpi-cbg.de [CSBD]: https://www.csbdresden.de [black-badge]: https://img.shields.io/badge/code%20style-black-000000.svg diff --git a/docs/assets/images/test-function1D.png b/docs/assets/images/test-function1D.png 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are $1.0$, $2.0$, and $\infty$, +representing the total, Euclidean, and maximum degree (tensor-product), +respectively. These values for $p$ correspond to polynomial, sub-exponential, +and exponential growth of the set size as a function of the spatial dimension. +Consequently, the maximum degree set faces a severe curse of dimensionality +due to the rapid growth of the set size. + +It has been shown that the Euclidean degree $p = 2.0$ offers the best compromise +for isotropic functions (where each variable has the same importance)[^anisotropy], +as its convergence rate matches that of $p = \infty$ with respect +to the polynomial degree, yet with a significantly smaller multi-index set. +In contrast, while the size of the multi-index set for $p = 2.0$ +is larger than that for $p = 1.0$, the gain in accuracy more than compensates +for the increased cost [@Trefethen2017a;@Hecht2025]. + +Deriving multidimensional Lagrange bases for non-tensorial grids is challenging. +Minterpy uses the Newton basis for efficient evaluation and differentiation +$$ +Q (\boldsymbol{x}) = \sum_{\boldsymbol{\alpha} \in A} c_{\boldsymbol{\alpha}} \, N_{\boldsymbol{\alpha}} (\boldsymbol{x}),\;\; N_{\boldsymbol{\alpha}} (\boldsymbol{x}) = \prod_{i = 1}^m \prod_{j = 0}^{\alpha_i - 1} (x_i - q_j),\;\; q_j \in P_i, +$$ +where $c_{\boldsymbol{\alpha}}$ and $N_{\boldsymbol{\alpha}}$ are +the Newton coefficient and Newton polynomial +that correspond to the index element $\boldsymbol{\alpha}$, respectively; +$P_i$ is a set of interpolation nodes in each dimension. +Using Leja-ordered Chebyshev-Lobatto interpolation nodes by default, +Newton basis offers numerical stability [@Reichel1990;@TalEzer1991;@Breuss2018]. +Computing Newton coefficients, based on the Lagrange coefficients and interpolation grid, +via a multidimensional divided-difference scheme (DDS) is a key step +in Minterpy [@Hecht2025]. + +Minterpy also supports other polynomial bases, +including the canonical (monomial) and Chebyshev (first kind) bases, +along with transformations between them. + +## Minterpy polynomials for function approximation + +Minterpy prioritizes stable and accurate function approximation through +polynomial interpolations, even for high-degree polynomials. +Consider, the Runge function: +$$ +f(\boldsymbol{x}) = \frac{1}{1 + \lVert \boldsymbol{x} \rVert^2},\; \boldsymbol{x} \in [-1, 1]^m, +$$ +commonly used to demonstrate Runge's phenomenon, +a pitfall in high-degree interpolation with equispaced points. + +![The comparison of Minterpy interpolating polynomials, approximating the Runge function in dimension $m = 3, 4$, with alternative methods from designated packages.\label{fig:convergence}](convergence.png) + +\autoref{fig:convergence} shows the accuracy of Minterpy interpolating polynomials +for three different $\ell_p$-degrees in dimension $m = 3, 4$[^machine]. +The horizontal axis shows the number of coefficients (and function evaluations), +directly linked to the polynomial degree, to enable comparisons with other methods. +The infinity norm of the difference between the function and its approximation, +$$ +\lVert f - Q_f \rVert_{\infty} = \max_{\boldsymbol{x} \in [-1, 1]^m} \lvert f(\boldsymbol{x}) - Q_f(\boldsymbol{x}) \rvert +$$ +is measured at $1'000'000$ random points. + +The figure compares data-driven methods (SciPy v1.13.1, ndsplines v0.2.0post0) +and pseudo-spectral methods (Chaospy v4.3.18, Equadratures v10). +In the data-driven methods, approximation complexity is fixed as data increases. +While ndsplines supports higher degrees, splines above degree 5 are rare in practice. +The pseudo-spectral methods approximate functions using Legendre polynomial expansions on tensor-product grids, +with coefficients computed via numerical integration. +The coefficient count matches Minterpy interpolating polynomials with $p = \infty$. +Equadratures, whose results are comparable to Minterpy, +(softly) limits multi-index cardinality to $5 \times 10^4$ due to computational expense, +while Chaospy struggles with tensor-product grids[^sparse]. + +The results show that Minterpy polynomials provide highly accurate function approximation, +demonstrating numerical stability and convergence down to $10^{-14}$, +and outperforming selected competing tools. +However, global polynomials are generally more computationally expensive to evaluate +than local piecewise polynomials or B-splines, +as they require more floating-point operations. +There are two primary reasons for this. +First, global polynomials lack compact support; evaluating them typically involves +computing all terms (i.e., coefficient-basis function pairs) in the expansion. +Second, they often require high polynomial degrees, +resulting in a large number of terms compared to local methods, +which usually employ low-degree polynomials. +Moreover, the basis functions in a high-degree global polynomial involve +numerous multiplications, +further increasing the computational cost. + +## Operations on the Minterpy polynomials + +As mentioned, Minterpy polynomials support arithmetic operations +(addition, subtraction, multiplication) +and calculus operations (differentiation, definite integration). +Except for definite integration (yielding a numerical value), +these operations produce another polynomial, ensuring closure. +Among compared tools, only Chaospy offers similar capabilities. + +## Polynomial regression + +By default, Minterpy uses Leja-ordered Chebyshev-Lobatto nodes. +For scattered or equispaced data, it supports well-conditioned +least-squares construction [@Veettil2022]. +The resulting polynomials are Minterpy polynomials[^non-interpolatory]. + +## Applications + +Minterpy has been applied in various research fields, +including data fitting in physics [@Dornheim2023], +serving as a surrogate model in blackbox optimization [@Schreiber2023], +and representing level sets in differential geometry [@Veettil2023]. + +# Author contributions + +The contributions to this paper are listed according +to [CRediT](https://credit.niso.org). +**D. Wicaksono**: Conceptualization, software, validation, visualization, writing---original draft. +**U. Hernandez Acosta**: Conceptualization, project administration, software, writing---review & editing. +**S. K. Thekke Veettil**: Conceptualization, software. +**J. Kissinger**: Conceptualization, software. +**M. Hecht**: Conceptualization, supervision, funding acquisition, writing---review & editing. + +# Acknowledgments + +The authors express their gratitude to Michael Bussmann for his support +and suggestions; Michał Bajda for the Minterpy logo design; +and Janina Schreiber for the code review. + +The work is partly funded by the Center for Advanced Systems Understanding ([CASUS](https://www.casus.science)) +which is financed by Germany's Federal Ministry of Education and Research (BMBF) +and by the Saxony Ministry for Science, Culture and Tourism (SMWK). +Funding is provided through tax funds based on the budget approved +by the Saxony State Parliament. + +# References + +[^unisolvent]: Unisolvent here means that the interpolating polynomial +can be uniquely determined by the given interpolation nodes. +In one dimension, this implies that the nodes are of distinct values. +[^equispaced]: Runge's phenomenon arises when using equispaced interpolation +nodes, causing large oscillations, especially near the interval's endpoints. +Adding more points does not resolve these oscillations. +[^lipschitz]: that is, $\lvert f(x) - f(y) \rvert \leq L \lvert x - y \rvert$ +for some constant $L$ and for all $x, y \in \Omega$ +where $\Omega$ is a bounded domain. +[^chebfun-ports]: Packages in other languages based on or similar to Chebfun +include ApproxFun [@Olver2023] (Julia), +and ChebPy [@Richardson2024] and pychebfun [@Swierczewski2024] (Python). +[^anisotropy]: Incorporating anisotropy (e.g., via an adaptive scheme) enables +sparser polynomials. While Minterpy does not yet support adaptivity, +users can define custom downward-closed multi-index sets for interpolation. +[^machine]: Details of the numerical experiments can be found in [@Wicaksono2025]. +[^sparse]: Both Chaospy and equadratures support sparse polynomial construction, +which can help reduce the number of coefficients. +Comparing these approaches, however, is beyond the scope of this work. +[^pchip]: Piecewise cubic Hermite interpolating polynomial. +[^non-interpolatory]: The polynomials are, however, not strictly interpolatory, +i.e., they generally do not satisfy \autoref{eq:interpolation-condition}. From fc9599885505c7a81bdef5359f0e6c111fa3e7f1 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Wed, 