{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "

cs1001.py , Tel Aviv University, Spring 2020

\n", "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "###### Recitation 7" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We continued discussing recursion.\n", "We also discussed memoization and demonstrated it.\n", "\n", "\n", "#### Takeaways:\n", "- Memoization is mainly technical. Remember the main steps of defining an envelope function, deciding what keys you use to describe the input, \n", "and finally changing your recursive implementation so that it will search for the key in the dictionary (or any other data structure) before making the recursive calls, and save the key:value pair after obtaining the value for a certain input. \n", "- The keys of the dictionary should be chosen to represent the current input to the function in a one-to-one fashion.\n", "- When analyzing the time complexity of a recursive function with memoization, consider the recursion tree and remember that a node that has already been computed will not have a subtree." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Code for printing several outputs in one cell (not part of the recitation):" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "from IPython.core.interactiveshell import InteractiveShell\n", "InteractiveShell.ast_node_interactivity = \"all\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Counting paths\n", "\n", "Question 2(a) from the 2015 fall semester exam (Moed B).\n", "\n", "Given a list $L$ of non-negative integers with $len(L) = d$ we consider $L$ as a point in a $d$-dimensional space.\n", "\n", "For example: $L = [0, 0, 0]$ represents the origin in a $3$-dimensional space.\n", "\n", "Our goal is to find how many ways we have of getting from $[0, \\ldots, 0]$ to $L$ by advancing **only forward** (that is, going only down towardz zero in each coordinate).\n", "\n", "For example, if $L=[1, 2]$ then we have three such paths:\n", "* $[0,0] \\to [1, 0] \\to [1, 1] \\to [1,2]$\n", "* $[0,0] \\to [0, 1] \\to [1, 1] \\to [1,2]$\n", "* $[0,0] \\to [0, 1] \\to [0, 2] \\to [1,2]$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Again, we first think of the base case, and then reduce big problems to smaller ones.\n", "\n", "* If $L$ has only zeros then there is a single possible path - not taking any steps.\n", "* Otherwise, we have the following relation, let $L = [a_1, \\ldots, a_n]$, then: $$paths([a_1, \\ldots, a_n]) = \\sum_{i : a_i > 0}paths([a_1,\\ldots, a_i - 1, \\ldots, a_n])$$\n", "\n", "This gives rise to a simple recursive algorithm:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "27720\n" ] } ], "source": [ "def cnt_paths(L):\n", " if all_zeros(L):\n", " return 1\n", " \n", " result = 0\n", " for i in range(len(L)):\n", " if L[i] != 0:\n", " L[i] -= 1\n", " result += cnt_paths(L)\n", " L[i] += 1 ## WHY???\n", " return result\n", "\n", "def all_zeros(L):\n", " for i in L:\n", " if i != 0:\n", " return False\n", " return True\n", "\n", "\n", "print(cnt_paths([3,4,5]))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Analysis\n", "\n", "We will show that this solution is intractable. That is, the time complexity is **at least** exponential in the input size.\n", "\n", "Let's look at a simple case where $d = |L|= 2$ and $L = [n, n]$.\n", "Consider the recursion tree for this input. In the first $n-1$ levels of the tree each node has exactly 2 children (why?).\n", "The overall number of nodes in the first $n$ levels of the tree is $\\Sigma_{i=0}^{n-1}{2^i} = 2^n - 1$.\n", "Note that there are many more nodes in the tree that we did not count.\n", "\n", "Recall, our goal is to give a **lower bound** on the running time. We do this using two key observations:\n", "\n", "* First, that the size of the recursion tree is a lower bound on the running time - this is because each recursive call needs to perform at least one operation.\n", "* Second, that the size of the first $n$ levels of the tree is a lower bound on the tree size - this is obvious.\n", "\n", "Together, we get that the running time is at least the size of the first $n$ levels of the trees which is exponential: $2^n - 1$.\n", "\n", "Now, let's look at a slight generalization, where $L = [n, n, \\ldots, n]$ and $|L| = d$. I.e. - we are in a $d$-dimensional space and we want to get from $[n, \\ldots, n]$ to $[0,\\ldots,0]$. As before, the number of nodes in the first $n$ levels of the tree is $\\Sigma_{i=0}^{n-1}{d^i} \\approx d^n = 2^{\\log{d^n}} = 2^{n\\log{d}}$.\n", "Therefore, the time complexity is at least exponential in both $n, \\log{d}$. \n", "\n", "\n", "Another way to bound (from below) the number of nodes in the tree is to count the number of leaves in the tree. Since at each leaf we return 1, the number of leaves is actually the number $cnt$ of \"legal paths\" that we count.\n", "\n", "It can be shown (combinatorically) that $cnt$ is at least exponential in $d,n$. That is, while our lower bound was exponential in $n, \\log d$, the actual running time is not far off.\n", "\n", "Can we do better?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Combinatorial solution (for reference only)\n", "\n", "Can you think of a combinatorial solution for cnt_paths? Let's take the case above where $L = [n, n, \\ldots, n]$ and $|L| = d$. \n", "\n", "In each step we subtract $1$ from one of the $d$ coordinates (which is currently positive) and in exactly $nd$ steps we need to get to the all-zero vector.\n", "\n", "Think about the first coordinate - there are precisely $n$ steps along our path where we change this coordinate, thus we have $\\binom{nd}{n}$ options to choose where the moves for the first coordinate are located.\n", "\n", "What about the second coordainte? Well now we are left with $nd - n = n(d-1)$ places out of which we again pick $n$ places to advance the second coordinate. By indcution, we get: $$cnt = \\prod_{i=1}^d \\tbinom{n(d-i+1)}{n} = \\prod_{i=1}^d \\tbinom{ni}{n} $$\n", "\n", "How long does it take to compute this number? We need to multiply $d$ elements, and for each of those we need to compute factorials and divide numbers in the range of $1,\\ldots,n$. This is clearly done in time polynomial in $d,n$.\n", "\n", "And how big is $cnt$ exactly? Recall that $cnt$ is a bound on the running time of cnt_paths. \n", "\n", "We now claim that $cnt = exp(n,d)$. To see this, we write it explicitly:\n", "\n", "$$cnt = \\tbinom{n}{n}\\cdot \\tbinom{2n}{n} \\cdots \\tbinom{dn}{n} = \\frac{n!}{(n-n)! n!} \\cdot \\frac{(2n)!}{(2n-n)! n!} \\cdot \\frac{(3n)!}{(3n-n)! n!}\\cdots \\frac{(nd)!}{(nd-n)! n!} $$\n", "\n", "This product has a telescopic property - thus we can cancel out elements and get: \n", "\n", "$$cnt = \\frac{(nd)!}{(n!)^d} = \\frac{1\\cdot 2 \\cdot 3 \\cdots \\cdot nd}{(1 \\cdot 2 \\cdots n) \\cdots(1 \\cdot 2 \\cdots n)} $$\n", "\n", "Break this product into two terms:\n", "\n", "$$cnt = \\frac{1 \\cdots 2n}{n! \\cdot n!} \\cdot \\frac{(2n + 1) \\cdots nd }{(n!)^{d - 2}}$$\n", "\n", "The first multiplicand is clearly larger than $1$, as for the second, each term in the numerator is **at least** $2n$ and each term in the denominator is **at most** $n$ thus clearly: $$cnt \\gg \\frac{2n \\cdot 2n \\cdots 2n}{n \\cdot n \\cdot n} = 2^{dn - 2n} = exp(n,d)$$\n", "\n", "Conclusion? Using the combinatorial computation we reduce a running time which is exponential in $n,d$ into a running time polynomial in $n,d$." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Memoization" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Binom \n", "The number of sets of size $k$ selected from a set of $n$ elements (with no repetitions)\n", "Recursive formula (Pascal):\n", "$\\binom{n}{k} = \\binom{n-1}{k} + \\binom{n-1}{k-1}$\n", "where the base cases are $\\binom{n}{0} = \\binom{n}{n} = 1$\n", "\n", "The time complexity of binom is exponential in $n$ (worst case behaviour is when $k=\\frac{n}{2}$)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def binom(n,k):\n", " if n < 0 or k < 0 or n < k:\n", " return 0\n", " elif (k==0 or n==k):\n", " return 1\n", " return binom(n-1,k-1) + binom(n-1,k)\n", "\n", "binom(4,2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now with memoization. We will use a matrix (list of lists) as our additional memory." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" }, { "data": { "text/plain": [ "126410606437752" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def binom_fast(n,k):\n", " mat = [[-1 for i in range(k+1) ] for j in range(n+1) ]\n", " return binom_mem(n,k,mat)\n", "\n", "def binom_mem(n,k,mem):\n", " if n < 0 or k < 0 or n < k:\n", " return 0\n", " elif (k==0 or n==k):\n", " return 1\n", " if mem[n][k] == -1:\n", " mem[n][k] = binom_mem(n-1,k, mem) + \\\n", " binom_mem(n-1,k-1, mem)\n", " return mem[n][k]\n", "\n", "binom_fast(4,2)\n", "binom_fast(50,25)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We could also use a dictionary as our additional memory." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { "text/plain": [ "126410606437752" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def binom_fast(n,k):\n", " d = {}\n", " return binom_mem(n,k,d)\n", "\n", "def binom_mem(n,k,mem):\n", " if n < 0 or k < 0 or n < k:\n", " return 0\n", " elif (k==0 or n==k):\n", " return 1\n", " if (n,k) not in mem:\n", " mem[(n,k)] = binom_mem(n-1,k, mem) + \\\n", " binom_mem(n-1,k-1, mem)\n", " return mem[(n,k)]\n", "\n", "binom_fast(4,2)\n", "binom_fast(50,25)" ] }, { "attachments": { "image.png": { "image/png": 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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "#### Analysis of binom_fast(n,k):\n", "\n", "To analyze the time complexity of the function, we will construct an $ (n+1) \\times (k+1)$ table, where the cell in position $(i,j)$ will denote a call to compute $\\binom{i}{j}$.\n", "\n", "In this method, the running time can be computed by $$\\text{number of visited cells} \\times \\text{number of visits per cell} \\times \\text{time per cell (without recursive calls)}$$\n", "\n", "Consider a cell in position $(i,j)$. By our recursive formula, this cell will be called exactly in the cases where we need to compute either $(i + 1, j)$ or $(i + 1, j + 1)$.\n", "\n", "Now, assume $(i+1, j)$ was the first cell to call $(i,j)$, then:\n", "* No call to $(i+1, j+1)$ will be initiated before the call to $(i +1,j)$ is completed (this is obvious by the structure of the formula)\n", "* Once the call to $(i +1,j)$ is completed, $(i, j)$ will be in the dictionary\n", "* At this point, the call to $(i + 1, j +1 )$ will not need to compute $(i,j)$ from scratch as it is already in the dictionary\n", "* Once $(i +1, j)$ and $(i+1,j+1)$ are both computed, the code will never call $(i,j)$ again, since they are both in the dictionary\n", "\n", "It follows that each cell will be accessed at most twice, and thus the running time is clearly $O(nk)$. In the diagram below we see that we can even give a more precise running time based on the fact that many cells in the table are base cases.Time complexity = number of different visited cells \\* number of visits per cell \\* time per visit (not including recursive calls)\n", "\n", "\n", "\n", "![image.png](attachment:image.png)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Change problem (from last week)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A bus driver needs to give an exact change and she has coins of limited types. She has infinite coins of each type.\n", "Given the amount of change ($amount$) and the coin types (the list $coins$), how many ways are there? \n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "5" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def change(amount, coins):\n", " if amount == 0:\n", " return 1\n", " elif amount < 0 or coins == []:\n", " return 0\n", " return change(amount, coins[:-1]) +\\\n", " change(amount - coins[-1], coins)\n", " \n", "change(5, [1,2,3])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now with memoization.\n", "\n", "Option #1:" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "21084" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def change_fast(amount, coins):\n", " d = {}\n", " return change_mem(amount, coins, d)\n", "\n", "def change_mem(amount, coins, d):\n", " if amount == 0:\n", " return 1\n", " elif amount < 0 or coins == []:\n", " return 0\n", " if (amount, tuple(coins)) not in d:\n", " d[(amount, tuple(coins))] = \\\n", " change_mem(amount, coins[:-1], d) +\\\n", " change_mem(amount - coins[-1], coins, d)\n", " return d[(amount, tuple(coins))]\n", " \n", "change_fast(500, [1,3,2])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Memoization - Option #2:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "21084" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def change_fast(amount, coins):\n", " d = {}\n", " return change_mem(amount, coins, d)\n", "\n", "def change_mem(amount, coins, d):\n", " if amount == 0:\n", " return 1\n", " elif amount < 0 or coins == []:\n", " return 0\n", " if (amount, len(coins)) not in d:\n", " d[(amount, len(coins))] = \\\n", " change_mem(amount, coins[:-1], d) +\\\n", " change_mem(amount - coins[-1], coins, d)\n", " return d[(amount, len(coins))]\n", "\n", "change_fast(500, [1,3,2])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Choose sets" ] }, { "attachments": { "image.png": { "image/png": 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XijpUlOajXFSHerUTqs6fvhKBz32JX1l627fvwuGLkUjLymFp7sBEnyf9WpUABrbt8fKK9djy7jhNiFxSiJjTu7DkvU+x9Woa6p/g6Qotg9F1oA/7rxa5ZTkoq33koAlNrGDlbM3+E6Gwspw5iy33ZxJkZXE48OthVFWI4Pzq65gYrPauVKhKuYWt5yvQceRo9O02AC9+8gO+XzMPndjXippy5BWm4EbEHWTUNI9Tz7YdRo0P17ybpF54dPCfiTdfmYB2jmbMiVbfIULC0U34+adbMPH1RZd+YXBUn6zxN+HOEofD4XA4HA7nCRjCo8cwPBvsACEzTEksRvHF60gtefxpY6RSQNHstLq/gEAAa0cPBDVYwi1gcWqjFTg7wdXVHHqGDvDtrV6jaA09XPkwg5O1M2zMDEFKBWDqgTHvbMKh85sxo78PDAQKiKvOYvGmMyhSb5+zdoVTkLPmydLkMlSb2MDVzQ1u2svVxRFW5kZaY103qgdHsDeiFJqfAdIiEBrA2NwBHScvxlefDNWGMvQs4NrRF/pG+ix/KuQllkPP2fVhepo0naxhrN5z9lgIKuZrGNqHYsby35F8bh2meZpAnzmLothLOHD8OorUR8DrgpSQikUQ1+nBPbA9rJi7WlCSh8KauocriUJDC1jYq98nUkHO6lHj3DFIfYpfXiLO/PQ5xowcjzd2RqDOeR42fzQcdmrBgQSFqQkozMtAdW0tRLViqEzdMer1VVj7w3vo6W3F6lKJ+gtfYdCs5bhe0ORkRIE1Og8fDk91ZSslqMiJRmpOFUT5CThzdBveH94BHaZ/hRv1lujUZTxG9/KD6T/g6XBnicPhcDgcDofzRAQ2nfH6ysUY6OvIjO565ORcxqmriaiW61qiICjqyxF/fj8O3C/ShjVH/ftDurdvaRHowTogHD36eTFXTYF6qRRyrVGulItQXVrLLFlT+AwMQ4irpXrjGMJHDoaj+hAAmRxyiRwNfpoSNWVFqGVmr5GtF9p1bA9HSwGqb+3BD1dzIdMzQeCQF7Dxp814Z0RHWDDr2EAkhVQlgKmVJ9p1DoGpeoEi9gr2HYpEYbVE4zSo5GIUxN9HTFoexC0XVppxDZ+89R0uZlez/GuDHmICGyc76Bs7ISiwC3wcHBHQozucmQMG5oSUnj2AkzeyUStVb2dTQVpTgOgTZ5DY9IeaGqmph4Q5WJK6KlTX1SL5wjlcvpvC8maKwKFvYPOZg3hjTDBrO3aPXLu61gqCNOcMXunmCSsbRwx7Zyeq2ROmRqYwNni0SqMnNIOFnXqlqA7FtRUQa07+qEfC7vfRxyMEIxd8gfP3SmDrPgaf/vg+xrho3x0iKapz8yEqu4cf5/eFHXNcn9kSA4WpI/rOeg+rP16Ann52zCEXQHp5FT78+hhy6horTQCz0H6YH6pe3ZQi884vmBruDCv3UIwc/yK+OZfJRMYE3j1G44VF09DBUXMExd+GO0scDofD4XA4nKdACNvuc/H7r19h2sBQmOTfwa5v12LXqTvIq6xHo9+jlIlRmHof188dw/EYFbwdNCcBQKWUo65ODLnmE1CbW4xSmYo5TDKI1SsM2nClWMIcFXVkerB07YwpLz2Hnu5CJN29h9jCao3TUJUTi8TYWtj7j8RrsyYi1MmcmdKGaDfmdSyZ3A0O5flIvZuIYpEcJClG5I0oiIwd0WvcDMya2Al2+kJm7Auw96uV+P1mCirqBLD2DkafME/YW3hg0IgOcGJWsqGlCwaOGI9RgU4wRhJ2fbkUi5avw6+//45du/fhQkYNzJlTYf6E3V6qu1vw6affYd/NZJQxR0xTVqUYRUnXcfpyKbqPm4XnXhoCLwtDOISPwrvjusKROXkl2Uex4r0lWL3xF+z4fRf+3HccsS7dEWqqXqURwsTCBhZm2vePbh7Bz9t+x+4Tl5FYrIKFcRb2/bEHpyLSUKMALN3D0Cs8CDY2XujWPhA2mpPlWqCsQszRQzie2+TocKETurTvgWAXq4eOg57QCMZqh87cH/3Du8DVyhDy4htYu3IHkplzZWHvi57DnsXS9V/grWGBjxwOhRy1onrUNwoBemHqgABWt8wVYg5jv1lvY/mHL6CHjzVzrEwgZPLRbGHSxB+jXxnN3GIdGHuh5+jn8NFXn2FmD1eWi38G4ecM7f8cDofD4XA4HM5jYIawVzj6924PD3tzGKrKkXDtOq5G3MHdiGu4dOUaogrrIa8ogsjIA4PHDEaoiwUzlpVIv74bKzfuQUxOmeYQBllNDaoU3nAzjMQPa/cgMb+S3cUci7o6VNu3x+BOHjDSN4a9B7vH0RIoycK1e1GIj7yGcyciIHbphRnz52PmqA6wM27wVoRG9vAJ9IKNoBa5yYmIvheBmxeP4kiaEQYOn44Fr81Bb39rzUlwVJaKe7k1sDZSojjpNg7uOoboIoLf4OfxwUvD4ckcF+gZwNrFG97ONhDKq5GcEYOoy2dwIVkMW5cgDBw6CO09Gk/y0wFVIPpqEXzGjUKodR2yMnOQGHkBp85ewOVzt5CUV4BSg654c9ELGBDsoPkdIYGRLQI7BcNeqYBYWsTKcBPX7sSjUGQE/z7PYNYgPxhpDrrQYw6LBQyVNciOTkFRRTaK6o0Q0P0ZjOruAllRHnJKa6CSy1CWdB7b955ETJYewidMx7xpQ+BrZ/LIidGiKInC+hUbcT2lWHscuhDmHl0x9YXnMbyTCwzVyTJIJkL8jSuI1+uJhW9MQ2enetzauALbir0wYvAwTHn+Fbz51jyM7uoDU4PGVFQQFcRi//YdOPWgAJpNgH5z8NmS4UwGGiIWGFjAKzgMwXb1iEt1x6trFqK/mwlzhBsxgI2bHaru3kVUdinLoyHsA7pgyOBRGD/3dbz3/ksY2cmV1Y/29n8AAT3axMnhcDgcDofD4TwFBIWMOTVlxchNzUBOWXXDipEeM67dghDq4wRbKyuYGj4ylEvT7uBqTJ72sxazYHQOFCPqfo42QItbZ4zp6aNZcdCkVV+LsoIMRCVmo16qgAFzivw6hMDLyQ7mRi1MfpUCddXFSI9PQVZxhcYoN/HqgC6+brC3NX3o2FBtETIVNnDXq0RGehpSMith4eqDdsH+cLYybvYekkomRmleGu4lZGnSN3ILRddgLzhatXY4mkEiZCdUwradO0wUNSjOz0dWViaKqtTuojk8QoPg5eIMJ6uWW8YI8poSpKYkIDG7gtUTK29AENp5OcBEfYLeQ1SQVBUgITIW2bUqOAV3RJi/GywMCfWVlZAYGEJfKkJhRhxi8ySwcgxAWJgX7C1NdDp4SlEh7kTGoKBSzHKghjlkNm4IDe8AL1vjh06LQlSCSwd+Q7ztaMwbEQIroRjpkZEosvSDv6M1rOysYdyqYgjS6kLERUcjq0z7o7+OnTCyr2/DKXlNIAlzEu+L4d/dFxaad52aQBIUJETjXlI+a1vmvDt7ws/DAy7MiTJtee8/AHeWOBwOh8PhcDgczlOjPrijXiyCysgS5g8d4v9OuLPE4XA4HA6Hw2mTXbt24bnnntN+4nD+s0hOToafn+5TEp8G7ixxOBwOh8PhcNpk586dmDt3rvYTh/OfRWpqKvz9/bWf/jrcWeJwOBwOh8PhtMnly5fx3XffaT9xOP9ZbNmyBS4uLtpPfx3uLHE4HA6Hw+FwOByODv6738jicDgcDofD4XA4nH8R7ixxOBwOh8PhcDgcjg64s8ThcDgcDofD4XA4OuDOEofD4XA4HA6Hw+HogDtLHA6Hw+FwOBwOh6MD7ixxOBwOh8PhcDgcjg64s8ThcDgcDofD4XA4OuDOEofD4XA4HA6Hw+HogDtLHA6Hw+FwOBwOh6MD7ixxOBwOh8PhcDgcjg64s8ThcDgcDofD4XA4OuDOEofD4XA4HA6Hw+HogDtLHA6Hw+FwOBwOh6MD7ixxOBwOh8PhcDgcjg64s8ThcDgcDofD4XA4OuDOEofD4XA4HA6Hw+HogDtLHA6Hw+FwOBwOh6MD7ixxOJz/PVRyiGtKkZUQh9TCaqhIG875ZyEF6sqLUVQpgoL9L64oQU5qPKLjClGv0t7z70KlRH1tOXKSYxGTUQCJoo0EJWVIzy5DvVL7mcPhcDicJnBnicPh/G9BcpQlX8f2VZ/g7flvY93pBCi4t/TPo5SiOPk+Lp+7isTCClSkXMDKT5di0RsLseTbiyiU/zvrXIWa3HvY8/UneOfVBXj/l3Moq1Nov2sO1RfgzoXj2HssCqWSf7cHx+Fw/u2QAmX5KYhPr8T/1TkQlaQMsfGZqBDJtCH/majktchMT0dOiRj/zaMod5Y4HM7/HAJDU1gZKpBZUIUaqTaQoxNVXRZScuq1n54SUqI87S7OnYmB0rMDuvi5wFjfFC7eJiiIjEOd9rangyCpq0J+dil0uzu6EegbwdxYiKLiUpSJ2x7GBTbBGDW4HZQpp7HzzwiUcIeJw/mPRlaVhD+/XYOfjiai9v+iBa8SI/PmIaxeuQuR+bX4j9U46onHlKvYvHoLjt8rgPS/2FvizhKHw/nfQmAAO7+uGDVxOLydzLWBHJ1QBaJ2bcX1kr/mUcrrsnHl0FGIg/thULcAWBoZwNKvH1598RkEm2hvekpIJUFK5HEciy77C7PEerBwC8PwKWMR5GGtDWsLA1h598S02aNgWXYZuy5nQPLfPEXK4fyXIy2Jw8Wj15BTXPt/04CX1SD17k3cvZ2Esnq5NvA/EJUMxcn3cONiFAqrJX9pMus/De4scTgcDqc1VIX43d/ghaXX8JiFGR3IkXHmF+wo6Y6RAwNgbvB3hhk58iO34+uPvkNs/b/T6hHAwiUEAzq7oPbqEcQWSbThulCg/P52zFlxHWJtSFsoKhKx9dsfsOVELOrkTeaPSYLcGydx9FIUKtq05sRI/H0RZq85i/yWZacy3Fz9JY7nPsUWHlkZ7u7ehZOp5doAXYgQuWMxXvjhNPJqm7ukSmkerv68EzE1TzH/LcnD+e824Hzp49xaVn9J95mBdRel/8pWTCaX93/9EzdqnuA6K1n9nfwd3675HXEl4iaz9wRJ0QPsOrQfN7JqtWEMkiPvwVUc3nMT5Y35UpXg+jfrcaPiyW46Vcdiw9IfsDsip1lasrIY/PjaMmw4l9R6BUFaiLNfz4PvtC9w6EoiqlpVhxwFN7bhQEyN9vNfgVBfHI2fd+zHzdSKJ65eiPNuYPOSdbiRV6tjO5UcpfHMKL5yH+UK3W1GNSn4/fvDSKxte2KFahOw7cNX8eO5NIhaRCOrTsHxzd/hTMbTrDvXIX3vJpxqQ/4N7D3g8y9NhClRkx2BP09eQWbZ00wQqSAuSMTNy1eR2aLfPESWj1NffY5VeyMf6QsjUzg6O8PKzFAb0AaqQpxcvARn85uWk7Vrzhm8v7ot/SPC/Z0fYO43J5DToo9o6v+DBdhwMh4VMt3t+BCqwJ3Nu3BL9BjJ0TOApZMrnG2MtQFtwfKcvAdz3tmOpHLdLlVN9lX8cSwBUnWfKbiBL7ecQW6tttwqCbJuX8fF8zGo1mZbVXINP+2+D/WeB6rLw8ntxxGZ8Vcm1P4ixOFwOP91qEhaXUR3D/1A4we2J0sLN+rz4ld0/H4JyVXq7xVUHr2XxvUcQHM3XKWarHu0/cu55GnjQ/3nraeIvBoWQyNKqi1NpVM/fUZje/qyuNrRxEVr6VJyFcmUj+5S3yerSKELB9fTc/6WZGHrTX2nrKAT0VlUK1dq71FRXXki7fxwBrW37EBTF/5CdxIu0/4rxdrvWSzyKkq/c5g+GxVOztbmZBXwAm2+lEw1iqZpPRmVrJZSL22lKf1DybLnbPr21H3KPXWEImu1eVEpSVqcTGe3LaH29rZk5eBEw5buoPs5taSUFNK5b+aRu50pG5qEZGxmQZaBQ2jx3gdUI6+m5NPf0xhra/Lwe562nLxOt2JjKaOgviFeeSKtG9WZ3j2R3aQOG1BWnKUXXByo//M7KV3S8K1KXkGxB5fRYAsHCu32Fu2+eI0uRyVRUQWrh/1LyN/MmIQCPTI0MSdLyx60aPMNqpQ+TV0oqSr5NL0woit1evNXyq2WsiIX05VP+pCRoTGZmVuQRc+FdCSljN2pRkXi/Hv02eJ36eMDcSTSlYRKRsV3d9AMLwcSqC0AHZfjpI/p5IMyUkgr6e7ez6mfrxXpCTxp7Lu7Kb1OzlJRkij7Jn06tSsxE6PJswbk7D+R1p9OplqlgipidtIMD3tWdn1y6/UeHYwr1sibUlZEV1bPJaGeoMmzLS4DEwp5cRM9KKuhzLNrqXc7hxb3OFL38Svpclq5pj8o0/+gkeamZGjqQj1mrKGLKcUkZWmplGV07pOhLZ5tcdn60+SVxyi3ppIe/LaQrEwNW9zjT+Pe3UVpVRJNFYoKo+irGeEt7mm8bKnjwA/p0P1cqmvWt7SoRJS472PydTLX8az66kILvj5JWRI5VWVepcXjw0lfqEc2/V+gPyLzGsoqKaerm1+ncOdO9NqmK1QmaWj9+vJoWjV1EPWeuobuFUvZjZV0Z+1MHWk0uUxsqDuTrcSKcora8QGFuajzFUgv/RJFleo+r6qiu9s+oJ4elqwd/Wn28kMUXy7RyJuqroDO/vAqtXO3I1MTIxIKTclv4GI6GJVNYoX6WTlV3tlAvXWlq7mcaPxnuym2sL5VP2MPU31ZEv365mhy0/ksyCx0EC3ZeZPKxHJ2v5Tub32RHIV21HHYJ3QqnrW/qjFWFldpLK198QV6+cNjlFevo12UFXT7p7eonaNaXzRJx8SPRr2/k5LK61gsEkr6bS6ZsbKaebaneWtPUkYpC2fRqaSZ9Nv8Ps2ffXjpka3bUPpybwQV1imYTNZQ4u73ybWZ/JtRwNCX6MfT8SSSMr1WG0fLR7k1+f7RZWrfhd7dHkXVrYqhpBrWL5dN606mOp5ruByo76yv6WZetabOJRWJtPmVQWTR7B5HGv7hz3QtuYIUSjGln15HA0JcSCAQkOvsbykiV0RKlZiSjq6g/r4WTZ5rvJgcDHmXTiUm07U1M0mP9eUh397S6iOmF5KP0TvdWXxDtlB6g+g2Q5nxJ41W92UTJ+oyeSWdSyokibovMd13/uPRZKivRzD2oEGvbKZ7rBw6hxVlLcX9vogcLI115E999aA3N16gHKmUCqP/pOe62uu4x5Ccw6bR5osZVK8soXNLR2n0uPs0pncyqpqny9przeye1G/1NaoS59CRFXPJ23cu7UosZ8KhpNK4w/Ri7wE044OjlFvHHhQl0U+z25P7wJ8oRSaihKNraKC/dfP0DR2o66zv6GZu07H8X0f4OYNFzOFwOP81yGtzcPznzbgk6oxPVq/CineGoXrPSry9Mg1d5g6Hv7kA9cWJOHL8FurNrWFpFoDhL7yEF0f74P6BPxEt8ULPzl4w0xdAVpmA31Z9i0j3qfhm1Sp88tpgqCK3Yv6igzDoMQBdvCwhhArS0mhs/nQtYm3HYNnWDVj6yjg4Zh3Fqh+OoNa1PTr5OkAfNbi67WtEeL+Grds/w4ROMhxbugHJoUMw1N8SKnk14i8fwdH7CoxashpfL30JnRRn8ckn+6Bs1xdd/W3AsvRkSIGiBxdx4HA2xn+1CZveHQvHpL2YsyQLw18cCHdmz9YXxmDPLydR2X4KNm1cg/mj/BG34wfsuAeE9+uF3kOfwQSvAmw+YYSvL9/BoZXzMTTUGqXnf8ayO85YvW87PntzEHD/KI6czoRXz25wsxCiPvYAlnyZh6FvPYvOTkbaDDVAkgwc23QQFf4jMWFsGGz0pcg69DXef9AFW4/8hHef7Yiys3/ibLwUoV3D4ddlOGsTO1w9nILhP57HxV1LMLqrB4yFT1UJkJZn4Mypiyiy746Zg8NgZaAPUzdXuDuNwWebfsDX705BqJ0pGmITQE9Zh4yLVxFXaIYePdvB2qj5qhjV5eD0tt9xtbgC9aVlkJl4ILhDO3i7u8PNzQ2ujpaouX0Ee06p0PfZ4Qjz8YSnlR7Ki5Nw+chhXM13Rv+BAaiPu4gzp+8zz8pN85z6cnE0R012Gkokbug1qAu8XF0R2NEDsgfJSE67gUs3KuHepT1s8y/is5XbkFhUDSOXdugY4gcPbRwNlxNMZeXIzM6AgW8HCGNvIS5bDLvG711dYG+lQGbUPeTo+6B/j3awce6IibMHwLg6HueO7mPyJ0HH3l3gXHUN36+5AGGz+B9dzg4WUBXnoVBpgc4htri3/wLK9Ezh0niPqxOsjCsQdf4eqgL6YExHR+RHHMSeA/GsHZrH5cbaxdneEEUpV3CpwAh9e3eFu2XTmXeCvCwRh7afQI5YCKdWz7vAzjgfZ/btR4r3OMzp3Q5+Xg5QSCqQcf0UdlzKhkfvwejoIEBhXCTOnTmDyxli+HTqgvbuVpAV38GuVVuQZhWEwcP6wlV0Fz9+dwoyO4cW6WgvV1sIKopQUiWDd+/h6BPiDNOidCRkx+L6sesQu7M+1NGbxd8bw7t4oTgtEke3b8ThVEcMGxkK8a1d+PiUAu+u+hKvjOsAik9Bcsol1pfiYOAVhjB3CS5s+Q3XZKY60md1ZS3BnePHEK3siFFDAsBU2iNUChREn8CuPedRIJNBJDGBV0gQArw9G553cYBhWSpOH06Cba9+6O5jB0MjtU6Mx+0bl3E9vhbuISHwcbLQ6BtJdS4uHDmNYvtuGM7k16KFEpIz+d53+AKya/Uftb2LI8xUJYhOrkNAnz4I97SHU8cxmNLLARW3LuLQrhOIF3ijf3dfyO/uwhfb70FfKEONwhieASyvrO+4q+NhMiQUJ+LE5QcwDuyNTuYZ2PbtQZRY2DysD1cnS9Rl3sbevREQt+uJAe2sUZaRgByJ+cN7NHVmJUR5XhlUpp0wdHQH2DYpBynqkHDmN6zdeBwl5i4IahcAb8+Gfq25WD6sTeqRFHERN1WhmDM0COV39uOXHXea9A+Whp0Aqef34fAtEbx79ULnIH+09zRDVl4BCs7/gQPJAnToxXSlsAop2cUQmNk/TMPV2R4mECM3XQ8hQ0dggL8U145cQW6JFbqM7ANfSyHEKRex/NezKMj1xNRXh8KTtVtTBDahmPzsEJjVJuD8cdaX74gQ0qMr/BxtYOnsBif9CuQVl6MqKx4ROQbo1D0ETuaGWh2ohvWzklj8wcaGEjJ+1J4PLxfYGmXj+K59KAiagGcC9JGTlYVaPetH9zAdY2UkQ2G2BI5BvdC3ux/s2NhQezcRSTEXcCGqHl7hofC2N4O+HktZnonDK39CSafpmNnHBaKkOzh15ipqg4djUrgjqrNu4sDGAxD5dcfQAazdaiOx8rUNyFZ0wKiJ/ki9dAqR2VI4N0nfxlDM+lMhzNuxfhjmjBbV9NfROk0cDofzX4KCcs6vpinDP6drRQ2z2eqZ05IHJ2jl8xvpbql6JrVxZakvTfn+EtVrlptUVF8UQyteGE3952+k+BL1s/WUuHshjZj4I8WLHk3jqaqjaHl/B3IZvorulMtIPQt9b+sSGrloG2XUss8Nd5Gk+D5989wI6jT+K7pTICKlLI7WjO9Fr/4eRTUydZpKqn7wJ629WNjwf+Y1Wr3sU9p6I5caY5GWXaRX/d2oz6xN9KBSnfenQFFPD3avpNkjPqWL6dWstAxVBd1c/SNFqFeWZOV046c19Mn3hyinpiEllbSaLq17kbz8htHK40lUp5JS+p4FZGjSl9ZFVmruIVUJXfhiDg1ctJVyRepYVSSrSKerV8/Tg/x69rGKbq8cSxaub9KF4tZ5bbWypMqnI68Po86LD1NRvWa+nSSF0XTiyi3KqmjIl+j+JurnHEgL/oinxtZ8OlqsLBUXUvyN07T312PavOugvohOr3iFhk77hG5kP2ZGsj6aVoSZk3OHJXS97FE5VTX3adUgNzKx7Evf3y7XBtZR4d0D9MqAANIThtOKa2UN4S2oK7tHnw8Ppg7PfExXssXaUNZUpXH08+JnyN08mJ794gwVikrp9k+vambWPZ/dQ7ka2W1KLV1ZPoKMHINp1tZ7JNKGPkQlo5K4E/T2yPZk13MhnU6r0JZTRXUlsbT+taFk6zyBNl3NYr1GHSyn6vxsKtOxmicqvEVLh3iR67AFdDixMZ4mKESUfn4TjQl2IZsx6ymv8QaVhEpLy6iqRpOCFpZ+UTR9Pa8f2Q94jY4mNa746UBeSYlp5S3Sk1LB+TUUbGFMPksuULUmjMVZlkSHPplOHuaGZPfWaapiYdKKNNq7/AUKcnAi3+Hv04n4EhJVJdLXc/vSgPk/UmxZY76UJMpJoyLtKmgzVDm0aZI/2YSNpLU3izR5UdVm0OFlU8hZYEKhQ9dT7EOdweQ69xy9EWpHzn7P0ZG4VDrwyQzW1u/RpYxKzbPSyhTavXweBdjbUMjclXSvoEEGVEoJlWXmUW2zLLD4Mv+kKc7O1H3iz5QkbqOm5MV0fsVz1M5pFK2/macNZEhL6PL6VynM1pemr7tKEs00P9M/WVfps9l9ycnUlTqNep8ORuWTZt2pPIU2fL6I3v4lkqra6DqtkJbR5bWvUajlAFq2L5bEjc8xvZIfuYee68XkZuaXdL9QW85G/RMwktacSn3Y11WKOrr986vkbaiVfx1yqBAV0I3ti6mnmzXpBS+m29W6MqkiccJWGmZqT32nb6dU9QpFM5isFN6nz58dSt1fWktxxdqV8kYUYko7u56GhjiTXsdPKEaqq87VOj+Ktrw2gGxNvWjskqOUp5EdBVXnXKd1U9qTqZ0Xzdh6n+oaHmiGUpxPR5l+9TMbQiuPJlG9opyufT2DAn260rv7kjR1oqqIoKWdPUmAl+lMSVuNwcay8kTa8tYIsncaS9+fS6dGEa4rSaYzv26kE9fO06ZdZ9g4J2J3t4G8nJLSW/ZrCeWdWkYeQj3q+MUVqtGGNkXdZjF7P6IuZmH08qpLVKIZ61gtFF2jJaOCyNrBh8LHL6XDUXkNsqfKop/n9KOFB1PZuMfkMPZPmhDuSU4v76ZKlZLKUo7TK9070cT391BmLStzHdOV3kJy9v6YbpTrqAOllJKPLafelmH00uqLD9P/O/B3ljgczn8XVIaIA0eRZOgM+4cz04ZwCBuNxb++hi72+towNUKYGhtBPbmlXlnQNzCBtZkhxOIa1MsVgDQbZ389inxXV9iaPlKXAstAjBjXGaIHp3E1qRKKymxcvPgAKhNz2Og33ieAkZ07urR3h+T2bURkVUOgZwsXD1Nc2Lga3289grvp5TDy749R/pbqqU1U5sYj7swpnNr+HT5buhRL2fXpqp2Ira9DQV4sMoqe9JaMFoEQlm72LF9n8c2KjThw4T4KxGboPGMoPAwFUIpKERMVg+vH9uG7rz7TpLP0sy+x42wcRDkFSI/PA/P5tJE1QWAKlwBPlF3Yjg8W/4BjEckoFzggtH04PC1ZvVIV0u+lQc/aAVZmTzO8mMMz1Bt5+77F0s8340xUBmpNvdAlpB0cTP654UlVk42ru/7E1QJz9JgyCu5mQu03LdA3gIW1AcQlhSioqW/7PQ8jd/QY1RF1pfcQnVGt2fehRmDhg94DAtlzdRBLtHvzBSZw7jICL0/pwD5Ys3ppKn+PMDB2hneYL/SF+tDXe1R2A/sgjJ40AT0cDGFkYQIDIzt0HvMMhlnqQXonAqmt3gEwg394J9gJ9ZhsG7R+MVlgAAe/jhjUrQOssgqQV9FYTgFM7DzQo1MH+Dc5hEMpK8St3XsRp+NdA31jO9h7ecDNxgsuliZNZqe1CM3g060fhvi7QRGdhmzNyRlK1OTex4FjJxBdIHpYd5r0rZwQ6u0HRyIWrkP+1JAYaed+wRenM1u0jyGcQ8PRg7WhUqnSPq0uUyBGz5wAb2tnONiaQ5+FGdr44JkX38MX70+BfdRefLjoWxy8dh9lEl8MHzcQPjZavUHliPhpMyKKdLwbI7BhfYHpBTMf+DmYa8ouMPfBuNcXYLQ1MZmrh+xhlTFd4N4d06a003wihQJ1UilK7pzCd98fQXKtAobWfhg1Yy7GdrNFSW0lxJqHlSiPOYKNP91CabPCsvi8uqB3J1sm3Kym2qgq6FvAq30wbMwKcCOu4FGNGlrCKzgITs6GEEmkDc+rFCgvLAV8RuCdRRNgFbMfn77/NQ7eL0Z1VRn0DN0xuJ8/LNroOq0wZLrCzxvurqzO9YUQNAqHwBBOvmHoGOaPpuvO6tMrXQNC4F9fgYzE/If6R6BnCLfgDgg1VEAuloE1bSuEZi7oMX4mZvZgcabcQ1yzd3waEcDY1gEOFsZw7OQLe+OW0iqAnp4BDAzbeI9IaArvDl3Rw80FJiUVqNL5riFrF8dwTFv4CobaKlCRnMraUt2OTB979Ma8N6fCQWgBa3NjnQcG6BkYwtKMjSHt3OHjYQUDoS26P/82pgTrI/rSfeTXqSCwckb7ABtWn616WxNYWa1d0a1LJwSaaoM0EOrKE3Hp3C0UGrXH/FnDEeJgxu7WAYmQcvJHrDyf3aKfsXZi9dCTPaVU6u6lAjb+mFlaw5aNQW6BTjDXrOAx+Uq/C3HwTHy0cCyEiYfw+ec/4mxCESQFcUg1HoEZvTyg1lgW3qEY5G4L8bl7SKhVQlZTA9i3Q59+4XAwZQJoaAwL1kxCW2uYG+uoST0hrDz9EehjCSHTp4+tqqfknxuNOBwO5/8CVIOC5Hzth78HlSXj8s0i7aemGMMzKBhGslwk5pShujQPDwpKUN3y7VI2wDp6u8PcqAxpecxZEjpi6Py3MNEpHzs/W4QF8+Zj8ZZIZrwxzc+Mler8QhRJbOEX2gldu3RBF3Z17zUG76zbhg3LXkBnl6c8Sk5PHy7hw/HCvL4ovfkbPlg4H3NnfIp9hSawZUlJRZXIqaiFoXsgwjs3pNO1Wy+MnfcBftrzHeaPDYXa92mNKfyGP4vPZgUhbtOXePuVl/Dqoq9xKUUEAxM2iMlqUZhbqb33KRBYIHjKG1gzww23vvsEb85/GQuX/oKYIimEhk9rlT0ZVXUazu3Ygm23y6F46My2jTS7GAWlIjBbQDcCa4T17wb9+lRcfZCrecm4AWbs2Fto/2+CtBhx10vQ/tmXMaqdju8ZaqPQxNwWJobm7GpSdpUSpZm5qPPuj+GDg2HFDA8Dx/YYNcYPdZX3EZVe2cJgYUZaSTGEln7o6u/czCB9iKEJ7GwtYCmtRU2N7JGxzawKfQN9ND2TQ5Z7G4cOxqGM3dcSlUoGqdASniGhcLXWbWQKTC3gZmcEw6oKVKhfFpeJ8ODCAew4GYHylv1FoAcDfX1YW5oyY8hApxGnKr6PdWu24o649avcAmZsmrEy2Dnb4FFPkaEgLQklniOwdHoYk2A1ejBxCsKEBR9i9aq5cIn+GR8v/Q6xnqMxfYAfGv18Ko7C7h1RKKjQ9bK/HBKZHuxCu8Df6dEL7gIbdwQH6DqBUR9Gpg11JDB1wpCZC/DhtFCojPShtv9YKIzN7GDr7KC5R4MqByc++xSHEnQcOMKcXiNzIxjYWMGkxXbRRxjB2S8QLnb1uHg7EVXaULXxbmRmxhx0A+1nVpq6IkRF3IZlj2l4/f2P8MVHY1EXuQsfzp+D+Uu2ocajD/r6Wv8Fo1EPhuYWzHmwgSnLZ8OEVAN6TD/pC1s48izM1isQ/l4SpGSkoVKkPSVOLZPMgWAi8ViEVq4Ibe/MHDNDCHVmkiDOTECmUTcMGxwIy3/BgBbauKC9mxWTISmkbRx0oW5HE9dghAZaa5wGvYeWuhipUfdh2GUKZvTx1NkvlfUi5BQp4da1B0JZOmqxMLANw5TnRsM+6ybi80QsetZ2lmaAszNszR/TGqwvtezLauTicqREROPmjQSUP+aoQFXhHaz+8mdE6ThYR93P1Ns+bZ2Y7GnDmkJsLCvNY463Vzf0CHOFxi+VpGL/55FoN/M1vP7mIny2YABk93figwVzMe3Z/bAYPwtdnRtqRcCc3859AmBUcg9XLl/CoT1X4T7pZUwb6NvQN2X1UKsj+4FhcDfR1ZBMZoyZHlXrAeYcGzzVtu3H85ia5nA4nP9QSAVZaREbcP/e2TgkZUpZ58FoAmb4mDEjxwJ2VsxQUsggUch1zLIxg8HECEIDK9gwpa02UpxCR+CjTb/g53VvILgmAb9/zgaBdddRxwY39cqBsZUF/HoMwfhJkzDp4TUBowd2hYeVboO0NQIYWrpj0LMfYc/Ojfhokj+ir/2MRdPfwB8PaqFvaAxzExNYe7bH0DHjm6SjvoajW4hzG+8FsXhtAzD+9RU4FvkHFg5yRfKu7/DusjU4EV8KpYEp7Bx1OwO6YfXo0B4zP1yHgxd/wpwwE9z55Uu8sXwzInMfrdj8XfSdu2Dmy/2R/dOnWLorjpk6T4BZZmZmho+ZkRTCrn13dKurRVFUDqp0zHY/QoGSu8fxfW0frFo2AV5NViifBoU0DddP3kXYC/MwPMSOmdwMfQeE9WsPcX06rkRnNz8Vqz4FZw5GwLrXOAwIttU9yLOCCZlFqadQQNH0lD4dCJhDJC5VOzqta62+JBWl+fYYNaI7nNtaCdQTMsNYDwKZAnJmYJJSjurSYhRXtt0KevrsGWZd66p+qqtAam7VY2VDaKivMTTVUGUS9m3Lx6iXXsaUAMsmcTKnk/WRfnPew487lyCoIBbxN6/ifnoVa7HGOxSsjOUo1aUERImIu6WPsVOHwte8iXOrZw5bDyvthzYQmsClwxDMX7YBv3w8kRl86lZlfcvYAs62DnjYg1Qi5CVktS2vrB31hKysbYqUHsxcvNDVwgx111OR+xh1WF8Sj/irUgSFuMPc0hW9532IrV+MhejuJdy6L4dre1+No/7vQw/mzNF09TdDUlEGSsVP7KUtYM4Ba3eBvS88HXXoSSrB9T9Pw3Ph25jS0V53v3gS+gYwZZ6t0MRC94qGFrWTJGTOqIWjC6y0q9iUfw3frJBi/uKX0ctVl+enRFVhCrKVZhg7ayT87RoccIGeCfx7DUE7HxluPsiFWFKD/KxSOIzrCr9Wq2NPxtDKAXbGlbh58RxiWD9qq/eTuAzJOY/ca10ImTOmqxbk9bmITcxH9xdmoY+3us8R6hIvYVNWKHq1t4OplSeGP/8Olr3UB7WJ13Gs2ha9O7viYasJLBE6oD9cTGKx7qvjMBrzGl6Z2Q/uFmrnXoK8a+ewv3AYXn22B6z/nSLZhH9JXjgcDuf/LHoe6DE+HFn5B7DnahqazoeT+jjsyOQmKwGPR8+7CyYNcIDo6g2kFLf+PQwLkz4Y0sEdtm7+6OlsgdSL95Es0fG7GZ26awYJUiThyK4YGLi2w4Dp72DHpX34fJIvojedRLRYDxbO7rCsKULkrSSUS5sOY2yAyFW/AF7xdA6EUoq8uHO4kmMA385D8fKXO5Bw6lOE5B7DbxeSoDC1hreNDLHXriGxtPlRwVSVgwcpzFip0zGMUhmuHI9EscQYXl1G4a01v2LfgU/hl5+KiLvZEKmEMDTSvc1MJ1SIE7tvQWRsi3Z9J+PjH7dj+48LYPngASKSSiB7vB3/9BhYI2TOlziy1A17X56NbRGlj61HS29HuNmYPjS4daHn1g7hbkrIKitR12LLop7ACrbmDbOkVJ2IfTdMsWbVIozyMP2Lg64cuSd3oXjYl1g8qxMsHxqrxggaNBa9xSKU3khAUeMPQ6lKcf27z/D5tTAs/nAagp56z1Tb6FnawNpaxJwlSfM6E8Vj26ofkDNsAab0cH66g0eeACkVEEvr/+KPFj9CVSdCMTURGhIh7kI0LGbPxSczO6G1fcucRiNr+A19B78cWIHAlD/xw8o/EFuqNdTNrOHqVIvi6rrmZa9Lw29vvo5zA97Dq8O8YNCs7MyBeZrK0NOHqbUDnK2YTGhvV7Hyy2XSNg3YZqjqUFP6ZE0msHJEkI8ZjERlKBe3jNkMdsyRUqdfk3wPF/P0YGSglhlWL6ZuGPjmcvy6aACKU49g7dJfEFn4uCP1/y7qCSgbeDk5QVhVi1qpvHk9mBjCmPVJTfZ0QTKIyuvgMH0Iutm0uIkq8eC3NXinch5WvNoX9oZ/0/QV6D3GQVW3oxgyfRMEDA6Di9qhYY7auS030e3oL1jUnzkFOsRDVpOKI3+eQlnodEzu7c1ktfEmASwcAtHP2xU1hw5g85fLsCKrD9YtGQobHfE8HhaXYwf0HRWG/MvncOJyEqr/heP7VepJorb2fqqKcX3LNzhuNRuvT+igPQxEioyoG0gSmDD5Un9mcmYbgEkLF2PxxM4wjP4Bs9/+HakPV7GEsAnsiCHMe6qusEWHbqGwMzWAgGqRdnwDps07iE7rVmJOR6v/Z07M/6t0OBwO598AQVGTgf0//YQdJ+Mh1uybMkbwgAkYVFeIY198gh/+uIDohGQkJyfh/tUjuFljxu5gz8nZYKyUQyqTP/xtBlIpIVfIIWPfKdT7sfW8MOatOTCvO46fD0WgTKJgTxLkdbk4e/QmfF6fjm6uhhBY+2DEtKEILj+LTXsfoErzvgq7ryYP92+WoW/vHgi3NWXOmgplFw/hfGoFZCxRPSs/DB7aDRb2ljBixpONeweEdxNi95fv4c1lv+JGbALLdzLi7t1FQkw6yNGKDXdPA6GqMBdXT95CvljGPunDPnwQxrFB2NLUEHrmDug8oAfc87dj5guLsOV4hCad5IQHuHw5EdU1ApirZ1D1DdiwpdDUkVwug5QZMIoHV3AkIhU1zJkTCE3gFtQNnbr4wsRYn9kQLug7cyiMClOQW9p62xap61Zdr+p3UjTjIkEZeRK77+RCLGfxGVkhoEM3BIV6wNiw4T0HgVCfGaOsLlkeFMyQlLC/KoUYRekpSC+oQL2iLdOS2H2sbRWsolXqd1gs0f215fhlhhC/rfoRFzIq0XInDUnrUJgvhZmND1wsTHQMkCpIqoqRkaZ2XLNRbWABp3Bf2LY4aklPoH4vQbvlyioMr3/wEoaFPdpepZSJUZyX2VDn2islNQ0F5TWory1DQXE56jUrPgbwmbwcX8wOh02LzOj598fkobbIfnAMx8/dwYObJ/Hj0jcxdXMV3tmxApOC/soKnxaZBOX5FSiv1n5mCEytYGZUhryqOlaX9ShLv4P9v6zC871G44D1i/hyXndYPZ1QPhnWXlUSMZok/5eguhpkNTXiBOYIm/IcXpnSH7ZMPtWQSs6cjDykNqn75OQ0iKx7YfzMzsjNikB0dkWDTmBlt7csRWaZiOkDGapyY3Fq91q8NmISvpTNw5YPhsCetQspJKjIz2mIM+Euom4XwMJPfRJg04qpRnZcbsO/KgUz7AuRmdo0D8lIYldqMeDp6gsHM50bKB+hEqMqp1T7oTUaGctJZ/FmoKBaCYvuIfBptW3LGDbmJpp+ppZtsTif5T8NheryqsWP9edRy3/Gj88HIPn6L1j5wyGkVqn1SQuIObkVhchIZf3iYXlSkJFbDBFrk9LcApSJGvUBQVpXjfyqcjz8lSuFCAXp7Jm0DBRVGcDX2691/9M3grEpc5b0CbLqYqQ8TEd9JeHB6YPYcM0Fb0zqrlmZU8pEyE+4hUO71+PdiRPw1v1gnNo4B76PeZfS0NQSPk5mKEm8i9vRDzTt8SgNdsUzfVzI9EPfdvBgRj+pZKgsym5+D8vL7d3bcbFyIKb08mnYbidwxPAvvsTbPVyblInpElaOhGuHsOnHlVgwchZuO07Gx3N6wOah961EfU0ZEq4fxe8ndrMx6Dt8cwx4e90HmOz5hC3ZcimTyXKUtVgcMmC6v1vf/uhmlIKT568gkzmYrdrzCZC4Guna/9XtKRNXIP3OWezY9g1e7TsIa8QT8eMHoxocxUbU/ZI5hPFxachjaar7l54N043ffIcPerqg9vgHWLjyBPIl2tHY1g+DnvGDPO8Adu6/iojLB7Bq/rOY9M5OOD7/Ib55sSNz9RlsTJWwOspOT23WDmmZ+agSi1BZXISSyjr1q31/i7alhsPhcP7Po0RVfhKuH92HI9cfoLS2YVXHPHQ8ln79EnyU97DyxRHoFN4Xz0x7HovP2GBkXyfU5sfj0vFzyMxNw93zR7D/dByKq3Jx++RhXLkfi/SYazh8MhLqLeIeI9/CqleHouLoVmzctAMHjpxlz57EDeOX8c2CXg3bAJhRFjJqHj5Z2AdZezbg8x934fDx4zh2+jpyPbth+tR+sDNtMNZElIHjBw/j2NnTOHyA/b1Tj3kfT0R7NoibOARg+otv4tURVri94U307xCKkM4jsOCLvSh27gR/66ddKRBAnxkLhffO4/jRUzh5kpXxwGkkGMzCW6PbwVhghoAh0/Dm/DkIr7yI18f3QnBoGPpOfAt/PqiDW4A7TJiD5RjSC4O8RLjIynszJgU5+czBMK/GlVPHcfLKJRw5cgRHT92BoV8oRvT2hbnQEB69RmGMTSbSCljlPUSFuoJYHPnzJO6WS1GSFYmrt+JQKlZAYFmBU3v348SlizhymMV3IYHF0Q2D2jtrZuwN3Dqgb3tLpF86i4sRMUgtrEBd3kW82zME3WcvxcG48uYz0BpYemVpuHriFBLTClCRFIkT5x6gwrgdnnl1OiSRv+Crleuxa/8VJBXWah039faRWuTUGcE3rCNcW/3QYoNjfmj1a+jVqT1z6CbhgOlYvDy1C2yb2ARqBHaOsG5jWxopJci5tZfVeT8EBQU9vEI69sI7G44g6tIOrNlyGGmVLVZyWqLnib6zRsGk6BTeGdcDXZ95GRsvMUPqmzVYNNaXmcFPxsDWDOYm6iMPmmIIa0c7zUEn6hII9C1g6miJwqJS5MVfwY+frMDmvanouOwgDq+eg3ZWT7eSaOhi1eTIaWNYm9rAQuvANMcUdubWzd/baoWd5tjhFtWuxQGeD4+Db42kNAE/vzcFHZvUfUP998F723PRZ/BE9A+wb1hV1DODrY8j8nOKUJgTjT9Wr8baXyLhMu8HXPn5DYTbqvOvRE3GFXz13BiEq+MKnYCfxd0w6eVBrY51VvdLU1cnGNUmYecnz6F3++Z5COs9Eb/cVmFw325w0W65FegZw87VquG9jxYIDUxg42TZ6v0XUkmRefN3zB/ZA0EhA7DwnB6enz8K3i1F0sIK1hZGLFesvzAnPSN+H96cOhvLd99DlXbFQWjkjcnvfox5PfRx+/JJRGaUsxI3RX1EfyJ2fv4SeoeHNilPBwyZ+zku3j2JDZ9/j6MxzAtsir4VXGxtYWIgQ8H1HzG9SxCCuwzFspOVGDJ8MHztmzoDAhiZm8PahjlQdbk4tXoBQkKCm6QVjI7TfoDp6HGY2tmBdX858h8cw8plX2H9n6nweu5bHPj6efg8YQuswMQaHbp0Rfv840wH90Dww/i1V4exWB3thLefGwpn1h7VGVfx5dyhze9heRm1JhPj3p+NLq5t90KVOA8X//gei774ESduG2L6L6ewYYF61auxoaUojjuD9V+8g5dnL0akyA3TX/scO/f8gLeHBeHpXsMxhJWDLWzNWV9uvJ/Jk0tod3Tu0Q7mxkZtbndtwAFebfYzJ7jbsjaSVSD63G/4+IvvsOtsLQZ8dwKHPxsN12YCK4WoQgxl0WbMHjQeH+9PePhD5wLbbnh389eY4mGCeDaOX0vV7nRgDmbPmVMQ4pCNdc8Pw7BJH2BfkhkmL1mPLUvHwUlTAQS5iMnDpvcxvFtYkzYIQc+R8/HH9WvYv/EH7DybhLo2J9WeDoH6SDzt/xwOh/MfBkFWW4B7t2JRZ9sOvTp6wVTzRitTopJKpN25igvXo5An88CAEX3QrXMw7A3kKIq7gsP7LiCrcbLTvB/mzXPDvV/24EHjzhaTjpj1+gR0sDeGrK4ECVcv4vLNGBTJXNB12CAM6NseDq1+h6cUSdHXcOBoJETGlvDuOgzPsPtcrBtmSUlVgri7tbC1LsXFi9cQX2SBPkMHoV+vQFg/HP1kqMpJwMX9p3GvpAqw6YaJU/oh1NcROt9l1YX6sIiSNOSIjaFIvYFzkYmQ+vTBpMF9EeJm8XDwo/pyJN29iF2noqAUGsGn73iM7REMV2vtIE+1SDq5F7vvS9FrzHgMCLNGUWo5LCwVyI69gv1XsuHo1xejx3aHn7MVNK+LUwmOL34Je92XYMNrPWGlKZcSlbHHsXrXLfUdDH3YBvXGpLHdIM8Tw8VViQc3z+PknTJ4hfbHiBGdmMGrPrlMXWcy5EQex/7z2XAdOBpjuvnDpCoGv/2wDwnSCtZMr+PT5zo0dw6IpZdxG4d+P4aUxp1DZj3w8ntDgcu/4ecrjQeAeGDwnKkYGurIjAklKlKv4sdtF+A24TXM7uHaUJ6HMKOwOJE5uMcRk1OhcdCsu8zGa1PCmrwsXo+YTW9juWw2Nr7eDw7N92dpILkYqTdP4tCpe9B5FIalNwaMGYfBYa5o8719LdKKNJw9sB830qtg7BmGwYMGo3c754bfLnkcVInbO3/F8UxrTJs/HWHOWoNIWooru/biVqUPZr48DJ6WhlBJc7Dlnfk4474IX42wRo0YcGWOtY/dE2a2G1Hl4dDH3+GWx0i8/+Iw2CsrcHnfDlyq7YTX5vWDc8PpBhqoJgeHdu5HqkVfvDytK2x1VIAy4wTmf5GI6V+8huGezd/9UCb/ialLc/D2+jfQ30W3oSoujsWJ3QcRVdxyC5seLBzDMHzKGHT2VP92mppyHF80GkvqP8SedwOZU1QJ2w4d4MucR4OHdSxHWXIEDh+7gLSyhjiNHIdj/huD4NZsv1UhDry+ENFDPsH8TipcP34CMflNJxTUGMKxXW+MGzcI/nbMBVLE4ttnvoHNstV4tjtrV+1dGhRR+HbmNrgv/QyTw9W/4fYIUtYj+cp+7DkbD434u/bBi88NR4BVo1ulQOHtg1h3pQpjZ85Ab1aPWVd3YsvJJBg4tsOIcePQ01/7fhyDZDWIO8n6TYQckxe8jP6a91AaUUKUF4uDR04hIVfXmqARnLuOxJwx3WCveTeLIMmPxs+7z0IYPh7PDXRB9onfseN2HvtOCCu/bhg/fgRCHBvlS4XixFPYsTkePd5egJ5WBTj8C2u/iofrUg3Yd8Dk6WPQxd1K855dXuJ1RNe4oHuINxy0+vfJqFetcnDjyDFcTcjTsV3bHD49R2Ay00/2JkKUxZ/Fzt8voeURQMbBE/D6rB46+38jisoMXI0v0Kxidwx2bbLtrgGqeYDvP12Pa7n18Os4ECPHD0GXAA/YaCfdnoisHDf27sXVAuZkLRgJH2u1U9yAqj4fp38+jjLX7pg4IbzV72apUaYexOxPMvDKd29gYAunT5nwO0Z9UITPty5ET4taxMQnoErogc4hHrA01nEwC1Ujdv8O7LqXDxOrIAxnOrenR1MnTMIcpQ1Ye0SJF5a/jZ7agx4gK8XtA7/jcEw1HD27YODoXgh2t4fJw/wyWarIwLmjh3EjSdcqqwEbZ/pg8rgB8GWOXetSPj3cWeJwOBzOP4iKGRGH8f0vD9Bv4XsY4dtwrPI/Tz3SL51Gqm0/DOuoXQn4G6hk1bh9/FecKfDHS/NGwaOt48UfC3O4kuNQ5RICX8vmrtb/LWQozS2FwsASjk4Wj2aplRKUFJVBbmADZ0czTZ2q5JXY/9Wr2Fo2Db/8MFGz/egvQWLkJJXBzMMFduqtiUopykoKIDJ0Zg5xCyOWOZKFJeVQmTkxh/2RcdcUqs1HTKkhQn0cWrwrpLbJsnG31Bydmhj6fw8J7qydgWfPjMbhQy+j3d/6Zct6ZN9Lg2loKBweczhAM5hTmxBZCc8uPtrjl5tA5Ui+L4J7R0+YPd0yQxMI9aUFKFEYwMnR4al+5FkhrkBxjRQWdk6w/Jvv/CjrKlHAnB1TO1fYaRyox8HyWluCogLm8wU4PXEC4b8FEufjemwVPF3tYe/qqPmB9L+EivWzolLUC9Xv3Zm30I9yVBZVQmVoBhtbM52OpHriIqrUDB39WvclqsrA7VIbdAuw+Yf6GZMJpn8Ls2pg4+fB5Fkb+H8I7ixxOBwO5x9FJa/Bg+O/43SaFca/OA3B6vPK/zEIkqIkRCSXw87NH97ejb/j8XcgFMcexi97StD/5Vno7c0cCO03/+uQQoRTmz/Cj+XjsO2ToXD4HzFWG1AgeddrmHxpGE5vmQp3LhQczv8k3FnicDgczj+Osq4UEQd24XS2Faa8PA3tnXTPYP4rqH/HQ30Ah576AIq/6yehDhnXdmHDVhFmLF+ALq6m/0Cc/z2QUoq0K/uQ4D4O4wKbbr/6X0CFsgubcdRuJp4Pt/nH5JfD4fxnwZ0lDofD+U+AavFg7/d4f/lWxDQebdwGFoEf4sDpt9HB9P9n01ZRg4wbVxBr1A5DugTA/K9u4fp/AOVdwrcngalzBvzl30DicDgczn8/3FnicDgcDofD4XA4HB3waTQOh8PhcDgcDofD0QF3ljgcDofD4XA4HA5HB9xZ4nA4HA6Hw+FwOBwdcGeJw+FwOBwOh8PhcHTAnSUOh8PhcDgcDofD0QF3ljgcDofD4XA4HA5HB9xZ4nA4HA6Hw+FwOBwdcGeJw+FwOBwOh8PhcHTAnSUOh8PhcDgcDofD0QF3ljgcDofD4XA4HA5HB9xZ4nA4HA6Hw+FwOBwdcGeJw+FwOBwOh8PhcHTAnSUOh8PhcDgcDofD0QF3ljgcDofD4XA4HA5HB9xZ4nA4HA6Hw+FwOBwdcGeJw+FwOP8FKFGTG4ebZ7big2fW4HaJXBvO+T+BpAhRV8/hpzXvYfW5TPDW4XA4/ylwZ4nD0YWsGJc27sSV/BptwH8/dYXROLThINKlpA3hcP5TIEjSTuO1WTPxzPS3sfVGMsr/nXJcn4m9763DPbFKG8B5LFSI4x/OxbDxU/HB+iNIKhaD19y/gKwU17fuwaX0UibxnH8v9cg68i2+uVWp/cz5X4Y7SxxOK6TIvvIHFv/wK84/qNCG/bdThUsbluDD368hq0SmDeNw/lMQwNh/DHZeOY71w9zx75VgMeL+WInZ3x/C/UyJNozzWAQuGLv2DNL+fAWmEoU28CkhOUpzIhGRWKsN+F9FhvyIQ/hs7S84ca8ExL2lfyOEuuTjWDT/S+yIzIJSG8r534U7S21CUIhLkZpX9cSOQkoZKvPzkVtQCZmyiQYjBWrKi5FfpA5/NI+mUkhQUpCN7NJaKJpOr5EStVUlKKyUPJo1UtWjNKsE9Y0BSgnKy2sg1T5IKjnENeWokfwr83RK1JcXIr9S/ETFq1LUo7ggB7llouZ5ZqgUckglsqeaKVSKCpGSVgiRrMXdSjGKWPijiVoVZKwuikWNZg9BLhahploEuTqvKikqcvJRrfnQFgSZuJY9I4biCeVrBms3cXUV5NInbxRRt72oohzix+ajJawsdVUoKSllzz251hSsztJzyyHRVQhSoV5cjcqaJjLTEiYzZU1kRidUj8riJzuGJKtFblYeSlh6zWFlqq1EhVgK1WOrQgmJqB5PZy6p4yxBUc1fNK60KKV1rP9V46kWGFgd1dY9zcYgFSSV+UjNLUV9077OUEmrkaXWAY0VwNpGUl2NqirxQx1CsmoUlYo0fYVYnyorqUCd7C+WT1GHopKaJw/gLH1pbRUqKmvxODFT1ZchKSkXVdKWMbL8l2cjJqMIImnLCFjb1BSgoPrp6kxWJ2H18mRZJ5UMVYVMl+ZXQNqifv/dqNOuqShBZd0T2oNYHlm7PQnNuFBeirIa6aO+qaxDWR7ry40BrC2LS2uYftJdVpW0Crm5VU/sL8TiKclIRlJ6LsprpdrQpiggYvVa+pTjhEouRT2Tyyca5GzMEpUVIoeNUXVPocv+OnJUZd3CnrV7kPmEvKjkbAwprIT08QpIA2nG4Hzka8azJver+2wN02NV2nGmLeRMD2aUQldNN6KUiVCcn4PiakkznageS8sL81DK2klXjalkYqbPa5m+bpEBVtd1NdWQ1T8u1QZktUXIarp6px4vmc4SN0bJ7IYapptE9fI2xg21/VOOYia7T4bdK5NCqpYXbUjbEOqrCpCRzfRni/FIKa1BCQt/JKJq/VOAInGjXmL6jOW5RqytT2U9KvKLUPuXBnd1E7N+WVaMkuom/bIVTGcxOSh6Cp2laU9mA9RIHqeRmb4UFSOn4imncVj71NUzm+pf9Yg1slKG6vonjBIqZhtkZCCnvK61LCpqkZ3G2kP7sQH1+MfssofjP2v7ehGqyqtYv9MGPQ6SoiwrU2M/NM2ZUlKGjLgsVNTr0HQkR2VeGuLjs1BWy2yHFumo7emamio2jj5NBv51hJ8ztP9zHqI2BHJwdcc3eHPDVdaQhYiLjkZ0kyupQgEbW3tYGgsgyr+HbZ99jo1HE2Ho5AIXZzuY6AuYUKVh/7rV+GFPFAT27vB2s4WREKhKvYhVH36MXyMqYe/sChdHCxgK9SAtT8YfmzfgZJYDenRyg5FKhMybf+LLJTfhNbk3XIRylKVcxtqtd2Ddzg9uloaoTr+OX3/YgNOxBchLjW2SxxgkpBZAZmwFG0tTGOgJtGVrhA1yhXH4c+0KrDuTgNqiLDyIaVrGFJTU68Ha3gam+kB50lmsWPwpfr9bw/LMyuhoCUMWJzEjMzfqKi7czIeltzusjIjFlYrbJ47j8oNUFMmMYWdjCRMDPZCkGDe3L8X8z0+hzsQGTi6OsDIzhB5JUHTnDyx+8whsRw6Cr4UA9aXJOLqJ1YUiEIMCbFkblOPe0QM4G10NtxBPqNLO4PN3VuJ6ZR0KEmO0ec5CjZ45nBwsoC8QMDukGNf3/YpfD11hxm0WEpqVLxkF5SpYOFjD1EgfzWpHIISeOBsHTkew+Fi7FKY0eY5dWdUws3eEnSmQd/c4tqzbiuuZJcjS5CMJBVIhLK2sYa5ubB0o6ktw68AWfPPzASTmlSIz8UGT+OORWSCGkbUNLExZ3WhmsT/G/LURMHb3g7ezFYz1H81xqOX09OH9uFVuhw4B9mBN1RymDItiTuOb9XuRwJRUSnxTGVGXpRwwtYajlRXqsi9hx6VcmJspkJ/cJE8xscgUm8DFwRilUQexdOlaXEyqga2zB6trc1bXbBCrzML57Zux9UI0CrJSmSyp5S8fEkNLWFuYMvlW1zBzXkujsO/nq1AFtIOLGWtn5ng8uHQW52/eQUKFAHZ2rNysPdQoazJxct2X+O5iLmrzEprnm9VzkcIY9rbWrD5ayjZLSSFC7Nmd2PTzESQwIzH5QdNnWR3nSWGqTsvUgNWxHBUxh7HheAUCO3jCXE+O6oIUXD1/Cdcj4lBKZiwddb2rbaRcXNz0Od7dfB4VCms4eznD1oTJD0sv49pOvLs+Fu37dYCziRD1FWk4sfVPROQbwC/UA6aqGiSf3ojVh1XoPcAd1Q/OYu13O3AnPROZyfENeUtMQ5nKDA62lkxXtC4XVHXIubUfy74/xAy9PMQ3k2l25dbA2NoWduZGUIoLceWPzdhy4DLS83ORpKmDGCSliWDsYA9rMwMIZJWIPf4DZr+xDYUqUzi6uMDO2hhC1lbSiiQcWb4Iz/54jQ1IrK5dnGFtacS+Uxve8Tj27VJ8f6kI4oKkJnnIg9TIFFY2FjDS6hxVXT4u7zqJJANHBDpbaNomLy6S1e9F3MrQyp+lCQRMjsSFMdix7HOsOxALfUcXuDJdasp0x1ND1YjdvxPHMz0w5dWxCLSQIu/+DZw/fxkR96MRE5OKUjN3+NoZN+/zTAaKok9h/fdMlz4oQnGmtj0eXnFIz6uFsY0dLM2YPq2Kxg97o2DrYorKjBZ9qkAJF3dHqArv4KcfdyG23g3h7RxgoGTtf3E71q5Ngs+oLnDQk7K+eQJfbklASL8Q2LYsp7IKcYfX491Vp1EpLUJCY/xZlTC0tocDa2M1pBAjK+II1ix6F2sOXGf5LIHExA6OrG+YGqrjZMZh2g1s+vQr7MuoRkVai/xqr6RKA7i62sNET4K8O2dwKLoKHt4uMGNyLypOw+1rF3HpRjIqpAawdrBiY5weM8qzcHj1J1j+003I7Zzg6mLP9F4LffoQgiTjAjYdiIf/yFkY28GxQV8xeciNuYZD528hS2wIG2M9ZhApoacnQ87dY1j3xVfYdCIHxlZClJbWwsjWgcm3YbM0VNJKJF7YjZXf7EdaRQFSY5vq1MbyAc7OjjAVKlCRegXff7kauy9lw9TeFW6uNmw8U/fvfFzcuRk/H76GzNwcJGr6zAMkZ4hh4mAHa6YvBGy8yr+xE6+/vRNFVI6Uxj6YUACpCdMJ1qbsHhlyIw9i1acrcTRZzuSEybIt05UsjeqMK9j46Rc4W2QBH1832Kj1vLYw6rbMvHUcB27lwcnLF7amTcYQ9bhUn4/j526hhHlyitJ0xDQtY2YFjGzsYSuswKVty7D6gjkGD/SDKepRwMaANR+dheWYvvAyUEFUEIOdO8+ixMAZfh5WrE83RykuwLXta/HtsXhU5Sc/SkNzJSJPLICtfUPfVE8AxV+8iNuZ9XBmcm+ir0RFdhyunz6Nawk5YKMlHKzNNDaOSpyHI+uXYunGm1CY28NFLS9MsQqoDilnfsXXa+/AeWB3uLGxVZwfjV0rv8FV234Y4GnMxrpcXNjO9GmVCfx97SB+cACff7wJd8trkJPQaAMw/WNuB2db0zZWApQoiT+PDau/w/5bWSgvYGNVk7LFpmSyMd8S9lYWsDCswq2fDyLe0AY2tZnN6zq6AEpHZruZC1CawOJb/xOuxOYiL61Bb8TExqOYrFg+rDRjn5L1k9Mbv8SyY5mQFbesz4YrPqkaJq5M/5oIIM67hx2HYmHm4QFH1gHVjlbs7Wu4cCkSGczhMmc63pKNO7ohVneR2P7NtzgSXYiC9Lgm6cQgLimXjctqu9AQ4swrWLlwCX67XwBDeze4M3tIM54q65AXuQcLFx6F5eA+aGet7m/qyUv1+Pc1thXbY1iYO/NjqhB17Dds+vU4EgrykRLb2A5NrvRS6Fnawd7CEHUZp/HZgo9wphiwc/eCi5Upk71aJO1bjpdf3oosE1u4uTnBypyNQZo+wWzexHNMty3C5+tOI72qBko9M9g52sLMkI1SSinyo07ipy27cCspBxlJTXVbLFJy2PhiZs3GOhZfKxv4L0Kc1khL6fZvS2mgmzUxJaJ27Vtdpv49aNqiw5QtkVN1XhT9/unz1NnDmwI6j6B5356lAqmChUfQ13P7kJOhGXl1nUPrzySRlFRUmXyJVr8wjtp5+VBI31n05f67JFKoqDrlED3fOZgGzvuRYstlROIE2jguiIxMZ9GhLAlRXT4dX/Ei+btMp58jCkglyaHdbw0jBx35Y5qVjCzcqOesj2n/vQKWblNUJKvKpAOrXqIAe3Mdz6ovc/IOH0av77xLEpWSyhLO04rnx1CApy+17z+HVhy6T/UqVlXVGfTbWyMpoPs8+i0ilyrTL9An88ZQsBmLw8iCPHrOpq/3RFJZvYJU4nT6c9mz1NXdiiwdw2n20t8oKq+GFKoKur1qAhnbtKf3jmWQnCSUdfZ76u/vRb3WXCEly2919hX6aEQPGjTvB4pOjaafnh1AegJBizzbU0j/d+lIUgWxTkTpFzfT+CCHFvc0Xmbk5j+M3vnlPBWJ5Np6aURFovh9NDLck1j3av2sfR/65GgC1eddoPcHtCPjZt+bkHuXYfTCx/sosbJ5rWtQySj59Lc0NNCxyTNNLwOycwunqV/8TnElYlKpSunClxPJzdCcPPo9Tz8cjqYKiVIbGVFF0kF6fuhgeuWPByTWhj1CSaL8O/T1y0PIzkSoIy122flR30nL6XpeLcXueInYGNX6HoE+eQ3+gM6nF1HcmS304uAgMjO0o9DBr9AvVzJJVFdCN7Z9TH09bJv0F7X8uVK38Qvpx+MPqEqqzrOYYn+ZSz72neiN32OovDiOfvvqFertZsnaEmQcMIhe+/IgpVYy2ZdXUNT2D6mjpUnzvDy8TMmz+xh697doqmZy2BzWxxIP04ud3XQ8p74MydalF724ei8lltUzIU6n36eFkoXXJPrpfjGVsf75zRvjyNvGnLW/Kfn0mUgf7bxHFXIlScvi6Y/PXqIulmYkMA+lyW9vo7sFrJ3qc+nYV7PJy3k4fX2zkGVBTrm3ttJkvzCa+sF+yq5lUlx8hRa2dyTvHt/RnZx42vLeOHIy02+eN2Mr8h3zNu2OyKEmzayF6ZS0C/ThpK5kZqDX/LnGyymEhs1aS1GldZRzbRtNbCX/AjK17EIvLjtEadVylu8CurBlMQ1tZ0MGRp40fN5KOh1fwvSFkuoyL9HKmQPIgj1jYulHIxd8RcceFJBEUUY3vptH3not+5/6cqEuQ6fQWz9fpjyxugAyKo7cQVM7hlD7+buoRCmnVNYv5/QPY3qR3a+Rv2V0LqOG3auk2sIY2v35C9TN24f8mf557uuTlC9t1cBto8yiXVOCyNzmBTqew/qfooaSDq6mic88Q9Pmv08rV2+kPTFlTEKaoiJp/iVaMjiYTFqVp/HSJ2vnLvT8qn2UUlFHlVdXk42wjTZwn0C/Pqig7Os/0YT24TT5o32UVasgEt2nFT0dyS3gLTqfz0aCmjTa8dZ4cnJ8iY7lMzlshpKq4vfSlHDX1vHbB9KQD3ZTTj2rXyZnpYlnac3bL9DLL75As0d1ISMDIdl2GkVvLttHsSW1VJtzi759aThZGhu0jqvJZd5xHK2LKGZdL4E2vTGaPEKep33x5SQrvUdrXx5FIe4W7D4bNsZNps/2RzXo/5oMOvbNQhoYHEDeQf1oxrK9lFKtQ+9pUFLF2Q/Jxd6bnv89lml5hkpEaad30foN6+mLr7+hDbv307bvttDvp2Koor6SEs5tpzfHtycL+440851ltHLzAbqbU8V6QhOUdZR943d6qa8vMd+iVbkaL9PAvvT8+giqUEgoN+owfTilBzmZ25Jftxm0+kg81bLwjItb6JlA+xbP6pGZdQ9asOIYZdTISFZ4g5aM7UACtfXY9D4jN+qyYCuli2SkUtRR8tmNNLdLIFkZOlPH4e/SH5G5TNJUVBK9h+Z29iArtzCa8slv9KBQ9FAeFdWZtHPJczT+1bUUV9xSJlQkTj5O0/oGEHMEmqetvmy70Xu771Fd6U1a3NeT/PosocsFrJYl2bT/7dFkZzyafklmccpr6f6eZdTLaxgt/u0eVTerTIa6zxz/lkb6OrRh/xiTS4dB9NwPN6mC2QZq+fpyej8KGrmULmaUUxXTvQsn9iNfE3avuSMFD36Ntl1Ipjq5ipQ1TO8tmkghTtbk4N2fXv/2KKVXSjTj3KH3hpBt0Cj64Vo+a18xJe55n7ytnGjkb0lMcqRUEPkHPde9O0389AAV5EbSyqGBOvLG9M+Yr+hKQcu6a0BREUVrpnQm+1bPNVxCJg/tR79DOy9nUF1lBC1tJQuNlxsN23iPamuzac/SseSi1mVNvhcIDSlo/Pt0LKmKJVpJ0buWUldbs2b3tLwMLTvTK7/dp1p5Od3a9CaFePSkV/fFk0JWTGfXLqS+Ie5kyMYu+4AeNOWz/Q39XxfSPDr04Why0pGG+jIwdaKuU9+n32+kUVbEfnprai/SZ7rMocck+nzPHSpVx8tsy8MfTSBrE0fq/vJuShOphURGhUyXz2Cya/fcz1SmVFLRvd00u4OLznQeXtZBNOP701RWJ6GSq+toRLAd6Vu6UL/5q+lSShnJlVUUu+9rmjekIznYBNLQl76iQ1H5bPxjernwOn01ZjrNeuV1mjOyF3la25Bn+0E0ZwXTM1Vyqiu6R9/O7knWutKFkMwdA2jwKz/QlYzK5jrjX4CvLOmCiEmUFQK7+kF19xaSjSdg1S9f4rXZMzBjxgxMH9sZspvHse9cAUKnTEIvPw8EduqGrgGmiD92EAfOFaPLtAkId7OHj78PLKQ5uHH1Mq4lWGH4rP7wdvJEx15dEWQvwbXTR3DyviWemd0HzkZ6yGZe8vEcJbr3H4hgRxni9u7EiUxjjJw3FR1s6pF4/jhOX6hAp+nPoKe3OYRmHug9foomX80uln5HyxKcPRADk5De6NvJHSYPp1oaPGx9cyd08LNEckwiZAPfw6+r38EczfPTMa6nI+KunMaZKCtMeG4gfFiew3t3Q5CNCJdOHsapGFtMfLYvHAQKlKTewqmjMTB2sUPhvURUunTF3BfnYmA7C2TfOYdL2XrozJ71cXaEd0gXdO3gCUnmXZw4Hgmpcyh6dvCDg0E+jmw9hUq7/hgz3B/Ii8LuE+dR6D8WCwf7Q1aVhYuHDiDBOBijB/eAh2cQRk6cjOmN5Z06Bh3tqnDl/FnE2vXB7H4+MNAzgkdoX0xqvOfhNQ3P9PdDcfx5XCi3x5gh3eBqYaipkwYEEJrYol2HHhgzoUUatnKkRWfAsMsoTOnC6tSlA8Y8jHc6Jg0NRt29E/jjdAQqHLpjcDd3GDed0FD/LzCCi5c3DGtzkcPK+/kXn+D1eXM0cUwe1QP6RXdw5Hwpggf0Q0dPRzj6hiLISR8pt0/g6JVsmPmGIMzbXjNjJa8vwJ0rETDuMgZDgnSsLLFh1dQ5EANHTdTmsck1ZTgCpOk4dTwONsMnYWy39ujRbwSmNr1nIstPQgSSKkzRbdwkDOoUgvCuHeFnXIaje/YjOl2F4IF9EeDogKCegx/V9bRJTD6VuHeayUqKCiE9usDfgXnQNSk4sfcUCqUOMFWVIbPSEiNnz8XUwe2hSr+AIzcyYduhH7r6WUNP3xqhg0Zh6vTpj/KjuaZjYh873Nm2C3dr22Pi9K6wb7m6xNwcW5/umNDsuYZr0pgeEORexrFU1s/69WN1awxR2k38eeY2qq18YVqfhHyDMMyYOxXDwm2Qc2Q3LmUIEcraI8TNEV6h4ejR0Ruqwiv482gkqg2D0ad/O1jUpOHI2dNI8xiGeb3cUFecgPP7zqPOvw9GDGgPG0EWDi/fjDT9nqxPDYC/hy/6DBv/MF/Tp05AN6c6RB2/ikrbUPTtGgArphOawlQ2LLzCMHLc5GZl0lyTB8Ot+B72H02F76Rp6O1hBXfW9yc2uWf6uB5Qpp/HyfhyeHbvj84+TnD1a49evTrAuiYRRw5eRCE5o3P3MLjaOyGgWw/0CDCBflA/BIoLUF7vgNBwZ5Rc2oX1V1LhMP4zbF75Np7VxD8NY7ob486OPTh+9wEoaDDTAXbQk5Yi5vJJnLlUh65DbXBtTzSchkzAHCZ//vp5OHPiNGKNu2HSQH9YWTgwXdodXQPNkHTyCA6eLUTHqRPRwa6tWdQWtFhZ8jOoQmq+HL79J+DZmZMwZlgftHcybbYqoe6UpJIi/dYpXKnyxoLPVmLxK3Mf1SuTtzF9fFAWdxlnmCx37N0bHYMC0bXnIExuKpvq+hflICqmEJ7jZmOEtxDxESdxodoKQ/r1gKe1GPe2/YJrYi+MmDkGQZbVuHdgP85FAIMWTECYbVMdpG5rfdgG98aUqdMepjFldHdY5NzBmXPpcBk+Hj3sZbhz+HccTXXBS0vexfRRA9E91BFl1w/hwJk41BkEoEsnG+TduYgLUemQ9f8Av333Lp5rzLPmegZhlIgzkclQBY/FxO72qEy6g7NnbqE6KAwutw4j2rQbJs+djmFhVki6cR5n76nQZ9Ig+NnYwacjG/tC7FF46ywOHUuHz6ix6O5mpi1FU1qvLAmr4rH5vUMQTnsV780Yhi5+NqjNyEaNwAYBIb7w9A+GSyXrZzFOeGvNCrwyKhyuVsatVg1U4mJEnLmCe1bD8O33n2L+nFlNyjcZw4LNEXP+HK7cNsCw50Yg1MMDoZ3CEWQnw83TJ3Duaj58ho1AB2creLbv26zPTB3TFfKU8zidVA3fHv3QwcUSpm4d8MykJuPu2N4wzY/DlSg9DJ4zDAFWJrB08UN45zA4GxTi0rnTuBhnhiFTe8PDzhm+wd4Q5t/F2WMnEVXnhL49Q2HD+rpAKUbGrXvIrHfDwCGdYNd0ZUk9Lhlbwz+0G0aPm/hoXJr2DLq6CJAVkwq9sCGY2C+Y9fFz2Hk3Fz79xqCPlx7Szx3D0buV6DZ3Nno5EQoeXGL6Ow4uA0agv3oca7GKzbwGVtaBmDC1pe5lY9Qgb2SdOIYjD5ww/aX+cBaIkR19GadOZcEl1A6xR+5AGT4Mz86dgm6uSsRcPYtblQ4YOigcTtYO8A3thPAAWxTFXMdJJqOGoT3Rt50bDESJOLw7EgYB/TGopxvkqVew5egVqHo+iwU9nVCb9wAnj51DqXsvTOzL6sstDGOb9T82nuln4Mixs8xuGI3JXZxajYdq/9bAygO+bkLkJCrR/5Ul+OT9VzFnJnuejVm93GW4vf8cyuzbo3+fLgjt1h1DJjS1ryZjkJ8+7sbeR4rtUCwcFwxrFl/3kZOa3dPZLAOHb2bCpedoDAi0gUBohSBW11Onta7PGTOmYIBzKY7eSoTQbgDGjwmCUWkqLpxl+qjaG4NdYrA/2ghDJ7O6H9YegqRrOHY2CWZ9RqM/swFbjHwMFWDihp7jdNiFTEf3dK7Eub23Ad++GDm6L/p074r23gbIPLQbp1Ir4BDWB529bGFpKkPq+RO4GBGFYssw9O/qBaOqdBw9cQHpNr3xxsQuMBXowzGgZ7P+8uiahP6BFiiMvo00+86YOagznNz8EBLsjCpmU5y9FA+Ba0f0CQ+CT4du6NElDJbieBz5/RIkLLxvVxfkHVqBdw76YNWujzBtUG90aWeNgmvncOzcJUQYdcXkvl6wdWT2zcSprdKfNmEI3OpTcfoU6wcDBjCbwg46NqE8PVqniaMLRSbtmBJCRpYTaW9qk5kKRQEdebs/CQUBtPhcoTaQSCUroQsrppKFcX/aEC1qCFTKqSb1DL3VK4iMhbPpSFHjKoaK5FXxtOXZ/mTv/RZdrZax52voxubXyd93GH15IpnqVEV0/I3uZOz1IV2vZH6xsoyurHmBwsyG0fcXc7SzUUqqyc2guDtxVNF0ulQ9sx25naYHdqfnPz9DhZLmc6mNKPPO08uhXmTU4RtKbOJ6K0sj6PM+oWQifJaOFTfNcyxtmNGTbHzepQj11DdLp/D+Pnq+lydZeY2lZX9EUolIPbOoImllJh1eMZeCbPvTsr2xJNbGr1KIKfXyVprSJYgGvP0rZapXYCTR9Hk3D2o/YCXdKZNSZdRO6hfWm57d/oDFpCJR4T1aNr0rhc9cTpF5rddQWKQkTj1JL3fwIeP2Kym+sSzycrp7L46yC2q1AQ0oKpPp59dGk/OAt+lMZqW2Lp+Aqo6Sj62kPv49aOGuGFLqeEglE1HOueXUWWBM7fp9RRGlLVetGlBVp9Nvb44jF69nac+DYtaK2vC6Ajr++bPkp9ePlu2Lpzp1OVjZCqP20MIB7cnV3YOsA6fR+isZpGLp1+Rdpe9ffY32xVc9pgwqkmTfpFNxpdrPWlQSyjy5kkI8wmjuH6nawBYoi+jAK+HkFvQ8HU6t0wYqSFKVRrvmdyBLl4H0w60ybXhTVFRXHE9b3xpDzobd6P3f7lCtTEVKSQatnRZIxtYdafbHf1JcYS0pWEUqpSJKPbeK+tt70vjX91NWXWNpailu93FKbyKbapT1cfRDf2dy8f+Ubqn7hi6ULM7kWIpNab6SoKwrodNr5pF3x6m06WYOsZ5H8qLjNMdeSBYBfend7dcpv1bC2ldJMnEp3fx+Gtk7htCzv0U/Wr1T1FNF6h6aZmdFXUdupLgaBclyztOCTr5kOvpHylYqqTTpOL0yYCC9uOY8FatXR2QxtMJHjzyDPqfbFTryzNq5IvUiLRofRu5TP6abOc1l9hEqqk89TwfitDqmEbV87llE1mZB9ObJAm1gCxR1dH/nuxRsHU6vrL9FlQ8rRk7lGVdp8agQCh79AV1Ib0xbRplHPqTpmyKptKyUyspqSc7kJm3vGyTUE5D3+2eoXHunOl+K+hK6+e0UgtCUOk3/jdLUekdZSbfWzyMXKxty7fY+HYotIrFMwYorpZqMs7SojxeTh4V0sexRnahkpXT561lkZ9affohqUc7H8XBlaR4dSsyi6ycP0LGLSVQlYelpb9GNnO5snksuHabRjugKbdgjpOWp9NPbw8nUYRStOZmiWVVphaqKycossjTpTd/drWbil0cHP5tJnu1n0bbIPJKp8mnPTD/y6r2K7tWwHq/Ip2NvjSR3o0m0K/XpyqhSiCjpwCfk62RHHddGUR3rhxsX9CX/oW/RsYQyjR5Rymop4/wa6gdr6jlxDd0rFlN51A4a72pLwnZfUpS4ZeblVHLyfbIztaN+q69RtXoFM3oPPdPBm8wdetO7u+5SGesPCtYfpKIcOrF8DrnahNGrx3K1z7N8ySspcuvbFOTUhz4/n68NbUnrlSVV4WV6vX0fGvfFeSrTKEEliTOS6H5CKlXI1fmU0P1Nk8k5cAb9Ea9efWyD2mT6aeYQchj5FeuLLVe2WP8uu0kfd3YhPeFw2p7QqMdY/xblMn07jowNAund07r7jEpeS5Hb3qJ2Nt3ozS13qEpX28vz6eiiZ8jTdCLtSKjSBjLY+C8ujqRvJnQiS8NH47+sIom2vT+P+gR5kaWjM3V9ew9l17EKEBfQ0VVf04ofLlHp066oqupZe6+nEaE96OXNN0ksV1LxpRXU0a4dzdpwm+W3gq6zvuTs9TKdLGPpMz2RxMax4Tad6a31N6mC6WXdiCl5/2lKaKGqVNI02j67K+kZvELnStmXLL6U09/T0CAXsg2cQz9eSqNqiZyNTwo2BkTT5leHkZvNBNp6p6gxBlJIKylq35dsLG1H4765QBLW1rW5Z+nVsCAaNu9XSq6WUumVb8jFrhO9fUZtYymoLO4IvTA4nAa89zvlMnupFcwWqYndRaOszMh+4M+U1sawoK6v9AsbaZxvB3p21SkqVte7BjkVsHF2brgP9Xp5PcWXaNY+W8DsrXu/Um8ve/L44nqLHTuNqCj/xGJydgqmub/ep8aerSq9TdsvPLIXH8HGyluryNXElvp+cYnU2kdZHUPfP9ORzMwdqNe7f1Ac07syhbreaij9xGrq5upAVq8ebaJ7W6JicpdDcTfuU2lj8TSoqCR+Pz0f3ImmLjpMORpFxvpHfTldXzubbFw70ks7YxrGOaZrsi6vp7EOAjLz7kbv/B5JhUmn6fn+k+jVbZFsHGiIT1LC0om+T/mtlKKciu7toZm9Q6jvB7uosLahzZTyaoo+tIqGeno8sv/UqG3J6AP0Qu+uNOGDPyirMoV+He5JRlZzaF+auhZZ+SXVlHp0Bfm5WBHaf6e1WeVUGh9HcclZ1Ey1KWvpwYGvaJDHEFq6M1qze+vvoHtbJ6cBoSv6TOkHhTQGVxOKNGt7GoQ28O/oAwhUYHaeNpB9NLCEm7cDhMIm1aqnDwvfEPQPcYC5nvp+bTgE0LewgbudGYy1k0cCAyO4hYSifU0BsqPzUFOYgkvX9DFv3WvoZc1uEgigpyeAwNkZrs4mmmcUoiKc3L4Jm86Wodn70AI9mFjZw9bDCkZWxtBvOkHVBD3XYIwdyMoSfxMx2Y9e5tSzdUGIjxkMWRkfveOozrMtPGzN8HDCWyCEjbM/PAMD4dy9J0b2C4K9mXqGVABDa08MnDwbvbuZI7ugFKyzax8xhp2LGxwcfBHo5qnZswwjf3Qf4Y3yyvtIzC1CdnwchN0m4u0x/pqZE1ZyVnZzOFs7wcq0+QysBpYPUzcfdPI0g6C8GOV16rSkyLpxAJv2HUJKvfJR+zGExmZwtLCCq4UJzNuqnJYIiMmCFCrzQM07CKw5WiEwMIPH4Kl4bqA9ZLUFqHz4cmpzBBYOCO8eBi9ZNuJTyx/KhYDly9XbGc4WxOq9IcfMQELsnQjYvf8HLmz9AB30rmDhlHexNaECxcnRKGg3G8OCrTT1pAuqjsPm935CVGaLI1AFBrC2d4CBoQ3sLBref2iFnhKS2nqYeXRFgJuxNlDIZMoFQawOjA3bI8TDQhveFAFMHH3Qd8RgdHSVsnZVH2ZC0DN0Q1ivrrDw9Gff9UI7Z3PNXmI9QzN495qLec91QllpFipq1S96KlB0ahWeWZnW6kVqPWM7ePpZQs/OUvteRktUKE+7il+2/IibVc1fGtVj/czWxg4epkawMFa/s8Tk2qkj+g/0h7NNH4wa1Bmu5kbQY33IwNQeXV9ejFeDDVEak4/qxr7AZNjGOwA+DkYw7xoAR3MhDNz8MSDAEoIzt/GgWIKKtFTI7DtjyoRucDBkraOnx8oKGHh7wcFSh8wxGbawdYe/pwuUldWokeo+NIUqIrFi3o9IF7d4GVZgBDumG/SEVpp3lnTC8u0cFIJAEwlElTVNDg3Rh7m9Bzw93OFi68euBv0C1CL+yiXcPxSJElM72Nmp31HTh6WtPZP/lhKnnvl2QI/xEzGICbQkswTV6pMM9CwR2LkzjEzsEDxjKoa3d4KpgZAV1xAWPgPx1gfToVcfh5SCR68SCwws4OrlCGGT9/P+CkpZEc7u/AWnEx3RZ2A7WBmx9LTftYWeXtt6wNDCDqF+wfCXiCEWSZrr2kYESsjEdYBDT3QNNIeeqRX8g/zgk5eBtKRSSApicfaqOZ5dNhedLFi5tPoc7h7wcNSh03QgEJoyXdsO7iZ6KMktg1RowtrECiXn12LOopW4klXN6s4cLl36o093WzDzguXVALbtOqK3hwko7TJisuq1sTWiz3S4G6yYcDrYmMOQ9W9LnyD0tbKEyn8oZo/vpJEnIesPhmYeGPX8PIyxr8C5hIKHL2kL9Jk+dXOEsamBNuTpEDiFYvJUR5z9cjj82r+G7ZceQOTK9GuwP2z+yjQwq0shu3Q/wfq3XQD6DQlg/1eh/OHL6ax/m9nD18+RtUMHdAuw1YY3R8Dq2KVdEAKM61DL+kyrgxfU6FvALdQHZu184WrfpC3Z+G9q7wIf1m8M+7RHsIN6rUOK/NhY1Nn2xZYTB7FirC8erJ+JZxbvQ3xOFsptjNF9bBfYqXXG06Ael2RMJk280T7QGQasHS1Cu6OPcTVKbiajuDAHdyMlGL3kBYzQrtAKWFvq2drA3pXZBzrrWYmy679g2or7jw4j0SIwtGZ90xoCB2uYqbdNCIzh6hsMR3dPeA0dinE9vGCpfm+N6TMTx/aY9PxMBHjWISWv8Wc4WFsZsrHc3QWWloHo6OOi6QeGVgFsbLBGblE8ckqKkBQZDevxb+L9oc6aZ9R5Fgis4enAxh2mP1rB9JKFTzv0dNOHnD1f1dZhJkxPOvqGwbejKe6np7ExuvHQBSHMbN3g4m3H+oxKvZCgDW+OQi5FBQVhek9/1ld0IYCFF8sHG19cXWzQoEllyLq8E8vV7zppPjdFAAMjY5gY6sM7iPVDFqJn6YGufdvBWNUZ02ePQiiTHwOhut4s4DtqNpaMCUDtuUQUtHF+g0pWhUs7f8DXR4tbpCeAkaUD7D0tYWRtwuJsCNM3toVXgD/crN3R0depIc9CM3gNeAP7Io5gql0mNn/2El5f8RvqO/fF8yODtas0cpSkR+LKsRsoF7U8nIHl18CAXY4IdHF52GZ6+ubwDAlHALOJG+pZE8xuZzactSPsHc21n83gFOYLafVuLBz9EvYkiCA0soRflx4YbG4OQZ2cWQgESVEctm7ZhaNRNc3HSz0DWNjZwcLNCqYW6vcCn7I/tcG/NhL9z2AAJ98geCkLcO1mCv7lQ6RZ57RyZwpZVwdvhj6s3dmA3MMM8ZH78e2nv0H/vbX4ZpynpqFU9SKUlkth1789guwbtpKISiJx9tcTaPPXgPSNYGKq7hRtCIrACl4dvJiBdQ+X4kq0gX8NlYo5IlbtMHrkEAQwQX+Ukp5mK0IfL1cYiMVQaC0MktciJTISIjumCCZ0hq2xunQmaNe1J0wronBg6wZsSLDDonfmIkxjtLEOISpDlYwZHyHMGbNoox6NTGBtqg+9kkpUM2eJ2DO31Vsv4sq1N7TG0MIUpsxZeppupKovR0pcGfyG9Ec/X5u2n9EzhaWjGVOADrBsto2iCUwmbJlhamlfjFvJ2cyRaEOxs7JL8y/i7F5zDOsehKBhz2H9xy+iq/kVvNzeDr1fTUT/ceGwajMzcuRHX8KBuCy0faicKewtG43jprBBuCQOVyPNMeH14fA3aUyE2GB0E1s2lmDamjfQ360tQ48ZV6amMGKGprWFmfYFS+Z8MyUc0msChoS7NNsmoW9kjfDwbvBl8lEnZZlVZuLI8p9RrP1eF2qD1NRIR+EVUqRdO4791wu0Aa3RZ4OZqZH6EA0GsSFF3xLdn5+M7u7N60Jo5Ieuw8OhrGXOhaxRszOD58h2nDWeiyUvq7ejsiA9B4SN6gFjoygc2vYzdpzMxvCPPsAQtQPFyi0vK0SGyBJhkzrBtQ2xEOobwtTEFHU19ahmddB6uJYh8/ox7E4r1/FdI+aws2zDWWLom5rDkmSQlNdB/lAmCFXMkI5MscH0V8cgQD05o0EP+mxULE09jtMR+doTwvRgZmULV833rdHz7oChwXqsrrJQWqU+LY85/ko5hL4T8cGccCZtTTGAR5cBGGskRklV83OX/hakB6rMwMk/N2L3xXRImh5H9q/A9Ki1qz0cbNWTNro7m7I6B5GRMox6bxK6apwhYzi2C4N7iAJ3Lv6BFUu2w2n9Pnw01JXJA0EprkZhhQoeYzsjSKMDnwZmVJpawFQoRFFxFeTmLpi4eAuObN+KLW/MRCc3tayxNmCybO3UZCucqQ8GTe/BDJN4XIjJbX66HokQd/MaymwHYFIfP2imRJRKSPWC8OLrU9DRrHneBC7BeGaEH2qLKyHWhv3LCOwx6IP1OPH1fDjUH8WiCaMwaPh72H83F5J/9DREc7gGurG/TduP6bfKWOzfmYNnvnsf43zb6DPMyFL3GQsl6zOVrM+0YaDqRonquNs4kBmIDxZPQwCrSkVtCW7GxCPfowu8fDrjta+/w5K+3sjcOAMd+76ES5IO6Oila3uVbkhajYyEYrj06IUBIY4aI1bfzB8dRvoij/XbH1f9iqL+z2HZ7C4aXUdMN1aVVUPIHNLgQObg6kpIVYBLzADNqn5MC5vawEKzt1/dvxUQOPbEnIl9YK89oKcBIez9OmCwgznTaXXaMPVYWsT6xAPY9huFGf29oT7bxMDIBu3aB0OScxN/bvwWa8v7YsfyaXDVJCGHqKoc9UYeaB/sxfS2OlAHxkz3mbLeVVQFUUsv7yECdpsdvOzNkBWThLTqOlaCp0RVi9ToRBj3mYC5Pe21gU8BleL+6QjUFlbiUS00okBlUT70HadiRje3hvGIjRcKqQB+Lz6PmR3V7lMTBI7o9kxfGNSWo7qN33mTVkfh5KZDqNZ+bgUbZ4zY2GzY6CjLsnFq/zW4T3sDk7s4NpM9Y+8xWPPrNszvIGB2SBIs3TvAy0o7RjLHsYA5/rceVLExu0XHUJ/IV1UNpXsoenTzbTKpqXYOzWDM+tRjEThh1Jr9uL//G8x/622MCm6YlBWYWcJVfSiIOpNsHCuIu4zrJ27qqFcthszGY2N9G2r7qWlD4jgNCGAWEI5hxirI4vNR2eqUXAMmbE9RhQIDmDDh0mvLYXmIHsztvBEW4oLUSw+gGrgAH0/vrDEulJIKxF46gxPxZhg9agR8bXQZt00hEHNilE88ztUE3u07wkJYgOjsUmZat8DIoG1HS4MK4upSCG2Z4d7NH1YGze8VmJjDzdkcpgaPVnZEJam4maVChxkz0d3HWiuEenAIH4CBhlVIS1BhwpznMbK9k+aktbrSFFz880/kW3TA+NFhsNU5E/YXYc6JQskMd+3HJ6FS1iMv5j7uSbwxbvpIeFk3rrLogCkJhVIAa6b43azacpANYO/mC0dmZSflFbU25pgDp89kSyBQIP/2OVyzCISLLRuEBBboMPUdrP/oWQQ5mkDpIkBlSQXqn7YgzWAGGxvkdM+gEWSifNzcdR45Ez/FwpFNZtFkzAk9fhWpk5bh/fGBaNssVw+iSug5u8HHx16jmElVjZLCanQf0wve5i3qhhmAFs6OcDFXNFux1QmrY/ljj2p9DKy8Spavpk9TbRYyUgMxYWgILFqIl4A5tk7OzLFl6TVkizmwJXex51gxpjJncaBnY180QUCP/gg1zMCfO7PR8/1lmNbZibW0+vS4BBzY8AciPd7Ee+NDGgzSfxxWLgXrwU+oOl2QJBeXzsbAZPpCTOrm2sSJNYNft64wqryPwwfOM8NCrSEEMDKz0JTB2FCfmUMtENrDq5u39oMaCQrSchE4fgj6ObZeeRDYuiDMWdns5xX+LkIjBwyY+wpmBElwfNs+3Eqr/Gs/H9AW+sYwNn50elkDzOhm+jnh/A3EBU7GklldtLPJ+rBzb4cOPqaIOPoAVs8uw/KJAaze1H2rCJHHT+BsYSBenDgAtk+cSGsL5jxZuGHgsy9g+pgusNbqX/UqvI2zteb/BkzgGRYGBypBxJUElD4Ufjmqki/hx99S0WnOPAzyVxswBElpHuLduuCZvl6tjQSmg1zbOaNexvqDNuhfRlKJPLE1Br65EXcvHMDXi8fDOO841m7cj+Syf9B5foiZ5gRWDYoaxF+LRHyn2fh0Tidtm/2zqE+VuxORCJ8pEzCrj4cmrK4qE6nJKbDzcoAZay6BbXcs3r0Nbw0KhJPQCEbyGlSLZE/VjdXv2hUmxOBuuR2GTB+Hdg5mGkNX39ABHXt2hCg+FgV2g/Dq86Pgbs76HtUjJ+oyDp3JR2Bf9fvWtv+CEcjGt2aGMTP2i4tgHRyAvsHOGsenKQILG/g4q09T0z7DHJ/i9ATckXtg5Myx8NOuYgsMTODbsRs6VGUhodQTH7wxG52d1UcOKVGRGYVThy7BILQXRnRnztL/x95ZgEdxtX3/v3F3dyUChBAkWHB3KFCglLaU0gIttKVQhQKlBi1VKBQtFHd3DRIcAsTdPRtb372/M5tNskk2SOV93ud753dd05IzszNH7nPLOWfOPH+mG2FgZYcQN3e4ZRWhWNh0C3c95vMYNB8UUUpRmnwTF2OtMHfmWLRtar+ehMAUNi5WKM4tbdi+XQ0LKAoeYNuux4h4/1VEeWuGkiSlSH5si3EjIuHUrKxMr7h5wUXM2UlN0jPD/EJWn439QqafLx7GrbJB+OyN3nBtOqMpYL5Z60H4aMkyvDXcCCd2rcH2Kym1A2d6ejDldq5jMlvT6FMrzEYKM3EzJgnuQd3Rl/m02rc1MDCGkfEzWEE9e4S/8B6WzIpsGBA2s4aby7PUfa3/oXrSJ1Oeg78pcv8HsLCHpwuTF3N9VllN1ZctnOsibDVy1AirmQJrch2LfmtKKqAyMoSJdjDBovLKSjlzrDV/M/SZIAQFBMLHRA4JM0ZEIuQl3MHhdcux7Kdj0O88kDl0QTB/asBAkIuZAJdUa/5uCRag2TrCmRlAS/3mJYS9HWwttMREzu1pr5VnpQxF6fkwkPugtad1c4Fi4T9nuJ2trTRBFxNggRHa956INwYEs2fWXsZhZBuA1l29UK2oVn+DQVqWi7gr+7F00Yf46Xw1oqa+gm7etaMLfxdSyFAuFeFptQO5EBkJD3F2zwb8fjAJwd36o3+YW6OO3xjmCGXfR3SyI3qP7dxc8dTDHE4zKzga28CGKeZm9W5pAUtrbjREhvz0JFQwWambmYORAyInvYcfP3oRjvf/wNJlP+NUXFHzQPepqCCuFtY62HUwQ1ZVmoNHV45i9a9/4HRhGyybPwgeWrM33DdKZG7DsHnhCHjpmtXRoJJUIyMxH0Z+YYgIdFTXmao0Fo8eeaB/e3cWRDSFkxUT5sxwI5ZPWc7D+kUpt+35X4CYAq0WVaFhUaIS5fcu4VbgEHTyaTzvwcGVUI9bJuFoq5nF4j4toILv9G8wp7+P1lIM1qZeoRjsaw2qEaq/EySuyEPs+b34afFifH/BGHN+m4XOOgKGfwZWrsoyFtD9BeMgq4ZF6ylYMrUrHBoNeBjCq+eLLOgQIO7iEZy+k631HRTAwdlaR+Bn2shRJ1Eebt80wJBOrXQ7pHr6MGBG0YPbi78eTpdWNdeljSBU5iXg9o1kVDWbhdCDpWs4Xpo9CZ4FZ/HrpuNIf+LMlR7MLC2hLy1HUYWozq1rgNUp108UzDHglprV+VEKUTGS7l3F7j82YdctASa/NAitbRuGDwysnREW4MP0qxhirpupqpEZy67/9Rt8tf4GvEePwtCObpptcv85VCruG2MSGBuwoFbdngZwiuiHF33MUR1zCfdzaqAUVyDz/ims+GIdbjhOwrK3+8JNra+YQ/04GVYdAxHqoKvFBNA30IcLc/YbtLEC4qoaKJ5v2gUkjMOuYw/UA5HWfpGYOvdzfD2rD1CZg4Iq8bMHYwZGsLQyhGFxGcp0DqKwYFzCLbeyg6Vmtp/7DpbcPhJLZo9GiOW/0SeJmUeCTfgwTJvQD67m3DNqA+X8+HzI5QpN+QQwcYvC7G+XYUwrMQ7+shxr9t1A8ZO+9yWvQFZSHC7u34DVux7Ag7XtsE5eqJugFOgbwjWwLbhJCZlEypxqCYoz4nB+2w9YvPg3JFpHYtKUbnBp2PXp2WH3EuaWcWNOtcgqkR5fCW87f3jZmqr1ZSOYs22gZ836t0ZaWF9SGTth2MjxGBvhobWk3wA27kHwa2MPoUzE7B0LJIozcPfcNny+5Evsy7DBsImjEOz4D4S1hsawtjeHuR3z69jzG+eZnTOzZH1HIyckQVHKQ1w8uBNrtl6HxaChGNbRs3Zm45lh93S2ATGbVaWuN2Z7KwoRf/Ugfli8GqeMJmDRS+1hpb6nCjVZCbhhFYKuoY5cQjP0mM+g7+IKO24G+zlRSipRVajl+TCbL5T6YvqqWejm1kIAo2cElzb98e6CdzHAKB6rfzyMVM4QMN1tYmMMMhCiUqL5ZhfzmdIeXsG2n37AwVwL9BzTHz62jVefKJgfyX2b09jQSGtLb9Zf5GJIqp8ySML8iuJy1sfdbdBk0rsxLCiUVFawev5nBl2050t56mCdIyvmKNbtPoucsgI8LvdDv9GRcG0ya8J1ANNGU84yVJVVqg08t/972uWDWLfpLAqoBpnXHsOh7zyEWGu1LhOYCiFT2No60cACnmFh8PI6yJTmZyi74MDsRg7yC63QY8YMzHixP3xtm34jRDcqGXNqa1oQFFk57p/chR1Hb6CgOBU5Jn0wt49fcwfW0JQJtNbT2D2FzLLVBUtKSQUSszIhDhgJd4NcHFv5Ow4+ym8YxWVGOyfPBINm22uCJQGs3cLQW8caHkNjZ7Tt2BaqY0exfH4R9phLUZCejTLv/pj76ZsY190PZv+UV8EpYu5jupo/m6NCddI5LF+5GbdTBWjdsxPaDxqOwd0C1bsW1SLC3T2/4JfjCZq/OZgjXZiJrJAp+KCbh46AgFCWeAbrf96BuJJi3Eq1wfDX2sKi6QwlM3ZGRkxZc8UlBfLur8OCeXmYMPkVjGEBpYm5Fwa+uRCfZORi0YbtWLshGIGfTkZrh+eZs2B5Ze2p0iwBVMmqcO/YOvy8JYb5FJ7w79QbE17tizCHxnNHAjNP9BtcO0paixKV6bew+c89uJfWsFhVJROjpNwYkZOZgXPmRjwVKLhxAvf8+2KOvRj3D29Wy19RXazGlFulsAb2YRNha/6UkSOm4MWlVUxhav5+HpixlrLgU1QX5lApbu6/Bb/xU+AszsPpP7dg3+Uk1ps1p1VKVJVL4DNyKCzU4qcHi4AojA1Qn24Mt9xpQgQWLjqGr96uxl4LEbLjS2AU3BNzlk3HuA7cTNO/BWtPiZj9r2ng8HQEVqEYNlzzRxMM7Nqi/9CO+P37FBbo5qC6FwsQhaUoZufcTY11GBEDGNe/V8j6UeZjXDXxxrQAeyhLb2H1ktW4y5quHnkJ7pmH4HtHbYMqR3V5FVRPGjoVJ2DrvLdxRNENH37/Mfp4mamX3qbllrMqkEGsYA59WH+8NT0JC37Zjp88PPHlrF4tLFnVg0Nga7QSbsfmJe/ggVeTb88weStNy4Z+yCC093dgbcgC7Ls78dny/SiUOyCoWzf0ntwfPULdmGOo9QAjGwR1aQfH7RexZel7yNxpjoLUbJRL3TDgzRmYNqYbnNVO9F9DKRXixtHN2Hz0QaOPRyrl5UiIF6PVlBA4a0akBLZtMHZSe6z9aR+Wzi7EDis5CjMLUePUE4uWv44uLrW6g0RFuHNLgrBOvrA1qkLMuu+x9pr2clY5ih+XoudCR63BMQVElVUsOHiCg8/qrKKkCFXMPirFUrWNMGK/y9y5GT8wz3PuhEjYcjPGMisEevjBlfv2FmsFa3tHGMnSmZ0qRUGmUP3dFEcHFthq7qrGyBa+4X6wPHoSn88qhDc3i9IIGYoexiNkwmfo4FIrZwJjR3TsrtsZfSLyQlz5cx02Xk1jPa4OJh/Jd5GXqYcVcxyA5XPRz9OUZcsLHVkQ0xRpThx2f/0xqjJewzvje8GF5dc5bBhmf1aA9A9W4o9fNqB1sA8mM13f+JVM5kinReOnnzYh+qEMob06IKwvc957hsCh7uVnDu5dYp+2aNPBEBv2fId30/ZBICxgTqwUYdPfxIJXud16LbTa7zlg9kgirHO2uRmEPDyokMKyfQCsFSnY9smPOJuvJY3KSqRk2uENZ82yKz1juAeG61Dd3Moab7QN8cLObX/i0zmP4AghctLzIQh/AXPnv4IhbV0bgqu/ACmLcWb1d9hxJxvFCWmwiZyIMLem7/vqw4h714b1Y6qIxbqF3+BkVg2sQ6LQp9swDOoTBgfNN46472IlnN+NTTsuq/VhHXJhCu4WZyF1w28Is3wTY7q4wcreDkjIRHGVBJbZF7Fp1UZElxnCN2Qwlrw+GkF1I8ckQvqdOJiFtUagrSEKYzZj2dpLWgO7TM8X58Cm5ztw/At1oVJIIa0WNwzyCSwROqKx8idRFk6tX4cD93NQv/KcQTIhEvNroO9kBLVbyAJhYwtzyJQi5FeKIC5IwbpFP+JUmhTe4Z0xdspE9K3bpVeWjeMrv8eeRCGkFXm4y/yqQcNZn62XW1YuaY16CXotlYjduRY/nErU/K1BWoy7yfrovqg9XFge8jXJzWF6htlDhXqQ5B9Avc0DjxYqEuXcoGUv9yRro9pv05j2WkH3KrW3VhHT402vkH6Hz+h6qfZuZ6V0cdlo8hn2BV3LiKNfXo5o+G6H1UBacSGNGm3QUhVPa14YRyPf2krZkoYz8soMOvDta+TrwH1jpj29svAH2nchkYqrua80NaY89TC9130AfXUkieVKGznlxPxBb/UbT79dzGiya4ucih4doXf6B5KJejLJhjp+crrx9xaUWbR7ygDqMXsXFWs/tPIx/TJsNI14eycVKFQkLk2kPT8uo0OPM+nenqXUzde2yTcgLCl07GK6lCZU79T0RFRyKok7Se8PakMmMKfA/lNp8ZrD9DirTMc3Z3SgzKDtE8LJc+A3FFuhJFVVDu347G0a9dZaelzSeGcbVVki/TxzOr34yS7KqtSxs440g/Z+uYKWLv2Z9l58QJlFVSRrsquMKGEbjXGz0iqr5gibTUeShayWm6OS59Afs3qQlXoyyZT8xy6jm9mVDe2qqqC7mxfRxLHz6VRiKSlVmbRpjA+71pg8Or9GW28XasmQisrTLtEnw7tQh3HLKCanbpcnbWSUffEniho+m7Y+KNSk1SGltGOLKaT/e3Qsq4aqsi/R8rcW0s8b99P1x1kkFMmbyZsuFFXZdOiL1yjQwqhxPVi4U/95f1J8qVjT9kK6/PlUWn4lm3Lu7KUZfevkr+4wIIfg0fTzpWxSb9CkSKI13YOp+6cXtHZt06B4TN+3cqLh31zV8Z0lhlxEMes/on5DF9HFzMY7jalExXT02/do6JSVdKeA1ZnoHn058nO6mCekx0eX01Bfq8YyLDAgr24f0ml2n6fXB+sT2efovf5cm1lSQPhEWvL7YbqbUkzSZ9iNR1WRQZsXvEJdX1hGVzIrdPQZKaUe+pT8+7xPZwqa7sUkoYTts8im60cUze16pRMVFcftounh4TTn92tU2uJOWFqwfplxeQ29PPJFWn0xk7WNgorOLCYD/e70zfViHXUipqs/jKWgfl9STHE1pZ3aSMt3nqXC0jQ6+PEgsjPUqlv14U5DVl6j6kaFLaPobydQwPDFLe4oSYpMWjWuFTmFj6P1t4pIknGB5k3oTW6m+qSnb08hAybS96du0dmVb1GYrTlZOgdQRJdu1GXO4cY6TYOsIpX+fHcIeTbKW91hTG5tXqRVpxKpmtsGSvSQfnxlPn31wwY6eTORCoQi0t28KpKVxdOmBaPI1syQBHpd6K1la+jY9TQqE3H7MD4/itRDNNi/Iw35PobSH2ynl4J1fA9Qz5h8ey6gE6nc3nZ1cDvNHaMZUR7qa0wDOtHUxZvpRkK++psmdcjybtIPv26hs/E5lHl6OUWq7VDj+9v0WkR3hdp6s5LubJhDkSPn0Un1N7OaoCqkc1+8Qu387EhgYEwOvn3p3eUnKCslmtZsOUDH9v5BS6cNoR6DhtObX22h6Ps5JNFUqLjgGi0cG0Vhg2fTprOPqbRGV72xsmVeosUTOpKxge7vX9n2epfVR+XT7VAzlJR/byu92r4TfbApmh6d+ZV6BrX0nTxrCpv+B6XXbf3aDBVlnllBXbk+YNqaXv3hDBWqtzytPSevzqVTP79NYQHD6ZvjCdTsUzrSHDqy8kf6YvEPtOvcXcoorCT1J+x0oJSU0rVtC6mLrw3LVysaNXMxbT4WS3lCydProCX7z6FIpU2DO1CHeaeoVKWk0sTLtHHt73QtLYOi18wmP+smdgD21HnmOkou07W7XBOUIqZr/qBJHX3IEFbUduw79P2Ws5ScX9HE/raAIoF+7WhDfhPWU2JjhcKQU/7ZLyjczqQ2X259aOG+B1RV33FVVJERTQvemExzNnC7BFbSg98/pXlLl9Omo1cpMZf5IbVbwNVTmXGeFvQLaPKtxbrDikL7f0wnEsuYbmDPPv4R6RvMpOOp6XRq40L66Lv1dPTaIyqokDSWZ1keHfvhd9p9Np7KM8/QgkgnYsFG43vbDKVf7tbufqkLURHLV+fu9MnuOGrsFXD6fy/N6TmMVpxIUe9I2RwZFVzfSEPC3NTfP2z0XHZYtp9Iv0ena3bDk1PenR308kuv0ncXbtO55V/T51+soD9P3qOsYm2fSUGl136i9lZ133qzpLYjF9K5FOYX1hdeQYWPDtDb40fRpztuUMbNrTQi2LnRs+sOm14f0VXuO2QqCaWeWUWvD36VtsTkspxroaqi2B3LaPKouXT0cXFj3/svIOD+wx7OowWpFJCIxZBqlhQIDM1gaa55EVyNBHFbfsWFNlPxVnsnrSUUZbi0eg8qe4/F0GA7yMU1YJ2r9pTAEGYWZupv49RTnYQdOxPg16cHOjVaO1y7u42YRcRKlT5MzIxhyI10NB7+UCPMv4bD24XoN3MQ3BttJqBAbsJVRF9Woc/UXnBu8gKxintZVSQGE2b2lwAGphawMNb6vSob+1ZGw33sUET62TSMvFTFY+v2ZIQM7okO3jaoyo/B1YcO6NXfD0YKKURiGZjsay7m4HZwMYGZifZ0a8two/hSCat7mVK9a5mxsdGzvRfGocrErm+j4TVpBCK9rSGoycfl6GiUOfXE8AiX2pEQDSzKxJHLsTBrFYXe3MhH06yRCjKJHNz2ZQas7nVlnZs9rK4SN1+yY2DC5KXuC9RNUUFaUw2xWi5q68bcVGunFqrE/XNXkSN2Q8/BYeB0i7SaW5bI/B8DI5iamcBQOzMkRdaDm4hNIXQeGQWnZsv+5Mi5fBSXZG4Y0qMj7LRHH7nNAk7sxiXzcEzs3hrGAgWrexX0jQ1hwMqtM/u6UNeVGBKpnJVOC4EeDI3NWNtrvuhfcw9/7FFh9MsRTFXKIWZ9TN5k+ZSevhGTd9PafqJMxroPo9H5k5cRxjzsRvlRxuGnmdHov3waQm2anONQSJBwZRcuK3thal+fRi8xk7gMt6JPIsWyJ17o4gbl/VPYS+3xUntnVl0SJsPSZrud6RmYwtyc2xFMk/AkiMmwSKRuY27DBmMT1n+59880p58EcV+pj46ByK0HBrdzgVEzwZMh7eh2XLTpgpe7BTd5P0CKxF3rcNF3FKZ38mwhr4TSrKs4vr8Kfd4YAHdzTds8EYKYWw5z4wFsooajtbUAxee3YQN1w7u9/WHS7EEKpB1YiUu+r2NqqBJ3b2XA3KMVgrwsoRSLIGJ9uzHcRiAWTXY1LMeV3/ehvOtwDGvjorP/MQWKgx+OwqIbvbF214fo4iCAiOk0ed1slJ4+q3tTGKikEHOyWdemBmawstDW53UwvSsV1+owTUoDgtr+Z8r6H1debomHSA49I9ZXDPRbyF8d3MvaEtQwfU7MBTRhcmRkYPCU37SMMu0kllw0wezJPeBoqISoWqzjfSxuJyqmd5ntaNQ86nzX2iWBvgHTryYwNtS8LK1Gjrz4x8gRmSA4rBUsmExV1zR9p4Pd3dCU6ThjrTqswt29x5DjFoGBkYE6ZEIFOXtuTX3bc7rBBKbGelCouPkjbpkc0/vs30bGpup34Rp0ItOZTG4kSgFMTExgZNjChjysbDKmU8QyXRujaPL8l170VqEw9QrOnpCgz2t94WykQA3TEXW7lTaG21nMHOZ1Ok8HKqZjamokUAqYfJrWlrXhWiaDwiTsP5OBwI6RaFf/Tm8dtXaJ9Fj9tWCXGiCoFDKmZyWsT7A+xvSQsRFnhzWnn0RL9p9DmYYtS66gzTsvor09ISflATLK3dCZ25xAxvoP62uNvUpmQ1k/NGd25VmWrpFSzvwvCaQKFQw4+WR5fvJ701ooE7Fm3mV0+Wwqwuybt7VKLkYVk2d19vQM1ZtfseBafY6rr8qsR4iOeQyPPqMQ5mgCpUQChZ4B098GOv0XUjE7ViPS+FFNadwH5Q9/R0j7vVgYux+TAwxY+xswPcDpjsb3leUlICZHBL/gNnC3EEBcXQNZsw5oBHNL08a+gBZi4Q3s+DUf/d8bAa9GqzRq9f+JAzXo+0Z/uLWwARU3+1QjYjKqQ8YFBsasTHV+iArC1ItYvHgbrIbPxfsjWsGUlYnzmZo2Gbd8v6paotElrJ8w38fUVFs/KVGUfBvXrhcibNQQ+JiravuJjhClXv8w/yft/hXcfWiC3i92hYP2tCO3cc3lq0grc0Sv4eGwbvoy3XPCB0s8PDw8PP99UAG2znsDlzp9i1WTQp+w0QgPDw/PfxZVxj4MD/geg2OOY05H7c1X/psh1GTfxBdLN0PV/XV8+nJHtLin1X85fy/U4uHh4eHh+U9Q+gAZJcPx7rAgPlDi4eH5X42epQ18/bujnYfWlv7/9XAzROZwaRME/wCn+m+G/v8IP7PEw8PDw/NfBxXdwvmSQPQNbbJMiIeHh+d/G9J0nL0qQM++2juo/vejqi5BemEpTJ394WbRfLuf/1/ggyUeHh4eHh4eHh4eHh4d8MvweHh4eHh4eHh4eHh4dMAHSzw8PDw8PDw8PDw8PDrggyUeHh4eHh4eHh4eHh4d8MESDw8PDw8PDw8PDw+PDvhgiYeHh4eHh4eHh4eHRwd8sMTDw8PDw8PDw8PDw6MDPlji4eHh4eHh4eHh4eHRAR8s8fDw8PDw8PDw8PDw6IAPlnh4eHh4eHh4eHh4eHTAB0s8PDw8PDw8PDw8PDw64IMlHh4eHh4eHh4eHh4eHfDBEg8PDw8PDw8PDw8Pjw74YImHh4eHh4eHh4eHh0cHfLDEw8PDw8PDw8PDw8OjAz5Y4uHh4eHh4eHh4eHh0QEfLPHw8PDw8PDw8PDw8OhAQAzNv3n+j0AqBcRV5SgpqILA0h6uLtYw4MNmHh4eHh6ev45KhsqKKlSW5aPawhetnM35EWme/6UoIa2pQVV5IVKrrNAuxBkmmjM8zeH78f85VCiOP49VX36CWZPfx0/b70AoU2nO/bchR0nqA6SUyTV/8/wnUYqL8CAuByLFf6s8/S+AFBDmZCMrpwRSfhjr/xgqiErzkZGcixq+C/1DqCApyUBCdjGkipY6lAKVqXfwsEiq+fuvIkbOtf347otFmPv6eMzfn4C/e0ee/1lIIUJOViZyimvw/7f6VaE6LxZ7132Pz+ZMRdS7B5HH65wnwgdL/wdRKWWoqSxDRmYmKjVp/30QZLnR+OWTz7DtQfH/54rtvwBlJZLO/YnPl+1HUjUfvP41CNLydBzZsBrrD95BmYS3Xv+XUErLcG33Wvy48SxyqpWaVJ6/g7ImH9F//oKvtl9AiVihSdWGIC+6i3UfzMV30XnMhfwbkApSmQBm0lScvZmvSXx25KIcZORLNH/x/I9DSpSnx2DDd7/hYEwOJP9fOxUEpVwFfVQg9noilEre1jwNPlj6P4ceXMIG4NXJg9DK1kiT9t+IEsJHZ7Dj/ANkl4v4YOk/DElLcf/8Bdy6mYxSpoR5/goqVBenIObiZTzMLodMzkv1/yXkojzcOnMKt9NKIOID5X8Agqw8C1euRON6Uh6kOh1CFapSYrDl1C2kllT/PTsiMId/3/GYPbEHzDVJzwyV4d7ebYgp5Oei/mOQHMXJN3HxRAyyy0T4/3vITx/W3h3w4sQxiHCwhkCTytMy/36wRGJkRkcjJj4bLep/SRYOLZyOZbsfQthUW6lKcPWnT7D14bPMgRAk+cmIL/qLozOkQFnSTZw+ehHZ4mdQm6KHWDf7I+y5VwCZJkmNOBOnf1mPW8InjA6SBLkxp3Ei+gHKW1xvI0Lizk8w/afzyGs0zMHKmXIQb3y8DYllukbL2C9zr2HXsbh/eBkAQV6ejAM7ziKJGZYWEadh16dv4pfjSahqUjRl4VVs3Hzj6TNaVIX4vVtwML5Uk9AUfdi4e8NJ89dzoRAh6fwx7N51DSUtLs2oowbxuxdi2g8nkF2p1Z6SJGx6dSbWXcluXMeSbBxZ8haW7IxtLMvSAlxZtwlni58kE3Lk3buEg5svoqDeUa5B8oFfcDRNI9NUjaRjpxHDnOnaK1QQ5d/HqvfexTsfr8OVlFI09gnkKLi5D79sOoLkCl3SoET5wyP4I6a49k+ZEA9uXset+EJ25tkRGFvAxdkOpsb6mpSWIFTmPML5I3dQ/rSqb4QcJXEXsGvvUSSVNeptOlCh6M4fWPjLKeRU6SgFa//kB9dx6U4OdPee5qikFbh/+QzOxWQ8pU+JkXU3ESVP9XUVECacwmcrVuP4wyKo1HWhB2MzO9g4WauveDIEUfphbDyTrZGDvwPT0efXYu3lIs3fT0BegPM/LscPe26iutHrrlz7nMbm048gfkKwTMoCRK9fj5iill0RRVk8Nv64GlvOJUKi1T8VwhTs3rYV+6+mN0qvg6pSsOfgDZRINK0qr8SjO9cR8zD/mdu5HlkJ7uzcidMZFZoE3VTnPsSpP1l/rS8yq8sjq7EzQaz5m+uyGTi4/jgeldRoUnSjb2gDBw97zV/PB4lycXrNdpyJzcWTVRrrfxlXse7LL3Dgbl6j0XMV6/t3Lu3G4fslLchU7SzMj1/+ij03mNxpXyQvxpX1e3C+/vnMRpWm4NrZE3hcomlrKkHML38iVsRdwPRW7m3sv3AbBZXP65Y+q/2LB5lbw9HCGsaa9ObowdLJDW6C/6C7SOV4tG0F3l12BVWaJF1w8r9zzW9Yf+whqrWWzitFRbh2+iyuPcx7ooNPZaztFh5Cru7GZRBq8u5h6+rvsetGFsT1qpMgLknEkU2/4siDAh3LgzkbFIuzMfdRWFXbHkpFJbLiMprZ/2dDjtKEc9hy+gGqJC1ZIU7/HcLCSd/gLOujjR8jR/qp77HiYl7jdHEiNn3yJ1I4oVcyfb53I35eewQZlRqNLtCHmb0LnKyf980d1i/y72D91j2ITi2DUvuhnP97aRc2nrgF4VMGQOQ1OTi2dglWnYpHpXYnJiVy7h7Cyu/2I6FYe2C4Crf+/Ab7E+t8MdYv8i7jm22xGtvN/i6Kx6WYW8gu/+dDP1XxNWze8wAtetsq5uPevoTTF++gWNaoJbRgecy9gIUjPsFu5us1XEWQZpzCvKXbmN7UnfdGzycR0k7vx5E76ZA1aoB/EG6Dh38PORU/OEBTevlxuW9+WHSkuesu0f2988ncxJD0zayp/6KdFFcgrv25spiufP2i7t+qj9Y0d+0lyhEpa6+XpNH2WX3J75U/KI8lKUQldHPnEuoV6sCubU9vfHtcnd4S1VkXad4AnybP0DpM/WjIvD8poZTlT1lI5z8dQkzFkrFHG3qLlaOwRsHuUkn3fp2o4/fs+b9epir1k1QkyrlJSyZFkmmjawzJtdU4+u1sKlWrFFR6bzO94GhFEBiQZ9THdCylnP2S+3kRnVk4jPT1BOQy/lu6mlOjvms91XH009TO1HnZRRJqkhojofRLa2lMQGd6Y8U5KhazSqm8SLOcWR4EAhIIzCnkpa/pTi5zh7SRF1P06jnU1tFEK8/ssA+gkV8eoHShlF0kpZRt09g9BGTk5EsTvz9K6aUSlq6imrST9EEv18a/VR8OFPXuaopOqVQ/hrUcld/bQaPCPIi53lrX2VD4kE/oVEIxkyxG3n4a0+h8w2FqPZbW3C6qra9GqCjvxkYa09pW5+9g7ErdXv6JrmeWs1ywZk7dSf1YWWBoTxEvLKeLqSUkV5XSjR+nkQGrfwNLRxrx1SHKrOByJKOso5+SnaUx6RmbU89PttGjfBFLF1Hyvk/J0968yfP8aNicLZRYJlbnU1L+kFZM6kMRoxfT1WzudzWUvPM98jBpQ5+fL1Dfv+j2DnqxwzD6cNcjUrIfSStSaeOcAWTFtZvmnhMW76XkqlpBV1Wn0875o8jTxI4i31hDiZr0WlQkzr1En/XqQVO3J7I/pZQR/TuNDmQy1yifmsM5lMZ+c4DSWH6bU0l3NsyhEKcmsqE+rKjt+OV0t6iGlML7tHRkQJPzXejdVScopbqlzqmiiqxo+nhE2ya/qzssKbTXbNp5M4tEClYpyiza/FIIwdqD+n26gxLV8leHisoSj9PMqRNo7t7HrGWeAdYX8+9uo0khNs2e3bj/sX6dsJNG2nSgOUeySMkkSMj6+appvcnDmF0f+Qb9cTuPpbMrq9Jp27tjyU3A0h2G0bLDsVTNfi8pfERfTu/R7DnqwzmMXlt1ngrFCqpJPUiveug1Ph80mD7adIlKpJzkPisiSj/4OfkZGza+l9ZhYNyBPv7zHpUrayj11C/UM9hZne465Se6X8j1eRVJC27SV6MiiYV5Wr81ItewF+iX0wlULeckXEYZu2eSY6NruMOfJn19lgpYxagkpXR18wLq4M71FR96YdERyleLhZSyrm6iceGOhNZj6IfzKWr5r0fGdNOadyhw6g/0qJLlSSWnnBvs+iDrJs/SHI5BNOIL1k9KdEmAhDLP/kidAzm7of07V4qa9CPdzKlUtyEpc2jLWy20FSu7b/j7dDIuiY6umEYB9sY6rqk7mP6bd5jyqotp1+fDdZxnh6Ub9f90D6VXNW9blbiILv3+HrVzNdP9W6sO9Nryo5RTIyUVa8OjSwcx/QyyaDuAFu+9Q0ImTxwld36nwXbNf+87fQ09Yt6OSpRHp356k4LV+j+ApqxgNk8tzGLKvLSehrbrRpN/vEjVzFtRiPNo90cvUMf+79DxJE6v11DK7gXkrt+PNj2uosqcG/TDpJ7k3ORZANOzfT+iA3czqZrry7p4HvtXk0473hpJHs2ewx1+NOLjPZTF7NIMc116izt60ucXc2vb+5lQUuXlL8jV1JqGr77doF9EWXTym5dIoKdPHpO+pdPXH1J8fDwVVGbRoYWjyMSwti9zdlPg1Y8WHYyjmkbyXUF39yym7t4W7DpPGjl/F2VzfUopppTzv9Jw/yY629CUgqevojtq+8Ng/srJDwc0voY7bHrQe9tukoTVtUJSQqdXTKVALt2qM731+yUScrqE9aW0M8upl40p+Ua9QdtvZJFEq0LkVZl0YMmbNHXeb5RYwulaJeWe/YoGB0+gjXdKmHYQU87dPTS3HetPAj1yn/gtnU8pY+m6UJGs8C6tmNCDbBvl1ZCcQ0fSyuNxVKkudxptGurJbJ4ReYSMp1Wn40ko4+6opOokZiNdTSh48Hd0p0ztKbDbltC1FVNIj5O/R0IqjD1I03rV2iGHYfPpYjrn6yio8NEBmt65ab/XPL/1C7TqXCqJm2ZcXk43t3xMnbn+134KbbqdX5vO7Gnuje00PrIln9KRekz6ki6kljNdJqVHu96ndly6eTCNXbSX+VO1dksuSqDlI/3Z9cz/GbOULqcJWSlllHd+KXW3dadJG++zGma2I/8KLRkQSMYTNxHnLShE+XTq+9co6sW5dCZVqLO+VfkXaXYbH9Lvt5pSWZvKy5Jo9ZyBZK72A7ljOG1J1mHva2Lpu34eTcrTcITMOUxpWTH02biwJucE5OD1Cm26nsM0OkOVS4fe7k0mBnpkZt2dFm2/SQUSllPmY0Wz9rI3NySTQYvoXEat51xPTRJtfDWMfOafolJWG1VJJ+mtfqFk1OhZZhQY+SbzC3Kat9lfQH8xg934X0HFjXjs34Hjl9Jh6ugIR/VhB2OViEWD9ug4ZireeW0EOncfgjfHhEB0/RJO7j+MS0l6CIsKh3nyEXz443EoBVJUipSwcvWGj4eL5j4OsDUpwNmjB5Fu1xNDO7mBsm7ghzW7ceVoNvxG94dRzBos/mIrspRmsDIuwtVDB3BZHoHRPX1hptd0JKkK1zcswsebbkPfwhme3h5wcarLsyMcHGxZ1Zfi0bk7qHBogx4dQuAb1AreltW4e/serl6OQbFVK3Syy8Wqz3eh0sqm/reO3G/1chC97x7Qazh6e+kjI+YoDuy9ArF1wzPsbU1QmZ2OEok7uvbpAG83dwS2c0P1jVjEpVzH5WsV8OzUHoHOVjAzJZREP0BC7DmcuS2BX8e28LYzAzMggDwN+xb/ipz2k/ByD28do2pKCDMf4NThezDr2B/9OvvAxNAWnq0cYDN4Ptav/hGLXukLN0vtZXqEmpyH2L7/EGKLWDevL5sdLBSleHA7CQLv9ogM8YRr+FC8NtALZZfP4vDOo7hTYY/OXYOguLkOk749A30jR3j5e8G1rn7t9JB5cTc2b7oPow5d0cFDhhvbt6lHKY3sNNew9rY2kyM7Nhv6vh0R1d4LpgZViLt8FUUWdddwhz0sDeQoFaVDHjIKYzu7wVBTAg5S5OLAiq+xN04IlVQGAytneHm5w1mdFyZTZgpk3ryIB5UO6BoZBiePdpj4xiCYlbP6OrIHh28K0apTD0R2aIMINzlu3EvAo8vn8Ujuhs7hIfAJ64Ppo1pDejMapw8cwvnHKrRua4HozQeQJFTAti6fDiyfxhV4eOk+yr07YnB7D+iTFKk3DmLHnRIEdemFCB8TpJ1chx/P34V1n5cxvq0ZUs7vw5b9FyAJG4QXu7ghft9KrDvlhaU7vsIob0PkFyXiyr6NWBsjRrvukQhwMIOxgQxxaQm4e3wztj4yQdeuYXCzMgYnKor8e1i1PhqmvV/AMD8JTv+5FvvjxVr12ZBfK1UZHhy5gQqnMHRX1792HyKIi9NwKzEfeqYNsu9gZwV9RSUyU03RZXw36J/9EYuP5mjd2x42ZgW4tPN3HMt1RlRUO7iYNZ6dIqUI9/avwuqDDyFXSiEzsoG3N5MzZ6faZ9gaoTQ1GgceStApqgv8HCxhLJAg5/INXLtyBY/LrdEmPABOFsbgBpCrcmKw/49LsO4xAv1CHGGgeU5LMAcTMft/w+bbQq18s/5qbYSye5dwr9oXfXq1hp2RBEmnNuP7o8dxszAAQ7rp49CKr7D2fDoMrK1glHMd2369CZuBQ9DZzx1hPXuhcytjJN0/ga2/bMY90yiMiLRHWXIc0vPFsKl/FpNL1hcVxUIY2AWhF7vm1tpf8GeGkuklzTWsH1pWp+L0jmO4r2iFflGBsNBvquOawr33dx3fzV+BE2llsPH0g4+7c3351Ie9NfTEqbhy5T70QgdhcOcQhHqYICkjG7nntmFnnB4iureB8tEZ7Dt3C9WmtvW/tbc1gzgvATfT5GjTpSP8zFOxfu73SDLTur+jLUyUebh+rBBhk8egnbM5bFw94GkmQ17uY1zYvx/XSr3Rq3coHE31Ic3KRsbNs9i+m+WnbWdEeDN7wpVTVY77e3fieJErpozpCjumq89uWY1dj2u0ntVwWFM5Hh6LQZlNa3Tr4Atzw4a6oqpMHNu0G7dSymFZ9xsm/9ZmEqTcvo8880D06uSFinOr8PG6W7Covy/TUcZKVNbowTkwBF0mz8AAh8f47ccNuJ5aBXMXL/h7utbnQX3Ys/4hKUb8pVR4jhiLIFkyHiULYa11jYOdOSteBVR6zojs1xN+ttoaTYHSlGvYsnEn7uVUQCRWwcrNG77udXaS9Vvk4/qRs8j26ImxHX3gHzkYgwINkXnuKP5cfxq5nkz/hJvjyoYV2J2hV//c2vIwfRhzE7IOozEszA2Obl7wMKpBRvYjnNu1G3HyIPToHgizmixcPHsAp4rd8OLITrCGEJd3/YzduQaI7DuI6UoxLv+8AuvvFSJ01Hi0rrmO9b9vwS2RObO1nnCv68t2hqwvX8DmgzFQeIahSysXGDWVY4E+TFhs82z2zxXV6XFIyK9oZEvsrM2gkuUhzdgbwweGMfm9iUyjBtnl6s2aGc6qmkSkuQzD9H6+T5id0ob1qaxo/PrnNbgNegXjmV9iqCjEmRWrEeM7FUf3rMXcPna4uvEPnMlkNob5OR36v4CJPhnYfMUVv1y5jcPfzkCfYEdoiSQ37QgrJ9YvLFQoyovDxSOHcCHXFT26OuH+kc040ETObZl/kHc3BmmCQPTsGgjj9HNYvOYcVGZWDdfZWUKvIhkXkmww8qVe8DA1hYOXB2z1ZChIuI6Te64gwz4MAzt5w5RlpqQ0CzGXjuHIjRw4h4ajtYctDLiou7oQF4+exAOFH4b0aQ97sxpc3/wVvrsQD4V9WwTrP8CXC39GdJkA9lYmqLh3HhdviBDYMxJ+dkwna4pYi4T5Riex79R1VJho2xFzSAqScDtZjKBOnRDg4oGISVMQZVOJS2cPYRuTF7lHOPM/XGFQ9gj7t5zCzazHzA9rg67hXrBQZuPQF8txMkOEtmOnYEgY6wee1igtKUDapUNYc6EIbXv3RICZCCnxcciXmDTUk4MDLI0UKM6TwC6gC3p2YfpCSyZJynTJ+XM4f+0xijNuY/+ay6hs0wvd3GpwZvsGHL2eBpFEAiXzKwN9PeCkua+9lQrpd45hT7oDJo7sAh8vH7jYG6Ao9iYunbqKeKUHe1YrWJkYMRuuRNnjm4hhffF+kRUiezAbLsjE3nUnUYBg9BnaHral97F641HEp/nhpbd7wbYiEwd3bsDmOAv0H9QbrV0smi8lq87Eia0HcduiO955uRNsjYxhZ2mLkK6DMO/7dVj74+tob6+tbzjESD26Hh8dSYE9q5vaeuL8YzkrpzFc/CZj2fevwyXxKLZuuwX9unrkDnsLiIse4O5jBUJ6d2W6zB7BQ0ZhjL8hrl85if37jiAJgYiKbAUHc6D85mOkPDiOwxfK4dm5PfwdzWGg7uOZOLLwOzwKnYw3+9gj6fg+nLjwCCrbumcxm2mlh6LkTIgtmI7qGgwb47+5kE4TNP2PoVIKade87uTddRrtfdx43kOUH0OLh4eQffcJtPluoSYSVlHxuUXkb+9PL6++RVX1EaKCSi8upWA9G4p8YT0lcMMwqkp6sGE2OZk5UpfZ39Bvy1fThfhCEssqKO3KVnqpgzfpObxI25OazJhoqCm6Rh92Dachr21rNsqtlJbTrW2fUQ83Wwqe8Ssla0arlezeDw6uoNGhjmTV7106napjxEReTvd2fEpt7c3JYep+KmohyhWV3KJF/YKp3cjP6HJmw2iZrPABrXp/MLmYh9ArX5ymAqmmZlh+PxsWTFb23tR+9EI6fD9XPUJEqkza9FIkvb4joTZ6b4b2zNJZyi3Kojvn9tLWA4+psoW8tYRKXk2Pj35HQwK9qcus3yhBPbLEnVBQ8eMjNLuXHzkPf5fOpJaT6O4qCoIeeQUvppiyhhFSVUUi7VgwhBz0zKnN4OV0u1QzGtQIKWVGb6AX2oTS0M/2UF6Vrms4RJS8dQaZmFhR7x9iSHdLK6gk7hjN6Neeus/dQKlldbWkpLLkMzRnYACZ9Z5FRxJLWAqHiiRlifT7e4PIzmkwfXs0kUTqepJTxrU/6I3O7mQR8QL9dj27dsaLISm5Q1+OCiW7zqNp7c2C5jKhqKG0i+tobLgn2Q1ZTski9kuFiB7t/4K6OHehd1ZdpVI5K/Pet0nf2JWmH0hjeZFS+tkfqHdIKI384RIpFJm0amw76vziRib/XH1KqfjRcVrYtzXByJI6zj9JxeoHK0iYdIhmRQSQg70phby4hE7GFdWODpZcp487TqHlVwq5C9UoJZVUXC4ksXo2QINSzPL7O41q2/Yp9d8YhTCB1s8YRC5mo2nDnYZnNCClotiD9H4HLzK0CqTXtz4iXfNWHPKiWFrxam9y6fkBXcqq0KSqSFYSR7+9NZDszAbS96dTSN09lHLKvr6Fpnb3JVP7NjTs/Y10P48bnVKRMPMiffHWK/TLlRxWM38VFYlzztH7XT3IvcNLtC22vDa14h59O8CLTMz70DvLfqVfN52nzHIxSUtT6NSqGeRtqkcR03ZRpqYPc30x++xyCrMxJKfuayhJZ4aUrC8doNc7BlKXqd/TvXwdNSSvotSLG2h0Rx/S14uiFTfLNCeehpxyjn1KZiat6N3juZo0LSQ5dGBBHzKy8KYRi8/Vy1NFxiVaOSqETG3c6IW1d6jJ2D5DxXyIFNr26Xjysu9Bn2y/S1Xa8lSHqpjOLRxGJgZhtOhisSaRoaqhnGvbaEonJhemkfTdtdLa5OpMOvzVVArxdiTY9qXPdtyiQhFXaUK6ueY9GrN4O+VzfUmDSlpFJeVM96hHnRvIvMLNUrWlQQu2UVaFTJP6BJRSyr+7j2b0DiJ7tfwVUn5u09FaCSVsn0U25r3p1/u1mkdRnU3Hv32NWtm5UM+vztbrh3qkafTny53JWN9Pd/0zZOW36NM+/hTUdy6dTNGt0bhnpxz5gsK8Q2j85tiGfKlElHLsO+oaYE/Wr2ykeqlQVFHcoRXUL9CBPOdupQpZY3tXi5zyjy0gc0NT6vndtQZdqqqmjAvraVSwHdm4Daa1d8pJVZVMm94cQs4ur9D+9Er1LMWuz4aQS4+XaXssN7tQRTd/GEMC/Vb0yZkcjf71IfSYSyxQr8+vrCqHTq2cTe0czcmyz6d0s7C5ZNXx1+2fkirTLtG80WFkNmA+XcjUNeouoaxjS8nb1oyc5p1uYYWGLprPLKmKbtBnvV+mDzff0Yxwy1l/vkMXT16jArVcSil5y8tk6TiIfr/3lCex9sy7tYfeiAokgaAtfXFZq8/Uo6Ky+AM0o4MnBfR/h44m1enKxqgq42n1pJ5kbzOFDqhXMtSikpRR7PEfaFhrFzKweZPOqG0103clj2nD3NEUwtrGrssUWns5rXb2T5RLhz9fSB8uPkA5mpnP6rQj9FqoG4V0mkLvf76Wdp+PpxqZnEQ5d2j1+wPJzb09zf39BpU/owKWVqTT7sWTyMehK32w+SZVaHSJSlZJt7cvpK4OrWj8Z/s0z5dT5pnvqF8rD3IKHEifb4+hYlEpXft2BOk5j6U/4+pmKZRUnX+XNs/qR1YGehSy6CLVrW1pBOv7j/ctpI6mITT181OUX6+7G5BXFdCtQz/Qi71CyFBfj6xDvqX76sZmejDjDE3vHkQOo1ZRXv1PVSTKuEDzBjAZtNKqf1k1pV3dQq/1bkVm1uPpz8e1eo/zF1IvbaDJnX3I2HwErYnJZb50Fv02ri35d2G+SnK1uj982LEVWXb5gZJZNSgqMmjzghFk2eEV2nIvv7nuYWjPLCVLKynjzgU6fOoC8+NassItoCygkx+OJl+TUbTpUa0t1IWqJp02zelLDl5d6aPd2is7VJQf8zsNd/ek7hO+o7uFtTpZVXKbvh7Tmmwc3Cio33u0IyaDari2V+XQrkltacyGh6yn6kJJJQlHaWaXEOrxxq/0qEj3Vc/D/6oNHkzsgtGjf2dYav6uRQCLgAh0Nlci52YCCsV16z71YRfeHd0tVFBUiCHj1ngKLBDcszcijER4dCkNTqOnoFewE0wMreDbbTQWzZ8An7ILOPuoiJuja4ZA3xgmFk2j6Fr0jCzhH9EdIW0cUFIhhEhRuypUj927dc+R6N8nEnYmZjDS11GlBjZoN2AoBjpbovxKHHJbWL9paOIG33a+0BPoQ09r5svQqTVGTxyHbg6GMDQ1Ru2ghhLlmfdR6TMG82cNBR7vw+Ila3EmrgDigkQk6vfHS1HeePIWDkpUFzzCwV3nEC9rg9GjQmHZeJjnqQgMzOAX0Rddu7oiPTcTJTXS2rplZbDzCEPnLm1hVnslTJw8EKL+d2MEVq3w4vx5GOVuAGHBQ6TmizRntDGAjYs3nLydoa+n94QXEo1h5+IIM0NXdAxx1zy7KXqwsHOHv6cFUh/HI6tSrJEHPVjaeSOglS+UIhlEcqUmXQBjazdERkaiTaMbGsCr/TCMGdcf9kbmMDU0qM+XkVUQeg7qCivN383QN4NPRA8MCPWFIDYNmSImT/pGcA4OR3iAHKkpaRBW10BYVAGbdpPxYkdXljs9GBmbQN/QArYWphAQO59XgIwbu7F9z1XkV+vBofUgzP/yFXgrWb/ILEMNVwCSoOhRDkx6v4llH74E01u/4ZNlv+DM4xwUZmZB0mMAhrWxrc2Xsgbp187g6Kk7KBFprbHWM4aTVxA8/Z3UO+c869fZ9I3NYGdhDpswP/g7m2pStTGCY9vBeH/JZLhIivH4eirKWljabWDpgBA/b1gkpiAup6q+bQytHRHi7wt3hRRikYIb3AWz+CguLoZ71BTMHuuP+zt/xIdf70JsqQSVJYXQd4lC7xAnpkX+Kkye3aMw7qUeEFWlI7lAqF4nzsnysHHdIZPHIanCHSNe7AUvGxMY2fljwNT38PGIIBRGxyCltO5dC2N49BiIiS5Pmt9iZbSwg62jCzzcvGHXaMZXg4EF/LqPxPuTomBu9BCnH+bjySvk62CybWpWL7fNMHZD7zFDESxTQFZSidpXCPRh5R2FtxZMhqPAHBZmRkwymyKAkY0HuvXvi3DnGmTmFNfq6KYIrJleDYGevgEMtWcQBGZw7zoScye1Y3eygJkJ11IEiTAXmeSH6e/NxeTQTPy44BP8sPM6cooKkVbthuHd28HWSNOqSjEyb5zD0RM3Ucj1Ly0cPIPgHegCheoZZVnPCC5BHTGgUxuYJ+Ugqxxwdnv6i9H65i6I7NcPAV6GuHc+FrlNG8XIGW2igln5TWFmrFsG9Ezt4eRkB3vHALjZtzS/YQgnvyD4WVThwuU4lNWVSWAC98BguDnYoorpufr3C/QtENg+EsG+7o1m3htjACemjyLU/9RvKCtrc+/eE7BgcigEzOaaGbNzFi6I6N4a9kjC9bhSENMjNRIzRHQegAhPK/ZbA5hamLD/W6l1l6m5LdO1NpobNmBo4YaocRMxiFuJcCMBCS2+f/x37B8n85awtHJBqL8P3My5fDXFENYODjDWd0FUR78mPslzYmYH/1ZVOLHhOyz79RjupxXDyD0ArSMCYK5l558JgSlcOw7BzEkdmJ9gBXMTXTIjgLVfLwwf0x7lZRnIKKlW66amCCyYPg11Y/3XuHa0XoPA2BZt+4/Ei208YGZrDjP1CgIlagqLILFqj1feeQtdpBcwf+58rD2TgOLyMlRYO6BdjzDYa1YFGLt0QK/+/sguyoNFcCcMjApiNpnJgHt7vDj9HYz0MULqvSSUNumXLWFkxexv//7o4CpGdg7Lh+adLYGhOfw69EBEhPbbywbw6P0Gvl/xAXrbFmD31yuwYf9Z3H0IdJsxA/0D6rbf0IO5SzgmzpgIN0NrWDP51GkPmC9jYecARzdbuAW5wrLRlF8tBhbO6DjiTXz/5bvo7WQCYnUlVO//z3S3gyc6+zFdc+0uHtTrfQFMmT8T4eEIyxpRw4YurDy+nftjfNe2cLFl/cRQo1mZv+DXeRAm9IuEu0zC7ByrNz3m4wzsiOqyRNxLK0R1TRUqDP0wakYUPFlB9PQMYGxkAgtWLgumW57o7CtL8PjCXpxIliEgoguC7P+dLy4JzLzRb8wIhFZXIj+V5bm++QWwC+mD/v28NH9zKFGR8wjZjsPx8fsTYZd3Ass+/xmH72SiqjAFd5T98UY//xZmfAUwY/bHvZWH2l/U45aU/E3+VwVLAs4ZNGLBgObvOgxYsNAxwgKFOQ+Roa08zW3g0EjfMgNt6wh/PQ/0mvYq+vlZsBQNTKkHDh2PSa2VyMgrb7whwzOhz5S7KzycXWAgkYMFt5p0FUSVRciTWqHfgJ4IcjRveKYWAis7+DkwxVZcggptJ1QLATPIZswhNDO2hJmRlhJUKVGalQ+pb3f06xsMa66zStNwYGk0vCbPxfvvz8eiGT0hubMVn7wzA9Nm7ILByFfQ1e1pAq9ARdoNbFl3EA9YEKpDBzwDrM5NLGBvbQO5sAYVzKmqt9N6+jAy1HKkWHu5t/DuusA+DP0Ge6NKksscEV3fOGBKhzneRqZ2sDE3Z7a7JdFlyjQxEfLQ0Rge5qizLbh7GTMHu7W3Fyxik5GQXal5wZ61soERrMzMm3+cTaAHA0MWrDYRTrlUiOxiKcJ69kekn1297ArY9YY6ZFkbATPYrvamMKkqR7laa7Bgzd4bfsEWSEq7hauHN+G7WFcsXT4HPdy5HKnY86RQGnkjLMCJ6XAvjFy0CGO62qG8iNWZ2uCxQNAjAO24B2iQFz3C1svV6DbtZbwxazGWzh4K2dnV+OjtGXhj5VX4je6KQEtO3gji0lQc3bUbl2KLmhlYPQNDVj+WzNmxaOzYPgFldTlSi43Ruk8kAlp8cdYYbu061OaZ3bfFO5swx7ptIJzMsnAzPr/BydU3hJkVMyxat5eWxeHqkWJ0nDoXny36FAtGOiPmz68xa/rr+GzlPTj3HYwgu5bdxGfDAPbObjCRylFeWbd7kjEc3FiaS19MmtIT7qYNciqwCMT4WRPhrchDsVBLAzGZM3ti5+PaJQ9VMntEdAmFvdY9G2Fgi1btgpicGrFqfLb2eTrM6Pi1QQdbFZRyKRT1L8+Kkf7wIfTbjcGkKN8WPmaozwyWHSxYHF5azRw2nbuRMYfF2pb1Fxs4NpUPWRHibpQidMIrGNiKuavKCjxmQXylXSQmvj4H3//8Jca6JmDt4vcw440vcVHkja5hvpplW1xglYETu3fh7N3CZoEjF5wZcLJszmTZ4BnNINM/DvbMyZZUoqLyWS2IAax9Q9Dd0wF04zbuFzZ5WZnEKGf2iCzbo0OA7qEVVU0ucnMNEd6nMzzV/VQXTHd4tEIXZytUn7iBuMq6EjP9bGoBG6a7muoirj8b6WsFQTrQs7CBF9MrtqzcjZwSaT4eXilDu7EvIsqXcz5N4RkSCmebApyJuYFrBzbgkqA75rwxFH42XD9TQFIjgcAmAmG+lkzkTWFtaq4jmGFOpJM3Iv094ajIR25xw0YZjfhb9o9QU1mMQqU9unUKh6POAVIZCjPSIPQeiJe7ujfYsL+AwNwLw2a/jlGeWfjqo7mY9ebbWPjDCeTITGD6JAPRErISJN0uRdD41zAsRHcYJ9Azhr2DMwxEUgirJTqDJQiMYO5oAwNuyaGFdkYI8pI8PCh2xqBZI9DWQg8qcTlu334IoVdPvPbux1ixbA4iMg/gqw9m4o0FP+CBsQ86dfSEiaaiuODfxi0AwZGDMCiqFazql2yzQM67IwYN7gCTmlLUNOwi8RSYLrG2Y/ZRD2VMlzTooVo5NtT2lxh6BlZoO/g1LP1mHvo7ZmDLsoX4IS8MX8yKglMjXStFbnIiygLG4J2RIUyKdUAKlOYUQObeAV3ae8C0pQ7DAln3Tt0x2LmxVAvMXRDWyQ+m0ge49LBck8owNIGNjRHTP5q/NSgqS5FYYILw8YNZcKi1r6KxOVy9nWFtVSevBnBv0x6tqnPx4PxpbPkjBiaDp+HTUW3UfZVUCkjlhgjw8oOXzVM+jqzMQ/TuP7D3fC5UzHf5NzGxd4SbkRSS8urGO74KDJgvqdUXZVk48f0VOE16F+/MmYel746AWcp+LH5vJl5/YwvkI6ajt5fOFmMImK9iAhNze1gy/WdcF3T+Df7dWvmH0DNgAVC4N/Irkpjj9eTtPVVCFiHbDMAbL7aHdROHTmDpgy69PFBUVNEwwvYc6LNOaW7EHBtz1gh1zrpCjNRrt1EibYcpI7vA0bQFY8aifLURF0sh172BT4somGG4evwWgqe+hkFtHGDIOU9Jl/FrXBB6hjsxh8Qbg1+di0XTukAYexY7s0zRI5IprpY6dT1GcGwdhYmRYmx6/3scTXnybk0twQVFBsz5ULBAqSGI1IG5NVw1ExjNYM6SX7tWkCmrUSVtCLieFxLG4eBOOWYvnIFI5yesMje2gleIP5yMCpGWI6wPlp6XssfRuHXfDS+/NAQBTPE9F3osoGKOmoA527VKgzk21s5oH9oKJtdP4dBNAXOu38G0KC91WyprChF7/THM2ndBv2AH5mCaI3Tga1i2cgU+mdar/l0fgYMHQlzV/2TIkP8oBnHW9gh1sYKeuTv6vfIhPn2jD+S3L+FhsRlCvRzrRxbl4krkFRZC2KKM6rM8MwfrmZxx5nCkPkaBQwAmvdCDBTktBycCLmBgBs+xlTOsWtRKxnD28Ye1QwWupWRD0eKUgAqlsedxrjQQbVkAa+3RHtM+XozPhtvj6qFduFRjj7BgpyeMqD8rAuZws7uwIEAqV2occjlKC7LhNnoShoTaNnFQ9WEd3AHhVkJm8J99n0pSipHy8BGqw8didE9/mLVYP1x+mAwKPNDOy/4fU+4CE3NYMYfJgBus0Dg9lH8d3y+rwCsfz0Qvz5Y2ShaogxI9A4JMoXjOPqZA0a2jWFnWDUs/Hw1fcz0oynNw+bEQFi6esDazhEvEaHy+fBEGOuXgxI14GLIg1dm64R0IhaSKyXL+E2SZ638GzyjLDNZfDZjs68vlkD/Htu761q5oF+wOU/l9nI/V3t2T1Uv+Ixw/mY82L41DlHpApCkK5MecwgPPcXh1TBizaZpkXVi4oF1nLxiWPkJi7rPL1/PD8nR1D5ZVDcPHHwyBp1ogmWwHhmOApwlS163GkZJwzJzzGvq2slfbK2nRI5w+noXId6eiq6MhC5ZM1INSOjWmsTXTzV6wslGgRqJrJ6y/af8UImQ/TIaJTSdM6NcG1kbNewq3g+HF4xWY+M40dZn+HszOthmIeSs24dymd9HWNA2/f78Iy37ej+TS5x22VaLk/mn8WhSGpV+MQ0CjIKcBbsiJ81dUTDfJFHUrJJ4Rqkb82dPICe6HBZM7wlLA6luYhUeZaTAN8IOdJbMlA2Zg1YaFaJN3BRevZsDSxR8ulg0aVaWSoIbp5/BB/dDWpfHMtT5z+r39POGgVwkR8xmeDaZLmA+lr8/pEjnTJU8vkZ6RFQJ7jMOH332CIW6E/NhonL9d0Gg3U2J9Zetv+Xjxk/cwOpCbAW2OUpaPhw/SEf7qy+jpb/1kvWpoC5927po/6mDlbR0CI9N0nInL1x241iNB1t2rSDbywSsv9YG7uZaVEhjCzNYaxmYNvcbKpxOi2spx9fwJFHp0x+w3h6KVLfN7uG9G5cXjTg5rg15R8HV4igwb+KPv6P5QXlqLNYfvo/zJW2r+LQRccMuspVLKbGaLjyFI0m5gQ5wHBnRygqm5K3pOmIlFswZBkB6NPWmEnt19Wg5c/wX+KXv6r6KnZwovXz9YiqohrBI1FjZ95rw5WMDEiKs1OfKSHqDwhYHo5apLOMzg5GUHN29HWGhS/goCFijVzVrXlKUiPh0Yv/B1RPlYa5bI/ZPIkXN6B/J7foIFUzrAVh0hS5Fx7yoe65nB1Jh7oB5MHILwwuwFmD+mI0yT1mPavG1Ifur255xz3gqTln6J+YEXMefl73G9fpr4X4AFVdzMjJ6jNcyavWynD1sHZ9hp/vorUGUaDqz6HVkT3seHg33rR7l0IjCBvRdzuhyBIiELwJsoX0tLU1gx5/2JzanKxtWjaRi4Yj5GsyC20X4HfxEBC+J82oTCw4YZBq9QRAW6qcshF+Xj3LplWHmuDMMmjUSQY+16QG4Ez8HFDS72Zg2dmVuOVjewrKpCxq17EJZVw1gT4JvYB2DErI8w64VOkJzfiEW/nUbZU7+NRCwYFkMmedZhBhWqc+9j54lHsO0+Fv3DXPGkwR1VdQVEJuEY0jXwCd8o0YeVozu8Lc1QXVSOZqG9lRksrIyY8ytG0s3LyDQwhZF6FNEAFl5dMOerr/Fed0dkX/gVi387i/wWtzP9G1AxYs8xJ2tMFzjqEAgBEzgfGye42rU0ItYUObJjtmLvHn28+s4YBNuy8mnONEcJUU0lyKEPBnf4a1tQtwxzv7hZCO7hVIJLm68h5I9V+Ki/95P72V+EKuKxO9oEX634AEN9LJlsq1BZnIn43FxIDQ01+tcYvt1exMefvI1eFslY+/NaHH2U/5Sts2tRyCWQSlqYtfin0XdAWN/OMLXMxuHoxHq5pZpMHF2/BjuNe+LrDwfAoZnfq0Dxw134emEppn8+DR2cdC0X00LPmukOX+gbCpFf1rxs3KxYy33r2aHy+9h83g5/bFmI/ixQrmt+PWsvdOkRCJRXwTw8Cp09bFifV6Eq5zpWvf0OtliOweq3I2HJfsDNvOuxw8baDJZNp+uZK2XpaM+cy5YGn/6O/SOUxJ3HoRtp6DBlAjp5WdXb8jpIVIDLu7bhYWg/vDum3RMGJ54NKnmIo7cyAFs/9B73FlZu2oONb7dB8tXzuJdd/hTnuTFUlYxD1wT44LO5GBXwFMf9L6FCTUYsbkr9MePdlxHuynlKxPRtApJvJMPARDNDaWiDkJHz8e3yN+CZdQNb1qzD+fiS+rIoJbkQpuqjf2QgLJs6RSzoMbd2Yg48N+r/94esnoSeoRncw0di0dof8LpnIpZP+gj7EjQbtFMl7h27Dbu338aXY0N1t7OqGDHrvsUe4wl4Z0KExv96AtzsiEXTQVoDOHj6wZcVtSi3rPlAvb0VrMy5WiVImY6LzVOh97QZ6N/WuYlPwQ0+MR2sJbDGll5o1d4fVUwXerUJho8z64/stCj9Ir5e9A1ijaPw2oj2LN9N2qApeuZo1W8mFs4Mw7WfvsK2Kxk6toj/n0SGnMe38Fihz/o4V+fMV7XxweDX5rIAvhccsnfhpVkbEN/CKq1/g3++r/0NlEop8gvzUKL5GyoZM5AFyMvLR0mlCg52vvB1tqrtrHVwDri5FUy5YElZiJsncjGhX1tYMyejuqyI/TZP68hCeqYY5saGOo2OgZED3ALNkJt/D48TMpv8Ng/Z2TkoqDJFay8fWGvWl5s7hWHSJ++if6D9cwRKBBVzaCtKG+cvP7+A2RkRZOJKlFdUafaLN4TPqCVY8koknLQ6KqlUzA9m5UnPR2mVlKk4AQwcwvH28uV4L9wOZYfexayvTzCHUIcwscBApVRAyd2DPULfpj3eXvkp2meuxZIfDiO9Us5y+PeRS6uRy8oo1PzNLSeUM22qb27D2qBpZenBzMpWs5yHoJTWoKSIa3ut+iksQY1YDHFlOcqqJKzMnIhUITsuBodZIDFxzHs4JBiNb2Z0h02LjUGQ1ZSjgMlUUWkFZAZuCHS3Zwqm8fXGLFgyZ8FSfY2z9hLmlaBYaxYdep544aulGN/OpVkgoFJJUVCQC83Xi54DIzh5B8HVW4GzJ0/jZmoy7hzbgI+mjcULqxMQ/ur7eLGbH0zU5VOiprypjLMjNQ2ZZcaw6ugFWz1issKc6IJ8ZOQyWeHe6WGlMndrj9cXfYoJA1xx5/uP8NaGeyzAenKry6WcbD5p9lEFWXUp0q4fwppfl2D6hHeRGzAas0e2q106qr6krk9r5zkBB1mQGzdsKga1bv4eA4eSyVJJAScDpRAr7BEW5NX8/TpjC/X7M1xTqpQyiMuykZldjEoxJ896MPLoi+U71+Ele+bsr1+ElXvuokKXZ00KVKZF47t53+NkinaDPx1F+m3sSuiOYR3tmcNQm+dGZU1PR76SBXHay0jLCxCX1tBPidMN+fE4s28bVswahh7zMjF09Yfo792wrJgUIpRq35c70rjd9q6j58yR6GzTzPNmsIC36iE2zVuK87l17+npw9bdD6EGmTh76RZSm96THblpGSgwsIZDmFvtrJ/AAb0/XogP+vrDuKmn+URY36sua3L/fBSUVDGVxMpcUoIKce2sssC6Ld7+aAaGtnNu0KtMb5GE9d3cbOQWV7FQgl1naImwoW9g0ZxJCMnaifc/XI07xbreeWyMXCaC9Imy/E9iCI/wHhhiY4GsjVtwNDYdyQ8v4fclH2PpQTlms3L2djFVty23dKamJA1XT+zFT/MmosvrMei3ZznGBbXsGJOK2TphCfLzClBcIYLALBitdcz2mbFgqeGVS4KoogRZNVWakXZO51ahuFHbsKOA9TdW7xJhGdO5UvU3ZAS2HfHxspnoG8CC2EbNb42gLh2Y3ozD9q3HcS8pFsd//xxjxk3DsoKOWLZ4BtrZ1NpNIs72qGBkZQZzbnZPnVqHAcwsLZg9bmGVBuO57B+rn5ryLNw8sgPrvpqOoVN3wWXU+xjfxR3qMVYOpQTFWQ9x+o8fMGfaO/jprgemvzIcPlYtBWwcKhZ4ncIvXy7HybSGFS8qZe0sc/0AHIlx+/hV3M8pg5I50+Z27ujYty/C/W1Q924y5wTrkRIKhRJKhUL9/7r7aSOwDMbr707HqEjP5xucYzpNVF7cuG05v0pYA6W8GqX5pRCpZ0uZbfDtjunTX0HfwIYBQK4ssspKFGYxH4jJmJLZCgFzsDtO/hxfLBmG6ss78OV32/Eon1tCT6hiNvlWeTdE+Jkxe12Gwnyt5+bmIoc9r5rZOu13pf4aKnb/YpTn13sZrCkrmX3Xel5+EarN2uL1+S/BRnQcf55Prg1YBFaImPoW3hnTBZb1s4tMRzJbkx9/Dft2/IRZXbtgXvZArP50NLzVAc2zoVQlI69YwnyNChSzshcUC5lH6oEuYR7N36M2tYa1+t4CGDsGYfTUmRjf2YsFb7V1o5JV1/bL3AwkPUhCtYEx7G1r5dLA2BIhgW3hk5iAK+dvIv7eZWz75T30aT0Bp4u6YcHHkxH+hEEWTlbVKzRYX+TeVev8wnSMbCPBtt+2IyatyTej/mWUciYn6Q0ek7qPV+ciPY35URWcv8f6uG0IXl34BT6I8oHq1BxM+fggcrgZKrkYZSWFDW3OjvyCIlSKxJBUV6CMyazi+ZY2NKMl/fufQ88Ilhb2sGJes/DxAczsEQx3Tx8M/fgk/Pu8gKhWto0aXp8JjpW9hXo6X5mfjOiytugbxpRl0il8MCwc7u7uWkcoXjsUhte6e+osuAETljadOkB6czVGdfRr8lt3eEeMxh9ZzhgzvAvstadHnwMjF2uYCmTIvrEbbw7p2Oj+nv5t8dbKfbh1ei0Wfr8dcY0+QKaNnBk65hAUrcLYDj0wc8NdVGouFNh3xge/M+PqZopH+7bibHzTD7YxRZYTh3OnLyGBOdDp8TdxLT4PBkHDMfOVdni44Ut8+fN2nIiJQz4zQs8uXoa17/o0Xf+vbwZbKxuYGepDICxEYqYxrJ0tG4yUFnr6hjDXM4MJVeL+7q/QN4K1fX39eMC/00isP3Yce39chE+2XmNGXIbUM79h/huz8ePlUgxauByr5g2B4xM+jEriXOz5bBwLkLzQfsTnyA7qimGdPZjS1lygxlS9zMe42YinASxsOMWm64V2HTBZtmCybN3S0kwNhkx+G7Yu1oOlewgGR3SA9c1VGNwmDANnf48blW2xcjULZl/qCnv1SAu3tOU6Fo/poFVHmiP8FVzyGoRpA0NgqWSywoKF4iPfol/EEHx4NlfTpnqw8O+O9z94Cz1Dpdi/dCOu1M0qGpswZ8Ws2ftZakzNWJlMoeuVMVVNOg7/8gkmzv0WB2/ZYvrGg/hmSifY1JdNgYrEfZgepd2u3BGG1w8HYckHw+CrY+0MKatwe8dn6B/I+kiHcdhXFIDprG83fi+HBdvMGeVeZBUwx7umrBwJZz/BkIGvYfXFjPrRPAO3Qfjoh08QyX1c9fApxBfomF1QluLGjt+xdt0P+O1MiiaxJfSYnJizNuZkQorMe3dR9XIvtDEox9U/PkKfAO1ysvy3noEb3Ucg3K2pE2YOZw8bGEOGokfn8NX78/H5ykOo6fgJrl/8CgM9tUysSoTMMz9hoJdno3u7+w/DrwZd8f6LES1sbKJE0ZWd+OXgARw8n1i7+QdD3yscr/f2Q/a3oxGgfT/N4ddhDtICp2Lm4OC/NjNhYAoLU2NwH6veO29ok/t7ou2EbyCSXsXS12di3fU8dRDUHBULcMSQlURj5ZvD0e3NzcjRBLoCY0d0m/gmZk3oD4Or+/Hb6YwGvWVkAlO1LOtQOCbMUWey/KyvLNVhYGum3tSgRaztYdPkvTKBcxu8+FI3OJVuxMR2AQjrNgEro4Gx8+fjjd7+GqdRhcrsu1jz2YeYv2QLstyn4MSp7zDO7wnrIJgTXJ54AYtf6g1fd1/0nH0YgXNfw2DvpqPbVnC21vE+rYENXG0toKeqxM2N76Nro7ZhR7uXsV8mwcUl7+DTHXdR8UTvyQCu4f3xSqgXMje8isiwKLy58gysO83AwY3LMLq1o+Y65niLq5DPHCAjc2a7dc3AciPoRswW1G3W0YjnsX/lqMm5iXUfzsbcr1bjrMFQbD61Hm90Z4FS7U8YCpTd3YYPJ7+MJfvuwP3FBVjz7esIc9b9/nEDVbiy+QvMW70LB6+lQsTsUWnyXRw/dwNFTO8W37uBWw9zUK0QwCz3GrZtOYwr16Nx9sxpnLlWBP9W/dDFh3vP1RAurbsiwr4Ml86cx437CcjILW+hHzwP+jBjdWjJ7IU47xq+mtSzcdu6B2PoR1uREbcOrw1djDPZLQwyMGdaIRah9FE0vpw8Ei99cxD51bW50zdzRJ+X52DWuFZIOH4MJx/kQs70U/Kd29B/IRIO5fex9r2xCPPReq5nEIZ9cQTSDh3havWEfqQLAxOYm5kw+9O4ZfTNzWFlY84ksAqPt7yH0Ebl5A5vhE9eA/2QN/DOsOAW3rFkReU+ZH12I95//xOs3JaFjt+ewMXlY+D53Ou9CPLKDBxa/gYi/Zje7z4Tj51H4eOR/k1kygCWjlbM79H82QwJUg58hh5cGTxaY8xXF+EwcjC6+drU3sfQFN6dotA3vBq7F7J67jUBS9ZGw+b9n7B19yIMDWhpExoVJOVZuHbuHG5ynyUovo/oCw9QYe6PocO7QnBjJ5au2IBjpy/jYcHTB5+eF31jQ5hYs3Zskjk9I+Yz2VkzP1IJcRXzf4s2Ylybdpj4Y0z9R/4FNu3w1ndfYGqgI1L3/I6Dt7ORcGoNxkeFNWpznzY9sfSPQzi7bQU+XXMc+TV/78O8T/bi/scRwNI5FONG90cXLxOUXRfDfejLmNVfBRO7QAya0gXOTaYTbUKGYuKEdrDTYwqvRIagyVEIszeAMKEEVhFjMEu9lU8DNt1moLe3bleC21klfOgb+KLaGhfjCzWpWhg6oF2/0RgR7o5mq8ieAYFrV7w2ZRRamSpRIiK06jQCszppTmpj7Y8BL4xCsFMLypqUMHDsjLfecoSxVTCGj2wD6/oL9WHbdiw+/iETtFMOb4faEct6mOIrz45HYqUD+r86iiXk4MrDDPQOdEIV+WL0WF8g/ybrJAQ7N3c4Wzb9DoIuWLt5hmOKXyRCG21woQ8HljY1ajhCnFidV+rBocckvPlmVzjrqD9jey/07DYKUR6GqMi0x6BRLyFKc64RrpF4fXIXmLOgU6LywHRmrNr5+8DR4unirBIXocYoGFNnBbO/XNB9zAgENFoSJYCFe3uMDe4O/ybpBnZ+GMic/95tXXQGe41h93EIxJgx/RDl+4Rds+xaY+TcLohwaDDdAgtPDH7zbZSae+NxgQpBg0ZhcOe2CHDR2rCEG1HLz4de65GY1VqTpIVL75l4IcwOAkkRLIN6YOw0e1RbdMKMnh4N9xCYwTtqHJbOTUHloQB4WbH6ExszB6kLgnuxPtX07WOBCXy79kJI91awaLbOn6CsqgZFTMaqUa3QLtRVyxmpgzl2OeVw7PcSZvXTJKkxh/+IGZjQhuVXk6INMeNbKbFG96mz0J2FE+5RY9HTR2MsNAgs/dB/vD06eHMj8JWw9B6AWbN6wikoCiM7eDa8uCswQmDfqXh7QQ0uVvrAQdfL3cyB9GsfAhvHBNhYcF+TZT+rPdMMA1M7dB80AaPCXWGoqECeKADzRrSFiUwIocIOPV+ZhZ6aa9UI3DHk1Si4NhIgAUzDX8QHH/SGq0CBbJUdBr78GWZ2aQsv29plFY1Q1qCg2ABd33wLXTRJtbih50svMYe3pZBGH3btx2HRR6FwifJpeKfDJBCTVv6AKq/DSNckaaNn4IWBr7+Gji5PWfeuE1MEdBoAr16tYcpksdCgA2uXDppzjbFsP5npCk/mOuqCoGfihK59X4RlOzO0GzcEnvWWlttpszXGzZ2FhyVHERRQJ0dGcGvTCZ7dIuDQ5NtdrNDw6dyDyX8wrJ5DmQus/ND3tS7o6t9CnzZyx+C3h6CXT5O6Ejig++zP8I3EGTcrDZhuDUP/MUPQMdC1YaCEuPdLDNBmwDsYuTgM3k420PE6TWOYLRCJJHAK7oXXfXqxhFYY91KnJsEy07ttR2P2gDZMArQxhE+X8Rg3rBNMqRIlNUznzpqlOaeNHmxcojDphQ6we8p0hsCpI97/5Utg8yXIbbwROXgYerfzh5NV0+DNCB4h/TC9TW94NDunB1NzJ4QNGYzuATpmmp/L/hlDVC5Am8nz0S8wHG3ddW2iwb1naISxK/9EeKtW8Hjmd0+tENyhE1x234GdmTHLtQT5sddxq8IPM6czO4pM3LmRCv+Rvhj0yUJMlhfh1vF9OJ8LhPQbjze6hbJgodZmmYW9iBVLxdjJgiuhfhe09+DeTf57GFu7o//Q9ugXbAdpURwobDBm+ffVnNWmVv8O8Wt5KMTQ1A2dJ82Ch7EP+o/uDgfzOlurD2vPCLzy1gzkGaahlbMl9BVFKFJEYnpvL8iFd2Dg2xnjpmsbKSb/vl3wQq8gWOkaxGgJzv5E9EVk7zBYq3fH1KBviaBegxE8MBx2hmIkqLwwSaccO6HLlBno34L/x0FyGVT2IXj589/RJcwHttxKBc2550UmEcHIOgBDpnF5MYP/qMkIN2tyNztuN74BCGxppw+SoEJij/6sPP25v40DMHRKf60+w73n2xOvf/gZ7E7fQbFzJ4wb2BMdIvxg9cSMq1BTlIZ7mTJ0HT0ZXVlK7Jmr8Pe0B+nbI3JYT8iQgVOHSxFmE4w2Td47+1swP9un1yC0GhrK2kvrrgJDOId0x+jhfeHNMp/B6uaV195gvcoTQyZFwLb+UiZzzO//bNV8lK7Mh7+9PqryTdG57zgE6xJvh7ZMJ/aHq8Wz9usW4PYP/5/kSd9ZUsnFVJD2iFLLn3FPdGUhPbyWovl+h5zKcvOouEJE9VvZ/29CJaTH1xOprMn3Pv4tFLJySo9NpUruOwj/MipJBWVkpFIWazftpynEFZSVlkg5lZrvmIhy6O69PM03ipojFaZRbFLZ3/j2zT+AtIqyMlMoo5T7JrYWSgkVZadTanaFzu8VNEWlkFJhaiyllD1BlrnvlTxOpfyy/6zMqli7xNzPJxnLhbSyhDJTkqlU0rQVVCQuy6f09AyqkOr6Jst/EJWECjMyKSurnNSq4Kkoqaokn7LSC0issygSSj32JfV84WM6mfLk755U5z2m+5mVtTIrF1J6WjGJn7fPsfq/HpPZ+Iv9/1+gIlFJLqVlZFGlzu/4/MOoxJTzMIkKNN9ZklWXUWZyEpWIm2sUSXkha6s0Ej6PLLP756WkU05eBeluYgWVpSdTdqXur/v8p1BV5dGD5BzWb7XrQUWyshyKy8ihqv9Af5aztsnKyqRSsc6vv5C0OIMS8kpIpvxrneJ/xv6pKH73J9Rz0CK6kNPy96D+IyiZP5QTT49zq5i2+x9AJqSU1Bwqq2a2XlpACYllz2Qnn52W7I+Sarj0pCyqfjbl/y9TSEdmR5C5zUjantDwFSGd/C+x//8Iz/idJQ5xZR4lPsgm9efxtJBLyyjtQQKV6/iOlU5UlZR2J4GE/0PtLuD+o4mb/kcgVQX2LBiGBdeC8P36lXghtIW9pHl4eHj+EygKcXblFtxy6Yq3JnaD7VOH93l4eP7vUYEzyz9AtPd7+HB86BOWUvH836EKN5aPQ7+vTbAuZicmBT3rRj7/5agKceqTtzDzJ8Ki25vxagvvHv8385/p3mZWcO8chdZu/8TePDw8PDz/HFRTCUlYZ4zsGw4bPlDi4eHRhaoIQoPhmD4qiA+UeDQYwMTcBPqdO8LP7n/ZWy7/OpZoPTYKHdz//wwQ/wMzS1W49ecOCEZMQyfb/2vCxMPDw8PDw8PD8/8fYjxc/xPi+ryNF/3/zgdq/stQFeH87odw7NQerf3t/kOzMP8u/+PBEg8PDw8PDw8PDw8Pz38D/OQxDw8PDw8PDw8PDw+PDvhgiYeHh4eHh4eHh4eHRwd8sMTDw8PDw8PDw8PDw6MDPlji4eHh4eHh4eHh4eHRAR8s8fDw8PDw8PDw8PDw6IAPlnh4eHh4eHh4eHh4eHTAB0s8PDw8PDw8PDw8PDw64IMlHh4eHh4eHh4eHh4eHfDBEg8PDw8PDw8PDw8Pjw74YImHh4eHh4eHh4eHh0cHfLDEw8PDw8PDw8PDw8OjAz5Y4uHh4eHh4eHh4eHh0QEfLPHw8PDw8PDw8PDw8OiAD5Z4eHh4eHh4eHh4eHh0wAdLPDw8PDw8PDw8PDw8OuCDJR4env8PUECYk4w7JzbgzTf+wGMxadJ5eHh4eHj+2yBICxJw5eJe/LJgBaKzxJp0nv8EfLDEw/Ovwym9a1ix9gqqNSk8/yQqVCSdw6fvvYqRr36ATcceoEzBB0s8/+VIcnDs6424WaPSJPDwPDsqSQmunj+Jc7fzoNCk8fxN5KWI2bIP0eklzKq3gDgV+7/Y9LcH7KggGh+NGIfxk2bjp6N3kVvNt+J/Ej5Y4uH5t5Fm49jKb/DtDyeRxOu7fwE9WLcahFVbNuCzzh4waNmM6YbKcfnQTT6Q5flfhBhJh3/BtG//xPUkfkSZ5zkhBfJjj+LHD1fi6N1c1PBjR/8AMuTd2I/PvvsNh24VgnTWaTUebPwUU1ceRGyWRJP21xC49MQPty5j/URP1Cg1ic8IycXIvXUVifwKi38MPlj6tyElJJUVqBRJoXqq3BLkogoUF5SgRqZs5PKRUoZqdp8a6ZNGGQlKiRD5wid1UoK0qgR5BUJIlY0zpJLXoDSfPVuu6xkEhUSEmmoxdA/aqyCtLEOJsJqdb7iAlBKUFRejtFLSuPysXsTCcpSWs+t1VgyrNyErr6I2LyqFBJXC0kZ5U0mFKBJKNX+xX0irIax5lnqug5VJXIESljfdiq8OVq8yCeRN6ksnKhkq8rOQXyZmJaiFWL0W5RdDoXiaxmP5kYpRXdXw278MK5BUVAkhV++apCehkpQhK7sEoiZtr5KUIzOzqLlMsHIK88sgra8Slncmu0Im53V1ybVZaXEhiipYeRpVXa0sVVfWQKeoaaOSoCQzG6U1cvarfx6lrAKJx1ZjWYxQk9ICpIJEVINq8bPlQykTN+tfuiB5NfJyi1AhadLiJEdlYRmq5Q3pKpkIVdXVkNXfV4GaUiEk6jrk6rSS9TPxU+SfyUWNEFVP1CO6YH2A9a9i1pcrmtQBqRSsLSufUjecfJQhT6u/NoPVsaiiBAXFlVplrEUhqUIpqw+xRh80htObNahhslf7M3af0nyUadWpug+Wi+rzRwopqmtqIG1pBlIlRXlZVbN8NIPpsRohy3NJFZPlxtcqZTUoLypmda1oVl/imkqIZE9oA2LPLyqBSvm87cRQiVCUXaxDj7N6qilGXimTEU1KS3D1VZBXBCFr08YwvV1WjOIyTs9rkp6LZ5c/kouYvFU9cVaEs4vC4ny1Dm9c/QSZuBoVz6T/WD9ieqpC9uQCqTQyI3vugnOyL0Rx5RNkn0OtYypRwXRdPUwOhQXljfSsUlqJQqGY/esJsHuJmVyWsXb6K6hkVUymK59u89R2vBSFLI+SRn2Tq/8qCIWiJ9gyJo/VJcgtYr9t8hxO/gpLWZ+qT1dBxulfbduoYP5KeZ0sc/5HBaoksifXi05YvZfmIp/dS2deWV1yMlvN7l1dzvLK9EyLkJj1vSLNH/8hFGJk3dyFVRvjnlIXXJ1VMV+zsX7SDZNhhQxynfq3KUz/luQgr6ymiY5gMsnquVSspZcVrI8zGanru1x/rqmphkTOJbA2ry5FUVVTHdQEJoMi1i9Fkmcpx19HfzFD82+efxrWiNX5j3Fw7RrsvpGIksIcJCXEIz5e60hlTrSZNRytTJmCKMeN3b9iyVfbkG5kB3cXJ9iYGkHAunBJ4nn8/vPvuJRchtKcZM3v01Glbw17WwsYcmGvvAx3d3+HD/58DCNxXv0zUgoqYWhhA2szI0CSj2O/fYaPf42Bnq0zXJztYGZswJ6hQsGdHfj03XXIsfaGn6cDzIz0WXotSmk5Hhw7hkuPquEW4gUL/boztaikRYj+fQW+238fBk5e8HCyhhHkKEk4j2+XfIcDt0tg6+zGnmcFA/ZTpSgXJ9b8iF/3PYaFjy88nSygL6i7J6e8ErHvu4PI9w9GKxsD5D84jt9/3wOhe0eEOJlCVZOLmG1f4pvbLhgS6QY9mRDxpzZhXSyhc7AHjJvkTxcqSRFu7FmN5XvvQVKRh0R12yQiI78KBpbWsGL1pcduw10Xc+Qg4uEJXyczEAtIs+Jv4fzVO0hJq4KhjTUszdm1nDLIuoylb83A77dFsPfxhIuVBUxM9VD1+AoO3SmHi6ceChrJQCoKxEZwcraBPnvO1QNbsGXvNeRVFCBFfb4EZGEOCwtT1sZPL1MtpK6/Q2t/wpYTcRBW5SOp/nm1R1JmPqRG1rCzNIWeogwP9izFlPkHIbFyhIuLA6y48sjK8fDgN3jx7R2osXCAq7MjrCy4cspQFncai2avQqqxDLnq8jzEjaPbsONaKiqKZDBzd4Yq7Sy+/HQpdsVK4OrmBid7c3UZ5DWFuHF4GzbtOou00hJkJmnylZSC3Bp9WFuZw8SIk0kZSh8exPsvvo8LNaZwcHWBEztn0FI9KEpwe88enM73w8vvDIK3MXcdMwgV+Xh87Rpi7uZCYWEFc2Pm9Ij0WH3n4dqRTfjms5W4rnSAr1EVCosItq72MOWEtB5Wn2XJOLx1Iw5cTkBJUSYStOszNRvlKhPYWZvDSJ91REU57h3YiutSb7Rys4BAWoXclPu4fO0WHj0ug741ky1LE+gzY59xZStmv/8bHlYYsHp3gZ2tKfSZ81adfRM/zV+P7IB2aO9qwRxvIeLO7sWu6AzY+7WCoxmhKv0ifl92FPrdIuGuV4bb+9Zi+Z5bqCln7Z3I5S0R6XkV0Gd9v1aWmXNSFoddPy7H/thyVOTV6ZHaIyklByIDC1hbsnZq2r9ZXpPPb8EXX/+GmAIjOHu4wsXaBAKm46py72Pbb+tx6k4qigozkcjdLzEJOUyu7W2tYGLA6kRWjJjNSzB3ZwbMxDn1z0wtFsHM2hZWpoaQlydj98+L8dWWBzCyZ7rJxRamhkwHscA85cJmLP18F0rtfeDrbgcTpvBqc8g5ooWI2XMUNwsE8PJ3hl5ZLLZ+/D7OWPVGTz8rQFqGuDMb8fGhGgztFcj0EqEg9iR2nLoFfedW8LBmelELFQtgcx+cwnff70GqsAjZKUma/CYhiznvAlMrTX0KIClJwI4fl+C7HY9Ynl3gyvLM5Y1zclMvb8fXi1fhvswanp5uTJcbQsDaQJh6DVvXrseFxBIUZ9XdmzsSkJpZBIWJFawtLGBUHY91B+7Cyt0einzt69hRKIODiyPM1YpfGwUq4nbizSmrUGDlwZ7rAEsTri+xIKUsCcd+WIBP9mTCSFnYTCfkykxhb83aS0+C7Bu78f6CVbiVr4KzqxtrRyaXnPxUpmHfN0vx05F7kDr7I8CV6fnn0EvPLH8CEdKjmT368jCEqEB63XVZJVAaWzG9xfoPy09J4hn8+Mmn2PFYDnvWf1zsOB3DNXk6zuz6HRsP3Ee5lv5LSMhApZ4Z02PmMObkkquXorv47d2PcaQEqM5K1OQnA2VSQ9g6WKltCSnFyL59DBu2HsSjzEJkp9Vdxx1JyCyshL65FSxNjdU2QxuVOB9X/vwJXx9kzmtlbsNvimpgbGUDCxND9W9kwlQc3PIr/jyXhurSzNrrHlzEpmU7kG7GaQVL2JlU4/6+1Vi0/Q7A9GgjPVR/lEDP2Rk2euW4ez4aWSpmO2R19oQ7EpGWI4SehS2TM06fa8OCMXEpYo9twEc/nYBQVIasFO2ysj5bIoIJ0yk2ZobMmc3Cke8X48s116FycYMb508wv4GY7bi2cxV++fMGysRF9c9OyBDB3Mke1iasPCJWL+uX4f3fzqBCYAcXDyfYMlllzoFa/ub/chcBnVvD1dwAsopsnP1zN6JTVPBr4wUzqkb6xXVYtluCbr28oSxKwOE1a7CH6aCy/KxaHcQd6XmoUhnDxsqM6bQ6ndEYkmbj6KfTsPSCFF5BvnCxMVP7KLUw+Shn/WbLFiRbRqCNVQmOnb0Job4J6591bak5cipgZO0MB+k9/HIgGW6+tqjJadxvE0oFcHZpal+ehBjJp7bicLI9Bk8cgTaOxupUpagIcTGXcC02ExJDMxixvqBicYyevAT3D2/E0i+/x/FMUzjbK1nwzWyaPadLtVua87GScGj1Ohx+nI7i7PQmspSDKqURbOwt1f1bKWa2NfoSHhWbwNPNGoZcUJj6ABcuxiAxuwQqTmeZsz7J9b2SWGx+fxq+ulgJG0dnODtaqcsrLXuM7fPexEHzfugXaM0JPJIubMXnB0vQs0sAzPRUrD9fwq7DFyBxCIanUR5O/LAYX58vhn5FhiZfzEeoUMLKzgbmTM64QLY6/yF2btqKs3dSUJjXpBys/asFprBlfkNTm/bcEM+/hIqkwnTa++00CnRing3X63QdJt7UfcJyupEvJnl1Dh1ePoPa+NqTiUcbGv3pHxRbWEMKaQ7tmNufHJv93pLaj/6IDjwsIQXJqfjudnqpgzsxuWx0nbF7e3pjzXkqEytIKYylX98eRq0cbcgloB+9/+sJyqiQsNzKKfHgQurgbEdurUbQwo0XKLdSytJry1Kdf4e+mjSeXvnwCOWIa1MbYOfTztGcQW3JhKkx767j6OM/r1FeVRWlXPmTZg9pR7amDhTa6w1acyGNalSsborjaN28EeRq7kHtB79H22/mkkxzNyIJZZ79kXoFvkrr7hQTc9ToxvrZFObWhRb8eY8qlUqqfrSZetvokfeU3ZTL7ledcYk+GhNOri//RBnVDXdqGQnlXt9KUyO8iakfrfrSJyu3CHrt2wOUWs7Vi4oq7q+ngYGBNHL+fsosL6CYrV/T5J7+xHwlMrUIp4nzV1N0RgUpWSsIE07SRzNHUmtrI/LtPZW+3RRNedVldGv1NHJladrtUnuYkFuPRXSzvJLiDi2jHgG2Tc77UO8Jb9IvZ5KoSt603ltAlkfHl02kQBbXNb5Xw2Fg40pdX19B55JKSVadSnuWTqUId0uydGhHUz7dRLezK0hek0GHvp1BnT0tycw6hMbPW0vX0kupMucqfTmpOzFnUee94T2TTuRUUf7dw/Tp+L7k7RFAHQbPoJ9OxREnUQU3/qAXQlya/87AmJwiRtJ7326ne+z5ClU1JR/6jgZ39iF9MxsKG7+Atl9j8tNSPYjiafXwNmTq+i5drlSyBBXJWB88f/gP+m7RElr4yW+098gB2vLTz3T8YTnV5D2i3d/Npc6O1mTZ+UWa/+nn9OOac5RVzf22AZWikq79MY/CHE2a55k7zOyoVd9ZtOl0AlXLlSRN2U2j/J0ocuomSiwrpdjDq2jGoDZkZqzPZKYVjXjzGzqRWMb6dRFd2/4ljYrwIH2BE/WYsIgO3MsniUpEqce/o45+QdRn+SV1ndX2v0gKHvMRXUyvZJkqpLPz+5KH+3DaeL+Y8m/uoNcj/Vj/086bPlm6hNPUL/dQUqmYVLICuvD1OPJodE3DYWDsSJ0mfEB/XMkisabsdSjExRSzbSkND3QnM1Nfipr0NZ1NZW0kLqGza2ZRkJ1x4/vpG5Jj95dZmydStUJKBdfX0rAAm8bXsMPEuyu9t+0WSRWsjLnXafnr/cnXzpY8Wg+jTzddokKxnNW/iG7+8R61dXAkn7AJ9PWuG1TC0mtRUnnKeZo/fCLN+e4SlUjlVHbjR+phZEFR7x+hfCYrkqyLNG9AKJl2+5qS1E0rY/L+Avn1nkJ/3M1nvVYbFdVkx9CXr/ciG1P9Jvk1JFufcBrx6pd04HYOezJRZWY0ffUqk3FbW/JqO5IWbbnK8sD0rKyKrm+aR+09LJn+bUsvfb2HUsqYPhFn0fb3BpFTo/vWHQIytWH9ffrXTD4LqCRmFQU4WOi4jh0ew2jNfWFtlrVRFdGZ+X3YNUyPOXal15dsoduZQpKLMunIkhfJV9e9NIdT1wm0dONNKhGV0O3939OELj5kpO9EnUd9SLtu5ZKY6dmajCv0xdQosjIxIMvwsbTieDxVPLNeelb5y6DSjPP0wchwMjFoomNsfajH7N/obn41u6GCMqPX0audgsnWyInaDniXtkSnklQpZbbsE2rn2tzuCgRW1GbgK7Rk1Wm1fid5IV1YNokcDZu2tSUFdJ5LR5LK2XNUVJl1nb6ZGEk2ja6pOwzI2qMtsw8b6W5eFbtaGzFlXVjL9J0rGTb5jY1XF3rr5xOUU8nslaqCrrF+FOaiy1cQkLFTW2bDz9DFnV/R8AAnYuG9juvqDj8avugcJSWdpjm93XSc1yNz1x704cZbVN5Y+FmVVlPi6d9oUpgHmTb7Xe1h6htBY9/dRqkiJUmEybT3i+nULdCf/Nr0o2mc3WR+Q+mDrTQyyK7ZbwXWHWjGxjtUyfkAJY9p+6JpFGFtQQKLdjRh/la6V1DD+kguHf/2VfJzH0TLL2ezulFQ/p0/aVJQWxrz7k5Kr1KQqvgqze/oSu4R39H9skKK/v1DCnexavY8WLowuXiVvt56ifJrdPsFqvK79N2IELX8dXvpY9rL+ra43gQoqejyN9S/7VBac7OYahKP0vjugcRigubPcoikD3fdptwTn5C5rvPs0At4mfYmcbL7rJTS0Xc7kEuribTjMdP7DJUoh85s3UQ/LV9Cny9ZSX/s3kE/r/+Tzj/OJ3F5Ih1aOZcG+tiQY8AQenPB57RyB7NpQqn6t3UoxUWszhZQezcddaY+HKlt1Cv0w6V0Js9KKok/Qm91b0+9Z62lh0VllHZmDU0bGsHKqUdmdn7Ud8Y3ap0lZW1VlXSI5g/sSC765uTZfjJ9u+smFYskVH77N+ol0KPwN/dRroy1f951WjSmA1lELqR7zGdTSEro+PcvUUDX0fTLlXh6tHshdbQ2bZIv5iOEDKGFu+8yO8nEVVRAJ35+s7n9qTu49h8yj3ZfyyAJszF/B35m6V+DedIqEXIeXmfRdwUiX56L+e+8ivFjx2DMmNpj5IAOsC55hItn7kLcaThGhXnCPTAUYSHuUCXfwMmT55Fk2xljI92hp2eH8EEj6n87ZsxQdHEowdEDl1Bm1h59evnDRMlkwy8Cg4aP0lwzGoO7BqI8+SZuyX0xrn8EHGwc4RcahjY+Fsi5fwUnzsTBtE0XdAt0gqWjJwK9LFAQexlHTt6D2CEAHUI9YGqgB5W4DLev30KRfXsMjPJrNrPEDdmQvgwViQ9w78FtxDxIhHnH4RjaqTXahoXCx7wSF48cxrkb5Qge2BehzjZw9fGCp0UFLh08jDMxebBr2xGhHpbQZ7eT5D/E9otl6Dq+H9o5mUEpzkPMoUsot2+Dnt1CYVv9GOt/PIgKuwGY/HIErMqSsf/AMVwTB2HauG5wMubu8iQICrkAtv7t0G9EQ30N69MOgpx7OHVViKAeXdHGwwrEnn350FHcKwWczCRISSiEa48RmDIqCvbSBBw+egtKp3aIbO8Le2c/9OjaGa09jBF3eBeOZ8oQ2r0PIoL8EdKhJ4aPHK15Fmv/vmHQz0tFbKwJ+kwfjgBjAexCetSfHzNmGHr4i3FpwzZEZ8vh27k7Qp1MdY6ONYLkKI2Lxt4LBQh+eQE+f/c1jK+/5xiMGLcpp0cAAP/0SURBVNQVNuWJOHMqBbahkegWEYzA0Pbo0NYD0sy7OHrsBsR2rdCpQ1sEtwlHZ1Yuyo/F0SNXUWHhAX83e1g4BWLwiJGae45Cv3BnFGaL0Hrs2/h0wTQMbu+urouIbhHwNSvB6cMHcDLOGeNf7gr9zCvYteow5OEj8e6CD/D65HG1+RoQAdWjU9h++BZk7Pkd27WCu28QIju3gwMV4t7RQ7hWYYH2HcLhaWPSvB6azSwpkH/3BHZdKUD3l2fi1XHd4WunQNq1a6gJ7oUO/h4I9TPFg/2nkN7rY+xZPgM9O/rC2qjpnVWQKwzgGdG3vg7rj9Ej0D3AGPGnLqHIti16dwmCpaAMN48dxrVUERzczFD4MAWm4QPw4ug+CDTNxMG9F1BqGooePcLg59cKHdoHwUWViUN7jiK53BJh3TvBz7wKt44dw7kUd0x8rSusRMW4fnYvzlY6YdhAdh97JeL2/4bt8XroOmYsOrmaw8a3LfrW9/0xGNYvAkb593EyugT+XZkse5pDKjVD6EBtPVJ3jEZ3HxHObb+MGpfO6NuD9XGtIXI9fWPYewUirE0gLKVJOHb4FK5muGLAiDDYGJrBr2O/Rvfq29YcScdOIFnugS49wmHPdIhNcFct+R+NgR3ckc30433DMLwyqC0sLZ0Q2KYtQtyNkBxzASfPp8I2sje6eNvC0tkDfm6GSLt5HsfPPobSvTU6h7rCkGVRUZ2Py1cfQRXQCb07eMHSXI74Q/txt8QZUSN7whu5OLXzGG5ne2HKnP5w1SPcPrEFOx7qodegAejgaa3WOXXIS1Owf88BXI9zwatLF+G9116szfPw3vBk7XTywBFcTLJA37Fd4G7njFat2yDI1QAJ187j1MU02Hfri0gva1i7eMHHQR/Jt67gXHQmHDr1RpS/OWQCO7RvpMs1x8jBCDLJw+mDj2HRtjuiurRGm9YdWT9raNMxI3rDh0oRH5sLuwETMSLYWpPrBgTcKE5NAe7euYnYB2kgh2B0ZH1bjywQ2sMXZVdjYdLpdXyyeA6mvFB739F9fJC6extuFFij89B+iAgOQvv2wXAT5OLQzgOILzBBm55d4OfkAN8gH6Z/c3Dy1EnEZxggvF8vBNiyUOBpML1UI3kW+euEXpE+sHJphX6DhtdfM2pwd7iJknHp9COYd+iN3q2YzXLyRuv2reFqWIJrF07j4iNDdBsaCeOEffh2SyICu76CBZ/Pwcvjx9beo7cnkk7sxP5LGTDxCkNEqAOgtEBYvyEYXZ+XQWhrWYGbl5Ng3XMYBgTZQqVUwMDaC12H1um8hmPUYKZPSx/j+JlihAzqjXAPa63ZJRWzM3pwCOmAgSMaZH9IVCikabdwOqYG7fp3R7B1NXJKTRDSY1DDvUd1g83jG4gzH49vfpmPSX3awKTgAY6dvYb0sjaY/eMXeHvyCw3Xs2NYexvcibmK5GRPjJo1FB1DwtCj/zCta0ahs7sMsZcyYdWqO/r0bAUr7VkOYrpODth6s77FrWARdcKCnz/HG5r6GzO4M8xSY3DkWDLcRoxBD19XBLTvjIhAa2RfPYl9R9PgP2QoOjgYsvrtiJH1z2UyFuWBZOYDJCo7YtS4CDiZW8MrtC3at3KDqigaew5cQ7lxa3SPCoR5RQqOnTmJFPe+eK2bF0TF8Ti7/QQqfbpgYO92sEc69n/xG+JVnTDm1Q6ouXYER07Ew33M2/jig7cw/gUuvyPQJ8QaCZeO4tBZZus6RKGbr62moA0IDC3h1botnExLcGf/LlzMksGtVWv4162CKY3FkZ05CJ88Bu29HODp1wZ9Bg5tkJdRgxDuLGC6LBV6bftjXL9ItGvfDSO0yj5meFfYFSfj/uMyhI6djF4+LJx6