{ "cells": [ { "cell_type": "markdown", "id": "184fff06-9cd1-4b25-b2e2-f2bd14bd2a0e", "metadata": {}, "source": [ "# Overview of functions from cross interactions from Helmholtz" ] }, { "cell_type": "markdown", "id": "28f7928a-ebc5-4e3e-96dc-99c1fd6ed556", "metadata": {}, "source": [ "Overview of python functions from `biosspheres.helmholtz.crossinteractions`." ] }, { "cell_type": "code", "execution_count": 1, "id": "ee48373a-a0ff-4707-a951-c833c1caaf99", "metadata": {}, "outputs": [], "source": [ "import biosspheres.helmholtz.crossinteractions as cross" ] }, { "cell_type": "code", "execution_count": 2, "id": "c9063d2a-4a56-4676-a70c-9ebd171e02db", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import scipy.special\n", "import matplotlib.pyplot as plt\n", "import matplotlib.colors as colors\n", "import biosspheres.quadratures.sphere as quadratures\n", "import biosspheres.utils.auxindexes as auxindexes" ] }, { "cell_type": "markdown", "id": "cc2dab6c-8ed7-4900-b05a-48a11e8613e9", "metadata": {}, "source": [ "## Preliminaries" ] }, { "cell_type": "markdown", "id": "430aad52-1ea2-48ad-8184-e3f2dbd10259", "metadata": {}, "source": [ "### Geometry\n" ] }, { "cell_type": "markdown", "id": "07c1877b-db71-4468-8b5d-82ff26270145", "metadata": {}, "source": [ "All the python functions assume the following geometry:" ] }, { "cell_type": "markdown", "id": "7a5530c9-2188-4868-9b64-150ff585dbd3", "metadata": {}, "source": [ "$N$ disjoint spheres in $\\mathbb{R}^3$:\n", "- Position vectors of the sphere centers: $\\mathbf{p_j} \\in \\mathbb{R}^3$, with $j \\in \\{1,...,N\\}$. \n", "- Radii: $\\tilde{r}_j\\in \\mathbb{R}^+$, with $j \\in \\{1,...,N\\}$.\n", "- Interior of sphere $j$: $\\Omega_j:=\\{ \\mathbf{x} \\in \\mathbb{R}^3:||\\mathbf{x}-\\mathbf{p_j}||_2<\\tilde{r}_j \\}$.\n", "- Boundary of sphere $j$: $\\Gamma_j:=\\partial \\Omega_j$.\n", "- Exterior medium, $\\Omega_0$: defined as $\\mathbb{R}^3$ without the spheres and their boundaries." ] }, { "cell_type": "markdown", "id": "6ef35104-4fc1-4464-b9f5-e10bb8070f60", "metadata": {}, "source": [ "### Free space fundamental solution for the Helmholtz equation" ] }, { "cell_type": "markdown", "id": "69cd17fe-1a9b-4043-8b9d-46340c9bbf72", "metadata": {}, "source": [ "The free space fundamental solution of the Helmholtz equation with $k>0$, which satisfies the radiation condition is:\n", "$$g_j\\left(\\mathbf{r},\\mathbf{r'}\\right):= \\frac{e^{ik_j||\\mathbf{r}-\\mathbf{r}'||}}{4\\pi ||\\mathbf{r}-\\mathbf{r}'||}, \\quad \\text{with } \\mathbf{r}\\not = \\mathbf{r'}, \\quad \\text{and }-\\left( \\Delta + k_j^2 \\right) g_j \\left(\\mathbf{r},\\mathbf{r'}\\right)=\\delta \\left(\\mathbf{r}-\\mathbf{r'}\\right).$$" ] }, { "cell_type": "markdown", "id": "c1ca7f67-f5d9-4355-8908-efa0b7fcd590", "metadata": {}, "source": [ "This is the kernel of the operators which numerical approximations are python functions from this module." ] }, { "cell_type": "markdown", "id": "dedef543-9026-4807-ac60-3e45e9845265", "metadata": {}, "source": [ "### Layer operators" ] }, { "cell_type": "markdown", "id": "4af0bee6-4251-400a-a73d-3c4f6637f40f", "metadata": {}, "source": [ "Single and double layer operators defined for smooth densities:\n", "$$DL_{0j} \\left(\\psi\\right)\\left(\\mathbf{r}\\right):=\\int_{\\Gamma_j} \\psi\\left(\\mathbf{r}'\\right) \\nabla g_0\\left(\\mathbf{r},\\mathbf{r'}\\right) \\cdot \\widehat{\\mathbf{n}}_{0j} \\ dS',$$\n", "$$SL_{0j} \\left(\\psi\\right)\\left(\\mathbf{r}\\right):=\\int_{\\Gamma_j} {\\psi\\left(\\mathbf{r}'\\right) g_0\\left(\\mathbf{r},\\mathbf{r'}\\right) dS'},$$\n", "$$DL_j \\left(\\psi\\right)\\left(\\mathbf{r}\\right):=\\int_{\\Gamma_j} {\\psi\\left(\\mathbf{r}'\\right) \\nabla g_j\\left(\\mathbf{r},\\mathbf{r'}\\right) \\cdot \\widehat{\\mathbf{n}}_{j} \\ dS'},$$\n", "$$SL_j \\left(\\psi\\right)\\left(\\mathbf{r}\\right):=\\int_{\\Gamma_j} {\\psi\\left(\\mathbf{r}' \\right) g_j\\left(\\mathbf{r},\\mathbf{r'}\\right) dS'}$$\n", "\n", "with the gradient being taken with respect to $\\mathbf{r}'$, $\\widehat{\\mathbf{n}}_j$ being the exterior normal vector of $\\Omega_j$, and $\\widehat{\\mathbf{n}}_j=-\\widehat{\\mathbf{n}}_{0j}$.\n", "\n", "These operators are linear and continuous in the following Sobolev spaces:\n", "$$DL_{0j}: H^{\\frac{1}{2}}(\\Gamma_j) \\rightarrow H^1_{loc} \\left(\\mathbb{R}^3 \\setminus \\cup_{j=1}^{N}\\Gamma_j\\right),$$\n", "$$SL_{0j}: H^{-\\frac{1}{2}}(\\Gamma_j) \\rightarrow H^1_{loc} \\left(\\mathbb{R}^3 \\setminus \\cup_{j=1}^{N}\\Gamma_j\\right) , $$\n", "$$DL_{j}: H^{\\frac{1}{2}}(\\Gamma_j)\\rightarrow H^1_{loc} \\left(\\mathbb{R}^3 \\setminus \\cup_{j=1}^{N}\\Gamma_j\\right),$$\n", "$$SL_{j}: H^{-\\frac{1}{2}}(\\Gamma_j) \\rightarrow H^1_{loc}\\left(\\mathbb{R}^3 \\setminus \\cup_{j=1}^{N}\\Gamma_j\\right).$$" ] }, { "cell_type": "markdown", "id": "31426757-7914-4bd6-a6a1-f665f5752869", "metadata": {}, "source": [ "### Boundary integral operators" ] }, { "cell_type": "markdown", "id": "5dff58d6-88ab-482f-a1a0-e9bad6e83966", "metadata": {}, "source": [ "For $u\\in C^\\infty(\\overline\\Omega)$, Dirichlet and Neumann traces operators are defined as \n", "$$\\gamma_d u := u|_{\\Gamma},\\qquad \\gamma_n u := \\nabla u|_{\\Gamma} \\cdot \\widehat{n},$$\n", "where $\\widehat{n}$ is the exterior unit normal.\n", "\n", "By density arguments, the definition of Dirichlet and Neumann traces operator can be extended to $u_j \\in H^1_{loc}(\\Omega_j)$, with $j \\{0, ..., N \\}$. We extend the notation as follows\n", "\n", "$$\\gamma_d^{0j} u_0 := u_0|_{\\Gamma_j},$$\n", "$$\\gamma_d^{j} u_j := u_j|_{\\Gamma_j},$$\n", "$$\\gamma_n^{0j} u_0 := \\nabla u_0|_{\\Gamma_j} \\cdot \\widehat{n}_{0j},$$\n", "$$\\gamma_n^{j} u_j := \\nabla u_j|_{\\Gamma_j}\\cdot \\widehat{n}_{j},$$\n", "where $\\widehat{n}_{j}$ is the exterior normal of $\\Omega_j$, with $j\\in \\{ 1, ..., N\\}$ and $\\widehat{n}_{0j}=-\\widehat{n}_{j}$.\n", "\n", "Now, we recall the definition of the boundary integral operators:\n", "$$\\begin{aligned}\n", "\tV_{s,j}^0 &:= \\frac{1}{2} \\left( \\gamma_d^{s} SL_{0j} + \\gamma_d^{0s} SL_{0j} \\right) ,\n", "\t& V_{j}&:= \\frac{1}{2} \\left( \\gamma_d^{0j} SL_{j} + \\gamma_d^{j} SL_{j} \\right) ,\\\\\n", "\tK_{s,j}^0&:= \\frac{1}{2} \\left(\\gamma_d^{s} DL_{0j} + \\gamma_d^{0s} DL_{0j} \\right) ,\n", "\t&K_{j}&:= \\frac{1}{2} \\left(\\gamma_d^{0j} DL_{j} + \\gamma_d^{j} DL_{j} \\right),\\\\\n", "\tK^{*0}_{s,j}&:= \\frac{1}{2} \\left( - \\gamma_n ^{s} SL_{0j} + \\gamma_n ^{0s} SL_{0j} \\right),\n", "\t & K^{*}_{j} &:= \\frac{1}{2} \\left( -\\gamma_n ^{0j} SL_{j} + \\gamma_n ^{j} SL_{j} \\right), \\\\\n", "\tW_{s,j}^0 &:= -\\frac{1}{2} \\left( - \\gamma_n^{s} DL_{0j} + \\gamma_n^{0s} DL_{0j} \\right) ,\n", "\t& W_{j} &:=- \\frac{1}{2} \\left( -\\gamma_n^{0j} DL_{j} + \\gamma_n^{j} DL_{j} \\right).\n", "\\end{aligned}$$\n", "\n", "These operators are linear and continuous in the following Sobolev spaces: \n", "$$\\begin{aligned}\n", "\tV_{s,j}^0 &: H^{-\\frac{1}{2}}(\\Gamma_j) \\rightarrow H^{\\frac{1}{2}}(\\Gamma_i),\n", "\t&V_{j}&: H^{-\\frac{1}{2}}(\\Gamma_j) \\rightarrow H^{\\frac{1}{2}}(\\Gamma_j),\\\\\n", "\tW_{s,j}^0&: H^{\\frac{1}{2}}(\\Gamma_j) \\rightarrow H^{-\\frac{1}{2}}(\\Gamma_i),\n", "\t&W_{j}&: H^{\\frac{1}{2}}(\\Gamma_j) \\rightarrow H^{-\\frac{1}{2}}(\\Gamma_j) ,\\\\\n", "\tK_{s,j}^0&: H^{\\frac{1}{2}}(\\Gamma_j) \\rightarrow H^{\\frac{1}{2}}(\\Gamma_i),\n", "\t&K_{j}&: H^{\\frac{1}{2}}(\\Gamma_j) \\rightarrow H^{\\frac{1}{2}}(\\Gamma_j) ,\\\\\n", "\tK^{*0}_{s,j}&: H^{-\\frac{1}{2}}(\\Gamma_j) \\rightarrow H^{-\\frac{1}{2}}(\\Gamma_i),\n", "\t&K^*_{j}&: H^{-\\frac{1}{2}}(\\Gamma_j) \\rightarrow H^{-\\frac{1}{2}}(\\Gamma_j).\n", "\\end{aligned}$$\n", "\n", "Since the domains are smooth, the jump relations for the potentials across a closed boundary yield\n", "$$\\begin{aligned}\n", "\tV_{s,j}^0 &= \\gamma_d^{0s} SL_{0j},\n", "\t& V_{j}&= \\gamma_d^{j} SL_{j},\\\\\n", "\tW_{s,j}^0 &=- \\gamma_n^{0s} DL_{0j},\n", "\t& W_{j} &=- \\gamma_n^{j} DL_{j}, \\\\\n", "\t K_{s,j}^0&= \\gamma_d^{0s} DL_{0j}\\text{ with } s \\not=j,\n", "\t & K^{*0}_{s,j} &= \\gamma_n ^{0s} SL_{0j}\\text{ with } s \\not=j,\n", "\\end{aligned}$$\n", "and\n", "$$\\begin{aligned}\n", "\tK_{j,j}^0(\\psi) &= \\frac{1}{2}\\psi +\\gamma_d^{0j} {DL_{0j}(\\psi)} ,\n", "\t&K_{j}(\\psi) &= \\frac{1}{2} \\psi +\\gamma_d^{j} {DL_{j}(\\psi)} ,\\\\\n", "\t K^{*0}_{j,j}(\\psi) &= -\\frac{1}{2} \\psi + \\gamma_n^{0j} {SL_{0j}(\\psi)},\n", "\t&K^*_{j}(\\psi) &= -\\frac{1}{2} \\psi + \\gamma_n^j {SL_{j}(\\psi)}.\n", "\\end{aligned}$$" ] }, { "cell_type": "markdown", "id": "0a560354-52b4-4a47-a63c-2a23071ba8a7", "metadata": {}, "source": [ "### Spherical coordinate system" ] }, { "cell_type": "markdown", "id": "fefe1932-8b7f-4711-846d-1d278a77e934", "metadata": {}, "source": [ "A vector is written as $\\mathbf{r}=\\left(r,\\varphi,\\theta\\right)^t$, with $r \\in [0,\\infty)$, $\\varphi \\in [0,2\\pi)$ and $\\theta \\in [0,\\pi]$, which in Cartesian coordinates is equivalent to $\\mathbf{r}=r\\left(\\sin \\theta \\cos \\varphi,\\sin \\theta \\sin \\varphi,\\cos \\theta\\right)^t$. The unitary vectors of the spherical coordinate system can be written in Cartesian coordinates as\n", "$$\\begin{aligned}\n", " &\\widehat{\\mathbf{e}}_r= (\\sin \\theta \\cos \\varphi , \\sin \\theta \\sin \\varphi , \\cos \\theta )^t, \\\\\n", " &\\widehat{\\mathbf{e}}_\\theta=(\\cos \\theta \\cos \\varphi , \\cos \\theta \\sin \\varphi , -\\sin \\theta )^t, \\\\\n", " &\\widehat{\\mathbf{e}}_{\\varphi}=(-\\sin \\varphi , \\cos \\varphi , 0 )^t.\n", "\\end{aligned}$$\n", "\n", "Also, the gradient operator in spherical coordinates:\n", "$$\\begin{aligned}\n", " \\nabla f&=\\frac{\\partial f}{\\partial r} \\widehat{\\mathbf{e}}_r+\\frac{1}{r} \\frac{\\partial f}{\\partial \\theta} \\widehat{\\mathbf{e}}_\\theta+\\frac{1}{r \\sin \\theta} \\frac{\\partial f}{\\partial \\varphi} \\widehat{\\mathbf{e}}_{\\varphi}\n", "\\end{aligned}$$" ] }, { "cell_type": "markdown", "id": "d951592b-08dc-43d7-ba80-f9c15459959b", "metadata": {}, "source": [ "### Associated Legendre functions" ] }, { "cell_type": "markdown", "id": "3889b52b-0006-46fe-aec0-8bc120494b71", "metadata": {}, "source": [ "$P_l^m$ are the associated Legendre functions of degree $l$ and order $m$ defined as:\n", "$$P_{l}^m\\left(x\\right) := (-1)^m \\left( 1- x^2\\right)^{\\frac{m}{2}} \\frac{d^m}{dx^m}P_l(x), \\quad \\text{with} \\quad P_{l}\\left(x\\right) := \\frac{1}{2^ll!}\\frac{d^l}{dx^l}(x^2-1)^l.$$\n", "\n", "Here, the term $(-1)^m$ is the Condon-Shortley phase factor." ] }, { "cell_type": "markdown", "id": "84fbc971-bff1-4790-a9d5-cdc6fdd77e40", "metadata": {}, "source": [ "### Complex spherical harmonics" ] }, { "cell_type": "markdown", "id": "162f1fb2-8a4c-4a5f-8cf7-6c0929687790", "metadata": {}, "source": [ "Complex spherical harmonics of degree $l$ and order $m$ are defined using spherical coordinates:\n", "$$Y_{l,m}\\left(\\theta,\\varphi\\right) := \\sqrt{ \\frac{\\left(2l+1\\right)\\left(l-m\\right)!}{4 \\pi \\left(l+m\\right)!}} P_l^{m} \\left(\\cos\\left(\\theta\\right)\\right) e^{i m \\varphi},$$\n", "$$Y_{l,-m}\\left(\\theta,\\varphi\\right) := (-1)^m\\overline{Y}_{l,m}\\left(\\theta,\\varphi\\right),$$\n", "with $l\\in \\mathbb{N}_0$, $m\\in \\mathbb{Z}$ such that $0\\leq m\\leq l$. If $m=0$, then $\\delta_{m,0}=1$, and it is zero otherwise." ] }, { "cell_type": "markdown", "id": "04743e8f-9eca-4b5e-bf35-676f139ea098", "metadata": {}, "source": [ "### Orthonormality of spherical harmonics" ] }, { "cell_type": "markdown", "id": "5f0bdc99-0614-48b3-834e-773aa0d6d2f2", "metadata": {}, "source": [ "Spherical harmonics are dense in $C(\\mathbb{S}^2)$, with $\\mathbb{S}^2$ the surface of the unit sphere, and form a complete orthonormal system in $L^2(\\mathbb{S}^2)$ with respect to the internal product defined by:\n", "$$\\left( \\psi , \\xi \\right)_{L^2(\\mathbb{S}^2)} = \\int_{0}^{2\\pi}\\int_{0}^{\\pi} \\psi\\left(\\theta,\\varphi\\right) \\overline{\\xi\\left(\\theta,\\varphi\\right) }\\sin\\left(\\theta\\right) d\\theta d\\varphi,$$\n", "with $\\overline{\\xi\\left(\\theta,\\varphi\\right)}$ the conjugate of $\\xi\\left(\\theta,\\varphi\\right)$.\n", "\n", "They also are orthogonal in $H^1(\\mathbb{S}^2)$." ] }, { "cell_type": "markdown", "id": "ca5e406a-f8f1-4408-8ebd-e54ac358dcb5", "metadata": {}, "source": [ "### Reference systems" ] }, { "cell_type": "markdown", "id": "c20887a9-2d26-47a3-ac8b-53dcd1759b9e", "metadata": {}, "source": [ "Let be $j\\in \\{1,...,N\\}$. We define the reference system $j$ as the one centered at $\\mathbf{p_j}$ with the same orientation that the reference system centered in the origin. Furthermore, we denote by $Y_{l,m,j}$ the spherical harmonic $Y_{l,m}$ centered in the origin of the reference system $j$. Thus, if $\\left( r_j, \\varphi_j, \\theta_j \\right)$ are the vector spherical coordinates of $\\mathbf{r_j}$ in the reference system $j$, we have that $Y_{l,m,j}\\left(\\mathbf{r}_j\\right)=Y_{l,m}\\left(\\theta_j, \\varphi_j\\right)$." ] }, { "cell_type": "markdown", "id": "6a688f45-ad62-465f-9237-8f8fb71f7140", "metadata": {}, "source": [ "### Some expansions in spherical harmonics" ] }, { "cell_type": "markdown", "id": "38e033ab-5097-4933-8554-eae0ea82f8fe", "metadata": {}, "source": [ "#### Expansion of the fundamental solution" ] }, { "cell_type": "markdown", "id": "6fdb37f5-d913-4f6e-b7f3-0b499232990f", "metadata": {}, "source": [ "Let $\\mathbf{r}$, $\\mathbf{r}'$ be vectors, whose spherical coordinates in the reference system $j$ are $\\left(r_j,\\theta_j, \\varphi_j \\right)$ and $\\left(r_j',\\theta_j', \\varphi_j' \\right)$, respectively. For $r_j>r_j'$ we have\n", "$$g_j\\left(\\mathbf{r}, \\mathbf{r}'\\right) = i k_j \\sum_{l=0}^{\\infty} j_l(k_j r_j') h_l^{(1)}(k_j r_j) \\sum_{m=-l}^l Y_{l,m,j}\\left(\\mathbf{r}\\right) \\overline{Y_{l,m,j}}\\left(\\mathbf{r}'\\right),$$\n", "with $j_l$ and $h_l^{(1)}$ the spherical Bessel function and the spherical Hankel function of first kind. This series and its term by term first derivatives with respect to $r_j$ or $r_j'$ are absolutely and uniformly convergent on compact subsets with $r_j>r_j'$." ] }, { "cell_type": "markdown", "id": "40c3dcb2-e35d-42f9-a813-a0c5f171ee51", "metadata": {}, "source": [ "#### Results for layer potentials" ] }, { "cell_type": "markdown", "id": "2dc5fcc3-4ed9-40b5-ab0c-c6529241f978", "metadata": {}, "source": [ "Let be $j\\in \\{1,\\ldots,N\\}$, and $\\tilde{r}_j$ the radius of $\\Omega_j$.\n", "- Let $\\mathbf{r} \\in \\Omega_0$ and $\\mathbf{r}=(r,\\theta,\\varphi )$ be expressed in the $j$th spherical coordinate system, then\n", "$$\\begin{aligned}\n", " DL_{0j} ( Y_{l,m,j}) (\\mathbf{r}) &= -i \\left( k_0 \\tilde{r}_j \\right)^2 j_l' (k_0 \\tilde{r}_j) h_l^{(1)}(k_0 r) Y_{l,m}(\\theta, \\varphi ),\\\\\n", " SL_{0j} ( Y_{l,m,j}) (\\mathbf{r}) &= i k_0 \\tilde{r}_j^2 j_l (k_0 \\tilde{r}_j) h_l^{(1)}(k_0 r) Y_{l,m}(\\theta, \\varphi ).\n", "\\end{aligned}$$\n", "- Let $\\mathbf{r} \\in \\Omega_j$ and $\\mathbf{r}=(r,\\theta,\\varphi )$ expressed in the $j$th spherical coordinate system, then\n", "$$\\begin{aligned}\n", " DL_{j} ( Y_{l,m,j}) (\\mathbf{r}) &= i \\left( k_j \\tilde{r}_j \\right)^2 h_l^{(1)'}(k_j \\tilde{r}_j) j_l (k_j r) Y_{l,m}(\\theta, \\varphi ),\\\\\n", " SL_{j} ( Y_{l,m,j}) (\\mathbf{r}) &= i k_j \\tilde{r}_j^2 h_l^{(1)}(k_j \\tilde{r}_j) j_l (k_j r) Y_{l,m}(\\theta, \\varphi ).\n", "\\end{aligned}$$" ] }, { "cell_type": "markdown", "id": "586bb1ca-5979-48a7-b9dd-38caf0510d7f", "metadata": {}, "source": [ "#### Results for operators of Cross-interactions" ] }, { "cell_type": "markdown", "id": "728293a6-c2c1-41e3-a107-29276dd5a607", "metadata": {}, "source": [ "The following holds\n", "$$\\begin{aligned}\n", "\\left( V_{s,j}^0\\left( Y_{l,m,j} \\right) ; Y_{p,q,s} \\right)_{L^2(\\Gamma_s)} &= (-1)^{m+q}\\left( V_{j,s}^0\\left( Y_{p,-q,s} \\right) ; Y_{l,-m,j} \\right)_{L^2(\\Gamma_j)},\\\\\n", "\\left( K_{j,s}^{*0}\\left( Y_{p,q,s} \\right) ; Y_{l,m,j} \\right)_{L^2(\\Gamma_j)} &= (-1)^{m+q}\\left( K_{j,i}^0\\left( Y_{p,-q,s} \\right) ; Y_{l,-m,j} \\right)_{L^2(\\Gamma_j)}\\\\\n", "\\left( W_{s,j}^0\\left( Y_{l,m,j} \\right) ; Y_{p,q,s} \\right)_{L^2(\\Gamma_s)} &= (-1)^{m+q}\\left( W_{j, s}^0\\left( Y_{p,-q,s} \\right) ; Y_{l,-m,j} \\right)_{L^2(\\Gamma_j)},\n", "\\end{aligned}$$\n", "If $j_l(k_0 \\tilde{r}_j)\\not=0$, the following holds\n", "$$\\begin{aligned}\n", "\\left( K_{s,j}^0\\left( Y_{l,m,j} \\right) ; Y_{p,q,s} \\right)_{L^2(\\Gamma_s)} &= -k_0 \\frac{j_l'(k_0 \\tilde{r}_j)}{j_l(k_0 \\tilde{r}_j)}\\left( V_{s,j}^0\\left( Y_{l,m,j} \\right) ; Y_{p,q,s} \\right)_{L^2(\\Gamma_s)},\\\\\n", "\\left( W_{s,j}^0\\left( Y_{l,m,j} \\right) ; Y_{p,qsi} \\right)_{L^2(\\Gamma_s)} &= k_0 \\frac{j_l'(k_0 \\tilde{r}_j)}{j_l(k_0 \\tilde{r}_j)} \\left( K_{s,j}^{0*}\\left( Y_{l,m,j} \\right) ; Y_{p,q,s} \\right)_{L^2(\\Gamma_s)},\n", "\\end{aligned}$$\n", "These properties allow the reduction of the computations." ] }, { "cell_type": "markdown", "id": "7390b679-409c-439e-9ea9-c7be180684c0", "metadata": {}, "source": [ "## Comments on the numerical algorithms implemented" ] }, { "cell_type": "markdown", "id": "f06301c0-ba78-449e-8b68-814f2f0474b8", "metadata": {}, "source": [ "Cross-interaction operators, e.g.~$V_{s,j}^0$ for $i \\not = j$, are non-singular, but are non diagonalizable. The double and single layer operators analytic expressions are used in the numerical computation of the boundary integral operators: \n", "$$\\begin{aligned}\n", "\t\\left( V_{s,j}^0\\left( Y_{l,m,j} \\right) ; Y_{p,q,s} \\right)_{L^2(\\Gamma_s)} &= \\int_{\\Gamma_s} SL_{0j}(Y_{l,m,j}) \\overline{Y_{p,q, s}} \\ d \\Gamma_s ,\\\\\n", "\t\\left( K_{s,j}^0\\left( Y_{l,m,j} \\right) ; Y_{p,q,s} \\right)_{L^2(\\Gamma_s)} &= \\int_{\\Gamma_s} DL_{0j}(Y_{l,m,j}) \\overline{Y_{p,q,s}} \\ d \\Gamma_s,\\\\\n", "\t\\left( K^{*0}_{s,j}\\left( Y_{l,m,j} \\right) ; Y_{p,q,s} \\right)_{L^2(\\Gamma_s)} &= \\int_{\\Gamma_s} \\widehat{\\mathbf{n}}_{0s} \\cdot\\nabla SL_{0j}(Y_{l,m,j}) \\overline{Y_{p,q,s}} \\ d \\Gamma_s,\\\\\n", "\t\\left( W_{s,j}^0\\left( Y_{l,m,j} \\right) ; Y_{p,q,s} \\right)_{L^2(\\Gamma_s)} &= - \\int_{\\Gamma_s} \\widehat{\\mathbf{n}}_{0s}\\cdot \\nabla DL_{0j}(Y_{l,m,j})\\overline{Y_{p,q,s}}\\ d \\Gamma_s .\n", "\\end{aligned}$$\n", "\n", "Approximations of this integrals are provided via Gauss-Legendre quadratures. Specifically, along $\\theta$, we use the change of variable $u=cos(\\theta)$. Then, variable functions are sampled at the zeros of the Legendre Polynomial of degree $L_c+1$, whereas the trapezoidal rule is applied to equally spaced nodes in $\\varphi$, with $2L_c+1$ points. If the function being integrated has a spherical harmonic expansion with coefficients equal to zero for degrees higher than $L_c$, then the quadrature yields the exact result, assuming that there are not other sources of error. Moreover, the integral in the variable $\\varphi$ can be computed using the Fast Fourier Transform." ] }, { "cell_type": "markdown", "id": "62f68ab0-1be7-4b7c-8d28-8ee59c2db420", "metadata": {}, "source": [ "## `v_0_sj_semi_analytic_v1d`" ] }, { "cell_type": "markdown", "id": "6ba8a5fa-3347-46a2-9aa2-e9de9dba2755", "metadata": {}, "source": [ "This function returns a numpy array of two dimensions, which we will call `data_v`. The entries of the array are\n", "$$data_v[p(2p + 1) + q, l(2l + 1) + m] = ( V_{s,j}^0 Y_{l,m,j} , Y_{p,q,s} )_{L^2(\\mathcal{S}_s)}$$\n", "with Helmholtz kernel." ] }, { "cell_type": "markdown", "id": "ccc1052c-8240-40f9-b8b0-17c1eb1bd14d", "metadata": {}, "source": [ "The `1d` on the name of the routine indicates the type of input it needs. See the following sections for details." ] }, { "cell_type": "markdown", "id": "de38b791-c238-49f3-bfd2-8d836da0018c", "metadata": {}, "source": [ "### Docstring" ] }, { "cell_type": "code", "execution_count": 3, "id": "b1b4456b-70c1-4e1b-8f7f-c8d74afebd18", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Returns a numpy array that represents a numerical approximation of\n", " the matrix formed by the boundary integral operator V_{s,j}^0 with\n", " Helmholtz kernel evaluated and tested with complex spherical\n", " harmonics.\n", " In this routine the quadrature points NEED to be ordered in an array\n", " of one dimension.\n", " It is a SLOW routine, because it does not use any symmetry or\n", " properties of the spherical harmonics.\n", "\n", " Notes\n", " -----\n", " data_v[p(2p + 1) + q, l(2l + 1) + m] =\n", " ( V_{s,j}^0 Y_{l,m,j} ; Y_{p,q,s} )_{L^2(S_s)}\n", " Y_{l,m,j} : spherical harmonic degree l, order m, in the coordinate\n", " system j.\n", " S_s : surface of the sphere s.\n", "\n", " The expression V_{s,j}^0 Y_{l,m,j} is analytic. A quadrature scheme\n", " is used to compute the surface integral corresponding to the inner\n", " product.\n", "\n", " Parameters\n", " ----------\n", " big_l : int\n", " >= 0, max degree of spherical harmonics used.\n", " k0 : float\n", " > 0\n", " r_j : float\n", " > 0, radius of the sphere j.\n", " r_s : float\n", " > 0, radius of the sphere s.\n", " j_l_j : np.ndarray\n", " of floats. Spherical Bessel function evaluated in k0 * r_j.\n", " r_coord : np.ndarray\n", " Array of floats with the spherical coordinate r of the\n", " quadrature points in the coordinate system s. Length equals to\n", " final_length. Can come from the\n", " function from_sphere_s_cartesian_to_j_spherical_1d of the module\n", " biosspheres.quadratures.spheres.\n", " phi_coord : np.ndarray\n", " Array of floats with the phi coordinate r of the quadrature\n", " points in the coordinate system s. Length equals to\n", " final_length. Can come from the function\n", " from_sphere_s_cartesian_to_j_spherical_1d of the module\n", " biosspheres.quadratures.spheres.\n", " cos_theta_coord : np.ndarray\n", " Array of floats with the cosine of the spherical coordinate\n", " theta of the quadrature points in the coordinate system s.\n", " Lengths equal to final_length. Can come from the function\n", " from_sphere_s_cartesian_to_j_spherical_1d of the module\n", " biosspheres.quadratures.spheres.\n", " final_length : int\n", " How many points for the surface integral.\n", " Can come from the function spherical_harmonic_transform_1d of\n", " the module biosspheres.quadratures.spheres.\n", " transform : np.ndarray\n", " of complex numbers for doing the complex spherical harmonic\n", " transform. Can come from the\n", " function complex_spherical_harmonic_transform_1d\n", " of the module biosspheres.quadratures.spheres.\n", "\n", " Returns\n", " -------\n", " data_v : numpy array\n", " of complex numbers. Shape ((big_l+1)**2, (big_l+1)**2).\n", " See notes for the indexes ordering.\n", "\n", " See Also\n", " --------\n", " v_0_sj_semi_analytic_v2d\n", "\n", " \n" ] } ], "source": [ "print(cross.v_0_sj_semi_analytic_v1d.__doc__)" ] }, { "cell_type": "markdown", "id": "e1c3269a-5bc1-469f-8426-3b17def9b180", "metadata": {}, "source": [ "### Example" ] }, { "cell_type": "markdown", "id": "bdbcef7b-3a67-47eb-ad3f-8ae5a8014f60", "metadata": {}, "source": [ "Definition of the parameters:" ] }, { "cell_type": "markdown", "id": "11a875ef-dc69-422e-9ad5-d23822e27597", "metadata": {}, "source": [ "Radii:" ] }, { "cell_type": "code", "execution_count": 4, "id": "2b7118a2-a011-4506-a53d-f2977b56ad56", "metadata": {}, "outputs": [], "source": [ "radio_1 = 0.9\n", "radio_2 = 0.7" ] }, { "cell_type": "markdown", "id": "7653c89d-bf75-4fea-8382-a0af6ddc9d3d", "metadata": {}, "source": [ "Center positions of the spheres:" ] }, { "cell_type": "code", "execution_count": 5, "id": "3f98d4fa-e647-4603-ab5b-4d8ae2de3589", "metadata": {}, "outputs": [], "source": [ "p_1 = np.asarray([2., 3., 4.])\n", "p_2 = -p_1" ] }, { "cell_type": "markdown", "id": "bac8326b", "metadata": {}, "source": [ "Wave number:" ] }, { "cell_type": "code", "execution_count": 6, "id": "ae4d02b3", "metadata": {}, "outputs": [], "source": [ "k0 = 2.0" ] }, { "cell_type": "markdown", "id": "2d8c0889-9c13-465a-8d42-e3df1bf315ca", "metadata": {}, "source": [ "Maximum degree of spherical harmonics used, and parameter for the quadrature rule:" ] }, { "cell_type": "code", "execution_count": 7, "id": "95233fb1-50c1-48b6-9538-c43c8a0ab485", "metadata": {}, "outputs": [], "source": [ "big_l = 18\n", "big_l_c = 2 * big_l + 5" ] }, { "cell_type": "markdown", "id": "1a41ef54", "metadata": {}, "source": [ "Spherical Bessel functions:" ] }, { "cell_type": "code", "execution_count": 8, "id": "1de0d536", "metadata": {}, "outputs": [], "source": [ "j_l_1 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_1 * k0)\n", "j_l_2 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_2 * k0)" ] }, { "cell_type": "markdown", "id": "0f53094f-86a6-4722-bb1f-be8ad6141d9e", "metadata": {}, "source": [ "Auxiliary parameters that use the ones previously defined, which are related to the implemented quadrature, this differs from the routines without the `1d` in its name:" ] }, { "cell_type": "code", "execution_count": 9, "id": "d6363545-171e-4c82-9b70-17657deaf066", "metadata": {}, "outputs": [], "source": [ "final_length, pre_vector_t, transform = quadratures.complex_spherical_harmonic_transform_1d(big_l, big_l_c)" ] }, { "cell_type": "code", "execution_count": 10, "id": "ce117336-a33c-4b2b-a288-4baef5e1a723", "metadata": {}, "outputs": [], "source": [ "r_coord_1tf, phi_coord_1tf, cos_theta_coord_1tf = quadratures.from_sphere_s_cartesian_to_j_spherical_1d(\n", " radio_2, p_1, p_2, final_length, pre_vector_t)\n", "r_coord_2tf, phi_coord_2tf, cos_theta_coord_2tf = quadratures.from_sphere_s_cartesian_to_j_spherical_1d(\n", " radio_1, p_2, p_1, final_length, pre_vector_t)" ] }, { "cell_type": "markdown", "id": "f34a13c5-2175-45d8-bb38-0a9ac1ce09db", "metadata": {}, "source": [ "Now, we can obtain the arrays for the $V_{2,1}^0$ and $V_{1,2}^0$ operators (notice how their inputs are different depending on the subindexes):" ] }, { "cell_type": "code", "execution_count": 11, "id": "b21e5c49-3229-43e3-a556-ef3531762819", "metadata": {}, "outputs": [], "source": [ "data_v21 = cross.v_0_sj_semi_analytic_v1d(\n", " big_l, k0, radio_1, radio_2, j_l_1, r_coord_1tf, phi_coord_1tf,\n", " cos_theta_coord_1tf, final_length, transform)\n", "data_v12 = cross.v_0_sj_semi_analytic_v1d(\n", " big_l, k0, radio_2, radio_1, j_l_2, r_coord_2tf, phi_coord_2tf,\n", " cos_theta_coord_2tf, final_length, transform)" ] }, { "cell_type": "markdown", "id": "4c89a0b9-fc41-4e36-91ee-1390a8a5ad6b", "metadata": {}, "source": [ "One of the properties of the cross-interactions given in the preliminaries relates `data_v21` with `data_v12`. As this a numerical approximation, we will not have the equality when checking the property." ] }, { "cell_type": "code", "execution_count": 12, "id": "89ff3f04", "metadata": {}, "outputs": [], "source": [ "sign_array = np.diag(\n", " (-np.ones((big_l + 1) ** 2)) ** (np.arange(0, (big_l + 1) ** 2))\n", ")\n", "giro_array = np.eye((big_l + 1) ** 2)\n", "eles = np.arange(0, big_l + 1)\n", "l_square_plus_l = eles * (eles + 1)\n", "for el in np.arange(1, big_l + 1):\n", " giro_array[\n", " l_square_plus_l[el] - el : l_square_plus_l[el] + el + 1,\n", " l_square_plus_l[el] - el : l_square_plus_l[el] + el + 1,\n", " ] = np.fliplr(\n", " giro_array[\n", " l_square_plus_l[el] - el : l_square_plus_l[el] + el + 1,\n", " l_square_plus_l[el] - el : l_square_plus_l[el] + el + 1,\n", " ]\n", " )\n", "aux = (\n", " giro_array\n", " @ sign_array\n", " @ np.transpose(data_v21)\n", " @ sign_array\n", " @ giro_array\n", ")" ] }, { "cell_type": "markdown", "id": "ab248f9a", "metadata": {}, "source": [ "The absolute error obtained is good:" ] }, { "cell_type": "code", "execution_count": 13, "id": "2166a892-67ba-4d71-a344-3a71c1a6e3f2", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(dpi=75., layout='constrained')\n", "im = np.abs(data_v12 - aux)/np.max(np.abs(data_v12))\n", "plt.imshow(im)\n", "plt.colorbar()\n", "plt.title('Absolute error divided by the greatest value in the matrix.')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "43dece07", "metadata": {}, "source": [ "However, the relative error of each entry is not good for all values, specially when the entries are near to zero:" ] }, { "cell_type": "code", "execution_count": 14, "id": "c6b88237", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\there\\AppData\\Local\\Temp\\ipykernel_10040\\493700496.py:3: RuntimeWarning: divide by zero encountered in log\n", " plt.imshow(np.log(im), cmap='RdBu', norm=colors.CenteredNorm(vcenter=-10))\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(dpi=75., layout='constrained')\n", "im = np.abs(data_v12 - aux)/np.abs(data_v12)\n", "plt.imshow(np.log(im), cmap='RdBu', norm=colors.CenteredNorm(vcenter=-10))\n", "plt.colorbar()\n", "plt.title('Logarithm of the relative error of each entry.')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "a4c475be-9802-4a78-b1a8-318b94e64193", "metadata": {}, "source": [ "## `v_0_sj_semi_analytic_v2d`" ] }, { "cell_type": "markdown", "id": "2eeb41c0-faac-47ad-b902-c1cb05439d4c", "metadata": {}, "source": [ "This function returns a numpy array of two dimensions, which we will call `data_v`. The entries of the array are\n", "$$data_v[p(2p + 1) + q, l(2l + 1) + m] = ( V_{s,j}^0 Y_{l,m,j} , Y_{p,q,s} )_{L^2(\\mathcal{S}_s)}.$$" ] }, { "cell_type": "markdown", "id": "4db11142-c16e-4d15-8ffd-da26c38966c7", "metadata": {}, "source": [ "It is the same than `v_0_sj_semi_analytic_v1d`, but with different inputs. For bigger computations this one is faster." ] }, { "cell_type": "markdown", "id": "bb35d0a1-5004-4f57-a5ca-0fd12954ff25", "metadata": {}, "source": [ "See the following section for details." ] }, { "cell_type": "markdown", "id": "0b49906d-fd77-45c9-8e1a-f964908c4e32", "metadata": {}, "source": [ "### Docstring" ] }, { "cell_type": "code", "execution_count": 15, "id": "6295686e-6bd9-40e8-b972-f18ed0441fb1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Returns a numpy array that represents a numerical approximation of\n", " the matrix formed by the boundary integral operator V_{s,j}^0 with\n", " Helmholtz kernel evaluated and tested with complex spherical\n", " harmonics.\n", " In this routine the quadrature points NEED to be ordered in an array\n", " of two dimensions, given by the function\n", " from_sphere_s_cartesian_to_j_spherical_2d of the module\n", " biosspheres.quadratures.spheres.\n", "\n", " Notes\n", " -----\n", " data_v[p(2p + 1) + q, l(2l + 1) + m] =\n", " ( V_{s,j}^0 Y_{l,m,j} ; Y_{p,q,s} )_{L^2(S_s)}.\n", " Y_{l,m,j} : spherical harmonic degree l, order m, in the coordinate\n", " system j.\n", " S_s : surface of the sphere s.\n", "\n", " The expression V_{s,j}^0 Y_{l,m,j} is analytic. A quadrature scheme\n", " is used to compute the surface integral corresponding to the inner\n", " product.\n", "\n", " It uses functions from the package pyshtools to compute the\n", " spherical harmonic transforms.\n", "\n", " Parameters\n", " ----------\n", " big_l : int\n", " >= 0, max degree of spherical harmonics used.\n", " k0 : float\n", " > 0\n", " r_j : float\n", " > 0, radius of the sphere j.\n", " r_s : float\n", " > 0, radius of the sphere s.\n", " j_l_j : np.ndarray\n", " of floats. Spherical Bessel function evaluated in k0 * r_j.\n", " r_coord : np.ndarray\n", " Two dimensional array of floats with the spherical coordinate r\n", " of the quadrature points in the coordinate system s.\n", " Shape equals to (quantity_theta_points, quantity_phi_points).\n", " Comes from the function\n", " from_sphere_s_cartesian_to_j_spherical_2d of the module\n", " biosspheres.quadratures.spheres.\n", " phi_coord : np.ndarray\n", " Two dimensional array of floats with the phi coordinate r of the\n", " quadrature points in the coordinate system s. Shape equals to\n", " (quantity_theta_points, quantity_phi_points).\n", " Comes from the function\n", " from_sphere_s_cartesian_to_j_spherical_2d of the module\n", " biosspheres.quadratures.spheres.\n", " cos_theta_coord : np.ndarray\n", " Two dimensional array of floats with the cosine of the spherical\n", " coordinate theta of the quadrature points in the coordinate\n", " system s. Shape equals to\n", " (quantity_theta_points, quantity_phi_points). Comes from the\n", " function from_sphere_s_cartesian_to_j_spherical_2d of\n", " the module biosspheres.quadratures.spheres.\n", " weights : np.ndarray\n", " of floats. Weights for the integral quadrature in the theta\n", " variable. Comes from the function\n", " gauss_legendre_trapezoidal_shtools_2d\n", " from the module biosspheres.quadratures.spheres.\n", " zeros : np.ndarray\n", " of floats. Zeros of the integral quadrature in the theta\n", " variable. Comes from the function\n", " gauss_legendre_trapezoidal_shtools_2d\n", " from the module biosspheres.quadratures.spheres.\n", " quantity_theta_points : int\n", " how many points for the integral in theta.\n", " Can come from the function\n", " gauss_legendre_trapezoidal_shtools_2d\n", " from the module biosspheres.quadratures.spheres.\n", " quantity_phi_points : int\n", " how many points for the integral in phi.\n", " Comes from the function\n", " gauss_legendre_trapezoidal_shtools_2d\n", " from the module biosspheres.quadratures.spheres.\n", " pesykus : np.ndarray\n", " dtype int, shape ((big_l+1) * big_l // 2, 2).\n", " Used for the vectorization of some computations.\n", " Comes from the function\n", " biosspheres.miscella.auxindexes.pes_y_kus(big_l)\n", " p2_plus_p_plus_q : np.ndarray\n", " dtype int, length (big_l+1) * big_l // 2.\n", " Used for the vectorization of some computations.\n", " Comes from the function\n", " biosspheres.miscella.auxindexes.pes_y_kus(big_l)\n", " p2_plus_p_minus_q : np.ndarray\n", " dtype int, length (big_l+1) * big_l // 2.\n", " Used for the vectorization of some computations.\n", " Comes from the function\n", " biosspheres.miscella.auxindexes.pes_y_kus(big_l)\n", "\n", " Returns\n", " -------\n", " data_v : numpy array\n", " of complex numbers. Shape ((big_l+1)**2, (big_l+1)**2).\n", " See notes for the indexes ordering.\n", "\n", " See Also\n", " --------\n", " v_0_sj_semi_analytic_v1d\n", " gauss_legendre_trapezoidal_shtools_2d\n", " biosspheres.miscella.auxindexes.pes_y_kus\n", "\n", " \n" ] } ], "source": [ "print(cross.v_0_sj_semi_analytic_v2d.__doc__)" ] }, { "cell_type": "markdown", "id": "4ef4880a-5980-4706-987d-82c926289d1e", "metadata": {}, "source": [ "### Example" ] }, { "cell_type": "markdown", "id": "53d831f3-c596-40ea-b27d-36e063b92652", "metadata": {}, "source": [ "Definition of parameters:" ] }, { "cell_type": "markdown", "id": "be85e039-15a7-4775-8e23-c09c7ad032fe", "metadata": {}, "source": [ "Radii:" ] }, { "cell_type": "code", "execution_count": 16, "id": "5d0c17c4-1bc0-42df-9d3f-5b768ca8d14d", "metadata": {}, "outputs": [], "source": [ "radio_1 = 0.9\n", "radio_2 = 0.7" ] }, { "cell_type": "markdown", "id": "b7d4c442-5314-4ae8-ac7f-1e3485eb0429", "metadata": {}, "source": [ "Center positions of the spheres:" ] }, { "cell_type": "code", "execution_count": 17, "id": "01b93db1-c3c5-40ee-b5ec-dd943558f8be", "metadata": {}, "outputs": [], "source": [ "p_1 = np.asarray([2., 3., 4.])\n", "p_2 = -p_1" ] }, { "cell_type": "markdown", "id": "1a965402", "metadata": {}, "source": [ "Wave number:" ] }, { "cell_type": "code", "execution_count": 18, "id": "cb713645", "metadata": {}, "outputs": [], "source": [ "k0 = 2.0" ] }, { "cell_type": "markdown", "id": "bb13d1d6-6a54-4e71-a829-39db759b18eb", "metadata": {}, "source": [ "Maximum degree of spherical harmonics used, and parameter for the quadrature rule:" ] }, { "cell_type": "code", "execution_count": 19, "id": "ed5a8532-1376-4576-a5ce-26c196dc8bed", "metadata": {}, "outputs": [], "source": [ "big_l = 18\n", "big_l_c = 2 * big_l + 5" ] }, { "cell_type": "markdown", "id": "e95edfc4", "metadata": {}, "source": [ "Spherical Bessel function:" ] }, { "cell_type": "code", "execution_count": 20, "id": "68e520ce", "metadata": {}, "outputs": [], "source": [ "j_l_1 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_1 * k0)" ] }, { "cell_type": "markdown", "id": "069ad0bc-13b6-4d1d-a7e2-a23309825ba4", "metadata": {}, "source": [ "Auxiliary parameters that use the ones previously defined, which are related to the implemented quadrature. This differs from the routines without the `2d` in its name:" ] }, { "cell_type": "code", "execution_count": 21, "id": "1576868a-4e2a-49cb-801a-b103d9ccef63", "metadata": {}, "outputs": [], "source": [ "quantity_theta_points, quantity_phi_points, weights, pre_vector_t_2d = \\\n", " quadratures.gauss_legendre_trapezoidal_2d(big_l_c)\n", "r_coord_1tf_2d, phi_coord_1tf_2d, cos_theta_coord_1tf_2d = (\n", " quadratures.from_sphere_s_cartesian_to_j_spherical_2d(\n", " radio_2, p_1, p_2, quantity_theta_points, quantity_phi_points,\n", " pre_vector_t_2d))\n", "pesykus, p2_plus_p_plus_q, p2_plus_p_minus_q = auxindexes.pes_y_kus(big_l)" ] }, { "cell_type": "markdown", "id": "17e9c6a1-45e5-4e04-9e19-9cdd5d203d63", "metadata": {}, "source": [ "Now, we can obtain the array for the $V_{2,1}^0$ operator:" ] }, { "cell_type": "code", "execution_count": 22, "id": "ccc3a793-6ac4-4d03-bb4a-2144e4cd0378", "metadata": {}, "outputs": [], "source": [ "data_v21_2d = cross.v_0_sj_semi_analytic_v2d(\n", " big_l, k0, radio_1, radio_2, j_l_1, r_coord_1tf_2d, phi_coord_1tf_2d,\n", " cos_theta_coord_1tf_2d, weights, pre_vector_t_2d[2, :, 0],\n", " quantity_theta_points, quantity_phi_points, pesykus, p2_plus_p_plus_q,\n", " p2_plus_p_minus_q)" ] }, { "cell_type": "markdown", "id": "7a2ac1ea-cb46-4306-9a78-aedc6a356e2c", "metadata": {}, "source": [ "We can compare the result with the one given by `v_0_sj_semi_analytic_v1d`:" ] }, { "cell_type": "code", "execution_count": 23, "id": "8dfdfea3-647d-40aa-89d7-8d1dc9026c3d", "metadata": {}, "outputs": [], "source": [ "final_length, pre_vector_t, transform = \\\n", " quadratures.complex_spherical_harmonic_transform_1d(big_l, big_l_c)\n", "r_coord_1tf, phi_coord_1tf, cos_theta_coord_1tf = (\n", " quadratures.from_sphere_s_cartesian_to_j_spherical_1d(\n", " radio_2, p_1, p_2, final_length, pre_vector_t))\n", "data_v21 = cross.v_0_sj_semi_analytic_v1d(\n", " big_l, k0, radio_1, radio_2, j_l_1, r_coord_1tf, phi_coord_1tf,\n", " cos_theta_coord_1tf, final_length, transform)" ] }, { "cell_type": "markdown", "id": "3bbb62d1", "metadata": {}, "source": [ "The absolute error obtained is good:" ] }, { "cell_type": "code", "execution_count": 24, "id": "cd20c580", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(dpi=75., layout='constrained')\n", "im = np.abs(data_v21 - data_v21_2d)/np.max(np.abs(data_v21))\n", "plt.imshow(im)\n", "plt.colorbar()\n", "plt.title('Absolute error divided by the greatest value in the matrix.')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "3277778e", "metadata": {}, "source": [ "However, the relative error of each entry is not good for all values:" ] }, { "cell_type": "code", "execution_count": 25, "id": "506acdbe-fa89-44bf-becd-17c86878829d", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\there\\AppData\\Local\\Temp\\ipykernel_10040\\761239704.py:3: RuntimeWarning: divide by zero encountered in log\n", " plt.imshow(np.log(im), cmap='RdBu', norm=colors.CenteredNorm(vcenter=-10))\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(dpi=75., layout='constrained')\n", "im = np.abs(data_v21_2d - data_v21) / np.abs(data_v21)\n", "plt.imshow(np.log(im), cmap='RdBu', norm=colors.CenteredNorm(vcenter=-10))\n", "plt.colorbar(shrink=0.9)\n", "plt.title('Logarithm of the relative error between data_v21 from 1d and 2d routines')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "a92c7ce7", "metadata": {}, "source": [ "One of the properties of the cross-interactions given in the preliminaries relates `data_v21` with `data_v12`. As this a numerical approximation, we will not have the equality when checking the property. Let us check the property with this routine." ] }, { "cell_type": "code", "execution_count": 26, "id": "b2a2aae1", "metadata": {}, "outputs": [], "source": [ "j_l_2 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_2 * k0)\n", "r_coord_2tf_2d, phi_coord_2tf_2d, cos_theta_coord_2tf_2d = (\n", " quadratures.from_sphere_s_cartesian_to_j_spherical_2d(\n", " radio_1, p_2, p_1, quantity_theta_points, quantity_phi_points,\n", " pre_vector_t_2d)\n", " )\n", "data_v12_2d = cross.v_0_sj_semi_analytic_v2d(\n", " big_l, k0, radio_2, radio_1, j_l_2, r_coord_2tf_2d, phi_coord_2tf_2d,\n", " cos_theta_coord_2tf_2d, weights, pre_vector_t_2d[2, :, 0],\n", " quantity_theta_points, quantity_phi_points, pesykus, p2_plus_p_plus_q,\n", " p2_plus_p_minus_q)" ] }, { "cell_type": "code", "execution_count": 27, "id": "4abac1f5", "metadata": {}, "outputs": [], "source": [ "sign_array = np.diag(\n", " (-np.ones((big_l + 1) ** 2)) ** (np.arange(0, (big_l + 1) ** 2))\n", ")\n", "giro_array = np.eye((big_l + 1) ** 2)\n", "eles = np.arange(0, big_l + 1)\n", "l_square_plus_l = eles * (eles + 1)\n", "for el in np.arange(1, big_l + 1):\n", " giro_array[\n", " l_square_plus_l[el] - el : l_square_plus_l[el] + el + 1,\n", " l_square_plus_l[el] - el : l_square_plus_l[el] + el + 1,\n", " ] = np.fliplr(\n", " giro_array[\n", " l_square_plus_l[el] - el : l_square_plus_l[el] + el + 1,\n", " l_square_plus_l[el] - el : l_square_plus_l[el] + el + 1,\n", " ]\n", " )\n", "aux = (\n", " giro_array\n", " @ sign_array\n", " @ np.transpose(data_v21_2d)\n", " @ sign_array\n", " @ giro_array\n", ")" ] }, { "cell_type": "markdown", "id": "28c9eb84", "metadata": {}, "source": [ "And we have the same result as in the previous section. The relative error of each entry is not good for all values, specially when the entries are near to zero." ] }, { "cell_type": "code", "execution_count": 28, "id": "3860cf7a", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\there\\AppData\\Local\\Temp\\ipykernel_10040\\4284564057.py:3: RuntimeWarning: divide by zero encountered in log\n", " plt.imshow(np.log(im), cmap='RdBu', norm=colors.CenteredNorm(vcenter=-10))\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(dpi=75., layout='constrained')\n", "im = np.abs(data_v12_2d - aux)/np.abs(data_v12_2d)\n", "plt.imshow(np.log(im), cmap='RdBu', norm=colors.CenteredNorm(vcenter=-10))\n", "plt.colorbar()\n", "plt.title('Logarithm of the relative error of each entry.')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 29, "id": "22beb911", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\there\\AppData\\Local\\Temp\\ipykernel_10040\\1859762760.py:3: RuntimeWarning: divide by zero encountered in log\n", " plt.imshow(np.log(im)>-7, interpolation=None)\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(dpi=75., layout='constrained')\n", "im = np.abs(data_v12_2d - aux) /np.abs(data_v12_2d)\n", "plt.imshow(np.log(im)>-7, interpolation=None)\n", "plt.colorbar()\n", "plt.title('')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "0fec3a5a", "metadata": {}, "source": [] }, { "cell_type": "markdown", "id": "f3f9c825-f907-4bc4-b5ac-6ccfb7c38107", "metadata": {}, "source": [ "## `v_0_js_from_v_0_sj`" ] }, { "cell_type": "markdown", "id": "7ecb2ed8-ef3f-485c-9db6-bde964a4745c", "metadata": {}, "source": [ "This function returns a numpy array of two dimensions, which we will call `data_vjs`. The entries of the array are\n", "$$data_vjs[p(2p+1) + q, l(2l+1) + m] = ( V_{j,s}^0 Y_{l,m,s} ; Y_{p,q,j} )_{L^2(\\mathcal{S}_s)}.$$" ] }, { "cell_type": "markdown", "id": "515e67fe-a3fc-45a6-b843-b124a10880cc", "metadata": {}, "source": [ "For obtaining the array corresponding to the operator $V^0_{j,s}$ the input needed is the array corresponding to the operator $V^0_{s,j}$. This functions uses the property of the arrays `data_v21 = data_v12`$^t$, showed in the example of `v_0_sj_semi_analytic_v1d`." ] }, { "cell_type": "markdown", "id": "e7965f44-22ab-4c75-bf0e-3379e2bd4457", "metadata": {}, "source": [ "### Docstring" ] }, { "cell_type": "code", "execution_count": 30, "id": "63fa9845-556a-4686-885a-272719116a36", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Returns a numpy array that represents a numerical approximation of\n", " the matrix formed by the boundary integral operator V_{j,s}^0 with\n", " Helmholtz kernel evaluated and tested with complex spherical\n", " harmonics.\n", " This routine needs the numpy array corresponding to V_{s,j}^0\n", " (notice the change of the order of the indexes indicating the\n", " spheres).\n", "\n", " Notes\n", " -----\n", " data_v_js[p*(2p+1) + q, l*(2l+1) + m] =\n", " ( V_{j,s}^0 Y_{l,m,s} ; Y_{p,q,j} )_{L^2(S_j)}.\n", " Y_{l,m,s} : spherical harmonic degree l, order m, in the coordinate\n", " system s.\n", " S_j : surface of the sphere j.\n", "\n", " This computation uses the following result for this specific case:\n", " ( V_{j,s}^0 Y_{l,m,s} ; Y_{p,q,j} )_{L^2(S_j)}.\n", " = (-1)**(m+q) ( V_{s,j}^0 Y_{p,-q,j} ; Y_{l,-m,s} )_{L^2(S_s)}\n", "\n", " Parameters\n", " ----------\n", " data_v_sj : np.ndarray\n", " represents a numerical approximation of the matrix formed by the\n", " boundary integral operator V_{s,j}^0 with Helmholtz kernel\n", " evaluated and tested with spherical harmonics.\n", "\n", " Returns\n", " -------\n", " data_v_js: np.ndarray\n", " of complex numbers.\n", " Same shape than data_v_sj. See notes for the indexes ordering.\n", "\n", " See Also\n", " --------\n", " v_0_sj_semi_analytic_v1d\n", " v_0_sj_semi_analytic_v2d\n", "\n", " \n" ] } ], "source": [ "print(cross.v_0_js_from_v_0_sj.__doc__)" ] }, { "cell_type": "markdown", "id": "34b7a355-90e7-4dfb-8fa5-02606f682f69", "metadata": {}, "source": [ "### Example" ] }, { "cell_type": "markdown", "id": "44e36bc4-6d66-4fd2-9624-4e10fccfe2c8", "metadata": {}, "source": [ "Definition of the parameters:" ] }, { "cell_type": "markdown", "id": "5dd779fb-b255-49a5-a61f-7c6359f701e6", "metadata": {}, "source": [ "Radii:" ] }, { "cell_type": "code", "execution_count": 31, "id": "9aabb48d-0de4-4ed6-ba21-2e9ad9b7a889", "metadata": {}, "outputs": [], "source": [ "radio_1 = 3.\n", "radio_2 = 2." ] }, { "cell_type": "markdown", "id": "ef666a5c-70dd-48e7-9778-db34335c4c9b", "metadata": {}, "source": [ "Center positions of the spheres:" ] }, { "cell_type": "code", "execution_count": 32, "id": "fabaf1b9-4d5b-42d9-a328-8bc17654d39a", "metadata": {}, "outputs": [], "source": [ "p_1 = np.asarray([2., 3., 4.])\n", "p_2 = -p_1" ] }, { "cell_type": "markdown", "id": "ef32f374", "metadata": {}, "source": [ "Wave number:" ] }, { "cell_type": "code", "execution_count": 33, "id": "d377fa57", "metadata": {}, "outputs": [], "source": [ "k0 = 2.0" ] }, { "cell_type": "markdown", "id": "591149d4-ebb2-4952-8040-51bf1be8b63b", "metadata": {}, "source": [ "Maximum degree of spherical harmonics used, and parameter for the quadrature rules:" ] }, { "cell_type": "code", "execution_count": 34, "id": "1f6ddc25-5d3a-416a-b505-0b8b91e73675", "metadata": {}, "outputs": [], "source": [ "big_l = 12\n", "big_l_c = 2 * big_l + 5" ] }, { "cell_type": "markdown", "id": "7e630de7-0f7f-4859-b874-0532bf9f9eb5", "metadata": {}, "source": [ "We use one of the previous routines to compute the array `data_v12_2d`:" ] }, { "cell_type": "code", "execution_count": 35, "id": "d2651cec-5963-4a17-a179-143ff2c51d3a", "metadata": {}, "outputs": [], "source": [ "j_l_2 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_2 * k0)\n", "quantity_theta_points, quantity_phi_points, weights, pre_vector_t_2d = quadratures.gauss_legendre_trapezoidal_2d(big_l_c)\n", "r_coord_2tf_2d, phi_coord_2tf_2d, cos_theta_coord_2tf_2d = \\\n", " (quadratures.from_sphere_s_cartesian_to_j_spherical_2d(\n", " radio_1, p_2, p_1, quantity_theta_points, quantity_phi_points,\n", " pre_vector_t_2d))\n", "pesykus, p2_plus_p_plus_q, p2_plus_p_minus_q = auxindexes.pes_y_kus(big_l)\n", "data_v12_2d = cross.v_0_sj_semi_analytic_v2d(\n", " big_l, k0, radio_2, radio_1, j_l_2, r_coord_2tf_2d, phi_coord_2tf_2d,\n", " cos_theta_coord_2tf_2d, weights, pre_vector_t_2d[2, :, 0],\n", " quantity_theta_points, quantity_phi_points, pesykus, p2_plus_p_plus_q,\n", " p2_plus_p_minus_q)" ] }, { "cell_type": "markdown", "id": "545093ec-e715-453a-804d-c9514d547708", "metadata": {}, "source": [ "And we use that as input to compute the array `data_v21`:" ] }, { "cell_type": "code", "execution_count": 36, "id": "2350774f-e7ca-4fb6-bbd0-2dd59abc2b9b", "metadata": {}, "outputs": [], "source": [ "data_v21 = cross.v_0_js_from_v_0_sj(data_v12_2d)" ] }, { "cell_type": "markdown", "id": "37ff015a-14a3-4560-9326-557992fb5d86", "metadata": {}, "source": [ "We can compare the given result with the version computed by one of the previous routines:" ] }, { "cell_type": "code", "execution_count": 37, "id": "6e1a1002-5716-43e1-8d79-b0ba045d3c84", "metadata": {}, "outputs": [], "source": [ "j_l_1 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_1 * k0)\n", "r_coord_1tf_2d, phi_coord_1tf_2d, cos_theta_coord_1tf_2d = (\n", " quadratures.from_sphere_s_cartesian_to_j_spherical_2d(\n", " radio_2, p_1, p_2, quantity_theta_points, quantity_phi_points,\n", " pre_vector_t_2d))\n", "data_v21_2d = cross.v_0_sj_semi_analytic_v2d(\n", " big_l, k0, radio_1, radio_2, j_l_1, r_coord_1tf_2d, phi_coord_1tf_2d,\n", " cos_theta_coord_1tf_2d, weights, pre_vector_t_2d[2, :, 0],\n", " quantity_theta_points, quantity_phi_points, pesykus, p2_plus_p_plus_q,\n", " p2_plus_p_minus_q)" ] }, { "cell_type": "code", "execution_count": 38, "id": "6a561bfd-dbb7-4206-b9f7-d531384d9a92", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\there\\AppData\\Local\\Temp\\ipykernel_10040\\2070610888.py:3: RuntimeWarning: divide by zero encountered in log\n", " plt.imshow(np.log(im), cmap='RdBu', norm=colors.CenteredNorm(vcenter=-10))\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(dpi=75., layout='constrained')\n", "im = np.abs(data_v21_2d - data_v21) / np.abs(data_v21)\n", "plt.imshow(np.log(im), cmap='RdBu', norm=colors.CenteredNorm(vcenter=-10))\n", "plt.colorbar(shrink = 0.9)\n", "plt.title('Logarithm of the relative error of each entry.')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "89485a4f-7d9d-4198-ac2d-9e9d42482314", "metadata": {}, "source": [ "## `k_0_sj_semi_analytic_v1d`" ] }, { "cell_type": "markdown", "id": "9d45096f-8138-495f-8696-c653a9413ada", "metadata": {}, "source": [ "This function returns a numpy array of two dimensions, which we will call `data_k`. The entries of the array are\n", "$$data_k[p(2p + 1) + q, l(2l + 1) + m] = ( K_{s,j}^0 Y_{l,m,j} , Y_{p,q,s} )_{L^2(\\mathcal{S}_s)}.$$" ] }, { "cell_type": "markdown", "id": "dbaa4a0a-6700-4441-9cec-50fb2b02ec5b", "metadata": {}, "source": [ "The `1d` on the name of the routine references the type of input it needs. See the following sections for details." ] }, { "cell_type": "markdown", "id": "ce2621d3-0d10-44ec-b8f9-56f96ce91118", "metadata": {}, "source": [ "### Docstring" ] }, { "cell_type": "code", "execution_count": 39, "id": "906df3ab-e184-495a-a461-d6b3584442ac", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Returns a numpy array that represents a numerical approximation of\n", " the matrix formed by the boundary integral operator K_{s,j}^0 with\n", " Helmholtz kernel evaluated and tested with complex\n", " spherical harmonics.\n", " In this routine the quadrature points NEED to be ordered in an array\n", " of one dimension.\n", " It is a SLOW routine, because it does not use any symmetry or\n", " properties of the spherical harmonics.\n", "\n", " Notes\n", " -----\n", " data_k[p*(2p+1) + q, l*(2l+1) + m] =\n", " ( K_{s,j}^0 Y_{l,m,j} ; Y_{p,q,s} )_{L^2(S_s)}.\n", " Y_{l,m,j} : spherical harmonic degree l, order m, in the coordinate\n", " system j.\n", " S_s : surface of the sphere s.\n", "\n", " The expression K_{s,j}^0 Y_l,m,j can be obtained analytically. A\n", " quadrature scheme is used to compute the surface integral\n", " corresponding to the inner product.\n", "\n", " In this routine the quadrature points NEED to be ordered in an array\n", " of one dimension.\n", " It is a SLOW routine, because it does not use any symmetry or\n", " properties of the spherical harmonics.\n", "\n", " Parameters\n", " ----------\n", " big_l : int\n", " >= 0, max degree.\n", " k0 : float\n", " > 0\n", " r_j : float\n", " > 0, radius of the sphere j.\n", " r_s : float\n", " > 0, radius of the sphere s.\n", " j_lp_j : np.ndarray\n", " of floats. Derivative of the spherical Bessel function evaluated\n", " in k0 * r_j.\n", " r_coord : np.ndarray\n", " Array of floats with the spherical coordinate r of the\n", " quadrature points in the coordinate system s. Length equals to\n", " final_length. Can come from the function\n", " from_sphere_s_cartesian_to_j_spherical_1d of the module\n", " biosspheres.quadratures.spheres.\n", " phi_coord : np.ndarray\n", " Array of floats with the phi coordinate r of the quadrature\n", " points in the coordinate system s. Length equals to\n", " final_length. Can come from the function\n", " from_sphere_s_cartesian_to_j_spherical_1d of the module\n", " biosspheres.quadratures.spheres.\n", " cos_theta_coord : np.ndarray\n", " Array of floats with the cosine of the spherical coordinate\n", " theta of the quadrature points in the coordinate system s.\n", " Lengths equal to final_length. Can come from the function\n", " from_sphere_s_cartesian_to_j_spherical_1d of the module\n", " biosspheres.quadratures.spheres.\n", " final_length : int\n", " How many points for the surface integral.\n", " Can come from the function spherical_harmonic_transform_1d of\n", " the module biosspheres.quadratures.spheres.\n", " transform : np.ndarray\n", " of complex numbers for doing the complex spherical harmonic\n", " transform.\n", " Can come from the function\n", " complex_spherical_harmonic_transform_1d\n", " of the module biosspheres.quadratures.spheres.\n", "\n", " Returns\n", " -------\n", " data_k : numpy array\n", " of complex numbers. Shape ((big_l+1)**2, (big_l+1)**2).\n", " See notes for the indexes ordering.\n", "\n", " See Also\n", " --------\n", " k_0_sj_semi_analytic_v2d\n", " k_0_sj_from_v_0_sj\n", "\n", " \n" ] } ], "source": [ "print(cross.k_0_sj_semi_analytic_v1d.__doc__)" ] }, { "cell_type": "markdown", "id": "e6e826b8-e90a-4f47-96a0-87677b24d488", "metadata": {}, "source": [ "### Example" ] }, { "cell_type": "markdown", "id": "e8af51b8-6203-46cf-b832-c3ade1be3a73", "metadata": {}, "source": [ "Definition of the parameters:" ] }, { "cell_type": "markdown", "id": "f66fc3fe-1a4d-4246-957e-a4c8e69e79d9", "metadata": {}, "source": [ "Radii:" ] }, { "cell_type": "code", "execution_count": 40, "id": "0e4df474-f617-48e8-b842-ee171d68fbff", "metadata": {}, "outputs": [], "source": [ "radio_1 = 1.2\n", "radio_2 = 3." ] }, { "cell_type": "markdown", "id": "631477b7-9eb8-4dad-9012-05b4a8460a6c", "metadata": {}, "source": [ "Positions of the center of the spheres:" ] }, { "cell_type": "code", "execution_count": 41, "id": "990950bb-c40b-41e8-bedc-316875d52f68", "metadata": {}, "outputs": [], "source": [ "p_1 = np.asarray([2., 3., 4.])