30 Apr 2025 11:37:55 +0200 Subject: [PATCH 31/33] Prepare for new release after JOSS review MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit This commit includes several updates to prepare Minterpy for a new release following the review process of its submission to the Journal of Open Source Software (JOSS). Notable changes: - Updated repository URL and Issue Tracker URL in `setup.cfg` and revised classifiers. - Added JOSS badge to `README.md`. - Removed GitHub Actions workflow for building the draft PDF. - Updated `CHANGELOG.md` to reflect changes. This commit resolves Issue #45. --- .github/workflows/draft-pdf.yml | 27 --------------------------- CHANGELOG.md | 29 +++++++++++++++++++++++++++-- README.md | 3 ++- setup.cfg | 8 +++++--- 4 files changed, 34 insertions(+), 33 deletions(-) delete mode 100644 .github/workflows/draft-pdf.yml diff --git a/.github/workflows/draft-pdf.yml b/.github/workflows/draft-pdf.yml deleted file mode 100644 index 86d031df..00000000 --- a/.github/workflows/draft-pdf.yml +++ /dev/null @@ -1,27 +0,0 @@ -name: Draft PDF -on: - push: - branches: - - dev-joss - -jobs: - paper: - runs-on: ubuntu-latest - name: Paper Draft - steps: - - name: Checkout - uses: actions/checkout@v4 - - name: Build draft PDF - uses: openjournals/openjournals-draft-action@master - with: - journal: joss - # This should be the path to the paper within your repo. - paper-path: ./joss/paper.md - - name: Upload - uses: actions/upload-artifact@v4 - with: - name: paper - # This is the output path where Pandoc will write the compiled - # PDF. Note, this should be the same directory as the input - # paper.md - path: ./joss/paper.pdf diff --git a/CHANGELOG.md b/CHANGELOG.md index cc39af04..199474be 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -1,6 +1,28 @@ # Changelog -## Version 0.3.0 +All notable changes to the Minterpy project is documented in this file. + +The format is based on [Keep a Changelog](https://keepachangelog.com/en/1.0.0/), +and this project adheres to [Semantic Versioning](https://semver.org/spec/v2.0.0.html). + +## [Unreleased] + +## [Version 0.3.1] - 2025-04-30 + +This minor release incorporates feedback from the review process of +the Minterpy submission to the Journal of Open Source Software (JOSS). +There are no changes to the package's functionality. + +### Added + +- Included the source code and manuscript for the JOSS paper in the repository. + +### Changed + +- Revised and updated several documentation components, including `README.md`, + `CONTRIBUTING.md`, and the Getting Started guides. + +## Version 0.3.0 - 2024-12-20 ### Added @@ -171,7 +193,7 @@ coupling with the Newton polynomial class and the corresponding transformation class. -# Version 0.2.0-alpha +# Version 0.2.0-alpha - 2023-01-06 This is the next alpha release of `minterpy`, which adds several new functionalities and enhances code quality and performance. @@ -209,3 +231,6 @@ in multiple dimensions: This code is still highly experimental and there is no assurance, that neither everything works as expected, nor if further releases will break the current API. + +[Unreleased]: https://github.com/minterpy-project/minterpy/compare/main...dev +[0.3.1]: https://github.com/minterpy-project/minterpy/compare/v0.3.0...v0.3.1 diff --git a/README.md b/README.md index 6ff52e34..c19fbe0c 100644 --- a/README.md +++ b/README.md @@ -1,11 +1,12 @@ ![](./docs/assets/Wordmark-color.png) [![DOI](https://rodare.hzdr.de/badge/DOI/10.14278/rodare.2062.svg)](https://rodare.hzdr.de/record/2062) +[![status](https://joss.theoj.org/papers/96208a133980e518cdfdc36abdc504de/status.svg)](https://joss.theoj.org/papers/96208a133980e518cdfdc36abdc504de) [![Code style: black][black-badge]][black-link] [![License](https://img.shields.io/github/license/minterpy-project/minterpy)](https://choosealicense.com/licenses/mit/) [![PyPI](https://img.shields.io/pypi/v/minterpy)](https://pypi.org/project/minterpy/) -# Minterpy +# Minterpy: Multivariate Polynomial Interpolation in Python | Branches | Status | | :-----------------------------------------------------------------------: | -------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- | diff --git a/setup.cfg b/setup.cfg index dc4551e4..9e590729 100644 --- a/setup.cfg +++ b/setup.cfg @@ -3,7 +3,7 @@ name = minterpy description = Python library for multivariate polynomial interpolation. long_description = file: README.md long_description_content_type = text/markdown -url = https://gitlab.hzdr.de/interpol/minterpy +url = https://github.com/minterpy-project/minterpy author = file: AUTHORS.md author_email = u.hernandez@hzdr.de maintainer = Minterpy development team @@ -13,9 +13,10 @@ license_file = LICENSE platforms = Any classifiers = - Development Status :: 1 - Planning + Development Status :: 4 - Beta Intended Audience :: Developers Intended Audience :: Science/Research + Intended Audience :: Education License :: OSI Approved :: MIT License Operating System :: OS Independent Programming Language :: Python @@ -23,9 +24,10 @@ classifiers = Programming Language :: Python :: 3 :: Only Programming Language :: Python :: 3.8 Programming Language :: Python :: 3.9 + Programming Language :: Python :: 3.10 Topic :: Scientific/Engineering project_urls = - Bug Tracker = https://gitlab.hzdr.de/interpol/minterpy/issues + Bug Tracker = https://github.com/minterpy-project/minterpy/issues [options] packages = find: From 9d40abd111c474b3170d31d7e82d64d71a31df3b Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Wed, 30 Apr 2025 12:17:47 +0200 Subject: [PATCH 32/33] Fix a typo in an author's name (#48) --- .github/workflows/draft-pdf.yml | 27 +++++++++++++++++++++++++++ joss/paper.bib | 2 +- 2 files changed, 28 insertions(+), 1 deletion(-) create mode 100644 .github/workflows/draft-pdf.yml diff --git a/.github/workflows/draft-pdf.yml b/.github/workflows/draft-pdf.yml new file mode 100644 index 00000000..86d031df --- /dev/null +++ b/.github/workflows/draft-pdf.yml @@ -0,0 +1,27 @@ +name: Draft PDF +on: + push: + branches: + - dev-joss + +jobs: + paper: + runs-on: ubuntu-latest + name: Paper Draft + steps: + - name: Checkout + uses: actions/checkout@v4 + - name: Build draft PDF + uses: openjournals/openjournals-draft-action@master + with: + journal: joss + # This should be the path to the paper within your repo. + paper-path: ./joss/paper.md + - name: Upload + uses: actions/upload-artifact@v4 + with: + name: paper + # This is the output path where Pandoc will write the compiled + # PDF. Note, this should be the same directory as the input + # paper.md + path: ./joss/paper.pdf diff --git a/joss/paper.bib b/joss/paper.bib index 3de4fda8..3a47b929 100644 --- a/joss/paper.bib +++ b/joss/paper.bib @@ -321,7 +321,7 @@ @Misc{Wicaksono2025 } @Misc{Hecht2025, - author = {Michael Hecht and Phil-Alexander Hofmann and Damar Wicaksono and Uwe Hernandez Acosta and Krzysztof Gonciarz and Jannik Kissinger and Vladimir Sivkin and Ivo F. Sbalzarini}, + author = {Hecht, Michael and Hofmann, Phil-Alexander and Wicaksono, Damar and Hernandez Acosta, Uwe and Gonciarz, Krzysztof and Kissinger, Jannik and Sivkin, Vladimir and Sbalzarini, Ivo F.}, title = {Multivariate {Newton} interpolation in downward closed spaces reaches the optimal geometric approximation rates for {Bos}--{Levenberg}--{Trefethen} functions}, year = {2025}, archiveprefix = {arXiv}, From 7fbc83b4a0504d1dcb96d1b6dda3c96132038137 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Wed, 30 Apr 2025 12:19:10 +0200 Subject: [PATCH 33/33] Remove unnecessary GitHub Action workflow --- .github/workflows/draft-pdf.yml | 27 --------------------------- 1 file changed, 27 deletions(-) delete mode 100644 .github/workflows/draft-pdf.yml diff --git a/.github/workflows/draft-pdf.yml b/.github/workflows/draft-pdf.yml deleted file mode 100644 index 86d031df..00000000 --- a/.github/workflows/draft-pdf.yml +++ /dev/null @@ -1,27 +0,0 @@ -name: Draft PDF -on: - push: - branches: - - dev-joss - -jobs: - paper: - runs-on: ubuntu-latest - name: Paper Draft - steps: - - name: Checkout - uses: actions/checkout@v4 - - name: Build draft PDF - uses: openjournals/openjournals-draft-action@master - with: - journal: joss - # This should be the path to the paper within your repo. - paper-path: ./joss/paper.md - - name: Upload - uses: actions/upload-artifact@v4 - with: - name: paper - # This is the output path where Pandoc will write the compiled - # PDF. Note, this should be the same directory as the input - # paper.md - path: ./joss/paper.pdf