JprOLBlA+OgQ3vujGC999j5eZrbcz0qKR4k5MGL+Woi/D0Ii/VF+dA8SXadj5ap5GNHeTz2T1wiVEnKYIbB9VON8qo8R6BWkj6vnj+O2WVe8MSAIqC5G7IVjOJ4ohZ+rDNF3smAfNgiTXugDb0E+rh+9iALrYPSICIQj8yNDOndEoJ0SCXfO4GRMBXw7dkTbADOkH9uH6zl2iHqhL3z1CnFh/3FcT2F+wcyB8NKXIO7iXmy+JUPkgP6IcHeCD9P/I0fX5Wsk+rd3QfbtSzgba4ZBk3rC2ZCgFJghoHN/rfxrjtFD0MlZjnsnrqPapzP6d/B9jhk9HWiCJp5/BQmlnV9FI4IH0Sdb7jWbGVDJy+j6mpnk52BBwd9crR/hVMqqKfviWhoY4krGEzdQoSa9MUoSF16kueEe1KbvIrqar3vURJ5/mxZN7EYWAz+jmMK6EQ0VycXFdGPbIuriF0SjvjtHEnXelFSREU2LZ/SjQEd3cnfpQe/9cYdE7IykJIF+Xf4RLT6cQM0mltSoSCYSUlbMDpoV5UUCEyvqseIq1Y6FKEhclkw73+tNevohtOh8XYlElHbsG4oa0IXa6pmTd/hU2nAtl6Ts+uKY9TRk3hq6V8w9XUU1+Xfpi0ndqPWEpXQtq5pUBSdpioE+RXxyjoQsP4q8GzR/ZCcyGbyMHlU2HkV5HpTSErq68UOKdOtIczbEUJVMxdpJSKe+GU925p7U57Vv6GxsDonkSm54hrLv76fpXYIoYsIyupbN5bUWhSif9i0cQW6dR9PamwVNRhtrUdUk0abXepOT20w6WyLRpGpTO3K3Y2ZX0rdrRZN/iVGX9VmojF1P/Z1CaPKGO9R0HEslK6NrG96nDma+9NKyY1RQUzuMxs3gpURvocmdg6nrjF8prqg2TyqVhLJu76XXewRTh5e+ousZlaRUaWdETgU3t9Dozr1p1vobrG60z3EjiLdp+aj2ZOn7Id1h50qTDtF0Jtth4xbT1awazXWstPJKij36PQ32sSG3ER/ShXRhbb2plFSZdZtWvh5FFh1eoo23c9kTddBsZklEicdX0qgRU+iX88makSUlFaVepEuPNKN0+Rdpdhsfcn/3KFWpU1pGIcym2Pg4yq3UHo5VUnnSOZozrCv1mP07JZVysiehhxteI3tupHzMR7Q/Jo0qpQpWDAmVZ0fTgj6BFND7HTqaXPdEOVUX3qflLwSTW7tJtC22nEiWSbtn9Sdry4m0J1NK0rIU+vmdkdRxyrd0O4+Ts2q6+W1vsnTpSSuvFtfepglK1s43/vyMuntE0MzV0SSU1raLRFhA8dF3qKh+9LQWYdpReiO0NQ19YyelaWSiGQoplaefpvmd3ElgOJPOFDcdmq5FUpZAv7zemRy6TaI/7hXrkH+mL7Iu0cyBYWQ26jtKk9S1KEuvyaeLa+ZQiGsQTdxwT5Mup5LHR2nu1N4UZOtMLu796NMDSSRm19dk36AlyxbTrxfTqbaIlXRu8QByCBpBq28UkUrI6rZfBHm9+DsVaTJy+OuXyDZsHP1yNUtrRrsW5hzR95N6kQ2G0+93tOpWKSNh4gmaG9WazAw60xdXS+pOkKw6j87/MpMCnILopa2PNemsLFUZdOjLVyjQxpfGr7mhSefkOY3i7yc27s8qKaVdWkOj/brQjG/OU5GmvRqhqqDb62aSt10XWny5VJPYBCZnpZn3ad28keQNG+o67UeKLaydK1RK7tGnHTyp/ZAv6EahVsllifTdIM8G+VMjp5qih/TrpGByCBhB6+6U1adX51+hRd2cyMq1D/0UU1cPz8ZflT9OP6We/pl6tfak1p8dJKlSUz9Klp+CO/TL1J7kZDqWtsYLqSR6OYXBhfpP/oOStGaKVdJyurJ2NgXqOVLv11fRw2JdtkJMKUeWUUff1lryxyGjotiHFJ/Bzf5qkhicHb+xcQF1dh1CXx9JZPnSnGgRFSkkBUxe3qZ2zl3ow90PSSaXkITZmkYokmhNdycya/sjxam7GbPbwnja+PZgcjCNpM8vN693ZcllmhtgRVZ28+hiia6+qaTsq7/SYKfW9OpXF6hId/dlz86lQ3MHko35QPo9rsGukaKIzn09idytAui1/ZmaRJYzWSldW/sOtXLqRovP5mpSmyC6RZ+665FXm2V0U6hVSfIaKny0lV6ws6B2fX6iWKZfZVnnaFbnVmQ57FfKZO1clnqK3undg6YsPU55XOXLYunbAH1y8fmMrpaU0z2m57q5eNJgZs8q6xtAu/9ZUqv39zazhQ0oKO3kl9THO4h8/F0paPQCOva4iDiTURO7kV7p9TXdKtdpddhjmLyc/okGhnai13+7qnvlg7KEzn0+iPk/UfTbvVrb82w0nVmSU+655RQY9CKtuJ7PSshQ1lASk8u45IJaH1KZRD/19aE2w9dQvEhHXrSR5tCpC/HM/9MWWhVJMs7QzE6BZK7xP1XSUopmOjnc1oaCxiygvXfTqZrVs0opZW13ihaM7EAO/ebRydQyJmG195BWpNPhb16jUItu9Nm2+1TN7PuNbweTlWcf+u4K84kq42jV2CjyG72S0rkVBNJKuvjr62QfPIS+PJPCrGhTmPxXp9DO94eTk1Vf+uV+Qz3KS1PodnwKlYq0yqGSU9H9ffRSz8408LO9VFjdQvs9I42Xq/L84wj09CBoYa2kwMAaQe3bw8LaBMJCIer2PNIzNIerrx+cLD3Rpb0/7DXpjdGDiVMoIjo4QSwqgbBapklvjIGVHYJsHNDKzQ72hgaaVAEMTGzg6esFW5tAtPF2gR43FKaQIPVhAijgPew79iOGu+Th9xnTsGBHHPJzM6AvCsILUf4w0VkcAQxNreHZeRyWfv4aHAmQSeWofR1QHya27mgd4sr+3QZtfazUqVSegv1XzTHniy04cPQDuDzYjSWzP8HOq49x96YUE/p3QysbE3alAKaWrggJ9kJ+SiLiCktR8Pgurji9jsUzu8GK5UfA8s+Vwc3XGY7qteh/DT0jS3i2CoSLM6GwrApMT7P2M0dAWAcEmzsgsEsPhAe7qWfboGcC95A+eGVKfxgUJSFL6wVyfUNruHt7wlTzty4EKhVkVSrY9GmDEIu6ttFGD8bW/hg2bRIiakQQppfimTe30dOHrjtyCAwt4NmmHQIDTVEhqoZc8xK5QN8Ujp6+cHfzho+TJ6zMakeLBQIj2Ln7wdvDCx4OvnC2MwP3vsazIYCRrTP8HcxhpG4WJnumNrBxNFOf1UbPwAJ+4VHo2MUb+UWlKOY2ReFOCPRgYecOb+8ABLE8+NpZNJoJaBljuAW1R4AgDp8OG4HXlm7E5ZQaOPj2QPcQC801z4hciNsHdmDX1huobvTWqgAmFnawtneCuUnde2XG8OrUAxHGrB9H9ERkuDcsuff/9Ixh494V0+dMgmNZPBILKzXyYgBzJ3+0DnaFtVkgvJ3MAUMnhEWFwljvPs7HFkH0/9i7D/goyq0PwP8t6b333giEQAih994RkCoCigqKWFBEsRdQRNRrR1QQFQXpIE167yWUAIFAEtJ73WTb+d7ZbMImbCjqLfqd5/7GS2ZnZ2fefqYWpyKr0h4Dhg9EEy+pVMmgUCpgqfRFoIf5o5Rykc/+4ZHw9ZYhr6gUWimfqQrHV3yIt3/NQMPbZi2dfOAj6qaFozUsGjsCp7CEc0Aoot2sIevcAiEu5nPC0t4XTWMioKwoQVGpuZu8RXvh7IHm9s4IC/SAq8jjuvm2bggJC4CDfSTiQj1qZleXIPF0Bvw6vobVG+ehm/Ic5o8dh7dXX0BqSha8bZqhXyt/1JwUdECzDu1hWXwVBy+kIfvGVZyUt8Hz0/rB3bhbctEuS/ej+DjZ3lJP5Fa2cLe2vbXuyi3gFN4KA3s0g7NVPpIzy2o/gIWd2OYIf9jbRiE+zN04X+yLSIe49i3h5W1bk/6CtiwDG5Z+g2935dVPF5kCdm5ecA90gpWDleH6/1vICNrqapBrS7Rr6mCc2YAoZ66BzTF86nTc18sPap3G0I5JZBbhaDMwBll5F5CUUVLXXsHCF03igyBGWnXLSuXS1iMEsU29RdmOQph3bTkT5dW7JQYNbVaz/J0eAmDqT5Q/qX3yDY1EsGh/CrMKUGGcLxoO2Hn4IcLHBbatwhHmaQVLUbak3qYhmaUTonv0R49mVigsyUOZytzjIyzh7h8MG/tAhHrVnrkjqG6cwpcLV2LHhVJjv1ZDprSGs5cHHHwdYWMn3Zdm/KBRou5aOSO4SQTc3TTILigDiTbWSjpNelui7XQKQHxCJOztzuGXIym31Cu52O9wJzHmENttb7ajlkGmFvvs7IrglgFwaqwhVbijZe+2sLJMxpaTN27ur8IRQdHBsLZRQmtys7/Up/iIcYStdF90Y2x8Eds1RBQ1H7jamxRupS08o5qhibsFbOPD4WmnEMuEoXOEM+TbjyIxV43i61dQ6dgCw4e1hZd0L6rUv4lVKIMD4eFkBVsXJ5FfDX9bqn9+aNejM/wC7JB8PQe1NfYW+mvYszQFk39dh29njYHt8YV4dNa/cCQzC+d2HkDISw8gzrmRHlVsjl7UMb1tCGIivc3fGyMX9VZVBZl3R7QIu9uzSuYo4dW8I0a4HcGrPcPR4flvcOBCMQKaNUVUqOdd9otGVIqTP32I+QcvmDxARCKDlRgzBon+zN3ZDoYRmKU9ApvFItQvAvGtu6FzVADsRIcuk1vCM7odxo4ZgKjCfGTkVxrLiuj3HcQ6Av3gIcZLfsEuok47oHnnLnAsT8HeM9eQnXUdp7UxmPrYQPgZ7lEWySTy1Un0776uDqIWNiTKv503mrYIha1lCdLyakbMVJWDXUt+xPoNZ6EybYuk9tTJHQ5iX+ytpfupzNWHu2euOWb/MXI4ikY+xNK6JlippS/H+YP7kRLcD6+ObXWbCmADR3dbVGtKUXrLU4tqiSBC/FcqKKY/QVW5OLU7EU7t+2BM12BDw1NVloLjh47Cu2sbxCQMw9yFL6GNfxa+HBeDFoPmobBdVxF4NTYEN5IpRcfhDWfjn7V0xWfx65LrGPr5bAwMkaqfCMyO7EGWhyNiwwMQ1v9lfPPDo1AmL8dDnTrh6T0FiGoWVHfaVGZtj/CoSDTLTcb+FZ/j+bmFmLvrfQz2ly7H0qOqvAQlan/0aRENezGI/OMUsLK1E5MWheXlJgMHW0TE9MCwHs3hatKpySztENxapFeAJcqkp3EZ59+ZHpWisThZGYbRQzvD45YbtWtJg0o3eFpbwMrHAYZnFvxpohFx9oKLj7NYu/Q/I10V0hOPIgeRGDm6A7ztjNskBkQ5Fw8hpcQfIx/shgCHP5K+N39HYWEHezdzwYoMto5eiAoOg/PVfOQX1D6diFCScwlHUqrQbeQIxAU43Nzm2xJBVmhHvDRvLp7u6oz9n81AX1GGRry5Gskl9/J0PUJlwXX8vm0TThSZGfaLjZECSkcbW9Eh1KSZGA7BK7AzRg1pBx8rk7wVQYFHy47o0NQeZWUq45O+REeauw/r16gw/KUHkeAlBaki4IqJR7hNJjZuXI5vFv2C8k5P4ZlBTSFlC+nKkJVaDKcmnRAt6oB5clhKZdlOh8KKcjFYJ+jViVgzbylyGnmil0wpBm129iIIayyFdSg5uQdL09rjkw9GIayRoiAT7YCdgxN0lWrx243UC5FwUpskBS6mA0x95Q0c3HIBwcNGYmyCp5gj8j87CYnJyQhs3wLRHR7Apz+8iKZ2F/HeiJbo+sT30Ca0Q5DDzbbJoUkC+tiU4MrqpZj70TEkTH4ED7Xzqyk3pBYBnAJNQuIQ6WmmLIn22NndClY191LXJ3dGROsmopzmYn9Kbt1+6SvTsW9jEiLGjcXYOFfjXIlcDOLEQKFuZYTiG4ewZfFGFDUWZFhYi0G3DZRmBl3S5XVnj5eizYP90cHldm2xGPDYOosgvn49k8msERAaDH3ONZxMzq47QCctX68PMhDlMv8gli0pwLDXH0EHX9PhiwVcRDt/r/5c+RMDMBs7MUizQkFeKcrrViHa0pSz2JjkhnGPj0acoxXkji7wqI1Z6xFtjEsowuNdkV6UjqyyKrGXt5IuZTSUz9o0IRWuHd2GvVuOwNxrrwyLW4l2TQQLpmW5cQpY29uJoqZGflnFPTzBVfRDrdsj1MEWlzYcQ0q9WI+guX4B264qEDmpN6Jr229TouynX7wKXfRg9I/zNzMgrWUBj8AwBCsLsHX7WeQb50rpJ5MObNyyj8ae5Lb7LpaQjgBI9d04p4YGuVt/wRr9GLz0eFd4SZut8EBM79awsTqDjT99i0U/nkSnl17GoBhXUaNIjCfykFpugybDW8Ff9Pc2Do6i3JirsEq4B0aiiQgOLY6nIdNcbCxqccH2b/GxlQiiW0eh+wNP4+WJfWG3dx46+fuj784EjO3i3+g4jNQlSL2QDc/4NugS7WXycIib9CXXcGi/GkNeHY2WDmby5R4oPNrjteVL8dqgKFxd/Dx69+yMoS8vQ1JubaByd/TZF/Djr7txTXzvFqIQS7th6+4oSlwNqYi6tmmPwf1awtXWJDXk9giOjYe/n+jTym8+DVdTmInDx/IQ3HsM+sf4GsqaVXR7DHJWIXXNMrz/yT6EDn0Ak3uEGR7KopOenCz615CAeDTzcWykKFmIsYsDFMoKZBdJ261HaeYFbNq1G0mlje29aM/tbDlY+qewcbE3RPCGhj/jIvYflGHcmBHo4HOPR8DvBonGKeU8Dqh80GfsEIS72RoKZmXaGSQetUOEoaAqRMUYjx8XzUaXQDcoyRHKqorbP+7WSOHhjzjjvw20JTi7cy+OtpmCeRNa1ByxrSpE0pEs2KhdxSBTqkYWiB7xMr54awIiXN1gL36m0vQx4Aob+DVrhfDwHKw7WYGxn8zCmEgnsS96qPKv4vdNvyPFoxWG9oyG9R2P0N0b0muRW1AIatMdLYIaDq7ksHX2hL2nPap09R/33jjRqYlBz5HDp+HQszfG94wwnpFohFivhYMropr4wv4v3TVL2NvYQGE8hF1VfB37EvPgP2oSujdxq+sctBViIHg4Bc73P4b+LURnYJz/R8kVYjBoL35XrqgXwEtkViKfXdzhY9IWk7YcV/YdBZz74eH+zeHU6EC+IVGXyqtg6dcVb67bgC2rv8DUDt44vvglvPHDSZTdS89yG6TXN3jEsx7F6SnIj++Pjk2kgNSUCH5tPOAa6AyVRlfTuanzsG/Fb7g+7GVM7RNmHMDIYBOegDHRzsheshwVCc9h7sS2kG4N0Vbm48Km7/H1LltMmD0M0TZ/UaGQzhLc9tGwYvBcnordO88j7tnJmNSy4SGRv4C+GhkXTuOgVQzGPNAbPtLZTbFdhVcu4Pp5ewS524uUEQOgzlOw/sfZaOfnBku9HWSibaoyeVS2pVsLtO/ticTLp+E2aCweFYMqe9EjU3UR0k6uxpZkOdoP7Y0wdzPDRYXokEWbZGGlMBOwKOHiHQAbC6ub+aqvQvrZkzjkEI8J43vCw8q0hogBvrXoqJV3cU+PQHpRJhrJA72mDCmHjuK4a1c88WCXeveU3UqUMysHOLoaz8zVkokgPqI54srLUXa9EJUNfkouPleKwayB9ALO1VtxbuibeHZwpAjfTSlg5/gX5/8dy595+uoCEUCKtrRTV4zvGw0r0T7IbezhaC0GfBa3tjFKSwe4e/k2Ovj9I6T6r7/7iOdPkMHaKxhtPEQfvXcfEjNqH2Mt6mZFBnav2IjTviPx4ojmdYPcm6QzNPux/YIaw54fhzhvc8FFLdH+BEWjp4Ml9MeuIfeWY7HSWe2/YvhIUBeewYqVVzDswxnoE1p71sUG4W06Idr6OpZ8cQEJLy/AxHY+YpSgQ2X+FWxa9At2OT+O2SNjxZJyUcdsYGllBQsRODWsFXJHVzR1sGvkihiBRDlfsxn2bSPhKZaR2QZiyHOv4xURcPpbuSLSVYsi6fHWxsVNkV6N3EvncKTABT1G34doL9EWGT+rIfJFjHXObdmLk60euzn++cOkp/MVodqjHV5avg/71yzEjJ6+OL/0C3z26zEU3sX47K5I9zSZvk9FV43CG1UI8GyBuBD3BmMAueEMjo+F2PdqvSFYIqkdv3wUWVb+GDOxO/wda74hc2yOzoODcenqISg6DsfUB9rDVbSzUsB56fA6rD2lQuvhAxHt3dgBwHsj9c3S9FfgYOnfSi46LFGJrdUoKq8wOUtxk16rgZZs4eVoa8wM0RioLNDygeEY27/pn7shrTGiIlTLnNFv0CiMahMIa2MpqMxMwekSjcmz9K3h2+0h/OuD6WhicQSfvTYfy/eloOJu3jMhCqguv8Jweld6Z0KJQwd8/MIIRBgHdqQqx/WcXNyo1IrCXLM+hbUHOj8wHTMfTUDe7sV4/b3lOJNTe9RDAUcP6ZHmgZCX6qReXWxwHi6e2IFv356LzzYVoM+IIegQ5HybQq1BUcpRHLpYYP5IdyP02jxcS85AeI/m8LglEBMdshj0O7rZw93Bpq4RkS5PqaysMDlyKxFBUnEGLibux+rvvsXWHC/0G9ALIS63axiqkX7mJIrDe6NPSz/RWZghgt/i9GScv3qj7t0qhsGCUo3q/FIRxBlmmSBRBLTQaSxgY1XzuE+JTlOFoNZj8NywlnA2KXdUXQLXmHF4eWwCXP9IedRUo6xM/F69NksK1BwNj62vRxqoutjBzqSnJ6qCzLU5Jrw8EtGujR8LvVU1bpw7haOHLqNc4YamXR/AB+u/x9SOfsg6dRX5hnc5/HkaTSWqKk3eZ0Kiczx4AWFDEuB3y8MiRIkR5cXOyRYeLvaGwIiqi1HgPgrfzOovOmeT5a190bpPc5FbJSjRyw2PIM+8eBg/ff0ennlnPZymzsW0jj63DA7+KJ0YjJdmN3qhioG2TAX7juMxY0wH2N3dIfR7IwYfKqUfHhg1Cv2bGo/Sit5XenfZ+VKt4exYDRsE9H0C7781Ed7lO/HRm59iw4mMuve1KCxcEBHbAo5Vemil9+eIzvhG8nGsWfA2Zkz7GNYJIzGhexhsb7cLLk5wNnbyN0mXXTrBw/TstU6NSosgTBo7Cr0j3VE/vhKDwapKEQSI7Ky7DLoxemgqS1FeWP9Ir/QY5utJp7B55Y/4YXsBeg/pi7YBTneZ7xqUNQwkXdzg6SG+LTUm9aqAHFYW0ismaloZqd4XuA3FT68PQeAtp7RF+1ZaLJph6fKxRlpcXRWyrqfganrxXbW3d1P+zNFVa2AR3B5jHxiGSHeTB+BYWsDKzQHWDeqgXLQxTvaO+MsOQ5IWquISVJXd4T1KfxGZayQGDomFXH4Q2w5cR5Ve5HHeVez+4Qt8vL4I4998EoNMLvXSqUqQmX4Be37+Eh9/swvo+jjGtvU135eYsnNBoI/IW1vR9twydnGCr6tpOKZFVYUo5ybvhbs7YvCfXw73CfMwa1C4SUAu6llgU/QJdJKOmkIvk6O6PBcXD/6Gr+e+iXfWVWPqwqfQ0dt0L2xFH2wvymSDsmplCzc3CzR6wYm+AFcOJENTpTaWUxksXJpgxMxXRV8YhQs/voGX312Os7km76/UliEjJRkHN/2Er385Du9m3TG4XTBs6qqCqPflebhy5iBW/vgDfj1mg+nTBtaNf8yRDsoWpCXjQlIGVI2O73UoOL0dG87egF6MGyO7iMB43geY2sUbeak3UG7yDqM/Q6+qQLY0NjX+rassxtW8MigjY+HteGvJkfo0hasrXF1F6CqlgRSkWHihx4Qp6B7pWndgQiZzQmTLVnAWA0ONNDgU6Zh59STW/2suZr/6M9SxozGlf9RfdFBY5EF1OapF+/tXuFPrzf4UJZw8A+DrU4ltP8zD82cDa+51qUPQFl5BomUcXuoYZBzkW8A9sgXMXkFwB9rCi1i9aDkOZhTcPAqiKcXl/WeRqi/Cm1+E4J3nhiBADJADoxMQaFzkJi3yru8WQdFc5I4djaG9msHJ0hHN7puGt7Mz8cy8Dfjsq1BEhDyNLqHOtz8yJxpXXWaJ4R4bmY0vuvb2NX5gqhAnfluIl7PT8dArj6Czvw1sPZvg/kefRE72K1iw4RO82SwaS5/vCSdReSxdfNCmWRTcN/+O91+uwhZnFS5dTUEBYjHxySkY0yMajo1eziYa5Ws78cqTr+Oyy5P4atE4hIlO4G5osk/jdKI3Bj7ugvwzW7FszQ5cL6xtOPVQFRahzLkFejrefEIbiQ60VAwmymvnUBkubliKj3/diTyEoGXLKAwYMhDtwj0MT/SSVBdewJpFS0X+mVZu6Z0n1xD1+Hto5WPuSKAeFdnnsfyT97C8IgFzXn4M7fwcoHQLR9MmhMXL3sfzqavgUG8Epze8NO6iXgxKW4TAoeZmIth5x6G/mStrLNxaYvAg4x9/RHUlCgvVYqBb86dOW4HyIhUsvSxFB9YgD0RLayEGOcZNMpBbeCB+cD/jX40jMSjMK9GKoleFKumllw5iZtFlbNiYinw3F9zX0l8MvmWwsndAWHRwTUBobQ9PMSAuv5GJvEoVVHkZIM9QeN7s9e5ACjxFp6K+OVCi/NPYussTA6Z6o+zKQaz6dQPOZtXeYSE6CTEgLqj2wuhhNYMNmUMk7h8Tafh3ffYiwOuOMM0W/Dr/BRRvcULJ9au4qvZA10mv4LkH28PdTDD2R0kvaq0qqbsTxAwxgPFphp7mbga5LbHPeYn45dOfcaLYZP0iCDh3+goyrizFC5964rUne8PX0kF0pm2MC5gS9eDCLix4xRKZD43DoI6hsFU6oc2oaXglOwuzPluHjxeFIzLoEVFP7CFTWiEkJgFx+t+x6l+vI2urIwozLuP4NWf0Hf0sZj7UDYFm7xMURHBfUlSNanKueWdSPTIoLa1gWXePlWDhiOhW9bdZU3IJaxcuwb4bZSjPOItLWl8MbSJdUng7os1UV4lBVm3bokPphc14718rkFIg2uyWsUgYNAi920j7frf5XoUC6YWaIq2T1i/Bl9svivYqFaku0RjbOgyO9RpxGRRyK1hJ7y+R/rIPw9ARYYZ/G+grkHJwC1ZsOoDMchVyT+2DTeRExPibuweDUJErvVPpC1zyHIQXnxyIIDODLFN3Ln/mWTj6olW7+v2LvqwYBaUKKC2s0PC9bDKZApYiD2v2Uo2cYysxf9n+uns3pW2vzruMq5mXUfXlAvjazsQjXW7XI0tBbiW0VY1dCv8Xkzkjtk9PNHl9HdZ9OAv6Az7QFqTi0g094sY8jSfFYLPmkJIWhVeOYMXSn7D9CiHQ2w1RA8ZjbLeo+k/Aq0eD/EuH8evK35CUlYlzKY7oOasLAm9pZ6SDXab5qUVFcaloB2uG1zfLv2l+VuDKsTzkq1Zi0RfeeHRCT4Q6WcAhshvMNn+2Qeg6oiU0r2zC/OeBLU6VuJ54A2rfOEx6dQoe7FB7GaFeBGplopvRw8bKzD1jIji2FmX6tidihWvL52F2RU8MGTsOXUIcYOffFo+++xrScp/CFz99gs9DQvH2453hkH0EX3/9E/aeqUBoq0iEt+mHQX1aiD6jtjLpkHXkF8z/aivytY7wjWmNXg/1Q5fI24/qqvJOYvGLb+OEe1/MeuVRtPQU/T1VoiizVPRpIhitfXksZWDZgiTYvTAFg+JEmyL2S+bijaAQP9hJTwGW2cFFtIHq1FzR7xYgTeSpdN+Oi93t6189WjWKpbPchj8I5YVpyMwvQ0iXICjSD+LjxeuRYrgMruZzXVkBkqubobeztWEcK1PaIKR1bzHSaUDUPf/YdmivXIdNX7yJkn1uKMu6gmNX7TDs4acw5eE+CHG4h+28LbFdYj+0GrWxnPw5HCz9W8lg5xuDEUO7YMfrC/HNoRLjfBP2sXjg7Wcxspnpde73QGEJR88w+DiU4+S6xZj/8Zc4kV1WU6nqsUS1rROcGs1xNbJSk3E97zxS97ojYehIKIx1X27hinZiUPLEpetYcOoacv/0ETQSjVsRskSnfeH4CaRZtMCU2tNbUoAZ3AaTnngM50/Mxp7L2cYKK1i6ofWQYRi68wC+WCca4mYjMfvBJ9B9UG+0C/WBvekI+xbSgwX0KDlyFBfdE3GjbPTtgyVbP4T6iUBGpEHF9Qsobt8LodrL+OWLD/HeDyLgMbkx2MIjBg+9PhUxPg0ufLBwQWhIJJr62olAbR8Wn8iHd4vBGN65A1o2C4K7vZXJWbAKnFyxADPn/CC2zbTTdUabJ7/G/OHN4WTuxlFpgCNSKD8nFQcT7ZBerEIbESxZ2IWh/8MjsenFz7Dki83GZW+y9IrGmJnvY0C7AJjeUvOnBISJQNrtlsFJDS90HNwK/iI99doqqOS28IoMgcsteSAGMnb2cI7whKuDafrcjh5l1w/h4w/m4dszaVBXbcDs8VW4+ubr6OEegtaxSmhOLsW4tw+hTB6DAYMexlOD4uAs9SuOERj+5Cj89uxHmDrXGm8/1BsxjV3G6eIO7wgRZJkrNx6+CAiXOisZVBfOIb3zELSwzsKmLz/G25+sRXr5zTxV2Ptg0HPfoH1IY9dl11LAqeVwvDVtCx77dCPWZrdEvzEP4m1R3jvGR8C1rnO+A1sfBPt51t1Abu3ghejWgYYHo9Qnh727D7ya+8L0/us/zhp+roEId67C0Z+/xNx/LcHlUpOjs3VcoRZp62i2fIvWQl+FrBtXkJJ+EqkH/dBj/Ni6e0ks7MTfDzyOhy9cw8L0NBTX1kuZEt7Ne2DMyE147Yt1+C6rMybfPxIL3hmKbk2D4Wl7m65PdLAV5RYIiI9EoJkBhszSBp7yANh4N3Z2R4v0vT/gzXcW4LyhLruj8/T5GBjjVfOxyFdnHz/4N/E2c2bLAu7BAQgPdYN1dQqWfXsUcr84DB/ZFW1bRMLXzfgC8nuiFUHXVnz75vv45WQaYOOJLlM+Qd947/qDCAtLODRtBj+z96VKAcQVrP/hK8xfstN4uU8Enlz+IFp7mb+ciwyvSKq598FwbY7Rny9/HmgfGQA784lvIB0Z11p6I6qlPxreIiI9dMnG0h1h9jawLzmLb955F59uOQWNmSs/Mq9WYqaPk7EdsoR3VDDC/JzqDnDdZI2A2FCEuNdeIXKX7AMR4e9ad3b/Vi5o3j+m5j6eOnI4Nh+MuTM2YeL8dfgm0R2xXUbikRcewNAu8fAxlm19RR5OnjqCy/JIDB2TgLYJMQgT+3K7VkNTnI4tP36KOR+tRUaFKLuxM7DnwVg4NNzfqBZoEXDrFRGOCW2QECxD4q8L8Nw7S5Bery+rYe2SikIxoHdo+DjrhmSOaDl2GqZtO4NP16xAdnQfjHl0ughMuiI+ysvkLI4OalUlNB4iLc31P6ItsHVzgkszb7iYKTOUn4HTWXrkFW7ERvtoDJpYW/7lsA3uhpnvvYhrk97F1aQsVKizcWrDcRQhAIOndEaH+KYI9nGp34eqzmPlN2fg0rQTenToiPhmofB0kl7qbPy8MWK7S/OScDgvGDcKVWghT8R7017D0u1pKFKV4P3ZL0P1/NPoIwvEfYN10J5dgWdnbUauWwTieg/AA73j4SptiMwDXR56CJEzV+LDdz3x5JND0MazsbQOQ+fIoEZeLN0EvZr6Q0F6VJRIZ5GbIc4tH799Oh8LPv8NN6TyUcs6EmNeHoOmom40WpQNZHCN6IKxEzogccEqfJ/TFg8MH4Z5r92H3i3C4X63fZpTJJoHmZwbrut/zfy6bxBCQj1vcx/u3ZFJj8Qz/pv9W0jXrJajoKgUanPXY8ut4Oha8wb7e8/Kcuz/4iNkdZ6CoU1dReNYiqKySmjNNPpSQ+/o7gYnm8YGCaIzLCtArhhsyyys4eTsAnvDm9+NSIuiS4exLakIzTv3QVP321zvnLMRY/zG4NKIRVj781gEmSm/0lHEkuIilKk0kNs4w8vNod6NkaSrwLXNP2CVXR881z20rgJK1wiXFxWhVKWG3tIBbo52sJbegG78/La0Z/FuVEt81+kn7Ph2NALNVh4dck/vwc6rFYjr2guR7tU49NPvcOg3BE2dgDKxzeVim01TWCYCVntnV8PlK7Vr1KtLcXzD90gKHIGx8T6w0KlEgycd+bKGtZVJutbRo6qkAHm3DCYVsHZ2h7uDZaPlQ198FYveeAmL8uLx9QdPopWPdKRXlLvqChQVldS7BKeWdCO1vZMod7YN3+D+R2iRc/YITubJ0bJtguGN6/WUnsd3iy8iZmhP0ZE6oyzvHHb/dgnh/QcYnuxW//dFkLN/Hy4U2aNd7zbwuFOHaqTXiPQtKkZldc1gWSazgL2bG+yVZHhal15biaKSCsM7GVxdHWBjUmb0alE/c4uhtnaEu4uD4Y399REqc5Kxe9s+OHUfjfb+9ibbLALwlNPYdfQygroPQUsvLY4t3wZ598Fo5SYXnUwRSiqq65cXuQI2Tu5wueXt+eZIl3MUIa+oUtRLK9g5Oop6aXmXN6vqkH/uAHYmFSKmWx80EQM5aI7j69eS0P3FMYh0rt/mlOcdwoqFmej21BCEOP6R9siECIgv7v0Zv6vaY2LvUCgrRdtUXgW92e7GCk6ebnBs7N1o0n2JpQXIF3VDbmkLZxdn2EpPFzR+LF26l3dmFzbdsEC3rp1vnsEgneHBL8Ui3zVKWzg52MPOrvaMwm1UXMe2TWdh2aQ1OogB1i0DicIjeH9JIcZM6WU2mJLyTFNRhNzCCuOBHgVsnVzh4mAtBhyEgtT92LiyGN2n9G9wdkuNtLP7sP8Q0H18N/jY6FFaWAmFrWgzrMV232OGqAsu4dNXp+Dd9JZY9v5MtBDtl1o6eyITbYqjm2g76x+sOfj5fKR3n477o93M/hbp1CiV2uxKtbE8W9Y8Ba6Rg1Sk16CyXPRHoo+zl97uL9apV/+58qfPPIzPf89Fhx5dERfQ+MBMde03LP3dEYMebA9f0efVW5emFGcO78bFiigM6h6AatFuVDR2+ZiVI7w8nMSeViLpwF6cT3NCt+Ft4G7aLlEJTmzagxv6QHTvGwvH2x60q6VF1pFt2J6lROduXRHkbHIPXC3dFfz83hm0mD4Y0Y4N23/pHqWaMqYT+Wll6wAn0RdK9xHVLafXQqVSiVIl3YN36xk2c6Q8Kxd5XNdmWTnDx1P0zYZPJWqkbPwRW20S8JD03qe6dZbh5K/rkeLREv07NYGishB5JeYOjNT0lw4uor43zBdzxLijvDAfRZU6WFjZwtHJHtaWou2u90UVrhw5gAsFos/o2hqeDfsfEdoc+GYDStv1RJ8Yv1vrv+ib87NqnjRrIcYibq71D0iQTsr7dThQEIfxQ8NBZSrolUpY29qYfZgDSIxtCqpg4WADK0vRVt852Q3UZdfwzYxHsbxiGD799DHEOutQkFOAytozngorODg7w16hh06KrqtVKJae2CvGaw7OTiJQuJkupBX9YYHo0+RSe+kAazP3l+mzRF3cnoWE7l3Ryr/+gTt9+l58sK0SQ4d1Q6STHOlHtuKKR2d0CbWFSpQPw/irXqcmjYGc4STa1zsWM9GeV1dI7XI51AobONrb17UPd2Ysf5YiL7q3gHQSqn7/W3P/fQ1j/3epBC2790aEq5l3M94DDpbYXy93E8b6jcLF4Y0HS/8NVHoAM2NnIXDlRjzV+t9wc/p/iSbvAj5//yeUNBuGZx5s3fjjYBlj/2+oCy7js9dEsJTWEj//6w30DL3b+5wYY/9pVcUX8PXcOcjq8gbeHBRR/6wv+6/7HxnGsn8UVz9EB1vATnpXiHHWf58eJaeP4eTEtzA+/p8TKElHT4rzs+EQFoyBfZpyoMQYM7CwsoOvqy+8LazNv/uFMfY/ozr3KqpV/fBQ11AOlP4HcbDE/i1sgnph9KgWcP2f6aP10NjE4f1nuvwPbdNfgaBwCkGHDv3RvOE9U4yx/8dksPGMQf9O3RDmavKUOMbY/xwLWy+0fXIIIv7QewzZvxtfhsf+evocHN+Rj4juTe/hnTiMMcb+MupypN24gWr7QIR53uODBxhjjNXhYIkxxhhjjDHGzOCDTYwxxhhjjDFmBgdLjDHGGGOMMWYGB0uMMcYYY4wxZgYHS4wxxhhjjDFmBgdLjDHGGGOMMWYGB0uMMcYYY4wxZgYHS4wxxhhjjDFmBgdLjDHGGGOMMWYGB0uMMcYYY4wxZgYHS4wxxhhjjDFmBgdLjDHGGGOMMWYGB0uMMcYYY4wxZgYHS4wxxhhjjP3XaVF8cR82HE9GpUZvnMf+2zhYYowxxhhj7L9MW3gJKz6ah3eX7UNxtc44l/23cbDEGGOMMcb+cYjIMN21e1xWr791edLrTVZTs8wtS0nfveW39KguzsGF9DRkV1Sb+dxUI79NevE94x/miHWSue0xS/yGTmd2fXf8HYm0jyItzO2H4ftSOhn/NlWTZ8Y/bsew/vr70nC77jn/G6F4QzD+mzHGGGOMsb85KfBIxa6lS7DhYj4UpEFRfi5yc02mggroLa1hZ20BmRhyVxWk4fSZC6iw8YCrrRKkrkB+ViqupeWipFwHCxtrWCrlYllp9dW4uP1rzPsqDZGdo+BsIZ17IGgrU7HhjZew170j4j2VKEvdh7kvrYE6MhLhbraGZXTVJbi8YzkWH8lFYFAQnKwV0hoFGSzk1bi+ew9OljujTaQHKovyTba5GFWwgK2FFnknvsEzzyeiycCWcLeQtkiH6pJ07P70NSyubo0eIXY1qzSlU+Ha4fX4fvEm5NrYQ1ucZ7JuMeUVolwjh42tFZRyPSrTd+ClAY9jj0UAQgI84CjSSS6TiV3PxL4vXsZnibbwsyo3fr8AZWqZ+K6N2AeRmuK3Mo6uwgtvf4r9N5QI8vWEk6O14QyNXpWLvd+/h7cX7YLWJxj+ro6wEulKei0qss7gh2/W4XKxClRdhjzDuvNQWKKCXmkFK0ulYRsADdKPrMIXHxyEW6eW8LSSQVOWjl2fvIMNVu3QztdSpHM+ji1fh+NlVgj0czNs1x8mIi7GGGOMMcb+ETTlmbTtq2epZYCDdFrB/GTXhAY9/R1dLKgW4/RKOrtuDvVI6Euv/nyKSipy6eiP79LYTv5iWVvyjxpOb/6wm9JKxbLSD5Sdprf6RZB7xCCav/EilWuluSq6smoGRds60cBFp6mqKod2fj6Noj1DaOC8HVRp+KKacs6soamdm1P0+PcpMbtCmnlT5TVaNmUg+YnY4dZt9qZOTy+hq6lH6IMhoWTv2Yne/T1drFHQF9CxL6ZRoI0H9VmYWDOvHjXln/qRRrf2NrNe46R0oSY9n6VfDlyjSk0xnfvxZYqL8CSFgzt1nDqftp3LpiptBaWsfZ1i5fIG37elkM6T6dtD6aQRv6Ypu0FbFjxOrTwcSQ4PajN8Jv149LohnVQ552nRmxOpRYALubceRC9+uImuFqtJXXyNlr8zjkJcrRqsW0FO/nE0asYntPlEGqk0OrG/2fTz9B7kGzeWvj+ZTzqqoMsrZlGwnT+NXZ4i8khN2Sd+pYc7dKXx722mgkrxnT+BzywxxhhjjLF/CIK2Kh+nd/+GTbsK0LTv/Rg7oj+6d+2KLl26iKkzOrZuAruiC9i98TR0nQahX7gdsi8exJoVu5Bt54tQTTJ+234e1s06onOsHyrTjmHL/gz4tUxA8yAXKGU6FF49hd2/70FirhIhLZoj1NMKRcdWYf6GC/DoNBqjO4fCSVaBi4e3Y8cJObqO7oVAWxnKsy5iy8Y12F8dgmEDOyHYybrmbJVELofS0gruYU3RprO0rdLUCQnRvlAVJuMshWD4sF6IscnF75t2IlcRg67dmsHFQoOMQ+uxaPtRlEfch0d6h8LauMoaWhRc2oUflu6B1qsbxk0ejf49atOjCzp3bIdI10qc37kPqVah6Ny+FcIimyC+WSB0xek4tWUTTqhcEB8XBmRmQRvWou67Xbp0QKsQW1zevxO7U/0wdEQ83C2t4eYfCF9vO2hcvBGsuIZtG8qRMLQ9Atw8EdMqAXGB9ig4tBGLvt8OTZfh6O1Zhq2rf8LaA1p0Gj4WY4b1M+RZ545tEGSTh12r1mLPFQvEd2mFAGc7kSeH8OuGs3Bs1g1dW3qg5MwmfL5hD9BhIia3cRP7ewirV29FQUgnDOvYBPaWf+LOI2PQxBhjjDHG2D+Aiq5u/4wGRfWl2UtPUZnGcFqnjq4qm3YsmERBLo7UfP4h0pKeKm4co3fGdSCP4Pb08OyvaP/5DKrU60lddoN2ffcKdQhrTsPfWUfZ5dK5E6KKrFP01ZP9KMTNi9pMfp8OXC+k4r1vU5BjF5q7O0OsU1AX0LFvZ1CUSyuaujHdcFZKnXOG5k7qQtadnqbNKYU1Z6puS2xb6n6aNSKe3Ee8RSeyy0lfkULfTelO0QmP0IrzRWIJHZUd+5KinGzIddoGyjd+05Rem0zz+8ZQ+4Ff0fnSBmdadNWUeuh7GhfnRf73v0IH0spq5us1lHvhd3ptRCuyTxhPS05kGs4c1aejypxj9MGoBLKxH0o/XVHVza9I3kwzF66lM5fO0cF1xyhLZfK72lJKWjaTfKyU1PGrM6QuTaVlL44gL3Si15efo0pDAgo6NRVc/J1eHpJATpbxNGv1edKJRMs/v5zGhDWloU+voGsVasre/g65OkTSo+vTRHpoKefUchrXKZZ6zF5O2WW3bvW94Ac8MMYYY4yxfxAZ5EqFmMzfpyK3ckPzNq3h6GyBAsO9QDLYuPqhZWQ4HHSOCO/UBfFRPrCRyWBh74v2A0ZgZAdvXE+5ipIqrWEdtl7N8cBL7+PtaT1RtuMTTH/nI/y09gAiJjyJMW28YbgTycIFLe8bi0kddVix7BCyCVDaOMDPyQVOhrXcHblcAa3cE60iIuBlawmZbTD6PzoRzW2uY9/JVFSI4bythy+ixHKNU0Jp1cjncgt4BDVHZPNAlJeVoUKtMVwDB5kS7oHN0Dw2BiEe3vBxtKnZr3rksPGMQMf24bDQZuJ6jso4X4Pca0k4unIPkskH7Ye0hre1SdihcEBYbDO4yqV5Ir8sreBm53Rruohtcw2PQ78+7RBkX4DkG4WG2bZezRCXYIfU9CRk5ucj9cJVOPWaguldfQxn6uQKpZic4OPiAgvlnwt3OFhijDHGGGP/jyjh6huMYGsbkEZnCAxkItCwsvBGp14DMDAuGNaK2kBLBivPEHTsGgsXZTXKtMZHessUsPeNwehn5+D96X1RtPFfePYTD0ybNRTBNrXDaxmUrnGYOnMMrFetw9F0tZglg0Imh7e/G7xsROBjXLJxOpTkpyNHbFu3Li3hamch5sng0aQfRvdqguy9p5FVJrZJbL+l+CQ4yv+eArEaMljbuSLIy1cEizVPsDMES+K/5cWpOJNeiQ5D70N8kFMj22sFZ09nsQklyCqqDZYIWnUVqq/txsrdyTD31igpCKx5YIOgsIC9qx3spOdgNKRwREjzJnD3q8SJtCxoxPZZ2XgislkQctMPYd3X7+LFc1FY/PGjiHFUii/ooa5SQa30Q5NwP1j/mUvwBA6WGGOMMcbY/y9ikC4Ngm3dHQ339+irKpCmc0BIh3YI9LAxLFJHZg33QF/olTJU1AZLBiIYcg7GoGnvYNEL98PLcSVmvrIE5wvVxmBDooBzwhC82Os0Vu9PRnFeJq4UWKJ5dHN421sZl2mcriIf5w9fRUhEX4zuEIbaOExh44xW3eLgbXkOZ69lITs5Cect22Fc22ARCv4xMpEmlvY2sLVQGtKGdNW4vm8/8is647H7WsPN8OQ9c2SG70oBEtU9qtsCLr6BcHHKw4qFy7G/QGOc3wiFEjZ24rctxbpuiU6UcPLwg729fd2jyOXW9oiOS0DTqydx4FoQ3nvtCXQOdBBbooeq4DoObd0LRLVC/zZBsP2T0c6f/DpjjDHGGGP/RdoypF7LRaW29vyFDAoLSygttKiokt5ZZJxtQnpUtQ5WcDKc3dGjvDAT+RaEsFZBcLjlWjM5LCyt4B3kAQ8r6cxOA1be6PnEO1j80jBUrZ2Ld78/jhKTUyk6uKJpOz9s+fZjvDH/QxxV++H+YR3gYd9YWKODqrgA2dfOYsvyFThYaoeeD/ZFkJPJb8sUsHPxgqbiGpZ88Taee2clgqY8i4cSnI0LNCCzgJWtEhpdBarUt57nkYIcnV4Oa7GfFoqa8ECvLUC+yhcPLXgYcZ53DuzqU8A1si3GtImE04VVeH/ZGZTXe88uQaOugqouuDJysoejk7X0rIt6LG3s4SFtm/FvyC3hGtwEIc08oLe1hp2FApqyAqReOIBFC97EwgOV6DXmfjT1MvMY9XvET8NjjDHGGGN/U2rknl6PV99cg+qoWDT3tpfOc0BWlY/D+7fh0JVsVOZdw+kTx3D06NG66dD+Xfj9sj3GPvYAugRYIf3UfiSet0DXgfGgS3uxfP1WHDx8xLj8ERzYexoF9k3Qr10zOOlSsfWHn7Dl4M31HT2ZhLzKUlw7chb60N4Y2DMSDiIwybp6CmuXLsTn323E1UuFsGvSEROenIr+zf1MLvUzUZ2PU9tWY+n3P2LLqfNIznLFgAnj0Sncue5+IarMw/mj27Hkq6+xfsNBZOTLETlqOt5+rD8C7BoLwJQovLwNP+88i8qqYqScO3Fz28V05PAB7D6RBs+W/TC8m9hHK+meL0eExDWHn8OdLhfUoeDcVnyzIQWx90/CgEhHw1yZpR2ccQNrtmzH0ev+GPlgB3hb1q5Jj+KkbXjnp93w7jcFD8U5IPXQdmzYV4E2owegVdDN/TWcuarMxLZ1W3DVuwum9W4GpUwm9kiDlDN7sH7XOZSrCnB+z3r8+O1ibM7xxcgnn8UDXUQeNHo27B4YHvPAGGOMMcbY304FXd36LxrYeSzN2Sa9Y6eGrjyN1i94nMI97KVTF7dONuHU75UVlF6hJX11CR1a+QnN+e4wpSfvotdGtCFbi/rvErIK6EVz1iRSuaaSUte/QOE2JusymXx6PEurzxWQpjqfji9fQI8MSCA3j9Y07JGn6f2FW+n8jWIz70GqpabsY2vo/Rem0fSX36Xvd56h7NL6S+tLL9JPz46hbq2bUlCTvvToCx/Q8m2JlFOhvsOT9XSUfug7uq+Fn9nthtKJIvvNpFWns6j69isyo4ouLnuCnL370gdH6z+LT5O1h57tGk3Npq6jLLXpirWUt3MO2Xl2pNm7MkhflUO/z3mCOredRmvP5tY8TdCEPucIvdi7B/V+ezNVS4/Dk6iL6czK96l3mCcpYEehXUfQtFe+oB2JN6jC8O6rv4ZM+o9IJMYYY4wxxv5m9FCX5eFqWjlcAgPg7SA95kCig6ogA+cvp6KkUm2cZ0LpgpCmUQjxsIOmMhvHd56AfUI3RFmX4mLSVRRUVBuiiFpKB29ENgmHt6MS5WnncTQ5z/hJfXb+MWgZ4QFd+hH8/Ot6JFcFoE27dkiIDYWnmzOsG3kgXQ09KvOykFcN2Dt7wM2+dl9qaZG981+Yva4QkRGx6NCxNaLDfeFib4NGHvxXj05ditRLF3Ett8w4x4TcCq6+YYgM84LdPT89rhqXln+CHzQd8OTwdvC2NdlJfSlOfv0JDnWcjmnNTR89oUP+rq8w83wzvDu5M7zlRTi6dTsuacPRf0BLuFs3OENWch6LFp9GaK9e6BHjZTzTRdCU5+PKpSvILtbAMSAEwb5eZtLtz+FgiTHGGGOM/b9FpIOmWgullRXkf8FVWxK9thqqahGkiSDExtri5lPf/hSCTlWGUp0SNpZWsLJU3OHyuP8UglZVCbVSejhEw0BL2mYV1JY2sGlw2aG+ugLlsIaj9Ehz0kOj1kAvV8LSwsx+kRaVVTpYWllC+Vdl0l3iYIkxxhhjjDHGzOCn4THGGGOMMcaYGRwsMcYYY4wxxpgZHCwxxhhjjDHGmBkcLDHGGGOMMcaYGRwsMcYYY4wxxpgZHCwxxhhjjDHGmBkcLDHGGGOMMcaYGRwsMcYYY4wxxpgZHCwxxhhjjDHGmBkcLDHGGGOMMcaYGRwsMcYYY4wxxpgZHCwxxhhjjDHGmBkcLDHGGGOMMcaYGRwsMcYYY4wxxpgZHCwxxhhjjDHGmBkcLDHGGGOMMcaYGRwsMcYYY4wxxpgZHCwxxhhjjDHGmBkcLDHGGGOMMcaYGRwsMcYYY4wxxpgZHCwxxhhjjDHGmBkcLDHGGGOMMcaYGRwsMcYYY4wxxpgZHCwxxhhjjDHGmBkcLDHGGGOMMcaYGRwsMcYYY4wxxpgZHCwxxhhjjDHGmBkcLDHGGGOMMcaYGRwsMcYYY4wxxpgZHCwxxhhjjDHGmBkcLDHGGGOMMcaYGRwsMcYYY4wxxpgZHCwxxhhjjDHGmBkcLDHGGGOMMcaYGRwsMcYYY4wxxpgZHCwxxhhjjDHGmBkcLDHGGGOMMcZupa9G+tF92L7tBAq1ZJz5/wsHS4wxxhhjjLEGCJV5F/D9v+ZiwbozyC/TGef//8LBEmOMMcYYY/8vaVFZWICKRs4aaapKUJxbJOKmezurpFdXIi+/ACWVmgZfJeg0Gmi1OvGvOyFUlxchJ78Mal39pfWaSpTkl0JTN1sPTZn4vWr9zb8rKlBZLX7fOOePUrwhGP/NGGOMMcYY+3+BUJV1EJ/MeAt7yuQoTU/GpUuXxJSOMtjBzc0eSl01Lp3eh0OparjaaZB57bJxGTFdy0CZzA6uTrZQymXGdQo6Fa4fWI5Zb3yC/TeUCAj0gbuTjeEMDWlKkbR3P05naeHl6wYrhQ7Fmck4deAgTl3LRoXMFi4ONob16cozsOHL1/DawmNQunvDx9MFtpYKyKgKl7b/gE8/OwGvLvHwtiaoci5g5bz3sMu5Mzr6W0Ejvrt76Uocr7BDeKAHLE237x7xmSXGGGOMMcb+v9FkYuf7r+Odn37Gmw+PwNChQ43TKDz85Dc4VaSFQmkFB3sdzm3+FI+PG2ayjJhGTMArX25GaqnWuEIjvQ7V1YBT2VWsWPAanpn1Hn4+lgUN9KjIOo9VC+di1oercSG3DGVXtmPeC09i4gixvpEP4NFnF2DD8XTDmSR9dS7SrqYiefdCvPDkC/jw533ILNeIHyjFmc3LseTIHhy7XADxa0jduQQvfr4Wh1PyRQioQd75ffhhyVJsPJqKKk3t2aY/hs8sMcYYY4wx9v8NqVFWaYe4foNNgqDuCNNcw/ZdaQgdNhIdAxzg7BGIuLbdMMgkUOrdLghl586i0DYM3Xu0R6CThXGlgsIS7sFNEN8uFr6UjJ9/Wom96U0xanQs7KuLcPHINmzanongOE+cX70X+X6tcN/wAYh1U+Hkzt9xTOWHvt1i4ebsgbCmzdHE3xrXT+zFlh2XYd+yAzqEeUGbdwprVp2GXXRXdI33RmXSdny+bh+UnSZhchsPFF87jvXrt6MopBOGdYyGveUfPz/EwRJjjDHGGGP/SDoUHlmGz1M80T7IHvUuRpPbwqdpC8TFxZlMzeGrvoCftyfBr/9YDGziBlffULSot0wcmkW6I+PwHtywT8DQge3hY68wrtRIbgF7N3/ENPNEweZ12JHdEpOndYCvnQPsdXk4vPs3bD6iQ5fHp2HqmL7o2DYBbeLCIUs7jq0b8hEzrDeaezrAztUHEc1bIMKxFAd2H0ZFVA+MbBMCazsNLq/7Hdl2MejaNQZORWfw+fJMDJo6Ff3DHaApvo6duw6hPKgzRnT+c8ESX4bHGGOMMcbYPxAVnsCns17F649+iL150iVsd2INn7AIKC19EebtYJxnhkwvwjA7+AZHwtPF5KxSPXJYewUg2tXS+Lcgt4F/ZAw8fL3h1rYz7uscATdbC8hEcOXg3wpjHhqNINciXEwvM35BBqWNC4LDg+DiFI6YIE/DXBv3Johp44DUzAvIyM/BpRPn4DL0aTzT3dsQEMrkcjE5I9DdDZYWfy7c4WCJMcYYY4yxfyCZrT+6jhiM/hO6IbTh2R+zZJCLQEMKEWr+3xxCecYl5Fb6otegVvCyvN3DE2T1z2YJMjFD5tEBk0Z1gYeVyTbJLOHbtDV6etigpLjSOFP8WlUOTuw8C/duAzG2UyCkZzVYWrshqlkoiq8fwK+fvYs5mR2wYsF4BEvbQjpUlpag2ioQzaL8YcPBEmOMMcYYY+wW1r7oNv0TrHx5AAJs/ophP0Fdlo7DW07D4r4nMDzBF0rjJ3dHi6LsLLjENUWXaE8oG0RSMkc3hPsooNUZHxpBGuQkn8N+TSAGPjAIIc7Whtlya3tEtkhAs6yLOJ0XgXdemIg4T/EZaVGcdga/b9gL69h26BsfCOs/udscLDHGGGOMMfaPpIfqxmnsv17+5943pK9CYXY6zh9Yh0/+tRiJqraYPqE9PCwanjdqQK1CSZnJ0+g0Jbh6oQyRnqHwd6oJfOqRK2CpcEWQh/ESQL0GKpkrBg8djeGt/GFVG7nILOAaFIXgpm4oJ50hoFEV3EDi/jV4d+5crLhij4GjhyLSw6Zm+T9BRoLx34wxxhhjjLF/CKpIwa8vT8e7haPwyxfjEVXvUrxqZOz9GQvWJhr/lhBUGafww/praDN6EqY+ORWDwquxe/UyrNp2BXY+HrAP7YGHJvRAhOkT8BpTeBAvxI/Ah5YzkXjhWYTln8EX32yDY9sReKCtHhs/WYSDBSaPHtcW4WyiBSZ89A4ejKu5P6kxmoIkLHzlKby9Pg8d+rSFhzYPKZeuoyK8L554YjLuaxsGhzsFc3eBgyXGGGOMMcb+iSqS8fMrz+L9wmH46bNJaOpQGywRqtN3YNaQh/Cv0zeM8+qzbvMcVi+biZCMA1iz5gxsmsehffsExET4wq7h9XONMQRLT+HM+A+w7K3OwMW9WLU/BbG9eoF2fIgHZ3yBq2Wm72lyRfzU97HivQcR6mTyYAhzdBVI3r4UM5+fg9/OlSFyyFiM698fQ/p3RmSA682zUH8SB0uMMcYYY4z9E5EWqtIilOjt4O5sW+8eIdKUIycjH6pGQgGZjRv8PO1BVZVQVROs7W1haaG45YENt1V4GO99mIYhL9yHaHsd0i6dQVqpD1q39gOVFiC3pBL1f14BGxd3eDrZGh7kcHsEvVqFwoJClFfpYeXoDGcHO9hY3s2DLO4eB0uMMcYYY4wxZgY/4IExxhhjjDHGzOBgiTHGGGOMMcbM4GCJMcYYY4wxxszgYIkxxhhjjDHGzOBgiTHGGGOMMcbM4GCJMcYYY4wxxszgYIkxxhhjjDHGzOBgiTHGGGOMMcbM4GCJMcYYY4wxxszgYIkxxhhjjDHGzOBgiTHGGGOMMcbM4GCJMcYYY4wxxszgYIkxxhhjjDHGzOBgiTHGGGOMMcbM4GCJMcYYY4wxxszgYIkxxhhjjDHGzOBgiTHGGGOMMcbM4GCJMcYYY4wxxszgYIkxxhhjjDHGzOBgif2PImgqilBQoTH+/XdF0FWVoahcBR0ZZ7E/gKCtysPpnavwycwx8B60AEkavfGzvxnSQVVRhlJRtrlIsP8I0qAsrwiVf9Mqw+6MtCoUFFZAq+dWhbG/GgdL7H+SXpWF/Yvexuz1SX/rASWpi5C49ivM/Xk38iq1xrns3ulRnnkZuzb+hK+WbkVBUaVx/t9PVdEVrP7mC3y/ORlVxnmM/fvoUJF2CB88NQ/bcv7uB5+YWfoqZJ5YjZfeWomUcs5jxv5qHCyx/0F6qNJPYukPa7HzQobo6v+uCOr8q9i0Zg3WH76ESs3fd0/++xRwDu2IZ2a/jLFx4bA2zv37IRSnHMTKr9fgTGohVHwQmP27USWu7l6Nb7ceQUpWtXEm+0epzsXhtauwefNJpFdzP8PYX42Dpf84QknWeRw6lYE7H/8hVOelIq3kLs9IaIpwZudJZFTdyxkMNbIOrsTirRdRanbgpkNh0nYcvCYdydeh7PoRLPplA46nldQ740NVOdj/2yEkZZSKUKeWHuU3knD0ZCJyVcYGnFTIvZaFitsOEmVQWlrDWqEU/7p3VHoR69clotz4d+MImpJr2CY6mALtvVyfIoKgzAP48JsdSC8z3zFV5Z/H7sNp0FlYwkpMt69oIp+zD2HxWz/heFZFvXS9OzpU5CRh34kLyC+/c95ryjOwb8MybD6dgdpskZCuGjcunsDhk+m43ZCKKtKxbeUhZN3mukJ18UVsXPgjjqSW1A92qQLntvwofjsLVWa+rq3IxcWkRKQW/dVHR9XIP/c7Vp4sNP59K9JV4fqRbfhl6S6kltZPAV1VIZLOHkFSlso4p3FS+Vv30xEUNpI8Cmtb2Fn8oZKNqrzzWLX1KDJKbj/oJb0a6Sd+x8+Ld+Bag2VVhSnY8+tqHE8tEqlSqwrJO7/HJ+tPIl9lWhcIZSm/Y+n2azeX1RTixNr9uK417qCmDJeTLiD5RrGx7uuQn7QTh6//kbN/WhRdOYYdB04gp+JOgz4VknYsxee/nUZhvW1W4dKmL7F4h2jTNKaZUIWMvd/hhUU7Gqxb1L+cU1i/8RwqjHNupUdF5nnsP3wEN0pr6xghP/Uwtp/MNdZZ0d6J9nF7UpHhL4muMhsHl32BDxcux4FLtcvV0iA/cRuWbxVpbvaSUh1Kk/fg90u1LZmU/5dxNOk6yqvvob2SKWFtawOZ/M5lTl9djIsXz+GKaIfunki/gsvYsP0wUvIrG+xjQ4TyzLPY8vNWJBeZO68q8v/qJSRdSkOF2V3UIO/UVmw8cwNk/CF9dQHOJJ7BpRvlxt9uUP60ZbiRVYjqu2rj9agsKkRBYZnYkj9ALbZl7W84U3q73xL9R9F17Dl8AEm5Ju0JaVFw/TyO7LuIMqltVWdh1+dfYfWpbJN6KmhEX/vNt/j1eObN+UoL2FhbQvlHmhV1Pk6t3oDE226zkbYIp1Ytx6o9Fxsc6BHpJurCj+t34nKeSb7qynDx9w1YvfUECqtNUlRfgat7t2DNxsPIqTRt60VZyr2ITVu34GhKIXS1myTas9ykfVj96wacyy6/2afoq5F29ih2700Rtf4mvaYElw5tw4ks47aIsVHKjaI7lM1GiHzJPL0dy77ZhqvF9ctsidjn5T/twrUi018nFCdvw5I1x5Fn7rpXqZ9NuYDE5Lz6fWMtkcYnt+7E/tPpUJv2sbpyJO/Zga37zqNMbeabVInre8QYrLbvEmmWnSzVpazb9ufsLhH7j9KXJdIHY9pTeFQstWnXjtqZTp170Nh3f6Wz2eWklxauuk4rZwylfnP2UKGYoS3PpeNrP6IH7uspln+UPt1w1jDfQFNEp1e9S71ataDYhDbGdfam8VM/pZ1JWVSpNS7XgL7kHH02ug35BHeiGd8dpJyq2hVK9KRK304v9+hB7+7OIX15Gq15fRJF+QRQZOenaemh66SSFtNW0JWdC2lEhz70yBd7SFRkw7fVZem08b3HaMDDr9Pe1FIxR09l55bSlJ6P0y/nisRfasq/so8+f3QIdWzfjnq/8B0dTiup2feikzSnU3Ny8WtCbRumU7sHae7686Q13dRaVdfo12f6kb9/E2p9y/dqpm79HqLPtiRThTqX9n35LCU0aUpxbdreXGbwJJq75gQVqhpLtEI6/PEEcvUMoe4vLKXEXEMq3FR5jZbNHkED5++jkvIU+nHKYAr2CKKWrWvzpXYaTs9/sZOyy1Jpw/Qu5GnvT+0HPUfLD6VQqcbczpmjo8rsRFr43AhqGhlNcbf8hjQNpGlzV9PVkmqx7dV0dvWb1CvAmwLjhtMrSw9QfqXGsKaKjH302pDWFB4ZSwkm3+/y9CI6nlVpWEYUYDr3y2vUVqRZi7YmadZ9LL28eC/lVKjFMvm0c954CnD3ppgBk+jz35OotLpmfzRZW2lqCz9q0ftx+n7fVSo3yUS9KEfnN35Kzz31Fu1KKTfOrU+fd5ze6tua7Du8RRdEOdNVFdHeJbOpR932TqPlomzVp6eq9J30QtcW5BvZ6uY2t+tOY577nI4Yy1xlwQl6d3As+Xi1pDEzvqTD14sMZUyvLabD379KA5pEUHSLBJPvizLb/xX69eBlKlIb90Ps+/55o8nfO4Li2t5crl2fafTlnqsit4iK03bRjC7B5BnUjFqbLtOuA/UeNp2W7BX16mayGIl9yL9Iy14cS82CIig2vv52SFOvR1+mlcfSSKPTU3VpIs2/rwX5eMbSyKc+pQNXC8hQpPRVdPz7Z6mFr8iD+56iX46nU7XYKH36BnogxItcQjvQxFeXizao1LCt+sJTtGB8W0oYtYSuSG2DuoCOL3uNOjaZRuuzpLxWU/aZdfTUhOn0wdoLVKHXU+XllTQxOoTCm7e+ZRvbtx9Mr/6wl0TAYdir+nRUknaY3n24NwWHRYr6YlK+DFMvmvDMp7Q3OZ+kJkaXto7GBHuRa1hnmvzmSrqQWybWoKGCU0toTKAbeUZ0pAmvr6AL+TVlV5/xOz0S6knWHsE04tkldDy9mAxbUXWVlk3tTv4BDdqM8a/S2nO5hu9qKjJp64LHqff9z9KGpALxO2I/r/9Gz/RrSyM/P0pSi12df5q+mtyDun50wLBeXVU+HVr6CvUOcSNndx8Ka9qSBr/9CyVmGrenIoWWP38fRYe1oYc+3EoZ9TJd5Hf2IZo3tB89vTHDMEdbkkK/vjaJEqKbU3xCw7TpTqOeWSDa+lzS1jS/JrSUt+9jCvb2paDmt5abdpPepQMZlYb6d2HTh3R/QhNq1uJm3nV56ivafSGLROthhtjv4hRa/dZDFBccTjFxt+Z5j0nP048HrpJKIxW0Kjq6eDrF+MTR6Od+oETR193cXNHf5J2nRTNepDc+2UO5xjbjJh1V3DhMC0Z3ozbP/0IlopzrNWWUuG4eDb3/Ufpqf5roUUS+pG2lWb2a05Q1Un1TU87xX+jBB1+jFYk1eVmZfYaWvPm4aDOk+v8x7bks8tP4U7ryTNr84Rs0442f6UqhtMcVdHXfUprRV+zLgLH04tI9lFlqPiVI9IbXt7xPrcNDKSreNH9G0Utfinbe2M7q1CV0Yvmb1K/dIHpj+am6tr66NJm+nTGBhj/2JZ3LL6JLa9+luAAf8m+aQI9++XtNndGX05VNH1GniCDyjWhB4z/eRKklUmkroWNfT6MmfkEUHd+wD+hBD8z+kS4VNeinJNU5tPfLpygmKIia1Nvmm1Pn4XNpy1XRX+tVdOPQjzS6QzPyC21K/d5YTsmFNfukr0ilta+NpeiQEGra4xXaklYh5qop79xvNH1gG/ILiqQez39N5/NFmyHqaGHyTnpxREfyCwinrk9/QiczjdtWLfrWxS9Sl6ggiujwBP14KrtmdtFV+vbFweTnG0BtHnqNNpzJEjkthgkXRR0c2IUGPvo5JeYZ80VfQEe+eZH6dB9Jnx0W4xaqovQdn1KPIW/R7lzx+zo1FSTvpQ+emUBdRZsy6c3vKTHLTNoYaSqT6OMRLcnbI4aGPfFxXftDuiz6+eke5OPdjAY//gkdFmMcQ1nWZ9OaZ7uSZ1QnevTzbZRWKu1zLT2Vpu6nN2c+Sa+vS6oZP9WjpcKkTfTE4PYUFjWK3ltzloytBamyTtL8yf0pImwIvbHsGJXXqx5iLHV6JU3u+jz9fLFELK6lgsvbafbortS0aYu6/rx9h2fo+53nKO+WuvXX0lZn0r4f59OjvaTfFeX/w7V17fDfFQdL/1GldPyj4WSlkEmHC8xMMlJYBtLARxbTxWINVZxZQm19nMjG+WHaeDWHjix5gdp5WJFCLn1fSVa24fTw92dFhdNQzonlNLpTKMllpusW61NakXfnSfTj0fSaCt6Q6gZtmz+RrC0syNrVn0Yu2GESMIng5uD7FGwbQ6/vFI2WXkdVuUm0/K0x5OVsTzZ2ETR5qfh9Eagd+2E2tfW1JwvfMfTTBWmwqqfi63vphYGhpEiYRD+czhLNQBHteKkdKR0CadDcnXT90hZ6om8LslfKDdsrs3Cm2G6v0e50UalUF2nhsFbkoDBNn9pJQb6PLqbC2h6uTiVd/vVF8nayNvOdm5NM5iICog9o5+5f6P7OUpo1WEauIMuYsbToUCrVjoHrEx3o5nnURSEnuY0ntXvgUzqRW2X8TCjdR0+HOlObd3ZTcXUGbZg9ksKsGvyGYZKT+5BX6NCNYkNHuWLWUHKTW5BNRG96bdUZMjuebEBXVUh7Pn+Coi0UJLtl/bWTnJSWvtRnwW7DIK9E5MuCyQMoSCb20yaBHv/mEKm0Ktr/r+FkaaZsyqwcKf7J5XS9SuT/te30WM8YsmyYZmJdFi0fpRXnckQ+ayn72Cp6dmQrksmVZN1sCH2w9aII2MXgplgM4h9sK+ZbkHubUbRwTwqpjOVSCny2fvAItR/wPP1+paxmZgMNgyUxWhKD9a302euzacmO03Qjt5SqGkbR+lza+dZo8rWzqL/NUv2w8KKOM1dQvliXXldNOec306zBrcnBwlr8xjO0TXSAmorT9GZnH1LU+27NJJOJ/AqIo4mf/E5ZlVqqOP0ttfKwv2U5yEQ69PyArohNLss6JoLS0FuXEZPMOpRGvLiBbjTszNRFdHjJTGrjomw0n2VKsS2Bj9CGNJF2IojJu/g7vTKsLTmKfbFr+yRtvFIo5mvp2p5FNLajP8kUFuTd6yn6LSmPdNpqyjz6Cz3cPViUFTdqMXYuHUorFWOzk/R2Z1/yaTKeViSJ9Val0E+Tu5GHRVuaf1R0yupSOrxoBkUr42jah3spvySJvh4VS0oz21czycnSPZyGzdtDBQ12UavKo/VzRpK7UmHme9JU0575jZ5Dp3JEMC3yK+3gjzShS5DYZneKmzCfjmeKgElsw8r3HqNYQ3saRgOfXkoXC8SwRAySii9sojljokW+O1P04Bdo88Vsuv7bK+RmZ3nr7yksybbHHDpTriOtGESvf2scBTt3p7dWnaVynQjsdr9KPlbu1PmxNXRDp6WcA19SuygPko/9nnJEucw4voxmTHqIFvy4mn58dxJ5ONuQ3NKWgmOeoBXnC0lfnUuHFr9AoV5OpLSypfaz1lB6XcCkF2XpO2rt2ZweW5cutr2CLopApn+YcyP5LyO5SBu7rq/TsWKTtshAWtdiauPrYuZ7YlLE0MzN6VSWuo2ebCPKecO6rbSlgGaj6ev9GWJI1oCmnBJXvk6d3JQkN/2OySSVMxv/B+mX8/liUzR0ZfvHNLCJCyktAqj3k99SUr5KbKFEJwbRv9PTfQbSo3NM+6FaYth7Yx/N7hlL9r5TaUeRhnSVoszMHU3Ort3o1V/OUpm+mq7+8pho1xyp3dy9VKIWwc/r4yjCzot6zN9FWs01+mJcLFlbSvVIqv8izTq/RAfzpTQTv39lOz3bN5QsYibQDyfTKGPbWxRuZ00WUppIbZxNC3r0ox2Ub+ZAmj7nIM3q0PTWtlGUeQvrTvTaxsuG5XSVubT1/UkUKvoZz97P085r0oFDouLkX2mclwNFD5hJ26+WUPm1w/Tt7CGGdSjdw0SgvZZSy9VUkXqcfnhjFMnFOEDh7Ec9XlpOV0vL6MKvsynGz0zbI+2np+iXz+UZfv+mKrq+9QNqFepm5jsmk9yWmrR9lfZnV5MqO4nWfzyVfNzsRFm2ochJX9FZkQ9UXUCJa+ZRpyBR/mWW5Bk/k7amlYvY5zrt+OYFiglxE/27NTkNnkfHRcCkLs6gfUtfpYQm3mK+Fdn3fYsOS4GMtpyu7f+exrWLEOmoJJuQSfRzcqmh3BSlH6MvpvSkQHtRL+370cfHC6kscz/N6hlEji2G01f7rtcE9Lpk+rS3H1n7x9LTqy5SddVVWjqhE7lY+tHQHy5R8Y0D9PLAKLIS7YyhDFiKtr7vh3SuwtwASRC/XXBlF705sj05SnUsYSqtFm2mGOHQge9mUhdnsQ6lL3WfItIip0LML6Gji6ZRrEz0uy6xNOG93+hGeU1QKZXh7BPf0bD4jvT0yvPGQMhUBSWtn0c9g6R8VIgxXgiNeHcP5YsCoi6+RmvenUAR7naifMfSY2LsJ4WkNSrp4qpXKdZ/PC05VyQCvBv0/bPdydI4tro5KUXdiaRJn4u2+t8VMOmyacOLA8jOxoqUhrogyr9o3xx6vEWnRVv6d8XB0n+DCDo06moRvNQvrFJnNS0hnOKGvk77pYBBDPK2v9xHFLQAun/OV/TVG/No87ksqlJl07Flr1G06OC94l+i3aIRu5WeVIUX6afnRlCYpTM1f/xrulbc2BExMeA8/hUN97IgW78mNEkM/G6UScfohOzf6EG7HvTlyWLDkjUq6NLPz4hBmIwCui+iZMMBr6v08/P3UYi96ITazKLdWRVUXZRC3z43iIJ6T6ffLklHY8Uvpa+lMf4uFNtuCr385sf0yY/7Kb+ymipS9tLciSI48omhad8epxKzdUpNmQe/pT4tfEkx7BMxQGmssmupqqK65ihPA+pLi6mrwp5a9HqVDmTemh7aiiza9uGj1Nw5kIa9u5mKGju7JOiyRaM7NJKUdoHU7bGv6IQ0UDNsUjp9PyGORiw6bebIkUSEjZd/pycHiEFb12dpm7Gz1IuB56FvnqEYETDf98LPdN1wxPBO9FSedphmje5K7R//ki4ZOn0TIpA9+fOrFB/kRGg/hy4aE0VfVUDHV75DXZqIzs1tIm2oPbJXjxhkXVtHj4bbkmfE/bQ00bQM3KSvSKdVs8dQoFN/+nhHSl2AqS6/QVsWPEqtXC3IZdg7dCavpmvQVGbT1o/EfGclubSfQEsPi05OSjhtJZ1dvoCeGDGHDmeYT7n6wZKGynMu0rYVP9DOFDGwNy5zd0QHeG49TekWTdZuD9Jaqb4ZqfMS6dMJPchd0ZJe2XSNtNU3aOFDzQihXWhWvaOBajq74iVqays671YjaOGBdLHWW+nzj9ObvVqSnfsU2lHcWGeho9Stb1G8wp8GPPILpTTWcdcGK96T6DdpcGGkL79CP0zvJwbvUTRt1RXjXLGXBefpq0f7kqcilmatqRmsSfueJ4KGJ/vFkIU8hMZ/fsAYYOqoLP0QvTq6FVl43Edf7JUGH9WUuGg02ftF0/S1yaTV59HOd8aQn2MXWnBcBEu6StG5z6Ueji3o8Q9Ep17bAYs2Tq2qEiXdlAgwTnxKnWw8qcuEH+jKrafPDNQ3DtGsYa3Je9i7dKHuaLieKtOP0Buj2pKt03206FimMb/FOq/to1nDW5DScyR9c/hGTR7oNJR57Bd6qGcYWTh0p3fWiIFJXZIW08ePdiBL15709qrzVHHLZuipOvc4fTgqnuyVTWnm9hwxT0UpO7+koZGxNHbub5RboRVjsiXURQRpXR9fRxmi/KourqbBzQNIPnoxZVWX0O8LplD3wW/RoQypTortTxUDriGRZAUXajfwczpraOQ0lH9OBKkh9mTt6Eq9X/6Vroh22rCp+XvpKb8+9PYBEeTW0ZO2Suo7TMuHntS5J+mDkWJA6DaeVl2TzuLfBRFIbHnnAQpwDKcJvyQbZzZQcY1WvTKUbC1cKWHQfDpmUubqqU6j1c8MogDvsbRCDPRrSWccVs4eTkE24TT5+9PGuaLuXdpKzw9qRfZyf+r97I+UUlJlyM+qnLM059ln6NmvD1ORueZPn0973htP/g5t6a39Il3UJXRo4dMU7dadXl9xjsr1eirbN4e8rRxrDlaJlCy9sJbGtxUBUNvnaMWPL9ATn22h68UqKkw9RJ9N6Eze1qE08ruzNeWmKo92ffo4NRfl+bHX3qPpE+bQqrM5pKkqpsSNH9LgBD9y7fQMbTe22Xcktb+/vE5tgpzJfeJ3VJOT0lmCU/TBIz3IRaRri0cW0lUR4KqKk2j+mARKGDmXjtS1f2pKP/gljQq2IdumPend7aJ9Nc7PObWYHgyzJevQdvTShstmz/xp8s/SZxN7kIdiIH15OMs414Q+k9ZP705Wism0Kadh6yW1/2vp4WBLcgzuQnN3ZRj3WZTZC6vpqWaOZOHsS6O/re3ntFR45icaF+BKchsnGvDZMWMwIPq7q1vp1W7BpBABYqcPDhkH+Voqvr6L5oh+0EoEfrFv76Oa6wlEnl3ZRrO6NiMbMT9k9i6qO3RWLYLft8eRn4Mlhc47QhoRXJ1d/RZ19oim8W9upExRL6Ug8NjnI0SAGE3jvj0h1im26+gi6uznTIruc+mb716jV388QFlllZSTtIXe6iMCJ3kkTVsj2vqaXzFLI8ZT304bSD7K5vTc8nM1fb3osy7//gkNauZOCkeT/k8n5dv3NLZDACmc4umRf22jLBHoSkrS99BrU8aIvLxmzMsG1MWUvPMbuj8hkmzF/lva9KHF54xXWujLKHn9+9Q2wIMsEUWPf3tMtLlakS86Kjq+hNr2eKnmYJlZ5XR5/VvUzc6WPOLup68PZ9e0M38pkXfHP6GEegFa7eRGPRaeu20a/y/je5b+C1R5ydi7cT1OZ9e/L8PavTnadm+Cam0V1NI17DJ3dBg+GGHqTBxYfRJuo6agbzNvWFl7ofWYp7BwVm8obuzAvqRCQ2msTwZrl3AMfOwx9O/hh4t7z+BSaWPP3tJAlZYPZasJuC/eFls/fxlzlu5AWkklStPTUdlpFLpFOxqXldgicsgDeNr3ZvGR2YVgxEtv4/XJAxFx7RNMeGI+tp1PR5neD/279kGsr6Phvh2FbycMHhaBpMuHkWvfHKPubw83G0vYhnTGEy++jGGuWlzecxbZZu9XUMLZwwcejh6IjQmGh3HuLSqT8P28Lci9NVGgCGqK1n5WsHcKgbuT0jj3JoWtJ9oOHI6ENrY4knwFpY0+lEGP6socaK1bYNSgpri84VO8/O7POJVRAk1pJrKqW2FMl8YeRKCArdgHb7EvUaF+8LWzMtybJbOwQ1S3QejZ3b9msbuktLASZcLG+FcDSic069AV8f4+sEwvQu3tbzIrV8QPfhDTu7eEl0wPbe39J/XIYBvcD8+8dB8qK8/j+LV8s9dYy2wcERIZBH9bgrpaV3cvgYWdH3qOewwDe7eFQqxfayylerUKKrUrWvQehqaVO/Dcc2/il6OinKmrUFotg0+7jgj1tDIs2yhSIf/qfmxYdwBoNQTdQhzu8f42JVybdsKE+zrAV38Zp66UGeeL7XaPQL+R3REU6GD4WyZ3gFeQuTyxQJP+0zD96R7AhTRcPHcD5WbSUebii1ZN3WGrUYu6bS6dJXI4BoQhxNce7lF+cLJppGm2dEZobDhsqs5h39mb98bI7LzRom0MXFz1yC+9ef280jUMvYf3QFiok3GORAn36C54/NHRaBcgR1FFpTHP5LD3icKA7p3Rws6woGCJ8E4D0EFVjqtHryBPrYdOZgX3+B7oHCkWkslhaWMDWxslLKyUqLkthkS7cQJrv/sdN+pdsi+HQ2wv9G/rBm1ZFTSN3POmdPJAtLc3cCgJ5/Nr2ywZbDz80Co4BD7lFSgvq73/QUq3phjUrQNibI2zJHIlfOL6Ydr44Yi3IehEuteWS8AJvfr1RYea7DVDBkuPFhg75X64Ol7HplNpooW0gmdoDMJi7HDiUjLyK6vF9uvh4B6MhP5N4S523NLaFjYKJWxsrSHXVyLrRhIuXNmPTftOIbdSC5vAbnjl649wvyOhsioTxYb7C3Woyi6EKno8JgyJxoUfXsILH69CUk4ZyrKzUdJqEAa1dK7ZLJGuuoos7P5xI45mmd4zKhNlNhgdOjWFh1In1n0X955ILBzhG+QFG8dwtAp3M85swDYYg597Fc93d0Vq3gmcTy8209cIYl2BzcJgJ+rSwXMFxpliy2zd0TS+Obw8ZSgsN5ZLvR6VIv8to1phSM9gXFn4Kh57/Veczy1HZXkprPz80LZtCBwUNYvXI3NG087t4Oqcg/WHrkCEodCL8hjQqilim4p9kYl+z8FJ/L/oT60tRUsrylxYSwxqEQTHU9/hw+T+eOeJvghysoZLYBtMeOk59Gmux+rVR5Et7ZiVM5q064SopsVYtvwSurw0FcNjPKG0ckJMr3F45oHB8E66gOOXb9a921I6o2XvoRjaJARVOy8g2XCTkdhG7+Z4ZNZreHZcPAqWvYcpb/yKxPQcVFoFod2Anoisa/8s4NdmEmbMHg9HncJQ5mrS3wKeLSfixbcni9C7Zr65XFfauyDAyxUuTYMR4m2mj5BZwt7VBjKRbreS2v/uGD+hLao1ecgW7UrNbyjhFn0f5n45Ax5kAY1WZ+wXFHCJHYn3PxkPSz0hv7jCeE+V9HCe3nhx3tPwFu2JRvSptcs7BXXFs28/hSArOzFfa5wv5VkPzHhzIrycbZGbX3rzqaGW3ugmxkSR7s5i68QWKsRYpMtIjB/XFJcunkZqoXTPnBWCm8YhsOYbgrRdnTAmxg36PR9ha8VAPD+uA7ztbeDZpBemvzcLHb0zsWrDKeSbLdw1lC4h6HFfL0SG19ZHQWGDiI4j8Nj9/RAk2tHyMrWhnRFBAypUKviFd0S/1nKsmPM6Xlu8B9mVYqxVWgIH5zgxpvIWuWiGhRPCu0/Ct8s+xKMt/KCnTFwXdcNAW428Ig2Ch4/CxJZqrHn+cbz93T5klJQhP6ccUYPbI969sccf2SF84NN44cXeUKWn4GRiGspus79/jBa5l07jmPGv+gqw9/BlNH7X8P82Dpb+06ga57d8h68Wn77lpjuZTAkrGyfYWTnCzloayIsBgn8Y4pWeaD1qLLqFOxoaCAOZGzo9Ng293YtwJbvY7CDW0Bj5hCI+IAhuVVpozQ5OCJrcY/hocSEmLPwIH815Cw9Ga7D24zfw1rwPMO+ny+g6ZySirBs0pla2cK43nhUdtmsMJsz5Fz6aNVF0KF9g2vPv41ipNwYNby8apprARCZzgE94NIJiu2Ng/5Zwt7pZBO2Du+D+cR0hrxCDBLPBkg7lhXnIs4zCkDaRUJpt4PUoOb0J366/gvx6N3cbadXQ27giqHU43M0OSOWwdXCFp70jqgvEgKXuDtMGNNnY/sFKKCbOw2cfvYtXxkbi7MqP8fJb7+OTeSuR0fVx9IuoG3E2oEdVRRFyNW5o16KF+C1L43wZFEoR+Ijg8a8jDfwCkODpJAbr5agwGUjpqiqQW2GPqBHdEefZ2G+KTjkgGI6iIyup6/wakFnA3lMEAyG+cBUdr7wuWaWAUvym0hcDeiQgSASF0rysi4dwojgcMz79Fz5+eSpis9fi6adn4/0vFmFruhwdRraG+53uVNamY+fnb+DrJEeEuYvO3jj7nshs4B7gJQb7Vciu9yhyhcgDG5EXNaM1mRgcODi5iC74VkobZ8TEtkYMSlFcUAq1uWBIbgPXYG8o/P3g5WRuBCgRA+jsTBTZRyK+fSgcG9shmSMiEuLg4pCDdfsv4+ZWW8LR3VUM2Bt2v1IwYw2lcV9ushb7HghHzwYRg1zsu7UogyaLWwTEon2EEvknj+Lw9p04lOGBybNGo5W9tJAUiIhBv48H/EI9YCPlmz4Pez58Gf/aczMArSOzhq2bLSzdHGFjaX4nZXaeiG0TBQ8k4+iFfONcwdIGLp52om00/l1L2mYrK1g22EXSalAsRgMubdsgPsa7/j5ZWcPQxDZKDLA8RX6J4Kcwu0iksxg4uvoiJsAdJWfO4nTSEaxYdAyeE2fj8R4hIvVFfRLpoNU7om2rULgpHRHb7T508SjHoZ17kVJUbRjkytzCENO6NjAhaAvP4/sVWRgq2pCP3luAZ3r74di3b+GVt9/FvKUnEDNjEFrYGtOJqpC2byUWLD2ArNIG7aPUd9hbQ+HhIsrGbXfsJl0lclML4dC0PTqENtZWiZSwj0B8pyZi36qhbqw9lNkjtGULeLgWY7MYEN0slxZwcHMV3cXN2qMR7fvx4xfg1eEpfPzdR3hxXCSOf/oinpo9Hwt/3gNrl9boFuUucsAcBVxDm6GNiwYnNh3C8fNHsP+cAj0mTkTXCDdR2kV5VFeL5PBEq6b+YngoWDohoIkfHKNH48WH2sKlrtiJQXlUFzw2vA0sL6QjRy3lkAIOLt5w8IpFr/Ei/4JuHiSUWXmgTf9BSIi2Qk5emUnwfXsyB2cEe9rAsrwQReW1+Sb65vDOeO7dd/Ha5HhkffcSnp79Mc7JumBC/+ZwMm3/xJihuFSL0BYd0TlKtFfG2RAjiGLRbvk17YSezX3NHpjTq0pxI0+G4K5xiHRp5IDabdkjMj4eNjqdaMurTR56oRb1Igc2od0wrEMIbh6nsIB3ZHNEGP+6SYOS/Hxo/HpgfK8osdZaWpQWFqDKuwse7t8UN1sjhWifIhBl0bA9E+MMa1tY1XUyon9zCUSvwT3hXZCOU1cLIDXBShsHeCvlsBeNhaE2WLkjPNYP9tGTMHV4rEn7KgK5lgMxa1Qs9OfTUWBuzFBHtKXWYn0NGxpre/iHiLbC+Wa905Sm4NC2a2g2fT4WibHU5A4a/PT6bMya/ymW/HIKFh2HoaXP7Z7pqoBjeFc8ML6l8W+JDqVXD2PjVQ889cxbmP/LvzCuWQWWz3kJr77zERbvqsYokc8et2nYpPFX04R2aKrVQycd2DTO/+uI8ZOLhwiKzbGBv4/L3/ZJthws/YeR6PBSEo/iUqMPihIVUgyYLRQ1WaMvK0Kma288OKI13Bo8QUvm2Rzt23qisLCs8aediM5eeqqcY4i7CA7MVaJqpO9dh62h3dHB3wGe0d3x+PPPYZhfEVbOn4dlmeEY0NzlrgejMrsg9H/8dXz4xjREFp/F4Ut5KFdV1z3VhkgDlaiozXoNQLswF9Ek3KSwsENok2gEyEpRWWXmaWiaYlw8kQr/Vj0xtLW/8Sh2Q3qUZafhYn4Bym55LjNBdTURyY6dMWhQMzg1slNyhYXIAwtUis6h2uwL/gjVqfvw6WZf9G0fCBefGIx9YgaeGeyHkz9/gOd/zkf3vtGwbyzRdNXIunwV5NAMQ3vGwtna/LDgLyMCW1dXSyitbWBdN0CtQsaJAziFKEx5uDf8G3YAdWqOmMtFBhry0Tj3rmjKcOHgKRTbxuPBgQmG/SR9Gc4f3IGMsNYI9fJB/OBH8MasyWiWshxzXv8CScpYNPezvXN5U7ijacc2UK2aj3+tP4viRs/Y3I5cdLyWkMnVoqyYDQMNZDLRcTk6m3TkJhSWcA0KRXCADOUiMNT8oe0QqBjnD5yE+5CJGBzrWdPBmyUGWf5hiLPS4eLv55DdyNj1zmSiWDjC0urOAyi5ZRBa9Y1BxoWtWL0jHREjxmN8twgoRCbpqkpw9dwNWES0RUJTEZBIGafPwsmNBxt/spxMLpLNWrRxjeSyCKi8w0Jh55yNPRczRI3+I0Q7kJWE40klaDfqfnQIqd/W3JkIkUVAZSmTobRMJYZ6Yo6dO1rENUVAySEsXrEDuT6D8dKsQQi1E2vWleP6xfO44dwOE7uGiWbXFjH9H8UHn32GD54ag+ZedjVlWu4CrxBX6V+CBtknd2GnUyQ6BDrA1jceE597CQ8l2OPgIjH4OWOFTtFeJnVBhYzzicjIyGs8TSykOn433br01LGr2J/uiEEP9UczR7PHuA1kIuUsrR3hYusLb8fGDkyIIMM3BLFi1Jyy6wIyGt1AQllmEi6dLkRo82B4+LfCg6+9hpceCMXxb9/Dp79chH2LpvUOojUkd4/AwM6hkB1bjK82JMGn43BMGtYKblLbpinAqYMnUNl0JIa18qzZVhFslGXL0XbcMPQMbFDeZY6IahcHp5IiFBsev0dQV5VDHhSLob3i4FJv4CmdeQ1FGx8bVJbdw9MCRX9iLdpXebkKldWm7YMYWPrEYfzr7+D9l3tCtf93nBPrrVRp6uWvOvMItm5TY9DEMUjwvxlmUN4RrPm1GP0emYhOQeZaJy0K0y4j1ToYI4Z2gY9d43ncOBFQurjDVQQnFtYWdXWIChPx9QeX0H36UxjUpOYsTy25oyuCjf+uRSWX8PNXSej43GyMa+lWtzyVXsGq7y6g1ePPY1K8R731yOycEHTzyFvj5LYIiu+GgZE6JJ5PQZVGh6rSImgdgtAixLMmuNSrUJRuiZ5Pjke7hkGKzBUteraBrdkxw12QKWHj4gxrx9r1Eoovinp90R+tm/jCJ6YnZs6eKep1OZa+OROfHwRaJwSi4fHnW1mK+mFyRYOuDEn7zgBuHgh2d4RT1ADMWPAy+ocW4ZcPvsKeUluE+Lvd/omI4jOp7XV0toGrr1NNe/2XEkFu/CA80jXc+LeJoN547v5Yk0D574WDpf8hRFpUV5lGUVrkJJ3CjUH3oUuwfb2GxEA09F6h7nBwtjM52lQf6TSo1DohLj4GAXZmltIX4MzmA5B7i8Gg9AMK0fC0GYKnX3oKfcW6Kw4vx8JNV+7p0ZMyW2+0v28a5rw1BRGqvfh80SqczzY+1lWfjezLGnTv3gIeDY8syxWwc/VEoIs9bKwaDBe1KqSd2IV92RYYfH8/NPU0vebGlOjQROPuVJHf4OyUGBxkHcQns9bA/+Gp6B91r4MnUxpknD6AA0pPuBquFVHCOaQNHn72OUzu1RRWZXvx2Tc7cKNex1iLUHLtKLYfuYKYgcPRNcodf+gp0n+E0hJWhpZUev9TKk6nVaPjA2PQt4WPYeD719KjNPsaror8GjLJOFgVv0HaNJzedhzWHo6GI0wya1FWxs/Ae29MQFR1ES7sWIOdZ/NMjmA2Qu6KZoOewSuPR+HIZ/Pw0/7rZh9F/pcQg3ulpRVsLJWwF8FV/UZTLjpJNzh5m16meo+oFMkbvsainNaY9kQfBN3hzIDSMwit/awhu56Bglt22gbOhjN4dyKGwAol5HcxGJEr7BHZMg4eeUXQu8agS4cYuEinaagQR5Z9ji82FaHj6PsRLwZydyxGVAVVaeOBaQ0LuImBt7+9DJkZ+fUeCWzgYANb29vXXr2mAilnz8Ci7UiMHxwL59sMvu+a3A5BzWPh7laG08XeGC3yKsJJDEClR6fvW4E535xAs+Ej0D+y5jIdhYU9ApvHoUWzQNjVjWBkkNee5dOXIPnAUVSJ4MZJqhxi0OUe2QWPzHoeI9uEgRI347uNZ29egnQ7Ut9RUQXdXT0eW9T/shvYu+oAtKFdMbZ3DGxu0wAQdKhWy+Eb2AJhPo2fgVK6+yPOzw4WNzKRf0u5tIaTdHaJCIXJiThx3dJYTuWwCWiLaXPmYMbgaBSlncb2NXtxveQ2rw5QeqBVz7aQVZ5BsiwGA4fFw0uUB6rIxJ5lH+DpH6sx+bXJaONVUw+oJAeJqf7o07mpmQNYCji5e8FVDPAdDVcaVKPgRg58fYLQKsRM2yydsXB1gY8YbP41xP67RaHvtDmY/+aDcD64BJ9/uRkptftP+Ti8bB8CJjyJyd3DIMXlNfMLcXDx73Cf8Aym9YmE4SRvPQRV/iVs2pkI27b9MLBdMKz/RCMvPXbeQrR/hlpEJTi9ei9o3Cy8NlLUrQajc5mFpcmZJoHKkbTtMFQ9JuKDh9rAtXZ5qkDynmMobzMC7z3cHu4NDwZbWIj13N02KxyD0aNPGM4nHsf+o2vx1YIVsO/zAPo2rTnQS4WpOHy9GcYNikLtidqblHDx8hdlwAV2d45gzBBtqYUSirp0qMLVo3tw0coNDrZSilnBJ34wXn5zFkY1d0b+tW34eeMpFNzxwJoCtg43L5+m8jycPpMJldoGloaD6Qr4tBqKmS8/jT4tHXB521ZsOnod1Y1c3mwgPtJW6+Do1QStIr3/DWd5RDnxSMDjn3yINyYPQrShufBHp6FP4ZMv3sGE2Ls/8P6/5i/oQdhfhfTVqCgxuRaacnF4XTIGjWwHT7NjAw3UKo3h/Qrmhw5a5F45jT2V1ojv1hIu5s4skRoVBaVQmZydklk4ILz7BMyd/yg8yk7iqyem46tDDd4RUpyDS2nGf5shFw1F/ICJeHJUAgo3b8YuUcmlV4Porh/CgeQ4dI6RLploiKBVS0fVbp5ZAypwdf8WfDNnBh59cz+C+o5G71b+sDJ/WkmQw85ZNFIi7UoM9wSIgYFoKI+sWYAhfZ/B7qjHMHNCKzj/qQhFj6ryUlSrim9e1ia3hGtkD7z0/ht4wDkHe7+cjlnfHDV5d5UK6Sf3YePC5zB41Oeobv0ARvZtCkcL01SQLlsrQnFuifFvc6QjwqewaO6PSDS840m6LMEe3o5KZKWnIqe85nKfejTVKFdpoWvmC09DERDfcQlBzxETMbp7jBhImi89f44IWr2jMeixSejXNgS2dR2kCmW5oryV1xytlyhsRMA0eR4+frsPsnYtw4fzvsHhtDsfuZVZeaPbpKcxOCwXSz77CUeuldQ7IvvHqUXxzhODz/qHCCxtrODoYLyso05N+ts63uvgiaApvoGTB37Fm8N6Y8w6W8x48TG0D7C/c6Msgl476aaMcF8RtDQsx/aG6/xvUqMkNw9VYiBdnw4VpSIQqdDBxU66Z8E4W5SVouxiFJleQSdXiLIdi5ZBYhBw5RJyivKQfHAD5j3QF2Pf2gL/YQ/jgYHRcGgwaDKHdGUoSs0z/tU4paUlrOVuCPFxu7VDt3UU+WBylFxdJba5RNR349+CXGmH6B4P4tFR3RHiVHNPoKmy3ELkFRv/uGsKOPuHI97FHVV7T+J0oRYVqUfw3dznMXHUR8j2641nRneA+23rUyVKcqpgY+UjggXRKpSUoTK/DCrjNV0yhQ3844dg1jtPIdYpEz899yze2Z55a51uiDQoz86H5jZnSCVUkYJdK5fgxSeexrdpnhg5vjcipHtWjJ+boy08jn2bMtBpSCeEmL2RyEgpBrci4JCF+sDtlnJpBw+nmkBLU1mKXFUlVHXv3VHAzr8Dpn/0AR6LK8GvCz/C5yuOosBwWZw5lvBt3hqdRaHN3HkcKYXFuH5iHd6YNBEPP7MXzafOxKw+IcZyo0PRtbM4ERGClmEuhjn1iXpYXQW1jQ2spT5BVYLL5yvg4BAFX1czQ0mdBlVqBawt/8hZmsYp7PzQdcILmDomGId2r8W+y8b7Q2UuSHjsWTw2qg08bUzSXuaEuMkzMO2B9vCud+CAUJl6HBtWfoInRz6GQ5btMem+TvC1b2x7beER5CWCoQs4f93cmwn1oq0uE/UxAKFuDjVtk8we0fdPxgtTeyLAeHm9KV1eBhJF/+xWexBXZouwfqMxfWp/hIp+qo7MBkHdh+HxKYMQ6XZrWuuKcnFGr4OHu4NJG6BHeWEubmhMy7nIw7IsnD97DmnrPsCEEY9htfckvD1jCEIMUaQWOeeO4EjH9ujua+5AknQ2sQJaWxvjwcTGqFGanwdVWYO2VNS90qxsw7vP7ES7JJPpUVlajCpVuSgrxjIst4FP6zH4bPFcdCk5jJ8+fhPfbJfuuav5+Hb0lIYLon3TibJXXlWGfOmgiPGKF7nSHlHdxuC1Fx9EpOwA3npmPtZfLTV8Zg5RAQ7u2o2yTv3RJtTptvX+D5NZifrZHzMXLMGOC9dw7dphrPruHUzpGwPHv/6o7H/MHftl9m8iGpOGxYZEhylNhs/Eh/obZ7DyREsM6+CBwitbMb2Lv5gvfVY7uePJn/wwqIUPZNUZ2PTOgwhxFgODus8tRAV9DlnOHTA4IbiRo4ckKiOQuWAA3N3iMHtbupgjNkEKmAY/jm9mD4Eqdxc+fWUxThSZHO8XjZhGKx0lFUVIlYlN705ApK3ptsmgtPfHoBdXQNMyHq2beMJSXo3Luzfi2pBuiFJmYu0bYxBm+h25NSLHvo+L0a3g76KELncvno8PQzPR0P6k6YwPF7+HBzqEwE76zdtQOLohSJ+GK1mFyD2zFo/e3wddn9iBNi99jtUfj0ToHY5K15Ibtsv4Rz0inwyJ9i7aefqh1xs7am4MlVvAMWIg3l3yJjqWZ2HH5x9i9akC0eifwb/GdENcZzGYOhGK+WsXY8bAGLhYKm4tAyJd9WLd0hF/s79dfR0rX5qBl9+Yjflb0g2z5PYuaB4RCJfd76NLsJNxu00m6wg8tJzwxOR+qD2pL1OIAbe9PWwsbt2GW0lLiLwW66KqNKx5aTi8Red78zdsETlgJrYf/A6PdRyL93bdMHxLbmEFe0d7WJmWOxIBYe41LH4gAc2GvogdKVLDLoPC2h2dp76Bl0eH48Rvy/H96iPIbfDiTdJrUJhxDUnFhaiqLkZBURWsPGPx0PNT0SR1A979dB0u55Q2fl9FY4z7cZOoEzoxVBHzDPssvdwv6wbyRJ4opHwxLlXLkAbSGRrxAVWcw78GR9XMq5tc0HHGj8g+Pwdt7YfjhwsFuHF0GSb1bY8OI75C2eAPsOPraWjnZ9/4JRRUjev7v8WIFp6QKcPw0DZbzHxlBMIbFmWZAsoG9Vwv0oOkNBabqCvaj2dbe4htsoB324expToC/TuGwaL24INof/Q6Ub5F12DYdsNMOZy8myG2qzeOLp2BVr6+iO46Aq+t9sT0b5fjw+ld4W3dsByJtDOTVjVpK5XvWz+R7qFJXPkq2jmJbQ3shWXXIjF9RMtbDgTJFAqxL6bfJzGQEHkuk0tNZw3xbys7JzjYmH+xdU2aiOXNbUc9YltEOtRSeISiV7emcCn6EYP9reEQ2gmPL9wPv+fnYuHciYj1rrncTl+Vj/Vv3QfneuVApIkiGM/vLUGTIQkIdJQb2t68JVNF+gViwq9XxTZJ+2eDgC6jMW/WGDjhNBZMXYDdeTfPtEhlzWSTjKR01ZvkWUNqZG5+A0EuTTH2+ZXwuf91fP7OeMT6igGw8Qt6dTH2fjYFESbbK01WvgOxudk4PNgrwvDghHrEQDHzxHI8mOAttjsY41aq8eiM+xDZMNNEwF1bLokqcXHPR+gT1gZTPtyFAkM9V8AtuDOefPU59HBPwneLl2BvYy/tFJShbfHQgEBk7XkRCSKgDms3Eu9dssNjP3+LLya1gUPtQSgqw5VjKYgJCkCgvQwpP0+BR739k8Mu4Q34P9gOYUoRaBRl4BzK4NgqFA6Fe/BsCzeTZcVkHYYHj1chTPRn4s97IxJaSmtNyXUsea4vHEzXKyYr51BM+vgUQsI7olWwq7HcK2Dr6gq7egfVJGK+myvsTS+f1udh17vjENC8Kya9eQW9PliOj5/ohSAny0bKhMQaIbEJCLI6iZltXeptT82kgPeQT2HV5yEMall7r50IFp2d4Vh3UECDrCM/YGibAMN3lM2nIt12ECb1boKaQ0iiLjo4wtHM/ZRW9g6ijtZunx6l1/di5tBmNesJH4Hd+W3w3KhW9S7dktpmrfiu1AaQphKpB3/B9HGj8ODrK5BVFIkH31yD7d/NRMdg44EnKkTijhT07tgMblSBXR+Mhku9fZTDoetCRE9sB/+G5baBmnZDykpC6bEP0Ub6vtwJrSd/jZL2ndBRlAul+Iy0FTi74TFER3bH7FXna17Cr7CCR9xEvPPBEwi8eBi/iLbz1I27uZxTK/o0URPEOogysPqN++DjNBjfXay5Cklu6YJWgybh+cl94Jq/DNPfWossEVilH/oOI6KcTfZTan+8MGO1Dx5+qCeCDGe9/k1kStg6ucEnMBjBwX7wdHWA5d84UJL8G1OLNcbC2Qcx/Xsi0uPWxsPaOxgte3cUnZoMJdmF8HxmIFrZlOHsts04U+aBli1b1pv6PPsQuodaiWAqEdsv5cM5pKnJ5wnoOW4innpiECLMHLmRUFERMi1DEBPbEm17TcbINiLwMn4GmRvaT3sVX4yLh7eHN5zrBRmiMfPshSdmdodLcYbhMju7qPrbJk3tBo/Bc09PREKgM+T6YqTdCMJTAyNQcukE9l3Mg2O977RGr54j8OCAVnC3qMKV/UkIm/0dDiRlYtc749DM3NN8zJA7u8PfQg1VeRGSc7RoP+krnD/7K94Y26bmht87Eh2XSwwe6JkA31saeEF0wDkZMrRo0QIdO9yHh4fFwa0u0ZTw7PgY3vtkAkK8vODprEDmuRS4DJ0hAqcMXPn6SbQNvM1WSIPY+A7o0681PMwFdVZeiOslOg9nW1RrNYaGG0pXxI98BFMmjUInk7S/OfXAI3NfxuM9QwyruGciCAxr0hvD4r1RlnQcW66WwScixszvdMKot2diSgcf4xdvpc/MRKG7WLZNTwzr0w/NfG92g1ZOkRj77AxM7toUPq5OsKoXFOtQeHkXPvxwIZKqHRGj24npfR/BD8czkXzqBK5p1cjZ/RHG9huCacvP38MZJit4t+yPIXHuxr+NFLZoMnoUhrSseeaipbUvOrcais5hrg0GHqIeWNrDPSIWTZp4oeDo71hV4GQmbaSpGx5e9DZGhBDSC6rR9oUVuHx+Pd6f3BnOdWdSzdOW5eHUoePIlvvVrOvBJ/FY1wbPg5RZwrP3APSOaXAEXW6LqBEjMDjeHbnH9+KMzt+4PT0x7bHx6BnucTPIEOS2AegzdiA6R7nXnUWzcgnB/ZOfxZP3dxPfG4lXPl+Fk+lr8Hyv2iP49Vl7xGPIgwnwvmW3ZHAOSkD/4S3g0eCz6vJUHNx1EtWh0rZ1wpgXx6GnyT0aBpYiH0Z2RZxX/Uv+5LbB6Dd+ADqEuRkHmbcnF/Wo4+AB6Bnvf5t7B2Sw8+uBGYOa3RysSW3iI8/gueHdESfSsPvTX+D3LVvw/czBCDK570eVcRDbd6YipC7va6c49BwyG8+NiYdDeSnyyANB0WJ+j8cxpXvQzX2SOaHF2CfxyaQu8PLwg3vtEfxG9l8iEwFX70ndEeNg5nLrquvYdtAHn245gJMXN4oBaYuae3xMVOWfw959l2DfYJsTEqbh/ZfGIdrkBvZauqpinD10QNQ/n5rlx07Bwz0aPjnSEu5de6OnCPQNl7mVqOAjlu0wsj/69YyGU+0lkmIwGdJuBKY/NBqtQ33gYmfV+ABFHoT7P/kUT3UTv9llIKbOW4GTW5ZgRr/oeoMyqipHoUU02sdGw6LgEL777ij8TfbNMHWdiBdEH2crnUWpVCPcMwpdQuU4sXErTtqG1l+2ZXdMfuh+dA66t8uJZDYeaP14T7QQAXJF/hVcTVUhvN56pak1eg57GM/OGo0YD3NnQG5Huo/2HI55DcWPWxJx4+ynGCvK9p3XIsp4qzH48f0pDbbl5tSm78v45NWhCG7sBpfqEqRcSBbBsnvdd/rMeQ6DI+/x7hS9BnkpF5BbaFm3nu5vPYeHWpg+yVOigGvsI3h3WCQyD3yFpx57Bbuy/TH1vZ9xLHUzPpjSBZ4mBYfEOCDXoTMGtvJHxfXtWLfpMoKN66+bRP2bPqyZMbi7DbkNIu67D4NbW4vydgSa2u+3H4pHxgxGE6le6guRm2kj5rfDkAFDMDAhGHa1SSezRvP7puPJZwYh1NsdjjZmxhdmiUC+shxqe0dEiN/r9vQD6B9+c2tldgEY8PA0TO7YCv5hPrDTFuLE7j1IsQ2pt59xrXrhsQUvYFizhv0YuyPp+eHsP0evr6SLO36jcwW3vhVBoyqk83u30+Vi6en7Krp++iyllzR8weB/njrvOG3en17/nQAl52jZL4lUclcvmzBSpdDuven0b98j7Vl6r40XDf/+nPn3GNyBviSV9h8/Q9cKa1+WeO80qiw6ue0o5Zl/q20jdFSSdYVO7j9NBVWNvQFBRZdWzqLodk/R5vT/TNmouvI7rT6e/YfS8p6pS+jS+UQ6f116Q8q/m4ZyT+2nA8mZVP89tqLuHTtCZ5KzDC9yll5Wm35yL53KLjdbHtRFGXQu8SSlljZ8T8l/kobyEg/SwcvSy6dNt7KK0k4eozOXMmreZXUnGpH+p0/S6Uv5Ne+d+SN012nr0gNm3xKv11ylHb8eo4J7qhdG+jK6dPQUnb+UW/9l0epiunDyJCVeKbjrbU5NOkFHzmSbfTdNLV3mMVq2N8X4Dpn/Dn3RGfp1y9Wa7Wxs/yX6Ykrcc5wupxUZ3/X2v0JLBReO0eGkFKrU3M2G6akqO5lOnL9IeZV//o0smqJMupSSYvYlsrfQa6hQ/PaF5MK/9l0w+gI6tuUIpeTefIUo+6P0VJ58kDYkpok2W03JO76jn3acpJSskkbyTE/q7Kt0+nrmXZa/26mi9DMn6PQFMYZp+OLze6KhgtRkOnsymcpuW9C0lLNpFsmtbGnoDxfuokyK8cOFvbT1SpHxb/ZXkkn/McZNjP0z0HV8O2YY9g5dhm/GReNuj938LWhzsf39T7DOqx/ef7ij4b0ijDHGGPsnIZQdmIfgnm+j8zfHsWp89F2dNWf/Ho2e5Wbsb0tmB5/mQzC6Q8A/K1ASqCIfeT7t8UjvWA6UGGOMsX8kGWwcXeAui0Fz33t96Tr7q/GZJfYPpEN5fiksXF3wVzwx+H+KVoUiFWBve5v31DDGGGPsb017djEe3RCIt5/pCn/bW+8ZZP85HCwxxhhjjDH2v4R00OjlfGD0fwAHS4wxxhhjjDFmBt+zxBhjjDHGGGNmcLDEGGOMMcYYY2ZwsMQYY4wxxhhjZnCwxBhjjDHGGGNmcLDEGGOMMcYYY2ZwsMQYY4wxxhhjZnCwxBhjjDHGGGNmcLDEGGOMMcYYY2ZwsMQYY4wxxhhjZnCwxBhjjDHGGGNmcLDEGGOMMcYYY2ZwsMQYY4wxxhhjZnCwxBhjjDHG/hL66gLsXfk5Plp2FirjPMb+zjhYYowxxhhjfwlV9kEsnvM19iZmolRvnMnY3xgHS4wxxhhj/1gETV4iVuxOhcY4B7pKpJ2+iPTiSvGpQFoU5VzH5etF0EGLwot7sGr3ORRpDJ+aRzqUZiRh/869SM6rEN8zkskArdb4R+O0JVexdecJ3Cip26p6qCIdB46n122zrjIH565koLyq7pfugh5VueexYf9VVBvnNEavKcPVIwex58AllFTf/A3SlOPK6UPYfSwFZeqb0R/pqpFx7ih2bj+DvErTfSCo8tNx6VwyCm+Tfob9P3wFlTrjMno18lOu4VpqHtTGWdrSazh5LlvkiJG2FJd3r8C8ZbuQdD0PVfVWL/I59xRWbT2DfJW5KJVQUXAd55Pzb+YVuyuKNwTjvxljjDHG2D8IVaRh8xdv4OlvqjB4XALc5VVIO74R77+9AdVRsYj1d4Km8CJ+/uxL7MzyRHP/fKx881W89d06nLgC+DcPh7+jFUQIVI+uKh87l87BzDnf4GC2Bl4BYQh2swPkKpzb9As2nbqAs0d34rd1a7F2bc20eccZqFzCEOZvgbTtS/D8G59gS4Y1YmMj4WWnNK5ZUOfjyLJ5mLHXCaN6h8NSlYMjKz/H2/MWYuO2bfhtw3qs/W0bThRYIcDXA872VmaO/ougJecsls97G298/iuOHt6JDcbtqJ22X1PBNyAE3o4KFF07gK9emY2Plh9CsYUrQsID4WwlQ+Hlnfj4zdfw2c8HUUCuCG8SACcrBaoKz2HpK89hzne7kK2zR0BYENzsLEXQVYg9S+Zg1vvf4fddu7B5wzrDb61bdxVWEREI9rSDvCoPR1d9jlmfXUL8oPbwtwaKrx/BonlLcFrlJdIjALbabOxY+BY+3OmA7n2jYK8rRdK27zH71bfx+YrtOHviBC7mWMI/1Bdu0v5TCU4tfg2T56xAhmUAYiID4GytMKaFSA1VOlZ//RHW5AehW5wvLI3z2V0gxhhjjDH2z1SRRF+NjSO5dW/6OrGUSJNHez6eSs0dW9HMnxNJrSPKO/wldXcJp0FTVtCVnCu09auXqIuDLcmsvKntoLfp95QS0htXV0uvraL0s1vpnYndKNjdjYKbjKevj2aTujyZPhwVLp3zuGWSW/vTgKdXU1p1JaXu/oqGB3uQ3MGHEkYsoIPZKuOahYpE+qBLINk9to7ydJV0dfciGhvnS1Zyk/XJlWTr2VRs88d0KLWExG7Uo1dl0Jb5j1ILV2sSgVS97aidlM7eFNltAZ2p0FF1eSYd/XU+DWkRQe6ewRQz8Su6VKmlsuwztHj2WGru7UiO7s1p1JvrKEerJ211IZ3dvJAmdm5O7q7+1GTke3Q0V0UliUtpkJf9rb8nc6a4Xm/S7htiP6vSaf3ro8nPpQO9vitLbGwVXd3+L+rvFU4jX1pJaWVa0qetp5HujhTeZj6dKq2i3FO/0oOPPEfvLfyS3n9lAjWTKcjGOZS6jnudNp/PJbW+hM7+9BzFyuRk49uKxr+xmq6UqI2pQaQr3EWPx0XSwE8PkygF7B7wZXiMMcYYY/9UtsHoMbgtSL0H60/dgE5hCQc3F9jZEtRa6YIsgoWzM9yhgk6tAeyC0XPyG/jt1G94bbAzjv7+NT766Hek114bZiRTWMG/WS+88Ol3+Hhab1DmKnyw7QJktqGYtvgkiouLTaZCpO14By2rKlGUkouyaisEdHoYS3etxbxhXji+/h08+eSXOJZbVbNyG09ExXrDy8MR1nJrBHd8EIv2JCGn8OY6MxI34PF2Ftj07SJ898tR5FfVv/RMBHro8eTH2Hf+/9i7C/gojv5/4J+7y8Xd3d0gIcES3N2hWCmlQIEqFeqFOoU6UKO0SHF3dwgaIEGiJMTdL5ecff9zySVcwgWoPf+nz2/efW1f3GZvd3Z2Zna+O7t7R/F+lBNELq/iWG5Z8/fLM0/g9XAj3D29EQcTKqFv4oSoUS9g9aavMM5ND6nrfseR1DqY2odiynvLsXXNYvR0rMSujxfi29PFEOlbIaT/0/huzXLM6+KIvO1bcfhmOcyCJ2BDck7zdhqmvCv4ZrwTbt5Yh99P30W9gQMiu0XD0jwZGy6kQykQwsDCGpaWYsiVcqjYrggsrOAklILqZZDXleHG/r3IEthhyIgpeOndH3EscS/mdjfDmU0rsPin3bhXboDg8R/jSPwWTA0ux8av3seiFYeRK2m8iU9g7o7AcHvYWhhD3DCHe1w8WOI4juM4jvufZQifmAEYIlQg+Xgi8pUi6BsZw9irPdr520EoEEBoYgErYwELgEQNn0V6+jD16Ym3ln2JaRb1qC2uQZ2u529YJ19s5okBE8cj3MMWCoW6ly+EvrEZLCwstCYruLSPRrizAcy8XWFtImTb0oOhpT5UlVYY3D8MaUe+wvwFK3E5txpKeQ1KK9wxc0g7mIKlT88AJmbmLdbpHNQLz70yD8N9K3D29nUUVGoCrSbqtBkaw8zBC+06eIIKLiOtRNz8fUuPcPTvGwI9URnyyxvf2ydggaRlQE/MntML5sZCNMSSbD16Blbw7/ckPnljNJxZfjRtSyDUg5lnFCY+PRAeTkZQqKhhHaZa6WyYnDpgzqLX0KW6GulnUlGiFMM5rBP6W5rj7r6rSFewPNc3gomrD/wCfGBhImJBrgXsTdVpEkEgKcPNzDxcOxOPcylFUOkZwoEFqq99+C6mRQlwKy8TpVI5yyd9GFkYwFrfFdGBhC1L3sfCX06goIYFYPWVLC72x5BoL1YiuD+CB0scx3Ecx3H/w4QuIRjUwRS15y7i2vWbuHK9Ap2eGIMBwfYQqR9GUimgMjWFbYALLIzudw0V9fUgWzcE9g+HIwsedBNAnwUlRiz4af1ckzZFcS4KVU4I7xMAG/WqVFW4sX4LEod/iQ0bf8XyOR2Rvv9bvLVoGTau3oHTvjMws7NV45d1EerD3rsdAts7oapOAlnTixJaE9ghakgMxHQHx65n3X/JBYxh7+UIobB1qvVgbG7CAqFW81VKyFiMZOrSHcMi7DUz1VjQZ2IMkfj+80G6iBw9EWitgLyqElIZC6psPREbYQtR3DlcuZ2Bm3GJMIsYiPEDQ2CpXhU7JgrWTTcN94OTgx06RHVAV/FFfLRgNRIk6ihOBDNrNzh4uTSsv4GyBOd/2w7xvF+w7bcv8XxvMTZ99C7e+3EzDq7diczo2RgQwCIw7g/hwRLHcRzHcdz/MpEzuk7qhfqy41i/5jAqvGIxbWJvOJmqb8iSozg5GSXmwegc6wuLphiBKpCwYRPyI57Bs8NDYP6wSOhRqAbJx0+grvt0TOri3nAbmKI4Eb/vAEb29IOZqSdGPPcm3hrniztbPsCUN48itHcobB6xTfUImL6BLVyt7GGqr/WCiBb0YOsTjDAqwfWzqShtI6Z6OEJdYSJ2nKlE3+enor+7gWb+H2BoAjORCooKKWQKlgihLcIHxcJM7xJ+/2Ez4iVOGDt3CiKcjdnCClSm3sT1al/0Gt0e9kb2iH1yAb75/lt88fV0RJqqoykBxAamsDK30LysgSDLOo5fd9iif2cvOAV2x0uvvYwno6VY9+Y0DP84Fz2GhP614/h/FA+WOI7jOI7j/qcZI6BnP3hVZSOj1AG9Rw9GgJ0RBCRB9pmN+HzpadgPfQbDwu3ROD6iQtWdI9hfHIJ5b49DqM1feHca1SLv4k58edkes956AmG26nUpUJZ6DWfqTeDQ8FkIM+dwTHrhVcwaFg1rkzwcOXwZOa2ek2pNqZRDIbBFkI8PrEzaehJHAAOPYPS2YVtNz0PFA7cTGsHU8BFP8cjKkRifDmHUCMwY1h5G6tej/2UG8IiKQbQoHxfO16Hj5CfRxcsCIqpD0Y1D+Oy9LZAOeR2ze3o0BJcCQ0v4xwzH+I6ejaOBjFCkB2MxCxgbPsmRe+kYzhi4w85CHTgawLnDULz2xksYGenCQqk7OHIsEaUPex08pxMPljiO4ziO4/5HyGtzcG7DHqTVaP+aDgsYfKLQI8AAlUUZKCivREHqZWz+dD4mzVmKdK+RmDunJ5ybb7Vjy9t3wBMvPIeBQTaaAKothNqqchTK61mIdZ9SUoq0hGP45a15eGFNJvrPeRkjQm3ROP6jgqSqDDWSCkjqNd8SiGHt0xWzX3sFkz1rcWLFa3jx+wuoaKtvTzIUpiSiuMoU3ToHwsrwIV1aQxPYWLBOr5MFjB647c4S9pbaT/HUo7ygFCql1t6IjOER0QfPTuyLQFv1yI82GapKyiCv0/17UW0TQOwSjIGRtpCXJCGjoBqV+Xdw4MePMee5D3AMXfHOR6Pha9Z27ivkdaioFcDKwhZm+gKWjkKWnzWoawoy1enuPBYfL34N/SRxWLPkLXy3Pxm1PF76Q3iwxHEcx3Ec9z9Bjrt7v8Cs9z7Ej/tuQ6LVKRYYBaHriACknVmGSTER6NB9CGZ/fAOBs7/AL59PRpidkVankAVLtt4Idrd8jN/jISjlMkhVKvYvNRXK757Ae1P7o9voj3DBuC/efnMuxka5wKh1v790A6ZG+CHqhT3IV39ZpH5xQX+8+sFL6C0oxP4P38WvcUWQV6Ri3etTEOHhAY+mydMPMbOXoyqyP3qHO4HFCi2RBEl7vsTQLsHw8OqPxTnhmPp0b7g+cLeeCPp62t1hJWTSepBKK/NYuuydneFoY9I8qnOfCvJ6Wcvg6nEZeKLPlBjU5O/B/AERCI3qhSmv74Kq4xysXDYXXVxMGwJVkubh4NI5iPHX2n82+XUYgKV7SxAZGgY7s8YjVZ30KQZG98TclZdRqd4FsRm8Yqfhy+UvwDvtAjYu+xkn06o0x4p7HDxY4jiO4ziO+58ggrV/F4yK7YaOAfYtAgiB0Ay9pr+BeT2dUVtpiS5j3sa2a/vw43N94W6u60dd/xg9xxF4bXAIRPJapCdehqzfRzh2Yjt+eHcyItysIdYOMqgauXdygHopJOV26Dc0Eo5Nfxcawb3HdCxePB56MgUMxAqkx+3Fxj1HkFJSgpLmSQonjxGY99QgeJq3vo2OUJt1HWvXbsX5hHsoKa2EfNB8PNXTsdUomRDi3sMR42Ok+dxEBNeJEzHYv/X8tgjhOHQYBoc+5IUUjL6NBXwHBsHeoGlnjRAyZRG+eiIIsmohPNo/jR+P7sSaT59EuJO5Jq0y5CYcx9pt+3E9V3v/S1BaTvDvORLTRnaEnUEZkuKyYChWwVDfA12ifO4/nyQyQ/D49/Du673B/gyx3sNfxsG1JFD/2JLm3xzHcRzHcRz3BxBqkk5hX4UDhkUFwLjFKM1fQEU48dN5eE4bAS/Df6JrL0PGwe246TcQw3wsNfPUqnF9x0nUd+iOTu4WmnkPI0HSsThUOAcjKsAZbe0+yW9j56oixEzvAfsHhsH+MyQl6bhxoQh+AzrDrkX0yj0MD5Y4juM4juM4juN04LfhcRzHcRzHcRzH6cCDJY7jOI7jOI7jOB14sMRxHMdxHMdxHKcDD5Y4juM4juM4juN04MESx3Ecx3Ecx3GcDjxY4jiO4ziO4ziO04EHSxzHcRzHcRzHcTrwYInjOI7jOI7jOE4HHixxHMdxHMdxHMfpwIMljuM4juM4juM4HXiwxHEcx3Ecx3EcpwMPljiO4ziO4ziO43TgwRLHcRzHcRzHcZwOPFjiOI7jOI7jOI7TgQdLHMdxHMdxHMdxOvBgieM4juM4juM4TgceLHEcx3Ecx3Ecx+nAgyWO4ziO4ziO4zgdeLDE/bOUMlSV5SPl6jnEpRWDNLM5juM4juM47r8dD5a4f46qHnnXDmLFwtfx/Kw5eH9XIg+WuH+QApVpl3Emo0rzWQeqQ+7N87hVLNPM4Lg/QV6GhP3nkCvjLdp/lhLVmdcRd7eEn0s4jvuP4cES988RCGBg6QRvByNkl0gglfPTG/dPIchLbuH3j9/HRweSodLMbYlQe/cQPl/wAbYk8lFO7s+qR+7ZdZj38nLE5fGg+z9JUZ6KHV9/io93xEOh4jWY47j/DB4scf8cgT5sfCPRq18XOFgZaWZy3D+BBUJ5d3D4UgLSi6vaCJaUKL91Envi01BcU8+DJe7PoRqknT+JuLR8VNQoNTO5f54KdUXpOHXlGpLyK9qo4xzHcX8/Hixx/8UUKL7wG74/W6b5/CCVvBo3Tu7B9kN3INXMe1A9ck98hwEvLUN8ofaV4HrcO7QC7yzbi6x6XZ2eVtsnKTKP7cC249dQ8Uduv6Eq3Fy/DntTSjQz2qaszcehb5fgg893I6vqflpVtYU4+NuXWLjiKPJqFJq5aipIcm7gyIF9uF3aNF+Folub8M321OYOBZUn4Nt3NyHtj/YwVIU49flKxEse9UUlKm5sxqts2fOZNZp5jKIEZ39Ygo++24MciVwzsxHVZGLnrtNIK6r5g4ELQXpvH+ZEPot1N5tuxxHCzM4FnoZGEDV81kUPdt6BcNN8ehiqSsHvm04jnwVVf0ZN2mF8/fpqpNQ9Ys/qc7H/o9mY+91pFLfIYkJdXhJu5ks0nx9CWYn4jd/jk8/XI7lMqpWXCpTeOoK1W3ciuVRTlkiJu/HbsOpghqZssGXiN2HFqcKGT8raIpzZuwdHLmbiYWMmqpJL+OS7M3h06giykiyk5pagXvnHjnITZV0m9n75PrYlaZWrtlAJzi/5CgeLtOuILnIUXt6KL5atY22CRCvPmrDAOmEnfj6VrfmsRWAG9wB3zYeHU1SmYd+xM0jObSunpMja/yk6zf0BCcUt68fjIdSXJmHt2jXYc7WApfphVKi68zteHPwuDtytaLXPKlSmX0da+aPyjam7i9+fnYv3diWhVjOrQf09bF2wAsfzmvZVicq089h75CQyqxpTRopcnPphE25L2dZlZYjf9Dt2J+ZA8VhFQwhjawe4m5hDXzOnLdKCOPzSov5JkbHzG6y4rkkb1SHrzEmcupyM6jYyjcqv49ufz6Ba87ltBHlFPu5mF0DyyPMCofTOQSx5fhEOJJWw2nefvCYLh1ctwb60pvxTj4TvwOs/JWiOqwo1meex/dR1lErUc6pxbfdy/H6xtOGvj4dtP+kovntzGS7k6Wh3qR55l8/h1NlElKsPSm0qfpszCos2J6Ky1cKqwpNYtvrKQ867bVDfnh9/Art3nUSOuhy0qRZ3t72Fjs//iCvZresPq7+nv8bXxwo0n9siR/HVjXj6zaU4cLt1PslQmJyOvCrtNrMt7JxTeBtHT7Hz1Z+6hVuBkktrsex028eKFLW4dWYPtuy71bJeaaNKXPn5W6xn7TM1J5qVv/LbWL3uABKzKhv2RZJ1Aqu23kBd4wLc34E47h+loKKLq6hnuxCK/fQoKdkcSdF1+mxSezI3syI7RydyHraEbtbKGxdvopJTWfxqGmpnrq77D076YTRvdyYV3PidJgRaPvB3076v065bJaRQsVWVXKPPx/QkJ1MDEjqNpy/2xlORVE7K6mT6dU5fsjewoU4zl9PlvJqG5RupqDZzPz0b0p5m7cpmnxVUmXqcXh0aTgYttqVPTv6j6bv9SVSl3rnWlBJK2beUOvvZan1Hx9TpJTqUVU0FCdtoblcPMtZ3oe6TP6T9twpJplRQzsXV9ESUM+mL7KnzuI/oeBrbN7b6+soM2vTmKPLQtU4YkFvXGbT+YgId+HQy2Zvqt/y7SRCNWriNMivrGtPaikpeQmc/H9fyOy2m7vTmLyfpXq2CVNVptO6lIeRiJCTYjaLlcTkklddRfvw2mt47iMR6QrIZOJ/23SqleqWKlNICOvbdcxRmZ6hjvWzy6kZzlh+mgmqZJjVaVPm0/7Wh5GBpTOZWXei1n45QapmUlBXx9EnnIDLUtT6E0rSVF6k+ZyuNFOr6OysztiNp2cUCkkuyaNeHU8jLolV+NU3+A2jB6rNUKWsuLFoUJEndRc9E2+n+LgRk1+5Z+vVUMlXJZVQY9zP17OBFJnoC8n/qczpyI5/qWCFUSVJpNSub3mOX0d16FTvOOXRi5RsUG2TD1hFMExasocTyOlZKFVSafITmD2tP+mIRWfWcSRsu5TTkcX1FOq1/dQQFxcygrQmFbEklVdz4kQZ6u9GQr85RpbqM3ztKr8Z6kPeiE+w7Uko+8g0N9DJrmWaRmDzGf0zH0spZ/VCRvOIGfTuhAwkFWstoT9HT6fujKVSr3o+6PDq4ZAZFj3iLTmWxLcqrKWHXVzS2szNb1p36TllCJ9Ib66kuilpWrmbHPrgNzWTKjv/rK4/R3UoZqWqz6eDi6WRmKH5w2cDB9OaPB+keK+vqeqOS5tH+T6eRP2uDwscupON3y0muVffr8s7RwkF9aOovVzXztCmo+OgHrC6yst56O+op+kU6klNHsspM2v7BRPI31vqbQEiOQ9+iTaeTqEKmJGVhHL3dM5KsTcRk7v8UfX8kkUrrWH3SbOlRHl7/QUZekTTz2/2UWSollTKTfn8inKxNLcgtaCQt3naJ8lj9Um9LVXaGXu3mT0M+PErFMhmVp52nH+YPInMjPRIb9KX3156lbNZGq1RVdHvLh9TOq7E9C5v1HV3IrCK5spqStn9EYW4d6JkNSWydKpLkx9PnU/tR16mL6WpeLdtKJcV/O4mCvafQ9uQyyjj+PfUNc2yVZisK6/Um7UnIJ1bsH1R9m5YP70JWLb7TNPnTuCWHqbIul3a+3I+cQibS7wkVLCVSundgMUXYBdKkLZlsJQqqSDtOC4YOpScX7aS8GnWJ0MZqVdUdWvVsbzLXb+MYt5tAX+y7RRJ1wZWxdnLlK9Rj6PO0PZHVM4WE0o7+TNN6urNlHanr8IW072Yu1bE6qZLn0LoX+5MJK6MmQT3p7fVxVFSjPvfJ6NbmVyjarT29tOkWSVk9azz/WJHJU9uokKVJVpZEv708mCKe/pQSiyqp6MRHFPFA2qwoevp3dLVI3TbooJLS2WXTyEFsTx2GLKSDN1l7w9LVSEk1ORfpoyem0/MfH6PCunq6t+t1crS1IFMbZxr8zhqKz2D1RKkkeUkcvRfr1Grb9yeTPvNpQ1ym1rrvq8m9RAvHhj3wHVOr4bRk722qamgMFFSWsJ6mejuSCEKycu5Di9ZfoDwWjapUNZSy+2OK1Vn/2tP0RavpPGtrWPUiVVU6rXt5AvmZG5HQbhC9t/E85arXwf6rzTpNb/UfRKMW7aMqtnAty98NC6dShBlbT8P55xDlVdU3pFldlze9OYZcH9ieejIg5/bD6ZMtl6hY0qofo8b6MuXXf6fRLtY6vssmcQg9uzWFSu5socnBD/ZlDHrOp+03i1kbWUsZR1dQr2BHspm0nPLVO8j2Q1qWTGtfH0Ze7afSuut5JC06Ra+0df5h7Y/TiHdo51X1OaIxeX8/BVUXxNOv70yjDubq7XrT4BmLaT8razpPmf8SooUMy0SO+4cQanNvYMueOKhCB2F6rDeEEEDf2BXRXafg/W8W44NnesFR3GqQU1GMS7v24kK1EK4eXvD29oaXmwP05LWo1LNDxBMvY/HcGJSe3YrdadTw98bJCx6OJqi8chBxxS7o0ScCDtbO6DqoF0IdFEi+uhsbNhxHtVMMeka6wcJYiMyCTCTuXold6QYIaR8KNytjiASAMv8Kvl0RB6fRUzDYRw/Z187g/MW7MHJr2pY33J3NUJmegmKVB2J6tIedUcv9UFbl4My+Y7hbCrg0p1Fr8nKBmbwaxUkJkHSYgKf6dmLr6Qhz6T0c37YaKw5Vo+eE/gh0dYGXkyWoKhNxxw7h+G0gqn8XmNw7jo1bz0Puen+dXnb6KCiohHVwb4wfMRkjOohx7NhV1BlYw6tpu+5OMK7LwcU7KkQN7I5gexN2VLQRZHlXsOaXMxA5u95Pb/PkDju929i19wwofDD6BtrB0toM5XnZyEw8jn1H7sGpZ190CfCEv6cNJDXlyDm5DT+eKkBATCw8KQuHj51FrtLywXV7usKyJh3HNlyHcc+B6O5toUmThsAUfn2HYJi/KW5fO4Ftmw8gSxyAmE7u7JhloJTtp7tX0/o84WxlgOqqdCSbdcackQEoTUqHyllre+p9EUtxr/wehKGD0cu+GAdOXEGV2EZrGc3k6Qyz0lvYuzYRdiNHo7MTC521UQWubvwVW9PqoV9XgXoDZ4RGtkewv0/D9728HCFLP4FjV8vg3bUnoiM7Y1T/CFjmpyBuz2bsOl0Kr17d4atMxdq123F8XzqcBveByeXf8O0vx1Br7ggHs3LE7d2NE5WBGNE3EDbmLJ2eDlDWVyL7zF6sOnEPbl16IcJRDwW3L+HgjmRYd+yGzkEOoNR9+GD5JVh49sGQQX5Q3TmMj1Yfwm2jWMwd6o7kE3twJl9Pa5+94GYjRt7F00hWeKNbjB/kN09g9fks2Dq5aS2nmTwcoJ9yHFs35iN0/BD4C/NwaOd27NySCKNO3RBeugcffbweOQYOcLGW4875IziWZYkBAzrA1qD1mKASFdd2YenmWzDWr0dpnT68QiPQPsRfsz1PmLF82nfkIpQeMYh1K8P6hd/h9L0qOLXrjOhQv8blvNxhL0nFjrUbcDzLBpE92sHVRAxDQxEKynKQeHgD1l2uRUBEO1Z3TKHHKoKqNAm/r2ZlO3oQRkU4atLTRACBrBQpSaVw8GpsmxomT1anFDUoSy6B69BxiMBt7Nt7DhXm9+uPl5s96m4dxc6DKTD1bo+w8PYYMKYvAixrkBC3G5t3XYHAqws6B9tBrNnaw1TePYUtG4+jQKVAtUQfnu0iEB7kD5+G9LjBtDYHp3ZdgzCwI1tnICLHjENnGxmund2P9TsusW1FomOgI1Rph/DxN3uQVWCEwHYWiF/3I7bHl8DBxQmmSMbBPedQ6xSNruEsL53cEe5pgvTsPGQe34lj+UZoFxUBJ9U9HNy7CyerQzB9dDiE5XdxZMdvOCx1xpC+3eBlWYljiz/E5lx9dOgbA707l3Arqw5OTfnn5QkXWxFyEq8gpd4RXTuHwM5YT7OnGgIFKvOyUCIwgbOn5nusHLjamkBak4lk41A8OawjRPdYGT14HSbBfdA7wgYll3fjx31HUdxuIuZ2sUNJ0hlsWrsV2WyfhnULg5WRdtlToOTWOWw8mwIDK+fmY9c8eTrC6N55rP8xBQGTRiHUoAxn9m/HxvXx0AuNQjvpaXzy3s9I17OHmy2Qwdqoo6li1q53gKulNZw93GFjXI+Mq3HYf+I65J4R6BboDFQkYe+aU6iyCEX3nsEwK7qEpSv2Ir+6A6bO6gTTottYv3ETduc5Y+xwf2Rv2oRrBo5aaWNtnXk9Eo4cQoIwGsN7+YCd3loSCCHWF0BelooLp4/j7J1auIcEw9vRrOGcJy29i0N7T6PWoxP6dPGGc3AvTB3oB1niRRzcshsXis0RHRMIefxerLhUwdozrfLfNHnYsb8fxPHzSrQf2hNe5trHkFB66wR270+FVYvvOEBVdhXnLlfBu0c3BNkZw8jICq6BtijJzEKNWIl7N+JRaeSP9sFGuPHz51hyIQMGHu3RNSoEvg3rYW2VXQXObVqFVRfKEdSlK4JcnRHeLRYd/IyRfesQfl2+Fmlm3TE4xgk1qedZfduInfFi9B0VhOTfvsA3+9Jg7MrOP7UZOL75NAq9umJge0dIcq7h0IE4VNs8eC70creDIu86dpwoRmCvGIQ4mbW8ZUtRgit79yGuXAWX5r6MI8RKKSqEtmg3/gV8Mrc7quK2YluySmvd6r6MKWquHMCZPCf07NcR7ib1SL9yEedP5MBhwBB2/jGEojIbB3Zuxb6zCnQe3h126Yew6oZUaz33Jy83a1TGHcbFJEN0GNAZrqZt34fxZymrbuLHWdMx58dDyG+4MaMcqdeO4vcTpQgb3BchVo8aF/4vpQmaOO4f0nJkSV6TRxcP76fDx69RsfSPXdpQld6ipTP6kEmPV+l4dqVmbmsqqi+6SJ8M9iHbgCG04lKx1hU2KWXseZOCLBypz9xdlNuweQWV39pAE73cycnVhto98W7DVc069VWpwuM023sS/XiruuHbutQUXKR3+gVTxJhFdD5bffVUFxVJ8+81XNV+gKqUTn0wggzFljRqXUrDyJuavOwmff9UTzITx9DX8TWauTIqTz9Dn03rRZaGgTR3TzZJS0tJ0upqjfz6MvIxsaTx65Oa1/cAaS7teW8y+VoMom9OZLZ5ZV9NWVdIKXfLtfJRTUr3tr1ILhbONPKHKyRpmKekmqwztHhYOxIYmlOfL+OoMeVKkhQm0IaX+pOJUETRH5+hphxVVOZSelE1tbgAqaiga+veonCXcHpqTaJmpi4qymVla7SPN/WY8g0lFOsYhSI5lVxeQwPbuZL59N+oXDO3JSmlr5tJJqa2NPj7K9R0FOXlWZRS1OqYykspbsVccrMOY/mfo5n5IHltFv00uwt59Z5DO5MqNHNZihWFtHZeFxL7xNJbe1KouUTUZdLaZ7uSlV9Heu9oFsuPGkrasIA8LOwobPI79N3Xv9L51GKqk9dQzrWd9HzvIBJYDKWVN6s0K1BSbckd2vHOWLI30CPPBUepkuop++yvNKZ9BA37YBcVSRQkT11NfU1daMQHJ6hUxepK8nYaFOhMgkm/U6FmTS2pqPreMXq1pze5x86gLbeayoGKZEVJlFba6kqqLId2z+9BhuYx9GVcKZtRR1nHllOfQC/yHTaPvvjgazp8I5ckijoqSTlJH0/tRda2vejjswWN39eFLXv1t+fIyz2W3t5yS6u8K+jWplfJX8+bxryyk7Kr0mjt5E5kLPKiedrHRlVLOXFraUKkCwmEXjTi1yRWKtSUVJV+gF7uFkFujibk2ncurY27x9LG/lR6hRb1mU1fHLvXsORjkefT/neGk6lBOL1zolgzs6WGEa1v51CAtQt1nfo1xRdINX+ppfi1z5OvlR+Nf+8oFf6RplFRThd+mk9Rzj1o0c5bDW1XA3klXd3wLsU4etDQhTsbjr+aSsbmb1xEsU7BNPHDPZQvUTd2pbTvzX5k7RhCY+Z+SL9tPk4Z5VJS1hfTjb1fUj9fd4oc8ynF5TelV0GVmafo05EhZOrZkV7ZcYeklQn0xbBIMrR7jo6XyUladJM+e6YX+U9YyNpGdUtQSSff7UyW7n3puwsljavRplJQRfopem9sNNm1n06brhewrTwO1obf3EVTuvuR+fgvKb1GRlVJG2mUiw8NnLOJMqQyKjixhDwcPGjQanUbq6DiW3toZq9win3xF7pb1jh68CAVyUvSKKl1uyIroMMLR5BIGEqLTqmPcz3lX1hH46IDyLvfdPr4vS9o75UsqlGw9jrzAn0zbxg528fSG7uTG7+vrjuSAopb/Tb18LZmaf6GsuoUJC27QZ8Mj6Dw4e/SqXsSUuUfpRmO1mQ7fB1ls0MkL2J/n9adjNs8/8moNHEzTQm2IzOP5+loga72UE1OZcmH6NXxXcjJ2JkiBr1OO1hey1m6pPnX6ZO3X6f3NidQdXMZVLLjcoLeGBxMDgPn0N7ksuY2QFKURlkVrdqA+gxaNS2SnEKeoN8T2zpPt1KXT3sWjSIn+zB69uerVN1cx5VUfPZLmr82ji4f2E+HDiVSuayGEn6exvJfQJ6vHSJ1K9NI6/yjb0Y9Fhygwubh4jrKPbmUIkyE5DPwV0pnBUslZW3V++PI1SyUxr38KS3+di/dLqxhbXcp3Tr0HY1s70xWUQvpWk1TRrD15xdQUXmVpv1opKxldfqzGRRoO4iWHkzTPSLaiqosmb6dM5DMYl+kA3eb8rM1dV/mMi0Z6kNW3v3o67giUrG27O7hr6mfjxsFsTa+Qv3FugI6+PF0CtDvQR/tTGocMVLKqaoog/KqWtYgVW0KfTkugnxi59KelLb7NX8e6+8dX0Te6qj4gcmMQj8+r+kr/PvwZ5a4/xhl6R3s+W4NUgWuiOwaDlvDf6L4CaBvF4mRT3SHSpqNtPwKrfv4DeHeczD6WGo+qlENMs6mw37aInz26gQYxP+GhZ8tx5Fb2ci9kwLVmDEY7GuiWfhB+kaOcA/2hlikDz31pTldqBpJe7fheFKxZoYWgTHsvOwgFPqio7dt8xUpPStvdO8TAiMj7atyYlh6R2Hk0GhYmzvA3tIQhtbWMG5jsw9lYAY3f3fYOZjBQP8hV5fUIyUbPsdPlwuan39qZAi3qC5op/6nuilsIISJWxfMfHkk1DccVNfWa+7JF8LYPhSjnhwBW5jD3sYU6r2iukKcX78JB6/mgLXvDUs2EJnBPdAf5lammhltEcDatzO6dHbWfNZFBEMTM4j1nRDTzodtXRcxLGwsYajvjo6BLmzPWNqkOTj+8xocvtPqeTk9C/iEBcLYRL1U20R6lvALDYQyNw23MkvQ9OSTQGiNoA5hMFIoIamX389TA3fEDoxB8xiawAQ+XWLQ0VCOlIRyeAwfh86+tjDQM4FLu/549ZXJCK45iyM3CzXrEMLIJgCDJwyFs6ENHO3M2V6JYecRCB8fI8QnJqFAKkVVfi4UHt0xbEgILAQCiMQG0BcIYetoBeOG9bQmgIlzJwwYGonaqmxklVQ3bI+qk7Hh3W9xvvXb4MQOiIgJ1XxQM4BzSASiHEyRm1gMm7HT0TfcGcYiA9j4dcGMOVMQY34P++NzWpUvLUI92Pu3Q6igBpk3M1FR37SkCA7B7RFurIRcIoOClRtHL1uW963aFYERXDoNw8sTu7CimoWjF9ManwmgWuRdz4Rpn1lY+uHz8Lm3GYsWfoLNF9KQm5EJWWw39Auza1jFY9EzggWrk0LzcHTw013SBIZO6DbqSYztZom7RanIrWh6XsIIPrF9ENtqEPWxiIzhHBAEB7sqXE7KgkyhyR+WHiefALi4m6JWVg8WGzfMFohN4BHeAcHBNg2fGwis0L5vL7hVVaBC7IqOfWLgqd4XfVuE9n8S86fHQpmjfrFC03MuIph7dMOoSQNhb2ABK1NDVm1ZGe4dCP2aKzh3pwIyaQVqBY7o2707fGzU9UUPRmw5sUi9vI6rywIRLFyD0L1Te9jmFyKvRPLYzzIZGJlA39ARUcE+sGHH38AlArFdzJGfdQvZxZUoKyiBUegYPN/LjS3Nyr2eGHoGprBibYN+6/KiQZK72PHZDziZ3bqM2yA0OgQCVn8amy192PmGIMrdFqV3SmA2aCIGd3CDiYi11x6RmDRjCvq4lONUQqamjAsgNnZAVO+BCPPzh6O1BQxZG65v5IqwLgEoyk3B7dxSVJUVocC4A6bP6wYHlkSRSI+llbVV1qYwF+tqs8WwDumBSX29oaxIwb3CNp5YUdQjL7sUJiw/3lwwGqZXN+LNlz7F1qv5KC0phamFN3p29NQalRLCzN4fEdHBLdoIqkzAps9/w43iVs+56bsgomuQ5sNjHUDWTDii6/AhaKeQoCi9QOs5MglSzp/EuTM5cOwzEP37h8KStVm2zi7ql+220nj+mbVgInzl6ueNk1HQ/Mwaa4c698YIW81HRmBoj8jYTrCwqkB8rg1GzRiEIHsTVm2sEdxjHF6Y3AeCO1dxLVd9/Amy8gzs3bgXJ28WQfvFvkIjC3gF+cLJzvBx9/Yxqfsy7TF6cm+gLhupeeVQsLbMs9sozB0dguSNB3CjjOW9vjEc3J1gY3l/LFpacAVbvtuMO+q/axEYurGy69/44e9NrIaSnWPu4a7mU0usH5RW8BjPuf530t1KcNw/QFV+B/tXfYd15/Mhe7Cl+xvpwcqedXplCpRWSFo+qC7WZx1Ozb9Za1GfdRHLLupjxLPjMXH6Arw7qx/qj6zAy9PGYdxXd9BtSgxc9NtOq0AoZp1xCxixBstQ5wmMbaXqHo7vv4qkzErNHG1K1FXXgUJ6I8bPTDNPTQixAWv8WueTvBSpl3PhNnAsJra30sz8E1jHxMDMFGJrS5gY6+k48TRSZhzDO4tYgKvjwWUBy0sT1tGwZCfv+10f1uFx8YKf5tN9UqRfu4rSdk/hucH+LCBRojz1LH7ZeAwZpQ+e1PVYp0AgNIeDpe4ufBMB60jr3T+gOshRmncPZTYRGB3j00aDV4uMmzchiBiNQaE27BTFTrQ3j2DZ+rMobvVSCrZF6LH9Fggs4GTddtoELBhw9QuCd3EhMhOyUdWcfyxwZB20B7/J1qtv0OLlFHpmVnARemLgs9PRy13rNkl2wnTvOQxTOoiRzU6g98t3HTJvJaAwYBwWjAlm3W8BDGycEOFpD8G1Gzh/agPeX5iJYZ++g7FhLKhg5V9RL0W9ygUDon3R1iUBgUAMKxsHiGplKKuWstyRIevUaryz5nZzEHgf6wjqs0620BK25o23KIqMTOEgdkPvyVMw0t/s/n6wUuMQ0R2jOtshL6+07YeRWTBn5uyHAF8V7mamoLjy/h6LjE1g3pxwA5jbWbDFdRRmgRlCu3WFE+vdSi6zgIv1WuWFd7DhkgQhw4ZizNTX8PmiGbC+uo61ARMxduEh2MZGwtf64UFxC7JSpF0rQ8Dooejs2PatJgZmTnDzdmNBA+uwC++XSIGePh523aJtYti6esHVgRB3NQmFrKPYiLUhhkasE976hj4BhKzjLWrRXglgaOmIINdIDB3eCz5at8oIWeDfbsAgRNjLUVJZq3XxqRopt9NhHzMKQyKcIBaYwrdDJOzEydh74jh2b9uJIr+ReHZMR9g23OYmh6RSCiP7dvB3aaPusDywZMGDhbwG1ZWsXXysDp0CFcU5KDH2xUDWSTcSC9lq7BEY6Y3Sgss4un01vrkkxgtvzUZv14ZLIVDK6yEX2MHHyxUmhroyXY7cuM34eN01HeVSXVfV+WPZcMFKTWRoAlsDV3QfPQ6jQm21yjg7NiGdMTTGDVWl5VovQ2B5mZuOHONgPD2qMyxZOyoUG8ErMAgeRRm4dnQHvvwyHmEL3sFrPVzZWlhbrJCjTm6G9n6+cDBqo3wJTGDvZQsVlaOkWvfLaeoqsxB/PRFOsWMw4+U38dn7Q1F1/jcsmD4eT7+7AUrfLohyNW3RVgpYOVW3yffn1SNt79dYuj1dx4tg1G0AK3d6FrA0brsetCa2toezoRz1ZdVsP5sOvBzl+XnIOn8QcWlVmv49C4osrWGtlcv3iWDZLhaDHZSor8pGaaVWsMDS3+LaI1vWxMISerbdMOv5IfDWvmfRwB6dhw5BR5Nq5BSzo0b1yL16CJvXH8a9yvs1oJH6ohOrTxbmMDfXb5Fvfx3ryzi6wFjdlymvachrgaEL+j07CxNqD2LP1UKWJ6w8GrBzh50drK1Zqy+ow83dy/DDwXss91pjx5GVMyN9c5gZP86Nvn+UCFYe/gjRfGrJEpFh7m1csPzv9/ceV457CLFnHzz3Wh8k/fo5fjupqyL/fUR6LABQEeQKpaaB1YV1Lq+cxj1PT7SzMoDY3A19n1qAt57pCUq6jSqxK8JdWedLs/SfJRAQqLoKhaU63uZVl4NLB8sxcs5EdLR5WKdfjQUYd87j10IXTHtuJHz/gfuNWyNJCdIf8kY29dVVkZ6oRUMiNLeGq+bfTYh1WlZ8WY2Xl76CPq7qjhILVCUVKKqWtLhK1xLr7LVx1fdxkbQQV08WInbASAwL0j1KQKU3sHGNHl5bOAORNuoTCEtbVRkKJXVaHcPWRG1ekW4gZEGjewD8fYDC/FzU1LU5btImZXkRblj1xexx4XjgUBu7okM3dxQWVjR3wKg4EWtWlGDaG89hiIcmgjC0Q/uYCDirjuLzrbkY/sUHmDMoCBZiVqrlZYg/ewZpngPwbH/3tst5wzHWA6lUUChVLHdUkJTkI+8hLwpk34CeqDF/VDUVSDFqh7GjomDRevTV0B7BHTxQxPbjIaUMRmbOcA20RlpxOvKrWCda85eW9GFuY8ECNV17wjpYHgHopv5nBQv4SIaClKtINzaEr5MVRAbW6DByPj5dOBW22bdQWGuGAFc7Frw8bu1XoTL5MnYqu+LtV/rD4SFVU8CCP5HIDM6WzrAzNfjL7Ys6fwztXBBhbQXB5bvIkbZdah+mrqwUtYED0TfaFS2uD7H0mth7wtHdTBMsN1Jl7MeG9eaY88J4hFmrA2PWUQqPwVgnJW5+9yPSbEfijWdHIMTehOU+QZp1Fpu3FKDn3DFoZ9FGBrGyJmTlRsTKmVLB2s22G+9mVF+O2+ezERDRH6Oj3KHPjr9Qzxj+HTojIPMqjpyuxKAnZ+HJ7r4wYPulklUj7fJFVJh7o2/XAJir68IDVJCy+pf/0LzUYwGvpoxLqpCh54f+gzvBvnUnVN8afu08UFUlQdMZgCQFOLsrGW6hg/FEJy+I1WVWpA+HwChEehdi15ELsBs5Fa9P7Qo7A7YNVR1ykq8iXmKL3n2iYWvaVkdX3RluuAzCzn262hxCVfZt3L0KBPg6wpjVq84z3sPmz4ejNvEKku4ZwC3QjbU3jyqVSlQXZqPoISdxoUDEyvkfaL/VF75YvqvkyuZRUNbQwdHTGYU5J7FxzxUUN5wshDA2t7o/Ct+aqTvCOruygFEK2UOHJpWoLM2HWa++GB9pz0qvNtbmuPqis6MEeeXqcWhWHtg5obKsrZ+lYFibL1Jf/HhU1v1B6hFFAasI9/syLMjz6oG589ywe8cVFCrqUVFQCPg4wtfZDHoCJaoKc1HyqGOjs538q1gbEDUOr8/oovmsJWIaPpsShlZP+f5r/IGSzHGPg6CUyaDzLcF6Fgid8RWWTjDALws/wY6EUtagaf72n0Kss9e0TVUF0s/FQ1JdB1HD0ArrdNj4YsS81/Hs0HAUbf8MsxcfQvmffOVxMwNj2NgrUFJT09zQkkoJeU0ODv/wFX5zGIIPJ4c2nMi1qTun2kiaj3M3ZZg87Rk8EeHy/73yqqpZsKP5ty7qQKoBVeDSrkSEfvcBFvZ2gc6+SQuEutoaKOSPEU6zg0kPFCLWnVcqIKspxtX923DB0AWjx8bCzuR+MEqsHKiv1EoLbmLtlytR/fIiPBfr2PBw/8Oxk6akEkq2/ocTwsjcEfaeZqiWSlDPOgDaDA3FsDEzZJ2D+9TH+/6eyJGblICKMT0Qa6erY2QIaycLuPs6NV6po2rcOHoTHguex7vD/O7nscAQLn7BsLI2QrWRJ6LaOcBQqIKsKg+n1i7BCz/lYOpzT6CT5eNfAX441omq1L51kZX7rFSUdPRHtKf2/a9NWIBjZw7PYFc8bJxUbGgGN0cnGNdIUVMv18onxkDM6q0J9NlON44qWcLBUsfvuplaw8NJ82+SIPdGAkpyyjR1n53mjewQO2k+Xp3ZH6pTq7BgyWbcrXjEy3fV5Uhej9LMC1i97Dp6PTEGA70tH9pfUiqkkMhNEBAcAVdbra6DdtvUFraMQq6AslWZF5hYwdPDAmbKSlTUtu7gG8HaxLTlbcLqDbXYmBTpqbdgMCIGvmYPBjJ6YhM4eNjCiR2rhhSr8rHv2ysYtG0pprazaXg5gJrAwhvd+/tDxYIM24BguJvqg5RS5CVsw+ujZuJIr0+waGxgy2DsT1HXcdaGSitx58QuHK/Qw4CJA+FppclP1vG28gpBYKAtxDasE+liD2Mh63DWV+Lilk+xcNkJ+I1+Et38rf5EO6qCpKqCZV9T/ilZZzUThYFOCAt0YIGPZnYzMcyszeEe6ILGGx/lyE9JhdQ7AnNfHAwPi6a6J2LBvgfc/d1RJ7aGt78LLAyFUMikyDy3EW99+Dv0QodgXBdvVoc1X/mjWJpLUxJwrkjQPKopNHBAzPOL8cPL3ZCfsAlL312Fy/mtXqfdUFxYW6v5+HAK1FSWa/79VxkieMgkjDDIx/U923E+tfGV9+qRLnURUt9u/ODYrwls3LVuMW3C0t+i2rDz/91rFejbIQTOD7xchjEyg4OpMwJddLVbWkh9dwhr42sfdU74Gwms0GncGPjv2IRVy1dg8Y4sRAwegw5uD297iOSs7Oq6w+XvIzDwxqRlG7D/q5fR29kEJibtMem1Vbh64GP0svu7zjP/ef+/+1vc/xSCouoOVs56ASuvl2quQKogZ8GTSn1VRH1VWmiFPjNfxEjLZFbJ1+NybpXuwOofQsXZSMvRfNCoSb+Di1dvIKNcfalcCGOXaMz+6C2M7e2Ma1+8jGd/uIoqBeuk1FXiXupNXL16tXmKv56AjPwyVJfl4m5WIesE6bgSKTaClXkdMkvUt0wRpKUZOLfnN3ww73l8dNoQ8+eOhJdh61GlWhTdK2AdsfvrExi5YuikyRjdyw9Gj+7V30cyVOSm48a1eK20X8et9DzUSIqRcecuCmr++DifqqYcjb9CwzohtWVIT0psWPelk+dwiQXGAeyE1XAiE1ii0+zn8GyvwMdscFTsxFPdEMw8ilxWxjrjWr9doahG9q04bP/pKyx6+00s3iPDoAmT0cH1/huKZDUFDb/NtebbRXh6xme45jIdn09t18YzO62pUFdT1dBR043lRWUuElg+XE9IQmEdCwTcPGDZ6q1eItbBNzbWDpYUKM7LQr7mE+T5uHi4GGNjgmCqqkNhestyd/XqJVy5Wcc6wfqNJ0eBGdpPfBozB0fBuMWIlxCmLn7o7egA6a4tWHXoAk7vWokFzz6Nee9fQKcpz2I2K096f9tVRiUkFdrHowJ3LuUh0sUdziYClGfebrUfl3ElsRxWxm2MsMgrkZnA6tm1BNzNV8HD3Q/uVsYty5FIDH1jFiyJ1J1hFkiRCazNdFy/NDKFbasYSpqTgWvXriOlWH31WAB9K1+MfvlNzJzcDlnrFuO5b06iXOfQJ9tWRTYuHduK5Z8sxItv/ILibiMweUAIDDSRA6lYvcu7i8QW+3sFpw5uxdVU1rkfFAZbrSsH8uI8ZDYXAB1YR6c06QSWvvIxtsTnsBSw0ihnQV8qq3fxCUgrrIVJRCC8Hwh8DWBubKR1JVmJ2qoSVBRWaT4z0iRc3F+PkV28IKguRtqtG1ppvoor1xKRV6iCib6mxAqdMOwrFiiF2rU6blYI7xMDcd0VbFi7BYeO7cHKD5/DoCnv40jAi9j48Th4PvCKtj9IIUFe8mXsXvktPlv4Gt5cmYWu42eih5+l1uiAAKZWnvAJtUHi+QPYffQYDm/9GR/MHIahi07BcepCzBsaDvM/0o42U+efVjCgrMHdG9nwNnGEt7U+qrKTW+RdQxlPKIKxWKzJKzGcI3pj6jPjEGjTskDqm9mivXcA7K9dxK7dxxB3eDO+fH8mRo1ajCqPcXh1Vn+4m7U+V/xRClSVZ+DG1UTcK6xGwwAUO55D3/sGS6d44/axn/H59/uQUaU+WzVSyGqRX1qECs3nh1OiRrsN+Iv03bpjxOhg3Eu6gENn7jT8/pNCLmu4BdjIylTHSIUBC0513FRcno/bGZp/sz1TFN3FqUx7hPi5QaSsRAZrZ1octwtXkFhnCDP1A2UPxYKligrUV//hX5z6E5Sol5Qj59pBfLvkV+wv2Ymvlx+GXZ8ZeH58B1g/8iqEomXZ/YfoGXpg0Etf4lhuDWpqruH3z6cj0qHtZ7//Df5iq8Vx2lSoTr2EneeOYuehW6hmnYXS9MvYt+0QsgtKUHDxINbuSECdbTBiY5yQsn8FPlnyHX5bewyp5Q/e+fzXCGAotoC9uWGrQs46RAZWcHGzgoG8DhXVMhTv+RQDes3CL9fLNCcHIcz8euKNN55FN58a7P5qC66X1SD91DrMG9UXUVFRzVOnbgPx/q8HEH9yI5ZvOIacqlZXvdUErLPiYss6w2UoV1Xg4uoV+HbZflT7jMYXX76PkeFOaKuvaujOOpnmbdyy8hAidvJztVafiFWozbuKFa8/iW6do7XSHoOx85cjPnEfvl60Emcf+NG/+4QCZ7hbG7fqFDUSixxZ+lRIP/4rZo7o1ZgnExejLmw6nunj8+ghdwtrWFsYsnXrWLuVLWwtHrkGCI2NYeVkyzojSpTe2I9v3n0fPx9LhFHs0/j6m5fQ01erE0VSJO3/CV8uXY6DOUYYt/AjfDKzGyx03VL3sO3bOMChxStxG1F9AU59+zy6R0Wj2+BZOFDugv5DI1u9Ul4MUwN72LR+yF2gB1NzNzhbGkBZeBeX61k9CbZG6Z19eGN8y3IXFdULL5+OxIxY9QPrDyew9MKAcb0Qon8Srw7qisEvfY/rCi9M/54FlDN7wUFrxK1tIpgaWrDgTCuocXCBbRu3ggrtndmyQqgqC3Gn0gpe3u5QFZzH4mkDWu1Hd8zcIMbsnt5aHV0NqkPu2ZWY2p0tFzsI7+3MQ0z//gh01D7pCqFvYgYbO1OIBVKU5haDrB1gp2N0RH3blL6ZEYzs2bJKOTuJ16HoxK94etQsfHE2T1NvBTByaY+nn5uD4R0NcOLH7bhQoSMwVhTh7M9fYeEna5BQ5YSn3vkQb07sBOvm519YvctPwK9vPoVeLfY3GiNe3A7jUdPQN9iu1T4LWTxnDSdnC90jL6pqJJ/YhY3rf8ZvJ1OhIiXyr2/Dy6N7Iyq6P57bUYFBkwbC36TVSKSpBSytTB647UZsZQU7O3PoswIkS72IS0bs2DhJcH7D53hiQGyLNPca9Rriq8PR5RGjZuqy7dJ5FGaE2eHqsjkYPW4ulh8rQa8nF2H3dy8gyrat28daEtuYwIzVjwfbRQXKk47jp48+xPJ9cZCGTsK3P7+LISE2LUZp1cfRwNyJnWd6I6TsLN6dNApT3v4RZ0sD8MHXK/H13H5weZygzdaJnUN0l/Gm8q+SlCG9VA82LJA3KL+Kb+eM1Mo79dQN034sw4gOfg+W8dYMLRHaowe6BRRj7YIJiJ3yHnZeqkLXj75mneOnEe2sux1uTWhkBytTXfWaBTJVhUiK34CXnnoOPxxMgkRztdLA3A/jXnwdkyMJ504exc3cpmeENERmsLd2hIVRU9DHZtk5wkpXPgqFENvaw/wPDoEJjfRhwuqygdaBF+nZIKJ3f7S3NWPbMoKeQIWq4nzkwhmetq1/8kJN/QwPO+8bmbI+QOu/WsLd1w5GAnauyMqEJMwF/i56yDyxHJO6aR8zNsXOwj71q+e9mwJa1gbaWMDKzKB5JPU+PZg7WMHS+H7e/H1YWWZ9GQdzMaqzrmHzDx9h1phZWHFDgMET5uLzH37A0vnD4WulNcb2sPzXE8PA1padg/7Ysfm/jv/OEvc3EkDMTvae7sHo1qcTfK31UJWdjruFCvhEd0J7F0PU1NkhONwO9RUSWHv6wdmYUF0phnu7IDjrbNy1SIsRd+QATpY5YdLoHvDSPECuS31uPG6hE2aMj4Eb6/A2NwvVybiS4Y4JLw6Fn6kAEoURXEI6oPugiZg6rB1s1D0HNYEYlu7eCLGoQaoiAlNGBYBKSljHwwNdevVCr9bTkNGYMm4gwt0sHryVS0CoSj+HjZdMMXFiOITFxug5azpGD+oCL5vG33R6UB2y4pMh7jkOU7v5wFj3QjqpCm/hirI7npvcGQ7GgoZ773NlJghlAdID6e7VH6NmPokx0W6N9823oiq6gaNF0Xh5Zg92rFqe6lX5l3G+OhZzJnWAobQGBtae6Nyjcb1DnpmO4aE2D+kcqFCTm4E8Iw8M6tu54Rjd3zo7GWYmI9c2HOP7RrBAo+1yIWNlIjuzDhGjx6GjpykkBeWw6TkG056cjmEdPNnJomUKCDJUlcgROm4mnho5EJGe1izga73fD9u+EuUpN5Hn0R3T+4U8eGVaVoa01Ep4dOrO8mEgRg0bg/5dfGDWvBwrCzm3UWjSHRMHh8Gq+YSlQlnyFVT4jMPMAb6Q5WRD4hnAgiVHyPMyUCjyQGyrYzf4qWkYHeX06FuaBPqw9fKFt4MT/KJjMXjyXLwycyL6R3rB7MF7hh5EKpRn30GZZVdMGtIBjqzelNy4gryI8Zjb1wcmLfJPgcIrcSjrMhVP93CHoiQfpQYWaBfhB+PKXKTX2SOm1X4MnDQR42N8YPTAcahHUXoWpG4RbLk+GDxyBEYM7AQ3s/sd7rqaXGRlmaHn5AHwtyZk38yEuOsYPNnH98HnLgS1SL+YA4+nnsQQf0vIZUJYeYchZuB4TBvZEQ5Nv7XDglYzRzcE2KiQWeeHieM6wKb1cVZUIiPXBiPnPIUJY/siyNG8Vf0h1NeUoESiB59O3bT2tzcGDZqEaRO6PzBCUF+WirQKP4yd2RfeFpoRQ21CEagmA4dOZ8GlF8uLSGfU5N9DuYEXuqnXPWIcK1PRcDJr+i6htigHuWTF2uPu8LMz1gQfKlQX5aGU7NBzSD/42wuQcTER4n6DEesAFBVVwswtDN2b09wLfQYOxPBxQxHtpT16o5vA1Bmh7X3g4B6GfiMn4Ok5z2LKIHW6Hn3hQ33MCzNzIXcMRf/BneHC2vimu3kbqZ+VqYB59ABMfmoWxnb2hWWL30jSItKHjasHPH28Edg+FiOnP4t5s6dhYKSrjrLWmhJld24gz38AZvYLbFWWFChuLv/eYD13FMlECIwKgY20CHdrrdCpew+tY94LAyZMwLieQTB/5Bs89GBqx4IAD3f4BEcgZtQMvDp3Fp7o3x72be1nC5r6FzYRMwax9Dzw8goWxNdKYe7VHv1GDcfw/qw+sU52QysgEMHE2hkurH4pLN3RrWtkc1lS1VUhJ68MHh2HYXCEKwxFCuRfOIvq2OmYEuMGoxZlX47cq5dAPaZibJQzDHWcV3SR1eYiNVWE2OmjEOGqdR4VCGFoZARzExNEDhqAQCs91GbcxE2jPlgwLRbOOi72SO7eQJnfMIyJ9YRp04pq7+LYZUtMWfQE2rG6nZdZAluXQIR5mKHobg5UXlEtjlmvXkMxddpIdHZVv5RG/UKOfMjN/NFnQDQcTLSDonrk3y2Avkc79O3B2nSdLwxppa4Ul44fxPEiW4wb1ZMFOurX8egmz7uKa/JOeGZUALLOH8b+s/dg13kk5sx/CbOeGo/uwU4wahEUPiT/SYacxESY9JiAweH2LYJS7hEaXiDOcf8Cj/c7S41kpel0J6+Gmn8qQkNVm0tJKSXU1i9rtKaSFtDN1LLH/L2Ptsjo3v6F5B7+Bp2peYwfYWhQT8V3M6iw+nFTep+qPIuSiqVt/HbDH6OqyKBrmZU6919VlkaJ2VV/Mm9UJC3Np5zCEqp74Eee1L/LlEPZxRUkVz18L+T1lZSbnkXVf+tPgz9s+0qqycuke2XVfzJ/VSQpzqC0Qkmrsqmi6pwkuluu/uUlBVWXlFBF9d9zDP8yFdvn4kxKL6rVpFn9GzvJlFGp63dcFFSedpvuVat/iURJ0qoKKiurYvnY+Ne/m0xaQvdSCjW/LcTqTFY2ldS0+t2XZlLKSUijssdNTF0J3UkvafGbKv8kWXUupd4tY61FW+op8+jXNOTJt2jP7ZLHKBsqqqsoprz8ApK02Gcl1arn5xSStKHuyag4M4eq/6mD9IfIqbywgPLzK/+xMvN4lFSdnU6Z5bp+O0+7/KuoXlJFpcXlJGt9svn/Qrv+/RkqkteUUl5RcYsyo6yXUFHePSpsrlsKKktJpGyddU1Opam3KU/yx9IgZ/UtM7mAdP38ooJtv7Qgj6oa0sTKdeE9SimtbaMOqKgmN5myqlptv66AEhILqE79JWU9lZeWUWWNrI11tKagqpJCVmfKdZRLGZXl51NBITsXPt7KHvN3lhrJS9Podm41KWTVlJmeSsmpOVQhfVjePiT/Vayu302mwtq/1qP5v0ig/p8mbuK4/2pUdhtfvv4C3k+LwJ5176KX67/lJZRKlJ5djqjPCfu2v4jgRwygcRzHPUBRjJPLNuKaWTimTI6F3eNcweY47r8Oladg2dsv4u3EAGxe8z4GeFm1ObLE/Xd4jHswOO6/iS9G9ohBoK63Xf3XEsLIzBtvvT0KQTxQ4jjuTyCpBIrI9ug7IAq2PFDiuH85LwyNjUGwja7nrrj/NnxkifvXoIoMHLudByefSIQ4/JuCJY7jOI7jONaXqcrCqVv3YOXZAe2cHu89rNz/XzxY4jiO4ziO4ziO04HfhsdxHMdxHMdxHKcDD5Y4juM4juM4juN04MESx3Ecx3Ecx3GcDjxY4jiO4ziO4ziO04EHSxzHcRzHcRzHcTrwYInjOI7jOI7jOE4HHixxHMdxHMdxHMfpwIMljuM4juM4juM4HXiwxHEcx3Ecx3EcpwMPljiO4ziO4ziO43TgwRLHcRzHcRzHcZwOPFjiOI7jOI7jOI7TgQdLHMdxHMdxHMdxOvBgieM4juM4juM4TgceLHEcx3Ecx3Ecx+nAgyWO4ziO4ziO4zgdeLDEcRzHcRzHcRynAw+WOI7jOI77hxCUdRJU1yk0nzmO4/5deLDEcRzHcdw/QlVfjEtrPsXbO2+ysInjOO7fhwdLHMdxHMf9Awh1OfFY89sWHLyeCaVmLsdx3L8JD5Y4juM47rGpUJN5DusvFLQ5UkIqOXKvn8T29aeRVVWvmduopiAZ5/ddRYmi6dsyFF3aj/N5Ms3nehTdvIWUvDKoF1HJy5B04hyypH90XEYFaVESdu7Zh7MpxVCoNLPV5BVIPHsKR+NSUCPThDCkRNndqzi49TBSS2rZt++TVeXiyvEDuJxZDrlm3n2E+vJM3EjJQIX0wXBIpKcPPeGjuxqS/Os4uOc2qlvsZj3yLuzG6Swp+zfbTkk64lOyUVOvnbrHp6pIwiF2TPLkj5GXLI8ycisfYzRMieqsq9i1/yhuFdRA1fwFVk7ybiPu6jUUSJryRYVituzZmyWa9bJlsi7jREpV4ydZNVITbuB2Rin+yE2LVF+GhBspKKiQtpFegqzkBtZ+sA6X8moeWIaqUnDgt2PIkT1qb1WozbuG3ZfvQfmoRVuhmrvY8/1+ZNY/4otKCTLi9mHbgUsobH3rpkKC/KJy1MsfdfxZWam4hzMHd+J0UhG0iwvJa5CUcAHn7pTcD97rC3Bp10UUaZajukJcuJyCynq2fVYviu7ewIWr2aw0to2kBTh/MQXV8j9xSaC+CDcOHke65CH7pZIi+9pNpGSVNNdBZV0Z0q7FIa1CK5+oCkkH9uJWOb/t9e8kIEbzb47jOI7jHoKqb2Pli3PwwUU5ApxNINDMNwnujbmzZ6BPkD2UNbfw/Yyn8OV5oPukmXhu3jh0cLeCSFWEPZ+8heVXXfDO8jfRzUWAwrj1mDf3NwR+sQUf9bZBzb2LWLZwHeT9n8b8YU64sPozvPbtMYidnGEubtoaEz4O78wYji7BjtDXzGqBdaDPr/0cL3+yGVXug/HyO/MwtW8QjFg3vOTOEXyy4APsTbPAyFffxTvTusBImokNH7yGDzYmwLnfJCx4aQ4GhDhCT6BE7sXVeH3uUhRFPIk3Xp+B7n52EGviH6W0COfX/YBdpT6YM2scfKxbpabiBj4f+zSWpCvRzteuOb8aeWHACy/i+S4yrFjwKrZkd8Ynq95FT1dDdUYj/cAqvPT2JgR/thkfd1Vi7zef4Isd1yG0MIO+SHtNhnCNHoDpT01EjJ8NWvxJgypuYuU7L2HxjhzYBbjCtNVCJh4j8OKCJxDrZwsx6xbnnPgZTy+vxcIf56OrlYoFkpew5qc1OHKtGF4DJuL5p0YhwFYP8qp72PfNInz421mo/EbglU/mY3KkM+vz5+HYDx/jm+sWmL/wdfTxsUBt5kG8P38pSgcvwfJnIqBXmojVb8zHxvaLcXhuO5Qk7sUnb36OM0VCWFkaNV7NFurBue8svDVjMAKsDRrS2oKyBslHV+O9xb8jW2EAYwO9FnlsHNAPL780Asr172Dq4vNw7zEeL741D0M6+TSUJ6pMYkHUK1i0PhV2Qe4wa5UvYsdB7BhMQc9Ae4hrM7Hjkzfw/p67cLCzgECzqKFHBCbOmINR0Z4w0nsw86k6DVuXvoPXl1+GXbgXLFofIKveeOHdpzAgzAGyzHP4+O238PuFcoROfhWfzB6P9i7GbCEFShP24d0Viej17EyMbc+WLbmDXatX4feDSbDWOv5ClifXti7BgndWI9upJ2a8+hKeHRQGM30hSm/vxaL3V4NiX8LCeTGwUebjyHdv4f0NPvj6xNvoaFyD2wdX4tVV9XhzxQvoYpSGr+c+j18T6uHgaA5RY4pZ/ZuAT1+bjChHI5a0MlzZ8DVeX3YYShMTVjZbXRzw6oaZs57CuCj3VuVfTYq0rQsx5o2d0Hd1g2VzHffDsJefx6zBQax0K1CeehpL31uCg3erYGFu3JAOlaIOlaVlgEUERrD8nzM+CPk7vsBT722AytkLtoY6LlIYWiJsxDy8Nrk7nIwefRHjz1DKCnB55xZsWL8btyWu6DZqHJ54ojf8rVm9/rdSB0scx3Ecxz1KLd3Z8iaFOJmoLzK2mIT6DtRr0U6qqFOQSiml3Ot76PVh0WRpaEa2PebTgbvlbH4xbXy5B5kG9aHPjmaSnKrp6vKpZKqvTz1/vkkKklDS3qXU39uXBn2wi0rubKZhpgYPbKthMjAjF78+tHDLTapWaZKnTaWg2sJk2rFkJvm72JCZdRCN//E62wMFVeZeoRWz+pK7oYgMzTvQ3NU3qKa+ihL3fkujuvmyfTEiqx7P0a6kMrYeJbEOJs3tF0R6BibkNfxNOp7O9kWzGXnJHfpu7ljqP/d7Si6p08zVIk2hXyZ0JkuRjn2AmFyfWUkFklRaPtafjNyi6PVNN0miXrkqm7ZOjyY9fVMa9N0ZunHoWxrqb02se6djPQLSMzQlm/4fUXyFjjSoSujkR2PIzECk47uNk1BsReF95tPBdAlRXRqtntKVzA08aOKmVCq/d5reGR5KJgZiEkBI+iYWZD/qB0qqVZJKVkHJp1bT7E5BZCY0JHPbUfTNxUKSVWfR1rfHk7tNf/p8XxJJlUoqO/Y2uRg5Ud8X9lKeUk4FZ5dTtI8N6T25kfIl+bT+nYFkpCdslTa2b/bBNGHpMSqUtT7QSqrKPEtvjYskFjy2+p56cqZ+c36hOyUSkpTcpl3vjCZbkQFZ+Pek+asvUbmslM598STZmYp1fLdxEuiZUUDn2bQzuZTunVhGA8PsHjgGApZ3UXOW0e2iWk26tKgq6PJPz5Of/YN1pnkSGZNr4BO07mYVKWU1lHltO73a04dMTc3J2fMZ2pZawwpaIR1b/DQFmztTn8VHSK7Ipl+f6UwWJgbsmGiOf++36EwBO34qORXdPkCLxvUkZ4E+mVj2ogVbE1luqag4cRNNCfWlbk99QzcK64lqrtDCYHOydJhA29KkLLlJ9OOMgWSnP5J+uZZLib+q62frY8ImVv/Cn91AGVIZFV3fSpN7+JKeUNcxYJPYiCxsn6BNdx8sm6qcgzTVyVLH91i6rUbRzzcrSVaRQWvfHMnSpKdjOTa59qH3d1yl5MNfUhed69KaBEKy6jicll/Ib67DfytlIR14bzTZWJgSi03ZNvXIyNSK7Ad/Sgk1Ss1C/z48WOI4juO4P01J5Td30Pju3mQz8WvKrJFp5qsDiURaPr0v2QnDacGOFNYzUtHd/R9RpFk4Pf35aSpRyujergVkbKBP3X9KZGGMjLLPr6KRkcHU7/0dVFp0muY7i8jGZzD9cKlEs1ZGWUSnFo1gHWRD8u40m3YlV2v+oIuU0nctJG87ExL5f0G3FI1zVdUZtHXRE+Rqrk9weIXOVqk7MkqSFN6glXP6kquRkOye3UiVjUtTbckt+vWFQeRpLCTbIe/R5SIpW5qR5tG+9xbQC6/9TpkV8oalH01G+RdW05AOriQctoTS6uRUen0VDXNwpl6TvqebZer11FPG5jkk1DOkdu8fp/LGL5JSoSAly8f7VCQrvEKLx3QlS5sptD2z7bxQsY7cqhlR5NftedqfxjrgTZTZtHJSMOl7RNIrO5LYlhVUcm4ZdbA1JcMBS2nVr+/SO2vPUn61hPITd9ObMW4kQhC9ui+rMQ8YVUU6bf1wHFkZ6ZFF0Id0pbqGUg58RQO929G0L49SWZ2SZLd/phgDR+r7/B4WLLE8vbWJ+gU4kWDS71SoWU9LLFC9/guNdDKjoD6v0JG7LBB4DLVFR2muC9vOpNWUot1BZUHE7a1vUTs9B+oz43u6Vdp0vEpo07woco98mrbd0co/ZS5tmB5GYkd/mrXhJuno6lNN9gV6Y0J7shjwCh3PuB9EP6iMjrweTbaeI+m3G42lqoEyn/Y834lEZnY06qd4Vlo1pMm0cmIEiQyMacTa2+yIsMDw9m6aFuNL4k6v0c718+mpJbspvUzKgtk4+m5qLDkaeNH4ldfZso1UtYV05rfXqb2HBQnsZtOxSiXVl6fRsnkxZN37adp6s4SViUxaM9KbLBzH09ZUtvX6bNr52kjyNBhKP10t1qxJGztuGXtolrc+WToPoZXXKjTzGaWC5Oy4tqBe3xsjyda4HS04pmt9OtTl0+HPp5KdiZi83zxGJdIKKiyoapW31bRjQU8K6vYanczWHJnaDNr4QjeWZ2YUveh+nWmiLv+/PhNGAo8u9OLWW6QjtP2LlFQdv4w66wrSYEv9V6qP47/TPzMGx3Ecx3H/JwhhYe+BIFsHKGvrUa91Z7uejR8GjusHX2+LxhkCwDq4M7qHCJCTmoLiSjmbJYLYpj8md3Rn/xJC39AI+kZGMBDrQWDihIAwx8bvahPaofs7X2HJQEfkFF/H+aQ8ND3x9CBDePcfg3m+lprPjQSmnhg99wVM8nOFXmE5qqTq5yWEMLYPw5T5L6JzsA/kUpnm+QiCSiqF1CAAPQb1hfX1rzHoqU9xLLUM0loJqowcERIdBhtTvYalH00PlnbOcLS0Q0iwB+yFQlgGjsC81wehquAqEjLLoII+3IIj4a/5hppSWojzv+/BxfyKhh5YIwHEdt6I7R7C1qNATW3bz4wIBGZwD/JAWUkirmWW3H8uSOiE6P6dQTIFyqrr2D6LYBPZE1OCLCE7sQQHa4bgtckxcDQ1hmPoYLz65ZuIsrqLrftuoFSTEIGFN8a88hZe9TEB1bJ8UxjAyS8cXkEGuHQnFeUsL5UCIazs3BDRLxA2QgE7zqYwFopgYKjPckQXli8hY/H0nG7IK72FW2y/H/W0zkMJ9OAeOwajh3trZjQxg2eoH2rKE3ApvfD+c2lCB3QZHAuBXInSylodz6sJYGzugAAXTxjWySBVqLSOS2um8I4Ig1JyA2fu5N4vr6wsdx7cHSKlCiXlkvvzDf3wxAuTcL/0C2Hm0w5D2nnB6vqPeP96f3zxyjB4WxnC0r0jpr31Kvq3F2D7rkvIbzomRvaIfWI25scGw1Iuh0xG0DexRWR4NJzSc5GcUczSzBY2NIFTVF+EuhqwoqkPUyN9iA3F0NdxS6F6n408++ONDyeivv4GzqUWNj77pJQg8/gGrL1S2rBUM31HdOzbGSZmKpTVPOypJy0Gjug7dRqGW5shf/d1FIgsYO9gpm4+Hs7IA8PnPI3epIDk3A1kVbcsLQKBNdrFdIWNQAA9Vv4eub4/TIHCO/G4oPnUUgmOn0tCmebTvw0PljiO4zjuLxAYm8Kddbi8XGxg1eJ5BRb8GBtCT9z0pAPraJl7wC/CCpm515Fw5QS2nC/FyLfewIRwc/Z3FpQolVCxTmqAuxP09U1h5WLW+NXWhK7oOLgrRKwDVlpUxYI0zXxdxIYw1/H8gsDaBZH+FhCxjtN9KtRJalBvGoQpQyJgzeaQvAo3L16DxKM3PljxA755dQKsTn2I2S8txLdrduKupQM69fCDafMDHY+igqSyBEUiHwyOCoChSAChvjki+w9HR8taXLueiSrWiRUYmcGFdexMzIwgpjrknt2Kz349h7zKVgERCwIMTY0gcrCGlflDAjaBIfzad0FgSSnSErJQ2fySDRGs7Z1hp/nUwNAeAR1cYeH/JGaNagfz5ixiy0aPwrsTgqG4mY3S5nWo3z9QhUK5AyKf7gM/Cz2Y2LoizNUKRfGJSEiLx67frsBm0gLM7uXV8JyZSimHgszRKcoHLUPZ+4QCAzg4ucKIBVtV1dL7Ad6fJBQZsNig9bNP+vDp0A3hVZW4ezUDZVr5YuXgAnvNJ10EBoZwMLWAj70FbFiQ0XanUgz3Tn3RSSZFxvkUFDW/ZEMES7YNJ82n+wQwMDFjob4WfQsW7LqxYzIGb86MgXXzMWGBVEB3zBrdCcZJOSjQelGFsl6C0npzBE7sjfY2rICyuuDkHwB/YTHSrici/sBenJXE4s2PxsDfkK2QVFCwwE0c5A0fh7aesRHDwd0b1iw4rCxndYWV55qME/js/W3Ir2l92UIIAyMTFqhYwcVa/ezV4xFY2iPIgaW3vERzIeNxqAO5SPRob4rKvHgk5Ug085sQFOzYmlvYw9vRgu3F300IIwublvWomSEcWRnR8dTdvwIPljiO4zjuP0RsbI3g0CCI75zBju3nUNt+Mj57ujMsWD9NJa9BTko6FPaB6BrmCgORMaydrDTfbE0MV/8w+LFgqa5I8vBgqS0seLBwtYVAO1iqK8K5vddhHDUSc/r4su6X+s1iObiSlg6ldxAc7L0wYOYbWDx/LIxOLccHX+xAhVkAPG3+wMPbLPhKYwGRbXB3jOjk2XCVWx3w2HhHY3AXN5Sn3kJhlQzy6nKUipzRKcQVxqhFVsI1ZGdrruTrIjaCkf7DuzUmrj4IsJWhKDUT5bUPf/tYRY4+es6dhC7OrfZNYIvIAV1gWFqKmqa3FFI1knbvxGW/6fh4dmfYqHfJ1A6REYFwKT6LXzYeRKbZQLz55jD4qKNK9UhE0h3kW8VgRg+vtjtjgsbRRpVcAUm9/K+NLD2EgbMfQpxUKGXlr7Tmn9mK0CEAET5iVCYno7B1wPs4SIaaYgEix4/EAC8TzUwNgTkCOkfAsqYSFc1vlatDzoXTuKwXiVdm94VjQzEXw8YjGH7tDBC3fyd2Xa3HwPffwcR21qysqyAtzkFihgBh7Pj6mrfVtRdA39gUIpUKVZI6FsAqUZqe2DDi2faLFg1gZvwHwhMW1JkaqF/AIUHdI99SqMXQC50HhaC0MgWXkvNbjDhTfTYunEuCTXhvdPWzZWHq300Euw5DML2rl+azFtdeeHlMONq49PNfjwdLHMdxHPcfItA3gUdIO/jpSVBuEIAnBnSEo5EIKkUNko6tw89b4uE3cDDrzNhATyCCvpE+RELjhrectWZo4wAPU82HP4Ot36BFB06Ggju3kKPvh9lPDYK/pbqzSKgpSUVaQhqMrUwaRkQEJl4Y9tpneGfuILhUZOPKqZO4mVP1eB15ZT3yEs/gdKYSA0YPRnvn+7cXCY1sEBEbCpkkDSfP7cPKpb+isvezmNLRoXkZnUiBekk9lC3ej66LAEZWHvAMsUSlpAySupYddj09EcxYfqtzmsru4cLdUEwcGgTjBzYuYkGsG2xMzVlwpv6jCpKMyzhe4olXPpqGjg6aTrbIDN7t28HasgQXS5wx5ZWhCLBkOSirRsrZzfh01XWEjR+PwX7qUcX/v8Rm7vBpZ4tqaQmqa1uOX4lEQtbRN/jLnWuBoTsCo51RW1+EipqWN/UJWcBsbmrYxu2Ijai6CLcyHdE7JuzBN+qx1JnbOLJjYgXThlFUFuQXpeFylgr9ZkxEv+Cm8Q4hTG3dEO7piKo7ZbDvPhzDIp1ZCKVCbfEdbFuxGmfqAzBpRAxsDR+Wmselgqxeqn4/gObzP80E/p1i4FpWiLT4u/dHCakCCRu+w9or9njiqWEIaP3Wyr+FAGKHTnjumyV4Y+pABDQMpDmj85BnsfjbD/F0hM3D6/F/MR4scRzHcVwb6nKP4vufL6HqT/V15KgqLkUd68g3E4hh7eIHV39DJKYkI7+6BsV3zmDNJ3Mw9OWVyA8ahWkjusLeuKmjJoC+njksTR/s3IjMLGD9OMFSTRkyc3XcwKWSoDApF2RtpulgsrT5d8S4meMRG+zQOOLDKOolqC6oRJ36uZuGOQLomXlh+Muf4IWJPri2fjmW/LwfWRVtPzkF1CLzwjH8/uUbmP3uEdj2GouBnTxhpNXpVdZXISvtDlIPr8G7z87D15Vd8eVnTyPc+hFX5EmOmsKShmesHkUg1IeBkTkLiixhZNCyCyQ2EMPcwpjlggJFiXGIi+mBHi66RxfkrAOsNDaGQcOrnoUwdI7CxGemY1iYo1aHXw/W7v7oYGkN6dkbuFWlQPW9i/jtszfwzJTvUODaD/Of6Azrpvew/wcoZBUoz6/QfLpPINCHoYkZjA2tYGLYMizS09eDhaWp7lfU/yFiGJqawlDfhgVfLQMRIQvILFk5vJ/bKlQW5iJH86nh873biHd3RZifrk43QSmrg5wdk8YAlnXcrbzRd8xUjOseDDOtPBaYWMM/zBcuhjm4nlwAhaIY8XvX4J0Z07H4SBl6P/UEeobaQ+cjS38YC8KqyqBS/tUbKB+XELaRfTHIR4n0+HO4k1ODuqJkHPppIUa+cQYd5r2CJ2Pd8Q+9NZxlriFcOwzHW1+uwoGrN3Hz5ilsXvkJnh8WAcu/J0P/v/jP1VCO4ziO+zdR5WLH26/g/c8XY/NV9Q+JEuru7sXTAa4Q6+lBr2myCMLMDcdw/ftZcBqwGAnNtwGxDpxCAZVKe8RDCHMHb3T28wMd/Aw9vR3gFNoTc7+4iv4vfIOf3puKEDsjNMYplci+ndvwHVHTj9poEQjV8zUfHoZ11NQPt6uppMU4vORp+KnTre+NyZtzEf38CESaq7sDLDAzMYeVpRnE2rfmMbW3juKNvu3Q8bmfkVGuDv4EMHEKxhMvvYrxHfWwe/nPWH8+AzIdgztUGoe3uvjDt9tAfFsYjg9//AxP9QiAhf79Trkk/TSWvDwFQ6Z9igtJpug1aSn2rPsMI8KsHzra0IigUrAwrs2r9woUHl4EV7bPZo7hWHSpHp1HxsLLotWa2S4L1T+gS6W4figVfXuHw05VjWNLn4Ct9vHWE8Oy10r4TYyGi2YXRIbmsGOdff1W+SZy9EP/7n4wzv8Fg5yNYeXTFTOWH4f9cwvx/YdTEe5oqqPj/88hlRKK5h9OVaD4xOfwNzWCsZUv5h8uQ/S4PvC3fjDHhaygyfPO4d3+kbDQzgsTVwz9cA3itn6MriPexvG81s/JKFEa9z26uNpAzIKkqWvuInzKUITbPxgAC1jAdD8vWN2RN71ghKEa3L2aBh9nZ3hZ6SNv50tw0k4HOyZmUW/DYmQEfDXJF4qNYWllCRNWzlrksdAU3pEd4ORZjQ0v9ISpkROiR8zFjnud8O6KpZgzJATmf1sA2/gc4n+SvkUIugzyxc39H6OvrxVMnYMxeO4B9Hjjayya2Rm2j7hV9a8SCNixsHWCV2AIQkJ84eZoBSO9f3e48e9OPcdxHMf9U4SWiBz3JCaNHoFOHqxTKy/EuV2HkMQ6xl7e3vDWmnx8feHrOxZfLX4a4SZap1ahAXxGjcLwDvff6yUwc8XgWbMxZWxvBHh3wPgPV+PwpTP4fk4POLZ6EYPQ2Bb+I4Yh3PnBEQ6RgRXcOoYiqJ0jTB7a4xZAZNEZL38yDA7VmbiWmA5BU7qjZ+DD2Z3R6gmQ+1igV1tUiipzX/iE98OEvp1hZ9Y0xqAH24BueO756egf6gV7CyPWUdL8qZkUyaduwOmFZTibWo6LS6ejvav6gXfNn1lnsj5tA2YNfQLLj5aj3/Pf41TqCfz22WQEmhu07OSKHdBlTHe01xFgCPRd0GtqT4SaPdgJp4pErP3pMIwb9rkdBsRMxZhOHtBeUiA0QYDvSAwItoNAUoY8454YFe2MypR92LQlHtaa/GqeOs/E3FEhMNJ8v00CO/SY9ypeHtABPj4+6DJnGY4fOYzVrw+Hh8XjjdUI9SzQPjgWPfzsW6T5TxGIYBkYhl7Du8ENKdj822HoubixfQpGr45PYXI3n5YjSAJ9eHqNwbBgQ9w6dQLXq+RwaJUXjWV/CN5b8DS6OrR8iQFVp2PvxiOoN7Nhy/qgY/tn8OyAwJYvbmBdUXvXiZgY7dKqUyqCQ+TLeL6XB4T1EpQJfBEdGgLD0rP49suDMGuVDu8O4zF/cnTbZbmZCDYh/fD2vGno0SGYfXcyvt55FCdOfYXxEU5oGJh6JAGcPHphfEfPxn1hAYJVr0HoF6rjGUOWhzaDWNkKfPwXPDQwtEPUiyx4NdXdVdezcETQ4H4IsG9ZjkQG1uj31AIsGBcDH5YvEZNex+9nD2HVy7Gw//sfVPo/QaB+f7jm3xzHcRzH/W3qcO/KDZSZuCAkwOWBUYdHK8Ol3fFw7NkL7uYP9nLqqnNwKy4fHr2iYNv8y/861CRj+6Fa9BodAas/moTHQNJ8xN0ogbufL1xsWMCkmf94FMg/8TO214SjR0gACx5tdQcEVI07F5OhsHBDYKADWuwuVeD6iRQY+vjB391KMyr3x1QlH8ZxSTsMibQH5aUiUWaOUDcHGDzW0N0/SKVAQdJp3FCFo0+o7WOMsrHwtPgYXo2YgpQei7Hipynw0wreayvu4ealXLh36wzHx7gXqy71AHaXtceoTk5/PVBrg/LuIazNDcWkbqyOaOapb1+ruLoHBwy64YlQaygrCpBeUg0rF2/YG/3/7/Er0/djfUF7TIhxZmlWoOj6BSQbeqCzv2urUVk58i+cQrJdOHr6POy9gq2o8nB4bSpCJnSHi/otfQ+oQ+qZOIgjusPz8V9Dyf1JPFjiOI7jOI77H/GwYInjuD+O1yCO4ziO47j/GQIYWznCr4MnLB/vnjKO4x6CB0scx3Ecx3H/K/SM4TdsPp57MgrWD7s9k+O4x8Jvw+M4juM4jvsfQaSArJ6gbyj+g8+PcRynCw+WOI7jOI7jOI7jdOC34XEcx3Ecx3Ecx+nAgyWO4ziO4ziO4zgdeLDEcRzHcRzHcRynAw+WOI7jOI7jOI7jdODBEsdxHMdxHMdxnA48WOI4juM4juM4jtOBB0scx3Ecx3Ecx3E68GCJ4ziO4ziO4zhOBx4scRzHcRzHcRzH6cCDJY7jOI7jOI7jOB14sMRxHMdxHMdxHKcDD5Y4juM4juM4juN04MESx3Ecx3Ecx3GcDjxY4jiO4ziO4ziO00FAjObf/+ep5BIkXzyII/G5mjmGcOk2FKMjnCHQzPnvo0J1QTLOHjmF1HKZZp43BkwbhAALkeYzx3Ecx3Ecx3F/FB9Z0qKSVeLizp+wdNVhZNcQ9PT0IBJoh0lyVBZk4valw/j5rd9wvqApOHkUgrwiB/EHf8G8efPw8uufYP3JRBRU1mn+/nAqaT4u7V2DD9l35733JTaeuoOKeoXmryziZWkUifRYepXIj1uPN15dhasl9//O/a+qw72LB3BmtNI/AAD/9ElEQVQx9/HK0X8bpSQHZ84lIr/i35l+juP+x8kKEbfxCO7V82vKHPd/mWgho/n3/3kqeTUSTh7ATeqI+W++iNF9ohHoaKYZVZIh79ZVnN29C7/9thIrf89E6LTRiLTTb/jrw5AkA9sXv4O3v/gJOw+dxOXLl3D+7HVk1VgiONwHNkZ6miV1qMvG7s/n44VPf8G+Iydwnn33wulEVDm3Q69gRwhZoKRvagufsEhER4fBqvgifj8qx5C5YxBm/ZD1cv9yBGnqDrw2+zNkBA5GXz+L/+LRTx2U1bhzaA0WfX0B9p07wN/e5N+Vfo7j/sdJcXfvl5i64Dj8Rw1FkBU/n3Lc/1V8ZOmxiWHvF4kB0ydhZJgjoKfSzH+UemSeP4wE/fZ4f9M55ObmIOHgMgzwKsO65T9i47EU1Cg1iz5AgjtbdyAz8FlsOnsVKfeScOL7F+CoTMA3Px1CupJf7fq/S4GKOxdwPC0PFdLHHeH870HyamQmXkfynWzUyNusABzHcf9/UDXS4s4juaActXWPe77nOO5/ER9Z0tI4srQXl8pdMHhwDNzMta8kCSAU6UFsoEBu3CHsPC9Hz5njHjmyRJUZOJYGdOo/HN2DnGFuZg47ryC08zBE5uELkPt2QY8oDxjr6bqurg+78E7oHOoFe3MzmFnYwrNdKHyrWNBU5ILJE7rCVqT9PRnyr+zHmsOyh4wsESqzruHo5nOoc3eBkVKG+vr65kkuJwhEQgiFArbHBFVFEg7HS+HhagGRgH1WyCGVSiGtq4eChNATiaC+U5FUtUjf+xVeXHkZdn4BcDI3hIitg/0BtZnH8PbKeLj6e8LORAxSSJBy6jjOXi2GXaAbjKFCfdZBfLauEJEd3UAlSdi87iiKRSawNBZBrk6bTMbCg/vbU6+3LmMvlvyeC/9AG6i09kE9yVj/W8SWVY+8Pa7K9MP48vW1qA4IhZe1UcvvUh1yLp9H3I0CmHu6wEQEKMtv4tQtBdyczNmyjXlTW1uLujoZlCyt6u03rkKJmjvbMGXWasgDwuBna8T+JmwYSVGPOm597zl8dtEAEVGeMFfnfUOGKlGVvg9vrs5BdIhtYx5IinBxyyEklCtgZWsNG4Ni7F95DKb9xqK3pzFk2vsvU0Ggvo1UfQweBylQEL8dX392CqYd/GHSulwoAKFeY36S5C42vjUbn101QwdWds301Glm9UeSijXPv4E1hZaICHaGUcP+qyDNi8OSGZ/juMoW0f4O0BOy5VnRlObcwokrVQjt1wW+lnpa6ZdBHT8JWV5QxSV8PGQuLti2Q6inFQzYd5sOC6nqkbTvc8ya+BbOKezg4WgHSxOD5n0mkqHk5lkcuZwKMrOBAftcXy9npU1926p6PQ/mDSmqkLj7B3y+8jjg7g83KxOWXgEU1dnYufJrrDxeDp8AD1gY6zWXD5UkH8ePnEJaKWBtIW48Vk2TTAGVgJUFdbohR/HZJZj02hk4RYTAxUKTVpKj7OI3mPaLHIN6eECflSVlzT3s/mIXSgN84W6iD6ovw+UzJ3E9Twwvd0u0fBqRUFd8G+tXH0OlkTksDIWNeSmTs5Kn3ldNOVRV4OryWZiwvhxR4QGwMWnaB7Y9aQZ2f7AUt53bwUVfcT/9zftxv0yjNgkrZ3+Iw2Z+iGZpUefPfawe1N/DgY83oio6Ek5UivNrFuPzLbdhGxQAB3Z8WtSrRyBZFva9/QHinTrA3bApXWy/SAA9Vh7VbZS8KhM7PvsSv50ugVeIJyyM9BvKo6IyE9u2bcWVUmuEeLE8Y21GffFl/Pj8dtgM7QRrIftu8TUsW3sT3uGeMBGwOnDrHA7tuwS5kwuMVffrgFylbv81dVMHqivEiR8+wOI9WXBvFwBbQ3HjsqxelV7bgrd/PIg6Mw/4OJo13NpNsmKc+flbfL83Bbb+PrBtzhc5Cq7sxLLVRyC194GbtXHLW8FZGS6K34m1t8WI9LJprgvaSClB0v5l2FPgBh8rNO9DU941l0f1d1U1SD13E1W2drASs/rG8kghq2to4+sUrKYIRc1ltChhLz7/dg0y9dzh42QJA1bv2R8gK0vB2k17kFZnD39X1haydVRnxWHTiouw6BoMS3U+F17C0l+TENrJG2JpCeIO7MTp2/VwdDGFUpM2dZutbt8fWT5Y21iXewpvjv0Rwr5RsG2o11r72ND2sfWwdDecw+SluPTLZ1hx1wzRbqYtl9WUpftttRYBO4all7BsZwn6TxkKP1NWfrS/y9pEPTGrQ6xFkRZew4ZDCRAamMFIT70ca8NalRmSZ2P/G+/hsnM0PFuVZVFDWX4QKUtw8uPJeOeCGSJCPWBucD9/SFmKW6eSQG6OMGX7SioFZOz8U1tX1/L8x/Kr+s5WTH3g/ENQFMXh/Rd+xB0TZ4S6WUPc3J9gf6tMxpr5I9H5i9vwsLOBnbMt66do7Y+yBgn7f8KxEhd4WrQqZ6ztaVHOWmBlpiITe7ccRFq1HmwsDaBo+B47x2uORUOTwupO+e31mL+mCjGhlo3tanUOjvywG5kWVrA1NoY+K7Oq2nwc27wH8bkK2DmYNJen+xNbLzsWIs156vH7P4+BnYOyLx3B3mM3IXRyhqGmzZCxA6Aug43nIhVq7h7Ea0M/Q4JPKDq4WLByrs5/9Z8es/4x6jbj1E8/Y8PlEnj6u8PcUK9FGklRjLgftiHZzRfepuycIa/CzZMncTmlAmZ2puz76n1Un1jV7bhm+/8Y9X7UQ6ruD6nbHGo8nz+ybv83U7/ggWskr8mlX18ZSpEjF9G5bKlmbiuqIjr2wQRyMR1CP9+u0cxsm7w4n+5mZVOFQjOjgYIKE3bQMwOG0kvfn6OyepVm/qOp6nPo8Ndf0urTaaR64GvVdGXFk2RhNJp+T6vTzGtJXpVEX0+OUA9J6Zj0ycl7LC3eEkd5tXIiZTGd+mA4GbhNp63p1VRfnkknfn2Puvk6kgiWFDnlPdp2OY+kSiXV5l2m754eRJ6G+iSw7ktv/n6BCmrkLIbKpQNLZ5Cf12hacSGXpUBFpXd20TPRHWnk85spo0ZJVJlIX48OJvuobyixsoCOff8ChdsZtkybsQ1FzFhKJ9PKSK5i28s+Si9F27dcRmsyjplJ3++7SZWyx81bGSWue4682HYCus6jNadSqErG0tZARbWFN+iLaVNpxoI9lCNl61QW0pHXupNduxdp/70akhan0P4Vr1KksxULIa0pZuZntPd6IdWpVyHNoj0fPUn+VgYkEPrRtI+20+1SKVurgkqurqex/SPIzkBA3uPeok0nUqiyXkY1mWfo48mdyVif9TQe2D89Mu33ISWmbadxLPZ88O8gQ/O+9NmpHLaFxyGj0qu/0bgwa53rYmcPsg9/ipbtu0YldTIqvryGRvQOJ1vWHvs/8S5tPZVGVXXVdPfQchoY5U2scSePse/S7uv5JJVX0a3tS2hMtDcZ63nR0Be/o4O3ili+1FLyns+oh6+5jm0aklvX52hnQjJd/vEF8nQ0Jz0LR+r/+s90MaOcGg6LsobuHvyURrcPpGB/D7I2NyTTsL702rIDlFZSy+oGy9ukI7RgSDsy0lq3QGBHfeYtoV1xmVQjbzq+TVQkLbpN3785mjztzMi282j6ePVZVo7rKT9+I83o4UumBrYUOWQBbY/PJnW1Vcoq6crmhRTraqKVfq3J1pf6vfg9XUwvJXnpVVoyMYrsTIzJ0W8ofbyB1bMaGevzXKYPB3qRTchbdLaU1TtZEZ1eNo8C7UbQsgsFLFkKyr+yniZ26UezvjhDJa0OqrI2nw59O4dCbFvVGVN7ip79NZ25W04KllZV7jGa1z6InGxtybfbc7TyyA0qrq2nutJE+nVW95bfbT0Z21Hn576na0USKo9fS8NCnFi3piO9sOIoZVbUsZxrUk23fnmGPK1foZMlMqq+d54WPjuAXC2NyLYnK0Nbr7FtPl6pJGUlJfw0k2weSI8DdZu6nG5Wq9cjp4KEXfTqIFYeTd2o69gFtO58Bknk9ZRx6nsa2q4LTfv0IOWrK2LNLfp2uC/7/jQ6U8zyWZpDez9+klz9XqKjJXVUffcIvdg3qNW22CTUI6cBL9CPu+Iop7KOWpcallCqTDtOr03rTS7mBmTbbzZbNoFKpArW/mWzuj+V/C1Yu2jVm97bmUhldfVUmnyUFozrTKZGYrKMmUo/HEuhanVbVV9CZ354kdrbWJNf3zm0Ni6Dta+azbBcri+4SB+PHkSTvzvVcEwfoJRQ5r73qV3rfdBM6vLf78Vv6Ngd1o6y1qEicSNN8I+moV9folplPeXdPkwfT+1FHoZseb++9NLyw5QnUTScGw8snU0dLE1JzyySpn66gzLUx11RS3cOLKW+od1p7rJTVKKuFDUJtHhQAAVEf0gX1YVVco+2vT2WbLxfp/PsvJJxZgUN9jZ7IG0WvZ6n3y/nNtSrtimoKvUwvTEshO1Ly+83T+z88/pPRyiLnX+UdUV07te3KNzVUveysKeYCW/T1pvFOtpKBRUfepvEOr/HpsgX6FCWhCQFN+in5weSmzrPmv6mZ0Bug+fTqv3xVMT2WaWsopu/zNVRltn2J35D18tlmm1qU1Bp/Cqa4OlIJnoWFNj/ddp8MZMkDQ2gjAqOvEsd7WLo/f2sjEiL6er+7+npSGfSZ31u9flvxd4EKmflXlWTSTs+foqCHE0bzz8fbqdbxRJWfqro+vq3KdrVjNVlL5r42QG621CXWTkrvkkr336KOkSGka9m+wG9XqRfj7I2QyJj+8Pa350LKOSB/Wmc9AxcaehrP9CZ1ApWzlpSySro0sZ3qYuzccvv6RuT7/hFtP9WMclUcqpM2kcv9vFpuUzzpEcWo3+m5NICOvnLqxTVVvvbMJmQb58FdJS1g3+o//MYqnPi6J1hwQ+sy8CkF7295iIVqdsdVRld/GE+dQtyYcfGlya/9xudSS9j5fzx65+67tfmXqFPp3UjC70AGvbyKkoolGi1RXWUffw76unzDK2+Wd5QL5OOLKMhYXYt0iUQdqF5S9ZR3D12XB5az/4K1kdIOUZfPD+WwliMBrhTrwlv0m+nU0jd3fu34iNLWh4+stSkFhmnD2DHOdljjSwJjU1hZWEOQ+0bHtVXG1MTkFAoRvfRgxDmZPLo+yFVCkjKsnE97grSzAIxKCYIpvqt33b3qJElQn3uZRw9XQyPdu3QrtUUFuwBZcF5HLhZicBO3RBiLcGl39dhT9xlSD07w11yHhv2XYfY2Qt+rvq4d/B37LhjjC7qkQEHW7gF+MCO7VtZ3lls+/0S6t07oHN7RyhyEnHw8HHke/XExI5ukORfw+4ft6HcIxp9e0fAtj4RP7y+Asm1IRg0IQyVd5NQaejanK7w8FB4mtfhzulLKLMIRtcObpDejsP+HD2Ea6W/eQpxhZzlw/HL7Hw2rCe8LXQdx9aE0DcxgYGyCDcvnsLxS7kw9w5EoLs19IUCyKvzcfrQCRTaRqF/d1+YqQpwZuUq7E1Ig8ArHGYFJ7H5WCosPH3h6yREyoFNOJZjjS69OsDFQACRoxs89epRXp7M8iIOtbYd0b2DO6xd2D6zPHCuL0b83k3Yeb4EHt2iYZp3AxczpXD3C2ncp/AQeFiLUFUqhH/sEDz1/AyMaWeP2rIaWARp738w3AxqcCc/DQgegbGdXfHIp+qoGklHDuJSlQH0a0pQb+aPHv36omt0RMM6w0I8IEs+iiMJVfDt0gMdIqIxtE8EHKSFuLJnC3ZfroB3zz7oGOSDMD8HSCQVyDq8CfvSlfCPikVMbFf06OAPQVUy9v3yAw7etUHvwZ3hKJajRiGGs3dwc/rDgn1gQZVIv6NEUL/BGNinE6J8rVCUk474I4eRqLBHVPtAWFedxxtTv4btexvw9execLE2QNmdC9i1/jBuStzRgx0jacpFXEmu1Srr4Qj21MftQ9twIKEW7pGRCHA01RqlEUDPxBZh0Z0R4aCHvLN78cvKo5B0G4WRUf7wdneCsbwAF48fxrHrdQjr1w3uBtW4deUKckROzfvQPIUHw92wmh3XC6hxi0LPLu0RFBoCF8MapN+6hCMnk2HkE472/jaounwAWy6mw63XSHRzVyHp0E7sOZUOr2Fj0NvXHIU39mPVVydhHN4Dvbv7wbx5JJogqy7EjVvJqDF2a952eFgI3E0kuHX6CqpsQtElwgtm1j4YOKEvnA3KEH9yJ7adKYJ3VAc4VVzEV99uQFK5Avbt+2FYv66I1NqPsFBfGFWm4kZuFdyi+iAmyAV2RgpUFMVj76ZjKDJ0R1CgB6yMxSwH5cg7twErLtrjyef6wMfBDZ26dESwmRx3j2/DDytPw6jfSPTwMH30lU1ZAS7tuQiFZ1BzWtqFB8BeWMSOQQ7cRo5BV2djmDp4o1PXKNiiEGe2r8XPh2rQY3x/eAiKcfnIXsQrnNArtgOcjQtx+NNvcKLEFCOfnQR/gwIcXrkOR84q0P2ZEfAsO4HvFq5DuWMQuvfti9iOkY37H+IJZcIhbNh9BQq7ILQPdoNJizsBBDCw9kBMTDT8DKVIZWV/1YarsOg7DDHulrCwsQbVliEj/gR277sJs5j+6BnC2lAfVxiIZCg4swe/HU+FbVQvRHtYwNjUBHJVJVJObMOm8zmw9o9AkKtlQzukqsrA3o1nIA3qiZHRbg9etZcX48rBsyh08LmfZ81TOIJcZDi37QDSxBEY0NsT9SlnsWXvDhy8bo6+/W1w7tffcbZQDz5B3rCsuoWda06iKqwf+rdzgZOnJ1wsjCAtiMeeTSdwRy8E/bp5QVydiwtH9iNB5IUBMe1ga5CH/Z8uww2RN/qM7gcfcQ72LvsNx6+I0W/uYBilnUOCxKZFuoK9zFF87iCulDohtnckHI1an9s01CP81y/gfI4U5nV5yK6xRqeBg9Grc+OxahfuD5vKi9iyNQ4GXYahi00VLl9KRE2dBLk5hUBAH4wdGKMp3+EIdBHg2rHt2J7pgyljImDR4k4NAYQqKcorxQhsTiubQr1gUluCnNsl8BsxDuHCe7iamAMjT01bzaZQPydIbhzFzqPpsGB1PJTV6RsHL0LuHnB/PeGBcNQrweWT2XAeMhKxbsaa7TYRwsjaFf7tfWBQlIPE+FM4nSiDX1Q7eNuLkHN2M37aexbFAnbOMcvDzs0n2PnRAyG+TlCmHMe+Y7lw7BKLdl4O7Nj5wt9WxOrsHRzZfQz5Ik90iAqEs4Md7BXlSL8bj9NHLkPCzm8xkeZI2/k9PrjmjK+/eQ/je4bBvKIYKTePYdeRJOh7haG9G3DtwBmUOmvtT/MUDh+bGpzeyc755pHoE+sNE60OjrKuEkkJ15ErcGzxHV87Ae6eOYMskQ9iohxRePksLhaLERwW3rgMyy8ncT1KayzRcdBIzHhxJvpaF2LfmpXYfS4Lpn7R6N+3Bzp2aDxvNUxhfrChCqRcToW440D0tbr3+P0fx0c/R1uTfR0X4yvgqb0u1l6Iyi7jRFwR3Lr1RDtnG7h2iEXfcHfUFLK+z9rNuF7jju49goCMc49V//oG20JfbABzlpGy6hQc2rQbFwpNEMTOhc6WBg2jm+UpZ/Db4TJ0mzwQIRYy3I47jWSpdj0LhqdFNg79vgUJdY6IjAqBo8nj9I3+CIKi7Cq+eWYW3lh/GkUNTwhUIvPWWew8XQDvvv0QYW/46Lb/v5EmaOKYf2JkSReFJJ+O/PY5Lf35JBU+xlVWlVJKNw/9QPOmj6bOUZ0pdsB0+mzndVIPcLT06JGlBioZlRTlUGZuldYVYZYuaSHt/mgCOYcOpS9OZpKMlFRzezX1NxeRXcdx9MaPG+lUcgFJ5TKqyLlGvz/blaxtwunZjbepKbdUtYV0dddC6mJmRME9v6aEagVJUvfRU519yeaJn6hIpaKKe0fpxdgONPKVTY0jS3U36NNAI7JxWkBnSnXkh/rK+rVtNDPWj/zHvkun71U3/YGqchIptaTVVSBZNq1/thM5BU+gdQkVmpmPQ0mVmWdo4bQe5GruTEGdnqIfjqdRPftLfWkyLfvoVXp93TWqarg6oqSqGz9QD0tjcu8xhd5dtZ0u3C2hekU9ld27RD88GU12Ht3p7b2N328gK6fb+xZTrLsLRY/6iq6VaaVblkvbXulDNn4d6b3DqVRdKyWZ9qVjlYRubfuQ+vgMpMV7k6m2zatCdZS19UUyM7KgASuuUq1m7uOor7pLK2Z1IY9+c2l3UkVz2VDW59Ga52NJz78XvX8g9f7+1OfShhd7kW1QN/r4ZLbmKhcrM/nX6NdZXcnMKZhmrEvQpEFFsqIL9H43F3L0mUa70nXXL6U0nw58+hQFWPanJftTGkbmVKy85lzdQfMHBJFpx6m0Jj6LMve8ThaiUHpzf1bDlUuFtJRuHfyORvs4kh6G0tpUXetXUV3xLVo1fwA5mATQpA8PUF7D0J8Oigq6sfpV8jI3pLCv4zVXneVUlX2FVjw3iGxMAunZ3dkNc9UU1QWUnlNA1dqXxVXsWJz9lUZ1iKDB7++gooYrhGwtkjw6/vNb1MXTm/q+upbuVUip9OQi8jaxpcFfxVGVqpIu//wihXoOo+8u5LNvKCj30i80xsaPJjaNbD6KOs8ub6TpXfwoaOKHdCHnflslr8mhHZ9MIk/HPvThtlskkZXSlZWzyF3fkjo9t4NyWl1yVLK/73inPxl6d6cFu+401nVVGV3+cjw5u3mSj30HmvHxNkoqrlUfZVb+5pLbhHV0T3tUV15CF7+dTmZCEQ389ZaOq/iPq4rif55LHtYhLfJfTVFxh1bN7EXG4m607HoNycvTadUrQ8i589O06UYhKVRZtHaUB8HsSTpTJGNpyqbtzw0gZ33WXqbWUFXWfprla0OBg16lI2lNbQzbVXkZnfl1AUU7WJHv8DfpWHplc914gLyIzi2ZQBYmljR+fVJznZAW3qBVs3oR2P5HfniK7YWaiqQsjYc/nUK2YhH5vnWMGlsrVofuHac3BnYjf3cLsoocTUv336YqdlxU5dfp89Ev05f7kkn5kGKglFVTTkIKlbdYhm0vezdN9XSnmHGrKFmiJJU0gzY+14MMRIE0ct4S+mXbpYbRM7mkmG4e+IL6uJuSXecvKbHpknB9BaWe+ZnGB9qRwPQFOlGmoHpWp76d3YccezxP+1NLWboy6IdhPhTQ/QO6oG6bZRm0/kl2rtCbSNvzdF2xZ6Wm9Dp9MTaYbEOG0opLhVSbd4PWfvsZvf3WW/RWw7SIlv12krKqmr5fQ1eWDiBjhyhaeDzv/vFQVdG1b58ggaE59Vx6np0RG2aSLHU7DXWzJYth6yi7ucqz/Li7j54OciORyVw6puvco4s8n/Yt6E8iQSQtPl+mmdmSgtWx/cuep1BbN+o2cwXdLNJ1Pq6m67++RH72IfTM1nTNPB3YObM65yp9P38YuZt2pTfXxFMVOzeoquLp3R5uZO/el2a9+wvtu5BONfVykpVl0pEfZlOwnSeNe3s/5TW1Sewckh23nqZ0cCOfmGdpd7KmFNbm0qnlz5CXwJTaD1hOibm3acUz/chz6Ht0uUCiXoKkpam0ZcmzFOpoRcHPrqC0ssb9kUsrKed2OlW0KmfldzbQeA9fGjBjPaW3fbLSwr6TdpRe7RfQeP65lU+VkvqWZVxVSmeWzqBwn6m06XYx+wabpZBS2okfaUw426cnPqLLuTUN85spyunCjy9SuL0XjVoe1zjvsfs/f5KshE5/O408rPzpya/jtPKG5WPOUZrXwYvC+7xNZ3Lr/3j9Iwml7f6Y9QODyV1gR92nLqHjqeWsPVVQyYWfqPu0L+kCa4d1q6fi2/tofqwPmfj1ow/3prLewt9NTvmH3iZXddT0wGRMfu+d1tTJfx/+gof/OEJp5g3cyndEz2HRsGvrCpo2gQhWrsGI7dkPfdtbIjt+Oxa/9j1O5NRrFvhjakuTsGvDKhy/V62Z00gkNoWnty88ROp7jdWxvxAmfl0xvJM9UAp4t+uBrv4OMNQTw8IlHKPeeQej3Gpx52IGKtXVgREY2SNywFD0shVC390eZvpCGLv6o7unLZQnriKhXAlpcQHqzQLQZ0A0HI1YEWTrMxILIHSwh4WxjiLJ9t/WKwKdOnmhsiQfxdV1UD9uS2UXser91bhdrmhcronYAcHqkQz2vab7fR+LUob8zByQ9/j/x959wDV19f8D/yRAgABh7y0bREBBVNx77z2qVVtrh7ZVW+200+5la21trdYO62odde+9FziQvfeGhJBx/ichQICA2vZZ/9/33Veex1ySm3vPPet77r3nYtWHTyCg6ATeW/wKvj2eiZLifJ4aPhjayx+W2k0Uwiq0D4Z0sgOqzBHWuReife0hMhLB1qsLJr64BAPsKnH3WhaqdGkDExsED5yICTE2KCtKQnax3pTZJq7o0jsaEs2/haYQm5vpXT/+MIxhbmkOoYkfeoS6w0y39EGYmNoiOCwEgsw03M4oRsO0EQIjOwR0CoWFUoVazT04uuUQuaJzzyhY6d7W43nGJQJDx/eHk6kd3OwtYaJdLoCJYygGDfLVvmuLUGgMUyNTSIK90MHTGprbIgQCE7gFxaJb987wsLWHvVgEAa+6TJCCX1YtwefH0qE2s0NovxGYEOcPU+NyVNSodGvUJ4CpQzCGzpiB3o5KFGdmo0Laxo3bRtYIiYmCk5mpboGGMaw8wjCgXydYW7rD28mifrGiDNf3/IE9+2+gsk5vfQIR7Fy94ejqoL1Pq+FoGoudENEzDp38veAgsYGI53/bqD4YbCVH/okE5JRVII+X7YBhwzEgwIZ/g5cNExFE/Lha2En4/j1AvuBp5tShM6KjvVBalIfiannjcTMWa45zR/ibNyywRcTwkegplqMy/hoySpqXJ6HQEp5+/rATGcPSTMSPMC97xbex+bI/Xv3qEzw2UIKTX6zCB+sOIL0wHedPivDk4oFw52W6kbE9InvFwF739q8Twz2QH2OxHeytmuduI2tvdO0ZAJFJfZ1qbGWPsJBguKelIymlGLVlObidZokBzz2KcDueK4VGMDURQujgAAdrYxiJHeDori2BzQiMbRA5eAKG93RFem4WssprYCh3aRk7oku/brDVva0nhJlTR0ycMwLOvC6QyjT3X2oIYGbTAX1G8rLC08fXw66+vDIpMi8lw6r/XHzxyavoLT+Bj15fga/3xyMzJQ113aLRP9Kt/r4Og5TIPvUjPvzhZmO9XI/nf9cQdAq14fukuZdEAIGZG7oP7AYj42KUWYRg2MhouEtMeR5xQFj/GVg+ry8qb57F3QJdbSCyhn9sbwzwtILAzwP2vP4W2TihU5A/nO4mIzG9nBeHbKTm26H/rJEIsTHmB4aXaX5MhI6OcJQYau943WAXhkEjYnni5CGjIBeJJ7Zh9fvv4t1361/vf/kdjqXXQKipELTMERjXDz7SbFy+mobKhv0UWCKQl1vNxUdS7b2j2oUwcQvmdbUTqk+ewZ1ihXapNv3d/BDjIYaRtBZyZbPEapuxiNfPfD9soxHp17z2a2Bk4YoewydiWA8JkgvTUMTLX2vmcPP3g5kFr9Na5OVm+HGydAtCz25d0MFDAmt7MYw1x84qGL2GREIGBZzCuqBXtC8seBk1sfVGr4lPYfYAL+TeTURBlS63CnjZ6ToUw+J8IDbT3N+pq5nN3dBr5kwMcWBQS+VQqLRXXqPm/CYsXrwRt2SAmZ0v+g0fga4875TWVKFOpalNlEg++hO++OV2UxunJYC5WwjCgqzr7x17oGZMAIl7JHr2DoGsPB95VWpY8Hr+ft8V8LbCPTgGnaM8UXD1HpKLqpvaJw0jMVz8vGFlawuJeX1d/uD9n7/IxB5Rgwcj0qgWpRkFqGrMV5ry1xk94ngoofOw5Y9V5eBUghkmLVuFz1YORPGWT/HGyrU4cTcDdxPk/Ps9EGKt32bpE8EheABmzBsGx8IiZKYWQfqAWf7BqVHD+2jZunfNSZGWVczz6/+mhpqH/Juw6iSc3JmI8ImjEOEk5sXn/rSdxdBemDJjHl5873N89vRwmBUcxvcnM7Qh+0NhauSc24Gvfj2L0lYtvuaGVGNeSWlO95rWX55kLIadiw2Cxs7A8Cgn3l1sIIS5e0+MGd0JdYUlqK5r2BJeySacxr6qvpi3sD88RHwPzZwQ3isU5rU3cfzQLvzw9V74PLoE03p71V+eKJeivJbBeVgkvMwMp4iRsTlsJLZQVMq0s7+pUYs7Oz7G50dydB0PfZqbv