\n", "p_2 = -p_1" ] }, { "cell_type": "markdown", "id": "032b2c9a", "metadata": {}, "source": [ "Wave number:" ] }, { "cell_type": "code", "execution_count": 42, "id": "8fa442e4", "metadata": {}, "outputs": [], "source": [ "k0 = 2.0" ] }, { "cell_type": "markdown", "id": "68c74a8e-80a4-490c-b991-4eb5e840cbb1", "metadata": {}, "source": [ "Maximum degree of spherical harmonics used, and parameter for the quadrature rule:" ] }, { "cell_type": "code", "execution_count": 43, "id": "edeff685-e4ac-4bf8-a7ef-070ae8998aec", "metadata": {}, "outputs": [], "source": [ "big_l = 10\n", "big_l_c = 2 * big_l + 5" ] }, { "cell_type": "markdown", "id": "b4c4c70f", "metadata": {}, "source": [ "Derivative of the spherical Bessel function:" ] }, { "cell_type": "code", "execution_count": 44, "id": "ce3d6bd3", "metadata": {}, "outputs": [], "source": [ "j_lp_1 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_1 * k0, derivative=True)" ] }, { "cell_type": "markdown", "id": "8203de80-3f88-4a15-8e67-bc38b5b529e5", "metadata": {}, "source": [ "Auxiliary parameters that use the ones previously defined, which are related to the implemented quadrature, this differs from the routines without the `1d` in its name:" ] }, { "cell_type": "code", "execution_count": 45, "id": "6b35251b-982f-49da-a4bc-998ee99f917f", "metadata": {}, "outputs": [], "source": [ "final_length, pre_vector_t, transform = (\n", " quadratures.complex_spherical_harmonic_transform_1d(big_l, big_l_c)\n", ")\n", "r_coord_1tf, phi_coord_1tf, cos_theta_coord_1tf = (\n", " quadratures.from_sphere_s_cartesian_to_j_spherical_1d(\n", " radio_2, p_1, p_2, final_length, pre_vector_t)\n", ")" ] }, { "cell_type": "markdown", "id": "45ba6a30-829d-438b-bdd5-5aabe0e7427d", "metadata": {}, "source": [ "We compute the array `data_k21`:" ] }, { "cell_type": "code", "execution_count": 46, "id": "5b933d3a-bbaa-4242-b6ab-7d4675494519", "metadata": {}, "outputs": [], "source": [ "data_k21 = cross.k_0_sj_semi_analytic_v1d(\n", " big_l, k0, radio_1, radio_2, j_lp_1, r_coord_1tf, phi_coord_1tf,\n", " cos_theta_coord_1tf, final_length, transform)" ] }, { "cell_type": "markdown", "id": "21d926b7-a4bf-4ad0-9474-4dbee860ba32", "metadata": {}, "source": [ "To check its relationship with the $V^0_{2,1}$ operator, showed in the preliminaries:" ] }, { "cell_type": "code", "execution_count": 47, "id": "9cc1c141-74da-4914-8a5c-53a43cb592bd", "metadata": {}, "outputs": [], "source": [ "j_l_1 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_1 * k0)\n", "data_v21 = cross.v_0_sj_semi_analytic_v1d(\n", " big_l, k0, radio_1, radio_2, j_l_1, r_coord_1tf, phi_coord_1tf,\n", " cos_theta_coord_1tf, final_length, transform)" ] }, { "cell_type": "code", "execution_count": 48, "id": "b735721c-ea8c-4469-8b15-9704c38537b1", "metadata": {}, "outputs": [], "source": [ "eles = np.arange(0, big_l + 1)\n", "jeys_array = np.diag(np.repeat(-k0 * (j_lp_1 / j_l_1), 2 * eles + 1))\n", "aux = data_v21 @ jeys_array" ] }, { "cell_type": "code", "execution_count": 49, "id": "b808eb44-1231-4809-b48f-a59903be017f", "metadata": {}, "outputs": [ { "data": { "image/png": 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d3HjjjbzjHe8A4E//9E95/vOfP26Hc44DBw6M2/GoRz0KrTWnT5++x70OHz7MLbfcsqXd/+k//actv921a9c9Yll79+7d8vfx48fZv3//+O+FhQXiON7S//OvuZCcGxOan58njmNOnDjB4cOHWV9fZ2pqatzOZz3rWZw5c+Ze73XDDTfwuc99jrW1NT7xiU/wfd/3fezYsYNbb72Vv//7vx+7se5vDA4fPsyb3vSmLd//1V/91Rb31o4dO8b/bzQaABd8n8vLy+R5vqWf58fB/vZv/5bHPe5xzMzM0Ol0eNOb3jR2419InHP84i/+IpdeeintdpuJiQk2Njbu85pz5dd//dd53vOex3XXXXeP77z3/NiP/Rh33HEH73nPe77qmCaIu/PhD384k5OTTExM8N73vvcebTx/HEdjePLkyXuM033FD4fDIT/+4z/O/v37abfb47n5QMfkfDm3XUoparXauG33t/YfSL8fyNq4kJx/3e/8zu9w9dVX0+l0mJiY4JZbbtnyrHa7Tb1eH/997hj/5m/+Jrt27eLJT34y+/fv51WvetWWENG5cv56B7jooovud72fO471ev0ef3vvGQwGwFe+Du6vjRfak+5tvt3fvQAOHDhwwf39QnLy5EkWFhYIw3D82fnz9/7e3fny1eqRRz/60ezYsYO//uu/pixL3vWud431x0jyPOcHfuAHqNfrvPnNb35AffxGyle8C+3atYs3v/nN/OzP/ux4496zZw/vfve7WV9fH/8bDAY897nPvcf1P//zP89gMOCf/umf6Ha74/iCr+I1D2Rj/KEf+iHe9ra3ccstt3DnnXfy/d///eN2aK05efLklrakaXrBeNmePXt4xCMeseW33W6XW2+99ewAXaA953+2e/fuLfGU06dPk2UZu3fvvs/7nC9HjhwZ/39xcZEsy9i1axd79uxhbm5uSzs3NjbGsfEL3Xt2dpYrrriC173udVxyySW0Wi1uvPFG/vzP/5zbb7+dJzzhCQ9oDPbs2cNP/MRPbPm+1+vxxje+8X77c77MzMwQhuGWfh49enT8/zzPeeYzn8mP/uiPcuLECTY2NnjJS16yBbh3fnrYO9/5Tt75znfyN3/zN2xsbLC+vk6n03nAYL/3ve99/Nmf/Rm/+Zu/ueVz7z0vfelL+dSnPsX73//+B4XKPXr0KC94wQv4jd/4DZaWllhfX+e7v/u7H3AbFxYWtozZ6J73Jv/1v/5XPvvZz/Kxj32Mbrc7npsP9HlfidzX2n+g/b6/tXFvKYHnXvexj32MV73qVfzpn/4pa2trrK+vc8011zzgPs/NzfGGN7yBI0eO8H/+z//hTW96E3/5l395wd+ev95BjJevdL3fm3w16+D+2nihPemByoX6e+jQoQd8r4WFBU6ePLkFo3Hu/L2/d3ehsbw/PXJfMtIf//f//l9qtdp4L4SzCjvPc/7n//yfRFH0gPr4jZSvamY9/OEP54YbbhgDgV760pfyn//zf+aOO+4AoNvt8ld/9VcXtHq63S71ep2JiQlWVlb45V/+5S3fz8/Pc/Dgwft8/vd93/dx5MgRfvqnf5rv+77vo9lsAmI5PuMZz+BlL3vZ2Eo7ffr0vS6+7/3e7+XMmTO84Q1vIE1TrLXccccd9wmkupA873nP47/8l//CsWPH6PV6/NRP/RRPfvKTWVhY+Iru89//+3/njjvuYDgc8rM/+7M84QlPYPfu3TzqUY9i7969vOIVr2BzcxPvPUeOHOF973sfIGO2ubm5BWgC8KQnPYnXve51POlJTwLgxhtv5L/9t//Gwx72sLESur8x+NEf/VHe8pa38KEPfQhrLVmW8clPfvJegYb3JcYYnv3sZ/Of//N/Zn19nZMnT25RllmWkaYp09PTxHHMzTffzDvf+c4t95ifn+fuu+8e/93tdomiiJmZGfI859WvfjXdbvcBt+miiy7iwx/+MG984xv51V/91fHnL3vZy/j4xz/O3/3d3zE5OXmP68qyJE1TyrLEOUeapuR5fsFn9Ho9vPfMzc2htea9733vFiT6/cmzn/1sPvjBD/I3f/M3lGXJm9/8Zu688857/X232yVJEiYnJ+n1evzCL/zCA37WVyr3tfYfbL9Hcv47v5B0u12CIGB2dhbnHH/8x3/MLbfc8oCf8Rd/8RccPXoU7z2dTgdjDEEQXPC3z3ve83jHO97Bxz/+ccqy5Pd+7/dYWVnhu7/7u7+ift2bfDXr4EJt/FrsSQDf/d3fzeLiIm94wxsoy5KPfvSjvPOd77zHCfXe5LGPfSzT09O85jWvIc9zbr755i1gxvt7dxfa3+5Pj9yX/NAP/RDvf//7+Z3f+R2e97znjQ2goih49rOfTb/f5z3veQ9xHN/j2qIoxvuktZY0TbcYI98I+arNwV/8xV/kD//wDzl27Bgve9nLeOELX8gzn/lM2u02V1555T0m2Uh++Zd/mbvuuovJyUke//jHc9NNN235/kd+5Ec4ceIEk5OTF3RZgriSvv/7v5+//du/vcfEeetb3zp2i7fbbf7Vv/pXfPazn73gfZrNJh/4wAf44Ac/yP79+5menuYHf/AHL+hKvy/5+Z//eb7zO7+T66+/nv3791MUBW9/+9u/onsA/PAP/zDPfe5zmZ+f58SJE+MQgDGG//2//zcnTpzgyiuvpNPp8D3f8z3cddddAFx++eW86EUvGqNZRyjnJz3pSXS73bEr/IlPfCKDwWALwvP+xuBhD3sYf/Znf8YrXvEKZmdn2bVrF7/0S79ElmVfcf8Afu/3fm+cHnLjjTfyQz/0Q+PvWq0Wv//7v8+///f/nna7za/8yq/wnOc8Z8v1r3nNa3j5y1/O5OQkv/Zrv8YLXvACrr76avbt28eBAweo1Wrs2bPnK2rTvn37+Id/+Af+6I/+iNe85jUcOXKEN7zhDdxxxx3s27dvjFp9yUteMr7mta99LbVajV/5lV/hf//v/02tVuNf/+t/fcH7X3XVVfziL/4iN954I9PT0/z5n//5V5Qycvnll/O2t72Nl7/85UxPT3PzzTfzXd/1Xff6+5/6qZ/CGMP8/DzXXHMN119//QMfjK9Q7mvtP9h+j+T8d34h+a7v+i6+//u/n2uvvZaFhQVuvfVWHv/4xz/gZ3z2s58do7Gvv/56XvSiF91rW5/4xCfye7/3e7zoRS9ienqad73rXbzvfe/7muUSfzXr4Hz5Wu1JAJOTk7zvfe/j7W9/O9PT0/z7f//veeMb38h3fMd3PKDrwzDkr/7qr/jbv/1bpqam+Lmf+zl++Id/ePz9/b27C+1v96dH7kv27t3L4x73OP7+7/9+y/7ziU98gr/6q7/i4x//ODMzM+N1PzqcArz4xS+mVqvx9re/nde//vXUarUtaZ833XTTlt9/PUT5r4fPbFu2ZVu2ZVu2ZVu+5rLNPb4t27It27It2/JtIttKe1v+xcpLXvKSsYvr3H8j0p5t2ZZt+ZcnV1999QXX/bnhrW9n2XaPnyMf+tCHeOlLX0qe5zzhCU/gD/7gD+4VjLIt27It27It2/KNlu2TdiXWWl70ohfx7ne/m7vuuoter8fb3va2b3aztmVbtmVbtmVbxrJ9jKzk05/+NLt37x67Tl/0ohfx+te/nn/37/7dvV4TqJCEOiQRNjF4BV4DVQqlV/J/XYKyHlC4EHzg0bki2Czg3HQBrfFJhAuUXJPm4By+HmOTyr7yoBzo0qOGOTh79noT4OohLlB4Dd5U7Rx4dC+Vi88XpfC1GBtrqNrvqzabTMglXKDwRqEcmNSCteC8PFsbbDPCJgrlAQfKgyo9JvfnPFPhAoULpW0m9+i0rO7jwJ9LZKEgjqo2qfGY6sKjBwU4RzmRoFslpdWE6wrVH0IUYWvB+PdegbIQpBbyEp+ElDUt32sPClSpCDctZBkkCWVdy3WuemcKvFLjd4qSLpnUobJC/lbVi3ZO/ilpvwsVynpUWmx9T9rgGhE2kvdshiVYh48CXKTBexnnLSlkCqIQFxkZ38JCaSEKZO7p816vNB1dXGCenPuzekLR1KA8QR+ZJ8bgkxAXVPNjNJ9Hc1tVj1LyrkdzMhg4SFNQGsIAtMJrmTsAOncyd7TGh6Z6Px5VWvAebDUPwhCXBHLt6JkelPMoV81RLfc0qUMNswvPbRQEBoyWr4tS7q80aF0NkAatZB6Wpby/KMIlBl/NPa9BW9CZQ1kn7bRW+leLsZG8ZzMooCzx9YSyJus1SH01T9T4nwu1zA0PZljNvTimbBi8qfYN7VFWEfQcaphCIGMic/aBj5kuvIyx8A5WL9LLP6NxkZZrqrUvbarGVCsI5D1inYzfOeOcMqT039h0p23ZVtpjOX78+JZUob17996D8ef3f//3+f3f//3x3yaIedxD/yOD3Q26+wJcUG32DlwIRQtc4Im6injV4zVkk4qy4YnXFJN3FEQbBcFyD84soWo1+g/dQ28hoHmqpH7z3djVNcyeAwwPTMnmUcoilAXpwJ9dkF4rXGTwgcJGWjZjD+2DffShk5AXuMEAf06xCRUE6L37yXZ1cKGirBtcAMlqSXyyC9ZRTjcpW8JmpEqPcp7oVBd38Ci6UWPlaVex8hBPuKGZvNMRr1tMZkUZAd7IxuBCja1pvFLUTg/Qh0/JJmfduC2qXoMwILtoho39McpD3HUEA4dJLeF6ileK1Ye0WbsSwq5i73s38J+7lWB+F4Ord1I2DMNJTT6hiLqe2ZvXUIdPkj/iEk48MaFoeEwOOlMky7DzA2ewd95NsHMv/SvnsYmmrClsJEZW0ayMLQ3OgMlh7rMZ8ecPoWo17PwELglRhUXnFh9ohjvqZBOa2rKl9pmD2OUVgh3z2J0zuHpIb0/CcEoTdx2tIxkmLVm9qsn65WAyxdw/lTTuWkP1htjTi3hrUdddwcblLUzmaX9xGX/0BFyyn5VHTlLUFbVVR7JaYiNNf6chbyk6hyytD92OXb9wMQiz9xLWHjGDM4qpL6zjvnA7ulaHi/Zg2zGDhYTuPjEKkhVPvOGqdyobvbYeZUV5Nm5fpDx0BBXHmMkJCEN8PcG1ErAes7yB3+iiZqboXzFL0TSY3KFzj84d8fIQ3R3g2nWGCw3KmiZvaoqmQpee+qIj6paiYIwovbCbYzaG+Cggm61TNgzxSk50eAmfigGitMaXFtft4rMM027D3DREoRgPoZF31x1AXuAnWmTzzcrAVKAh6Fvio6v4zT6qWce1avjQYOsRtmYI1zPMnUex6xuY3QfoXz6D8p76oQ04eUbaEYZgDMOrF1i9IkJZmLi7IDnVw9YjspkYGytsKMatLjyN0znBekbZienvFIO+c3BIcOcJVGCwu2YoW5EYNKXHKyg6IXnLYHJP42gfvd4XY2Ok6EdrrtOkf+Us6aRBl16MYgvRRkmwmaMKh+4NUUWJ7/Wxq+tbjL9P+r/9qvfbbfnqZVtpnyPnsgxdKNT/0pe+lJe+9KXjv2uTO1h+WJuiqShagId4VZRMWVPYWI03+qKhqtMIhH2FM7ByTQiETHw5pp0X+CikaBmKlqLoatAGvMcdPEJy/JQs/CRBBYbiwA6WHlanaIqRgIN4wzP7yTW467CcIIxBKYVqNfGTHVReoMpyi9L2ZYm7+zDRkaA6fVRjYC2u+p0+YoiVQi/sYPUxO0inNJORJj4mjHg2BJd49DJ0blmHg0fR87MUOyfwocYFGhcowm5BfOsp/GYPX5TYskAZg+60UbWanPqmm7jYMJiLKFqKYOBp3t2FLx9B7drB5jWzFHVF3HXs+rAjHJTok0tYwHc3qR2M8fUYf2mbvGPkhGa99NMoyrrHNizRekD9tCdZd6hBKv04fpLa4jKqljB85AHWL45wERRNcKHHBeADsBnYmrwfX08Y7G6Qt/T4lOOV/M5rCAfyHlAKu3uW5Ye1cAGYVOYJHvq7YryKWb8cOtetMMhCVrIOZTJFfTEn3OjiBgNsM2I4owkGnrbRuDTF5AXKijHXOJ4SfP5u9MwU/fkF8o7MO4y51znv7j7MxEmhw/VpJvNtMEDdcRBjNEl0FatXitJufS4nvvlOOY2eL95jK8+AzzLKRSE3UlrJyRYorQXvCCY72ESTNxTlbEDRBF1A82RIvN5AlY5gYAkGFgixsUYXEHVLopUhqp/C0greOvwle9m8coqspVm/HIrpksahOgt+lmC1D6sb2KVlvLVnT5q1BDvTwoUG5apTZ2hwNTFMdVoSn9iQ0/RmH7/ZA+ewZYl3Hr1zmrVrJ0DB5C1dgs8exls77r87dJT6CeE5cEWJL6vTqNIy3y/dgU1kfmxcFNCfn6C+VNL83Anc2rqsQ0C3W/Qfuov1i9uyj4QK5UQxu24XMzXJ6jUtNvcrWoc8sx88iltdI5qbIZlsofMSTi/hNrqVd+Hs2vbWYrwj6E8RJIpkpSQ+tgZA76oZVq9okaw5pj7Zozx6Qk7z2/CnbwnZVtqV7NmzZwu13vHjx++Xps9ryNsKG4ONPMqpMUrAa3CB/DOVG1G5yi1cgI2gMGfdbz4K8WEgbra0ci1XLmM/UrRKoSv3nbJufH/lAC/GgbIWm6ZnG6kUppaIm9C6s0r53H5UrkE/cnmfJ0ppCGXj17ZyadpqATtPkHlMTxMMQA9SysEA7dxYYY/cdDovYZjihsPxBjY+gUQhPgmxtQCbaGwsp1sXgg8NOgohMCjv0VZhho5oPUenJUprdKMBtWS84eEr1y3VqWzk5nOgrBhQavQbpcRAUmchHsp6dOll/DK5hhisEb9zWdMw1cE14+r3YryUdTW+fvRelJa++kDjjLh2dekJhh5vlBg9oRqHM0Deq40VZWIIawnKWnCgc/ESYM8qTm+qUMh573bkur6gKFGm3lp8xVyo63V0syEG22CAS3Px5jjxtprC4Xq9LZu3CgJUHN9zXlXzyGNQoUIpha4lles9Fte4RIzGoRyvkHuPXLzIST5IxSjxClxkMHkg8wZwsaFMZA2eGxYZty+K0K0WeIcvSrBW5huMvVOj2IevPlNKofMCinMM3JERfO44e5lbOgpRLsBHkYSzyhJXcYirIEDHsRgYZYGv1s9oTEeeOWU9vj/A9fvjd6OisPJsybOMr66z54x/ZbDr0uNTWVu6PGcNb+lDNcFGCtj7auwVPlDSR++rNvmqfxqdxPiixBcXZvzblm+sbCvtSh75yEdy4sQJbrvtNq666ir++I//mGc+85n3eY2NPZuXVQvCS3xUlwavNEUTsjmLr1l0EdE44QmHnvqZjGBlCEbho2Ac7yunGijvaR7u0brbo3pD3OZ5dbe9x2cZviwx3ZRktYHOlbgoHUSbXuLg54kKQ2wSoZUSRbnlS4WZ7KBaTchy7Ooa/hy2MxUE6Ev2ke9ooZyndahP+06LXtukTDOUKZn6p1UaJ1uE3Qy/vCpx0Gad/g5xbzcP9wlOrYlhoBW62UTFESpJIAxwnQa2HlK0QgZzITaBrKPIO56iqVh8VIvo8iuJu476kT46zaWfaQZxRHFgB3l7z1ksgVYUDY2y8l5sKyGYm8YrSJYVtmfQFvKWQjmNm2xihhMwNUG+0MEFCrSifaQYx+eV9/R3RPT2iOJdv8SwfvEc8bpn+pYhzbUBG1dPsnmRxMTrpxTJmiMYOogjdKeNKyz1JYfyUDuVEixvUs602Li0TlkTV//qXVOoEpKiap8NCA/sxPQzgs2MuU+LoUJ1kvVJSNZRFE3Y3BfT8hfjYulfvApRr4q/nvvKgwDdaqHiCJ+m2I0uKoooH34Z65fVSNYd7U8dpzx+Aj0oSFY9Xin0sEQFoZxaK6Vs9uxicNms9OnORcrDWznRg7kZ7M4ZbC1gsDMh68ipOUgdcdehC4XOFSaH5smM8FQXO9Wgt6eGjRW1pZKpg118HNI90GD9kohg2KS2MoGynnTKkE2Ihu/c7eHLAc3TBeHRZXyek1+xi+6+PejSU1ssCAYlPisxG0OMUuRzTbKpUJRi5sRoHhb47qbEuRfmKGar038vR+Ul3nsmbtvEh5rhzgbZFVeiSwgHDlV6asc24Y6D1fgsYKdb6H4GJ8/ghik6K4nXZM22j+TEpzdRgxRbKXpdr6NbTQgCaofWSE6F47WK9+jNIb7ZAO+Z+vw67YMx4eoA3+uD0riJFoO9DYK+pbZahxGt77m4EW1QtRrDuZD+Dk06GRLPzKALT7JSMvePfTCKcq4N8x2CpU3coWPbivtbQLaVdiXGGN785jfzrGc9a5zydS7F3QWvCSxTu9ZJ85AsjbC5puhrVKkoWh41kVOr5RRnQsKBI+paosPLlEeOnb2JUpiL95Pun0KXnvjYMuWJk/f6TF+WUJaoQUq06VCuOjVaiHq2AoucI0pDYPCxwTsn7srzvlf1Om6iicoKVK9/D6VdzDXZuCgmWXO07zpDeeIko+XvncXedifBbXJSsVWfXBKQdRTKQntQUB47Lsqi2RCF3WzgmnV8aCg7MWXNULQM6ZTCJlA2PGVTTgNlXaGcon23ofmZFcpTZ2lmzcw0w/mdbO4y6EJOZXhwkYwJgE0MulMHpYg3PDaVk1lZl/i0bcSEjTrFbIvuvhhvoHW8IDnRQ2U5rG9ClqGvvoi8VadoKXp7HcHckPxwnbmPp9jb7ya86OHkE4i35bQh7DtMZsWDUquhSke8XqJLR3h0ifLESUK7H39ZHRsrgiGYkxVoykNZk/FL52KCfkBydB1312HsOd4QHxrKBpQtz3BGo2wi781BuOkJ+naMGTg7aAbVqONrsdg53R4qCNjcl7B6nSc5Y2jd0YTjoLOCqCsnMlU4lBEF6SsFYKdbbBwQpRcvNs+bWwrfapAu1Mlbho0DmnTOEa1qpm5XBP0S5TTaakzmCRd7+FOL6GQXebNB2VA0jzv8lw5ipifJrztAbz+YgSLvBKgSXCxeq2AIzZMl8VKKWetjF5dQSjGcvYiVa8HkimYrIt4IqS0WJMuC1/A7WmQtLeNVASQBfF8UaDlZo7s/FmW2GhKklnBpgD56HFWrkV22n9WrFLpQRF2NyUAXDeK7qpDATIvB7jrxWki8uoEqSigcUc9jCk98dBV716Gtw5bE+FYDZR3+1CLu3BoOSqFaLTGyrYU7DqHTlNGMUEGAbcWkk4YwUtTicwpejDwk2ojxHoVkbUU25SkKRTahCFJonEjxn78dMz1F9oj9pFOGFmCOarZxZ9982Vba58iNN97Ibbfd9oB/73LD2sGpsfsqKBXhpkx8UNilmEEcUusLqKmsG3yzjpnoyMYZReIuDAPCrgA/RgpzDOYJAnya4ocpyhhUuyUI80ZC1C0JhlpcWU4Qxz6JMDPTYwAOWuMDg9nMRKHHsQBxagm0GvK90ai8hNKikgSjFD7PcWmKt45gI6O+FBJ1i3H7zPSUgHkAFlewK6voJEHPTOOTiDIOqC87advo99qg4giMxk62yGdrAlALxDVsw8pNqgGv0FkF8M3Fi2Fyj6/Q2WZmBmYmsK2EtKOxNYmLxhsOXXiyCY2N5L5FywAVoteJq94rVbntQZcOnEdZhyk8zilsrClm6gT9EDNI8UWO6WfUlxLKngI0Wa9O/ZRCD1Kcd0RrOc0jjSpm7QVRbw1hIxm7HuU9W3AOFcf4wKCtZBP4AByicKOuJ0jFhR6v5JjMovJCwgRhHT01ga8n5K2Y2pIn2lAkq47aingzyrrGhpWrfscswURHjLfAQBhQdGq42BAtBqi1dUGs5x4z0DJ/KxerSnOSdSsekqzAhyGKAl9SoZcl3APgAwlTqDBANRrynNkWRUPAjdE6mEwT9CX04I3CpJ5gUAqIKg5RO2ZxUUCy7rCDKmvhygMUjRgXgkmVPG+kfwrG79TGmqId4Y0mULtBKcpYVYpUcCRlDHknwOyaEtc/UF8uwUmWgSocqnTo6SkJR5WO2rJFVQrPxgY/30BPXIQPNWWsCHsKnUO0Lu/MFA7Vasn4OTGcdGrF4LYW3U9JVhK0rcIvk5MSutEGZTRubpJsroEpHNEw3aq0veAzyAR/cL5B5p3HbGYkazEmdfg4wszOQpZhq/uYqQlUq0k50wIlwEevJBRVAvlERGPXTnwtRueOqKvQg0JwPtoQzM3gOy04+KEHvFd+reQ//If/wF/+5V9y+vRpyrK8/wvuR3q9Ht/3fd/Hpz/9aR75yEfygQ98YMv3f/RHf8Rv/dZvYYxhYWHhqyp487WWbaX9ICTsei5+d0rRDskmDF77MRApBponFGCwkSfraMq6Jxi0SAKNq4VkUzEuVNRPDDB3n8DnhcR7ATM1yeC63ZQNQ+1MRnBmA5/EdC/vMJzR1Bcd7c+fETceSCwqSbA7JrG7JnCBpqxJDLh2ZBOOnEBFIUxN4HdMk8036O4L8Qom78yIv3xaFPiUbO56o4c/fQZfFqi7j9E4VRP0+eambIaX7eHU4xsoDzs/XoOVVfT0FN1H7yad0DRPFLQ/exKsw020sBfvqlLCROn29jfYuEhc9fG6Jxh4ioacgF0km7HJRmlmlULuWvEyGEN+zR4WH5YInqDmcZEn2oDWbSuo3gB97S6yjsZFiv68Qc0aQTkXQA4m8zgDUa9KySlL9LAg3rDYWJNOGHo7DfFGxER3CGmKOrVCe3ENjGGynkAUooYZ7vQieE9w22H2nJ7E1RP6F7cZzBiCWKF8A5MmREt91METAgQKI8zUJC4JCVKP1176Eosim/zSgPDokmzQeSEx2SBAT3TwnRarD5+hv1NTP+OYvXlNkM9Zji8KVBzLPKiQzd3rZvFGUdQVZUKVZSDG0cTdAc3jp/F5TrxWUj8lHhWVinHmV9eo3yHxTjVIoTK6RoBGnRWEfYnzuzggnJvBdRr09jUp6poyUZR1Mbimb0uJj64KOnxnAxcraqdTgiOLcuq7aJbsQItoo6T1xUVUVtB7yAKL31VlTuQQrTH2LCnnMam8SxSkHc1wMkL5CLzUzS5rinhVloiLIAsVecewuaeBLjxTt2c0PntUlJ+rUhlnp8gu24HXivh0j8ah09BuMrx4mryl6e8I6e8RJV47rST0NXA0TqSYfi4ehl2zAKi8JDnRE8NuMMRlGfr4KZKVNVQY4ifbuIt34UKDSwzOKDb3RvT2KMIeLHSn4RzPEoBLswrj4M+C3EbiHer4KVobPXwSYaeb2IU24dIA9eVD4DzuogW6FzfEqFWKcFO8Tnnbo4CNi0LK2i6CoSM5MyA+kaG6PcqiRCcxg4fuZe2ykPJt33j18ZznPIdXvOIVFyy1/NVIGIb8wi/8Av1+n9e97nVbvvv4xz/OH/7hH3LzzTfTbre/4kJSXy/ZVtoPQlReEn75JMHsFLqUFJEy0eP83CCV9Kh00lDWFRYlIKtGRFkPyDoGFyiSRYPqD3D5Ofm8cUTeCcibCjMMMRsxrhmRTmqGM2Ld+/4Au7wyBsaYVgu3d5a8FQqIqSanydoJjR8O5XQXBth6RN42DGcE8NM6ZojyAhXIqd8nAWZQTQ3vRVGfa+1rQ9kISGdkkZeNkEAbiCOGk5psWlFf1LjVdXHhTbQomxHKe1R1usmbmrwjYBeTymno3Dxg5WST1lZOrboAnYlHAaXJ2wHDOY8PRmgzUfCsd7Gr6wTDeSDEa1GEXsnmbvIq19dVueiFgHvGIJzSowIvQMGW5FH7OEBpI/HfERBr5GL0bgz0sesbsL6BbjQIFq7EBwYXShaBWHMet9GV09DUBMQ1UYYjcF+pUIEAzYL1AeXJU+N3AIiHplHH1WPSKc1wTk7Y6swq5ZnFMYBJN+roZh20pqwb8qaWcEBDUdbOAr9QUNSrnOqyFHBcWgHdqvfsixK12R9nVqggqHK09dkYa+kr5LwSRVEPyTqGvCmeDh/IWIdrQ8qDhwl27kDN1/FaozKLXV1D1xJcMEfW1gQDDWsb2G4P//AFhrOS1pgsKsKeH4PXoHqHua+MkupdGwHyQWX8pdJX4UgAG1Thk1L6ZJdXJE5fARHNzCR5W3Ki4+MWu7iEcR78lDynCXZHJmGYlYSo7wh7jmAjRfWHuGYd20nEe9HN0IMUhqkA4Sp0PsMhulaDmUnKViTpkLHsHdmEIptywmuQBGOKgLMAOIc/N4e/eg/j9dofSqZIq4mbb1M0A4JeKGBIV2LrEroaj2FRAdo0OAVlA9IJTayhVlhUf1hlFjgwhqxjGM6J0fuNlgtVFnPO8Uu/9Ev83d/9HcPhkKc+9akPuNJWHMc86UlPumA55t/7vd/j537u52i324CUfv5WkG2l/aDEy6kplonstSLsS9wynQpYuTqgrHvqp2DirkLQyM5T1gNcqAVJXnrS+Rh947UEQ0t852nKEyfxgaGoySklnTIo3xKAFBAOKuTtzCRBEuPjSMgw4pB0LqZoaIq6LH4UBGmLFpdBKQQJwfImLCRkU6L0yroGZ/G5Ra9vgtH4/kDQ5IirXgUBKonFPR+FlA4m7hSvggsU+trLSKfr2ETckL0Fg7/xSkE7Zw5dOMpGwGB3LDHrRBFtyIbROm6pnUnJJyI2fUCZKMKBJ+yJgjWF5JBG6/lYQerCy0l8oKif9sRdT+NUhh8M5bSRO4KBXF9btZihpWwasrakL9VWSqI12fiKmTp+rkHZMGQdcSvnE5LG55VisK9N3EoIFruoQ5UnZO9uyrk2upejjpzY4sL0eUFyvIsumujcYXoZqrCoNVHYSgua3YcBth6STmjKuiLecNSXHLr05PMt9OR1BOtD/MGjuLzA797J5mUdykQUU7ShiPoCNFNBgLrmMrqXtiq3rhiMOve0j2Qo7ykTI+QtjNDaCpM7sodehAsUGxeFDHbKvDH5TuK9M9JeOyLZ0fhAY9KSYLELWU4+1ySd1AI4PO5Ra11MaNBFTXJ+1z3xmhXXc1pgZqbxTTkFC8LejeeZD7Sk1Y2UgRcgX7QRCDbiqKO2mJNPBPR2GjGG8JKhgKwJkwt4MZsS5d46BBN354KEDsSwSCcN/Z1CrpJ3AsIrLkEFmrITY2NDGmvKRMJOrh5jJiZQRpOc6hGthZi8zkaWjHPX8WATxXB3C2WblA1DUdeYwtMaVKC2vBDDADDzc/j5KXwcks4l5C3BPyRLKaqweN0EZQgG4up2CHbDHljARYboxBrlkeMoYzBzM4JNSHNJ7bK2QrlrcJ5wcZNgM0Jv9LFFibeW8OQGk0rCdf35gLKhSFY8zWNiHInHUEIT6c4mZqpOdGYTVQHlwr4jXgtE0X8LyFvf+la893zqU5/CWsvTn/503ve+931F5TovJHfccQf/9E//xK/92q9hreWnf/qnefazn/01avVXL9tK+8FIRWri4mCMYE1WLPHJLtnkFOl1Ay6eX+b4B/bS+Muj+CzHXr6H4Y5EmLqGMuu7+wJ6+yDohezpT8OJk2AMZU1yhL3W41MzXgBGeMh2NNFlnbwdkrc0zgiIywWQdxTDeYc3HpShrLWJNh3NW5fwZ5bRV8/gZnNMZCnqNXG15Tmu26tyWqu0kCpVRzUa+EaNdPcEZd0Q9kpmPrMGWjNcaLB2TYeypigbsun29sDGZRqTKaZu8bTv7lPORGxcoijajnhZUT/jiXqe1u2ruLuO0Ni9ExfNU9Q18bolXk7P5tE60JsDXHXC0KW4RsMezH66i7rjEN5aXJ5LLmxaEvU9wcDRvOU07vQi8WX7SR82iQshXsnQ/3wnemaa9et3M5gTNipXxdXztgDhbKzY2B8Qzhg6oSas8m/Ti6ZZuzSitlJjYmV9q9IuctyXDxMerBSkdXjvzuYK60CIR+KIshmSTSnKOtSXoHH7EkQh69dN0d+haR1PaC+uoDY2Ge5rsfhwAaolq6IwolHIIAhYeUiH5Sfl+FxTOxISr0H7WEl06zFct0twblpWlRpnH3opp69vULQgm7LQKciGAUUzIOwHBH1I1iSfvEzErR4MYlq1gKBXMJiPSacV2spaKBeXCcIQU3RQpaJxKif63N1yYp+Zws9O4eoRqkoDVKWMDc6Px9+FwhzmnSfoFcSrEUHqad+2jv/yIcIrDtDbOSFzPVSUlbs8HHhMBtkkFLMlaE/0xYDoU3fi83zsLUiuOEBR72ATRdox2Cs7lDVNb5fk8UebimRZQI22EWImOxKiOHQClWa0j03RPDiFiwzFREzRMJSxZjBrhBglhjKpwHFHDG6l8s9X68nvmGbtmo7gXGoypo1T0Dy2jF1eoZ3ux2QddO7Q65sC+pydYukRTYqmYu6zhvD4KVQUYhemSWcSovWcEIRQZpS66Cz++Cl8nlOek87pDh0lOHqCeG6WormboqlonLY0PnUY8oLyyr309tRwAfQWQryBjlHEJ2K890SbBcmyQT/4kPLXRN773vfy+c9/nve+970A9Pt9vvzlL3PTTTdx/fXXc+rUqXtc86xnPYvf+q3fus/7FkXB3XffzUc/+lFOnz7N9ddfzyMf+UgOHDjwdenHA5Vtpf1g5Zx0GgFzaHwssWI7DFge1AlSxrnWqrDorDoFFSOXlpB32BiKdkQyM41r1+RkULmKTS73t7GcbIPUV3BtPwbljNowoiUcuZqdARsKGM43a+isg4003jpsqcdgMUBARGZE8ygpYqrRwNcTfF2oFouGRheacOQydZUbOxfyGFXKZupiSUa1kcJXed4mA5cKWC8YeoKhQ6W5pJIU5ThNyxuFqwWo0qNzu5XQwwsqO+xB2PfofpUuow26VpPNLNRjl6GPQlSjjk1CUQojz39ZuStDiaUrx9hNr5rnnDgCUSY21kQtQUjbKgziRvmtiEdC1+tnSSyUEhxArw+uOg1HESoK8bUYXxPK2VGMVgZIGLpspMYeCdVsoK2T0EvAOP98BIAcD4sGFTjBhyWCunehklS7LIMgkBO+9xIu8R49LCX0kIMZaKwJJY2wPHvPMhb2MR+AG5EOjPAJMAbQAVVcWLwFuhTqUjdMRSnHEeVkXXKraxUZTTBCo3tM6giGVby63SIIArLYYIoqrJHlEhMe5gSDs6DFUc63C6r5rwCrwAqrmB8OhVGuVhOiGS/cAlB5car4OKgxKc65ud6jfqokEVyI1qh+isnFU6LqslZcNU9A1oLOZR7rZvPs/NVVeCwRHgLlxNAIMgGh+jxHDTPCXim0ryOwlatCRAUSZjJV7r9zkvJZ0ZKqIJD4vBcPjM/zLWRK43lfllAUwqTmq/7biqJ4NL+8hB+owjcjwikBjwKKbwnx3vObv/mbPOMZz7jHd5/85Ce/6vvu3buX5zznOQRBwO7du7n++uv5whe+sK20v63FyYZkBgUmldST/s6A/o4O2sLO9yt0OUltcYhqNmTTWO7SWNlkzBtsNLXpBXp7Nd7A8nUx0UWXYSNF0ZCFU190tG9bx7ZjTl/foL/H0TysmfznPnqtSzDTIZiuY2PNcCagRFzHQU/cgbqQjShraxYf3cHrDmVDEZ8IUVaRrAqYRTUbMD2Bq4W4KBjzePtA2lY0DP15TVmHaDIkm+xgMk/tTErtYE/c6rFQQ65c22RlUoyRbELT35WgC8+OmzN06c6idLPyLJjO6PHpI50KKOsBOofmSUu8VhJ7jzIGl+dEB5eYH06KQl+Sk0wwN0Nx8U7KmqFsCl4gbyvSx8yBmiNvKrIpUXb5REyt1cI36+RNiVM2Tnqmbh2gvOfMo5rkk2zZmNLpAP/IfQAMp2XpqHOUprr0Itaum8BWvNLKeZIVS/3TQmNqdu6g2DONiw15J6CoeNDjNU+0Loqif+kULlKkUxJ/Hk5r+lfPY4azpJMakyMkPm5r27wXdjd9PEGF4iUoW55oU9MKAkEp75jHzXQEBX78NG5zE318kR2fEPpbF8mY+UBjY4c3irypSSeFNMgMJeYd9h3RqS6sdwnn67hAS1hVK6G8zguidTHATC8TFrFaQu+qadYuqcZtlKbYrRMagx8OSe48Q3yqTjHbYPGGnZQ1RTD0hH15piqEYIilVWY+LQxm2UxN5kpN0d8pqZa68NSPBJgM6otDwRC0Wtir9pNNxmjraR7PJfd6M0P1U9xEAxe0SLMKbV4Zj2ZY4FfXUVMT9B96EdmEpnkiJ7rtuGRstBNG26hXMk71M47mUfESudhQPvoyRtzpKOgtRGTTsi4n7yyoHe+hN4fYTcFL+OVV4rwQkpsR/eyZJWb/McDHBr0xgAqdbk6vUVvcEH51Y6BeExa3Xl88POfl6J8rvsIj6NyLQbhvB8p6ik6EN8KbXj/el/DORg87HKLrdYazEb19ku3xrSA33XQTb3zjG/mu7/oukiTh1KlTKKUedAz6Wc96Fn/3d3/HU5/6VDY2NvjsZz/La17zmq9Rq7962VbaD0qE7EQXVlKFAkU2eVYBzPzDCcojxySONzslSnpxeSsPtDZEV8yjC4OLPYNdjl4gJ76gJxtIvF7i7zhIuDBPmTQIdg4olprozT7lyVMEQKRURVAisT5dgBnKJqItcuJNFP0FT9nwhD0hGjFDT7hZKe0wJJ9uULSDMe/zCKwCgsRNZ+QUZ2M5uYd9T/Ngjr3z7i19qs8/ghWvIfCUdUgnFI1FR3zLMeziErrZRLdbY8NHGjAqKgLZFKQ7LDpVBKnGFIZgEGKqk5I9vYheXZP/j5DOzTq93QlFXY1PT2WsGOxQlC2PVx5vPLqQlCiVxLgkxCYKW6tSrG4/ii9L4suu4Xx2rbylyNrVBq3VVsYxpcjnGqxdrrHxiFVK0Tge0LitDiur+HaD/q4EGwuS28biMUnWJE2trImL1UWC5nWRp2woejsDTF5R4ZaM2dzG3hSQ+GXfEq8J6DGbL9HNgrxVQwUCmvPtBul8naBfEi4nsLmJXV5GrW+gAWUtxllJ29q3C9uM8Xvr9BcMzghXu+TCOwH8LS5h0j34qvgKFVEQZUnQr+bUMBf3dxTS22HoXVyiCkUw0OhMUbQMkVK4sqQ8Jlz/5lHX0r0Y8umSxqGAyS87gr4dp6HZ9XVYWwNtqF1+AG8mJATUgnKuIFgMqS17ok1PsC7peMQxg4UavR2GxhlL+/ZNAVitbwhf+Pwcya46LjBbPBg6LbGbmwQzU3T3Bwx2eHQREX02xWUZqpg7OwdGmSMblvDWI2A06UP3s7lHwgEjb0o2KQZ5MIBkMcV9/kuc40fCdrtnCVFGn1UgR5SCTltSypzDrawKnW27DfMzFaDS4c5lRbw3cR5VymnaBYp8ulZhbnSF1vcEx5a28CKgFVlLkc3asyDQb6D86I/+KH/zN3+DtZbdu3fzPd/zPbzpTW/i+PHjPPKRj0QpRaPR4K1vfesDVtrXXXcdp06dYnNzk927d/Pa176WF77whTz/+c/nk5/8JFdddRVaa37u536Oyy+//Ovcw/uXbaX9YCQICXbvwYWGZLkgrMlpxcYCAHMTTYJ8h1jAQ8mrpFbDhBEUObYrjGcmdwQDcEUVyxuhpwvGbkqVxAIwcVAWBqPAN2qYiQlxY/eGGECXyVnCFVd5MUOhW/XByAUs+eT1M45g6CUHuFHH1xNszVAmWhiklmWXKZqSuqMLKX7ihoqwC7UVR5A6fKAJdi3gswy3sYkvi6pPRtyDldFQ1DXlJQuYnTOo3hC/2Ze+Lcxj4oiyEcmJyklajjeSTx0MIF7O0VmJnp5Ed9riXq7HqMJizizjuj2U8+Prg1SKULhQo8sKH9BWpNOMQwZUtdKDgSfsKmHEqlKa4g1L/ZgAoHTFNeMCcVkDY/rIMlHYuUmCMCCPNNEGYwpWH1Tu9WZd0rtqobyriideOScn181SvA6dEK8NJWqc8mYyCQEEma/6JYQrcVcAfvFqJqjkSpQXtHTteAAqIFn1uLlJdKOGa8RjCkzVqGHKSXGVFgVojVmYx000K8KWUYhBYudeSWw76lqp/jYziWk3yRJNvK6qeRJQv+qyscvbpCWuXUNdcxllPRSg5rrwwUvlOyhqGrVvN0FeMKLWHHYiYRdM5T5FTfLdCUY0nKOwklSjitZzlA1pHgnJNiLidU/jtIAPXS1EX305tikuaaHB9ZIeN0J0A2QZyXKOclFFH1sxFXYSwr27sVNNVOkJBuKLVzNTGGvJWlIhz4Znq6HlTUOyfwFVhQkaiyVlokkntOSaZ57mcXGfF+2I6CFXykn7xCkpaDI9BVMTQq6yvIrt9SUjYHoSHwYQGOFNz0rUZk8qq0UhrlnDJQG6XUPt2XGWe7zbQ7ebMCV7BStr2JVVKHLitRxURDCwhN2KOz3UlHGV+bBrBtNuSshHKVwjFrKjUm3xMn2j5L//9/9+wc9f9apX8apXveqruucXvvCFC34eBAFvfvObv6p7fj1lW2k/CHG1gO4jFqidTqndclzARWaBMgnwCnoH2gQ7myQnNwXEohTs3kE5WcdspOhDx3DDlGAzp7YU47XEeU3FTZ431bgEoW42cPVErOJ+UAHRWkRRgFrp4k+eQbdbBDsa6KYeo6tdCEUDynqFxE5F4TZOeCY/dQbVG+BbDdx0G9uIyDoSs26cKqjfegq8J718J71dEWHfU1t1KAu1xYzwyBIA5e5p+g/dRbReENx2BLu+TrBZUDsjBTdMKieQ4Yymu6+O13VmbmnS+PtlVByxed0cGxcZkmXP1K2b6EFONjFNz3jQ0DhTEN5yCDU1SXrxLGXNkE4a8o4UFJn+XIg+Km1NFodiRCz3YHUdgGYcg9b0r9vJqesDXCQK2NeEN7y+ZAmGmqhr8e0mqihpfnmd+tEQ247Y3B1TNAUslk2JAgv7olDzjmL96hYma6IcTBwscYGit9OQTQrKO9vRJKyF5FOJnFgLT+uuHvrkEuOSkECwdwdetTCJwkUaZRXxuqd5MsP0C6jQ1qp0qG5f0nCyDDsi3qkqbkU9mLl1SHhinXK2zcYVHVzQIe46oq6cgO1sByZb6N4QllYgkLm8eoXks8drAsSKNh2TXxqic0uwvInf6ML0JJvXzJC1hcls4m4hdOntCFi7dIZ43TN1aw+z2qd35TSrVwbVmAma24UCWHQG0mnNymNmK4yHeEfypsakoKwo7XRK8APNODqrsEHwCCtrhGlGaAz1O6qiN0WJHw5RQUD/EXtZfZzgEEwusVmde1jbENBlledsuz2CWw8RhBFu9xybl0gKZ393Db1jocKRgF6U9z+4TPKw00kjVeDG/O8wmNekU21MClO39ohuOYLbt4Pe4zrkEzBxp2Py06fxccjKo2bYfGxM8/gEs+9PKc8sYS/dzcq1DUwGU/+UoO86jNo5x9rDZikaahwuCPslcbcH3S6qUR8zzw3mNOk0RBuw8xMx5q4TuIsWWL6uiQ9g5nN1WF3D9foEdxwjjGN8XghhSxgQm92U9Rplolh6eAsXtsf89s5I9UIzrPLDtuUbLttK+0GIN4qsrUmWNG6zJykY6U45HStxZ9rIEK2GaGvxxkAkyFxVhJgwQGVKYmtDIWaJ+g6TiouqjJWgvwGiEKqa1qqUFBsba2wtRGuFGw4lNasi+pfKT9IOH3hc3VVuSeF5DgcOVtaxvT4miXFhHR9qKR6gRbG4tXXhOd87i7YhupSayTp3BOtD7NKyuF33zJA3KxrRiuZSF5Zg4HHl2firjSCbdrjIkx/WNACUJmtp0mmPSRUqLVHdPiabroojgBmU2PUNglaLsmbI25q8o8gmK8BbPcREkSDdc4svHKo/pFxZPbvJK0W0ZxpdhGfdelVbg6EA5kzmhDXMyfVmrYvOO+gdcfW+JUbvNfhUNiwXiHGlE0Xc9YRrJT5QmClRuiCgNV2GAv7TFcCnn2KXVsZzSWmFTqcl57lkDDoyuUdnFj0sIKs418sSt76x1QVqqopmVVGa8FQXe9chgugyikadMlFj8BVI4Q1Cjc5DAaiFIXlTk0074QJPVVW/2hN0U9Qgw69tiEHWbEhK4aSUNo02pIJafz4im5I60F6BKkpsrMeGTjAUqlZrPS6SbAgbQTYhNLU6l9CFjauTeNUfAcCxFeCntFDyWosfDAVcl2ZbMh90klQhK/FSxOtgqlg1owIYo2IxgN0Ql7SZbKNcU8pc1s7WklcWgkKAW3lLwGdlIqU0OadYiU1k7QcDMULs8gpmerKq1CX0pW5pBd2oY+MZsmlHtKkhjlDGUNRDSbtLwSeBlBYdccy3ZH0qJ96HeFRLQEuedxkr8hbkMxavNbYWYIx4TrIpAZCVzYgwimTsen38MJX/l6UAJctRip8i7wi2Ag1utBdpAZv+S5AbHldncfne4/73JnML118wt/sbIdtK+0GKM5BNh5grL8JpRTYhlI02UaTTssDSySbNhWuqeGSV11kPMQvz6LzAl4723X18oCmbsrkr54n6lSuz9PhGDR8FRBue5KQhWfGEvRIzLMA6oUSNQpypcnj7nubJEjSceURINDsg24yJD0Y0Tkt9anfJbimAMMwxSxvo9YB2v4GLDMHaQMgvjCFY6tIpHWUjpL8zoqwF+KBNfbBDqhrlJbWlgrCbVexdHnNmnakvhdiaIZ0KyBsKXbmW0ZBNauw1BwQlHsmGrkuPq4eookbzRA4fl1Sf6OQ6JUisdGDFABjVHM4hnY1w4YJUzIrEoEm8x1Qn2BGdqxsUzH5eFEz9VIpKc1RWkBRSA1sNc1TlsvdTHcqFKWz9bJ30oA+xEp7qZNWPObml7jKEm5b4VLcKcbSJeuIRyZuGomHIWoqiXbm+02lq7dqWuZROxBRNSd0zua9IVyCbjlGdSPLdc1shvgtxi47EO4JBQbxWhRjyiinLOjEAAonvp1ORMF2d3JTCE2GA3zWHCzT1xRLzKSP0mRslOrOYVDIe0BrVqGOMxjdqVQ1tT7xpiU4LS16jNQleEww92XSCbYTYEKI1GZ+yBv1dlcu/K+jyUVlbnUPzhKN2JqVshgxnAmyozhKX9EvUmijVYGEnw6sXKGu6qh7nqrK3BSqz6M0B/pSw1DWO9JhXTcpEM5yR2txSVlWUdbBnATs3AaVDbw5QRUk5Ua+MV8lZL9oQbsLU7QXRako6X2Nzt4D2RoraB5Lm5Y3Mb689yp9Fx6s0kxz8QhRr9pjLAPHyRF1N2C+xsx1Uu47JLDNfLKQm/Zl1bFFWlKfySoNUinoEvVxSvADf3aR5d516LaS+HJMdMoQDS3R8HT8YiuFXipG5uTeiEV4rILTMCjLcVGDEUDGYD0mnz3rpXOhJlhWtYw5tqZj11FkSnm9jWVwu+cJH9n7F11134+LXoTUPTLaV9oMQjyzS4aQhbzRBCVjJB5Jfne4q0PWSYT+gu2kwmaJ1EJqnS8qawe1uo0pPfKqL/sJhiVtftZ9iPhGl3bXjMnm2GeNDU4GWNMmGFeTrQGLlkkoU4QOxpqOupfE5qbikr7uYi+aWOainSVYC2retU07X6B5oANC5dR138MiY+EOrio88ioT7/PgpOFwSXbSXlat2MJwHbwLCzUl0KhtlfGIDlWbjPOryxCnM6UXCZgP90Iuwu2PxAivwxpNOwdoV9cpjoDBVqo8wp0FyaIXoUytQFJSVAvJFQbiZo21QpVsJQcZgxjCYNXIydyPkb52knALAhQaMQneHNP/+uJwo4hgfhXLCONmXcorOg3foOMbtnaO3t1adriWOHPY80aa0s3EqJ14eYushg4WEMlZEGzn+yAm8tdQH8ySdBsVkjY0D4l4vmlC0JefchQGDudbZiXSOKAfh0BPlFhsqBjOC4heSGSG3aC4LuG08FyvO6dpKIoZNVu2oruJTr5jZykSRbEC9O6A8eoJg/x4Gu5p4o2gc3CD5yDExxCpCFd1pwWRHKG4bNWjUsM24YqqDeK3AHz0J3tOMAkwq9KTplMEF0u7aksdGisFOTzHpiJcNrWMSH+/uCRnOKQKgfmqI+uzt1GamCC6axyYB8ZkenFzE5zm24r23C9OcemxEPukIeopoUwyhcDPCZNA4U6PWH0qq3Z2Hadzu0DvnyZ6yQDEnp2cpCRuQ751h7fIEk0PjdI2gX1K0wjFrXDYF2c4CfzIkOdXD33Y34Xdcw3A2wCYS4zaZKMOy4SVlTJ19jy7QaMAPUhonc6LNgMGMYfERMcEQdnxyE/XFL6N3zNG/ap6yXqd5uE/yz1/G54XUIHdnUx69knz0+ExPKHQrEKddXUNtdFFKk2hFrUrHtBUFrhkWYyBcb49ic39U8aWLEVDWFHlb+lw2PTZx52xyEK9B5yOH8IMhamGecrqBzr5F2FUehEjW7LdXP7aV9oMRVVnWhXBajxarN5Xy6BtcqTBDjRmKy1HqaQsz2rhubWlxeYHWGj0sCYZufIITty1j+k9tKyANYGshBqQSFUBZYjJHOBAgGYm4dXUBZ3ot0l7MZO5RVgojSL1oINBShcq5sTtZRaGkqCGpIX50ctOidG2khB4xUAQ2g0wIMghDAdBYiy9yfBaM88CFmlThtQYtpyxR2oypJ22s0UWADgOUqn47Hm+pz+2Cs25mr87m6+qiUmylkK+MaptLvxSqtDjvZQO0FmxFXZrEKGJ8muGyDF8R5hSNs6BAvNzbZL4KE5SoYY5WiqDvUE68I6pek/6PQFOjk5iS9gW9s65Wbyr3fyFzYeQlEbCgsIGpWONCjzNq7C43uTubOxwEkhsehbh6JGC5SBSsabchDITm85xh1IXHhwGm2cA1E4qmoMOTRoRpNKDIxW1alvgsRxelKO0KjKQKJ+0bhUJaTUkvco6wV2IL8Ra4c1KCbARpqbaMh1cSZw57Fe5BK0ynhW9IMRMXaVwUYJJYeN6bYmRm7QibeHzkxUg1gGNMg+uMglqC9h632cOlKXqYSiy4pwmH7iy/QqWcvULWZGGlqEmqAI0uVIXmBFVYXFls4TUYhSR0CUFf3OQu9OMqcy4yBK0WKgoxaVn1UVzrXotSN2Eo7HiJnMJRalyCdyxFSdj3Vc1xsK0YbRRqLYJ+XzANtRrKCP/CqH+6Ju4tH1ReiUKBPWe9VNS+NkaeW81JnamzmQm+Gtt2E13l+Zt+vnUcvo3F3WvR+W9N2VbaD0K8lthVbcXRuXUNH2iKh08w2AFRF2a+6Ai7Fl0UAh7yHj0spKLWiOnLCyhG0jQyzLHT1JdrFHumWX5InbKumPqSJ/7SstRlnk7wbUXWNmTtOsp6Ju7QcHoRt2Gp3XaKpBZjJxt0H7YTG0s5yvyDM0z2PbWlTHJ2exnNI5ZRGU1/7QFB9RYWrMcmAbYu7t34VBeztIpvJOPNP2/DxoEQk4W0D2viYY5PIvTMlJzUen3s6lq1OclmYFJP45jCB4q8A5sHJJYsYQOFixS6CAiHhqgTEs02MWmJOXwKu7yCqiek87FwaUcKG1EZTqpKtXG0Dw7Qg3zM9qGKUsB2aQq1GmphHrRCrXWxa+vodpvyir3kEyHJyQH6S3eDMQznI7oHBMFdO+MJB4Kmrx1Zl7hyXuDzArOhaaxKtTbbaZBdtx8fnAXolDVxpwepp3bcUT+VglIM52LylibuWhqHe6hhTr6zTX9nhCmq/Ngz6/hGjXimiQs1wUaG2egLYcvaOgBm5w761+6kaGjKmqaoIy7Y+hzBYAaTO2qnUpR14hVJC3wUUix0KC+eZjAb0Nst72c40yK6skmybml96ijlqdP44RC35MQ9PuK436zRsBaXhJTNiO71+9Glp36sR3TXKTCGWhTizVlLwTVrFI02ZUOjS4kJe62oL5VM3JHijWa4IyG/+LLKeBMlHs21iS5q4jXVex9lQnhUXtXizsSwjbsC0EILUEwXjvjIKhw8iutuMvXpJSZuTzCrPWx/KPOgcOKuH0jIgKU1gigkDgN8o0ZRn6JoBkSbSJU871G5I+xL5bBgIODRcOBpnsgxw5L+rhqbewVjkM6E8KjLCAYFwWJXUPLsoGhE8v1cTPzQSyjaAcNpXYXWAow6x8oCWFxh6lMaX4voHWhz5tFNwp5nNithbQ0zP0d6xU5sogkGVoCLiLL2WmHrAbVlR7KqSFYKovVMgI2FRTnHcG+H1UjIh8IzQpXsAjGsbSQsc8eevgOTwew/Dwm/dPQs8cu2fENlW2k/GFGSTmVyB8dOocIAc20HF8uJsvX5M5SHjpzze6mFSy2plLacbP0wrRS4lQIggJlqkXca5B0B7di1dXQtQdv5MTNa0ZLjSvNERGAtLsukGAGgr7uC3oKhrEPjlKNzMK94sAV8o9ICvdGX/OLdUwzn4ypdSOKDNlEUdVE4Zlgn7A2xkRkrbZtAOi1xrfqiIdYKTICr6vfq8mwBBl+lsZlCgHYAeVvDbIbSHjsIIJcjTz6hJG86UpS1mLAf0jhTnfijkKxlyFvnnAIUYwYrk3uCE6v4zU1Upy0c187hupu4zU3M/By2M4UPNGFvKCxhWjHYETOY06iyRnKXHA+zliafsZi+Jl6RU3TYzfGHjmHTFBVGUkbR+3HxBn3t5fR3hrhQVYU3JHdfKDuhdiZDf/Z2VBCQPPwyyiQm6FnUkVPY9XXC8HLMTCjI/5VNyuMn0K0WgfcQBqiVdSkMcg6C2rfqbO4JyNtnDQV5fwZdaOpLjtbJrqTYbXSx3S5mdpbs4osYzAnCPZ11+MBTtDXDAvIzAc0vNeAUYya/LdN+mKK9J0hiytYcm7sFcV47rrbm9J4jZnKS6KoWOhdgoo2RuXssR33uDky7SXHxZWxcKp8rK56UoqVIU4MPBLlf1v1Zb1AFthTQnuSPBwMr2QXTGjCEq3VUBdSk4hIY9UaFkaDWq0IpaqNHubQ0brNuNEgumyDsG8zwLAe7LkXRgxhjJoNkzRLddhy7uETzoVeRddqSatlQlHFEfUlj7trErqwSzXQIBkJgkjc1ZS2mTJR4djS4SHN+LY5R7rYKIzjwMHp7POGmYrpVnaQbNXq7IooGRF0jeAqqLAkt4xRtSg2A5NCK7Eve46vCN3F8KcG+NtYraque2lKOjQ3DGUNZE66D4b4cCs3EwQC9snq2uNG3sXg8bkuW/Le+bCvtByO+SiMpkUpJQG2ppHUwJFl3+HpCsHMHROL+Us7DYIjPcqEcjGNBr1oLQ6EMNTt34Ft10vkGOodwU0o1UtXM1rmrCo1UbnMHQb9AVTnHY35rV6W3lFXxjdUUjKLsxLioVqUH+XGd4Npijg+kiICtcrJry1Ln2Aykvd7ocf63uNZGZTOdEMeEAbYV440i9B6TFyijCXo5jdOi+EzupAjHbMywJwoyOR1IreVUUspMLgj6YFiih6WkNgFqkEoseVO2NF9RR2YdjY1lo8dVPNb1hHy2IdXWahEmLfC1SFDTAIGR8Xee2nKOLkOhjpzogFYk647mXQG6qMp3jqkuEbrUqQloNdBpjl1axmcZqnSYEc1kRS87qlPsAs5SdpYlwdqQeqgJ19Kx0ld5QTCojKbJFia4CKJQ8AxGY8wkQS2BosStro0NtFHccUTBOQoPmLwywoaZIKu9H8+TqFtWVemM5JOHHgZCyGMyv5U29jxRSVxVp4qlGhZUNJpSCEXFMXpyQjIeRtSXSUTcdbQOGUYJvl7LaXqUA6ysGLsjl/OYkKTyxtROC8r83Cpe8bon3nCYzBOv5Zh+TpAEBEOhEtZ5CZ02Pi+EzvRCp0NfuchrVa35kdQEH1Bb1CSr7ixOgLPufWekMpsLlXgivEdvDmicqm/xuAS9imwmCFGDjMaZomIrlJrzRSPAK1NVRHMSsqnqkqs4wqfpmB1NiqgYggGSMVGxoyWrlnCgCDct4WaBDzXDmWhM5pNOyvrV2QTRMJWQR7OODwMGuxrk7dF6UigbVnwCjngdnBEWP10qTPovAIF2jthz0wi/DWRbaT8I0RaiDVFEKorweU7tn49SvyXA1xOKHR3srhZlXdjFTObp3LKKO3gUXa/LgokDtLWw0UU3G/QeskB3v5A5R5setYa4sqqCEyYtiXqBxK7XM3HvrffwjTqqKHGDgQCtnBvTlyYrOfruY6ipCbqXLNCfl5iyC0T5zn4+JfrCIVSnRXHNDrK2oXkiJ7nthHAh1+tCZlKlvuhCUneirhTtCAZW4sW1iGwmloIfzZC4HqHykuDMOubu/lnvgjF0GpcwnDfoQrHj5ion3DmJnfvKCLBW4stVjXG7uEwyGI5TtQBUu8XmdXMMZg1mxN9sLeV0g/WLY4lruwTlKwDPusVkVlz5zQaUJeEtR4RHfaJNsWcarxXNQ5u0bknx9Zh0Z1Pc3KUTxRcGuN2z9Pc2idcLouFQQFJ5QdizYywCiOu+aAhCvqwZQqWESevgUeLjIb4ox2Ai1R+SLA6xSUB/f5Oi0ZKY96icqE5AdQj6jsYXEaXt/diQskZqi5tUUPVx1wk4bn0D1+ujokji394RndggXAkpapP4yKMSi141RBvVvDuHsOVsSUjZ3HSjzuYlHYZTwt42KqXqA42p11HTk/SvmiNrmzFrnCk8jUM9mp9Zwc1PsXZ1m6KhRNFXaUtB5qs0KcYn7VH+c9j3TH9xQHh0WUiAphp4owlW+7C8Lqe+qoqV1pq4ovVUzQZ+bhqdFbgzS/dU2hX3tjMKO9XEhOdsiUoRLw6Z2cjRvRxX0e2Omeg00n+tKOOKRhRwx05SX1kX8p5OE5/EgjtRGt2owdIqSUW9SwWCiqcmMQemsYnB9AvBRoQhxb5ZssmIZDlF35rj+gPilZTW0UDSMgNNsENyxht3rsh86A3w/QFqaoLhzE6ytibvQDon4Sgb15gMFrCx1AYvGhKuSmdd1SdN3jIkq57pz6yhTi8RXbkXF9ZkHXXzMQ/5vwTZjmn/vySV21NZLwtWKXyvj8sLzMwUNp6kaBryhiZvyQnGx6OKAhofB/J3EqPjGJUk5C1N3pYTbNgX95sqnZxgwkA2GSssZqYvsVVGnMxajV3SZzdzSeuwvT5Boy4xs6qmsgsl1QYvOaomCsXlH8hnvj/AZRmmVoMwkJPiCJRTnfSDTNqHcxIfD0eubY1phBij0Mt2XEca7ySNbGAxqdBzxsvDMYXlBaXKpfXWCoXlOWK8R+ezY+T4+NWEelxb+dwiEFHFDumNQYchviiEZKPICWo1bBLgA0W41MOfXkJ32qj5RgV2E25tpRQ2kbxmkxui6vSqrOSwy3G3+v2FDqyjmsqD8z63VmKMkRQMyZsCPgMxEG1VAcsrxp6d0TwcsVONwFjiiZEUMZ8XYsgFwTjXWQ1SVFFi8olqjMU7Myr0wciroM4q1bHEEWVNU1ZAvdHY+moO+jCgqGtRypUEqQC57OoaullHOTnReqXGRoEQAkl/dCnKlEjhtCjxYG1wNmRQTgs72HoXt7Z2toxs1T+vtBTVqNWkWI3zZ/sxKnRjZD6PDYQ4QLl4TGID0madl4LUrsBdYyYwz9nwjEa8N0EgnOG9vjxfK7R1UFpRDcbgh+lZL0mVcx4kiRidRsnztRbPVSJkR2EvwASBAM4KK/uC9TLetQiVFkLLWpa4Xh/X72NiCXmhZQ24mrgvylpIWTPYRJO3JeWubAiwT0J+fpzGqPtDyuUVgo1Zwl4ixkq1H1F8+5OreMBuK+3/d0SXZ8EnvtPET7Qop2sUzQAbyelagCXyzxvFcFeDRF1CWQ/JpiKpgLW/jjc7xxtg66gT9rEzKTq3Agr7jqtlw61c5DbU2F0tlPXEJ7v4Cpikawk0G/goECrPUqEymZZ+OKR9KCXajKrNpqImPdXdmvbgIZsK0A+5GOU8WVOQrTaS38cbitqSo3l0iE5LzGoX3+2hAoPJGphIFPdwNkS5kGBqFybbSdAvJOac5+jM0jghcV+9mXJv0TEVx5hdO7GdBjorUBs9OS2NNulWQzwAVeoYc9PoNCdcS5n5oqdoBaxfEpK3Rihlh04tth1jOzsx/Rx9+AR2PYcwoKwbIf7Y0yGcrDOYTVh8REA2bZn+pyazdyb4vKg2UwiHWjZYwK93SY4G4gmolJGLAupnYpxRJCe6uHsD7yihO81mJUe4fiancUIoYl1UgYkSOdEF6Tnu61I2cBeO0OcCjmqckZreanOArdzvviwhRSzNsgRjqC9OUz+aUNYMwUCITWzkx8rddNowNwNhUBWSMeTNEBspVOkpW4q8U7HvxQafZqi1Lu0vx9h6SD4ZMZyWnOvlR03Coyalu14Uuc7tmCClcXCDqFuvDDB5v9lkRDppCAdSDQ4Q2tWBMJ75Tgu1Y1ry8JOgGidD0RQFXT85xJxckWeEAWZyEpXE+HZT3lNe0r5rE5eEDOdjilpMbbmkdngdnKOcbZFPRITdgnCjC4OBKM2BkMgoJ6ETFyr61+zAXDInOc+B8A4kR9bxy6vjd8w5RooKAszOHbhOk2ymzsaBGBvDZOHRhzMoCqLlOrpM0JmVuT07xXBHg6ytUFahy4gwNgS9nCAvxNgIJUSBdySLGcpGNE4ryoPCYdA4lRKd3qScarC5u45NPKpUxMsGVUpd9MapvPLSiJWrl9aZ+lIkmRuxQT3sSvjCBx/ALvmtL9sn7f+HRBWW5Og6vhZRdhJsLWD18pjBgh8jS0eEBqOyfb2FgLzVGp+kfADDWU8+a9FDzcw/KSa+3Md0U/yxU1AU2O+4msVHxOgS2kcstaWcohkwnJY82LCbCAWh0ujpJtQSXGgIh04Uc15ivRvTFraOJOLqtFZSdSqrX2Jy0re0oxlOJ1VKVZUKUoqLOew7msdTzBfuwg1TygpQZ6IQk05hYk3eECILbxQ2FsKZZCViSimC1T4ms7SPCjhOVRzsFxzjKCLbN0VvQWKitZOhsINV7jmbROKO9lICNJ8TxHlweh1z611Eu3awsX83ZUNOD2ZYYgY56c4mw2lDvBHRXGrA+gY+MMJElyjyZoRXEYOdiunHnuYxs4f56/5jmEsSfFFKek5DUQz0mMPcrq/DRvcefQgqD4gd5dzei/hmjeFsiCk8tYOruENH0RMdIT+phZT1ENUAMzxbPEOVliATwNuIajLseZLjXeztd4/BjnAeqKyKh0anp2kfioQwo1EZmJFiXG6002a4fxIba9IJM648p6zofhtBPluiMmHkMplQq7KyijaG2lUXk7c6lG3F+pWecFefbLnG5BcMyZqXKm+jdn3pLow+5/RmDI39e9D7J4StrsI2uLyAzZ6EKXZOsbm/Lt6duqpSESGbFs/Bwsdq1P55GbTCTE5AEmMnW6Q76gDUD67hDx4l3LWD1at20d+pgID6HVIqtmhPs7knIFkzTBxKxus+GI5wDjIeNoLVy6vSryG4SHK4FzYbqDvvRgWh8H/rs14LFUWUu6YYLNQYTmo294u7vb4YEA2HeOswYUjYr+HrMcWOFjbUDGYD8s4IrGewsSYOFGbVoAqZjzqWdM/wTJdgPUL3h7hlMZixFus84b7dqIfVsbEYtPGaVHKbumUTvvhl+V3lXShPn0EtLRPUahSPuJTuvhh7x3kI929DkTztbaX9/454qfGL0egowIdVHeFCjRf0uUbcCEU8jlFWruiwJqcUkwq6Wg9yYbJqt0ApyoYZuyB1UdVAjs0YgOQCjan4tUduelUKmMsrL+5zEBeidfiiGKfvKKMhiiSl2RhMaon6ki9ahIzTtbyAcaUQhlISn223BJQEcnpoN7GRHiNWR3W9xzFKKyAbnENlBUFfCRtTo0awcwc+z4UQw9pzAHUVbWoqlJq2KhuqCysx5lCjc0m50Vbixi5Q6GZdFF4srGphVwB9PtC4OBjzRPuAMSjN1yKKmhQFGb0/ZyA0lliXuMTjJ9voQMhdRu/QtxuY2Vk5vVZtH+fZaiMkNUqhrMaX6mxss9pYcXKydYGconXhITDoVguVJOJCRmKNRVWBiSgUF6X3BH03ruVu48qAacYEO+fFNT6KfcexgJrKUgq7FPlZNziMi6AA+HqCabfxYYDOXYX+11irxvNudI0qNDrT6Ko+uQojdLspMdl6NM44UA5sadC5JhgKSczICyQdtBLi1QYdhcLln4TYqvZ21KhJBbIoknkXhdh6IBXnqrCMi8RwGYlNFHpqQqhApzpi/DQjqfLmkTBVKRSxkscttcR9PRHDyEucXRdeCr/MzmIb0bg/QZXnXCZCXgMjg6Yy2vNScBBGo5JEwhrOwuCc2IiXzIqwr3BZtU9MTuBHhlkmBV10Fo0vcaFEwtxobSLhGap1471HKY2vx9hmjCpKqa2dZegkQUcRPgwIBp5oXdoabQgCXw9y8c4oja7XJSyntIBnK2rYf0ny7YUd31baD05Ki1teRSUxZrOGTiI68TThIBBgS0Uagq/iQzk0ThXiejtHfC3C1kPhIF/cwG9swsIca/9qL3lT6ksLoQfUzqSYgycx8zOUtQ421rjYEOxdEPBWKexJqjekdqSQTXl1XTZTc85iqyW4dl2oSq0dg6ySw6vUDnryXZNsHEiwscdVKVsugkGnYnxrxTQn9o1JQkRpCEp19Lek00CwLptbvF5iFtfxG11BymuDatbZfMg8vZ2G+pKj/fklWNuQuF+/j88ygrtO0jmRUM512Li0gY0VUU8Y43TuqJ0e0BgWZDuabBwQtGywJyLqT6ALT/twzuQdFpsYsqkQr6NzlK7CTTQxStHf3aS3V2FjT7ymiDYkrtrPI5byFq5VsvLIGcKBo6hrwk2PN7Dy8CmUmyTqOeL1Ap1ZgsNnKE+fwTQb+It2YesRwfoAtbqBSmL6V++gvyOoiDnk1NY4ndP64iJoTbGzTXFgQipL9cXoGswFbO6VspbxyiRRmoF1NO5YwocBw4sm6S2IQbL4qBb+sS1qy5K7rgpLf3eDwawh7nombpaysT6UWtS2JqlYYV9Q74P9bYLZBsFmRnz3ImhFND9BPhljE006abCRnND0ETE4w40MD5i5GTYftZvhZJUiWMV8a2c05Uad2qJn6rYeZrmL726OY8UjMe0m7NqBbURsXtRgc58WUGUwSzLVxNUC8pak1uVNTdFAMh9qZ/EY8aq83+GUxj/xgKCi26JYx+C43FM/LoaTW1tn8lNnmGgklBMJ3SvFjV8/nTF9aA3XSOhdOUVRnxHimEC8aI3jKdGJNXw9Id3ZxCaGsF8SdDNUZlGnl7BVqmexf46yEZAci1EbXTFIezlRNyRe83S+bFHeU7Qj1r9jH0Hqady+jD9xWlzpa12COCKY30PelueHPfBDhOq4N8Bvbgq5ihejf+2qDv0FTedQTOvMEs5a1L7dZLs74GHqtj7Tn7fS1ixHlVZCbd5jOk3sZXspJqSSWdEY1RXwJBv2XwS5isdvx7T/nxLvcP0+Ki/kXxoRLdWBmrgTq43NGwlB6hKJEx0/JWCVLBu7LkfqdBTx1Hvm2dyrySY9QV8Utsk9ZmOIXV4hiGNM2qqAY4pyoo4uLLo7lAWY5viNnpxe+lsRT0oJWKhsxcK5beUUa/o56tQi5foGYRJh9sSSZ2yER9kZKJoelwhDl9dSKnRU/We0GSovrnRdVFWn+sJlHW5k+G5PSpKOXOp+msHMAhuXesq6oXmkISklpYDrfFlizwjPr6lfRtZpUbSp+MC18IFvDODMMqZzEVknlipEbUWaC7FM8+4+6vBJzP4FhjMTVXqYnMwBbD0C64WwZtLhY08wMPJSPGRFwGYZYxJLfyEiGJiqpKnkGw92ykkvXteUiZbwwWLFKx7HFFM18nZAoiBMc3w9obcQ0D0gpzKTaZSFZM3gjp1E1xKKi6fY3B0Q9jyNUkBHRQOyGYftK4pOSNioCUDqtIxP3K6RTjYomorBgqeYcBRNQ7SZoHPH5q6A/l5PvKzp3CruYYyQZ7hQUu5MddJLJwy6ZWjmFrW0LGlqSqFcm7IVkbVFIZsK8R2kXk5ogG/U6O4JGM6JizjqUuW5e6INqC86zMkV7JnFCpx43qYZxxRTdYpWwHBGk84Ifetgw4CvUdYUWUfKXPpKgXo9SqurmOcGMrZlXbHZUlV5Wo+LpCBK0Jcypy4ykmCQpnDXIQCCh17F8PIEb6B51GK/fJBg724GD28znJfMibDnUbknXBtSHjqCbrVIWMDVQsxyl/LoCbyzY6CZiiOyyYi8pYnWElAa7z26KDGpxWykcESyNfT1V9PbFREMPY2D4VnQGogXo9yNi0dhK4VXkrrp03RrERktfOv9PY6oq2mFEagh5VRDwk2bluTO05THT1xYbcUx6VyN4bShaAhgTTlonHTUl+yFQZbb8nWXbaX9NRA90cEvzGDjgHSuRtYR1qdkTcj4hYdZrNRsOia5Yr/QJQ5zcWnlxVmXdS0R9O1kjbArYBczFNalqCduZQCfpsTLQ1wcYJOAfEKIIkwzkrxpOMuBbCtiCA++kDQqlBrTKhbtiLJp0BMhwcTF6MIxaIdVNSG5h9fISayn8FVN57ImqOZ4xRN33Vhpg9CtjgqkROuSPwvg98yjd82DkWIKZRwQbXo6d0o+eTqTEDTnCLodgrWqeEdNeNeLVkzjjMWuyWnJa0VZ12R7JzGzLbKpmLDnMbki3JTxCnsO3R3gylLQtqpyKUaqSiWCRmHRvQHJapP6qQgbSXEQkO8HX5rg04c7mMGI/AL0phgjhVekSrwPJvfUlqTQg51qoptX4LXG9AuSVE5R5Wwb2wgpawqvRak1Top7P14aiHtTaYmZ10cVnUIhABlC+04pyJEspqj+UKhqL92HDw3prCgaHEQbCp1LYZl4JUMPS9qRxmQC6nL1iOCifaTTdeFxN0A0IuKQqljee/JORO2KA6jSYWNTYSQc9cVC6i7XNVlLgFfFVJ1o/15su1bVC1cSX1+3VfxVJke0JoUuRtkE95C8EF5954m6gYQ2cqitliSLMufDvoQo8pZkZuAhWZW2j71cGrRSOFUp8r7CZ2och/bne3krBeuSgKJS9P09dZr5FZS1kNqqIxxKX22IhFfOCTONXO+6G6K0wjskLzsURHmynBL2AvR6H2styitUf0igFWqQ4ooCrCVcHtA+Gkp9954obDM5id8zj23EUhJ1ALoUYKhyYGNDtDBPkE3imnVcMyKrBVKr4A5F80QJRS7tTAxFE7TV4xrlutUS7oFRadOiwM9OMZw2pDOSxRCviREuYSh9z/H7NhX77XXQ3lbaXwvxCzOsPHSCslbR/sVSJGHilg1YXCW8ajdFI8GFio19Id297arwg7Axhb0qn9Zo0tmIvCHc4Y0zoxi5pHjp1OKrKlR2bQM9TAniGH/Nfrr7o62xvEjqP4+IKHwAOoPGSVFmyWpBdHwdvGe4MEt3b4CNIW8HuBDidUX9lLi3LXIfXUK0JMpYmLQ8OofpL5bUP3N4C+jp3Nxen8tmpHbtYP0Rc6QV61lZg2AIc58bMvmRU5R7Zll6eJOiFRKvxySrUshiOKUoG4rGKcfkpxdRm32Ki3fS3Z9gG5rNPTE2iaVO+BlLMHTUTvZRJ5agyLH9Ib4sMG7E6S5UmGWzcqOmJe70IrXAMOunKWuC/C/rgpLf8ck+er1P/4oZlq4LKOtgTnphOJuK2Nyjq+IRnuS246AUm4/ey8b+gPqSY+ofT+OXV3GX7mHjshZFXfJifeAJ+4qZz6yhTi5JSKAswUi6VDYBykqlKW1h8o6S2Q+dEqKUXh+bZejLL2bpkRMUTeG1N5lsqo0TUpGpfiYn+PJJfL9P43BMM47wzTrp/inyfTvIWhpbE0NmxBVuckGGKwf9nQHd/R05YZ22JEsZpp8THl7EpynlZXvIrxQwU29PQjizQxDIJ3J06QhWhqgzK1soL31ZYvuDewXl+eEQfWYVHUc0k1lsJLiE5pc38IePY4whjEIpJ3rZTjb2JwSpp/OlddSpFfyuWTauaFPUlHDNI0o96PuzbH8N+Xg8T0FSwoyg49NZj008NjJ090xKzvI/rcLiKuUlC6xfXh/XugcgjCg6QjYTbMhJGqXQtQRVr+FLi7n9CMZ58bBV8Xt7Zgm1rHHWSWzde9Rdh2mdqoPz2F5luO6a5+SNU+QdCbMlq+LNCoZiqBQNjb1iChRs7goY7PBEXcWOTw6I7j4teJFhiooi8nZAOlPRC0fy0vXsNJvXzuFCRdS1BL2CdDZmc78im7Y0jhkm7yzRuSPvBORNvWW/+XaWbzeHwbbSflAiDFA+Cihr4oqT9C5B81KU+H5fgGM5eFVRkgYKXZV71IXEq11qcEaqMJU14f4Nhk6Ude4kXzSrSk2GEd5a3GCAyuW0PlLOIxCYkHmIsrWxuLRNqig2lbiVB4bIi1vcmardsVT4cTVHMDwbb8VXgDIvG4bJPYWVWt/eKILUYkf0jxU6VhkzThvyRQnOElhHUZeawDYSIhBQqNxhl1fR0xP4QIyeMpGxGNX0LZoSZ1a9AXZ5Bb1zBuUkb7SsSbtNJrnwYb9E9Ya4bncM8tKxnNZdVS9cwHUerxTKe5x16DQn2CzQucEFktYUZB6zuI49vUi4awIIxmOhrDsb16tyo11/IOEHI0aTjRTkBXZzE4WUNbQ1OZlDFUbYHGLXNwR8d+7sGukb4dpB514QwFW1K+8EWFfW5VnKKYLhWVpOXXrMsIQsw6UZKs9hE7T3+GCGoiYuZiTFfpxvPCrGMgp9FE05ndqoUlLnUsMO5lFOXO02lgIv4dBjVktJp9vojfumRjwC3l1YYVcnXV9RwyrvMakdg70ozkGaDwZSLGU4K0V0So/updi1NfRku2L7U2NwnXJeUszKKusgEkMIDbpWk/YpBcbgQo0LxJVua4qyUNgeUqN9aQmzcxp8XUCIoRkD/OQ64FzsSMX2hne4YYovSpQx6KSiH7VO+nROmMBlGeocI0cFAT4JKBqSTx3lCjMUg1o5L8pXS5+8gaIl1eRMrjD9Qqhlz823HzXvHKNFsA2S1inMgl7wMoGHqohI0C/RWUnRGnkOv/2P2h6F/Tbrx7bSfjASBpg9uyiNorHoKBPFYF5L5aEYBpdMEc22wHsmbx/IBmx0lVcsKSl4jxkWghhXimitQkeX4gpX1kMmdZ8JDHbfPPaq3QQrQ7jrMC7LCE+sMuXB1gO6eyPyjiJe80zeadGlZ3N3wGBe0LJ5S4qclPUAb2ZRVsryBQOJAybLCuUMtRVL84i45jYubVA2Kg7tyj0WDDzRmsbkoNOqolCjgVqYx9cifGhkQyss5uiiKHVfVeDKxRNRW5Hwga0H+MddjdeKyTtzvJINwvQLyk5MOp1g656yrvHtJjrPURt9OreDbUfYOMEHStq0UWAGOXamhdt5FS7U5BMBZazIW1LjHAX1057GLULTWk7U0A+9nNLIdzq3NE6UNI55vNFkF83iL5ljMBcSpOJWLeqK/u4aRU1AUsGmIsgEBOjKkuadG4TdhnhQKiYt24xIZ6tCJw7CrgYlxS3CHROEp9YkFjoYMvGlTZKVehVyqJjISk/xqMslM6BfYPISWwuZOFjgghF9ZY4LNdlULK7ryZjksr1SCEapivpVY1JL44w/ywgWKPo7pI5y2Pe0j+SEqynZXA1lhRI07At3tSqloheA6qfUF6sUuERi+3hPsDZArW9KkZuL9kBgKDs1bC0gXEvRdx3FbW6Ol5IKAszMNL5ZR2VFBaiyQkmrBOC4/vBZ1ENmqJ/OCb94ENcfjolObKQYXjJDsHOCdCIka4tBom0Vd089zZM5QTfDRQEuEVd/0QhIv/NaTOqoneqj+illQ0sOdKppHFe0j5ZE6wV+s0pNHFXoCmHjihbR7odUhmBlCIy8Td6LV8Q6qfK1cx4fBuS7J9jcE4OH2kpJ2C0I1lMpbDIcEuxaoFyYEtpgK2EnmwTMfr7EBxD0LMGgxCYBvd0Rw1kBEZpCQITJiideVcI1nub4RkMwNHkBeU7zyxuYYUsAjitr0qUsJ1632MpQTqflBD7zRblnbSklOi755sHE/8/ef8XKlqX5feBvme3CRxx7vUufWb7asVukhlIPNRBaIzT5JgEiOJDmgYAA8YES9CDpgRAgQoQeBArgg/pRGGBEjoYjcdRNGVLqZrWp6qrqysxKf705/oTddq01D9+OOPdWVndxWCqA2ZkLSFTlzXviROzYe33r+39/k6CGf0ra7PCCgOIzsb4o2j/FCtZQXx5DCGRPC3xiqLvJBiKf3owwpWX8UYH99gf4vECvHamslahBYwQ6rEUaQlVJMlUcobodcQJbrXCrFWZrwuore8yuWQYPI3pPO1AUNA8eoR4+Id3dpti6RTVSZKee3j+5S1itML/4Gj5KaFLRr7o00HQVLrYbByyTB6I80HtcYmYV5nyBe/IMFccku6+xvNS6R7WObDZXouusxJvcA6rTobw2phpZgecT6VRHixI2RVs8sfsPKuLfew+VpSx/6Q6zGwndZ47h79zHHR3L9fWB5PI++ss3cB1P3dX4QYYpuoSzKTx4RLy9RXL5FtWgPXhMc1ResXpli9l1S9NRrPYDru9aP3bZjLd/4Mj+5x+gR0OWX7tOsZXK2OCoQpcN5ukp7uAQe+USx3/2KvmuEhe4XGazTSY+7UGtvb7B5G0ATFkS3v2Q+D1F8AHnHWhD3bWUk4CPAsmpJmprwOxmhK4jxgr042dCPPrue6TPwa/KWpqfe53jL2WoEEhPU6KlJ57XdN4/FuLhYiFa/NGQ5uu3KEcaPzLUve5FjKlW2NKTHpRExyv0fIk/OAJj0L/4Gk0nJpkG0o+PaB48JrtzA5dut6YtDhq/0YgDqMWK9GCFTyNWlxLqrDUcOZvRHB5jb1ylvDaiyQzLPUM1VPSeRIyfdj5VtP32mHq7Q3ReoKYzfFmKRLBFU2Z3FPUABh9kXP6kC4vlpkC6WDG7HhF0hG8PzQBqGYgK4VwkHx3SPH7aptEqdKfD9F95g6OvKezCsPXDPumR2PCqIGOC/uOG3rcfCLy81uC3Rdslitm26MPtUtF/4IV34sKG2OWLAooCMx7jdobU/ZjjLyfMv1oSvCK9F5MdWnrPYnrPMihK3P6Ys9d7FzGZLtA5bOj+7sf46RyCJ/hAemmP+fUbFNugarC5zJ57Txzdhyt05VCrAjod0c6XJaEscT/8iOR9ubfcuqMvSuLzEpdaVvsxxViRngVGv/8U9+gpBE/jHDrLMFfGEJ7LXf0ML3FE+6LT/vwsJVKToKRjcrFu2cAyP46WAVtKR60HfVSWXpzCW800zoO1qG4sZOU6BieBAWHUF33mid74THsj0Kp/DoJTptUC27YIl2JhSS26TDuvSM4j9BqaVaCaCy216JwliAQPWC063d0dcQlLXzRRUK1cJplJAVZF67Xpxdfb5G2n0hJlAPFazxKaRGQ3PmoNPJzH5I5oYbCrdiauNCqOREuaxtJBHxtsDvUghjDE+ADzOaFpiOdeJFpL2TDXKyiBR0V7K2zwdY6wjxR6a0IYdKkGkhwWlEFXEaY06LyPrmpCr7NhJyvYwOFhPQNuYeQ1uWmz2pmlimL0eIiKYwqjsAv5/nRFi7S071Xzwnx1o1lefxYviEy8SDfwft3VmEIT+7BxOBNdbYQpHdHSbFKsLiw32+9EQUgMoU5Q/b4QlGwLjSLkPzMcEJLWPa9VKYTEEFyEylLxzE8TIUMmLaGpDfgIvQ6mHuIHHcnrjpSkvM2D5MWvE7M6HVRfNN1egy4dQSn01hjjPbUVNr5yimaqUV7kfhuTGNeSo1oUB6BJwSdqc6ASq10JkTFbEyhL3GIpXv6VFzvdUtzyxNvfk5zI/aIchH4XVSdoLQdsr+Q9aNcyuHU74rKKJtU0w4T48h6UlXxO71D9npgMtb70odbgZSYdL4Lc++018ZHBpfJ6yguhz8VaDoT1c6ElTbPxPzCVXFtdtWS8rLUd9l0JHylKjFbS9VsrhkC6DTlp3fjwrWWyEwJsUOC7GWZrTFjluPlc5KQ+tM/BZ6xF/WPWF0X7c7UU3mjqvqEctl1XLSSgeOHp3p2hFwXN7oDFN69vXMXWjGr7/kP8Yom+cZXi2mgT4whQDQyLywYfwc53e0QnZxewnJXNYm2JaLa38NtjXGqxS0f/iTCGQ1XLxvTJE7aO+7hhl+lrfYpxGxjSIly9pzXZh0eENKa8NKAaZdSdLlV/QjAyX157Wq+NNToHFfGTGaqsCKfnANLlffSEKI4vZnmtvEzdukZ+tc9qX1EPA/mxpbM9gaom+/iY9L5BNQ6sxezt4PZG5LsCD4/fy9n+vqPYTTl5I8FHCVvvpGSLJTQNvbef0f0wlg3F+RZWlINFvIDtP6qIZhXFdsriihDt8rGm+pdu0GSwvKxouh5TKJbzSJiy12OS2aj1UZdNWbdRkEHTkg7FSCdacOHX/SPpWGZ7wvLr1ygHBlMHdr/bSHb12MjIoWXZ64ZN9OOPXd6h7z5h63yI73c4f6PPal8DEel9LdvO7hZuKAlu0dMZ8SdtfuQ6t309v8wSqisjqnEMdCCMBSruCdTvLSzvjDFXBrjMUGdyYqlGlqZrMEVMqrVkgO/2WV5J8C1RMVqKC9/qlW2U36YcGfKJECtHH1Ukj85ReSlRk0rByzc4e3OIcjB8f4b98BHhyi4nf+YSTUfRf9gw/O4BAONOSkgMerrCn08JPqBrR5R70Q4/WWGmS4qbW5y8meATOTh3HhcEo1i8NsEl23SelkTv3idUNdmzgnHSIVp6Oh+dwskZg8MuvY/ECrjYyzj5hV1MLb4ApvTYecXou0egFOXVIcVWJOOXoYxf8u0M89JVCRRaeDmktAqDoGWMkz2I0BVs/6Cm88ER5AVusUS1kH2+rQgRF6ZKlaEX/Uh328gBIz4Xj4PhezNUXpHfGnN+p3Vvcx1J65o70oMJuvEUk4RqaPHrZ9tAeubpPlxh8ppoKRr4YOD0a2NQYwZ3C+wf/FBkapUjysOfGsmX/4zR4L8o2j/Naju3pjXeB0hPPfHcE59VqIcHNOfnqMmbLPekAMvmDl2tsEqJS1EakW9HQmJp759iolnc8Pgo0H8YEa1JXS3p5IX7LBNDCIzClF6CIhaVFJAQJKP7+ASzNSHbSkFFkt/bkxeJZhXNvQeYrQnhyoCqpykmmtW+mIfYFZv84PWyixp/7+GGFAUI9HZ4dEE2Wrtj3bpGM0ypBoa6H2h6AnWHLEF5jz88xi+X6E4HvbNFSGKqccpyX/zTxx+f4D6+T/LNNyh/LqIaeLpPLVkcyWb36AmhaWSmPhmDWeckQ7TypB8d0tx/SPfWDXy8R91tP98lIelVWw1kDldKiIJqBA1Y+1ev5W7rzlhmwGL5iQ6wVJs//9TKUhb7lnJL0b/v6T+YEbTGRT2aTHTuuoVAf9JwzZ2cwsmpuK+90afuyaa7Lsa+m1BuJZjckz48pHl28GNfx2xNCNfHVD25J138nHOdl3usHK0ZaReyppCAiluSXT9Bx4ZqGFEOpHuMZzI79la1MkdJOKsGYFeKaFrg2kxrQEYG44z5dY0pYPg+QjK8vMPysqYaBjqHCvf46Qv3mXvu5yXNLmByj3l6TPPsgLiXooIkvJkqYM9X+F5KMTYUE4VyMfFHMdQNZprTfSbJWhyd4s7O4ERmt7rTgb03WV1S6FpRZzLu6ecN4cFjgvMk+gbK9SnHEfmuSKnqQXvpnCI+N0RL3Qa4hE2sbTwVXkj6aE7zyb3NZ1PW4mON64TW4yGAhqZ7kSK2WT7IISLXJOcOde+xzPmvDSnH6gV2d5MZdB2jHCz3LMWWHCKaDngr3I3eA4SDUnpMpakzzWpPRn3RMqYfRVBV4MIGQfusry/g8c/ZCgp80kof2nmvzQPxeS3kkZevAldZXunQZNJFJyee5LwhPislVxvQ0yXdxykuNRRbEpWn60B6qFuIzqFvXgOjSc8alDekpw2q38NGEShFdLqSrrbtwFVZQa+LiWN8O8uibiRWz8p79qfye8zpUjbCqiY+K9AuYOoI1HpTb803StGex+cV+mzxKScr3e2iruwTshh9MqN58gyCR82XWKXoKkXdyai7hmjhWd0cYoo+SRxhjk4kAakoUY0jWnRJ5lY2urqB4DHLiuwgYFcaUzvCzgRVlKiDQJjPUXGMH/YIicGsGnqPBBr2wy7m5dv4LCY9KonmljqLCRN5WHWhCU5hVppoJpC6aVFI1ZLudMPmkPb8diWHtpaln2qB/JXC9PuQpbhJryX3yM+rqkH5QOdZLM55kYSABA3FXkb0K2+JP/rdZ7iDQ8z2Fu72ZXxiiR+d0tx7IMlO7ZhE7FjlO2/6MasdOejEx2OM8wIFt7NjMxygul1IYqJpia485SSSA6UVyZhuEYrk3GEK92LRtgIFm8Jhz3JUWSH9XCZa79ahzFSB7Fhc9vKdCB9rtIN6lJLevkkwWjLmjaLRisFdj3ZiUWtfuUOx33vumbq4t9yXX6LYS9BlIJrXkkNttMzaA9S39lHXd5lf61COxP+7HGiySReXyAHJlHJIqW/vS+pYN6LptNB+G/mqohjdzVC9HvmWpdgO2IUiOwwkU0nXC0FUCb6XyjPbWbuFiUtZPAVTe6Kll5CaJrQWvrC8klCOW9njKCXe3yOUFX4+J/hAfFbRe2DbpC05pNtloHjtEubGDrps0HndBriIhl35AFGMihvik4LhXeGVVH2xd43ngr6p2hF0B+VF4hmUgkQ06asrGbpMsYWj87TEx5p42aooCo9767Z8BiA9yP/UFO7P2vqiaP80S0PdNS1jVrro5LwmfnxGvT/k6Bs9ytHa4UTmV93HBfYHn4j/c55LJ/zkAHt8Sjwa0vzcVfId8QSevNegq0CwitlbW9jc0/n4jPTwBDXs0+wOCVYTPRP9KshJHWNkJj4eglLokzNcWeLLUrKt5ykqF60vTZvn3MZF6k+ekCQx8WRIctanyQyzm6L7jBaK7MEc7j7EPx8+sb4ckzFnX9+hGCvG73eIj0/wRSHEstMzzCPL9vspKopYfeUax1+K0A1M4i0ya8Rg4ugEXzfYJCZLDKryhPb9qZNzJj/syiarWqvNlSNd5vj5HNXJqHY6uMSQPpoTPXoqG+9r+xRbI4H0f/gI6wPJ1m3mN+VQFM11O/sW5q3yAn+7RJKaOicOuxJ3sXIgsp6NJEoj6EGAqmfIlELZSKDqSY9iN5OOOAvSza4KwqogOj4lcg41GbN6ZYe6pzm/bVldMdhFyvXf2oeDQ8LVPR79y32qYWD/d/fpPnmGUnII8HGQwwCAkQPf/IbCFAqbD8jSCHO2RJWlyO52tymujjBFQ/TgGDWdod+8xexGT/zWZ23cau7pfHCEPzrZfLfKaFS/T+ikqKomnJxJbOtRSu9Jj9BJmb+1zXLfkB17so+O4fgU+8ZN6m6HYGC1F1EN9y7CcjQMP6kY/+O7EEXkr+4xu71D3VMt81ueK3xAb0+4+690yb56ymyWYR5nmJVi9JFn+MM5rhtx8qUOxbai6Qaqsdyb+cIS5WuoOBDPhfl/9BWRqZlSeBlBK+LWC173urC7RTPMWFxV2FtzysMO0duQPV6izxdijpIk5Nsp86tmg5CZEgYPGvrffkzIczHLWfMgQkApRdJ5Rex2Y1hdSlB+HzstUHdLQp4T3TtgN5/IAVyLiUl+OePZzyc0nZh4KuoQ7cSJLlq1rP5Ukr3Ug6f07wXUsM/y9T2KiaFzUGM+ekzICzqzPZLTHvUgJpiIaigy07OXJCp357sN5o8+xoDEzhpN9dYNnv1SF4C9P8ixf/gBlBfz9c/uUjg+W8EnXxTtn2IFWnet9h/vn+tKdEu4Sto5tpP/1ata5nkvvFBr9O9lHuiNFIRo7jBFQzWM8Z1WKlaUNGdnmDjCxxPxHc8SIbnVjchkmkY6mSQGo9Bpiopi0WmWlYymlyvc6bnoZXWbA6y0MJ+rCp0mmFysOHVtNqQyvSpolkvp5u1abNxGU6YxVVd02E3XkKRJ68TmCXUjhSMvUJFFV1c2BC+XKnwnRre+6WuTCXntlmmfJEK0Kh1GK4kKTSWEYxOeEdkN2UeFgM8LTJq2MZoiZQmrHOoaUwd0S7bRNZsuLFqFVvuqZU5biz7alA4Xy2xWyFxssq7XumYUFwEqkRVdeNTabEZcwJVt4looS2yayu9Tgma4jpdgESNz6hAZmm7A9fxGJx3WWenrUJqWPxAUGzTAxQrXidBFjM5Sgm0IscwqtWujQ70X8pFDmPVBmPHKIfdSnot+uL1HTBSLu1fdbNCbYAyqaYSPsLaxdaDykmY6Q+fN5nDj4gs9cd1V4kluNaEowHlxWMukY18/M2tdNVoMbLZ7SxqvWfZiAhpvJMXOpxYfK5pOwCUBTMsqj2SEsLGtbR3TfNyOPVqihouVuINpA9YSEotPhP9graMwayafcANUHKPiWNCH1sJXtbwHu3D49sC6fq4A0YIbg6n8RZiQUoRIC2nMGHkGG4dalW3qnvARzCTFx20KW9HG0NaB0OaPB6UIaSx2psuVHMDjSIq5N5Lp3QaKqLxEL2KM1eg6QjVy73kLaOQAv1jI79YGpVXriLe+f9s8+B/nZvcZW3Im/AIe/1wtFcR8YnlZ9K7BJmQ7++gmMP6gbpmYQQwgKo95dsIL/alSqNdeYvb6EJe0nsqxbMbx8RJ9tsAeJ2RpJNBWKztRUUTTi6h7mpM3tsh3J8RTxdX/6Zzw9gfoLCW/2sclimirg72yhaocHJ0TpjNxKQsetMFeu4zbHqCLBp4cStKWEi23jzWD+w2De4FoVovUCjDb24QrO6LHbhm0xTgWuVsEqx1D9LU7Ep4xLUR6ouTvoRR2UbHzfTmIuFgxv9MnO0qIj06gqqmujDn6SiZOXJdT4vNL+ERT9cXz2hZhoxt2uyPUsEs1SEUWZhX5tQFx/1XKzFJMjBSDRAtLugqkhyWDT8Qbft3ZJeee/sdzVOnwnUgYuFq1tpiGeF6TPZNK3fRiXGo2+lwJhAlUX76Jqj3RWU706IQm26UaK/xOxeooZXhpjJllaOdxZQlpQr5lKYeK7CgwuA/RspGfBfT5kuEHPeqeofuk7dzyguHdgmiVEM0dPpUDWfdxQTyL2jhUTbEdUU6GqNsDVAPJSUl29wzfTzn/pauUw2tEi8D4/RLtAnXPUne0wNw3dzB7I+zJHPfwsdyr4wHV3gCzqNCzOa4sUbeucfrlcUtmcux8r8IsKsIql6IW6Q3b3cVsIkQBCLC4ZHH/4quAqC+iVSA994w+knS35OEZzjnC+YzL//seJ3evEgHj9nDQf1jC8RnRMmX0YUR2bMknmuXVi/FBviNkwdGHFfHxEtdNqMYxPlYUI0M5VKigqa9MsO1h16dyHZNTmN8dEK8Uq21o0iHRsk9yurX5DL3HXohq5w2mdNiDqdjmRjH6pRvUuz103mCP51DVqLOCne+KrCw5XKGnSzkkxREmHuJv7jO/1UXXgf4H5/DsiAy45Ce4RMYBZtUQYs1qV/zMXRzRdLZRLmAqj248VaTJdyLqjmK1l5B99Ra6dKizFfr4jMgNiFYpTdZyIn6kGug0Re/tENKEUDl2vl/LvvT4jOYzFmf5J60vZtqfw1V3we1XKOOZxwnFRNN9Gtj7h09pHjx+4e82P+IEpYxhdWvAwc9rsbWcB0wuUg99eEbThmVs1vphabOfi6Fm9s2C//vX/3f+l8NXWX54mex7DSGJWe1a6g6YLYOpIpKpp3c8xZ1PL36/NbjdEbPbXeKZo3tyTjgTprrLjIQm/PAU//G9C80xwGTI/I4cCryVbtIlQmwJERRbCh8lkmx2EBOfp1K021g/e5LT+YNnqG7G+c9dYn5VE1RMnCQok5PvJcxeld9VTAzx/DlWjYfugSc9akBDsZ3iY5mr1pluNbSW1Y7F27Yox1IU1mQeezhjqBR1zzK/GlH3FMm5R3/8CDdbCNKQJKhBj/LWDk1XEx9VqPfv4osSA5j2+1NpIjrq169z+mYH5WD72wXuwSPslQluoNnfnXKyk1Bsp8RWE59J2xLiiHIkVqWDBzXZP373IqMc4GzK6IM+PjGyWXpBEOKPD4meZYTE4roJpJboyRn68TP0ZMTy526y3DI0nbUdKlz6XYf+9kP07eucvDnEvbwi/cMOk3/0GH92jn3rJdyNrrDHLyegEnqxwTw9IISAH3bI92LiRJM+SkApiit9jr8qMPa1/yVgv/N+ixhp4RgY/cLBRm46OewGIN9VLK5bdA2dp1Kw06OS6J37uOkM1xIa3dkZ2f/4h2RKY7Yn1Df3CLEmfnhGc3SCiiydEMi6GfGNIU0nEntWC+VYROrJwQL37gfYfp9oa0zopDRfGkuGtlLkeylJG3mrgiAq6Zl8lmCg2JIDgM010Z4RP/RjJyOvRYW6/xQ/n0sGdQjofp/8+pDprYh4HhhEBrMo0dMl2f2n4oRWVTR1g04TieJNE1ZXMs7vSHxp767Bn5zC6RnRx/eJtWj/AezWBD25Td0TUmkxaWfyPlxICVvDoDyGYpRgKpj8oCG8f4wJgWg5bkcVCpW+SHBVaYLbHVENY+KTgs537ou73/Oxop/xFQAXvoDHPzcrGEW+1aYN5YaAIZ1pknORmoQkxkxGUNWt33AgPO/P/fxSoUXqWtODSOH3JtgoEphylb/4u5NYJFsKOI/5H5+9wcPDCTcWbQZvVYsjUgtrm1o6/TDoYq9eIeQ5ru2aQwup+kQRtkZYY4RA1WpdfS9Bj8ei60wFpnaDTHLBAwQVpFCWreNW1LpQ5TJHDEbhMiuIQ+k20ibVE+02tDB00zKog2jG9Upwx3VutW4kOGUNm7qkfdhaOZpv4xnDGtZu4WvJN37u9QHiiLpn8ZHYbopBSkCNhpJNXtVipen8Rn/ruhHxZIyq68373LhelSW6cpKS5YPo6zsdGqNRtWZZxqgG6f5sS1iDDfqwLmwqjlFNO0oIMuowyxJdW4I12N3ti1umKMF7TEtEw3lUZFFKjFCSmfyOutveU7EmGfYJiSWewfIwxeYQJkN0EtNo1Uq22BDQdNlAFKGApiOe0wRLujvBJjFFrLG5av0JnNh0RlYKUBTRxMKcVuFCQ7whtykoh2qjdxfHQLkma6tTMxqiRkOBz09O8asVoSgxy5JQyQHMDHoCQTdiJmKLHqaKCFYgaxB712AUutdD9Xv4fobvxBfpdIh2v0kNtnDoVYPWimRqNvf0GpGJloF43j5TTZDwG6VQbZa67nRQvS6qk+EjveE/6MqJp0FVCx+kDQghiHY6DPviJqgU0VIIkKpqrYttJBnsa86KtYRBV3TfIM94sVYAhM1nCu2+slYGyDPQkhLjGJM7kqlsAE23tX1d8zIQ4qRdaXRRbZ4JeT8W6s9Wh/rjl8J/MdP+/Czf8cx+KYejhN5di13C6OOa7OEMn1qKa0P87THJWYk9mErxPjt/IWovtA5jupFUIPH2hmqkePrnxig3ZvCgofvx+cZ8AaDe6W1MT/a/BeE3d7m1bIjee4gD/MERgz9oZE7n2uIy6DJ7fUwx3mLwoCb51vuEohQ2soaybyi+OQE12UCaBAgv94kud6k7mtWuBEx0n3iGH63QeS3zt6oW3+Z+1rLTdTvT1ZTjiOWliPTM0b1/QpgvCFd2Wb6x25pNKLJjYdXT+jCnRwXDD7v4NbyqJWVo+PEKnTdUOxnFdgQBbOnRVaAZKZZXxXc9PRK4WTViXgFgl04MKZSi2utx/pIYt4w/yLHHC5rtHtNvXAJg8MMzwgefQAhUQ0u+pam7GfaS6G9VOwuOz2uiHz7AnZ5jT+b0HiVygIgN+s416r4lPjYs3IDOXGw+m8yQtOlKGDn0+RjKgaZ7eRezKvDHp/j5XHT8956g4gh/8xLLN7cxhWRo+2eHssFG7dy02xH2PpDePSb92FNf3eI0ZPgY6r6h+OpNtAvsf2uJ+p1AOUk4/EUJmhjercg+OpZDVd3I4dJ7QidDZSmLywnzG5IettqZYIsJysHoAy+e709nuKZGj4aUr12h7ku2dzIV9nTn8QpzcuGCFowmf2mb8zsRawOXOtPEmSFSGmUt1VfvcPiNFLsK7P9vXXjnffx8jn7QFrrxEPfKdVQtki9/dk406BBPE5FWtWlvugq4XoJ+6TrFOGW1F7UafDCFHAirnqJJLL0nHvv4hFAU9B6m9OII380orvRwmSY5EbIpQL0/lIS9JqBbFEfduML0zfGmoEaLlo3/7Ez05W1xx4eN57gaDpi9uUXV0yRTx853c0xew6GQAc3WmOrVy9RdS92VbOu1lSpepKaD96foRbGZg8ubaQvrc//u+xnNa9fRjSe9f0b2YU15e4eTrDXusQo9FPtl9fgQC4SyEmIdiNd6pwPnn61i9+PWF5Kvz9mKreP2pWM+ml8iOVUkU0/2YIr/4BPMpX3q6z3KgdzYZp6C0aj5i5dcabUh7wAbglGTQT0UgpIpDclxJv7RINB1x25mUP17K9S335X0pPZ1/Wr1wuEAwF69QjHeYnFNEa0sqbUEyk3X4xJJ73KJHBxMLu+nNMKMrnuK5VWP63rsymLmJWq2xJ9PRVakDbrbQVuL6nYI/Q4+jVtJjCJeCBHMnZyir+6RT2RTj1atI1vhpPMA9KIiO8lwiTCNXSKyk+jZlLBcYQZXqLOolWcJYUeg8EBIAm7awpy+JSAF6XTW5idNx1ANgaCw5znh/iN0/yVWOxlBK7oPk817WRusuASqvryubp24vFXCsPUya46mhRxYrKYZpPhY8peD0ZiSTQbyptOG9lAiZCjXT9BKoc7lyw1Ng5vNWv3uVVa7GrvSdD7SL36/SmE7Gb6XocuacHCMm82wcUR8LaX24nlebEcyBvngGc3jJ8S/9BXyr0b4CHqPNRyf4utWUeAdutuV6NlM7HnrgbiT+UShaugcBrr3G+yykajQEFBxRDmOKEYyo44XTtzGDs5pHj66eM/akIy62MsX97IQolRLrpO5/OKWw87leqr1NTmfCjlua0w1TqQ7fiIEKZNX2FLg7WTqSY5LORREmiZJKMeWYiKHJek+5f5Yk7GCAn8+xS+Xm7dqBgNSe5WmnxAdzHAPn0gQzbiLjxMZ+7ReCm6Qstw3BAvxuRwaTOkJq5VYt2pzEd7RjkFCGpOPNfVAkUxlbkxe4NcIW5qQb8v8uhooqjbb2q5aLXouBbY5PfvxSN76NrEW9dpLVOOYaNmg781pjo6IRj10lYjMTClUkhDKEj+dv+DChlJyOImjzef9rK8v4PHP0apWEQ9/5yrjJzC4V2FXDWq6kNOzFoKVE7UJapkT8mIDL+lOB727LdaeHS32llqK5ZoVLN2uuG7Z0yUYzerGkHIk7lrdA8mI9pHBfO116XofPcWdTyUfd2dLNLGn57iTU0JZ0Tl2eGtIT92nJFvAhgHsDYSu/H9dt/aWAbqPpO3tP2pQs6Wcvr0X0k2vC5d3N7nCdd/SpIrlvhRIXRsxaHj+12lacw5D3UnpRi9higanFZ1npWQ4X279pK2i2e6jOym6dAweVDQdw+y6pRwZdAO9B+Je1jn0ZIcVLtEsL8nMWjcJg8t7qKommjWMPtREC4+aLiQaUYt2dpOj7N6gHCSUw4vvce0KZwrRNftIQRLLJtc0mNMFIY6od/vUA3m8+vclhW3DEo+VWGqORJLXOfTYlSI7dehVJRr79sCwzlH2aYSPDf0HDTZ3qDai1QwGsLcNcYSPjBC/nJbDIKDqhmgpN9M6fOQCArWoxmNXbSpcV+PvXJWfayH3uhttvsdyqNq0J0XvYRAEIwSqgRES2dNYrpH3mMpjS7WxUPVWUV/fRu8OhZxZyojBK0X/QSUFoIV1lQs0r16T9+Fh9LYE07jMEr/1moxDtBbYGkgPVgIj54X8zHxJ72GBSw26akcxjej8VePxpke+pVtSZMsil7G3EEv7luTONUxRt6z41k0ur4jKmpBG8JVXNl1s57EUVn/zEurWZRZXM+F2aGAoyIpLFLq6jl3sQ+MFmfIepgthz1tDvJRiG88aWOViGDQcoCetb3lX04igA9tC4aaS0U451Oifu4MpHMn9E9Hz/5jiHXzATBekTw0Yhbu1D3cusdpOW0MYcTwLqxziCP3SDUIi957PLLiAeTaF49PPXtLGH7P8z6jT/tVf/VUODw8JIfDKK6/wG7/xGwwGgxf+zs2bN+l2u0Ttvvjf/Df/DW+88caf+LpfFO2fYsVnFXf+jtghimzF4aqqlchoiaFsXcf8yRl+eSGT0MMBy9f3qAaGJhXd5cYmFFBetU5F4p0cnhyghwMWV7eY3YH+XcX+Hx4QpjOKb9zm8BsZ0TywW9VwPkVvjTf5uP33Yjg9I6xWdO/OSc5SoqMlvvoRnWVYy35kE3eJvCddg2oUyTls/1FBfLhETReiv271qrqbwfaY+asjyoGm6osTVoigGnl810laVBq/+CuNkNbqbkA7zexWKkSut2s6v/cJUZrSdK9Qd0QKtLrSwVSe7NGC5N17xDcv8+hfGvHylx/ywQ+ucefvlURPpqj5Ej9fEF/e4/ylfRZXA94aouUW0bwmOpgxfPtUurY8F8jSaiEVdgLnLxsWl4cEC3UPfBQ2ueR4iOaKkCsxVumk4q1eVvj5M3SW4q8MWe1Y0nPH5PeeEWZz3O3LzO50pXMfpthKGMiDj3MJ5JiX6NlKJFXrA9XuFoe/NKbqK7kmv/8xoSiFeQ6orTHTr+xQdwRWTU7FdGTTyZUV8XmNKaWw+lhIjhghilE7krOAS6EYaqq3BhfkvQhca9e63tBVI8Yh2985Rz14RvP6dU7eEqvMzkOpKKFxmNxjY42uZfwTrOLs1Yxq0EFXkMw8poLuw5z0O59cHCC9h5dv8OyXR9R9mPyw4dL/5z7EEYu39pj+4riFheVzbL1bYP/wI3xVbQ7EzeExZjbHWgv7OzRbPUnLenaCP5+SmFuYq/Hm+/RtTG5wIhUsRhr3xqgtiuK4Fs0a4g+fCKr0tVc5+oZolne+s8R8/0PUlX1OfnGPYiIxqU17zep2jy5KTb7TQdcdorkEmJjSkz7tYM7m+MiQnDuipSI6WeHOzgX+v7JLtdURdGAsElKTQzwNbHzvA+TbmtMvKcBy6bf3yB4+/vGHcu9wT5+hjo7Rl/c5+rOXWF4SgxZTgCnE497P55j9Pc6/tMVqR1P3oBpK/O2Vf6yx9x7yx+Whf7Fk/bf/7X/LcDgE4K/9tb/Gf/Ff/Bf8x//xf/ypv/ebv/mbXL169Z/6db8o2j/Ncl5mVE3zgs3ieq1nsWjEnCKyFwQja3FZq0tdk2FesNoC3Sh8+4cqjkT7u7YwDUggwVIgUm8F3gtphE5TQifdyHdCcgHHSS63k5lle1KWXOgLaF45UGuSG0CbS6waieFUq4JQFO1n8RIzqjQbb3TTboZJ2MCNuPbFkhjd6xGMwtShdX2SQ0JoYxg3+ueVwK2y8bd/Zlr4FNrABOlerfbSBU5LOD3Ht2Qf3TgpYu3PulSha0PUOJrzc/n8NkInljo2F5r79jNIsQKNEsLdmsTeaqK9gRBbdJpApaRDtlbiWa18T2G5wp2cYva20U2n/RxadPQazKol96yDV54PDjGScezXPtRrEpOR7zSkcZs9DtGyhd5/9D40atNVtl+n/Hwc4dtQlXV2dhPJTLPptHBxIqlkwvhWGyQG14Z2BC6Ia+ts6Tja/K51YInTAs/XXTBRe2+3LnF+sRQIts3T1iHQdKDuCirgjk/EUjTsbeBzkUUKlBvy/MUC5R0+z1E2wtTrw8D60rYIRGsd65WSX+uFLLe+x5q0JWUhHrbBKDFEKgrxAHhu5wyVeB+IH70cVDcs7PaSeRtoUoW2bWBNruT9R5oQWdB6w5PY6MCTGJdFuEy3h5QLFO75A7YgJ/I7ZMwlCWbrQwxay6F0fS2MEfdBozf7hm5aMlstqMTa7bBJFE1X9OE+kmvkEi35As1nC1b+cSv8M5ur/GSN+rpge+9ZrVabf/9p1xdF+6dYbpBy+n/9MsNPcvS3f/ipwr1+uPIti/nGS5i8IXp4gj86Fsip3dgl5lF+Zg2PmxJ694WdU2eB8199BeUCvSeO/oNAtGgI3Qyd7JMcrtj/PUewiuJyn3DtS9Rds/FDd52YqN8Xx7CtLtUwIms8ymiBdJeVdN+xwpZSJJoUmpZ1nJxKZ6AClNsJ1WSX7FEHNZ0Taif+6c6hTxSDdw29TszqaodZY0FBcgbxUhGUY/rmGN4ck5w3DN4XJ6uq36GcBKK5ZviJJ555svtzYSJbmZcmM7HHjOYO7bx4rf/cq7hIs/v78PSdm1x94tDPTvBFibq0i9sZ4KwWIt8z2fjKvqHuaOLj1jim1yO8cp1qmLK4GuMj2Th7jwLDjwX2DFag1GLLstoRa9dgpFg1HcX8pQHRpd7mew8GyoHZFENashGHpwxDIMSWepSSX+sTzWvJKS5KwmRIfWWCrhy6rGC1Qk0XjD4aivc00Hz9JTFCaQ9cVde290wQy9fngkEAwnjA+Z1E4iNzmX0GbagvjTD9jGK/QzVoi2DLoF/7kOtG8tV7Tz0oOL+jyfc9xTYc/vKY6KsjCcAo5J4ttzPir7xC2RUvfZcouktH8uAM4oh8e0I5oSXqCRYdzFoBYDDjISpNqQZpy3hWm4NsKEs6jxaYIqPpGsqBuJDZRbWRQG2euyRB97qoKCJEFl07QmKoX7uCN9dwmd7Ayrr1UQhGvMXXXfeaaZ2e1MTHK9SqFGc+wD48Zk+3lq7zEn3tCvXuQOJu04CpFPG0zZ+vaRnsF/tBehboPi7aw3LA9zJcL6Yc2fZgM8DcfJ11cqC34kuw/XaB8oHlpYTlnrj4xfOAqQK9x57hvdAeugP5Lwl8v9bFJycV8f1j8J7q9h7LKwnKQ+9xw/ATOXirJqCcR5/M8C2ZTTcBXSl6x4HsxLXsf0X5K28Qfvt//GfaN/95W/8sM+2zs5MXYOy/+lf/Kn/1r/7VT/29f+1f+9f41re+xRtvvMF//p//5z/2tX7t134N7z2/9mu/xn/yn/wnghD9CeuLov1TrCYLHP2CJ5iM7R8kG8gS2MwOlRdZS5PF2DxmXDbo+VxmkG1X5zKoB6HtygSqihaB7jOHrgPTmxHnr0I801z7h3PCd97FTEaEq3syz352hnn7GWZnm5M/f5P5db05letaSFdxt0PopFTDiGJsiBYxkTGEqkblJfG5eJKbQsxS6q6mquR1eo8q0idzmlHG9E6Hqq/QZYcksoS6ki6naeTzn56B0nSrl6k7AjGOvn+Ce/8T9Bsv8+j/MqHcCux8x5D8zj2iXhf7xh0ZA+Qw/GCBeXYm2dBNTWisJA8tLLZw2Fkpm9KVLot9S7wMTH7/EH/3AcEHGu+EtDXpMX2pQ5R7+u9N0cdn1Lf3OflSB281riNRqKqTMb/ZY7lnqPsQIpEm9R5XmN99W1i+AEozvHMD+9o2dUdTjMX5zaWwvCStebBiICIEoSAhK8/VE3d0BMfH6F4Pvvky+Y48ftFiiTs9x0yGFDsxugp0D2WI7mdzOh+fErKY/HKP89vt7LGFRXUdiFZSjHX96dO/G6Qsr4i1Z3qi4AQJBJnEmK6lHBuariA1IhlSrCVCAL2njv7/+p6QwoavsbwR8EngbAR4RfZMMbgn5iLl0FCMu8I9aGe6qgmEh09QWYZ9YwTBbNzfQOEjjdEKhUH1uvhhl7pnN/NluQiB4Cr002Oy8xQ/6qEvd0XCtar4UZBWxTFq0JcONpK5vUst82sJ5VBLUMdUYG+7dNhVjUstYS+WjIC1bMoh2d4PnrW2w1K0m8dPUE+eouMYde0yzc6AchxLJGgk1zGaS9GPVnKYCkby5VGQnDfYgynKB9ywi++I/FAIl9DsauFQBLHWtUUgnnniH9zHzxekf+5LzG7G8h3N5R7oPCvFHrmqqH75TY7fSgSVaA+Y3SeGrXyIqh1nr6acvx5IjjXX/4dz/NsfotNEfOnhgoDnvYTZ1NB70pD9k/cJIZD/C69x+mqM+4PPPhEtwD+T5Gs8HvPuu+/+xL/39//+38c5x3/4H/6H/Ff/1X/FX//rf/2F//7bv/3bXL16lfl8zr/5b/6b/K2/9bf49//9f/9PfM3PVdF++PAhf/kv/2WePHmCMYZ//V//1/kbf+NvAPDX//pf5+/9vb+H1pr/9D/9T/lLf+kv/cTX040iPTDYwqMmI0yWbgg8fiSd11ofvI7k9LHF9Pt4q0VH7eSG8VZtILU1rGqXEtpgc+mmCFDspHReu8PahlLlftPpBu8vUqOqNuii/f0hSwhxJBtJLp2T3t1G1w3BGsyqwieW0Lc0md5YdaoQ8LGmGYund7QS7bepParfw1iLz4sLhmmQxwAtHbvyEJII3e1IClkBdiEkLmUM+EB6HsgONOlxQC/bIJUoxmxvC4TbeOJZTdCKZpBIjGRHiw2mEng/NE3bYUm3VvTE21kFCWWI/JB6EIuVpoV6GNO5cpnQ76CdbK5r+0yCoukZskv7MmN1jhACoZMICa0WD2tTyXfVdKSbMSUXntC5dECm8rAzxnYzuTbOE7JE8qdbdrtIdLxYlqYabQIhTUTva60Q00IgmickHb3J3g5K3ospJHADEOKeUsT7O9h+jzK1JGeSspWciXnJuiD7SEh7yanA/uv7T/TwbDr6cP0SKPm76VPzAvciWsBaI+/aOEffohAbS98QJPRmHUHq2aCLPtaYyVje+2RAM0pwqSZasAnCMLvb8v2myQXr/kfHSc8v58R5LEgnH5RF+UC0DJIK1lz8rK6cJOIBKrS6bSXjEG8DzSAhvrSDzktw7lOKDExL0FIQLQEU8UyiLp+3b3Wx8FuCgexYSwiO86jaoZx5wRDFVO11cm3+eBEwhUP1uhhr0bUnPQmbMVmTKlxqsHEkHJMN6tLatbaHSdeLUbXo8FXdPt+N38ymVStD3HxvjSOeNnhjsctGDkAgfv9ndjOy+kyvAO5nbGNqjOGv/JW/wl/8i3/xU0V7Pcvu9/v82//2v81//V//1z/x9T5XRdtay3/2n/1nfPOb36SqKn71V3+Vv//3/z5pmvK7v/u7vPfeexwcHPCLv/iL/IW/8Bfo9/t/4utFc8eN/9cpbpiyeGu/JbWI7eXaj3oNX5lSrEzrQYS/s4tZ1fTePQTnqK5tsbiW0qSSx9v0QJ1A+nAKp1MGyXWaboJL4NkvRLg/u0X/Huz/T8/g8ESMW0IAJ9nCdqFJzz29BwWmdPjYUF0ZSWDCeUly7KkHCWc/fwkVoP/xHP3xI8z2hOpWl3xLY/MLSDzftsyuW5JZYPTuDH02J3QzmtuXUM5jH3w6BtJ1IsqxPAyrqz064SquG9N/5HCHiuSkQnU7EAKjbz9j+HYsgSEnZ1DXqFvXWN0cyQb14Bz78Bn+1mWOvt6n7gkaoasXd22zs03+2j5Nz5CPDdVQUTtFk2XoKqPuKaqRFKfzlyLyrWuYKpCeNqSHJcurGU1HEyzMrlmK4bX2kNNGEQY5xNhVoHt/hTldUF2d8PTPZJSTwOh92Pm9U7FsbX3U3e6Y45/bohq0KVoVG9avLdui7hwojevG5Fvib55eGhB7jyoqwploe6OzKfHdBCKLH3bxWSTksKoRyHK3Q75lpdN9ReQ72bFn/59MhZVeVGKX2c1Y3RlTDg3pmWP49hScJ781ZrlniVae/icLzNmS5Ws7PPhXRcc9ec9x4/89vZj9KkW112VxOcZlwhdwSTtnbbkRmzl6CERLRzxt4z7b2luMDepLV/FGsdqzVANFtAgMP6kxpcdHiuVXr6CaQHxWYpYVPm75Gc/rkZ9bviglXtMY9O42dBN03tB/+whV1bjJgPxqV+xw5yXq0VPsZEy40Wn97APBAUFx9nJCeDUhOw2MfqeWoq2NGMgkCW6YUUwkCnb0kdgWx2cl9nBKiCNmX95mfkXQjPyyI0SeeGrpLpaEokQbLfdUZFBeJIzpqSc7rsUC+LxArwpJE7uzg4808WnB7j86J3RTzt4akO9qtItItsboVYEpGnrPxJK26WhcHKiGitn1tPXOh/SkJb9WwqNQSUIY9WWeXtewFCln9r0HdFpDpbA9ASB+dMb2PYdZ1f+UO+8/v+uffab9J6/ZbMZyueTSJfF9+Lt/9+/y1ltvvfB3lsslzjkGgwFN0/B3/+7f5ctf/vJPfO3PVdG+dOnS5iLGccyXv/xl7t+/zzvvvMNf/st/GWstV65c4Vd+5Vf4rd/6Lf7iX/yLf/ILliX+nfcxX3qV4naGS9pQBNNCY0s2Bdvm0lr4SEtUYe0Jx6e4+ZwoiUkGEbrRlGODN22BmC1oTk6JZvvYZYw3inK3obO7JM+HqMbR/Ej4iGqk+4pWnuhogSorwv6IZhihK4+dFahVCcOEfEu61d4Dg5vOsN0uPhIrUrNGCLxET5bjNiRjuqS5/xB76wbNVaHG2sPkU5cmGN1G/yFSlX4CRhHNGyLAFBJqQlXjnx2+2MFog0pjionBlprsE0fTaruroaIaBeKpIv6RPSO0mvCqp2i60mWI/lbmiy4GFwtZpxooXKyJ54HOM489WxGNYnStcVoIRU1XoRqJNdS16MnjmRMP+ZM5zb0HRGlM0Bmu49GNhodPX/hOzKBLsa3Id4R5awpBX7JjsDO/mU0rLVCxS8E3iqZjiDoSuLKJVm1hSxXFGLeL6mUyL3eu7UA7uET4COu0q2ip0A8OBZpfv6ftLbgt5h+mdIT7wjSOJl30lhGU4MmJHMRe3SG/6gg6sP1H4N95n+eNOmLzGuFqLEzzRP5Zh6+sO3rVokK69q1WnYuwmERRTESnXUwUdV9Qovi8wk5zist9VruCEJnSo8vmYg7+x3Xa3uELCTnRbQiPrh0cndCcT7H6Blzpso5KddMZNstaxAC0UoKsKCT8pgMoGCXx5rtSxsjhKTZtdGUgOS3Rqwp9Osc9O5C5ut/eMPDVqCKOG1zaE0JhWUrRrGqZb6/Ri5UnPloKMfH0HDdfoK9dphoMRWly4PF3H6C3JvDmgCaFOlOELN502tHcid7aA60JS90TdHCdOGiLIJI2AKMJsZWi3ZJWQ13hWhtls7eLv7wjj+eTI5rDI/Cf/aIN4H8GOu3pdMqv//qvUxQFSilee+01/sv/8r/k29/+Nv/Rf/Qf8Q/+wT/g4OCAX//1X8d7j3OOX/7lX+Y/+A/+g5/42p+rov38Ojk54b/77/47fuu3fovf/M3ffKFAX79+nUePHn3qZ/723/7b/O2//bc3/15bj37zVYrLfVzr29s59kTzFm5qdbF25TCLSuC6FnrSi1zYnSGgljnpUUE0M9gipu5qssNaNNBBCsTwbkSxFZHvG4p+jEkCiy/tk1yZYKYFerrAD3sUE0M5UgRlIEwwhSdaNKRPpSiGeJ1epAUuDKCLBo+wtfv3CpKpwMh1C8XaArpPBUJudgaY9GW8MSSHKwgCvZuXbqHqRtjsTYOeFYzfj1tL0UA9jNClJz4rUKVDL3OJBrUWXr6BH6WYZY05mrZ2iQ39+4VoRltNsqoaknMR1JqKjf1qsG1KWSzkJx+JJKb7TDox07LPm7T9TGYt4RKiU7Ed03SG5NtWUpRaqVvQose2KyURqRpcIqOD6toWdtSj2O1gSohPDS4O1F++jVnW6EdtoawborkYpyRngc5x6x42b7DLGhoPl/fQQbKhO888pob0qECfL8QO9eY10TFr3ZqzGOqO5FTT6poJkkQ2uOfxsaY6lmJiqkD+jZvo6jrp3WOaew8IeUH2ZEG0SlFNwL95W9zJ9gXtUUFT3dnH7o5RAcZ/JNyG7PFMoO4kwexsE9KY1eUexbYww9fkvA3DGbleqtdFWdu6eQkhrvfEYSovhMmebJrdpx71uJ35Hs9ReYnZ6W7c+SRDXIxrfCKIVr3bI/K3pFgVFaGu5TC9WILSoqIYJSgXY5Pr6LJhtd9leUlm653Hwh0IvY4Q7W5VZPdidr7vMKWnyWTMk0wv7kNz5RLlbel6TenoPcxlBl7K4cntj/HXt2kSQzGUa2cKRXMaU0YRmVH412+iVzWsClReQuhTd0VqlxcGXfWwy4Z4mcP5FOZLug+XuNTiM4v65hvUVpOeOUGCqkA1yVCjFB9LaI5uAr1HnuxQUXfl4B0UZEeB7oEjai2PdYso6vOFXIt2dq/TFH15H99JafoJ1SiWsdrOdVRzjfCtf/zTbcL/HKwAP5NO+9q1a/zBH/zBp/58b2+Pf/AP/gEAt2/f5nvf+97/36/9uSzaZVnyl/7SX+Kv/bW/xuuvvw5cSEFAoLwft36UIZiN9jn52hiXSkEwVaD3YIV+5y4qiWE0kDnQbIk/O78gNQHeB4mgBPzZObqq0UDUiIwqVDVunbf94BHRs0Piy3vMr19iNo6gEzj4pkVXlt6jjMGDDnXXstpTFNuBagjFtkVXsPuHAfO9D1GdDvWrV6jG0jGkUyG6qaU8pO78HPuHJdYY/Os3Of5aDx8pek8c2UGJjzWrqx1c3KX3sMC+c1cMMl69wepyhl06kmdL9KpAHU/p33+CSlPyt66yvByTHTeYJye40za5yQfM1oSzLw05f1mTHmdsvZsQTUvMyRx771GrfW8hvFVB58hhc02TiEtaMMg1jmN8Em1ysAcParo/PNxETFI3kKUw6EEcsbo+YLVn8QaWe1oKYb/VJFshW4Uo4Bea5Eyj3UVn2KSK1U6Kj2XDj5aCqrhUcfhzHUwR2P1d4OgIVVTtfFMz/KQi+aN7MrNvo1j1/i7LN/aou8JxEJvWGvXkGHd2hrl6meXLE+qeFj/61ptGufWhUGBi3cDg4yXqvXvgPakxoBXV1+7w6F9M8Ung8v+2S3L/EX61Qr33CdYYwhu3OfpGX5KeWgmRyxR1N0O5jN7jmv3/4cEm7hFA97pUt3apRhGza5K1LgQ+tYmgVUE6uqajN6SwcqiphhCtoPveERyeYN+6RT7poBsYfjBH33sqOvW8EMexq1utNKxlQkcGl2jqVgbl4gSzE6ObQHJSY/IaPV3JzDgE3DAj37YSxxnFBC0oS7klB7nhvYRIafyoi/vygv/b67/Pb+R/ju57x4QnByRao5QiOIfLJamuurnNk1+R7/7S75TEf/C+ROPubuE7MYsbXaa3jXTt7Wza5qBbPoC3cPLlHtEqMHpnirp7inITqqGiHAlpzccR8dwSHaTiJXB0gp7OiOKY4udf5uRLCXYV2Pn9Gfrjh4Trlzn/0ogmk65f5uCe0TtT9HTJ7OuXePwahMTTfWrp//BUnglAT0aEVYF7JuO69T6lhgMWb+ySb5vNwekCEQnUP/jsE9HgZz/T/j96fe6KtnOOf+Pf+Df45je/yb/37/17gJyKHjx4sPk7jx494hd+4Rd+4msFLWEMoTVpCE2bltPCd6qshXjUakg3BwOtwSB/T4vHMl68iJ/XrCrbWgW2BBi7zLHLgJmbdl64fsCh7lpc2nbxDSh3sQlr5wllKWYaps0rdgFTSIjIBiJTutWDx5Ln7IX9awpxk4K4Dc9oQy6KcnPAWXdB60NrqGrcdIZuNwYXC0xNCBt9t3hbC4wXtHwWyYRW0LSknxAkCzyOpOssA9YKYhFs67YVW3S/h0/Ws8412aklkbVBB3r9HSQxNu+iaxGjNx31Qp6wdIty/Z53g1vLaZSS77zJ1kEZrb72RwhYciGkoIp5RYOfL0TXa6PN9+8STZNqoqVHNfIPTbO5b5qOpuquhc/ty65vJQeqbt9fK79ba8UxQnYLOrRaeIXpdQVuryrpmkPYSA5FqyuvrUWeLPPdPCfkuSSadTqoNH0uRzpsZteqEUtZCXRppU4BQmQJkd3Ij4ICVVQ0i+WG8b5BfBbLC/8ApcSBq2KTuuWtoA26vf9BwnWCgqYr+njrgui6/XMQcau99rF4AuBBNe3zEkc4K7ZodTCoRqHyErdcvmA5qoxBmYg6MTTZRSiHX63Qxsj71Rde+Wst/yZn3D/378/N9X90edMeDisISSy+CyHg1zD62i1x/ayFIBC4be/jWp4nkHuCskJXAV1pnLkIBUFrwvqZqSS85Hm9u2rtjYO6KNg+UrhM8t3Rf9x84ov1s1yfu6L97/w7/w6DwYC/+Tf/5ubPfv3Xf52/8Tf+Bv/Wv/VvcXBwwG//9m/zd/7O3/mJrxU04l/NmiUKR1/vYl97g/TMM/jeM8LZOexu07xyRTY6fcESX3dKdlFhFjLf0s7h6gozGhGu7xNiizma4p4eEPKcnT+cM3iQXbwHBeVYrDx1Exjc99gfSkCDzRtU7bGHM0KWobodmkwsKdNTT3b/HJWXhNNzgfGvXuLgL1xjeVnRfRoYv1dI53K+hPkSOxqg9xI2lQPAB/QsJz0SaZY+mRGWQrIhCEO87luKLYVyhu72GAv45Qq/WBCWK8Zvz+gcdcSp7MmZeC4vpWDrNEXdvi7sdSCeVsQzidRsutIBzF/uE17pE/S66xX5Uf3Ny5hSZo1mVcMiJxyfQlEQH3XoakXdN9Rdu2HZBiWFun8PBg8cQQWxHdUQnzckRyuJany1T9WX6+CtQiuBvjtPS0zRoJ8ciRTJtb7brROZThLp+K/sU086NF1Lk8nrV32DjzrYpSObLuDsjJAl5BNFPVD073sGnyzxVrO6klL2NcnM032wROcyG9W7O4Qsobw2ohoIa/rS7zabopH/0itE8xr7wSPc8QlofSENUlIw4hkMP66ITwrRN791QyxDrRzMdO2JZhXRWUE0y0hPxUzFVBLMsSaqESQbPGQxPn3uGlsgsug4gtoRL0UPHCKDHg1FX93NwGjIayZ/dI5PLMVexuJ6Sjy7yD13w5S6L2OR+TVL3Y1IzhN6Wyk2d+iyYfj2Oc044/CbGfluIDtUbL3tsCtHNK9Qt68TYk36uxn/j4/+LLvvBMJiAdpgr1zCbw0uGNUaypHdJJvpas28trhBSt2LSE8aOocVLtLMr8UU260fQ+uSNjiGrbflO9PzHPo90IpoBiCvK3wQxfy1Icnem4I+PTyEsiR5eMZ+0cfHhtWNLs0rb24OCTaXA46LFUEbiqsDzFYXUziu/KOW5Z8ETr6xJcz8Vq/eeZyhz86laGuD0pIT0H3/hM7DhGKvw+KyxLHpWqHqCw39Z3t9kfL1z/X6nd/5HX7jN36Dt956i6997WsA/JW/8lf4d//df5d/+A//Ia+++ipKKf7W3/pbP5E5DrTmGu2JtnWGKvYCPvV07lv6bwvBS926yvRO+tzcb90FC9ErO7Z0nmp0HqHPhcSkuh1WV3vUXUM/BNTJmRTC771H7Jy4eGUpJAnuX7hNsSue0Fvv5NgPHkNdSdfuHKHTQWUpIY3lBJ8oIcI9eiZBH+3yWwNOfr7hG6/f5Qf/+GX2/vunNM8OcO0mbJVCOWGQbjpq51DLHHtmheX6IylmaCV2rv0gc71RSlT3ZWNfLPBlif7hx6QfRVDXNFX9gj2iimPKS30WV2KSqaN7d4bKK3SRyfy/Zzl7KaKciIlL/6HDVIHVjqHY0pLn3dNEi4TsmUY9OcAXJTabEiuFdhnzKwKTeyPQhHKK4Sc1yf/8PfRwQP36dephRHxSwEcP0JEluvKqzEzXsCGK9KTCfud9fJ5vrlkIwhA3lZYOMo5QUcTqar/dBC9W3RGf6ijRpK3da4itsOD7Qi7kjz7AdjrE/TtUXU20cOiPHuJmC+ylPfz2kGaUcvaKFIvhx57xb31IWCyp/sybnL6ekEwtW097cHwiSI2VGb9WkjSnfCC9f4b76C7mjVeYvjSWwJTWmS09DUwOlqiDE9KThKSdC6uygrISpnEaSyeXRvg0wmVWft62LnmRhSgC71tvdEFrdLeD76TU2x2CUSQPz/Gf3McMB/grL7Pa0dgioO8/w52eE12/ApfGhHFMvqPILznKU4M3MfEyMPzhFP/uh8Q3ruJ/6Qr1pKH7KKL37fu4kzP0SzcoLw8gwO4f5uAC0dECvxRkwW8NWN7oPYdwKKqukpjRGnTTDu+NpulEND1D5/4S3v2IKEup+6+R75qW4CmjF5sr9A8+JlQ1bE8IvQ5BK+KFdO+udbjzFhaXDasdTefIMpj2YAbhyQHqo7sk+3uc/6u3mN2GeKboPpEi7E0b7WvBb1uUs3SflCS/9wF4z+L//Banr2uUV0QLIf6ZMiWLIigKIdpZK4jMR/cgeLI3XiHfHm9kkX8q5F7wRZ72P+/rl3/5l//YefXf/Jt/84Xu+59maSfSCR+zKciqBtVG8vlhB7u3S5MII1c3tJ22bFwuXUOMYFa1QFmTEXbQxw867SzM4yNDtLMlTOvWQxytIElQSYzJPcmpEeh8WUFdQZJgJmOB652HxhGMEfKJAl159GQk+ukWKqt6MdGp5fsPr9I5VkLqaYlHylqxIG1kY1C1F3jVGEK/Q73dwawibN2gOi0SoDQMe2LV2rLS8/0ElxpSQJ2I93dwHkVNcJ61N/vFRW5Z1ZEw830nRiuFTyOa1MhmN5PTfzLzJGcN2nmJL+wpIX0tPPG0Rq8qQpvyFeoaVZSYmSE7SdCNklmnkQ2pHFmyV+/gY4vrWAkTGcRE1y+3hDAxwAEujEDWt5bS6F4HFUetrE260BAZ2JngIyMkMuSecbECLYQ9XUm32+wNsfoO5XYHXYPJWy34ZAxp0kaaimMWu9vYXk9m+3mFsZr0NNm4mrmXrqBcYHk5ohrS2mfKo2/mJZ2DLnVXIHIhVG50WpsO29sLopmLoRlnWLbwqcWlFhXAHi82mnJVtLakRkMqhxMhDa4PrUHGF/458lrjhUmtFXZhZdxiDWZ/j5DG2NyTHSuimdi46tYwqOlaXKKxS0gPDfEU0nM5DKi8kntKCVlOZQ4fR8IOdw6Vl9h5RYgMdT9qlQY9omJPbIqBeNoINB+1Lmi1WJDK/N8S7+zA9ohyYin7GrvKyPZ3JTimu7ZchfRIRk5R7tDbk80BRxUVOm+wRdggcbp1ZrN5aKNDA37YQcfieaDLijDsYfNAeqKJZ4H0TJQNPpZ5/xpmd7Ha3G84cTV7Xqu+4R5c2sUOBxf8hecy49d/T3lIpmALjf5TkafNzyww5Ge1PldF+//oZXLP3u8tyfdTFpcNLgGCwrWGKbOXesS7GbryYlvYsskByknC9LawlXUVUI8OUEnC7OevsbhiiKeBwd0cUzRUo4TV1/ewK0/3B0pmaFkKO2N8bEmPcvZOCnTZoB4f4hdL1PVLHPyidEj9R47uwxW6cqSfHJNWtXQQb+7jY7XRlqsAe7/vUd+K6Tye4ecCEZrJmDDq49L2gODBLErJAo8jVjdHnL8cYVcJvZ0Uu3Ky+RhF09Hku4pm0AjBaaDRVcLudyd07z+Sot3UhPUo7UcPVUpL59FVgMbupOhaktHqjhTlrbcXktO8Jp0pTa+5QlApUe7pfnwGhycXvt2Any9QqxwdR4zPhoQ4YnVnwukbES6Bs1cVp29sYXPoPpEud34toXo9RQXR0g7v1vhIUYyMQOS1l2KSpajrl6l2xGFK1yJ3qoYRi2tbrT+7zBabTJHvgY8DyakiPZYZ88E3O7i0s3HHS84F2sxbTXM5NHgD+Zah+uYOumn19h8+RD+D8TMh3C3e3OPer3Wp+54Qe4gammcRvt+yph88YXeZE7oZJ1+fMH1J8QJaaHUr5VKbOWrdU5y+nqKbVA5jLQlz8kNNsiqgrmW8UddotlEdQQ1EFtaa2LRSNh2ExW98QK1K3NExyhj0SQLW4m/us3h9jG4C3fsLOu/M5MDayWDQI782YH41QjsYfdwQLRvsvMIcnMvcfr6Qw0dkqUaevZ0p54N0wyPxzw4x51PY2+Hs1R3yXUU0s3QuJ9g80Hk4J377vkD24wE+ifBxl3xb9OarvRhvrlOOLWevGup+oJzE9EdXZHRzTVNuedIDzeV/khMdLmhGHZZv7aPrQPbRMf7JM0wIdAYxdUdc6gpEr9970hCfVriOZX67d2Gz6qTw9p5UDD5xmGUpo6mmQXU7+F6K66ecvpZRThTx3JJYS6hrkX6u2JizBA3LXUP1Z3axRWD49jnh3Q9fKNjCOxHofuudgvjxlHuLHxNI8hlbAfVFp/15WqpxRE/P8Ol2+xArXA2hlJNb1VMSg3kCyXEukXxeHgSXWoISWFb5IPInpan6mtUlYaroxotD2HZGMdREsaKTtJCqMbKBpBY7zVFz2SQvIPGYfK/V6i402bEV57D5An8+RQ+6lEOz6YK9FT3y8MNc5DZzEf4rLcQt301knuk8qghCekLIOU1XWMEuVtjcEMWtrMoIw7vJAliBBuvUg1OUA0N3kyn8JwzHdGtWY2TTbzKNjgJ1JoQ43SCa6bv3N6+lrMXMt4jyGLvyqPM5zcnpRoOqtNoQsciV5EBrRTrsYArJlq4HHjdpqGeW+FxhC0XdVRQ7snEl54poVuFSi+noi9+tFEQW108oxxGm9ESzGt14fBxRjFSLdEgXLCEmAZcGopkcnLyBagzl2BOfa+JziHLpwsqhoAuuRXNcAnVfo1yg+8jCaiUHk1Yrrl/dpb5SMZosqBqLc5pqbjdaZz+f4xcLdKdD9NpIIP/W1Q/Wm/VzxCoEtl372vtIunNTCLSf6FbjXJSEpkbXz2l5FQQTWjJWuPAMb0lZqpbgnQCQ56IIiC6L2U8BvVVJ8/CRxJHu7xCymKZjxFe9CMTnFdHBDLVY4Y5PL1z6lAJr8HFgEJecRmHjrOaLAooCOxrSZOIBELRCN5ooCXQegjs9lw43jtDOo6vOJmClzhR6ZClHmnoQaAaOsjLYpRS5phvwsTgfxg/PaO7ex3z5NcpbGboOpEbjyxKV55ilXKumo1tES1wR7fmKEPfEfyBV7VhNYVfQeVxjn8rozJ2dEZzDDAfoui+fUYt/hI8U6/xr3YjvwPO1yidQZApdKfq9+MUOu11rRCk6zXEf3QP3IymBn9H1s5B8/SzXF0X7p1nG0OyPxNBjIJtb5yAQz8XJqeopqr4iPRNTEmoxFAnWtJAU1P3Act+SvvUSQSmSmWP0viE9bTDHc9RiRWoMpuhIOtdasxxFNEOBmtEKY1u49eoOWE2xnZKcQjxVdA8aomdzKYA3L+Hjq6x2EoqxuH9lR57spEY18pD6URfVTdETYdm5TPJ0VeOxJzmqlYTol28SrCY5a9h6B0zpic8qdOUodjKRVFno3wceWOqOothtRwMJhDduCxlnVYjJRBzhe6lsNt63kY6a9KTGrjzBtlCflQJajgXS9r+0T/ylXezSiQ7cBZqeoALKBZobu+i9ycX3FgJ6WUjGeeOEONdq5uW/g64Ufm7RhcJlimIsntLj9+U1tQsUO2lLtvJi52kU/s41MIpiO6XuKlCa+Cygi0bY1Epmt7KRttGrucxIs6PA4J7416fnkaS02bDpdDvHnuygfZ9GEq6qkWV+WZjZdT+is78nzHMn9pTxecnw93vUvYRyEmjGDfFcyXgDMFsT2N/BdWOKiRZ2dcSmaK95F7oWdCE9f3GYOb9imd+ihU7l8KmiCH3zKkSWepRRThJcqrCrQOexITlrtf07W7hu3CaQhc3vNIMBXNkT+dQ16RTrCpavbpENOxJm0dq2pkclNpeDrOtY3K0Juhphru3I+9GKYDSrcUz21PCRu0r3VFG8vEe0N8I8PqZ5+oyLcAyIz2Fwv8YWjmaUEv7sV6Bo0AdT1GyBLQYoH21cD0Esg3v3NT627TMjf54dKrIDS/eZg5UE0Kiqweatyc+VEXbwBn792VdN6xpnIYBLDdV+H5cY4rmX6M6Vx64cuvHyPfYywrCHurIjhPXpkjCbo7JkczhULoiHe9OQPJ0zbkmx61UNDPlWmzTW+E9zzKzcGy5SzF4ZkG5/lfCt//UnbJCfjeW/kHx9fpaPFMsrGctdQzkRnergDyvi3/8Ablzh4FfGYnTySOGPT0V2NBqiOplAx91APXIsrlqC6hPlgf79gt47M1Re4o9PcFWNOjkj+kgTQsCt4/WSmGokVoUuUcSxpkkNi8uWurWC7D5z2MLT+eQcf+8hZmeb2Ve2WFxuH8BUZvCT9xqSb72P7naob+9TbIukR071YFcemzts7VHPjvDTOfqlG8xfGwPQ+2BK/PuPNxIrgPgbr3H+UoRysPPdJfaH9wg3LnPwSyPKsaLJ4ORLPbERPXFE85qmF7HalaQjU7VhGLmn9+4J0aOnqCv7LN7cpsoU1VBR7HqCgfnLHkwgOo3p342xOaSnjuSswsea2a0OdUdd2Gt6yE4acbBaVKgHpWiXQ9h0k3alhCUbxEmq7ijGHzhG//s9gvPkX7/B7GZEtGjHGIuSarvL4rW+MHRT2eAInm4js1WJEVVtnCebTdMuRWLWf1QTf0/ysqMoQimFf+U6T39lQN2F7iHE947kgJEXhKoieu02i/0hLlNUQ0t0bRtdO1TRoJzDHs649P98ioojzn7lOidfsiRnCl3Wwm7fnnD25TF1T7HaVbhYDpyY59CDVtY2/Fg8CGh5AWhN+HOvM31VzDyUC7izKXZvh/z2hHIkzHi59kHc5w49duXx3QQVb9P040/J5NRkxPTNCcVQRivFjkc5hY8t9maf5DzQf1hilzXx4zPs4TF6PGL281dZ7q27pqSVBbZhKBUM73q23vXUXTh9PUH5mB2t4NkBOC8FrmwPR997AM4x+3MvcfqGIT0K7P/PC/zxKWa5Az59YS9IZp7+oxJVeeY3M6a3ZX49ec/RuztHLXL8+VQ+X1kTzRtcaphfS6i7Cel5YPDhHD0vSGqHXclBuZxE5NumnV03mFK+0/DkQCScl3Zww4xqlLDcl+jeydsG9egpJoqwxY448dUynw5Ng//wHun9aPP9ohTZyzdovjKU7tt9GvkKVksEbBdOd4STUX//s1Xsftz6WZmr/CzXF0X7p1wS0BFE27k+0dY1qrVPDC0ZRPe6hDqWgp2K3nmTORwutMW6bC7yqptGtKbeEWpkvtzrQpIQekJw0m331qQGn1zoYAmy0ZrCgxfIeL0RryMCN5m87XsOIRAi3Uqc1mSkVptcS7gBVb2BHde51qpuhIWulEiaoghCS1hzor8NRSk/3y4hpgnBKWljDNe/b33M3xTZssKtVtjWZOV5yDbYAJFH2bAJqoB25lc2BB1J1GhXbWaByom1qikjjFJEnQxVluDBtGQg31y4NG6keUWQWa1viU2JdMggJCrlwyaXOSi1cfHykUYlVvgDberSOoFNBSRfxUkoBD4IbF+UeOcweY0pRXZmCi8KglIOGaFpMHmFLdh87y6zhFh+Hz5gpzmcnolN6dITza0Q6NaHv/Ye3Vy3dZzoGnVoZ6dBgc5r/HNqA5QS73QvMaTBauFaxNELXRxKPqMpA/HciQub1ZsE0XWwSogjzGBASOINFLv+R+43QWi8be/Zxst30frur7/btV55HSgjPyykzuS8xsWxpGihcN2IKMuExOfXWvUgyE+QA0zTCRIKk8WoNBGEogqbZza0KINZ1ui8xtSpyNpci1RUjdjVZhk6EqRtcy8GCfYQTwQvI4IslufQitJjbXwTRQrthA/gViu0c6hGPjfIWAXdfqet5toWHrtq96YsE8+GorxI8mqXWZVE+UVOuOSXh81IyVmJM12rDTbf62d9BfUzsTH9Wa4vivZPsXTp6L99RLo/JJ6J/7ZLNOarr1BuJcLENTC9aci3bqEasKXMk6qB+FpHM0P3cWDr+zNxwpqvxJO4bj6VE2wmI87/pZeZ3dJkB0LA0quK1fUBy0uy6XSOPeaR6LRN7iAE6p0e7L4CIdC/t6L/SaDcSZldb1nRiUbduYHvxBRbMVVXk5029D6eo4pajBfqhlDVm3hCGrGhBDadl5mMaV69Rt2PsIVj5w+FBITVhC+9zPJyRrGjqIYeXStMqbBLhf3IEd07JIoj0icZwRiUc1Lk6wZ/ev7ihW9ZrLpWUCv0VKMcZAeK8fsl0bwSV6zZAr01onkzpdiWg5WuZYOse4blviFaxgyTK0RnEwKw/T05fLhUGMnioy3F1B7P8VWFzlKqvqacSFFuehG6bIjOckZHS3xqmb7SZ9mTEcnieoauU5aXDPklgWC33g70PxHbyOe9vP2rN8QpbboSDX1Vs/vtBd5qooMpfj4nOH/hrnd4wtYfWnwaUe5IJriLxDPbJZCedug/GMjoYlpz+bcrURgcncivXOR0DhuajgYMymviaRBjIEAvVnSf9aVoz/N1ONdm2UVNdih2tcXEoH/hNQl5OcrJnnrqUUo5iVA+0Hm0whzPCN2Mcr+HSzTxtKb/ZEYwhuLGiOpLW9ilp393iWo8s5f77SlHeADKiQd89GyKmi8Jwz7+rTt4oPNoSfd+oNjvMr1l8ZGic+TpHLbkq3mJKmvMaEzTkfHE4krM8K07NInFFoHsEEzhUaMBwRqqruia64Fi+vqIdLcrcbMflZI2NzDUmWz65nRBmC/RLw+Fx6FgtW0wxbD9jrel0DdBZuNzR3pcQOPRqxJOp4Smob4x4eT1FJ/QOvyBKRXFlsS2bjcj9INH+KrGHJ1iZgvScoxLB0KIXFRiS7xY0nvniM6DDq4bsfjGdQC6H5zgPvzkxZn10SnDH2hCZESi981X8EbjWuc5u/Jsf18KfT2IaTqax/mfCqH2Z259UbR/mlVVuA8/IV5dZlBu4RMrDOHrAse6RDqYYjewuO1QXhGfGKIFbaiIGPh3DhvUOx/jyhKdZag4kk35R+RPqtfl5C3F4GvHzL63xe4/muEePcXsf4liorC5zOLiJzMh3qRCOCp3UvKJJZk7+t95QvPwEZ1X7lD1dqRzidVmEy0HmiaF7kGAjx+KK9SPW6FNvgKRlAGq02FxPSOfaCbvl9gffCjmHW/dYXW1w2pbU408ru/wtcZVwgg3eUPz+AkbFzjAO/eCXnvza9ezVs8mSSo+l8/ee+pI7x4T5gvCKpfuPInx8Rb1wKNqNhnX6+4yWipMGZNmhuzpEt7+GF+WRP0+cScTOHE6l/CEdZiClfjSuu9RjTiahchgzpa4B4+E1HX1NQlNSRGSYoB8B+pxg1kY0uOa8O23Lz6YNpjX7rB4ZQQB0thKuMsyhz/6AFWW/Diurjs7g7MzCRH5s1+i2FLUHSj2HaHXUB7FeBsRLWD89ozw/ffwz13XUJTEJzlmFdGkKT4SvfB6zBHyQkiUSm1mss/fA2ZVk5yJmUfVV9TdWJj13z0jnJ4R726j3EA60XZ+bK9cxt0YUPUN6WGO/+g+etAj//KI6R1N74Gm+71j3NExvfQNylFXJGetQ5ctvARpTGeo3THLa51WWfGE5tFjsjdeYX5lS2Iwj2rS955u4lWVUuhqtCH/5Vsae60jsstqncjn8f1MLFNTRYg8TSewvKwphzH9Rw3ddyXVLry0Q9lvneeWK9zJKbq+iU8DwQSqoSHPJaO+yeSey04CnSeSxqXvH+COjjaZ4GuP9uX1gIvFHhYNNDIS0hX0H8VkSoOv5PtHPBTiSQcfa1RRCkpQFPDRXfnvX32D4692cAnE5330RxqJMvuR+yhJCN98ndkN8ZWoBoJaTN5vSL51F79ckU5GqF4XXfxpYI+D+4xBBl8U7Z9mGYvdFUOLcivFt7m5/rkUo6ADuoS4NCgvKU9reFq30J9uNc+AFOtabTbNF1ZZ0X0Cp70Jg6eidVVpgouFUCbsaoPtJa1No5CmokXTwuWe0Emxl/bxcURy3hCMIlo2Au2lljjT6KaVgN28iikrmC9FOrMuWi30GU1rgf1KwYhDVZGcNShniKZlq7sOmEVJchbh4hizEkZ9NFPEU2HANv2I9I1XWOdNE4J0mXm+sbSU621Izmt0bak7BjUC7cTSUnlJZQpZgvJeNhWlqPdH1F3wsccWhvhc0srWjGVdC5xajgzxLMa0rOKwfi9Ko0dCyFNGi3FIlhAvPN1HBpOLy1XTjTBrZj9sYETbQHLuJXs70jRdg11JuhYA2qBT0cH7JNqMHFxmUSFBxRYdWfHSbtnVGIPqdghJJO/Ri9TMpRpTBPAK9cTgY9Esd44cduXRywL3owdBa3BZJCSutbY3VvhxH1vuibTKBVS4uEc3gSFZQr4ncZY+gtCoTTBLs93HJBGun9J0jBTFvQk2TXCTHnXPiIzM6s2WGXQb5BIBWYrudGiMlnvZAzoQECIi4yEmivBaDGZs4cRXYPPB5H98rOWeaJzwAMqK+Lyi80Rc1DqHnvS0xke6daS7sPkFR3rmqZ4YTAnZoSfKJexFfoeMPsRRbj1O8ujSY+cWtITEZCeuDR7R7T0XsItK4P2dMWYylDS+8yn4QLRs6Dy2LU9BDhfKtSl7jaLuarq3r8vPnJ63oxKHnZaESItGHuQgtzWGLKUcC2lSfOH/hD3NB3RREy8SkeKV8r0kZzXU9acaiT8N6wt4/HO0Qhqx+up18i1DvqM3NpqmbDe+lonbeaYYPHAQoBiL6YfAuzKDixZNa2QQRIq09ub+keWOT7n0/43Z+50OqmyEPLM1ljCJVB6ufMuC6hAtGqLDBaqsiY+nRHWN6mSUN7eoXpuQnFR03n0mM9KmEbvNToZZbuO6EcVuwtN/cQuA8YcV2UfHBKMJnVb6NS+I3hfnNddC5v70nOw7jk4USdfRBqKE+4+JDxLs9UvkW0OqXDH8xDP6/jEhtpx8bcTBN7cl/rKNwcxOPdlhKfP4NrZQ5TXJB89IvAcl2lhg404VjKKedNCDlGInZbVtJDVp36P7NebIsvVuTTwVIxvlPM0g4fS1hOVljakSBtZuZqR4JyErV7fEYMW0WlUvmuH+H63w/Q7LWz2WlyLMqoNuDzVNqmh6Eo05emeOOTwjef0SyiXSzc0LPKCzFL0rBbDaSiWFTIE3EaaWQtqkA8lAPvckZzUu0cyvR5Sjtfe5HFqiJWTHXmDeZzl6lkuxz4sNS/5TMp5uRrGTUHeEie8yKBGGcHS5K1Gqp6tNhCRItOf5n7nGalvTdKARObp8D462kPXQdfsflHTJi8tDgh5ujIVADjuRFomZiwWdqntt0TeaJpP570UrGqg7mtXL2yKnm1dkD6aoQhwAX/hsuo2F3RuiVzV6scTP59gPHnLpZAxGoxa5mBVNRhRf3yWfaExpoG7Qy5rx9wPDDyJU7SQFqzVEwRpCEuMyeZ5t3mYIAPFZQf9+LES0d5eYj58S9rZoshFVXxHPGtTDZ6g0ZfpL15jeNGTHgcnbA/T5kvjhGVfuB/ygw/HXhiwv6w3XQAVYXtLkW7vEi8Dkex30vSdQlui7j8AHXCkWwnrQY/n16yz3bMujCESlWK+GP6b4Buewh1O6HpRz6IUoO8JyJa+rtPyjP1uF7o9bX3Tan7MVjEgl6p6i7iFzt0YJbKzZHGlNEUgPRcrTpG38oQ/tyfkCXpYXDQJbrVk6Sm022lBXNPceCOGr00FNxoQ4at2PAlhxfWpSjck1NC1xbDbHzWaYrQku2aUcGuKZxp9P8YuLuapuGnHyChlhL6HYks9UHRjSTIq160qYiF6U+PPpJqkMpQhNLX7W6/fdLr9cwnKJHQ6w+QCXKNLTBv/JA/RggPvFEfm+wxQSg2hq0E5j80jQgrbOxLWTtLSqwi6voGsr820XNoQgHxtCpCmHWjKlMwipw5jQQukV9mS5sdxUbkIwKU034BIlG/L6vfsg9pRdSz2wG1MUUwXS+yXu43vYy5fgVk+8nmPdhixoSZWyCMJxvqB5ekC8Oyaex3JYK9sQmbZz950Yn+gWBr7IZW9SgUW9AZRGeUuTavJtJYqFRjTSqpEoxmQqyIp5eCh52D9pGSMHjHW3rCVQo+oqvDGy0Z/KPRrW32sSU4wVxbYQATfEpDXrK4aqr6Q7bC4CRZp2ZLReonVe3+drS1gxW/GZRRexuKIh13EduBEM1P0WWcgbzKqQYtoSp8JzBcVb0Y9bH9AgiVlnU1Rb4EMtZE8bS+zk+hrIw+pQp1NMEKmUa8NezHCAGg3BaCE/rol87XevSieWpB7MmUDmtpuh3Kglj3qJsNWGsq8pdoSM1vRioqJBn5zjjo7RoyHJS32K0mxImSCqj2ogYy3fiTHGEKoKP1+9cChTUUQ5NBRb0qXbXPYcmj+5Ww5FiV7kchA6OhaYffOiP/mW+mytL4hon6ul2yjOaJ4QLc1mow5GdJvj92TD6hxWRM9E7jGoHJ1eTNM1LHcNdQd8YjDIPEuPx6huJg9fJTaifrnCz+cCd13eE6/iaJ2pbCgHIjFSXjrU7oMFelHC+VxmsqUcGEJekD2cEc1SgZNfvSEs61UpczCAskYVFT2j0K6LN4po6al2uujKYaetplpr9Cu35HWNdEqqqOF0CmUJl3Yprg3RLpB8eEDz6DHB6NbnWoofQFithDy2jJHBoLBy05OG9GBFiAyL6x3KoaYbazr3E9k4S0e0CGgHvScN0bQmRBqXmJZJrTbz6/jQ4s8tuobpnQ72aka0lMAIlxiSM4/J5XOGa3uYnYl0qI0jdC7yiSWBTKDQ8uqQqP8mjVZkByXpkSJ6NsU3DcpKQEq4tmIVMqorY+LG4WvH8KNc9LVTYWGrTkZ+uU89sORjTTmRuWXnXkN2UNB0I1a7woBHQT6RDbz/wDO8uybkySZcdxXLfUM5NJh8D5ulhFWOb+1if9zyvYTVnqbu0sqjAnGt6B42JEcFPjYUl3pi7TnuYmZjfCdhcK+mc2iYXzXM73iCDtilIZ5JcegcOmzuqHuGuiubYnbiMaX4jK/TruKjHD0YoHptLvm5Rjew3E+w44jVlqFsi07/gSM9qWkyQzUQY6BiL6Hp7rYPpHxH1fAihMVHCp9oGizm6h5mMkItn7smbccZliv6nyzF/rUJ1Lt9lO+xzggISm1eP7RaZrQiO66JZ5K97bcGmH6Harsj19bA6qUx9vKAMpNxgPJQDSLsq7fwWtN91hCtDKZuc9B3u+hxhr6xS201pgz0H7YBQCtRKDQdOWhFucecLMSQpo0iBdDdLqrTgTSh/6AgORcioLioBczZ/FP8CBXFwvzXSrgk53P5mnpdTK9LKCsZVwGhKOS6+T8dUPkXjmifp1VV6Hfu0h0NybYGuCxieTUl39Jk557Rt5/hD48lWnMdz/nQECtFcvs6y/0t6p7CJQajFUpZwqUtyu0uuvaYXGBcfajEtSpLqW5us7yUsJZFBSPh9q7bYEpD9qyAP/oQH55jGLcPs1+tUO9/jDYG/dJNTr86xsWK7MwRnzfYRYW++0Q6kYMjuj+0qCShef06y6sZ8bQhunsgXcDLt5i/MmrNTiBoRTJ39D40qMWK+esTDr9u0JXiarmNevSYdSayHGyU6JBXK+y33mEcx+heF787lrSn8yWcnKPHQ4qv9MTAA0s3iQlTmbslsxRbBDrvH+MfPkFfu8zy9R3qjlhMrn2b41alVHdh+rK812geEc0jbB7oP67F3SyzrG4MAEhOSux5ju8muES8zzfLwux6TLAt6erbT3DPDvGtzEZZQ7ET+OaNB3yH6yyup/T9FvZojv3uQ0LT0KwlV52MxZWYcixoTd0PRHNFelSivvs+6WSMyfdoOpbl5Zh8X2EXsPetGeqDe5vvVyUJ8//TK5y9Jqx8XXfIehHJ0Qo1nf2xRbvpJ6wuiZOXqrR0YnNF9nBOeP8u9vU7TF8a4mJIphHxokM0a+i8/QQ/mxP+whtMv+pQ1qOeGpJzT3rq6L79FH8+Jb5xheVLA1QjrOXw6OkLOm/V78Goj+8kRLknPZbozeUlTTCaug/VwBPPNJ2nBfo77xHfvk751S0x2BkagrH4SLpPlwRMpTB567seQd3RqFTTdHso1yN7tkKtE63a5eZz1HffJzGipJi9PqJpi6wKgnyUI9Veh0DnyGFyT3b3jPDoKXoypnh1n2ogUPT62Tx7KaLuRZga4ql0usXIUHeG2MLT++CM7MET1KVdlq/vUG1piUrNBNEZ3K/JHi3RywIOjwlVjR70Cf0uqnH449MXA3qUQg/6+K0R1A32/YeYxRKiCJW0drKr/FNjEpUmqPFQkIrzKe5sik6TzehGz1dyf7dWwX6x+LFE0c/aEsXlZws++KJo/1RLSc6z0W2HuHZgam0g17aMPsgN3uqYVdrOhSuJ0gsKMV1RChdb1q5ZG2hwbfepFU0mzmLrtdYrq0bgSLRCpYnorp178eFUkt5DFEnRbOdkG9lXYzGDPkYpQlnhFwuZa9XPWRpu9LsXumQpxhfd8/PksaDBpZZkNCR0knZsIB2Q6nXRrftZqCpCk168T+fxVSXuay0kGkz737SClsynfNjYX6qybuU0QepCUPI4rmtE016n9pq5rGXwV15kMlZvOlqXWnQWXXTuWqBeU198NrfOagbJ2DZt9nIcoWvFwapPU1j5vT7IJlvJ97Ihn/XSiyzvVsqmPIRIo3tdsBZdNljAFhGmEMtOvWrznpVCxbEQxVpy3Ubj7CFoje73MXEsqU1lKYhOv49KYqpUSFZhpeXatO5nm3sFsb0MSqFdaK/7Wr/b3p+NIqAxpditmsoTEgm28FrGQ2sNsq8buUfjGKXkXvWdBJ9YdB2IF4Em5YLcpsNGKaArJ+8/L7Hl2sO8dZbTCh8FXCu10qVq9dNgWu6I8u37d+HTXWIIhLoi1GDaaEuXXMToim96qxWP5PCprQJr2gz6i7xwb9Y+AqrVTdMSQUWrHjRt160kN365xBbVJjFu7bMAAu+HxEDV5qMbD0ksz1LtLr6DVnmxJkuqNpAllBW+KFBNs/nMof70AU4ZTUgTmfOHgIlilDWENsd+MzLSChVnaGvh3HzqdT576wvv8c/VCllM8Y3brTe2sE7LobgGlYXC7Y2kAC6WuPNzdK9H+QuvMLsZEy8Cw49zTF5TbWWc/fnbaAfZUUV0XrTMVCNSovWDGcXk24bllRb6s+0GVUP2zGAKWFxNSXqvkhzm6PfvvnAKN/0+7rUbVJMUXXkGd+W/VUOB68uR5ezVy/gIRp/UJL/zQ0JZopcl6Wks5h+dDL01QeUlvXeOII4org4oJlZSlWZL/PmUzsMho26fYCDfjSj/5deoO5omk420GGuir97ElB6zqNBFhe+lFLsiO+pWDeFJA2Ulm12x5gq0DO5I9KOuUZsNJeQ56bMVvhOR7yUXEKmRQhzPAoP70h0sLhvyPZkF23mJenqISS7h4rRFDyLKscyxm1S81JMTR+fe9Dk7Wvle3GQA24O2MDlcEjH+oef07Ap7J57hO2eoE+nsNnGqdy6J1WlPi92phmgG2aEUl/PbKermq2Qnju77x5jFiuFxl34/RZUODoU7YIYDuCyWn00quvdoCd1HBfH9YwmG+YVbBAO9D85w732E2dnm5M/fZHlFk5wG9r/VtIEmlqqnMZUnv9zDTl5FF47xD6YXCVx1Q+ikFK/s03QMxUiTHGiJM73r6L9/RjPKOP3FPequov+oofPhqYwblELfuELoppR7Xdw6jSqSA1H2rKD3YU653+f0jQQfQTRTJKdKCIrLEgf4kzP6f2RaExcNRlFPMp79QkrdF2tYL00lyczT+3Aq8+laCldY5rjqOab5jyyfRRRjTdOVRDMfyaHBFlJ4tQt4o6g7mtnrY9RrY+GoVJIoV/U1VU+Dlu46OYN47undE1+F/PqQ+fXW/cX+SOELkJ157NIRrGK1azm/ExHPu3SfDdCVZ34tZnlZEc/h0v+q4HyK6ffh0q683jKHg2Oxs11D2s7J2Gr9/39kqdGQ5e0xLtOU/S2aDkQLGH24xJwu5bXqBhVZ3JfvML+R4v77+J9+s/zndAW+sDH9XC0fKWbXotYVjVb6I2QblymafoKqe2jvYTpDJTGzWzGnX/L07xrGv3uKe/QE/vxXOX9ZZnnRwhA/LuSEG5v2tC6MTWUNVV9RTjzBBkltCorkwBKfy2ZfjBXFOGJgFJ27ETyHnJEkrK52WOwb+o8b0o8PoazwL1+m2LJUfcXsFjRDh/IRe99JLjqbZSqexEkEukuYLnCPn6LjiLj7MnXPYEpHWMn83R5O6WcRTdcyuxFRbK07AiAIQ3h+LRZS15klWkrCUT4ReDHtxOgWbpbIStnYQchb3uoNzL5msoaywpwv0EWMGUWENbmpld9Fq0DvvVPwnnK4xzwN2Fih8xp3corZ35GDQOv1DWrjWCZ2ro5w75EchLQEj+itCc1rV6j6kYw0SpHZ9e8uGXwgMqvw6Kk4WKUpqtdF9Tosr2TMrxrQLflJifKgc+xwsWZ6S4tX+F1D77uF+GM/lUv4PLCp0pRyt0fTMULiK+V1oqMFzcNH6MnrTG9ZXALJaQ+tNGHQ4+wNhXl1RvEHA/b++we44xPS2zeoLg9xqaEYG1axZXivgO/fxz13+LNXr7D6ymSjmIjPxZe983hFuPcI/fotZrc0xZ7D5pbsfzvEFyX6xhXcpEc1TpjdiGg6aiN/jJaB/ns57t0PSNxL6Jd3IIgkMJl54oVH5VJ0/HwOzzuzAcnVK5gv3xBZWCu5VI2YgvD4GaGqcUX5TwXphsjIqKIXcJ2Ayzwm15hSY+o1giH3nqhBpMAN7jfYVYPqibWwCoF0Ji5w8VmF/vgRbrYgHr6Ji2Lp7s2LRVsFiGYN6ZM5bpBy9lLE8ronmmtcLKjN7A74Wyvyk4Tt73fEhDNLabZ7+FiT3C9xJ6cvomwtme6P/cydlHzbUvdgeQWqnYb4yNJ7EmEPnagPnEOlCcsrKaevK9xvfbaK3Z+W9UXR/ilWUALjxbNAdtoIWSXIHNcUgWpkcWmfqJtgex1CJifTaC4OXs3+CBPLsLT7JAgPyyjqSwNcpKn78vXYmaQPBO8xhfhiB6PwbZqYKeT0vyH4IFIXf+cqZrEDJ2fC6tYXZCpAiFZ1ja6d5E4r6DzVuHNLeuZQaYpupWhm1jJIlYI4Qq07BK2p+zH5RBNURDLoo6saP+xRjWNcLGYdplzryAVCjGeB7FiyfW3eoCqPylqSWrQmt8lhxcVKzDDitqv2LZmpnTXmL20T7Q4IpSMsC9EuQ7t5C4PcW+macA5V1tjcEy0NuoZ6p0v00i3qcSYQeKk2MK83Ml/0Vry97Ru3xUM8EWvHKjXkO0IUs6XG5r61KDXina4RKLGFglWvi+9mGxvbNRSqvNikJmc13mjqLMYUiuzEgfeoKJYOyTuBt7cmqCwlJLFwEUpxDbOl+FTjvRCSakf3wEveu1WYl2/RbHVJDxW56jN5LBBq8KKNj84LdBbhrYR8NJlFf/klCTx5eow7OBTWdCTz3WgZiGdBIPuiRllLUGKbqcsWHfEeghRdM7fEQDfTNInexNXqBpphhn3jFeqdLrqSQogWVKZJFOmVCZFSP5ZcF8qK3lNPsDLOcJEcpLULMof9MWZFKIXZ3oZRX/61JXOthvHGcS/UEIzG5BKbmsz8RoMvueBsxh8+VrhUJGrJzMv/njfE0wozKzawdDDi/Y9ShNSi05TQSdsOXZH8/9j7rxjLtjS/D/wts/1x4SPSZ968vm7Z7uom2Wy2OOohCEEagN3QwwAEJfUTWW98IAQ9SIBA6IGQwAeJAkQNiAEEDWYAkSNIADXTLbKJpulqU+yy19Q16U34OH67tdY8fPucyKxqw1GhJN6qu4DEvZkRceKcffZZ3/r+39+ca7lWQPE8B3Rn+iJFPR4rlk9T0guNWdRyiKsbzLQUyeGy5AeXGQ1hdxsiK4hJ243OusJeb+ZrFUB6qohmEcl5IBpX8nhNvSaf6SaIxO0nxBDtM+/xn6Ilki/IjzzFt59B05AdbNNspNRDy+S6pc3BVBF2ma9bpN5DIARO3ynAF/QfN+z9o6eENGb8uU3Gt7J15CEB7KJH8p6BuiE7c7TP7PqkDzIz1DWsDENQsNgxzK4NUQ52v9FDdVagq7mZ8sjmt1hgxkvSzKLawMZ3liJHMhq/NYCNAep8QnjwBJXnhIMtfB5jyxqlZe45vxIxfhWqU0N2skkURyxu9rm4Y9EOtr+zJP7oEL8xYPaqRCD2HlXEHz4Vw45Bj5DEtIWlzaXIutwKo96IDrbecDTHclAIbSvabS/xp+e/FNEODb2PDVf/cUCP5xLMEQmrvtoMuNyTnmphDk+m5Ec7VMOUoOH81RRe3ZcudeGJJ5788Qz17AQGPeavb1MNNdOrluMvDPBxoO0FfO6gVdiZFKloqoknuksBM+AhPzH0n2SoxQI1HNBc3aTNzBq6B9bObtmJI3r3MQRP8nBASBOxkA0BPeyv3y/dK6g+d535QUR+1JJ97yl6OsPGEUXUzSDjCA52UcuK0b94BEazeHOfw1/awS5h7/fmIn2bzMQ33jvc0THqYozNM8x8E1ckTO5kPP2zBXi49psZ9ugYtIw52hx6TwObX38ubmlKQZGDUp3rnyZatOsuzx2doM4vMNbSu5es57EhBOgXXPzMHrOrBXYeyI892VlgfMsyuyW2t22Rk9zJ6D2tSb5R4boADgB/fs7ot+4xylKqm1ucvp1KUMjSdTnqzQ+Tr+KY+u3rnL2RoLwcQHQrLPwVHK68sPnTE8X2tyaYx8c0d/a5eC3HxVKs7UIKd5Mr2i6Na3BYoasWczwmnIs9qe+y3l1qaPqgWqhHCdnWJvVun9lVTdMPFEeacCp+8RtnYzbSBLfRZ3GjwCVaPA4+hGheY56f0yLog/q4RmktiMIP6vFvXuH5nxX71mgi3IHVYVEFaJNLBcrWdyrS+2eoqsFfjHFldcmPcY543JKe6LUE7dO+PoPHf8pW6ELpw3RKKCtMloIGl+Ty4eyJ/telsrHHk0A0D7SJouniPNUjcE+fS6iI2aIedPKbWIgzPtYixQgeU3rsonP/WjW7bQfPr0yZOq1tuRm6lCpL0rmYrcIv5I8XE5GmFTJW2aCeneInE8z2Fv6KmKtw6vHzuZDGlEQdrvKY0RJq4ApPOze0qcGmEW0mxhu6Ab1saZ8+w3qPvdojaIOZ1WtNt4mEyLPKkl6R2tYOZJ1+90W+yJoEp6HZdPT3p1QXI0L0gs4auuskdpBBK4L3hLpB1eJS5iKB6n0krOBkGtCNR08WtIdHGOfQzSbKi4FNte0IiSfZKBn1lszKhPlRgV7qrsOWUAffyn3hYrUmEobI4lKDS+U1rUhsBHn/TOnW2ndd1cL27WxTlbViglMaiGLqgaXc0MQzTShLKbwvOpZd2SfkCWo8xx0eC8ry9j7lprh02ZMZ7vsfv3wvd0Q17RyqX2C0xkc59bYkhrSFkQ1DXWac6yYQOgazHg3Fqc1Ih62bbqSxIkCtrFHrWvLj6e7BEDBuizbdp9wJJFqhnwXs3IGy+NzhvaIeCFsvnluSKAZt1t1zaNu1Lj3OU0yVCLrhw2XBWXsfdME51tL0LNVGl2NuhbG9mmGrsDoEK0wV0Bdz2qMTzP7WmvS31k93P6+03JtmWqLKRvgsL5i+KCOWpsEgn+1IDlhyX0i2etByjXxZSqEHrLuKvpLj4oCde6Jpg1k24pDXvf4/Dv72WUS5ieR7dxyclZyNcEmaUy4QX4gHwUvXrHvf0bobA71w/36KV0DhP+u0f3qW8hKruNzShP/zm5jKkz+eY47GZJVjIx7Q5BrTeEwlG6qYZijs0tN7JvrL9NFYIje72EYfQzSF3odBNK/3JvimJaiK7OGYaCrdzCpJSXWuYd5qmmFEm2qU17Qdy1y3geADYbGk9/GM5CwVG8WdLczmBq6fX6YyeSc+zXnKcj8TAtO4gGeykZiTMXoaE6ZzeUznyU8c5SNLehpIDxfo0wn2Sg/lBbItdzOKt16jLWI5gLy4jCEMCpqtQkwwSjGaqAeG+Ctv0GpF/7EjPdcUzyrCbCauTYcXjKym2kpYHFhmeYYxcPF6QTzL0HVg892KYLVoehND/1Epec9GU20nTG/KDHhw3xOP25eY/5cpZwFbOqKlpv8okB8KZHz+uYLlrZb5ecbou5bsxNPkIitTHopDR3LWEo1Lyev2AZKYaiQoSXHY0n/YebZ3h6j46RjnHMpG6M0Rfljg+inLvQQXKeKpI5o0NKlh2WVfVwNDfucqZntzPQbRWUp5e5vFXkTvcYY9OSPUDXbpiCeRGH/8IQxieTKCnoQipe0nZCeOnd+24jdw71yyrL3vEuSEjOXeuoVqPeUooe0ZXCTXNT3tLHS1xoyGzH/hdcZ3LHYe6D1vsQtH/PgC9/EDLvOslSTXAWhFPA5kj2SEZBdSIOtCU71zA1NewUwq9HQuIxHnCN7jUyvOhLUwzlUcoeICru3jBqnA05GmNcIQL56J53h20mIWLcHqdTrbfM9SbUqBW76yRbQzoOpHxDOPL+XnXXzJ1lcuYJcOfS6mRc3r16k272JqT3wuSXe69mx/a2VjC4vXxfDILkA3GjuXxD2VJJirB7hhwXInY3rNij57obELQ7RI6C82MU7UF37xsrnKi0vPavLDQJspiuee7KjBpZrZgaUtugLexda+pPe+cQVfJEhEq6R8NT2LqcMf+bs+VSuA+6zT/ulZykM8DSx3FOdf8Oil5savZ0R/8D76NKF/PpIZUtMSyhIVx5JXvROTnDdE7z8RV7IXwjF8pPBxIJrB5m8/wz87XEd0+tKhPryHVn/4yTAqMuyNA9pBigoJ9dCInKxL4/LTKeo7HxAZg9ndobmxLUV0deJWCrxAmaFImR1IR5g/zqSQVRXts85lq+uQQl2TPVsysrn4jj85xp2fE93aQbmIYGCxa3DJqLtoK0guyAjeGNwgpdyRuFK7FNOaeqA4/kJONA9sfeMcPnlIcA5Xi/NV++QZ6vkRxdV90rvXaAYRwQYuXtWYUrP7L2uS336f0Lakq07XOXxVoYuCxY5heafCHsZc+Sdz1Le+j75+heXd7Zc6ehrZyCOrKU4WqAdPUb0e9eAm1RWLOYvY+/oE9d49/DuvcPJ5SYHq3Z+j3v3k8jkDPrVUQyEcDj4YEz64J5ek62Z89z6rNMFtDqj2cmEPvwYuC0TjiHgiBWwVRlMNFdPbBXaRUWgFp2eoLGNyK2Z6C4JJ2Hw3IdQNZt6QjGPimb+M5nxxdeQ64gjXS2gGluz5guK3nxK6/G755R5bBWypaHM4f70AxVprbhdQPPVEC4+ZdD7YoyFPfknz537h23zvbJ8n39khOY/YTrdIHz6RX9/NwVUXNxsUpGOPaeQQ5WJBYeq+4vTtBBUS8sOU/FkqI4kuQ9wnlnjq5V6rGpGXbQyZvLHBYkdIYm0mhbb32DO4Xwkv4MGhZF53Bzadpegv38VHkvk9vhMBEfEkkB/L9Vtu2Y60KIdn7cAsW/zxCapXcPFqztnnIJpZiieREO7uL+n/o48gS5l/9Rbj21bGYHOZwUfTRjzAs5Ty9hazqzH1QLE4kBARuwSz1EQzSM77JFWDWiwFKfkjum09W9B/3MfFWtj0H91H7+9Sbl4RQ59GDvfKs5ZIql7B7LUNlltGUKQ2dFkJAVuFn4iZ9mfs8Z+25QXqLjcVwXp8IolPaa+4tMMMIlNSaSoQsPPYhZcTffdBU1Esp9osE0LYRBPPvMwwX7IQvNRZy1+7zb6DNUMj80yfGNF3dprdF9Gf0LYCs4aAS0wXPymnaBUZdBxJ0s8LGmSfWOzmhkRzzhc/xMBVzqOdxA3iO5apEyOJ0Ol+VxvCSiurGrdmQQfdjQm8IAviQw34Lre4rC7Zy0pJyEYcoeKYEInTmVno9Xxufa26Yq3iWPSnAD1xiwoGaPQ6B9okCUR2ra8NaYLZ2EDl4k6nay+yJyWafLsITM8y0pno6U2/R5uYNTteNQ5fVihj0L0eylra2F7mKLce37RdkYzXz1dlGSrPcKnoftc2mYZuw+zek85uUzKgpUtdEfDQl85zLlaSo9y0+O5+NUsv8qs0XUvoANH2d/eGckI4UmWLn80FhtUGFcUiK+pY9cIdCJ20bvV+yu/VTuMGMfHOFm6jLyMflGySP7jhe0mNMxXr9DiBpT3KS9Fu8i6QJwq0sVrbqq5yqX1mQQnUHNaZz0q61s47YAVre7vqjMHOG1TZoozkgYe6xlcVHrCLhngW4SIlwTOR6nK95UO1dsrrXrO3ncNhmqCiqPMWEEa7iwVFCOaHn5OCH7omIQR069cZBesxkepUDUpGX2a7j5nF6LYVUmFZSea9UpIaaG33ORGURIUA3Wen7ZAC3YpnhC0DGIUZjaBfdNcbdDfCWREmdRN+IuBx4DMb05+mZUrHxjdOgG2W+7Jhzw405quvShErJZSi3kioNiy6DfQeLMjek6AOIaYozNV96utboKH/YMngY48ZLwnjyUu/T2cZvHqTeivvpExSQLJ757gPPxE5xrUesyuGNpeuR3lwkf6hqU3IEsrtaO2DrjzYpaWod9D9Am81xXOHjxTLvQT2XiW+aEm+8xB3fPzyg2ndGUpcnljNtCI/FtZ7//6S6NnFJZwWAmEiMPeLZ9xo5kkfT8UXXHca1qZda5KVtVLUrCVc3aO8InGidhnoPewgvq7bcYnCvXETHxuW+4m4pIWOTazEIKP4OMKUML+aEg1fJ1i1NleZvTaEV4eY0pMeLYhOZvg0xr19k2A1w3sN/ccalzpO3y7wX7rTwetgV+YywaNHm9RvX6fpiWlOei5MfZwXD+s0IWwOJQYyi3CZ7QxpzDo5yi6k++w9DGy8N8MnlvPXUsptRTwN9L4/Rk/ncr+s5tod5N7miuruHnY6Qi8b+t85kkLWy1CDm/gsou3HECC5f0L78AlhWWKfnWPOE9RkJu5tSokFaK/AbfXX5jwrv+6VbMsuJChndl0RrGJyKyN68xrBKuw88E/+5ZtEY8PgvmiX05NS0J26JjusCEYsdlcz4uS0wh5PwBia3T5Nz9L0tIyktCI5a4juHxKKjOk7uyy39ZrboVvInkeoWiw4k7OGoCOqgRaOiYdk7NAPD1FZSv36FZrCkj2do977mNC0mHvPGZ318cOcyZ2Cui9EtXJL3k/dCKHMpVAPxTsh6JSt+XX5HFSB/NnqcCg/W23HRDeurImk8VTm6E0u5MkQdQS95ZL4+8/YeFaweGWT5W6EjwLxVJE/D3gD569b2i/0SS76DB6MiOYtyYMz2nsP0L0e/s1bVFspuvHYuRzImo0Mtl+h3IyZ3VBUOy32I8vm92boeUWzVbD8M6/iEiV68yCIR3Fvhq7FO0E17do//9O+PgsM+WladY37/sdkN0foKsLHgXr4ov5YJE2LvYj5FYnl7N3ztI8eXz6GUvhhwfxqgm4Cwz84pP3kPn8YMVPFEeVewexATvA+6iD6cQFKS0DASIIyfCSQqmqkuCutXla8xBF1oUQr252gvVHEw5RIy0wvvqgJkWZyI2G5o8iONenH6cvPSSn8yomrS2siBFRVE0+6aNCn5xJ08oetlTGKkkOQevzsJVbwS8sYVBKjkoR6J2dyvZt1loF4Hl6Ss3mrKPcyMcC4pamHoYP4hDAWj6F4Jj9TjTTlpjjURUv5t7qvaAtFPNakz0FNF9BLWRwk4v394QR17wn+1euc/cUh5YHDjjXpyaWLFiGg8rSzKdWkp578sFnHcqo0IfQLms0clxmanpFNEkEYLuFIUE6RnzSY7z/E9nrEV69TbQg3Qj07oj09++FLGwRGL7cjbGbIPzrFfXwf3evBK9dpRilNz1JuiINWdJYjOcwVnF2IY1vdSX2URmWZzNmLaE3CWrn34aVAmVo+A/WGx/UcqtWoRqHaQDzW9D+WmXZx2MWFzkqZ4zuNvSjJom7enImhjZlWuE8eoiJLxHV0k6NCQjXQBBOw8xZ3fIIJW9R9zWK/k5u1YoTirUY30oHaWU0ca1zUuQcG5OePjrF7uyx3Yua7BuVy0g8toapE4nZ4hNnbJd69iUssTR/KXRnvxGNFPJHrXG94fOopp5ZqO0O1HtNAci6hKm0unXiTaymc3bJloFFqHTyy9uVv27U+Py1SVDuUeN+lHP7qnuZiF/zVkuoogWCJpwY7KeC+RiUxyysZs31DdhaI79WoxlHu5ZSblmqkqLccdlQDFn3/OWE6xV15m8ktKQ2qQ8jswqOfHhM61EUQmT/aoObTssIK+fkxrF/+5V/m6OiIEAKvvfYaf+/v/T0Gg8FL3/Obv/mbfO1rX6Oua37xF3+Rv/t3/y7W/vFl+bOi/aOsKMJev0HjpdPzkcyGfASmhmjaYpaNkI9Uh4F1RUoXxWUk42bWMTihvrqB7csHXlKoOgvREAh5iosvN/V41kGjs7pzl1xB0KJxTY+FDZuclkKEemGp+ZLieUubSyJW3Rdct80N2ll05bCTUnzA23jNeA2RFTh/0EMN+pIyFhuiuWinw9VdzNaGGD1ECvODDNRu2f093MG2+H1fSakGGltakl4P3Vl9rjLFV+xfnaWwt43LIghC9gpWHMvazswCVhCeJxo32IXB24jmvNNFa+ni4plAxSv2rPyg/McbhW6lELW54uTLA3Q7WEPRysPiRh+z8yptz5CeBNF816vCBfVWTvL267SFzJB1l2NcbllMbcgXCWa+RLVync3SYJYRdi4Ys25k3GDnFt2YdVfmX72Bt5po7uk/hnjiYHOETVPCdIabXKIzKyjYRQqdKNqdPjbckk679UTnS3STAJJw5YoE+9oray07K7/8LsM7pLHMugtLUwhcLAch+a9pRDIXjCYaiy3q6tquZqVBC8waTRzRpCIYg711vSOHGXTp0JXDLAQCDpHBvHp7jSCY8RIbGUwtfuNtPyK9cxPXT3GRdL3QFb8Iqq2Y3ut3xDBlKD7y4ktPh0QY8ls3CFlCNHUUQT6j/p1XUJXDnIzxZ+eoPFs7+uHFqY0A8UQQBuXBZdLBxxfCwFaNkxn1zFD3zaXxUqTAKHCSzW3nCjO0tJnp4nw1enMEqyAQJ6OkaCbPLbkIJGc1prJkhzHLkJJcKNJzT7T0+NgS3bouFrlGrUcqLreoRgth9qghWhpcYqkHOb2nMtoiiiRgJZPrY0sFbbg8iGqNHg7AWjj+rHz8cet/+B/+B4bDIQB//a//df723/7b/Cf/yX+y/rpzjl/7tV/jf/6f/2fefvtt/t1/9C7/gwABAABJREFU99/lv/vv/jv+/X//3/9jH/ezq/4jLJ9ZLn72gOyo5sr/5ynBGibvbDO9ZsR04sk54eSMZPQqvJJcxvcBemeL0z99QDXURItANPd4qzj+YkbTy7BLSM9Ct3nLHBQlekoQaLF4MEPNSzgfywfOS6djSiieeUbfPEHNFhLs8ANzaPfskHw6Q2UZF3/6OrNrCpcp7FJg2fzZEvXkCKUN9lavm+NByBP0oIe/fYWL13sErciPGtLjkqYfc/aFEW126bOsgrqUh62WNiw/d41nfybBR2FdIIMxZI8769e6lhzozn4xtC1qY8TFWyOaXDP8pKT4vfuoImf8pT3KDfFyXsWdxhcN9qOn4APpuwa0JhQZbrOQTOzWoxrf5SRPJbloc0SzN8BlZp3tvNxVjH7+iM9vPeU33n2Lrd8SFOXoy5byANLnlmv/aEn88ETIY7sZPtZMbsXUn98iOQ9sfm+KniyZvbnF+esW1YKdp2QXndHFg3NoWiJjiFbz5Q4WiYwhtxYVRcy/cIWnv9jHLGH3X84ofvc5bA5Z3tkkWEX+0fnaKSx0ntfe0pnDGKp+Dndz4qmn/50jwrMjbK/ADuXwtbg94OxzQv7r31tiLxaomUV1fuV+mFNuxxL3uANNX9LR7FzY4nbpyY5qorkF7NpDvL1sKvFWkIPk4RkcneJfvc752/uSUf60wp7NUWVNmEzBB5q3b3L6pQG2DGx884zwyUOi9grxdkyTK+Z7EbODXZkZpwpbsp7ntxbGty3zve3uwNUxpEMgOZfrW40s9c/sEy082YMp+XTO/O19Hv1yj2Bg+1s9Bt+ytNt9yg1NtSEa9N4jQUKihcgwXSqMbh/B8F6N+fAxoayII0tsDOntK8yuDWiLID4Ekca2jvjhGeHsnOTqPk2xQVMofKLw13dRdSt51lWNA4rnHneuGH68wL73kCiJ2VteodqKsAtPfFaCC9Q7GbMb+2tCZbSQA0+5JbGw+cMp6vEhiVL0v5EJWXZZ4utGHPYGhmozdAcgCaBZHRqVtbC/Q7OZEyY/GeXjxzXTXhVs7z2LxWL999X6vd/7Pa5du8bbb78NwK/92q/xX/1X/9VnRfvHuYJWVH1FfhjwT59L5/3qJiiJT6Rp8csS7X6YaRniiLqvqIcdxD2TTqzNoR6GrmtXmBrwoN1qZitzWd0E1EIsRkPbimZVX36PLT0cHtNejNfkLfnFna61rnHnLbpuUC7go4ByHZGmuysk81evYVq6zkfHMa6IaHpdVKFRqEYOBU0OTV9JbGbzAmS+0tSGgNKi+a22HCEKmJn4pvtYwhFCEq34XKiV/rRtCZF4Y6+kbP70TDLA3W7nThUuAzOcFyiv7ToVHzAbQ4zRhEhyolfxp2EyFZOZJEE3heiMVyODKPDWxiH/1sa3+O3RLUBc7ZpeoNidU877ojl/8gyjFLYX02hxUas2Raus6hY1maHbTZEHmY6P0I0SQt0I+ekHA17gkqAWxwR1lXoYiIxCly3u8AibJrh0A5doQhajrJARVyQruU9Zj1NcJCiCah1uPkeHII5tXUhG3XkH+MR0JDXdheIYfGTWKW0uDvhYXh90JDlH564nhz/l1VqVsCJ/hS48Q1UNblkSjF5nb+dWCZmudYRlKT7hkRRKt4CgNb6qsHWDqT0ulmjb9oUAHd0R3L2MnOWgaWQEFM0DOryADqxMRWL5+byq8WcXwD71yAuUXShCEhGiS3KndKC+yzLv4kaBaKnxjRDbXiLvaYVe7vwwcau7//x8ia7qbgzSkfsSi1aK0Lg1ghQtPLpVmFmFG0/QcUR0OkT5HF216EnnM76Xi599EOh9FXLjDRDkfnRn5x1JtiNrRlbCjOwq2vYSIFvtXarzaPCxpc1f9kP4NK8fZ8rXv/Pv/Dv89m//Nm+99Rb/+X/+n7/0tcePH3P9+vX132/cuMHjx49/8CF+aH1WtH+UFeTDj+vu6qYhPq8pnhtMHaju7qJvbFNuRdh513k2Tswy6ob8xGMqTTr2JGeCYcUTYXSb2ovG1QWW+wmLHYlN7D9uSU5L2l7E+AvbBKNIz1ri4yVtZkUDvgiY0oOXDdNeOcBvD6VglmJhGJJIiFWppe7rzghDEpFM0+UFA6FpKT6eYCqxeqx2ctjOUC6w8UElsGqsWV4tIEjQCD4IxJYKiaXZH2Lz19DTJf7pc3zdYOeO5CwhKMgOIRmLRCgohR/mNKOUasNil57iu89pHzwCKwYUbS6GMwYIdUNyUneSIEWTCQzuUovdGMlryIW53w5Typ1EEppcWEuLeHOnu/YN0bMJRinq4SbeWKIZ/ONvvclv9e8SfS9n7/sLlAs0Rc7UDUgmiumrfeLdL8o9oISAtTq8uwSW1/tEwwzdBLa/26LrQPZwTBhPUIM+7VdeF8/oRxe4j+6/xM63+3ss37lG0zNUfU12KAcitehMNSYzio8nctgxCj7/Km1k6D9syI86vbGVw0E090TzFjNvCKs876LA7W7gM4tdePoPIZp74sOpOOH1C/zd65JyVrf0P5oQHfSYH0S4VJEeKzY+kMCRYBTldopLlXSMVgxrhvcavFHMrlnKTUEwqld2sbtD6s1Ucs+BxW6MGW0Ji7zcQ4XAxSsJ1UagTRXl1R5ZeYuQxCTHJfG5kNEwL2+63mrazHREMTHLUT6gK4fygXoYs9y260NKWwjxr7fVw5Y1yUnJ3tfFu6B4XgmzvWopDh3xTGJaF7sG5QPJhSKeenx373kLLrPEXTBMuHWFervAR4rBA0f/EaQnDfHTMVjD8o196p+/tk5mS8ae5LzBHneISZ7g+ikqQPZ4jvIefXzRRe969HyJVQqqGqZz8IHsniIaFwDoupUD6vrieMm8DwFdFPDKddphJofcVkYb6blj+1sG0wTiiejK7bSCLEWFgJ4uyBbV+qD+aV6B/2067fPzc956663137/2ta/xta997Ye+73/6n/4nnHP8R//Rf8R//V//1/yNv/E3Xvq6euHgE/4Vde+fFe0faXVkIR/kgntxmiq0kqJ6K8GldEEggWh5WbSpavJnFfGFIZo1mPESVTXE4wl+5aDkAyqyJH/qTSY3E+wikD6dEt79CPPlNzn7synNwJM9jyme2TWbN1oETOVlxm0Mbn+Dyd1+pwF1mMrTFoZyJFB4PRBY2dSdPKuWoh1WcYXvfkjygcFcO+D0Tx9QbmlGHzWkv/99AMqfucv0ekR25il+7wnu6Bh96zqLuxtS0PdiwkFCepKTnI+hbrDzlvQkAQ8bH9WkjyeE2OKKmHaQML4TM34FoqnhxuEQHjwi2FXWsBwUIqUJdU10OMGUOfVmStuR9FxqCMMePrZUuxltISSvckutIVrddnPPjYBLYPN7hq3vPRT29M0RwYjJzfbvWHRrGTxYYr8lLmKb8V3sMqVNA+PbGh/FJGfQe+7Ws2SCFKjpVYvZtgweVPT+4AFUFX5ZEtoGs73J6edSqpFiN9okefCYUF1uhm5/i+dfjak3PMVjRf+hI5461Fy6KndxAV3X5T//KuNXC6JFYPCtQ+n+r+yzfHUHbxT5/Qv8Jw/BOVzHF1BFRrmf42NFctGQPatQy5rw9BA3X2A2Bkzv9AgKht+7ILz/EVl9G/vWDk2jyA89xdc/hral+vJdpjdigaZTObgMHrakX/++aL+zu1Qjg0sVk1sJuhGPb1sJE3q53aEoQQpYUGJBW285zEIzP4jQ7SZ2WmOPxlBWhLLEd9ditWxkSTIhTIa6IZTdqaBDmdI37jI/2KAtFPUGVBseH2uqjQQzLbBHYwbv3Ref7dGQUGToZUPxZIm3mumtlPn1laRSPLhdJJr1YBRtZkjSFKKI8etDJrcN6XFg53fP4OhMnvNyidne4uLPbXHxtic5MWx9V3Lt4+M5HJ1AFOM3D6i2EpLTCvPhY/xsTtshMsE5MQtqnTzmeCLjpNMz9AtKjh9S13Xvve73uHhjxHxfY8pODlgHeo+WFN86JTTi6BbqBr05ImxvyAMcnUkgifv0E9EI6n8TPL6xscG77777r/S9xhj+g//gP+BXfuVXXira169f5+HDS4Lu48ePuXbt2p/4eJ8V7R9xrW1BV8v7TqMsBhTwQgdbBYH+OmKZcl7YzI1YieJkLg2dvCmOJZzDB6IudCMkEWZnmyqPMDX4UqQr3q7ysQXK9rFGb21A06fuxVLItEKn0n25+BJCVZ0NqnKs2cCrGRZKoYsclWeELME0YJeiW17bQXaPoxuR7qxMOFwsemGBTT267kIbgscsG+KJHHjstEEtSggJZPJ6dQN2KeOBYLV0BVp35DHplHVPugnlPHrZYKoI7SxOK5qehmuCDgStMKVHp5f0coE2A3gZQ3grWvWVs5ZuvGjEWwl/MGXATOS1KaUu0RXVzVDjgE+UFCvF2mJW5FuKoANtYYiHPVSVoONINLVZvJbKuUShR0OJUOzugzazvITeKXipMQgBgiO0av3eqxDWWe4Ce+tu9CDa9pV17dpCtNNC42X8gbfoQb/T9xpMZ86jOq23quS9c4kinnVQtnOYZYtdRoRa7qmV9l4N+mAlQEXec9Za7mgRsAvf6ZiNFCOjukANiWSNLozMzpde9PIdgoS1glqlibwnK3i3aQhVLZ/FyKKGfXBeIOumRlc10dwTlIZNRYg8Lla0uaYdpNjWCRQMMiKIrLikvdDVi3WpoDreyDW3S0VQnWY+S8W2dqXdjsDHVvTbcUTIM8LGYM28Vy2dTt3LCGpj1IWfdB7fPoh6wlp0nnehPZYw6OHTCD2xMJlBaOV+WEHxHTwffLhEcFZ+D0phao9dvmBoYxQ+MYR+LmTEqrrclzrpn7IG0ytg+hMCj/8Y2OOTyYT5fM7BwQEAf//v/30+97nPvfQ9P/MzP8OTJ0949913eeutt/h7f+/v8Zf+0l/6Ex/7s6L9o6xuPqZWphbBry1Fo3HF6ERsBUOXi60aBxcTSR1qGnQpVFe9qFEzMQ9RowF6ZxM/yFgc5LhYkZy37P72OT6NmLxSsPzZPnYZ2Hy/RbWS6NXkwu5WTli3sysR02tX5TE7N6NgFMtNcTmLZ4H8sEGFwGIvZqkk6KJNFEFrkjTCKIVKEtov3uXibkq0CPQfLBhOSikWO5tgJZKz96wlGtfrzF4/yJjvCzy++X5Fcv8Eygo3X8qB5dFzthZdsMFkhp/NUb0CqxQhtow+DBTP5Pb0kSF8/i7KeXZ+fyKOTVbTvnFDZqgnEzg8waod4o2Iuqc5e9OwvOGx55Zr/6ghf/c58Y1t2jTDxdIRZ89LfGKY7yc0uaL3VIpycB57UVEcWkwZyB5NULOF+Eg3LSpNaAtLPZBOOljW4TFt2mlsOzOUEEG1CQRF04uYXttH15CfOKJpS1sIaVE3IgVafOWmHIJaCUSpNizRVOwtdQNVv+sKunS49a3oA2ZRk4ydmKd0zG8/LCSaMwMXDeint9FlizmfEhZCckq//xwiS311g/n1XO6Z28KWjy8aeu+eSo72YonpFYT5gp2vnxNSizmZ4KqK4AP2k2eMjouuoMrMszroc/Lnb0CA/qOKvX82ptnMGd9JaTNRABTvH4P39BIxbmk2cya3UlwCw3ue9KhC1w5zNpPPSZbiB7l8rqzGWwnhmF+JqXuKwcOW4usfE2Zz/Ft3mLxSEM08vT94TPvkKRyeMPqGx/cz6sEG5S1PO1BMbhqqYU52mpDnCapxtHmEz6xYBPcEmQpKkR6HtU5bkuw8ow/m6FmJT2Pqqxu43K6RgzZXjN/oY8sebdod7rrZce+BIT0N5E+X6FlJeX3I9EtDtIPieUN8VqIaD7tbKLao9/osd2NcTKc5h8GDIYPpTDrgbilr0cMBKk0JiyVuPAHvxOwnz0Bret87oRdZ2o1c7HJjxcUrKe3bGfEsMPxw2JEDK8LpuTDr93doXzsg/O5PSJ72j2GmPR6P+Ut/6S9RliVKKd544w3+y//yv+T3f//3+Y//4/+Yf/gP/yHGGP7b//a/5Vd/9VfXkq+//Jf/8p/42J8V7R9x/ZCVX+i0tcsGnh8TlqW4nfUL8B6/WMqJt2lRjUMZ1XVFtXQOWYLrJVTbKZMbkoO8c94S3vsEu73J8mf7jF939B4Ytr6zQF/MWb6yRd2L1h1ZCEIGW+6IE1N2pMhOhKTV5tLFRMtANC5RjSPqWepepw010GolM+MuIGR+JWH8KmSHmtG/nOE+/ASzt4u/ttORujzRuBaJWGeP6RIjsHsrxJwf1Gm70zP4AW2xBnSeiU3mbEn0uCUkMfXVIdVWIpv3e/fx8wXmzbss7or5SX48xo+nmH4PXfXRKZT7jl96532+8fwa6n8taB89xuYp9maK8orkpMY+OII0Ab9J07NE52WnP/XoRUU8TrCzBp48F0Lf+k1XnZa4I1eZzrAlC7Q5wnVoQLfSwftEvqfpKcpt+VqbWdLzFzTZ3eY/O5CPpOQ2BwmxKMWTG8TEo20UYRWN+uKqG+zCoUvJP0YpXB5TbUKbB+xcEy1S7MKRNGIpEeYLSd+KLFzdoBzqNWktKMWo9tgnzyUPPM9RWSps/vc/Eh3xi+/p4REcvvjhULD/ZSa3Zfwy/MjhvvcB8e2bqNtXRBJYetyTZ+vgC4D45nXi7Ss0XlE8nMM3xY52NTQwOzv4vSEuE0JUk2vR49+RNDjlDT1r8SFQbqeMb2uSC0XxoRxI3GQCkwm63yf66ggdOXwG1UaHSCiDnaeYxuM63XiwiqboNN6dfTF0WQK2Q24eHdE+P8S8eofl1YI2uyS5+Vjgf+Wh6UM9EN+A7BjSk0B25tAXc9SyoultMr0tlq7pmSadiYe+76Xih34lZnpdvOfrocflHlNbhvEPFNFOWx+yBOU9aqoIQYkXe57JvvPoKb4siW7fpNrYw8WKcktR7gSisSIZJ2QhYE4cfiwmN/7Va8wPhBvyk7B+HJ329evX+b3f+70f+ve9vT3+4T/8h+u///k//+f/lWH21fqsaP8IKxhFOVJkRSQ5v0oT0pi2iDAK7KAvp9xBQbMhG4bp5dhFie+lVPs9XKyJs4gojkApmo2si6jU606+2rBEn3t1DXPbhWz25V6G7cfiofyslfl0T/KnlaOD64RRqxxgu26wF4imwkBWi5L0OEa5BB8rqoHBRVAPLdFrtwhKNh47lwLc7A+J9F0A9KwjQ0UWjHQg6uo+JgSqQbRmwzaDmPT2TSHBdPncYTbDjScSjnHrGm6j4IWsgvXykabNDS7WuMwSbYm1aDCKaOaE6HZlE709oIktpvLEU7ATy73JFvNpyo4LqChG1Q3ZUYOPBVUIoz4+jym3YyFOxT3S7A103eI9RGdLme/+oE93CMTjhuzI0OZQWkUwAbpkKOUUyQVEUwloqLYkyzueSMKWasFW0kmbJhDNHKoVxUCwqiM4ClxfbViZAyfdQaARa9O1dDBN0RsjiCOCMfKcO4KQzjKcFuhTuZVvt3hvB9XDlBm6HqH3d7r3UZNeeHykqAadXWhuUDevYuoGkriDz7tEuNat1QHKecLJGW4ykee0t0NIExoNxeMgY5XxUgpvWZEdt9il3Mf67i1oncSQek8oMtKzmmiq8YnFfO41KTpLceJyO0NmN3LadKWWCJ2tq3S/9VCx/Nw17HwfHyuKp4F45mUEA+h+H729SchT4mkgfTdDNxJwYkvxLF/sdVbBnTWubgPJhZgluUQOCS+OQF5KoFuUpEdLfGYxdURTXH5R6oPkka8+3yCjkXZ3gK4dbaIwSzkcVEONujkU+V4k6Wp1r7P9bRG3tVZTPHNgjDQInYWqPLBDLUqxNvVBCnkqSAVKEfZGKKA1mviiJpppICaaCaE1HreCCCYx+s5NMJq6H/Fj8iP5P2R9ZmP6U7S8hfk1yM4iImNQIMV4M8IUAt3pxlPupMz3ZDZp6gzdClGnGnWRkOeG7DQBWPsrh25OphvF9Jphcks0fkFBcirF+Py1CNVGbL5Xkf/eA1SRMXtnn8WOsNeTc3me0Uy6uTZTLPc9dndJNS5Qk7mQxo5OyOMYtjdwX9yhyTWzfcPsQH6n8pAdC4Jw/nqKejVlcL8m+YNPxDu930OlCX5YMHtri7qQg4MpZUOdH0RUo32RqzVSjPKHE9Rsjh70OP1Te1y8Lu5S/QfCIndxdx10N2NXwKZFuW105dC1EHZcL+H8zZxyW5EdBTbenRGde/KnQx7sbWPOLMrX6EGPMFuQffcxWIvbG1FeHdD0LZObkm8MmqAspoa9362If+d9fNteBmUAaENwjvjJOZtln3I7pelFUlRb1RmswOjDlvz+hGYn5/StlKavGH3oGH7jGQDVLVEVxBct6fefiy45spfSvK7jN2/f5uzNnHrksTMJifAl0Gnf9dYm5RsHuESTPZzCJ49FKpem6OGAJtaYBkIlecmLHSFOqf3OP7ybgesWeo9beh+Pcb0Efyuj7ivKDU37xU1W5j9Bi4xrJV9a/ZupAqNvWulgtzaZfumAcmgoDlt2/8UJqqzxJ4Ks+PMLiu+IWUt1c5Pjn9sEZGRjl574oiH+6JBQVZRfvs3zn8tRXopqPPcstjXT2+CSQHqiSU86uaCVor3c9zz+N2N0lbD5nmf7905RywrfITtqf4eLL+3iYug/qNj4+qlwTRpRPiy/fJPnPx/jsoCdKqIFJGeBwffO4NkR4cYB8zsD2s6oRSx8WR+k3NEJ+mKMMYaoe09VnuJ2hvjEMr+SEEwX5tN0B41C07wignY54Mm1nR9opjdePBFcHhLiKez+/pL4k8O17a/e28EPcpp+InneDw7xJ2dCUPOum4MXVHsFTc8wuSH3/vBjz+ZvPSJMpiRFLggUl6+pORgxvZEKd+aF9/+z9b//+qxo/yhLCezlIrUm+LhYogkJmhBpPLKh+JhOq6rWOcuiIV39fwejRVLIQSC3oAIuEx9xgiQomWr1c6C64AM/maDDZbiA6sgtILpu6LoBG7CRk/9vmi5opEVVFabI19aULpZNHoRBbZcCr7tEDhQ+1qJ/blrpkLQGL+SzNpPXIvF9sqk1uZDHTDd3D9EqDNzQZtAMPKo1QsZyktHdpl032eUVB62EFW4UuvWoskSlohcvN8X3GkA5J7+71JhKCFpoA95dBqZ46eJXr7PNQve6ArpSuFSv2/5V8Ahw6SxXN+h5hS0idB2JHrt7nqIJbtHnE2xq0U2CckKkCmcXoBW63kCFCO28QNTTqXRBHSlt7QJXtZdEtzisddLobiO3hjYTRjaAny9QWnVZ3PElVG9Y54/7FVFuTWrrXLMUqEWFNuYyLKbTKgOXNrFB/UDRlvcmRHb9nJpc0/QV4Qg4GwtZrWmEAAWE5VI0+GZrrQ0XcprGVIZQVfjpTO6dvlxXU4pfQZsr2oEjJI52Ea1DPES/I8W7jQJqlb51PhGuwgoxiazIsyLQVYt7drjW8st9ex0fS6KWiVbIBpe+C417mXyqeEmzHJpaAju6+1sZg/YO3evQtjoW9ENdGr7Ia7/s2E0t1qdNT+EyodKvR3F+heiAnZS4wyN0r0B15DUfG1xmLgNJ2kburShGRUIuDFqtGe9NP+AiJffhZIJalkLgsxbV70Fk8ZGW5xKJgY2pAz+GUfD/7uvHaWP641qfFe0fYekW0iNJySl/9hXwgXIroimkUJhJjZ4uKGYJ6VEi4RU7EXVfk4w9wwdOimzbJWQhs2CxHvTYpWzc1WZCufmivaX81y4ErosmFfrGVdCa9Pmc5LSLolQQjGZ5kLLY1nirKO4b/OMBw49FJqKsRd+5SX11SJkbypFeJ/usUSONSMmWgf5jmZsq5/Gv3RDC1MkYP56gQ2DwgcJnlySpoBRo1RmeBMyygdajTy9onSPM52x9Z0F2mhKUwK3edjnFmULXgeKJaNObfiyhCcYwKB16PEVnMeUWqFtzJnGOXfSwy0DdV5i5wc6UJKrN56ir+yxe3cLHivS4Jr9/QbTdY3ZNcsODDYQo4Ezg5J2IfPcL2DKQHTXCjD6e4B89ldfVz2l2xF1t833RiS/2LPMDKSCqDYTpDLU9FFewAi5eiWiKN9eHEOWDdK7Dvpi+VLWkqIHESRqDi0zHHla0hafti5zNFd38sm7kgNAaOTwFT3AQFkuoG5KHETtsykigkye2uWFyw9J0nIOVzE/XHuW8QNErc5YX2OqStSwSrfTMYcpO/9wpA/TJuaQ6+u7g2AZhnleVyA9vXMWPcrzRwsa24mjWZh2XopBTQVNERJOrmElJsIr4QorE8H5LcrjA2wHTXsNguGTS9DGl5H0n54r0RK2VAaaG4klHmnzRxvf0gs13E1xiaHsx/t/4PLr2xKcL1LKGZcve74rngVk2wui2itnndvBf2O2073IY9VHHDH/xILX62KQp4e1XWB4UwujvDjriwyDXqPe0ITkt8ZGhLaQ4+kTUHd6I3aq34vGQXrjOI0DTFGJ6tLzaIxq9A5Ma8/wUpjPsssKcy/2h8gx78zpuo095JcdbRXpSkz24IE0i0vOcNtfkT5aEZWfO4kTlserKfR7TFkb4G90hrs1fDgj6NK8fp7nKj2N9VrR/hKVcIDsOuBRO3xL/5tUp2C4VerogHJ5A06DbFtsrCF+5S1PEpBeO4hsPcafn6GFffLyNJlJKXKgWJf74lNC09K4dkByMLt3FkPmguv9U8qFvXqO+OkJXjujec9qjE3l+WqGTBLPxFtWmwVQwvOdIzgVa9ksp2uWtDU7fii9nc10nFixrv+igxF0pf/c57vkR+rXbjN8aATBc1vgnT/GzGRydrLtFAKW0dAFpQmga/HRGaFp8JzfyiwX6d79HT2nMtQMmX9yXuXwCbQaRg/TpFP/dD0nevMv4lU2aQtF7qvFnF+jRgHrL8dXrj3k33WNcjzALDVrSsewC9LyL9twoOPl8hIvh4Ose/bsPiKsrqDYjmNBtSgFMYPFmy/Idj59G9D9KiC9iRp8YoqeHkstdJJRbMfG4Jf/WI9z5BfZPv838Skqwwv520ymmcbgUmp6n6cHspkLXisEnUDzvDimDXMhB5xOYzaQrimNUEkvYS1dA/chRjJbMrYR2GCA0DXbWSMGtuu6uu64ATKfYhy+7LCUH+5Sb12gGMu8WCR/i7OU9uNAlv6m1HerKaU858QHIHk/R5zPCcokfTwnO0a50RiGIJK8VRGR1n1XXRkxvxOuOPXTz5zYPhAjaviekjjaTYhJPhM2cnotdaPbRCe6Th6RXv0Ler3h165jvVBH1IscsFP37kJ17opkjPl6Ksch8SXhB3QHgjo7h+BRb5Cx+6U1O3rGYEgYPLPG4JTmaU/zjey/pu/Urt3j0b++yPPDE55r8UIruqsv3RvGDDmEqTbh4rc/ZWwq7kPGNrSRaUzdyCM7uX+A+vIftFURbG4Q4wg0zmlGyNlwBiM9K9EeP8MuS/OY16qtD2sww37M0vYjBo4jew2fidCYffnSRw40rtMOU2Y2Mszc1QQeu/PMI/bsPZMyjFbHSovleScJ8JxnTCt9LqYcxdcecX8nXVnGxPwnrs077p2wpL8zeCGEQe6vWEqCQJmstMQBZiku7rOMV87JLUAr2hfztbpNRKy1mGuOyjlW8bNG1E8eyLEV3BDZdOYHtoggz6IHqLCiTBB9dwpkuVjQ9g65S4v1dANpcr7OZ7VI2I5dIdwhcwu0uiJ1o27DS0wKdfWq3u6w0oiv7TaNRgx6hl6MWJWo2/yEf9NDJk/B+zVz2dpV6JDpW8Vb36w2/TQ3J1gYuTzAzzfdPd5hNMmz3Os1SxgjRLODzGHv1CstBvC5Cba7J9nZwwwI0YrnpArQKnIJSE4KQ/lYdp4s1yXBAaB0eMEuPrjoCUJJI19x1o20/IrtyICEcM0isXh8KdC1QuV04dO3WowLdLzDd9VRpInnHublEPDy0rb6EZrWRII/VrZTEmOFADkXLUmaYcYzud/eD70JYrMEuA/FFuNTq+066WDeo7joHI79T15dwrO4Kekgiife0Bm0MtC/kbq/fWNbdJSFgypZoEeGNFLugWeenewuq0fhEE48VduEwpUTDukTGLMTdvQ0sJin3ok3q85TsXEsOdxds4Y3Y4XpAhxSltZDn4khsa+u6uz6+u8+lkLpEVAFoLaMj5zC9ApVntBs5LrkcU7hYCepVB5IKoqUnpDFmNGTtXzDsC3t8dRjWHfLEC6oTa9BZisolQc2nVjgCi5fJj3rZrO1uCaE7JAjqsXJ+U3mOWSEKWqHSFJfH+ERGdsHK9VkjJ5FF93uS+906aGpYGUUBqtejGcQ0A+HjRNNAsF0C3suKw0/tEhDms6L9U7Tkg5MftWSPpmAU01cHzPcMbaKY3x1grvVpepq6py/DGyKwpSYMeui2hY0B7ZZsRmZeocqGUGT47QHBaBbXcmb7BlsGNr9bY56cEEZ9qs9dx0cCiUf3xPu8PdigfW1PZsu5QOJNIR2ntzC5JRIWu7Qk51nXLVwWuNGHC+z5gupgwPh2TLAySzS1mMMELx3yyk+agGxyK2/xbuksQ+UZqlcw/eI+02uW4rlj+M9K/PPyD72aK2/xeqhoU/AdYxrbVS0vhCkCzA8sTe8WKMXm98B/sMkokRkgCKLQ/2iCzyImd3tUX+kLbyCArmByw7LYuoGPxS9dV2LkQRA99OCep/+wwseactPiEjnsLD5/TUxCThcU7x2KgcbBJv7mDtXIYhdS7M5fi7m4c5N4Gtj+zhIzq2mHCfXQopuuUz2+IPRymitDGYtEfVyy91KHtdzSuFQ2ZlUaqjYjujBAixmI3tbHMscMBwPUTh9dNpj7z3CnZ5gr+0y+uE+bipbYzsU4pv/RhMG7Lc1WwfyakBfMopExRyoHvSZXxJNAfiLs9tUtH4xiervAm2Jt6GPLQPHeMe6jey99PFZB7r6ssB8+ZfQsxxcZ1X6BTzTRrMWOVyoEg7cas6jRZ1NoW8zNXVySCaP75hCz38fHiuHvJ7RRwtVHjt79CT4267S4JtfUQ7M+aGoX1ox8PKTHS8zHT8BaypGm3mtQc0t2ojCVxmURNk0waUL9xVcY30kkJ2DDE6JAmweqDYUpFVvvNeSfXEiK2MEIf3NT4HMjwR9NX8iJq5EI8BJUXu31iNJbLLcyxrcl337jw4bi20/lgJUmhDhCzZf4pgWl8b2M5U6EbgODTxaYszm+SClf2xN52got60ZNYut7Oe5Agy4y1HDA5MtXWG5p4mkgO2mEK9J4VOupRgnnr8bUA+g/8mz/ywsAzr4wYnLr01Xo/rj1WdH+KVtBKeJJQ/jwHspaov03YdcQLJQj2TiqkaLcApTocVXHHg9ZjE5TfCadtAoBXRqUavFJRDNKcYlmualFNjQXMoofT1CjPsudiDZRJKeG9ugEM+jRvrbHfF8+/E1fCqupZGbpjRLLzr5DVZpqJG5g8aSzWV14okentI8ek/i7xDvbQgzr/Mh141+eDcLLZBSl18iBslbkbkXGfM8wux4Aw3DFSv3DlhFpU5t23XYkxKtVd8IqRjNAPVDUA+kYRx/WJIczyqt9zu/KQSM7rPDf+T72yj7llwqmt+QaRHMp3PUQlqJ0Eo5A+0IOcwmDT5aor3+baGuT8OXbl4U7jyQW9Sjgnh1iNka0V0fUQ/m6rgM+lve76UHvkWbrn5/S3n9IvLNDtLeF8h6eHdOen0tEabSx9havB7LJqlaKYdPr5GQKVKPQlciBAPG2XsntrKLJrNi7zi3ZU5lp+kHO7KqhKYSdn0w0ydgRfzKmffKU6O5t9F6yDn1xyyW6aaXoxHJ4iGatmHt0sr62MFRDKep0yIdZBrLH+R/93nqHOz6GYzBbm8TZVVxuiZ5c4D55uHbr6iZMUtO0wWwO0a2wluuhIWhxVhs8aFFtIP/kXODljSFm6y5uW/zem+7GVP4SZbosmhn5kwS0kCbjfk0NuCTuZHcajAFtWOzFTG7LvehyD0Y67TaX8UE0bnDvfYjd36O51qfcMJcz7y4ZT63cBlcvsBs1BIXMiqOM5bZlflUY8f3HGn9yiq8bzMZQPkelJN4prfCpRKNGCzAnU9xH97B3bjG926MpZBYeOuKhqeXg4jqJmfZdtx/FhJ7cG/MrgeRc463c26ZDEKqhodwWLXjxVKEePCU4T/TqAJT5iSCiwWdF+6dsCVT4Isu42rAs90UHPfrIEU9akokhOZfYvroPLutYo2VDWC7RE0sM4q09Smj38w5SE4g4GXtsKezkcjfFDN6k6Zu1XtNbffn5CbLRxrNAeiGaUzGfkG65/0ARtBUYumOeZ0eB7LQlmjRrMoqaLSieVrS5kQ1lTwhyadIRoMKlHWW9UxBzV6DV6VykM9AR3QzZqacpDKYMlHd2iHaGqKpZ62796Tl+OgUjGmLfSV7ixzJnbTZSoi+9TT1MiJbSba82F1N6ovMStaxQbU/yiGMha9lMgkKUk4NLPFYUz4RkNbuqaXpdR9ttqtEMslMv7mSDiOjnP0/Zj5hc7xLNuo3YlIrewwTtxMCkzYQt7Y1aw7QulqjQYGD8lQOiN/bkmiiBmOMswkw3cYOsI/lIJ5yOw5qBLqQxLRtqpNaWudHcE50uoKpQc0t0YjGxpR0lHbtc0dzaw+xuUO4X6EYOK9lZIDuuUW2gubGDurpFOUrWLP12mBJdOcDtjGh60p0FBXbWoOqWtp/gc3muqnsPBL4GFSl8HmFHQzCa7LAmmlmik8Xa63p9i5ZVZyQSC8T+pTfEaOjJEe70THTeW5sQR7RF3JE1wQYvaoRYjE4IkPZTgZejCNUG7FICZaqRfDaiuaR7rT4XystopLmzD3Tv1cOCdCY+6tlJI+EYAMGTH9a4JMFFEgSyKsY+EhSo2oopPv8G9TDr5stqHY9rW3mvVJBrFc28SEC3IpZbQphLxoHkaImpE4JJcHH3M9evYJuWsCwlNtZa7NUDcZprPb0nrZD84gh77SohjcmOG5Kx7hQosl+YpWR6J2NLPJVCa2pPuLJNO0o7Vr4imgaykxZTeVwiaJzqGPuRUdiyI/M5RzxxpMdmrU75NK8flyPaj3N9VrR/lBU6z+5V95kkzK5o1JtTyk96FL85R3//IYkx9IxG9Xtc/OwBkxtaNqLZgvZ8jJrMUEZjtjYZv3aDyW0tedqnAkn3Hi2JPnlO2Bjw9N/cYXrbYypFNBH5RYj1OiBA+ZXTUkP6wTNC27L84g0u7sZEs8Dmt8eY56e4K1tM7vYJGoYfztAfP5G4zqVA1+7wCDuZEvcK5n/hNpNXPG2uGX2zC0d2Ii9ziWJyM8G/khDPAr2HS+ykRI1nuMNj1LKk/2FBPCmoRpajLye4LCG+kAIZLTz9byn8dCoQYwFtERh9GEQ3msacf3WP2c8kxBeBwcMWO2uITudwdCobiRafaO02JEwkhWZgyUZDmTNWYOeK3hPPxtefQutofvkGszseWulcdQP5sWfjm2fgPKdf3eHiFyJCBC4NBOsJkUclnrAwbHwUkziZZ9dDQ7mhsctAMvWd/lbIdPVI8eSXAyp36KOY/JlG12AXEbbqS9fTdV+D+xXR+4/XGm15QzUDa4U3sFpdUISrG9Rsjjo9Q0UR0e2rtFkfl2pO38lp8wJTSSGLp57+vTn6w4ews8XRn9tjcSBa+mgqCNByP8Un+1QbEeWmoh568qcKcyySLZ3tU2UycjG1dJpNTwoYCupRhN3bEUb7ew+JuhnsmrPQLb9YoB4+QVlL/XNvcPTlBFPBwW8pCbsYDSnfOBDuRS0HM+UCdlaj6pZqt2C2byTkZJyRb4wgstilI71QTAvL8qojJJ7wJMIueGl2X440swNBBaJ5YPf3A9Hckd+foC8Elhf5VyD+zn22vtfFVxpxCGzu7HP+utjhzq4Yptc2camEm7g4kB0relOPXQZ6H49RT4/lYN+0YAztn3mV+ecNplJsvN+iPrhHZAxb34lR1uKu7zJ7extdBYr3DmkfPhHE6LU9XKrJnszJf/djVBTR3tiluTYgPq+I33ssB7miIOSpmN9MZ4SqJjaaostlb+7sM3ltsB4XxVO59/P3D6GqaW/tsdxPUR6SC5FSJuNWyGpNS/pkyobviezrU78+k3z91K2VRlVbi7IC7+ZpxUVcoDrm7GppOsJId+KnMzwI3hEaUFUlnXMMvmE92zSLBndyirFWYOO+IxiDXYiG1EUamyQQxZ1RhpB+/MWYUDfYxVX5tyZgLma0zw+xaUI0L8SCcVEL27iD3wJiIBKmXXyjkycfDGANKpJuW7edbrgQUxgVwKcGX1vMTBip1KDnJdEkos01LtU0/YBqFXbZ6dmzBBV1blvd58dUAXd8gh4M8Hafpiebh6kcZikBIyt5FFEkgRGejsjWwYGdg5d2AVMLzL8OZlEQzCURy9QdCW88k8dUYksaLPjEgw5gA8p4ghYmrbKRaFhXTHtYO2jZqitqfdC9huFgwflCJD0EcB23QXlBXUR65eQ9a2ohJa7GDSuS3+rfEGXAKggilCXUDaZqpXMMQvRyaQcPzwSdUMsGN5lhRyJDqweBGEU0lefsraLNhY8h77vkilOJp/zKD311/8qsWK3JTRKoIfr2MJvjyz+cu0AIa3+A1bwVDT6L0GkqhM1Ed5nyL0jRGid/AgSr1oRFIkuILD7Wa1tRGSmsZtkvkuiEZOkSeY+jmeRU24VDz5eSIW+06NwB32Wtr5dSmK0RuskE/k7lsVzcsaqj0GW7dwfoUhQTOLfOvdeNB7qDQOvl8ZVClZEcDK5u06YaowPBSuAHRosrYNx525eV8EqM7vzQkfS4+RKtOuTNOQmlqes1d1HFMfjOfU8rcd4LiIfAolyH1QT9gpuil9Q/FUnuOnVDNGt+eFT22frfZX1WtH+E5SPF7JpG+Yzh5Dqu0yePp3KKv3hzQL71DivXKRdrsSXsTvw/mJ8aFktG707JTnNJmSpFD63Pp6JpLkt6Tz0uiVjJslwK4zsxRe9tTBmIz0oG7y/E7awWBmz86JTtZrROEzPDAdQNxcfnQv7JY/xX3hAm/LIjo4xnuOeHhLJi47sT4lkPUzc0Gxn6S6/jnae4NyFEhsnd/ppgV25F2NyQNQ71VIo/52NsWZP5TbLdnsBxM4kC1G3oCEbvUA8t8YV0xelZtym0reQ7XxjSM098OJPXtr9B+dY+pvKknxzjj087A4hAO3DMrlqixS7KB+KpJ555yqHh4f/1Fi4Rb/JoWNGcJwzue/oPKqLTOX4iB5WN701IxgVtqiV7ORVGejyVw49dtIQvvU7ZiyWfu74cF+gmUDyrMZOa7EpOU2RMBgnDB5rN9wR6Xe5G1P0XDDleOOwrazH7e5K0NFvinh9JjOfWJmxtgNH4JAKrMRdz/ENBSTg9J3WONI7IDjNcauWQ1JP0LKxGZylojZ0HknMlTl+PZD7c9A3LLYtyga13xUMgezYXVnhdY56dUcwrXD9lfiOnjrXEvS6EbBVfNHB8LuYi7b8Cdho86b1T9tUWPtYsrmT4G18kmjvSo1JGKFWLqmoh/G31aLdy6oE8R1N1I4t+Rr1T8Oj/FBG9MqV8WrDxLUM81WSnooMORgJbfKyJp4r0XODzuq8Z3xIf+OSRkfHQ3VtcfG5E0DD69gV89/31+4LShCyiKeTzH4+FC9KmmuWOMNCjmXw220wzf30LfXuD+LzCvP8AN52SfXLGgd5CN57o8SktMudvX7tGm8vhw1Ty2WgORphRgXNByK4a6u2C8t96B90E8icL8o/OwRr87WvSGSwbKGtCEtG+ekUUCEbh466zHrcM35PHCpEhKCUE2CSGPKXaSlnsCCKUHzvxiwCqr9yVxMHjBfbJ2U9EnjZ8NtP+qVrBBhb7Ht1o4nF/LYFy0withKm92E/WxBP5oa6rcj98SvWLBeo7H5C8a0Snm6Yoo6Wj7E64xbMKQkI1VCz2FT4JzK/B4oolPocrvznFvfv97nfJ72gfPIKHT6QjGQxQvZ7k7350gjIa9zNvcPFqhnYCo5rakz0xcHwiEp5vvU/xHYXZ22X+xauUGyn9+yX2vXsoY4h332CxK7BpOdToQhNfpALZN07CQZTCKkV+NcdUGluKz3MwitkVS1tI4UsvJBIzOi8JwYNzRDNHcqFJzh0cnuBmc+q3Djj+YkQ0h4OzHjw/IliF63vMsGG5Z1DOCiP+44r4eM70z22x9ctPuT045dliwNky53icdKSz7+Je7Gr/4H3ybyn0xgbFW9eoBxHZswXqgwcopWg+f4fxa8Wad6CbS3KR8hA9HeM+fkBxcY3R8IBqqNj4QKxRVRwTfu4udb9zB+skvkEp4XXFMW5nRLWbkZwmqLNzkdltDCmvD/GxmGu4WFE8i0kOT3BVhTs5XYewKKWJtCK9cY3pO7trgpXOUvEDWATisSI/8WQPpijnaN/YpBqKLnrwrUPcw8fSyXcksfbpM3gK9soB+iBb+1/bhcTG2vESd3JyeQ3/xA9QoL33gPjhY8zONs//7dtcvBHo34u4+u4R7tETvA8QPKbfx18ZstyJBKHoxlJBKzlE7Ee8/fOf8Ldv/X1+5Vu/xs7/I8G8/4BQVvi6QRc5aadZVh1DOkSa0y/0WFwN+FizaQ2+LGl3C46/KO9retYn/t4K/pFozDYxuEyKfjLxFI/mtL0Y7WKaTHWHN1FALHYkYa14atl6lMNkgvvoHuk9CdBpV/P+0YDzN3LqoSI9DWTHcuhZ7sb4KCE/rIm/eY+wXFLf/QKHP6uIppqbj8F9/2PsrRss7u6Jne1RTXw0ww1SLl5NKbeVzORT0c4f/LaH734oB2o6LuGgBxsjQp5SjQzlpiIeQ3pSYp9fUN7Z4eyNBBUCu9Oa9t1nPxF52oHPivanZv21v/bX+Lt/9+/Sdh3B3/gbf4N/8A/+AVpr/rP/7D/jV3/1V//kBwkKU3cn9sGlnlaVBrNQxFNh1a4gxaBFktRmErHor+xgs1TIJoulGFusSG1xBMMewRh0mohRQp7R9Cxt9kKhCKpztBLTC59G2P09yRTuco7Xuss4RvVymXfFEVrp9aw0WoY1IiAv7QWDFN3l70aWNhPGbYhE+0o3kw1a4PJoGTC16EHN7o4EFUyn+LIk1DXxuAVE97mC9WwlLm+mDiTjziVuWeN9IDhHNGtJxkZynwd9TJZ1MYkCSbo8wvb74APRuaZpE6J6RUhTNH2LajN8BIsm4rQqeDYZMB1n2AvJLLYbw7VNJVqJIUyWEYqMNjVrOFEBaIXLrXTK3SGM0IV/zL2YlFiD2dqUDPJaoH0Vgmimo2it0w+dZtkF4SbIBVf4zMpMt01Iruxhyxo3zPGx5DqviHjKB9TWBjbPxPZzPu/uzU4vXzdEMyewagioIsfnydrFKyhQdYNqWqJpSzLWxFMPlXTLKknQ+QCQQ2WoKtHL68561NL5AASCEctOlSQSyBFHqLpZm5QoJaeTUNf48YTQtuheDz3oE4Y9TA3JmcYuAiFPMdtb+PlCSIpcEjNXZLu13W4iUPP3j3f4v49+jvOTPtumRfX7qF5PCINpgstjsRaODSvdvUsk6zwY6TpVFKOdJ5pd+i2Y7e2XOAbKicY9aIgnLXpRY4F4YsXO1tNl3Mu+0KZQ9xR+dwMLoonuNPN+viQ0QsiMp+IzG0890bQRyNwbIYU1XpK54gjdCEoSzWTkEYKQYYOWcVmbG/RGTtOTlMCVDavyXXhMG9Ze5C98yAlZgk+tfA4vJPtcL2ooK+yiIZ52I4PEEl09gKc/AWLtz3Tan471T//pP2W+2tyAX//1X+frX/8677//PoeHh/z8z/88f+Ev/AX6/f4f+zi6hfyp2JiOX+k23ADZc016Ftj+1gxzOlsXYt/PefaLQ+bXHeW2ZrE/xNRDeo89g0/mqLpFLSpJMtroM78t2burTcDFEiDQ9ANmKSdhUweK547syRyfWubXc+o3b4vj2r0JqmzQTSuBCHnK8uaIum9kxl3JrMouWobvC9TdDGJcrFEhyBxMSbep+gXN3pDFjkjF8mNL1Hlyh87OMZqz1o02ewPO/4xomgffPoYPP8FfjEnfFQZ6+couF3djdAujj0uiJxdrcw+8x8/m4B1+WWK//4Th4xS3ORDNcaaks08CrVMsrqRk+iraBQ7+RYuPFdMrluUetAW0hUU3lnoA0/ubHKsNigeWvYce3XrqYUTz1VdIzivs41NQisXbB0xuXH48hEmbUmxvEqxhei1iektY6dmRJCIl5y35B0cA1Nc2qV7fEFb61BFftPhIs/z8dbxVVCO5X1yqKLekaPSexUJYjGPKnYTpNcN832Du7IGXw42pOk30/Sn6bIrbHXLxM/t4qxi9N4Fvf/DSZuzPL0g/0oTIEnoZzbUt6mHEcktTj8AfK9Rkhp/OyJYl2ScZ1M06XMPs71Le3SUoyD46lohVY6RYZtJNugx0rWhHCfFwgL9xwONfHFJtBZJTRe+ZEMlWQTjZcUv2+5/gzseEN25x+IUeykP/Yc3WN5e4ImZ2d0h4fUTvozF890M5KMVaPOkzRT2kMwRSKC9SpY3/V8H/yi9wNcByz7DYv7oOnlHd9dNtoOpr6T5jIT2KG57C9RJJkbso2fnmytNcMf/526LNPysl13tasfMv5uC9qCUWS3Qc0TvtyQzaeYm9HBQs9raodhwu1agwIpoPiRaS7GaWjvijZ7TPnuOPTxn9LnLQKev1QSe2nYFOkVHf2cPHmuS04vr/MkdXDTztslC7w7O3itlVi7sjJjYupWOMS4aAqYTQ96KnAoAqcqq9Hj7SFI8WDN4t5XmcX+CWJaZt2T7qE7KE2atDTt65Tvv//Ako2kD4rGj/672qquI//A//Q/7H//F/5L//7/97AP7BP/gH/Hv/3r+HtZarV6/yC7/wC/z6r/86v/Irv/LHPpZyEE8Cy21FPZLuMjmTE3B6HrAPjmifPV9/v9nbBYYwaGgLTTtU4r4VLMlFgi0tRmt01dAOExbbmja/vKF8BNVWoM09cTCYo0A8D2TPF6jv3yfa3qR+7Rqz69J9JBcZZm5RZSvSql5CNTTruboQoAL9+y36+AKSGJdudGSpFflJS4JXXyJDm0IcpNpEr72WQ0dSUw7M6Yzw/BgOBswPNKqF3ifCOA9VRfv8UPS3VzdpV13o+fJlU44X10rfC5j8VZbbmmooQQfSHUHd05iNmGjakn98Lu9zf4f5dXlubRd8ogJEF1psRB94hu+N8VnE/FpGXXRymLNUivauZXYTVCvvp64757gsIURGXKFGDX5uSM7kPbILh39+JEXttV1m+4ZoDv1HLWbRUG+mlJsinXMJnYNeVzhiSWFDi5OdBG6w3ogB0lNFeuqxZUBfzGgfPcYMChY7EhFaPE+xWr20H4eqwh+fCnJTXKEeRDQ9g8sELvVGdZ7n88su/YUV8pTFrnAo0mdZVxzUWjLoIwlbMVruORVFNBsp0zue+GDO7GnRdaeiWRZP+4g8TYEx1WbC7IbIjra+U+O/+S727m2qO/vUfUV6nGFWh0PdzbAjMd7xRq5Zk0MyCQy+8ZT2wSPMa69w9tUd6p6iLQTZ0i2kJxAtuujOXdFbr1+nBp8YyFJU2ZA/nhEiw/xazmJHHNcICXbeEh1N8Z88eHlurxR6Nget8U1LaGrM9haELULuaDUsDgy6El+EZKyI5ob4idycfrHAP3iB8PYDy16/Rj3apMk1ww+W+G9/gPtBZ0F1ieZVI/k33SLWyp39rKmQ0cAP/oLI0hQiBU3vL3AffvLSmMNVFZycYgYDms9vMLvFOtjo07w+k3x9CtZ/+p/+p/zar/0aOzs76397/PjxSwX6xo0bPH78+Id+9u/8nb/D3/k7f2f997ZeyFxrHIjmdBpamdVGc4/f3cD0cogjfGxpetJZ2mfiK+wjYW7G00ByskQvG9SygqbFFgm6SdBN9/WJ66IAxRNROQlYCEbgKuMcYb6g/6jGltJ5tKnBG01ct6jZAtO05M8i4mm0DnogSCfavHNVQkqmNem0ImgNb91FaWhiKxrywqwdruqBwr95az1XTE+kA6yvjjAbBW1qyA+9JBglBnvrBpQV7lTms2ZS0XuWiXUoQsRBqXUK1BoWVZKgpqxFVQ39Ry3ZqRYnq6FCV5CdOJKziqAV9cGAoBXx3DP6QF8mU3F5uFiZtCyv9PCxkijRBJqeodkVdMXFUrCV736+s3lVixKlFPnxkPqJZIabsjN96VZoW5LDOQPTwy4d8fEc6gYbG0xPQyToBAohMs3kSZra4774KsGIRjY7lu60LWRDTi4CvSc1unb4UQ+T3qU8EG16sFCNIuI7N2VsoUWeJE8ogDVUewXlliQ8FU8D+TPIzlo42MFsjSSTOzKSIf7kOX4+R03m9B73hCh2Y0C4/bPyvKdyj8/3JdoxGAmyCJtDtPMMP9A0z/rkF4HszOONoEQuC3KIiqywkZHrTIBqKyW7e5tQpBSHDdmZkuv+9l1Jz8vErS4ZB5ILuhFLoMkVQWviu7vEG33aLCI/aknPFZPrVkyGusKlm4ApA3auCJ12P550ZMUj6ZqVl/EGIZAeV0RzizfCrG96BlOKdEsB+tZ12t0BZl6jHh/iJ7P1rFiuvfxRtSBjdh5Iz0UPbpatsNVBRgqjoViKpjEhTcTMJpbgkkYr4vOa+ELhsgj95TflMP74Ge5ivGaReyscA12LLW88EzlfkyuqDQV9SG4WFM3rqLIiPDvCz+V1p0dLsT+dLyEEdL8PN6/i+jLLVq2nTUSLrqsXUsc+1eszyde/1uvb3/42v/M7v8Pf/Jt/84e+pl6M1vsjiDRf+9rX+NrXvrb+e7axT1AS/JA/nL7EpnS9hPmtPi4ZUvfUmikcLQKj9yQMo9zW4t514tAfP+78kIV4o9OYaFkQNAwelETfe4jqFQR9BRDXo2okspy2sGjn8WcXxL/zPkkcw5VdJm+MxLTjVAlJCYjOx0TWitSsblBpyviX7nD6OUN6Cgf/eA4f3Yd3XuXoK1LU4nEgnvnOQAQpeNuKo6/20XUgO/UM79e0ueHiboJLUrEsfW+KCoFmlFK9tUd8XmMXS9ykRh2eMvReDgcawtVdgjH4VG7J6Nn5WtKl+z1UmsJiSfY7H4FW9K7vs7jWQzee7NEEdT6hvb7D+V3Rz258v6L/Tx/Je7uCGLMEP8zxiWV2LeXibsfC7wp7qcBb6XzaTK09t1cdsXKBcDEmNC3DDwfYMpcZYrrybhff5lBVqA/ukX0SCdTfdWSRNTTDCOV0d5BQpOeO3veOUbMF8y/f4OmfLVAO+o89w49rmoFltm8EPn9SE3/zY1SWsXznGovdDvnoUrLme5pgtuX+67y9TSNyHoD5vmG5rUguArtfn6AfPoP9HRa3h7Sppu5rmkKRnnk2u+7bHR5hL8bojRGPf/Umi68u4FHGnf/3HPPBI/SfusvshkgRq4Gm2u9jli1X/pcnUFYiu8sSXD9lsdunHgbisSAWOklQobOqBWYHlqbYJT1ryL73lLBY0nz+Fkc/NxTuw7JLuzp3ZB+fouqGyZevcPaGoR4pqpEcdPtPHIPffUyoapriFWY3gCDyNVtKIXPnChUUm+9WpO8J+z7MF+JCNhzIoaJWxIdnEnd6sMvpz+9SbinsMiOzFuKY8Zd2OXvbkD3POfj/LgjdWGG9r4QAXixP8+ee9KwlfTZDPXxGqBtcB4Prfg93e5+2iKg2LOWGlujMniAUvUeBnX/yhHAxpvyZu5x+rhCN+T9zcDEW/Xcq7PXszJOcN9h5S/z4jDCeUn7lDpO7MW0RcIllsbVBeuEZVo2gLGcXmKoCpSVcB9CbIw7/1AbzA7WWJa5y1e2SS1/5T/n6DB7/13j983/+z3n33Xe5ffs2AM45bt26xV/8i3+Rhw8frr/v8ePH/NzP/dy/2oOubAk7OdUKPoQunCPv8n/zDp6dd6QvJcYWwcqm6pelbPZRLFrKDnqWXOxAqGo5jbfiDqVhbVUYFCgjumg/n8N8jh0NXsg81pIJ7b0Qier6UjeKdH0uC+tM5tC23b8JjGtK8FVHfmuRjOoghQwvWk+zaNfEnragk0G1a4gtGCWkt5VJSFWhpgtUZPH9DJ9FBNVZSIZw+fq1EktJ24VSLBbiQT4viWbCBKZuCN4TjBZzlbgjxy0WQqZahTT0+5IymsWYJlkT6IJhHTThX0guejEzet2tOy+PWYt7FOv5f0dU63LVfVXBizplpdZBMC+icboOcD7GjScof0PuEyfPxzQe1xHOvEcCNGZztJKuqiku57WqkyWL7atokb1dIQvyC7198fdKl6daJ8SuSObTbQFNqWS2GsUS+NJd/zaDQX/BeZagKoe7uMAuHcp1HXNYERI94WKCG08wwwFKa1Qar7kZhO56vBB2AkIcbFOZXUvamMNbvc7zNpUgU7r2cDElVBV2uY/ypst67/5EirAUzbWpPMqZtY3oyi/fdBI9s2yFFOccSikJFbH2ZaSiaTrynZC6gpYxhuoc/NpcMu9DZEGbdcqdsuLGpyoZyejWy+e36sJV2lWotpD32iKi6RuarIvHtQjrOxbSG6XosH20Gp28mEuv1tGZBLClw5TiqOZn8y7BTb4WDLInVUo8EpIEZUyXhnZpVRwiORQ2A49u5OCxchcUEiw/EeuzTvtf4/VX/+pf5a/+1b+6/ru1lvv37/Mbv/Eb/M2/+Tf5K3/lr3B4eMg/+2f/jP/mv/lv/sTHC0qIRBd3LWdvbqN8B3cuQmcvqjpZzIo9LD/XJopoEeh9u8FUTvyXmxZdFLgv3GVxkK4DG4KG6Y2UeONNfKQoN6VLS84DvSctdumw0xp14yq2bkSvPJ8Tzi/ovx+LVrOf0PzS25jKkzyboibzbrPoNmcXhLU7h2Y7J379FZbDGFMGlJMC2GTCWN76XospPdp5yWd2HnO+QM2X6HaTyS2BEuu+Ynl9gKkc9qIifjZBLcq145pfllJA84z2yohyNyGatKSPxgLbjScdWcZI0dUa8gzdy9ebafx0LMVkZ4C/tsH8IGa5q/Bx4PzVhGH0JnbWYD9+JsSq+RzlHcpa+q0ne55RD2PO34ioNwK2VGRnollGRZ22FepBEAvanqbXFZt6O2dy/bJYKS/ynPxzdzDLBv3keD2LXy1fpCy2rcDZ3T7h425G3BlY6C5dsykUi71EINpzGTOYcSkSqG7mXfcF2h3ek0QsO28x0wqfR8xu5lSDSza68oH8yFMcAgHmd4aoW+9gF47ivowh9N0+s45ZXd3YIBrmzK/lXNwRFnLTD5QfbVI81ehFhVMaO6koHssBaPCgInlwJgW3yLFFjt8estwvcIk818GHmvzYCclJi2e6jy+vkXZQblqWf/4WQSuaYkU44xIVgTVJMfvohIPliKZnubgTUY+6g4pSBOfJDkuGHxV4G2hyqHu2Y/mL4YxPDebODYgM9aaYutDJ7+Rwtbk2UIoWAfsokJzXYoJiLfHUkx1aoknAbRaYu7c6sxdDGxv6T1riqSFo39kJx5hFgf5E/PnNzjahl1NfGXL2ekJbQPHUs/2tJcoHXGolU/x0KSYtCLei2pBDakhksOzzmHJLiQnRXJEZDUWEv3OAurkHGg6+3uIjRd0TNruLFdO3t7G3NzCVxywaVOPRT49xh0KoXB0EzERGKqaC7LQlHjd8svwJabU/Zeunqmj/UeuXf/mX+Y3f+A1ef/11lFL8F//Ff/EnMscBkY0ksNgPRLfkAzV7lpOcGnQtM0jddFany8tjqY/AnnvSbz3EHZ+u9cEqS7l4NefidcmCTs5lBrfY1UxvXnbeeJnr5d94IJnSN6+KCUPZChlmPsddjGE8QScJ7S+9w+nnxM5xM0ACBKvFWCGSUJPkXDKVq40Ilw5oisu4Q28ELo4WgeJ7z2kfPb28BsHjAELApDGEHsF2RWfHEi00g8cXQjR7YewQmhrX1Big7UUstjW9xsDZmPYHip0kiilCmuAGEoEZHU4Iz47QvYL65pDFrqXcVlRbjhAF5s7QZjHpecT285xweCSdzcrd6ugYBRS3b3L++pV1PGN8XqOrlrYQP/FgpJPyuafNBWYnBPGY3xMJTTSXzqMcaVycYcuU/mwJP1i084hqJEVqlfwk0iV5byWDuiPP5YJsRDMonjeY0qFnC8khN4Y21bQ5ZCfQe/eIcHImUqqqwmxtEm3foe53REElB4vsqCY6mdGOck7fySm3FKOPtOh/q4p04w2WW/Izi70IvRVx9pZm8+efE2nPo3f36d3T5McetYJ1pyW9ZwUEiB+d0957gO71UPs7hDyh3C+YXpVtJr3wFM8d0aQRlzWl1tGbqzGE8lBuKqa3wWWeaKqJx5fowzqmtCN7uY/voz/RFAd7zHdvUm2p9fcE57BHE4aRoRlYzl+NqDaELJqdijSvTQ3uWp8218yuGJqedJKmlHt1JdGMZrDxYSsjnoul3AfGEE9asiODqQP1MMakFpca2lysirOnc4pvj2mvbnL8xYKmrygOY1KjCUERNofUOwXzKzGzGwFXeHqPFfYPPsQvFtju3gjBE0KQjjxV+EFL48VhTyG8lnoUaAee9rjLvo4tzY7A7L2nFfk//UD4Fl95nfPXUnwEkxuGYA3RLJCeRdhloJgt4fBoTTgMVop18byTX947pn30FOX+CMe7T9EKfAaPf6pW+wL782/9rb/F3/pbf+v/r59XTvzB20yxnCagAqbSa2tKuxCZySo/mM7eUjeBeNp0loF/uKuQckJqW8F4K0xVO8CL6b9SChVZVNtZe7Ye1e9hOzJXCEEgutaTnAfsMmAXjcDJSU61neGjTnet6QJN5O8raQ1KYEm9DNhKCobpFesC8WIhVq0jWkA7vyTP2aVH1ZK/rawVckvnpa20JvRy2kzL5mD4ISnKSu7iRxLurWsHLoj+t5HH9XHHxjaskQFdKbl+VcDnKWZnZ/070Vrgdq1p9ofrztclUG0m6EZS0lZpW8mpJkw0yUU3UvB+7em9OpyZWv7YpUdXQgQzg0EH7YvF7XwQSQiHlvcXt35bu9fmJdrTsoa4CbDciTCVxcwKgd8R6814IolXbrOHjiy6rFCLEoY92kyvQy3imWjf0dCOctp+JM8hSAepBj0oI3TtSc9F+y0oS8AuNONFRmxbCFxahxoj917TEk8aYShXzfoAIrnwAVM54pnpCJcOO20Emu/lkKeoFrJjeZ3puScet7jYYpd6zTr3Rt6HaCk6fjurL41B4m6cFFlsFbAzJTC6teg0ISQRPhLjnxW0a5ed5KpyuEiv4yxXYSC6lu+DLtJy5bFQaAixuILNCjCGpmclXKVWmEY01cstw3JX5sDK52SVoy2iLq8bqqEhu3kN5RzBKOy8IZpboqlFeXlj9N4Oelnizy9etoP1gWTsiZ9H2LnCx4Zkf48qMdiZnGqUF1LlKizIRVAPIqK9bXTrcJlZObyu0QtB9jTeBpLtPtHyKq6XEY8DPjJEM0EVVTDEaYJOE1hoPvXrM532T9cyi4ad33pG8doOZ9P4EubrWMHD+yX2oqQdpVQbEaqF/PEMfTIWmc3shyU2op/WxBMY3iux44pmlFIPxZBk5QQVzVpCv0BHEZQV+uMnqF5B+doe5Va0zhGWolOx+0/OUU0rAQJlhd97leMvxrisy8uuZMOaX5XZ4so7WTeK4ceB/oMK5Tztdh+12cOcTgmPn4lT12puPZvTf1iRjK2wbh+dro00APTGBs0b12gGFpdo6RiMQKAuVuIXrl7eCHSSUN3YZH4lIjtx5N97JmYtdSNOV8hmWm2umLOyCxVPA6MPJbGsutLD3+jL78xUxwTuss1jCXpAQ7UdOP6i7VjG8ieaBXa+VRGdL0UXvZQuKz1cMkhzorknfzBBzRZr21WMIQx7uDduSgc0lA17fmCoN7pDzlg2dXmRCoLHni/oP07WOvR6AG4HxhkQNLvxkNHzIUopevdnpKeSz33ypT7e9jtWtcMlmvmeoRlANPPk3z9FlTWLt/aZvJFewr1Tue7L1/dkjHG+ZPQ7p5evA/DxDZ5tDVjkHt0qqk1x1fKDHH2eE6YzoveX4lfd1Og0kYNiIz8fP2mIDw04j5ovxSZ0c8Ti7hZtrknPGq78xgTVtNK9VzXJ1W28HVD3FS4TyZ6pofeoIv7o2WWwjVKY7S3c7gZtYkhPW+KplqjcXo5OE+qtgnLLCiFzKget3rOW7AMJx3DXdih3MzEmiSUaMx4r8iPXKRvkZ9Ewvq0BTf7cMIrE5GZ82zK74TGl5K2bKnD+Rcf/5Wf/JfM24Td/6/Nsf3NEUyjqkcjsLl7VzA92iWbi5aA/ekxvsgVqsyuciqNfOhDS6u8fwgtyyNA29L75hNuHm/jYUG3ELH9RODqjjyTVr+7D5KZZm98EJQE68909OfSz4sqw5kO0maAKyiuqYU78ynXsMrD9rQVmXrG81md8JwIMuhmROgcPfjLKx7+qgd+/Lusn46r/H7WahvbeA7IsoRhtSIZ1LkENpgJ7vkSfTrBK0WYW3Xj06YT28ZM//PHCCwEWleiX9dmUyHtUyMTm0on7kamczM4AlkvcxQXGaOqhZb4nHYrk4kL2rMV9/OBl041Ii+a774hPDaqVLqAZenzmUK1G1auoSYjOFjKnGya4SJMuGyG/vWgx3bZEFyW6ibFHE9yz5y9pWVUSU21FlEMhNbWrPObuQxNeJKqtljE0fUM10sQzT1gsBPp/YbnoMgBCtVIM45kjOp4R0ohyJ6EaaEn/KkTrW/clHzl0ci6QDbXNJCUtvtBEMykWyb1j2geP1mRZZQxmXpOME6JJDU+e077wnFSSoDb71BsJLtMsNyVIphpKUSBApH74dK9KcYxT3giLNwm0RYDtCqWhGkkEJW2LOZuhZxUu3WC53ZGhEt25hQmhzHV52Jxd4OcLgj2g3Oz4AFMhwQUN1chiKk30fEr78PFLu1h6vEd8UdA2utNHS7JbiAwqjgiLJX4moyGdJB2JUkh3ilZQnY746Dqype33qAeidc8OPeHDe4LadMtGEcm4h/Ka0ihCJ3mz0+ol3wO0KALakWS023mLmgZBY7oQEZdb2lTeYFMLzBtNWvzJmRA/tzfk3lOsg1+Uh2guGeJ2w6AbtZ7p+whsqWh6ViSGfXBDh080ZinJY6ODCX99558w9YZ/cvVVyke5EOTSgI8C9VDy3KOpYvN7mnB+jjGa9LDAFpbZtZjFvsIuFMNe9vJNEgLt0+eo4xOizQ2Wf+om8z1NMhY5oHKBJk9EhqdZs8V8InuT8hJ7G80ug4uU7/T2uXhNuEjR9BXZcWD4/EKy4HufpykigoG6b0iK9JKo9ylfn+m0f5pWHGPu3sXHluJJJR3OlZgylsI9fXWIvd6nKST7Wjlw8QHJ1U3MpCTcf4xfLDAbG7A1IvQyUKyjBJutHJPH1CMxRTFNIH+6FOJX08pcsGOBqzhGJbJ5KS952vlRiykd5mxGGzwqScRatJdRFYb4XGFnlvx5oDhqxanrucbFFpfKLE/Y6YFmO5dNbFxhW49PLf5Lr6Nbj3l0RNuFi+iL2Ton2f/s28KYfXiIOzwiLJfkT5bE40hmiR1Ldrkl2dbBvCy9A8AJxG7nAtmumK1mNEQNB/iNvsixWjEpaUYOFRT1E7FoldFAg6kELhRyoFrLY9oMFvtS9FYRnistcDSTznXlTmUP9mlv7tKmlnIrou5rkp6hP9nDZpnA/l2xaItkrUH3ndWnqQVq1y0UTyTDPDmroCPnBWtwXYHpPfHkh0IYWu6Kz3fxvJVOtWmlKFpD+ixioxjgYkU8dcTThia3uE7f2yaK9rXr6Max3BISHArKCFRQmCX4MejawBubJPt9zKRG33t8qf9NpJhlh8KzSCYOvahFU7+/g+rdkINP6wndaw4a8KDnS5F+RTHcvU6zmbLoGaqREKHm11IK9ZaQ9x4c4o6PCYsFxeMFSRFhqhjlNLoNzG/1iEdfxiwazMUCvKfZH1JuChlLUse6A28X3lP3DS7txgTnXZpX1aKu7KGdx6US6ek62Z6P5OAcnZeoxmH2hWQnUbnyONlpS/p0QYg02XGPtmfXXSsKph+N+OXyr9E2ht43MkYfNeIH0JPM9dWylaSX2evXCP1c8rpjDUEgegJM7/ZJN76MnVTox8eiukhTkdIlMelxjSkt0bzFni5RIRDvxqLwcPKc7VK08fVAEANTBkmhc4HsTA6pix3D7JoC02XPT2WM1+4MMNEd5lvJWmXxk7XUZzPtn6blUsPFF7boPSqJvnufyFp8cotqGNH0FIsDmXGtV4DZ9QjdRvQe52ydT/DLJexvM3ttQ2QeRnS0ysPsSgzE1H1FM1DYGfQ+bvCfdPK0bv4r/tBi4gICsadnjvxbj/DjCa6uIQR0nrN8fY/ljsw0e0/kgzv6YIb+6JEURGMkRermPpNX+2I9qWF+kJBcOKKHJ/iTU/xX3uD5z+UoD/v/Anh+iK8qwuOnKGtpfv4tDr8qM8srvxXg8Ah3Pka/WxEbQ5wkqCQmDArar25RbqlOqvXyByg4mYOmF4ZoUq/jDdndZnlrgzbXQuxqpQvcvH5BZDzze6L7Vk1L/HRMDKhlRZjNJZpTd1D8lV2e/RtbLA6EoDR46CQtbdxgZjV60f0M0NzZ5+mfzWkz1h1MPDaYakg8ynCdXzhKNkbdeIJS65m7XYphil0Ght+7gAdPoGnEbQoIcSQEwCYw/O4ZPD1EbYyor22KfeWji7U8ie45qbNzBvcSUQI4kUnFW5s0/Wud/E5x+vmcoKDaUNLtWXB9B7FHjzsyk4fZdYuPDdlRxsFsCRdjfKylAzOB0SeO3j/9SNjoaQqRpbqxwflrMcF0ev655KybpUO7QBwCnF+g0oSjn+1z8ZYXvsFEDkfjvubibkY0y7jSejg+lvvkOwuiKGJ45xq26tPkmrPXLfXQkJynDB4UmMpT94VFHzqGPKxiVmVuW/dEGhfNAunREvvsHL/Ro7y5QbAaO2+x05o2FVKmyz3KG/TzU0JZYm8NCMoQTwM7v3sGT4XQGOoak+cMNl4h6IhgRTIXDOz9Dgz/b0u53+ZLiU4Feka/PP6JI/yVHaq7uyKXzKSoKy+dsI8Vp28b2kKTP0k5+BcafT7D9XPcIEZXjvj+MfZiLId358Ba0r0e871E4PdvnIsm/NZVzj83oE0U8Vw88u3ckX58JP4OX77LYi/DK/nd2Umn7b+ew42c5ZZeR8l+yhrTP3YFPptp/3StrmMLCumAjBEZ1EoPuZKo6E6aSqcJ9qIJFoJSJLKsTIxLXmQQryRjwQhRR7uAahy+qV96GqojdoHMoYUIF8QsYrEQUk6eo4pcmK0v+JnrFlTZ4sYTUFp0qlGELltM1XWKZhXMoCQvWet1nrEKiIMXQAiyoTkn3WwmUH/bi4kHg26za/CuRNc1NAnKSAzhOu/6DxkwqRDWG7Ky4qQV4giXCDNWOZnLq+by1BwshCwCo0RD74ShH5ZLKfydNaauapF4+W6zn3vs0mEWNXpeConOGHSaUqcC67us08q3HWEs1vhEuuQ21Z1hiGSJCy8goI28vstcZy9EOjoylTFgxABENwE1X9JejDHGYJZ9lLdCvnOuu0YelCY0Lf4FB67gA7ppOk7D6vldhnsEDejuGncb8Co1axUi4jvJlDxg96tQmKWXghpHcs+Zjtnc6duD7u55gwSbuECwev3eicQrEFzHSl7ltK9IYLHolXFOyFdVhVnWmDLgotBF0a6sSxXe6DViAkJCVAHc6sPXfd4kqxx01XaoSY+2Z/BWSUfa+jX/Y+XORhSxCuGQzxUC9S+XotG2VpCV7msv3ram8nB0Kq5+dSNjKW3ks6XlPZP5f4o62MYl8lzcKpQmSOyoEEsU3gaCUZ2LngKr8VbLfds0Yv6y8jPQ4huwsilWyxo3mWGW9Xp+vXZpCx1y5SX1bEW+WyXWrX0MtOwXq3/XrZAMf1LW/4+9P4u1LEvvetHfaGa7+t3v6COyz6zMyrIL44brwz3IB11d2fIFC10JHgwWIGFebF0BT4gHhOQHHpDwCxI8gMTDlbAsw7EuJR37SLjscl+uquwzI6PbEbFjt6uf3RjjPnxzrR1RmW4OhYF05ZBClRWx91qzHWN8/+/ffN7T/i4b4qa1muACtnCtfCKw8a4TWG83YrEvi0vvniN/UqGXjSRAXb1EsZlR59KL7d4viZ/MqbdyJtdTvBWpRfakwixreHLyyWNoGsJsjrYWO3NEucYumzV7XL/0HIvrfXwsDFEVhBVbdxWqUXQOUmxro7h84yrFyK6Z0KaAxY6lHCqa1KDe2MfOd2g6ht59Lyz50znfzoHX7STgDZy8lhJdf438qCH/7Tu442M55mVA+8DoGznd+xn2vFjnWV98kMalljrX6GGMubyLrmrqzYwmk8Sl4YcVdlEzvZ5zUm8wSSFRcPSl7npjQoDs1JHfH6Brh89jXG4puqKDtQshD2YPZ6h5IVVSUUCaEm5dweWRZIUvxSe78yiQH13065tcZFjraiTINUiPHemTAAoWl1Jmlwzl0ODNBsnVvuRC116Y1kVD790zWRzOpEeusoxiO6PJNb1pLpWaQkxL0gSsJWSJVL9VLVKoXi4M+vpi8g5aPLebgUMvNd0PLfEkiE/1hsDKvTvQv19Ln/7kDIBoXNC9L9CoLRxmNJCqbrGExZL0I8XOdABaoQsxnXHdhMXlnCZVRJNYLHbPx+z+1pT+vYyyD7MrQnjMHwX692p05WWBf+NF9HhBuHeAL0tUVWNnNQRLdqgxpeyAy5FU1ys/c+Uu+vRNqijEGI7u/cDwA0mp0k/O8NMp/rl9xjctLoaNJhA/rIhPNf2PLcmpQYXA0f96FRBFga7lO+YvbWGvjnCZpu4YCfDZ01TDsGamr6Bm/f3PYReO5PYR7uARZnuL4tXL1F0juvi3PljPGaKA0BQbYprTeeQYvjcnKKg2UuqOJj0tsA9OCEsJJ6EXyyao35XksF6HZquHTwzFRiT+9E3AdzPs/i71ZkfMeNoNTtCauhNTbFxG+cvoJrD5tmwi646mzpUE09xbYGYlzTCj3JSY4fzeBHV4siYrftbH5/D4d9t4+n57jy6dSFNOa9I/uIc/OyP+0iu4tItqoP/OGP/We5jhkHB1F5d3qPqWJlXYZSA+nOHe+YDouRtwbQ9vRV9rfuttYc1+yrYwNI28QMtCzFaWFl06MbkwhuJyj5NXI+l1T6V36xJFORLzlLoXEcUxYdTn9KWYxaVA54Fm8y2p2MK+yFqaXOESi6kMyTjQeVShC4eazD55WZws2iHjQn/6cUTn3Q4cHa2P2ZUlvD2lbYF+YturlBKINlVoZ7Db0luvehEulgCI9LYQxYant/B2m6qnKEcwudV+RlthlE8shC6m8pRDS9lvKz4NtoB45tGHp/jJFF8JFG+2t1nudyg2DE0mPWBdC7M/evcAeh2KW5ttVKhaS4sISILapCDce0hYLkl++IucvSiRoi7TzPfEi94UAVPD8P05/oM7hKeRlDiiHBrqjiLvJJJRrrRY2naztXlOMAqzqNFFjU8j0Tw3LXpQ+DXJT+UNoYzp33X0bs+YvNBjuSOEwO7DhvhXvk5wbv2c6WlB53GXYBS6dKg8F0XA6bkc52QCd+Ul8C30a69dxt3sUPUUPjHophEnvt/5FinQeeUFis0tyhTyI0fya2+L9vyLzzG92SF7EhE/ORZJZN1gikZ05qcGW7TGPTuSJb+6f7qGMJNr72Mot4RkOLgN6XuPCEWBm8wIdYVPDIu9gEsDvfsaVdXoSaB315J1LNOrEWevgbeB9EiTnElLYXrFAIa6L+9OMOByR0g8qtAkxwbjoRwq6m6EXVi2pwPU4RFhQ8xTyhHopkv23rMJct4qqoEkj/XvBNS7d6CqyPKcLI6gLGna98yMBlIlawi5bNjq7S7T6+naIc9U7aKdWfSwR92PW1QCCKqVeUE11LgYBrc9m7/2EMqK5etXKEay8NuHpzQHD7GDPtFGS9o7PRMyaPh0uernA+7fv89P/uRP8vDhQ4wx/PiP//in2mffuHGDTqdDFElr89//+3/Pq6+++kd+9ueL9ncwgqadQGL6t65BCNT9WODkzBAubaGHPZYbCS5SGAIhizC9HqrboemlNJlBeQlVMFXAJxH20j4+T0imDlNpWQBHQ6mcs5QQWXEXaw1DdJ6j8kyykiO9zsQGwAfstCY7joS1vPBii2lkIVBBNN/BOXRRkZ2I05L01DR4cXjLjmTxM+UF4accRZjCEB22MVraoLMUFce4xpMeB5FzpeC6fwSJRWnJ7I5jVK/bQo9GbCGTGG8U0VL6701qULFArsm5xxSOEEeYrS1CHElP1enWZ7r9wnbRtotAk2tcqih7irrbth1qIS+ZQgwsMAY96Et4w8ZArCVbK027DJiq/cwsxXdSqp6h7ogedlVp110NtL3e+QiKnMYH0uMgmv3VqXupwlf2mNq0OHZ7XXyeUow0TVeCXeJVT9RoQmv0YpYtzF41qKKWTOunHgFphQSSU/BRgp0rwNH0E5SXaFEUUsFfuyI9/0bynkNkicdNC89q3NYAvShRs/nF5iIE0Aa7u03od6k3OmvLVB9reXYXS7HqrSvUoiA79uhKkZzXhLq5yNp+yjIWIFQ1et76AagEF0sLIT3lItO7XbTTU0+0DOhGE3TrB+88bn8DVTv0YohqHMvEkB6JG1tyXgtRzmgJzulJ2yQ+k+NZKQjWsHBo4fZKNnwuMZLP3cLHQoRbBQcFfGyI9nepB6mgH+2GTi5bQC9KokmEizW6lhaZCmHtuCYtNHuhwggeVVTYqfBU1LJClYLCRYsE7cRxsc4FiQhayc81Mr+gpDiIFm0YTc7acS5Yg2qMaOunlmjupRgIQe5Ra4iDMehOB+Z/NnTafxqVtrWWn/u5n+PLX/4yVVXxIz/yI/zSL/0SP/ZjP/aJn/3P//k/c+XKlT/5Z/+3PNDvtuGjwOy6p9zUTG5soRoJJNC1mBtMro9kMm6lJL5ULPcyMn+Vpp8wuxTjEkXvQU3vG4cEayiujyhfuEY8bui+fYIqK9xGn+K1KzSZYXbZUPXbaMlfKXGn56jLe5TXRq2H9MoFS4mfMDX2gwdsP+rIpGjEUznZ7WPqVFzATpYS4Xh4xMZ/cYyyhGa7x/yS7OK795aMHo9b28QYrGb6XI/TlwzKG+KzAeo26E6OurqPz2P0ombrq4/wvYxHPzyiGrSJWd+OFCgl2t4kga0Rixekaq26iqovZKXeQUPnoKTuWopNibbs3y1JPjwEa6j3RzQ3Rpilo3NnBo1HOXfh9d1+Z3ltxOkrCU0OdTfQdDx2rhh8IGlXyYkQhlSa4m7usbyUUXU080viaZ4eQ/9eIwQzq6iubFANY6ZXJelqPQJUfYMpDbawZDv7mKUnHlfs/p9PILIsbvRZbtq1qY2ktRlstyMwd+tjvbzcZfyKg0FN/jghMVpCSSJLyCL0vEQ9PIa6EuhcK0zTRzcdkcAFqbh0Fdj+vRI7LSWv+lrG+XMJ2Ynn8q+cg/fMb/Z5/CP7ou2fBkzlSY8q0TQDy1f2mL6YkZ05epPZM1GeupMz/b5rnL1oW2Mh6RFXPYN5fl/c+lp2uH/8hI3/4oVpP5nimlrkY0ate6iSZhfw52NUUWCGA/xzPaqhJMpt/f5EFnMf1hCzqmrZbETSMgixZfZcn8c/2Jf72nocZMeey786Fgb82QR3do5JE+b7EYs9RfYksP+1AlV7mm5Ek2uxAD4p0ctazH1aHTpGNgjNZsbpyyl1V5EdewYfziEEip2M2dX9tgIORFOFXTq5h1VFeHiIOT4jX+4x3x2ud7Zq0Ec5L4lfkRX/9smMUDv88Qm6ldmFWtpgpqzoePCZ5fzFnMW+bDi6B0ZSAxcNyTgS9ODEkZwUuE5EUAl1T/gWoZOCMdizJf1ZhV5U69AevyxEpWItejSErQ24/dlfPv60iGj7+/vs7+8DEMcxb7zxBnfv3v1v8tmf/av+P3AEDb7rqBJN01GoWpEeK5KxkGWKrYCLZaduCgUemkzT9JPWSUkY07r2uIeP0VmKf3GTxbZG1wZOz2lOz9G9DuXQUnU1iz1FueGxC80wSVBaETop5Uh0o6tqAMWabOVOz+H4RCrhTo6yliiOiDelL6bKGu8cYSHENZTC2hdwN1KCVtLT+vguKo4lPjCOUbcksUkFcJnFtrGarpvgOhHxvMTdf4ge9LCL4VoT+mlDWSuxkJ2U5aal6okRRTlamWEozKwSc5TEtk5fHvf4EN3t4G9uUWxY0lOIDxawEJ/mZ/KhlSIa5DRpQt0N1F2xJlWNSOmiWSNSoJboU/djFpsGl0kAikulSonmDbp0uNTS9ET2VXdlE6ACa2g8tJnZLlEopzGZEpj17gO5/qMXqLoClfvoYrFSVrT3QvQyNLlBDSuGwzl1ngjRqI2O9FajnRezmaKQgI/IorJsXc1JZShM9ujxGPfRHaK9Xbh2g7qnyI8C6s6BTP7PfYHFnmyUXKKwhSIea/FtB7zdpxwpdGPo2WenDmU0xciwuOwxC0XnocLWgirUgwgfG9JUJIm+KPD3vy36VusL4tNTsqhQV1KdJ/HatU43AXNwjDs6Jvjwh7oK6jRF3XiDYkugbDwor0jGCn37Ie7s7OKHvReDkV4gO4T4YIxaluj9EUGl0s8/nYtBzGIpxM2nvje+cQ17/TJ1Rzbu5mgMWuOv5Gtr2BUpUTXrUnsd8GM2h5gKXJt4JpkAXqRdVst9NZpQy/V7JowGxKlwnKLqFMhpcml9rdCGVaWtHESzBjNeitysEFMo5ZHwESeBJnpWCLeiJUviHaEU9AVr8N3kk54Kn9HxX0NEOzs7ewbG/vYEyKfHyckJv/iLv8hXvvKVT/33H/3RH8V7z4/+6I/yT/7JP1k7Wv5h4/NF+zsYZqnY+F3pRze5PPjJeSCZiKxHeX1hcIH0LpPzhvhwhqpzzEYGtC+xX/0B5YJAZFGEjiP0bEH3XoRLLfE8pupq4qmjubqF3h4SrKbzYIlLLYu9mKqjcElGlt1CV140sEuxL+VsTFgs0eMZ+UEkHuRJhHnlBXl6G2En19udNXt9frNPMnhToNxK/t3OHRtvtQlXGtSbrxK8x8wrzKzE5zH++16lTg3aQee+Jn/iBYp8augkIdy6QrGb42PR48ZT1mxZs0R01qcT0qpBuw7eKMy0QI1GMOwxvZowv6SoOhFmOcLMOphUkotIEtjZwOcxTTdieNvhItGGV0ONrqBJYLGboLZi9I1ey5QN9O9W1D2LtwKPJ2NPdLRAeU91c8B817Z9foG441NF90DIed6ElgwGydihq3bivLQnm6JpSfdeoBrFjG9FNKmw0ENZiRlJ622dP1qSf7PLrJeyMQmoG1ekh7mR03RENWDdPrasob6wds0fLoknYk1q5hU0wm+wN68T0pj8sCKeGnTpaV690YZzKOxc4N303MszXHv0xgiUwpSe7FiiMVlN5u0IdUP3YU2TRmLGs/Brdn3VM+hMY65uYvNUWjtPjgitTzobQ/Ep34yougpbGNLtDUwcofKMkKf4VODa3j3ID+u1dt5sDGHYR9VimOLnbRhO20bIDxZsJt11upcKgc4DQZaeOf7ZnOFHNemZJZp5mu0eqs5Rzgs5sWqk0i0riCPs1UvCBG/VFK6Tkh03xDNNPG7w3RyA9KjCLjx1x7Dc0m0+uiVu211hd4Omn+KsJjtuyE4BD8vnNqXvnIgMNJp3SUYd4RV4f4Ei6ZZRXtWwLNHeE/SIpu8gGJqOIaQx5WbK5LrBW4hmlvj2Au0c6VmGdob0tMaczmTzsjek3EiIJjXRcglFgen3UVsbgrZFVhQZnzHW9R82/mvg8dFoxNtvv/3H/lxZlvzET/wEP/uzP8srr7zyiX//tV/7Na5cucJ0OuVv/I2/wT//5/+cf/gP/+Ef+ZmfL9rfwbCTkt3/77v4569w/lKHoBXpqRhceKNJzo2EZ2QtG7MMJI9n+I/uEhf7xHsJldISL9kO7cK6N0YcodIEf3SCevwEC/SiSHbcV/Y5f2NIkypG7y4wf/AhdmuDyfUrLPYVi6AY35S84nicEk/Es7j79RJ3cko4bFBn5+g0oXnpKrOX+uv+tnLiWbySAJ29YHGpxRTQfeiJ5pKelP3eXZTRLN68xtGf60uu9m8d4J4c4b7/VR7/+dYU5CCw8U5NfCaZxU8PlWWcv9Tn/HlNPIXugZNFzhl007K6D2e4g0egNNHHViD10ZCwPaLa6TK5pShvlFTDGFOnxNOYLLVESuw2z74woNjU9O47+r95n7BY0n/uMovLOS7RLDcVxaYEcNR9gXX3f8PR+Z07pBtDmnSbYkOTHTvUg0eS8vX6BtMbQlbysSzQ+WPY/D/uEIoSNezjOxnKOdRSerJ+2KW8sYmqPfH9E3jviOzlW5y8NqQaBjH4KEvR7rfDfKi5XO7h84imY5m+NLqQAxph+sadTXTlxWr1fAZVjf7gHlHVRkqGIK2S56+xuDXCLh3Jh0+ITs8Ir97iyZe7QrIrJDjGFoH8cY2dVYKkbA9bUw5H736JnVZr7fFq+GVB9tZD0gddfBLh+jEu0pQbEcsNaZg3aYa9lJIe18SzufgH7Gwye3FEk2qW25qqB8prsv0+pp9RbmUsN01rSFPQ+XiJmi1wi4VU2TubzG8NMYUjq+p20dZreZV652P6731b77Wun3FgA3CnZyS/9japtYRrl5i+NJAs+3fGhA8+Jviw9ju31y5T3twSbXUqLnRrO9v5Et/NcYNU+CAPTjBHJ6TXL1P8wBY+Fr6D3xoREsPp633mlxT548D2105QZxMWb1zh9JV4/f4JUdKQnPVFutZIywMu+vqdR5K1HpwnmMtEw5JaJdQdje8kLHYsk5caiDz9uxZ3fIJOEpI0wc4S7Mkc//iJEFe/sMfJa5b02LJ70IOTU9TmiPlL2wSjSI8LzOn8s6eV+tTxX2eu8if5Deccf/2v/3W+/OUv8zM/8zOf+jOrXnav1+Nv/+2/zb/+1//6j/3czxft72S0umRV1m0cp/QBVe0ldtJrcApTB0IhYSGqqPFVBXUjPTYHIdbojSEqTXCJlv53pAh5imqc7KKbZp3T7OsG49w61MMnBhvJYrayQQ36wkNc4MbQQuYaZSOB21KxnfSxwLQibxWSl4/4BClopfFULRqAFz22twrX6mVDEqGThCoR687QEpxkovEXlQFINWR023ul1fhK8tOK9Gaqtl+5yjiGdeBHiFtfaBDtLwKfNo0SyD6N8YkVVnc7Aa4iSVXREE1d6/gmkLuPAy6V7GACgkhkmcCdhVjHhqoGI5usVeiGKeXnV8dK8LJwts8IzcrwWeESgzJtJGoc4yOzDktxsUL3e6g4Wju/qSiSXHINKmmzk1vttRfCKa7UYvMZiU4XrcVffrWwarP6Nbm+Vu6TylJcpIX/0B5/tAzt+TboopYkuMS03txaCFOxwaQpOi1FurciSbUENq0UoWyhVmcJSoMWW1UCEn9prWwkjFlvQFZpZE+T6KTnr9revJdAlKpeB4X4JJJ/dxqSGJ1KX3Zlpxrmi4s2yaoCDxfCarUieoUgm6UQMPXOGmUCBPkAlI3kMyMr2vzWfxwE+l6Zqcj9Sy4IocZcPPPfPoWoiz/rv7PiqLjKQw9aCmuXtO8kar1oX1wnBUkiXI4ATWVQdatk8L59Z581oQlB/AJU014PpVBG42PxYfcxUlVb8UVYVf0+Megs/kPP6bM2/rS2Hn/n7/wd+v3+HxpENZ/Pcc7R7/dpmob/8B/+A2+88cYf+7mfL9rfwfDdhPn/+grxuKH33rlUU1mEjy3eapEJJYrOE0fvgwmqqOHotJ3IG+zS4yPF+XMp1ZvPt+YRq7QtQ5NuYsoNcbZqJWHDt6eYh0eS1tSRsI3zWwn54CWUE4vF7FiIUIsdWRB79xs6H03E0CNP0beuUe/0mF5L8FErNZt5Ce9oAwskPEEWz8EdR3ZYoWuHmRRQN7jNLvMffF6kY/02WaijGH9pB1Nts9w0YlYBkjLUMygXk3a7GB8ERYgiiCMG707oPIipRjGT6xImkh0Feg9qVBOodnuonVfwRotpR8t2JQSCVQw+8HTuRyL1GSjKgcJFMS4ZCsReBtJj4RMc/9+voZtA92FJcv8MO+ow2++2LFuFKQQyN5WXPu9sTufBgngcEx/O8C3TORk70iOJMuw+dNiFw2Was//lJqYOdN8fo+49FHh3cygxiRsp5cAQtGGxuwNqh6onJjQAkxuaqndr7RsvxKn2v30gOa7ovT3G9zOOvqcrZKOJTMzRAnxk0EZfJJkhfV09HEAUEVwgPS6o+zGHf2mParBPehTYemuJXjboyqGqBhonvduqht1Nip2cJtfM9w3FBsTTmOHGdZKzCvtkgv/4HhiD299iebkj+uQH59hlSbA7FCNJcQPaZ0vDoEuLWJOcN7i4fYZmivxYMubVfEkc7bakvoAZLwknZ6jRAP/aTXxi8EaLNWkTqC+N0NsDSfVKRJUR3zvF37kHSmMGfXENXBa46RRlDPrmNeq9AWZZYz46kD63vpACYrVwObIU9nfweUydxwQrG4n8USG2wmVFOB8LytI0RNM5pAnVjS2K77m0TvjSlYS46GPpp28CvfspwSgWNwf4F4bM9o240GnQjdxf1W6+gxP72/zOWFbydhPs85jii9fELreE/u+kRLNA/8MJ+sERIw+m6uGtIT9YrrkprpPg8ohgupj0Kt4Yyp68Yy5WNFtdovoy9UZHkIUIxjdTvElxd8x/1/n2T2v8abDHv/rVr/Jv/s2/4Qtf+AJf+tKXAPhbf+tv8YM/+IP843/8j/nlX/5lDg8P+St/5a/gvcc5xw/90A/xj/7RP/pjP/vzRfs7GC5WnL5s2Xwbot9+IPKU65cJG118JPaKTa7oHQT44C5ucQENB+8xpcNUisWupXx9gVaBehKjCkPTUbhUgj/qQaAeOOzYkEw6dKaLNghBFvnlrqLctETTwNY3lkQPTogvbeCSHG+lr+ff/gDdyeHWFepRxvRawtmrIjUafKhI7nhUpCn7bfpVK18yFXQeLOG33gLvxERFKcLWG5y9KAYVtpDJqMmULEqrgnBV9RuB200pAQ+qaSBNxBSkcag7B+jxhPyLr3D0xpBqwxOfK5LHM9Ca+Y0uxVDQgCYTjWk8DcRTIdf07xSYecXsZo/j1404lgUFWHQjPsvR0rPYNkxvACjiaYR9fIQJAeW64nu+ln8JOTA04oBlnpyjx7H0NJ1DOY2dSf8zPXV0f+cuzZNj1P/yRZ58SfTw2eMENZlgjJGJvhdT9a0EyiRQbCuq/iq0Qfb6xY5ncUWIhKaQe28XiuRU+BDpYcDfvofZ3aZJexS7DUEb3LFCN4pgddsLd+sqSKUJod8VNrr3mLMFdT/m7NXA8OYpi69tsvP/e0Tz6DGeTw7TSt7KnmJ2JRCuFhTjCNVY0oGmHwL6nkEZQ7Uh5jH5sSJ9e0Zz+IRos4+uEzxtNdkiCiFPhEQH2Hkt5xvALhXJSQlPTmhmc+zGAFOmmNKjZkuayQS7OWJ2NaPONenYkZzUBKMoNxJZHK1qN5yB4aQrkkJjUJ1cnj+lUIsFKE2z3WN8KyWZxPQfZXB2tpaeiYObuJ+pTodyr0fVX8nxQJcB+2RC8/HdZ6HiFuEwwwHL793j7EWB9+1cuBJ23uDOzglVhZ5MSZOEcHWX4+8VlUXdvQiWUQ70SgTRolbxuP6Ent+88gKTL/ZockX+xLP1rRI7q9F3HwsUvlgyOhuJrMsH6OSENMal4nfuY5G8SVSvfE+wUPdjdNWTf2sRwOWOohwKyfYzP1r08L/1+KEf+iGRj37K+OVf/mUAbt26xde//vX/y5/9+aL9HQztID8MmNKjtzYAqHcHFFuxVLCLNrxgVq/7YauhlMizXKTaHGmFc4ro1JKcXuhPVylYqhYIU2DzRKQrRwE3Ye16FS08ZlpIcEfVtBCaWlsOKqOphynFpphvZIcysaenEm7vI01mwc01dabWUhBVO0LwIvdo9cs14qPtbatxrhEnqg2Fb51SVm5k0TyQTDzxtEYVFaGuV7JgaCduZSNU1ZAfBuxSE889PpdZwS48mZNzbxLRFEcLTzQVKFAmnbRlaoNqBFqU45f7tPp7O5NzNoUwYVVRkZ84UEasWjOFakR/m9y8LiEevZQQCSRo84xgDT4xLRs3QBJjuh0c4i8u0Z5yXmjJPH4aIdBupeVV6KoNiGnPb2UNq6vV5wSihbQXfGqwN67gO8JRyO9Z7BKCEs0tmrUUSW9tCIFMKwkYqZu1NMosGuwyYrZIsAr87gbWWiF3tdKxlduaTyPicYOpZFJfupR4qTCVWGs23Yjs0h7BaJrcfKLZp+YF2Ul3DXETwC49ITL4TobrJTS9CG+UeG9buV6ruFK1KEjOanTl1jD1RXtFKvcmN7JoD8SEJ7T59bqBsGopBE8oK5RShLom+IAyLaO7EXZ5c3ULM+jSjHKieUAFj162767368ldVwG7lOhON+hgXn5eAlxqyVoPsznubAxKt+0jeYdX73Pds0RXL8m7sFyuSXXSoqHdtK1gd/md0C6iPijKUUzn1rX2mOSg6p3uWjrYpIpqYPFGkfV7mKYRzXdZoRqD3+jR9FOC1TSZWbekXNwmxOUKbyTNbb5rqTsdtJMsc+mhS/LZOlr28/HfdXy+aH8Hw8xrtn/1AW6rz/y1PZrsAkJMzmHj3Yr4rMQ8Oaepv+0Jt7ZN/2p72E4R5pa93w8Mfv+Q6sqQozdS6u6qZ6olszdTlDsd7KJh6zeeiDb1KQ9hP5niixLd72KX3dbisV10Ox3GN1JmVxTdg8ClXz0Xy07n1xNA0np0u0ubTJ7rAKCXNS4EdK9H89JVqkFMfF6x9WuPpI+5+p29Ecdv9qmG7WLZRiH27hbEB2dQlBJ4UbULQ8u8VVkqPf3xjN1fqQjW0Gz3WO6l6CoIwefkvO1Hi86ctpeq+j0mb+6y2BZmrqlAO2HzlxsBU8ginNZiKNG7L7BzcrTAFyXh6Jje1xp6aYIfdCi3hcVejAzTv7QvphltgpPIkYYQIJl4knOHKR1uq4/qdQhK0XnopX8/XggqYS1Nx1L1tLiKNeIJriv5vHTs6X40QU+XrWtZ20j1HuWDRE8OUnxsKDYjzp/bxZQw/GDJ9q/PqPd60l7pK8Jj6eGqLGXx8i7lyJI/roi/dXcdegIQJTH5w5yZFYbz8ZcG2KJPdlQTnxT4zFJsJzSpJj+syN9+DHVN7xuZHE8/ZXY9o+oo5rsR5XBfMptztfYfB6R9cfCYzmT2THpb6ObUewPcZkbVNxRD/cwm1VSW2FppNz06JJ5MwYfW99u0Om5BXOpMt9GsitllRd0Lsm/w4mdf3YmJgeAc/nwsmwHnWj9whV7WxHNPnWke/0CXJusKcfJbE/S0gJMzfFWj6nrdo07OSuydQ4gixt93mfEtI9nrUzHeGdxeYr7+ARhRj6zkgsFI5sDskmW5uUe09PS/cYz/8A7aI+2ubsAsFemJXMcml8UcI7niKoGzFy3jmzvP+IiL37v8TrGlKDYtdmFAbxEfddDTBf7wGKUUxWv7nL4crx0SdR2o+opic4WwBYKFMg0U23Lsw7c1u7/yGDVf0hn28N2Ujxd/iIbzMzQCfzrw+J/m+HzR/k5GXdPcfyg66oGhzsU+sxp5TCUJQuZkesGYfpq4YbQQTdqQ+tBodKnJjirchx8TRy+g61R6WZ71zjYYhUvbxKuDx7intchPfYdqnARwqJY0poS81eSiRSWAenCIOzlFd7uoPIOmwc/mbYJRiinztindvpxxRDWIKUeGeAzu4NEz0hkbWUzdv4D1aiHf2WmJPz4Vh62qalEHR2gQ2DLPUHEs5KnDJwQfMNmLNFdSjAqoRUFz+OTZ82wnUKNk0q76QgbTDQQHoSN52aDXQRkrqFzXQghUWhGqav3ZZmuLRG3j8ojFds5yS3r6dtlW78Ivkh7yUqErqb58YiGWVymeeQmNqVqXMiXknWDUmmiFB7vqU5/VqHuPaZ7WDD81zHCAZQ/XiXH7McWWmGbY8wL3/kdE+nl4LhUERrULklLUPcNyQxNPDXHTXJDSALsosIuAnQskXY4Uda0wtcWUMU1uKIYSjpKeafz5WDKz22se7e9h9q5DRwhTTd6SAVeP98ojQCkhdz3VFkIpTNgmXBnhEi3Kio6gBKtK1kXq4verGqrxp14baAl8WhK2mm6g6TsJDqnlM4NVcp+bQGjqCyLaipTmxHgmdKDYDFQbjnhi0bMSxlPCspAFPoQ1eqRK2QCoLBPvhEuSXBZn0k/OTiLySHT2ssHg4o+W61V3BdHqxdFa7y3wM2uEbi35ii5+Pyiou7KwwgVpT9eC2igvHJLQhr7UXYMpY/RKEohY6FYjULW8LxYhkkpeeFhvBnwcoN+gY4e7ncPZmOb0DLNcYjqdP0Pe4/+jj+D/2vh80f4ORshT3Pd/UUIntMCeyRmYUmNnUGzHNJ0tdLWBrq4Iw7QRtmYTG7LjmmSsScaW4iAS/2Sl0K+9RLWdC5t3pta9LLsMdB7XJIdz1KKENMEYA5EVUlcU4Tf7uCyiCRJFqHwQR6TdbUIcMfi4IT0zkhN9aRuzvYHvpjT5yncSCIFyEFF1NdqJ+xaA0pom11RdJRIwpZ5tB7Xwp/KQjD2dhzVm2aBPp7iqwoyG1Df3cLltf06uhz6awWSGMlpIU0qL4m3iUAHqvSFm0MHHhqYbg4Lk3hnuw4/BO2zhsXNNNA9kJwJbNh0tpLqW3DffM2THnvxOga4a6p0ezY03W0MUOe6wbLDjJbZ2dA5jtBNmc5MJDJuMA+m5a3PRFcWWRJy6SCbmZOJIn5SSJjUX2VZYLMnuT0nO2lz0oVmzkgGa1BBd28Nsb6z/bq05nk5RaUq506HJDfHUs/GORF+6foL54iuUG5mQ1Qoh5THsEyJLdlRh55Z4UsPWBrbbFfexyUQg8kqS0eCClWyKQHQ4IYos0SwTprsPuDeeEyOOwzGhDRLpPFiQnlq8aRPfrKLYaJ3sOpr5G5exL+wRH83h4ROpcHc2cb0UHyA6L4jOAbrSJw7yzERLsZOtX7iEurXPci9lsaOxC9j8zSe4D27DeEbv4y4utbjMyOKfa6qBBgzRRCRU0TKQHi7F5rfXpXhpn3JDdNjJ0UK0xkD2YIpuuoyfk3ZMOYTxF7eIpiPyD47hw48Jy4LocIKdis97eP0FmtxSbCpC5CUlV8lzsNyymO99HhCjlcEHouUvh4rQhexJoPegwS6cWJCORjT9BBfLQlkOZWFWTmGXEoRiF4HsRFCcxaah3JDFvBoEXOYxSy1xp418fnbmJemtFutf00nQgz74QHpUMXpXP8NYtwuIJrK5XBEgAcKhWOL2HrTKiRDWcP5K4fBZH59X2t9Fo8k1Bz+cEk8gOZUXJDsKaBdwkWK+Y/CRXcci4lub0wqyMyc2pZMZadMwaBpUlrF87TJnXxwKTNhKnpSTuM1o4ck+PMbdfwhpgu73oGtk85DHuG7M+GZKOZRc6N5XPyZMZ6idLdzlLekZf/0e6XSGurLP4vkRTaapOqJRDuYiE1j8lYVkFqJWshLLQl4NpI8Ym0+yRyVGU4lV4u99iF8W0hrwjjDqc/h9HYot+RnlIJrD7u8ootOxSGV6HbDyfclZiY8M8yspVTen7iqKbalA9n5zi+zOA3COaOZIJpr8cU36zfuE6WwNpav9HR79yC7zy7IBiu4cEpZLpv/bKxx9j2w6pO+t6N+O2fz1CWq2IKsbksOUZphwfivBJZAdOzq/+TEEz+L7bnH+XIRLZOIMEYzeNvS+fkaYzddwtJtOUe/dRhtN+tJNqv7g2UU718xu9Z/xi7cLT1Y3+OkUspTFbkydK4bvL4m+cRvVyZm/eZX5S/naE9tUAr0223100RDfPSFaFtDv0uz0CVoR39cwnYJzEgaxaCvljiz4dunwd+WaamMwSuHffJEnXxZzko13Y7Igm0D17h1sLdIrshSVpfDaLnVuqXuKo0sRwUQMPooZ1Q0YzeS1DWb7hs6hZ/jr9/HHJ6Tpi8z3OpKA96AkejSh3u1z9nJG1VdMX634gVfe573Tbebnm6Tvf4Q7Pkadj7GRJd7Zwm0PiLoRdSdBN4rePcfwNx7gxxNUIn72zdUtDv5iTH2zQD9KGXzQJ54GBu9OCO98RFpexXzPDigJGznqKOwi4tJyhPnojkTc3r4rCMAXnuf4ja48jzuBEHu8v4D4F3uK+aUEU8Lo/ZrBWxMW1/s8umyph57eXU3+m7elxz7oE7Y3qAYxLgv4NBBGDVFeURcR5r2E5CyQP2no/P59wnxB+votzl7KJPdg32O3CupJjCkt2oktcvYb76PyjPLly5QbEbqOSTYGIk89OGV01xHylPLqUPzWlSziQYtEVcJmAumpwxaO+LG03YB1bOof5kT3mRufL9rfPSMo2Rl7o9b60rWWuYVqIYiWuH0ufCTZw26uUY0jFAWhqoVJikzA66D5FvsytRCSTCH639DUKB892+P1gG+h9nbyUG0lHOIIl0VordCrhfYpuG+lhV3pjnEXIRq6QnKeu13xHW+JccGC7nXl++ua4PzaNhXEJCYU5Secp1YQ4UqjvtrRK2vWVqYhMmvylou1MIJjntGOByvMaKL4GdtLpZQEafiLPv1Koi6tBk9wHm8vGLp6pWcNCMs6iUXP/lSO9+rYldGEcJGktPru0F4XCdrwkkm+uh5at8RDI170CkwT5PdXLGUtbGfVzoMhjdG9nnhor+TpjccvFnIfa7++dt4olAYfK0KsCcG0rlVWNMWZbZnbcjzBeUzl20AV1drfCuIgfvVID5kWGXJCaFRPZSiv7FZDCKhlcfEMKlEkrHujq0eizXlf+X/jnDwz/uI5XKE8q+uwuhaZqYmtE//uJLm4H963vWK11ktL7jyiz57NMHYoXuRGP+s74Nvn2Ch0koDRmCXYiZHjbNpjXW2mtGm14dHaSndtjVppeYZW71PbBlmfg5cK2ZQKV4gEMSyWhLqBLYvvpPhWXkmjwCnZBDQCt0eL9t0HkaPpC/SNAM5pVKMxS3EQtAuHXxZoY+T+taE0ITJyvZ2Ty2B0i3a1Gv2FIqgLeFyQvgazqFCl+MPL8+P+7CzYfA6Pf1cNFcDOFbZgPaGVfZFqxZPA8P0ldlquJxaXRZy9lLHYU9ilEuLYskBnqUBX1hI/OCN+ZHCjnMWlDBcr4nFDcrxEFw2hrtFJIgtWHBGMRk0X6JMKk6X0o22qscXOnVTXe5ss9jsstyzaBeLdDF1dIpo15LdFk6qfHzFNjfh8P6iIJtXarxilcJ2Y5s+/KIlNZSB/Ak2qmX7/dXQdSI4KzHgp6U5GtRPeJ98ENV3Qv+tIzjXpeUNyXAmEVzX4nRFNP2V+KRH2a19JCEeQnrKuWhb6edsvLwM8dxWXWsqhpckUi70Il12XnnLLCnapllzgB4pk4tb989VxRjPF1jcd2WGJjzWLG8P1ZCi547Lh0g0sNw3+B25gKk80rtn5zTn1KOXshYS6q0im0uNTaYK/dIl6mIpJh5WJtupq6q6Q9LJ7JfHBGSGNaUaSzmanJXq8AGOoLw+pXt4mmFaBUAQJcPABP1+SffCE9FHO8mqf4y9EUjE/MevFnz1JXnNtrKnovIV4RlmSHyyxiwTViGkMXsxLwis3ZaJflLKpnJfs/JYsrOZ4jD8fowd96i/coO5Zsodzwgd3oRRm92qDqmvZDEVzD2cTaBp63tP5OBOzmDjC7G5TxUZS04BqGOHjEbrxbH5LAjHsssuvFq9hFpod7VGvPLdmwaMUxVZOsRnRJG20ZUrLpJeeterkuM0ewSqG70H1MCM/cvQ+nEmbZCNn+cMvo3xg862S7W/IJtxHGl174nunNCFgNgZUb9ygHEW4WGBrUwZsq49fcRWUFxi7c1CISVFiKC4L0rH5LQcKurenhKpCZRnl9U2mVwUaT05Fdx+sxhvJbt/6VkV65wzfSVm+dhmfaGZ7luWOENvic02YpqRPFJtvlUSzGnM8hU4m13hZE5+L66LPY0InodxMKIca3UgLyi4dyZnDTGXztbzUlfmigeh4BqdjSBPUtUvybJ2cSZ6B+2xVqJ86/pQkX3+a4/NF+zsY66jKWhjBwvZUVD3pEcV3j2meCkaINjcwN1+i6QZcisidyhJ6XdHSeg+Hx7jJBHvlMnrrslgkzhrM4bkwpls3KKwlWCMpQ0WJOz5GZxlJnmKWGcGKvMtHmuW29N4IimIku+v+HYX5xiGhqoh3uujGSATne4c09x+sn2Wdpvjvf5XJDcl+jmeeaOEp+4b5nkV56KaaLDY03UiqUf9tFWo7wnJJ9rggnliSB2P8R3ck5u/WNerNDuVGxHxPr5nfbquCSpM9iIQrsID8sMGUnqARv/JIi9d6LAzictiGMzRhzfqWKkL80kMshi6hrfbtAnrvnuHefp/41ReZfu8mLrloTaw15y5QdxXlyKBLw+5vLfF/8A7J3i6dwTWWtcHO2uojjih2c2aXbFvRywS7qsSsD9izJc3tO5h+H6v28bHFHJ3TPHyMGfQpXt1kcsMQzQKdxw6zdGLOA4S6orl7X76q8zp131L3A6bSbbUkISYuvkB4dC2bRqW0EA2PJ6SLFDWZ4x49lgXulVssr/akbTGO0ZUQKfngY0LTsKId6UGf2ZWE5ZZGuZz0/dAqAlauc21MJUjcaRtoQku2C50OameLkKeESItjoBZL1iYTMqb+4B5+Nmcj+QI+zuVhVIrlfmetbQ8Kig1LORTJUpMKg3rtfIcgFk1PqvP+vQK8LET+9j2CUrj91zh/zpKeBbb+y0Oaj+8StT1wAD+VzYPqdhjfSFjuKqKpxIBqB2oi7TBv1ZpDkT8qMb/3njjTffEFyt2EaObofjBGz5eEyRTvHNpaiq2I+eW2op60z2z78q3aYc3tO5gXbjF/vU85kM1s1RfkIp5Idd174Mi+9UAY8mki7mhRhC4aLFJl+0jQq/meYX5ZJKnDDwPRpMYez/B3Vs/UyxSbRlC/8ynN4RPslcvUm5IUGBcl6nwMf0aK7c972t9FQ7lAfugxZSBaiLvZQmlcFqh6ivrKJtEqfvDklFDVZMcN1f2IZOxxWwNMsvKidLLQjQbYQV8IZYnoJl1qsL382ajJ0MYDll5MFoJ4I+tFgVWyW1+9qLZvhFHbSBCEKUVnqrc2IASKlXGC4RPJPSEEzKImnsboRgJPdOtPjpIVzS59a+fpSM9bm0yt4MUbmNqhZkuR62yOKLfED1mXXeLJFlhLtdOl2IypM7XWMMcTRe3jlmQl19pUgXhSo8uGaphQ9S8sMAkCybo22js5g2QifAC78JJyNalQbV8uP2qouxHJeWuNCWsi0QqOFlhRKmPlRXLjDSgr1ZVJWrRjxdj3iAa9zcNecQPimV87xlU9Yeo2o4z4chs6UdXouiGkMfbaZUInwyUtG76GaNpg5zUhTzAvPyctksNjIao5j1lK+wDPWvdfd8TExVRi6mHqQN2PyF64KZtD1563NZgrchwuMti5kxAYq3FGAmtQ0oIxgz4qy/BDCVWxhdj24qU1oteQv5KZRQlkr/d20HUjiVXRCrKXKE7lA+lpI5CyC61G3ROu7KOdo7Ft0AytS51RqFqMieSa23Wkp/Kgy3bDsLIpdV403pGm7or9qC5TtDGEuiEeV3QeR8RTB0t5DnS/R3NtR8JY7h9L8l17P72RTXpy7kSL/zQ0z6p9o6RtoBQut5Q9hTcGu51j8ggbggT3NA3pSU0n1+uIVh8L4dQu5bkNWok1axytW6+mgMRdKBtWKhG/t4nqdUT/XZTQNJJU5qXK9nkkiM4ykB63cZwa6l4EdIm4Clqx3EjEi75UFy2VLKHcEqJe9OSpFsWfhfF5pf3dM8yiYfPXHxOskb5xL2F801JtOHxkePLlDtEsZ/jBEPPbM/x8Qf7bt+m808Ft9Rm/0qPO+ww+rkjfPgBrKZ/bodgUP+U6k0Wk2LAE1QetcInokbMnFdE79/DTmfTGgFBVuEeHa59urRQ6jkizGxTDmGgeGL41Rh+eEjaHLF7awaWK5YahyWTnvdYJr4Zz2KMJPUCXDfpkQigK4l6XbEN62qvJxC5qiTRsHPOXtnn4l4QR3bsvNqjFVsz5C4a6A2U/Y5BeJljN+KYgAavAingC6rBFL1rPam8hnnqiu0diSPHlW0yvipmHrmihcMVy14OC9FjRuz1DL2vUeCabhrrBtT32fFHQeTuDullHTwYlfANZAKTqoQnrSTFoIeGhoOlYouGA0MnW1bh2YqxBy7Z3sSI99Yz+4Bx9PmX25mWW2xaXwPhWSja4QnxeEX3wUHqcL11n8nwXFyvqNjUuWgSSO8eE6YziSzc5eS0hmgd2vmrhnSl6UZEdiyZZOSTuNUFiYbue5MjQeSQbtdmliPPnd0jGno3fOiLcO0Ddusb4Ncli794vSO6dErKE4nKPumMwRSNe7TYiXL/E4nJ3rTdPz1rjoBBQTtCAeGrX0qWgoepqZl/YIxhYbBnqnvR044ks8J2Dguy9h+Jf3i604eoex39uRNNRDD6qGf7GA7CG8sYm5SgSlvvxQhzeNmJx5lIXxjbR3Iv0LXgoSsykpBmmzC5Zig1F0Dn99yP8col57y6jBzmhcbhzkZa5qzs8/qEe3sD+b2jUw0eg9XpRjeaBzrtPxHdgc4jrJzTdiGIgAUHBKnFdiyzLrYj5VYUuFeUgwZQJo8igDx7j5wvib9xh6/2U5uoWR1/qUHcV0VzsUXXl5D3e3abup2vXvvyJl6Q1pE0VjMJFitPXByjfZ/DRAvPefYnSbKV+en+H5lIHFyvyo4b+xzU+MSx2Y+b7lnDJwssS8NPkrbVu0GL7CrjNLufPCTciPeyg3l+RQD4f/73H54v2dzIah3/8BNXpoHsdCVdQQCQa4WpoRP/4OJLq1zvcySmcnGLiW1TdnjCxHxtC40RSlRnKQbsQrnw2IoXLzBpCdLEimhki5wWWXDEpQiCUz5K/VBRL+EMdY6qAHs9pnhxj+l3qrkhlmrQ1xTAI5K4vXKQAqGrMrEQVFX48wc8XGOdF8mUNIU/wsZGwgrOJfP/L2xSbsthFE41dWOrWK73peOquphpIlST9ayE76UYqOLv0mKUjWDE6CbqtDOYLfMvMXnl2x/UFAchnvmWcWfS0QC0K/Nn5ulqSi6JxJ6eoM/WJPOaV7vVpe9GV89OaJKbBR7qtHM0z+uu10U07TA36+IzmyTH2xT2Ctu19VGin0bUlck406pGhHAjUK18km5EwX+Jnc1xqZDFOFT6N18+gKcC0xKjVffRJIKSOYLTIu6qAS6DcQB4so/FVjbaasi9adoyCxXJNdvKRIDa6tfV0eUw5EKKWLUV6pqpGrqFRwoNwoAmCPmghelU9cTorNxTVMGAWUiX61vXLn49Fj90Geej9HaqBourD4GNwT47E//vSSO6Dp3X3Es/xVQtANYIoPB2mEbw4lSkvDl9NLu0K0WsHkcBNJu0HSJ55040oNqQ1UnctiTESwdkO3UCYzgjLAtXJ0FkkPIrVa6jaCtVaadukbUXbtJ7+qUFrBXU7HwCmmwOdNWqky0YkaUYTkqfIli3CEZ/XLToRCSKXi20ytHJMBCWjatZGPT4SFMyUTlK9+hn+UkyTqvWGZP38rDZeRoMWxK7uIBV9arDGgP9swcqfPv7rUr7+R47PF+3vZIRAqBt0N6e6OqLuWOmTntjWclQmLx+38iNrMVcu4YeiMR3cqcVq8GBKWCygNOT3JsSTjKofMd+z+FgIL/F5Lf3brqZJpfqOXr2Ome+jD09pHh9+Kg0yOEf0eMyohXDr/RFqZ0DRj4U0FGjjQKVCO//eHexrW9iZIz4rUC5ceFKv0qqCR/W7lNc3LtKOLMTjiOTJGb6qyO9O2EmHeCMBCXbpyLxAlz4CFwWKDd1OahCMVIvdRzXxaSH5xbUjJBFN1qNJ1TPnp1o9uG4kzjM7rjh7IWVxK6CzhqYT4fsZKo1Q3QzTOEIS47sx3mqqYUzV18QTT/frB7jHh+jzKcMPUrFFbQ1RVKCdkAOZBhUMK4252+rjckk7Uh6qQYR59RYhSJ9w821PNC4JiyUEj1k2xONEyGW1PBt112BfuSbabqMYvV/SpIb5vpWFq6txz+2jl1vUHY1dCCKiaidt3umc/p2CJl+RoQJ13xKMoQiWeKzIjkrMvCaaxdSPDMrB8toAdflNVIDBHSEE2vNC+qFKkZwURFODOZ3jV8EU7TBVIHtcoGcVejrHtxGy1SCmGAlZMTv1mMJjC4eZ1/jYEIyYWgcNxUbbczY53f7rmMIRP5mhJnNCCIzeq/GxIj6tMPu7cs/Pl3QWNXpRwnhG8I787gRddVvTIekp22UDUYzOMmk7LQossPGOpTqw5AeLT6gazHBA8+oNylHMYstiF4KoLHYj1F/8IsEoug8dnceKaO5wty6hAjSJIUSyoOeH9bqX3nzpBTCK7LTB/q4oIMqBumDTf9tQkxmDj0dUPenxF3u5kP+qlr2voH9HGHvBKupehGo88Wkhz05s6XSlVROdLtoEv648o1lENYpZbsr1UT4mNQNcIpspaVFAeiatkXIgevtoHmi2elh7i7JniSeyoM/3Y9K/9Cbhv/zKn2ia/J9+fMYAg88X7e9oiMuS72VMrwrrWTvIjhQuFuexEAeJIlQiVylvbDG9mpCdiO7Sn51fxBsqhXpvgVaa/NY1llvbuARs4YlO5vgsgv0IlykKq6g7GbrO2HhLw+ERhE9hhnhHc+c++v5DzM4Wkz9/lfmubiVdImlRjUCWTa44ugGuq0iOErr3YmwhWs34vJRoTWCVDT25ntCkCHSsFHmkSIzBFwXqvY/ofmSFNLe3jR/kRMcL8m+JTnj+PVc5+mKES4WUF6z06lY69BDEu1sP+kQ7uSSJBS6q/1ZCZJfQ+3BCePc23c4bnMaOTreg6mVUowTl4nWPveoblltazFaueMz+Avco57nTLczxCe7oGH10jLEWdWWfeqcnMHnZgAuYZSMZ6VrYxcVOLsxwJRVxOdQUGz1MFRh865zwwcfgA64RVpZZVGQnGS6SzQAKyr5muZVCgNH7JdHvfEDSyam7Nyg2DVVfMX4uRzdSnUdziGZh7THuzs6J3q6JtIGyJFQV2e42xeAKwWjS40B8MIbxFFOWxEWJvrTH4V/aZ35ZMXzfM/o/bhOmM8ko73fAeczjM0zTSCuiaaMwg1STpvDYu09wR8f4OEYlCSrPKYeGclNY0NmTEns0RU3nuNMzojynm94i6JhqoJhf8bjcU25qptcjTBExej8if5hhJwX51z4UGeTutqR3VQ7z4AiOTwTQaL381XhC8p5B5znh+j71MMVMKpEnhUw21tMpjCfEDx4Rt1Iz/1TYBoAaDTn8cx3mVz3RVJGcyaZwvq+Y3ExIj2D/V48Idw/gxRucv9rHRUrMYEpPNHNkH5+hFgXFS3scv5mjmsDO787I3voIdfUSxz+wLc59nzL82Tn5twxZGlPc2GByI36m9ZMf1qR/cI8wnxNevcXkuS62UGQfTXD3D0BprG5h+UGf0OvgBznnL/coNgXad20rOlhDnctGw0dynvlRQ/Y7oh3Pbl2h2BdtfrGTwG5Ck2iSc8kamF3RnL4SUf/uZ6tC/cPHZ+s8Pl+0v6MhvT7ZEbda3XUwNLhMYCblLyQqYs7fanPrWha4KEZ3OrIYFiX4ag3pqdBqiKsarVRriiHMWSGqBXwscFsIStyfIkuo6nU+sNIrCcxFehEETC065cgHfL2CyIM4PGm9DiIhtOSiVvsN0t8VLe7FA+8jRejmmM2NtfYc5ySjN9KYehVQHNafHaq22q/E9Ymyeia9iJVnuxI9MkmCqiUMJZpJf1EtSnxZYhcOJhEzoLsUQpMKAW+fCrJoK3Shx0s15VKL7fVQXkJEMAafJzQdi/IBY5VkQ/uAXjYEo3GJoWknPlMHqKFJZLOmPBLpaK3okVenUDtMKdf86TzslZ5XVwKTh1g0+N5KP7/J1Bqat3Nx+sIadK8np1TVKNV+SRQJKawNSNEurGHf4MWXO6QxLmqfHdv+20pTvkJTIitOe8aI65611FavpXAYI+lXSSLxo1mCds9acK407zoTIpWpvVRvbTsGE54xmglGdOY+tpgkbp8zdZH3nLTa9aoSZCoE2UzkGSpJCCFIvOgqnMcYeV7TVJ7HibRulLXoPJf3oc2pD6tnZPWnHfKMtiZHyxK3WIhe3qwIkK0trpd7QixkL29AewWttt4WpbSnaj5VDknrbEhk22xzeTxNJXC/qb2oR5zEp9rSo6v23sZttnXrB6CUEtKqFwneKo3LlKvnnjVxcWU3HAywu4WqG1EZNF78GVb3IArrC6MayUNQn3Ian8nxGTuPzxft72RYg9nZgtmCwddrQhxR7XSoBpYmVZhS/MXjSZsSFLXmBE9v7JTCXN6jurqJajz29iPc4ROZDJrWv3vewMk5AP2yopcmLK/1OH6jJaz1IhLA9HrUb9yi2EnIHheYP/gQv1hgtjYJGwNcJ0G5NtZy5klPKmHiLmpUWVPt9ShHKUUi7NKNb43RiwrXS3GdCF1Z2QAAWOmFrxjKqoGqqzj+/m202yI7asjuT0Apiss9ipHFlgnxMEXXMgkPbktKl116qVbOC5GsPD3a3mqTQd0zhP0t1KJHfDRn76sCo3N0AkDy0ROu/+/7uNSSH0wxD0/kHm308ZklmmvSM2GcR1PL8qhDWsJyO8J9+UZLNpPvm+9qyo0LBrd20L/r6P/eI2Hc7+4zvWJIxoGNt2bosxn1/pDptURg1StdouFLROcF+qP7wvQez+jcT2h6MWcvxCx3FekxbP3BQiDN0zFNU4Nu7UCHsrlZpZUNbnsG78j1qbdymisvkZwU6A/vS47zrWsUV/u4VDgRyVn7+zs99CinGsTUXSM9zERiP5s0sHztEnbeoA7HcHSCGg6Yv7JLOTJrmZqYnrQyOAVufwM17NG0KV1BQeegoHe7waUSODK/nGKqIabYFc3zScHw4Zj4xU2mtwxEnmga0b8d1otT1YsIwwh/SyRX+cOC6N4RxBGLl3cpNi7TeVwR/6482+7NFzh9LUdXMLhdEJ3MYeX7bi1uf4NiJyOaN0RvP8AdHWG2t6hv7eEjTXS6QJ9O8VlMehIgSPa3S2TB7t9xdA6WmGmJby1cV6Y7ulGkJw3J4Qyfx8xvDXGpyA/jaautLyocEBYFnUcV8dQSnS4uUv9aD3S9tcH0jV3qXJMd1Wz83plsPtowH+U85JlsZs5m9L5RSALdRhe/PyRYhYsEjUoeTuDRE4xSQB8fibXp6L0lunJMb3WYXdKYAnoHDfGk4fSlhLv/rx7KBrrfTNh4t8YsPcn9CWpZUtzcYrGdgIbBx47sccGD+Wc/MAT4fNH+rhpaE7o5ajzF3TtAGUPirqNdlyaza6cxO2+EYcuqGueZ3bwfdJhdSQRWPWwNMNbOUApdiqVlaJq11jXNXsclEXU34DItxJosZX4lZXpNE3RK/50YloWkKm128LG4fNmlwHn2ZIkqKzg+w52dkZQ3iL54iapSxJOAvv0QP5tjXrxJPUzwkUG38p8VYuCjdlHzQpBa7Mnf1XmELTrgoRiJlrauZMHUjchZ8ofCkDVHY8JkRqgq/LJ49hor3UZWig63HqXYyGAen+EeHDzT524OHpGenMrxVTVNXaHTFGMMygtUGrnQ+it3iRYSX1h1FeXAtgQcRbCw3AnUo9YspVYop0hONeF8THAeF12i3JANizme0Ny5R5S8iL6U4GLRi5fDmCw1ZA9imEJYLLHHU5Tr4OOEauSJzzXx/ZO17hpAmXZD1JFNjcslAMNUgfDubXSeU19+ntllIfLlH0JoGtwoZ3JdtPIS/SmbjbpnAct8z7LcvpCn6Yp2gxJhC8PgLMKNJ9hej8WOZbF/4bylHOSPxdsdBdUgRvVi6r6h7Bux8L03xr3zAfGNa0xvXGK5qSXRrBbv8PThFPfBbdJBjnI9lAmYAjqPa3QTZEORid652JJqPB5b9JNj9HDAYidickvho4TNt1MoSxaXUs5eC9iZovPYEN8vLqSRWlMNE2aXLPHUMLojesDQ6zC7kuJiRdcoEhcIsSWZOpQXQlc5kg1b/riE3/wm7tv4IuIcGIimFTw5Re1ustzqUg4VdhGIp5LhvkaK6ororECXEXq6pFmRFdus79DJmO9JOyQ7UYQPPsY/1XfXnQ56e1My6M/GuNMzTK+H23+OxW4ikZqpcCuicUKYzLCZMDWDgXgeiN66S1guibdfx6WCpEVTR/xkTvkDKf+fH/zPbNsJ/2j+/2b4kSKaeck1Pz7BbvfxsWxI80dL+M1vgv+2d/WzOFaI22dofL5ofwfDx4bFcyOyBxZ1Iu5iIYmoO1aCNXptTm0qPs5rO8OqXRwu72BGA5Z7HaqeQteK6uqIyBqajU7rbsUfCkMFDeiw1gnTNEQzT3yusK3sRWkFSUzdt7hEU/a0QGNKYRYpZmkws5ZZXTdEs0A01kRPxe6pRUF8GqEX1VqaY8ZLugc5PlrlaYvfejSVSiU/ckJsCoEs0tjCrLOFXayJpg4zKVFVLZBwC6WvEpjs7g5+Z4RLJWs5atEBOynlOLIE8/xNOUBrBBpcloTxRNy9drbwA4nLdEa1cLMWm08tLmWmkkzloBUe8Vm3hZd32Gt01QalrGwda48a9FGNI544uvc02akXfe9KO99KxeKZoAdm6WB3CzPsEzopTSfGpZbkLMBtTXrqcRt9THRT5HZG4zoJydjTvW2k6mshdzt3a2a6WJ+CSzXsbGG6XYLzdA6lgtOVHIuphAAnJwKmNM+cky3FdMaUrW47BKhrkomXTV7bxlBuxW2oCLGmHEZtZnUgO24ufh95tlwkTOnoPJAdewnHaENU9GRJ926fcpqSnMtirQJUHY1L5FyzI6m84/NSiI9GU3egGniKkcZf2sZ0ZIObHMtxzi5F1L197NyTHi3blgZrUlzo5tgrl/FxRHpSE4wiOi9Q8yUqMlQdLeTI1qQFBeVGTPfGNShK3OmZENjCU1bDjYe6Qjm3tuX1VlK8grmQTIW6Qc0kjCZYg728f5Gqt1y2z6e8H0/rvtfvYGQJnUxaB85jfEAlMWZWkWlJkvOJBi/X1wVPaBzJ1FOfi8KhefkauvG4RJOeiH1pNbD4uI+38NWz58lMTXJkSI4X2ElxgVq01rIiCYtI93bhyWd/+Qh8Kn/3f+rx2b/q/wNHkyse/ZBl6w+G9D9OwDnqYcpix1LnimIHXBzoPrLEWiQmpmiIZzLhnX5R2NVVX1EN5IWvexn2xXQtXzF1kInh20ZQ0n/2bewkQChKskdzTJGSHC3WudX1KGO2b3GpohxKvm91JtW4XcZ0ZyU8VoSipPuoQTeW9Li1tNIKf3iEOj6VTOLWnCTcPWB4OkZpTfCth7RWkjam5LNCK7NK7sck1sLOBudfGFF3FNmTgHrwSH6uaWVDreRHWUvx6hUO/1wijmsPPN2HNfFZib77GKqa5gs3OX9BNg1NJlV/98Az+m2grJh8aY+TVw2mFDgvOW2o+4blhkjnkrEnnjiR0iiDC4rO45rsvUNoHL2rWyx3UwlRSdqqb+qpL2+gKyEd5W8VhLJa63txXloaTZsBfvAEtjaYvL5J2Vs5tgjEPPhwQfTwFLfRZ/p8lzrvixwoVpgisPHuks2vnuJGPeY3uvhIkR4u8E5yoIORKrkYaPRLm5jSkxzO6X7tcbv5aWei1msaII8jOvbZV178v6WX71qUw88XdG9PSI8SsVY9nYq/fF1L5Xh5l/NbW5QbisFtR+cbB4T5ArcyIbFGtL4d6N0P9H/ngLBY4FqpXrh3wKX/WBLSmOWtDSY3xBq07oJPIH8U2Prdc/EEmExxTQNRJLGkV2bMdIfT8z7JtIvysPGOo+xrTt4MxPsL6oMOG9/okUw92WFF71vHhDii3OtSPz8gPa7I3nlEKArR6TcNKktY7GrmV/xFfkCjGN+01Pk+yXlD9nsOd3TUcjIEOdNlLWjUopCgDSdqiHIkVsXDjrC//GKBfvBI+uzXLzN/YVM2PO88pplOZXOZQpOLNO3bh0pTit0uLtNEnQjby6B2mIcn6NttRW5kjglz6feHoqBzf4FdpCy3DAd/USRlvbuBjXcL6twyvhVR9Q0uC/zGN19ANYpL33RSlVfV+plQjWj9faRYbkcEe4Xwa9GfaJ78n358vmh/94ygA9XIUXUNKonB+TbkQnbqLpF8WvFjVlL5OnnhQyywrE9Eb+zb8Iraix2nKcCcPqU5NeYZjqO3mqdDRQBJZ1pURJFBLSv8auJ+CsoWtraQgQROk5xt+VAnzOClEHowLXRXNxdxfMCn5iQ/9W9ycZ46rsVC2K2dDBVGYl7SePx8+SzpbP0ZmqZjKEetwckB2MKhF7WYkFQVwWjqnvTUm1w2R/FEtUEZDVVHU254TKGoH2uiNnykSVv98KwNwFBqLeEypcOfnovNZzcnSQzeanRm8JH8vMusJCE9LmgOHq4JhmjTkv3aqmRR4k5Osb0udaap+s+iJmZe0tx/iIkj6rxPOZJzcQnEU4WZVzR37mGWOySDBJfKPb149gS69pEYmJhYkTwOcvwrhAU+oUNf3x/1bSY6q6ElbEVPl1gX0OdT3ONDQVi0QWkl7m0tSU6FINr92ezi860Rna8VkpY/ORWdfHudfFniH0g7Kdrp4+IYl7TvTCzvgT6fyfeuer9a2hZx3FCmvoX8NcnEk5w3eBsRug3P7xzz9jKi6aSt4YyH8RTdyXFJj6qrSc4VfjLFz2YoY9bvlo8gJIHgxPYVJfej6ipMLe+4ajc9enVJnW+v8SoQpSWcWlFErPXVIYiVq1IYpWhyLe92ZNvrIjC25GB/yn2xgpQ1qWj7dROjl5KR7afTT95nuJgPYsNyy1ANA8EGwn2FPS8IKsPHUeuRANGZwRSK5Ly8+EyEGxDUBfHMR1B3no2Y/Xz89xufL9rfwVBeYWeG5Y7i+P/54nqBjRYCJXkr8Hg8rdesZJfbtdmE8gFdKWxoJ4lw4WUeTwPdgwpTNITEwJdeEs13avCRZrYftZaKam0CEpoGdTrGLkvCfLl2SosOztlkSN2xTK5Z6r4kGrEiuq8mcmupe4aqpzA7CWa5h6rF9AWlJPGo/aNPpzQPH8tE0ZJp5CD8Mwu2imL09cu4jS610XQOCjoHED06p3HPTjIqSdD9PiqJic9rNr8lbOVk7AQyXCVqOUd8cMamVbhYS6WQKLJjt64q+x8vsWWKt7JBmVyzxLPA8CPRJJcbEZOb8TPtrGIjpnvzMtoFJi8PmV02rcOWLD4uNthYoRNNNOhiZn1UmhJGfUISMbveZXLNoGvI7wt0G8ZThu/NaLpxe/3ku5pBBj/4OsUopurLgu0jCC2je50etlgSPziTyf18sm4fBLOS6wg7OGhYXu0R914VHW/H4mMleuq3PhZDnNEA1euKe98wx2cWVXnMss1Jbm1vQ9XA6Qx9ci6bNWPQSUJ45SaLy3Je3YcN3QcIEa7fQ3dyQq9DyGKW+9026vVi0VLWYi7v44ddYSaXlWjdtSI78U8xpSE9KoXj8BRiEGZzNr/lmExG9Nvntu4o8mNPcjDGFB3yDzu8VV0lv2cZvV8Rn5WY4wl+NkcphV04okTLArS3jW02aLb7VBsS7DL42NO7f5HWpZwnnjohgoZAfW0Lrm5JG+LeXBbiPEG//iJ1HmOXnvxYwREX0rjD8dqzXU4koE7ORQ7Zvkt2d4e6J/32ddocgJJ0PRVHhH4Hl7XhL8EQdAKDmHDpFihIjwrUWx9dmAitrHVbjXrvDtgiIWjR7atGCKjdBxHxWNoLK2Ma5QPqtReEsxNpvNXML6fS5wc6h4H80VKcAv8sjM972t89Q3mwM8Vyx7N4tSLUmt5bMYOPRdqjG/EUjs9bq0etqXPbao5b2ZMLIsVoP0/XAq+mpw3Jx0eERUH96hXOn0tl198XGG0Ve6gahfICn4emwT05kgX0qcXT3b6HuXtAvDlC+Wssttvbrnhmt6yspeqsrDo1QXXRLtAkIu9axR4qD907EeromFC6dbUicYvfdo3iSHSnN2NJV/rtB7gnx7Jgf1tloJMEtke4JCI6XbDx6ByModns0ORWZGhKTFaaO/ex9x8SxRH59iYhT6Fxol8Ogeide/R/Z4G+tMej/22f+VUYvK/I/+A+oSgof+RlJjdb4s5MoStYOo1u+gQDpy8blrcq1MLQuWfEWrUBFxtMHYgHKdF8gO/nLK73qXqa+b7Aq6ZUNG8nGMCdn6N+b0r0VGWrBz1mP/Qc4xt2rZ8VN7q23WFYT7p+OoV5OxGv7qmSTZ+PZXFwiWwQJ1ct4WaEi1sb0zwweLfD/t2OtEo2hlR7A+quZXbFUvUUdhlIxlIl1plsHtKzwOhrE5rHhygboeII3e9x9IUeJ28E8seaq//7Cf7DO+jhgLAxIMSWYk+UE2Vf4bKwdmhbyZLqK5vMrqYS4DJp1m5m+WGNrjzxnSN5flfa9qc2f348YfBrd+i3RkbHr6c0HdClx9+5jz3ts7l9k+TM0L9fk/7ex/jzsRC+vNiB2lm11uzXu31CpDm/lTC/okhO4dKvnBA+uvvMMxlaUpu5tMv5n7/MclMx/Kgm/dr7hBBwbzzH9JqcU3LWkJw67NkCnpxAVa/h5adHc/gEdXwCcQw7W/idEVVfGPjaXcj7lDHobofQ69AMM+pMtXI5Yag3iWJ+SVH3A4MPumzf6bSolpJ30nvCbIGqaqLDY+zvC2dBj4YizZyV9G57gtHoRY0ez8BoyhtbjF8etIRS6bXXPaiGbZGx9Ng7hxcku8/w+Haw8rMwPl+0v5OhEO1yAN9oycGNBa4EWjctsbyMRkOIJCRBP6XTDKpdrFutbrQUe0hTSgiDSsTBa0VQ0XX7fbVorWWhb/vB0FbC37ZyekfwjlBW2HlDnOmWECaQV4jEnAJrsGUgmrWBBYWXhdqGdSiDiwWWdXlEnKUXbmk+tEzY9tJkmehnM+kLrzSioZtj3Ejg1pbkAkg/vNMR2F/LMWESwtMWklaje12UEYg1lKVA0loT4rZyWfVwrUV1ckJkhcFcKQmcqIX4Fi080awlZa0mySDXMjQQLaCcWHS1gkkVWq+sKhUus5h+juullH1N3RESkWpkA7AKG5EP1nKczsl5N41smNrkr6hdk1fhJ9FM2gdBG3QcoTp5C1sLEU118zUqYwpJMFMeahTOtlVeKd+tHYRhD9Nqz6WHz1qfKzp8WqKd+ALY0oteO1zwDNa55G2V67NI7kUUEdoYV1PJH920IRNadNjKGEIIFwVNkI2prj0uMbhEJGohTyWjfXW9QO5l08imME1ar3u1zubWrr3nwfOMKmNlWPTUEAKiBh/wyrRImMD4QSvpbxeF6M+zTDTPbcRniCMhkRZK7kGera+LqeRdMUWDXkpIh18WAk93OxAP5RibRo7TS7iParXxqhHnuGgaoRswhVu/TyQxIRWeiC1a2d26ItbYZUuqLP16DjC9nqSUKbXOElfOyTvj2njaJCb41qLWalRREpZLgf/b5z3oiyJiZW2ra8nrDvWzm6rP9PiMncbni/Z3MIIOVH1PNFPkB+JgVGwGFlc80VjTuw3xLLDciVlu35BfUor0LOBiqHoCg9qFTLym9OQP5piTKSFPqS6PhPG9ITIeuwiM3quIzwrqYcr0aow3kJyW6/7Tp462FxnKkvjDR8QPEprtPvOrOcEo6lFK/Pw1fAj03h3TDwHqRuRgSuE2ezT9hLprmVy1NDmYKsaOr6DnRZuveyb+0N0+KoqoXrjE6Sup2GR+VLH5m0c0W12e/IVtms4O6aknf1y3dq/CODeFaLWVC8yvd5lesSgX6Bx6kvOauh9TvnkNQiD7+Az34R10lrK8tcl8P6bzqCL95hiWBf6l60xv5AStSMZSTXYOCvH4rmo633pMejig7ieMb8bUfUU89WQfnaCKiuxRn2aQUA4jzl60LHdkwrYLWSxcHGP3Ippcqp0mC0RT6N0R+0d7XhCMQWWZSHWSCHU2oTl8Iuz2UuROycTTu1NgZ9Xar1s1Hj2eozY3CPubjF8eUufiWmdLuc+mDvTuOeKpIz2YQuMorg5Y7EUoB5vfrLGLhrofc/LlLYKB9NwRjxvswjH86GJBC23rw8wq9KKSRefsXP6t9UXHGDqHDdUd+fzT13qYF7t0D0qitx9A05CcZyRxRHxjk+n1FB97XKxlgWsaTNGQnDuiaU308EwY2a9eZnxLqszo2jam3BJDkARQ4v6WjP16IfFGNkdmKVnWuhDzHpVlLLYN88tgF5Y8ip95BZS1NL2YcmjWvefQeqObimeSwczeLtVzOzSpRFm6RKrLzt0ZvUWFG2Qs3rwGQHK0YPD7h7IhK0pwDl9WhLJE5znLP/884xsWUwn50VQBu3DYeY0qHeZ0Ag8PSSZzds+HhEhjD6V1pNMEN+pR7mTYhaP/zpm8l612O1hD/72UEFv0+Rw/ncl5vn6L01cylJfnyxSB7PECNRG7ZD+docpKNifdDiqysBB/e+IYF2vKgSKaBUbvL7Gnc/HYj604Az4+wU1m4j3xWR+fS76+u0bQElBhji29Bx5vYX4ZhtfOOXvSI9yV3Xk5ECmJ8pAfetJzBxjpUVuk8qjbkIwnY5r7D7BXLlPdGlL19JpNaupAevdMtK5XLuPiS/hEYablHxltq7SCllC28ii3XMfsZjQpuExTbeXYeY354ME6xAAAbbBuH+X6eJPhE0vTFZi+3kixicFO5+sJT6UpJDHzSwnjl8TTfPhBwL33ISZ7ldm1nHK3oXxk8VaiN1cpXsk40J9WqKahHBhm18VBKp4q0tNAkxsW27bV73bkvKKYYjNisaeIlpa0afBlSTVKmNw06BKGHzUkp6VkBjeNWLvevQ9375Pu77HYvUHdF6g4PD7CTadwX/Jaus/f5OyFfZpukFCN0IZdxIrKi+lLueMIicMuYrJj6YOqRUlQGpXEuEFHzF3KWqq2IBnMpg6SXPbeAe74+KJ/qw1qcwOVp1SbOeNbmroXMAuNXYrda+9hQ3pWY0+WhI/u4quaJH2RatDHLjzZO49oDh6SfPkLHL3Zp8kD4WNDPG7QlQRGqNZ9LeSJ9FoPT8XY55mHXJCbUFVE44rsWLTUy10hTNoixi4W+Pl87SEQdTKUT6ENniCJpWqtpT9spgX+yTF+WRBeu0yxAT4OlI0Cr/BxoMkFOo/PNOmJcBtCq5QwpbjhmTqga7d2E6u7inroqDsG9VTAhzzHkpBXZ2qNbIXWIXBdsa+ufy9ndkniKVeJV9mRpvOtCc3d++gvvsLslQ4A6UNHc/vOp794kWV62XL+SsAuFemRwRQQTw3JWGJQs+OxqA/GE9TRMVopYcv7lTNfRN0z4vb34LEEnHzKWL3/KklY7CWMX6DV1huiacAUCckqZrNFqZS1aKNRPiGUFb4s0VqLUUsm7nbRwzOaj59tGTy13fv08/6sjc/YaXy+aH8no4UVgwbXqh+yJ5qJ2yCdtnBWkN1utGjdtVyQ6sNLBRG0wOU+kkkl5Cmm3yfkqdiCaokaTM9ET6saJ1B2CCQnBT42uE6Mfv1FIShFRqqHaQlPTqGuxMKxbi4gdIBlQXJcEscaXTpU6dCLktBC1rrTQY+GIiPRGj1ZEKWWaBrjjZivROcFelZeMMt9EDKcFlen3keJGKnMa3S/LxnUBZi5Jj6H/LCRc2+JV9GswYyXqLohWvSxcyF1RUuPXjZEHjqtVtRbjX31eZqOTK5qdWpW/M6bTNNkgiqXA43yMUH3iMJl0YbP5lJZpEnLpJdKTilh+pvhENXJaTZEVqQLhXoKzV8nSzmwY02wmmgusPiqZ2o7z7fWmg26EvtTe/USIbKYRUP3oZyz6nWw1hCWS/xcUraoK0Ih2dGh5R6o1i7XlIFo0prjFCV0O5gQCMizohqP2xlhOhl1FtE5EGTHVIHlVkQ0N9iTOWFRoFYwOC1ZbHNDkJmutBawZl1lLfdTif6MWxvS9vmXX25JU3km4Rr3A9HUEM099ZVNgaRTg4s1pojQ7QJiFw3JWSJVdCzkOlMoopnc03gcSM7DRepaoI2ibAukluOAl4rSLKS94q7uYHodOD1fb0LFDrQN8Xk6g7u9r81OH8tNfBqTHdX4RDPfkaQu4OLdVIposaJSg05TgvOEp/vwbWvElgG7UERTRXYU2raMZLvrpXi7A5hBn3Bln5BFrCRlwci5ZYcV9mz5Cbj/mdH2sZW1ZMcV/Y9SULQWq9B0DPHz1zBlDVUt3A9j8N1U3svTCDWdSsDQpCE9tkTzgB90sFevSLuhrkUhs/hk4Mpneny+aH/3DIWwd4MWNyJbBLa+URNNJNWo6UjfLD8oiO4cQhyxfGGH5U6ELQK9eyW6dpSbCctNi7eaeLtLFAJuo9NOjor8UUH0wUPp7yUJentT4jI/eIDRiuWfe46T14SA5LKAj6Bz0GX79zPs+RJ1fIZ/cvRMD8odn2DmC5RSEuHnveiwV4v2zhbzV3aEKPThGeHuA2xV091MsEtD90GJvv1QFppVbzqI0UhoGpK37nPp/eiir7a3jcslKUgFzeBuQ+f37xHK6pn+ZShKgtZkhyPSnQzdBJKzGjNeYquaaLYArSi+eI2j79lYRxkq1/IDshSlNWXfUG54CUappOdsSku0n2DqQH5/jn5whO/nkqY1DNQd3XpqR4Sruyyu9MT4w0E8Vhc3/alhC/k37cQTXjdShZ+9lFF3c/Ijz8avP8Qfnaz1ucpDdvec6J0TVK9LfWmEjzeIn8zQj44ITSM90dkcc2VbLu1q0V4GkmkgORgT7j+ETgc2husM7+R4iUst0xd6VN0++RPH5m88RtUNk++5xPnzhuRck38E/uxMzjeOpTIdDQlbA1xXLEirjpJqswt+lU61UjC1XAy1XvAj1N42zXYPXTm2fk2+s3h+h+M3MoIWuDVaChM/MQaCxx7PGH4U0+Sa6WVDNYR4AoPbjWziikYg+8ZLAlhREC5tM3l5KPp51R5S44gngeRUSJPHb3YxZZfRWxmcjaHN+44WhiaR3PFVbrqdy0mNn8/RNzI6jyqytw7kRL/nKnVr09oMc6zbJhhFdlzLc+c9DPqoqr5wLdRGIGdtiOaB9FiTnAZGb08xpzN5R+ZiZbp2PdvZ4skPjihH7YZIgZ3D3m9Msd/6uH0mlu09eEqt0ZI5lWl5KcYQvXvA3odixrJ4foNiJP4E08sDUK1HwcyLNjyRDPnevRh7eCSIyqNzRk6Iesv9DuFKF7t0RJMKVTXoh8eiV/+zMj5ftL+LRlixt1lHRcbnFdHDM3w/x2U9IZ41Hj+eoOII5XekslRBJqLSibG/AUJLlFmRR1b64aLBr3J3d3cISYxyXnbpWq8dmFwSaDqBEHuqiaXpWHQVY6KofckvGOXBOcJ88ayedzW0IaTiUx0UZJEVFm3ToEuPLbXEAZbSHxb4XSb+EAKq/WzXknrM3i5kYjJhSqkg7Mzhp7NnbUtXpCdtMEUjevEGQQLqBopSEpu0WJuWQ9pev1hyBq3k2mhx1gqJx2uRRJmoJe4FLUEZaYRJE3xsL3KoFS2xTRFicbVzUUtQc6vKTg51HfLR5n/r1gwH5F42uRjmRAup3EPTgNXUHS3kr8bhzsbYKCJEGpcafCbHRKVEi9406MY/JUFaERYl5cstl5gsJaTRut+oaodKxNynHCrScwXnE/yyQNf7LfGqvdxNI6dT1wQi0VdnEU1mqHNF05HnqhoIVK2rp573VegKsmAQBYgjXGolFe3JCc10irm8gUvFZtMU7XXWQBxJ0EUI4lZmLtASkdk12HGJrpp1ZejPzvHzObbbQbnBBboC8jltch3IouwSyQC3cQTWritY5dUaJVAeVHsiTSbvYBprQY+Cf0aCJYEmAqmZYkXUEzOg4Nx6IVVt2hbQOtIZ2axMC8K03Xgsl89qq62R690LF9eofdhWpjTPSClXG11thQAaR5Ak8uzO5rjFAjMcYi8P0D1Dk0LTkc/VjVorW1aoiUs0UXseqm4wixqXR7hUZGbBgvIRutRE8Z8RU5XV+Lyn/d0zdKUYvqPITpz4aC8bzNmUMJ4SRj3OXowoNgKLrS7D0asAzPYjyqGiHBrm+511P9u0SUJ2XKJOzonmS/rzLsFqzOMzIaZkGX5rQLWZo51HXd0ChM2587u0lpdKFnzvWy/njMxsYq2BshIjjOUSs7ONv7qDjwzKrVygwjpRqdzKpZIxMHthQLz7OqVV4nMewHUizJV9DFBdGlANLfG4IXnnAHd2vtZLB+cIE3HUipclG9UAnxh07Qmv3mqjQVsntHlBODwWc5OjMRvviKGJORoTpjPRGL/+Ai63zPYsPm4XSSsT/nJbU//gNigYvwD59pzFeUbnkWbwUfHMpBesory1TZMa0pOAWSryIwnrUHGMPp7Qqx3VZk6xkYjpyRiyoxWZSBi/TSZ99iaTa69XCVZIFe4Sxfh797Cv7sjfLWXhaLZ7mM5LeO+JjuZEQDPMKL7nKrr0ZO8+pnlwgH5yxs7v5tQ9uzbEcYlqodzruI0u86uCytjCY5e+NeGQ56EYauIv3kCXTp6T3wvYZYNaFOsWiNsdtm0V6Wea2jP4WDZT871EvOwNJKdB7E0ta4veJtH4l66jyhpqR3L/TNKwWrvP6OEZ218XC1uzaNBFg08tyzevEayi6hrqThtl2xUmd9NRTK8k2K1IWN1KYP/uNwJ+PieMp/Q+yAmxxZzO1qlo8cSRta5yTSq/N72WkPZfXy+8ug6k85rOgfgLLPYTlpsis0omwgRvcsP0L77Y5n6L7W8woCuHni8JpUHPZHegFoW0lJqL9pOKY1Sng0pisgczokkKIdBsdWGrKxur2mOqBh4fCXx/cs7217vUHbs2WFEN+MRivucV9HhBuP9QDFqCsM9Nr4d/6TrFVtra58qzFT+ZYQ6PwVrix1PsJMbHFpdbggK7FKMiMXTRLbvc41+8BkpR9NsN+8oN0MBywzDbN+gKthdDOHj4pzKn/lkZ9+/f5yd/8id5+PAhxhh+/Md/nH/6T//pJ37uV3/1V/npn/5pqqrih3/4h/lX/+pfYe0fvSx/vmh/B8MUns1vLLBHE8KDR/iqpllViy9cYfqcY3B1zNlWn7oft6zj1pksD9QbDdhAei9eJx2Z8VwYxgD3ZPZvnrL3LDdz5pdkMnNtFu7GO3Pir70jfet2B66fv8HJ927I5K0zMq0kzauqoChhc8jZKz1celE1ruQkyomVokulaiyHBh9LPzo98dhCJjYuD3CJ4fTliPnlQOfAcvl+Tnh8eHGRQhDyzHQqx3XPSD/z1ec5f7VFIloJS3qaky5Lcat6/AT1QCaGpjXZMBtDzl7urm1ffSS9zmBFIVMNAtXIE2JPd2fOzY1T3q126T4ImN/45jMxjsVL+0yvxa13tqO3dMJcX8UrPjnG3zsguXUNXtunyQL5Yxh8MENPCzgd48/HJFf2WW5eoslWuLH8jwpglqKhPnlNnNW692H4oZiKFNsJTZqRHdckf3AHP57i/m+vc/yFCLuE/aM+PDigeXxIfHxKElncmy9w9rJspoqtlCi1FJsR0ysGH0M8UcRT3bKvZbItR4rTTMJoNr85R//6+3KYnRzd6+J2h0ye70ka3dxjZ45oVmM+eoQ/HzN47Xmq7oBgYHCnJn0wwfVTptdzqq5sSia3OtjS0337BPfRXZ72CGju3sc+uJjggw/YV57n8Ps6lJvhmSontFGddQfmlxXKG2n5pIF4Ysnv9+AuuLMzIW5phc8yIT8qRTSuUD6i7hqWGxoXK2ZXNOcvSqLV4LYnPWtIjpfw0X3wnuQHXmaxkwhkfy4Q8ORmxtkr0mO3C4Uu2wq1coTFUh62tkJe2e+GurlwEIsjkeUB6t5jzHSK2d9j+j2XqHp6XeHbItBflnByintyhD05xX6bnr948waTmz06j1PSoxMoivV7RZZy+mqX6Q2RVEZTQbL6VpFWktwXDg6hLNE+sP7k4C+OVStRrr5wk/Hrm+vkPhep1rtejrXYUCwueXSl6N/NiFonwT8L409Dp22t5ed+7uf48pe/TFVV/MiP/Ai/9Eu/xI/92I+tf8Y5x0/91E/xH//jf+S1117jr/21v8a/+3f/jr/5N//mH/3Z/+0P93/uMZvN+Ht/7+/xta99Da01P/MzP8Pf/bt/l3/wD/4Bv/ALv4DWmn/2z/4ZP/ETP/HHf1jrUEZkBf70Dp2mQoSKDHqpmc5TzEK3ObqrfG3QpcJMxAowmkolYZci4zCDvhCqokh0qa2mWeUZ2nmiRaDOwHeU9KUyi8lSUMIKXYV6uEj6qwC69qj6InCCxhEtPSo8S8qRzF/RGDdJy6dZwYMtPBw01LmmzmWBIEA0FamTag0XdJ6LVtQHwnQq+tenHM+qbrzWJa/iMOueId7so+NIZFutqYhWAlkTWWwZ8AtwqWplOvInKHGHszOpHGa6wweNoTlOsXPps+tuB0YDfBbjozYwxMk5+UjjE4vuZBdWlSBuYE3AVJI/XW5l2CwiLko4H0PLBFdOwjN09ewk4KuWpWwU0fzp8A7bZmrrdeWka9/KjwKstPztv6GVkPHmbRBI4YQFvjREc42vxLnNLkPrSa9x1eq+rSxPjYRsKLXWsAejsaXHNwqz9Nhl+4xsDTG9DtUgubBfbXPhVe2E8Bbk2Fde3SGO5Nk1GpUkz5DEAEIjhjo+E3hVedG0r67ZqqqWH37qf9v/dnmEHQ4EhrZWtP1ZSsikzeEyi4t1667GBZmrbaFECy/uZt7L5k1JyIa3QCzWospHEl1qIeiALhXxGOwSXBZhNwZi4lPV6+shASIelUlFrfKckMbrtLHgHNQ1dukFFVrp4ovW2KTTEf/9qmIdvg6EssIUDrv0qCagOh2MD2uPAqUFBXCZPH/Kte0kF4Rg6P069zw0zSfJY0qh4vZ5VyJrAy259TGtiUu7uAeIprr1BvijtCqfsfE0mfK/4djf32d/fx+AOI554403uHv3WRb+b//2b3PlyhVee+01AH7qp36Kf/kv/+Xni/a3j5/92Z/lC1/4Av/23/5bQggcHR3xla98ha997Wu8++67HB4e8v3f//385b/8l+n1en/kZ7lUcfx6yijWpHdj6S3dvEq126PJDaO3wX2UEc8CybhZw0x1V1KregfNWgKjJwsJWtjpU9/aoO5qFtvSu03OAtmJJCnFR3P6d08obm0zu5LgMhgXCX11EzurMLcf4o5PCLGlGki1bG579D3Zcfv5UqqEx0cMqpqQJSyvDVjsRkRLT/ejiViUXt4gXM8F8m0CYYG0xLVAj4tdxeKy9Pw2/yCw/9Upelrgj09lsn7hOidfHKJcYOP3TuCdDzCX9jj5oX2K0So9Siorlwk8utyyzPZG6GZEdurJDmWSER23whSOwbdOIQTmz48Y37Ticd3aeGaHgeGHFWbZCFM5SbHzCvvhQ8k0vn6Jwx8c0mSK/j1H//YCnxjm+wl1rogGhrQboauVUUZN003EMcxBsam4+/8w6Nqw/9VL9KtaGMVlIJ4E8qOG/O4EvMfnAkkq59s/ATVbwniGylOKnX3qLjQzLRT34ImOZwxuR+gqoMczPMLo1t2OTL5PzhiNW3ldURIaR5TE5B9lwvJfsYJV23u1hnpTYl+9VSx3Yuruc/LwalnM43FN961j+b1aDEn8pW0O/vI2y71AfC7hLisuguulqNrTef9E+sy9DNdLCVZRXO4SrveoO4bFjkD0um7/uLDOmHaxsK9tAZ1DR353vnb1QymqjYzJ9ZgmkwrSF7K4z69kxL0X8LFwA8TfvJVNKtZtiWgW6DysMLUHT2sX7DDHE6mUt0Ys37yGyzTTS5aqL4tS3TPoxkhvG9HlD257ht86w/USJjdz6m6OXUrinGqkZ61rjzcKlwnxVPz7ZVMVLUvUbI6fL8jefkS28vkPQbgZnYzw8g3pd987EPi7HWG5JPrgIcODTHwbbu6A2SW+38qwjGllbg2msOTHEoITH87wJ2eiXx8NIY3R08WFh3w7dJ7D89eo+ylmUdF55wi0ZvH8BrNLEjBUbCpcEug8COz+ViFa/odHn4gq/W4bZ2dnvPrqq+v//9M//dP89E//9Kf+7MnJCb/4i7/IV77ylWf+/sGDB1y9enX9/69du8aDBw/+2O/+rlq0p9Mp/+k//Sfu3bsHgFKKnZ0dfuEXfoGf/MmfxFrL5cuX+Qt/4S/wla98hb/6V//qH/l53kjucueRITUG5T3NMGexK7Br92Et0G/t0bWT6idO8RayU0f6+3dxR0d4wAOm36e5scFs31INFfMrHp940kODSy3xJJB+XEh285bk29ZdTznSLIqIZKzpPGwzgyMjMFcqcLc/OX3mhXWTCUwmqCgmGr4CO5Ec6/GY5uAhJokw+5kQkNyKqNVWxkqg6Oz6lKq0xL+eEn73rYsXWSnqjUxsQhtF/3YugQy9jMkNTbHrSE4M6ROpgpo23Qig3EB65qkBEvnvRCbmziOwDw/xszlpL2Wx1RUHOiMM2HgaSL5xR5jxwIrwvKoLmmHK9Aa4zJEfKuzhGD/o4K6lVH05NxWsVNZLg80sPtIi3XMwvwK7Lx5RNYb5h5v0OhkhMq0jViA5LvAf3iHUDWZjKFVtWeFOzvBPBaOYfh/l99tKW61bGmq2JH2Soxt/IaMzBqIYZY20Ddo2w590xDevE23uUmey0JWDlizVEsmieUN4eIibz9e/o3c3mN707L/0hEcfbZM9EfJc0AqfWGxVwuMjmskEs72N8ZuiJ96OWW5IOMr8miPkDmqNLjS6VsRnIovTtRijmCqQHyzhm++Jfr4d6Y1rFJv7BK0JDWtEpewp6jyiyaAayD1fhWys8sG1E8JbNKkwsxI1X0rqVdPgZnNC02A2ZJNadaXN4jIh2oUuUum31ZduFPmTEvf2+9gb1yi/1GGxD9FMU58rISEuNaaSjUg5aLMGJprsRFK+osgKQbMoaWYPn+FV6DSFl29RbmUkWguy9vSi3TRr3by9eoXq1oAm09hxLmiDkXAilTUEZSWW96xETea42QydZZDGuEGGcVJ189R1VnFMtZFRbEbkB15S90Ig2umhdqX/3XQCTe4xlSb65m3c+fiP9IT4LI7/Gnh8NBrx9ttv/7E/V5YlP/ETP8HP/uzP8sorr3zyu1euiSAqnj/B+K5atG/fvs3u7i5//+//fX7rt36Lq1ev8i/+xb/gwYMHzyzQf9iO5+d//uf5+Z//+fX/D7MF/Y8gmnnU/o6kI9WOzuOyhZa0aK9b5yWA5LwhmimS0xJauMrs7hB2N2g6CcVmhEvEnrL3sUywyZknPRX4tNnpo3uvUA0SOgeB9EiRnnnSkxo7b0RCBdBITGSoBDYL/3/2/iPWtizN7wN/y2x77PX3eRs+0lVmebJJUaabrSbQKAggJJEQQIHkgNBAgABpIBAaCBoQ4FgiRBXQaEA9aUEjZUMosCFRVSrHrHQVERkZ7sWz19/jt11r9eDb59wXkVVdJaVKQmTGAgIRiPfuuefsvc8y3/f///4+SOn+9g38IBUxTNmA0az2E8nzdleJX2pZkB2X+MRQbUXUfS1BJpdyslAhYt6MsB7Aod96Db0q8c+P8FVFdL5i+LEoxoNR2If3REDXgl1q9MvhXmtVdugCUBxE80B6UonvOdJ4o4nPV+I59wEzWTF4ltDmmqANDMQ/7O9dx+xtCzmqkbaCv5xIeb72RHOFcmIy9qMebT/enNSavqLpy+9PLxTJVG1U5coHsmPN+ff2US0cPu3yoY2RU/RmvyIgG9Xv4cd9eSa2hlIqnc6Fra3VSwhNukAWmdjtZCUI0XUp08l/B2/R45E8ZyGIAKqqZKLPUsleXy9Qxgj6NI6ob22x3Df4WBFPA9m521Q5VCvlenVtH+u8nJp7CcuDhGiheP54h3iiN+EkpvJEFyshpq0n/6pCL1aoOiJLLKaKKAtD2zc0lSaaS3l5zUhvegLLyS7E0uUjjXn7VdnUxYZgNWUq6Nl4IdqKNu0U/F3sadwIiCcoOviJ3LN41hHjQmB5K0e7jOx5gn3uBSkaxVKe7yVyT0NAtwpTSqslnklPuOkJa1u1oNYpe96ja/GQx9NA/7l8H9cBG94o4rkhWEQXMKslKW9VCOY1sujRYMPox3lUEtOsFdq9iGR3W+hxdbMpZQfXtSuahvRUvo9qWaLTBJxn8NijQkp2HEhOV+hZIa6SdculrNHGCN1QHtCr791LAJpqNyH61TcJSlHsR5tc8/REEbQhP21FM6MUZnsLlefw/GdBRa7+wtTjzjn+7X/73+Zb3/oW//6//+//xJ/funVrc4AEOXnfvHnzz3zdn6tFu2kavve97/Gf/Wf/Gf/Ff/Ff8E//6T/l7/ydv0Oe53+uHc/nSyB9u83etz/CX99j8eYOykHvown6x49R22NWr+13fTLdRT8KfpPjU0LTSpiANjSvXOfkW3mX2iSvnR97tv/oHHU5k15gU6PGIy5/+TqLm5r8yLP3+xeo6WLTNwytw3fEJOWcIDc9UiYE9M42Z7+yz+Kmwi4hvQioECj2NNW4U5Imgn90p2eY2Ryb54Sv3KYaxtgq0PvRKZxdkEUxe3lKSBPmb+5w9Fe2yU894/+pxL84gg8fs/PiXErBD/aZfOuANpXI0eRCxD3Kd0zzrrSpmy6StIbecbvJ9KULCtl4VUPAf/qU9OQMNR7h7TWW2tDmcPqNPsr3iZZSwowWLfG7HsoSM6/ITvJONBYoD3u4TngTNFRbgfpQPOf1o5j+U1kMbOnRDnbeKbn2W1OBs0znuPkcA+h2LMlIAVkwowi3M6C41hNyWk82buMP+uiLCShpe7gU2kSJfkEr/GQqgIsQNgltoTshqsgSHtxg8nof5QL5cUM8rWkGseQbG+i9qImfTQlpxOrGgGZgWO1pFncCQXt2vwv9H12gqpqwLKCp4WCP1Su74pO+ZQTXWiuyY+h/ajs7kNwju6gJnzzBOyGkgdiRVFGijCY6vySOY7LDHYIeUo8U/WeOwQdTQhJx9CsDirseW2p6H03gxSn11+9x8q0eLpUF3SeB5Eyx815Det5Sbsf4bnGxpcBRkotGwnTKCn9zj/IwR1ee9NNLuJxSffUuz/9yQpsFdn7YY3teirYisQRjqLfTjb/flKI1SSaB3T+aoo/OqV+5ztlXuipT1W1OWke0CrRz+Uz97zwmlJVE8kaRfP+qSjZnzm0SytzautfLCDcPcHmErh2qbPGRod6Ku1J/BOxIGX9WSXjHS68ZyhLz7iOpHkVW9CJty/Y/f8y2UoSqJiyXcm/Wz07TEiYzdFFuNvPKmCuPtzEbvcP0rmV+TxNsIJoq4rnCLmD7vYbkssKczfFVJQyDmwesbvbxFz8jy8dfUKX/7/29v8dwOOQf/aN/9Cf++be+9S2ePXvGu+++y5tvvslv/uZv8hu/8Rt/5uv+jFz1P9+4desW29vb/PW//tcB+Lf+rX+L/+A/+A/4N//Nf/Mndjy//Mu//Ge/oJPyldndosl0J6bRhKrCtGIpESFM6GD7AVXVtJPp1Wtog09kwfFRV+JrOzX35Yz2+HQTWmD6fZqeotqSXqOaLfFn5xBFIiYJfmO1ouMrq1ZdiZq0pulBPRQqlC3YRDv6KBCsiL2UtQQfCMslqm3R3aKvXEAtC3n/HYFJDwaEt3eoh2ALBUksn7uuCU2LbltQ+yLu6TYlql2fmmSDpLyUGgWEAroCW7T4xZLQNjJRaHUVooBMZq6qMMZ01KeOKtfvrqvq/KiNQaWJCKOMnKh0d7JuM1k816f8YMHk4l12SST3AzaCKrtsCM+kkrBRDXsRCek2bEqfSilcbEWBH1+p8H1s0Ppzu3oFWLMRv202jC/T67rhY0OTyz1r+wbtItrciI/WgIulUhKMwSfqSgmcBFByndWyIJQlfjonNDVmdxuXiaiw6UM79ISlJm2l79wmijaSTY0KXJH11u9zHUbTKrSWMA5d1tgq4EqwKy96jSxBucGGpKbKWsrVWrzgbdYxBpKAXZrufnfBIq2cik0TpN9fOYnuLAr0sE/Uj1G1Ry1WuPkCFeS12r6jzQ0+lVhUn9qN6BHk8ygHJnRe+8s57dExdn8LU6XCgfeBoCSaVruroJPQBWysb2FoGgGmtO1nmAdKK1QUo9KUthfT9ixmpTAugO3S2oySPJhYFlNj9dUp2Bi51k0Q7KtzmH5PglpCIFxOZAOltPSwu0oPHboY14V7rE/sm3mnuwY+SPvLgh+2qNjjV9KWMk0gntaY8wWqqMR9EUe0/YR68DOUp/0XsGj/zu/8Dr/5m7/J22+/zTe+8Q0A/s7f+Tv82q/9Gv/wH/5Dvv3tb2OM4b/8L/9L/o1/49/YWL7+9t/+23/ma/9cLdoHBwe8/fbb/It/8S/41re+xW/91m/x1ltv8Ru/8Rv8p//pf8q/8+/8OxwfH/Pbv/3b/JN/8k/+3K8brPDBfQSTr46xr3y9Q212nt11pnDQhLUQZfPDnvh4yfgDmeSrseA320zR3D/E7G/RDlOagaUeGmb3oT5sKFYx7Y1tTBIReiltHqPLFv34Be5cTlPJrMNXFo08l01DehloM012Fhh+UqJ8YPpAiFXKwer2kKT3BuZigX/0RN638xtb1nqytocHtLf2qPoxywND2w/UK4XbG2Fbh98dUR72JAhi3rD9zoJyL+XytYg2l1P++AM5NdejGJdpdB2IFrJJiF5McFpwos1X77I6SEgmLeknF1Iani+kL6+6mMJM+pPVdYlBi74TMfhwARrKh/u0X7lGNZLYURGvSXVBOQnuiBayaVkMY9CQldJWUK4TG1WBth9h37gngR5FLSVHrUlezEiONWoyx9UNxEjVzSiiwtN7Ibzv6MWEthN7xdOW7CTCFoHm2hgz6nX9RYstA/0fHtE+eowZDuHaPiGLCVbTP3IiKtsyLA4NySwwelSKB3q6gukcYy39uiVPLfHtPi414rOeNITFQloM3eZujQbVTixtyUS0EMVhYHlbYReKZCKbreXNnDR/S6AnHz/dXH+URmcp4dW7FNdz2kwCJ1yiWO1bgj0UXvw8MH5PkU6kFG9uXaeKNPG0s6tNISoCTR6YPLR4I0z/8fsLVOd+UM4Rkojm7bvSdplWRM8mkMSsvnaLeniX1Z4mGI9yIpg8/aUhurkKz2gz1bViIJ57ERJO242OQM8L+kcDcUYohb11XVodyM8sDyPK/8traAfR3BGtWnAidlM+oMtW8LJa0+72afuRiPM6YenoE0X85ByMweyIBsVUnuT5Ar0sRGRYFJs0MJxD9XLM7nWCNbLxmi9kg33rOqGf0IxTloeREBjPWpLTEl21qJNLwfU23T0PnRXAQVgsSR5fEJ2l6GaIi2OChsETT+95jV012BeXhOUKf/OA+a/ekk1c15II9osFJfnTxl+E5evXf/3X/9SK7be//e3Nf/+1v/bX/ly98ZfHz9WiDfCf/+f/Of/uv/vvslwuGY/H/NN/+k954403+K3f+i1ee+01lFL843/8j/9M5fhmdLxvEVMpltcULhc0Yv5CBEpBq81JBf257WkIqONzRt7j+gmXb/QFHZkpFrdSdJuw2tOUu4o2D7hbJdujJZfLbYqDlMRq6nFMPdRES8/gLIfzC1TdkEwdLtboosEFiaVMLlu8tfSf1kTf/4jgHL3sdarO2rO4bin2+gw/tdjnx0JI6vrjqg2bB9HvjJm81qfpQbknQrKmr6h2UhI/Zn6/z+ShsMOv/3YF332P7PWHnL+5TdsLYn/6wUeEsiIf9lFxTGga/HwBzuHWJ4dhn7O3M6avevLnMQftFvFFISfg+fyq1JxAveN47cFzrPY8/f491PufoLe3OPv6bZa31MYfC9BYCEbu0/CRJ5k4XGKptmSBM1Unbmq7RK7K0+aGYq8PIRDPJK3KLCrU4xeSerT200diofEG4sITv/cUd3p+5eF3jviyopfJs1DuJQSdMrttWNzxRAtNcraFevQYNeizujsWdvS0JX9W0Axi5rcSVocB/aEi/vCY9sUx7uXT+QvxyverVyi2t3CJIp7UXTrTZ6VE695u78hhC8fyMGL+imd4OGf+dEgyMagAq33N8jAlO08Yn/ZhNpMTXmRRWSr3/JVOE9EJ3Yo9RbkjKVeDpy2jj2RhdL0Y109kMzGVhXP0g3P8x49xv/IWZ7+QwE5FepGi33uEX65k4xk85vWHTL4xos0Vuz8I8McfYA73uXxlh/mDtawTlFOU+47yAEyh6X9qhPev1OaUnUwcyUWFXtTQ0fnCYkX6fEWIxD7WHoxxufRvdQPFvmJ1Xb4H+bOI/MTKs9XFl8YLTzxtJeP8Tky5K55voZ15sjNDdnaBMgZzZxuwmNKjjk5p12E9n5vwzWhIfX2MTwzJ44B7cYwZ9qmvD1kexiyvaeavNajEk3ySMHhkSWae4bwgXFx2J+3uvnfRvX65xH+yAqXpVXcIZpegFYMfXeI/eERwTp5ZoPn6XY5+WeNzj1lIGyt87vzx5fjfZ/zcLdpvvvkmv/u7v/sT//8f/aN/9Kf2Hv70oaRk1DiSmSRSBSvIv3Wp11RBypSxlDX5/El77UFWQjKTEzqsYf+mCkRLgbKoVtEsLUUaC+PaKhGmOAki0HXAj/pYbuJ2h1L+NYLk1J1v1i5bkljLqWDQR3kvebpOTl3rydYbLX8OrPZSVgeaYCx5LD1vCfUQX2ezkr6nqZHJZj0prjf1mSXZ3aHtx11mtZTG17zzdUjJJtjEO3Svh+r3xFJVBpJLSbhqc4PyKVE7xDpHGA02gQ66UjydjFEqYL308MMgl4zwWScq62hTAF7Je7RVEItOK4pZb6XU3maimLaVRrzcajOZukwTbIyNDcl8jIlisdQVpXi7q5Z4IdQ0FceYYV96sGUp1YE8ohqazi7mUN4TrTR2qQTo0TgRMbcttnQbAZHLLT7W2JW0SOK5l+v38kK8Do8welPlkfdsSfd3JdFpsSQ0NTQtduHQSdjw23UL0YVhpvpEM71eAzcQHkKQXPSd7Q1PIGQJqG6z4+S5V54rvULXGvaJ6UrUXYa2UsQLqWQQAjpL8T4QTzR1SLrPV3/m86myJl5KWdcUzcYHHc8D8WUn/LQiVAtW/PW6ZmPV2qR7BXkWmmGMsZp4uYWJI1SaoKuG0Ej4COvMafdSK6e+8pSvk/qUl+e+TTXKC9lMtyKQW4vbgpWcAj0eyUk8N9I+6UrjhE4w2hM4SyhKQtOi0gSXW1yiiZNYWAaRxGi6uNNeTCzBBuKZgHJM1VU0rh1AVW9452uWg7KduDFJcEOptgWFzBe9TN6PMaANVaKljN7I5jeY8LPBVvkL8mn/RY6fu0X7f9NhDWZ3ByYLtv6glEjKeyNWewZberLTBlN5FrcSqm1NW7IBSwAd1EDyhptxRjOIaPpyoo7nivyowl6u6H0iEJV2nHJS5ixvGOKJpskDYCVQ5PkloZcxeXuLYm9bvnzdpJFMcvLLPXCe+NEp8acKvz1g9fZ1fKyp+xpTySQYLX0XeqFpH16nzQzP/5Jl5+vHHH2yw+jHY3jylPD8mFFZEdKE9NVtloeS6GQ78IJdedIzmfRmtxP09XsCNKkgPVPYlRNFrYuk/92xnvGyQOmDPcq7O6Bg+90Vu99rqXcyZrcjXGKxRYItxngrVhuA7IXGfjTqSE6Bs796C1tJG2DreyXNbs7iRiyK5K7EF88C2XGFPZlhD/ZxeSBknlJDM1CYStH0DLbQRKtAMnUErVhcM5Q7CltGZDeuYctAflQRPToR4dGzM/pHhpCnNLd38fE+8bMp6uNPUVnK5EHC5VuB3lPN9R/PMSeXJOfb9F7kwqs+uqQF/GRK9CMBNJSvHHD5MMU0sPXjiuiiQM8L/Gp1xb8OAWUjzOE+oZ9R7YjAMVi6U9894pkj//4T2hdH+MmU7ANhtjfXhpQ7Mbb03PpnDt16qi3FateAEsxnPHMEBauHW4RXtgm266Ujm8zxhy2mcCSnK1TZELIYl0f42FDuRszuCIfcpbJAjB61DH5wIqKt7T7u4AFouPE/lKgQiJ5NcM1n0638yRnjPwjSarqc4rzDXU7Y/Z1jtn+YUW+l3X2WzaRLFPE8sPXeiujp+aafG+KI+Vf2uHjdoOuY7FZKVHjS4wr78QvUWsGvNNHWCDuOcbEinsgGkQ7n7xI25XYVoO5rFjfFIbH1QUP26YTV3TEvtixt31PsWxbfuAkKZncs5Q6o1tCPBMeq7t1i+WAL5QLZsznmYo7bH7M8FFW3XfVIL7cJvYx6ZGkGEl2794MKXTrsrJQSei9j9saYcmtMMvH0npaYosEcndMeHaO3tlj82j1W+6bzs4tlbnWzT9y/R7CaNjOC/B1pshcdurYnVtLPh+d8YceXi/bP0dASpclsgXvyHB1HZOkDgul1fbJa+nA+waXdqSPqTtpdL1AZTYgsLjUbJbPv1nUzL1EXU/xyhZ/Pifb2yG8/oMm1cK2707suWtrHz7DXDyl2d5jd95haYZcCpWh7snioohI852qFyR9S7NmNXWZtpzG1iH2CgWo7pu5r3K2Sv3n7O/w/21/C9XoyV83FM6yShGyY4eJcTleNlIB17YmXnX91rGh6IgKLlqFTiHe+UWPE0vRy7KDS+EFGsRdhK0/60Snto8ckX32d5s1t6pEozXUjp521ICaZBkYf1+jaM7uXsripiKeK0fcXuPc/JLl7m6Z/KDYxJadoU4FZVDBboNs9QhzQaYsHsZqVCl1LCV5AIQFvxB5W7ntMJadGU4B2MfYkRa1K/GQq4RaHB9QPtqmHBjvP5J5b8eHrw4JmlqPnK/HG1w29YhtaR1gsAERwd3wiG7xXDqi2hDwXnyxx77yPVwplu0AYFSDIZij0M9woo83lZBsM1GNFPVYkuSL/sfRS/XIFTSNivd0+baJIpp70nae0R8f0vvo6xdYWPgJbeOJJRZtHLK9FtLnoAwTAA4NnLclZhZ2VhEdPccslZjgk2hoRehnF/nbnZYY2Ryb9R+CfH0lM5OGYYj8mPW+I33tKmC/wnztly3teSn73SyNUFe6DjwHI7tzCR4e0PU3TRbQms0D04pL2yZWVU+c5/ut7FHtdOluksYXCFBFm8dnfYaxFt7soL313aXt1lrNU2PcSAAIug2o7YFaKaFbj3vuALH4D5cZgAm0Oqz0RclVjaAaettdR3pTGjTKW1wyqhWiVEVUtbS+i6clmp80NIUsIWUybyJwRFZ74B49w5xcbH7W9cZ1yvM38DrLxLBOihSGZCvZV5SmLa4blLTrtQiA0UA81Pko6xrzeCEjjeejsf6oD0PxsjL+InvZf5Phy0f5pRwgw7GOGfVmIXSB7UaAaj56vUM4TT3vEE9l561IWBJ1l6IO9DbkqPi8wZUyyY7oFItBs59jIoBqHaRw+l7J4ei4l8/y0xVROlLW3ruO3BpuoQckklt2/ixXlrRF20WAXS1ituvcu/0gZEVCKNtOoWDKuXdzZoc4T/h8f/grTR2P2FnOCUugsk1CEOMIXDfmLkhBp6lFMMAnKBdKLVsrLpaHJBBsaz8XnbYoWtsfousGfXXS2mB56b4eQxHir6T2vQEN9cxt1Y5vVVowpA/HLvGor6UwukeqEboVmlswcbWqI52HjUQ3Lguy4kOAEnciiE0Fxs080ToXU1nh8YdFLgykVqttLBAMuhXpoOo8vmEJ10BGhstV9TXN9hKoH6Os7kmttNfGsIVrItdBv3Kfpd9CY84R8iiAnlUINelT7PVQbiKsa3bTSL05TiCLKRHC4QSlWd4Ykva+gqxY9F0GfG/dpxwltV+ZEK1yqOiKY2mBOo5XHjXrY+3cFFzudiZe49ZvQibV2QU+XDJ70BPcZKZY3sg3y1q6k7Ls+ya92DG2SES9iMnsbsxSh4/p7Ei0dyVQmfNclR7Wpktx2ralzQbu2PUN0bRe1PYLIQJdgpucrVFkLNjhPJRnMdeLIuiEcnwl8Ril8rHDRFZ7XG2j3Rxh77+q7G0e0me5U4WrD3297hvDqXUzVyO9rWkISEU0qzKrtWlpyH9pMlPouUmLd6hY4Xcuzsf78erpk/OMR5WkkkKSJ69L5xJtuV2EDPhHXhzxjbWbRW7m8p473rdqAKqQKEC897ULL73/7Drq4IZv9RYHfHkAQfnowsDw0mMoQXfa678OK4acttrDY0hPPHcoFbOnQlRPsbR1J+d2LWFGQx1paAT8rlJUvU75+jkYQq1FzOGR5I0U7GLw/Qf/4kaAsnQetyAYZTX8ksYoLsYno4YDVq3s0fUP/0yX6x4+xWcqgfxvtIlHrXo8hxBs4i3LSkxt9IuQj88kRNDXh5jVWrx+IArsVMIhdBcFveiFJrfZjkknE7tEAzs67995NaFYWJR/o+sMy2Tedfar/qYL3tzm88JjzOc4Y9PYW7fVtAOzxBD55grp5jemv7FFtKYafOvIfnqCalqyX4ZMIXdZwNhF/8P6uLHBtIKpq/HKJ3t5i/rVDmp5m8ElB9MOPUeMRx//KDWb3Jbd68ER6dWuxXpspsfeMWppphK4ceroiU2AXMbZwhC7a0J1foJdLoiwlTe5T7MY0ueLi9YighbSlSw2VIp5oojmghdjmYkm2ClpvNjvJRG1iFNsUil0h3oGcwFwC2Ulg53ePJKryrXucfWtLKiQOep8a8iMvAS5K47b7TO8m6BbGzRjrvJTXd/uC7uxrbCEbqvO3I1wUkVzC6NM+qg1cvB4zf+DQlWbwqSK5FNa1dkAT6D+tST+9JCQx5c0BzYM++bMS8/0ZoazEI1wHqYJ0i417fkxyMUH3e0x/7Q6XrxpsAf3nnmjmcLHFdyE49XDN+Y7o7YyJVgL9iY+E4hZf1ugmUG5ZqrHCx4Em17jDHdmcDaXy462lyQeoAOWWptyRKkf/6YD0st0EgviITZUoXgTGf+Ak09oa2i5SEuiY/4rZgx76Tn719dWKeijMgDVuVbVQbGmKrSHKQzL3RAtPNG+IHp3gP2PX1MRxJD39nTGTt7eoI9X19IVXrlpPANyzI7b/P4sNDMf3MkIW4aMeutWkE+EsyMMjSXLy/gxtntFkslFQTlK6/PkFKstIz8cEHVMNNS9+NcMb6D3v03/eELp7H08lQW36inzfs9MeyQ807mJC/jvvk8fRxl8ObNosJs+I9nfweSxJfK0Hq7GrHvFMrJY/E+ML9jG+XLR/mqE1Pk9pc9vlJHfK6vVJFqQ/W7VSdm4DqgsRwNqXsmolFERVFXbliFYWv47Z7BaFYK5oYbaUaL0wn+PrBuO9CG7MlZVFNwIFUS00uRGbUxfOsXlrnehMhc8+t2p9+u4q+aaEdCJcY0KQHGQrJ4T1CG2LCuvyWefrbZ2EKxQVunWoqsavxMuqgTaVMI4oz8Tvnadyul+jPb2I2tpc0Y4cphRkaLT0BGO69kC3Ue4Sol7+DMpz5e3uhFyhrjcUMzoh0jp5LRgRD+JFHWvLsPHQBiP9vpevneoOXd52L9+9Foqun9r9WdXQLpbQEbzWfnxTBaLCS1Y5Yh1cx0C61GLyFJ8ncpqLhb+uXnrPbS9gKiHvGTw+gZB5vAYXm40feR1WYwuHmgu7POiBnETXQrUgk7JuglDAOtVwaGoRrHnJ9Q5afr+o6v0V4taEzTVUXqofyitcIr5xFcTfbFYtNtfoRneWIfFPb9ocoatcdO+96SvqsQR3SJCHPB9ri6Vy8rtdjWSpJwnE0SYjXa8T7ELY5EfLDWQjvFoLI9eAHBcLD1+8ylK1ClZJAIdzUoXY8BC6DU7rrqh4fi3Yk9+h05TgPO7iUhbD3R1UGhO8CBFtIe6Ez7cBoPserr+y3b1HsfFiqzZsFs+mFwgRtD2J0A1aTsimEpubVF/kAKDjqIMVlRvV/Oaed4u2BlTdoKyWsKGmBa0xVYZu9c9MS/vL8vjP0WgGhk//79ub3b5dKZmAQMqdNpKedWI7zyebxWMzFNTjhPTVu4TWYy8LhpcFzW7O7G6Cj6VXm1y2m6QlbzVYLfax4OH0krx1+GFGmwmAxRaB3qMFqqjJXiS4LMIUDZxP5NfWDfHMYRoprQmmMpCdNthlQ7mXsrghgRy6lqi+pm9obmxjRj1CI77jYDTN9W2a1w8IVhEvuqQpDfOvHQp2ciLWKD9ICde2CEZTDSLpl1nF9P41XHKdeCaiMVM0VDspi//rmzS5Eh55q7Ar6D0tMBdL7LUhhBjlNPFUUSuLbqHaSTB5xOJmzOpQEc1iDoo9TFWhhgP87gifWpqBwZRdjnnVqcRXgXTqN+lQoTvZRPN2g/3UrSQzLW+kFDsCqMlPWmzhaHqWeiCQneiJ5FfbhSx4ZjSkiUSJrSsYPm5Jz0rMtCCse6deyqLBwOxOgrm+u9lUATS52tDJ4qlUHtILT/6iQJct+2XG8BMrwR6RbKCSmSd7UYqHf1mK2rt15I+mZJFBTxZC7XIOfXpBXjeyuVp8rmdcN/Q/nmHqPrryJGcFqqhpe9ssnJWUswCogCkkVWtdFagOe7I5O1sRn0yILjLiaZ82FYFbtSO423UeuHLrpDnJ824OatTCEv8A8g8vyOKI/iDpwEVrgBGUt0aEu2OagemqIpA/d+RPl7JJA2kj9GLqcSw++pW0gcQ1ID/T9BXFgVSiekfQ++gSn8YsvnmbNr9LctGQvhDNQb3foxpH+EhR99ZycjaY3umrPaIbXyO9qIl+8Ag3mcDBLrM3xgCk5w29J7XgR7tUuxBp2kzK6/lJTXyypN7v0fQSXKpYXovJf+X1zQbHLh0215L21ulh6p6U/ZOZQzeB3pEifCAbimjREt560LURJEddkLaNnPIvZ/jJFD3o0273afsx8UWBOpugrKHt7bC4LuEoX/jxpXr852uYvGH3L7/g2ekY8yTtLFhWdqBr/6q1eCOB8iF89qQL0herhwYf9TGFI3v/mPbZC+KHd+HuviQiLR3ZowkYTbPTo+1ZsaB0pC53egpnZ5j9Pcy9npQoy4B6ciS7e0ArTQj+KtSjqsVnXBtcovGxIpo5kh89oz05I39wBx/t4hKpBrgImkxRHKaYKiZ7tsR//BgVx1Rv7HHxmiVaBIaPW6Jly/IwYfLAoDyMHiky52nziNVBtClbgpw8J2+3jK/PuHx3i53fn+MfPcH99a9x8ovgI7/pn9kV2KfnuKNjInOPOBvLJDQXNKNuoRwb1NAwu6so71WY84jxxznZaR+3N2Z5r7+pYNhqPZHLSSw/akjffyHWs+u71Du5JKd99Ax3eVUWNVlKbl+lyVPSS0fv+89wxyfE9++gXtkGD733T2kfPUGnCWHQFxa51XLirCF/PMP/8QfirQ4BtNnQqdoIVtekRaErSC7FTug666A4AgK28KQXLfZoQlgWxB+VREWB3tlm9c07rPYt0azFvvdIFuHREAZ96dE+eoovCnFzrW1sxydwctpdk8/OZKFt0J88o3ecSWWgqgghEF8bory9qjx42chEhceuPD5RlDsiKIyfVrSPn6KMIXoUE1uLe/0O01d7EKB31EimuQuoupUKlE7Y3p0zsT2ihdmIzZSSk57OUlSawPaYi1/aZ3lNb6IvdQPJeQ0/+ADfNpvPEh0eoO7s4yOhjakgATXFXkSTKVwG4VqJbzW6tfgPPkHfu83lqyNW1z29ZwlbsbRJZncsxX7HLp920bZOjsTBwPy2ps0C/acphx/3YDqj2c6Z3jWYGvqfLAjf/dFnngMJ+5HvdnyyxL37Y+L2AfreHq2WNkyxk2AqYaDHk5qoMNiVBIiAwJlsKdAYO6kw0yX+6ERslm89YHG3L3G4mWzYbSn+cl0HcqMkejTPaMZCP7MLg57PIY5pck25H8Tq9gUfii9P2j9Xo20tT55voycRdiEnQRBVqoojVL8PkcXnfwJY3zl0LQEHuglXJ6oQwLuOaObRrSKat8KLjuymt0lIye7exBYVYTrDdVAGoYPJl1alqbyXPJeJrW034RnEEW1PXk83gWgmp8JQiVpXFRXxtMUlGlPpKzFKLe81WL3Jxl4jSlGSEWwWNZDQ9rrypVLoVY1REqpgGil1NrksntHUMFFD+udKRGPOye7XixAsnml0BemlF8ayD9C06NpjjaQugSJadJGJDtILjcvjzp+tCMMeIdKYQkhZdV9OM6rtSFlVwK463GPwqLLBLmpRw+9sYYcDwkpIVCqy6KIlmXriWUsoJa9bFRXRTLLMqa5UzypNCGnSZT13KjaPXOcoRg/7qCiiiaVcGlQXSWmkLxrPRdXvi5dPhaLstaWRisvaxuSDkLR0p+xODWo0REexcLK1hsiihwNUnnWebeHX6zyX8rJzmzaGShJ0lko51gd5Ppzr8uNF9BfNRYgnbwDsMhAtJLu6UZaQiS3Mb/WxN2/IwtF5831sNj5j5QJ6VUuYRtOCNaQXgbNnY+zMYFeloHPzHLU1IkRWPo/R+FzY+MkkdMQ71Wk2OqqY0iIWjWLCsI/rEtxUF/gBYnc0taIeG4qVBS+C0OAkPzuZBPk+FAGXyqJtKkguxVUgrIY1TEm8/j5SXaZ9EObAaEgb6Q2q2McWOxpKqTuKwFpWg0gqXGukQwigu4CZCOyyy06vAtGy7e6BIbk0UjGrZZNnK49ZNuhVJZuTQV8Qu91nFUuoVLs2nvr172wlqtUuW2khrBrZrHX58brWX7jF7mdlfLlo/xQjmgQe/qanzVvantkgIdWt6/g8oTzM8UnXa4YNIxsglBXpaUG0ijrYg8JUbqMg9afnDP8wSO94VeDnC/TWmGI3Yn5LE4whfHMH5eHgD3eI/scZKo4p9jTFTYduDIPbe5itIYsHQxbXDck0sP27L/CffIof9JjfFmXo9nsV6XvPCPVVWdSfnRM3jSRQGSNlyCyh3e0LK30Qw1u38LGm3NYEK6W35HgBx2fwcEBxq4FWsfMOqMcvsMYQpSlEluUbBxR7EcrB4e850pMKO53iT84AWfyjhUU3it0ftOSPZujFStCZwcsCOS2xC0007RS4ixpzOoXW0fsgx/cTfGypxzHz17dJJg35x1J5uPjWrljCZjD+sBasZAgbjnuYzDBnF7C/w/mv7FPuKPpPJc9blTX2eMLwxaVcs5mUSv35BVGHwlxHaKokoT0Y0/ZjqrHBd+lJa+iJ2dmiePsmzcBiavH2+0hjK0OTK7ILz+BHl5IophRojdsZ8OLXBixvBpqeJX+So5sWfMAohernND1N01csDwzBXhPV/aTCXK4IiaW+v4fLNOnRCv3OR7JA37pOdWMk1/GDp7jLS8zeLvWDfYJSJI/OcM+OEOa6PMf2xSU778rmz0fSc47mjvSTM8KqQN2/RrGb0+RQfb1P0H3iWWDwaYFZNZR7CdW40xAsG3h2LEztLl97758Htn40RLUeezIljIa4Bzc4+cUBzUD0FqYMRCsYfbhi+L0ZzeFI0LwG4YQDpt+jfese5W4slqVU2Aemw/Palaf38RQ1W2KKa7RZRFCQTIrN93Hvn1tCnlBe6zO/FUGA4ac16bOZbDTq5qpC0X1fZm9ts7hu0DVybbdyXKpJL2SuqLdjwlfv0qaGamzxEVRDTZuDdleagxCLeK8ZBvpPA1vfOd1koOMc5tiSfiJsdbGTKlTrCLO5bLQO9yi/dhtvFemLFfkPn8n7tLLpc7tDljdz0U00Dr9YoooCWxRE1soc1DYoZ4lnjvTMbJwVX/jxBdt8fLlo/xRDrUr0//Rd8ps3aO7sbVi8fpjR9iPKbQlzMLX061ifpEFO2qtaREGRwXfWrg0mdLX6rKANUIN+x9gOuBTcVgNeUTyKiIwBI55U+g1t39AOItCK1b5hcRuac824Ix2F1FIPO1GU87THp58Rwviy/Ey2L0gOtMkTgtG4zND0DW49Aa7t58uC9mICCqJBjWs1yke4z4WkRHd28FGE9pB/uiR8952Nv1RZybQWihXkT+b4P/7RGswlE2LbokuZNcy0E8gtC9zxyWc833Z3h/qX7lOONXalYTLrRES7NAOPqTRmUeOPTlC9XNKTAGZz3GyG2R6zOlQsb3gBYHyaStLSyfmmurG5ZqvVlZ1u8wYsLo9oBlLy9AZ014sFIE0o9iLqoSI7g/yyllNyLMqseNLC8+PPhMzY5iY+HuB2a+pJIkEk1qDiiBC8VGS6U1nbUxTBdOJEj5lpWQC2LdVAY4qU2BhwHj8Ub3wSa/Iu7S1kCeVOLH30FzGhfWlhAsJiSXycyjOcx/jIYGcl/uwCv1hgru1uLHHVWNH2A8mFJpnERFrU/y7pxGKNk03Zy+PDT1AfyjMTRlLZqbcSFncC7bhFL0wXdavYnlW4Dz8hUvexN1IpMXeLP3FEuRuz2jcbShuAr1Wna1CoiyntiyPS/RHxdCRCtspd3dsPPwGlSJK3mbwi1yeeVLj3PuBPGrrXI74xxG5Jf7ntmc3mxpZyDdtM06YxbaYodkWIuM4J94YrAaXVm/AXW0nKXahrIR12wSC+6k7UUdw9CwFfVuAd5to+xY7FR4r0BbTPX7CmF6I0xt6Bm7mI1UIgtA2hCT8xB+A9pnLYVfjZOWl/wT7Hl4v2TzPiGHPvAfW1IYsbifRJi7BZoPPT7vTTePFtV60oNbWULBf3x9QDTXbekhwvUXWLUgo9GMiXsIuh3IyO9GULLac1LczjNlHoh3dxWcTgiceuUqJF6FKsIpKJZ+s9LVapnQzzjbeodlLiiYh92tSQvf6AoDU+jwiRwZ7O8Z88ITiHvXaA3xrKhFA1RFWD2u7R9EynJBZxVVDiqY56Gbb0JN/tyWTcNpjXHoKRBSNYzfxmQtMP6FhR3OjRK1+Rz6jEVtUMDLaU66maz6lqlYbtEau7Q1QbyJ7OJaI0suj7d8AIoKLtRVSpZrVrcQmU2xbzxk1JfIoUyfk66zmgsgw16ON2hDlvygpmM9R8yfgDR3KpSaYe14sIRhPNpCKh01T89kncKay78miaEFJLk1rqkd20F6JFECtQ3cUnLgv6T0raniWaNdipnKhN5XCJkRJ9mmLGSMpTVUHbYpegpxHxvIPDFCV+f4tmO8dbRTLxREsp15rSoV3AzmWTqMqW/EVFciHVofYbr2wm4P7TErOsCd1kreZL8qc96S+nEebhvc19Amh3+lS7IiRLziqis4Wc/vIME0d4pbr2g+rUzIp4EiTu8XJFXylMHUuLyHvs4YG8dpd6tma1E4IkaZUldtkSzWPAkp4oei+8qPCzCPPKfXw/Iz1vOjW+xb7+ADdMqUZSvdCuq3o5abkklw26dvi9MWY8oMki8hMh37nMEn3lNemzF7IoVr0IU3aWyQ43q5IEszWWmM7ufYc8pdyJqEYCLolnDXZaUVzrUWyvPeTyXPj4aiORXohd09QB108wb79O248ZfeyFyDZtMNcPxZs+X15D6b8AAQAASURBVOCrCp3n2GsHAmra7lGNYrlO7z/DnZ6iior0UrzhelnikE24e/0O9XZKPdDCKQiQXB+SNHcFeDPM8JFGF52Q0WiaXPLOv2iL3Z82vmibjy8X7Z9i+NQw/foeqz3N6lAWwHiqsUtDfuYZ/+GLTbl3vfh679FxhNsfcfYVS7Ud2PuuJfvBhUToZRl6dxuKUvCeL5PCvBM4xkJOoHYlTOw2C1x+bYto6dn+7iWcXOBv7zN5Q2w9Wz8usO8/ga0Rl9/ap/haRjwL9J+3aBeoB4bVN3dkYduVk8/2eymjo1NCXVM/PGDyICWdeIbfeY47OsGqO7Avk7XYsGRSnrySYZqU3vOG2/+v52A05f09Jt/YxcWKui/hCfUY6m2HahSTh5ZqJMjSdSshaIhmgXgp4IyXh9KK6vqQ8zcj7BKSE4u6nKBuXmP+5k6HkVQUh4JkTc6l/Nr2FIsbKarru/afBuJlF/LRy3FbA4rrAp7ozUs4OqY9OWPwzwoGcUS4sc/y3gCGFnsmfmw1GLB6/YB6ZKUn24ryvNjR1IMrCpz0MAPpJUQrv4FjuPML7B8tscaIsLCzuinnsCGgsrQTkPXQl9Mun9mRXnrqY0126uF8gp8vKL9+m9OvRUQLOPifp+iPnlxdNK1Q/T4hS9BljXpxgikr2m+8wotfzwkGDv6gIvn9H0PT4DqEZ3tyhp5MUVlG+/ptlq8OZWPVFQqqsaLYVZgGrv1Ojf/4sfTAd7clplVDdlwJNa6JqJea/LTFfnqCO7vAPrEMO442+9s09w4JRpj6wSh0t+E1ZYv+9Bh3cYmdlKRnGaZQ7P5xQ/adR6gkpnz1kPJuTnLZkj6eoFpHeXeH2YNt2kRRbUtMqikhrsXelz9bod97hB4NWX71OuWWIb10DD6UiM/l3T6Th1siapt2PO9YsKimCahCZOI6z2nvHtD0o85uGGhTw/KaptyTjPLo+ZTw7Ai79TrVtkS/qpaXbHOAl2CV/A8eodKE5VevsXgjIz917PzOC8JiRbi2Q/FgF1N54g8cYTZD7e+xfH2fZmCY39KsrnmSi5jb8104PSUslmSPp2LTnM7lmd/d5vlfHbC416JL0eToRhF0TD7cp8kVy+tSqk8uIT8ebJ5v0eF8wVa7n5Hx5aL9U4zwssc36rRTkeyaXQTrHObQtOJ1XZPErMVHXR5tZ5IOTUOoG1SeEyKLagRpCGxKWGjT5fkGQntF65KQAoVutZQDq0qgDh2+UjmPny8waYeujBDBUCEJXgwktKBNFU1PSu9NriBLUVrRZla80oUCJ1nWNG2XaqQ23OL1awet0M7jTk5FOHRrR/KkDZLbu3bFNQrVyntsU4FHeNsJ11oR06zFRIB8/i7Qoc3kPSsHPrXYLBWsYyoTs0shZA7fdFzsVnzTbUa3aMviaYtOtWvNZ8I1rm6yFy9rVaHrbV5OCpMXVhvRl9LS0w1Grl+bi1ApWsqCLeCSzpO7Bml4t2mDKGuvcrWdl959LCd7IiuisCRBxV3ilOu8487JM6a65299SG3X9K6uMuOccALWk63W+Fiy3IPtxE7LlbRJtFRRlDGSeR68WMk6n/Pay++7gBzvIVgJKsFaqTR0fWGxsvlNAI5aR7xqJQEWyxaVesmltuLf9pEEf+AVxnendKPl9V8OygtBdCBJjEs1TU9jC/NSWVnRJurqJLs2DHT8AxWApiv5K6SHHJBTJaBcf3M95bPLL99AaJBTtkoTXGpxmdn8Dpdc2QY39LA11azzcq995Gv7lgTqBMJqxcY3vQ65aZ2Aiby8z2CUaDCShJDGtLnePHeu72kLtcEmSzuplpzudUCPlXRC3W/wRLA0m/cZDN39Fs64i+W5DkFtiIA/M+ML9lm+XLR/iqFbyE5bdGtRTsRYAoaAcltz/muHmOqAwSdL1Pd/DIC6foDb7uOt5uA7DcFA9ulcPJpaE5IIP0jRIYjHuwGzvQVbI0KaoJtAdi6pVPFljfKBci+h2DZUQ8XRX9klmD3hiFdi/Wp7EcmDO3itGX60ZPDYYJY1+rJDPiZ7NHlM0EF22pHEbNZv3kQ1nmpkuoSjq8+umha7kjZA0zMbP3e07BamZSNqY1cTPzpla9onGCM+dq061roAIJpc/KVtpmj6sgCaWm3iMUMkj6m9fsjyK9dpBpJNHLQswudfyYnuv3IVgdpCdgLRPMKWcnKJJy3zWwmT12VCij8ODN+bopyTjUhk0bOC3rISOtS5CNbMYIB/cAs3jAlFS//DqZR/z+TPw3xB/sEZWZ5Q7/ZYHYq4D8WmHD7+qMReFh1VyolAaPq53i1cZVxbuwn8WLcL0OBu7OBeOaTtGYrdLnc96TZ0wZOerBh/OCAomD/so+5/5TM0vcEnS/Qnz1GjIfP/0ysUO5pmIEpnXasNVEUliQThJDF+mFNvZxt4Tzpx6EoY5KpuaUcZ5a5Q++phRPNX3yKYTueglSiN29BZsARtq1ygfu06uGsCNGnlOQq+cx5oMKZbHJe1iPCAMOyjd8bMH4yY3wE3cLg0Jr/1OighsrkYqpGl2Om+Aw1klx7fuQy8FZthtaWoAN306PfeRDee9Lgge+pQyxI6i1/vfciOcnxsqIcRwYqbIz5dCvVwkOJ/4XXaxFCP7QZnWg+k7D146tl5RzZPq1d3CK/tolxg551aKjO14GPrccz8lsUlElCTPLxNcIH0+Yr0RNMMY87/yk28VfSfN2IBBdzBGH97l3IcUW5rXNI5Ls4MyaWSWF5E+BouLkHpq01i3ZBMoDlJ6L/Q7LzXdGyBBr2s8L2EaCmixuy8IXsqgsviep9qSzZ1X/gRvngbkC8X7Z9iKCeQCd2mIraKoRpr6gG4ERSHqsvu7TF4Vy612x2wvCE9t+w7j/CXl3jf2bySBBVZXBahKid2FqVQgz7NwUiwhI2X/th5gfrxY1Ghf+sNiu2cpqeYv+qIdgvaZznbfywimzY3hOsD7LLFfvgcd3YmjqMQUElCtDfC7EbS72rAt7IYzm4naBc2/VhRx3dPeOswheuEK5JBrYIEKURLjypbEUW1rYQ0PO1OaN21s4BVGtPv0XztAcvrCXQnZJdcwU10g5wOAL8z5PztiHostiblFSEJzO7LwhTPJMPc1JCdCwrSrjzZR+dwdkmePuTiKxYfdxGNP/oQrEUf7hOyBDVb4k7OPiO2UnnG8m6fYkdLGMk7H8uk95JgkI8egdLEX3mVxY3xBnAhfG6IPz6lffrs6sH508qKIWwiE/1Wn3qvh649ZiWnq3JfgiRcoqjH4LIgvtzuxGpPpgy18N/P30ood0N3YpKyZzzPSL43Q2+NuHjDsHpYo1aGaKK7qkb3ma3Fbw1xw4RyP2F+XYhl/Redyn9Rox49w01nROMx8dYI30+ZvD1mcVOsUGuOt6m6gJgmkJ22xJcV7SBmcSMRLUYrf6abQO+ZgHPkTUiVissZ7fkFOksJr9+l2s1YXDP4GwWDQclqK+H8TgROoSqxUtVOURwIT7z/KYweNbIpsLKRWFy3LG+CjwIqaNo8Ib30jH7/7Oo+re9Rxzmw21uEN27TjCKiSUn46FNRXf/Cq8zvpt3PyANejQXOYgrF7g8q9O/8APPwLsd/dZ9qW7H9o5beHz4TC2FR4KuK3r07VFuHVFqqTsX1PtGqlaz05y+wv/wVLt6KaUYO+88tyW8/R2Up1d37m/SvZqCu4kAninh61VoKTY2b1J993lpHPAvEF1qww//zh7jJRLCrgO73Ga6u4wYJ5myO//QZKrJEg1cpd17KuP2ijy8X7Z+fEbTC9WMISGRhp6DWTaeKzbpy8Jrc1LboVU08jTCrRvqMSbJ59FUcy2K4bMTO0Yl53NaAck9+TzSXnbBqPbrfI+QCu0inHu00zZGhLnOSS43ykkjVZrIDD0YRWQFK6DRFDQaoJMYFiZzUTlOPJYrPFsJdVi5QbpmNnYcOGBPSmLZnBQDiJDzCriCeO+yyRTknedjOXyl4X1K4ygV0hLrGziuSqQUM1ViBV0RLySGOlkFOp1EMLpBcymLtYvAJ4BRxIRPVOssZhODmjQh9QMqD0awmO+4CEJzHXDsEa3A7A1xqiXyAs25zEcWSRx1FAj1pEE/7wR66qgnLpZTNfegW+ZfKzh6ieSCaSwnebw+w5hZhsdywq3WeQ5JAU+Nmiz8RYSm5xQqfyi5AOREouSignKJdKmzlCdd2McM+vpcK4cpKOVy3ClV3ZdgGbNESvKB0TQlqaYhmmvRUCHoA9vo1Qj9neXdINVo/N91rdBUU1ThUv49JEhgNaHbE9yyna6m4xFM55QYtbREXSTqVcjHN0HanQrlOppYwCtUInwBjCGksG1bTUf86t0W0iIgXEWEWMw8K5hHRXKM6IqHktF+VnXUbqIdWxIbrMnSHLiVIHzdaSNk+DHLswX73Zey+lXEkgqw8pe1HuERLX7gTyJmiIZ53GfPr0nJnudKNbBTsres0O318B/VpMo3fGaL6uYT9gPDlTYcdrQPRokVXLSFPsdevUUdGtBmFxdROQlZi6Z/bSjQTumFT4SFIGpkf5dh7dwirAnd6DsFjtreEDjjqEa0C2an8TvZ3sMO+ZG83jTDVmxYzB1XWm0qQXdQkk/iKMvdFH1+wj/Hlov1TDB9pZrdT+s9r8ndegPfk/ZyQxaxu9jneNriB3+D+Ql2jHz0nPU6ld9nLYdjfACJwHjVboE/PUb0e/nCPkEVMXusxfaCxBRz8QUv06Slh2KN67bosxNNKMomVYvt7MSEyNKNUSrWJohhIBm5yock+6cEL0If7LN86wEeK/MmS/PtPCFtDXLRNua0ZPHsp5/gXr7G8ptC1wvdz9GCA2x0wv2EJVhbXwVNPtGhJPjkjLJaoXo6/ea0LOZATulqVhBfH0hNfX8O6wTx6Rn6Ukh5sE/SIJlcMnjZkH18Iv7xpMbvbsCzY+wMIScTk1R6ze3JNdn9Ykz6Z0uz0WN5MaVNFPZBSe3Kp6L9v8MsV9v0n3LzcEcvTQY/LX78p5dJMSvLDRxH52QVhqVCjocBH8hS7dKQIzGT169fQbWDwqCB6ei4+7YuJLNzdMA0MPymJn13idgZcfHVMm48ZfVSTfu+RfO571yn3UpKLCvPuo89YnUII6MaJgjw1FFviTMhflPTe68ryifDfy2t9jn59jEuEnJZ1CmFbBriUvPD8WDCr8eML2uAJq4LBE/Hy9449wx9dohpHfThg+iu3KHY0l1/zRLsrmqOcwSeyqCfnFfrRc9SwT/XwgGZgKbcMxZ5cv7X6OVoEdn+wwJzNKB7sMnklxltJxFIHmnqsWN5uIfVkH8XkZ0JPM5dL/PEpemuM3xngY0O0KqWkW1Xop0fYk4it+gZ1f0CbG/KTQO+oEdDOtJK+LQgP3Bpmb4yZPDCSFT+XlhFaTqLKw+CJo/d4QYgMq7sj3OtbG0tY0N1z1JONqfTjIe1FWKXk2X18wuCyJxvTRoAz/SQmJDEhjVjeHTD9l292z6ToDVYHGhdvSUthJDAk3ch10w2kFw3xB88hiiheE55BvPDc+B/n0pIYJKy+cgMAXXvyoxqzajCTlWz25SHCj3pM3hpR7AwZfdLS++clvqqov3qX8zdT7Cqw9aMVoz+a0Vwbc/are3gL2YUnnrTYVYN9coafzUUk6x0hePSjZ/SPM3T5WYHol+N/n/Hlov1TjKAl+QkErOGLAt3vo9KUpBejfA7rkA4tu3M3m8Fshh4MUNcPCGkk4huj0bWD8wY3mWKsxfdjsS2NNdWOw88Fg+knU1QvEytRoqVc90L8yaEWW0/y8B7F3oGccjKoh9KvJpJ0i5CnFDsWF0H+BNqjY4z3xIsxbSZIU38sSEvdHna+XxG2qDjCpSJOCwbSy0A0b7HTinAxwc3n2DTFDRKpJriOJx2CnNJfWrTxrvNwT7HWEs8HKK9Jzgr8I8k+1ttjVJ6J+O25iNuSw7soL2Xd9Nkc994HxPfvUhweEJQo4NueqHaDMRC6wIbzC6ky7L7Fal939Cy5l825kdOFMag4JuQpPrZoJyexuq8p9sW2lExj7IUI9ZTRhJZOMChl5uh8SfvxI4x9QLU1oNwNJJOILElAKepRTLEjivMs+uzXUClRkOMDQbHxweva4Z4+F4GZNihjsKM3KPYTmqEHpYk6R4FqBToSzz3ZiyVqVRFm841wK545XKLIjyv4SKx9HL7Jak9T7inGtya8uXvM77X3CJ9mkly1qnGXl9gkph5Zim1DuaMo90JndwRTygnTHF3SPn1GtDck6EQEigmgFfUwEG1VpFlN9TzqWOMeqhpflqjW4SMtljfbla9C2ABr7GhIftajyZQklz06h7rBX1ziXvLJqyRBP/wazVAqE6rtyGSqsxI6iGct5nwuvfu7OeVY7mFQ6wxy+e6YCtJzhSk69n/H/fezGWq1+skqEmDGI/wrr7O81r1m91HarKugWKh2Au3QYacGWyp0GdClw51food9moFlta+FcvbJc/xkivnaayxupSgP+YmQDPVkiX/y/DPfLXvzBtVwzPJGIFoYenGEqmvK7YjlzUByrrCzEvfRI/TuVyj2uyheo/HGkmgwbbu57uv74CZTmEyRh/6LP77saf88je6L6BKN6vUwWYq/fY3yIKfcEmKQnYlgSt08xK7GogB1kp/MqkStxPuI1p03W1SroSgxZ3P0IqG3ZWl6wipu+hbz+l3KvVyg/ZEiO0mIXk4egk7AJP+ZHQd6z0QQtLozxBz+AlWsSWZOLCdz8W1SlGTPl0SLBOUD7msPJRAkl2zuaBEEiViUxMdzxpkoeZPzSoIvYkv7lfv4SFMnGh9rsTkdrzCXS1EA376OUQqfx7gsghAwZYuqW5wxJOcVyQVS4nx454o01bS4vTGLB32aXEsMZDd8HmPGI9x2n3JLSGAosEu5Bqe/uoX9+i8TLQPpWY0H5jdjGnF3bcrquumIaFlKSGN8avGJpelL6Xd9IlcBih0LYQtbOqKtAaZuqXYl9lHKk11/eFXSf+6wK5l421siRLKrluEjj50WhI6iZsYj1GhISBPKWyOqLYupA/mx+IjN+Zx2fY+DJzjQhWBEldfSn5w5lA8kl53CWytWN/so3yMH6dFqg8vkvs5vJqT9NyFAuSWrSjyF4js7/EGyTTKXIBXx5V7RvtZpU6aGaN5tVtxa7X/1d81kxfDTDB+pzm0ATU+zOunh4x7Ds4CuO1KgUlKBamrs2QKTRvhhRvjlt9GtR09XqKLC5ynJpCVaKKLLUkScTjQhJo4IdSOMA7o0sqZzOHQl83gh10m3AbNq8cOcZjtnta+ptiE5h+GTFgLMnQSw2KWcyuOZwxQt6u5NTNPC5RQ/X7COMgU26FeVpmRHFdsh6TYC3em9r2iGUspPTxSc2q5aJUIwtIKvv4YzinjWsvWBbHqbt26zJgz1n5RiLWvcT2gkVJJIqw0YPWqJF4b+05pQlATn6T1ZsZP0UD6wujtEX/sFmoElOwkbhX3T02hnSUcDTN2gxkPczkDEhasGVVbwaczPxPhy0f75Gj5COMQjKXNfvj1k9kB1PUDxCAcdWN0bbyYJXTsBYjw9+gnq2bpv5Fcr1KMnKGsZ6LvoZoiPFOXYsNobUo0Vy5ueoAODpxF2zYNeD3VFKRt/WGDf/RSu7fHsX91leTPQf6w4+MMFZlrAxUR20PM56o8/JLIW99WHHP9SD9/1HdPzQHbhULMF7XyO+rAke/xcfoFzeOfRr9zl+Fs55X4gmiuSS+lJZ48d7slzzOE+i9f3qMYCcqh2AC8e0GgZyE8c/e8+lb7vK3eYvbmNboMoto/PKG70ePZ/9vR35yyfD8ieyQds+xHx/i7lfsZqX/K145kALeqRYvbXVtzbP+ej412i93NMJacdl8oJKp5KOpkpPSGVXrbvpbgswuWWcmxEqZ3Loo2SQI9yN0LXEfFcVP3rOMiXVfZ+OmP47iX9XkK1nTC7n6ObwOidS8Kjp2J5qsUOyO425Z1t2tywuG6oR4reM8/gj57jT89wbfuSHiBAcOhVRXYaaFaK/NSRnhaoskVfzgirgvb125z8Yg8XQ7Qcoj/UKGs2G5/VNcXplrxkeqLlPp96rv0PE/TJJe3tfWYPe5247Gp2C51X2xZCrhOKGx1h7+o9hmdH9Nfq77IUW6NSbHW9Yna3qPd7shgZLRWOuoGnL1DWUv3Kq5x+NZas+ic5yUWLqRzJ0UIWrIupZEtbi97dER/6YiXXlKt+/rq/rR2kZw3pD58I6OjWNaqDPsVexOJWwO9XRLOU/jtnnZf+Bj62pBeB4Q/OCM+OUHdvMn9tCxUC/XcV4fziMwvn2qcegOiD59jvF91XUoEx1F+/x+lXU/lMTx3pqeg61NNjQlXT/sJDjr8+wJSBve9M4YNPCW/c48VfHtLksP+9hvx/el8W9/1d/CD9zPdeZylqNATnyf7Fx2Rte7WRCQH9gw/Y+lEMt67x7F/bYXnT03us2f9egao9izsZywNN0Jpsb4A1muXdMZevSuRpeh5Ipw5/ZPhZGF+etH8OR1DIpGu6cmsUUF3og3ZsMpDXfy8YEbPoPEMbIwrSNYHK2g2WMLQtwTlM4zZQg6BVhzcE1So59HgvE4LtvN1a3oty0l/VtSMUBappRRiXSR61qpwITJRG93qy+NYNoarQHYVM1OHdRByAOBJ0on7JLKs1SmtBWa596y/5U1XT4huZRF0ivlmXgIvFRiYiNxHtyS8NHbaxyxNXXYk9BDABqz3hpW+ajzQhjjb5wWtRmi1kcbaRYydd8iIfUOSZXMPopZOR7056GkKeQBuJTaorUa+znpWX6xm6UyVe7oOLOvHRS89DMEZOPEZLnngImP5LwTFrPrRSYAU3SxLT5rKguri7z4gWwpelLExpKmzuphXHQdMSdSIyCXMJkh1dlvjFEt16Ee3FSLk5TSSe09E5C8DHXjzykRYxVAjoy4W0TAY9bJl3uc5KnpM0uRIOrz3HIRA6utfm5NKJL9fRo6HjZPsQNrhXPewLcQt/Jf5Snd87srhY41LR6W2iIH1AlQ2qe1ZD28p3Jo7k/oWAXubSmvESFSoCL6mm6FZaBME5eaa6l9UOXH3lVV5fU1N2/vJGfiZYCZsBRYgjlO2Egl3FTPV6+DyRatGyEI66c7hOyW2KVjQHAaKFw85K1EqshkqpTsgmz9baUYALV3nYumtzdd8V1cq10/0eNAkqy4T1QCvM8NVK2ind6dvXDZQlttgWfkISJDugFS2F3E95jn3c2VC7/PK1G+HzaYVf2BH48qT9czWC0JVseVXCzS4c7XO76ZX6SBJ18o8nqKrZAP3b/SGnv3gflyl23imx//M74AP6zg38uCf5uo+f4euGdrvH9E6ECoHszJOdeXgO2+8h/euzAr23K5uGYU5IIlqr6T/t+lshwMO7NOMUU0B6bMhOPeZiRliu8Peus7qeEc0dyQ8f405PMU9POfxdhc8s1VZE3Zd0seVbh+hX9mWC7/zIayRkm2lRDZeK3pETX3DRwNkVoztoRAg0F7KbdkKaipYO1Qbqe/uoO3tU24lY0Npu0V+tyD+ecPDPdqgHWww7iEowUA8NyvXQjWfnXak2JJMGOympd3Oe94f87nmGqjTWQdBBWNN+rbgVW9vi0LK4Pka1MP6wJP7kBDvs0fbGKK+xpSdaiK/WVB7dOFxqKXcj2uQKsuIjRXlzQNx/jbCqUacTmM1JViXxSU6IjOQj33uLaNkSHwv6c3V7yOyW3WxeoqX47NftFH33FtXtbWE/f/hcOOsXl4x+GMk9HySUBzl25UgupoS2kQ1dNwGXW5b4tXv4EBh+tGDwiWJ1I2e6tLhYrmW5B6AZp13p8+ySwR/L4tRuZTS33sQnkpIGXaVp7Ut38n3QLbK56/c3LR+dJPDgFs1OLovWyQyalurGmNmtCFMjDPO6xhzsU752Tfz4u2YTy5of1SSfnELrxC617iMDOkmo7myz2o8x9ZBovi1ahFXL4e/XLy2EohdwD0TIpQJE0wqzaolnMT5RQMv87T1RdheenfdK8ILo5eY2q2sJy0NR6Kc3B2TVTUIS0+zmuETjMk3dk+tjyxGmCsSTmvjDF/jZHP3ikr3GgQczWRAWK9gaUv7iA1yisSvH3neWqBBweQzffJ2gFXvfq4RN0DNM/tVXsaWn/8EU9fyMcG2H+b/0Ci5WpBeO5LxEr2rUdAYrMDvb+LuHeKuJnnTWtqKk98KDMkSLwOowQXfZnum5Rzu61pD0kQZP5FlKzxqiy1J0CD8L48tF++dnqCBWCdVe+SGTSUObyk58raq1RSB8+gxXVph+D5IEd3uLi695zG6FqTL2/kBuRbs3pLiWkp5YoqMY1bbUg4hyD3St6D8PpCcr9HRFePpCFKwHe4TtET6LKPcy2p4muWxJnkxQTYvbGVAd9nCZ2aiK00tHuJwS6priIOP8TUt6bjh43IfTU9qjYzg+wSYJ6puvU/dFlV0NbdfHF9UrrE8wcipJZgFz4ek/WsIPP9jgMIENPSxoKYfHC9/FgraYosH1IorDpDtldqdvhVQdqorw6TN2FgUhS5i/tcvkFaHKNbmGYEkmLdl756iiIsznuOmM9GCf8f49FkXUAVxCt9H4rEXMW6jHinJHNiCDZ4b2+RGmHBMdDvBWkZ0IKCaUVWf5Koj393Bfv403tju9ywm52DFUo5z0PCJ9diLhIl3AiNnaorr/KpMHhnhqGGuFKVqKXSuLZpC+crRac+wDKE27N2TyMCZaBbZP+nB8shEFqSjGfO1VFrcSfKxIrJWfW598FdR94bzH84boR89wJ6cMJvfx0R51X7G8pqjHEqKyPsm5y0u4vET3ejS33uTytWjjv1auE1QJzRa7usqTDpFFpSlhJaXqEMdU+z1md2PiecwA0Kuacjei2BeLYYitnMx7GdN7MdWWnOZ0K5uX+HRJ++lLaNaXR5JQ7MUsbohXW9caU8PODxfw3fdQxggbPE1wu0NWN3O8UWTHFdHpAlPVmB+c44sS9c03OfrVAd7C7g8q4h+/IIwHzF/fphppqrGi2gpopyh2DNF8SNO3zG9G0kKJhZS4tl8pD9mxYfekjypL/PEp4bGILNt1739ryPReRD1S7H7fE3/3fVQcU3/zIctrMdlJQ/r9x4SypP2X3+D8bUU0t/QeGfzpKeruIRevG5pBYPiRZVzHRIA2Xblm1Gd+V7j04+UAnilCXZOdtYD07cuxsMfjRSCdiAuhyTXBiHWxd1Shao89m8NkLmr5n4Hxv6Y8/n/kOv/lov1TjKCh6XXIxa4EZhY1ydSigqEIqqN2KfTOtog3vKAIdeWwi5gmlgQldf0A5TytUZhKdrSqK5/7SG2eEh+tfbs5mmvY1uGHOa4vGMVy24gQK1jiUynbuV5EMxRaU1BSBnOJhsM9dCul9+wkkE49qrPM6F4Pvb1FSEQsll46XKIpRxrflcw312EtsjGKJus80on9DG1S3ojHlh63MkSrQDQX0VSwirYfE7TEOlqjKLcMbSYTRn1zq0uiclDWqKISctNSsK7xwhPNWnykWbwhcaXZixX22RmhnxPPPfmxwkXgMrVBWK55z1WnGPZRd1qsFS7WZAd7kCaYoiUB7LwS0Zh36NEQvbcjlrCVk4hsK/nJch0kL1y3luTmgeRxzxeyeAcJFln3W03RYpY12UVMm8tXMp4LqMYuHSqOxYfdOLILQa+u75NKEvSgj0oSHJBMHLYQMZPOc3CO7DSIragV25oKljiOUTYiZDF1X9HmimgF5rmWTOoswh4eiL933rGq/RUVz1sFRtoP9UAWsHgSyM7FvuXzBK3HKDfEhCD+fi8BHbb0eKsJvWRzSpckMINOU1AKWwXc6ipD2htFs50T371NKEr8+YVwDwYDdC8nDHpES0d2uq52sOGjBx9QOPEeK9WJt2Sy1q3vMty9XMc87wRgoUvbUvidMW6QyL3dVBTUprVTj6SdkswD0UrCaFzEFZbXyOcBBOYzTtGRfK9C0QkRI4uuwRRgKi98g7bFzmuSzBDNakGYOicl/kahAjRbKcmdWxRbsnO6ek+S6JWt9rBZhtvqy9xhFG6QEh3sQ5pgly2plmfWR101IrCZc+KF24jf2syircdqLe/lC3ZC/VPHF+xzfLlo/xTDWyiuBfITTa9upIf4WJOfpUQ3d5jfzPFxoNjVRF+5JqXQj09xL46ITuaMPsiotkSOfPFL+5haMI/JubDD/f4WKNnt6lYmmbqvUQcJ3qa06VBgFq3AFZpcMbsHzZanfmxIL3LMsmF1kLC4JrtoW4j4qhpqml/aQzlRoh78f0+gbnBn5wCoOzc4/8Y2wShGH67ofecxYWsIb2xTjjTaXvW91qcJHwtKEgXpJKZnzGe+D6EoSE8qooWVkuTFghBZVg+2KHYs2UVL/r4IgNwv3+Lydekzrw5TVJsyeOzZ+edP8ReXpC/6DOOhoDGfztGTOZNfvcmL/1tDb1jSfnfM3vdz7NLR+2RK/4crQtQxsRPD4l5fxF4DKO7XZKOS8jQnf2yxpSip1S/cklLzpxfY2VxsRUWJShPqr9xldjchmXkG75wTXUylh6oUoZ8z+dYBiwNFuWtYXttCN2O23q+wvytKY10F8T7PPdHzS8LFhN5xRu/dTlTUdtnqcUQYD2B7hJ4sGf3eJbTtBtJitrco37yBSzTpixW973Yn0TRBXT+AVcXubz8nRJbZV3aZ3jfUM0X6fIQuCsqDHvO74OPA7vcC4++fb3zs7c075E+XqD/+EHzHDi9lUWp78vxXWwF/UBFKw9Z7huHvPyEMexR3xjS9PnVfBG+mDmy/UzD6vReEYY/y1oimZ6gHnSI/gnYQk+7tEqwhP2mJ55pybKi25PR68WaKevUGg2ct2e83uOkMdfs684cjwfs+mdP7wYLm1g6Xr+WCFV4v3G2Ln87AGHQvQ9d9sdEtavz5JbrXBX4MY0zl2Hp3QTCaaifh8mvjTesjaDn1m1peu+kpJg8i0kvP1g+n6POZuEGUIkSW5vqIaisimneI2iyjub3L/E6KctB7VhKdL3G9mHTiiZcKO63ETlZWmA+fkD9JoKok615J+TyeRqDg8pUEc+emMPWdOCaaPkzvGXRjWB5uY6stXCQ6EoDljZRoeFu8+08viT5YbkRyRJby/h7La+INzz+eoC5ntHcPmLwqZfL4LCIsllfQpC/6+HLR/jkaOtDmHh/pLrSh3vg2zbiP8iLgcamiGsuJOY6kBKiKSk62QeNiYZWbKpBMhRcctMZvPNwvLYxWfLttqqjGohC3hfhH21zRDD1qXNNcpLjEoBovfz+X/rEtrsIzqrFsBoafeNpPn7KheimF7yUUHd979AG0xyeYEDDVGN3qjkXe9TK7U4tXXVCHCd0J6nNiFecEyQnoZUWYL1F5KqzqHPxMwXSBm0xR7qYIkOLQeZAhWhopsdcNelURzUWJrydz/OUEH93i9dtHvDV6wf/75FsUTyyZAjVb0j55iopiUdZmKXY/BwS/mgwqbmxN+XCeYGrbLUyycCdKkRRld0LubFxpQjOwFPuiDBquStrT083HNOMRyh/IJKmg6YPyit6xldxz6JjcUmYOi+XGv7+5Zpuy6RZhS0AjdrGifX4k1ZpOyEaWUo2FWZ2+AHd6JoK1aweEPEFPl7jnxyijMa/tdCAPhU8tJkloM03TDwQbiBYB9/7HmL0d3O0BxbYhniVEXal9XR3ACuXMxyJqzHoVpYqxlRLkJtdw6RbVUAvjeydgVsI/X/+5t2PatKPsdaIrF2tClhCMwqxaVGu61ofaVESChmhlyKxFaYXrxZRbUrnpzVa0T55i8xTtctoI2UhpJUEXbQtti6oatAt41eklyoqQZzT9iGpsSc8C0cUClKLcT6i2BM2qmy6OswXt6XjrIuaLlgo9WdA+e371nCQJNonxVmPK7p5FlmYQUexITzxayiYhRAZTemk11a0cbjcMg6uholhSzyrZPDUDRW3YhHioVqpHbSyLeLCKprO8rcWkTa7wtrNrLgva45PuxSXQSN/cxtuO8jaZ0x4dow/l2QkKmZPali/cavczMr5ctH+aEToFtw+Ez3kl9WzF+KMB1angRPXaXpvGmKFkU/eerEhTAaS49Mo+Ua/FOhdLcI5BgHgu5bm1qjhaBrJzUXo2uaZNFdEisPWuwpsMUwXJD+6LP3jwWCYcWwWZPDO98XEXhynpr7yNbjx6UULr8MDWB8JstucLfByjlJJdfqxJ5gH1TMqk5VjT9sTPm5+ELsbQwcPbmLKBk3PpjVpLO0hoBhH1Vgz3xwQlZbn0Uq5f/dYtlLtJ3dekZzKp+yRs+tvlg32ivRHeBaJLsbCEYQ81yHGR4pOzHWZViqolDEM7Q2/Ux8xH0KUxhSSmGRiaXrcRer/Pp6bP8Fgx/kjoYbr1mzSq9tYe6sau5J2XDSEWYV743J5k81iUFf1HS5TLaVNFua3xMbSpJrz1gOA9dtky/tCLz7gopSR88wbNzR0RQJ3NUYsV5BkuNoTI4PbH6HEflMLlET42+BDIjivpyxmFev0hynsoKvSFBMKY6wdgDPGkYecdKeu2PUt4eEDT08STTjS1khOeslYW3G3FsowZv3IHQqDciTbtBVN3Kv3S4F+MyCuwiwp7/RokMdnzguTSUuzGrFZaGPa5JXnjFZpRRtv1StMLT34SZNOXKJav7VwFaaxt4QF0heRmrzzJpEH1Mow1+FXD6JMSXbRy+gPJU49lszy/m5P1voZdNpgPnuLOLwirFemzOT62+H4CX3uVNhL8q6m8+LAXKzAiglt7l9dpW6Kivrr5tpS/Uz7cxx6MJeRktgSjaXMpnbeZwd0cyefxgfGHVzSxcjft0r3kM7tBgnn1/hWjwPtNlQgrzpP+C4eLNas9TdsTKmF+KtUQOj+46io62oWO1S/vvxkYmuxzzau1Yl91ivu1yr6b19YWv5+1ofiL6Wn/e//ev8d/+9/+txwdHdG2f3Lv/+7du/R6PaIug/2//q//a958880/83d/uWj/NCMo6S39CQzecDmh/y8q+nFEezCmuC6qLZ/HmJ0tqBvUjx5hm4aol4tNI0so721T7Edkp2A/uMRPpugnhtxa9HDA6qs3We1HJJNG0KOrAvfmXWb3c2wZGLx3AS9O8K/c5uSbfVyiGX3a0vtYMJkhkUmkHsWdeEoxv26ZPLCYEvLTnoRsHBfkv/eRiK60FvWvUth5jWqF+MXzY4hizC/dZXI/Ip0Ftv7gGE7O8Q9uMX19hHaB4fc9XF6ikoR6K6YcG8ptRbkrxLLxB57es4pqO+LsqyltJpNQ/6nEi9bDTvSm4OL1BNPEggR97xnEEc3NHepRJOX5pz2eZRmm1FRjmbya3Zy43IY4wmURPo2oRopmKH7ywz9wZEcFerqCLkMcIISAuXbA5S9flxbHMpBM5dRfjdZ2NMSu9dLwZYn6/o8ZvGNR1/aZfW1f2hG54uyrfWwZ2Pr+BPPhI4LzgkBVmvr+HsffFPrY+KOU7GhFsFpiXI2i3IupBkaqJNtyTQaPAnv/7LFUGr7ygOlXx0Qrz+B7R7TPj7DXDqjv7BOsJn4+xX7vBL2zxfSb11jtCT0tPet419NSJqNYEqOKvSD2RD1EOyi2NU2vW6yLLgTkzNN7vJAo2MjQ3tpFL2rMR8/QyxWj64dkt7ZwkaYeWordbREydhGfo09Loj9+hOrlXPzlW8zuauKpwE1M1UVfemnrjN+ZwEdP0IM+fn+LYAaYixn248cE53Dr+9bZBZseTF7RXLwZk1wk3JjtwvkF7uISNVtIxeSbrzB5mEhi37nDFh6zrKT9YAzK3djwDkKnUVlHvAIb6FAwcPFGQlAJ2bmn97yHckEsU1pJMtu2JAGOP6jJ//Ajuc5fu83ieiQM8BOHrhz1KKa5kXURsg5Te9rcSAaAUfRfNPTfv8T3Epp8QNuTTe/o957iLyefm4hempu8R8Ux9s27tHfzz648SsvnNUbcEXVAV/4nDiM/Kxkhm/EXZPn6m3/zb/If/8f/MTdu3Pj/+/f++//+v+fmzZv/i177y0X7pxlBACoqgO7lVz2e0Pl7Q5Dd8sa3igi08lT0HnVNqCpMHEOG9MH0FcmMtt2U9EJViQK28gJpqf3Gg6kat3k/qmpwRSn/T3WeynUpdf22lWw0TCM/FEyHL9RSOgtKk1iNWq7wZXkVbqF1l4ss/m63WKKSdqPAVg5UUdHO52jnJIPXIVnVyOdb502LslZdqZu76/MyoMRWIgZSDtR6m98FUACE1qG07q51JxCqFCgtHvmmA2uEAFpOKD62+FiLKM+E7nd1YRV1g1utrjCh3WK8zkj3dSfQgY5F3dmbOpKXimPJulZd+bDLr15rDjaiqrbDwUYRKgLlI5QxtEZvWg3r05JcVy8lYt1lhXfK/TYP+JiNp38TcakUIUswo2GHYpUQGLzHLxYi3NLgY7Uhwa0/h04SOdUZudab7OQg11EF+RnbeZdt4cXv7z0+sfjEoCqD6jz/uqolZCQ2EsfaLdbrZ1z5IFoQ3YkB1z7/ruSrW+mj21K82b6qCFnawViurr081xqCY0MDVFxZLy2faT2EppbNllpb1qTcrBv5roTO746S503ocvJcrgWMm+91d4LdPMMv3bt1Wt0myMPJZ8Y5cC+ddoOgXHXdokK0EYKZP8EPLRtF6ZubWtLETCXe889QETtWAEYTqhpfFMI7WD8nWtorejCQucs5+dyNF2964z9HWeyeLaPldcufjRX8LwKu8pf+0l/63/5Fu/Hlov1TDFPD+AMgwOIX72AqT/bhGe7xU/RwQP3adepBJEATK+Wlxc0UbqVkpw3JZCang8M9lg+3N8pjU0l58GU0IsgiH52t6IeAPS82J0K60pWLFfWNLewgo9rNRJmsELTn26NNgpB2go5MzxpRt+cx9VjhNMLWbhXRMiGPIqgqgYT0e9IfXBSYpSIsV50q908Z3cQZAjLBaAO2SwuLoP/Msfd9KRE2PUuxH4OC/jPZ+JjKY5ddYMaupc3kVJOdiXo6mpYQPKGqiJ6cER1ZTL1LuZPgUkXvaWD4uEJXjuiy6HjWKfV2LO2Eftcv78PkQcRyf8ToUUp0ei5Am+0xajjAbfcFKtJIv1A5uX7959LftUVLSGLMzevUd3aY3E9ByaktmTTCqVZd2pftMsIDLB70UXffFHFX7Tcl4YPfW8rE2nhJSqtaQd0CzeCalFm7Xr+PgpTct4Zo71Hnc7aWlcRkfm2H8q/sYgtIpw5Ths9qDLpn5uXyYL2dkj64Q7MrpzBTKLLTwPjdGbQe+3DI0ound/hJgZ2WtOOM5YPhZ8rFsdWklyOMMYS6wTw9xRiDPU2lMrKbc/kwxWUKlxhZsLkSjYnqWqG1Ij+qGX5QQStpcebGNdkIn11Km+D6DuVbB5jCk777lPboWPQg3QbJFmAuhc4nhLPPPaaNnCpBxJl1X2OLFNuVittMC7u8leQ53VW11xCZNYjELgPJczkVm1WLXdRS0doSbYkpPNtPVwI6Mgr/2h15NpBnJZq3RM8uoKyIogOqkenobSX6ckEcWdI0Bqsp91IuvrGFbqD3omb04w5cdGsfbu2LMt9qIevdiKgHitGjlv7/+D6+o9PJ904z+/oByu+TPS/Q73xMKCv00xP6054IL9ctB71esKHaTckf3oUPfn4xppeXl58pZf+Df/AP+Af/4B/8L36dv/E3/gbee/7G3/gb/Cf/yX+CtX/2kvzlov1TDN14Bk8qir2Y6V2LbgLxaU9OWVHE8lpCuaUwpXhug0H6vzkEHZEmMSiNG+fMb0pmcTLt8qjdT5amgvOY6YLIe9R8hXOfVW9KAEFE07e4THcTTKDpi2dct1J2NhWkl04WPkDfiLsTbsB14uV6qOkZLWUzawmJRFSqopIdeSGL5nr8xG5Vra08XaZ4F5riOxFTdtpgf/cddJLgf+kVVvtxhzIVO9xnPre2uKRDo04c0bxBL7oJuG5w0zmhqUnylHgW0zaKwZOa5AePpUebpmClL1z3DU3eVRaigNOB4kAEU9EqZhwJVU4N+rS7A9q+bCZksZZJWteB9FQmU7QmpBE+T5jeTTn/uhyVe08s2YnBNIFotbY5ddYaq1juG5qhLAJ2KTqA7R8V6H/xHgBmf5fQy1CrEnd8CsFjXjmQXm28thJ1J/degikywmSGm0ywd24x/6sDFq80JEcW+64Wwt3nqG0vU81ECW1QB32agREGQSXgG/XxU0Jdk47Er59OHNHHR7THJ+ivv8lqP8PFstk0NRAsSS9DtY6wXNGeTUTI1tH+In8bXklp06vKxdVzQxfnqUBDdLHCv/+RqL6vH+K3BujZCnd6Bj7Qvnady4eRtC6e9uHoWBYYK4JIU8qCnU7dhqVw9YUJV7GrtqsyGWhyK4s2V1UN3QZsqbpgGD6zYK+rQtmzJXq+2uSShySCrVQEqDOP+egZ7uIS8+oDlq9Km8CuvCzYlwX+VHziencL5TOpgExXhOOz9aWRSs7+A+a3NNESRu+s8H/8I+ytm6zeukabSxXJR7IJmb7uMLsVPs4Z/EEGi6XciyCC1uWhEOe2dM7gRwbfLHGnp/CSsPLz96YeGMxhn/DxT5g6v5jjf8WivbW1xbvvvvtT/drf/u3f5ubNm8znc/7W3/pb/ON//I/5D//D//DP/LkvF+2fYgStaFODqT1Z1xfUyy58AzboR5cGydLtyr/rrF/5Sx6zqMhPczmRLRxm1WJm1aY0pXs9VL8ntgyQiMs0Rr12X3beOyJkEXKUiJxcZTCVxkeKamhEMNcFNqzLy7q4msRcLCXS5FJOg+lFK9jJ4AWX2TpwXrjQ3qEGfczBrmT6tp78xJNcCFaSEFDLkuysLyVV7yVbWyuSSyfvyyp48yHeauqR3VybNjVoI4vb2jsaz7rIwoknnlRCeqob2dTEEWY0BGtoxhm6Bhs6la81YBP8znAj3EqmjmilCNqga7MpZ0I3AWcZRmkJH9nPNhnIysliWY41plGYMiYuRBjkejE+EsFf76mcrCVPOnTl1M5vbLv2gBaARbRaLwYi+lHOYw72NgS09QZJ9zJQ+mqBe2mSUR5U3Qro4nAX9eAG5SiRTOsTSzRTBBVwsabdG2C5j89iofQddwukVV1Z/uqFN957jQj4AF02JJMYU3jCsI+1lrofizK5CcTzQLxwRAupDoRGMuPNaCjvNcsgjmgH6QYr6mONuX5IiLu+7lEQuMd5gy2cvI4PaKsIaYzLI1QVibUuuK5kz2d47ygRawYtSWfSq3aEYQ978wahKHCX0821VEG+k9Rhs5HR3XsGobyZWkJDTBVoWKdhyTOhMmnLqMZ95jSvnCOediKzyhGu7WP2d2h2et01l+qKWTWouiVoLT3lsiK9aGTxtwY9HkHT4JcrQt0QTxryIyveb6sxe3v4UZ82u8LfBq3QLmCXmsbG0ndvnbRuIkMHPiOZyD3XdSDcvo4pd+B8gus0KGZvl5DG1MNEIFEa4rkjmlYiePwZGP9HFfnXvezBYMDf/bt/l//qv/qv/lw/9+Wi/VOMYKDcNvReNAy+dwRlhZ91MXZdvwwN1UBRj2RySS66XN86CEAhCC1teCGTiPRCvfCmi0Im7+sHlHe2MI0n/vgUf3RCePshz//KkKYP6Tlkp52y9vkCfT4hCqJoV1qT39yj3E83cBSXdH2108vutLxDO/DEl5qddxqyx1PUdEG7ThwrKzmlta2kkPkA965z+s0BQcHOeyXj33lMqKqNfzg8O6I3W0jPOUsJ3WLU+6GEjMy/eYMXvzYSpOmlqOHbRBF2BG7cpgqXKkwZ2P5RIaXDRjjWwXmC6YQzgz6Ltw9Y7RlMHUhmXc+/coRhHz9Imbwu6V+DZ47hd48Iq4J+mhDiCD/KmbzepxpLLd/vb0EIzF4ZML8t/PZoLpuGeiziOeUUQccMvEBqqrHFR5Cdtmx9XwR/9X5fNiNGbQhvLha/sa47TOqzS1mguxOgP9hm9fZ1dO1JPz7FvTgWnvTutnDJe+alFK3uMWtBTxaE2ZzJX7rF8S/LAjL+UWDrgxYfK5pM0/QUxRsZ7us58Tyw9c6M/ncvcde2md/rFpGWzwBU0HLSZHuEWpWYyyW9WUHIE4r727SZbCRMA3olaFT95KTzsxdSGdrZwl/bJySGZpzS9KVFolu5rtVI0/7iNXQTyF8UDN5ZyoZsWcjzVominSjCjTKqHUmg01Ek9q1WWj26YaMpCVp1J23Izzz97z6FJKZ4uEs12qL3rMR8ryQ07VVsbCvP4Nrl0dze3fSl03N5DvNTAccsr1nqscLb0NkVO9xuWW04BwBKKfTllCSOCDf2OfulLeqRIpp35MAqYOcV5nwuvvw4En75+YT4coqKY9z1HdqDfaLLEj5aSS78u5+y/7gn6Nq9Ie6rt2kGhnJLKlm6ZRNY1H8MwVgGT1qoKtAKl1rqgZT7t/94hjmZUt/d4+TXtkDB3nd68J0JZmvM9JdvUuxq7ErK+KYKZJ9O4Nkx1D8bRLT/I5xry+US5xzD4ZC2bflv/pv/hq9+9at/rp/9ctH+aYaSiVg3Hn90sgn9eHmETlzj+h6cIp6qrswauoVd4ZdLfBeq8BO/wlpCnlCPxT8ca4UvS0JkKPcCzdhhKkt2KiVctd44rLnMSmP6ObYXgQc11NJ/DEBVdaEJEKzUSONJBc+P8WU3WYYrQR0+bE7fPosodrsTWhvEn9pdE5SSDcdqJXjNm9eEkLUo8BeXIsAzNymvy5deV5Zo1Z20u4myzcW7DQozLWkfPf7MddFpiurlBGuoRppyVxFPIZ5Lz5sQCInFpZ19aQvyU0WYzcVz3VUt7OEB0e0edV++uT4T+0Xdl42WKeWEtfbIN33ZfDU9JcKqRDzzPupIVh/L+4zi+7R5D6/okKyykLi4EwEuavzzoyv1OKD3xtQDOcmnWotmweeQxPgs2giiNv94uefUDaFtqYaK5NacYppifmDJni9ptlKaLBYk5UBRj7pT2KqmffYckyWYJpfNYVjbhbqL3FUJQmLBRUJhq2qU1rSZphrpTXqWqYNEvJ68VFbtFMk+j/CJpR7ZDbMcuoCOSMrPthDQSXj6Ar9OPuuYASiNsiJyk2ttMErJXLuuqviwefaCubLjmTLgzs4xW2OanqHc1sTzGBtHYqWCzUbIloIkVkGS47yR6pippKUULaWKZaq1MRq8DeJbtyIYfDnPOgB0c4LZ26bakk0fKJKZaCJU66F66bMaI8S31Qrd6xHu7FMPLbqMMCDe7Q4ta4ZDwuFo49Nfk+PU+poE4dcTgkR+IhuJDf2MgLlc0j59hrq5Q7kj7YF2EEt7IE0ox5pyR5GGQH4in1/NV7SzmYj+vhx/4vj7f//v89/9d/8dzjlu3rzJv/6v/+v83b/7d/mH//Af8u1vf5vj42N+4zd+A+89zjl+/dd/nf/oP/qP/lyv/eWi/dOMdVnt87YIEOpVK2VDu1L4id7s6Jpcsdo1mK/fJlpcJ3oxoX30RKAZ3dC9HvpgTzjb94fMbhuiZaD3sXhN7LRg8EkuX+gGil3hnceTIZEPMrnOF6AV7e6A1WGMiwStuY4TVb0cmobstGX4owhTB5Y3MuzWq2TPF6gffSwL9Rv3WNzpE0/aq0CRsiWZdtegbAjde1brBXpZwnSOiiLqm9sU+zHpeUJ8Jou2cgFVKzACZKnG0vtPL73AX7Ju0VZQHfbIlnegKHFn5136mYeyQq9KQazGoqT1VtH0DG2uYT/BxWsPMp2HVcmCf+8W1bUhxdAwu2VoBhCMQXdenqav8CaguihO6P6tJW2pGmvmNyy2DPSOGmzpsJMSvbMNWtPGBuUCQQsRzKVqkzeNgnonJXl4F7MscM+PCHWNvlzQe5qAVjQHI9T+Vwhli54uMasSe01U37qB3lMRx+VnnjAeoHoZtoT60z7pXJMfV+jzGVYpoqFFOzmFERTRMuDzWDClSpE/K3CJYXE75fKVCF1D78h3ASmOEFtZ1MuaUJboqab3KCHLI9bQFXzAD1LU19+UnrKRtDlfNJiLBSaJWd5IKPZUV5KXS5ofBUYf1xJZeznDdUla60XMHuzjD7ZxWUS1FdGmktO+ttnpqiVeyCJV3N/GHo6oRxH9p6FTeAfUGw+o+zHFjtyL+S2Lt6+hGwl+GTwq5O9VUm6vdjOW12NcLM9Bm0kZOZrV2NM5w3ZAvExoU83yUFNtd5S4gxE23Iaqlk2Hc/hlIUr1phV4TazITj39xyvwgfKwR3t/SHLZkPzoGX42l40xoOKYci9lfssStGLwY9lQbtCtwz7lXkK5rbGrwPDTFuUD8xsRy2vd9Wlkjgo6RoWHqMZTjyzRQjZabruPDbcpc0u0EI3E4kZM9q98g6Ahu/Ck0zVr/nNixp+R8RehHv8n/+Sf/In//9vf/jYA9+/f53vf+97/qtf+ctH+qUboyGA/CVfZYB8r2dHqppusYiFktT1FuRujXMzeDyzxsxeElwRYejhg9cou9dAwu2tY3nVEE83OKJM15PSSnR9mtP2I6d2I5U2oC0U8T8mVwixrtBUFbLmfsLiuNwlbQYkIJQz7qFVJ9mROPE2oxzGXr0XUI8PWeyPGnySEELh4c8jZLwTyFwm3no3g9BS9rEjPe9KvW9U4QI9HzN7coRxr8tMe+dMEbzWzuymrQzmR7ryfEKYzsUFVBh8HsS4lEF8q7POAXXmKHU3b9/hYsbweA7vE5yVqvpBFu22kShBZ0pMS5VLx5ua6W7jlGtMJqqJFF75hDKqXM39jm7OvdL+/50WUlmmClhJ0PRShWmjpYjdD13cP0vLYDrhUkR/B9h9e4j99it7dwe+OuohSg27EslaNFW0/YBeKeCbXf3UQUY9GZGcZ0eUEV1X40zPsYokaDZj9wjUW1w39547B75zhJ1Ps/V2Cspgatj6oN4CQdrtHsApbeEY/1kQLT/LpBe2zF1gg2ko7mpcWel4dcP0Ybuyi5yX6w6eYNKH82n0W3yrQz1P2/2iF/sGH6P1dSbdKLfGFwi8W+MUCdX65UX3jA7qXUf3CQ+a3Y7ztyuoKtn5ck/zOY1Se06bbFPtBlO+5POu9F5bkjz7GL5a0zn1m44rSuGu7TN4cXMW3aoSbrzTBB0zRkEwdbaaZPIxp+oji/YMSXbVUuymTN4c0maLostarLZg9MOjKcvj7DfkffSgbBa2lpD1+yOKGos0DIZJ7aGqFvVzhP3mMfqTpRRY16MO/dJ96LGr14jAlznaxiwY9XaHqRk7fTY1qWuKZPEP9ZzX6nU/Q/z/2/izWsiy97wN/a9jjmc+d40ZERkTOUxUrqyiSNjVYlOS25QYasmC/2JIFQfZDQa8GGjD0ZNiADL9ZD5YhogG9NqhGG1JTlty0TEqcWaopK8eIyIi4EXHne+Y9rbX64dvn3MgiZckus8XKygUQrMy899xz9tl7Dd/3///+3Q6Xb93l6g3oPkw4+DSSGM31x09i5geG6T0P3tBvuex60MftDWn6CctdzWpb0X8YyL97RFgsWP57b7K6KfG1ZqlRjaIaKIqtdCNGTaYe5RCXySCh7hnhrUcwu6U5f0eRnisOfm1B9OiUMOxJ7rnmi7Vw/yH5tP8wx5eL9o8w1iU1AuhelxDHULcCKS10pWil0I1C15JZW7dWqHXus2ROt3dNixFUcUTodXCpCEuCYXNzbcRCm8SszwdgeKvwsUY5i0ritlzYCtgCqHJdVgXfTdDWEBLTIiqlN6jWtpZedyM20ZX0PEFK9gQRWhGQ0jnIRqVpVdbhOv9beszS96MV2+ha1OC+9YevGeamDNjCoWsr4rnWZiUlTL+papjhEDXsE9KYphPJZ28rCcEKDcvF7Smjls8blEJF0eeEShKgQtvHYOMhF1W3wqyUhJusBASjag02XIsJAyIWShKILCG2eKvxicElAtYwFYSlwi7BLuV3Td2eul/Q8oSmgUom+LD2GBspaSql0JW/TtKq22vR0rZ8JL5dXa2T59oFMITWVywbGN3I33WRhjxGNV4Uydaim4BfWWz5wj0ZArrxsnGx5jpusyihvl5gQ6GF6OVkXg+mzX/2ARVZ6dWGda9VgTIQ5PkJZSmn0c89XK3jYC1KbL3Rm8+yHnUjwriWAAZqkztNm68uJfz21FmtfdOtNx1EaLdBw8pJPrT57teZ9O29myTCMV+tMNa2JXONWa0xp0F66+u20no0jmjl8bZ91vJMcsnDNesh5ClmNGrZ5Zow6ImKvxBRWehkmK0xoZfjsgiXmM1cojxyHYvyc3ngm7mDdq5paLkBLZI2yPekW5eDjxR10WKPKzCrWvLQu7ncYyDv74s0vly0f3KGLh3975zihx2WP30PgOS8wMxE8Zp/ekkegsANjCGklunLXVbbmnga6D8qMPMKczKhqRt0nuN+6lUWNyRLukllgrFLyI4M8Uz6fh5g2OfyjYyq3/ZTC5lcXKIohxG6YzFdKad5I+U9WwQ6TyvspKTaSrl8u4+37UJZBnQd2PpegS4dPjUsfuqQoBSd45reY48pGlRRokcj0Jp46mRBLWXC9ZMp3e8d08kSgtaC1Ww8gw9mDD4AXdaihh70SB9ecmvRo+lYLl+JKXZEcZ0/nqEvZvTjfVwSY0rxBEePzghFga8qVJJw+X95ned/yoFTdD6zpBeBcqhY7Xt8FLBLjV0o4UvH0putehq3P0LVDlMH8uetcraWyd3FQrsiwOhjR/a8RDceMytlcSi3aDIRnSUXYs/TTWD2xgj16hBdiefaR5rFnhUb2Syw/e0Su2jQVYMumuvJPASxdK0Ff86JzqAssSuPXQqfOgx6aGuJjqfsz0pCZKj7Mcs7A5pciwDJSEXBVGHjO1bWEjoZq52IJpPNh115glEsDuI26z0h3cmFXPdZQ/dIoVxD04lQ772GnZXYowsA3N6Q6tUdommF+eQId3G10T34qia+f8zWWUdscEZd95jvHOJiQzLzDD4Rxn566TCFJ3lyhSt+yD+tDTpNpI/txALpYkWRil2ySZUsHN7B8RnpqiR0MnQ1FPGfhtmtBOUhf14z/O4En0SsDjvUXY1deeJJg3JBIjX/+D2pyFQePMxvWFwq17D7GfSeNCgP5X4Xtfs60ekS/eQZ+EDngzOy5x1U1aCnS9EXVLUEfLQpXgD+8ored2K6WUK53+Xiz9xDBchPGgaf1rjccvW1bVy804JzZAPWO2oYfVDLc/KNHVy02+oZgvADKkjPg2CD281zPPMkJxIV62PZQMVXit3fW4mWIo9wqWwezKLeMAHyUnYxg16KSy1mVaOeHIv4NE+YHcp8khx3/s+bRP8IjD+M8vgf5vhy0f5RRlXhPnmA+vrbzG5bQQxmmvTUYqcF3H+Cn802P657PbL+azRZTHbeEH3/Ee7snPWGX6UJ81spVy/rVs1KC90IpKXENW4WyG7Cck9RDaVnbpeyi/ZWokBJFaqjNzdktAjEU0fy8XOap8+Ifvod5j+d4LJAPJFNRHrpST49oXn8hOin3uLytQFBw+5vLwm/+31UHMN4hOpkeKWwi0aU5Gv183KJf/AZAGZnB3bHsjAdH+POL/BJgh4OJGf55Az18X3S4ZB8+DrVQBMtA/r4gubkjHSrTzYWW0v07IrmydH1dUwSrl7X/N//xP+bZ9WQ/4f+eVSwFFsBfbgkjR2L4w66lHhQH7Xi91RR9xMJGakD6aVUF+Kpw5Se1U7E/Ib44TpPVvCb34UQNha+vJ8xu9kXpfiZJ71oaHLTel0lmjI/kxzicqxY7UpbJPvklObhIylKgJwi41gW1bXoCuTU0zRQ1cLAbqsiPk8k5vRigv/4TEhn33iF1Zal7kA5ks1detHayOr10UpL9GZf0WStj7oMNJmUS6se2KWiSWNsERh8MIEPH6C3RMVe7sd0HwX4UHzCzSu7TG9HpJeGwbMcNZmJFinIqb45egrXX5P0pO/cpri3jY80dunpLj3xRYH54DPcdMoLh8LrX9NKTv9RjAqy0QAt0JW49XYrOe2tg1Z0npNGFrvMKHZiljtyCu0eefynn6HimE51g6afCkv/sycopWj+1LtM7ran/pUI66qBKMOVg/zU0/nOU8Kgy+z1IWVP09OK9CyVTeSjI8LHJYHPFU1+3/DLJf7+Q9CGcPg1rl4Tat/N+0v4je9g33mD06+OKbYCTd+h+zXhImbr+w36V79F+lNvcfK1IdUgEM0V0azlLswCZhGIFq09EzCFI56KOK0aCLc/mgeiD4S9Ht25BQdDsRjOS0Eqz5c0J2eb9kSLW7/+fhJDOZYKh8slh+DH7YT6Lxw/Zp/jy0X7Rx1BEJimAGWlFNl0LE3eQW+/BgGiWYW+WoDW6MqRnzSi5hwPsZ38WnHdE0iF8nJyXnt9vRWVrfIQOqn4MpWi80xSwdaYR2BjLZL3tlaQeuKFJ5q1p4AQMLOC7pOukMaWHlsE4qtms4Co+YrOcVfK24sS106Soaqk9D3qsdoV+409zX7/dakr8dgaDaMBZjSAOMJ3JMVJFwPMaoeQRugmkJ5LFnHodbCAi0wbgeglZGVrLK+rFCrLsAv4pWdf46rIyJ5YOk89utLMk5xF4rFTIyXR9iQSLQPxTMIgdONhqjAt8KTJDXVP+v/5iZdTd2qJ33pNeM1FBd7TWE1+4oRcp2G1Y3Gx2ih3m0xR9vWmZaHrtsystSSMjYcwlLAYLqf46RTd66JfuUNIDOZ8hj85EwDJtCI/0UTzBj1fSXBEr4MZ9fGdlGJLSFc+huuULEWdA8oQH4ywcUS5lW2StLSTCV189Yp4qrCF5JrrWtjh+vYhPo4kI7xNhVJ3b4m4LjMt7hT8sCtq5lLEaYAsstYIAa/9rtywK2JABdGiQa8kmU1tjyVjfD7HTcQmp5NENjO9Lm53hE8t1VhSvFws1/hfNMEG5zCLFdYo9CDCZVJhconZgFLUssCu2ysHe+3z6Ok8a++DTNCuBGmN6HYT7HaGuG5M1ZGT/monQr1x2GJH5XrqqkFdzUQ9boxYHbUWhK9SUJS480tCUxNflnQfR3J/ziuCtbI5WUIUK6KFJRxbohnYyVzaOsuS7lGgmrTtmqVsOO3SYyqPvRILW3Ce+LKg8zTCxYr4Srzw6ZWDQRdrjbRsJgVYTTPMCFGH6MSizi8JwWN6PSnfRxGh38HHlmIrwayk7eUTQ3J4A55F//vnyz+C48uT9k/gUMuS7NzJ5G0Vqy3Dakcz/UpF1i+oHnYZfNQlngcGH86IPngM4yHLV8fUHSP9VSMLbt2VHmgyCQw+WWIWJdV2h2LLojwUezl2cBOzbNj5X5+javF14xxh2OPqq1ssd/U1yKWB7NyT3b9ArcqNtSx8dsT2dNGSwixEFlVU+Nlc/vuTZ3Qnoj5nVaAiuVX8VP6de/UGl68JOSs96aM++fw1cdM5uihR3Q6rr99ldit6oS8pE+OaRtV91rD13UJU0zcGBDVEhUB6JlaYZpijeqn08Y0mWEX+PPD4H71EtICbv7skeniCu7HF1VmHJjM0mXC6o2lg6ztz7ONTyaaO5dhtnhVSutzd4uTf2Ga1q+h/5hn99gmqbph+7YCT97YksexKRGzZac3wtySb+uzf3GfyGtKTrK8tYU1raQpKTrGmDIQkQg96VG/d5OydFFMFdn8jJpydEfZ3ePLvjilHga3v9Bj/syAoyYfPyR944c4XJcEYmvde4+ItEdxVPfCJ2PTWvu0ml6SsslFUvRxT5m2plVaQF4jOlqi6Ifu4FG/wmltuLeUbh8zf6BLPPd33z4nOL3EvH3L6s9sbJGi0lBlucaeHcj2iudC8AJphSt2xvMhNF6BMG0hyuoAnz1HbY5av7dBkmu6DGeoHLZlvZ5vQyykOely8mVB3W/Kblfev2n78H7Rwh6rCPzuGE0M0fp1yaHCZJN2leSbe8ZOWLHbzgNlX9/FW0Xm8ZPxPnuG3+pz+9Ih6JBvmzjM5aTepZvJGD5coVttyT612FefvJC/8cYgniq0f9ImvalxicGkbFJLJJjo7a8h+p8adX6A+eMjeM4G3hLISRLD35CeOaK7pPG9ZCUVFmM4ISQInZ2z/fwtpC6y/txBahvma6yCUQv3RI0ZH7WHAWjAa382pbo5AjYiPJvDZEXp7zNWbByx3NaNPLNmT57DycLjH6rBPNbBM7oqzIrmUlDVTB6qhpf7aIf7yC7J8fLlo/yQNBdpImalwqKCpegKPqDuwf3DJG6MTfrV6meI8F1GIB381wXQ71Lmm7LX+ykhOQ2thlK4DZlGiZytMN0E3Mhm6VBYtXTo4u6CZzjd9RdM4dDO+FqaZNsvAySkjtKV1tMGvJGwEJcQq1em0VioR5Pii2HhMVXsCwjl8LRzoYNXGsxxifU0V2oQyeHxRYNKEJpfS2oaw9cLPmgLUkVjYfBZRtSdDyRaWxkGINc60i0HrnY2Wnu6RJlp4omdXuOMTTGRJt1OajqYIoiLXNZirJc3xKabbQY2H0nNtqVi215XYzK5USbgSJKqLb2xSyFCKptCk5wp/et6GguxT9zyqER+3rhWh5V2vF/L1Yo4Wn3HdsZQjUSL7pA25yCIpie7UlEPZVKiqxs9nm0l4jQB1ieBWfQQuEWGjagT2ooJ8306LxqtCobNr8ZZq2QCqblBlJcjMtVK5FUBK319JXvqqpDm/QN07FC59AvokoBehdR/I6VkFgy4Fr1V3LVVXKHO+FfStcZ/aAXWDmy+w4yF1V1P2NFknxqzvmcjis4i6ayiHUPeuZ1PlZRMk4TF/wKMYwoZLoJpWfBeJFUvaEL4VvDUYrai6cn90nZd7xxq0G8nz5yRVTAR7rU0yvg4zcZmUsOWiy3sXXoBEebpU0SS6RaJKJcaWhjyO5dlbCCRFaSXwnEQ2AHYVUMGTHi/xHz8gOCcCR2MIRYmfLwg+bO6Jzz1v7TUAROG/WH7u8tiXbtLcFhV+/FzjF0tRoSeKpiPxvrnRBKXxeUzdb/kGW4F64DCFFb1E6WlyTdNVm/SzH+eh+PKk/RM1QpYQvv4uTe2Iz4tWeJWie4b8WHP+7V3+SXcbXYrlJ1jFxVf65PtfQ7tA/rwifxZYHiQs92SFTWZtqTsEpq8PgIHAEFqwhqkABau9FL31GspBdv8C9/F9QlHQebTELgUg/iLacfn2wefee3q8hA/u46saNejjdofQePSwL+rl2UJOBVqh79yiutGXjO8jySMuU9MKYq4nDZ2m6P3dzcITFivpf0fqevKu2aRGgfxz3dWoGz1M6UlOltB4XC+h6QngwmUywUYzR/ZsgaoakiQiJDJrNNs91NablN2IpiM/m0w86aWc8OqDPnr4Fo3RG+Wx2eqhy12qfiqM7XM5vV78uZcBqPqK5FLK3FUfGCiyc0tsjFic6oAuNXYF+VOZcIttxXI/gA6YpcKUbUm3EgRl/nDKruq3OccN+sYBVWKIrxTKR6QXATUT4pu6fQPVTYU9/egIX9WkjydsR6MNHGPtFnCJLJJNpnAZrG1u4qttlf9eFrB6v4deNVjnZTOWxJAmBGuIpiXjHwQJu1gHRbRDOfHQdx+IRiNYUat7qwmtFz6+qEiPnQBttmJcoqk6Eq2qHXizQ3p7xHJgmR9IxGjdtRgQ331ZoWeGaJYSzSRAPZ5Jm0gF8G0qWzxxkmgF1+lqSQI3dmn6KdUgovcZotR2nvKNQylhN0I/ayJN92kliOE8Rv302zij6D6tyU/UdaUggF05TOFoOpblrhU9QE9RrWTqTM+kKhaULNB1RyJuo5WH5vq7CFpRvHWIfuVAFOYh4LWi7EjqnK486VmBKh36bELjHMpG6IM9fD8nWC2tJsA+uxQgShyjb93AD3Jh8Z9dyMl7e4wfdTf3elCKZT+iGMmGqt7uEi9vEJKY/sOS/NSQnBbiIBj0aFIprdsyMP4eshHyvg37MXJAKMOP3WL3RRlfLto/wnCZ5uTrOYP7Dd3ffUTwnsTtoFxKNNfkZ4KvnN3WzO546oGn6muuakv3ERz8w1P8s2Pyb7zBcidH+UB21pCeFixvZJy9Y2k6gXiiSK5Ca02Sv12MNLPbgIYDMyZ98Bi/WGI+fkLnUUyoa8KqQFnL6ude4+LNWE6UKfgoMPqgz/izDOU8ftRjeZjJBFNk6CaQPE9QVxNUZFneG3H5RiSlZsCcxwJn8XLyWStwVLdDdWuLum+Jpg32ciXWp4iN9caUa/uW/J4KUHU1VScmP2mIPniCn04xb9xjcTPd2LhcrOhVHvXsDH8uamalNHo8ZPmNl5jv2w1/XbtA57QheTrFdxKmL3cph6lwyYsXMJ1ralYZyE8C80PN5XsNmED2IKbzJNB0FLOXAq7nKJ4Z+tYSmgZTt/7vqWLwsCa+KDj7qS7utQZiTzDRJtBD1Q1uNkN98An5J7LIsLeNOxjjckt2FohnivykxF1eobOU1UtDZrcs3acp+fklFBe4jx+QPnzcfvYWnjEa4m7u4FLLcj9mtS0Tu67Xp2s2zHkXKZZ7CXYVkdUeE1l8L6MeiSYheXQB330GzuFejGRsr2t2UhK+/8lG8ITS2JcOKe5tgQ9kjy9xj58Sb48J0Q2qvsVtGVb7sqitdjW6TqQi0Kqz664hRXrSYbFAOUc0SUkmMbpWDD6ryT++AKOpd7vUXUtyXlxrL+JY+q/DPpO3hix3DcnEM/qwQtee1W7M1avJxlJIgO7zhs73j6FxLN69weRuRDLxjH/zGP/4KWZ/l/rmFkFB/OQC9+yYtNcluneDphdTjC2rpYhFt789R71/H3XnJk9/YYvVTiA/FuLZhtOg5CR78UYiCGG3Bp5A3RG4UPdxYO+DY9zRM/Grh4CKI+qDIcuDtiXSle98y2r0s+dyn7y8xeIgIjtzdIJUUpYvbzG7HW2qHWEd3tPG3NrdGOW3MIuK+PuPsdMpOktRnY6w4TuWJlEkU0//nz/Hn5wRXrvD5TsiwoznknHwv6m8+3EZX/q0/+iPX/7lX97g4vI85+/8nb/Dm2++yX/+n//n/NIv/RJaa/6r/+q/4i/+xb/4L30ticNsQRJZKqVH7yWcQHt03Z4Q52I/Wnt2dS2AizUr2ZROhCVedvZqVWOKBLsCtMKuxPb1Ihdayn9ywqpzTT4cyOnDWul1rXOGI9v6pFsPazdcK3DXkYiRoUm14DULRKj1YhhAS7DyETR5hCpbKttCJoFgFGZnB9XNgXXJVmwk1BCtAtE8bE7bBLGnmar1ebeLp649yuiND9wWAReu05e8bVXXWSYBClUtJC4rJ9p1CldY53bHFh8L+rLJFEYH2Wi8sGgrJ3Y31eZjywURAVs896C04DbXvdR2wZJ+vN6wqtEiXNIrQ2j0xtO+yTJXShYmJ9QtU0v+tWqCTH5eNA2630elEi/qIiXfS6+LqYXDHUrhwKs8l8XfGLlfQsAW0cbzKyEksE50uk6lEgGTTy0q5LhOTJOZFmUrVYSwzoIHVCUkr6BBL2tBrr7gP1ZljVlDgYJ4srFW+rqJWNbsXIFu2z6uvZda0pyPFHp7C900hF4Hn8W4XNTsyoFdSGgIRqPLDB2JI0L3uvK3lP7c+3lxkULTxtCu//31vRaskdKoF4ucqZE2RhxLnriVdLoQR7KgRVG7KQzYlYSa6Eauz+azO9CNVMXqztoB4sRHbqQqpYJUHXQV2vKyEoSwAhrRF6wRvarbocosPpJNa5PJ5/KxETeBMfhY02TtHAQv8Nfb27JBvlMLHqkeBCORqMpZbBzJfZQkhCwRZG4bagO0VaIFZlkSrTzOqU0F5wszvly0/2iP//Q//U/5h//wH/Lmm2/yt//23+Zv/I2/wV/7a3+N3/iN3+CDDz7g+PiYn/3Zn+Xf/rf/bXq93r/8BTUUY4366h6m8GRHM6JPn8nNP+gQIoNdOrpP5CRoVw26dOiiIURWUKWXc7Z/q03HWhZQVuSLFclZl2A0umxQRU1ILOV+l7orvTNVy7OzODDoP35PysvnpShSU0vTiwlKYRc1e/9sSbWVc/zTiRDA2gVbGU05Sljsi+2r92CBeX4pedlNLWCMRtjLwSimd2L0YUwydRz8mpRQi72E6b/7CsnM0/1kQvxosVEVK2Pozwu6eYrrJaz20xblWJMcTT6/ObAGvzeG/S1U1dD9/gm+m+LeGVL3FMVAY989wK52iU8WmJMLGHQFQGMVnjY4Qomye7U9wMUtCSsXSIWPXujverHVdT9bYs6mmHKXJpMT8vjDhu73z2i2e9SdDuXKkkydlHGdE+rYpUFXgXJoaPKMeB7Y+R3wVrPaVVR9mdxCGguUxMvvojXhaoKaL4jDLuqOeKbnN2Oazl0ppQ6lZ1wMNeq9A0y5R37/CvfhfXQnp/nqy6z2EtKLmuSTE8JpReZ2UE2Orj3J6RK1KK4VzAB1I7nivYz5ywPKfr7RP+gG7LxHvNiW4Jc27lQ9OWa3ab+j4zPcD5H//MUl8Xqz2M0Ir9+lGKdM7ljqrqLz3DP+/qrdCMoGoholTG9HNLliNVZU/85tiZUdCrEsO1bs/u4Ce75ATef4yRQVR5hYNow+jyjeuw0Kss9mcP8RylqSids4JxYH0can3f3oSvKlRxlNKtdi9fKW2P0mFbtPZuJ93+vjbg/xiabuGIKCariFfmXcOjpEUZ8dr+jcl+c1JBHhrXvUnYj8xBFP5bs/fU/aEgf/TJF++Jxk0EU14qtPLmqSkwU+jTh/t8vSKPR6E68N4c2XuXy7J6r/9nLXXUW5JZunumuxbWRuMTQU23IwUKuSMJkSXw5JhhZTB7JnBXayot7qsDhMcG1bpRwLCz7qS0DNGsoUTOuAaANXNj3z41P6TkJNyoMexdiKL+wLMH7cyvw/cYu2UorpVCwmk8mEg4MDfumXfon/5D/5T7DWcnh4yM///M/zP/1P/xP//r//7/9LXy+ollNtNXalyR5D8/wYnefodqduLubEbahDmExF5NXrwcEuvtdBn1/RfPpQ3l/r3+VqQnj4SHpf7d/SvR62e4+6I75S7WSXXvVhcsdgV5o+EGtF3YtYbYt4a/S9Ff67H5HePsS8e3MjTlo/kE2mqfpSAdCzgubp82uxi5c+oGpExVuM5dSUXoH5zicoY6jvvMXkNcifGnrfKWkeP/28WKYtZ9u9XeL8liATz5f4Tx+KL7kdZmeH5vVDXG5JPxMeuxkNMK1fvMkViz2LqQ3dAMliRWhPBt6AeaGiW/UkfclHImhycSvICqo98cn/jxYBczqhefiIrJeRHYwkHerJEvfJA6LVDdKXM3ykiZbXFQhTOOxCHp86ExBOeunoPlxJ9GGSUbV7vhAZ6R07L5/XexEVNQ1m2G9PP1AOFFXPfm4ScZlinhmU00STDkYrVBKzvJEyfUnQtPF3lriLS2yakCQGXTSoR88lXtFaqUyAqNDrCnt4g+qrIxY31Ibspiuo+xFRN0dZg5ovCDUSrtJ+f3/QWIfdqCRBje5S7maUI0uxJQtw/7OA/b2PNqLHoDTZ4QFNfoNiYFjtKGZ74BOP3SkY9FZMvreF/eUZ7uP7189tZTFZhgZcN2Z+KHa7aJJiqgqWK+y8Js41da5l0xOg97DBffApOo6Ibh9iein1MGW524JCTha49z/CbG9T/cxdljufj2stB0Zyr1eiKLeLBn21wD94BMbAW6+w2s9QXvz+8dSxPIixtxdURQTK0jw5wqzGJP0Uu7IkTyb4Tx9iej3S269R7Bi0k+qG0opiP+fqNRFcpudKmOUJglU17alaK5SWLOy6097fVYWbL9DLWmycS0f04DnN82PiO7ep+3uC+Y0UVctwqFvU79qmKNUPNvGem/vwagJXE3SaYgav43ejH7cD6r94/Jh9kJ+4Rfvv/t2/y5//83+eLMvodDr803/6T/nLf/kvf26Bvn37Nk+ePPl9v/u3/tbf4m/9rb+1+WdXiEIz6Ov0JqxsP1WS4Lb7NF0BRODbUtxsjFmJlUnVjQi2qkrEHsZgxiNCNxe198kZoa4wwwGq1xPrUNmQnpaYMkJ5Kz7d9q5TTavqHcYQJEpvTU6yt27g+zn5qUd5Ted5axXTmuS8oveZER7xsk0lGg5he0TIJBLS1AFKsX7oJhDNGsn5jWTyDEqsRauXt0gGuYQvlJWc7M4u8LMZylqazMjEkVhUm95kDvYJ/Q71OGd6J8UlYBdd9KcK6obkoiFPpbUQzR268mIzKkqw8t7WeM41wnJd7l7jS42V62NKYIOQlevmdgZY9RLFTgeXtSeR7Yz87kvUewOKkabuQ9Uz5HkOXgAqwYgwML1ymELQoj6R0mp64VGNJp57fB6j93ckV7yRbPJwdoGbTlGLFZ3nDfHCbE7/6/vJG8FXmkrIa2ZVo3s9yfyuvAA2HDAaYOMYP+pR92N0ZonrXWy/uynNo6Q9g1I0W13qjmzCvLo+TFU9Q7Tfw0wT9GQKRYE92Ke+u0fQSgJRFnLd3cUloSwx/T5qPCRYQwCSixJdB1wUS3pXEeDebUwhQik3mRKqiuSsQlcR3lpcqgjW4Gc5E5PTeawkJ31vF4Z9mq2OlHhnpSRiaVlUfATLg4TuN97CWc3iMBX1ey1QFF3Ld2L2duQD1g16ukJ3Y6ENGmhGGfHeLmQp8aQWoVpHt377VhtQyj3vMk0wESr0seolUIrVbkbZlzaJiLNkg1tepahaU/UUnddfkapa41GLGlVW0oLQUvZ2qXzf6y9CkMIKhaSUiScbdNUK/maVPHtpQnbm8UaTnztUmmC2xrj28ymnZWMBhFVBcl4SzY1gdtuTdTE0uLSd0NpWlVhQFS4O+K0+tmkgiQlJvKna5Cf1dWvox3yo8OO1av9ELdrOOf7r//q/5ld+5Vd49913+cVf/EX+0l/6Sxu283r8vvCPdnzzm9/km9/85uafk+19UbVGEGLERxy1IIduh+krXYqRWD4kwxqieYYpID91dH/3Ee7iUsqGWqE7GfWdPVb7KelpSTSbiyDocJ/ZqwN0Fcg/uUB//JgosnTiGKylvrXF8kYqJK6+ZrWl6T5zdL7zjLAs8Hf2mf3UAabwjL59yXi6kHjMqgKliH7wiJ1PRbzmZmIhC4d7nH9jRJPKQmeXQfy7H12iLqeEXofmcAvXiah7iqAD5Sjw/GckBCVaiOo3WgaG37Iwm0EsCtZyqMifx0RaobMOs6/fkHJqD4p9RzABu0oZ/a7FrwrSj56TPMtRZU2YLcS7XFW4skQ7j11uY1droActS5kNzjOecN3LXP/Yuv+tFZNXO/BKh6qvKAfys5O7lmK0T9VXzO943KBhcRkz3B6iyhqXGbxVxDNP9wcXcHZBONhldVuO1/2PpuizCWHQZXl3QH0r2wjwTOHpOAfTKe7sgvy3KvHT+nbzFUe43RGuHwvm9vhK/LxpQtgZ4+OIaOboIr3R6uYIGFENLWW/pXvtxCg33Nh0AKq+oepqmhSKLYVL23hIp/AOFgeaqp+SXsQMTrtwNWH17k0++3csPvV0P83pPfaklw3ptxzu9BQO97h6R8A3/Q8nqA8ekhhN+n4K1lK9LDnSuoGt34ngaoK/mhB94IiThGi2h3YpyiG42uMpxBGuE+PHh1y8lXL1hlD/Dv5pQucHJ6JZaCM9L94ynP1UZ7NZC0D/AWz/xhlqMsNvj6heOxDF/KMTwtUEvdWlGshiOVsldNUhZlkTPzwlWi7x9w6p3u4STKvHWIhyuhgY0U7sWvTdlKBESe4y2RBGbZ/bVJA/lJP8cgeqP7VDciXEOTNZENpnDG2oc0U18NRdKXdDywZvtQnxLJBeOOy8JjqeyiY/T/E3d1Au0P/2Mf2qFnDRoEPYGVDspJR9Ufez5iucX6CXK0zLNQdgd4viZ3Yoh22fvWZT9RGRnGJxp0e0nVMNLKuxEOPG35+T/N591OqHePE/ruPHa83+yVq0v/WtbzGdTnn33XcB+I/+o/+Iv/7X/zp/6S/9JR49erT5uSdPnvAzP/Mz/9LXW6uVN55oAz7SaGsJSUSdKeqOeDybTERQqJaeNVcE76+FRcaAkqCJJlP4xAjwxBh8HlP2jKRUeY+bzeRkrhUYgxl0MeMEEggdtbFYhckUP1/AS3s0mTxw6mpGc/R0UzZVSuGn8+vAhnVoQh5RjmSzkVwEbNGeJK5mkk8cRfi4L6EFSq5F0FD3vSyckaRxBAMhjTavHcz1pACAkYWk2Aq4PECvRuuAS1LpxzYNYbFEOUcoSqFnvZgEVbcxnw5ezIJe500TwLSBI74Vs8G1KCuoa8Z7k4nXWqoGooyvuwqfelTsheMct/7qtk2sHYKAvLjEbI02wRxqUdA8O8ZqjUtGVF3d+pUlrjPEkfQvncO3RLDgA3iHShJMEouQarrCn53jqxqzswW9HOxaNNhWChKZoF2sN5GXtVYoL6cl237msqcF0RmJiBHks6r2uvkYGq+u2d5KYk7VbkmeVlTnfeoLhS21kM+UIiQRVa9dLbWWEnzwhOkcZQzqpZ3W+w0+EbBNqBv8bI5arjDLEaZMMHUgfnpFc/8hZmeH8NohdVf47Wq3oJpFNJm+Po22E22TBZphmxVdK5QTtZmayH2qt4bSA9YKEwK+KESIF12LSF1qhAi3WuEuLtEHu5uJXEJ0QiuEbCsgkTzLQYPLhFevtVQuQhAhpl21XAIrrRpTAi5AUQqVsB3eIn5yizzv1m6U7sq3LPnCYacF4eg5brXC3r6JH+bo2hEWS/zFldx74y4uFXxpWIv9WjpdaBrCC0hllMJ2xLGCVqKvXC9erXBRngmBxJQ9Td1WMVQAd3X1+efwx3WEL3vaf6TH4eEhH374IUdHRxweHvLLv/zLvPnmm/yFv/AX+C//y/+Sv/yX/zLHx8f82q/92r8wD/XFYUoJg1juR8xuCUxhfjsjj79Ck8usHi0C0QkkUyfl2cqja090WXzOCxu8hAvETy6x8470sm8fiNBtN91MGG67h21uEToZ9XaON1r6abMaZpAJ9Al7vpJcXmMwpxP6IYj4rSWe6a0x/vYe3ijsk3PxfUYxZmsEacJiO6XOW4W6VYIvjBTuxha61yGEQPR8QhRHeDvELk2rLhcRi11CNJN0LFU7VBQTFkuGHy7xqSE+muDqRsq1qcLlAbtQZPdT7DIweFii+3JqDaM+Lo8l7nC5/FyEKfBCCth1clPVVdQDIZJ1n3uiqcMluo3fXF90UcrHUxEHTu9mFNsy4ZlSkV147ErjI8nntgtY3eiKyr2B7nNHPJE/qNu+sVk5KXuOu5j4ZaqdDos9mfCiWZAMcqDZ6WHtPXweb4Ay+cMJ/qP7gqOcTDEtcpZBH7M+hV9MUGmC6sYELSLH6Ew2NUka41N5pKUlE6iHCctdK0r07Bqvmj2XtDEXqU15NJ6KKjq5clKGDoHkqkZ/llLZlOF9GNwvsbOSUNeiOkZez1uY3+0Rbb/bprUJsavpWHpPnPRsrcbeuQ1FiZ9MCc7R9BIWN4TD3evJNVRJTDWIqPqGaAb+gwxdQdCO6taIdeSnt4rpS5Z5MOhK0X0SSCaB/LgghIDu9Vjd7HH5akQ8sew87sAxrc8dgg1Ei0D2aCL8bWulPWVFv+Drtp2Qt9qBRSCsRD0ezRqC1cxuWVbbsih3jh3RzIklbEt6xtm5J75qiOY1+uwSv1hKhWutzm8XjGoYOP+5feLFLlVXC8K4hPxZSfR8glqscO3vhemcSClCllC8e4tqcFcW95U8F2u3hGrA9zLMcECoanwbXmK2xqh+j5DG9B4W5CdWNidtmptLjWxmYkU51LhteT/jH9SYwgluN0mg+IIo0b5ctP/ojoODA/6b/+a/4c/9uT+HtZZut8vf+Tt/h69+9av8o3/0j3j99ddRSvHf/rf/7b+SclwtCuJf/R7mj73FYj/Dx5JFuzhIJdpxGYjmMLi/wnznU3lY28k3BH8twgoBgsMXTpSwWmFu3mD+7r4kU625yyjKrQRvxxQ7CdOXZKEcPHD0Pp5Kuer0QkROiDJcKYV7egxHz3DtSQ4QX+urHbxVjIsGjp6i4gi/PcL1E4qx2VDCQqtidYmIZNR2RvpsDh89JIRAp6pJz3q4zLLaFjCDqcSypSsPjZO40ckU/TtXIiZaZycbI/amjiM7thz84xPC46fofo/Q7xLiiHo7p+kYEqPRz6xUJ178HsK1dSdayEm/HFqqkdiN7NyRPBPPdjVMBAzSDjuviT95hju/pJO9y/m7MT6RCTM7rYgjjakiOb2owGLfohvITxuy4xVqJacmlbc2uJXDR5pqnOIOMsqBkSzxPIBXpBfy/Rc7CXokXO3pHY1LA3vxkM59SygKaZtwien1YHdLypwXE5qTM0y3g94fioWwaFCPnuLmC2mx/NA9mrz9KpO7QxEcta0DU0L3mWw4qoFluS3iq+zck15UmOk1Tzw6X9L/VLzVow9X2A8fb7C5OknwSqJXZQE1NLnwyW0bXJKfeLr35wLnyCKqm2MJ05nOwDnqnmV5w2MKhevE0sWILOXAUPUV8TTQfSblfRcp5ocJ+fOa9PceEFYF+t98k7oTE80DO79+Sfj4gWwm0hTV77I4iJi97EjODdvfagV5uiWcWYinDv/xQ3FJjEfQE8fHuiTepJqqo9GNsOt1E0jOVpijM0hiqv4NWbSLQP54gTmbou9sU3dSdBPofTAhfHgfgt/4r3/fCFANAmfvgXKG7Lmie+SJ5474yQXNo6PPCTvd1RVcXWFvHnLx5g7T1xzpsWX0obDkm0xaB8opml5CPOjDshANCMB4SHljgCkaoo+fYi6urt+LViTjEaHfpd7vMbudUWwHkqtA9jv38bM5fm27rL5Ivq8fn/ETtWgD/JW/8lf4K3/lr/y+f/83/+bf5G/+zb/5v+/FtEbnOd4H4lm4zr5WgBdOsykDupBIynW2MMaICrmla6m1V1Kr60V9Y7UKG9FTaEEmuvEiMHuhZOfyGBOCkCNria9UnVwwq17+Ns7hl0vZLGgROgkvO96IcepBStOR2yKaqg0C08WK0IDyGq1bnnaWoYKXHOk2zzhaeEwlFhZTtoEKdXOtE2gVqTqS6EWVZyLSK1tvs9GbfGeUapOdNE2qiTKL7XXFT2ukB6i6nU1utYR26E3/2hRIWb9wqKJCa42NDSHSuERwsz4xhEEPYy2r3Fy3PBR4o1sSFdd8+JaF7VKFyy1m/bmcR9WNfNfe4lKzKcVHLeY0nsn1UT7gEi14TKtawVybHd4qpMWDLr5u3bhNFrgZiI9b/MIOVcrGR0VWeNQ/tDDoVUW0CNe9StMGzCyckM+0IknkJBktHGbZoMtarG3wuZaGSwxRtyN+4lo88lg5Ub7YjoBW59EKrUIifFUp3WrRPGyPoaxECe0VeHCZJRmNCGmMLQN+KVSutZgymLYykGlUv4dKEhHr1S2sJDLobkeepSwVYqECXWg5qVt5Xl2AaAYmEqGf7gpUxI97+DTCdSJ8rK6fO8M1T8YHcEEqDbT957UI0kjbQzXyPesGQcY2bTn8D1iwxbqpWlqg2iBU47nDLtqKh3fyrCSJtNHa5yhkCcIakN9b6xfsUhMtlGS3Vy1koN2sK63Ath56Z7DWihI9jsXhYAyhkxESeaZN2ebKly1OVylUnslzO/tinLS/LI//BA2fxyx/9hWiecPub1wRrGZ5s8NqS5TYvY+n6MlCHppBH6zFb/VpegmmaDDnM6gbmoMRqxvCfl73Z6N5Q37/Epxj/vYOy12L1ZBclphPn5GqG6g7FmJYbWuaNCeZpgymS7i8xIyG1C8fSKmr9V9Gi4b4/Se44xP5AK294/LNDF6/d90TVpBeBg7/iZTvp3czlvsaXYv9RAReGYm9jQqBaphQdzXR3JM/lFLeJsSktTf5okR3csx4KDatfkbVT3CJxq4CvQeaaBGYvzrE3OoTTyrMuZTyq55pP2NCx95EV566Z6m7ZoPvlB6lpDCBJHuNPnREC0d8dIk/u0AZjT1LUFFE9fIuq+0Et225eHMX17KlTQlmJZuZ1a5UDYqx9PbX14aA4CoPDNl5wvB0gp8vUFWFns0xaYrL92lSObHt/7MSUzToZYVarAhpwvTdLRYHhnga2P+tFWZRy2Lw0gGqajBPj3FXE/FMn56j4hh/e5/VV25IKtqTKenTcwl82RmjGcNkhm8zrjeL9/NTxr8ZII6oxzl132JWXuhnV1PSKCLNUrn3ylo0BHVNaE9lrpuw2lH4JBBUQrZzg2jpSY9X6GVN041kYWwCyaW4C1wicaE+hdWOxtt8o4oPWqF2LNyTrPaqr0guZNGbH8bU3VeJ5o7uRxNU3VDv91juxmJT6oqos8kti72DjU7BrsSdMX29h77XZY0hDQpMHRi9r7CFx6UW+8ptzKrmxj+Zig4gtRRfv4fLDPMDs9EyCOM8bDYhZr15UYi+YlVA0xDNHdFM9CKrGxlmnBJNKgbfPmtxwHN0nsuGuSw/v3A3DfEskFxoogXkx5K2lz0viI4uBGxyeQWAHo1oXrmByyQvXJTnGrsIdB9q8mNP58EUPS9IjjNpJ1UN5ugMP51Jq8w70MJ3rwYWl2nMaozu5tQ7Xea3RMyq2zlIu8Dgfi1ukWmFGvRhNKC8PWa1E+HOviDLx5eL9k/OCFYxP7QMP3Hw4QMUkCav02QZ8dShjk5ozs7FsjUaErKEcjujHEdEc0vaRvoVexnT2/ZzcY7dZxB/7xJ/NcHeGeMji69BLyvc6Sl2d4x2HVCCQhRPsqaftelDWcpqN9kEFrgEkokmefj5GE1vFNUY6n5olc1y4stPPea798F7ov13qDvr99b6OYMG5G+JIln6x5xf0aw3BT80lFKEbi7Cuq2U1XYbE1gHsrNA0IrV2ACGXgBzJk9Tk4qgL2hQPkI7KIaKatie2ks5aTUdKEcCNMlOIX+2EtDM+eXncs1VFKNe2qFJRf07f8nj+w16ZknOhGSFlr64ixV1VwI61hGYIAIk5Vq6mlKEuhIx32KBznOU28NbhS0c0YdHuNPTTTaxGY0IepuqD/EU4o+e0Tw/xt65TfnSlmgeLlJgIgKipoFVQchvMz+02FUgfdDQHD3FbI3x4z4h0ti6Qc3msmC3GNJ13jTaEN+6gd4bSjXg7EK8ty9+P9Zuqj+hPR36WNP0Qqs0V7hUE80VukqIrFQsoHVGFF7U7H3dqtOhDhCU3pzCRRuhN5YzXYkHmtD61PuW7lNF8u1T3MUVNnsdf0OgICIag9q2fXgViK8UyaV8N6ttfR3fGeSeSM893VOxcoVIU49z4tMF4QefSpXrG2+yuCv6jeUNaDpSqrdzhXat8KqRBWxDAfNcR9yWDltEUuLualQO8VXAf/aEUFVSjUqSTU66lMvWE4jHlp5ooYmvAt3HJXZaCHv86bPPLfAqT1ntp+1zcE0sMxXYM0923qBPr2TzeGnlBN1IQMtGZAoiMo0tTarwRlP3E6zVLA8Spnfk+tmlwrbRwN2HUvIP1hDSGJ9ErHYjFgcSXPRFGF+etH+ChnKB9MpTjiKaX3i3FXG0QQ5Gcp91pyMWi1XRPvM9KbFqhS4kc1pXvQ2bO73wxDMBI4QbO+i9bcpRa9uIYHGvT5Z/hcV2im+jN+NJEBHRrPVZa1H2qhDQTmEnHlMFVBOoDkeY7T7zG9nmBAlSAgumBThoWOxpOm/cEUxl4ek/0GgXiJbifzWFxy5qQUaSgNLoOmzK+5uhjQhfujm+l1EcdDexhZJqFDAryQSu+pbFvsAfvFWookI5T3bWBSyhjS5dX1/J95Xe6RoQEl/JApJeiqgmRAbdydEhCPq0LCF4zKSgcxwRLQw+0jTTGF1JSX19ggu5/C27EmGaKa7Tn9Ynsey8kVMXshizNSTkCXVPNmHhxRQmbaS8GUcQpKzqI6jv7WN2hpTjnGIrkgXC72PHA9RihT8+JTiPmazoHsWYsv2elfjY9WwpCVmdDF67g66dZDsvFpAkqEyU+MFozESyuQOyeTH7u9S3twlWYSclerqUE97ZOb4osFclnUcpLlWbyU05sIXDLCp8YlDeXIv7lAg0O8+CnIJLuWeAFo8p9sA1F1ssUnLPre1o3kDY38H2ulS9ZKOizk+EqFb2hHIXrGpLyUL4Wz9XwbSJXEE2fD4WtT2VR7uA6yWYO7dAK8pBvHE/mKI9nZfXJXezEueELQLJeY1ZVtIG2RpBFNGk4p4wTSC5kvvYTAt8W+kIzkEl8Zv63k18FkkoSNXgUxEImkIEm3YmqX4ohdndgaYRfUpZQlUTTxp0bVrhpQQQFSNxm5RDi727J3nlV3PC5RVEMfruLUKeoMp6c8/UmZXf15INrp0keq0DfdYVuGBA1VJVUFpDWaOriOwkBaQN8IUYP2Yf48tF+0cYuvZ0Hy44/mN9Zj9fooDo/ZzeZ0F6YoMuWivCYilBEGUOeoc6k/QidTXDX14R3dxCNRG6hsHHc/SnR3Bjl6t3R1QdRdORid8lcPI1S7AddKmIFmBWMHhQk33nMaHlces4Eo407an90RL94CnsjDn+49ssDxQ+DrhUJtPkXJNcQNOF4sBh+hWTOMVHPaJ5YPThis7vPfq8f71pCFUt/Xh3SNAZdtX8PhuIjiOaV26wuJnSpJpiLKXs/CTQfVKJGObpJeFqgn3tNlev9qj6gd5jLaXBEMhDID3KWd3ucfrViCYPpBdSAldOVNAESM9rsvvnsugMezTDFJ9Z9HiA6uaSoHV2Ln3io2M6kzl5npIf92k6wl+vOxoXSXm36copPjsRv3nneUVy/1QQretrUdWbU3w43OPyq0Pp47al9GC47uPHkdjssrStaghX/eS9HMiv2xMBZjcs2uV0njt6vyVl0vD4GfmzUyT2tBQ74KpAPXkGUUT99Ve5eCPBVDC43yE6W+IGKas96e32PpnCx5/Jgm0tutth8e4BT37B4NNA76OM4f0u8VVN1Eaz6sfP2XcOn8fMXspZ7mlMjSzw51NsbNHjSBbk9vPGk4b+B3NZJKq6tTVqGPXxnRRd1qjJvKXDtTa3PGfxzgHLPbEszV4foLyQ8LQLmEWgc/8KTs5x925w8o0eTS5Z5/mzEh8bfCQI2iaS2NigZQGuChGSRQFU8BTbKdXdfJNhv9ZtRDOwK+mvCylO1OjJxBHNGuL7x/irCWp7THN7F59Y6p4Q08w8kD+coq9mggBuKx1rHoK5fYOnf2pEsR2IFopo2n6uQlLC0otGwnAmU/T+Lu7GGFV79OPnuLIkLJYkRxPiyKLnS8JkhhoNKH92n3IoFaPFXgdTBba+a9FPnmG2My6+vsP8UJNMAp3nDtUEXKrRtWxo5jfFZ77ZsLbciSaFKAK1LDcBPQKA0qTzJcmjHFN8afn61zG+XLR/lOEDelUTLGwP5ygVuEgyOSkhwpiQxK03syJYEZet1c7rRVbVTuAGDehFibu8xGyPpCzcFQvSOrq37nl87rFTQzwTlbZZNtK3ck4EJWkigi5xHwmUZL5AjQY0uaIataECik3/zhay0QCw1lGmnqqnRQDl/KbkrYzZlFAJvsWcevFJuxfu/tZ7ruJYvOepIBfXql2ZjMX+FhYr3NUEXdSbiR/EW0rbP9RKoZvuJjlLSuWhPR0EtBPEpD89J6xW6Cwh2Fysc6lFGSUEuiSRYJXgCUWJ0go7r1AuEgFZ3NbAFbg4oBoBT5gqYOc17vkJoSxFFGRb8ZcP4rnOIqqewscixNNN+1Jtnvb6uwmR4GWVl2vR5Gz+WTWtD9aAD4o615Am8nsv2HZYfw/tdVJaKFdNG67iEo2NDC41VB3dbggkRxylMV0LRuNSjes7TN5QdzMJuqgM0fq1ywo9WaDKBruftmKp0BqSlVQM2u99XQLXLqCmC8JsJu+5KFGRxSQx2mjUssCdnV+7AJTC1A2m2hPBnGorQOFa6KVrj5oupN20M8bUXbxTm8VVO9/+HG0anrouL6u1YlwYBE0mz5U368VZfkw3gRDUpryu/PrvB/FEL1f4xQI9HuHy6Fps2P6sqmrCaiXfh4026rXgAyEWeFA99CJuVApTKfF0l8iptZJKkKYNBdFt6I9uHwjnpFrXZmubVMpk3oIy0m4IVsSVJrKQxNRdRTUQX3ky0ZjKtxWOgAotQyIP2KCI5tciTKURgWgbYiL8BnnmQ1kJjOrF3IAf2xH+YEX/H+Hx5aL9o466YfxBxVUtqMSDRw3p8yXBaJphgt9KSY806vyCUNUkjy4Yz7uYWUFYrtpS7YrOs0wmprlMympVkp05TNkiB60Iruq+wluPWVmGHzfEV1KiXP2pt6/fU5DyZfZkIUKxnQ7lq18VaIaC5FQTzyA/kbJ5PCmxs4pqnBJMRDnqkpVtIlk7KQaQcp8P4BvMzhZhZ0xILcVuRtXXKB8RdzvoqkZvjWh2BzRGY5Y1ox9U+Mjg2tSiYBXlKMJklvxEjMJ6umTwYEjVUWTPC5mk4hh/Y4dqR+xT8RRMJaf12W2NXcLW+xXp0UwCExJRwTY7PRYHsZQ9y1hK96pPMPuf+/q8kYXRW1mYo1XANwEwEh+pJMjCR5rkMiY2BtXpsPgzb3P+lsRq7v6zC3h+SrVRHbc+9UXbk39pF707oslj+fyxpurqzaYpWsh3lp178uNaFMrt9+hjzewrewS9j106YV9XTsrcy0ICK/KEYAx22bDzz0FXjuhkJoJAM0bvyglUhXDNzwjSmug8mLP/Kz2aREqmLmrLyS2UQ2+NWL6+S2jzzLfOKlxqmLwxwCVD0gtH/niBcgHXiXGpENnqm1soN0IXNWZZgtY04w5NJyK6ilEXV4SylESrLBMXQCwqdlsEstM2PSxIKVgXjWw4ABqHXUmJveoo/J1MdBEnNd3PGkKsqTuiftZNQDUiXLx81VINha4WT+W+9sI0kjW+Fa+tGxpBS4KelPQVeZ4Jk70ruhTXQoySmYgz3TCXKldqca1f3rSl8Go7J7kAUxnpkbeC8iaXjZZuLEmbbheuJsQgLY1eBzPo4QYZy8McHymi2Yh4ekCVGeqObFziq0DvSYMpPS4x1H/6HclXj6Wql55LGJBeSo44GupxTjkQEWJ2Ehh9VKFLR4g03iiieU24EvCPGQ5hd4uQRhR7Hcqhxf1/oh9l5vwjMRRfnrR/skbLD8++85jk12bgPcGJctceHrD6+g3KvsEuc7QxhLLEffoQ7msRJa1tGJMZ+ZMYGr8BroSiID0rsMtIds9WUfUNi1sKFXnsCrrfk6zb1b/1NifvRXJ6rWTXP3hgGHzvMWG5pHjtXY5/Wh7u9ASys0DvUUP+W5/ipy221Afy3W2Cus1q2+KS0Cppf2gnui5/D3rMXx2ImjdVuBh0I3YRXVbUh2OuXpGqw/hbl7gffCLtg5bixruvcvF2D5MFskQgHWEyo//RFJ9a7PMrGh/QccRqP2d+04IXAEiYweJQsTpsiC8M0bTC/eATdJYKkzmJKbcSlnvtwtOK++quohqFtlcnFhv5AZm0s1NFelUjiYkGnwqbvRqICCo/MbJo5xnPf87w7/7Z3+IfPXydxfMB3WVBkxlcLK+na6SXq2BxMyOobHOtpFrQlswb4UvrBnoPV5h//vEmKxpAvfMap39mSDUMRDNDPImwBfQex0QXCa4bU+zEm/K3/t0PPpeHbbIE3XTwSv3Q9yjqfvXJI4Y/EFBK9d4rXL2cSLWhPWm7UY/J3YigFbu/M0N960Oi1+5y/NNbrG44tn7P0PmnT/HLJfbWDdS4i8sjVgeS5hYtPNGskc3PSCiBmVVkLeZTpQlq2Bc0ZyKlalMFkqMJar68ftRaMh7I6c8WYoWsO4piRxFNA/0fzOU+0Eq+Q2MwO9v4YQ8f95i/HDi8e8bR0RjzfoxZqc13D2yiOwOtScCIv77JFGDIk1hYBt2UYigbvfRKgkIIArKhH1OOI1Zbrd1vjpAMlSI793AhtjUvhR1pw+Rgl5pBLNfEXU1gMkXnOeGNOyJeHVlmtzUulp+N5lKtEca4aDjy3/2MMF+w+DNvc/KeRXkROkbTQH7aoD95IkTBdiQ39klv3sKlms5zT/LPH2zofCAVAreeo4Z9lndH1B3N9CVDsRtwv/LFEKJ92dP+SRoBqBtCWeELETgpG6HTBHQrMLFeynz9PpQlflV8Xs1JW95cSqlQJbGozfs96m6Eywy6EmGalK8N2kqqjxv1MK2fNpq16TzRdQkaLypiKR9Kr85HAkkJRkRMoakxvR6qkxN6HfFar7x4TrWIh+pBQnp4Qz7ndCrErjgSiEMiRxPlkFNCZKQ8j9htdB2gvu51Bw84h1nVxHOBVai6hcwYLWXHzKJGPWy4Ie0FWgGYu+aJ110Bedi5JKxFW2MBuOQpxO3J8oWyp7QAIMxUa1FqSV4R1F2kxx+LjUb5gF1CfG7EXz0RcZVduI3f3hSKR4sRZSngFd8Xr1k8DZt+dt3R7d+Vz6mdbvPHocmAtU+4tdeESKPHo+vrXJbo2rXvVYRw0bLFyboAGll01gtPCGLtCR6dJNKUjNe80uv7Tek2jzuJYbXCLZYoJ8LCZBZjl7LI6DQV98ACgpYX0P2uEMMW0FxJIMq6jaHKWlockZSNJURHoZq1wrwtBQck5CSKrpkFdSMQnFhjCi/BFHG0eb4AVK+H6QnJy7bitqBFuKgduE6M3dt5AXfbSKBNPxGMb6WYrFLUwgitbxk22dtr62Cw0m6x7aHex603PAa31UNrRdWP2yQshbdCClSN0PDWm1wXt+Ee3m+EeNAKEzvynkX8JptsU0MY9rB+Xyx3ZSXfT+OxhcOttATEJOK/jhZByG4G/NpK18lRdt3ike9cV21wjpcNkm7yTdobzm1aAS5WMB5i4lhK/EUbPVqJPzuYViC62XD8GDaDvyDjy0X7RxnO4S8upZesFcom6L0dAfc3nvyjU+mpDjqU795GO0/8yTHN0dPPvYyfzCQRK03xhzvUo5RiHDF9yeAS2Hq/If/+M+zOEPXTffJOwezQ8uxPDohmfbrPGm78yiVNP+XkvYzVftikBgXnSc9rOo9TXArlOFDsBKK5oRNJn7X+6stcvpZiashPGrLjCm8TFpmcCk+/mmBfu016ERj91jP88SnNKGN+2J42zgPJNGDqQNNP0YlF1Y7+/SWqdnA5/f3X7ug5g9bP7S8u5d8N+1y9mlMOFagEGGCKwPB+zei7E8GhrmQy6X2c0/RTQqQpt2KW/9bLotxd+ZaDrkiuQrsJkc2DXTqiSYlq2ohND9Vuh2f/RkK15akqw3JHYwsYfFqz95sFeI8uJE5TXc1oihJtDFvfc/yAV0lKKPsB99aA9KJh9zcuCbHl7Gs9Jq8osmPF/q/PMc8vhedtDCGJWN0eUIwlhlO3Ktz5jQR39zbRMjD4vWPcJw9Qy4LuU081UfSOatKHl3JijiMJp1mvBy+o1HWSoF662Xrh4xZ8w+akrbIMf3uXepgSHy+k5FtVmPtHDM9aEmBkUTcPYFmy9ZsnYI2UU//Yy+jas/s7CynTn01xq5Uw1M8vULMZ9nCf+pWMcqgwuYj7dB3oPKuJL1Y0vYTJe3u4GPoPCuz3HxCcJ5styNKEkCXU45yw0yF+OiFcXKLyjOqdl1jtxsSThvzTS1RVU98YsdoTS9jF2138T3XpPW7If/0j/GJFdXvM2duZiB+fgj8esvMkMP72leSNr5/BYYeLt3uUQ0V2Eei/f4XyntkbI2aHhnKkOP6ZHgRxf/hI1qwyKJrUkEw8+f1L1GRG3bstmfcesjN5djffvdEUL42oejF4GN5viK9q6q7l/OtjXDQmu/BkJyW6bDAXc6Ln58RpQufTjsBsKrGPhU7K9PUBqy2pOFz+tAQYlQMl8JhSrJvRTNL+qtcOBPzy6IzmydH1s6glLKb4hT10Df3HNemTKXpV4o9PJVY1slRdvclSCF+glUP9mLXmv0CX/l/DCF5u6LWVJ4oInYxmlGEnJeHxM/x8jn77dVa7kShYn6a//2Vaj6/2nqaXsNyLKUaK1W5owwQU7vRMxCWhTx7XFP2KxS2DXSi6zyC8/ynx7jbmnZdkUrG0zTqPWdYkVzFVX7E8CLhhQ92JN+97tRszuwvRTJGdgplX6DoWQVMaaLpyEqk7msEPMjiTU27dk6CD5EpOwMqJACrYCDuv0edzVFVLfvjnPnDY5PN+biQxxZai3Aq4JODTgJ1qRh8H1NEJVDXNfCFq4yjGxhF6e8zy5w6Z39DYpSK91Jg6tL1Rj3bXcZ7x6QL/yUOxfa3/5Ct3UT9zQIg9LtWtUj+Qnq4Iv/t9ea8//IXVNfnTAhdnuEgmzLqjyM6Bjx6iOznh669TbUvmtr5afG6S1HlO3EtxmZzG1qEzq7FmtaewC0Xv45YSU9XEU4euNcnTOe6ThyLqurFP6GWfL3mvF+4owg0yyq20FV+1E9Oa6mUt1SCl2IowqwRjDCGETXa2znPU4T6hk6IvZ7ijZyKI2nmTxb4lu3Rk3z+iefac6zR05FlYgh2PhNSXiTAqWDlRmtKhzyaobLvlsUN6GaFXhUBkWhW+PdjH3ezTZJroLMIXJSZLKbaF8d8Lhuz8kubiCms0STSiGlhmty3lVkDXljyKQRdU/YjVnlRW0tNAtIDe4xI+eYRbXLP/7cE+5lWJMo0WDj47kjbXrT5BS3xlNZCgEUm9k41Qk4mGIVooCY45PsGUN/GJiBjtopHvXhtxD8QxdqcHKkZ5SM5KokencHeX83cjqn7ApQYVYqKZwTy7EBiSUhvWe3AiDjOjEdFhl3JgcTHUXd0KNNckwEA0d8TTmiYzFGOJCbYXLatBX9MD6y6s9mirWRF2lmFaASVAMEIQXFMfg37Bt/7jPNpKw//Z46//9b/O3/t7f4/nz5/TNM0f+DO/8iu/wje/+U2qquJP/Ik/wd/+239b/PX/kvHlov0jjJClhK//FGZSoC9bwlIe4yKNiQx6ra5drMhOBITiRh30V96QF2iTptQaSBICZl6RXFlMpSU/VyvyZyspZdUN8URxcjJAn0f07mshlJUefecmPpd8XeU18TxQv3ET1dxgtZ9KL1UpknOFW8SkFzKDK2sxZSCaifCsHBp83CFoxLpmodhWVH3hcataEJbKhVa8IxF+q7H8zeS8xMxLQmxpdvvy+cd9KfMuVvhnx/iyxOzuEPbGMhnVDhqH6yX0nnjSC8VqW1Nui2hIuSB2k0EfffuGnDZquR6uI2Eq64kqPa8xtafuWuqOwVshqqlgMEUi2oIXvkM1XzK477HL6AX/NdSDhOTlOyIGymKC1pirOe7pc6lO9GOKsZa41FPpsSYnS8F/VjW9Rw0ujkiuAn7Uxbx6j022tVao2ovYDgRmYjRlP9+o4103JtoagzUkZyuiyKBnC3zwYvUadKi2Mtk8tYEW5U5O+vo9Qmwpt1Lqnrm+VxUsXu5jDr/eets9+bFsXsJb9wSN++wMd3yCshY/7FANYpLGg9IE54nOlvQijSk9YdTHpglu2KXclUUgviwxi4pyp9Oy2mmV7ACKchyjqzFNL8IuRdGsmoDu9wlFsVFek8SUQ0vZUwQzIB19hSbWlG2aWN3R1G/fRq9uUHUimtxsxFTxBJKpJxxsobeHNKlqOehirYpn0gZAa/Gp7+3ghz3qvvDVddUqub1oU+LLks6xwEh0fR2xu/k/d22T8lt9rNaUscYuxOttSicBaJ0cdWOvvZcU3aMG3QTsRD6zWdUklwFdS+87Pa3Qy3rDgAdkDjAGc/sm9cGQMjVUfam2RAXYc4cKsNzWlCOFSRTlQu4BYR+038ONPlH+FnVsxVteBoqRZrkvJft44bAXC0GwhoCKYnweUfWl/46HaKbBfRFW7T+cKv9/+B/+h/wX/8V/weHh4R/4351z/NW/+lf5H//H/5G3336b/+A/+A/4u3/37/6BiO0fHl8u2j/CqHuah/9eRu9BxtZ3E3TtqAcJTcdgSotuxTz+5Iy0KAndnNk7O8wP2h5fkNPp+Ac55vySUDeYswlZ1UDd0F/IAx3mC3wjvb3OU49LEjpHgZ3fPBMbzM0tZu/sYCpP75M5w8mC4u4Wx38so8mEmqQrmbj6nwkqMT0pxQ8WR4JMPRYR1eJA4yPN4IFn+1ePwHkmf+yQq1cM0SKgigpX1S0JDIINlGNougr/HIa/Nyc8eQav32V6R8RIwcpJvXM8oLdcwek5zb0DTt/rEAzYRcCWkhs8/J3nsFyx/KnbnL8dYUpRQyujaQ5GnH+lS91RpJcCNlnv/nUN8dyTfnYpJfQ7O1Q9I+lWG8Z3Qv5DO1l3ds7wH9eM4pj6zh6TV3O5DvsR5WgXFytWWxofw/DTDt35ErRitWVYHAayY0X/N6eoz54SqlqqJk1N/usf0flWShgPWLw8pHqls8F42jIw+P4l4aOHm/ehjCHdfoMrayBRlFsR9nAXliX60yNUJdedIKz61X6H+Q0rJ9pUFkgfxSz3tzaWKVHECwNf2hyW4qUKexpx5+8XRN97SPPmbZ7/XJ9gYO+3ItTJqdD09jOWO0aAOvetMOs//Yz0cYwaDShe2aUajLi6Z5i/JeHP6YMenWeiQG+68rm8hRBLDOb8hqHsdwR+M/GoC3E5sD1El7XY9WYzQidjfkNTjgOzu5pg0tZHLX39YkuxOGg3ClPREUQrz+jDBeZigRt3mL8ywMWiuUgupUfdfVpiL1foeUEwGtXvUry+z9Ur12ll0SLIe2r1AfbonOGiwnViVjcy6kxvUrReTGdpEsXydh+708FlmuxUFOV6UeIAPegzeWeLsq8ZPCjJf/shvKBtMZcLeo8yXKrJn67QD59DXeEXbXM9BNG+GMP87V2e/Vxbfj+WUJXsoqHzg1PwnupPHjJ5w6MrhWq08N1bK15QistXY5pOQnwV2PmdK9STY/K3XqLpZAQN6XlFePyU0OYjqFSCdla7oqWJp4p4IjqCL8T4Q7B8/fzP//z/5n//7d/+bW7evMnbb4vr56/+1b/Kf/ff/XdfLtp/2CPoQD2QpCKXW0Ip1iCBaihUEm8g/6GuUY2TiaRLC3AQ5aePNdbIaYa6lkWnrPDnF+Lj1krQm9aIX3glE7FarOR0YsRCFK1AL4VVbQ6GIp7JBD+p296pbUtmuhI7lfht2SQ1uQRc2lpgLq4ITYNdHrQkJghGi63lxawADT4SDKmqG9xqhWrzqUX0Jidyl0iJT8cRdWqou7SvIwt7PFewKvDTGXbVoOtIhGxrB1RkqHuqRaoqTGnahbB9G00Q29diKadzeel2YYcm1ag8Q7fq7DUgxU+FcW7HA3SdtcCN9ndadKZL2t/feGOvUZJqUXweCRoCbjpHzReYJMbbkSS12XUvUDyufrFgk6Uexy13XrWefEUwRtCvZSn+7I3vWLdCL9kE0FYqRcWvNp9bcpnF1hS0wmWBuFtRzy3KefxsJjavtF1cI41Skgy3ERyZ69OUb8lcNs8IRrUbIuiOligVWF5ElMv2ogQpSfsXZhhJzWrRm0UQz7CX0itGNmYSUKJYg2ZcAj7zqEoJPrWGJmrJfUbuA7uUz6eXFUxmqF5KnV/HU9pCyGxygm7fjDGgJTijSVsvftFy9V0QX33kxJM/NxjviWZxe7KW+NkXnwHt5Ltd29bW/IPNd7YWcsXt5VmIjkAliYS9QJvbHYSr0Ab7rHGyL3IPqq6mHjpUrUlPxdamSy+o28a1i/O6hK2u8+7Xoru43dS18BR3foGd7WOKVOatyougUSt0ZCGK5T4ICkXLRmiBRl+E8X/kpH15eclbb721+edvfvObfPOb3/xX/v0nT55w69atzT/fvn2bJ0+e/Cv97peL9o8wVACz0jQZXL0cY0pIryTyMBjF4r3boG63iE0vrF4FybmIo7ITyaeNLlcw6AtwpWlgMhUQx60bGGvwnQTXiagSIzaaeaDqKc7+5E0Aqp7wseOJphdZQlESPTln/7faNJ8XREggk3mxm+Fu5wStqLP1wtRGFkZSFkcrKRFOa7JTi3aB+Ts7qDd2WO4Y7FJhStWymSGei3JW2QiXRVQDmTD6nzny5xXKB+qbW3Bzi6pvSS/C9QTnZVFcvX2Ibm5QbMuCrSupSGDMxkcbDFRDaLpaNj8tchJolbclumgEj7kBa8hJr/mFu6LGXkMzGlGF68rhjCY/kUnSLKVk6WNDNUrEu9wEitf2CEZU393HWtoRqx+KCo1izK0buK0eDug8XtABqmEifeRKJmYAMx7h7x2KUyDR9B7KwtF5vMA8P5fXG/TR/R5+sZS+bxA1uqkgWniy0xoVAqdfSZm81aBqRfbMEM2h6Vwz2juPIfqwQzLxREcXNM5hjy7Y+23xNMePL3FaxIvxVUPQlmhaiWhPKcx4hGpT1tKjGcmxxsVDzkZ9QhwwjaLuyel3+HFDPG0oRxGrsW6tXK3oLqw3dIZo2qCvZgK8SVNsmhLKhp1/Lha65Y6l2DboGrpHjuSyoRpa5gcGH7cOgBiaRknyXJpQD1PmhwLzGXziGX44x6WW2e2UqpfROXZ0f2BQVU12NCeapa0XvEY1XhTpr92We/l8RriawLIgLWtCEtGMcordhKAU8bTBLuT39LIC51m8OqZ4Scrpg7ztQ88X9B4uyfJIcKV7wnUIkRWR13bO9E7clvNzok/WToBwfZ/cOaDpSltGuYBZKXpPHL1PZwSrqe/tE6xsbAYfaUwR6D+uiC8Kml5MMY4IRpHed5hCPP+0sZz6+Tnb/zwiWC2wpLdeJkSGqhsLUjjA3m83+FgxOzSsdr5AYrT/A4v2aDTi/fff/5H+rHpBPBr+d5z2vyiX/V/PCApdyglmfkvYxfFCYacl5XbG5WsRda8FbcwDqpETcnoliu74uw/FFzkcwLCPcp5wKdB/s7NNvT+g6ViKkaEYybbersTusdrSXL7t8amXaL9GiU0rMoS6onn0BPv4KZFWElfY6Ygqd39A040oxobZSwoXh01AgNjFgpwi1icsHzCzguwsou4Zru5Zmg5icWntKrqdjKNFG98XSeWh7snPdZ6WqF//LvbwgFnrXdd1aPngbb/NiId5ci/eiGl0LbYxfGjZ2XK6DSZQZeDTgKoVyYUgXQFR1VYVumWm+411DVZ7gdldxEdd6LbnqEguI+wqkJ07Og+mYr+7nOAuJ6jIknU7qCiifvmAy9czyWGeC8wiufyhviOgIkt1Y8jsTkp67sh/7zP8+QXp3dsEM5aFq2pzuPs9rl7rUA402bln8KDELGv04xOak1PJ097fETV3CDCfC4mvEjBOdlaTfOu+9Dt/6h1eee0ZkyLlarFNtJBc5XLLg1fc+NDR+UffI1TVJtu5eXKEOXqG0gqnROFM8ESTAuUTzKzAO+mjq0GfZrePnleoR0/x8wWDzjusdjo0GTSdQN3zJFea7vtn+AePiF++g35t3H7HgJKKQ521GwmNPAPeo3e2CJ0MtSyIfvMDrHNkb9xj9mofXQe6n0zg5IL4YIugBtS5LMziVQ64RMRe5dCy2pdnY/y+gu9+THxjn8XPHDK/66jvW9KTrvRtn55hvn8p1DJk/jav3mX67hZBwWBV4z57LIvn2RkoTXSwh/Lb8jw+PqN5dkwAXKs3MC8NKUcB3ShcFgnhbDrHfHKEjSJCv0uz05fn1UrwxnI3ZnGoaLJA76kl8tdxmuv7ZPpKj6qvKIeAV9hC0Xm8xH/7B5hX7jJ9b5cmUyRTz/iDErNssPef4U7PSW4f0qR7BKvo3L/Cf/yQ4NzGh908P0adnGHiiPD2y8zv9XGxpLC5SDG8X9P5Xz+AyLL6v71Ote3x5otx1P7X4Vy7desWjx492vzzkydPuHnz5r/S7365aP8IQ3lhFcui0PpYG0Gb6jrdLBYStSl+3NCWjZvMkKQpqijFgtNJCS5ISlOLODWrWhaYnt7EBNpSStx1J6ArKSXqWqFqKZPWo5T0zm3CqsBfTQSzWTdQliilMEUDRhHPNfGVwcdtP7S9E6KpTKam8rA9xnQrvFJEc1FAxhO1yf3VTZsMVrY0sYXASFQudLf4Uq5RsIpodxs/7lHnEgqRVBDNZZH3kd6gN31bGjUlEqKw8pJK1TRyDdpyuPISoakroVvFs4ApAqrfRcdRqwJuAIuupLS/rgzIRqHdnNRSFo3n8lnqcY7upVitMboNUnYtutH5DYDDlIFo6iRSs/WZ614P3e8RsgSXWyTDWkGvI+1Pa7CLRkr31mD6fXwne6HCQRtuYTHDvihJI0uIJCxF9TpYrQmdDJcJqculGnbGsuhVcP/ZNn5l6Z6rVtgEctFAVwHV66LKEr9YiVc3BAiOEBRm0G7uOlmbq26ws3XOu8YNOqz2UuLUEj8XTKdqfHsvSM85miniq9Z7r7Rs4pqA0uIP90a+u3je4nybNs9aa3w/x3USbHvqCFWFXpaSmOcCPrboUZ8QmTa3PdBkWpTpVVsKzhO5Vo4NghbnRIV/FUjODHYV2sz4DtY5dF2J0DGJwVpcN5G2DIhfPctEsV1JtnWoajlVg6BY14trixs1y4bkIm6vi79G3q6zsJ1Dlw3Balwcf66krpvWTdBiYtd++/V94mLJuE5PNVEbXGcG/Q3PgECLs5W/FWUpupPL87Bs8G0LQo+H7cdbt1NaoI7ROK2JFuJY8JFuN+iiWFe0VS3/xRCPy07t//+r9je+8Q2Ojo54//33eeutt/jFX/xF/sJf+Av/Sr/75aL9IwzdQOdJoO4pqoGSxK2rBp48J44tKiQEE0jPYfw7Z2AN5++Nmd8Si1A82cEOulRbHYrtGFN4OrMFnJ3jJzP0px6TxOBvUOcpugnkz2uiywKzynFJRJOZjYoV4PRrCeG9m/QfeYa//oQwmRKaRrzgyxW6rjFxTPzY0vtBhE9jLr7SZ3pPFr+db5ckzxfUOzkXPyss6MHHC6KPjoi1Jv84k0SpPKbpJWIhOV9JiIE1kjQ16BCdL7nxPy8JkaG4kTP7hbuSRjSWiTu78OQ/eC4nTi0Tid8eMHulR5MqOk9r0gdnAtdYrVpGu5c+fQLpuSI9kwSp/v0l9mSKG3RYvrlPMJA+XRJ/+JSo36Xu7gByku19tgQfOP9ql8mrcpoffVIQPzxj+eY+z39W1Oj5cUZ2tk08aUjff4I7vxTFemufyo5L4k+eCQhluZQF45XbHH+9j4+EhBWtPC5VzL6yCwGy5wXxp88B8FtD3MGIcisRKlYGutGotvHt70qKWzz35M9KdOUob/YoRqbtJ0ubYHbTMr0tr5+fesa/qNFVTXQ5lf6+NYQ0IhiD68cs33uJaNkQf/hU+N/rwA4b4V++yfxulyYV8Z1LYWw6dD6SBeHqzR5nP6XIn1kOjwZwfiFl5bY9Mbhfkz2ZocoGihLd74IRtbkKuoXXKJKpo/PJFD1f4kY9ircO8ZGm6oloKn9uSZ8lsFwSnh6TzRaEbs7ytW1WW32y84b8kwsJJHnB+17vdlnd6FJn0v/2q4BZyYbKX16x+7+mhE5KuZszux0TTEx2lpKeDnCpYbkvwKD00pMfFeLPB9ThPrqo8Kdn+EI2w7oVkW2EYtqgs1TseA9PuXkpSjy1KmFn+/p9akmv4/wKnSa4Vw42oSPRrI3FXAjAR8Ux6uYBftSl2EkpB9LG6n/m6X06E1hSZqm/eg+XGEzdpqD1JTLYrAxDs0t83iOsauJPjkEp6tvbrF6/K2CWaH3oWFMNYfhxQfb9pxBZsu0+LrVEJzN83Yh6vQqYpQb/hVi2/1DGf/af/Wf8/b//93HOcfPmTf78n//z/LW/9tf4G3/jb/AP/sE/wBjD//A//A/8xb/4FzeWr//4P/6P/5Ve+8tF+0cYygWxl1hN3ZXdvSka3HSKWbU7cS2Td3j8FJWlBD2mGkjprO7HcjruW6qexkZKelyId9tdVqAN5mAbU8vuP5pVmMsZcWaJpxbVqE1whksVixuBpu/QjWWQp7BcQlVtVM3ae4IxInIpS3SeE73yrgjogiI9muJ+8DHmj73Lck+qBf2HBndy+rkdqdkaE+9JiZDjM5rzC8xwQHj5Ji6PiZ5P8A8eofMcd+dNFi2IxaVhw9z2x6ef83BbwNzsCvf4ssA9PmrDF9pTSpCFKpiAKWVyjWdOSpRHTzGv3qN4o4dLFOmJpjk5wzQN0WKM6SnS8xr9/QfgHPHdr8jpJiiisyXNZ49Rr+6y2vP43BFMhLcaH0Wk1oqP3l2L4uy8onl+/MLNoKjHKfPb8h67jyCeC2mqGslGJbk0uItLEZfd2KIaxZQDQVP6OEhATKtKLoeykKfnhuTSoHygHBoWh8IsN4VsOJocqpG8r/4jR/Sr35V754fv1ShGfeNNVi9Z3FwTZ6mchNc/qRX1IGWxK57kchTwMZQ9Q9doUJpirAk3l6x8RsjWJzsB2CgH2dMF/jsfoKIYPeih4pigFLpuj2XKSEhHHVDPT2nOL9Dd1ynGQvFqctWiTy1pq/L3iwV+scBsjak7uyz3FLbQcHFFc3Z+fT/2+7Dbpe5KJrSuQNP+bVoP+cf3AYi//jbVW7FQ6bxGhZg608wPNXU3oJym90GJXhaELMF3M7TW1wEtdYW7+jzVUMSiFqzFX17hj55KqXx7i9BvpfRGWlxhtsBdXaHzHDjARSJ8NGUrCq1adKgx+F5ONUrECdEKBpOrBr7zMTpL8e/eo9iSeUR5weG6RFMOwaSKYmRRLiWuHeH8ghAC/pU9FnsijHOJ3K/rZ1NXisEDRfP0GTpJMCGg0wQ1lZx2xXVF4Isy/jDK4//9f//f/4H//h/8g3+w+d9/+k//6f9DffEvF+0fYagmkB2XuCRluSe74KvXOnT632A2tlR9EWsUQ0339bsE24bMr2SBr7uaoGRiS6ZOaF6tQGkzgsdMFnSeihhqfjvHvdqRUnkhpXI5wbQl4wp8oQV1WdXyoN29hd/qiDp5spKd/qrAT6aoWIRR0UxJwMUaKarVprxfDSI6Nw/lhN3P8bEhVA61asurWyPM9piQxZTbGT7WwIDI3iUYgyk9+TMR7K1P2i+WH02vB1mK2xmy2pIQhOhmh055D5wgLYOR9KL+ffm8+VlDdlxI2XRniN4e0HRi4pnHF4piN0X92a9JMEnfSNlxrRz2Hlt67MKiHKxu9Umjt/CRZviBwkeSFbwOS1lvVvRkQfdpR6rNRmFfuiW99qhNzPKBwcfyJ7KLhmhSUw8iVltRK/TTROtyZJuIFc89gwdynesOIhpr8ZZ2IRWJ+LxAlzUuzlkeyIeIL3Wb8w39T68n0fC11zeJcCBWIv/oiN+Xc77Oem6TqPCB+GJF70h83ypIGyNauY3SWlcBN4vQvs11T99h9lJO3Zf3vLjTJVdvbz4eGlTjiS6WBKMwq4Q0tUSTYoMmpbXByWIl19tHivr1Q8xLe+irBZxfofKcaOlJLzTRwqOiCN3poIcDQr+D7yQsd9ebILVh8KOV8OirWmxrTSOisQp0O/u5SBTYvceeoCGeedwgJWQRelFiruZSPr59A/NiPnrj4PQCd9n2xKsanEf3uqgbe/IzVY2atYKLNoQlNA26DUmpe5aqd/2aqmETGKOspdzJmN2MhE3/WASIyfGCELyU0L3Q/upcUw7apLeOLES6ReiaZSO58vduS3m79vQfiljWtbz3qqspx62otI3cXPPeVVUTaon8VUrReVrio4Qnn9df/viOH7PW/JeL9o8wVFUTfXhE0rtD0BqXB87eC5wkQiJTXiwmy33D+df6EOQ0HM3klFQMNLqjyc4d2dOVcJuXy8//kRDwT58TT6aEg12O/69jVq+XxI9i9n+9IZ5UFLsJq7FBNaIoJYjCPMyXhKpm/uaYk/c0ZqUYfZyRnVbYqxLtPUpJOS47MySTa1WzWI5k07HatphX96h7htktS92BwQMvnmrvKe7tsNwT3vc6S7oYGcxhgm4C6XnN6P0l1ShlQkyTKemRtUpz9rZxow6rGxmLG4qmG/CJpeyPBVzRCtDys4btX3tKmM03ed56NGT20zeZ7xvSy0DvM7F7nXyjy9U7Hl0oevc16aXEgOJlsrNzR3Ipt//lqxHq5SG9o4b9f3gEjaN4fZ/5YSyisTaC0B+f0ilKSGKa3QHLN/bwkWA6g4HuUcn2P34g9j4rpy51axv3ekQ1QPqMWgsS1Xu0C8QnFdHjM0JZMf0T95jdFT55/xPoPG9ILkv0o2dQN9R/aput185wXnH5aIS/1PQews6vHqNmCxbv3ebZz/faaoQs3MNPOwzOLvFzSXyTLxfZDL0gdApNjf7sGb3zjsBgqgFlXxNfNaiWER4tA9GFBFGcv2VRb/RECJbLSf/cWqa3BpIc1yZfdR4t0fcfQl1jtMYYA3V9TaVb32dKYQuJ+awzzck3BDQzeNCh90FEAKJJTbcJRLMa0gRtLeXLu8xuJ7gYEU0lrTd9IWX7oICdMWpVoppms2jblfSMQVwT8cwz+PYZnF8SDndZ3O2Dgu5HJe7pc8zONvN3dylGUvGR9LjA8DsaLi/BO7HlKY26dcD0zRHKQ+/7Z/ijZ5+fN7JMVPj9rohMtwRsFE8DppaNDsFDljK7GTF5DbqfwdZvnMLJmbDDm0buodqha6nSzF8Cl3p0qTCFqMijmYBSmq0Os3tdglb0P5mRf/+BvJm2iuVv7jB7uUdQYKcFDlm03cWVVBHiGJWJNz56/zPG74OZ//iv2op/PUK0H2V8uWj/KCMATYOuvVhPGvCxR3drfG1gZmXi0BLBt/aIrtXWKvwBN4w2KGul17jO420BK7ooxToTOxG4hfUDLr8qE4n8b1tKrxLvpew68HiraRJRamOvEYVAe/ILEFl0ntOYNu7Iy8QXrHh3m7xVCWeKkMbCDo/153zLBK5FeF6hK4+eFdjYYosYlEzOaywj1oiKVqvNgiO+anUNcVkfRopSIk1BJl2taVr8qJ8HVOlQzknOcbfGaQtKt37vtk9ojFDJfPu3Uvkb3ijCYkUoCsxyG1O1PnFrJYfbGELjUMbhY0Pdk2CMOmurEkbLhFqW0OmgIrWpWAQtNjqVpSIOpBVh1U5oYGUlYqpWn2DLQDRv0Ku28rJO3fKKxhlwoBslpeb5Ej+bSz53mx7lY2kjNKmSsmzwEhxTi82NdVazWpvc2wvcNKjaSd+yus7KhlbN3yZjNZmUcsWvLEd7n0AT5F7R7UE6WPF9B5CTfZs+pmy08WUrB5qwafMELe/fG1GZ+07COr9b1xK1KcIpcRSssb1rHkBodQfyWkoY7c21ECwotQl1UaEt91YBNZ1Lm2c02Jz+ARFyIpbEutP64oNwDXwaXz+vXhRawerre9foF/KodbsARqg8w+fJRoSoHW1kZ3vKzjJpL8geQYR1swXN1QRlbRtpmuLb7239zPgkbISiysmpWlU1KEWTafHsG72xkykvhnpdNNiVVBo21TalUOtUvhcqDH6+kHs8fEHoKj9chfojPr5ctH+UEUf4V25iV4793ypxqebqXsRqzxDNFP3PPNHcs9pSFNvyEKfnglI0hSe5LFG1o9jLuXi7i26gP8iITgaosiJcTYSytVaAX03Z/dY285MMXUl5vclzqq5MEqYOjD5uiGYN8elCogy1lp5Z6gilIpl5kueLzYOMNTQdgZa4xBB+eh9b7NKkmvRMJtH+o5L48SXRdo/VVgdvFOUYnv+JLUwF3aOa8Xcnm5xelBJAhffgAnoyJyyXRMuC8WqAj2XRdO/cQzmPuVoSPTpDNWNW4y51VxHNAslMFpn0osIsalwWMf/G7c1pfj1h150WGVmBLmuoarIzT/FZIl7Wxw3ZM4HQNG/exseG6a2IcsRG/a6atkT47m1MIZnVg/evxKt6Zwff+rO9kSzwxZ6ESEgettj5lnsR7t94haCUfDepahGewqYuB5rFz72CqTzJyZL0wRm+l1G8dxeXiML7xj9t0HUgeT5HTxb4YZflz7xMk2nSK0/z97ZIHAyuHHZRSn7yjS3U3phoVrP7u56mY5jdtFR9JbGQ67jYp+cMS/ne/bCLGr4qJ912w1T2YprMECw0rb9fNWFjaes8l1ZQncNqX+xJpoT4Sl8jPT3oUjYdpgoUOwn633wd5QWmomoJdKF1Q6Cg+6TAR5rVTkTZ1+gm0H8gP1dnmtP3uigvDgxbBrTzsFwRlitSpYiuurg8ZvZSQjmQTYgIrAIu07huglFKNgmA6ycsDhUuDYy/Hxi+P0EtS/xMIDtqsSJ7Xmxsj/ZgDz/uvcDdls2At1DuZmT3XkKtStzJ6ediVYENLlVnKWp7TEhjqt0uy33xZC8OFHXPSzTnw5KoDVQp//gbcm2OGrpPID0T6BDaoF++w+ruqIUhqbbM3V7/ShFNlcwz0yCticsr1E6fOpdK39UbXZKDt1t+g7xNU3mSi0qgS7MFhIDu9eDeTVw3wV4sCE+eE6pqs4n5Qoy1z+/HaHy5aP8Iw0eKxc1cQBjf+kh2wPVrTKqI7Mwx+I3HuJMzop9/h+WBBIVEC09+tMTMCsIjQV+qX/gqs7tyKlU+oRNpEZw1DlYrIR2VJf5qQv67n9F5P6U+GDF5JafJ2dCrTAmdjy5wHz/ABbFT6TzHW9BpQ5gbSfw5PkdZA9ZKxGaqaXIIXSi3JO8xuYTOM4ddeoFufPoQWx4S38tpMkU1hOJVhy403SPw3/nwuj/ajvWz4F+0VLQCHfX2q1y9PUDXgcGlBGpYpejsZVRL6cnblceunCSjPX2G/eqbPP+ZjGrUUr4i8Wmn59IO0LVgVikrsvOG6kj81/mTBeb5Je7GFpNXOtS5YrWnqPvicdeVwjSy+E/uxtgyYvTdCf57H2Nv7DP9+Vssd9b4MznVFONA0/NiO6sVtgkUW5r5LTnN1IMgi9pKkZ5Lf7rqK8qxxS5g/2RJ8/AR5rWXuXwlphrAzrdrsv/l+/iixAePDwE9eIOLNyLqPuz+TsPw/yU+69CeDuzhAas393GxJn80xX73KWo0wCWHeCvKbdp7oTl6Ck+fYYZDmrdeohzHLZNadAZVX202QPFUFkjl/KYcGz2b0gdW2zGrXYOPAtGs3dy59nRsZfNoKvk+iqGUf1Fgl2HTaxaqVhCXwP1TQhJTbG9RdxXpRaD3cIla1Zx/fcTkVSHF5U816WUgmmpCUeCmU5jN4CFE4xF5dg8QTnjdVWDbrPfMyqahPWk3uaXcc4TEYb5lCO9/im/qjXYhLJbY0+nGAuVHfZp+KgS6VrS1ptuVI4spB9hJiZ5McetFW63vFRGoqV6X+mBI3bXMDyPmt5Rk1nc8IfFwrEkenuOePCP8/Ducvx1hV7D/q5f473606WEraykPB5y9E4GCaCYbJ5coVBCBq11AeuHFKnc1k9N5LU6Gugt1VzHDtuI1+b/eY8/oyRQ1W+Ln0oNXecb8To/V2DB4oIk+O5IT9hdsfFke/wkaykM0a0T5ub9LSCKKkaXuKuxK/LS620FXnvRc7gxTSjhEiC16NJRypA8k5+IpTaYeu6yl99rJII1R2qBcix0dD2h6KU1PHlrlAMOm9O77GXZvRyYcawhJjKlBH6VEcyUpXHtb+MgQEokKVD6QXLQCoK5MvqoJxDOHWTlCmmBfuoXb7kvwSPv3zFILEc0F8UbDxr6lWvzhuuyqlJJNQpbI6b6bEM/89UILcvpOZKIVVrLCeSM5w85RDRIpx6rWK9qotkTMpqwaMsky17Vve4QBl0WonSF1X+hOKLArCJcCWEkvwnVe9zoDnNb/mqctFGStmg14o9BOEVTYePCTmacMWpjUgKrBaIVdSUSoXQXqXFG3oiOXRZKG1U02ZVjl2xLyi1CNVbUJklAhoPd3rxG3RQGRpRjZVifQIS138WmEKT3ZOdiVR3W7mHUZHCR32UlG+7p6gAblTdu6gWTm0K33Wd26gXaeEFnMvMLmFt2Y65Na+/7tEjkFBzYYWN0Ekqv2vxehRXW2aVFaPhO1+H/jqaNJREVd92NUNxKFd4s09RE0KbjMoDodtPNSao4iyFJM6UiuNDZVmEq8zwSoBlZ6tZHcoyogonmnrq+50pheRyA23Q4+T1iH2aiyQlcRpgJXsRER6madsy5EOg52MXvbFLsd6o68drnfJXW38G3ITTQHU1mUU5hKNnyySW7bN5FFNaEVGYq2w4yH0srIUrFVRnJPESBeyAYpaE3VVwQr8KVk4rDzWnLO2zbYWvVtSqmGBCPug2CQe3Ong8kiTF0L4rZFykrLpW2nrNkF/xq8zX9o48fss3y5aP8IQxU12feeUL16g+d/9oAmlzjNetRQDQzJZIt0q4tZVOz+kxkYTTPMhRbWj/C3eqAgvqo5/MfnMnktVrKbHQ9Z3R21AQJdzBND6HW4eG+LxaEAJeLJ9WLjHaDh6vUO+l6HJhWaEUDviePl/+cCl0XMbidMb4/E7pHKgzz+sGbw7TOarS6n73UotgRWkn18CnXD4is3mL4k/OymI6cMW0B6poUhXXp060UNSSyL8jCjHLU9uVZIVva0lCWTwPgHgfFvSDiIb7ndIRfLUTmCaK6Ip7KRKUYjtBttfKoA8aWUAFUImz6mjxTFQRdTesyiZvj+CteJmd7NKAe5WGLaXl//M8HN6tIRnS82Od04L6erQYfmzdvUvUg2EchJMT+TfnnTlfdpF4rRBwuiJ+esXt+j7iSoGEwlG4/0IjD+9hRzNae4u83knvTxi72EKLtL3ZfTny3Y2JNeHOHpMbv/iyNkCcs7A57/mQOiRWD8Wyl8fJ9mu8fF24pqEJjfSkhe2yWeB4YfzOl9e0LoZFR3dwWh2w5deezFAvv8Sj5vGx3YsRaskevQCDGtemWPZ392H4Dt7yyJvv8ZWbOPfW0kNkff3g819B+siB+f47b7XL3Zo+pqekeOzkcXAltpJ0c37jJ7Wfz4uvLy/YdAuirI0oT65hanX82p+63IrR1NR75j5QzJSzuYxYByO6cYWxG9fTol/uiZiKsiS0gipm+NuXrZEE806WcdeN5+/oXG10o85FpJReq129SDRCoPkaBC84dXhP8fe38Wa1mW3/WDnzXs8cx3vjFnZmTkVJlVZZfLNi7sbqNuWm2ZhwKBhLAMsgwPFg/9gkEgxAMPyMhvGMkgLFmWoB8AtURjGtPN4LFcLrvGzKqcIiNjvuO594x7Wmv1w2+fcyMqy8a4ZP7KqlxSKCLusM85e1i/6Ts8PsJWNdlWinaCY/BWZvyd+wv0O/cJl3c5/OFtig2ZUbtU3vdiL0Y1m+QHge3fOYbjMzrJNYqNREZPdxqyg6UAQENAj4aYZU3/jiTl5XYKm89S9Q3zPdE8H77bsPMbR3JO2/OaXd0CleMSRf9OSfb6A0LjCN6hez281e1eoRi8V5O/e3rxvG/DYldRDjNskbHzeQ0Hh2BENtmliqZjUL0uRqsLYZ7vkPVRpf3dtFxDc3BIeOkyi31F3RGvatupqcqUcmDQVUw+KfDv3UMZjXnxWepBjEsVxUAML5KTEv/We/IgtIAP2+tS9wxVRxNNY0yaEPKE5ZZmsedJxpr4vDUqcBAahN87ECSz0IdkJj1818OXvkG8u4N7/jrLPYWPgvAya4V6A9w7d4iW+5hXckBJ9n4yJjhH3b3K/ApSWbZVhpop0tbWTzm/rqB9J8FbTTmKWWybdTsxaEU5guUzFTZrqO5n+KOTtYcyQDBmDXTTTuFKwYj4rhbwUwreCIDPLiEbO5kf52o953aZwUeadFahD8ewOaTu5hQ7AqKKzwOmgfi8Ibk7RrWiGe4JvriKYtTgWaphTJPJ+QSpwu3ctfrORmg1DdiTGc39B8R7I5RLWmCTtH+Tc49+eERzeEQ86GAuSyJTZ4I1cElbma+oPt8EivHzOf69OSqK4frHWeyL3/Yob41LMku14dEbJYVJcLHGnyjMvKK5cxd7/Sr1DfGmlpMsI5roUS2GMFUlSO5vrjZa4FS4tcfikoDO/JsGd3aGHQ3Q9Wgt6COa8AE7KUQ+V18j6D6uDcrh/fu4olgD3wz76Otd5KBh7Y5Gy5wwox7VIKfcejqJ8bFU/k2uqHsRwWiKzYj5riaeBrplRfNIxGvWYicvii4CQcGqGxRWyHJ1YSwTR9QD0YZfWc6atuPiZzNUIuJHptRrIxRTBfRkiRuPMfvbLHYUyysNyl2ATuuhAPW0s6iypjk+xs72MGWMaiB7MEe9dUe6aN0OxBGqdsTnNT7WlCNLnYnV5vyqJxjo31H4O/eealXbNCaeZTQ1xGclzcGRnMt+FxK5V3Qjnz09Wq6fd/1qLqOmGOq+3LdNL5bAoGRs4leyxi0PXRlN+CZm6kfrf9/6KGh/OyuOMc8+h/eB4Zte2ssdi0si4kmg/36BPS/xeYz/vpcA2lZ4gY8NuozW/GP98VvSYvOCTK2ziGjmsQtPNC4IswU6BEZvd0jOLd4Emky8hVfL1IHOgcyhXaqpOtL6zh7O8c6t6TXeBOxckT1W2KW8H7QiFCWD9yqSc0vnfiGgGmMwlccs7NqzWjWiga58ywddNqjpnLAxYHY9p+xp2Vi7UtV2H3rS04bllsFlEU3HSrX68ecwpUMta3EHyyMG7zncQ6mA7PICGQ/g4wsErKnkez6SRKXpQnoEvffFhxgN7vIWPrF0DhzxRFPnolzn0nbWOFsQvEcPB2g1vHghrQm1Iz1Y4LIISFqgH9R9I0YR52HtZ15dHmD7r7C4lInsbAP5sSc5FW9vf2kbvb2Bjw29eyUu0Sx2I5ZbWrJ8LwFANR9M+c1wAJf38FmE8oHRm55o7tFnMzwQHc7Y+NIWdS+Xe8eLbzQroKHWbWW4Qj23SHzvZTbuvkWr8wl1r0YrzFLum3JkiV95gWqUYepAfC5t9aov0ryzmwPy9GPUkSE/bMhOIH00E3pSFKNvXKHZ6uG1Ij2pSE4VuvHo52+sq3vlPE1sGNz21I8FwFlsSStYlyvAYZBgq2G5qZg+64kmmt7dEelsj1CU62RQukPy+7ObA/L4FcrNWHQJFESLZo0PCC1LQUCO4JRi8eyQaOcTNFZTDWzrVCYzc1MGeq3IjJqKL3tybltWQIt92FTUvUA0DRfI+XaWDNAMEuJLu6jGCXalqghbfYrtWIR5uhdOefGZPOvRvP5AcqfqRu6LpvWnj6wkAtubhI64d/XuVdKRig3mtRcoRym+tbUNHjwyE1/xxHEO0wI8TemFuVG298x30vqo0v7uWT41nL+2Sedhyei/3m4lOZXMfVrFMYDm+1/k4PtSVAM7XyxIvv4AE0XYtjpdPDPg5KV+K0YR1htv7705Zl6hTs9x4zGMx2QnY3JraV66xqMf6lD3AqZQrf439N6ewO37MkNuzR/8slhTZnzLvY7PYPtLc8ykRJ+c4a0lTKfEn3+LRKl1BaazDLP0xFOhxWQnwnEVAJMkIXpe4I6OUZtDxs8blpfaEkyBnWm2v9KQ/M6bZFf28GaLcij+1I9/IJf56VkgWgSS05rB5x8QplPJ6KMIQpCNomnkM7UUFH9tn+WVjrTEt8QUw8400f0T/PEp4eVnmT7TwS493bfO4GhM8fFrPPqhRFzMjMIdn4qq1LVLuF6yvq7KeezRBP3gAJNnmOWWuJaNYhZbUmF3HjckpyV1N+L8mYS6k65nr6YIdO/M0a/fRu3vMH1th7KnGdwuiL/8HqrbYXr1KrPr0qbNH4dW4exbUGi2Njj53g3qDozerBj+f98mlBVuKbQ3/8777ByeoKIId3mLYi8XkZ5FIZWyNWv50DWlyiho3LeusAFlDLrfg1R0vKO5JEeLbU3VGQEyF82OAsWWotyWbMBlhvMbPbKjwObnDgiPBU0dmgbT7zN7eYuz5yz5gWfztx/Jdbp5jfOPbbQuYDLzjs9qRr91j1BWTD/zLIcDzUqP3i4vjGqCVswvwc3X7vNw0uf8/gC72MGczqVqD4EmU/hhRZUZTl62zC71UQ7SY5kF27MCv5rRruh5hjU4b3Ypou6Jr3t6HLAFlANJJEypaHqJGIIcHbPx24qQxML8mC9QWcb0ey8xuWrJTjysBGWCjLSCgnIjwtsR8VmJfucMP1/inr/E7JJZS/YGe3G+TYEk2d8E+qSsiMcVPjaoqhG9805OeXlIOYrIDkuSr9wF7yg//gwnH8slcW6tUr0BFVaiNGH9Pk0lYEuz9OIyN1988LU/5Et9NNP+7llBKZpU6DKUJaFo21UrMFYsohRNaoSSYRCQTikWfqrlRQO4bLXht1zUALps1rNWnedC/Vou8c5h5nvouiOmCE3bjq2RDUGJpaaYGbTKV7Tf8xeAKl05UTtqxUNCCLBc4lcPrdJrbqx4Da82Vs/K03l13NA06PY468y15cCa0uGnU+y0TzL1Qr3KFD5/Go2rAoTZHHd2Li3q1ruauiY4LwjappFKcH+n3VgFfBMiL8YjbYWxEmQBUAtBGpvSr9HfPlboTgZJIoC8WLf8XQluZiUnG0JriiHV3coCVLkgICUfrXnRazRuAFV7kYltPdRdikjFPnUd1FO0m6AU2miCMwJIUgqSuD0/T/DgV9emBQX5yUx+fmu07tSsBGGgndmFi+u+MizRrVjGSnBmZR6h4njNzRVQVMA3F/Nr7WjHIoG6MK0WgSRxTS6BhhDEL1opVJ6jOjlNplspTiUKZbMZSgsIyhuI2o9kIy1VaV21vHK1lr5dAd98LGYkwUJkHFpd2LBiRINAmRYsV2lUs+Izy/0cLSVoq+qCk7zSCWgShcvaz9NFEN6m9RivpcJfGdes94IWZa+cJ8wXa5nSaLJLNBdVQKwV8xFowWMXIx1XWEyaon2gjk3Lp+bCL94L0M8WHlU1csusvNhbdzap4NubKbJCSY1Fzz0o1h7d2vk1T91UEGpQkWDzxGAlXOwHq+6MVehOLl7rZSm0L/eEOtyHdbWdrg/T+ihofztrRf/ZjuHjz4IL+ERmqk2uWWzLA0OAZAxmGYjOCvxiIYG1iFDWYoqt9Rx08F5D9nghLkInZ6JK9PwVpjdyTBXoff2UcP8x+mzG7udjfGJQtUc3Hp8Yzl8aUn3fiPRcTA/MosIcnNI8PiDUNdmJl9Z8HZhf62CKjPwdCCenstFtbsim7b1snMYQny4Zvd1Wp5mhyc06kKjAeg7P4QmXfrNDNYiEXpJpEQl5NMEB/nxC7/UTOnlCiFobUQUYRVCKaLxc81yDc1CUqMiit7cIeYqaL3EHRxA8rifz/TqX+bxywh0/+uE97HJXTCnuF5hlTZjNCXUj6lGlVBWT65bqx15q1bs8pnTUHUs5lJ047WwQ7fTAKFyk24qzIT0Qc5BiO2PyvChIRQtB+7pEeLAArh8T7+/hh11p7dbC424+8zzKBzqPGroPock0xUg6D03HEm1uoJXC7Y2oe9J67d+pBJQ0skz/wi1sERh8fYp9dAxZih908KllfjljvmuIp5b4XgZBhDWiqcOUgeS0wo4XhNiyvLmNe3VPQFkL1wZA+ZymcNiDc9R8SXJvzPYkFwnexOCtlt+ZFKja0X0/oX4zxqWGyTVLsSXUueXNLeKtHk1maXKDizVVT4k8a9m2ipXG5THFhmp14CFyUGxaqh+8DgHKviY5aQOXXo1DFE0mW5euFK9//SrRueHy+zXRvRMRk9nfgcjSeVyz85sRpg5khyV2Vq154qrxqPGkRW2LXe1iVzO/7Nm4dUJsGx4+GmGP5Do0WZsUIG53phCvgQDoToa/sr3W3VfTKaEsSW8fEZ92xZ/g+jbhmR107Rh9bUKIDItLGeVAU3VT7M4N8ZzPNdEi4EvQiaC305PA4N2FdMbOpvg4FsbGzha+k1Jnlqov4DU9zLE+4HLRLK8zhUuNOMTVDfGdY3bmg3ZcJs9eNYxZbgsNzE6KdRxbJZWzSxGz/WcxdRCDnnvH8Nj8qW6v/3tW+KjS/m5b3ogcadmT9midizJU1Yfy2YIkr2ne7bLxBiQTh5otJVMFKAqpGkvX6oYH8rsT/FffxLU3kopilrspR58QGll81ic5PSdMZugHj1DuoqUaX7/K4++7wuxWTXxg2Ygz4mlCp6gFDVrVJOOmdfRRLLY0ymnSg1Q0yuMY+l18J4XGy7GdR5/PSU4mhH6H+TODtV6xUJ9YB213fIL+zVNSpTGbG7CzIW3Ho1M5V9MpvDld/7wCtI0wu9trH2XXIpnxgnxVRuNHXerNnOg0Qp2OCVWFyy3lSGhFUomI6tv4FVC1YuvLhvzNY9SyFN6pd6jGSyswUSz2ArOrimimGX1DkR17mlxMMbyV62g3LNq1FZmXtqR6/V2IIth9kdlljVkiOIKloxwYfAQEaDKL3ezTdOO16lY5VMyuWOwCdj93Dl9+k+yZa1Q/sEuVSkIUBl1CZJhd77Dc0uRHnt5Xj1BFxfRHr3L8fQ4z10SLDt1FiRtkLPczmlSz2NUstwMuVYS0VRErK+y8IVSa6OGY5v372P1d5q8OmF1R2IVwspWXboGLBGA4Op0TlktxiXu3RGlFvLVJ6HWeBu8pRQSkgz71n3+JYkfjMpjtW+yGoeopyqFcbwlybZW5QpJnhrovreJoLu3vqqcptqTSjc9lfBJaHrlPRcGu3JTfMSV0b1uSs0B2b4J79BiztYm7tkOIDMnBnPR2gSprocktlxDHYtahlbR7AeKIsq8oR4Hus+f805f+Lbku+X/wVzg8FB3xlbmGqYQfbZegylqe5SSh3MqoBpZe0ZHRRC1gQJTCXrnM7NOXKfua0VtLwtffRWcpeusWVVcJXiOXezmeQHLmpfPiwvqaRLcf48YyylJxhOp0qHb7lJvRhcoboCuLCjkuFSqgS6UzoZQC72jevwd376/3DQV0rl1BP78jnYhZcaGt0P613FYsLnnpWISc0bQHR0+2fj7E68MVsz8K2t/OCrBGFqvQtrKsyAkCcBZTLCzZXNC1LlKEbobZ3oa6wk1EgcmUDjsX3eEQGQl4VY2bzSF44vOG7NDKhle2vMs4xgz7EgDrRvSch115P064yHWmUF7jRjlmZxuVJpiiITlTVANL1dcQw/xal9x8TOinpp0fLmqZi4ZAiCNCLyPEFrtw6CasVaF0LRX5qp2thwNCEhE6KU0/RfmAdZvYJBYby+l0DUxScSTtPSdc2FBVT8hcSptbJYmoqhVO2oJeWvPAWq4ymgmiesVDFfOMQH15iJnX6KKAorgwiljN8KxcxJW6WlCs28h2CemZk/ZlLK3RYPXaQ9jFYqghoDxPNKlp8tZ/WEubUi1KjFLE5xZTaQplhHccpL2+Age6mBYchxhMhAuUPkFARqGqiGee+NS0PuKuxU+0CZAP2EUgGYvQjO/G2CuX8Rs9mq7owtutPjZcxndzoqUnO1qph9H+rdYdFPlC22b3jkArxpMnEEdoo9GNyJIG79v2t8LF0r8uR4qmpb1FU6SlHckYqOpqwu4GNk0oEo2uWLe2m9bJan0dikAyda1bmCSbIu6jWgS3XCtdQbBavLmzVExtrMaEICMmpdB7OyijBfTVuHU3STkv7WUv0rDLIuIb5T6Rchyfd4kmaj32AOE4p+PQai4Y7N4uYdAj2LYNbZRUwcG3piwyKojPG7QzmFnZ8vHDU3SjFRDOJdJhWN0H2on0bHDt+00SVJoSsoSmY6nzC2bAyiRFNa3XeXsf1V2Df+E6elmjKgF+UtUXfP8W74CGkMaY0QiVJkTzhsyCCoagRRc/OWtkPv8hk//8Q9dHlfZ30dLSDtV1QJW0GuNQ9wSdvfVFqY5dHHCJVBDT53pEuznxuER//Q5+NsOcTBm8FxOsohqlqOENotMC/dYd/HxO/LX3ufJwKK8ZAiFLqPeHjF9IaTJFPBGL0CaTmZydimBxsdWipaMO2Uh8lKMHZ9h355iXrjC5nlJ34fwFoB/BJGL0Vanu8kcB9f45BE/z8g3mVzKimSN/5xTOBZm7moEG59GDHmFvm+PvGVGM1FppSexLU6LFBslJTfS1O7jxGD3owfaGzNxPzwnjQ5kLtkFbDwewMZSkpKyIDkrhdDeNVDGt4pSuBJ2enDvs3BEdS+V09uqQBz+cEZ9lXJqX4v1c1m1VqVBeURPW2vAulmRF1yvp1oL4rUeEUZ/zj21Q9RRNHhFrjTKasq8pdjzKa9KDBfr9x7j8Gernjcx8l47w4DE6suSPM4gj7PM7NFksutxNC36KpGNQjQL+roKTM/nZ5RDdiKJZmC/xkwm9t8/RToBU8bgSi1UlDlUA/bs1ZunwkWZ+OaN57uraexsFs70u0CWeB/rvzBicTCme2eLkY4lUY62ITNOy31YgMhBwmh/2KPa7LUtiJEGzFE9zl2jm+4qm76h1oNgXmHr3Hcv2l0rQipOXYpbbgSZXeDvCFkOaRBGftc9S0mr0BwnGykF+6Oi+NRZkecsdry9vcPpyRp2LM100F/U210sx1/ZpOgl1TzKRuPH4k1P09hYnP7jH/JImOwwM315IYpolmHRByBIBus2gepTzS70/I5/7G11GbwkuYbml8YkwAwZ/cIBqHPWlEctPXW+T9TYJshrb6xLiWJzFyhJ/ekb65YCyhjBfSMLWPs+rZ0VeUGxR3b7QMfNHwlTQlfDpgw+oTo7fHuJ6KfM9S7HZouoLseZMx6DnLRamSVEeplc1R5/oSiV/rojPIR17Nn7H4u/cBS+GOl5p6u0OapihK0dy54SkKOklsWgwhADn09a05ztDe/wjnvZ32QoGQrMq0XjCKAPyo4b4rKbYjplnwlmuumIdqFwQz+C2hRlNSnxshBuca3QTE61AascncHyCimLMzhahk9F0LMsdRd2VdqiPpK0blFR/IJugt1D1FNoZ0BAvS5qDQ8z1XbxNcUkg2VvwyUv3efN0m+reFvFUiWpbWYKXWXk5UCinUfMlzcHhxQnQBtPvorKMppew2FUUm6HdRCQ4htZUQzmI4kgANEmC60obXp/4p3y1RVEtwnVScTKa1K2U64Vy2qrC1A6Sc0f6eIE+X+DvPRTw08c+QbHr8Nbg07b14Ty2DFLxpaJqplpg07pj4lvVqFlFc3CE1RrCqK20FSv+so8gJJ6gNXpW4k5OMeU1uf4IAt3P5/JZ5ktUZIn2R+gmFoGXFs0frMyzXdICqcoSFdoqqdXypmkIdYM5n5M9bilGpRNAFIAXgJmd1tjjKb6bMbvcp9hS64qVtoLzEfhTGE6WNO+9T7TZIxhxyVoZs/hWczs8WYFoRUgtTS6mM8WGxiVC/WvmrVd6Fgg2QOyJ8gqtA8H2iE8KsBqIcZkcs9hUmLIFOZah5eGLhrZuQFWSQNm5Q40ngphvA6CNLObZDG9EwnOltOYjDd0El1p8vAL5BXxVo40WjYNLkmg1D1pp0yqCKJIq3QVMJV2bk9MuISh6Y0jGDU3HrFkPdukJB8cC9ry+yXKz5ey3CR9GyQglBNSyNUupK9zR0bfcQ1ZBQwXZDnwEruvxlSIYI6DRJrBGbccRPhed+CYT/QJjQHnZh4KiTXLEaVAFab27qwU2diyPM5pcC4YhiS/eSHu9m9QQOpZoUqOnM9l/vtX6TkCRt/iGD9P6KGh/G0tXgdGbNboJmNIRtCI7jqTi1YHFlmWxbYnmnsGdWgRGBqade2sBzChF6OYUu5nwf6c16VEjldj+DmZ7EyYz/OmZbJyLJco50ocRG5nMl6OZI5o3AvhJInwsmXT3oRfnqNX7rS+4orpsSM5ExKSuunz+zovEE8XWWw3pQYmZliKzGlmWWxHLLYW3mvz6tlDVIkuIJelQ4xlhOsWeLeg8zKS7kMhmAiLzmY4dphTOstkaUQ9SqmEsyYvbxq6QzFoCoxv1qDdSdOWJJwv53KMB/sVr+NSw2BYHNeWg7hjUVkbipSIMzpGMG/J7sVQpixIHqMmM7vtdXGYptiKKkYCJOo9qoknF4nLGfN/iDUyf69FJPkalFelpQzxR2HmDunGFYBT5kYMvGLJThzqfQghEj6dsvhGjQsAeCvjODPqEG5dxnZi6F5GciRFGsd/FDl5jtptKZVnI7Lf+9Isyey89g9sFumxgZxOzvUFxdcjsUowtA713p+jjmbTg5wlojZ4sCPMFWgs/P+jWH7kRFHAw0olZuU+pKAYXMMtAUBIwQySz7eJynyR6Rhy1qhq0purFF4Cxeat5HSuKTbl02WPo3jPUXctiP6LKPN3jgDmfE4wmHXepTjXRVBTpormn7oi1qTetBkAQ5bnsRJT2glFUz18SamFRo0tHPUwFRe0luWgyhY4UuhYVM5doacFrhXpmSNJ7mbITifXse5r8wJMcztGzAsqKUBRooP9eQnYckR8Ylo+yNQ1tejUWCdVMkuByoMluXgNgsZtQDRSmCHQmHrOUWXSzPxJ2hg8ymkkSzMYIkpiQJfg0psksyy0r+IkiMLgtwblJFXVu1s9s0IomN8TX9jHLimazSzlKcJleayeYQlQMdRNoOobF85uCwxg3ohzoEsqNhCoTTns0l/ccEovp9/HbQ2bXUpr0QrbULiy99AbR5BJmPCc8lqRDb47w/Ry+8d//1PbWj9Yfvj4K2t/G0vOS7H+80abHHrQmMkZoEc9f5f7/ZUCxGdj6kiL94vsCfPn0DZbbVhSqWrqGG2RML1tMBfndCeHN9zB7Oyxe3MVlms6dFLVYytx6OiWcB9TJmO57yZreRQgk25ssN69QdxX5gWf0W/cJ0ynh+iWR91y6tTCCWpRkx554qsiOHclJIYj1g2OxAR0N8TsjXDdhvm9Y7nmajiKa5aQbCU2uqbrSltv4IvgHjzDGMHwrpe7FzC7HTK9JJZueOTrvz3CdmPkzXbEHjVba1ODjPtFG3lZ6Mo9vckPd0djCE98HN52ib1zi4NMdqkG7US1bgFdPUWeR6FxbS6gq0kczNrI+duFRLXagOTzGnJ1joojk2iXSvS6mcET3TwiTGXbwLNXA0qSBJtdMrndITwLbnzuBhweEK/vMnh8A0Lk9ofvrB4SmoWnBTP72XboPD6Q70XL01XDAyWsDipEiP/J0H5R4o5lcjym2RHd8NZdfbsFyKyWawd7vTFBfewe9u01xc4e6K17m88timNG7rWgePBLrRKVFt905gg9YrdFuSzTafWvXGmiFdWi52kYodSEQz4TKViklbd4EJtdjop1IuMxLuWdc0gZCJ37ZKsBs37DYk87Kpd9syH73HcLlXY6+f0Q5MnQf1viDI1RkyQ82aNKI/NjT//2H+NMzklvXmNzsoSJgLsEnPfN0352hFyWLZ0ecvpwK6KzK1nrf8dQRT6EcShdI14haWS3XblUVFxsR6mYk3PmHjsF7NdHxgnDnPq4sLyxwx+eYo2OM1qTGMLQW1ck5/eGrnL7UdnUaOXfLTQ2v9ABYbmuqAcRnimjqiE+WVBsZs+s5pg50Z0s4OkJ3O9Q3dmk6lnIkLAXXWt36GJJzGH7hMf7oZK1HoLpdFh+7xGLHShLyrIxGmkyv7WDX7mcLyE4b8LDYtSyfNcSTwM5vj+H2XUbF8xRbHZpcY2eSdEWLIB4IG0MWlzqcP6dp8oCPAz7y6FKz3E2wi4T+3YxeVYPzLG9uM7sS4+58+NHjiidGEx+S9VHQ/nZWy5MMVbVu7yrbSv3VTqoc9/RNoZog3r2O1hc3ocmsIH61PEQqjgkrjmWscZ2YaNBvBVvaOWMtPFehqwioCyXyo9FC/kYr0WF20glYi3doI5aYlWy8pnCifVzJH1/VYqu5Qnk3tK1MhbfSjnfxBWAopFY4nG1LUK846KgLH2wEaOQiAROtDDiE+yuUFJnBfVOratW+WqvFccE7XgFcLTgDLtWoPFu3nnUtnPIVDx3v8IVDNQ2qbi5kQ6taONVOKlLxiQ4CQLNA3eBnc7Rza8qPKmoRvPnm1SZvKknkOuZpa3IhrWe9bFBWo3y8/nzrmVrLyVUBVNXgiwLtPE1mqHOpRldgO9V4QgsQU1HL17UWpbUAxZrQqtddcG3FT1t4/SoEAc2uQG8tf181F9flKVTt6ly3iYAtfNuW16wcrUzhcOMxdtDDlkOaSgK8at21TOll/jx3hNlc8BxF0wIbFaod7xBAV01rH8uarYASFLkE6NYfvNHrijvoFjC4AgJ+E49YeM/ir62yVPQUipJQixawL9z6mSaO2/Mobee1ilkL1lqZ2ohSm2ArCG3SuXq9VpFuBapsOpa6b0VyV8l7FCMYSUSoalFza01jjG/v39XYzSiUXsmKsuZwByXXU5deQGu1aXEbF9dZuRaEaQS4ZxeteZFWste05231WhhAtw9De25DIlTQYPWHDnH9R66P2uPfPct1Y87+7y+LjeAX3wQf0Ncv02z3QSt2/qBc0zCKj19DeYjPKrYft5XZ9pCwN2J6NWG5I5vn8Sd6ZFdfFhnF9kE6u5nhX2x/fy5tw/SwxHzlHfyyQN96hvkzA1QIdB6V9O44qmHC0f/5CkELzze9fQSNE2GHQR9CIDso8IlhsRMzvjUingZGX4kwB8corVHnc9S8YOcPPKO3InyiKYaGqquFnnYkM7NiN4OdFyUopyJ4UnUvNq9iaOB6d92e1S6QnsgcGqModjLKoSE+dyQPz4WmNejQDFN06QhzUf9Sj4/Y+52IphOx2IuZ72pCDM1KeERZlLsmnOtuW50oRdK6O62X0vheynI7Jpo6ojbxMvOa+DxFV21gc23Ltm6EErcoSE5FdFktP2hRqG9cYf7CFj5SolNdeancO7JJ2yJgH43BezYnfVwvoRrGTK+JnWR+6Ok+LDHzGvVI5oihkzHfM1R9+f7m67W06R+02tKbG7hn9nCZFU50Jn7U2UFF905NuZkyuxThI6FUZSeOeOpRkzm+KAXF3rp8RbNANBXeee/OEnu+FBGguiFYQ3FtSLMdoYtAdn+Gni4JZodiwwr4rmjBFCuv7ABNx8DVfagb4sMZo2ONni/XVCu1KGRmnBtmPUM1lDa3jy26MmuXqfXyEC09yf1zVFGi600gwRtBldcdiykDg/cadO3RlUeXDXU/5vSlRKRYJymdx31Ry/vGKe6td+X6JYmgyPd3KK9t4BKNXXh2vuhxsaYYCjUrKAHMqUba/OlRCUa448V+jik9nYelyIkqhdnbpbm0wdnzMVVf0bvn2frSTIRYjCYYLToLm330oIs6OVvjRlZJr3atY5sLBG3W3t5VX8YaphTJWDWZEx92GPQS0eXfyGHrBcphJAnTAnr3G7L7Qr30WUSzLcZF6dFKKlhoYvEENr5ekxwXhMhQXhmiQiA+LUgf1pjiOwOI9mFLQD4K2t/Gcqni5FWF8jn912Ooa5qdPrNrGelpQ/oH7+FOz1Df8xLHH++hG9j6wgz3+puY3R2ql65QDSzLbU09dKBgqjXLHSNyhWNpWy72FMt9qWziicYUmn6mGb6doqqacq/L6YuWeBrY/fUz3Nffxn7mE4xftLiOJx1bovsPQWn0cIDq5BAC5mSGzmLKmymTmxCPNd2HOfG8IwF+JpKF+t5DorLEXr5E/WeuUvVbl6/TiqAUsyux6Gj7dm4ewLUWlSjx7w1aEO26aY00Tgr42tvCVd24RdVRxFPg6JTm5BSztUVUDcWFqm01rwB5NorJP/Mx5vvpmkbko9BWORZd24vNrhGFrKeWVrhMeLkgyl+hadBFTTQVBa5V0DFlWDtehaLEnst7WYnArJdSNDt9Tl+0+AjswmCL0GpVS/ViyiAUm8VCfMWBzrM3WG7t4y10HlWYz71BKGUGDxDSiHJDUfUDo7c98W987anvq27O/FpO1RVrxror3Ob9d89wb7xF9vItZpc28RbSpSc7qjCzqhWcqdDeryu2aCYt0/i8wd5+hHsCcKjTFLvVJehIAFePT2gOj8g2e8TXe1LNl+4D+1+TKKrtDmZRY+8d4Q6OLmRDAaqaaFoBMT6y1N2AnSlCpNe66eGJLqzyYJYeDk9ozifYJCbuWNFz3zI0uSI/dGT3JqItP5nhp1PS525Q/PA2/tacyXlCsWmJ5pb4vI95C1BadAoiS7Pd5+ymzO+H71Rkt0/w/Rz1XI+qJ4I+TVcq7PzBAn7va9i9XervuUoxNOQHHns4kaCcRPiNHuV2ymIfqoGndw/067cvgIqA3tmmfv4SLjWkjYPD4yc+dPu5C0F4u0wq3aBlzl73AvkBcDx+CiRqtzZZfN+zzPds+/viT5Ddn+K/9jam3yW8dINqIDzvdOxbsKwowqUngc4bBzTv38Peeo75a5ugFIPHU9w33gH/neGt/ZG4ynfR0jXkDxXRtEGlKaSpCBokirprSC7vYPs96siQjb20xVvOqIpjylFE2ZcHMD7VKKdIxmDnchMFA84iVKSibaO1s1xTtS3j4DGLhmQsACXfSbBXLlNaTX6gcIlB1w3m8r4cM44I+okg5iE999QPDXYRcJHGbfXRU+E2U9UXphJNg1167MLI63tg1XLUcj6ScxEjaRJFlK/agKxlE+sUQOHyCKslWEZnJXmuic/aFn0IUFcX1Wyvi8nSNcUMa3FNIDv0uERRbMgms5o5CrdV2o+2CBL4QUwrVtKljSc78eKH3gZgVdQk00BTX7QeAZpLG5g8JcSRIIMBtkaYQe/C6MF7mhDIjoJQoWoBgIn4i2pFOfxT8qIAlBXZSYMtjSQELXdbd7uoJMZrTXokFEJTeszGSMYxkxmhrgiRpepo6q5aC7sEDfV2h+jmM9QbeZtMSaVmJhV6UV5QuZYl2YkTWdlIUfU0yhvS9h7ReY7qdVFpQpV9i+3C+7VTluvHxFcuE7q5uJs5SeLqrgRVXY6w1koLeDwmtPr8elZgFZgyRlcy2tFFjSpKCVSlWevxx1NPfN6OiIJHLUuisxKdR5i+bhHyimqngx6k6I0+uqzFK7pQVCcZupTxjI9guR0xePmWXJdVcmaESrYahfheRoiM+MuXgShTNDOZn5tZKUJIRkYYdae19azE1MNt9aiHCU2qSY8V0VRMUtSNK9hlSTg+xU0mUNXYaYluItAKu7MFWQparZ91l2k5j3UgO3EypkqMeHOXAXodjNtEZRkhSwhphKm82MlGK/15GZMQvDASpiWxVq2Jj8Gri3MjFEAlI5SiJD1t5Hle2dh+J6yP0OPfXcvOai796gOCNbAxIGQxy+2Icqio+obF1hDdDOndr+n//kNCURKWBTpJ8Bs9zp4zlBuB/DFsf0mQp9nDGfpsJp7Cn8ipeyC+zAK2ic9ENzk5raFt20b3T9iqHT6xLPdymmc6xBPHpf/fKarxVLtdzj59qQWtOEzl0aXDzCtwgf5XT+h/yRG6GbNne8wux/Tfj4kfHa4FXgBCUZAeFa2tYJs0rOz7IvH3Hr5+LpaYcSQJQhYze27AYlvTdBTLbZlLZscRfWPwRYl56y69u6nQemZzAPxsjipKVCfHPXeZcrM15DBSBaeHSzZ/85jQyTj/2AaL7XYTLWVTiuceO3PYRUNo8QZ6OMDf2MNHGjte0H//kFDX+JZ3znhC7+0Un1qaXiT0plRz+H09XNIjP/D0by9RITB+bcRiVzyKO4+FIx6fV2z/+kN5/52MkFpcFlFsx3iriE+LDzgkueMT8t+r1/xd1zToNIXrl6m2ckzRsP1bhwJuG+QUL10WMZ53HuIODvGdlMW+VOJ2rrBLmfEfvZahPpZhKjGZiGeB9GCJfu8+oarxrU6+f3RAZ7FE5Rnj799nel1RHxu63VzO2e42ixd2xFO5BaKhkASqlQK1hVz/6ZUEu32FaOrovHWCWhSUN3cZ30oI2rDcHmCLPulxTfzlBjce48/OUcsCOxyQXcmpO0YC/ukUfzomGY9IzsQve/CNKfrhEZQlbi6GIO7wCDOdYns9mnwfby1VVzH/ZPpUha4bMdzoPNSUA8VyN1B3AycfM5zd3MQW0H3giSdClerdbc1+csPiWg87d6S3T2A6F9yAtXJNWi94YnFtW24rshNNmMzAaOZXL3P2vCE9Cex+boo5X7K4OeLhn9vElIGd30nhKxP8dIq63WCshUs7LF+72lqeQnLmaDLNfMeCgsF7JclbjyGOSMZbFBsWWwSqqyO4MmJ2OWbR2pVufXFK8rVDwu4Gi+t9OSdt4uiXBfr9B1hrsfvbuHhIg2jk1x3xig9WTqI/OCJZAS7bZ/Q7Zn0ERPsuWnUtnsW7O/jdDVwe4RIl5hFtW1gF6Bwo8Y5eLlE2QrV0qaYDTddLZXNSYSYV6sEhzfEJtpMRdI6PZF5lli1vtQjYwqMrt+bRhsUCc2JQ/ZzmUkKxoYnmHnX3EX5ZoDZfphjpC//jhcICutQiVXo2wR2dYPd3cS/0qfqKJjNEIYB/Ym7lA3pZY6xUYSqwzsxXSFZ9OqV59PhC0azXxVzpyRzZgEsDIQ6iyd7KKrqzc+D8qVMbGklITBzj8oiq9R4X6dRA9sjjHjxCD/pENwaYvmoBVGHNmTWFE8pUm1yoNKHuiYiNPXK4o+M18l6uZ4WeLtClVDveRJBCNUCC4lJQvSHILHG5K61cu5TZazwucPcfEZzD7myJ5GedECUan2hRdGspbavXDGX5NH9XCcfX5xF1z6JLB4+PRK/+xZtUA4spNFEcS1s/0gIKTAKhkHOAhronqORoosgXAjrUiwp3PnmqsvCtWpzudFB+n6YTaBYKbDs2SGPKoaFJ1BoAuF5awIPKAUaoV00mYi9qMqM5PEZf22qreEm4mjRgSkts7cV1bhqUMS0OQGPq1tmtqlClEwR7GTBnM5rD9lw9ef7KEqNEE127QG0F0e3jlvtuwC4U2VEgPXUEbSl2wJtA3Q9Uo4Cda6KZ3MjxFMxYEr2mk1PnkhAynT81MlhfL6UIkYBJXSaVemgalBb6ZzUIRBOFPTzH3X+IujGk2AroUuHz+OI8TGXOrC/vUg4kWEZzof+5VF9YyjYBd3CIShKiYZdgsjUtzFtFsalZ7gbhqtcOd3iEzVKU68nGtFIy825tYWoHPbluvpUojoIo47XmR74s12OqD1tl+kevj7THv6tWyFP8pz/BMpJN2cWSoT4JnAkIRUNvb6LmC8KyIFQ1elaQP+5iSjHvWG7H2NzSOc1FSKWoSM4EARvPpC0YtHBEiw1L0Ir+vYGg1Xe3KHe7uMS0wi0iW1h/7BmUC8yuJNQ9hZ0HknFDfDgnZBH1sKXSbGaoZ/dZdkSrWHmoe4b01jXMooLDE9zJqTiW9RLqQbT+cKKZLHrrPmI9P9aDPmxt4HOhhwUlGtfpqUI5RedRhd7ZQhc9/PlE5rxKSVJjNHpvh2ZnQGMFnZwe12gXULWA34LRqI+/QJNGlAOzdgtzqWq5q5o4gE8s7qVroK6zyA11zxC0ovr4NurVbeLzhuRr92QTTFPxe04MdW5xmWzWw3d8SzkK1L2onU9DdqiIpoHevRI7KTHHExrnIIiNoXIevSxJa0eIDK6XUv3oawIkfOsxzf0HFzeKUphbz7F4bgRAfF6T35tJVXRlDw1U27mg2TNNdWMbszWg6UQM3/G4SBHPHPHUiRRm2pp/lNLB0ZVDtYA+lJK2d4vqDiGg0lQq5PsRZhkoLveJux+j6kaYUkYe0aTBLgR17/a30LsbhNjSf28pwWulfb1sIEuxl/ZY5lbGOhV0HjuyYwH8qTjCjEbiWlcUhEasTjuJRpeB5tZl8JdYXEopNuU66Fd2SS6NMNMC9fCIUFaoRKRuQ79DuRFRDjSmDGx8vbUhbRNKW3qyxwVmUhJNM+JpLIhpBUFrcfdKYbFj2mdM5vSrmbqpNCpL5bxZC0mCsga/OcT1ExbDuO2EKeoM6u99XkBbU8/mV4W6WN7YQl+S67v5VUmkzMkMnyQiB7tS+8uidkwhPOvotMBHOUG1Rj2RxiYJKkupB4kE+FZ7PGh5LqOZAOXmz/RIO6+x6McUI7neeRqt7wNlJUGlKEnvT4m7MYvtDsFC04HFsyOy7KWLMUgQlLuqG7j/TQDPD+v6KGh/96wm0zz8M5moMi0CqAs0pwoIjcZDnWnc9gDdyVAHx/j5HHU2pXd3SHImYivzPSPeyu+3IiNlJYpqc016VBEdTnGDjNmlHvMrAZShu9lHR5blpR7Ta/F6fqwb4S4vP5YRjICTXAaqURKw37yNvnmd4oZUEU0mtJqVsYXygbKn8C/0MGWg7wOcnEIcUfcjefhbGpGL5PhNKlQw2lmoGvRZ3BjiUi3ayEpkE4dfeEw4GaO2Nqj3huK81ThYLMRKMY5QaUL5zBYnL6dt0KxIH05RiwJ/Iuhr9/GbjF/utpsYa5Sx2EJCPJGKwuWWs5sx5Uitr1NQML+sqHYb4oOYZ483xVAlz1jupq3dqmyAybmn+/pj/PEpPHuF8xcHAjQrAtF9TzJuSL7xEHd8KgG77Uz42QxmMwE4PVYoa6n+3Ks8/IzFlIqr5TbqiaCtjGH20gYPflhjCsX1/9zAN26jW75+3RFQlrfQaEUxSAk6JT92jL5whJovCYvlWsVubQ+bJqhuB4BwvnK0itG9LrQ8beUDGE1yUjD0MjudXo1xz8fEE5mfmsKR3D3FP3yM3t5i9olLFEND/25B9OXb4tmOtM1Vt4Pf2153C5QXIaLunRnq9XeFHz4cwNYIdWbF1rZusI/P6C4q6s2c8QsZTa6oOyINrIKiHAnIMH+csuECejIn9HKabkLTi1luKsoh9N8PjH7rPv70aUpeaGVAjVb0rV3fqwDqyh6PfnSbxaUV8l3U/KKZ0KN0rcTUptdFZSm+m+OziPObHeb7utWrD6RLcTk7/J4UU8LWlxd0P/eQsL/F8ScHVH3Fxps1g//6NqGqJYHKUkI76gLEDGeoxAq3cJjDMVFmQUftPS4JhMrEoKQYtZ9jhf30AkYEOL9hOXvWrrskugKfRaz0+1WaoKzFzxeE8Rmm2yG69QIuCVR9OH8uYrEzaPXP5djR1BEtGsLhh5+n/WFc3yE2LU+vv/23/zZXrlzB2qdzkr/zd/4ON2/e5NatW/zbf/tv11+/d+8ef/bP/llu3brFj/zIj/Dw4cM/3gupJwBLrTCImE9I5iZB4knQWFi3poL32MJJq7t5gh+5PrZqq0cBtoTEitRiE8Rz+4ljCjdTwE+2lBa6btpA1kqq6tYLW1U1oRbgVbNquenWrSuwlvhcKWfpVXYN0h5v5Nimbtv1ZcAspf1ol2GtuCZt03DhgQxrS8QQAsEafGpwnQgGXcxwgO71ZDOKogtZVtO2vItKOLXLNjApJclGqj7oNb26Nka1ga6du1tpr6+oZxiZr4fIoKKYkMa4ROxUxTxDxEZonHilBwGZrah4q88UGifn9MlRwvp6SwXlqxrVtOejldcExJq130dvblB1ND7z+CTgEiNSmFqz4lIHLcmVi2Vuvbo/sKb9Y0Wwp/XCRmvQhhBZQhyh0hTd6QgYz6x0W5Wo21mxeLXzBrvwa8qbbtrAUTQXoERac5FIdLYxZj0OIYpQUURIDD6xcn5Xz4nRErCTREB9cYTKU0yvJ+/JedSyQtUthkKtXl+Q2qEFSDWpoumn+FGXZpDR9ETSMyi1TlppGpndLwv8fC6At14Xs7OFznP5+nSKn82kK1LWPClnq2slz0wpmt6mblvTUbSe8wZFa2ACPmGN8tbtfa9cawjiw/oaijiMw7c89dA0YtZhDKbXEwU9JQmmrlq71DwlRFo0Hur2dbKMkMbiV9/qtK/GR4QLSdVg5F6Bdg8o5b7TWYru5OhuB9Xvyr+TBBVFrXysyMz6SJIQF8txV+On76gVwv/6n/8D13dkpf1X/spf4R/8g3/A5cuX11/7tV/7NT73uc/xjW98g4ODA37gB36AP//n/zy9Xo+f/dmf5Sd+4if4m3/zb/LP//k/5+/9vb/HL//yL/9PX0fX0H1wEci8DVQDjUsD9kSx9ZWa9LhAT5Zweg5NI21gELToWSkblIpxiVCEViL8oZczuSYZd7SbEM1i8bK907D5tUb8jB8cEqqapHHEB3k7I5YNr97qMr2W4GKRSLSltDdX6mCulzK/LF2B4Vuewdsziu2Mg++LKHccvbcN278/QZ8v4PhU3tN8TvreKcljkR+lbkAp+r0Un1jMTIwRAMLJmMx72XBeGInCWa6Zv7KLLrepe8KjRoG6sovyu8QzT3Z/jq4EpZqciy51dLwgHJ+u59zKRrjUUPckGOv6AjVu5+0GpqAeiGhENA9r/e2V+EV2pEjGMdE04BOLvX6Z4lKv9UBvA5YDFQzZ/giTxhQ7HemkxIqmUS1q2pLmaetG5tao7A+s4Mlun7KvN9EuED04pQHM/h6TT12mHIjhhnIBvGK+F2E+cRNdNmR35JyefWKL2TUZf2QHgWQikpdHP7Ap52sixinAmvLmY02T6db6UryzzbIhuneMPxmj+z38qA9GoWdLzNEZWEN6P5Vkpqilrd7iAsylXfxAKnfdQDm08Iln2lGJbj3WwzpRqzNRJvOx4vSVLvGNlzCVONep2uN3u7hkD1N5krtjODohCoFeLpxzOxcwoU8Ms8sx5UDjUsXRJztA54nqUuhqyXkgmnnc3iZ62IOjU9zxCWZvl8c/do3pdRh9HTZ/9U3cyam0u/Mc3xXNXdUII2TjzRKzbNBlI3xrkNnuZh9V1OjpHOVSgu7SdAOhVJhClGGyY0/nwRJ8wGeW4pPX0bVn9PUZqvaY43OaWrAWoaoExb27TfHCHk1uiGYNu5+f4iPNYj/l/JldTC26CNoJqn3+sX107ckOlnTeqyj2u5zdjPGJJBm2gKAkyHujyE48vfcX6KKRpPXlZ3GJoRrFa26/KT0EyI5qrv1aoBpaxs9bio1A7w4M3pygFpIwy7n6kCG4vtVqO6IfpvUdGbQ/85nPfOBr//7f/3v++l//61hruXz5Mp/5zGf4tV/7NT772c/yq7/6q/zSL/0SAD/5kz/J3//7f/+P9TrKBfKji026SVuXn1iCeP72Me6d93Df4ndD06DnBcp7mo7FlCsaVVvJpDHFlqLc9KJtXCqSM8Xoq+f4L3/96ftsMvmmN6aIb1wj3tylaTTZcU18skQtq7Wohc8s5Sjgk3Ze/gdfJ3/pJs2PbJDtz/DvD9B3D58CSfmiRD94DMbgq9ZKc1Ux8vS97yYTmEzQnQ726gCCoUlhdkluOWlrt+3eXOGSQHpiMWVGNJFOQLQQCU09ndN802dcWWOu56hrMZSwBtxJW16SFlNJVVTn8mZXKHxTidGE2+pRjmwLYGpVrtpjVqOEWIudaZO3FaYHgsIWYrqgrJU49YcG7UB48Jj8TIA/KwCQH3UZ3zIUW4Fg/Fr1rRwqptcSOo815q27+PkS9fEtym2HqhTZgSKaeRY7hsmzMhZITg3p6QWHF9WqzbVVoF1oTGFIzyyD+0oQy2lKSAUjYU8muMcHIu3pv+mu1QZ7aQ8/6OA6iVxzF6jzC03yJhUQpikDyZmc25VpTTAykphpRTzR9O8q7MJTjAzFhsYuAtuPLO7sHKM0STcjig324Izm3kPifpcsfh4XRVQDxWJf5DZ13UqYLhSD257spEG5QDNMUE1MvBSHtzDocvpJx/e/+g6/r19g67/ncDpuxwc5rp3zKicBLvn9d3Bn5yu6PqbfJzxzmaaXEDWeMF+gWHU/5BnwkeA1krMG/aW3BAPy/S8yvRKRHzrir93DHR3x5B2ySvJCGjO5LuIrW19x8JW3sMMB1a3nmNyE9FCz9dUSO6sodjNmlyzxPJDdPqG5fYeUF+DmBt6C9W1FrcA7UVrMjmv06+8RlkvUK88zf6YjHuzb4n8uanhSOGz/wYzwha/Rff5ZTl/cpd7wcEej3n+EOzvD9HqoPPsgffFDuv60gGj/7b/9N37mZ36Gqqr44R/+Yf7Fv/gXH+j+3rhxg06nQ9QKQP3rf/2vefnll//I435HBu1vte7fv89f/It/cf3/a9eucf/+fU5OTuh0OqSpZNqdToc4jjk/P2cwGDx1jF/4hV/gF37hF9b/d+WCeFxR9yKqvsFHqt2sDPljv+YZ615PgFnWyKaXxzSxps6tWCemStpOXioGEBnHaCYbgZ3LbC2eBtRSAprudNBbG2AMYXyOG49FFnVzQwAqe0PKnsHFYEuDrhJ0ajF6D1tsUFhN/lBaxco57LXLVKMMUyoW44x+A2yPsNbgJ1OZw0cW3e/JLBQuUNB1iwCOIkIvF13rVo89GINqAp3Dp4OANxdt7RW6ODn3Ylm6qAijhLKvcJGmE38T4CV4knFJ54G9MMAIMhqI5tL5qHOZpa8kIk0Z1nKyqyq0zlbjA1HfqrptVRgFVKPAyejAZZqmiaRFiGxw8UReKx2LUlpwTqq2rU353EVJKMU3eZXcqDhCdXNpE4/6GKUodqRa1DUErwhtx0CAUQqXaohiVFQTzRzJQYSuRdksGVf4OKE4l+ucngTyYwEsVh19EUDPLzjrphQZUYzG9PttwGpHL8MeZtWt8cLND2UlyHWlxMu5qDFIgmBXFDAtHYzVqELXog2ua4+PJBDRCJ5AV3KdVuOdaOnhVEY3Pomw+3sQR7CsMJVkZGY0EKDcrCE/0kRLjW7ELU/a7jKGSs4d8bhsZ8Jyz0TH7b3aOOy54e3TLbQDtyf39oqfrZwXsFvVyqAO+hil19aaoWlQ8wLb8rjZ28blMmPWtXQ/VmBIH2kZEyjVSpW244xLW5hBV9gaJ6dPt1m1XuMzfKzRrS5BduJoUqHBmWWDrhzRtCHX0j73vQx74xrVRkvRa0SmNJmI5G7VE41zl2jU7ha6rPFAclKju5ZyoITJgbx/FyuK7ZT8xZtUez3hart2ZHZ1FzvoyZjqIz/tP3I55/ipn/op/sN/+A+88sor/OW//Jf5lV/5Ff7G3/gbH/jZ//yf/zNXrlz5Yx/7uyZoAxfiHPCU7eCTX//m7z25fuZnfoaf+ZmfWf+/a0bYN+4QPvYMZzeFurHxjZL0vRNYFrjjUwEDXdlj8uIGVVdz/jyUew2q1tipRtWQHis6B77Vc26FQOZLuvcdyViTHTdkjxfoZb1WSlL7O5x+3y5Nptj4Wg++MEF3O5Qfu8piN6LqKopN1VYCljqTDTCYnKAU2UnD5f9yDI2jvDJk/AOXaBJFcgrRPMYsA5OXR9jlgPzNY3jnPXSW0lzboe7HNF0JcgDxzGMXnqpnmF4z1Lm0lnUl4JytryxJfufe0w+5VnLelbqYwdY1YbEUWtWzA2bXwCw1w29kT1+fpsG8cYfd+z2II9ygg88sZl6hjwWBM/ueK0yvW3QJvfvSjpXPL4nKfNe21pWKZS3Bve5C3ZWgpxqp4HwMy9GFcAbInHP4dkX65iOhHE1n0uK8dpn58xtyfh/NMSdTKErcyZhQV6hej3p/iMustHqHam2nGs3af1sgrFTUFOXS0Ol1wDuyBzP2fBddedI7J4TTMb3THZQf4WJN9+4Ce+cA8oz5i9sUI0N24sjfOoJlIUHYeeGEd3O4skc9zCi3YpGeHfZRTb9NuKTiT04KzD3hs4eqgpMKBcQrDN3q2WlNS1Q7g18b09SXqboZysPozSXR+0eETka908PHmuigpDspCFZTb2QsL18jGVfYdx6Ks9vmCH9jH+UC0f0T7FsFymhGSUyILPXegOVegl168rdP4OAYbl1j/mKKixXpcQelNGpR0LsDk7BJPFccf7yLXXYYvLvAvPsIPSuJ5mHtSV9d28IsB5j7RzSPD/DLJfr+I7HxvHmNs1d7IpvaVdgFEBDqnYEm1yK2FEQPIZ6JDOrx9w4JGkbfGGB+bybYjNUy0vZ3KVQ9Tb4xgrqh+6WHdL/S0spaGl5yMiGuKlQnZ/7iNsvXhsIqUNIaz04a8jvn+CQiXO/ge4aqb3Cv7mAqT3ZvSvTG+0QbQ8rhjmA4LO0YA05fihg/v42PoelIIlMO4ejTI6LFkOFXzgjfeOc7ptL+0wjav/d7v8eVK1d45ZVXAPipn/op/tk/+2ffMmj/r67vmqB99epV7t69u/7//fv3+f7v/342NzeZzWYURUGapiwWC+q6/kCV/S2X9yICEqQ9qTzYaUVz5x6spBqVwqcyiysHinKvZu/qKdNlyjzKUYUmnpoL0BYI/9V5ooWYdsRnFeboHMoK3yJOSWLKgaLpKFxH1MWIYqq+pdiQ1rGAzAI+UWvTBWlXKtKxgvuPhQt7eUAxFL61qaSVrJ1Uay5S5CvPXWNwLSK46mqqgYBTBICnKPuaYktEK3QtFUg0lWrcfRO/9gPrCe6ysnYt0SjuVPrpnwMRYZnN0WmCCduoOkNP57hjcUlSzWWpolvzC1O2G4xuwVNKNlm4oOi5VIBpYoARoDU8CRZckPm5fAawswp3cCitZEBpRchi0VkH4vMYPbGimLbiZkeWJrc0XUOxoYSr26h1Kx7Ar4e0rC0SgzVi8jIvSI60yIWOz3Fn59gsI5r00UnAjBfiZDboY4pNlDfYeYM/OFpLZqK0mLv0OvgswicGF7cc+va11+YYIWCKCJPE0gpemdW03YOnOO7fdC1VC4gzyx10nYmByXhB8/AxZmOIHuUEqzDLGjWRLo7b61AONHZpsJUY4uitDVw3RlUe9ajEHV/IeyobEUWWuhdhlw7VjlF049suBbjEEBmpqKMZxOcCuqx78ky41GKCJMu6kY4HiKgKgElieR5Bnr2qRhkJ1qsAv/Kvp636gwZl23/A2m6zGgiIsO5FWKWelnxt7+vQjjRCGqO8F32H+Ryd5+iNEVhDmM1x4zFmaxOX7lJsrAB4IntsSo+aLtBNgq5zVAhrox7dKLIHGj+ZYWLBySgHqgUMir6E4HPWBjZOxh7lqN1HsqhFun8nVNp/MmDZeDx+qo39zQXd/fv3uXr16vr/q87ut1o//uM/jveeH//xH+cf/aN/9IEW+jev75qg/dnPfpZ//I//MT/5kz/JwcEBv/mbv8kv/uIvopTix37sx/iVX/kVfvqnf5pf/uVf5i/8hb/wxzpm6KSUf/YTlCMrSlw+UG2kpC8/j14U+IePRZRgheIOkD6MODrfEQnUqdA6uvc9vffm4ALN3pBweYP5IGJ62UrL/VTUslAadf0yqpPQJJbh7VqqtKMFqteDQZeqp6l6XIid1IrsyNN/Tyg5PpKWZjQpUYM+SiuqvghDQBs8QpuxHzfYwqFmLXjOWprM0GSKeO7pHEgL1CwbdNEQb2S4JKbu6zZoS3u2yS3pS8+jFgXu0cFTFYayFrPdCpEsCtzBEQSPKTzR1GKXoGovc8XNDfy1fXwmG3XdbT2HW1R2PM2IUgGExWcVW19R6NqTHixQsyX13oDJtQyXyszYt7NI5VrEbanI5uqJ9rdwadOTBlM0zK9knA+llT+52SHvflwSodQQLOtqXD67g7MpAVFiU1ozf2mbo9ciXBaoex6fecxMky20BO5aKjXVUnN0EyRxC0Gq2PkSU9YCaFwK5zp0c+aXRMRD1wOy6gohS6j7phX60WunKf3Ccyyu96VSfzTDHE/w6SZVR1Dy2YknPanWrnC0Tm9uZygXq/Hi/uYCum7k+5MZ7ujkqRm46fUIz4iHOEoxeFfeazPIUJ9+BV87zKTAjD2+l1Le3MHFmnJkW3S8bhMdjdvsMbmeonygm14h2t9q3bMArZldyljsGOzSEI03MM7jrSaeBFwphiXRa89Tx5Zk6tDv67WUp/JtcH71OgD5QUV+ALpwmHkJHprdIf7GVkvfbGfXVjF8p8LFmvmepdxQa8qXoMbpi/keAACQDUlEQVShub5DUIpiN6EYCL9a17SOef4D3Tx1es7m6z3qnkFXgeJSD1PkxEUp6Pe6IcxmMg5rrz1cBNoVWyJ4YW2E5RLlPdF5Lf7emZLxj1VMb/aIdl8DJUI4nceu1ciXxLTpyM+v2THt8V0qf9f9mGRrC06+Ayhff0Ig2mg04o033vgjf+YP6+w+uX7zN3+TK1euMJ1O+Wt/7a/x8z//8/zsz/7sH3nc78ig/bf+1t/iP/7H/4hzjitXrvBjP/Zj/OIv/iL/5b/8F1544QWUUvz8z/88vZ544v6Tf/JP+Kt/9a/yT//pP2Vvb49/82/+zR/rdepc8fAzEfFUkZwK+Gy5aSgHQ9KTmvR8IhxUfUGZ6L7fUrKcUD90E8juTeGtO6hej9kPPcP5dYtPoO4KDKZ/V7JrlWUsbgyZXbJ0Hzd0fv+uyED2eqhBDzfsUA4U9SCgajCFwtTQeVhjvvgWoW7QrZ6yHg7w2xtrIYcma4vLQgJ3tPRkD6aoRSn8XkBpjcvEMCE/qEn+4Lag4X0gBE+6u8PQXqLqm5aK4mXD6BqmL45ITyqi8ynuyaAdx7jLWxS7GfFphZ1McbM5duGIJ7IR6rIWMN/GkPGrfcqhYrkTqLZlzJA9tMQTiKaGTmaxy4bo4Tnmy2/LTNmJkYXa6TO9pqj7LbxItX+1G3gyVnQe+jXS3s4bzLxEPTjEz+Zk8SuMb6W4LHB2UzO5nuBjJABHEE2V+CrPAqp0uJNTTLcD+zu4bsL4VoT9/jH9pKKoImpnmJsc9UjkUOWE8JS5QzSVeWtA5CNXQMI1H7ybMb+kqXoB1cSYegNvNVW37bYkWjYPazl/ecjhpzTJWHH1Py3wDw/Q2wNB4UfQu+eJ7xxLR2c6ExGglXNZO89f0X5WlKL0fow6PSM8EbTVaMD45QHFSDN6qyT9/NsQWRbf/xyTa5bOoaf/O+/jTseET77A2c0EF11scL5Vy1NaUW5lTJ6RqFH2U+JpcmFJqaX6q4aiaJYdd8lqh48N6bkIzlQ9TfFyH1MFOo9L8ntV2/oXOtXsRofzZyOSM8/G7x7i7z4QvQBrUXnG/AeuM74p2+SKpzx8pyb/3XeFqvXp53BJhCkhP3aiXpZoZlczvFXrbphqBCQpiaz7wDy4OTgkGp8RW4t77SZnL+SYMjA66MBjCHWFO2/bAE8GgG+iiooHgMdPZ6iyIhr35P7eiMXDO1Esd4woHs5g8/Wa/GCOjy0ukyKh2JBZ95P+9nUXqmHAR1COLMn2CM6+A4I2fzpAtG/V2f1Wc+vV13q9Hj/90z/Nv/pX/+p/euzvyKD9i7/4i9/y6z/3cz/Hz/3cz33g61evXuU3fuM3/kSvJZKZgnRecyUtIlvZ72F8oI6NUDWCbMSrlpRu2tlh4/FNg2pE5jLY9kEMKx/fdhYZ/BqwJlFI5sGqk+GHXVyn5VhO1Tr79kaALSrPUFUtlb9zAiry4jVtKgGvrH/HciFhaAwkCTrPhVfrpH1OAJXE6ODxy4JQNmvO6YonagpJYV2iW81jUGmC7nQuWuF5RtOJqLoGuzBSYSHnxBSiJb4y/Fj5besKdKVQtUY1K9nFFqWswRvdcoDbz7xYCFq/ckKFse35Wa1VDF/RwjTCjzWt97K1KGPQtSeag/KCyK5TCfzKKYwDsxR6mV3KRqDSBLIUnye4LJJr4TRFFTGbpzSlQS1azq9hDdJSrgVr1UESn8gKf91aVBKD8wKOqiowrSlLWL131aq3yTVVXoKocl7oWK1nNi4QmhpdNdhFaOVynXDSW45zqCuUu+BM094iKwMUQfmtvtGanKQpftBZ851dalCbI7Gg1Kql5wVIYnSWUkfmgo/vLqpZZe16TLL2GG91Ai70EdRTXvXeKnwS4WODa3nkyrfPXBXQywa9qC5405Ft70/h3qvGEcoSleeCjs6ztSLaimO99idv0b7BXDxra29rH9Duia+vPlvbfl+d07UyXdsdCrXIuQbTCjR5dSFWZC0qyyQBWz0jnVy6MfMn8Dkt3VHnuagTeo+uGkxhJTH0tG390L6OxqeRnMsghYctA2EmYFGXhFYRTmFnMloIWuH66Qfd8z5a6/WpT32KBw8e8MYbb/Dyyy/zS7/0S3z2s5996mfm8znOOfr9Pk3T8O/+3b/jtdde+58e+zsyaP/vWqaG/m3ID2vyO+egFMurfam2+4bme/ZQfo+gIR2HC+6sVWBktqo8hLi9DG1b2M7bFvYM8BBNxNEoVLW0Nctc6DY3dkHtMrmcstiVtlr//YbtL5VMr+ecfExmUeNbEXXnJtHck71/hhq39KnxBHOu6ZeOzoOUahAxvhVRDUE3Gnu9276fLqZocEqRHRSkh+IKdP5DN9BNoPv1E/x790Tbu28pB5r8yBGdFuhKRDlU4whxRHN1m2B32yDp8Ynl/JmU5ZYCFRMnCTDDTgo6B6nM5xbS2ufwhNHvG0IWU21mFBsWF0OxIapZkV5VzYH5swPqV0dEM0/3i/dpHjxEv3/Apf+BSJumRjasqG0bRrJRLnaF02wXGltYbJHS6caYeY2uHHu/NcV1Ih79QEp1o0Qfxex+HvKDEl06AQuGAFoTXnqGJo9Z7sY0iZh5lF8cUDnYuC/jh6oPs8vSrh/c9gxeP2sdorycn05GeXmASzRNR1N1NLYM9N+eYg7OqBNLNG3xAwuPagK2cCRHC1TtqDc7nP7QZVyksGVg9/c88aRBH4/xIaAeHLLzO1J1rjm45okKyjmZFzv9lLDGygGL1uFL5znlD77A2XMRuhLOePeRY75vOPrEZXQDm6837HzuFJ9aime38bFobCsvWAoJaBLcQq+DtsKuMIUkIYP3arJ77b0bAsEYpi8OOIsMppJgVG3LfTG9JnP6jTcdva+fospaRkxVzcoAR6Upyg9pUrApa9EUvbfD7OUd0VJPNemJcMC7dwvstMR1YhafuIZLFItt04qPAMFgKk124ui+OyFEhjrrUY4kIUumgWju0LOKEDw6z2k+dYvplYRoGUhPKlQTmF1NqfotMLFNLMzWJsXLV2hy087NFabypAclndslPo2oh+Ir7mND8/J1VO0w50vM8QQznpM8jAixZXKrz/SafNbJNcP0Sk40C2Rjh64C+cMl5nyJ66VMnutQdxXZfUf+SDpki/2Ek1c7uK9/hwTtP0mlrf7obxtj+Jf/8l/yl/7SX1pTvn7iJ36CL3zhC/zDf/gP+dVf/VUODg747Gc/i/ce5xw/9EM/xN/9u3/3f/rSHwXtb2OpJtB53JDen+LfvoOKLNHwFsWGoUkVix1NsJCcBjqHDQRBlrpYtQFcKukQGVBaFMcqqXzXFDAXMEtpi4W6wZxMiMsG389Y7mY0mWJ6zTC/7EnGmu3fWxC++Dpd8wmOP5Hhup7ljsYlhniisbMOUd2gliV+MpWKezrDGoO5usv41gZNFqh6imIkm5DpGkwZY5eO5P45alHQvLTH5LpsuOlRF3NXC5o3Ey3yoEFPF/I6Z+e4+Ry7t0t1Yyjt81Y5ysWa5Zai3AjEE1GcIkigTsYSKFfWmW4ygekUlCbZGJL2e7hRh+NP9Kl7LVXHiQHActMwu6qIzzSddzvwAOGcHx2hlCLZGKF6XUKWUO31aHLDfMdS7Qnlq8lbGcmlQvmEaG7JHszh6+8S97roT73AcDTn7Cym/6Zw50HGYypJUC89R7GX02Sa5aZei9z070gA6H3lEPfOe+Qv32J2eYsmFyMY3rmDa13JAOz1q1S3BpQ9cZAqtwJ2pomnOfmyFh3qZTtuqSRhMcsadfcxbjxGf/pVJjcymjyw+VXovXGCKtprD0I9OhGWgxkOodt5qprDeXQlohvayTwbI1Q82uosIGOOybWI8auO5NiQfVH81s9uZthPjVkuEng9xr3+Jvb6VabP9aQFC+vOkaj6yWcIWSyJj2m7BotA+niOf/f9tYiNspZs81Vm+5mAQWOxxC0HimJDKnJdBfzb731L0Rud14gojFAr1yDHQYfpVcEERNNAPAskZ47obXFWM594mdOXclzWqqFFUk03LWArPwqoh8foJMY8310709mlJ5o1qLLC+4BOE6ZXEs5uaaIZdLIEWwbKoRxXOaA15wm9DtOrQp8LRl4vPtfs3D7Dff1tzGiEvrpLSCKqUcJio0XUn4mneKha6l4ckw9fphilNJmi3BAAZnKqiJaayHnM6Rz39m3s7g7RpevUuSE9abB/INxztfcy80vqKY+FD/X6k1DX/hiTgR/90R/9wNz7U5/6FL/6q78KwLPPPsuXvvSl/+WX/ihofxtLN4H4tEDPl7g2e/exFuRq0qK3VzKCbZCKz2Tz8IkWo4tVSw3EHWrekJ7Z1u5SNpGmG5Ncu0Iwmnq7R9OVNnU8rbELzWLHtFxZ1mIj9mxJ705G1TPrNp2LFeVWTLAj7KwSZKz34r0bW6rNvN3o5OfLgaBN7VLm8D5SRL0UDZilo/vQC2L+vMA7j/YXrUsfKUInFRDUYimUI2tFnjRayYuyVj6Lp9A5cIS6lhZhLKpnQSsi/S0y+m8x12syxWI3Woui5I8CdhloRjn2hZv4fka5mbaIX2k/B6uoO8KxN3Wg84C1eYRvldGiqQDb1GwpqFnniaaB8UmXeKZw3YRof0+sNadTlGqrnZZml53IvSF8cY8pW15wp0PQWrybTeuJHEVoY9A7W/heRpPHIitaB3QjTlS6FTVZPDMQetlY5snKQTWMMKkhqbaxnZzaaPJH0v7Ojup110Lv7aCMFsT14XHbyamgsCijMXs7EjTjCDstW4lQCdohi2g2U1wivtWReRYfGUlG3rXEk0B83mAWDZ1HntM3hthSEU+W6FR8yWUE08qEtkIgda6oBiIOkzderFndE+MakIC9lgIO2LOC7iOhrPmIddfEVNLZqruazvPPCBe7qmW0sFzixudiazttSE6NmPNUkhwr79cSrsk0kJ7UmMLBoIdNE5zVdA4dTapYbmmq1mFuJdfa5Bp2NvBKEU893XsC+HKJohxF2LME1TIKXCzOYLpRa/1/XUF6CnYeRF4VUIuCzoF4EbhYfs9UgWq3RxS/RHABVTYyattOKUYa3dGoZkS02cUsKux5a3tbC4jUJRpTCb9e11D1FC425FnrPOZkRBUtgwAan70GRlFnAjT9jgCPw58K5etPc30UtL+dVVXor9/BVUKFUVlGkxuhdiQtcMMIQEn5gFk0RI/P4eQM9raoX10hd7UE7aomejTGzHNcL2W5KzKki92Y5c4eLoLllqbpQPd+YOs3hMuaXHpWZlQ2rKuF8N499s5nhCxh8to2ZzcNTY6YBzhLPEnoHGYoB+XAUHXVWqM4nkimL8YkgWiqReBlHjBVRpRa7KRg9F7L353OCI20hX2LlK9zTbmdY5cJ0bJELRYQC8q5zhXlUKpru1Dsfb4ie+ORHGs2RyUJvivuRbZUpCvKGbQPmF/PJeEiMSo3AsWWJBqjr3s2v3CCz2POb/UoPtFhdi2w+doRWVRz570dsruxaEEvpcrrPWzY+N1jlPOcf88uZ88ZkY98/3xNj5N5b0XvvqPuJ9gFLPYSot5V0vtT1Ju3Wze0mGKoScee/lePYTyRtqzzUsVmGXpnCxcZOgeO5EwTTSqZw3dyTn5wj+k1TX4Q2PyyyMl2G5k5+40ehz844vg1Te992Pn1Q9R0zvLVK5w9F6EcJFsb2GJIfC5+3KqshCo0m2M2Rky/5xKLLcPgTkU8neHnc7FxLUvM9hbzl/coNgzdBxXx196XpKs9/2ZnC3c5oxga5nuGJkvRNWx8vWTjt5+2Gd0Yz9j4fKufXlQwHOD6mSS2sQS1/KgR8NYVy2Lf441m9HsV/vgU1eytZWVR6umK2Tt45y79hzlsDDj5/m2Rgg20VENYbCvKP7uFbsRT3FSe/MES/XpBqMSIZsMoollDmIrEr6DnJSnv3Ftiv3EXNeixvLVD1TNkByXdP7gP1mA+uc95fLGNBqNYjgz+pSGmDOT3ZnR//xS3t8npx/tUPUU0yYWGZkSKt9mo8NYSzURgJTkPpO9X2KUT+WPAHR6T/V5BZi0M+7hRTtOJOH0podhI6b/v2fzv9wizGc1LI6bXAQWza7Eow0075Ad97DKQ35/R/e2HqCSmv9nH5TGz6xnjFyRh6t3LpJCsK+LTAkJC1TdM/sxorce/wkt86Ffgo6D9XbV8uEDzagEsrY0UIuE6+qgFzLiAbjxqtqAZj7H9LtACzlbUgOAJywKtlCiJuRhCm423wgfVQAQP3BGwLPBn56L25cSVCOR4frkkPK7Ec/e5TZQTWlKT0SKUFfVMCx+7KxxSkM3RlNIl8HEAHXCVHF87Aa7o1BCNPe7gSIwyWv4vtICh0FbbicZ5iCIBcq29pFvus08CvlaYRYN7fABKo4yoSQWjxbzEX/CUV0vptn27CtoavAlyzDjgm9bo5PgMPezhkr6ct+2aP7v3LlvRjH89z5mfD8VOEXlPqgGOTvB1g11so5xBNaCKimY2v7jOxgjveCEVuwB7DEkWrdvKq6pLBVDzJc3JKSvuvrIWE8eEXFT41pV07UVVLo2peoKKjqcKXTRwPsMvFvjFAsslvN2gHjhcYsT9rEX4N7lqEd7gYkM0c3AyxrWa8wQvwSLX1H1pJydxvA7Kwcs8vu5qyoEmO9ZrVbTV0nVDUK0Ebaao+ivP94bmzl1xERsOhKu8XOJnc1BavtbJCJHMZdFIW7zya1OXkHhRFAtBAJOr7pFuQV/arM8jcJFotImdt60pRyXnwMdyTsRAB0xpiM8iItXSo4qKaFpjFvXa7EaFldGHKBP62RyTZzSZpuppsmMlrA1j0OWe3O8r0JmS1xQxI49alDSPHmM6Gd72cVkLDFUiLiSc7rDmd6NkRGDnjYzFnGuTlRo3PkdpJZ0uIJguTd5KHZ+olj8vxic+RjQaLG1FrIhm7Q3ZeNzxMSqOMUajqhSzn+Kj0HbkNDaO5XmsxdioHFqqoVwjU7IGo37415+Mp/1/5PooaH8bK2QJ4ZMfEwUvragzw/SSpe4GXAwu96AF1JU8nqOnT1B2jFhy1l2FSwxaK0LlCLM5NA3aaKJpupbkDFrm44JGlYoWZM7df3sKqo+pGlTVYPZ28ZtDlld7+FhkJbe+WtHkhulVQ9W7QNWqhvVDbhfQv9sQnzfSMehK23i5pagGgrJdjjRNEmGKjCiTVqe6sk+z2aHSit69ku4DRd0zLDcspgokj2OR+Zwt6N5dkOYR3YetZSeOcitG//lPEo8r7Jv3BDBEKzKhFcvnNok3uhcB0QcYzwnjc3Qno+orqt2a+Miy8RVFPBPDBhVHhBDo3q+IpxZTxfw78z3YpKE5SkmmspnrdoNvck24so+qxdt5+yvCea2ujuDSsOXba4rccPB9hvDCjGoek96NiaYQTVMyYwQwePcMU/RAKYoX9uGFfZL7Z/jb7xOcuDypxmEWBemiFCeuLKJ6bgdvNL37js6hIjmtUSdn+KJA5Tl2awM/6qHrIPx9A/OPX0LX+4yfj1ns+xZRL9SzcmiJ93fQmyPqnR7lZiw4hNOG/DCgS0e4vo8OexIclKLOI1AyFnGpJty6JrzztrLyVpMdliRj4f26tEXWPxrTIGOesFjI/HPQR13ZJ0SGcpTS5MLzB9F3rzuK82cTqfDuBvp3NNHSUV7fRF0esdi2Mnc2MHumS5a9SjReEt59H1/V6FdvMX2+D0A6dmRHgbqrKUbSJl+J7gUltrkA8TQiThNU0+D7OcVOgp1ZsrMB2nl8eqGPf36rR3T1EwQtAStaBJrUYG7daE1MLMvtgPJqfR9FM+gc1Nh5g5rOL/YLfZHMYQyhaeg+9DRZQnwuQLto0VB3LPMrKaZO6AA2TQlZght18Fajz5ao03Os9wxuJ0RTTXoWaK5uo3dGJOOG3c/bNZJdBUkM47MSVTr0yRk+BHSvy+KlPRbbFu0CW1/2gg1INcWfew1TeOLDOdGDM9Jkk8VujDaQHgfSM4euP1zB7g9dHzI51o+C9rexXKo5eS1v7TPlIa+GgaYTCHFA5Q5UQNcGdf8RzWS25tcGK0G76chxIpD28nwOiwVGKaJhB11HBBXh4oB3F1Xqumr1jvC1t+h/wwp1ZGcLd2mT2TNdjl+TanX/txzZ/3gDvb1JObhM3W0r/7L1UlZG6DENdN8c4995H6sVmTGoToezH32OckMq/nIkvNN4GhPnGQqYPzfi/EZEfuwZ/u4D/MER5ntfZHItRzlFP4vAOekKvNNgrRV1reUSvbnB4f/1Oue3oHfHsnc3w43PQbfn1MDkeoS6Gq0rGeVg4w2NvnMfPexT9wMb++fMH2+y9dsHhAePUZ0OdHOU82S3T8iA9HQDu0hwabKmeYFstCqI1vfyWg+7dMT3xqgvPsTs73L6g5dYbum1X3eTB6784AP+9vX/yhfmz/D/TD5FdZSQHVoJ2osF7p07mPcM+tlrHPzINuVIsZVskN19IFad06n4bUPbYTDwiRc4v5FiqsDoy6eE23cJztM0NSiN3RxRXxrR5BZTQXIq1ePJK0InK3Y9ZndJU1qqOgYURa2JLndRLjB+MWF6XUBH1/7TGeH1d9DPXGX28iZNcuEhvlJEixYBl2imz0pXaIUcj6aO/O1j4e/XMi4IIYhzFYB3ch9rg7m8y+zWgCZVFCMZ7egKGbWUgWqgKEeBaK649OtzzB+8iXrmKqffu0nZ1+Kl3WqxT64bZpdyevcSeo+PUGHO+YsDHv9wwJ5rbvy/F+jf/wb5c9dx37PRmsOoVgUPqn5oNdo1/ShCxTHNIGGxaYhTTXLUQdcNdfxE0L6pqYZgZ5rh25507MRv/PkeTaLEl327QTUKM2tFhRpI709Q04V0GeCiw7SiqhkDTUP3zhy7yES69Rt3CfMF4QdeZnwrapH0XbLIUG4kTK+K1vnmVxXm7TuoyZSe1uSDDNeJWFzJCQp6706JP39PqnT/hJBL20loVh2FbofxrYjZdc/wDcXuf7tDqCrO/9wtDj6lyI4Ul/7zOf7OPeJejr0u91nnoCZ9/wxdfSsrpA/hCh+uPv9HQfvbXGHV4mvpKnYuTj8+CdTagBZec3D+KdUo1TgBILWcYbOzLUCgsmz1oa1UzUrBIFqDT4L+YFYYGuFIa61RkRXepRLks67ED9kvC9SyIJp7opkhmiNUnhBQTXRRRaUxut8Vnm5RoupKAvvaQJpWBUwRNgbyO7Fa82sxRpIHH7CLlaevxoxGF+93xVNtqUWmEnEMXQdCJ8NsblCldk2RW22ELhH5SYBqGJNvDAlpglkoxqddsqUSfnang0rip+VPgRUXe+Xx/c2+wC6GqidUsOgoQVkrXNqWU6/CiheseHze4/OzZ3ljso87F4Ed3QR0vye/1yZVvpuIpnTSioZEEappBGHe0nkw0v6vkwvQIEBoTUb0QI7pBx0RwIjlXNlFa7bSIphVA/V5gioFsBbNVt7q7Qf17ecP4GMjwi9Go6uAUWHdniVcqMw9ec2DUetxzjppjKy83SCe0HhPcL7FOIhhzOreXSVhK8lMHaTNGs0Vdg562RrP+LBOhFfAypUn/OrzqCxDK/mZ0F5IXQt/nbpZJ2J6JdNpRXNeV8IwCP0uOompcyse3Yl4dNsQ8Cub3KBocgFw2iXr8+GtWoNNvW1vJK/EU74A3Xh8HktX3/t25CPqfvG0ZTj0unIerW613gPU4rtuCuHOrwSKVtagonAHTccSDXoykmppaj4S0SPRedCwXH4QMb8ewz1x4wdEERDEj9379X0QFMLFVlpMhRYCmFRN+M7iaH/UHv/uWeIgJY466UndCi9IO6oaRpw/E9HkkB/UUNdP/a4/OmHrcxafJxSXcg7+b1dRDkGIntUwr9BHZ5Id711nsafwiQSuP2yWpKyl3shZ7sZEC8+l3ygxpcM8PKEJnjCdMXh9TOd+hpmW6PEEtCYbXaIcWYKFs1d62Oe6ZI9L4nceSRtPq7WG94qeM98zLLY20a3kZ+++Q/lA8cwm6toGpmjY/vwYtKbazFh85lmiaUP6YIJaluKzncc4pRi+NWf4FrjcMntxAx9tykignZ8NbxdEjyZMX9li/LLC9xtcGjPsPYtuAjtfrFFf0Pi44ezVETAiO6xJDmaii55FeKspNyLhv0YQzcEsJVD5uJVv3FDMr4h6lYuH9BOD05rssCI5VZjCYeY1WM30nS7/aecz2EXgmXsVdlHiE8P845dFfKJ1vKp6F7SaqqPpDQfQ79Fc3qTaSFukul5XYKL9HnDdBHP1Em6rx/lzOU12cQ1MLe1J88iz2IsoNzUuCfTe0/QetCYVZ0vMorVO9YDV9B4YdCPz+Nn1HLv7PPGkJn/nFLWqklca8Ks/q69pTb07oB7E6NrjNrqoXk5IDK5tJ9tZhV7WIuH76ABflsJVzluJzJUcwROJSe9eQ/Zoia4carZE7e7g+tmFzjtyv5kSRm/XZHfPCbGlvr6Nj0UbP30sinh6Ua1tcJWXJCZeiByt8iL2o52nzi1n37Mt1XdPUXek41UOM7TL6Dx29N84Q1U1oRXGCVZTd62wDXKh37m1I5wmOTXsfqEmPVxS7GScvCZqi8n5SORwS8fo9Qmq8cLz/tglglFrCqguLdYY8A7z7iN2JyPZS6YLwnJJlF2lyWKaLkyvRaCehdZxLGi1pjgGA/lBSvLNm4M2qMgKs6GqpYAoSvJDT9AaUweKW6Kf4GJFMpakz+cxZnebsKwYvT4RQZYsotzrEe58ZyiifdjWR0H721lthR1P2nZqURFmM/x8SefSLi6+RNnXxOfVB7Rn/XQKb06lKrv0Sc5vyvFcYskzTXakiG7PWgDQdapBIEQXAi2AqCU9YbSBMdRdK685cURfuY2bTNb+vb4o0fceYQ8iQlHStLzNaLqLqSzewnxPt5VVSvwwk2OrpwM2QNWDegCqhtGbkIwrXGIoNgWM17/dEN58r5UpfZHpVUMy1sRnCbpxuH5KuZGgK0/2jcc09x8QPf8s45u7VEMJnELdCkSPJri33iW+OiRswPb2hKNqhG4syTiw8+snuDffQX/8JR7+n0Y0ORAi4lMjlpG5xSUSPFwCIYKwkONL0AaUCLQUew14iM8tyXmOKR12UqKLBnU2pXl0AMEzuD1i2O1AWYmLV1NjP/Ey58/0RZQjW/F/oe4Eggmt2UICSrHcF83slZ940BCfB9IzqSR9ZlGDnOVeyvlzmqYTRCZ1ItiDziNHfDCj7g3XiP3s2NP73bvSrl4WIlubpahBn5BEpMcxqFh0voeaRaIY3A7YR4e41t/7D1vKWmxk8W03wHWEpFt3LFVfqq7kzBDNI+y5geMIyhKsXoMoeaI4W93H6XGF+uKbIjayu0PoZJIEPBHYV89Z+nCKe+Mt7NUrLK5cou5KYhdPJHFklXiEsL5fo7knOZHrZw7HhPkc9cozjF+MpH1OWyhbAXgGG4hmGvXgADcey/cBu7kBH7tOOYyk49MV0GOwAZxck/ztE9w772F/5JMs9qSVXfUN0UyTHynx0z4+xnz8Jc6fy5/iOfuV3joXegJPLrPck45AGihHCuVs6y0gn7UaCCAtmEDTMSTq6UpYadV2gLTI4nrhuscTJ1QzF1huyxvyRuhmtgz42KB7udgM33uM0gZ/8xLVwD4ln/qhXYGPZtrfTUsFEcQwSyc3tXOo0RC9u0290RGlpEQE9vP9XdlIzyf4okB3OqhLu4Q8IShF7z3ZZDoHjuRUWmTsbaNDEGrMRLXI9JWsYFjPqMxwgOr1CGlMNK3pAGbRwP4OdnNEGJ/hzs5bypEjVIDWIqEYx0STiu4DK3PHDS10tY5i8fzWeta7ag9GcwGvRTNITyTwdR7V2PEC1U3QA7uuqKTlV5McFfQSjZ07VNFACOhZRdKCZMKgi8mepbo8xLXe2ukkkJ14zNJLa3F/D+cC2ZspZ4+26Jwp4jOh5ixvDIk2P85iMxFJ2blUo6EF66kmYBBaVSe6kKUELjjZLassOhPEeHrqSY6XEgBcEMTz9hC9PRQ99TzCJQazbIjyDMqKqh+v5TtXTmksID1R0j5desorQ5GLrAP5kXger5DTVV9x/ozGFJrNhSc6rAiqSzXy+EFD0BG6kfGLqsXJyc57mMoSjMjjhroWkZ5+T7oknYxmmEvLFEiPJLmCSD53pNZAM9W0lDTfesE3jSD50xisod7pUg0sug5E8wZVe+iKoI4KkAC6lHtSb2+iN0csNhJp67YBSnmhC+VHYudqz5YymVEiuSkBt5X5rSGayTW2hQetsft71Ne2mNyw1F1IxoHOY7G19f0Mc/MZmp3+2qBHN604UeMhiVFt0MoOPXF8kQFLgJVnTDeecHUXszUSV61WWlQvG9LaU+fZ2mQmWAhxi9Ju28/R6YLe3XjN+nCpVOdsDDBaUfcSXNz+bvsWfHwh7mI2N2BjiGoc/vgUP52iJwv67wtlTCpsuXd9pFpnMDClZDouDujrl0XY6OQUvxLr0cLO0JsjSBN8V5zWlBcudnwuowmXCABVuSBe61tdolMNZ+eikHe2INNtm/xDvz5Cj39XLeUgOXfY8RI/PkNZS/XiZabXElwEdct9nu9ZYBc7b4hvW/yDh+jdbY5+aJdyoBi+27D//3kAZSVz7bqB3S3mL2xRd4S72XkgG0PdF6/laC6zQ5SGy3vMnhmIrOHtE6LXz+DSDtNXNvFW0X8jg/OJAN2KUmgjeY7a2gClMPeP6L1Xw+aI8fdusdzSFFuK2VWJZMkZpCcSaJKJ0JPi0wL7aCwe2EVBKErs7jZmK8XFZp29+rJEv36b3m3RziZNZPM4OUPdXaDyjMXHrzLfj2gyKIeyGaWnYioB4K5sU+1fxi4arv+/joSrPOxQDWLqvuXwe2LKLUs81nTvi6CKnTuCEZ9sXdQoF7AnSzpv1WA0ixtD5nsWFyuqQcDlgWii6dxT2EVg8PYc9eb7qDQl7G/iOgmLyynnN8xFAApg5wn9ewnR1FFsiCgOQRS8dC1ynr1vnKKmC5Yv73P8aoJuhNPc+caJBKqiBGN49BeuY35wzHye0rsfkx6dwosbZNen3No65GvZJcqQAwpTOtzjQ+LdIXaRAAq7aI0i4phwbY9mmFL1IpabUh0P31pg37xHFMfYq9vCJd+wPP6hwYXQSSVBMjtusEtH3bUUIyN0rJaWFM+C2MVOSthMqAYStDuPwJwv8WnM4vktXKpF5rOL4DYq+ZOcefpfOYLjscxdV8CsEFB1qxFfyv0zuFOSvPUYtKbZH1G+cpmz52MmP7Akyyvcfx8w/MJjMIbFzRHFi10ZibR633bZoM9mgi/o54TYoouGjS+esrLOFftcS7GT4zJBxI9fHRKMos4l6Kangc3PHcLjIzrJTabX0tZ/2mN6tbiFWfkMvHOXjYNT6HUYf3qXyQ0BBRTXh9iNjsjadtRaKx8F9bleYxv8jX3Gr/QxZWD4+xqmU9yDR4z+yxyVJixe3uPsZizAyFQCtvIQnwnmourB5BM7Ahj8isc/esyaTpkkNDd2WVzKWqqkMCiS05r46/eF+mdaD4CNIdNXtykGmsEdRXSnwS8LdFFi7keosvrfttf+qa6PgvZ30QoCflHO4SvhK7tEr4VKVm1XF0Pd0QRliVvwUYiszNOErYJ/fCgZcct5tpsjXKrWs0xTiVSlKxUWqSQJHqVlw6m7mrAEVTc0Z2eYnU1pB8eKkFoJ7sEJ2jwIzznEQu1hOsOdjrHWYspNdC3c4yaXmzk+V602dGtiUTrMrMQdHkmSobRwpxv3wXn7ChE/n6PTFL29JUpbdY2bToVvakVwxScXeDdTBfxkKsA6q2m6Brto4PGx8Gav7GPjES4zuCzghg2uaA1TCn9BR1nNdEOQTeZsClphd3soL3SiFbp4ZUkaLQNmXuFmMwESuQ1AZn1NF1wS1kC2oES7PCjRqV6p2K1MP6JpA4cnNKdjzHM7opLXSJeGpQh8+POJnEN/nVG+xAdF0LFotoeA0Z7c1tjIUUYt3S8EQl2hq2at1y2VcstOiC1NZtvr2F4LpQjLQirxRS0c3ZGl7rS6AjG4WmGWEC1EaKPuiOKXNxcoewkSEmDVSgVvdb2d0BxdpqkzQdwrOV3r92mqIJae4zEqilFxJEF7db2eaG+beY07OEQlCeyPcKlQxvJOySArmOoBar6ELBVBn4GW6roQrr5qApQVWEvQGh9pTFmjzmdrKVS0RlcxcWJxlaUcWuqhXMumI50YU7T38mIhGvM1qEYJOLEF8QWrJegul8IAKQfoZlcqYitVsU8Mfg3oe+Ix0aCiCJ0mNLnw9E0EIRVAZKgb3NGRjClubD+BRG9/18l7XIHl6kzOA096Myvhh7vUUnXlQVu111XjoSzxaxEdj8nz9fhoRTHFO3zhoCg+dKjrP3R9FLS/e5ZIFhqiuA2KSDtONwGPQkUXLay6086Kk1g2Cu+Jp5Lp24UTpHAUY/Z28IMu3ii67y/wVjO7ljG7rNENdB840tMae1aC0uhBnyaNxKXIa9xGH+su0QyyC1OHD7zxgOp0qC4NCFoRh4AuBLXee3dKdhDL5tiVmbAKsusGrVrpVYM3PVJ3VahcvVw8rjNL1ZdKNNg2kD+xVJrgN/u4PCIKAU7P8GVJfvuM6LxD3YtY7IoJSJMq6k+/ILzhnrg2lRsJtEYItRFjj2jWsPVlRfOmJVp40tMKVXnspEBN5oQsobw6pO4ZknHK/7+9P42xLEvru9HfWmuPZz4xR2ZGTpVZc3UVTTXgort5X8N9r+y2jWSDsbFpq8EGyQ0fbAksy0iW/MXTJ1sGGRAtI+RBvnwA+TXC3Gs1MvACbuixhu6acs7ImOOM++xhrXU/PPucyKyqpukumiaLeKRSZUScYa89rGet5/kPUWWhrIh2xyxNSopuBMQUPUEW21hRenA17ccXJfrgmHAc0Z11iI8b2EQzWdfkfRnfZEOMX4qeJ1+p0Llm9Q+g86URepxJogSiW0esB7qWctVkz5wjOpyhvlTiJlP6X8rZ+f+eQRfQuJehGinp3Yzxr/X4XLsPCZhUFm8oJYms5lODwpTugWs8B0XOr910MyYNHkPnFnM0Jbw7oT1tER03cLFm1jOi2DWBxp0ZwfEUdaHHdFU0AlSNvDaFxwwyOBzQeFMRTNs4I7vt/FwPlPCCTeZIjhRckzKwrx2z4n1hSaAU5twm+cVllPNEt47wh0foRoKyzROxoPo6BHtDGnmFizrsrHS52+zQSGD//3UJF8B0XVG2PY1tRf9LYu5hDkbCiY9C9DQRtsQ0x09qSc/NFbLNJqZwRHsTgr0RuuhSpTFVXC8cZqJDX5ztETYT8LDy+ZyqaTh4MmCqI+IKphc6pPGTmL0B1c07eOsIx5ZooImPPMndqejx2x4osRg1+Ylz2ej5s3h1jipV9e9hdq5N2H6K4HiKv3brBBHuxba2fcsRjh3aim+Bmi9SAZOVwpd/4CEUFL2tHdCCmSTu2WrM7P98XFo3uSjHVc6T3stp3PUExxlEEfp+SeHxe6Cp7ZFq10MUp0n73YSGKtXi0lUrdInXMKA81ssWRGQ9wSuNT0Khc1lHNHIopwmm0odUYUB1dolsIyHeLwhfuiFqTxvPkG14grFi/X9nqN9/WShD7RY0EmxSA5pQlP0ETJ+yFy/oaO8UvpEwXYtwgcJMmpjjhvQwv/gmpqowShOB7IIuniNfb1E1jciopgpvQpTvgodsLSSvhSvmO6S30a0A4phiKaVqGsw4RWmFz3Psl97EaEW0vkZwdYOqaZj1DftPJ3UJukZUx4psWcwh4oH0/oNxSfeVO9ij4wXoCqXwgxHVYIhZXSZ/ZoXJpiT+4CBFTzLY2YfBkHRlmap5gWluhE6TyqTm49oysyyodnbl+G9pkhcNutXEvHCFo1hK+rM1j409enXGlfUDdkct9O924Qtfwjq/oPpV124Q3rqL7raZfutlBhdCWvcM7RsJjEZEn7vG+Zvdk8VWIyW4e8jGF2+AVkw++Bh73xSgS6FfmTjGc7ILVIUTla8HLnR9PTRM1gzT1YT42LO0M6C6eRtuaaKaphe97xEGl1PioSW8tU919x5R+0lQ4aJXL71mjxpOqPb34eCQ4DVpt5TPPsJ4KyaYeZLdHJOVmMMxbntHdrNrK7hOAz2e4Way6Cw3e+w/nWByz9pBgntzQNDtoC0nymSAr0rczh7qIKBlPVXSo2grphuw+21WQG6BA+NxBzHxG7tUd7ap5ip0cYxpNOTfkww7nqCCgHwl5fhqSHzsWbl2QHX9FqG+RLAmIjQ+r3eyzjPdiFBrEc1bGfHvvUoSR5TNq5Rtg6oUo7OGbKlF73WD3t4BawknFfFRQLpfoW/vYg8OiawDLdWb4ChDj2fMLi1z71tjio4n2Vc074lJy3gzwJ8LaN2NaNzbx49G9YJMsAHdl45wr12vT5K0y3QzlbZOVZ3wxO8LFwh1TGiqooc/3gwYXZK5KpgKhiXZ96z+5j3c9Vv4NEU1UnQcnVDHpu+BpA2nO+0/U+FkR+GNIlhbhcBQJeaE0mzntDAvvOiZw0cBZnUF10rQVgQmVGnrB06dAJNig+q0UHkkJdd6MWiTgKjXXezsqSwmq4gmofBbI03VFgOFcFrvtmYVfl7K0kZ2wIGAa0ROUkRa8E54xEboIYQRKjA4JT1UF9WOQzU9aU7dcUYmAl1JP9mUCJDOSSXBtNuoRopvNdClw2SgSnuynnBWlClnM4JxgfIhNtLYyNeqTrDwijb14jiUVoRyRkrsZQXtANduQqDReQHHDqqKYOoIa8lW14rk75VFzWS3F44tcc0l1mXNC59Vcsq1kcXAfXaVKo7qcqRweX2g0DkUjZBpGVJZXftba1So0HFTQGFZJi2Q2pjCm9rHudXA5B1Ut43tNqF2K/Peo4pQdk9I4ggm0hcuuhHJxTNUnYQw8wS57Kz+sD2DtjX3t/R1K8OjogDdaqLCEOs80Vh2hz4vwFn0tCQaeqqaseiCuuXSSDDttvDikwSfRNjUyD3hxZtb1+50qi30J7xHZQUU5Qmbwp88Jz4NMf0+vtUQP+xAFOi0MShVe8InCT4QZzOvBHylrDwfKgtQdo4kry045+fOGHwrxXZTTBhg6n72fFEYTp1cF2dReUE4tmgrJX4bgvZihSm8bye2nnG0EPvRlQAPlZOKgu50pFdfOuKRFYvZZophSYxgktoGNBHzHxfqE89uJ20X7fyit29mblGOFr/umkdfViIlDHVrzcvcEIaoMMTEsewkjfTcfRhgE117q8v8E0wtpghOFviqrhBG4HpNzPpaffEFDEgYiGXo/mnS/kbEadJ+F6FnFc2X7lGcX2H3u7ZqnXFJLsqJBSMOWtsVjWvHoBTZ+S6zq+cwhReq2HGFHmbYeofkjcYZxWw5JO+dAQXZsiKcCA1qcCkmXr5Cul8QvnQTPxwRFCW97Qau02D4WJdsKaCx7+i8fIyeZPijY+aa17rdRsURtpVg50jqyuHGE0lOW5u4Zkzej8mW5fZo3c4J7w1QZRO90eJ+NTFg8ZAHI+h9aYw5GOFHY2xVohsNim++wvBCTHJsaX3piGg4EZMR+6CikhuO0de3MUFAlMS04wifRkwutBaOaCCl1qKlKVPho3eOupiyxF3Y4OB9HVwEy18I0YdH+GxG88VtGm/ElGttBlcaOKNo3muQ3GvjK0d845DkTSfVgRoQxZ4AlUy7ibu6Rdmpma9SiQbv6dwSepiprSsPn4i5a1dQpaJvPWZlCd9qCCo+1qS3hqhX31x8jrJSjp9dXkGf7TM+nzDakoQfH3iiiSQmb5YBKYcuvVJSNTT774vI/88+zduK9d8dYg7H+KPBAwI+i8vjJWGnB47kQKoT87KpObPB+Kl1XKhobGd0PnsPilJsUAF1Z4eVosQ1E46e7jA6L0Ie0eMrRGe6TNcixmcE6BYN5Z4PMofZG+AHI9z5DSbProsGwetHcGcHV5uuAOKbvptI+f5Mil69QtE2ZKu6Bl6GpI0GRCHl1TPkKxFm5knvzWh4j/INvDLC53+jItnLCY4z/DQTQF5ZSSJutxg8vcRk0xBMmyTHYugRH+Ss/T9D1KzAHQrFy+0d0CgrfCNh+L5VJpua+NjTvDnB7A1w7Sblk+eoEvHSNjNFMBXwZDhx2FDjnjmPLh3BUUb7ziGu3WTyxDpVQwtOoCVtp2AaiiOZgXTXk+xTi8tIAm9fzwj2hovqgHceXYgwUzDzD/DrVRDKYnu5R7nWoWoETDYjyiaEU6lOKQeTdUPZBuUVyW5GcGsPOMNsKcEmLHTXy6bi3gsdlO3QvlPR/vwuWEu11qXox/g77wWetj+lfP2Ziqqkunkbf3mV8QWFjT3RQNSdVM0tFY3oHPf6DXQzpXq8z2ir7nEdlASDXOg1IKvYGlhSxYqyJROXN6IGBZAvKYquASLCGhjDdAp7EGysU72vx2xFEQ8UantXjCrmoTQqjiBNsLHoVnuF2C0WBaQJVS+l6EVkKwGTM4JGTQ8M0WiCrneYi4+bb5ZqiUZTesz2IdWduyevCQMmGxHDSwp329D+g+yBv98fviyw+wcP/M50OgQrV5n1ZBc3p8jYWMAx3mgRgIgiym7CdFNhE0/7dlTrgBdUt++A9wSNJ5ktNahS0FWAKVKCUYG+u0tVc3LfFlFIvpIyWwoW41XWEw8s4VGBzirM3jE+L+g0LzE5a+oWgcM3U1y3wXQ9okoV4ShFLwBXUv61IfLZLmB8TjO5XIJT2CjAHtUKWKm8pfumI707plhpkG0o+o8dMiyXMftDqus3Hzzuuej2/LscBBPRklZZLuVpwLVTxmcNLlA0tqG6cfuBxG+PjuDoCN1uYx59CtsAEDGPKtWMzmlGVyqUV7RfN0RjMT7x4wn2+BiunmN0NkBXnsYNg6sXA4tjzIuaKywgsipVtS82tfmGlt18mjBbjZlsaBp7jvRmhspy4n5M1NNEY0/rpT3s69ew2qCTWKojVqo4KoqYrhomZ8VZrmwagsyT3nPYL77+wG7LTSa4yQTdbKKfXFlY7JqDEdWNW5jHrpCtyDV1Ua2YVwijIxyVlO2QWVcc4tr3BlQ3bhFcPE+20me2JNdURJIUpgmmUJhZzdGvQaBlrc8e7I+wr187OWfaoCon3uP5fXSlGh2uggDfiCm6EUXHMDqvKPqOaKCx94TOWHQUVeoJJgozmlHd2yFc7RGOY5RTC5aAjSHbkNaPsobWKwHKOWwzJO8FDwrgnMafWJwm7XcTSYx6+klsbGhfFxtOU9a8XjNXTBIAVePiOSnFDiu616SUXCUGt5qiezHq4ipVbBhtReR9hck8jV2HrjzTFc1sWSaHZN8Tj5wYSTQaGFWLJhiD63eEjuTrPlySyMTT7+E7TUH2TmQXYvKOeAAHUC4lxI8+IupsazFFS6Osp3VLQE+q8riNZVwSkB5URGMt5T53YlwCNfI7CtFJIuW5KES1muhafMJrmF1dJ1zroiqHKiqht+0eLHZ289BJgmo2UK2mTNxKJCzjoZXjrisaKJhsNeF8ExsqmncFDZvszvDWipPR+iq+kZCtN2pBCvkOG2l8J8Y8fh5dnsUHGhfITjc4zlDjKT4KiQYFJndUTUPeMQKoqvvOynvBAuQ5yU5G97XWoiJQbPVFfKQlE3W2ntB64hFcaJiuBRRd4ZrHA/FRz5ZT9HTePK4XJpGoqckJBj3KCLWmeTvm0CzR2VZCGVNK+L39rligNmqVsqmjNXPgID6oS/NltUCZ6+GU9u123YLxBOfPimDM4ZFIgs6jLEn3Slo3IoKZp7FTEkwtVZxQ9OSYkwNPsl+ircNeOQuXz1AsJcTHDlPUpXGQe3JtBZ9ElMtNypYsyOJjR3LgcfEJIj8+rEFrWmNmjiDTBFnNI5/lKCfubjYC128RbKwvOMgYVXOTFUUakh46TCFaBzYR1bqiG5FurAuKfzjGlwWm00Et98UQSCuiAeBg8sQa4fklKqMJxxaTa4q2cLvREIxFr8AHzUVlyPabBBe2cK0GjT15duZIcq8FcOlCAYTFhyUmd9jUEMX1M5bddw3ghC3SEJbJXApYR6GYs4QhlJZkLyOchngdC7e7Lo3NBX9cKGJC+WaHuLyIiwJa2xUuUve1JhTVIbhAi6ZAOFe+K2m6++RxH/LwDxkK/jRpv4som4Y7f75L903L6idvQ1HilnvYdkzRixhcDqmaAAE2WcVkjsaNAcln9mF9hcHTS+RtRb6smC2LapaLHD7wtK4FbPzmIeweol64xHQzQGfQez0jePmGJLPlDj7sixhCbBYOSgI8UtJDDgzTJzYYXgiIhp7+p3Zw93bQS11M0cRrxehcxPjsqnDLO7LY6F4T8w+KkuKRDYaPdoT3+eo+HA9hqUe53oHwpK/ltQDcdK8LjRTXTrFxgLKe5EBEYnafj3EmJshEOCOcePp/oOEtOzDd6+LWl7BpiE1qxa2BpfmFbQHjzOPsBje+e5np1Zzml2K2/u9D1M4BfjLBFQV6ZYXRs+tM1ut+qxMONQgtKe9pJpuxaEwnniqVsnX7Rkr7VpdoVBK9uYcZDAmubjHrtcV9bL7LcA4/ldKlfulNVq81UK0Gw+c22H9aZEptTWWrUsN4s4cPYLbiKdsOk2uSG8ews0e7+yjZeigCOvpEdatq+NrEw+P2DtCDIWufCulcj0l3JsLNNsLvHTwq7Ytw6tCFJz6YEdzclR71fCdWVQv9d7u9Q2MwkpbJ1hrjpzeIRiXhSyX2vqTtipLkS9us77Ql8R8N8HlBf3YRF4ihSPeNjPD6LtXZZXa/pU3eE32B3uszkVQ9luuml/oMv2mDWXeuvlcjoV8fom7chTiGTksqT8dD7HCMcZ5oWGJTTXRc4o+H+CxD2bMiVKIUk3MNksYZylZAtiwshLIllLdoCOu/N0Lf3KF44hw7zye4BKbrIWa2IRKs1+9gjwtYX2H4zKpgHCpP+05F3jFsvxBQdjTdLxnW/58Bynsmm12qhlTYwr0x/sZtguAiai3ChorJVgOznhKOKhovbYuLX63brpoNJk9uMNkIRAr5xhEMx0RRhI9DEVc5On7bvFM1QmbLCjtGhG8Alab49SVcaDAHI9TNuwRa038pEn/3y5scPNOgaiix9m05CqU5vhoRr67T2ClofuYWvihQrSY+iZnz5nEOn8S4doKPDWb3GHV4LP7oD3t4Tsvjf5bCayjbQtdw+4f42tfXxwZtw1q8oOb3xjVgphJbRt3vCoCrLn9WHSsOCnP5RgVqOsMOh5iZE1nPEvS0xI1GmDjCRQaXBlSJwSYaG0tyEz6tF1F/Y2ofYOF7o7X0kisr9DQrpXgX1SCjmFogxOPHE/wsB7VZq6IpVJZTHR4TJAnKtcX8wNeALKXwoRGAThpjmxG+BtgEtc63jaR8vfBLhAWiHhD0s1YQR9hGVPNa5Xwr68VBaziW1yiNLkpcBEmrwAUxepJhj45kjN6DFv502VILjvCcbzyvSNhEJCyr1OM6FVhFeRhSNTSmMFCWuOlUAIP1tfE1aNAbIxWFMMDnOW4ykSqGX8emnFgxIlUNm8j/XQje1LK0tQ+yLqTsuegBzLEDum6le2rxnZLwKAOkIjDHBrjQUCWyaAszahqQuKvNVfhIE6m4gAAfy0q4x9YutLB1FRAFb58afJ6jpmHt7CVezyoviSY1WGpS4GczlPNUCVStWr0vK9HTArxDhZKQqlqDYB66AqzHTbIF/1sZLd9Zi30o62T3aWtQVk0/mrctXKio0oCyoRfVjbIp11YXSsCPgyFmVtVAQUHh28RIu2TeugiDhcZBPPAEY0vZEMcxeiU2MajSopw8lycSvwIe1FaeK69rpHaoMJnCZ5m0DOqSts4LTL620ElXlUiLyrX2i2rIWz3E/dxVMFL4KBAmSRzhjDlhbXgB47lZDt5hNpZBNU5K2rWimwA65fvcYIjLMowTsB3WyvNvLWqph++mKC9zmM+yhy7Zfdk4BaL92QnlIByKEhXegzHYfptss0nR0bXtJpg9T+tujqo8s4t93NUlbFwbBRSQ7niSA+kRuTppJvse12lg3BrxfsbGp+Q7bStCfeApqsSQ98JFqc1G8hDGA0d8LCYl6miIr5OzlBAVrplgej1UZWneyXCxIVuJmPXE7SnIWPRA7dVz4DyzlUi+J5gnE4efTAn2Rpg0Iu910G1JyrP1BkErouhFzJYMynma2yXN6zN8bCg7UW2kYSg6spDIN1pE5jGUc+LbDMw22kw3wpMyuK/7m2vLBO0Wrtei7CdUiaHzpqfcaREfO8ozfXSvRXDvgOreDhQlyWGFC4Ia+SxjSw4q0ltDfGho7Aj3erQVMHg0EAxBKbnTxhp7bhXd71AsNRbnpmhrqjRG+RguXxFFsBtj1Odfw1uLyRzhyKMLSAauFqXx4rgWaYYXQrIVAVCNn1oluLzMrB8QDQQV3Nh3hMOKbC3k+FFB0uvSgfN4b1G7h0STFD/J6p2zJbx9wHIl96KeirKeGk+xNbfX5zlzFTCdJmCaAlra7FHEGpueCJw8oJVfI+jLp85zfDlZyIMqB/GxpX1tIgsa5/Cba7jQ0L1msXcVzbsF5p7gBeyFDarOBQCa2wWNHcXwfMT4giIvFabo0Vh7hnCYo27s4CZT1MYq7qkOVkmlIT7IBW196ZwsZoyiedfJwnDqFg5hVVPoS8mBJ3ldFpaDxzrw+HN4LaAvgGjsRGhojgHQpm6TSPk6Pq6Ibx4RZB2m6w1m05ho4PFpCEVF93pOeiio9exSH3W+R5BZWm+O8EYxW2tQdI3cu6tL4o09HmMHQ3BO2BSllOunj62hyxWxzS1lcaKzPqaoUOMMuyt65CLSAoWBg2e7JBeeJRpURLePUJUlv7jC+NvPYEpo7OSYccH0TJOyJcm+fR2SI6F6xUcFeibUPDsXSmqkuF4bHxuqdly7yjmRzvXgzy6jNvrw4v/v6za3/smFP+Vp/1mKOb0kyGTCUsZQ9mKma0bKUKmUN00O4Z1jMIbjK6uMLihMLhOKySE9dMTHpahrdUUDPMwcthXjQ4PZGxC9+Dq63SJ7/rJwN7WAY1D1aj4QYEr7jiM6LgkPp4vSmnJzxSYxejCdFlSW4MYuBAHOrFM2IrQVypYuPS5UjM83TvpuNSAOYKEMtQe62SA400JXYt4wWwrQ3YBZX5GtKEyu6L5e4j/3RQAircAYkievcPyUiHJkywF5t4W2YDKZGCbrAdmaJOtoJApXNlaUy010lTLeSgUJnHmWXpwS3j3ErnSYXGjhTEzHWri3I6YIBxm4hLIdkC3N0dkz3Ktv4p0n1IpQacIXnmK6kWLTE1tKGytm6ynKplSpvNd7Qda6UPqisyWPD2ElbNN9NRZ95qklHIfEI0vz9SF6PMWPJ7jBSHi09gq6iHARDC7J9Qwnnngg9KPWi3u467eIn7rKdK1P2Vboot5pVaKOxb56YJdQ3b4Dd7bluO/v0/mT9/mqEhWypSYqiSnO9jh4IsFFStDfE/egZalSYjaRJhxfTjj4JleDJeVFK78f0Pid21KqfuQC+XoLXVjarw1QeYUajKh29zGtJtlzZxlcDkj3Hf0/2EcNRmSrl8hXXL3rNUzXYlp3Arq3ZGfqllscPpGiS2kNmf0hrtdker6JCxXBxNG6XYPqQr14LqpU/p8eOLqf2cWutLnzHS2mZy2NO4aVz5eE0wpn9MIeF2OEGmbMQmI0HOTYN24QTtdpb24RTDXxwInuPBBf2yc6HsCZdfa+bZm8r1h6pST9/BsoIEoeqZO2ouo30EkkdrvD8eLZ1JVUu7LlYEHVFGcyCGaxyCUfJOjBUHrvoYBefQOOHwNlDd3XDSuvSKtk/O1n2PmgQ880nddT0v2YvFsr43noXC+If+sluR+cx8MJnz0IpErWTSjbIaNzAWVLkRx4WncKtHXkSyllQ2NfPaV8fSPiNGm/i1BOJlnlvMhzGi08bSXgrWgoQh1B7iAK8VFQ6xV7dFVPFNQqarXRQqTA5BpdyEPktcLHEbrXlRVwDWARHqVwpXXpCXPh7yonIDjXiDBnNvC6NiuoS63K1hxdK6U4xQlSlELsJ8NpJbSVWNeAKw1e+nvEEabTEQCMmUshOkzOgg7lzNz9rJYjDQ3R2U38LMcdHeGLAjPNiUZNMWIo5Rx6pXCxlJ219URD+cwgq40fco+unIDY/ByMVl8MKzx3G8puIt9oEfMYPjQUy5JwURBNZIfo4oBw66zQm/YPpAxbSnl6PmELPkDVanNybk0u3tPKK6qalBxOVC3t6cSoA9mhy7lQuEaIcglqluPrUngwKoiH4oimKllQKSvVEGU1vpWil5dwUYCZ+cU50WmyAAShlEy8RW3B6T14W++k0xNf73nZ11p8WaGiCJUm+CjEGWlfPGC9+k5lT+uIxo740GAjT9VyYAQApvpdUbtTCpNVYj5Syj1GEGD6XfG/rjzhSBaG1C0QXXrCgVzEuVtXMPMi5OH6VEYLUrqUUr/KS5HcpK7AaCkXwxzcVWtpH9dgTCdc47IVSsupUrWfuMJag4304n3BSh8TReTduKZvig1l2O/iG6KEJsJJoqMAiEbALEdnOdFY2gHB1ApPvC7f+1pjYPGe4AR27evqDwhYUx5SkY9VTu4HbUGXEUmnDbMZOvfEh3KfV6lU0e7HWOgKVKHRRe3xbj3BTBEdy/nQ1qPabVRZ4MaTt/tuhwFVamp72brMHwoGxDqpEHrDeyM8+NOd9p+dMFlF/39vU272OP62s7ICDmVSSI49zVdmmGmFiwz5RpuqYci7Cps4dKUWCUeXHjPMUWVFmEtZ06cxrtvAh4bZ+R5lewVvkASsZIIqas2K9k1P55r0OKtWSNU0TDcisg+0F/1T5SWBBsMZ7uBQyp/OCw2tZZiuK+Jj6L+coW/tEiklusVGY1e7lN0Y5TzlZg+11kFPC/QoqxHxBU2kfF20ZZfSuluR3B3hjWF0tc3++87T3LF0f+u6lK23d2lPZzJ5W1mg2M0lDp9qUzWgfduy9JmBjKmbYJOAYFoS7AzAOYK1FFU36Fxcu1m1IvFGbiiOnggp1tpQKtK7AeEImjuO7isDVOUYPtFj8OfOkhx61n4jonrzOjqviIagrOxKypZa9K8BWrc9Sy+OUaWj6sZiElEDxEDOcfbUGZxR5H1T4wM09pEmumrQfjNEHRzhZjnmjTt0thtgtCThwDB+rM/RVbF+KhtdoqttlIPWtiDmzbSCcxv1QkuDUZjhFHt7+0RgAyRhXziL7aa42FA2xeoyHFYEo1wWElEgi7tIEw89XvuFl7eu7uuneo+3gsPofWqb9utt8vUGe8+F5D1P2VIcfusGYeZoXhsRvH5XjCnSBB8Y7HqPor8h1Y2dKekbGYQBrpXgeg3i44r1/23QpSfZzdCDKb4Rk19cxoWrct63S0xmMfeOcAeHqDhE2RZ4T5VobKQXi0WUIhpYOq+NUNYzeqTN9rd3RLCmgsY9jc5huiYOKLbGcyhrGJ1bQldLlC1F3pXrObyU0IwvyS7eiLyoM5CthJgiINyLxJ96d5/e//ai5z8YYYsSncR1/1lRavAqlN75pCHVizAg74Vkq5pk39N/cYiezBg+s8LhE6Z2oxPhmGQ5ou8FMJfsTjn3646ql7D7/pTppj/BTVhHul/Svh6LHO6uJT4uadwVvwAcVL2E6fMXCUcl4RdvPUizNIaq32C6EUo7LVL1IkIxPhNALQAzl159T8TpTvvPUJQl1fWbqNWOyGRGUuKcWwlG1/dx+4eYS1vMHumIY1dtyefMyY0i9KcSlRdixTeZYPp9VDPBxQFlJ2CyLhSYeS9xrliEqo0pto9F7SjtYVuyOBif97hYfJjDsezoKMoTqz7AFwE2VFQtT5Ap9CTHzmU7ARUEUs7zbVwUUHZCfKAIA02YC7JU5xXhEGwjFPqOlkTuv3Stlrd8nNElhzeGbiIiJXY4fBAxDphWAxu3KVsKkzvcq9fE3OPCOVSvIUCn8RS8qysR9RiMwscBLtK15zBU52f8hcdf4e60y+e4gN8JSPdB7xzi84Li+SXGj1SU7YCVdrq4DiaXnmjRrf2VtRcanfKkuxozyFDTGcq10WWMKuvJsLKUmx3GZ+IaY1CbkATiEqWcIt2LCbSC0mIPDuE+Dr0KAoKt7qKs643w8eNjT+d6jpmWoBW2kwgILhBOf2BrwFZ5/4k02G5KvhxTpZq8IzrtSaKJa7S/D1Qt3FLzfZn3qYWy+EDU5iTV9ZtwHRqXLxJd2qRqyD04XdcEU0XzusLu7YkxTBhCYLCtiGxNjFzimxn2tTcxK8u4R89RtUKCcUm0M0HVic8eDwi2zlFcalO0NMmhJd6foWeltBemU4K8rBdKatF7hnnlRZHuWdSrN2W3+8izTDdrGuC+Ihh7MahpqkWFycWAF0/qud2mC+Q9eVehbFij9yVhuUDaJt4gzl7OLrjdD8QcrKipDWUkCfu5V4ES8GiVynNs7h1g9/Yxjy1Ttj0u8ot7XHlNvhTgA0Vy/Qj7+nWi9VWCxy8tlAnlJDiCSUl8JFWMaFhhJiXmaIK7eUfkkj/wBNO1gDjVRNeTtxyyVASKljpRTESuc1FXnMJJrX//XomHDFB3mrTfTQQBwdo6s3YkE4cW4QIAvKHVSFBJDLOcdDsjTgOUjWXyyCA9rDAzR3SQoUYTkbp89CKuE1EZjYukR1c21IJmVDXVQhRFWfkPj+zWwmAxiakKwpHCz0RiEyc77nyrT5Q+LiXGooQoFE5sPYHlZzrE9hFcM6HqCk+1qCdFF2qxLjSgqgAziVHeU7VODEZmPSV94NWY1tYZUIp039J7xRCPHNVaF9N4FHU4EE1vpTGdlshTGk37ToXd18Q7E7x3KBPhmoloqQeaIG+hrDuRVFXCt3ZJuGgdALAf8z/ffJSqNJhJrSNuFDSkbGwKT3RoCDKYbTRJ/OPMNluLcqBNPVXHojNN66YmHIuimO03UA1J1sHhBB+H5BttEQfpGWbLkiCDTKRrbXhyzfJ+SLR1RlDCqeAVlPXCmwbKlkFXUuE2OfUCAiZnInQVEY4s4ai2GR3lgoZWCh67hFaKspeI33XliY5Lkp1M2gCjYFERMcOaxmUEeFX2E6mOGNCVqh2yTvi/ZnkJNlbFOObenuzKrMXMRKM6PvI09gTV7SKDeewKPgyoWhGu9vBubhdiZjEWFTafFwQHE8wkRM1KkZMtStmxAj7LSO9mRI2QYJSjhxmqstKaWV7CrvcYbQVUDUXjnqO5XeACJepfLTHxiYIAX5ZEI0u6Z5gbbGgLppYtVU6Sr42kDFw2xZ0PB7qWRg1msqOco/eVhzDz6KEsHNX0ZAE8D9Propb6+DhEzyztW8WiIqOsRw8z2ZFrRWM7x6uYxm6BzzK8E1vZ+CjAK0U4luOOh47G3RlmUshc4R1+ltO+WaGqgOauRTUbmCAg60Qn4i1ZhTma4OMI9/7HQStcqGnfLsQve72H6bZQgzH23k79TMnuWjlPOGLRPjG1I5guaxnVh6uq/J6J06T9LsKHAeXlDWZLwYLeVfQ9VcviwoB+r0E4muIHY/T2LhroRdGDdnmAn82wWYZZXWH/mzscPwbhRJHe85iiBoJF0j/Mlzy2ZTFjQ7KvxI7PgU8jfHgi/BHknnSv3pHXCd/GisPHY5SLCGaCnPVaMVtRuNBRteD4SkS0tsp0XTM+LwChxl1NY8cvdmZzRpIpZNdcdAPKVGhV2bqoLSkfoKsVgqml+dohzd89Em76U32KZov+qw30wZGUx9dXKZebmElB8w9uLvy5fVWJDGo/YboWEDYNKbIjnoPCQHptVTuiqr2QlYfWTY261lqAklwoCdT2m+hZRTR2NG8ZUJ7BpZDBpb6Ui+v+YNV2NNcmTO+0WPuDGdFLt/BnV5lcEE5y69Uj3Js30efPMvjmLrNVoc7Y1KNKaN+A9ED4vbMVhU1hsq4xxQoA2bKIrpjSE44lmeQdtcAGBFOp2JRNxXRTrl/zlqJ73WGmFXrvGLt/gL5ykb339ym6ivEFR3J+xHS3yeX/j8H8wRcxYUgQ103TolzIh84jeOIRissxNpHSrykUpjAk837suXX2vqWHV7D6KSPVgcoSjxwu1HRulKSfFTW24slzDK80FztLgM71GdGL1/GzfMH7duMx6nohu7r7qE1z6po9PEZPM7RS4iJnnbh0ra3g1/qMLjU5fsLjGhXJfkD0heuodovx2bPMlhTxwNCMI3yWEd8b0486AgRLZPHb3ClJv3AbP8tFIbAWY5lc6ZB3DOHEkRzKAiLvh+RtvaBRKuuJjivinbGcz3fgUbO5xuDJJZSH9peOCV7arttRdZYLA1nMA+HLN+i96AVcOJFFTXg0o3UrxJTQ+dIAdWcXrBP0v3PCBvAeOxjS+J1XacQxqtnALrVwsXDUy5ZIKQfHGe7mHdz7H+fudzSxEax/qqTxO6+iel2G798kW9Z0rrWIj47lWtQ9eFPIQjWYCrAyGM6k6hIFuNCI7elDH56HzWL0NGm/m1BzxOpJc8cFHiKHi7z0WpMI8kJ8ap1F5fliF6OUKDb5oqiRnE5W/Q2Lreaf6+vJQi0MCea61VKG9yfe0dSAl0AmzYURw5wrrEQFSVbbLFBcLqSmz7Ao7doYXOpqdLo+oQ4veOTqwe8MVU0/q+llsTig4SAuK+xghOm0F9x0F2lMFMoHBCf8Ur84V174qcYsSn9eS/9ahTUlp2bpOCPAL2fUgvMqGthe9NWVYk7VcpH05ZSVnbALpXdto3mvDiiBuvynKkUwyrEHh5iV3sIvG+cFvFbZ+rzJ2J0Ruv39vfAFJ9wocYVTUsK3iZxHE85fVAOd/EnfUHlZrPlaxcoFCqNqJHhN4ZJzDa5lWeuMuTmNAC1tkDxHzcIaO2Dx81JgLVVqimpxTy3MX0IBiak4xjYEJ4AClwQiw+qkjRDMIJhU+MFQ7mMtZeeFCch8LiyrBVJZLqScOy8PwcKMRQX1cTq/4BfPjXGUD+Qe0dJb9oGHoO7l1p+7AGgaVSvyRWCFZqe8gESdkWvvJ1MRxEkTVFmilULnbcF9ZI5gLEm76Ab3OZxJv18XVpTK8kLGNDfhqdHnriESp8oiSXY4ZK4NjpZnXgWBnIdZLpx37+SaKIXOS6KJiOPowxHVvOesRJtAGSOqgyBAsuEYA7DUkh76nMcdnDynPpAyvI2lPeCt2HjODWBcrFFpAlVVm/T4haObLr1w2yfCwXftFML3CBLNc3JfPiRxmrTfRSjrCQ+nRE2DyaXErAuFq6S3Oj4XkTRWSO8k6OlU0KQXzlKuNghGBerGjvj61hOTn2YsvzwjHkaEE0e6M0MXFpuGVA3pFbtIdtJmVhENS+mpHk9hMEL1OsyeaDPdVA+Uzhe9uFq60MWeIFALv+Kq4XGJw2SG1h1L8/aUzs2Q/DVJqvHhjGCQ45KAfFl2Zcl+SXT7SBDb0RJFU9fOV2rRhytagjQ1l5YJ+02sUrSvZ6BAFxYubYmIRF4Q3ZziGwnl0xdxoSYc5piB7Dzie2OiA+GMTjcioX41VS1QosiWRbfa5ALakl6e6Lr7QEupNpKkki/HKB8RjiuS7SlVN+b4aoyN1aJ/rLwnHCdMDru0DwAnZWJXq0/db5bix1O610uS44C8q5gtSYk+70LZCtA5NO84TI1KL2pUcHPXElyXEmswyqV60EsoOuEC9QzSy7SJ3E/gmS0Fcn5u1UpY0xnNXZH3hJCbk03iA014NJDDrIFkyit0v49qN6GscAeHolu/e8jy5wNcEjLdjMmWNHlbM318neDcEtlGbZTioGoGpJsbEBga14Y0bmn00YiqKNFpIu2TWBGOPe1bBcGkxMWG2bc9ii4c8es7Qku7L8zaKn51CR8abCfCxoZgVBLePZSdcBBAFApYKC9RWU6rGdF9pUHVNJRNOPjLj9ecekgOAQXZY+uYclXUAkPRGh+f0xRdD0Ss3ljGxDGqmUrpOAkJZhblITrOxfAkMFSXm0zXFdEQum8WhLsj1HS2UOVT7RbByhKukVCsN7GJpmwaue9zv0iaZqmPfeQsthkS7Yzxt7ZFK/z8GWyvQTDI8NdvyzXZO6LlheXhB4L70EmC7vcgjijPLjE5ExNOHc3Pb1PdvoMfjTHbATqN4fwGeV+434On+jSWGuRLIa3b0m6Z9Q32//0kuvSkuwXNWxYfaGbvl/64CzWtbWm92Fhh40Bc20YTUIr88jKj8xHu5fcK5evrs9P+5Cc/ycc//nGKouDDH/4wP/uzP0vwlirrH+U1b43TpP1uwlr04Yiwn2JyQeNqK+hjb2C6JspMumiQ3I5RYcj4Yofh+YDGXkhvL3nApN5NpkQv3WL5egqzHHt0jC8rwk6LqN0G53DD0aL3BYB3sin0niAMKVuQrTl0UYPPrPgt69JDqKRX23R4rYV25mu6V2zBGxrbGeqlNwidI5iLcjiP946g10NdPUfVjoj2Jrhbd1HGEGx0gVAWBwWLpFY2BXzjTESwFJAcViQv3cYNR6gLZ8ku9NClI3lVJnPzyEWGlxKKjiLdC2nsRASTEn1zB7e7R/jEVfLHEopubQtaM9lsIj83djzp9oxgOEMdHFPt7qO0Iowi4Z9ePsfR0x1coFi6N4UvfIl4Yx2zdV6ENIaO6HPX8FnGcnaVeNgUnWvvodvCpYHsQu5P2pMJybVD4kZMdqYFPhDu9goUXUeyq1n6Ykm0PyHbajPcEj/sZCcnvHYPX5a44RhnLdHaCsFKHx+K0p2LjHxeVNOClACjvNY047pKMctJdnOCSYApA6KBJh46zGDCgsjjLB6DajcpzvREoWw8gem05nvvY9KUOHmCyVqMC2C0FYATiiLIIsKmBrvSRU9mcOMObjwWK9AafTsXr4ksxDePYO8A9+xlDh8XUNT6UQfuT9pKQbdNdqFNlWqyJWmxpPsh/dKihxkujXBpiCot+vYe7vCYUGuWknXKtuH4kYC9Jx06V7Sua5IjafmMzsuBB5knzBxlqsjWHX4tZzpOcb0mGnCtFNuQc6lnFj2zmKMpbu8AlSbYaIN8xaGtJtwfY199o77wHhVG6LUVyrW2yBZfCihboiMeTD26PKlGqXaL4ZUms55mGQjeKCCKKDfajM7FNHZD0u34gWsy/x4AlcT4pS62GXH0WMrxoxANDMndLtySZO+mU3SjAWxQ9SpsSzO8aJj1EsKpp7kt1ZXhxYCjxzXJvuLc/xhgX3kd/ezjHDzdwUaK9m0RXrJJwHQjokoUyYEWZz5jyJdCRhel3fReiK/HTttayw/90A/x3/7bf+Opp57ir//1v84v/uIv8rGPfeyres07xWnSfjfhwZciimLnwv9jhZkZdHHSl/SBhuU+Pgwo2hqb1rvQtR46CtFlBXkhpb80xke1h7LzMuGWlZhCeLcopd8fpt8XL+aVDl5Jn9tkinBUc8DLud+vxx0qgrGRnvZA0KleK4oyIj6sea79Hn6a4Y6P5fO7HVSzKSVTz4JTrltNKeeVlnhoqVJN1RDurJmJKIqqJR0XZTrr8GWFnhUE47LmjVdSbYgjio7QbUymiI81ygbodhNjLa4RnZQqPVBRl6GpgTNil6qyfOEH7THoWuaxaoQC6gsFtJWsruC70vdWtlZ8W+6hZw2880QDkbss+wmqG1M2g4VJSbXSInCXITBCXwo1VUPGbyPw2i98ls2sQk1zTNbE5OK77I1ow6ssF6ENJx7WapajXIhthtjECH/7vkrJou+exDJBJzH+PjpScuyIRm4BbnsgykoS9uzEMEQuiseXFcGkJDmq+cxWSqRlUwsX24OqPDovhTHQbEg/eJ5U0vRESU5DtdbBxBFFO2SuEeBDI8eslJSugwDXSWvallwXKW/Xz0wYYJsRRTdCl444X8IkMa7bXKjzBVNPvG8WYjhVLPffXK5Tl1IuRsm/yyyQFoiScrZtRhS9sG5JyP1qJvW0aB3BzBGMDbqEcqVFeOXSQuITYyiXW1StEBurk5bVfSI5C33uspLrAphJKShupbCxoWpA1TSobhtjba1NrqWfn82EzmcMLglwcSDX+VATjIFAiwd5UeCmU7y1RBNHcBSgkPNQtupzlanFgnPRCqqstO2cW/D0TV4r6gHKRQueuYrCk9aeVe8RxtfXp6f9qU99inPnzvHUU08B8EM/9EP8u3/37x5IyH+U17xTnCbtdxNWylcu0mRrAtRa+YKn86UBPgooOxE20thEcfz+VapYMTmjKLqesq2oGm1M3lqIRygnXGpdeuL9FHN4jC+lx6uqSvqoVfnAIaggoHj2EvvPJFKer6B5R+RMm3cL0Z6ORURCV55wWIhAxX2oZR+FAmILNWUnonj2LOndCaquAlRPXmR4OSXIPM1bU8LDqbz+8lnwHnM4oX37ALfSxQUd8o6mdc/SekNKe/lqg6IrxiE4i69K3M4e4WgMSuOrCtNqUqw1GV52sJrjg5RoElC2DEV3FV2tULTrvnWdDFXNFZ2LQASZx+wd446OpU8I6CSGM2uU3YTRhZTJORG38SamuXwRF0h/2RQw6ynct6xjCk/rxpTG529jN5bZeaHLbBXCoajYKQ87zzcoWw1MAfGhAAazVUW2IcYvOlcEEy1iIvtj/M4+cRTSirrCt++ElO0V4qMcPRzJdR5PUEWBbreotjpM1oM6YYtqVhGq2qZTUaw1iYtNqqUmeT/EBYp0ryDanQiG4njw4L3qLG5vX3bY1koZ9r7wVYl57TZL91r1L2R2zy+vcvCE9E+jYQm376E6bYorm1StcIGIFlc7UVWzMWz/uQYubNR9b1m82jQkPLsh1pFLKTY2FB2hJ7rgxFjFB2DTAJxncjZhfE7Q3+GFiGDWkwVEvajovlmy+pmCqhFy+HgsraF6kVOXAQBpXcWHCjMNiY/mAkQxo/MJo/PS2gnHch07QHxdbF1btzK8blClinvflmLjVBLztO771olOVaJsqCsv1+HW0QPXwR0c0vo0EAYLr3nCFrO+YbqhRIBosEq42hWcTKjRucW8sY3d20NFEUU/waaG9s2c/hdEI8G2Yspvuky0P0G/eh1XlLReH7DpOuRtw/AyzNYd4VC+Q1eyUI8PpB2k6udElZZgKgk72Z+hbm4T9HuY9QSVSotB9XuySK98rWfwLubOPyXx/He8nzu7L33V7yvLkieffHLx88c//nE+/vGPL36+ffs2W1tbi5/Pnz/P7du3H/iMP8pr3ilOk/a7Co/Lc7xW4sTkFMlBifv8FzHdDtHFs9hmxHQzZrqqsTGUHY9tOvxcvamcG1moxcQRzDwmD096G87i8y/zhBjDbDlkfF52tM1bMnHGR5Zoeyjc704D3YrRWYW+flc8ku8DAM3NNczqKvnzF5ktGcJRTFD/vehHTDY10cDTvIXsZKMmZScSVbidY6rbdwiAYNamSjzhsELdEwBN0IopO8FJ9eB+H3Cl0K2W7IRTg+tVrPQnHLVjqkShjSiTeaUWgDmZJKWCgK7xO1qSm8+yB/my891UN6JoK8qWx8eefMkwr6/PKS02VkwbogffvAnVvR1Mp0W+BLOzJS4IRGkLmK16is0SNTWgDMEEynZt/ALoQqotJpe+sx2PCUZTwlEDGxvKjqFKNKYIiedmKWWBLwsxHwlE4EUXoKc1Q0DVYLRKEPOunWDTgCqWPrqeWbi3hy9KMXR4S7jZDGZvpyjJl/u3cccBgqUOysWyU80r7GhE0EgpuyHZUiDUn/mtWWsGVA1FtuGwLUdyLyAcyqLURVrK0a2IbCWUHXYi7AjhpsPc9csZhYoMZVOT92VBXKXyvAQzUU4zOcSHOeqL10lWl1GPblK1QJVgcnmeBCAp7zeZVAKCWQ1cC6Ucn/fn2geC3q9SQ6wVFBYzyGjsBkzXI7I1cKsFfmoIhkYsZyeqpr+JH3Y4sYR7E+ytuw8I3rjZDPdWH3kliPaq4SlzVYPeanncWBNMHY0aZU4QCK0yUTSGM/zLr6MbDfw3PcJsJUSXKUEYQp6jD4Y0tcasNxhcDXGditIFhGMlKmmlLHCD2X2Idisa6M6BHhfYwRATxwswpNdKQLU1qFPPFRAf8viN3/iNr9tnq/vBul9GwOWP8pq3xmnS/mOIcFSS7gqAKO8HBB94GktdUixtjRxGJrWpQpeaYKJoboto/6yvyPuyQ4gG9Y4xq2UglSK4dIH8/BK6sARvbGN3dlFxLNKmUUR8XNF/JUJXkO6XhCNxSbLdVOQzi4rgQCwB/YVN1CNn0ccT/O1t2eWurKBaDXwUEh/lhFMj/NilPihFdFzSe138fQFcpyHjPp7J7lkrTF9e29jOiY4NZmbxm0Jv0nlF47aVsuLGCmalD8cj7P4+KghR6yu4fouiY1Bjz4FpEVQCNjMzAW1Fw5IqDch7ZmFeIv+nRsXK5H8/qh1ARSH5asJ4Q2gwWsym8NpTNiUBNO84wpGlamiKloBrss2U+MPPkbcC4gMweYiqqHe6kBxANIhQtu5fWkh3IDkQdHo0Fk36YOYpHllDba1QGBFFEeOLkqTupVVPXgAuYMY5epThWgmzvqFsy4LOxkLfcZFMuLoQdTNzOEaVlkbNvbWNAP/kBcyswtzek4qDdZI8lCLYWMcvdaU0HxrQWu6DO/ek7VIv3lQcC0AsjbGhpnOzqsEDnuDcWdxyh2xJ/MCTA0/znihtzVYj8raupWnBz+RcVo2a/0xI0BHp1qLmRFepVA+Ul92rLgSVbhOz0BLXuWBFmnfFT90ZtRA3yZcT4kfPU7Qieb4mquZZcyLLOr8XrDyDVaIYb8mFdAaigSTrxq4jnIoy27xS41oJs+WQMhWMSEkksqIF4NWJzrlWzApdayp0SdKrmFkF9/awB4fodhu1tYlLQ/Q4F6/2TlNc34ywQ+JDcW+rOgm+G4qWwlw3fjol3Z7gkpCqHcOfe4Yy0mSr0vLRKxGtS2cxWQHWoY/HJN7Tf6XLbDdaVDJcJNWixq54d7teC5NcodiUfjYgHH6AbEZyd0owEb2G2dkOLtQUbf3ekTH9OsXW1hY3b95c/Hz79m3OnTv3Vb/mneI0ab/b8J7gcEL3jZgqVUzWDYPLbaJjz9IrNSjKcWJAMJRSbLpv6f3BDn4wZPzBK0zOGrQV3m58VGHGMokqYxg/tcbdbzeEY8X5Yg12dtHtFu78Oi4yxNsj1l4aiEdyLvxmdWad6aMruFDRen2Av3EbvbrC0XPLTDc03TcbtHYPZFLfXGZyvkMwtSSv7eAOj9BLfezmEl5BePeI4AtHqHaLamuFciklOM7FvclaSGJYXYKyInj5Bqaq4PI5Rlc74k39xUP8tVvo9VWmT2xQNjWtN1PU0REqicnPLzHaEmpRfABupFGVIu+LQEz6uSnq5TeJlvpE55axaUC2EjJbEt3oqumpmpKEFzrbdagkYXQ2YHRR0P5BJg1wF3mKvkcdKNpvjFCv3kRtrJKf71O2DMPzAdm3GMKRYvnFivggZ7KVcvyI8MN7r1lab45xjZDphlQFmtslybV94e/mudBnzm+y80KfvK9Idz3t2yXB1BLdOsDt7sPVC9z9P/oUPUh3UlrbbVyomGxq8iW/kI1UTmEy0WEPp57wYIK9dQfdapKMevgkYvT4EsOLhmDiWfUeXQnF0FYlKggpL61z/GhDaG51Iu1cb9AdT3HDkRx3KeX57LF1Zsshzbs5jU9dl2rP2TVmV9cpegHTTalapPsQvnwbvKNsXabcMLhQWARz9kLZhtILsh5OevT42ha1IdaZ6a6nsVcJ5qAlIj7S9hAVrv4Xhug3bsHZdYZPLVE2NJONgPGZzoIbHg1YgBQXErN1DtLW41CUbUW2Jh4B0RCa255o7Gi/NkQfjsT+dZajk5iiHzPeFNphfMhC83teynexFw2FFFwkjIxsTaMvdgmnnpVPAQeH6JUl9p9fZtZXNHbF5MSmpnbekvZHdPsIf3ub8MI5XNQV1b85d/1ogJ5MCZKYyYceY/f9QV39kOpBlRhs3MPkntZrA/xr12Ab+jcSCAKKpy9w79sSbAiNvYr0915DtVpMn9ok7wvYsWzIdfG1KI4djdCvvEFoDO6ZR9h7rolN1AM4ktN453j++ee5c+cOL7/8Mk8++SSf+MQn+Kt/9a9+1a95p3iPYPa/wWHdou8457oKbcfXvrs1WMdLzyiYQjhxkM3w2UwMM+ZgcKUW6mryJklMLhJZwwUn3BhcZLC1CYHPxct4jiIV/rBa8Ipdnouso6oXEEYJ4AXwUUCVSklubgKC0bjIyI6srLDDIX6aSSsgMWCUcG3z2qxCKXBOytNj2QHK8cv5mYPnbCIGJi6tfYCjcMEh11bOTTCuRUbunxicTGDK1lKbi/PFiXGIuq/cpI3QhcIAF9X0sPkSdcFdr7nRmXiUq1mx4CtXDSh7Ttoe3mOyGgdQf5+2AspSpa35wQpdOvyRiJ7Yw2PssThd2VhKoDZRtdSqFl/16RRVuZrn7RfCOItrPB+jPjnWBf95DuYCmOWoWSG78brM7CLxNSeOBYhXA9bmidAH998HemFuMb+3bGKoUtnB4+wJ/qEGeS0+Z/42L9fFlH5RDZiXYgUEeR/qXskxzo0u5tfOFJ5gatGFX3hRe82C566sxeU5Ki+FP1z5BdVrbmIx1xM4MchhcQyL+7G+b+Z6/OHUi61nUQko0toFOGnhMV8buog2Owt1tAeuU53MbFTfPw2FbUZSxk4ibH0PulAJEj8S+p+ZSQVIWScl0rpy4gN1cl2clRL7RNoeNvbYxC/aCj4QEJ6NFQR6YQ7jJhl+PMFMS7kmFXKfFqW0qSKpDtj4vnMTGnSrhU5TWdTnQklceMnXz9viXJ/G28IYw8/93M/xPd/zPVy5coVGo8EP/MAP8Pu///v8xb/4F//Q13ylON1p/zGEayZM10S4oXXHkhwWovd77wifF8SrTaKRgGk6N0qSexO81lRbq/hL61QNTbInE1TRVlRpRGvb0Lwe47IZzWtj1pK2IFn3hgKa1rpGnhqKx/q4p/qEY0fz83eo7twFVYssGNEQBnCjMb3PH9O6mRDujUXEBJhrJBddQ/FtZ8CfIZhJyVgXJ710lcRk6wnZssYUMbGVJI21ArApK5Gi9B52D+jUn01g0I9cpFhtkS0ZUfk6k9AqLkHliPcz4v1MfIxj4SFPNyImGxpdwfhik7j7FDbWlE0pv1Zx3Vuram64qkuWxkh5t9/Dd1qUKyJNqi11X7RO1FZaFUGGGJYArttieEEQ7NmGI1zJyE3CcCugStrMenoxQU/WDFWyRNlQTDcUNvEEWUT3C8jiwhhB22pFOJGEbRM4fiQgnBiigw7cvYc6HLD62RZVwxAfFQJaS0KU65ANBXgn2uey4DO5jGP4eI/gYofosCB4cxuOjmm9EpDstyXxh5r8yrosciqhrZlpxcpnh3gjiyYXaKJ92WWLAl0NSlKiB2BjmGyG2PgRTCFyu+kb+5izfYYXG6AhW9HEH7iIyR3hqGTlMzOqdsRoK6ZKxbc53S3qSV/uw9lqxNGjhrLlT65hDul+RXxtn2ClQ9Fu4WNZ5BVtScrjR7qkzcehcjSviWBJdrbFZCOgSiDvg214zEwRTOQzG/uO5q0pVTPk6LGYsi3l4aVXKoJMdLn1tMDFIbOzHewjfdI7E9TLr0vPuSHcbl3VGaqodeXnukDTemFSSp9dV56ipSg7gkkYXG2SLD+Ftp7+qyJOUrZD8q4stvuvViy/5NGFw650YLnNaKvJ+IwhyAJW7zXhfmq7dyR7M7qvN2uXr1pExZ8sqGwaEvT7qCjEnlkWhzNg7TMzWch4T/WBxygbAeNNacOYmVQzlIXBIw3U5acIJ3Ke9XCKz0pWPp9hE8PwQsR0/TRjf6X483/+z/Pyyy8/8Lvnn3+eX/3VX/1DX/OV4jRpv9tQYr2Y96WXln5uhvq9F/HeUdU70GCwSjBNBFl6c4D94usEZ88wfu4sxdzM4dDhQvGgrpoiJdkKQ3AWfXuX/jQX1O9+DRQyBlcj0yfrhmwN4mNDeqsDddI+2YHWSXsygZe+hIYFt1uF0UKetGyIZGbV9KTbAf1XPbo8mWyJQmZ9TbaqaOwb4nrnQ63MdX/Y/QMpC8Yx6pELFGc65P2QoiM9zGxZo2yTcGJJv7RDdVNQkwoIgpD2Nz9O0W6K9vaaYbL+lrK3rXc8VqQ3QWHqY1VRhO+2KTfaFJ1wsUvyAdikTtpjhckUZuYXJUjXisjWBd3PSs56b8Su8mRrbfFYDue7XJgtK2bLwnvP1yqILbPbEV0E2KfjYLETDmZi31m0oeh5gqmi30kwxuAGQ+LPFcRK4bMZtubatqLLBFlClchCxZl6t2pFxWp81lClhs51Q+81iz0ewGCIeg2CpT75c5eYrp0QaXVVsxpefl3OcRyLd3RV4bLswetXW5zaSGGXFdmKxuSetUFOdf0mYWDQZQOvIO/B0dWQcOJZ/f0M97lXiNfXcOEWRcfQuj6BL7z2gHxq632Pc/hYn6rpMblCZ7LTjPYyqus3CTiPvtisxYRq8Z8ISTCNlOZ2SfzaTdwkI4keI1tuoWJP2QbbL7HDQPTTgfioRH/pBtHaMjy2QdXwBLc86e+/iT04lFY9EJzZZPbYeSbrGuUbpK/LtasSMdMRUKFQpuZVCuXBDGu/99yTHlgpaW+GFD1pP4zPaSabmua2Y/k37mJ3domfe5zxZhtTerovHWG/+AbB5jrZU2co2obxGcP0jBfEdzN+4L73zmP2R3SvBVQNw3gzoOjUVK6amuVig2o1cM2U0aUm2ZKic6Oi8Tuv4mc51fOPc3w1xSaQ9xQulucjmMkianRe2DDRcYCu2iQ7AXowJfjCNkEcEy1dZnLmRKnwNP5k4zRpv5uIIszlRxiviGGIQqgq8fLSyWu0wilFcmxrypNHt1pgNOGkQnmDjXUNAvHEx7J6DycO325i7Krs2GbiJDXXZ/ZlSTAu8SrEa0PVdOhKU/VTwpVlfBJh8hoVqzVmqS/HEwRSQq5Lxz4KmS4nguDVNRBuMt8daiAg6LcwxRq+kRCNRJjFzDyq38WkSY0Id1IGzzIpqVnhf3rrag6ox8wcyaGg6JVFOOuRIlrpEBTrwjUdDMVz2oi6llc1oj73NQBJFiLS2xXZ16qh8AkiWdpuoL3HG40qRDc53TeYQlE2IV8CtDifJQei++36LcyVS2TdSJC1E4XbjbmVraBmmrSsOdL6JGkrkN1NodCZxtu6pF+j432tqT33CfdaRDf0Xr279x6z3JcefCiGHipN0e0WJDFFIxDLSWre7H0ys4tzMhFUtj+ziul1YDDG1c5pwaQkHoiLVNmoE3A7IdxYr+VMnXCF04Sg9gAnEItQ122KbnV2H9e8EO6u9R5VWYKpFzRyKefDhZCvpCRXL2PbibRlvIxzLjOq41gWVNTUOacXxijhGPQ0l8VkWRFMHZGRxDeX5DWltIdsrFFLfUyaUoYaU3hspUB7dGzxJkBVAmpTpbRm9KyoF8aG5LgSsxzArKxAv0PVa4iXuau/r5YJ1VW9my5E98DMPCasAW/IeQFJlmVLBIuUk/HNTX20heRYfNS9tRAIat6FiqqXEq6t4FsC7tTW122CeYtIoZMElaaoXgcfGHwaicZB6UgSjSn0YuHtAlHiM+tdbBJQpjX/PVA1ZbQSe89BjK2rBDZSRCNPfGzF7GYq10U5KJsGvZQQRIYgDPCBVL/SvftYA6fxJxqnSftdRNkOuPFX1076nBWMz0bY+KK8QPIw8cGM1mfvymTeSODCWXxZEb+2Q2wt1dYq03MNAuvpvZqhj8b4ZkJ+vo+7vER6e4S/eVcQvvPe4mhMdH2PsJlyfHUNfTYj60YcPZ7QiS+iK+Fb4ryIMjx+Hhdqypb0eIumpuieILC9kfLe6mcywt0R+dkuw4vi1FR0ekRbbUzm6L58jMpybL9J9tg6zqia9iPl1/DesfS+p9LblhNVYaYVZljQeF1MB0bPrLL/tEF5RdHpEF9uke6VRJ99AzeeULQCZksC2lt+qRCA3HKHycUWNtI078wIb+7j+i3ybp98CQEYne8SjpuYcU6wPyIA4puAUkweXWbvmwJcCL3XLZ3P7uK6DY6e6jBbaqMLiI/EaCX5nCMaVpStgMElQ9Gud7p1P1OXQjsLMiUStkYMQua9+/m1MtYKcCmCzk1H54vHKOupugmzp87Vk606aWeEc8tI2e0GM09yVKEqz3Q9pOjL7/qvZER3jijOL3HvQ0vYGJZeKWl+/o5MzNd3CK6D3Vrj6IkWVQLHV1KCrS1M7mlsZ5jhjKq28HSRomiJPrUuITlytO5URIOC8N5AXLhqSU0/zWjfrginQkEqmyIutPf+GPeBdXGw23cE2cnuXQUh+swGdrkNlWP9tw9rnIID51CVxe0JRdBPJjRuDEnSEBcafKRxgWa2FIjVaM/gnlk74RwPrFRCIk+rPWM8jAjHInASjAtZDO4f0Psd6KYxajSRikYcM/3ARfbfJ2p+wUR2m94Aq33wnnDiaN00mJmnea8kHFeizlaI9Of0XINsSQRSslXxwO5ct6z99mGNkZBFHLNcqiFKUzVDZsuy8juqGqRrF2rapyOYOtIDYZiYXPjkZmON8uwS+8+k2ESx9EpB+ukbaGeJriUQBpRn+hw9Jnzy4fmA0Vaz1rqfMyzEuc1bi37zNp29lvTLQxEMUmUlsrFhCPoMICI7kw3NeDNC+Qh8E116eq8XrL94xGuTdxDwOY2ve5wm7XcRLvRMz1eYsSEayg6obIKq+RBeKZT3RMcau7sHgL64he0mmMEMf3SMm04xvTbKpujCY3aPqW7cItg6R3mxTdnQxPsBZNkDSmi+rPDDEcpaYI1mI2cC5N2Q2XJINLSERxmqcpR94dXaSLyVbSwWovmyTFBz0BBAeG+Afe1NwsZTVI/HtakF2DggObQkB8fCX37iKvnlFjZSi7JtGGmCYYJybrGTwcuETOXQ42xBLzKPLlO2teyOSo0NxZYyCiNgIiC6WHqJ4TCnunWbwJ0hWGuAh+A4o7qzTVCuoKu+9PNCUZYC0NMSPasn7OMBPs9Juw100QYU8VGFffMmwfmz5L0uk7Oe5EDVSlaexrUhXLtFeHaD0dk1oUk50DWNSNeAK1/JjsMrRZA9qDKGr3faNbAwHFl49Tpea3j2Knk/qFG4qgYwPQgIAvAFmNyiCodyoez4cwgPp1TXbqBXO2RrULUcjR1xt1LO4Y6OcbMZpt/B61YNZhTP6GDqiYYiDVq1Q7JlI/dEV1G2IBxDeuAJRyXB/hh7Z1vQ8POoKsJhKYC5rhYQYwizJU/VtYQDeR7uT9pohWsklJ2I8HiGv3kXV+t3vzV8UaLHU3QeYOZmIGlM1ejWjm2KWc+ITvjIER+X6FKDhiSsGGm5NqYQIKizVtoAb9E9V3FMthww3bLomaJ5UxNM5fy7NKzxAFKNCTNPfJijxzPRHh9P0GFI0DsHfYMziqoJNqp5zTfuYN/qrw2ghco2B5HlPYXXhiATi1NdOIKp3A+6qoGpaUzRC6V11fB0bhjccPjANREnt8bCrMdG6gQ4VoNj0Qq8f0cv+/vPSXS8SjgOFuVzG7MASwaZwrzisK9fA1e842ecxtc3TpP2uwjlFOFAJBTnvMWqoR6YdPGK0aWUpPs+vIKiUwsk7IY07iUwFXWxKtHowONbDUyvi+u3mPUEtGUutmiaJwSFbgXN7ANNmQT4UFbko1f6qFK4ri6E2ZIh73fnh1AfsCScYCZc8MaOgFKkN+yIhuJepMJIEKjqgWE8OC4lADdZpQtqGKDqJugkwCi1UFTzkwzjvXh+Xz4PsamFOUAVisY9T+tuKWptgUF3O8T7M5ZebBLkDnMwokJ2ePHdMVFsUMcj8IK2DWaeYKKJhp70nngOuziguLiKso7guIeaFRSNgOTA18YphvCbHqdMQlp3LPGRwJRdKNQXAlFq05Wtzw+EE8EeKCel+LkKW3zPoUuHySrUhbOYygoPN8vwsfR7vRE2gV5ZhsAwWRPBnQWX2In2eXO7wgeayXogAKEcXKAxlSc5KAmnYonomjHmiasUjZDWLTnudF8kRokj1OXz6Cgg22gKj9hAcuBIjmztVOVwUYCZVnRuOmykOX4kkn6+V0TDinB3hGsnlN/+tHDL39ilunUbX5QENUc/nBjiQYCNFcHMMJsGBFmtdX///eI8qqzQuRVmQS3qYVaWhS5onXCah0NUI6Va7+HSgOAgQ+8foYqS9HZAdBxRdEMmNbUsGoPJKsKJwUwChpME5RRFV4HSNJsRKI2OQ9S5TXwzQR+PsXd38FVF51qGjVJMKRoHwdQSjHLMwUhkhc+1KDpSBYnaEYEC32/gotUF46F7PSfviewsXsnY34LxUGFU6yqE+GHB0ktiKlI2pUKkLJKwJyVmWhIfKlTl0McT1CQjOm4SH4WYXAxyzHe9D5M54tvHcDQE7+ncKLCxoM5Fr14xXdOCZG8p8mcvEYzPEtw5WIBVdSr+8ouIQpzzRBOHn0JaG4yVqaZoixqaM5ro4nm49R4RH3/I4jRpv4vQFSR7qrZG9BBIb6tK1QlNxcP0jOwAfZ008VDeCGm+3ICDQ5E8bSi0VZT9lLBYplhpkq0qqhaUHcP4bPtECcxKyWsuhpAces78ZoUL1KJPnPdEUtOFstOPBrKjTo6dlFx3c8LX7kKNIJ+r8Xil0GlCFZxQgB6kVdU0Ma0XZXVlPWYmPbx8OQZiUkAfD/BFKVKOR0eYrbMMnuwx6ykBz5TSu+u9NsV89jXxGG63pM96a4/+qzfx1mFrdS97fIwai0hMVYqnMFVFOPHEA2jsifiMH09w73+Uo8cSlIN4kBBkkiRadysBkvUMo7Md4qGn/5kD2N7FPn6B/fc1pb8fiowlZVXv2iA+crSvZSjryDZTZn1DNHG0XrwnBhMXzzF+tA8KWTzsj/BxSDywBLnIyNr1Hi4JGW8aJmdBV2rBtW3ddSR/8CaqkVJ0zpOtCUDLxhplPcmdIdzbRzVSZo9tkl1uEk4cy58fi13ktMY9tBuMHu+TLeu65y/3XXO7JP791yBNcFtrlJ2Y6GCKunEXgoDZ0lUm5+XejXYnuGu3qD74NHe+IwblOafWMLfv4Gc5eueA8CgE54icE5Gfq+tMN2QiV5ZFFUFuGIcqSsykRGW1kItS+DOrDJ7oYUpPp7IwHKJaTSbnGxRNTT+3+NeO8WWF2tsnUArzxCMML3Ypm9DYBTOcERlNOAjJjhOUFd/5KlV0OhEhyGc+vspkw9C53iA+PMaNRgS//0XWXhSwl6/vKW8t1lp0o4EL15ktKYIUoklQg0UDJpsaXcL678u9G53bZNZblURYvF3ZSjdT/JkVQXbvj+m/chPVabH/HecYrCt0Ls59ejBFDceC6Ld1lcB5gmZK625C3hG2wuGzmmAcsP6pFVpvxqjJjPjTry/aZ2iNXlmCP7cpnP+uYvf5GF3GrH3KoLd3xOKz0xadhcWBanTlRCtiWhHe3MOPxrC2THGuLzS8QDF9dBW/c5o+vhHxnuRp/9iP/Rjnzp17wOLsP/7H/8izzz7L+973Pj7wgQ88IF9369YtPvShD/Hoo4/yHd/xHdy9e/cdPvXLxH20IzMTEAr6JMm5uddyIvaXYvrgF4YGKP2OSO/FDricU5VEI9sbteiDuhhcLKv96LgkGlQE2YlBCHNd5MV//oS/6ryIacyVsN4h5trKuhJ5Sl14ATAhnFlTSAlSqEgWbWVHaSOFS0JUs4lqpOJZHAjorUzVialILopkyt6n/BQY+a+y2MEQNxrhnaDcVVCv7N/iyqO8jEtZ6jGVoOvjqE025tzn+aLJRoqyJTKSKi+xxwN0Vj7g4AVAVRHkXqQqZx4zydHTUsBhtdfwnDLmA12DCrV4P9fcdTNzmMzV6nE1/3a+gHNz7mzNn615wgt0vKemXwmX2heFsAjCWhUskPOnSgtG4xsJLomkEnCfNChePt+OJ/jxRPqyVrjJLpvhp5mMr0ZyeyUGES7U4hMeggv1iSd07eftM+EB++lU7oH6nAia+S3w4kp22ao6ud+8McJjj9XCU5359azlM3Uco6NQKIWz2QMaAMojC6vCCnhqphetHjTi295poZqNBU/fB1ruy0ZD+rx1P9dlonPg81zAkF4oXMrJ99hQYdO6HZDWNrdhfczWyn2SyfOo4lgAZO9ks+iE+0xRyvOo/MlMXIMY58+kSlNMp7WwJ50L1lDzpE946V4AoJVcTzca4aeZXItaCc7ORWGCt0/7AnCLcQ0xvxGchYzLFwWqsrLzt/5tz99p/MnGe3Kp9H3f93385E/+JGfPnl387tKlS3zyk59kaWmJl156ie/8zu/k7t27aK35R//oH/EDP/AD/PAP/zA//dM/zT/+x/+YX/iFX/iK3+O1PLiNe57uNenvDM9HzFZE6GGOdBbeqPC0pf8LjT0nzl6wQH56B2ZawP4RcVGyMelhGyHjcxHjs4La7F4rSbanzDYbHD0a4iKIho7w9gE4T7Sd4MMAn4YU3ah+QO1CJapKZfc1W42J4kuy628HlE1NNLQ0v7CNvbeLmeSE4wZmJt7IyfYYleW4UQ0u2z0QTrLWkBeossJ1m1SXRA5xcibGrJ6rnY+kfJz3BYBTpYKu7d+zqArypRj14afQhSMcFaiiQk/qHVsYYTbW8O3Gfbs2DwfHghNQqjZlqSsPc2ESVy98Skh3C8LDKeVSg8mm+HFna0oUx1StqQyoWUk0lB60yko84IYjul84oN2M0aMZHA4ASDQEWYrXiuyxdbzZEH/nVEqIelrC/hEqComnuaDEAxGr0Rm07lrCiSGcWtK9QsrG1uMfu0ClFfFxRTBzlE3D6EyAD6Bs92i2Y6zRlC2p3JSpJjvTrB25DGVDSq3R2NG5aSk6Rsrwvl4cAT7P0Xf3iQ5j/HQquzNrab+0T3LYwRlNfqaFP/ckZVPTfZ3a/clizm3Kwmg0loRdo+QF3u4XLmhz8RKvxQ3K1+Y6qijweS58/i/3XA2GdL7YwKUhNgmYfctVzMwSvb5NdW8HZUWAxeSKcGzh8BhTlPTebBCOdS0qBHiYbASU/9cTmNyR7BU0rxfYNGT27HmhRwWy8AmHlvgLN8WcI47RrSYqikh2MlZ8SpUqZkuabDWgbELV9KgKRudj2jyGqhyd1yd0ncdFhuK5S6jSEd06wN7blUrBvQOCIMA3U/wTlygaETaeq8d5bBqgOikqjdBLXVwjYni5xWxJL+YJ5aF1x9N7QzAUrdcHsHsoFK9Hz4PWBNuHUv62VqxJJ7JJCAKFqjxmWkprqRKrXzXN4NwG40d7VLGmSqR6GGQhrfQcwWSdvBVS9ALw0LyTEewMRIzmNP7E4z2ZtD/4wQ++7XcvvPDC4t9PPvkks9mM8XhMu93mV3/1V/nEJz4BwN/5O3+Hf/JP/skf6Xu8Bpt64qEn/tRreO9pxo9TtkOxZ2yI6Xw4EnlFbeVB1xahV8yBZVotlKV0Voqhx9ER3LhFEEY0P/wM47MxykJ6e4T7/BdpFI8xuLQsdqBTK2Cht1h2hkr6emZ1GXodXCtmuiXl3zwyzHqCdp2tCDc52QtpvJGIlOWsJMyccMjvjrCvvPZAn+4dzSU2N1AXOqIt3RFUMYhNpymkXFl2BNAS3oTWK4cQGAZP9ZlsSE+6fROCMeigtgAMA9xSm2KlUS88ZIKLywp290DpulXAwq7x5ALJLjY8ylB39zCNs5StmLKlKHqeqldR5oGovgGqKIlGVhJNrfTmJhN45TUZ8/xztSEwmnBWYpeajB5tUrTVietTptBFJddRG/RgCMaI5WmvjQaS3Zz4WBMcz+DN27jJFP3YZSZX+uAh2Z8Rb8+YXuySP6Ypmx6vDCCa2VUsY7WRIluWBD5bEfOLcKxY/ZwjvTNGV02KtqjOqapO2lUlns33nyoH9tU30K8pojObHH3wPNM18afu3CjQlUMVDrvcRk9y/PFADEjqUGWdhNV97ZT63pYv8NjRCDWdin+xs2/fic/vreEYPbshSObnrjB4JCLIYHm3Bfd2hDZZC5qYaYUbDFGznObNLsEkoWoY8o7GRZD3FePzivhQ03rtGPvKa5inHuPwyUYtISqVsHTfsH69CbWjlmo1wRjM4Zjm0YRyvcP4XIPZijzTLvKoAKZrGmdiGvuW1qduUO3uY973GMePNlAOlsZt1P4hWLsAo5pHHyE706RKNS6smQgOUUhLQ2hFtdhRwMHThvxcgR4GNLYFKNe+WdJ8ZQdmOa6+DkFji+xMExsr2lkJd7WYgBSOINM17VAqBzqvFj7oc7c3HZ5lvGGomrW1bCDiNN5EBFkoPfJEWmztaUF1/Sa4L7/wOo2vX7wnk/ZXiv/0n/4TTz31FJ1Oh/39fZrNJknNy2w2m0RRxGAwoNvtPvC+n/qpn+KnfuqnFj/fb2/ovRdwzVeoHM173QsO61eK+7xelae2G5z/7Su9t35DzR3GveU98wl2XmZTb3lvLdiwoK38EeMdP+8+JOuXe/2XlUWs0dVfc8yP/a1lvXfxmf6+c+IXY1Oot16U+71633oOXf075/iKnr73nb+3lfDv+/vbruFXW8qcHw8sxrQ41j+G8F/meB4YUw0wfAue8x0+7K0/+1pe1C/+/sC9df99fB84c/75C/nYt33PH3IO7zvnck88eKLknvgjxJf7CuXfdl1VPXf4uR7AH0co9bbn88s+x/BVzQen8ccbyv+xXfU/fREEAdVbdp+f/vSn+Wt/7a/x67/+61y9epX9/X2ee+65B3xM19bWeO21196WtN8anU6HZrNJv9//uhz/NyqOjo5Ox/QQxOmYHo54r45pMpkw/DLUsdP4+sWfqZ32q6++yvd+7/fyX/7Lf+Hq1asALC8vMx6Pmc1mJEnCdDqlLMuvmLABhsMhTz755FetHfunPU7H9HDE6Zgejnivjml7e/sbfRh/JuM9iR5/p7h9+zYf+chH+Pf//t/zrd/6rYvfK6X4yEc+wi/+4i8C8Au/8Av8lb/yV75Rh3kap3Eap3Eap/Fl4z250/6RH/kR/vt//+9Yazl37hwf+chHcM6xu7vLj//4jy9e98u//MtcvHiRf/Ev/gXf//3fz7/+1/+ajY0N/vN//s/fwKM/jdM4jdM4jdN453hPJu2f+Zmfecff/9zP/dw7/n5ra4vf/M3f/Jq+6+Mf//jX9L4/zXE6pocjTsf0cMTpmE7jjzPe00C00ziN0ziN0ziN91L8melpn8ZpnMZpnMZpPOxxmrRP4zRO4zRO4zQekjhN2l9jfPKTn+TJJ5/kypUr/OAP/uDb+OAPQ9y6dYvv/M7v5IknnuDpp5/mJ3/yJxd/+4mf+AmuXLnCo48+yi/90i99A4/ya4+///f//gP68w/zmMbjMR/96Ed59NFHefzxxxe4jYd5TL/2a7/Gc889x3PPPccLL7zAK6+8AjxcY3onnwP48mN4Vz4Hf0LxJ+rdcBpfffjT+Kqjqip/6dIl/+KLL3rvvf/e7/1e/4lPfOIbfFRffdy9e9d/6lOf8t57n+e5//CHP+x/5Vd+xf+P//E//Ic+9CFflqW/ffu2P3funB8Oh9/go/3q4n/9r//lP/rRj3pjjPfeP/Rj+nt/7+/5f/kv/6X33nvnnN/Z2Xnox7S1teVffvll7733P/MzP+O/53u+56Eb02/+5m/6e/fuLe4z7//we+1v/s2/6X/mZ37Ge+/9T/3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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(dpi=75., layout='constrained')\n", "im = np.abs(data_k21 - aux) / np.abs(data_k21)\n", "plt.imshow(im)\n", "plt.colorbar(shrink=0.9)\n", "plt.title('Relative error between data_k21 and'\n", " ' a linear transformation of data_v21.')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "253760cb-faaf-4d7c-b6ca-992c192a5d09", "metadata": {}, "source": [ "## `k_0_sj_semi_analytic_v2d`" ] }, { "cell_type": "markdown", "id": "49c3a377-8277-49c8-9832-a265279bc74d", "metadata": {}, "source": [ "This function returns a numpy array of two dimensions, which we will call `data_k`. The entries of the array are\n", "$$data_k[p(2p + 1) + q, l(2l + 1) + m] = ( K_{s,j}^0 Y_{l,m,j} , Y_{p,q,s} )_{L^2(\\mathcal{S}_s)}.$$" ] }, { "cell_type": "markdown", "id": "219d2eac-8e41-47ec-942d-a3555f11bc71", "metadata": {}, "source": [ "It is the same than `k_0_sj_semi_analytic_v1d`, but with different inputs. For bigger computations this one is faster." ] }, { "cell_type": "markdown", "id": "8ca1eca2-f78d-48d8-a2d4-da7b789f6dc1", "metadata": {}, "source": [ "### Docstring" ] }, { "cell_type": "code", "execution_count": 50, "id": "768f1668-87e9-403a-8f35-8432c6affe57", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Returns a numpy array that represents a numerical approximation of\n", " the matrix formed by the boundary integral operator K_{s,j}^0 with\n", " Helmholtz kernel evaluated and tested with complex spherical\n", " harmonics.\n", " In this routine the quadrature points NEED to be ordered in an array\n", " of two dimensions, given by the function\n", " from_sphere_s_cartesian_to_j_spherical_2d of the module\n", " biosspheres.quadratures.spheres.\n", "\n", " Notes\n", " -----\n", " data_k[p(2p + 1) + q, l(2l + 1) + m] =\n", " ( K_{s,j}^0 Y_{l,m,j} ; Y_{p,q,s} )_{L^2(S_s)}.\n", " Y_{l,m,j} : spherical harmonic degree l, order m, in the coordinate\n", " system j.\n", " S_s : surface of the sphere s.\n", "\n", " The expression K_{s,j}^0 Y_l,m,j can be obtained analytically.\n", " A quadrature scheme is used to compute the other surface integral.\n", " It uses functions from the package pyshtools to compute the\n", " spherical harmonic transforms.\n", "\n", " Parameters\n", " ----------\n", " big_l : int\n", " >= 0, max degree of spherical harmonics used.\n", " k0 : float\n", " > 0\n", " r_j : float\n", " > 0, radius of the sphere j.\n", " r_s : float\n", " > 0, radius of the sphere s.\n", " j_lp_j : np.ndarray\n", " of floats. Derivative of the spherical Bessel function evaluated\n", " in k0 * r_j.\n", " r_coord : np.ndarray\n", " Two dimensional array of floats with the spherical coordinate r\n", " of the quadrature points in the coordinate system s.\n", " Shape equals to (quantity_theta_points, quantity_phi_points).\n", " Comes from the function\n", " from_sphere_s_cartesian_to_j_spherical_2d of the module\n", " biosspheres.quadratures.spheres.\n", " phi_coord : np.ndarray\n", " Two dimensional array of floats with the phi coordinate r of the\n", " quadrature points in the coordinate system s. Shape equals to\n", " (quantity_theta_points, quantity_phi_points).\n", " Comes from the function\n", " from_sphere_s_cartesian_to_j_spherical_2d of the module\n", " biosspheres.quadratures.spheres.\n", " cos_theta_coord : np.ndarray\n", " Two dimensional array of floats with the cosine of the spherical\n", " coordinate theta of the quadrature points in the coordinate\n", " system s. Shape equals to\n", " (quantity_theta_points, quantity_phi_points). Comes from the\n", " function from_sphere_s_cartesian_to_j_spherical_2d of\n", " the module biosspheres.quadratures.spheres.\n", " weights : np.ndarray\n", " of floats. Weights for the integral quadrature in the theta\n", " variable. Comes from the function\n", " gauss_legendre_trapezoidal_shtools_2d\n", " from the module biosspheres.quadratures.spheres.\n", " zeros : np.ndarray\n", " of floats. Zeros of the integral quadrature in the theta\n", " variable. Comes from the function\n", " gauss_legendre_trapezoidal_shtools_2d\n", " from the module biosspheres.quadratures.spheres.\n", " quantity_theta_points : int\n", " how many points for the integral in theta.\n", " Can come from the function\n", " gauss_legendre_trapezoidal_shtools_2d\n", " from the module biosspheres.quadratures.spheres.\n", " quantity_phi_points : int\n", " how many points for the integral in phi.\n", " Can come fron the function\n", " gauss_legendre_trapezoidal_shtools_2d\n", " from the module biosspheres.quadratures.spheres.\n", " pesykus : np.ndarray\n", " dtype int, shape ((big_l+1) * big_l // 2, 2).\n", " Used for the vectorization of some computations.\n", " Comes from the function\n", " biosspheres.miscella.auxindexes.pes_y_kus(big_l)\n", " p2_plus_p_plus_q : np.ndarray\n", " dtype int, length (big_l+1) * big_l // 2.\n", " Used for the vectorization of some computations.\n", " Comes from the function\n", " biosspheres.miscella.auxindexes.pes_y_kus(big_l)\n", " p2_plus_p_minus_q : np.ndarray\n", " dtype int, length (big_l+1) * big_l // 2.\n", " Used for the vectorization of some computations.\n", " Comes from the function\n", " biosspheres.miscella.auxindexes.pes_y_kus(big_l)\n", "\n", " Returns\n", " -------\n", " data_k : numpy array\n", " of complex numbers. Shape ((big_l+1)**2, (big_l+1)**2).\n", " See notes for the indexes ordering.\n", "\n", " See Also\n", " --------\n", " k_0_sj_semi_analytic_v1d\n", " k_0_sj_from_v_0_sj\n", " gauss_legendre_trapezoidal_shtools_2d\n", " biosspheres.miscella.auxindexes.pes_y_kus\n", "\n", " \n" ] } ], "source": [ "print(cross.k_0_sj_semi_analytic_v2d.__doc__)" ] }, { "cell_type": "markdown", "id": "99ecfee3-889c-45f0-8e7d-2db861fed7ec", "metadata": {}, "source": [ "### Example" ] }, { "cell_type": "markdown", "id": "77f87573-ae01-476c-b0fb-b3c51d60f8f9", "metadata": {}, "source": [ "Definition of parameters:" ] }, { "cell_type": "markdown", "id": "bb87c965-66bf-42c6-bb83-103f59fd37d5", "metadata": {}, "source": [ "Radii:" ] }, { "cell_type": "code", "execution_count": 51, "id": "50996cf5-a196-43bd-a5e5-1c76688c49ea", "metadata": {}, "outputs": [], "source": [ "radio_1 = 3.\n", "radio_2 = 2." ] }, { "cell_type": "markdown", "id": "79f6e016-9028-4d39-8ca8-a821164e4734", "metadata": {}, "source": [ "Position of the center of the spheres:" ] }, { "cell_type": "code", "execution_count": 52, "id": "afc4b913-f85f-4961-8e2d-d14552be478e", "metadata": {}, "outputs": [], "source": [ "p_1 = np.asarray([2., 3., 4.])\n", "p_2 = -p_1" ] }, { "cell_type": "markdown", "id": "01752512", "metadata": {}, "source": [ "Wave number:" ] }, { "cell_type": "code", "execution_count": 53, "id": "ffc77196", "metadata": {}, "outputs": [], "source": [ "k0 = 2.0" ] }, { "cell_type": "markdown", "id": "a9970dfe-35f9-41e0-b94f-6278864d2d3d", "metadata": {}, "source": [ "Maximum degree of spherical harmonics used, and parameter for the quadrature rule:" ] }, { "cell_type": "code", "execution_count": 54, "id": "096f88bf-087b-4b6c-8580-b2404f3a12a1", "metadata": {}, "outputs": [], "source": [ "big_l = 15\n", "big_l_c = 2 * big_l + 5" ] }, { "cell_type": "markdown", "id": "80bd7512", "metadata": {}, "source": [ "Derivative of the spherical Bessel function:" ] }, { "cell_type": "code", "execution_count": 55, "id": "58b21abf", "metadata": {}, "outputs": [], "source": [ "j_lp_1 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_1 * k0, derivative=True)" ] }, { "cell_type": "markdown", "id": "b9390883-1411-4941-9f21-70c5b84afb8c", "metadata": {}, "source": [ "Auxiliary parameters that use the ones previously defined, which are related to the implemented quadrature. This differs from the routines without the `2d` in its name:" ] }, { "cell_type": "code", "execution_count": 56, "id": "1896e7d6-f949-4f32-bd73-1f142913a996", "metadata": {}, "outputs": [], "source": [ "quantity_theta_points, quantity_phi_points, weights, pre_vector_t_2d = (\n", " quadratures.gauss_legendre_trapezoidal_2d(big_l_c)\n", ")\n", "r_coord_1tf_2d, phi_coord_1tf_2d, cos_theta_coord_1tf_2d = (\n", " quadratures.from_sphere_s_cartesian_to_j_spherical_2d(\n", " radio_2, p_1, p_2, quantity_theta_points, quantity_phi_points,\n", " pre_vector_t_2d\n", " )\n", ")\n", "pesykus, p2_plus_p_plus_q, p2_plus_p_minus_q = auxindexes.pes_y_kus(big_l)" ] }, { "cell_type": "markdown", "id": "19a30ff6-e9b9-4702-8aca-7f58cfcbca4f", "metadata": {}, "source": [ "We obtain the array data_k21:" ] }, { "cell_type": "code", "execution_count": 57, "id": "e486e227-b4b6-4e1d-a5ad-69ba951b5f65", "metadata": {}, "outputs": [], "source": [ "data_k21_2d = cross.k_0_sj_semi_analytic_v2d(\n", " big_l, k0, radio_1, radio_2, j_lp_1, r_coord_1tf_2d, phi_coord_1tf_2d,\n", " cos_theta_coord_1tf_2d, weights, pre_vector_t_2d[2, :, 0],\n", " quantity_theta_points, quantity_phi_points, pesykus, p2_plus_p_plus_q,\n", " p2_plus_p_minus_q)" ] }, { "cell_type": "markdown", "id": "8ac390c0-bd19-47f7-b897-3e815cd2c083", "metadata": {}, "source": [ "The result can be compared to the one computed by the previous routine:" ] }, { "cell_type": "code", "execution_count": 58, "id": "16c231ba-1831-447f-bc92-dd5d8b5688c9", "metadata": {}, "outputs": [], "source": [ "final_length, pre_vector_t, transform = quadratures.complex_spherical_harmonic_transform_1d(big_l, big_l_c)\n", "r_coord_1tf, phi_coord_1tf, cos_theta_coord_1tf = (\n", " quadratures.\n", " from_sphere_s_cartesian_to_j_spherical_1d(\n", " radio_2, p_1, p_2, final_length, pre_vector_t))\n", "data_k21 = cross.k_0_sj_semi_analytic_v1d(\n", " big_l, k0, radio_1, radio_2, j_lp_1, r_coord_1tf, phi_coord_1tf,\n", " cos_theta_coord_1tf, final_length, transform)" ] }, { "cell_type": "code", "execution_count": 59, "id": "665e8845-0e6b-4d81-af9b-ace5bf799ad7", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\there\\AppData\\Local\\Temp\\ipykernel_10040\\3297778697.py:3: RuntimeWarning: divide by zero encountered in log\n", " plt.imshow(np.log(im), cmap='RdBu', norm=colors.CenteredNorm(vcenter=-10))\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(dpi=75., layout='constrained')\n", "im = np.abs(data_k21_2d - data_k21) / np.abs(data_k21_2d)\n", "plt.imshow(np.log(im), cmap='RdBu', norm=colors.CenteredNorm(vcenter=-10))\n", "plt.colorbar()\n", "plt.title('Logarithm of the elative error between $K_{2,1}^0$ with 1d and 2d routines')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "02838bb1-5c82-4424-bc3c-482d3490b529", "metadata": {}, "source": [ "## `k_0_sj_from_v_0_sj`" ] }, { "cell_type": "markdown", "id": "d38d2598-cdf4-4dbd-8038-8fec8cd3b4f3", "metadata": {}, "source": [ "This functions uses the relationship between the operators $K^0_{s,j}$ and $V^0_{s,j}$ to compute `data_k` from `data_v`. See docstring for details." ] }, { "cell_type": "markdown", "id": "3c5163ab-471b-409d-ad26-a79320f57e23", "metadata": {}, "source": [ "### Docstring" ] }, { "cell_type": "code", "execution_count": 60, "id": "4aa1810f-4822-4199-a78d-f3b953f273f6", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Returns a numpy array that represents a numerical approximation of\n", " the matrix formed by the boundary integral operator K_{s,j}^0 with\n", " Helmholtz kernel evaluated and tested with complex spherical\n", " harmonics.\n", " This routine needs the numpy array corresponding to the testing of\n", " V_{s,j}^0.\n", "\n", " Notes\n", " -----\n", " data_k[p*(2p+1) + q, l*(2l+1) + m] =\n", " ( K_{s,j}^0 Y_{l,m,j} ; Y_{p,q,s} )_{L^2(S_s)}.\n", " Y_{l,m,j} : spherical harmonic degree l, order m, in the coordinate\n", " system j.\n", " S_s : surface of the sphere s.\n", "\n", " This computation uses the following result for this specific case:\n", " K_{s,j}^0 Y_{l,m} = -k0 * (j_l'(k0 r_j) / j_l (k0 r_j))\n", " * V_{s,j}^0 Y_{l,m}.\n", " With j_l' the derivative of the spherical Bessel function, and j_l\n", " the spherical Bessel function.\n", "\n", " It will blow up if k0 r_j is a root of any j_l.\n", "\n", " Parameters\n", " ----------\n", " data_v : np.ndarray\n", " that represents a numerical approximation of the matrix formed\n", " by the boundary integral operator V_{s,j}^0 with Helmholtz\n", " kernel evaluated and tested with spherical harmonics.\n", " k0 : float\n", " > 0\n", " r_j : float\n", " > 0, radius of the sphere j.\n", "\n", " Returns\n", " -------\n", " data_k : np.ndarray\n", " of complex numbers. Same shape than data_v.\n", " See notes for the indexes ordering.\n", "\n", " See Also\n", " --------\n", " k_0_sj_semi_analytic_v1d\n", " k_0_sj_semi_analytic_v2d\n", "\n", " \n" ] } ], "source": [ "print(cross.k_0_sj_from_v_0_sj.__doc__)" ] }, { "cell_type": "markdown", "id": "bf3ac077-87d6-4ac2-a957-cf1bae822c52", "metadata": {}, "source": [ "### Example" ] }, { "cell_type": "markdown", "id": "55d90ad7-7040-4944-bbd5-c733c73560e1", "metadata": {}, "source": [ "Definition of the parameters:" ] }, { "cell_type": "markdown", "id": "7e05fff4-8ca9-459e-a494-c9c65b2867cd", "metadata": {}, "source": [ "Radii:" ] }, { "cell_type": "code", "execution_count": 61, "id": "4f13177e-c8ce-4ea7-b6ac-cdace6a8342e", "metadata": {}, "outputs": [], "source": [ "radio_1 = 1.3\n", "radio_2 = 1.7" ] }, { "cell_type": "markdown", "id": "21286314-074b-4890-b6db-8741a41ac5f8", "metadata": {}, "source": [ "Positions of the center of the spheres:" ] }, { "cell_type": "code", "execution_count": 62, "id": "f3d436df-33b2-4351-b177-654bf13d70b8", "metadata": {}, "outputs": [], "source": [ "p_1 = np.asarray([2., 3., 4.])\n", "p_2 = -p_1" ] }, { "cell_type": "markdown", "id": "cca3f0ff", "metadata": {}, "source": [ "Wave number:" ] }, { "cell_type": "code", "execution_count": 63, "id": "5507373f", "metadata": {}, "outputs": [], "source": [ "k0 = 2.0" ] }, { "cell_type": "markdown", "id": "c4b9955a-a384-4a8a-b060-4447dd7461d6", "metadata": {}, "source": [ "Maximum degree of spherical harmonics used, and parameter for the quadrature rules:" ] }, { "cell_type": "code", "execution_count": 64, "id": "63fd4166-1835-4b90-b81c-a0190b774fe2", "metadata": {}, "outputs": [], "source": [ "big_l = 15\n", "big_l_c = big_l + 5" ] }, { "cell_type": "markdown", "id": "5fab2056", "metadata": {}, "source": [ "Spherical Bessel function:" ] }, { "cell_type": "code", "execution_count": 65, "id": "d3f71bf2", "metadata": {}, "outputs": [], "source": [ "j_l_1 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_1 * k0)" ] }, { "cell_type": "markdown", "id": "b07bc021-d663-41f7-90dc-2c17d2afdf69", "metadata": {}, "source": [ "We use one of the previous routine to calculate `data_21_2d`, which will be the input for computing `data_k21`" ] }, { "cell_type": "code", "execution_count": 66, "id": "a390eb64-efb0-43fc-9b48-8b9412e196d7", "metadata": {}, "outputs": [], "source": [ "quantity_theta_points, quantity_phi_points, weights, pre_vector_t_2d = \\\n", " quadratures.gauss_legendre_trapezoidal_2d(big_l_c)\n", "r_coord_1tf_2d, phi_coord_1tf_2d, cos_theta_coord_1tf_2d = (\n", " quadratures.from_sphere_s_cartesian_to_j_spherical_2d(\n", " radio_2, p_1, p_2, quantity_theta_points, quantity_phi_points,\n", " pre_vector_t_2d))\n", "pesykus, p2_plus_p_plus_q, p2_plus_p_minus_q = auxindexes.pes_y_kus(big_l)\n", "data_v21_2d = cross.v_0_sj_semi_analytic_v2d(\n", " big_l, k0, radio_1, radio_2, j_l_1, r_coord_1tf_2d, phi_coord_1tf_2d,\n", " cos_theta_coord_1tf_2d, weights, pre_vector_t_2d[2, :, 0],\n", " quantity_theta_points, quantity_phi_points, pesykus, p2_plus_p_plus_q,\n", " p2_plus_p_minus_q)" ] }, { "cell_type": "code", "execution_count": 67, "id": "1729c1de-dd33-4570-8197-b85f4c1731ed", "metadata": {}, "outputs": [], "source": [ "data_k21 = cross.k_0_sj_from_v_0_sj(data_v21_2d, k0, radio_1)" ] }, { "cell_type": "markdown", "id": "4a513c07-d5e8-4f4d-9500-084b2c30c88f", "metadata": {}, "source": [ "To compare" ] }, { "cell_type": "code", "execution_count": 68, "id": "c085c3cc-f14e-49b4-8af2-17b5244cd4b0", "metadata": {}, "outputs": [], "source": [ "j_lp_1 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_1 * k0, derivative=True)\n", "data_k21_2d = cross.k_0_sj_semi_analytic_v2d(\n", " big_l, k0, radio_1, radio_2, j_lp_1, r_coord_1tf_2d, phi_coord_1tf_2d,\n", " cos_theta_coord_1tf_2d, weights, pre_vector_t_2d[2, :, 0],\n", " quantity_theta_points, quantity_phi_points, pesykus, p2_plus_p_plus_q,\n", " p2_plus_p_minus_q)" ] }, { "cell_type": "code", "execution_count": 69, "id": "ef938b32-0d8d-41f2-a555-1d60645e4acc", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(dpi=75., layout='constrained')\n", "im = np.abs(data_k21_2d - data_k21) / np.abs(data_k21)\n", "plt.imshow(im)\n", "plt.colorbar(shrink=0.9)\n", "plt.title('Logarithm of the relative error between $K_{2,1}^0$ with direct and indirect '\n", " 'routines')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "224719ec-11d0-4725-b929-732bef3582e4", "metadata": {}, "source": [ "## `ka_0_sj_semi_analytic_recurrence_v1d`" ] }, { "cell_type": "markdown", "id": "b0c3c55c-b70a-432f-9548-490708c5e418", "metadata": {}, "source": [ "The `1d` on the name of the routine references the type of input it needs. See the following sections for details." ] }, { "cell_type": "markdown", "id": "697eb01a-f0b9-41af-a511-d9d1d08eab6d", "metadata": {}, "source": [ "### Docstring" ] }, { "cell_type": "code", "execution_count": 70, "id": "a19b43cf-0e83-4c83-90b0-492dec6a8f78", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Returns a numpy array that represents a numerical approximation of\n", " the matrix formed by the boundary integral operator K_{s,j}^{*0}\n", " with Helmholtz kernel evaluated and tested with complex spherical\n", " harmonics.\n", " In this routine the quadrature points NEED to be ordered in an array\n", " of one dimension.\n", " It is a SLOW routine, because it does not use any symmetry or\n", " properties of the spherical harmonics.\n", "\n", " Notes\n", " -----\n", " data_ka[p*(2p+1) + q, l*(2l+1) + m] =\n", " ( K_{s,j}^{*0} Y_{l,m,j} ; Y_{p,q,s} )_{L^2(S_s)}.\n", " Y_{l,m,j} : spherical harmonic degree l, order m, in the coordinate\n", " system j.\n", " S_s : surface of the sphere s.\n", "\n", " The expression K_{s,j}^{*0} Y_l,m,j can be obtained analytically.\n", " A quadrature scheme is used to compute the other surface integral\n", " corresponding to the inner product.\n", " For computing the derivative in theta a recurrence formula for\n", " Legendre Functions is used.\n", "\n", " In this routine the quadrature points NEED to be ordered in an array\n", " of one dimension.\n", "\n", " Parameters\n", " ----------\n", " big_l : int\n", " >= 0, max degree.\n", " k0 : float\n", " > 0\n", " r_j : float\n", " > 0, radius of the sphere j.\n", " r_s : float\n", " > 0, radius of the sphere s.\n", " j_l_j : np.ndarray\n", " of floats. Spherical Bessel function evaluated in k0 * r_j.\n", " r_coord : np.ndarray\n", " One dimensional array of floats with the spherical coordinate r\n", " of the quadrature points in the coordinate system s. Length\n", " equals to final_length. Can come from\n", " biosspheres.quadratures.spheres.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_1d\n", " phi_coord : np.ndarray\n", " One dimensional array of floats with the phi coordinate r of the\n", " quadrature points in the coordinate system s. Length equals to\n", " final_length. Can come from biosspheres.quadratures.spheres.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_1d\n", " cos_theta_coord : np.ndarray\n", " One dimensional array of floats with the cosine of the spherical\n", " coordinate theta of the quadrature points in the coordinate\n", " system s. Lenght equals to final_length.\n", " Can come from biosspheres.quadratures.spheres.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_1d\n", " er_times_n : np.ndarray\n", " One dimensional array of floats with the dot product of the\n", " canonical vector of the spherical coordinate r in the points\n", " in the coordinate system s and the normal of a sphere.\n", " Length final_length. Can come from\n", " biosspheres.quadratures.spheres.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_1d\n", " etheta_times_n : np.ndarray\n", " One dimensional array of floats with the dot product of the\n", " canonical vector of the spherical coordinate theta in the points\n", " in the coordinate system s and the normal of a sphere.\n", " Length final_length. Can come from\n", " biosspheres.quadratures.spheres.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_1d\n", " ephi_times_n : np.ndarray\n", " One dimensional array of floats with the dot product of the\n", " canonical vector of the spherical coordinate phi in the points\n", " in the coordinate system s and the normal of a sphere.