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are $1.0$, $2.0$, and $\infty$, -representing the total, Euclidean, and maximum degree (tensor-product), -respectively. -The multi-index set $A_{m, n, p}$ assumes isotropy in the importance -of input variables (i.e., each variable is treated equally) -and those values for $p$ correspond to polynomial, sub-exponential, -and exponential growth of the set size as a function of the spatial dimension. -Consequently, the maximum degree set faces a severe curse of dimensionality -due to the rapid growth of the set size. - -It has been shown that the Euclidean degree $p = 2.0$ offers the best compromise -for isotropic functions[^anisotropy], -as its convergence rate matches that of $p = \infty$ with respect -to the polynomial degree, yet with a significantly smaller multi-index set. -In contrast, while the size of the multi-index set for $p = 2.0$ -is larger than that for $p = 1.0$, the gain in accuracy more than compensates -for the increased cost, making it comparable to $p = \infty$ in accuracy -[@Trefethen2017a;@Hecht2020]. - -Deriving multidimensional Lagrange bases for non-tensorial grids is challenging. -Minterpy uses the Newton basis for efficient evaluation and differentiation -$$ -Q (\boldsymbol{x}) = \sum_{\boldsymbol{\alpha} \in A} c_{\boldsymbol{\alpha}} \, N_{\boldsymbol{\alpha}} (\boldsymbol{x}),\;\; N_{\boldsymbol{\alpha}} (\boldsymbol{x}) = \prod_{i = 1}^m \prod_{j = 0}^{\alpha_i - 1} (x_i - q_j),\;\; q_j \in P_i, -$$ -where $c_{\boldsymbol{\alpha}}$ and $N_{\boldsymbol{\alpha}}$ are -the Newton coefficient and Newton polynomial -that correspond to the index element $\boldsymbol{\alpha}$, respectively; -$P_i$ is a set of interpolation nodes in each dimension. -Using Leja-ordered Chebyshev-Lobatto interpolation nodes by default, -Newton basis offers numerical stability [@Reichel1990;@TalEzer1991;@Breuss2018]. -Computing Newton coefficients, based on the Lagrange coefficients and interpolation grid, -via a multidimensional divided-difference scheme (DDS) is a key step -in Minterpy [@Hecht2020]. - -Minterpy also supports other polynomial bases, -including the canonical (monomial) and Chebyshev (first kind) bases, -along with transformations between them. - -## Minterpy polynomials for function approximation - -Minterpy prioritizes stable and accurate function approximation through -polynomial interpolations, even for high-degree polynomials. -Consider, the Runge function: -$$ -f(\boldsymbol{x}) = \frac{1}{1 + \lVert \boldsymbol{x} \rVert^2},\; \boldsymbol{x} \in [-1, 1]^m, -$$ -commonly used to demonstrate Runge's phenomenon, -a pitfall in high-degree interpolation with equispaced points. - -![The comparison of Minterpy interpolating polynomials, approximating the Runge function in dimension $m = 3, 4$, with alternative methods from designated packages.\label{fig:convergence}](convergence.png) - -\autoref{fig:convergence} shows the accuracy of Minterpy interpolating polynomials -for three different $\ell_p$-degrees in dimension $m = 3, 4$[^machine]. -The horizontal axis shows the number of coefficients (and function evaluations), -directly linked to the polynomial degree, to enable comparisons with other methods. -The infinity norm of the difference between the function and its approximation, -$$ -\lVert f - Q_f \rVert_{\infty} = \max_{\boldsymbol{x} \in [-1, 1]^m} \lvert f(\boldsymbol{x}) - Q_f(\boldsymbol{x}) \rvert -$$ -is measured at $1'000'000$ random points. - -The figure compares data-driven methods (SciPy v1.13.1, ndsplines v0.2.0post0) -and pseudo-spectral methods (Chaospy v4.3.18, Equadratures v10). -In the data-driven methods, approximation complexity is fixed as data increases. -While ndsplines supports higher degrees, splines above degree 5 are rare in practice. -The pseudo-spectral methods approximate functions using Legendre polynomial expansions on tensor-product grids, -with coefficients computed via numerical integration. -The coefficient count matches Minterpy interpolating polynomials with $p = \infty$. -Equadratures, whose results are comparable to Minterpy, -(softly) limits multi-index cardinality to $5 \times 10^4$ due to computational expense, -while Chaospy struggles with tensor-product grids[^sparse]. - -The results show that Minterpy polynomials provide highly accurate function approximation, -demonstrating numerical stability and convergence down to $10^{-14}$, -and outperforming selected competing tools. -However, global polynomials are generally more computationally expensive to evaluate -than local piecewise polynomials or B-splines, -as they require more floating-point operations. -There are two primary reasons for this. -First, global polynomials lack compact support; evaluating them typically involves -computing all terms (i.e., coefficient-basis function pairs) in the expansion. -Second, they often require high polynomial degrees, -resulting in a large number of terms compared to local methods, -which usually employ low-degree polynomials. -Moreover, the basis functions in a high-degree global polynomial involve -numerous multiplications, -further increasing the computational cost. - -## Operations on the Minterpy polynomials - -As mentioned, Minterpy polynomials support arithmetic operations -(addition, subtraction, multiplication) -and calculus operations (differentiation, definite integration). -Except for definite integration (yielding a numerical value), -these operations produce another polynomial, ensuring closure. -Among compared tools, only Chaospy offers similar capabilities. - -## Polynomial regression - -By default, Minterpy uses Leja-ordered Chebyshev-Lobatto nodes. -For scattered or equispaced data, it supports well-conditioned -least-squares construction [@Veettil2022]. -The resulting polynomials are Minterpy polynomials[^non-interpolatory]. - -## Applications - -Minterpy has been applied in various research fields, -including data fitting in physics [@Dornheim2023], -serving as a surrogate model in blackbox optimization [@Schreiber2023], -and representing level sets in differential geometry [@Veettil2023]. - -# Author contributions - -The contributions to this paper are listed according -to [CRediT](https://credit.niso.org). -**D. Wicaksono**: Conceptualization, software, validation, visualization, writing---original draft. -**U. Hernandez Acosta**: Conceptualization, project administration, software, writing---review & editing. -**S. K. Thekke Veettil**: Conceptualization, software. -**J. Kissinger**: Conceptualization, software. -**M. Hecht**: Conceptualization, supervision, funding acquisition, writing---review & editing. - -# Acknowledgments - -The authors express their gratitude to -Michael Bussmann for his support and invaluable suggestions; -Michał Bajda for designing the Minterpy logo; -Janina Schreiber for the thorough code review -during the development process. - -The work is partly funded by the Center for Advanced Systems Understanding ([CASUS](https://www.casus.science)) -which is financed by Germany's Federal Ministry of Education and Research (BMBF) -and by the Saxony Ministry for Science, Culture and Tourism (SMWK). -Funding is provided through tax funds based on the budget approved -by the Saxony State Parliament. - -# References - -[^unisolvent]: Unisolvent here means that the interpolating polynomial -can be uniquely determined by the given interpolation nodes. -In one dimension, this implies that the nodes are of distinct values. -[^equispaced]: Runge's phenomenon arises when using equispaced interpolation -nodes, causing large oscillations, especially near the interval's endpoints. -Adding more points does not resolve these oscillations. -[^lipschitz]: that is, $\lvert f(x) - f(y) \rvert \leq L \lvert x - y \rvert$ -for some constant $L$ and for all $x, y \in \Omega$ -where $\Omega$ is a bounded domain. -[^chebfun-ports]: Packages in other languages based on or similar to Chebfun -include ApproxFun [@Olver2023] (Julia), -and ChebPy [@Richardson2024] and pychebfun [@Swierczewski2024] (Python). -[^anisotropy]: Incorporating anisotropy (e.g., via an adaptive scheme) enables -sparser polynomials. While Minterpy does not yet support adaptivity, -users can define custom downward-closed multi-index sets for interpolation. -[^machine]: Details of the numerical experiments can be found in [@Wicaksono2025]. -[^sparse]: Both Chaospy and equadratures support sparse polynomial construction, -which can help reduce the number of coefficients. -Comparing these approaches, however, is beyond the scope of this work. -[^pchip]: Piecewise cubic Hermite interpolating polynomial. -[^non-interpolatory]: The polynomials are, however, not strictly interpolatory, -i.e., they generally do not satisfy \autoref{eq:interpolation-condition}. From 8839084e0dde49a3354bf054dfc05de400569e5e Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Fri, 25 Apr 2025 10:56:09 +0200 Subject: [PATCH 28/33] Fix stale information on the contributors guide Some of the documentation tooling mentioned in the contributors guide is obsolete and has been updated. 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a/docs/contributors/about-us.rst +++ b/docs/contributors/about-us.rst @@ -92,7 +92,7 @@ and code reviews.
      Daniel Kotik

      🚇 -
      Michał Bajda

      +

      Michał Bajda

      🎨 diff --git a/docs/contributors/contrib-docs/docs-tools.rst b/docs/contributors/contrib-docs/docs-tools.rst index 0c749713..e1309a25 100644 --- a/docs/contributors/contrib-docs/docs-tools.rst +++ b/docs/contributors/contrib-docs/docs-tools.rst @@ -23,7 +23,7 @@ Documentation generator We use the `Sphinx documentation generator`_ to build the documentation as HTML files [#]_ These HTML files can be viewed or deployed (published) as a static website -using a hosting service such as `Read the Docs`_ [#]_. +using a hosting service such as `Read the Docs`_ or `GitHub Pages`_. reStructuredText markup language ================================ @@ -69,7 +69,7 @@ Building and deploying the documentation ======================================== The figure below illustrates the different components and processes involved -in building the ``minterpy`` docs. +in building the Minterpy documentation. .. figure:: /assets/images/contributors/documentation-tooling.png :align: center @@ -91,13 +91,12 @@ while Jupyter notebooks use Markdown. .. rubric:: Footnotes .. [#] Other formats like PDF are also possible. -.. [#] `Read the Docs`_ actually runs an instance of Sphinx to build the docs - online before serving it. .. _docs-like-code framework: https://www.docslikecode.com/ .. _same repository: https://gitlab.hzdr.de/interpol/minterpy .. _Sphinx documentation generator: https://www.sphinx-doc.org/en/master/ .. _Read the Docs: https://readthedocs.org/ +.. _GitHub Pages: https://pages.github.com .. _reStructuredText (reST): https://www.sphinx-doc.org/en/master/usage/restructuredtext/basics.html .. _docstrings: https://www.python.org/dev/peps/pep-0257/ .. _PEP 287: https://www.python.org/dev/peps/pep-0287/ From c9352e049f20250c79b91790fcb26acdf6bbd943 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Fri, 25 Apr 2025 10:37:14 +0200 Subject: [PATCH 27/33] Revert " Fix stale information on the contributors guide" --- .github/workflows/draft-pdf.yml | 27 -- CONTRIBUTING.md | 204 +++++----- README.md | 221 ++++------ .../contributors/documentation-tooling.png | Bin 115226 -> 114034 bytes docs/assets/images/test-function1D.png | Bin 0 -> 275239 bytes docs/assets/images/xsinx-prod-diff.png | Bin 250984 -> 0 bytes docs/assets/images/xsinx.png | Bin 139338 -> 0 bytes docs/contributors/about-us.rst | 2 +- docs/contributors/contrib-docs/docs-tools.rst | 7 +- joss/convergence.png | Bin 3026947 -> 0 bytes joss/paper.bib | 332 --------------- joss/paper.md | 378 ------------------ 12 files changed, 195 insertions(+), 976 deletions(-) delete mode 100644 .github/workflows/draft-pdf.yml create mode 100644 docs/assets/images/test-function1D.png delete mode 100644 docs/assets/images/xsinx-prod-diff.png delete mode 100644 docs/assets/images/xsinx.png delete mode 100644 joss/convergence.png delete mode 100644 joss/paper.bib delete mode 100644 joss/paper.md diff --git a/.github/workflows/draft-pdf.yml b/.github/workflows/draft-pdf.yml deleted file mode 100644 index 86d031df..00000000 --- a/.github/workflows/draft-pdf.yml +++ /dev/null @@ -1,27 +0,0 @@ -name: Draft PDF -on: - push: - branches: - - dev-joss - -jobs: - paper: - runs-on: ubuntu-latest - name: Paper Draft - steps: - - name: Checkout - uses: actions/checkout@v4 - - name: Build draft PDF - uses: openjournals/openjournals-draft-action@master - with: - journal: joss - # This should be the path to the paper within your repo. - paper-path: ./joss/paper.md - - name: Upload - uses: actions/upload-artifact@v4 - with: - name: paper - # This is the output path where Pandoc will write the compiled - # PDF. Note, this should be the same directory as the input - # paper.md - path: ./joss/paper.pdf diff --git a/CONTRIBUTING.md b/CONTRIBUTING.md index 47558f6b..1717d986 100644 --- a/CONTRIBUTING.md +++ b/CONTRIBUTING.md @@ -1,38 +1,36 @@ # Contribution Guide -Thanks a lot for your interest and taking the time to contribute -to the Minterpy project! +Thanks a lot for your interest and taking the time to contribute to the `minterpy` project! -This document provides short guidelines for contributing -to the Minterpy project. -For a more comprehensive guide, please refer to the online documentation -([stable](https://minterpy-project.github.io/minterpy/stable/contributors/index.html) -or [latest](https://minterpy-project.github.io/minterpy/latest/contributors/index.html)) +This document provides guidelines for contributing to the `minterpy` project. ## Installation This installation guide is focused on development. -For installing Minterpy in production environment, check out [README.md](./README.md). +For installing `minterpy` in production runs check out the [README.md](./README.md). -### Obtaining the source - -To obtain the latest source, -clone the Minterpy repository from [GitHub](https://github.com/minterpy-project/minterpy): +In order to get the source of latest release, +clone the `minterpy` repository from the [HZDR GitLab]: ```bash -git clone https://github.com/minterpy-project/minterpy +git clone https://gitlab.hzdr.de/interpol/minterpy.git ``` -By default, the cloned branch is the `dev` branch (i.e., the latest development -version). +By default, the cloned branch is the `main` branch. + +To get the latest development version, checkout to the `dev` branch: + +```bash +git checkout dev +``` -We recommend always pulling the latest commit: +We recommend to always pull the latest commit: ```bash git pull origin dev ``` -You are not allowed to directly push to `dev` or `main` branch. +You are not allowed to directly push to `dev` or `master` branch. Please follow the instructions under [Branching workflow](#branching-workflow). ### Virtual environments @@ -41,7 +39,7 @@ Following a best practice in Python development, we strongly encourage you to create and use virtual environments for development and production runs. A virtual environment encapsulates the package and all dependencies without messing up your other Python installations. -The following instructions should be executed from the Minterpy source directory. +The following instructions should be executed from the `minterpy` source directory. #### Using [venv](https://docs.python.org/3/tutorial/venv.html) from the python standard library: @@ -51,7 +49,7 @@ The following instructions should be executed from the Minterpy source directory python -m venv ``` - Replace `` with an environment name of your choice. + Replace `` with an environment name of your choice. 2. Activate the environment you just created: @@ -59,10 +57,12 @@ The following instructions should be executed from the Minterpy source directory source /bin/activate ``` - Replace with your desired environment name. + as before replace `` with the environment name. + 3. To deactivate the virtual environment, type: + ```bash deactivate ``` @@ -75,18 +75,19 @@ The following instructions should be executed from the Minterpy source directory virtualenv ``` - Replace `` with an environment name of your choice. + Replace `` with an environment name of your choice. -2. Activate the environment you just created: +2. Activate the environment: ```bash source /bin/activate ``` - Replace with your desired environment name. + As before replace `` with the environment name. 3. To deactivate the virtual environment, type: + ```bash deactivate ``` @@ -99,18 +100,17 @@ The following instructions should be executed from the Minterpy source directory pyenv virtualenv 3.8 ``` - Replace `` with an environment name of your choice. + Replace `` with an environment name of your choice. -2. Activate the environment you just created: +2. Activate the newly created environment in the current local directory: ```bash pyenv local ``` - Replace with your desired environment name. + As before replace `` with the environment name. - This command creates a hidden `.python_version` file containing - a "link" to the actual virtual environment managed by `pyenv`. + The above command creates a hidden file `.python_version` containing a "link" to the actual virtual environment managed by `pyenv`. 3. To "deactivate" the virtual environment just remove this hidden file: @@ -127,7 +127,6 @@ The following instructions should be executed from the Minterpy source directory ```bash conda env create -f environment.yaml ``` - The command creates a new conda environment called `minterpy`. 