\n", " Length final_length. Can come from\n", " biosspheres.quadratures.spheres.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_1d\n", " final_length : int\n", " how many points for the surface integral,\n", " (big_l_c + 1) * (2 * big_l_c + 1).\n", " transform : np.ndarray\n", " of complex numbers for doing the complex spherical harmonic\n", " transform. Shape ((big_l+1)**2, final_length)\n", "\n", " Returns\n", " -------\n", " data_ka : numpy array\n", " of complex numbers. Shape ((big_l+1)**2, (big_l+1)**2).\n", " See notes for the indexes ordering.\n", "\n", " See Also\n", " --------\n", " ka_0_sj_semi_analytic_recurrence_v2d\n", " ka_0_sj_from_k_js\n", "\n", " \n" ] } ], "source": [ "print(cross.ka_0_sj_semi_analytic_recurrence_v1d.__doc__)" ] }, { "cell_type": "markdown", "id": "b8ddb4b2-0b9c-40e5-ba36-84f8d5dfeded", "metadata": {}, "source": [ "### Example" ] }, { "cell_type": "markdown", "id": "9ff19dc8", "metadata": {}, "source": [ "Definition of the parameters:" ] }, { "cell_type": "markdown", "id": "c9f15206", "metadata": {}, "source": [ "Radii:" ] }, { "cell_type": "code", "execution_count": 71, "id": "d34a7542-72f9-44ac-b445-c6407cb4264c", "metadata": {}, "outputs": [], "source": [ "radio_1 = 3.\n", "radio_2 = 2." ] }, { "cell_type": "markdown", "id": "f134faa9", "metadata": {}, "source": [ "Positions of the center of the spheres:" ] }, { "cell_type": "code", "execution_count": 72, "id": "27a6b9ca", "metadata": {}, "outputs": [], "source": [ "p_1 = np.asarray([2., 3., 4.])\n", "p_2 = -p_1" ] }, { "cell_type": "markdown", "id": "113b7cf3", "metadata": {}, "source": [ "Wave number:" ] }, { "cell_type": "code", "execution_count": 73, "id": "356d6668", "metadata": {}, "outputs": [], "source": [ "k0 = 2.0" ] }, { "cell_type": "markdown", "id": "41b38efb", "metadata": {}, "source": [ "Maximum degree of spherical harmonics used, and parameter for the quadrature rule:" ] }, { "cell_type": "code", "execution_count": 74, "id": "136e8444", "metadata": {}, "outputs": [], "source": [ "big_l = 15\n", "big_l_c = 2 * big_l + 5" ] }, { "cell_type": "markdown", "id": "125d3e27", "metadata": {}, "source": [ "Spherical Bessel function:" ] }, { "cell_type": "code", "execution_count": 75, "id": "7abb6e32", "metadata": {}, "outputs": [], "source": [ "j_l_1 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_1 * k0)" ] }, { "cell_type": "markdown", "id": "1f36978a", "metadata": {}, "source": [ "Auxiliary parameters that use the ones previously defined, which are related to the implemented quadrature, this differs from the routines without the `1d` in its name:" ] }, { "cell_type": "code", "execution_count": 76, "id": "ceebd7ac-37e6-4ac6-a5cf-49f04fbecd46", "metadata": {}, "outputs": [], "source": [ "final_length, pre_vector_t, transform = (\n", " quadratures.complex_spherical_harmonic_transform_1d(big_l, big_l_c)\n", ")\n", "(r_coord_1tf, phi_coord_1tf, cos_theta_coord_1tf,\n", " er_1tf, eth_1tf, ephi_1tf) = (\n", " quadratures.from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_1d(\n", " radio_2, p_1, p_2, final_length, pre_vector_t))" ] }, { "cell_type": "markdown", "id": "9c0b7f99", "metadata": {}, "source": [ "Calling of the function:" ] }, { "cell_type": "code", "execution_count": 77, "id": "fb03bb38-8205-4208-a373-7580d069eaef", "metadata": {}, "outputs": [], "source": [ "data_ka21 = cross.ka_0_sj_semi_analytic_recurrence_v1d(\n", " big_l, k0, radio_1, radio_2, j_l_1, r_coord_1tf, phi_coord_1tf,\n", " cos_theta_coord_1tf, er_1tf, eth_1tf, ephi_1tf, final_length,\n", " transform)" ] }, { "cell_type": "markdown", "id": "a7a37b9c-70e8-45f8-80c4-b4f67dcafa37", "metadata": {}, "source": [ "## `ka_0_sj_semi_analytic_recurrence_v2d`" ] }, { "cell_type": "markdown", "id": "bd1bfd9b-1a23-48bb-ac1b-2c9a81ecb494", "metadata": {}, "source": [ "### Docstring" ] }, { "cell_type": "code", "execution_count": 78, "id": "0de4bca2-028d-4344-b53f-adf899599874", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Returns a numpy array that represents a numerical approximation of\n", " the matrix formed by the boundary integral operator K_{s,j}^{*0}\n", " with Helmholtz kernel evaluated and tested with complex spherical\n", " harmonics.\n", " In this routine the quadrature points NEED to be ordered in an array\n", " of two dimensions, given by the function\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_2d of\n", " the module biosspheres.quadratures.spheres.\n", "\n", " Notes\n", " -----\n", " data_ka[p*(2p+1) + q, l*(2l+1) + m] =\n", " ( K_{s,j}^{*0} Y_{l,m,j} ; Y_{p,q,s} )_{L^2(S_s)}.\n", " Y_{l,m,j} : spherical harmonic degree l, order m, in the coordinate\n", " system j.\n", " S_s : surface of the sphere s.\n", "\n", " The expression K_{s,j}^{*0} Y_l,m,j can be obtained analytically.\n", " A quadrature scheme is used to compute the other surface integral\n", " corresponding to the inner product.\n", " For computing the derivative in theta a recurrence formula for\n", " Legendre Functions is used.\n", "\n", " In this routine the quadrature points NEED to be ordered in an array\n", " of two dimensions, given by the function\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_2d of\n", " the module biosspheres.quadratures.spheres.\n", " It uses functions from the package pyshtools to compute the\n", " spherical harmonic transforms.\n", "\n", " Parameters\n", " ----------\n", " big_l : int\n", " >= 0, max degree.\n", " k0 : float\n", " > 0\n", " r_j : float\n", " > 0, radius of the sphere j.\n", " r_s : float\n", " > 0, radius of the sphere s.\n", " j_l_j : np.ndarray\n", " of floats. Spherical Bessel function evaluated in k0 * r_j.\n", " r_coord : np.ndarray\n", " Two dimensional array of floats with the spherical coordinate r\n", " of the quadrature points in the coordinate system s. Shape\n", " equals to (quantity_theta_points, quantity_phi_points).\n", " Comes from biosspheres.quadratures.spheres.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_2d\n", " phi_coord : np.ndarray\n", " Two dimensional array of floats with the phi coordinate r of the\n", " quadrature points in the coordinate system s. Shape equals to\n", " (quantity_theta_points, quantity_phi_points).\n", " Comes from biosspheres.quadratures.spheres.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_2d\n", " cos_theta_coord : np.ndarray\n", " Two dimensional array of floats with the cosine of the spherical\n", " coordinate theta of the quadrature points in the coordinate\n", " system s. Shape equals to\n", " (quantity_theta_points, quantity_phi_points).\n", " Comes from biosspheres.quadratures.spheres.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_2d\n", " er_times_n : np.ndarray\n", " Two dimensional array of floats with the dot product of the\n", " canonical vector of the spherical coordinate r in the points\n", " in the coordinate system s and the normal of a sphere. Shape\n", " equals to (quantity_theta_points, quantity_phi_points). Comes\n", " from biosspheres.quadratures.spheres.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_2d\n", " etheta_times_n : np.ndarray\n", " Two dimensional array of floats with the dot product of the\n", " canonical vector of the spherical coordinate theta in the points\n", " in the coordinate system s and the normal of a sphere. Shape\n", " equals to (quantity_theta_points, quantity_phi_points). Comes\n", " from biosspheres.quadratures.spheres.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_2d\n", " ephi_times_n : np.ndarray\n", " Two dimensional array of floats with the dot product of the\n", " canonical vector of the spherical coordinate phi in the points\n", " in the coordinate system s and the normal of a sphere. Shape\n", " equals to (quantity_theta_points, quantity_phi_points). Comes\n", " from biosspheres.quadratures.spheres.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_2d\n", " weights : np.ndarray\n", " of floats. Weights for the integral quadrature in the theta\n", " variable. Comes from the function\n", " gauss_legendre_trapezoidal_shtools_2d\n", " from the module biosspheres.quadratures.spheres.\n", " zeros : np.ndarray\n", " of floats. Zeros of the integral quadrature in the theta\n", " variable. Comes from the function\n", " gauss_legendre_trapezoidal_shtools_2d\n", " from the module biosspheres.quadratures.spheres.\n", " quantity_theta_points : int\n", " how many points for the integral in theta.\n", " Can come from the function\n", " gauss_legendre_trapezoidal_shtools_2d\n", " from the module biosspheres.quadratures.spheres.\n", " quantity_phi_points : int\n", " how many points for the integral in phi.\n", " Comes from the function\n", " gauss_legendre_trapezoidal_shtools_2d\n", " from the module biosspheres.quadratures.spheres.\n", " pesykus : np.ndarray\n", " dtype int, shape ((big_l+1) * big_l // 2, 2).\n", " Used for the vectorization of some computations.\n", " Comes from the function\n", " biosspheres.miscella.auxindexes.pes_y_kus(big_l)\n", " p2_plus_p_plus_q : np.ndarray\n", " dtype int, length (big_l+1) * big_l // 2.\n", " Used for the vectorization of some computations.\n", " Comes from the function\n", " biosspheres.miscella.auxindexes.pes_y_kus(big_l)\n", " p2_plus_p_minus_q : np.ndarray\n", " dtype int, length (big_l+1) * big_l // 2.\n", " Used for the vectorization of some computations.\n", " Comes from the function\n", " biosspheres.miscella.auxindexes.pes_y_kus(big_l)\n", "\n", " Returns\n", " -------\n", " data_ka : numpy array\n", " of complex numbers. Shape ((big_l+1)**2, (big_l+1)**2).\n", " See notes for the indexes\n", " ordering.\n", "\n", " See Also\n", " --------\n", " ka_0_sj_semi_analytic_recurrence_v1d\n", " ka_0_sj_from_k_js\n", "\n", " \n" ] } ], "source": [ "print(cross.ka_0_sj_semi_analytic_recurrence_v2d.__doc__)" ] }, { "cell_type": "markdown", "id": "936a3f95-fffa-46f3-bef8-455d97507e56", "metadata": {}, "source": [ "### Example" ] }, { "cell_type": "markdown", "id": "09a7b510", "metadata": {}, "source": [ "Definition of the parameters:" ] }, { "cell_type": "markdown", "id": "4940f602", "metadata": {}, "source": [ "Radii:" ] }, { "cell_type": "code", "execution_count": 79, "id": "c041f142-846b-4d05-b288-a3cbeaebd8de", "metadata": {}, "outputs": [], "source": [ "radio_1 = 3.\n", "radio_2 = 2." ] }, { "cell_type": "markdown", "id": "7086975f", "metadata": {}, "source": [ "Positions of the center of the spheres:" ] }, { "cell_type": "code", "execution_count": 80, "id": "7c6ac614", "metadata": {}, "outputs": [], "source": [ "p_1 = np.asarray([2., 3., 4.])\n", "p_2 = -p_1" ] }, { "cell_type": "markdown", "id": "e61ad8b2", "metadata": {}, "source": [ "Wave number:" ] }, { "cell_type": "code", "execution_count": 81, "id": "60efb579", "metadata": {}, "outputs": [], "source": [ "k0 = 2.0" ] }, { "cell_type": "markdown", "id": "277ce8c7", "metadata": {}, "source": [ "Maximum degree of spherical harmonics used, and parameter for the quadrature rule:" ] }, { "cell_type": "code", "execution_count": 82, "id": "631662ed", "metadata": {}, "outputs": [], "source": [ "big_l = 5\n", "big_l_c = 25" ] }, { "cell_type": "markdown", "id": "5b1336d3", "metadata": {}, "source": [ "Spherical Bessel function:" ] }, { "cell_type": "code", "execution_count": 83, "id": "49243941", "metadata": {}, "outputs": [], "source": [ "j_l_1 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_1 * k0)" ] }, { "cell_type": "markdown", "id": "80fdd631", "metadata": {}, "source": [ "Auxiliary parameters that use the ones previously defined, which are related to the implemented quadrature. This differs from the routines without the `2d` in its name:" ] }, { "cell_type": "code", "execution_count": 84, "id": "e5f3ed88-edb2-47ac-aff3-a8082120d83b", "metadata": {}, "outputs": [], "source": [ "quantity_theta_points, quantity_phi_points, weights, pre_vector_t_2d = \\\n", " quadratures.gauss_legendre_trapezoidal_2d(big_l_c)\n", "(r_coord_1tf_2d, phi_coord_1tf_2d, cos_theta_coord_1tf_2d,\n", " er_1tf_2d, eth_1tf_2d, ephi_1tf_2d) = (\n", " quadratures.from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_2d(\n", " radio_2, p_1, p_2, quantity_theta_points, quantity_phi_points,\n", " pre_vector_t_2d))\n", "pesykus, p2_plus_p_plus_q, p2_plus_p_minus_q = auxindexes.pes_y_kus(big_l)" ] }, { "cell_type": "markdown", "id": "9b10fa1b", "metadata": {}, "source": [ "Calling of the function:" ] }, { "cell_type": "code", "execution_count": 85, "id": "bcd38b26-55f9-49cb-a684-d64393b54b8c", "metadata": {}, "outputs": [], "source": [ "data_ka21_2d = cross.ka_0_sj_semi_analytic_recurrence_v2d(\n", " big_l, k0, radio_1, radio_2, j_l_1, r_coord_1tf_2d, phi_coord_1tf_2d,\n", " cos_theta_coord_1tf_2d, er_1tf_2d, eth_1tf_2d, ephi_1tf_2d, weights,\n", " pre_vector_t_2d[2, :, 0], quantity_theta_points, quantity_phi_points,\n", " pesykus, p2_plus_p_plus_q, p2_plus_p_minus_q)" ] }, { "cell_type": "markdown", "id": "c40e5f3a-a22e-456b-b548-f60a38b61f07", "metadata": {}, "source": [ "If we compare with the previous routine:" ] }, { "cell_type": "code", "execution_count": 86, "id": "c5f41714-bada-4218-8df7-b77ea9c19e26", "metadata": {}, "outputs": [], "source": [ "final_length, pre_vector_t, transform = \\\n", " quadratures.complex_spherical_harmonic_transform_1d(big_l, big_l_c)\n", "(r_coord_1tf, phi_coord_1tf, cos_theta_coord_1tf,\n", " er_1tf, eth_1tf, ephi_1tf) = (\n", " quadratures.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_1d(\n", " radio_2, p_1, p_2, final_length, pre_vector_t))\n", "data_ka21 = cross.ka_0_sj_semi_analytic_recurrence_v1d(\n", " big_l, k0, radio_1, radio_2, j_l_1, r_coord_1tf, phi_coord_1tf,\n", " cos_theta_coord_1tf, er_1tf, eth_1tf, ephi_1tf, final_length,\n", " transform)" ] }, { "cell_type": "code", "execution_count": 87, "id": "e4f66594-be6d-49af-b57c-05f0e5dfec49", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(dpi=75., layout='constrained')\n", "im = np.abs(data_ka21_2d - data_ka21) / np.abs(data_ka21)\n", "plt.imshow(im, cmap='RdBu')\n", "plt.colorbar()\n", "plt.title('Relative error between $K_{2,1}^{*0}$ with 1d and 2d routines')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "2dad2e48-8b59-4c53-a08f-3d5ebee467e9", "metadata": {}, "source": [ "## `ka_0_sj_from_k_js`" ] }, { "cell_type": "markdown", "id": "eba65e1d-2dcd-40d1-a85e-de185adc3cf6", "metadata": {}, "source": [ "### Docstring" ] }, { "cell_type": "code", "execution_count": 88, "id": "6d1937e5-e3d7-4a5f-a4ab-86c705b9b7f1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Returns a numpy array that represents a numerical approximation of\n", " the matrix formed by the boundary integral operator K_{s,j}^{*0}\n", " with Helmholtz kernel evaluated and tested with complex spherical\n", " harmonics.\n", " This routine needs the numpy array corresponding to K_{j,s}^0\n", " (notice the change of the order of the indexes indicating the\n", " spheres).\n", "\n", " Notes\n", " -----\n", " data_ka_sj[p*(2p+1) + q, l*(2l+1) + m] =\n", " ( K_{s,j}^{*0} Y_{l,m,j} ; Y_{p,q,s} )_{L^2(S_s)}.\n", " Y_{l,m,j} : spherical harmonic degree l, order m, in the coordinate\n", " system j.\n", " S_s : surface of the sphere s.\n", "\n", " This computation uses the following result for this specific case:\n", " ( K_{s,j}^{*0} Y_{l,m,j} ; Y_{p,q,s} )_{L^2(S_s)}\n", " = (-1)**(m+q) ( K_{j,s}^0 Y_{p,-q,s} ; Y_{l,-m,j} )_{L^2(S_j)}.\n", "\n", " Parameters\n", " ----------\n", " data_kjs : numpy array.\n", " represents a numerical approximation of the matrix formed by the\n", " boundary integral operator V_{s,j}^0 with Helmholtz kernel\n", " evaluated and tested with complex spherical harmonics.\n", "\n", " Returns\n", " -------\n", " data_ka_sj : numpy array.\n", " Same shape than data_kjs. See notes for the indexes ordering.\n", "\n", " See Also\n", " --------\n", " ka_0_sj_semi_analytic_recurrence_v1d\n", " ka_0_sj_semi_analytic_recurrence_v2d\n", "\n", " \n" ] } ], "source": [ "print(cross.ka_0_sj_from_k_js.__doc__)" ] }, { "cell_type": "markdown", "id": "1cdd2b33-fde9-444f-b353-3dcaa184ec9c", "metadata": {}, "source": [ "### Example" ] }, { "cell_type": "markdown", "id": "272a369a", "metadata": {}, "source": [ "Definition of parameters:" ] }, { "cell_type": "markdown", "id": "b4562304", "metadata": {}, "source": [ "Radii:" ] }, { "cell_type": "code", "execution_count": 89, "id": "df1f31c7-464b-4489-8197-1219fbf33b78", "metadata": {}, "outputs": [], "source": [ "radio_1 = 3.\n", "radio_2 = 2." ] }, { "cell_type": "markdown", "id": "5af128e8", "metadata": {}, "source": [ "Position of the center of the spheres:" ] }, { "cell_type": "code", "execution_count": 90, "id": "fe6413e8", "metadata": {}, "outputs": [], "source": [ "p_1 = np.asarray([2., 3., 4.])\n", "p_2 = -p_1" ] }, { "cell_type": "markdown", "id": "cd588047", "metadata": {}, "source": [ "Wave number:" ] }, { "cell_type": "code", "execution_count": 91, "id": "cf06c0c1", "metadata": {}, "outputs": [], "source": [ "k0 = 2.0" ] }, { "cell_type": "markdown", "id": "af478816", "metadata": {}, "source": [ "Maximum degree of spherical harmonics used, and parameter for the quadrature rule:" ] }, { "cell_type": "code", "execution_count": 92, "id": "76099285", "metadata": {}, "outputs": [], "source": [ "big_l = 3\n", "big_l_c = 25" ] }, { "cell_type": "markdown", "id": "566dcb72", "metadata": {}, "source": [ "Derivative of the spherical Bessel function:" ] }, { "cell_type": "code", "execution_count": 93, "id": "d1b2c4f7", "metadata": {}, "outputs": [], "source": [ "j_lp_2 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_2 * k0, derivative=True)" ] }, { "cell_type": "markdown", "id": "326d2da8", "metadata": {}, "source": [ "Auxiliary parameters that use the ones previously defined, which are related to the implemented quadrature. This differs from the routines without the `2d` in its name:" ] }, { "cell_type": "code", "execution_count": 94, "id": "31e62556-a2fa-4b4b-b744-9b54ee987b44", "metadata": {}, "outputs": [], "source": [ "quantity_theta_points, quantity_phi_points, weights, pre_vector_t_2d = \\\n", " quadratures.gauss_legendre_trapezoidal_2d(big_l_c)\n", "r_coord_2tf_2d, phi_coord_2tf_2d, cos_theta_coord_2tf_2d = \\\n", " (quadratures.from_sphere_s_cartesian_to_j_spherical_2d(\n", " radio_1, p_2, p_1, quantity_theta_points, quantity_phi_points,\n", " pre_vector_t_2d))\n", "pesykus, p2_plus_p_plus_q, p2_plus_p_minus_q = auxindexes.pes_y_kus(big_l)" ] }, { "cell_type": "code", "execution_count": 95, "id": "3f33f4ff-dff1-4a67-9718-0c3fc5940d03", "metadata": {}, "outputs": [], "source": [ "data_k12_2d = cross.k_0_sj_semi_analytic_v2d(\n", " big_l, k0, radio_2, radio_1, j_lp_2, r_coord_2tf_2d, phi_coord_2tf_2d,\n", " cos_theta_coord_2tf_2d, weights, pre_vector_t_2d[2, :, 0],\n", " quantity_theta_points, quantity_phi_points, pesykus, p2_plus_p_plus_q,\n", " p2_plus_p_minus_q)" ] }, { "cell_type": "markdown", "id": "724325c7", "metadata": {}, "source": [ "Calling of the function:" ] }, { "cell_type": "code", "execution_count": 96, "id": "c168697d-303e-4035-92da-028c5353a8be", "metadata": {}, "outputs": [], "source": [ "data_ka21 = cross.ka_0_sj_from_k_js(data_k12_2d)" ] }, { "cell_type": "markdown", "id": "0cb534b0-ae40-4e84-af13-0eec3a2988fc", "metadata": {}, "source": [ "To compare" ] }, { "cell_type": "code", "execution_count": 97, "id": "f60dfea8-eb60-46e8-9011-8a383a791a1c", "metadata": {}, "outputs": [], "source": [ "j_l_1 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_1 * k0)\n", "(r_coord_1tf_2d, phi_coord_1tf_2d, cos_theta_coord_1tf_2d,\n", " er_1tf_2d, eth_1tf_2d, ephi_1tf_2d) = (\n", " quadratures.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_2d(\n", " radio_2, p_1, p_2, quantity_theta_points, quantity_phi_points,\n", " pre_vector_t_2d))\n", "data_ka21_2d = cross.ka_0_sj_semi_analytic_recurrence_v2d(\n", " big_l, k0, radio_1, radio_2, j_l_1, r_coord_1tf_2d, phi_coord_1tf_2d,\n", " cos_theta_coord_1tf_2d, er_1tf_2d, eth_1tf_2d, ephi_1tf_2d, weights,\n", " pre_vector_t_2d[2, :, 0], quantity_theta_points, quantity_phi_points,\n", " pesykus, p2_plus_p_plus_q, p2_plus_p_minus_q)" ] }, { "cell_type": "code", "execution_count": 98, "id": "4a512c7f-c467-4069-9e57-fa2aeb693d26", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 1.0, 'Relative error between $K_{2,1}^{*0}$ from $K_{2,1}^{0}$')" ] }, "execution_count": 98, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(dpi=75., layout='constrained')\n", "im = np.abs(data_ka21_2d - data_ka21) / np.abs(data_ka21_2d)\n", "plt.imshow(im, cmap='RdBu')\n", "plt.colorbar()\n", "plt.title('Relative error between $K_{2,1}^{*0}$ from $K_{2,1}^{0}$')" ] }, { "cell_type": "markdown", "id": "869cf292-5ea7-4e94-8f4c-9416394550a8", "metadata": {}, "source": [ "## `w_0_sj_from_ka_sj`" ] }, { "cell_type": "markdown", "id": "3a87bdcf-654c-4891-b1fc-a9ae35417ce8", "metadata": {}, "source": [ "### Docstring" ] }, { "cell_type": "code", "execution_count": 99, "id": "9b805491-121b-4d18-89df-ec03950530a2", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Returns a numpy array that represents a numerical approximation of\n", " the matrix formed by the boundary integral operator W_{s,j}^0 with\n", " Helmholtz kernel evaluated and tested with complex spherical\n", " harmonics.\n", " This routine needs the numpy array corresponding to the testing of\n", " K_{s,j}^{*0}.\n", "\n", " Notes\n", " -----\n", " data_w[p*(2p+1) + q, l*(2l+1) + m] =\n", " ( W_{s,j}^0 Y_{l,m,j} ; Y_{p,q,s} )_{L^2(S_s)}.\n", " Y_{l,m,j} : spherical harmonic degree l, order m, in the coordinate\n", " system j.\n", " S_s : surface of the sphere s.\n", "\n", " This computation uses the following result for this specific case:\n", " W_{s,j}^0 Y_{l,m} = k0 * (j_l'(k0 r_j) / j_l (k0 r_j))\n", " * K_{s,j}^{*0} Y_{l,m}.\n", " With j_l' the derivative of the spherical Bessel function, and j_l\n", " the spherical Bessel function.\n", "\n", " It will blow up if k0 r_j is a root of any j_l.\n", "\n", " Parameters\n", " ----------\n", " data_ka_sj : np.ndarray\n", " that represents a numerical approximation of the matrix formed\n", " by the boundary integral operator K_{s,j}^{*0} with Helmholtz\n", " kernel evaluated and tested with spherical harmonics.\n", " k0 : float\n", " > 0\n", " r_j : float\n", " > 0, radius of the sphere j.\n", "\n", " Returns\n", " -------\n", " data_w : np.ndarray\n", " of complex numbers. Same shape than data_ka_sj.\n", " See notes for the indexes ordering.\n", "\n", " See Also\n", " --------\n", " w_0_sj_semi_analytic_recurrence_v1d\n", " w_0_sj_semi_analytic_recurrence_v2d\n", "\n", " \n" ] } ], "source": [ "print(cross.w_0_sj_from_ka_sj.__doc__)" ] }, { "cell_type": "markdown", "id": "87fc3728-8602-4ae2-a84e-5c2d6dc3a59e", "metadata": {}, "source": [ "### Example" ] }, { "cell_type": "markdown", "id": "75409255", "metadata": {}, "source": [ "Definition of parameters:" ] }, { "cell_type": "markdown", "id": "95d4dc94", "metadata": {}, "source": [ "Radii:" ] }, { "cell_type": "code", "execution_count": 100, "id": "2d72469e-964f-487f-a9d6-bc93c8462a7d", "metadata": {}, "outputs": [], "source": [ "radio_1 = 3.\n", "radio_2 = 2." ] }, { "cell_type": "markdown", "id": "db3eda4a", "metadata": {}, "source": [ "Position of the center of the spheres:" ] }, { "cell_type": "code", "execution_count": 101, "id": "a2318f40", "metadata": {}, "outputs": [], "source": [ "p_1 = np.asarray([2., 3., 4.])\n", "p_2 = -p_1" ] }, { "cell_type": "markdown", "id": "b2b53bbc", "metadata": {}, "source": [ "Wave number:" ] }, { "cell_type": "code", "execution_count": 102, "id": "9a396646", "metadata": {}, "outputs": [], "source": [ "k0 = 2.0" ] }, { "cell_type": "markdown", "id": "6c1a8bdc", "metadata": {}, "source": [ "Maximum degree of spherical harmonics used, and parameter for the quadrature rule:" ] }, { "cell_type": "code", "execution_count": 103, "id": "f897baf7", "metadata": {}, "outputs": [], "source": [ "big_l = 10\n", "big_l_c = 2* big_l + 5" ] }, { "cell_type": "markdown", "id": "29da4213", "metadata": {}, "source": [ "Spherical Bessel function:" ] }, { "cell_type": "code", "execution_count": 104, "id": "024d778e", "metadata": {}, "outputs": [], "source": [ "j_l_1 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_1 * k0)" ] }, { "cell_type": "markdown", "id": "b4733ad9", "metadata": {}, "source": [ "Auxiliary parameters that use the ones previously defined, which are related to the implemented quadrature. This differs from the routines without the `1d` in its name:" ] }, { "cell_type": "code", "execution_count": 105, "id": "1535bc3a-9d3e-44ae-abb8-d44bfbaa516c", "metadata": {}, "outputs": [], "source": [ "final_length, pre_vector_t, transform = \\\n", " quadratures.complex_spherical_harmonic_transform_1d(big_l, big_l_c)\n", "(r_coord_1tf, phi_coord_1tf, cos_theta_coord_1tf, er_times_n_1tf,\n", " etheta_times_n_1tf, ephi_times_n_1tf) = (\n", " quadratures.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_1d(\n", " radio_2, p_1, p_2, final_length, pre_vector_t))" ] }, { "cell_type": "code", "execution_count": 106, "id": "b5046170-f025-4edf-bc61-f0e8437cdb2a", "metadata": {}, "outputs": [], "source": [ "data_ka21 = cross.ka_0_sj_semi_analytic_recurrence_v1d(\n", " big_l, k0, radio_1, radio_2, j_l_1, r_coord_1tf, phi_coord_1tf,\n", " cos_theta_coord_1tf, er_times_n_1tf, etheta_times_n_1tf,\n", " ephi_times_n_1tf, final_length, transform\n", ")" ] }, { "cell_type": "markdown", "id": "9daf3aa4", "metadata": {}, "source": [ "Calling of the function:" ] }, { "cell_type": "code", "execution_count": 107, "id": "b7046362-eec2-4546-b61b-3af09b9d4380", "metadata": {}, "outputs": [], "source": [ "data_w21 = cross.w_0_sj_from_ka_sj(data_ka21, k0, radio_1)" ] }, { "cell_type": "markdown", "id": "481901d7-babf-4084-867b-9cb7bfc7058f", "metadata": {}, "source": [ "To check" ] }, { "cell_type": "code", "execution_count": 108, "id": "ac045308-880f-4918-b16e-5bbe22354a5b", "metadata": {}, "outputs": [], "source": [ "(r_coord_2tf, phi_coord_2tf, cos_theta_coord_2tf, er_times_n_2tf,\n", " etheta_times_n_2tf, ephi_times_n_2tf) = (\n", " quadratures.\n", " from_sphere_s_cartesian_to_j_spherical_and_spherical_vectors_1d(\n", " radio_1, p_2, p_1, final_length, pre_vector_t))" ] }, { "cell_type": "code", "execution_count": 109, "id": "868147a0-c28e-43c4-b58e-e96af748f12b", "metadata": {}, "outputs": [], "source": [ "j_l_2 = scipy.special.spherical_jn(np.arange(0, big_l + 1), radio_2 * k0)\n", "data_ka12 = cross.ka_0_sj_semi_analytic_recurrence_v1d(\n", " big_l, k0, radio_2, radio_1, j_l_2, r_coord_2tf, phi_coord_2tf,\n", " cos_theta_coord_2tf, er_times_n_2tf,\n", " etheta_times_n_2tf, ephi_times_n_2tf, final_length, transform)" ] }, { "cell_type": "code", "execution_count": 110, "id": "e336f946-60b7-4c96-aa4b-e5a326fad935", "metadata": {}, "outputs": [], "source": [ "data_w12 = cross.w_0_sj_from_ka_sj(data_ka12, k0, radio_2)" ] }, { "cell_type": "code", "execution_count": 111, "id": "a9eaa4c9", "metadata": {}, "outputs": [], "source": [ "sign_array = np.diag(\n", " (-np.ones((big_l + 1) ** 2)) ** (np.arange(0, (big_l + 1) ** 2))\n", ")\n", "giro_array = np.eye((big_l + 1) ** 2)\n", "eles = np.arange(0, big_l + 1)\n", "l_square_plus_l = eles * (eles + 1)\n", "for el in np.arange(1, big_l + 1):\n", " giro_array[\n", " l_square_plus_l[el] - el : l_square_plus_l[el] + el + 1,\n", " l_square_plus_l[el] - el : l_square_plus_l[el] + el + 1,\n", " ] = np.fliplr(\n", " giro_array[\n", " l_square_plus_l[el] - el : l_square_plus_l[el] + el + 1,\n", " l_square_plus_l[el] - el : l_square_plus_l[el] + el + 1,\n", " ]\n", " )\n", "aux = (\n", " giro_array\n", " @ sign_array\n", " @ np.transpose(data_w21)\n", " @ sign_array\n", " @ giro_array\n", ")" ] }, { "cell_type": "code", "execution_count": 112, "id": "4b471e24-2f03-4065-bd41-1545da8db3f4", "metadata": {}, "outputs": [ { "data": { "image/png": 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YI2PxubtVBSPdGipcKnwhA0cDOgKGKUHJjjPUeVABaOHlaIoCTQF0BujhXR6dOXPu+DhuVUFdWQnGl7rw713xSwfmO0zvg3vqVWm//9ChtxycTWoIM6cU2x9GvG3CpqYmNDU1WfdrFLeo6RBFggGgO2igO2hY94sRA87vVwRtYuBWzb9vnTHoLDKmk+iMIWAw+EIG/LphjZ0Kieaks4joAbBETwT8uAGDgUIF49PW1oYbb7wRHR0d0DQNV1xxBe6///5Br5s0aRLKy8tRUlICwCx5l6hBsBDBq6+vj6qg7vV6B1XOJwhRFKvIZYN4Qloo51yU2EWOL7/SKQAUNXaNUydwuVx4+OGHMWvWLAQCAVx44YV45ZVXYtZ7ff3111PSFiGCN2vWLLS3t6OlpQWNjY1Yv349lixZImIogiBikM2agSLETgu7T92qggqXuRq/zqQXDMslHN8zLAGKUMEbN26cVRjc7XZj+vTpUW3DMkHI34WmaXjqqaewdOlSNDQ0YPjw4bj++utFDEUQMaEisdGuOhnh+15uVbHttZn/iv58RVp6sn8uUEwLL91bKhw5cgQvvfTSoPZDnEsvvRQzZszAfffdZyXTD4WwPbyFCxeipaVF1OEJYkgKxcVWrJjBI7EfB+T6fA0ACO8VBgxWAHt4CpQ4bZuSoaurK2qvbWAsB6e/vx9Lly7FnXfeiSlTpgx6fseOHfB4PDh27Biuu+46rF27FnfdddeQY1MOAEEQGaHCWQESEXATj2xaWzwIp1dnRZkqw6mpqUloDOm6jmuvvRazZs3CHXfcEfM1fO+usrISN998M5555pmEY5PgEQSRt2R7z05klGYhoQrcwwOAW265BVVVVXELgvf29kLXdVRVVSEUCuG3v/0tpk+fnvC4tNVBEAWIAbEXbrsQOe1e5BclnTH4dYbuoC4sYMV+jobKMcwEnofHc/1k38NTFEXoHt5bb72F9evXY9euXTj99NMxc+ZMPP7449i9ezcuueQSAEBnZyfmz5+P6dOnY8aMGSgpKcHdd9+d8Nhk4RFEASPTXlcs/LqBgKEIyffjrlOdAe4YP/3FRJ8qKFEUuYM0ITYt4dxzz42bu8379p100knYu3dvyscmwSMIImm4LtitIaf38AYiys0YWUvsMeFQpZXCQ4GiyukcJMEjCg7uQnKqNJTMOClGKiIVVriLLhAOQdRgVmJxGp6WYFZEYSkLH78sGzEes5cVAyL/d6tcYBkMh9dUCC5NnpYgI3LKNEEMgX2/hHAOfrHm5zfymPl/URcTJz7LeHOLrCN6jGzl+xHZhSw8ouDgv84p2s5ZdGbmkZkiESmwzPfXnN5bizV+uscyYjzGvyf82Fz8+DhOrYnn4QFmEE5PyJA8LUFspRWRkOARBYcBOO6KkhGn3bn8vOqMRRWPFuHKjIhE5hGhsd5jPWabOxfvVDsyJD0HBvhCRngsub+gJHgEQRAOEr3HJrdAFBKKklmllVxCgkcUHBS0YhIrYMOJ49kDLzRFscxpJ8+3Gj52hUtFmWaO7AsZlu451acuEoTD9/B40ApzfCxeG7RMo7SEXEF7skTBQUErIgNIBgZ68OLOYk42Fwinx4gkg8dLS1CEBK5w0VMEnS9iaMjCIwoOCloxEZW/pjNmC/BgUV3CnR9LyGFhANAQ3QBWj9rPE/flMYtHS/zlVChohSDyBgpaEQM/rzzC0RQ7ZyM07WMBkSASPpaT8DWYVpdp1dnXZJ+HU1jdEhw+brYRXUtTFCR4BFGgiK6lya08UfukdoETsZbo9ITYz4tAfs8DWXgEQeQRIlvscHegSPjcfSHDsors44tEbPNXcz9S5h08ReJKKyR4BFGgiBcGsfukOgP8OrM6JYgeS1SQk71bghWlSUErOYEEjyCIlIguIO18vclchI7zaE0ufPK7HUVCLk2CIPIMkV0MeJpAwDAtPTGtdOxWl+JY0IpdUO35hJHqMQDAhHVL0Kg9UM4gwSMIIq8RXWkl0piV/8sAOGu9chEtjG4JZOERBFEk2PejROSrDQy4yYaLcWBSu5N7hvb18ALcskOlxQiCKBoifeoU+AWpEe9gEKl6krnrdKj9Qfs+nii4kMqcdw7I69Kk0mIEUaBko46oyEoo0eM4M5Bhu2UbM9HdXIv8qedyQhYeQRApYaYLGAgYCgKGmIAVTqTKivPHtvepM/v8RY8nYl1+3TyqzF5NhfbwCIIoFgzwfSixuXF8HJGdL7jomSXMuOCJKZWmgp83Q/ouHiR4BEEUBbx1D7eIRFkrvH0PFzwR1qQ9pzAqSlNgSoL8aQkKVFXOFZDgEUSB4nQ/PI6mwGrZ49cZ9JAYi0VTgAqXGh7HsHrUiejvxyugmCIeToMQMJZVaUV36MC5QAEUSQWPglYIgkiZSB880eNEIkKdJLqZbSQPjz828HVOwceRUy7khyw8giBShu95ZSM/bqCoOlFBZmCun72nH18Td6U6XbFG+sRzQNpaoCR4BEGkhD15WmSjVA7f97LjlAjZj8vTBkRRCEIHmDVoaA+PIIi8IRt7FaIFIhvwvn6xOrc7vTZ+PNnPGSDvHh4JHkEUKCKrhkTSBcTm4QGRzup2nBqT17gMGJH7IjueRxLPJYaCVgiCyEdEuNG4CIjuUSeayDqiq6CIEjtzrPDxJT5vMkMWHkEUIJEqInJjViZRs9rxXBT2iFC5wzQVqBkEreTya0mCRxAFikhhENkhHDBdTzoDfCEjquO5qAooHBHW3eCO56rUrjUFmbk0SfAIgiDCDBSDbLpOCyWSUigS7+GR4BEEkRJ2i8XJJqmcwf3wzHFE5MTxtUTaHYVTLgRYejzwphBENZO0hFwWmSHBIwgiZSIJ4QqCAnPxBubfOYldVLngBYxogXUK0S7gbKNI6pMlwSMIIiUG1rgU3SKIC6tTSe6xy4rBKl/Gx+P1NIHMLL2BFiuRO0jwiILDfnGRNaIvX1EBlGkqJgwvQZVLRWd/CH49KFT0eGJ4JsQSHE1RrCLY1SUayjTFCpAJGNGl00SLumxQaTGCyCNEJl0XK3bLqFxTUFnqQldQtywkEW2CRLoBuVVnLx7tVqOtPtE9/2REUai0GEHkDTwHjX6RO4u9iWlX0EDACMAXMqymqSLG4pVQ7I9ncjw7AYPBrzNoCgu3BmLw64blph1YaiwT+HcyYDD4QobkKZIKRWkSRD5BYicG3oX8cH8IPk1Fd1AX2o3cFBzFsRJm9mMYDNBDRtT+nV83RZAnuju5LgMI9/VTpLcaZRW8jPZS29racMEFF2DKlCmYNm0a7rvvPuu5NWvWoKGhAZMnT8amTZsynihBEPkBL8PFrSBZflwMNc/o0mLOix2RH2Rk4blcLjz88MOYNWsWAoEALrzwQrzyyisoLS3Fzp078eGHH6KzsxOzZ8/GRRddhMrKSqfmTRBEDjHdfkpUyS+nMXPklKgoTTH1LSOuxuysR/IGsAoyKi2WSzISvHHjxmHcuHEAALfbjenTp+Mf//gH9u3bhxtvvBEulwt1dXWYO3cutm7diiuvvNKRSRMEkVvs3RLykVQT1E1rlVmWntPjRKdCpDCxPKUoXZp2jhw5gpdeeglf//rX4fV6UV9fbz03YcIEeL1ep4YiCCLH8ERtkYnhmZCqJWivtpKKICU7zsDODDLDa2mme8sljgSt9Pf3Y+nSpbjzzjsxZcoUANF5GizOr8Dm5mY0NzdHjpPTojMEQSRLmWYmnvtCBvoEuQGztYemKeZ6KlxqOEozveMksvZ4EE7AkLyRhcRpCRlbeLqu49prr8WsWbNwxx13AADq6+vR2tpqvcbr9cLj8Qx6b1NTE1paWqzbMGiZTocgCMFwt1y23HPZsCIj64lYrVQdpfDI+DO95ZZbUFVVhUceecR6bMmSJdiwYQN0XUdHRwd27NiBRYsWZToUQSQNXazEoMJ0/Y0e5sL4UheqSzSUCNIjs6pLpBqKU8csUcxbqaqEj6/abgoqXKpVOk1F8t+lRBYpD1op0yQPWoECRUn/lksycmm+9dZbWL9+PaZNm4bTTz8dALBy5Up8+9vfxhtvvIFTTjkFiqJg7dq1FKFJZA1eAb/Yk8/5hdqpc8DPa5mmoqZERZVbQ5/BcLBPTAQl31cr01TozHCsmkt0ZRUlvCYFpaoC3myWW648ajPTLg38s+D7hHm69Zk0RVk8+txzz427P/fII49EWX0EkU1kDwzIZ3QWrlASFBvGzxHhOuXdCyKJ7UCQRUdq2iNQi/mH00AUyLuHR5VWiIKDLk5iXLq8PJYvZKDNH7SCVkQWVnY6GpRXigFMQTOtPYbuIBAw1Kh8PBEpF6agKnJHrVADWIIg8g0RBbS56HUHDev4on9gRJLPncGab7hOp71yjP026PWERa734tKFBI8gChhRXQzsNS5Fw92MTsPFW1OirT4Rrkx78WqdMakNPJkhwSOIAifTgIuBcKHIRuucgftpTvc6tHcxMMcTWx+0EBLPAdrDIwgiT5HZJcebsXJErkWUJQkUWJqMxHt4BfU5EARhYlb1EGtNiDw2vzD5QgaOBnT4Qoa0lhFP57CXL5NTLkwUKNDU9G+JGKoLj51t27ahsbERDQ0NWLlyJUKhUMJjk+ARRIFiQE7rLrLXZfan84UM+HVxkaDZgFdw4cInacyHhUjB4114PvjgA+zZswdvvvkmXnnllajX6LqOVatW4cUXX8Qnn3wCn8+HjRs3Jjw2CR5BEGlRCFX/7TgdDWrHHgiTrwW384Vx48Zh1qxZAKK78NjZtWsXPB4Ppk6dCgBYtWoVNm/enPDYtIdHEERKRFx0Zjkbp6NA7RGNXIB05nzwDRBZiztcZixghANYBAWuiBTVbKEoSMpScwLehWfr1q1Rj6fbkYcEjyCIlOEX7mztq/GxnBQ9u3srUjg6IuROi16+9g5Mh0wEr6urC42Njdb9pqYmNDU1DXpdrC48dpLpyDMQEjyCIJLCbg2NdGtWpZXuoAGdMQQFXc81JfN8v1h7N7woNS+GXeVSoTOGPsOM1jwa0HE0YPYK4uOnk7Jgz/crBBRkJng1NTVoaWkZ8jWxuvDYSbYjz0BI8IiCRIT7q9jh1k+ZpmKkW0OVS8WXAR1+3ezx5mQBae7WjLgAMxc9Ljh8D82tKqguMYV7fKkL5VXDzLF1A8xgcHf3w6/z6FDFSpHIxIXLE/Zl1j5FAVyCXZqxuvDYmTVrFtrb29HS0oLGxkasX78eS5YsSXhcClohCCIpuPvSbu0MLLIsA/ZqKvz/ft2AHtQR6gsh1BdCnz8Ulf/nxBrt7l+5zlh24V14du3ahdNPPx0zZ87E448/jt27d+OSSy4BAGiahqeeegpLly5FQ0MDhg8fjuuvvz7hscnCIwoSsu6chxde1hQzPw4A/DovtCzmnA8sYZbJGNw1yoXHrzOr7RAA9ISLRvOcP79uWOvMdK+SW6wBw+w0IdlvhAEkl16QLkN14dmyZYv1/4ULFyZ0jQ6EBI8giKThCe32IsuixM4AoA247+SxeUcETVHQHW51FDCYtSdpFzmnyphxi1hmvct0Dy+XkOARBJESvB+ezsyE8GyM59Rx4olzVHQmIhadGKtVwEGzjKbKuRtGgkcQREoEGdAd1C0Xodj6ls4cx8DgrhH2ItjRY2buPo2HGfgi9x5eNvPwnIYEjyCIlNGz1C0hWxTKOrIFCR5BEEUBz8fLBtzVqDPnK7pweIAKTzsQ3dS2UPLxZIQEjyCItNHC216iBMKehxcUENpoj54MiFJUG7yItMyapwiO0hQJCR5BEGkj2hrKVmd1e6k0nTFhhQt44IzUHlQlkrwvGyR4BEGkxMB0AZGI3ivk7tkyTUGFS4VfZ+gO6tL2EcwWZOERBEFICq+pqTNnanfGgwu4zJoncx6enMkUBEHkDBVAhUtFdYmGMsERGFyI3AIusPaL38AyaZoi5uLIg3DklAv5IQuPIIiUcKum+69MU9EdBPy6LmS/Sw2PpSlmUIlT+2rxhMwudgPdjvw9Towve5RmNopHi4IEjyCIlNEUJSxG4i98kUjNzB2B9saykTWYe3hlmgpNMavIuFWxjWBlR1aXJgkeUZBQeyBnrRJ+PN4ZvMKlolxT4Nf43pfz+Wv2TuSZwufOjwsAo4e5ML7UZY3jVs2amppiFpbmxaM1OBNowtsduVUFip758XKFzHt4JHgEQSSFaRVFLtr85lS/uvhjKtCUzHvh2fvhaQpQXaJiVKUbWokGJfyk2tOPnpABwIDOIhZspiXU7Jal9CiUh0cQRIHDAzvMjgI6AoZqtdIRmSfnhEjwuZuY1mh30EBnT7/lmjUtPB2+kAG/boQLZDuzLp7gTuQWEjyiICF3Zuzgi0wwAPRZLYHMtjq8Qkm+n28+dyAiPO3+IA73h6AppovWrSo2MRfTNSFaeOWEXJoEQRQVvBGs6G4JIuDzNRig6wyawteiRPX4s7+WiIYEjyCIvENErUteaWVgk1SnsbtQY6UJOGl1cYtOpNiZDWDlLy1G7YEIgigqsuWWMwUiEhDj9D4Y31sbKKwy9PjLJSR4BEHkJTK75bIlRHxPUiQ8LaFMU6BI/KHQHh5BEHlFrA7fosYReWy/biBgiO2WEHHRijm+vX9gdYmKCpcKLSRmLGJoSPAIgshb7CkP2TCKxKZXRNIfFEnb6wCgPDyCIIoTkRVtspW3Zq+AYnY/Fyd6AYPBFzJgCO7vJxJyaRIEUVRwF51IN2A24OPwqjEBA2ZVF0E1NP26WcElG+5mkVADWIIgigJuEZmwrF28neyWYK/eUqapmFY1DKOrh6H7WADvdvfBFzKEiV4hRGmqJHgEQRQydmuIVybx6wa6g6YsiHJt2ivGpCt69rlXl6iW+1JnDJMr3Fi6+fv4asZlGNXxDioX3YYdnT7reR4pmun6eCRoQdTTlBQq70YQRNLwIsy8Y0KkeLS48ez/ZnosLtbVJZrV02/0qOHoPf1yrHhuL/bXzMTIhpqo4th8jeleLM2Ecz4HRfoGsArshcRTv+USsvAIgkiaSGdwsZVWRBVb1pkZNGKvlXn0iB+V+7dh3dXzUd+zH1v/0W3L/3NujZGIU5nlDoACqBS0QhBEIcNdeqYIMASMiOiJcGfy/LhYc0gHLmJHA2YzOu5efL+nH9rF38XIseV499Bx7PmqLxxcEik5lun67AKuMyZ3aTHIG7Ti2I+oW2+9FS5XRD/XrFmDhoYGTJ48GZs2bXJqGIIgcgwP4S/TVKupqizoDAiGb7yCi183sKurD//94RG8dcSP7qCYlkd216bcKFCV9G+5xBEL780330Rvb691f+vWrdi5cyc+/PBDdHZ2Yvbs2bjoootQWVnpxHAEQeSQkW4Nc6eNxoiJ1fDu7MAbHces1jtOo7NI0EomVha3sOzH4HtKblXB6GEuVLlU9OoG2v0hSwydtly5ZVwQuichGVt4/f39uPvuu/GTn/zEemzz5s248cYb4XK5UFdXh7lz52Lr1q2ZDkUQRB4w0q1h0gWnoGHpeRh/1jihVh63ipwQnljH4NZq7TANdTWlqB3mCkdwihPwgCG3SxOQN2glY8H74Q9/iFWrVmH06NHWY16vF/X19db9CRMmwOv1ZjoUQRB5QMBg8LV/iZ5Pveg91Cu0HJc64F+n4XuQfp0hcDwY3ruTXY7EooSDVtK95ZKMXJrvvfce3n77bdx///2DnrPXimNxvkDNzc1obm627vdDz2Q6BEFkgXZ/EH9+5WNUbfkUHX0hoaW4gOQ6t9uTyZPtrBCJxDRw4HgQXwZ0+HUDvpAhLBDHtHIUKJJraq734tIlI8F766230NLSghNPPBEAoOs6Jk2ahIsvvhitra3W67xeL84+++xB729qakJTU5N1v0ZxZzIdgiCyQK/O8P9191v387XTTaIkdd5Rgqcq8MhMUWJXKPA8PBnJyFPwr//6r+jo6MCBAwdw4MABaJqGAwcOYMmSJdiwYQN0XUdHRwd27NiBRYsWOTVngiDygHy76HGxAsJilsJ77VGn+baufKSoozQHcuGFF+KNN97AKaecAkVRsHbtWorQJIgCIt9EIV2LjLtCeQUWv27Ar4vrAmEKsvxBK7LiqOCFQpGuho888ggeeeQRJw9PEARB5AHUHoggiKKB58eJRvQYBgCwSJ+6dCqrDAyYGeq9hRC0oqBIg1YIgiheslU1xCxjJbYNkb1uZirr4mLHy5QFjOy1S8oZeZBPly4keARBpES5puCUymGoKVHR5g/h894AgpJe5LlgVZeYnRN4rc1UaoTyfTlAKZDSYUOjIPfBJ+lCgkcQRErUlZVg3hWTMXLqifj0/92Dg39pRzAkLpBfVCK4PWClrqwE48pc6OrXozoqJLLW+KoNBgSTmCev0VkEupiXkOARBJESblXB8LEjUVE/FmUnDBc+nqaIK/XFj1+qKnCVuuAOGlbPOqp4GR8KWiEIoig4GtDx+dYPceSDdnzxTqcV6OE0pgVm1rrkrYjEpAowdPaHEOhi6NUNoeXFrKAVyTPbJdU7EjyCKFRE5ZIdDej4c8uXKPvoCLqDhjDBA2B1HAfg2Di82gYXH50Bh/v18N6duMa2dgGXWfBk7odHgkcQBYzToqdicANY0YiICOTH1BSgTFNxVk0pRp44Ase+8OHvh3qtnnhaeHkBQ4x1KSUKpSUQBFEk8D0ubn1p4e0uEYLAx3DCuuOWXVlY7fgaplS6sfiNx/Hx6LNwTqgd7ouux18++ypq7MP9ZpFsEj25EdV1gyCIAiPaFRhxa/EcNJEXE6dcaHzedrGuqXCjZ9I5aPrNu/hQG48qTxXKNLPUWJVLRXWJfJ3dRaIA0NT0b7mELDyCKEB4yL2Te1G8azjvH6czIyphW7T1oymw0gTScdXaq6qYRh6Dpijo7OlH+a5N2HTTUlS1vo2tHx2x0hL8YQuPXJrRkEuTIIi8w2l3o4FIGS7A3MPLZtJ5pgaCAaAvrJrmjwKG93v6sfHKBzC+ei2+PBbAB8f6rfVxnFij2b3d/HEgc8IDBa0QBFE08As3kL3yYiLgFp9fZ9jvC+DA8aBp1eniGsACcp8zE6q0QhBEEZGNizbfK3QqaCUW3E3Lj58t96zUKLnfi0sXEjyCINJGtDBEgksUazynr7XcYs1GmgX1w8stkuo0QRCJ4JX/RYhSNiwgHhzj11mUhZdqN/N8QA3fKlwqqks0aLmeUAbw9kCiOp7ffvvt8Hg8cLni22OTJk3C1KlTMXPmTMycORMtLS1JzZ0sPIIoQGQThFgYALqDOnwhQ1j1k3jjOom9hdDYUhdGuTW4v5JzD4wjcgtv2bJluO+++1BXVzfk615//XV4PJ6Ujk2CRxBE3sJLfQHyizjfj6wuUaWtRclRIW4Bc+fOFXZscmkSBJEyhXTh4DUuuRUmam2mi9ZAd9CQvkmsoqR/6+rqQmNjo3Vrbm5Oaw6XXnopZsyYgfvuuw+hUCip95CFRxBEWogsKZZtuPWlhxPTRRXe9usMXUEduoBjy0JNTU3Se27x2LFjBzweD44dO4brrrsOa9euxV133ZXwfYX0Q40giCxhLy0mKzyQRFMiwSQVrkgZMREXRzMalIFloei2KMyglfRvTsD37iorK3HzzTdj586dSb2PLDyCIFKiJNxhgOfJiSqqPFBwMrG67MeKdEowUx7KNAVTKodh1Jjh6PnSj/d7+tEd1C1rDxmMa8feSV3q5HNFbNBKInp7e6HrOqqqqhAKhfDb3/4W06dPT+q9ZOERBJE0/IIxMD/O6QuJiAuTveg1FzveHqhmRCmqJ1ajunY4yjRbFwiH4akWMusdYAatpHtLxOrVq+HxeKDrOjweD1avXo3du3fjkksuAQB0dnZi/vz5mD59OmbMmIGSkhLcfffdSc2bLDyCyCGi9oqygSkc8ly6dcYLaptzDhimcPt1A11f9UH57Cv4uvosC8xJK4yPXSiItPDWrVsX8/EtW7YAAE466STs3bs3rWOT4BEFiQxCotr+zfe5cgwAGiLWkshxAOe7PkQfJ1Jd5f2efpT1BsK1NHkHCGdctfYuE6LPGzE0JHgEQWRMvgu2vSSZNVcWEVN7myMR5cVElETLFTxoRUZI8IiCJN8vwHZkmisnUmxZ/Fh8jFjnaZCIpUCFS8VIt2aJHo+gNK2+aPenU5aezpj00a0ABKadi4UEjyByhKy/+vn+lihrKFXSzQcs0xSMCgteX9iVqSlmY1uR65I6QjMMtQciCKJoiLj/cm+hJisgA+cZMBj6wt3PdcYTzwtAjbKApHpHgkcQuSTXYpEukUhGsQLBreB45ymT8+cLGWg9HoRbNYs6V7lMe/toQLf29Jz+fAqhPZACOT0TAAkeQRBpkq0OBiI7j/tChmXZDcy9E7W2QnBpygoJHkEQKWEAVoSjaOyWhDjhY+gOGtBZCH7dGNR/z2n4nqPMKJL6NEnwCIJIi2xZKkPl4aUbpRnlJmXA4f4QjgYUy2qV1dWcFRysiZltSPAIgkgLJxPCsw0JWmZIauCR4BEEkTrZqhbC3acigla4dcjrafK9PF/IsFyOIoRR1h8JHJmDVmSdN0EUBDL/AWYrgVqkNcaLSfOuCZGi2AIHJXIGWXgEkUNkdq1lI2dNZNAKtx7Nmpq8cozkrXuygkJBKwRBFA/ZrP4vcq+Qi55fNxAwlCjBE/VjpBCiNClohSCIoqJQLCHeAWLgY4BcnSyyiaR6R4JHEER6ZCtKU+QYvP3QSLeGCpcKv85wuD8UZYGR6EUjc7cEmffMCYLIEVmN0oQYweFi51YVjB7mQn1ZCUYP0+CW9WpOJIQsPIIgUiISzm9uRgksSiK8Sa7ZtZ3v3ZkLKdPM0Xi9UGIwFLRCEETRYIbuKwgYQFBgtCZPG9CZc8Jqz7/jt4DB0BMyoDNg9DANOtNwNKDjaEAnd+ZAJK60krFL0+fzYcWKFZg8eTJOPfVUrFu3DgCwZs0aNDQ0YPLkydi0aVPGEyWIQkTWPQWeuyZzvhq37oBI13PAtPCqXGYiOoldbJQMbrkkYwvvzjvvxLRp0/CLX/wCjDEcPnwYW7duxc6dO/Hhhx+is7MTs2fPxkUXXYTKykon5kwQBYG8Yme/KVDhfBsdgO+xmcJqdiF3dpxICoICv25AZ0pYBM3n/brhuCuVnzNFYlepGbSSa+lKj4wE79ixY/j973+P1tZWAKZfd8yYMdi8eTNuvPFGuFwu1NXVYe7cudi6dSuuvPJKRyZNEImQKbJO1FzTLayczDF5RRKRXQXs4wBwbCx+PjRE+tP59egefyJ7/clsFXMk1bvMfmR+9tlnqK2txW233YYzzjgDl19+OQ4cOACv14v6+nrrdRMmTIDX6814sgRB5J5slRSLjCd+DLO0mBozQlNWS5wYTEafZTAYxN69e3H55Zdjz549uPTSS7Fy5UoA0VE8LM4vpebmZjQ2Nlq3fuiZTIcgLGSw7kSG3IskYgFFHpNJFFREu0srXCqmVLpxtqcKM6qHobpEsyxLvk/J30OYKIylfcslGX2G9fX1GDlyJC6++GIAwPLly7Fnzx7U19dbbk4A8Hq98Hg8g97f1NSElpYW6zZsUL0DgihsRIkdzzETaR1lq+7kwDGcEB/7PqRbVTCqpgyjTh2JUXWVqAgHrHCxkz04x3kYwIz0bzkko+9NbW0tpk2bht27dwMA3njjDUydOhVLlizBhg0boOs6Ojo6sGPHDixatMiRCRMEkTv45cq+32V/3GliibYTY3ELNWCYhaN7e/rR4z0GX2dvuK4ms63R2Wov0uf2MUBhRtq3XJJxlOaTTz6JVatWobe3FyNGjMDTTz+NKVOm4I033sApp5wCRVGwdu1aitAkiAJBH1BsWfQlzIycjFaJTMa0izYA6MzA+z39qDgehF83cDSgD0o6d2qN2Sy6LZQcC1e6KCzeBlsOqFHcWIbxuZ4GQUgPd2kCQFDAXzg/vj5Ec1Ynxhjp1lCmKfDrTFgSuApYvfC4mItaFz9vz7MOHGUBASOIZ8qpp2Lv7rfTfv/p/+sctLS0ODij5KFKKwRBpIVo1xzfPyvTVAQM3WqrI6oLOXdxihTxgiF/7KSUIMEjiAJHRJ6fIei4A+GdyP16pOal0+MaMPcieXK7aKTfw+NBKxJCgkcQBY6oS1M2LnkBg8GvZydAhiPSRctdp2pQ0CBZItfBJ+lCgkcQBYgBCO1ikA10BhwN6PCFDOGuRl5xRQQqIqkNDRVujC914bkvJY9cIcEjCIJwDgNAn8HQJ7Fy2/Mh3aqCmhIN1XWV0LopjT0XkOARBJEW2apXmo1x7G2InBzPAABbLp8vZMDf1Qcmc1EpRnt4BEEUEdmyT0Q3gOXH5mXGzLQE5y1KXpWmJ2Sg4lgAuiGnYFiQ4BEEUWzI1JUiFoO7P8BMchewX8gDb/y6If3+KiQVbBI8giBSwh6EETCc60SeDQZapnxvbWypC1UuFb26gXZ/yCot5mSFFYDBFzKgKYpU52wwjKI0CYIoHrhQcKtFhstfLLHjrsyaEhVjyt34yh/E0YAOnTFoijORrjxnEeDuUh26oIjQrCGp4FGoEEHkCBVytp3hQmHvDp4NRJ0nnZnRoP0B3cr5EzWO9a/keicrZOERBYf9wpjPv0N5s1GdyeMW5AEekdqTZp1LEXt5sQTOyXG4mzFgwCoY7dfZoMLRTmIeWw6LOC4MVFqMIPIJXtg4X+EX83yfZzwiFp54E0/EObK7GQHuajQsQQLEfC7msSVPOqfSYgSRP/Dcp3yG1290uteaaCJ1J7koiCv3xUVpqDY96Vjz/HUR16x5n48TtTfp0GczUGBlRgGVFiOIvEKGP8cgkzOsP9JVICJ82SCW2HHRSmYesc4zdysDEfGOCJ6CoIO/RgwAmmNHyzEkeARBEHKhM4YKl4qzx1ZgZEMNerzH8K63B91BOS/oxNCQ4BFEjshGFRFRmGH7pnWkKablIqLR7FDnJeK6Tm9gbql+rdyNC9/+HZ76TMUNM2qhnjUPf/joiBDrlQfKSOTFjoG8e3iF4lYmCCnJZli/03BvHxe+XF1M0vU6GuH3njC8BP/zVTnuuO1+/OStVlRPrBa6tyrTnm1cmJH+LYeQ4BFEDpH14seDOrLZp04Uh3oDWFjZjSee/N+461wPjn7clZVGsNLCzKCVdG+5hFyaBJEjZBWIbEeYJnL5ppO2wH/pGwDe7+nHa7OW4LTGUdj22Vd4q/2Y0N57moK8jyJOCNXSJAiiWNBZxB0r8tInYp9zoFvLrzP85cvjqPiLF36doTsoc+8eYihI8AiCyFt4/lossUu3iLX9WHbxs7tnRSKrGzsCo0orBEEUD/kSbGMvYh1McBGOJ5zcJWoXOzkddllE0ihNEjyCKEK4daQzllY6gd2lmc7YZeE3+/XM60omazHFS1yPdRwZU0WySa6DT9KFBI8gipDqEhXVJRr8uoGjAT1t0Ut37LqyEgBAuz+IrjSTvA0gnCvHBomV/TVDEV1abGCllaF/DMT60cBFVGTQS85hlIdHEEVNNtv8ZDoOv1CXaQrKNDUrBaDtuFUF5Zp5s5f2Sod4kaLJWJ9mWTJErT+SW5jc+9N5riAQmId3++23w+PxwOWKb49t27YNjY2NaGhowMqVKxEKhZKaNgkeQTiAgez9os90HAOmK/FoQEd3UE+7oki6F3VfyEBnv47Ofj3cpcBZeEJ5ovPExZKvf2Ah6URTs+ciDhxb/sCU3LFs2TK88847cZ/XdR2rVq3Ciy++iE8++QQ+nw8bN25M6tgkeARRhPSEDBzu19EVNLLueuvVGVqPB9F6PIie0NCjqwP+jcfAoySzJu4SjQie+bj9sVhzsb8/GENYs/njJ2cYevq3BMydOxe1tbVxn9+1axc8Hg+mTp0KAFi1ahU2b96c1LRpD48gipRMLsqZuuzyRRCGatuTL3PMPxhYBonnXV1daGxstO43NTWhqakp6fd7vV7U19db9ydMmACv15vUe0nwCIJImUyiNJ0kU1GyN+K1uzQHCmEqVpu9iksspK+0wpCUpRaPmpoatLS0ZDQFxbbvylLICSTBIwgiJZzYB0kkCtlkoNhlQnHsEbGMBC9T6uvr0draat33er3weDxJvbc4Ph+CIBwhnkWUKvm0zzV6mAvX3zADdzzfhH/5f87FieXutI+VL2sqZGbNmoX29nbLSly/fj2WLFmS1HtJ8AgiR6gAShR5/gh5jplbVaxbtlIaRAgJX8+0qmGoePgXOHf3qTh46//BmVNOiLJAUx070XsKIYKT6Xrat0SsXr0aHo8Huq7D4/Fg9erV2L17Ny655BIAgKZpeOqpp7B06VI0NDRg+PDhuP7665OaN7k0CYJImkjTV2dcgMkiqvKJpigoLXPhwFf9+HzXTuz5xhScnoGFl4ihgmSkgTGh3RLWrVsX8/EtW7ZY/1+4cGFa+4AkeASRQ2SryBEwWFjosqN23HWqs+SLQ6dybLeqoKO7H+e//0scfPluqH9/FS/vO2xVUHF6TKucmexWXg738DKBBI8gcoRMQgfY5mu7WIu28iKWpJKwOLSdZCxCTTHdsm3+IJ645r9Qpv1fq9SaW1WEJMVz8iDANW0YGBgJHkEQqZBPkYqpEF2Si0ldaNmsn6nAFzLgCxlWlRReV9PptVnnTXYLT1JI8IiCI5XiwbmE15FMt2NBIkQIqumSiwSt6My0hMTtsUVcmqmMkczrdMYQMACAocKlwq0qCBhsULkwmQVdCAzU8Zwg8glesT5fsYf35/M842G6GhXL5ShiDdEpEM4fn9fRtAfi8M4LA0XPSfIhYT9TyKVJEHlEvouIWWTYdKfJhmkZMev/os81FyJRx3arCipcZrskX8i0WLnlx9fmpJWX79/NxOQ28TwTSPCIgkMWZ0swbEnIMl/APLcaYLn+uPCJWgO3IEWIXmQvEqgp0VBb5kJXv9lBIvJjRIzoSQ25NAmCSAcZLxuRoA4lC9Zd9L9OE2v+ItdkHptJHrPCkkogz0dI8AiiALHyvQDHc8mASD6eaAvVbFSrQh/QONQJa4uLj18HOvtD6NUN+HUGv26ELVjzdTL+KCFiQ4JHEAWO06648PaWFbovCu7KjJQxc1a8DZjH0xlvhmtAZwx+XayIS7+Hl2G3hFyScZWb1157DTNnzsTMmTMxZ84cfPDBBwCANWvWoKGhAZMnT8amTZsynihBEPmHaOuHV0Ph1qoKMaW5uAhJL0ZZgQltACuSjC28W265Ba+//jqmTJmCn//85/j+97+Pm2++GTt37sSHH36Izs5OzJ49GxdddBEqKyudmDNBEDkmW26+Mk1FuaYgYNjz5Jwdg0fMBgzxLtqCqKUJZNQANpdkfO4VRUFPTw8AoLu7G+PGjcPmzZtx4403wuVyoa6uDnPnzsXWrVsznixBEMWDPUJTdO6angUXLRC9tyot3KVZjBbexo0bsXjxYpSVlaG8vBxvvfUWbrjhBlx55ZXWa+K1YG9ubkZzc7N1vx9y+oUJIt/g+2zW/yWE7635dQZfKBJIItv+mr2t0oThJRhf6sLvjsquenKSkeDpuo4HH3wQ27Ztw2mnnYb169djxYoVUBQlqRbsTU1NaGpqsu7XKOLachBEsSGr0HG3k86Aw/06EP4hLON6uNiVaSrKNAUnjyxD7Wmj4d7emvC9+Yu8iecZuTT//ve/o6enB6eddhoA4LrrrsP27dszasFOEARhJ5+6o2eCzgCmMxg6g+zVo5lhpH3LJRkJXl1dHT766CO0t7cDMCM2p0yZgiVLlmDDhg3QdR0dHR3YsWMHFi1a5MiECYLID0QFXxhx/i8SewqEmChQszLNkeNBdP+jG3pAYglnRRqlOW7cODz66KNYtGgRXC4XKioq8Mwzz2DGjBl44403cMopp0BRFKxdu5YiNAmigBAdaZhNOeAdIEQW8uZth/oMBn9XH5iIagDZRFKXpsLibbDlgBrFjWUYn+tpEASRAL43JTqIRHTPQL6O6hINZZqZ9nA0oDu2Lj5/nks4YXgJaoe58O9dn8Ib6ndghOwzpX4s9vzfu9J+/5n3PIWWlhYHZ5Q8VGmFIIiUUBHp5QcwIaXLYo3pdF8/IBI9OdKtoaZERa/OrPJicED0eN4drz3aHTQAhBDKGzMjHaiWJkEQKcBFQ1PMupQiGsCKxswnUxDMHydRUsRyx3Lh6xOo3nwfL2CwuJHrUkDdEgiCSIWRbg3njClH+ZjhaD3QjV1dfilELxJmbwZ4mL3jxLYIcop4+468Eaw/bN05jT0n0q8z6MzIilUsDnnTEkjwiIIk33uXVZeoGH/WONQ01AJ/3I93u/sQzPNCjhE3oNnBwK0q0JmRta7tTn6mEVcjLCu7L9zjL1bFlUz3Evn7/LoBnSl5/d1MBAN1PCcIIgX8OkP3P7oBAL2HjktRtNheB5J3Os9Gx3OnsYsNL/PFrbxAHNPLyRqYsp2vQTB5a2mS4BEFSb7/OR7uD+HPLV+i7KMj6A4acS+0+Uak0DKzRII/ngvsIpRoDvGeN1sCGVHrSuX9qVAYDWDlhQSPIHJAkAEdfaFcTyMteE6Z7NVC7PA1SW99ZQUGpuf7T8rYkOARRI5IxToh4p+jVPcQB7omyzQVUyrdqK0ahi5fAO/39MMnd96AWBhI8AiCSA1ezkpn2cllk5FEl1UnWu2UaQpOPHEExv8vD75s6cSBXV/AF5Lzgp4taA+PIIiiQWcMmpL7Fjc8yjJTFE2BoqpQ1EJozyoacmkSBJEi2Wo6KgJ7VGMuL308xy2VOfDX8rSEgMHQ3xPA8UM96PuqT/g+Hu0T5g4SPILIEXL+Ro5EamYryCNR/l2muXE6A4K9QQR6gwj6Q0J/hDiZ3pArGO3hEQRRbPD9R1mxC8+xvhBKvT3wdfVlpbO63DAYVEuTIIhiwC4UmoKcBtxkWgGFF8Fu8wfR03YM3UEdfl2cm1Z26w4AJZ4TBEHkknTLjvGAF7OGph6udSmv1ZotyKVJEERRYADQsjyeE6+JRcBgVi1N/q9ICmEPT2ZI8AgiR4hubpoNZI44jHQxYJbgcesuk0LViT5XA5LXqGGUlkAUCclepAvhYi4a+rWfX2Qz6jT3GYzpY3ZLkPMvmwSPSJpSVQm3hGFDbuyrMKtXaIoCv25I0ectV8h52chuLU2RrZ64lTew+wMFrQwBAwyy8IhiwBQ8JGyUaXbzVhAw5OuITRQXZl5hetZdsXoyyKVJFDyRNiqJX+vXGTSFIt4KFSfKeTmBE25h3sXdXJOCVC3XVKu8SG/l0R4eUQwEGZLqym0A6KNqyAmR3TrIVuJ5un3uksHexd2sDWoGr6Rarsyp+RBiIcEjCCJtcp147iS8zRAXvkxEr9ChoBWCIFJCzktG9hEdtKLC3HMu01RoCkPA0MFdm4nEPNV5Se/ORDhKk1yaBEEQ2ccJQdQUWBHIblWx6mmKQEt9mzC/oD08giCI3JDppdetKhjp1jDKraEnpMAXSi4wK11kTtbnGJK6NAvBwiYIIkfIfvHm7sxJw0sw8dQTMHFEaTidJn0LTwVdWPMVsvAIgihqNAUoKXVhWNUwuEr9AGh/dUioHx5BEKnC879k671mzlux9r1EpqCotn+dPkeR/DsFw6rcGD6qDMe/PA63qkRZaDJ9NtmBgVE/PIIgUoFfbJOJBsw3zEo64rsLAJEfBSJxl7tRdkIVymqOW2vjY6YjtoUskoz64REEkS6y74OJJFs/Cvp7+uH74isc//J4xiIupxSkAkVpEgSRIrxYsZyXjggi8+S46xQQV5PVrxt4r7UHow72oidkwBcS+4lIn5YgMSR4BJEjZBe6bJFOCbNURFhnwMG+EA73h8KF0cV9MtxiVSQXPLLwCIJImnJNwSmVw1DlUtHRF8InvoCQoAzAWWG1F1rmnTMAJtTKS4dU52JWWlHg1xkCRnZqhEqLxO2BKF2EKEjy/Ys9epgL088ci9P/+VRMq6tEWb60H0gCTTH7IvKbqKlzcbXfz/R48SjTFFS4VFS41JjryffvU3ZhYIaR9i0Ztm3bhsbGRjQ0NGDlypUIhUKDXjNp0iRMnToVM2fOxMyZM9HS0pLwuPQ5EkSOUDUViqZClUjscoUTp2ioSy0XcdEfBd+3ldl+ZOE8vHRvidB1HatWrcKLL76ITz75BD6fDxs3boz52tdffx179+7F3r170djYmPDYJHhEQZLvDpfD/SG897cOvPvbFrzX2pOwoW6qDLSOnMJslmp2vDdvYstwAeJ773H3bKllsSpZGVdmmM7SviVi165d8Hg8mDp1KgBg1apV2Lx5syPzJsEjiBzQqzPs/qoPfzx8HPsF7N9xRFy0dWbm3/l1AwHDjDLN1g8MFWJKdw100XLRE0Gxp6F0dXWhsbHRujU3N0c97/V6UV9fb92fMGECvF5vzGNdeumlmDFjBu67776Ybs+BUNAKQRApYwZ1iDeBuKsRgLAOBjwy063yoBUGnUWPle8eg6ySYdBKTU1Nwv02xfaDg8UJINqxYwc8Hg+OHTuG6667DmvXrsVdd9015HHJwiOIAsfpP3LTrSlOgDiaAlS4VFSXaOFedc7usRkAguF1HO7X0Xo8iMP9IWtd3HJ1UuwKQzgZmJH+LRH19fVobW217nu9Xng8nkGv449VVlbi5ptvxs6dOxMemwSPIIiUMQb8Kwq+vyZ6P427aP06k662adZhgKGztG+JmDVrFtrb2y0rcP369ViyZEnUa3p7e9HT0wMACIVC+O1vf4vp06cnPDYJHkEUOCK7hYtEU8xUgao46QJOXbx4IA6PoCSGhnc8FxWlqWkannrqKSxduhQNDQ0YPnw4rr/+euzevRuXXHIJAKCzsxPz58/H9OnTMWPGDJSUlODuu+9OeGzawyOIAsQACqJ8VbmmomaYZtW3FOVC5Qn02bDuDBTERyOUhQsXDtrnmzVrFrZs2QIAOOmkk7B3796Uj5vUj6Tbb78dHo8HLle0Pq5ZswYNDQ2YPHkyNm3aZD3e1taGefPmYfLkyTjvvPPQ0dGR8sQIgiCCjKEvZMRsQSST25FHlla5VIxya3JbGkxsWoJIkhK8ZcuW4Z133ol6bOvWrdi5cyc+/PBDbNu2DXfccQeOHTsGALjrrrtw/fXXY//+/Vi2bBm+973vOT9zgiCGJJvpAk6jwnQvth4P4v2efrQeD8KvMyGBJBxR1+KScPDNSLeGGdXDsKChBsOHaWIGyxIi9/BEkpTgzZ07F7W1tVGPbd68GTfeeCNcLhfq6uowd+5cbN26FYwxbNmyBStWrAAA3HDDDXjllVecnzlBEAUJvyjpDOgKGujs19ETMqQR74F5gjy1okxTMLJqGE445QRobokFjzGhe3giSXvfN15y4JEjR1BeXo7S0lIAQHl5OdxuN7q7uwcdo7m5OSoBsR9ydtElCEIM2YyqcyoSdOAl3QyICe8PBg0Ee4OQruOvDQbAMFjat1ySkSs5XnKgMqBKQbzEwaamJjQ1NVn3axR3JtMhCIJIC6cbzXLR44IdMBg0haE/oCPQG8j5hb9YSfsHVLzkwBNOOAE+nw99fX0AgOPHjyMYDKK6ujrz2RIEkTdky/oSPY5ZdzRSUkzUeDozq7iE/CHpwzQLOmglFkuWLMGGDRug6zo6OjqwY8cOLFq0CIqiYPHixVZ16w0bNuCyyy5zbMIEQeQeXpxahDhkc5eHr4MHlVSXqI6ui1el4beuoI5jX/hgCO6qLpRwabF0b7kkKZfm6tWr8eqrr0LXdXg8HixevBjr1q3DG2+8gVNOOQWKomDt2rWorKwEADz00ENYvnw5Hn30UYwdOxa//OUvhS6CIIjsIrryif2yKMriijSzVcIlzFT4Qga6g4bjCeh8D88XMvBlXwghqV2aubfU0kVh8TbYckCN4sYyjM/1NAgiK4joSJ4NVETKffGamqLWIPIc2QVvbKnLEryDfSGrXZMT49rHGT1Mw0i3hh8eO4Av9H4Hjp59Thw+HM+dcWba77/56JGkmrWKQOr8R4KQFS4agPnrP5g3PzvjY79wm64/JdwPj5luLsFjJzp+suKYjMXIxTyZcZOBV3LxhV2ZMpcwY8isW0IuoVqaBJFDZGwyykWPN0t1uotBPDK9WKXbR8+pHnx8H8+vM0isd1JDFh5B5IDogsW5nk3y8PnynnGxesflkqHsjoHPmdVcTAE3uyUwqzUQX48Tdow9RYHXBM2T05UeDEm1+clHSPAIIkfI4Ma0wy/cvJWOpihRveOyNb4duxsz3TnozFwPEBHyeONlghE+vsg9z2yR6xJh6UKCRxA5xKk9olzA3Ziyzh+IuGe5i1ZnDJpi/iviszFQAPtI4dJiMkKCRxA5oiR8sZXpFz8PtqlwqeGgG0Oq+XN4AI5bNYVu9DANNSUaekIG/HpQmJtWerED74dHFh5BECkQqe4hR2lFfrG2C4WmiI1WSWQRpWMxRdahWOso18w8PNPCS2uqSaOZFcyIHECCRxA5wtwrUvIm4CMRXFx4pCEPXsnW2Ok8N9TrzaAboLpEw5nnT8SEhdNx6J2P0LXpQ/hCgTRnmhhZPu+4MNrDIwgiRYLMvOjK5A7kgRe+kGFFN2ajQ7gIuHCPdGuY9r+/g8/Gn4uTL/0c+/+wHJ/4AkLGLYg9PADMyODs5DAVhwSPIHKITGLH4SkVOb1yOYBdfLTKGhzqDeDEimqoqtzrygYZWXg5VB0SPIIgUiJSWkxBwJDPSrVjAGj3B/HRjx/Amd+Yj/a/7MVnvoC1zybrukTCWIa1NEnwCIKQiegwfggVB9GpG4f7dfzi+fdR8esWy11LFCYkeARBpAyPLuU5a7LDA3B4Ij0xNJSHRxBEUWBPS+BRmiIvf6KLUmsKUKaZuYV+ncGv61mrHiMlFKVJEEQxESkarUgrDPbuD5GbnBfybEOJ5wRBpISs/fDMcH4DAUOxalDKiAGEE8CZ5c7ktTTlXZV4GAMMSd3YJHhFAP8lm6qbRuY6jzJgVfSQzH1mALa+brmdi1PwgtjZSqSXGybtvm0h5EDmDSJPphP9uFKhJLxPU+JgSlKJYt7SLQUlI0PNPZFYZPszT4VCETpg8FoKaW1ENEVt4dkvJrF6ZcV6PN5xkv21bn9tshYXz3tKp7O0fZ8CYEnVbFQBjHRrqC7R4AsZONwfslrZpGL12V9bogCjh7lQ4VLRHdRxuF9P7dxmoaN2ulYwEPv7wwss81D3WMeNN16JYr6fdxX364PdbE67RFP5biZbbzKd73umRO/NmY8FjNhd5Q0M/hsZqrapCjPAhR/TLo7x2hfJZL0nA4O8PwqkF7yhLjixHrc/l+iYiY5jfz5SRHdoUYn8YSHpFiT2EPCAkbzo2edm/o0qSe1PaIpZX3CUW4OmAEcDCoLhufLjJjrGwNdqioLqEhU1JRoA4GhAT0p87Rci+7ozvZDY35/OjwL+vlj/NxAd+ecLGfCFBr9/aEFRLMEz+7WxQeOkw1Dvt383+fm2M3C+sc7XwOPH+r7HY6i/sVh/3/H+tu1i51b52EAwCTdcomLY9mMCkVqiOht8rchX69wJZHVpSi948WrTJSo2m8qXMZlj8S9Aol8+eniTPJljD35far+So+eWnNhxeK1EX8iIaoiZqtDYC/XyfR/zmMm9n5+vgevO9FfzoGMN+FySPUa8H0Q8r8sXGnpfKN755CKnKSzq/ZleTIc8b7ZzkMz3LFYLnUHvSeL7nug7Feu5eK+P/iwVmyA5d4EOGLxn3uC/90Kz5mJBFl6OSedL5nT1dYMlJwaRP8hUxS69fCc+Xip/8EEGHO4P4WjAFEm7KygVsR18TB1HA3pKBYf5uRUNP0/pVt6P9Xh30BjSTTqUuzbITCs43jiiChsne651lpxbM5ljOr0WPqbdK5FYvLmARyzpWO8JMkDXGZL5eyxk8cvsB0TuapUWhODlC+mKQTJk8osqHcssmKQLKBX6DDFdpJ1C1IU3HokEI1/Pk0yI+mGQLoXs5pQBEjwJSEewYh0jH8iXeeQDsrqF7AE5ft1Ar6wLscErxwCRcmkifpylup2Sl8Rw5coCCZ4kkFAUHrJ+ppoSETydMeGCJ9orwANRyjRzJB4kJutFXTTmHh65NAmCKBIKoR8eELG2+P4dD0QhsRsaWc8PCR5BEEnDBcKMfkw+2jYTRFl39hQGe0StyNJi0rszIXeUZiGcf4IgskzEEpL0yjcAu2Un68WcSAxZeARBpIzOWLjbea5nkjkj3RoWf30SJpx/Gjrf2Y/fv7QfB44Hcz2tvEbWHzokeARBJI2VamGwcGCHnBc+IJJ7ObbUhZmPfB97K07D9KsP49M//jNajweFpTTI7laT2aVJgkcQRMrw0l3ZuPBlJXdT1dAXMgC3C2o4PSGfc0ZzisSubBI8gsgRvBOFbN21S2xpCb6QAT1cMk7EGkQWD+fHPtwfwidr1+L0xeehY+ff4T0etFIunK7yI7t1B5CFRxBEGnArKWA4f2EViaYo4bw1BTpT4NfFXQCT7cowkETWmV14uoMG3nyxBeP+8Am+8gdxuF8Pd7mIWDJOii0XcHmRtx8eCR5B5AhZc9l4zlq2glZS7WKRDPa9NDN53sBX/iB69UjXc1kv6kR8SPAIIkcEw3shInO+RBxbZ4A/LAy8J1y+uWSTmQ8PWgkYzCpq7tcjnc+5mOfb2nINuTQJgkgL0RdTcaLHW04JOHgO4GJnF3EiPrJavyR4BJEj0u2ynkv4nO3FlnXGhHekF4F9H8+tRpr1chcqFz2K1ozGrLEjJyR4BJEDVJgXWR60IoNg2MWuTOPFow0EjMEd6Z1EpDXBS4uVaaoVhBMr3SIZ0UtWGAvBepTVwiuEKFmCkI5IJ/jo+04h+g/bHtQhIpLRjtuWFycS07JLn3z/wUKQhUcQOSMgOBfB6cRwHuTh102nFi+6LMpiUQHL8uLBJHDwBwJfj2blQ8ZfCIlZBCZxvVESPILIEdm4iGrK0F3XU4XP2RRr8RGafK9QZ7BcpzrL7r6ak+MUQmkxQF6XJgkeQRQoIn+F6yz9pPBkse8X6sywxnUanZnWo6aY1qu9YwJZdoOhtASCIPIK0ZYEdweKFoQyzYyejGVROGHl8XV0B42w2JlpCSR0QyOrhZfU38Ttt98Oj8cDlyuij88//zxmzJiB6dOn46yzzsL27dut59ra2jBv3jxMnjwZ5513Hjo6OhyfOEEQuSU7LlkFJUrmASVDYQCW0IneVyVyS1KCt2zZMrzzzjtRj5144onYtm0b3nvvPTz77LO4+uqrYRjmn8Bdd92F66+/Hvv378eyZcvwve99z/mZEwQRF6vossRoimndjXRrVrFqM43A+bHszWxFC7kBuUtpcpdmurdk2LZtGxobG9HQ0ICVK1ciFAql9ZqBJCV4c+fORW1tbdRjc+bMwciRIwEAjY2N6Ovrg8/nA2MMW7ZswYoVKwAAN9xwA1555ZVkhiEIwmE0Rd4gCU0BSlUF7uElKNeUqGR3jpNro27nycPTUtK5JTy2rmPVqlV48cUX8cknn8Dn82Hjxo0pvyYWjnxfXnjhBUydOhVVVVU4cuQIysvLUVpaCgAoLy+H2+1Gd3f3oPc1NzejsbHRuvVDd2I6BEEUCLJbqYWIaAtv165d8Hg8mDp1KgBg1apV2Lx5c8qviUXGQSt79uzBfffdh61bt1qPKQP87SyOqjc1NaGpqcm6X1VVhZfL+1FTU5PptPKGrq4uWk8eQ+vJb17o6kJNaQ1QqgBjhuV6OhnDPx/dW5rrqaTNjPPm4M+HDqX9/mAwiMbGRuv+QB3wer2or6+37k+YMAFerzfqGMm8JhYZCd7+/ftx1VVX4Ve/+hVOPvlkAMAJJ5wAn8+Hvr4+lJaW4vjx4wgGg6iurk54vJ6eHjQ2NqKlpSWTaeUVtJ78htaT39B68g97gKIo7EZTPIMpmdcMJG2XptfrxeLFi/Gzn/0MZ599dtQkFi9ebPlTN2zYgMsuuyzdYQiCIIgior6+Hq2trdZ9r9cLj8eT8mtikZSFt3r1arz66qvQdR0ejweLFy+GYRg4dOgQvvvd71qve+mllzBp0iQ89NBDWL58OR599FGMHTsWv/zlL5MZhiAIgihyZs2ahfb2drS0tKCxsRHr16/HkiVLUn5NTFie8cQTT+R6Co5C68lvaD35Da2nOPnjH//IpkyZwr72ta+xm266iQWDQbZr1y528cUXD/maRCiMSZoyTxAEQRApIGuKDkEQBEGkBAkeQRAEURTkjeClUyYmn2hra8MFF1yAKVOmYNq0abjvvvus59asWYOGhgZMnjwZmzZtyuEs0+PWW2+NqqMq63p8Ph9WrFiByZMn49RTT8W6desAyLue1157DTNnzsTMmTMxZ84cfPDBBwDkWk+sOr1A/DXke51eqjuc54jbdkyeUCjETjzxRPb+++8zxhi76qqr2Pr163M8q9To6Ohgu3btYowx1t/fz+bPn89efvll9vrrr7N58+axYDDIvF4v83g8rKenJ8ezTZ4///nPbMWKFUzTNMYYk3o9N998M3v44YcZY4wZhsE6OzulXk99fT1raWlhjDG2bt06tnTpUunW8+abb7KDBw9a3y/Ghv6OXXPNNWzdunWMMcaam5vZihUrcjLveMRaz1tvvcWOHDnCGGPs/fffZ7W1tUzXdcZY/q+n0MgLwfvrX//K5s2bZ91/7bXX2De+8Y0czihzbrvtNvb444+z1atXs2eeecZ6/Oqrr2abNm3K4cySp6+vj82ZM4cdOnTI+gOWdT09PT1s3LhxgyK5ZF0PY4xNmDCB7dy5kzHG2COPPMJuv/12addjF4h4azAMg1VXVzO/388YY8zn87ERI0Zkfa7JYF+PHb6G7u5uqdZTKOSFSzPdMjH5ypEjR/DSSy/h61//utRr++EPf4hVq1Zh9OjR1mOyruezzz5DbW0tbrvtNpxxxhm4/PLLceDAAWnXAwAbN27E4sWLUV9fj2eeeQY/+MEPpF4PJ94aUqnTm6+kW3eYcIa8EDwgvTIx+Uh/fz+WLl2KO++8E1OmTAEg59ree+89vP3227jpppsGPSfjeoLBIPbu3YvLL78ce/bswaWXXoqVK1cCkHM9uq7jwQcfxLZt29DW1oY1a9ZYHUpkXM9A4q0h2Tq9+QivO/zss89aj8m8HhnJC8FLt0xMvqHrOq699lrMmjULd9xxBwB51/bWW2+hpaUFJ554IiZNmgRd1zFp0iRp11NfX4+RI0fi4osvBgAsX74ce/bskXY9f//739HT04PTTjsNAHDddddh+/bt0q7HTrw12Ov0AkipTm+uSVR3GJBrPdKSO29qhFAoxE466SS2b98+xhhjy5Ytky5ohTHGVq5cyW666SZmGIb12NatW9n8+fNZKBRi7e3trL6+Pq+DCOLB9yRkXs/8+fOtwKKXXnqJzZkzR9r1dHR0sBNOOIF5vV7GGGMvv/wyO/PMM6Vdj33Pa6g1LF++nP385z9njDH205/+NG+DPOzraWtrYw0NDWzr1q2DXifLegqFvBA8xtIrE5NP7NixgwFg06ZNYzNmzGAzZsxg//Vf/8UYY+y73/0u+9rXvsYaGhrYb37zmxzPND3sf8Cyrmffvn1s9uzZ7LTTTmPz5s2zIhxlXc/69etZY2Mjmz59OpszZw7bu3cvY0yu9dxyyy2srq6OAWB1dXXslltuYYzFX0NrayubO3cuO/nkk9m8efMswc8XYq3nX/7lX1hVVZV1XZgxYwb7/PPPGWP5v55Cg0qLEQRBEEVBXuzhEQRBEIRoSPAIgiCIooAEjyAIgigKSPAIgiCIooAEjyAIgigKSPAIgiCIooAEjyAIgigKSPAIgiCIouD/B0muw3Wsjb2YAAAAAElFTkSuQmCC", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(dpi=75., layout='constrained')\n", "im = np.abs(data_w12 - aux) / np.abs(data_w12)\n", "plt.imshow(im, cmap='RdBu')\n", "plt.colorbar()\n", "plt.title('Relative error between $W_{1,2}^0$ and $W_{2,1}^{0t}$.')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "f51d3931", "metadata": {}, "source": [ "## Funciones que faltan por agregar" ] }, { "cell_type": "markdown", "id": "7e4bc613", "metadata": {}, "source": [ "sj_pre_single_layer_semi_analytic_v1d\n", "\n", "jey_array\n", "\n", "w_0_sj_semi_analytic_recurrence_v1d\n", "\n", "w_0_sj_semi_analytic_recurrence_v2d\n", "\n", "a_0_sj_and_js_from_v_sj\n", "\n", "v_k_w_0_sj_from_quadratures_1d\n", "\n", "v_k_w_0_sj_from_quadratures_2d\n", "\n", "a_0_sj_and_js_from_v_k_w\n", "\n", "all_cross_interactions_n_spheres_from_v_1d\n", "\n", "all_cross_interactions_n_spheres_from_v_2d\n", "\n", "all_cross_interactions_n_spheres_1d\n", "\n", "all_cross_interactions_n_spheres_2d" ] }, { "cell_type": "code", "execution_count": null, "id": "d975773a", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.18" } }, "nbformat": 4, "nbformat_minor": 5 }