2. Activate the new environment with: @@ -148,9 +147,9 @@ The following instructions should be executed from the Minterpy source directory ### Installation We recommend using [pip](https://pip.pypa.io/en/stable/) from within a virtual environment (see above) -to install Minterpy. +to install `minterpy`. -To install Minterpy from source, type: +To install `minterpy`, type: ```bash pip install [-e] .[all,dev,docs] @@ -159,7 +158,7 @@ pip install [-e] .[all,dev,docs] where the flag `-e` means the package is directly linked into the Python site-packages. The options `[all,dev,docs]` refer to the requirements defined in the `options.extras_require` section in `setup.cfg`. -**Note**: **Do not** use `python setup.py install`, +You **must not** use `python setup.py install`, since the file `setup.py` will not be present for every build of the package. ### Troubleshooting: pytest with venv (*not* conda) @@ -175,12 +174,11 @@ deactivate && source /bin/activate or run `hash -r` instead. -This issue does not seem to occur for environments created by Conda. +This problem does not seem to appear for virtual environments created by conda. -### Dependency management & reproducibility (conda) +### Dependency Management & Reproducibility (conda) -Here are some recommendations for managing dependency -and maintaining reproducibility of your Minterpy development environment: +Here are a few recommendations for managing dependency and maintaining the reproducibility of your `minterpy` development environment: 1. Always keep your abstract (unpinned) dependencies updated in `environment.yaml` and eventually in `setup.cfg` if you want to ship and install your package via `pip` later on. @@ -202,7 +200,13 @@ and maintaining reproducibility of your Minterpy development environment: ## Testing -We use [pytest](https://docs.pytest.org/en/6.2.x/) to run the unit tests of Minterpy. +:construction: :construction: :construction: :construction: :construction: :construction: :construction: :construction: +Since the whole test environment needs a refactoring, we shall update this section with more detailed informations. +:construction: :construction: :construction: :construction: :construction: :construction: :construction: :construction: + +### Running the unit tests + +We use [pytest](https://docs.pytest.org/en/6.2.x/) to run the unit tests of `minterpy`. The unit tests themselves must always be placed into the `tests` directory. To run all tests, type: @@ -210,7 +214,7 @@ To run all tests, type: pytest ``` -from within the Minterpy source directory. +from within the `minterpy` source directory. If you want to run the tests of a particular module, for instance the `multi_index_utils.py` module, execute: @@ -219,7 +223,7 @@ for instance the `multi_index_utils.py` module, execute: pytest tests/test_multi_index_utils.py ``` -When running `pytest`, the coverage tests are automotically performed. +When you run `pytest`, the coverage test is also done automatically. A summary of the coverage test is printed out in the terminal. Furthermore, you can find an HTML version of the coverage test results in `htmlcov/index.html`. @@ -228,13 +232,15 @@ in `htmlcov/index.html`. We strongly encourage you to use the capabilities of `pytest` for writing the unit tests +It is highly recommended to use the capabilities of `pytest` for writing unittests. + Be aware of the following points: - the developer of the code should write the tests - test the behavior you expect from your code, not breaking points - use as small samples as possible - unit tests do *not* test if the code works, they test if the code *still* works -- the coverage should always be as high as possible +- the coverage shall always be as high as possible - BUT, even 100% coverage does not mean, there is nothing missed (buzz: edge case!) For additional reference on how to write tests, have a look at the following resources: @@ -245,19 +251,20 @@ For additional reference on how to write tests, have a look at the following res ## Documentation -This section provides some information about building and contributing -to the documentation. +This section provides some information about contributing to the docs. ### Install dependencies -Building the documentation requires additional dependencies. -You can install Minterpy from source with all the dependencies for building -the documentation as follows: +Building the docs requires additional dependencies. +If you follow the above installation steps, the dependencies are satisfied. +Otherwise you need to install them separately via: ```bash pip install .[docs] ``` +from the `minterpy` source directory. + ### Building the documentation We use [sphinx](https://www.sphinx-doc.org/en/master/) to build the `minterpy` docs. @@ -267,7 +274,7 @@ To build the docs in HTML format, run the following command: sphinx-build -M html docs docs/build ``` -Alternatively, you can build the documentation using the supplied Makefile. +Alternatively you can build the docs using the supplied Makefile. For that, you need to navigate to the `docs` directory and run the `make` command in Linux/mac OS or `make.bat` in Windows: ```bash @@ -287,33 +294,35 @@ make latexpdf The command builds the docs as a PDF document and stores it along with all the LaTeX source files in `docs/build/latex`. -### Documentation source organization +### Design of the docs -The source files for the documentation are stored in the `docs` directory. -The Sphinx configuration file is `docs/conf.py`, +The source files for the docs are stored in the `docs` directory. +The Sphinx configuration file is `docs/conf.py` and the main index file of the docs is `docs/index.rst`. -You can find more information about the Minterpy documentation -in the Contributors Guide ( -[stable](https://minterpy-project.github.io/minterpy/stable/contributors/contrib-docs/index.html) -or [latest](https://minterpy-project.github.io/minterpy/latest/contributors/contrib-docs/index.html)). +The docs itself contains five different main sections: -## Code style +- The Getting Started Guide or tutorials (`docs/getting-started`) contains all the tutorials of `minterpy`. +- The How-to Guides (`docs/how-to`) contains the Jupyter notebooks of instructions on how to achieve common tasks with `minterpy`. +- The Fundamentals (`docs/fundamentals`) contains all the explanations on the mathematical background that underlies `minterpy`. +- The Contributors Guide (`docs/contributors`) contains the information on how to contribute to the `minterpy` project, + be it to its development or to its docs. +- The API Reference (`docs/api`) contains the reference to all exposed components of `minterpy` (functions, classes, etc.). -To ensure the readability of the codebase, -we are following a common code style for Minterpy. +You can find more information about the `minterpy` docs in the Contributors Guide. + +## Code Style + +To ensure the readability of the codebase, we are following a common code style for `minterpy`. Our long-term goal is to fulfill the [PEP8](https://www.python.org/dev/peps/pep-0008/) regulations. For the build system, it is recommended to follow [PEP517](https://www.python.org/dev/peps/pep-0517/) and [PEP518](https://www.python.org/dev/peps/pep-0518/). -However, since these requirements are very challenging, -we use [black](https://github.com/psf/black) to enforce the code style of Minterpy. +However, since these requirements are very challenging, we use [black](https://github.com/psf/black) to enforce the code style of `minterpy`. During the development process, you can check the format using [pre-commit](https://pre-commit.com) (see below) and -In the development process, one can check the format using -and the hooks defined in `.pre-commit-config.yaml`. -For instance running `black` for the whole `minterpy` code, just run +In the development process, one can check the format using and the hooks defined in `.pre-commit-config.yaml`. For instance running `black` for the whole `minterpy` code, just run ```bash pre-commit run black --all-files @@ -323,10 +332,10 @@ For now, it is recommended to run single hooks. ## Pre-commit -For on-going developments, it is recommended to run all pre-commit-hooks -every time before committing some changes to your branch. +For further developments, it is recommended to run all pre-commit-hooks every time +before committing some changes to your branch. -Install the pre-commit hooks by running: +To enable this, type: ```bash pre-commit install @@ -347,7 +356,7 @@ pre-commit run --all-files # DON'T DO THIS IF YOU DON'T KNOW WHAT HAPPENS In the current state of the code, you should use this with caution since it might change code in the manner that it breaks (see below). -Down the road, we shall try to fulfill the full set of pre-commit hooks. +Down the road, we shall try to fulfill the full set of pre-commit hoos. However, further developments shall try to fulfil the full set of pre-commit-hooks. ### Currently defined hooks @@ -359,7 +368,7 @@ The following hooks are defined: - [pre-commit-hooks](https://github.com/pre-commit/pre-commit-hooks): A collection of widely used hooks; see their repository for more informations. - [isort](https://github.com/PyCQA/isort): sorts the import statements; - changes the code (**NOTE**: **Do not** run and commit the changes; it may break the current version.) + changes the code !!!DO NOT RUN THIS: IT WILL BREAK THE CURRENT VERSION!!! - [pyupgrade](https://github.com/asottile/pyupgrade): convert the syntax from Python2 to Python3. It's nice if you use code from an old post in stackoverflow ;-) - [setup-cfg-fmt](https://github.com/asottile/setup-cfg-fmt): formats the `setup.cfg` file for consistency. @@ -372,27 +381,24 @@ The following hooks are defined: This ensures proper builds for uploading the package to [PyPI](https://pypi.org). This is configured in `setup.cfg[check-manifest]`. -In case you're using pre-commit hooks, be sure to run the test again before -committing or pushing any changes. - ## Code development ### Version control -We only use [git](https://git-scm.com/) to version control Minterpy. -The main repository for development is -on [GitHub](https://github.com/minterpy-project/minterpy). -Moreover, the releases and the development branch -are also mirrored into the [CASUS GitHub](https://github.com/casus/minterpy) repository. +We only use [git](https://git-scm.com/) to version control `minterpy`. +The main repository for development is place on [HZDR GitLab](https://gitlab.hzdr.de/interpol/minterpy). +Moreover, the releases and the development branch are also mirrored into the [CASUS GitHub](https://github.com/casus/) repository. -The latest release of Minterpy is available in [PyPI](https://pypi.org/project/minterpy/). +We are currently considering to upload the builds of `minterpy` to [PyPI](https://pypi.org) and [conda-forge](https://conda-forge.org) +to make the code more accessible. -### Branching workflow +### Branching workflow
      -We follow the structure of [Gitflow](https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow) for our branching workflow. +We loosely follow the structure of [Gitflow](https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow) +for our branching workflow. There are three types of branches in this workflow: -1. `main` branch: +1. `master` branch: On this branch, only the releases are stored. This means, on this branch, one has only fully tested, documented and cleaned up code. 2. `dev` branch: @@ -400,50 +406,46 @@ There are three types of branches in this workflow: At any given time, the branch must pass all the tests. This also means that on this branch, there is always a running version of `minterpy` even if the code and the docs are not in a "release state." + 3. `feature` branches: On these branches, all the features and code developments happen. - `feature` branches must be created from the `dev` branch (not from `main`). + These branches must always be branched from the `dev` branch (not from `master`). Based on this workflow, you can freely push, change, and merge *only* on the `feature` branches. Furthermore, your feature branch is open to every developers in the `minterpy` project. Once the implementation of a feature is finished, -you can merge the `feature` branch to the `dev` branch via a pull request. -The project maintainers will merge your pull request once the request is reviewed. +you can merge the `feature` branch to the `dev` branch via a merge request. +The project maintainers will merge your merge request once the request is reviewed. In general, you cannot merge your `feature` branch directly to the `dev` branch. -Furthermore, as a contributor, you cannot merge directly to the `main` branch -and you cannot make a pull request for that. -Only the project maintainers can merge the `dev` to the `main` branch -following the release procedure of [Gitflow](https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow). +Furthermore, as a contributor, you cannot merge directly to the `master` branch and you cannot make a merge request for that. +Only the project maintainers can merge the `dev` to the `master` branch following the release procedure +of [Gitflow](https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow). -We manage the bug fixes on every branch separately with the relevant developers, -usually via `hotfix` branches to implement the patches. +We manage the bug fixes on every branch separately with the relevant developers, usually via `hotfix` branches to implement the patches. -More details can be found in the online documentation -([stable](https://minterpy-project.github.io/minterpy/stable/contributors/development-environment.html#about-the-branching-model) -or [latest](https://minterpy-project.github.io/minterpy/latest/contributors/development-environment.html#about-the-branching-model)) +In the future, we may set up a continuous integration and development (CI/CD) on [HZDR GitLab](https://gitlab.hzdr.de/interpol/minterpy). - -## Source organization +## Project Organization ``` -├── .gitignore <- ignored files/directories if `git add/commit` -├── .pre-commit-config.yaml <- Configuration of pre-commit git hooks. ├── AUTHORS.md <- List of developers and maintainers. ├── CHANGELOG.md <- Changelog to keep track of new features and fixes. -├── CONTRIBUTING.md <- Contribution guidelines (this file). -├── environment.yaml <- The conda environment file for reproducibility. ├── LICENSE <- License as chosen on the command-line. -├── MANIFEST.in <- Keep track of (minimal) source distribution files -├── pyproject.toml <- Specification build requirements ├── README.md <- The top-level README for developers. +├── docs <- Directory for Sphinx documentation in rst or md. +├── environment.yaml <- The conda environment file for reproducibility. ├── setup.cfg <- Declarative configuration of your project. ├── setup.py <- Use `python setup.py develop` to install for development or | or create a distribution with `python setup.py bdist_wheel`. -├── .github <- scripts for GitHub actions. -├── docs <- Directory for Sphinx documentation in rst or md. ├── src │ └── minterpy <- Actual Python package where the main functionality goes. -└── tests <- Unit tests which can be run with `pytest`. +├── tests <- Unit tests which can be run with `py.test`. +├── pyproject.toml <- Specification build requirements +├── MANIFEST.in <- Keep track of (minimal) source distribution files +├── CONTRIBUTING.md <- Contribution guidelines. +├── .readthedocs.yml <- Configuration of readthedocs support +├── .gitignore <- ignored files/directories if `git add/commit` +└── .pre-commit-config.yaml <- Configuration of pre-commit git hooks. ``` diff --git a/README.md b/README.md index 75676317..85cef7b7 100644 --- a/README.md +++ b/README.md @@ -12,25 +12,21 @@ | [`main`](https://github.com/minterpy-project/minterpy/tree/main) (stable) | [![Build](https://github.com/minterpy-project/minterpy/actions/workflows/build.yaml/badge.svg?branch=main)](https://github.com/minterpy-project/minterpy/actions/workflows/build.yaml?query=branch%3Amain+) [![codecov](https://codecov.io/gh/minterpy-project/minterpy/branch/main/graph/badge.svg?token=J8RCUGRKW3)](https://codecov.io/gh/minterpy-project/minterpy) [![Documentation Build and Deployment](https://github.com/minterpy-project/minterpy/actions/workflows/docs.yaml/badge.svg?branch=main)](https://minterpy-project.github.io/minterpy/stable/) | | [`dev`](https://github.com/minterpy-project/minterpy/tree/dev) (latest) | [![Build](https://github.com/minterpy-project/minterpy/actions/workflows/build.yaml/badge.svg?branch=dev)](https://github.com/minterpy-project/minterpy/actions/workflows/build.yaml?query=branch%3Adev) [![codecov](https://codecov.io/gh/minterpy-project/minterpy/graph/badge.svg?token=J8RCUGRKW3)](https://codecov.io/gh/minterpy-project/minterpy) [![Documentation Build and Deployment](https://github.com/minterpy-project/minterpy/actions/workflows/docs.yaml/badge.svg?branch=dev)](https://minterpy-project.github.io/minterpy/latest/) | -Minterpy is an open-source Python package designed for constructing -and manipulating multivariate interpolating polynomials +Minterpy is an open-source Python package designed for constructing and manipulating multivariate interpolating polynomials with the goal of lifting the curse of dimensionality from interpolation tasks. -Minterpy is being continuously extended and improved, -with new functionalities added to address the bottlenecks involving +Minterpy is being continuously extended and improved, with new functionalities added to address the bottlenecks involving interpolations in various computational tasks. ## Installation -You can obtain the stable release of Minterpy directly -from [PyPI](https://pypi.org/project/minterpy/) using `pip`: +You can obtain the stable release of Minterpy directly from PyPI using `pip`: ```bash pip install minterpy ``` -Alternatively, you can also obtain the latest version of Minterpy -from the [GitHub repository](https://github.com/minterpy-project/minterpy): +Alternatively, you can also obtain the latest version of Minterpy from the GitHub repository: ```bash git clone https://github.com/minterpy-project/minterpy @@ -42,183 +38,137 @@ Then from the source directory, you can install Minterpy: pip install [-e] .[all,dev,docs] ``` -where the flag `-e` means the package is directly linked into -the python site-packages of your Python version. +where the flag `-e` means the package is directly linked +into the python site-packages of your Python version. The options `[all,dev,docs]` refer to the requirements defined in the `options.extras_require` section in `setup.cfg`. -A best practice is to first create a virtual environment with the help of -a tool like [mamba], [conda], [venv], [virtualenv] or [pyenv-virtualenv]. +A best practice is to first create a virtual environment with +the help of a tool like [mamba], [conda], [venv], [virtualenv] or [pyenv-virtualenv]. See [CONTRIBUTING.md](./CONTRIBUTING.md) for details. -**NOTE**: **Do not** use the command `python setup.py install` -to install Minterpy, as we cannot guarantee that the file `setup.py` -will always be present in the further development of Minterpy. +**NOTE**: You **must not** use the command `python setup.py install` to install `minterpy`, +as we cannot guarantee that the file `setup.py` will always be present +in the further development of `minterpy`. ## Quickstart -Using Minterpy, you can easily interpolate a given function. -For instance, take the one-dimensional function $`f(x) = x \, \sin{(10x)}`$ -with $x \in [-1, 1]$: +With `minterpy` one can easily interpolate a given function. +For instance, take the function `f(x) = x\sin(10x)` in one dimension: ```python -import numpy as np + import numpy as np -def test_function(x): - return x * np.sin(10*x) + def test_function(x): + return x * np.sin(10*x) ``` -To interpolate the function, you can use the top-level function `interpolate()`: +In order to `minterpy` the function `test_function` +one can use the top-level function `interpolate`: ```python -import minterpy as mp + import minterpy as mp -interpolant = mp.interpolate(test_function, spatial_dimension=1, poly_degree=64) + interpolant = mp.interpolate(test_function,spatial_dimension=1, poly_degree=64) ``` -`interpolate()` takes as arguments the function to interpolate, +Here, interpolant is a callable function, +which can be used as a representation of `test_function`. +`interpolate` takes as arguments the function to interpolate, the number of dimensions (`spatial_dimension`), -and the degree of the underlying polynomial interpolant (`poly_degree`). -You may adjust this parameter in order to get higher accuracy. -The resulting `interpolant` is a Python callable, -which can be used as an approximation of `test_function`. +and the degree of the underlying polynomial (`poly_degree`). -In this example, an interpolating polynomial of degree $64$ produces -an approximation of `test_function` to near machine precision: +You may adjust this parameter in order to get higher accuracy. +For the example above, a degree of 64 produces an interpolant that reproduces +the `test_function` almost up to machine precision: ```python -import matplotlib.pyplot as plt + import matplotlib.pylab as plt -xx = np.linspace(-1, 1, 150) + x = np.linspace(-1,1,100) -plt.plot(xx, interpolant(xx), label="interpolant") -plt.plot(xx, test_function(xx), "k.",label="test function") -plt.legend() -plt.show() + plt.plot(x,interpolant(x),label="interpolant") + plt.plot(x,test_function(x),"k.",label="test function") + plt.legend() + plt.show() ``` -Compare test function with its interpolating polynomial +Compare test function with its interpolant -Minterpy's capabilities extend beyond function approximation; -by accessing the underlying interpolating polynomials, -you can carry out common numerical operations on the approximations -like multiplication and differentiation: +For more comprehensive examples, see the [getting started guides](https://interpol.pages.hzdr.de/minterpy/getting-started/index.html) +section of the `minterpy` docs. -```python -# Access the underlying Newton interpolating polynomial -nwt_poly = interpolant.to_newton() -# Multiply the polynomial -> obtained another polynomial -prod_poly = nwt_poly * nwt_poly -# Differentiate the polynomial once -> obtained another polynomial -diff_poly = nwt_poly.diff(1) -# Reference function for the (once) differentiated test function -diff_fun = lambda xx: np.sin(10 * xx) + xx * 10 * np.cos(10 * xx) - -fig, axs = plt.subplots(1, 2, figsize=(10, 5)) - -axs[0].plot(xx, prod_poly(xx), label="product polynomial") -axs[0].plot(xx, fun(xx)**2, "k.", label="product test function") -axs[0].legend() -axs[0].set_xlabel("$x$") -axs[0].set_ylabel("$y$") -axs[1].plot(xx, diff_poly(xx), label="differentiated polynomial") -axs[1].plot(xx, diff_fun(xx), "k.", label="differentiated test function") -axs[1].legend() -axs[1].set_xlabel("$x$") - -plt.show() -``` +## Testing -Product and differentiated polynomial +After installation, we encourage you to at least run the unit tests of `minterpy`, +where we use [`pytest`](https://docs.pytest.org/en/6.2.x/) to run the tests. -The [Getting Started Guides](https://minterpy-project.github.io/minterpy/latest/getting-started/index.html#what-s-next) -provide more examples on approximating functions and performing operations -on interpolating polynomials, including multidimensional cases. +If you want to run all tests, type: -## Getting help - -For detailed guidance, -please refer to the online documentation ([stable](https://minterpy-project.github.io/minterpy/stable/) -or [latest](https://minterpy-project.github.io/minterpy/stable/)). -It includes detailed installation instructions, usage examples, API references, -and contributors guide. - -For any other questions related to the package, -feel free to post your questions on the GitHub repository -[Issue page](https://github.com/minterpy-project/minterpy/issues). +```bash +pytest [-vvv] +``` -## Contributing to Minterpy +from within the `minterpy` source directory. -Contributions to Minterpy are welcome! +## Contributing to `minterpy` +Contributions to the `minterpy` packages are highly welcome. We recommend you have a look at the [CONTRIBUTING.md](./CONTRIBUTING.md) first. -For a more comprehensive guide visit -the [Contributors Guide](https://minterpy-project.github.io/minterpy/latest/contributors/index.html) -of the documentation. - -## Citing Minterpy - -If you use Minterpy in your research or projects, -please consider citing the archived version -in [RODARE](https://rodare.hzdr.de/record/3354). - -The citation for the current public version is: - -```bibtex -@software{Minterpy_0_3_0, - author = {Hernandez Acosta, Uwe and Thekke Veettil, Sachin Krishnan and Wicaksono, Damar Canggih and Michelfeit, Jannik and Hecht, Michael}, - title = {{Minterpy} - multivariate polynomial interpolation}, - month = dec, - year = 2024, - publisher = {RODARE}, - version = {v0.3.0}, - doi = {10.14278/rodare.3354}, - url = {http://doi.org/10.14278/rodare.3354} -} -``` +For a more comprehensive contribution guide visit +the [Contributors section](link-to-developer-section) of the documentation. ## Credits and contributors -This work was partly funded by the Center for Advanced Systems Understanding ([CASUS]), -an institute of the Helmholtz-Zentrum Dresden-Rossendorf ([HZDR]), -financed by Germany’s Federal Ministry of Education and Research ([BMBF]) -and by the Saxony Ministry for Science, Culture and Tourism ([SMWK]) -with tax funds on the basis of the budget approved -by the Saxony State Parliament. +This work was partly funded by the Center for Advanced Systems Understanding (CASUS) +that is financed by Germany’s Federal Ministry of Education and Research (BMBF) +and by the Saxony Ministry for Science, Culture and Tourism (SMWK) +with tax funds on the basis of the budget approved by the Saxony State Parliament. -### The Minterpy development team +### The minterpy development team -Minterpy is currently developed and maintained by a small team -at the Center for Advanced Systems Understanding ([CASUS]): +The core development of the `minterpy` is currently done +by a small team at the Center for Advanced Systems Understanding ([CASUS]), +namely -- [Damar Wicaksono](https://orcid.org/0000-0001-8587-7730) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4528)) -- [Uwe Hernandez Acosta](https://orcid.org/0000-0002-6182-1481) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4442)) -- [Janina Schreiber](https://orcid.org/0000-0002-8692-0822) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4528)) +- Damar Wicaksono ([HZDR]/[CASUS]) (d.wicaksono@hzdr.de) +- Uwe Hernandez Acosta ([HZDR]/[CASUS]) (u.hernandez@hzdr.de) +- Janina Schreiber ([HZDR]/[CASUS]) (j.schreiber@hzdr.de) +- Sachin Krishnan Thekke Veettil ([HZDR]/[CASUS]) (s.thekke-veettil@hzdr.de) ### Mathematical foundation -- [Michael Hecht](https://orcid.org/0000-0001-9214-8253) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4528)) +- Michael Hecht ([HZDR]/[CASUS]) (m.hecht@hzdr.de) -### Former members and contributors +### Former Members and Contributions -- [Sachin Krishnan Thekke Veettil](https://orcid.org/0000-0003-4852-2839) -- [Jannik Kissinger](https://orcid.org/0000-0002-1819-6975) -- [Nico Hoffman](https://scholar.google.de/citations?user=8iDQeTwAAAAJ&hl=de) -- [Steve Schmerler](https://orcid.org/0000-0003-1354-0578) ([HZDR]) -- Vidya Chandrashekar ([TU Dresden](https://tu-dresden.de/)) +- Jannik Michelfeit +- Nico Hoffman ([HZDR]) +- Steve Schmerler ([HZDR]) +- Vidya Chandrashekar (TU Dresden) ### Acknowledgement -- [Klaus Steiniger](https://orcid.org/0000-0001-8965-1149) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4353)) -- [Patrick Stiller](https://scholar.google.com/citations?user=nOtYbWMAAAAJ&hl=de) ([HZDR]) +- Klaus Steiniger ([HZDR]) +- Patrick Stiller ([HZDR]) - Matthias Werner ([HZDR]) -- [Krzysztof Gonciarz](https://orcid.org/0000-0001-9054-8341) ([MPI-CBG]/[CSBD]) -- [Attila Cangi](https://orcid.org/0000-0001-9162-262X) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4660)) -- [Michael Bussmann](https://orcid.org/0000-0002-8258-3881) ([HZDR]/[CASUS](https://www.casus.science/?page_id=4353)) +- Krzysztof Gonciarz ([MPI-CBG],[CSBD]) +- Attila Cangi ([HZDR]/[CASUS]) +- Michael Bussmann ([HZDR]/[CASUS]) + +### Community + +This package would not be possible without many contributions done +from the community as well. +For that, we want to send big thanks to: + +- the guy who will show me how to include a list of contributors on github/gitlab ## License -Minterpy is released under the [MIT license](LICENSE). +[MIT](LICENSE) © minterpy development team + +[^1]: [arXiv:2010.10824](https://arxiv.org/abs/2010.10824) [mamba]: https://mamba.readthedocs.io/en/latest/ [conda]: https://docs.conda.io/ @@ -226,11 +176,14 @@ Minterpy is released under the [MIT license](LICENSE). [venv]: https://docs.python.org/3/tutorial/venv.html [virtualenv]: https://virtualenv.pypa.io/en/latest/ [pyenv-virtualenv]: https://github.com/pyenv/pyenv-virtualenv +[pre-commit]: https://pre-commit.com/ +[Jupyter]: https://jupyter.org/ +[nbstripout]: https://github.com/kynan/nbstripout +[Google style]: http://google.github.io/styleguide/pyguide.html#38-comments-and-docstrings [virtualenv]: https://virtualenv.pypa.io/en/latest/index.html +[pytest]: https://docs.pytest.org/en/6.2.x/ [CASUS]: https://www.casus.science [HZDR]: https://www.hzdr.de -[BMBF]: https://www.bmbf.de/ -[SMWK]: https://www.smwk.sachsen.de/ [MPI-CBG]: https://www.mpi-cbg.de [CSBD]: https://www.csbdresden.de [black-badge]: https://img.shields.io/badge/code%20style-black-000000.svg diff --git a/docs/assets/images/contributors/documentation-tooling.png b/docs/assets/images/contributors/documentation-tooling.png index bd309e483b82feff4f0e7ff492b56b22015a0785..3ce0042c59c25637dea885cb85eb33f73254c037 100644 GIT binary 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zg3{R(UnQZ_lD5{CK-K7M{S@(*I5WH22FR+{hQ>ay`15v*?(iIMtd{r^-su!yCoH69 zOPR^RsY*z`KXf7qh`@I(5=M`gAz6sQ)q-?1S#i}*|rD=VuWdadN9K7E}M zBClD?cgq1G+|shLtTS`ju?t`mruKij9pOc-2it{!s!!}>5+i{q7*}^eSXXT#e{*$r zH(~F8QnlKrODHIj&{|00C$5|S{KcncV@vjZWc$bCU5*Ut-_gZ0xxVb6!+~+~a}Q7J zk~>}~KXt^y@%KN=e=ol~wIc)Y$M;qLXX~a8?P2>L+U3;Y^0)t?7eh_e+kfS+|C*54 z;kju4gTKXgcoy6LP~(A)?r8g;`J}MJO>X}~kLUldEz~_Ter|w@#ee(4|LX+4t!vo+>P3A9^!rpEWcn1d$>Cpq_09hQ0!zcn diff --git a/joss/paper.md b/joss/paper.md index b1e35ce7..55dc61d6 100644 --- a/joss/paper.md +++ b/joss/paper.md @@ -276,8 +276,8 @@ $$ $$ is measured at $1'000'000$ random points. -The figure compares data-driven methods (SciPy v1.13.1, ndsplines v0.2.0) -and pseudo-spectral methods (Chaospy v4.3.17, Equadratures v10). +The figure compares data-driven methods (SciPy v1.13.1, ndsplines v0.2.0post0) +and pseudo-spectral methods (Chaospy v4.3.18, Equadratures v10). In the data-driven methods, approximation complexity is fixed as data increases. While ndsplines supports higher degrees, splines above degree 5 are rare in practice. The pseudo-spectral methods approximate functions using Legendre polynomial expansions on tensor-product grids, From a1177e19ba99762e7a60c09132b23c49ec274a49 Mon Sep 17 00:00:00 2001 From: Damar Wicaksono Date: Mon, 14 Apr 2025 12:41:42 +0200 Subject: [PATCH 11/33] Update Quickstart in README and fix typo --- README.md | 22 +++++++++++++--------- docs/assets/images/xsinx-prod-diff.png | Bin 218686 -> 250984 bytes 2 files changed, 13 insertions(+), 9 deletions(-) diff --git a/README.md b/README.md index 8a220e41..75676317 100644 --- a/README.md +++ b/README.md @@ -111,16 +111,20 @@ nwt_poly = interpolant.to_newton() prod_poly = nwt_poly * nwt_poly # Differentiate the polynomial once -> obtained another polynomial diff_poly = nwt_poly.diff(1) - +# Reference function for the (once) differentiated test function +diff_fun = lambda xx: np.sin(10 * xx) + xx * 10 * np.cos(10 * xx) + fig, axs = plt.subplots(1, 2, figsize=(10, 5)) -axs[0].plot(xx, prod_poly(xx)) -axs[0].set_title("Product polynomial") -axs[0].set_xlabel("$x$") -axs[0].set_ylabel("$y$") -axs[1].plot(xx, diff_poly(xx)) -axs[1].set_title("Differentiated polynomial") -axs[1].set_xlabel("$x$") +axs[0].plot(xx, prod_poly(xx), label="product polynomial") +axs[0].plot(xx, fun(xx)**2, "k.", label="product test function") +axs[0].legend() +axs[0].set_xlabel("$x$") +axs[0].set_ylabel("$y$") +axs[1].plot(xx, diff_poly(xx), label="differentiated polynomial") +axs[1].plot(xx, diff_fun(xx), "k.", label="differentiated test function") +axs[1].legend() +axs[1].set_xlabel("$x$") plt.show() ``` @@ -162,7 +166,7 @@ The citation for the current public version is: ```bibtex @software{Minterpy_0_3_0, - author = {Hernandez Acosta, Uwe and THekke Veettil, Sachin Krishnan and Wicaksono, Damar Canggih and Michelfeit, Jannik and Hecht, Michael}, + author = {Hernandez Acosta, Uwe and Thekke Veettil, Sachin Krishnan and Wicaksono, Damar Canggih and Michelfeit, Jannik and Hecht, Michael}, title = {{Minterpy} - multivariate polynomial interpolation}, month = dec, year = 2024, diff --git a/docs/assets/images/xsinx-prod-diff.png b/docs/assets/images/xsinx-prod-diff.png index 382bdc00c50f08f9b3f8baf2ba6638e39693c0cc..7b31898ef4ac5adefe370e5973849cab04e1cf5b 100644 GIT binary patch literal 250984 zcmeFZg5mb?cN580d5r)Ns*E^K|nyHTSU6MV_PU`5DFp~bV+v@fP#W_hal1* z-SCZt`#k44&v*WU_kH>O_EzxbzOQSoHRl|2j4`hVS0zQZZrZbGw9uwVXj+*WnOYg?-}uW$+rm=c)P$Xdn}v<( zFFh+OGfQ4pR^xxYfW_28m$iA*26w#4MzhOGmJ|xhQS#p^yKo^J$|?#)^x`>LyXS+g zwpOyWbIYR@Z+2~Xxn{$f4H9qY&)+|LUSUn5u=L^krE95-qN4U@(f6+%xFjw8mhlgp zt#zyoSI-vSdHgMB!=0VH8;|{2RX(!a<;&O4eqU}L|4f&wVW`bK^(?Q#K7!`w;NtT< z=6jmdf8aX)$5+^`Svjl!@spKrF4JYM{?DH}t=TyIpFg97p1sBQpFb=-@vvjtfBx{- z#{cat|M-7z`QHom|JL%q*MjnY+#x!D_R@OFOmbWt)8c5!p*o8v$0c?jJgEBj4kQ8c zMIWD{TVYV~LZHrKq%BV_RzBWi^M+q+6A%6gL^%=d;aw-*(U^7m3N3xx%H49cQuFt3 zQs`H=J5PtK+jdY9KN7qxX#V@>Vf`^zoI72pX#RQGzx}cEe~G(8JFZr)qU6VkJ~?gnVsuHU zUy62~pQ75m^`BofWoTPouiD$YYyIyZ#3Yo~oETQXNB!s5UyuHmw6Wv=+O)B1W#ilg 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