015J5Q3LLzCfVB10hxcOX8Gtj1HYNLsZ/De+4/APGs/XpsxAMMe/QylwX3Q1UPv8iFjC9h5uSBy7ET0DbXXu5xLCGvfXhgyIAi1xWWQKpqOkoAHRaEx/jzgS0VqcbXe8RPwytrkHyiQUqTcuAF0nYKREfYPlL8aCIzN4OYXAJ/CXKTH56BKd0wFAt7ZMzNH6ypYk86GtrkSN85ehGWfmZjUzUMvzxjxgKz90/4qaQVS89Tw6doT4e4NExkwSCtzcDdfge7DRqCzlwPc+i/Gzt9WYoS9B4J9Het/QySBq5+d9kbStvHg3dETnp4SHoyKYNxOQCrk+9Zqa+uKEH88Db7jpmFGhDVfwFCVdwe//74LFzP1j2c9zQ26mmDD1sqiqQFWy1GYdA8yi2CMHhLFgz8j3vEJQvdB3ihLOYbt6zbihNQHC58ehwBbnuqMQVUrhdLFHt7hbrBqPwkbGZtoyowN6io15auuWV4TGhlpA9F6/Dg6d8HAkT4oKYnHrayKZvuhZrU8eCuAtUsYonwceZBag/idP+JW9BjM5kHW/FdfxvhuwB8fLMTAnlPwg0VfzI1x0isP9Yx4erZc9vB4x9dUzNNUDIm4vrPXRKi94b4x0xuZwzU4FJ4ulYi/sB9rV3yK/GmfYO3SOGif162sQ7VMCas+oQjmiSrk5VniaFn/3WYEEEvcERIWAnFWGYqLatBev9rwfgph4czzqu5dkxrcu3gOOZFzsWJ8iLaMKQoTse1GFTx79kO/0Qvx+ZqXEZq2F+8+Nhr9F/8G47BO8GsI1A1RJWP7y+/idI6hWTKNeZXOA29ra5hr6ma+pWKJBALH4Vgwvw9ctMt0RE7oNWEcurJCFJY1dPYZatNu4c/MEDz39iQEa+prYyt4dgyFq10xrp/dh6+WfoTKGe/h5enh0MZGCjmqa5WwHhiOYLHe+psxho2DC0RyJUp4hOc5eCF+OXIeCbdu4RZ/xV88ii8W9YOrZnBNSwirwCjEmNai8EQCcmsausgCiMwteEjdgtgVEbHevP09g/N3y3ULOR74WIoNTULQjtpC3D5fhujHJiDaoa3CyNtHKyc4ublBzMuhyGCdpMnL5tq8bGXefjul5vVi4t0S2HYfgUGdPXWX9ZvA0s4VvpHDMaJvECz16jKRtR/6D+kNl9pSVEmbWkhWdQs3Lyp5IDsWkS5NNbrA0hm+/vVDGQKrDpi69C18sLAvvLqFwttUs16+P5a2sLTV1Hk6qkTseOMTXMhrnc+0A5ViM5haW8FMf9CkHQKhCDa2DvwY1aKsRt72gEQzPACxdUN0aBA8cpNwJ7kYSv1ZgnndVZqVx1tFf3TXzGL8sP2fv8jIxhGupgrIi6tQ29g30tDUUfprfpjyV4fsa8dxw8QBw/sNxKglH+PdZdFI2P4eZg0bjZdOVKNnl0BYmrTT/glEcPTyhadIc3z+ifq4JWM4+HdElO5dc3bo3sUPmuG//0XtpCr5x6kLcOyjX2A0ZS76+9vgQQaI9QmMeOVoH4DB40YgwE6ESpmiVefsQShlVaiQNoyutSbgnTrNrCXazVOWIPuqHSZN6QN3UcvsYgEff39YFlRA2vDQPnUWdr7/IzxffwNzuznrOptWCI3rDS+Lu1i1bA/cF32KZRM7w95UU1RlSD+8B5uyRuLleT2gVxU3xzdGIBTyuk7NO2+a3+LhUmUZGgbNDNF08jWz2jwoWX4C7pwwQkd/F5ia2iBk4jLs/PpRmOamoaDYEf7B7mh24ktZhPIUV4wd3Q3OLRoEIx6oeXvyYLCIV5Z6wRJ4d8jT1x9m5RVIyy3lId8/S110Db9uFOPtDxegs2ZU92EITWDrEwz/AKCgMA818mZjdA9MnfInvlxthxeWT0e4TcsObXtUKMm5jSyhFcbPHooOtroOhFqJ7HMnkZIZiccm99Tez2Bs4YIeE5bhSx4wj/BpuLbcEm4BHjzt26/WtPlCLIGNqwssGztfD4JvX8JJfFcZgMeeHgUPbY9FMwuiHDVSKfRPKjXHA2H+mw0dsrqKXBy6kgiTITMwOMoN2qwjcEK3EX1Qce8Y9ic5YPrzT2NgKC8//EtqZSmu7DuHaufRGNnVx0DQ2gb+XSH/XcY7D5rZiNqtK4R28IvsgMKSFJy7k9Ns9E9Vfh2Hj6TCp+9QdPaxhECWhiM/laN/XBDMeZ1kH9wby956GePCJchOMkZgTBAcHrZy+5cwgbNvR4QEGmHnur0oHfYK1i0bDH8rTZ5UoOTOZfx5wxHTJgyGK+88aDutdoaDECHv1Ho6esBboYJKqf5L9a7Q0gaeun83YPlX8M1nMix/bzH6OWtDJRSk3ESmiRrebrYQmYjh1fNJfLHuJYTzTjozckCQhyPM2ktfJkdlUXk7nU1et/O6tL5qVKA4Jx1O06dhZEDL+8h4R9QrCN2cS1FYqaupWAnObdkJ4ZRH8cpwb91ZYxHcgyIR6FuHX1fvgXTah/hyUX+4izX1j2YWvXPYmeCDBbMGwaGdzRbwAF47MKAWwowHAX5BIQgNDdW+QoL84WbLAwvdZ7XsQhDT0xlV5ckoLG+7PatnhaCunfnqb+FcatEDdsQNUaH0xilsthiDz5f3h1171YemDRVI4GnvCtuHGLRrTY3S7Ku4nlKJEY+NQyeXhkHWWpSUFyNs7BBEOje/D0TTV3Dw9oSrWQUPVBvSRo7EbV9ie+ACPDM5Elb6A0WaAR33+oECbdDi3w2z3/gevyzuo7uSQgAzHix52tjzVl9Hk89KKpqfyWlBU9c21Hv3o/mYUNPGa/PAg5cxgcgCrr4+cLTOxcXEDNTpBUuKkgycPpoI6x690U8zNST3UP2fv0pTvvgeMNX99uMhyp+ilPdPsuAgcoaDpRlvA10xbOkn+ODxGFSn18DCyRvutve//11zTMS8nnP1sIP539pJQ4Swjp6CVxb31b3XE7sAn87uqKsz/vfcL13JP0INuWYK8S83In3SEozroBu91EyBWiOFnDe+D04AkbUD/Gz649G+Hf7ZA8jUkNVUokz3li+A/N5lHDYZjb5hhsIYIcx55Wnt7QZbbY3KG5Irp5Aycg2+f7KL3uieAGKfUAy24dWs0hoebjZ81zUNegpO/bAKM184gxHfvYoxfg9z0Vh7lKgsK9b9uw18X+v4vlZUy9CQ/FXJ8ThZoulYNlRvFgiY/BJ+XTUZytxteOvpD3DgbqluVJmnze1zuGgxBN2CWl+KoamQzO0cYOvpDImuQ65WyHgwcBa//LIflRU1qEgqQtPVYryBUCoMnCW7P7VKAVlVGXJuncH61b/B9JVXMC+yzbBTu++10mpUVuufbdDgnRRLB9i5SSCrk0OpvdSiiVhsCnsrc72zLQxKpbL5NrNinNyWjemnV2NacMt0UUOhmW+3BaasRXV1GTLjj2LzjvMQxs7C8E5NZyZUdblIzjTH3LVPoZurfh7RdEb0a/s6VJVU8t0zhkmbnUmG2ooiSC2dEdk7GA7tjHqq+b7pN6mMd1avZYqx6PF5GBPk2KJhM4ShTl4Dea1U916DoTQvCabeU/H2I91h3/j7QjiGxKCHSDOqaQsbiQgKWTVKsq9g80sL8fpuYOrLUxFm/5ABsEGaAE/Fj6/urZYZQuOGoVd1JQou30W+VMWPixxVxTexYflbOKQeiRfm9eNBhQCqvFQczK7h5aYh9/CAqeNgvPTKM+jZMRerJ8zHW/vTINMf4eVULdKzNV4G5FJeNiohb/HdB6OGUjPHfeNXeV1p54IoNw8487Ls6WbPg1YlaqsrcOf4Zrz84g+Q8n2e2t8XTYOxJrAwk8DSrEU6C415B8MSEsNXXTWjKceG9pOp+G/zw904bS+rQsLpbHRbvRzP806/FpOhKOkuCpN4YMT3Q7MrAqEpggY9jhUrpsPy6q948fU1OJta1rSbD4GpeUcxv0b3jlMU4PpJBeYMjWhxOa2OmSXsxR7wd9H8VY3qlFtI95+KdxcPh03jQBTv1Dl4oKuLK+yYFbw9HXhuVqCmPB/xBzZg2Yu/wnTMBEzt7qb7/D/FlgdpLrwOkvP6qnn4oxkkc3aQ6A0sGMHe3QcdeO2lqNJcuNaCqwNs9GchaEEzIFJdXojES3vxzbpszFs8BV3bnTiIl31pOaoU1oiMioTLQw0aNcdUtchLzkHg3JWY1s29qf6VJyPpojlGdfNrfbk1rxeNzXlwbusCB0n9X1nxJfyWNhp/fjoDfi0HiXhfRFmr5EGWLm9y2ss0G95wSrkM1TI5NI+kuN8U0GplFSoL9eu9fyGBGF7hneETKMKlSzeRI+NHl++PrCQNh3/7Ab+VuGDmY6PgY3Of/kWr/o8Bmj5bZRnKpYbO2j4IXR3V4CHKH6sqRXxGLrJkTSVfZO2DcYtexpMTnHBi9Vt49ZujKNQ7k9gKU6KiqAKWPnHoHeL6rwlchG4Y8/5POPrdSkzpEojAwMF45u3fEL/7VXSpj7z/J/0TLe//LWqe2XkngTfrqGsV5PAKsiQVZy6kQewXjk7+zjA3UqGm4DZ2fLEGB4xCMSnlGHal6D6ulKGg1BzdRvVFR2dLVGbcxOUkKTxCw9DBxZo34DLkXL2A63Uu6BzsDWfN8whqinHrRhpEM0dioO8/FVzo8H2T1dboVRbVuHXoOGofXYwAEykyE24iIbVIr3PMkH0hGSLnzrpGyQh2MTPwaoz2TXMSH/QaFQL1hzvx7dcdke9Rhcv7DuF0ihxRjy3BS5PC0HALxd+ngrRSc6lFW40zD3Qq0nHox++wt64Tnp03DoGay5349ypK7uD4viOw7xeNUH8nmBk5oNdzH+DzolIs2bgZH672gevrs9DJUYHruw9BPfUt+AgqkXwtHolZpXwNOryBu3sjE6bOcbxCUqA0NQFnTh7Cjq1/ItVnGEaFnkNVfhlv5HnFpx3eUaEkPweF9d9+YPKyVJw9dARX795D/F0pfAZPx4qJndpNS0VNDg5u+gnX1F2xYG5f7X1jtfm3ceJiMsqL7iJNJkGAnw9szJtXD0YiY5iZi/RO3fNtLsxFke6dlsABfV98QfempSrkJuXx//erf8vTpTzjLs6ePMo7f6Uou3kTjtNew7NjIvRme+O/a+aNEc8u1L3T4MevKAknzydC1hjYavD8eiEJApfeCHXjZaW2DMkJN3Avt1L3dw010k/uRo5kABaEu7RTAap54JWPLN7BddAtEZi5YuDYcbp3D4IHk3W8Yyav1ZuRUACX0GF4PFT3Vo+ZezhiepjhuzNb8fMmKRwr+D5u+xPXTMKw4K0VmBDj8s80bnyfqnh+Lq7QvdexCOiOgQ2//xNDiEk+Lhzehx13PfHKmicR56Gfqwpx6eAuHKiOQueeYXA0E6PDoNn4fEUeHln+JT54Yjk8tq/GI12cdNvMy1ZhDrL4vwzsupZaUYnre77Hj5fqMHz+Qgzyt0B1RjyO39B8qwFDzb0bqJIV4vapY7ji0h+RXhJdnpShOKsQav0g39QOQd359u34CT+t/xkuuY5Iu3QZf/55EeZx0/HiwhHwtdV1JpkCch4kmpmItffYNCM0gsjMDC1jqNZUKM/LRo723zyfVubjTvwtZJfUQJ15CGd42DYg0KW+fAqsED5xOsK1n21OlsHroQMHYTSwH+L87LWjyAMefQ5PF5Zi5Tfr8eLHftjy4Qx4ilts5/2oZajKKwU6ad4w1GbcwL7Sjniikx3qKjJw9dwN3QxWOrV3cNXIGaHa3xHC0r8PHvWv/1Mz5g4I6xkK2z//wPdrf4JFLzHiDx/D8fMpsO07GyvmD4K75T+Re3kbW5aJS5fvoERWicsZtXD27wQfh6awSENzdsBcIoaJSorcxATcSstHTdoNyMw6o2+Ue+uzs5oA2dRQR06NmuybOHj4FOJvpSG1zBjRE2djQjfvxkCCKWqQk3gLt1Pz9a4UUKHw7mkkVTtiRp9AWBtrnj0Vj2PXM3V/1+B5OfkGKmoKcffMMVz2Gowob2u9+rWewEiM8BELWuQTvr7rB3FM3R+f+hijMPkaEhKz9B5wr/n968gz9dTeD6whcOiJlW9r/6ml5vVj0o14pBSU8z5NKk5er4DTOC/YmsiQnZCA2+kF0H8Wb11xIq5mGyNsYAdY36cgMKUU1Xy9/x5CSDyC0S/AHwe37cHaTV7o667G3VOHcPhKNXrPXYIx/Jhrr3Brb4ShVf+nJTWkeTfx21ff4pzvdHw2ryfE9wkaW2EVKExvGMh92PKnUYXk6yexd7cV+gzrBm8rI9j69cAzLzyH4rKV+PmDt+Ee5I03xgQDFdlIuJqA3Gq9oQH++ye3XYZkzHKEu/3D/Uc9Rqbu6Dfvde3r/xv18zwQjfZnw1Ox6vw7bM+Gd9ns/uHMSuTPhj/9Oluz6SIrbJz1Sc4y96xknpYOLHzk6+xYVg2TFiawja/PZF72hp4D4MaGvPALy6jQzLtSw059NJHZ24awmW9sZcllCsbUhez4a6OYdWB/9sgzK9j736xn2//cy7ZuP8Ju59TPZNPcA8yGp1ax27+tYF1iZ7Of40uazxwjr2Qn1yxmsUOeY38mlTO1PJGtnfY0+/FOBSu4uZMtHhDAeCPTbB9s/Caxby8WtHqWQmtKVnJlPRsS5sC/J2J2LlFs+LSlbM32y6zoAZ5poK7JY9vfmsOC+jzNticU8rXVsCsfD2Au3VewU/kt562pZoffHMCCR6xil4oMzWmjYhUpx9iS0WHMOOZJtjtJkw4KlvDj40zC98nEPoYt+fZs0/OveJqVJh1hr4zvwtxjZ7Gfr+YxhTyBfTxsLtuaWMoyzmxij3b3af48DoEJc+8yn/16o4gnayLb8ORs1nfwGDZnxW/sSnIC+/zpmWzK8t0su7bhCCjYlXWPMpfYmeyH60XNj4uGdja8VWxCT/73M5m6Gemk7NpPr7PHpk9jT731Fdt/I4tJG58N1bbqgqvso3lj2JhnvmE3C2R81als2+J+zFK77WLmP+h5tvtuKU8lHVUdu7bpBRbd6zG29Vap3rYp2Nk1s5l7z0fZT/HFrbe5lVy2ZZY/Cxr+NrtQUMeU5Ylsy1evsmkz5rFFb/zMzqWWPNAMRGpZFtu3chKz0TwJWD/NNS/zQDb5i9OsQiln6afWs0mdXFt8RsCcYhewXy7msMakN0jFSk59wlw9u7B5u9Ka0qIVFStPOcqenTaWLVh9lBU1PRSHU7Kim9vZzDET2Ys/X65/jk47VPIyduy7RSzU1ZJvpz0LjhnEpj/+ufa5VH9lZiZ1VTb79ZVZLHjAc/x4FvOt0VFUsIvrXmaDOj7C1p/KaJwRqfnvg5n5RLChU19mW89ksOrGTVexyqs/sG7emnIMFjD0U3ZD7yFy6ppMtu/96czTTMKGf3KWVTZ+T8kKD7zCBJJI9uLhLIN5pa46k/2wuBcz9RvM3tibyKpKbrKvZ3bXHTcDL8/R7PMzOXppU8KOvz2WuUQsYHsyGveKVacdZyumdWdikRETCHxZ16ET2Msf7Wa386ubHVdpyRX2+qhoNmTxjyyposXMaGopu7vnAzaqxyT25dHUdvKOkuXvXsJMXeLYG0fvsdt7P2WDg5qeXybp/gY7m9/OHFR1xez4ZwtZuOY5K2ad2MItCXppVcdKbu/n9VYXZuE2h+3Ka5yXsjnFdfZmkAsb8fJhVtRiO1W1F9jysEA268PTrFRdy1L//Iwt+PYQK6vhbc2ax1iQWC99tS871nXFPpZ/3+fVqVhV0gG2aEwUExkJmTFvH/uOncdWrt7P7hXpPw+mbVl7X2MBvv3Yq7vvNc6u2oq8kJ1e8wwLtqt/Ro+lc1/27rGsZu2P4vqXLMgqir18JIOVJh9jr0/swmyMNfsiZn5TeXurP2OlMpVtGtOF+Y3bwDINbaRc84yoxWza5Hns1Y83s4spxfXPzmugVrCSxEPspZGRzKpZuhkxa6+B7NXt11mZXMUUpQls3aPtPMvMYwT75GT2Q5Tzat7+zWSPbb3DijPOsQ/4uh2bPXNPyCzce7Clv95glQYn+atjhVe3sLnd/BrbdCvvyWzd5RxWdI/vz5hIJtGmmf7LlDlHzmLfHU9lMs1MrYor7JVQXzblnZOspEX2kBYeYc91imQLv7rYYqa8dmj7H0+xoOiZbN05A2mhnQ1vIes3YCk7kt40W2u9Gpa07zM2JsSBGQnAjExcWeyo+eydjadYVqVeOXmY/o9ucRMFK7iwkY2OcmfCQe+zlHYeVCQtPMyeCfBi41/cybL0ZgNUK9PY55MiWb/Hv2W3SmseovypWG3ORfbK1Fgm4svFAU+wQ/rlX17Krm1/h/X1smOu835hhbwuP/X9c62fVymwYrEzvmIX82oM1sGkbQLN//BEJJyyJhc/vb4Aq1NisHr1C+jhoR95qyErycDFcxeQond62cKpKwYNDYOddiRciYrUq9h95hbK7sZDNP5VzO5Qyb9zEcn5zWdeqWeDoK7d0SXEBWZGCmRfPYr9Z++gFLboNXYqunsYozLtKvYeS4DmF42tHOAX3Amhfm7aiQtaj4NV48rXT2HAkmqsif8F0/1ajZ/x4qJG6uE1+CYhBIsW9IW7/shkXTWu7tuIP4uisGBmLGzyzuLHcyKMmxQNo7ybOHPqGgpaTOojdoxC/8ERcDI4KteCshL3zh7B6eRqWDv4o1PXEHg5WsP0AWZ947UPju7cjAvyKMyZGAtXSyWuffYsfnV/Bq+O7whJs3XU4MynL+JIwNN4flgwLA0MvqpK7mD1Sy9gbUEMNnz1HGLdxShIOIq9F7NgbOOBLt26I9jNqnGUTzNSlnpyB365JsPgKdMQITuHdWdtMXNaJygyruH8hVso1h8REhjDxr0z+vQNhY2iEFdPJELt4QH/AF/Yqotw6I8tSLAciAWjQnTXhCtx+7c3sa56KFZMj4VTy1kSmRT3Th/C2Tsm6DtlALytTSFALbKuXkGFvR+8nB0hMTOwowaoFFXIuHsPJXBCqOY+LFUBzu85iDuVmmFJc7j5dUa37oGwabjZVK1A4oFv8GNKRzw9rxdcG7dNiRu/vo2f64Zi2ZQYON739/OwffGryB37Mub19oGpLB8JGaUws3SBr+Z5Vg84SsfkRbh2+BhuFFZrL1VqxswHvYbHIUBihKLkyzh5+jaanUDhvyHx74UhPfyaX7Pfihqlp7/H4uN2eO2Z0QiwbmtUXM3L/CVs3XcRbv2nYlCwY/09SFoqFMcfwy+nMxA1bAJ6eNug3Z/kZVNako5LvL5IKRKhQ3goQoL94Ky9x+bhsepcHPh9O24KuuCRcTFwttA8B4nj5fD6/j9wLNkJ4+f2h5dEVL+82e9LYeoehJiITghwsWq8NKd+dPUW9p3UjIjXwbHTEAzu4g7tPeBamuds3MbPb32AnDHv4sW+7roypELRwY8x71wovnh+KHwMzFLB6ipx/JulePzHGqxY/QGmhyhwdu9ppMv0C5Yel64YNzgMto1nIUtx4rMvcNJrDBaPjmw6O6mSIff2JZy4noZapSvC40IQ5OOunalTn6ziNrau2QXxwFkYyfep2bPxIEf6+YPYf7ESPaaMRUfntu4NUKFgzztYlBCLD5/sCVHOTZy7fAdlusFdi07DMCHate0zmryeybx5Ceevp6Da1AtxQ3siyF6vHVLXIOP0Zry5zQQvfTATfs03sp7yBj6d+QsCVi7HsGDbZmcq1PLLWP3UPnRcsQj9vOtw6eBlKP07o7uvKW6fOoKL6S1ON8IaIQOHopvX/Z85A5UUWfHncfxGJpjQA1G9w+Hr6gRL/ZvW21Fw4gu8ecINTz0xHMFOYsPpqyjHnbOncTWtEJpbKs0tQ9FnZFe46d1MqrzxLWZ+Z4WVb4+Hhywd589dQWaZ5pyPOTx6DcegAOumfVGl4eelP6J20jzM7qE/GY2OogCXj2fDPswbLs4OaFktay7Lqsq/h/NnriCrUj+fGsHKPgQ9BnSGu6UxVJUZOL3vDFJq2rhL1SWa5+Vwvbx8H/JkbPv2MoJmjkUHRTYunr+MtGL9y940l8h7I7pPDwTYG+gHaPoqmXdw5uIN5Ou228w+GkNGhEJUmIRz568iu7zlDH4iOPhFoEdMCBw096Mpr+Kz+TsR+srzGODf/IyYrPQs1r12BlFLn0Ccj1UbZaUFbf9jPXZkB2P+jD7wttG0cXpYKS5u3Ye7wg4YMTIG9i3ObqlkhYg/eQo3cnkeNnZEWPdoBHu5NM9/D9H/cTLQnimzjuOp2S/iFO9bnFozE/ZtVOiy0jP4+qVDCHp6ofbe04buEVNn4NdXvoJ63GJM7GSCG0euPGD5E0NZlY/L58/hTlY5zLxjMbpfmK7vUE9VnYUjaz7FDs85+GKyH9IvHsPpO82vVREILODfczB6BDSvF8j9UbCkp/1g6SHwCvrP327Cf8IIBFk9RJZkShSnJeBmugod46IeLABp5gGCJU5eVYgytTWctR1uPbzil1aVoUYggYOVCKymHKW8cDm0mnXqP4B32KuqKqEwlsBW2+lToyYvG7W27rzSbJnGKlTn50Fh6wbbNtJQWZSAz95aj7zgMXiJBwD2D5DWankNKmuVMLOQwKS2DKVG1g829XtLaiWqq8ohN7aGXUMHlncya0vzUGnqBCeDD4pTo7amBnUqE1hKzB6s8fmn8CqitqqYBx3WcGroWGsx3ijk8U6dExwf6OF2dSjJKIKpmxss27lX6L8D7/RXFiOfWcLDuv0LRFW1NaiSymEqsYV5s84Og0JahWo508549CCDAv8oVR0qq6qgEklgo31grI62nFdCpjaHrc2/Ii9p8nI+qs2d4NBYPnhaaKYEFtjDy9rwze5MXo7D367Ct3dC8fZ7MxBk8KHg7VGiMr8UTHMf5QMOHOhTq2pRWSqDuZ2NgWPFIK+pRq1CAAtry3Ym5+H7WZaLAiNHePCy8i+hrEZeKYOTU9NgTjOsBvkZMth6OTR20hqxahRk18HW3Y53fTX5QwFTC3OY3mdSlH8HRVUBilQ2cNE+ZPOvYzWFyJBZwcuhxYQQhjA5inOqIHaxh/hBA5X/BqoaFJYK4ODYRlD578DzWUFWLWw97NFy7ic1z6PFBQrYuNq2+lubWvQ/Wh8NJWoqZICJGcT69dlDetD+T+v1M9SlH8HCZ3YiZPFiPD/AXzdJSmtt778cpTk82HF2glio+IfLH697eJtVIuRl6B+55JXoo2BJz98PlmqRc+MKbuaaIrxvBNzNH6ZAV+PuiTPIF/miUxc/2IqM/kJl8GDBElGh+NYh/HzwLqLGzEWvDpK/XPESQv4Z8sok7PhqDeQDVmBW19ZTjxNCyH+OHOmHN+CHJDvMmToavtr7nMn/Ff+xQYn/XgxKeQ3KSgpRWFiMsnammGzNDO4RcRg2LBoeDxUoaVgiuM8Q9O0eCLuHDJRUilpUlBTx7S1CmeaBrRT+3ocKtUYu6NplBGJ8KVAi5L+Biqlg7zsd4w08o4kQQv6jWB2qRJGY2K8XPClQ+j+HzizpUdWW4ND6N7Dqtxu6JRJEPPkOPp/S6b+4Q61E4a1DWLPqCxzLarhmOQ6v/rISA93/RZeBEEIIIYQQ8n8ABUuEEEIIIYQQYgBdhkcIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQ8o9RoejOHjzbNxhubm6610z8lirX/f2/EYOs4CY+fHqw3jZ3wqPbUvlfCPm/jYIlQgghhJB/kFopQ0WNM0a/sBk3M3OQm/sTpnQwrf+bvBR3T2zEE11DYCUQQNDjKaw/dAsVyvuFJQyqyjQc++kN9DEygsDcFuGz3sfeSymoVKp1n2mPCpUFd3D0l6+xZNQ8vPzRURTXNnxPAHPnTlj25UG+rTlI3vsWXJRSlMmU/18HS0xdjhvfPo+3T5Xolvyz1NIs7Hnva+xNKtYtIf+LKFgihBBCCPl3UNci8+LveOnZF/HNpbuo1iw7twaLpj2NdecL2w9MWAUu//Q+5ix6DyfVPMipLUfCT6/jiWfexZ6reajTfawtauU9bH1jPXbv/w3r9pxDkW75/10MssS9WP7cGuy/nctDyX9aHXIv7cYHP27HyVtlumXkfxEFS4QQQggh/wZ10kpUKTvgjT13IGcMTF6Eq9veQIhlIn7fcw1FbUZLdSi4ch5HhX3w4/ksqPl366Q5OLHuRQQUnMTaTfuQUdp+uCQ0DsG8NW9j8fzpGOhvpVv6NzAlKkrykJVfhfuf12JQVBajvPFMVjtU1Ui/dBFXU4qg1C3SUkuRdT0R2eUy3QIGZU0pcrKzUC7XrZfJkB9/DyXas3Rq1JZl425mIeQGz7xpvl/J0/yvnDtTozI/CZllCt17Q1SoramBQtFsLwxQoDDxPI7dzES1ovm2MJ4WubfvobjuAbZRVYG7x2+ioHEdfP+LM5GaX4o6Vf0ypawC+anZqPrnI8P/rwkYp/s3IYQQQgj5W1QoiN+B5XO/hOmMt/D2073gYCzQ/c0A9T18Ne4ZZMz6HCsnBENs6KOqMtw8lwg4+iE00BH1q2Oozb+Bj5cvwzbBMPz43kKEO5trP942OdJPbsTz876Hw4JVePfpvnAwazluziC9vh49B6+C18d7sWNWoMGRdVnRTWz65HMcyhKhg5ctjHTLtUwl8IkdgjE9w+BsKeLxQB4Of7oKF4KexnOjA2EqK8G9y0ex82Q8KqXeGDhtOLp1dOX7Xofi+ANYufRDXBX5YuSjT2HekC5wtlCj9O4xrHppGxwfX4KlQ4LA6kpwafsP2J5ohkkL5qOrmxAl17bj9ZcuY9T3qzDIughHN6zGV0dz4e3rBrFIsxdCWDj4o9fwYYgNdIao4ABm+Y/Fid4zMCPKqcV++mDAY1PR31eC5oeEB6q5p/Hh0lW4Kg5BkFP95ZUNhMZ2iBo6GgM6dwC7swUT530EaYeu6Bdop/uEjmMYxowfgWiLu3hj5pPYXBeB+XPnY9qoLnC3NuPbUou0w2vx0vsHYBYeAddWx4kTOyC8z0iMiPVA1aXNePKJIxi//VvMDjTngVISdn37HS45DsHymf1gb1aHhD0b8OtRYNJrjyHS1li3EnJfmmCJEEIIIYT8E5Qs/+YWNie6N1vw6QlWpFDrlhuiZrKUvezbjUdYVpVCt8wAlZxVVlYxaa1Kt6Ceoug2+3TxAjb77Z0su73vN6plaSe+YeP8u7LHPjzCimTN11dPzWqufceiHP3YmB8TmaFPMFbNTn09n3lLRJoB99YvE3PmEDicvfrtaf4bSia7tZH1dBCzgH7vsct5Bez8pjfZ2M5ezFxkxD/vyDr1ncO+Pp3N6piCld45xj58ZgSzNDdhFh2i2ayP97HM6hqWeXwt69fRj4Uv3coqVTzdSm6xj2d2Zp4DH2e/3y5lanUe27uoN7ORxLFPz+WyrLOb2OwuHoyHanrbJmCmlp6s34JP2NmMSqaqOMuWuZvr/V3/5cD6fnGZyXR73Kg2nW1f1JfZGvwOmNDIgnl3n8De2J7ACu/uZBNiOzAe5rT+rFUke/bnq0xekcH2r36ZDYnyYvaeMWzqaz+yW4XVTJa+ly0IdW79Pf2XyJZFzXqXncnIZwk/LmY2Ykc26Kvr/CgrWP7VLeyROH8WvHAtSy+XM7Uima0eF8FCej7Jdt+r0u0MeRCGBgsIIYQQQsi/EKvKwaWD3+HJV89D7NcBDpbtjPQLRbCysoS5qX63TY2qshzIJHYYNLAznCz+nWcKzBAx/hXsO38dt2/fbv66FY9jP72KLopEnLt+ByVSFUTeMZjSyx0FSX/itx37cC3FCJPe24wL5w/ihxV9kHtmJzZ+sx/JVQLY+PfAEyvX4uCvb6Jv5RVs//pNrDmWA7uAjoh1tkT6nmtIUTAIjcxhJhGhSiFFrVLF4yARTC0ZZPy/GrkATuHD8dbmw7iut23Xz/+JFaM8cG3Hnzh8MR1ScSSWnbjWfPtvX8W+T+fD3qoK1+7koUa3x41MXNB3yTqcafadhtctHF03D+Jrl3DpbDJqPfrh880HcUv/M/Hn8OtbjyJUVI7UvDIwsScGPf4CvlzzIcYGVmDHhr04n1IGgXN3rNh2TG/dzV+Xjq3HLD+GjKxEZFcK4de1B7qLpLi29RKyVUKIzMQQmgMVchl4wMvTxxwmYjWkqlrIFXQd3sOgYIkQQggh5N9GhdIbWzBuSBxihy7AD7+8ifkjR2PF1rt4qMnFFdVIvJkKlcMQDOnsDpN2rvT75xnByskbAW6WkErLYeToj5CQkPpXaBhi+4xAr95eKKsph6xOBaFFEKYvHA/T7EvY+tM5OE18EtMGdUd4VH/MeftjvDveDRk3DuJyaiUExiJY2nmg+5gXsG7D8xCXFSIppwLMNRCD+gRDkn2Df66WB0tmsLLh2+Acig72lpr5/GDvZqvbPh4sWNrB0z+oabv4KyK2P2Y/MRv9rAtw524GqutM4ejX/DMhIZHo3acbvMxE8Apyh41ujY2EprDz8kcHNwmkSfmwCtL/bihix03HmHAr1OZVoBYWcPfxQ7D++jtGoVuPKLg5u8PXyQ5C3hMXiiTwjx6IuROGoKOgPpgRmNnAK8Abxll3IeP73vQb9a/wyJ7o3D0ILhI3OFuKYRYQixkDPVF74xzu5ipgam4FM3EgevgFwNqUB9ICC9i6SHQ7QR4GBUuEEEIIIf82RrCLmIw/zqagJPksNrw8CtaqDOz9eCPO5TxouKRGaeZ13EtXYvDkbnD490ZKWqyuAhe3/4AN311qEeQJYGRsyjvqdrAWS2BmormbSQjr4C6Ik7ggYtRE9Ay0broPSOiFcc8uRLg6E0mFlXzPGjAeSJjCybkj+kd5wUJgwwOKUFha3cO+S2kozLqGu6UWGP/IBIS7mmk/r1apYSzyR7BHW0GBMSzsXGDnZorymmooDE78oEJVWTHyRLGY2c23+b1YDVgVTq19Fa/vaj3LndDIApauVjB15MGKoePClKguLYfKOhCRwU4QCnSfMTKGudgc5nonCBXV8djzwwHklhqYSIKp+R5bwJUHrU4SU/7Dzoga0glq5UWcuZmMxFs3UOcTiznjusLGXLMXPH3UJrCVeMPdXly/DvJAKFgihBBCCPm3M4Jth26Y/db3+HpeFCqr4pGQWc67tPejmeXsFs6duwfbETMQ49J8goF/lzppIS6eOYZ47fznhphAbGoOkXF9V5PJZTB264tpY2Pg2CKIEPvHoHukLSoqpWgIC5g0GVu/P4uARxZhQpQjD66M4RzUGZG2VTi+/Uf8su0UzAYvwsLBATDnq1PJCpCYUAzXnkMR6dFWmvC1iMwgEjNUyaRQ8uCqFUUJbp5Nhs/omZgYYa1b2IIqCYfX7Ual7m0rQiOYmIn5vrcOllTSYty5Ww7//n0R528HIwPxVANl9i2cvVKCsprWQbRCWoLyOjtE9esKd2tNMGQK3679EIIU7PtlI3bcrEP/6bMxMMiR5zQGZVUmMrJV8OsaCx87mtzhYVCwRAghhBDynyJwQJeB/RBk6goXG7OmMy4GqSHNu46dh29DFDEWQ4P1ztD8F2FqFZRK/bMhKpQk3kRh3HAeILScXQ48gLGDo489BEJh/d9YDVIPHECi7VS89mgcnLXBlQCmnmEYGemK8t0HUBExH0vHRsDaBJBXpOPkxtXYcM8Hi18aiQ6mfzFVFNXIuHwMJ/M7YMVTI9DB7OHXw5gCilrD9wSplXy/Ll7ALakXRk4cBG9+vNtjJLGBragCpdUtgiVFMS4f2IVcy56Y3C8YEm3EJYB5UBzGBYtRcDkDHfpNx6RYb5gJeZ4pvIVdn7yDU8pozJrRTZee5EFRsEQIIYQQ8pcw1BbcwfEr8Siobu+ZO+1RoVbB4NZzMGJ82nv+kRo12Zexbf89iEP7o1+4A3icwClRmXEb8ZklMHhV2b8dg1Ihg6xa77wLK8LFPfHoPKYrXAx01Bn/z9jECNYSMerPeQhh5hWHp957BFH6U3ObOCGibwQEghwkZpejVlaG5PO78N7K5XhuQyKinlyGR6IcHjqAVCmqkHH1BH7+8nN8ujUVYdMmYEBQi6m+H5Car6sip1z3TqeuGLcvn8NvX76Nj/7IQsSQ4egX5gyR/oby4LK6rAbVDY+R4gSWtrCyLEFBVW395YmKcqTGH8d3zz+Od48o0HvuFES46k0Xb+qFmMEdUSPPQ1ZJNaSl2bh+cCOeffZZrPhTiaGLnsEgA8EqaR8FS4QQQgghf0VdKa7s+h4rn3kfv1/NgeI+wUpV7jl8uGg+ln57EKklNbwDLEP2lR3YcsUJc58cCA9z3SVrFTew+pGh6PPsd7iSr+k9qyHNuYzvX3kVb7y+EisfH41e3buju/YVh/6LfsDdch6s8V6woiYFG5bMwaxF3+FiViUPxfSo1VDIayFXKyGrk0Olvv9Ff38FYyqo9M4ssbxr2Hw0CCO6OaHszkG8NmeEbtvrX70HzsDPp+0Q6Wld3zEVmMO9SxcE25u36NiLERDXF7GCUux7ZyYG9hmIsbOWYdtNc8x++U0sGdUJkvaeaWUAKz6F10f3w/hnXscRqQfGPjITo2L8YKG7fPChqRWokzacCVKhIn475o0dh0kz38QVdTimPT4dg3v4wcqkxfrVKsj59+R6zxYWmEogthEiPacEVUU38c2zT2DK5Ndx0qQ3Fi9figlRPODSfbaeFcL7DYBn7mWsWTweAwaOwNTH38Wluq5499vPMCfOB+L2rvsjBlGwRAghhBDyVwhFcPD0RVBskPameeF9+qEmZjawrEvF+sXjENnBHQFT3sCZDE88snw++gc1PNiVQV6UgtOHLuD0umVY+ccdVJcl4dd338IHPx9BWlYirl44j/PnG163UCNxQoCTRPuwWmVlBq6c2ItfN3yDn3bFo1xZHxAxdRF+WtQP0eOX42D6DWx5axICwxfhYEGt9u9/iZ0TPDp3hLPEwD0wzp7wjQiEnYUQ0qwklM2ZiijjbOz+9lN89dM+ve0/jyu3UmDdbxR6+7V3Zk1DALPgMfjqi5kwy01Ceok5+i3+CL/+8DGeHt4ZDvqzI7THwhOBvt6wNKvG2bU/ARNewGff/YYvl85A7wgvWIgMTuvQjLnEAzGDQ+DQqicthMTZG116+cNGkYHd29IRMWoRfjyyGW89PRm9Q11h0TJQamSLLv27o7OvnfYMm8DIElZOFqiTlyH+0GXUevbEG79swtfvPoVhmof4tgoMhXDsNhvLn+4FWUoKyiw6YvZ7G7D3u1cwPsoTlnT53V8i0DxsSfdvQgghhBDyt6hQEL8Dy+d+CdMZb+Ft3nF1eMizHfUYpLmHsXGfIx6dF4n2725pgdUh+/JFJFWbIaJXF9g91O/z372+Hj0Hr4LXx3uxY1agwZF1eWUuLh86AXGf8Yhy0J9QgaEmPxmXL92Gc69hCLaR4+qeC5D06w9/Hjj9Z6lRkRqPy8mF8OveFz5W9RcyPjTlTWz6KBsDnx0G1xb3NdVWXsPOH8vQ77F+cHqYe6fqSnD57DVUWYYiLtpNe8ZIrSjGr68+hp/l8/H9xyPgSqc4/iMo2QkhhBBC/ouo5dUoKclB6jU5ekzo+FCBElNKUZKXjQJjU7gFhjxkoPTgTCVuiJswrUWgpCGAhUsA+owawwMlTZffCp1HDvwvCJQ0hLDuEIEBgwf99UBJw7gTZi0f3ipQ0jCTRGHK0/0fLlDSENkjuu9A9NMFSloCESxt7aDiwa9SRec2/lMoWCKEEEII+a/BoJKWIy+nAta9hiHC5uGmeVbXVaCwVA4n744IdLfQLSX/iwQwgbNPADr3DP6XBb3k/ugyPEIIIYSQf4zuMrxZL+GKTRR6RLjBXBiKaS/NRVfHhwt8/p3qKrJwZPdvOHglG4rCW9jy+130+OZIm5fhkX8DpkJFTjLKJH7wMXRfGPm3oGCJEEIIIeQfw1BXVYDEG7eQ0ziduCPCe0XB/b/iUjTDVPJKpCUmIDm3YcpvUzh16orObnR2ivzfRsESIYQQQgghhBhAZ1YJIYQQQgghxAAKlgghhBBCCCHEAAqWCCGEEEIIIcQACpYIIYQQQgghxAAKlgghhBBCCCHEAAqWCCGEEEIIIcQACpYIIYQQQgghxAAKlgghhBBCCCHEAAqWCCGEEEIIIcQACpYIIYQQQgghxAAKlgghhBBCCCHEAAqWCCGEEEIIIcQACpYIIYQQQgghxAAKlgghhBBCCCHEAAqWCCGEEEIIIcQACpYIIYQQQgghxAAKlgghhBBCCCHEAAqWCCGEEEIIIcQACpYIIYQQQgghxAAKlgghhBBCCCHEAAqWCCGEEEIIIcQACpYIIYQQQgghxAAKlgghhBBCCCHEAAqWCCGEEEIIIcQACpYIIYQQQgghxAAKlgghhBBCCCHEAAqWCCGEEEIIIcQACpYIIYQQQgghxAAKlgghhBBCCCHEAAqWCCGEEEIIIcQACpYIIYQQQgghxAAKlgghhBBCCCHEAAqWCCGEEEIIIcQACpYIIYQQQgghxAAKlgghhBBCCCHEAAqWCCGEEEIIIcQACpYIIYQQQgghxAAKlgghhBBCCCHEAAqWCCGEEEIIIQ+oDknH1+OP+Erd+7bIkPLHW5j26iYkVat1y3RYGa58vRY7s6S6BW1hkGVdxJovP8am06mQKZluOf+LvBhnjh3D2YR8qHTL/hUoWCKEEEIIIYTcH5Mj79AqTO43D+M6WUMgEDR7mZj7YNLKn3A1uwqV6efx47e7cWjVHAQHTMGnhxNRVceDJnkBTn37Fia+vgxjvSyar8O3Jx577zfE51bUB0CKSiQc34EfV76E2SNn4uVfzqOCr4Mpq5Fw8Hu8Nmc04sJdYay/Ds3LOQSjXt6E+JxKqJviq7/EaCWn+zchhBBCCCGEGFaXjcMbdiBJ4oGAgIAWL3+4W1Xi1O6jyLHsgmFDuiA0zAcWxSXIzT2OPdsTYRoSjSi3auz94lscuJwNu8g49OocVv99f1+4sXwc3bYFB24bo+ugWHhYiGBuZQmVvALp8Wewb+8NKKMHoZdbHS4fOYgb1VYttqF+PS5GZbi66zyqPaPRJ8oTZkYC3Q48PAHjdP8mhBBCCCGE/B/HatJw/KIasX39IDYQZ6jk1SjOLoNFB09YNv6doTThJ8wf+gakw9/G159Pga+5AKw6G8e3vIdFizfDZsRH+P7bgUh8+2ks/PIa+nx3CD9PD9R9vw5FCQfx1tIVWHe4FKN+OIqfZwXBhK9XXpKIPz58DYu/2gXZI9uQ8dVI2PBvqKXFyKkC7O3sITbRbYi6Fumnf8Kzi7+EcuxK/LBsFBzFRvV/+wvoMjxCCCGEEEJIPVaJhO2f49klH2BvYgUPVVpSIu30Vqz95SbKm/1RAAuvcESEWPN/8sBFF7sILD3QZ8pU9HU0homjNczNLODg4QhTM+P6DzQSwbFjXzw2uQ+sxCU4diUNNdrlApjaB2LEtFHwc7BCZZUMCs1iRQUSDuzGnoM3UC7XuydKaAoH9w5w5r8haNiIv4GCJUIIIYQQQkg9HugITUQwNTWtvxdIt7iRKgV/vP0RTmTIdQuaCATGMLY0g6m1FcwazvTwcKv61gXcNO6NyTO6w0UkgqW9BMYiQ2d7LOAfHQNPM1NIL2eguDEGEkJs7wJ/vl31a+XrLLiLP7b/gfMprQM6oZExhEJL2FlZwlj49wImCpYIIYQQQgghOpYInrASB/etwnB/K90yPawGxVmFUOretsaDLaERGmMUdQZ2vbcRHouXYnqMM0z4fxY2VjAyaXlmSUMAczdfdDc2ASprodCLgoRiK7jx9dZjUNVJUVZRCVmbU+EJeaAk1J7k+jsoWCKEEEIIIYToCGDEgxWRyATGDzkxglpZjapime6dhhKFx3fh8pDv8MXCrpDo1qeZsQ6wgouNWPu+GbEE7i6GQhQGzYkm4X2jHwaFXIo6uf52/HUULBFCCCGEEEJ0FCi9vhFz5n6HW+V1umUPhilrUJVXpnunYQyn/ovw2YKusG+MOtRQyhVganPYWZnplukxtYCdblYJdV0Nsu/dwNmzZ3H66CmcrDZGRIgbLLV/bQsPlup4sFRLwRIhhBBCCCHkn8SqcPf4cZy/cBjnkitb3Q+kYSyygKOnLcxaneQRQGRuCQdXa5i2eQKoDuWFJVBY2cPFxkS3TI/ACCJLc5g7W0Caehzvzh+NuLg49Jr0Iq6L++HVyZ1grvsoLCSwtpdAZGzgx6xsYGtnAaO/ec8SPWeJEEIIIYQQUk9gDCtnT/h17Ia+sX6wMW0xEYM6D9fPqdFv4UREOJk3O/OilOciKdEc/eaMQLC9WRtnZeTIS86BUVh/TBkQBmuTlp+qRca1PHhNm4z+HkZgRk7o2m8QBg0ahBFzZmFytCeMBQzyskLk1ggR1X8gwt2s0HTFIIO0MAf5sEOvAb0R4CBuun/qL6DnLBFCCCGEEEIeDKtARqIUTgGuMG8RR6kUZcjNUMCpgxNM27x+TYmKghKoxNawtTLTzW6nrw6FSfkw7eAJ6zbvmWJQSCtRVimD2N4Jls0CLoa6qjKUyVSQ2DnA3NBZp4dAwRIhhBBCCCGEGNBmzEcIIYQQQggh/5dRsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYQQQgghBlCwRAghhBBCCCEGULBECCGEEEIIIQZQsEQIIYT8JyhlKCvJR/K1c0gokOkWEkII+W9CwRIh98VQW5aH5PhUVKl0iwj5hzG1AkU5SbiTVg61btk/RVmdjbNXMlGne0/+C6iqcO/gr/jwjeV4avpMrDqew2saQv7T1JDmJ+FmRiHqVP/DOZIpUZ6VjtS0fNT+0xVqexRluHvyOooUVJr/f0LBEiH3wVSVuLhtDd7/eh/SKpW6pYT8s+Slt/Hrxx/jh72JqPon21llKW788Q2Wv7UHWf/OTgO5L4HYBvaKHBxPrtUtIeQ/S1WdhSPrP8U7v55Cufx/dXSQQV6ejj3r1+Cb7RdRLPt3VXxy5Jz6AUte+BaXCxW6ZeT/BxQsEXIfakUxrh05hKvpxZD+W4eoyP8lsrwbOLbrFDIKqyH/B4MlJivA5UNHcTMhCxWUff97GFkhoO8oTBrWGcZG1BST/wY8yCjJxOlz53ElTXNm6X+1wmCQlqbj0snTuJ1TgTrlv2k/WCXuHPoTJxJzUF5Nl6H8/+R/tIauxrV1b2HV3iQ0u8pbno8jny3DsrUnUdSsbNQifd/X+PxYiu695rKULBw4chRXkst1lz4okHHmJ+y5VcX/XYfc0z/jw3W7kFxl6MIVJUqvbcO3Z0q071TSApzaux+nrufwtbRNXXIJn3x7HlLd+wfG1KhIu4J9W/YipaadQs8qEP/Tt9h6p1y3oDWmLseRr57HW1uvoqxOv0emRvb57/DS5weQbehaM0U1bl05jRNXs/neayhRePZ7/HqlQvvu4Wgq5Dv4+dffcCShCPerUhSll/HNko9wLKNSd6z0qVCWfBNnDl1EQVunvVkV7mz7Ap8eSdYtaAuDrOAmvvl8Fb7YdwtVuvQRGNnC1ddJ+++28X3KPomXl3yM3/k+NSdH3qmd2HWn5fLmlHXlyLid/mBnFWR38e0jH+NKY36oQ+GlXdh6IRm1Ss0K1KjMuoMzf55GTrPj3ITVZGL3Jxtw4FYe2r3ague/0ntH8dXKlfj9al6zjrxaIUNRZhLyHqRhkN3B2ilz8c3pTJ4i+mpwa/2LWH25Id8y1BVdxbfbz6O0pr5EKarzcOXMAVzN1pT4WmSf3oBV+3K0f2uLojIbF88cxo2cvzdqr5JnYv9Xq7DrXo1uSfvURefw8YKvEC99kAPZxMTBE95OFrp37ZDnYv+6fUjRHuf7E4ht4enmAJGxkW6JYUxRhctHf8G6A6lN9Zg0BVtf/xnJusPLatKxa/dZZJa2U4tJ07D1zdno/cxanEzIRvNkYKhIPYk1r7+CrZdyUKufl+rKcIn//o6rRQbKeUvViP/2cSxccwL5+ivh35Te3oT5L21GUpmhs8AM6sJT2HHonsFLElXV2di1fjU++fksSmTN87SyKh27f9uJkzfzdXWgAonH1mHtvlTtulhFPC8j23C7Uj93K1ByfS9+PMLr29oHKCMPRYHUM79i3x1Nm2WYsorn3R37cTm5vXpWitTtL2Hka1uRUq6fZlLc/ekVvLDhKkoNHpDmv88qk/DTZztxp6p56b4/JYrOf4mnV19u3p63wuuF0gR899zb+HLvrRZ1Vh2KUjKQVyG97yWs6toSnNjyFd5Zexi51U37+/D5X43cm/vw05ZrPDe2Q9P+7NiDM7zT/new2kKc3PArdp5MhPS+fX9N/X8J2zf8gAsPVf8JYGbF2zuJNcx0S9rG9//WHmw7k/cA5bWJUpqPQ39sxM8nMnXlqB3SW/jm0Zfw+71Sg79RW5qKM1sPIb3V6JIApmJ72LvZ6t63jZVewycvbUNme2nK+z8JZ4/h0JnUFm1XCwIreAa56948nKqsY1j92s+4XdziF5gKuVf2Y/0XfyK7jba8UW0SNs59gvd10ngrqYfxPP/eS3hv+402yjK5L/Y/R82kSTvZTD8XJoAzG//mHyy5XM5UagUrOPsN6xnuzkyEAuY/71N28l4pU6qVvA7fx57rFsg8525gZWrGVLUl7MTXT7KIbhPY6tMZrI6pWOXtjWyCvxObsfkuU1SnsJ+fG8nczexY1/lfsZslcv6rDdRMlnWELevWjT2yNY2vTMoSD37OhvpaabJg08vEnAXN+Yydy6rWfldVdYt9NTmy+Wf0Xz2eYpsuZLG6ph9qpKzNYuuf7G7ge/3ZmzvvsCqV5ksKVnRhPRsc5MJ4BKz3GRsWNfxldjCxmCnUdSznyJush8iECc08Wf+F37JruVU87fjXVZnsu+mhTGjjzQa//Au7XSht2me1ihUl/MHmzZzGXuS/J2NKVnHtO9bXSKj3O/ovJzZkxUZ2PVeml25N6irS2ZaXxjNvg98FEwd2Z8+tP8HyK+s0n2ZJvy5kzkIJC45bxv64kcdqtRtcT16RzL5/Zi6b8cQWllaj0i3Vo6pkt/94n3Xt4GDwtwB3NuTJL9nFfL6/ihp27acVLNJMxIxsYtij7+9kaZW1TKWoZvs/mMDzm4Hvm9uy2MUb2d2cFPb7O7NYB3szvjyIzf/sBMuVK5laXctyTq9nozt6MN5V1X3PmDkE9GMv/nCMZZQ0pJGSpex6nQ0On8Y2XCliKlUVSz7zI1sQYs1gZMK8p65ih+4U8mPIP6ouYRc+e5QZCaPYO6eK+QIFK775O5vbqwcb8dYeVlmrYkpZNtu8bAobOOYddiFPrv0FfaqaHLb/8ydYiJN5077ovyTR2v3PrOZlS1HOdr41gpmJjJkkYjB7ffMFVlKj0K6n5M529tiQAWzJz9d5PlSwiqQT7ON50XwdJszNfw5bd/QuK1fyjebbfP7TR5mpiREztnZhY975naWUasoV3/ZL37Ch5iIW8cYJVsWX1JXeYuueGMBchr3GLpfw46KqZfE7XmWD+g5jn5/NZlV3d7CZHZxbHA8LFjBoMfud5w9NGqnrKtmZrxeygGafaXhp0n8Ae+2Xsyy/qn4/2qKuy2TbF/U1sI76l5V9L/bqT2dZTo1S82mmyDvDXhvub/CzmpfQbQZbczRRV2abk5ZeZSsHuxn4noBZunRjK36+wSr4cdv3wWzmZm2q93cH1mXgC2zrxVRWVWegDLAydvbTmczFykTvOw0vaxY162uWLFWysoTf2LSYzmz08ztYZi3fPmkq++WpnszM4ml2uJDvX10pu7jpZdY5+km2+VaRwbKtVmSx7ZrviMU8v5gwI7EfG/r0t+xSVimr4/usVtewfatGM3NTEybp2J+99PNZVlRVx49xDbu68RkW3mr79F8uLO6RL9nVvApWdHEtGyo2Y0ZGVix4+BvsYFIJr+s1G5DP/nyuFzPS1L+zP2VnMyvr6zcdVcU1tm5GKBux+jyr1C1rpKxlSYdXsxGh9kwocGX9533FrhfV1O9nXQW7umUli/OKZQs/P8FKa5Ws6s5GNtbVnvWct51lVqazHW9OY57WYWzhlnu6tJGzguu/swV9urLYZ75nmRWty6GmfsvY+QITm3qw6ZuTNLmfZZ/fyCZ2dWempmZMbGHJnKb8wjJbHVYFKz37AYs2mE5gZra92QfH7rErv61kPT0smv9d7MC6LlrHruXV75sq8082xdGGiUwtmV+/FeyP61lMyhNNVXyavdDFiaelF5vxwV6WzstKU1KqWNXtDWxGeG/2yZki/raMXVi3mAU5iZv/lrkfG77sZ5bYWM+1oJaz3NOr2SBe5zb7nt7Le/ZH7HhiGT+OFewaz39xXhJmJPBjU9/czm7xtlnF11ybe569NXoMm/zGblbGj01dTRbb8/ETLNaar8O3N3tq3VFWWK1pT9Qs79KPbHKkI68/HVn3KavYqfQyXvvyUvJQ+b+QKctOs+ejDbQr3Z5k226V8u3S/JyMpR36nMUFObb+nPYVxqa/9CtL1G5b29TyUnbh55dZNy9LA+vgL4sQNm7Zj+xWYX1/o7bsJvtwahfDn4Up8wybzFbvS2ClcgP1RU0K2zR3GHM1+N0ObPSrO1hOlZSV3ljHRjm0+HvEZPbBVt4+KAzVQ3w/VNXs9JrHWIj+d/ReIhd/Nu2jXSy5SJNfFCx//6vMw8iYOfvOZt+fTtPmyyYV7NA7j7KBA1ezmxWtf09enMg+frKP4XbbIYRN/2Q/y63MZftfHc3MjFv0ZXj7N++ro9q8xCs1ln1xA5sUxNti/c80e/H2Z/BydjipkOXuWWL4N/nLqO9r7GyBoXqgjO1Z0Y9/xo5FDH6N7buVz+TafVXz9m4bmxll32pd2hev/4IGvcr2xOfyflEZu7ruWeZkbc6Ephasz4qf2Z2iWl7nKlnJubWsh4ctg0DIYpf8xlIr9cvyP433kcvvsC1vP1Zf/uDPxiz8gp1M42XiX/ej/3JGKzme6P9D1KhIvYjN566jJC8NV0/txYl8S3SJ7YzAkGhMGNoZVukJOLN7M3YcLID3gL4Is5Hi6sFDOHxEiti5IxFgXI3rR7Zj054yRA0YgNhgWxQf/RpP/3QbVpGjMalXB0hEKiRlJeHGnxvw620RusSEw93aHEa8FCjzruHLb09DMmQKRngrcOrPzTiYqoSbm5vu5QpHKyD78lmkCgLQq7s3qi/uxGcHEmFt76T3Od3LxRZGiYfxx9YidJw0FEE2xrp9rVeXehBrVp+EcbPv2EGkuIlj+7PhPnAgIu2rcH7LdlxIq4DEpeFzLrCzUCL9WgZMAmPRO9IHDq7e8PSSoOLWdZw7dRrXiq3RtVsoHC3NIRLKUXD+Cs6cPIVb5VYI6+QPZytTCHial2ecx84tF+DQcyT6+tTi6LqNOFJtBFf9bdK+XOFio8D1PdtwujocI4eGQNLs/CVD8e19+OG73chSqiCVieAeGAh/H0+4a77v4gjTinQc2ZkAs4hYxAY4w1xsgtqC27h44SROXS+GS3Ao/Fwl4EExFDX5OPH7H0gRd8awwaGwMeEHqBFDbd5tbN38O26lF6KsvAoCp0B0CvaFh25bnazluHl0CzbnheLRsVHwC41Fv54+qEg/jW0bfsb+kgBMHs6r9oJk3E2thoP+vjpbQ11aCkWdLaJHjESvyEB4mlQhLfs2jv2+GxnCIHQJFOLs5m24kF4FW933XPk+imTpOPzHYdyDJ2K7+MPWVIrzv3yEz4/eBXPsiA7Kq3j/3fWIV1jCycYMZVeP4uQ1OYJ6doWvnSnqci5h49YdyHMdiqn9vCBNOY/f/tiG6zaxmD8oAiZ1Kdj+4Sc4o/ZAn0F9EGBvqksTDSWKk85hy29/IrGgElXVatj7hSCkg6du35xhg1yc5tuX5d0P46N9ERAzCAP8jJF1fC9++u4Q8jp0w8hIV+Sc/QXvrT6CSmN3hHtVY+vbq7DltoynjQS1xVdx6FQqbENi0MmH5wtvP0S6M9xISMSN40dwW+2GmIhAOArzcfjnnbiW5oyB0/vArTaDl4U/cPyKJUbOGQg/nocv7liN907UIJzvv9WdYziYVgZrJ1fd9vLjaGuCwoRLOFfkiGFDomBZnYCt67YgxdRe95mml6uLA4QV97D3cApsOsWii789mmWbRkqUXvgVL397HiYiBSrqjOHWIRABvl71eZX/rrkiia/nPJTecegZaoZb29fj27M5MJZXoEYtgU9wMPy8POp/29UBZqVn8Oefd2Dfcyii3cW8bDVhKjlyU24jq9ZCb3v5vlkJUJxTBqF1ODq5F2HLHydQJbBq/LuLoymK7x3B9uPJsA2NRqQ3r08ELcpBURquZ1bDxsG5cd2ujhIIasuQek+C/nOHwd+sHJd37sClagm69e4OX6sCHHxvNY7km6D/zAkItyjB8U2b8PvOAnSaMBzdfK2bbT/UNUja/gnmb3HBt4e/w+NRLqhLv4KTR7Zi45FMeHbphgg3O/jGDMbgQFNkn9yPX9YfQLZHF/RzuIOPFr+JAwUqWDl4IzC4A7zc3Zu21ZmnnaAECfGV8IzpiV49IhDe2QM1N+JxM/4MzsTXwT86Aj4OlrCwNOLHjS+/cgyn7qjQITIUnnZibZoweRL+fONzFHafh/Ex7hDpNl1LaMTjCDd42ZuhpvgeTh/Yi2MpFogbEg1nMxWK75zDgV3XYNNrKAZG+0BUdB7ffHYU6o6DMXZMFGwr03CS79PJLDeMndAV9iZKFNw+ia1btuGyqCOmjoiFC6/LmuPtWeJRfLU1HsHj5mB8mD1EYgtYmARg+PTn8Mn61XhzagSsW+bP2lTs+HAtzsO6KY3sLVBbXQO5lSe6PfoKXhjljIsHduJ8Lho/o8kvdqJaJF+6imJJCHp05m2dfSDGzx0BJ0UKThzagd+PZ8KZl4twH0dYmdXiwu14XDu0E/FyD0R29IMd3wde9UKRvBfvbUhHl2mT0NkkA1t2HEJapRFcGn6L13MW6kJcS5QiMC4OkV422vZTH6tKxG+ffodzdUrUFZfz2N0bQaH+/Njr9snRAoXHtuPgdQnixvVB55geGMTro+LUy9i9cTWvaxwweEQkhOln8cuOn7D9Gs+rYzoi66dVeHn9eagdnGBVk47jW06hyCcWw6LcIbZ1gTevu+tKknD2yCEcvytAzIBYuIrKHiL/D4J78m/48ESpXtq6wcXBAspbh/F7vBUGjeoGp7osHNy8EzczpbDX+1z9ywX2fJ1n9u3CRdsBmN3dvY1LfRiq8+Px+4+/4lJWJWRSJSQe/gjx99HVQ7ydF5Xj+qEjSLLqhBGxXig49j0+2RYPHjKgRihBB97G+vJ6SPN5V2dbyAuvYNeFbHhFdUe4h3WL46JAWeY9ZFQo9PoSmjrWEkp5NpJN/TC2rxMufP4VDkub8p/meFuVxmPr+l1IM49Er67esGxxwFUFJ/HVuxuRIhBCVs1g7+2PAD9veGiOt6sLJOoyXNxzDhX2Yeje2QdWvF9iXJ6M67fO4Riv38x8wxDkZQce3PC1yXBlx3c4UhaGcZOj4SRqkbnUcpRkpiC7WAWnhm3kLydbcygKSyCw9keslwLbd52D0tymaT94+hhXp+J0ojkGTOwNH/ManNnyPX5PUjR9Rv/F2xNzVoPMGyVwiO2Hvt5KXLuW29je13+G99fk1ai4V4bAsVMQ52mu20gdXk4u/LIFl3PykRJ/EsevlsKrM+/TOtfixJcfYvOdal5XSwErVwQE+MHbs75udHYwQ0nCcZxLAzr16I3IsABEehrhxp1UJJ7Yj4tV9ujSOQyudjZwMi/FtZvJuHX+CFJYAOJiAmEj+ucvLlPX3MX3C2Zhzhd7kKM9SVaKxMu8z3ekDNGjBiDIumUd+D9CFzT9j5Gzonsn2dr5g1iAgxkz9e/OXt6XwhrHZmpT2ab5sczaN5K9uD+dR7Nl7MLq+cxV0pktPVzA1PIydvqrZ1i490j2yYFkJlOrWc2Zd5ir2J71ev8Uq9CuRMnK7+5g8zv6MWdnKxY2+TUevefz6J3/qeg0e77TTPbplTLtJ1tTs7LE3ezJWG/WYcBTbHdi/Ro1y+tKUlhmeYvRbHkG2/pELLN06M++vFiqW3gf8nx2/KMpzMXShY15/zQrNxix17K042vZmLBQNuqNP1iRdvSbU8pZ7o2dbMnYzszaahj74nh6/aisSs7ST37PZvTwZWL7jmz4s99pzzxpRhFLkg+ylU8+ztZdyNOOwtWTs5KUTFbZ7LfVrDb9dzbdxZaFDVzN4qsNjzAxZTE79cVTLMJ1IHvvQFL9GRONulJ2bv1SFuPozcau2svKZJpfU7PqvMvsg3l9mbOFG4sYuJj9ei5dexZOUZXNNq5azOZ9epKVNK6kJb5Nd39jgz3smf2MbSy/8WMqVs2P8dQgdya0foYdK2vYVgUrvrGFTY/xZiY+r7CrbZ18kN1mq4b6M9/Yx9gfd3Xj1OoqlnZ4LRsV5MDcwqaxX+Ibjn0TzRms5OPr2ew4P2bmOZF9dz5bm/7l9/5gc8I8WGjXGez519exP84kMZlCyaqzLrOvlwxlHh4xbMn3F1m5ZrCr8Bh7wsOSucV8wK5VK1j5rZ1sSt8I1nn5b6yUp1ldTTr7ak4XFjBwEdt7r9UYuo6MJf3xOgt2D2ITN93hqaSjlrKk3e+xLr62TPLoJtaYI5X1Z+n6+jsw7yW/ac/wyYoT2MczY5lr+ED25JJ32MZd51mBXMk/ms72fLGYRXqEsDErNrPUCl0iqutY2pmN7PFunswyZhpbfymHH/t8tvdpTf4fzL7mZUpdcZetfWQQc49cwk7lV2tH/C+se5zZdeitO7PZkpJVZZ5l707vyWztxrD18Q1bzI97eSkrKS5vqhs4Tfk/+/1S1tmxJ1u2/hIrV0hZ1oW9bNOmTU2vnSdYYmF1/egw//3LPzzFfHx6sVe332ZS7Vo0FCz+l2eZn0kHNmHpTpalGY3WqmD7X+rFHINHsW8uF+ulawk7+nJfZmTvzaZ9f01vPe1Rs/LrX7P+YhfWf9bPLEXWuDYdvo9lKWzXO4+zcAcH1mHOWpZxn1HqBoqS6+yTid2ZreVM9keWlCllReyPt8Yxl8gxbPWpTH5cctj2uVHM1H4m25lRy79QwA6/8wgLMR/EPj2a2bRfOurSy+z1/sHMa9GO+rM2vD4pTTnDPl44krla2bKoN/Y31R3KKpa45xM2KMiReS3exCrqqln8lhUs0taT9ZuxliWUNi90qpp8tvu9WczDOIYtXXeRVejKenXmefbxkwOZs2U0e/brs6xUt7wm7SB7blAgkzj4s9gpb7P9t/Lrz2wpk9ivk8LY8j2pzfJEM+paVnRrP1s+NpqZm4SypYcK+EJel578lk0eMp19sv8ek2kyRu4ONtk6iM36+hKr4D+rrk5lW5aOZA6iXuy98yU8fXi7knaCLR4TwYz7v8TO5mvq0pb0ziz9msgqC1LYqT/3spNXUlh1m/WZYar0/WxypC8zmvIDy9cta03Fci7+xGZFebOwCa+ykxm8fOkopHns97cmMVeHOPbChqvafdLk8eyTH7EhLnbMwS+MTXh9E7uZV381gjrzN/ZIwDy2M7VG+/1W5MXs+OdPsjBJH/bG1njW0PwYJL3AXgi0Z+FDP2JXy5o+qC4/x16MkDCngAnsxxvlDUuZPPsIWxzuyBw8p7HtSTKmlmWz3SunMG9JJzbjhVXszXe3suu5lUxRU8xu7v2MjY5yZ/axr7MbNQ1pWsdKk06wd2b1ZbbmweyJ39P+dv7XblfRVbaa5y9Tq0j2+rG8ps8oK1hKuiZP6KtjhefWsX4dHJnNE7+zMrWSlWXeYPt/06uHNm1lR+6U6MqNnGUe/4r1Cwtjwz451tRm8uVZp75nI6NcmeXEj1hydf2ZC1VlJvtlxXhejz7Cfr6cy49kPWV1LvvjzanMzSxWV/+13pPWVKwi+QhbNLIjsxj+Cjun7Re0UFfG7uz7lPXuYMvE1qPYd43HqwVVDbuz6z020DOGLVp7mpXKdb+vqmXJhz9jQz3dWJ8nv2F3i3X7Ucv3Y9lw5mLtykKiZ7LVf95k5byN0aTfqbUL2MDnd7EcQ5fkGKTmx30vW9gtkMVMe49dym3dmqirU9iPTwxjrtYT2aZbJbqlvK/A25Liokq9/o+OLI/tfWs2CzCJZEs3XWMybWeqhbpMtvXJOCY0imSrTmuuBmmtrjyV/fn1S2wA74+I4c2mf3KYVWg7nLz/k3uZrZwUzcKnvsXOZTWVN2nxTfbe1E7MtPME9vXZLN0xVrD8m7+zJX19mWXYUPb+EV1dpy5nN39ZziIcrZl/zyfZnnuG6qO/S8mKjr/NAjURfquXhEW+d+EB273/Pv98WPlvIYJDQC88/ulavDS9G4S1dSgpr2m6ztjUB/3H9YON7i0EEgR36wpni3zsPJWIKpUcFVIhOvSMQ0yIE0wFAojMLWBmJISNrWX9aCOTIfdaBqxGPIt3X5gB86vf4bV3V+NgQhbyUtKgGDgMo0Ik2tW3JoDEpyeGjY5EZVkmMkqqtNeLs+pk7Hj7S5zOaXG1vMgVXftF8H+owYtZ/bL7ETmj9/Sp6G5Uh6JbWeDti+4P+kxg6+oNBw9nmBgbo3Gw2UgE17A4jOndBd6OFhCb1Z/JUiulyC8qhe+geXh2UgCu//YZlr39K64XSVFeVARTj17oFWiP+jsfVKi8vRuffXEKBc2u9RXA1CsSvWMcwFtUHozrFrdkZAGPkCA42hTj4u1sKBsuQDexhEdQCNw9xKiplfP04MuYGpUFeZA59sEzSybBOflPvL38Q2y5nI/qqkLIlc4YNDAU1sYtRpYa8ePrGoi+/nYoP3AGiWUNV+8LYeEVhO4uFjCqrIGsrmFHjGEf0gVD/Rxh3l4JMbOFg6MENg6B8HLSjRQJLOEzYCqeGBsIYyMrWJi1vk9EYCyGb+xQTB3VFz7l6biXXqrdT7FrFHr09UV2SSkcI7thQKwfzIyNYOEehYmPLsRwHxOkxKegVKqCwCEMo8f6ozb3IhLSKyCtqgSz74IpvTvBwkTIj7UJTMVimIssYWHa/ExlExFc/EMQYFGJo8cTmq5lFpjBIzAEbrbWPH1lTddo8/3xj4pBgKezLg/wombljuhuUTDLzEOVa2cM6t8FTiIj/lEv9Jv8KB4d5IHs5FvIK9ddQc23yytyKIaN7ANHM0uIRZp86YAYnhZmdfdw8mYmqmTVKFM7oc/EXgiQmPLvCCEyM+dpKYLEwqzxt5sYwdKzI4YM6AIX41zczay/h0IlLcK5PX/izzNpze6bEYjEPO+Fwo/nMd4OgZUnYN3iBZg1a5butQAvfbkbKSWy+vwrNIaTfzhCVVVIT8hAeeP18ca8HHVGhJkKimp5Ux6GGP5domFRnoIrt3Oa7sMQ2CCiTzdY8s9VSvnndYvbJ+DZzBGO1uZwivSBvWnLPM7Lm40P+k2djAGd3ZB7PhEZD3hvjLGZBWzNzGAdHYQAOxNeLVgiqFM0AnhZS7nDj2dVOXKLzRA9bTKiXXmtaGQMU1MTmFhbwcqqdZ5i0krklClQce48zmVUgQlFsO0Qg2kzRiHAS4QSKU9P3WdhZIkOEdEI8nHjqahhjg69R2NYZxHSCuORWljT9FlOyLfV29cXHWxNeF5oqsssPCIwauRgRDia8vxuqjujpkRxegIQMQMvLuiHmsu/4NU3vsPxlFLIc27hAhuOcTFuvHZsg8AUDqG9MXN8V1iZ28HWgn9SVYeKgjq4h3ZDj3BXmAoZ5MW5qAwbielDQ2DFf1Zg4Y0RTzyOkSG52LL7JiqYAObWDvCxcYClbtXtkWZdx+Edx1BpH4DIcF9YtFmf/R1COAX1Qr+BQSgsykRuedM9PsZmdujUIw5R+hvLKpB6Ohsd572KJ4d448bmD/HG2j+QWMLzxvV4iCdNRqxHi1HyBrycufr5wMPNEsa8Hmtsfwwx80FUX3+U5t9AYnbTHUAC60D06ucHlVoGqbyhxPD63D0GUyYH697zJWZOiOoVCzuHUpy6Y44Jz4xDhKsVjMX26Nh/Cp6ZOgBGt6/icnZDbcbbRv+umDQuDs62DrC1FP3t/K/dLodwTJw9FKaqNNxIK6rvk/C+RObZLfh4X0KL+8ZM4OAfimgLK56/1DyLVeDijo8x75GGeoi/nvgcJ3IajpEJ7D38EWCvwqXzt1GkbRzrlzt5+cPT1Qm11bWN02QLzazQISAAroU5SEwpglxXPxmZa840BaGDQIG6GkV9G3tfvJ7h6xNbuiA8wAcu5s3OydYzsUHwwGl4eVo06lTXcC65uDFvNcPrBTuvQHh6qZCQlIoKme64Cvkx8QpFQJAdb4treX1a/21FSRpSFOF4Yvl8RCiuYc1r72PjkXuQy3OQlWGJUZOi4WT40gADBDxP2MDG3hHubj5wkLTeD809nv4hHrC1EcOkYeIVZQ3unTmDoyeatyVapuZwcLKFrYMbPN2sYaQ57doS79c4OIohsIpEuC8/3gaYWPtiyJxnsXLpdHR0A4oqqsDjLv4XnvYWjvD3c0NJyj0kFVY0th2mYlcEhQfBSK5ATZ1Sl968vQoehHFTBsOB52lL3m5qt0hgjY6Tn8KC/h5QqHg+UTxYO/FwVKjIScU93bvmKpGQmNP+/X3/xf5Hg6V6Aktf9OjVGa2zngAmpma6RlhDCKsOYejvpEbq7pM4cGg3jiU6YvpT09CZV+QC3izXyWp4Ge6A7sFuMOXvFXnX8f3pOvSbPx2zH38ZK58cBsWRtXhhwRw88slFhE3oAV+ztpNPoKkQ7HmnkneKyngFpkIdsk6sx0vf3jRwg6CmM2gGodAa9lb6l0u1T2DnCl8r3lHjDZfU4PRZPB14g2Viagsb3nHWL8Sq6jIkZQP+wwajm5+d9rIKWUECzu+vROyMJ/Hiqy9jxRgXXPj5XTw+cyZe+jwBHv0Hws9G18VQ5+DAay/h15sGbvTWdNR542Nia8s7uG2lkSkcvf3h7qzE6ct3Udw46w5PC3Mxb2ebKjG1shTXTx6GoMtkLFr6Ila+PA6CW9vx8sJZmLv4c+S69MZAXsG27kQ3EUg8EdvTB6zsDC7e07vRVmQOOxsj7f43Y2SiPdXfbgMvy0L6PYbIIXHwleg1nrJM3LooRcz48YhpoyMhNJPAK4AHsnbm/LjXp5HQSAxrV390jBuKgd38YNFwCQMPFmy9u/BAJAKm1aX8WPNKTmCLiP7dYVR7jefnP7H5yG1+LKdiSpwvr+B5jmZ1qK0zgaNbIFzt2spTQh5kBKKbswWq9pzHncap0uoHD6yNTVpVEEZ8mYmQd3x07wU8kJBI3BAZ0RujBkTBUdyQDgKIHXzRc2B3OJvUoExW19hw1slKkFGsROd+gxDtY8uPmxHsw7ujl6gUdw4cwm9bjqLYvR+entYbDrxjzHiwLOcBgJODH0Ldbdvo5Ipg42zPt7sW+WWaiRhUKEs7h63rfsON/MZhFB0Bj39MYMw7PZYScxibu2PIi59j69atutev2LjqCcT5ai5n03yc1x8eQQgO4PVH+j3eiDUNdhhZWsGmVU+YN1Zh0ehUV4msC0koapyAgAfn1rZoa4jFMIZq/pvZFtEY0CdA2ylvjR9HR3cE2/FOuYmBvNwGRUUR7pbYIm5kd3hpLsfgnRU73xAEuSuQcu0EdqzZgAT/mfhwxQC4ajojKiXvoCgg6tQB/jzPtPwZoX0Qxo+JgfrmJix/8h0cTNXUDTzYl9hq67eWhLyM6eclUysfRMYGoCwzFXcyi5tPwKBSoJLXc7VeHujQwQFmup1kilrkZJTwbeqHft14gKGpBGSJ2PNpAsKmP4nFzy/Dq3NiUHpqHZ6fPxPT5u+G8aT5iHS6Tz2rKEHSlQL4jJyGieESqGtrUKAwQmCfAeio3fca3DlyBq6zpyPOsyEthBD79MaSZ/qjaNsBJJTwLg0vH2LeyXZ0lMCaH5v2VGecwZZNv+FsppQHmrqF/wJGxmawt7UHq5Lxjqq8qUPLd8LIRARR42Yy1Cbuw3vnXTFt6QI8u2Q55neV4Py6lbxN4O3iL8CoBT15+W6ZExrwupyXD1PekRRbmrafLwV2CO0eBllpEi4m5eu1kaaQOBgqMUa8o6jf0TWCpY09TOy749GnRyHQsimtBabO6DFqBKKta5BZqDeFhKICaTfz4dJrNCZH2fPN/Xv5v54RbJ09YMM7uSXFldr9YKWJ+HHNRhzLaT3xkoDXQ2KeMPauvK3k9X9Qv7n47KeGeoi/Nn+KBXENgT2vU128eZ/FHurj1xBf2hQ8GvMOu0Rkqtfn4Ux4sMqDJU+HYsQnZUIm1x1pXp+ZWoph2UaMa5ga1eX5KIQzeneNgJ1mAMEQY3uERQdrtoiX7bYysRGsnbzg7StG/O1EZFU2DKLwb/H22NxSv66oRvwf65ETPBHPLnoWK16bDfeqs/hw2eOYMmUpzkgGYlJnl+b73S4GeVkOKqS26BIXDkdDo6G8/yK2tYaxA6+rtRUKzyrVRbhy9jjOpJfxoFO7qIma9+7kQjh2DkOIgUtNteRFuHe5HGFTx6KzUxtpxxmZ8UAtMgJeXs3zvLFYwoMlf7ikZSD5XhEaxsM07a+l2AotD6VKyfN2VikCew1Dn2CHpvQR2MAt0EP35l/BCDaefmgaxtAnQScehBoOFf/7/Qur5H8HAaycvRCge9cegU0gho/sCHXC5/jughHGPfsYRsV48YaM5+zabBz84zBkcXMwros9X2sdsm+exT1HF3R0suQdIncMmP0iXn68P+8IXEB6jR06etm3W/kL+H9Gxsa8HKmhUKp5EVWjMi8D6e1MTMNDG5hor8V9QNrOBl+zXKkZmHoIdci/exF3qi0xYeZQBNiZ8d9Wo+DmCZysCUSotw0kbpGY+8rbeGO0Ay4d3oer4Gnhb99U6Fg1suJT2p0ZRsD3v+0ZcXnF7+iJSBtrKC4kI7vxrE5ryvJbuLy3GmGdvGFl5YKuM57DmjfGofbaERw7LYVrZABs7zuyJEFgdATveMfjbEpRUwfhL1Oi8PROnHSbjoVTo2Dd2DYrkHV4A742mYDnn+gDlzaDRU2HnXdsbVzh5mypzUtqlRRSHp11GdIHIU7m/BNNjMws4ePrBltBFQ+CNDWlMVx6DMcAYS7ObT4Gk/DxWDi5Nzwl9feYVSSdwtUkI/QZ1wveFu3kKUs3RHXzgVHJTdzLa+9otkHFgxIZDw5i+iMmkFfKzTbaHE6+vANrZYTy2jpdg8hQeOMU4hN9MWfaQPhY6boBztEYOcQNKec347I6CHOfmogYn/qGR1WVhBMXUuHSeyRiOrRV1Qq15U0gVEGuHTHjjWJ1MYqyC1uM5urhnQYjnkGFYjf0GDsOEydO1L1Go18XP0hMGw6qAOZWbvAMskFyYQryKmt1+9I2kXMwIsItUJ6bhpKqhk7NX8AKcW7nUfg8+QzGhfM6R7e4FR50aDondkEucHmQ69CZDFkJ11Ae2g3zx0bBQlvvCGHjEoiwznY4t3sfrpl1x3MvzEKsm+beKt5Zyk3GmesqRPfvj2AHA7P2mbmg/6LX8PUTHZEqt4WjnYHR53YYmfA83iEIjqm5vBOb0zgbpeZYyspzcP5yBqwi+iDG37HxHrOaktu4dCkD3edMRZwfzy/8szUJB7EhOwRdQ+xhYeeH0U+8gJWPRCH3yhHsrnJC3+5eze9VakWF0lsnsK6gA55eNh7+lkJIKyshZE7o1Tegvs2QJmN/ygAsnRoOnr2bGFkjdMxMTHU+gQM3CqCQVSFPKkan4EAe+LfdSdKwCR2CATFm2PvDjzh5r7TtfPt3afN9fdukeeho23m5BrcO/I6M2N4IszGHrU8s5r/0Ch6NNMONI+dR4RiNKHex7rN/lzFcgyMRWlqKvNt5f+E5YypUlRXCIq4fJnd1b9F55m2Nhz+6Odcit3EWR15HplzET5k2mPDEOIRp8+rfzP9avN03MeF5hfePdSP9TFaB9JwS1CnabnWMRMYw5kGsd6c+evUQf42Mhpt+GyJ2RGhnX4hrk3E7636z3BnD1sUHDh4M1zIzUK34G/WQogZp11Ng49oDk/qGwLLN9pYHPMYiGAs9Eexq3UZ9JYBIwvfD2RXmCZnILm+nPpXexb51+byNCoK1mPe7RjyK91fOgkPRTezcWQiXbuGt71VqD6vjgfBVlERMxsT+/jxQ1S2/D8Z4HVRdheLSGtS1uIpHVVmChFwB/Pr2R0c3iYF9VqH89llsxSCsemkgnNs9Y8yDfmtHWFg3XhdVz5i3pf6awJf3u3IKeRvXfg9Geu8ojhx3xJy5oxFk2zQwpLnixMrGTvfuX8EItl1432dmjO69nk4z8PaM8AeYZfG/0wNmlf9emhHiBzoXI7RFeK9YMGUpau1DERnmBHOeaVl5En595ylM3+yFDz+cjmAxb/nUlUg9fxWV5TW6RlkAM97ojnryRSwc2xkVe7/Eki8OouLBzl8/ABWqK8p0//7XU1QW4nZSEcJnLsLYWE+ItFGfDImXzyBbaMoDNs17I4jdu2LRBx/i+R52SN77CV5ZcwT595u6UkMtRWVR+5PAaggk9gjwkcBCVoqSmpZdA944W1poz4bVJl7Avkx+DLQjs7wxMndFzwWv4acXB6M8bx++WKq5tPF+v2cCF78g+PJAsaSwonWQ52wLSbvX3OlTojhhG1YsysfTHyxAtKMm2KynLj6HLw754bcNy9DduWl5K4x36qulEMeEoXMHW22wVCfNQXWGKfrzjnqr+IYHxmKJEzo4OsDKvL7TJXSOQM84D54k5vANDoGHlSkv0AoUXNuAZ8c9g+x+izGvvw/abUuE1vAJ94FQWIb80tZp6OQoQXvdIYW8HJm1pXDoGwE3TdlpRggzSwnc/JzhZGmurWyYMgPnD+dh9KdLMDxYd+ZGQ+iMiN5dUMfUkHgHwd/Tmje4vItSeBmfLHoEa5OjseSJ/nD/R25IVfNOrBS11S3POLVNZC6Bl6s7TCurUSmTN2/cTU1gZm8BkV4jaGTqAm9ex9Tw9KluuMxEx5gHJo424vt02DlWihvrV+Glqtl48/E42Lez76xOjgqFCwb27AKXNi+7bKBEWdJpfH+0ABHDxiLWx1aXT+s7MWHevrCvNIF3cEf4OFrx48YDkPyrWPvK+zisDMS0yT3gaN7yWGsIYWobgumf7EPxgWWIajFRzX2ZmMEjMgZd/WqQkpmC8pr6dGOqGlzb8S3+vGGOqfPGINSpobmtQ9rpI2AjX8ZTo8N0N5PXIuXSCSQJzSHSVt48DzqEYvqyV7F8RChUFz/EmEe/QWqz6cabYzUZOHipDvMWPoHJ4c58DQJYugZgwLRxCLU2qU8rcQRe+HwuQiWtAyChQ1eMn+KNHb/8gq+/+ggHCqwwcUw32DWedTVMZO+Pic8uw0DTy1j12W+4W/QwUz7/C6jycHnbGQgteJugeS8UwT54AJ5b9TJGe5jg6ldPYdnGm82nKP4bzDz8EOpQh9ryStS2eAyEiZEE1hbtlBhWhYybJegVFQZvQ2c9xBK4SlwR5G6tfctkeThzrQxDJszBnB4deDuvOap/N/8/PFYrRbFK1U7A2oLAEm5BXjAV1yCnpPVVHfZ2VrDUtucaQljYOMLbzhbKkgpUt3zWkKUZxDam2nq2Xbytyr9xALtv5KLbrImIdLPga24L78tUlkHkPgg9O7bo8OsRiK3g4e0AB1aBiipenzZLABFviy1hamwEZcoV/HqPB7u6051CUwd0nvIM1iwfz/sGZ/DFnJXYnfJgj3TQDGTmXPgeP24Q4LHnJyDYWnd52gMw4gGgrVgEobS62TOb1HUVuLzrZ1zIFmPchDi4tGoD1ajKOodv3ruJMc/NxTDP9tKunuZskVDYcj0mkDi5w8HdFGVV1XqXfNezEJvBxlzEe22cOhuHNtzEkG9WYkpEiwFMvseCNs/4/TOE4iDM+eZX/P7eQnTTFrdAjH/ma5zf+z6Guv2vhkqa0vT/g1IpqlNL9Z49oERhVhqaP4XFCI5hsRhnJkTyL79h75mLOLj5Y8wcMgkr1gvw6sY3MTWw4dQnz4i89EqzM3A3OQ15VZpOlVB7T8n8N17BlCEeuPHJMsz75hpqWmTav0aJqtL2n8FzfwxKaTmyMtKQnJzc+ErNyEFlDe/gFecjt7RGO9JlIvHAoJmL8UgvH4j1C5JagZqiZNxNykZpjeZMAA9MXPrinU1r8YhLGU5+9wY+23YVFfd7vgsPlsrSCnRvWlMrZSjOSefbl468CgXMIwObX8amxQu/Be9gaxoxzaiOLB9JiSnIL66GZlBFYMQ7hm+vx8bHwpBxdSPeXrUZt0tbdGI1mALVJXlIT0nmHbBCqIwDERPq2np0Q9wiWKouRVpGLRoG4xhPm8r8ezixezM+XTYHg54+hyG7PsFkf6tmFa7QoTc+/OJJxLhqzvBo8OMiq0BOZvPjcvfSKWzZlw//kB4I5B1tzaWg5bcu4bqsBzp5iVBVnKvd5sbvJCUhOasQ1QJeITY2bk7o2DschRmnsHPfUZw9sQtfL5+BsGGv4caAD/HJ4iHNRyX1MKUcpQXZSElORWZhJY+ZOiHcq/WdFeb2+sES7zSUFyND02DoltSUJKH4thB9OrqCVRYjMy1Vbz+TcC8pC9IaBhHvyGq2WmDsg8nvvo7RQS3PkhjDu1M3xJQW4NIf+3Dq7Als+eYlDOo0Bl9diMabXyxG339qFJsHZHVV5ZCVtv18mkYqKQrS+L6kpCO/XABPjw7wtG3R4PFAVjODmYhnYZWMB4+pKUjhny+qMYaTsx+ceaOsT3NGUSyx0F1a05yqrhq5t8/j919X4/lRo/DMjQjs/Gw6OjREz0zJ0zwfafw3mtL5Dk7t34PDxs6I6x2kmymqJRWkJdm4cehnfPzucjzxzGpI4iZjVh9/mDdGrJypFbwjQ+DtmIo9e48g/tZZbP/yTcwZPhUbclyxYNmjPLhqa8S4noA39JqHrOqXi9Z4/VrB80tNld7AhRFs3cMQ1s0el0/tx6HzV3Ev/hg2vLMYSz84h07PPI8JMQ33OGmIED7pVbwwriOs9TZIMwqsKk/B3buaY1arrfOE9p2x9KvVWBIugejIszzQOYyChsuSWhBYdMDUxx7F+N4dYNqYNjz/8rqoaZ8EvEPTYg/VSsiqinH3+E9Ys/4I7m16G58ek2PckmUYHubc4mxHAx64y+uDdqYSwMozCnPmjoL1ld+xeusZFEn/xtmAh8U77dV5Bcgt1r3X4GlZkXQHd3k7UqYN+o1h12kyPv/pFUTZVWDn8mfw0b5UyFVKSMsKkNEsX6YgI6cINbIqFOfmNz4zrTkVL4d5vLzwtio9H1IrOziHeEDS7MyFgOcnS14/65eYSmQkZOn+zY93cTpOJ9kiqINmcEhWX2Ybt4O/7txFktSYd7rrM4rA3B3Dpz2CGcM7wlJ/EOIfyP8PQy2rQTZPO8M5sYm2/eFtQipP08y8Mqh5h7Szb+vLE81sLLSX9anrqpDH0yAlLYunuyVCA3gA2HIQxcQcYt7JNnj1h1qO8jze3m1Zj9VvLsCUZw8hYOLzGBvl1JiP1fJyZOunseYVvw+rV13DmBfHIczQFQ28PS7Pz+Cf5f2z4hoYB/rAy4m3f82KkgiW5uLGq2xU6iLcu5uE7Lzy+vuuhA7o/uz72LusH+qKt+G151bjbJ7e/ZB6mEKGkswb+HPzBnzw9Hj0WpKDMRtexgBPXVvCt6eqMEeb/5r2g7eJBWWQyyuQy/NkOa8nhEZ8myyMoeD1u+bKjrrKAtw8/AtWLX0Ci79LR495c9HNp6EvwPjf83Dz9C6sfesFzHhyHeSTZ2FOb1+9+uN+inArLw9SpQqKqkKk8e1Ky8xHNXOEn4cLzEyap60JD+QseLCkXSr0wIRPP8DUjo7177VtRh7SUlKQlHyL5+lUWEqcYW953+G6v8xE7IexL67BuXLGq5BEbP/iCcS6N+8r/a8xkJv/PyEQwtzCFc7ay5J0i9yjMe+xOKjiP8Wk/v3xyCubkBk6Gh/tWYMX+no1JYaSd7CldSjc/T4GdZ+Id0/n6wqiEJZ+PbF02RPoHVyLHW9txIXGyQIMMYKFqSWseSXfmEnsnWHTxqiU0M4RkjYv2zJMwDte5o6WMFGW4OJPb2FgbCcEBAToXoEI7zsdvxw5iG1fvI13f7/e2MlthdXyDjovoAdexfjxi7HpQk7jZ029hmDp+y8iVpmHY/uOIblxxNMUdu42MDNQAoRCM9i6SAyc9VMh99o2PD28KwKCeuCxbRUYO3s4AlpOhGBhBYmV5n4eNaRVpchO24MlEyZi+dpTKG7o5AjdMOaFN/FEL0vcOL0bJ28X8LBTH/9u3nWsWzIFMSEBCB7xBuS9FuGxPh4tCq0Idp52zQNHLTFcfRxgIdCMLN7CplVvYuVHW5HrMh4/b12FyQH3v/uE1ZXh+raPMLJnZ73jEoCQXrNxoM4H40d3hq02P0h5QxMP8zFdYF10GV8tnogufJsbvxPUBdNWn4CgSxScG6/HN0Vor9EYZJaPHxaPw5BJi7DmuAxzVv6Ig6vnI6ytkX3eQBTdOoBXZwzkjWgYhi49iqgX52OgZ8vK0wbuPDBolSwm9vBykGgbuIrUu8i06AF/q0Ls/fw59OocqrefIej9yDeQi0Lg73j/h61aBvXGuKGOuPHzcxg4eCJWrD4CTH8FW45/jpnhdg9W0ZpIYGvVsB+aa/N5+dNM+a9b0oTXD9Y8j2nupdAtaU2OggvrMb1LAAI7xeH5n3mjOHAIQlz190XA+xwWsLEVw1hZjhu/rkTv8FAEh/fCe6eNMGDmAPg1XaOpZWLkAEftlPwt8A5K5tU/8NbrK/H55iR0eGw1dn38CHwbrxVRo7YoHt8tn44uYUF66dwRQ5/ZAc+uQ9A/0NHgNfOqirv47ZOXMP/19bhaHIrFazdgycgwWLa6JMQM7mGxiOnhjKvfPo2YTqOx/Pv9UIY/g9Vr38WU7p5oNcfE38HzkicPyOu3WQBzW0/06tYbfll7eR3RDUExM/DxvnR0e/0TLJ/Iy0qbl/80kKOqpAZVyZ9hysCJeHvn3cYbsgUO3bH8h4/xaIgTru36A+fTqg12sP4SZQ2yLu3D2pULMWDM27gqCMGER97G+nVf4xneIZcYOiuoliH35gn8sfs8lEopMs8ewvHrJXCK6oX+oVJs/fxdfLRhK/buu44C2f260w/LRDt6b8U70M1T1BiW1jaws+FlRl6DkhqGzK9moe/w57DjboUuvYxg32MW1n84D87sLnZtOIjbWbfw08p5iO0UrJcvw9B3xms4culPfPHKR/j9Wp72200YFOV3sWn5NIQGBSKyz9O45DYC04eEQqK/UbyiMbazh6WBttHc1RU2ZgylWekoCXKEv7cZ8s+uw9TODduge4VPxiaPHhgUcL8bdf6Z/C8UWsJJUn82vZ6mLtXcH22IHS8Dbd0DpcFQlXkRnz4xAh0DQtH/ic1wmDoBIzu0HPKTwIXXacaCWiTv+wBjIni91XUMvrkpxvgh3VvcZ9Re/ceD5vRzWPfqUrz69WbcsBuLb3//AjO7ujQN8KgqcXfbaxion8aaV6dHsS/mMbwwJrj1gKSmPc45gVfG90BAYBdM+ugib5OHI9qtRfBpJuZ5kPdpjBlkVRWoqL2Cd6YOwdzXdiGzYURc4IRBL36El8f6If/mDuw6m9bsAddajPfhbp/EZ6+8gY/WHUZd9BKcPvI2Bns0DLrx7cm9gI8fH4GQwEC9/YjA6GXfIzHhZyyb+yGO5cggMDLm/ThjqCuLUVWegcMbP8T8l9biGvrjo40fY3Zfn6Z+kLIIx9e8jcXLVuN8qReeff8DvDA2CpYtApwHIs/DofdnIzIgCDHDFuOiOARD+gXDqtnlIpozcbawNHhFAYOy7DZ+eGE6okIDERjYGcu2VyB69Eh0+h8+y/Of0EZv6n+fsakjhk4Zh7EdNfcg6QhcMGD5B1hlswW34YiQmP4YHBcKVxtx886UyhgOnYdi9jP+kFpGY06cm946xPDuzRvh51NQtSsYXs0uWG/OjDf8Q0Z3xcBgx/qE5gV86LOj0N3DQEQvdMWQhdPQxeXhon2b8OGYMrcHXIVy5Ip8MHnWE4Yvi3DpitmTuxiowBqo4dxxHJYuHQGnoDgMj9BMdFFPwAOfwAEz8eRSOS4ofGGvq3QF3qPx+BM94GygDhAHjsbsmdFwaPk3xlBXK0Tg4NlYOpi/d4nFrL5+zS8FEFggpP8gxMXyCsiIocImDHOWLoWxfQf0H90FDnpngDSzDs5/ZhEUhwrg5WTVolPMO5e1ap5G/TBncSx/b4GgyeMR2CK6E7j0wdOPDYRni0NpFjwYSyYOhw/fBhkzRnDfBfh2eRi8nO1g+oD1nlohR62xO0ZP4cGIbpkWD+S7DhmP2A529XmjLg/lwh6Y08sDypJC2EYMwly3OO1H6xnDvkMsRsf5Q+/eZdh1HInln8oRcjoDkqDO6NmrJ7oGOLV/aYVaBblSiIBuo7AoahRfEIBx0yJb3CQqhHP0JIwbFNIiTUUI6DUdfUZEwUQgQ1m1GHGzYmGvKIHSviOmzXfhTW0TE4cADBoTC2fdjbLtMbUOwuQVb8M48DiyrALQp2dv9IgJgF3THeftE9ig69jpmBLtUv/ezA7h/YcjrptX60BY7IZuw4fxwMal7c4PDyrLSozQed5SdObpYeUVpX1uWLPYx9gCfj1GIGKAP6xUUpSr3THtqUVQMiM4uPfF5JgW908IROg0ZD7Gd3Js1TliajWvXlwx/NlPsbKjj3YGvObZjJedmjqeL/ti3tNddMs0eEPeIQZjxnaHk4XhBlMtlcO870L88GgAgvwdDJ7VqieAhUcUHnv6RVj7n0dhlQf6T+mnDdydHuAYPhwR/OImY+rIaO1MpFqmtoge+yhW8Pr5YnIhVJbhGD1xADqHusOinSzdiNcvFr6DeT3WGZZOnTB8YCAsG7/H6/XIyVixphzqbQJ42LdzmexDYagtSMCfu3fhTKY5xj/7FqZM7oWOgd4tnvvWgroWhUnpqHGNw6LneFkX5CL+Vi68eQZz6MzLv3MN1GlXcSob8O4WDueHuiG/PQKInQMwdkwQumvuC9Qt1TCSuKHn5EkYxsuMmTILPuOewNKBctj7D8Xg4IbLNTle1jpNX4L3s2Q4qPaBhKkg8uuOWQtDdB/QZwqXmOGYHO2me9+Ad+SqpGAd+vL9j+GHxxzePWegc4tOnLEpb0cfHYeOji1yrTgc05Y8gi5OahRlWaJfZAcE2gqRdskY0fOXIlr3sXp8e8eNgZ+hkb1m/on8b4ygoY/jyYH+ujpVCKfO4zF4UMcWdamGEC7dZ+KxQf4G/qbD87RSoYBTyEA8tVTTinhjyMyeepfbaQhhHzYE8wZG8065Eik1EvRZsBR9eEl36NQPQyP/H3vnARhVsf3/7+4m2U3vvSekESCE3ntHOkgTFEEQBRErqIgVG4odsSCKAtKR3nvvLY303nu2757/3M0mbJINYHvv+fvP570r2bn3zp1y5sw5M3Pnsv7c9PJ76j89FAopOsxYjBGhrRHpZWYvR70cxdUeGMH6ZaEHuUsgBs2e3MxAHUFVWgm37lPwgtC1uUThoREd4GK6dE0kNXz7KbpXDFjzRLVNKKaxZ4htXNF+WF8EmG7c4RyDR59fjFLbIwj1d2m63FxYQSBxw4BHFmNWh5bwc7ZtNJDE7INKNWw7jMCCsIHGMFOYrdd/MoaH2DKbUAcHF1tWs9Woqa6GMngkvlv9LEKj/Uz0ixFdDXSeI/DZ2tYIDvKBfZMBqQeH1BWotGqF2S+0Yr+c0KrnQ2jv19C5tPYIw+BBrRHbzMyNVgU4thmI2c90YDXATA9nplPHtofLX0jX/5cI+4f/m8k/8xX1s4miR949RkX1n/TRU2XaNYovarqH/t+FXp5DF28W1n+7oAk6LZXn3aHE/Jrab7WQlkoTr1Niubmve2io+PZlSqlo9ssf5tEVUfzFNKo2t6//346OqooLKCerqPZbU/oyunU6iSrNfaNBX0K3z6VQ1R/8Tkgtwrd7cik9K5dqHvB+bU0Z5WRnUanh4yd/EH0lJV9NoVJDpkxQlVBCXJbxew7/AdQFlJxa3vQbDv8l9FV5dDM1j6obfIldT+rSHErMymd1I4QrKC8l6z8kf/eDyWd2CqUUlNV+M4z9rinPo9RE47fRGqClisIcykgtInMfsP8jqGoK6M6tHJI/YMXpiuLoclrF/0w9//PoqOLGRhrQPpACXt5moi+ZLJXlUhJr59Xqv1gJfxR9FWUlZVHN3/ZYPSlLM+jmrRuUkCHox/9Oe3iw7ywxtEoqzEmh1CK5sW8yohfaRQYlp5c13681QlGeSYnp/6Te0lDhrcuUXtU4RXJKu3CdCgSdr1NSaVERlVQoWU3899GXJNC55LtlqK/Op9tMl1aZkXN9ZTZdTS74yzKjlxdTUno2lcgfpOb+Pv3398J0QlUpZaWlUllTpW0WvVpOhVnJlFf9D2tUvZwS9yynSY/Mo623ixq2m78VPVUnH6YZQ6PJZ/bXlFVZ+62pZtGqqDg3hZILG7Vlzt+OSPiP0W/6V1KasBHzB70B8ZMrsWJR76YzGRwOh8P5L6FH5c0tGDfjRSQN+BQp74+GuTFnzl9Hn7Efk0fPxZaI15Gz4TF4GsM5HM5fRY2MU7/gs12ZGP7EQvQLdfybZqWbos27iNfmz8dG10dxYvlM+NUvK+f8N/nXuxZi4cN3Af5o1coT1nxWkcPhcP4HaY0BkX7//g7nf55YzBndAa7GXxwO5+9A2OmzNUYOGIIY/392owKx8PFjSRR6hATD9j7fZuP85/jXzyxVFFzEwR0K9HmsJ9z+yH77HA6Hw/mHIVTFH8WWFEsM7NsFvs19zJLzl9FnncKqBEdM6x3dcIc3Dofzr0FfHIdtlwoQ3rYTWnnda+MPzn+Sf72zxOFwOBwOh8PhcDj/BHz4icPhcDgcDofD4XDMwJ0lDofD4XA4HA6HwzEDd5Y4HA6Hw+FwOBwOxwzcWeJwOBwOh8PhcDgcM3BnicPhcDgcDofD4XDMwJ0lDofD4XA4HA6HwzEDd5Y4HA6Hw+FwOBwOxwzcWeJwOBwOh8PhcDgcM3BnicPhcDgcDofD4XDMwJ0lDofD4XA4HA6HwzEDd5Y4HA6Hw+FwOBwOxwzcWeJwOBwOh8PhcDgcM3BnicPhcDicfwN6NUqzclEiVxsDOJz/w+hqkBufjkqd8TeH81+CO0scDofD4fzPo0dNzhV8/+7n2Ho1D2QM5XD+b6JByfVtWPzUCpwr0hjDOJz/DtxZ4nA4HA7nfx4V8m6dwa6jZ5GYUw3i3hLn/zJUhbjdv+G3C0koLOPOEue/C3eWOBzOX0CHyswkXD17EyXa+1tvpMhGYkbFA4yKE1TZJ/Dm6z/iTI7cGCZAUOedxcfrzqNab4xFJ0fauQu4fCMDCmOQIv8ydh1Jhppdr6lIxZ4dp5FZqaw92QzVWRexfeMllP8BI1RVmYlj63/G6bRyVhJ3UZfFY8tnH2L75RwoTeKjmnjs+Hg70lR1gSrkn9mGbYlVxt8aFMXfwNUbKagSIlQmY+Nrn+FwuvkyU1Vk4er+M8hRC2fVKLqxBz+dzKk92Qw6ZSnir57Erbx7l4d5NCiJP4L1J1NRV/zm0CpycGHrNtwq0xpDGqNFafxBfLNmEy5nVzXIm7Y8GVs2bcORm/nQ6o2BJlB1KrbvuYZqg7fA6rcyG1evXkJayZ9ZmqZDReIuLPnhMhTGkGbRVeLW7h3YvO8KylVm1gVRNe7sOYyrZc2XK+kKcWbdKhxKM5Vpc6hReHED5n2yBUmldWVoARsHB1jJLI2/m4NQcmMTln38O+6UNSoTIY1H9+B6SXP1IqBFeU4eiirlMFP890d+E6vf+AU3ihqVAxXj5Mfv4LczaazujGFQIvPQSiz6/hjyTBsKy4PQ/t/9fIdJ/htCpVeweU88a0EMbSku/bYHZxOYzBiiYfeXZeDy6WNIqpNBKsPVn7YjoU5JNEGPqpzr2P/7Ttwuuo8sqXKw/6MXsXLfHVQ1iU6OnFtpqGzuMfUwXZZ/AZ+8vwbH0iqNYQJMpguvYtXmM8ivMToJehVyb1zFhXNJ9WVnmn9tVTaO7j2NpPxKdnfz6IovY9v+xNoy+wtQRRx+XPwT4potSxOoBqkHfsHP5zKNAQ+ISAZnL2fjj3uhQ1XaDVy4mcTaZXPpUSHvxHd49KPfkVZxL9lnkBLZ587jaloBNPfLHmlRWZaHnCL5Pcu9FjkSN76BZZuuoMSgr+tQIHnrJ1h3u64PYPXP+o9NB2+gQlGbVq28GLevnkZ8vlBzKhRc2YHvTxYYzjWHtiYPZ88cxsW0ung5fwnicDicP4mqPJlWPTOQ3FzdyMvHl3x9TY+WNGDce3QwoYCUeuHqKrry5RRq+9AndKVMQ6Quo/j9K2lUh1bk59uWHl+xi1KEcIa+8g6tWzSK3B0dydN/ML2/9TZVsDj0VWm05c1J5N9yIR0TrtWpKOfSRprZdxw99/lJKlGzi2ru0Hdz+lH36RspU1VMZ757gToGe5Ont8/dtLXpRbO/Pkg5VWrD80iXQ2uf6ESOjm7kbZqHmNn04/VCMiS/CTpK2fMOdXNwo1aDnqb15zNIoRXClXT526nkaGtDXh2G0tJNF6ikRkhrIR1/ZxyFRE6mDXFV7DoV5Z9dQ6NjutGM3+6w33qqyb9Gn81+lJ54fTMx544KDr9NLWQOFNHpOdp8LZ+MqTVSRSc+W0BjR35NNyu1pMw6Ri/3bkMuLp530+/bgrpNeIV23WT36tgtei0l7HiLeri5kLunSXkYDn9q2XksfbDtMhXLhYsboydV3nlaNqY7ebl4mNwXQh2Hz6cN9flXU8KGBdSC1Z27l+kzetLC7y5SsV5PyuI4Wj3vIQq2dyS3qEfoy7NZrDQFlJR+7Fsa3SGIXHrNoV+u5BlC61EV0alVz1DkrO8oW6dn1V/Gfj9L7d1cyaPBs4QjiGIHzKBVB+OoQmkuP1pijhI92yWCbO3dyKfBvbVHzOzldCpNqCs9ybMv0NtTe5GHcy969ttTVMXycRcVFZxfS+Nj59EvceXGsEYI9f/uBHJ1sCNnD+8mz2oROZqWb79GRSo96Ysu0luDO5C9rSP5dnyBNl7JZiWjo4pbW2h4l3Cya1D+xqPXDPr+TDqpCk7Ta0NDydrWmzoNe4l+v5ZnbH/VlPDrsxTp4kRu9WUVRUMXrKCjiWWGJAqoi2/SV7Nm0ZyP9lIpq1CdtpTO/vIGjYli13cZQ69uOEdlitp22pRqur16Jtlbu1LrHi/T9hsFRpnVUOGxDynSxppcgmNoznenqUSlYeW/k55pH0o29i4U1vc12pVcVtvW9GV07otZ5OPuRv6TltPp7BpDLPXIU2nDMz2p1eIDVKpXUvbZX2hC14E0a+VJqmE6QKvMp9/fmUH9Rr1A++4I9Sen9J1vUSun4bQ2QV4bRyNU5fH01ex+5Ozk1EhuhSOUug5ZQBvOplG1Rk1Zu18jNzsZOfpF0BRBbxUrjbGwNnx7DY0LHkafnRX0hpqKU07Qp4/0pYgAX/J/eBntSyw25FFfnUE7lk2jYHcXcvHoRa/9eo3K2Am9PIf2fTqHoto8SVuTmSzpdVSSuI8WDhtJM5fsoRyhMo35jxq+hlJVFXR149vUL8KXpdtEriI70MQPd1Aq8yAMyG/TV6NbkqOzu1lZj358BR1LMZb/PdCXx9F3Tw8gR2sHcm+i89nR9klazeRQYbhYTmmHv6EhsUFk72qql+qODjT99XWUUN5Qs9WipfxdL5JIJCPnJrqKHeOW06ViFVXnXKLlMweQn5s7eRvTExjajZ5ZtZ/uFBpSQfq8YzS/dRBZ2DhTqyFv0p64fNZizaGh4pu/06zBMeTm4WWmnLrT469uoPiy2nhV5Xdo1UszadqbOylT0JmKHDqzehG1Zbo0ssNIenfzBSqsEXQPi/fSdzTS0ZpsXEOo36yVdCG3ipW1lkqu/UwPezpRt+XnmZSy9leeROteHkNhE5bRtVI5q34VJe79kB4eNZ6+OZ9HivT9NK99GDm4eJmkK4x6TX2LDicVk1aoQHZP8sFPaEiQM7ma6ho/f3ronW2UVt5c++U0B3eWOBzOn0RHyTvfpC729mRv5rCzsyErCzum9N+gMxnMYKk+T68EWZGdTxdaui+Obmz/gPpH+5CdvR3Z2kjJQuZIHeetp1SDoa6gnOt76b2JsWQjtSJ7z860aO0VKldk067XHyZvu9b07D5mSOvkFP/7MurnGEATXttC2VXMuEtZR/1ZBxvV6X06enE/PTW6XaO02ZGNzJLEAf3pje03qVqro8qTyyikwTXssLMmS5GIbB5aQ+nmbG1mvh75eAxZSy1JIgIhbBh9dDCRVIIRr6mk878sor6eUnYukqZ/fIgZnmV08eORJHULoulrrrMcyiluw0sU4WVLwe+cYN2phnIur6NHWgZQp1mf0a0COdWk7adFg0JIZmVHwZ1m0a/nmdHM4q+lmH55sid1GPgl3axgTuEXT1Nbf9cGebCztWZ14EjR0z+n+BIF6SpYHfQObnDN3cNYLv59aQlzTmsaW016ZpT98hr1CnVvcJ8dcwqlFvYUPuZNOpNZwRza0/RCqGm8wmFH1pYSEkseps2pzLDUVFHGpS30Qr/25G5lQUBveutwJmn0GipPPUHvjelB3lILEnmMo2+vFZGmLs/KVPr18T7kMf5TymJh5cm76KkuAY2eZTzs2DNZ3KKwCfTNmYwmxpG+KpF+fGoIBTkzORWDRGIp2diZ3i+Ei8g65DU6x5xRTWUm7fn0SVbGjqxOQ2nSF+eoVFMnGHJK2LKEWvs/Qmtum3OWNFRw6F1qweIVylgklpDU2rZBeoVwaUAsPbclnkkWS19pHP34wiAm/5Zkx4y013ckUUXaIXpySHtyNrmvtt6sWJoCafKnR6laXUG39n5Dj3fzY/ViRyG95zOnJZcqbv9MQxvcxw6WRymrF3hOZukWDGU15Zz7icZ39CJR7EI6kltEt9fMIT9bO0N5Cs8Ri2PpmV+u1hpljdFn0m+PxLI2wcodVuTVegKtPJxCcmbw16SfphVPdCQZe57Mvz099/MFKqvMo8s7P6VRro5MTq0psO082nyrmGkW1v7PrKbJAZ4ktbKigJ6v0P7UCqoX/eoL9GqQJYW8tJ9KWZoLLq2ncV0CyXXiCkqtVpO6OoU+fySSHDqNplUX8kmvz6bNj3ckkSScXjnYyAE3oKZrP86hADtb1tZY2iVWzNlkea4vJyFcQvbdHqMN1/KZiaum/Mvf0eRApiPEHtRz6ud0tVCotXI6vWwwWbL22m7+NkpMOkovje1MLkyuDO2E5d0zZCZtSaxkZa2i/Pij9OnjPcnJxopk9lH05MqzVKIooCOfzKZwl2h6Yt1tVqZayj7zDY1w9qIhc7+nxFIN6TK20XBLMXkFvUoHb5yl16d3bVivgk61ZjLh3Ynm/8icW9bebq95qtE1Jocg6xIbiuq6lE7nm3NcjOjL6eK3CyiK6RkbVh4ikQXJTMtJaOcs3NqhN31+oYRqMpjjPrE7udrKmHyKSGRlw/T93efa2bBw1sY85+2g8ibypKeqs58Y2szd+IWD1YUgs4il946m0PGv5lGbRtcI8VrKPKnbY1/RlQKFwQHUFV2lz5n8WVtJya3VGPryWCarxYZoKzNo85KpFNEoPtN4JWJn6vLGboOeL7m1jiZ62lLgwPn0+80EOrhsMnm6OrFrjW1SKP/VTE8YBvHS6ciaV6mXDZMZiSd1mfQJnc+upJqE9TTCXkZuMe/S5SodqbLP0EujO5DUZzbtyaoknbqctr4+kEQhvejl7ado3/uPsT7DuWG6mJ63lDhRzOzvKbOGyX9NKn09s3G/Z0+2TMfY+XahNw5lGcqE8+BwZ4nD4fw1WGdeU11N8gajzcIsyVV6/9Eu5NxrNm29XcgMIA3l7XuFwhzcqN2kl+mNld/Q1osZpNDUUObFDTS/nRd5tRxLX5/JY8aIEX0JXf7xJYpxdaGo/s/RgZQKKjz9FbX3dya/V48yI0xNWcy4mxQdS1Pf3km5wihe9Wla6C04Sx/S5fKmXo7Q+Vxav4R6+fpT3+d+orQy88aBPv8IzQl0IesAwVg26y2Rhhk2p356g8ZEe5INM17cZ65kaTCWg66GkvZ/QcOj3Mjn8RWUUqYkDXPkhjr7UJ+Zv1G6SkP5Jz6n1sE+1O6T8yzPOipNPkQLBrcxOku1o5daZQate34YucncqVWfebT+bBrJmYMnGHinvnmSej+5kTJU5ro+LVWln6K3JnUjJ5eR9O3FOiNRGHmXU3VVDauRu+iZQXXhpxeprXMHelqYpdM8SHeqI3n+Nfp8zkBycxlIH+xNYkaE8ZQp+jzaOa87c5ba0wdnSoyBLJgZJ3u/eIICbSXMgHmHLjFjoTY8hTa9PoF83R3Iync8fXEkmSoNU2NldGbFLOq3ZBNV1FvOzMSvqaZqOXMGjSECupo82vP+4xTu3I/e3nqLDAO85pBfpXdaOZBb9BI6W1YveaQvu0hv9vQlS+su9Mm5UmNgFd35/QPqHMqcfITS9OUHKL1CxVLA6u7iauo6bCntz66uvdYczBm89tNTFBDcnV7dllA7+m5ATbd+fZr8LQNp5LNbKbN2KohRTVdWTWfGph8NXbibcs3lQcuc2A1vUDf/MBr1wX6qMlQAc04KrtM3z4wiX9tAGvX271RUczdvtTBzvfg2/bpoJLlaiMnjoW8piT1XL8+kra9NoEC7DjT//U/oxXlf0cm0MtJUF9LFze9Sfybrbn3fpjizs48MeRYdWfUSdQ5wIxk8afC8HyiptLaN6bV5tGXJePKwcaXOUz6kS7m1JaArvkFfL+hHLtYN8y/MsL03viXZOnpR64dep9238klp8NJyaNMj0TTk6yuGMtRXJNCqGQPJ3Xsm7cyqZvJdRBteHURu3SbTT1eLWE4r6fzHo+7hLNWiLUum7xYOI59uc2jH7aJ6edJUpNMvL40gV5setGT9NaoyFmVl+iF6rncQufZ+hNbfEJ4jpPkozYtyJP8WE+nld7+kr385QflVSlLkXKE1i1iaXHxp/LIjVFRXHfoyitv4BnX0cKSA2Bm0Jb6cSq6spUGtfclnwRYmAToqTtxJc9q1phHPrqXkCnZjzUV6LUDCnKXX6HRJ43plUeqUlLB3OQ0N8qXOTPdcz6+TNFbn1aVNZ1rlt+nDYRHG51eStqaE7ty6RhcvXKALhuMy3U7MpSpDGxQop1Nv9CQH7/70+fliYxhDX0xHXhtEYmtHGvz5BaqdD9ST4vY66uPrQp5zdlFJnWizfFXcWE+jwr1J7PosHa9oRp4ao0qjDU/2JLEoipYcKTAGmqKn0vidtHBwOMk8utCzP16kcmMR6Zmzt+fdseTk2IZmLmc6rj4tjdCrqLSshrT1OkZATYWXfqXR7QPIdfq3VMTOaWvyace7E8nLryNNe3ExPfflBrqSXUM6TSmdX/c2PRTiS60ffpfOZAqzSAIsbQn76eUJzJGx60ovr7lEFeps2vJYG3Jwf4h+vMGc6PJ4+nraAPIKf4YOC7NPWgWdXTWTnAVnaUe8ic6oQ0sVyYfp5ZHtyc51Av2a2MzMNkt/yi+PkrVrED2y5pqZeDj3gr+zxOFw/gJ6KEqSsGffPlxKM32vRgQbRx/ERkbDS62FSqdn5yzg0X0ERvhqkH07Ge4th2J4hwDILGzg32EcFrz7NAK0aTh7NePuOw0iF8RMWYB5Y8IgEllALLaAW1QHDHa3R86Oc7ij0EGj0kIW0Aod2oXBUcZUmtSW/SuC2NYGUgtjPCaILR0Q1WM4uvfwQFxmKooV5t9PELkHo0eMM6BiaTddYm6ChcwD3Sc/h3c+eBk9wt1RklOCUpZXA2IbBLfpig4x4ZDWhkAS0AWDe7mgOO0GMgproFaoYOndH0/0CoGElZnEQgqptQ1spDJYSmrVs76qCPkIwpiZo+CTsR8fvLYCOy5mQaMpRkGhFH3HdYK3lchwbUMksAtsg5HDeyFElov49HJDqF5TjbgTh7HncFyD9ypEFjL4t2mPNkG20Kp00D/QCytiWHuGYdDwAWjjVILkjGIwW9Z4zgRWj5HdotkfQrwmUmIfgCGznsITflYQWVqyFAsQVNWFyNMFYdbTs9Dd6SzenPcafjgQh5KyIqRX++PhvjGwE9XmWacoxsU9B3D0UjrkJo8W2zghLDYGLbykTEaar0PIvNGubxSUBedxLfXu+n6RUyh6941g91Wjom6rbnU1MvL1aDN1JuYNsseRt57HW1/vw52iUuRlydH2oa5o6yqrvdYcIgncQqIRrqhE+rV0lNe/u2AJ37ZMViy00FQooK5//88W0WOnYoyr8ac5JFI4urvCwTUIUUFesJAI5SKGjUdLjJo+CT3beEIiFrP2U3v5XUSwco3C+Pnz8HCgI9QXzyAhXw2RtSfa9+4KT+8cbNhZgfFvz0aPICdY2Lqj/bDpWDC+NywuXcK5rGbefLH2Q5+ZS/HtimfR3UeM4qpS1LA2KiCSeGHAE/PxaCdXKNRyqIwvpYldW2PqM09jmKsYYonQEgT0qClJR6F1Dzw1aygo7jcsXfoNDt3Og7wkE7cU3TBrQDiE0hbZe6Njj2i46RJxPq4UpFdDrXNETEwftPN3YPFZwsbBRtBKsLdu/p0vibUjQgOD4ZyaiYT0UmiMbcDCxhkREVEI0aqgqFaDGb6GcDuPtug/rBvsDb9qEbm1x+iH2yG/+Dpy0AKjxnWHp50UMp9YPPL8Usxo6YCME1eRVffujMgJURMWYNGUSKOOk8A5pDX6e7ui/MBlJMj10CrVkHi0QLuOreFuy1qJ1AbOLONiO1vIzLR9kViKoA7DMGBwMFJzU5FbqTDoZn1NOo78vBbnchrpPOsW6D44Bjqh3LRyZJ9ei9mjB6Jzp07oxI4uPYfimU/2I6um7l09W4R06ABbRTxO38y6+76fyBmx/brChrXxsko5at+4EkHqFYruvo4o3nkaSVV1ikUMB9YWerrZQVJaiRrlAykcwMoJfgFOENlEo02wozHQFBGcwgZg5txp6KAqRubtVJTLa9MtEjmg/fBRGOBk+NkMGpTdOY7vfj+HMuM7Q7VYsrbbEl08PCFmfYaQN4m1E6I7d0d7SsXFVBuMHzkUbX1tILZwRrsRj2HGzH6oTonH7dxyGFsAnMN6YPrkMejgyGRdaJdiD3Qb2xdidQJO3sqGQquGipVjh9GdEeEgZWmWQGZjBxsrC9jIrMxsNCBh5dge44Z1hZ8oHbdSTd9/M8USfm06IZL9pWH105w65JiHO0scDufPo1Ug6eQ2fL/lEHIab/DAOn2ppRVcmJHiaFTyImsvBLZpgbZ9xmFQrA+saq9kWMCvyxiM7+wLeXYpjH2bAVIUoqjQGh1690WUp4zZFoHo1i0A4tuncPLUWRw7Go/QhyZidPdg2AgPEQwaZnS4dgqHlyGgMazztraHu4MTtOU1qNJozXccYlu4hrhD5OEBR9t7qEpLe4THdkHrED/WHTVEbGEFKwvLekUrGIvR3VqgvOQKTh7biw1nizFg1kxMaOPCzhL0OmYswxmBfgFwsBU8PQXu7PsJCd6T8O67b2LJ4vGwSfodb768CK+88h7OaHrg0e7+TZ57F2ZIe7pBZqdBIcurQE3BDWz++gccTW68EQFzMC2lsHKxg62TDSwtmhph5rGEvZsbu4dQXFndwBm6iwSOrh7sX1d4OVvXBhkgqItycKuqBQbOGYhQoZx1Fbi15yyKgwbj6ZdexzfLX0QH0SksX/wCXnz5K5y1YIZkjD/EhuRpUZJ0Cr98vwVXchrvmCWChdQKFi4OsHOUMofBGNwYkStiB3SBRJ2EEzeycLdUZHDxEeqlDi1KE8/gYL47npj1HF799lPM7m2F3Stew4svvI6vjykwqkcbuEhrXT7ziGAf1AqxzGLJSEtEQfldo1Xi4AJ3M++zi6ysYXuvPR30KpTlFMPSpyU6RXnBsrZgBK8YVYUlBkdkUOdI2FqZbwtW3i3Rt4tQN3UOpQWc3D0hdemAh58ei7ZOd0ccRNY+6DNuFGJca5jT2PwmFSKJNTPW+6JjRy9jyF2sbD3h3aJxOKE6Pw+V7rHoNbQN3KQsD5pcHPr8IKymvIalr7+Ot5/qC+WltVi6aBEWv7wORQPnYkgL29rbRbYIiG7Jyi8PBy9cxtVDG3Ba3RpzZo1AuKugZXRQMQNXZN8WrYNNXZtGSO0QGB2JAKcC3EjKhqrOW5IwQ9XJnrXJ2p/1MB1nZSUzOvl1WMMrOBSeYX0xalRHeAoDOEYkrh0w/rFBsFfmo7zaxBBXFSInDYjpNwSxzNgWOfiiQ+cgyNIv49T5Sziy6zRc+k7GpMGRcBAeplFB2PvBuXs0/JrRTZZWtqw8XEHMaalUaVjtapB99Gu8v/KKiYzXIYbM2o7pa0c42rA24xyBSXOfx1vvvIN32PHue0uxcM5ghDrVCaIFvNr1QlcWU9bJeOTXb84hhp2LO9yMv+oQOQejV+8gUMFpXEo2MeZldvB0Zw7ig6oaAU050m6XIWjoQ2jvc7cHMUUksYRHeGtEhdoJq6ca6Hcxqy9rM4NodVB1Dvb+vBqbb6RC2UiXiZg+txUG7Dwcax1k5sjYujJ5jumKkSMGsv7JjrWoWizsPNGl/yB0cLZAWakcOmNUxPqn4iI5bGO7oWt7f1gLaY3phk6SIlw/fAJ79p5GlksPPD2tPzxtWHkTqzmVHm6uAYjwcTav60WCrnKHlY0K+eXNt0uJkztCLSVwdXWoH8DjPBjNdR8cDodzX0inQVFGCpJzq40hTZFYWdTPkpCuEuoKLwwa2wuB9g17LEuZF8IjgyEurWJGSl0npUHGifXYb9kfjz/aA17WLB6RC2KH9oGz+Cx+XHkYurYPYdrk/ghwFDpOFfLOHsPp6m4YP7YtnJrphIUZKgvmxKiVGsOs119FYuuIABvmZBh/N4tIihYduiEk/zoO/H4ZNu1GY964LnCxFLOyYWlPvI4ieKF7t5bM6GZ5Vd7B3m8TEd2rFdwdvdF54hy8/uII4NZOLF9+AbLuHeEnlEmzMIfByhISiQ5yteBMEFRVOUi7mYpm9/sSysbSwsxMRHMIM2LsGRY6KNgzGpoX94HKcGXDZmQOXIDXJrWCPXumtjQdhy7XwDeAOYxSR4QNnIF3Xp+DKO0l/LjjAqR+vvCwMxpJpEN1UQaykrMNI71mYcaIpZAf48+mSOAW1Q6xSmaEXUpHWXPiwGQ3/kQcrBw94M8cSrvAnpiz7A1M6SjGwZ+346bGCYHMmLmfjym19YZ/pDNSi+4gp7x2xP/PQ8x2zMPldBWihg1D5xAXGCaWGOqKHBy/kgKHXiMwpKM/pHUnGiOyYGmyZE5lIDwMjpEeNZVlkMX2xpTeISYDGgJi2AdEoJuHFnll997Rz0rmAEfmRDdGIpHCxr7RjADl4fS6PXAcNxsTu/ozN5XJacZ5/HDeA0O7+cLWIQCDps3H4hldUH5pCz4/XoY+/cNhW58lCZxaxKCPjwXi13yL7UluGDXzCYxo683SzxzykkScOJyNmFlT0MXjXp6nFTM6A+HircLltAzItWZ2PbwvGlRUlKHFkFHoFe7c0JESWcI3shVaWFWgUl4nsVrkn/oFP8n7YO7cAfAXnB+RI6L79oCH9Q18++E2lIUNwaOPP8QcP8HEVaPw8hnsK+yCKY90gmtz1cocOUtm3GtVWsMMHpMU5MddQmKz1cbasdgKVpY28O0wBLOfexmvvvqq4Vi08CkMjxXK8i4i90i0b2OPqvRE5N9vhzmWn7AOrZjjcg2n7xQzCfuz6FGdchk7K2LxyqvDEGB2Rl1AxPxYJtMOTnB2c4W1oEsfEJKXIfFOFkqrmtUosJBZGZ0WPVSVKnj4tUG/rhFwaDAgYQFn72AEONtDWaFEXTdTU5yIS1dz0WHSRPRs4cKuYq3KpyNG9nRD2skNOJLnhDEzxqNPlIdBl+hqMnDheha8Ow9Bx2BhltQcYoOeF0u0kLM+jfP38+ASxOFwOH8EvWA8KxtsyazPuol4eXf0jvVqMkImYh21k6cPXFwc65eWUPFZrDnihcVvzUU3PzujwrKEV9su6IsK5ObaoW3f7gh0lkFMVUjZuwrTZ+9AyEuvYXKsW6MR338OEXMW7ITO2fi7eURwColF22AbqCRu6NQuBn7CUgtmyKSdXoOPPtgAmz4TMay9L4Qi0KVfwW/XxHCxE4wkESyZ0dh/xkJ88PRQZtjcxuY3v8GxzPtuev2AEHRqBZR12xX/4+hRefskjlj0w/JlExHhKEiEDhX5KbhVwAwqaysmEyzXEgfEDJ+JRQumIdY6GT+t/g2nMstZau+HHhqFEuoGS2nMwRzKgCh09GTXs+dWN9ovWCSyh5MNM7mrinD1dg7KVVawEAuSKIZ7y/545pUXMLqzHa5sXId1RxKhrBtCbgYr5gAGBPhCXFmBcrmqoeHInDorJxtYPeCsnk5djsv79iOrugUmjO4GL8NsJEOvQU7KTVTY98TTjzAD3J6VZe2ZppAKVcVKeI3siQhh2oJqkJNQhHZtoxHhYjoLaMTWEb5Obghwu9fQQK2xamnVdPxaWFYkkZi2FC0Kj67DpdAn8eq8PvC2MUydIPf2RVzVyuBgmB0Ww8Y9AmNmL8SCcV3hXLofLy79DXdMtq6WuASje7dQUFYeJDGDMKilF2Ri5vjlXcGaV17Gz+iPTxb2hOs9y5Y5gy7eCHBlTkBRGaob711vK4M1K0vxvUYS9Pm4c64Gwwa3g7tl0+usnDwQ5OIMR+N0IZVewqo9jnj9o+fRjxnDdTrOvWU79LRSIfWOJWIG9kELN2um42qQeWwtnpq/GV4vv4lZnT3+Jh2ng7y6ueVbzWDhjXCmpxTqEpRXN9QZYrEILo42JjreCr7hUfBDDfLzy5oO1Lg5ws5kBs48rC4LrmPDV5fRZup0TGp9L/1eq8vg7oHwdsFwMlMPfwbSqFCp07DSMsJ+F2ZXMtlrjyj/urqrQ1jBYAcnD2+4OVnXzmyztpZ+6TT0PWZh5ug2cKxzrix80b5/LGqU5ZCFxKB9Kx/IhF2DSm5h9VsL8F18GJ6YNRCBwhJMzn+F+0knh8PhGGHGbdxefL7tKLIr729Qk1bDjMFqlBp/C7M+d47vRPKofmjp2FTpE+mgVCqgZwZj3bIMkVtPvPXJsxjc0hWm/Z3YqyWGDvRGTdZRnLmVh/w7p7FqwVT0nfIBFMOfwwfP9oDb39RB/iFusrQo67pSgrK6DFmV5bg7mCuCtWMQWsS643bCJVzPzEd+/En8/NpYhA1ejOut5+C5x/rD19gpGjpnbTXKquvMC2bY2wVj5NJPsfHxECRe/AaLX1yDWxV/ZgS8MXqoq8tRXVBh/P1PI4ZDq5FY/Owj6OpT5wgzs43JjUZRiWq5WliBYsDC1hv9pi3Eq4/0gu3ZFZjx8lpk3e+7XoI8lZdAUdr8rGc9zHiXMiNdGuLNDJiGciMWOcKVObSC86/SyFFao6h/L0sktkZQ17F4Y+lcdHa9hneeehu/JdS+G9YszAO0kNjDy9kLHvbMiDIGG7CwgtTeHlIT2dUVZiE52/ijDnkGjm3fgNemDcbcLRo89NxUdPC9W4YQWyK4w2g8N380Wnnb3mOZE6Hm8k68sTcKT0/pBGcWAVXk4vw1a4QHhsLOyoxxplGiUilmaXwQw60K6SU5KBbq0hiiUVeitLAItlI7WBvisIBH3+fx/rMjmMMsDBwIELRqFZODMlQqjELAnCxr7/Z4+p138HRLa2Stn4Vpbx9ESV3Ewrs/XWNZEcZjy65LKKgqxMXNyzF+zAQ8edYDC5fOR2+fe7xPZsQwIyN2RrCPJxwsGuVRags7O6Phy9BrFMgrykNJ7U8D+rSz2H69O/q1dTXmpSE6puMUWgsmA7WRiFw64/Xlz2FkjLthgKQOsXsY+vXzgy7nAI5cZc/IuoSfFj+BwRNfR2b7afh0UT94/G06Touq0iLj3w+KhJW1NatHb9Y+Gs4/ipjAObg6GN4nq0OYfZbCG2EBbk2XgNm7wtHskmkGUwJVudew5fPXMWb8q7jaagjmjomFTXMzpQxi9RJ35CRSNB3RL8YPwqrOOpQFuci89yeKmoWUNcjRqOu/U6VRlCKuJJ05P21qVz00Qsf0t5LpDRGTI0MSRFK0GvEcnp/SA37MWb6bLCuExHRGq4ISJJy8gZz8dJz5fQVGR3TH/K8tMevdFzA6yuU/NvjHaUoz0snhcDgNIUUeTmxbj1WLv8TOWwX1xo/QaUotrGFl9qUQC8gspYb3KES6DBzfVIkpfcOgSjqMl0e1hbWIhRsPicwd01beRuygSLjUR1V7rgliX/SdORJWVcewoHswgmNH4s0dSoxftg47PhoNrwfqVZjxZWXF0sbcuNyDeKqdW31aag8PDPv0HOS3FmFM7yU4lv0gMzhmDHixDHbWzMAy5kNq645OHXohLHknZndrgZAuY7BobSGe/OR37P7oUWYw1o26M4NRpUSN4hQWdA1DnymrEFdudIokvhi9bCUWD3RD0rnVWHsgvsHmBk2QWEFWb/gyh8vSEjLZ3Xep7lL7no9UyhxWY8gDw54htWJpV2Vj4zM9GpUlM4gHv8P8jSN4dsRYfHgow7hsrvb8XQh6rRa6kn14cUg03Ed9jYw6W9nGD0PmLMTswZ2g+n0l3vo9w1jazPlgaRby11RSxLCUSZlh33SDA70qH4c+nokgF2uILNvhC+UAPP1Yd3g0jsTalsmwiKVdB7U2A9veHAM/rwlYl2yUB5ENwno/jBfnTkAE9mLRB7tQ0GhCQhi5r07YgHEscrGNB0YtO492fYejbaDhzYd6BINSZm1Zv5SuDomFDLa2UkhIiawjqzCs+zDMeHEt7Md9jX3rnkMnT3NOQMOy1atysfulPsb6qDvEsOv5CVq/9iwmtBKWxulQlp2M1GAHBIc7Q5HwK8a4m17PDptYvG4RjYFRdrUR3xeCrvwaPhnTxnC/jXtrLDmsRedBvRHsZjSyDXHX/lkLc9yVaiD/C/R1cUa3RQdQZJRvsWtHLPzyXUzwsEP8mo+x7nyRUQ4s4deuPyb6uiHxsxHwdwnEoHnfQR4yDXs3rMDktk3fn7qLFhmHP0QvZ6aHPDvg/VNSTB7eDU42pjNgIiZLgozflTPDc5lsy5gTJbUQWowKd04eQeHjAxFOOdj5PmvPtqblJ4Zvv0W40a4Pwtzr5l1qzzVB7I3uk4fB2fI6Xu8XDJ/wgVi0Lhe9n/sWW1Y8Av8HcpSYUyvoOCZQdVeLrYWNb8zcy9IgtpYxPX6PePUKZOxfjk6+zuxye0z8Phtd545FjLtpOQlRMadSKoG6NA7fPz0YPsxbsWj9JArazMfTg4Pq01IL08OOrP8w91h9FS5/Ow9dOk/EF0c0mPPJN/hwVs+77wWSBgU3fscT/VoYyrDuEEudMGFlGoY+ORrRHo1cM2L1aCmDjbW5zRLqsGJOIGtv5uqFuXr2TA4E5BVpqEiyQG/myBQc+Qr9WngY7qlLh5XfIOwoBlqHud3Nn+Gc8W8T7KN7YURPCxz9YjLCgqLx0BMf42a/57E7fj3mdfJ4MH0sljJZlLC2XsJ022MIMUmLcFgEPIzN+Wn44enpeGHtJZQ/wIfkObVI3mAY/+ZwOJxmEYktYG0jg31kDHp1ioan8N6ITomcO8lQOHTF2CFt4Gy6NlxdhZSEXNgE9MTwXuGwLr2NgylRGDu2BUpvnMCFW0VwDY1ARITxiGqNnkOm45HR7eBqtuc0RQKnkNYItayB0jYCQ8Y9hdeXv4hp/VvCQfB+7oeyFLdu58AtsgfroIJQcfZ3bEoR3U2LyREV3Q2TFi/EmDb3WPahKcXVnbtxOMMV454chBDjEhtNeQ6upAO9Bg5Hr0jP2pfvmVPh6usLJzsJxLZBhmV1S99egjlDomDfwIjRoTjlGi6XWKBlh44Y9uhU9G/pVj/DJrL1Q2SQLQrSKtFi4Ah0DWy8DERAj8qMOFwp9cBDoweglZcd5GXpSGZ57fbICLT2sDG5R4eKvDTklDug9/iBCHOVNTJqmkNY6pSM63lS9BjCniFJwMaNcXA1U5YREZHoMul5PDs+Bo5mjTINM9ZTkZlVBSf/zpg27zEMbeFiTAczPhy9EBZsjbi4anScOA5dfSxRlpOGfIUL+oztj1Bn0zSrUZiSigqbYAxkhq9vg6VoBGV+Ig6cuAGVtQfCWdraPrwQT48Ig039RVoUXj6CS4ET8NyYlrCSFyIpPRN6e290mPw4nnooGrbGKRuRpT0CQ3yB1BSUtB6Gx3sENVxmSlW4vXcnjlQ5sjJoiU4DhmHKtIcQ7XY3veqaLMRfU6DzY+MRK8wGGcN15Qk4f9UOo14YjxhXOa5fqEC70dOw+L3nMbytL+weaMkeQZ17AWvXXodL4zoZNAvLXhqJQBmTblKjID0bVvb+aB/uiLh9u3CalW2D6yO6YvLcmRjT2vMeM1Ys3YoSXDi6C6cqPTA00gm3U8rgHhjC7m+N3gMn4PEpAxHs0NDIrodqkH0tDgVaO7SI7I+Z8yejoydzag0nxbD2CkNsCxUuJ8oweMpDiHSpLW2RvQ/atXZGYakYkV2G4olX38Qrc8Yi1t+xiQPaAGJp3bIdN0U+hvT1mTwZ04Z0gHu9s6RBcXoqSiR+GDCiBwKMM2B6dQ3SElMgDRuOyX2FzRdKceVoNrqMHYYA+R0cO3UVVQ4BJmUXgdgOwzHjiXFo63G/9iWBY2AUWtnIUSULQd9hs5mOexmPDW8P93vtUFCHQf+mQuzVCWMGxLC8AHln9+NOy0fwxKAw2DUoEA0yLh5HcZvJmNo7GLbNFBYp8nFm71Fk6+0QEh6B9u0fxfzZ/eFnMiukL7iC36+GYf6CgXAsjsOJKymAexDLe0eMW7IQD0eYvHdD5bhxIBEe06ZhQoxn02XMylQcOijB9DdfxvynH0Y7fydYmQgdaRVIu3QcF29XwdekjCNatkavqc/hqXExcGqUl+q8BKQU+WDknKEId5E10ZlUU4DLNxVo23sAekabbJjCoKpsnL4K9B81BJ2DnVCVGYd0TRv0bC/DzSNHkaGQIjDMJB2te2LspIkY2D4Q1vcUQMBC6gq/IFeIFQT3rmOw4MU38MELE9D6Xrtr1qNHRep1XKoMwMQJTA9aZuPIrlOo9Ai+m5b6Iwb9B0/H7Ol94F+3bJdzX0TC/uHGvzkcDuePoVUiNyMBhVahaO1v38CZIHUl0jMyobRnCtvLBlrWsdyyboF27k3fY/hPQ8yQS8gohJR14sGudUbYX6DmDlbPfgqLj4dj3dXl6O8uvOtB0JTlIL6wBl5+ofD4BzomvboauWnJ0HhFI9jwzk9jmAOUlohMOCI8wMfwkr+8PB1J8TqEdQppZBTpUF6QgewcC4TGBLDO3Rh8X/SoZg5OhkKCwKBA2D2Is/pXYIb0ndNJsO4QAz+ZHqW5GcgrlCK0tR8Ee78eZvjnp2egQmmP4AgvZmQZwx8YDfIvnEJucLcHlFnmNKZeww3LMHRlbeGPoqrJxO3LSoR3Y4asiQOkK4/D6Tg7dOzK6uQvC+p90CtRmF8MrYULvBo40n8cYVOFL5bMwXtZsdjw2RvoH+L419uZKczQjjuRDs9uMXD925ajNQdzvJkuK6m2RUiUN+rGhARnKSs5HgrPVogUjFp1Pq7GAdFtmbzVXvJfo6H+FZxvNbJPHUV5y75o5dI4dWpknj0NRVR3RDj9tZTr8y5iT34gBsd6NBwwMAeV4ipzLn26RMPT8K7aPw2hKj8e8XnOiGnL6tGM2FB1Pq5nVsLdLwg+Dg3f9aPKTJzP0CCsRSBcmYKsTLuNQpcItDCre/+T6FB25xYyrbwQ7e8Bi3uNYnD+FNxZ4nA4nL+KJhvbnnsSC3YF4scLdc4Sh/P/L7qKdKx5dz7ejG+B1f+Es8ThcDj/If7hIUAOh8P5/wCJJWxsnRDVKRge9/zODofz/wfCbni20gC0dA+Be4OX2TkcDuffBZ9Z4nA4nL+KvgAHfzoJi1ad0L29f4N19RzO/49QdR6OnziBUo9eeKi9F6zMvdXO4XA4/wK4s8ThcDgcDofD4XA4ZuDL8DgcDofD4XA4HA7HDNxZ4nA4HA6Hw+FwOBwzcGeJw+FwOBwOh8PhcMzAnSUOh8PhcDgcDofDMQN3ljgcDofD4XA4HA7HDNxZ4nA4HA6Hw+FwOBwzcGeJw+FwOBwOh8PhcMzAnSUOh8PhcDgcDofDMQN3ljgcDofD4XA4HA7HDNxZ4nA4HA6Hw+FwOBwzcGeJw+FwOBwOh8PhcMzAnSUOh8PhcDgcDofDMQN3ljgcDofD4XA4HA7HDNxZ4nA4HA6Hw+FwOBwzcGeJw+FwOBwOh8PhcMzAnSUO5/88BE15Dm7fOIY1i5/Gl2fzoDee4XA4HA6Hw+E0D3eW/n9Er0b+rUs4cfQaSrVkDOT876FE3o1deHd8P/QbNBpz3vgN1/MqoTOefWDkadj6+suY9chsLP50FXYnljH36f8ycqTsX42dSTXG3xzOfwKCquA8vvjpMpNADud/DUJNxn78sCUeKmMI5x9AmYn9X2xCkpLbVv+X4M7S/4coy1Ow8cv38PGmSyis+sOmN+c/AVXi1vpl6DfyOyinfYIfv1qCrvIj+Gjx97iUVfVAM0OammJc27UK7284h+CnXsNro4JQoDae/FPoUZ2fhMOrl2LRlqvQ/0/2BQR53CY8O2MJNl7P5TNonP8cqizs+WQZ3vrkEFK5WuX8r6GIx4/PPItP115GHleM/xA1iFv3Nma8txHXs7lL+n+J/4+dJYJeq4FGq7v3KDvpoJKroDO5SK9VQ627q21Ir4NWozUYZqTXQK5QN7i+AXot1GqTZwq/NX9Pz0o6DVQsrvvZsGp5CXJSMlGjZmm+x8WGvKi0JvERdCyfWpb3ujC6V/qJoGVlrNU+gGYmPSvnalQrVA3ir0MoY41a03y5NkK4/s8a84ZyVKmhbSYC4by6Lk8s3RqVEkpWliy7DTCViz+GDqVXfscry36H52NPYdGotggMi8HQKQMhSf4dn609iWK5mTJnadFqVKgpT8eJDV9g/iPj8XG8B0YOGob2kUEIDHQzXvjg1Ja7AsWZ17D5oxfwyHPv4Kx0IBYOiYZYZLzoT8PkQ62EQqW5fxkJ5axRQ1MvAKz9apSorqhABTuqquWGOmESisqMRFyrrP19T4Q4Wb3pHkhQWMy6Wtn/Uxj1yINN5LK86VleHihZgvwpzLR7ll6mp1Qak/Sya9VMN9WHGMpU0AG1d9bW9T10l4Dheawd/uHGJehbFZSm6bkHgo5VKFlaGj2nVt80bWuNEZ6lulf9C2WhYtc0Ljchf6wMBJ1m9hGNyswUUpTizu1kVFcr71mGZHgGkwWTvAm6Vsn6hTqEfN67b2JtRymH6gEUoqCv5EqVSdsxYkjHA9Qlk121gj3LXJmwctAJOv4B0tEYof9Vsec3fLzQx6ihFOq+URkb6v5eelk4b9ABfzeCzCtZ+TWSJ0ObVjSwBeowpEXoE4y/7wcxeZWr7lXfzVFb/qY2hfBsRU2lQS9WVFUb+nChyPRVubh+JZnp23v3+wa5YDL+wG2cXa/VCtcbf/8BhHYqN9S1MaAeoW8Q+vsHTEMdQp0oNfcvR5Zms+2fYZBLJmdNdI+O9ef3tRerkXErAZVMz/7RNiHUm8qs7Si0CSGt9y9gg81WozTTRgR9oWD698/IGEdA8gbD+Pe/Ep2qGiVFhSgtr4HEyhLKijwkxCUhu1gDqYMdbCzN+YNMcGrycWrDGmw6l8w6KSWK8nKQk5OH4jItrOxtIbOUQAQtqtIO4NWHV0M2oi+CbcSG+y789h02F7mjSwgzPvVypJw+iAMn0uEU4Q/N5R8w4YWtsAgIR7CnA6QSE4tSr0TexbX4aK8GXTr4wVJbg+xLW/HhumuQipXIz2VpKChGldYCttZSWEjELA0PAsuPvAhX96zGil1JsIYCBXm5LD9CnuqOYihICgdHa1iwRply8xQu5FkixN8eNcUm1xaUQA4Z7GV65J9djWkfp2PAkFawE+mhLE/Dvu93IF5thyBmeFvqFYg/vh5rT+gQE+sLK2NqaiEoS5Px+08/48C1fKY4qpBveEYuilUS2NnbwKqubFi5FCfsw5LHJ2Lh5jRYSixg7egEB1sZLJlFTux8+vld+PG7zUjXW0Fhmt66o6gSeisb2FlbQcwUVtKh7biq8UWguzVEWgXK8jIQl5SC7OxqiG1sYG1taX6kgD0r89QGfPTVVhTY+iPY27lBHZK2CsmHf8Wvd6zROcwdirxL+HzpYqy8oEBQgC9cHWWwqE/zXmxYdwQFrOzKDfJVd+QzedXA0tYGUitBzhqhLcbpX77DT3sqMfqFuRgQ4sgCxZCJtUi+tAe/naxAx8Hd0cKF5Y2d0WuVqCjKQfzNK7h4Zh++eXEfJP37YdITL2H2oNZwd5Cxu7UovLIDK3fdRotRczGlrStUZXlITkxEakaWIV2FlVZwdrOFhYigUdawMkvD1cvnce7ETvz62U34TpyKp2fOxPCOwbBj6dYpK1FaWoS8rCLopTJoK1nbS0pGRmYFRHb2sJNZ3EN+mcxWpGLL8sV4d3M87EOD4eVgC6mF+fZanXOF1f8PuIlwxAQ6QKwvxtkvF2JU30l4/v1PsHrHWZRY+yIixB8+duU4+NUO1ER3QbisGrn15Z6D3FymJxwdYWdJqMq8iFWsnlOr5JCXF9Vfc/coQIVWCmfWZvRVWTi49Tfsv5TLOq6KBnEKbaaGLGFnU1v3TdAx/RK3H2/M+Qpp3q7QF5rca7i/hsmkLWxllqy8WNlXZuLkmTgorBzhai9j9ytQlJWKhMQ0VkcqSGRMfq1Y2bJ6Kk8/ja+WLMJvdyzh5+cFFzsZJCwNupo87P31C6y76YjObb1hRSqUJh/FB/N2wnVUV3hJ9KhhZfrdr+ch9fGDl6MlCq/vwspPNyLDQgZFYV0bqwJsWV1aC3WphzznIr7+YB0SmaGhriuzvCJUaZjOsrVmbddcjTPDpCITR3/6AMuOq+FjUX437/VHKXRWdrCzZVpEXYrrm5Zj4Rf7ILfxho+Xi0HehLZ359gGfL7lEjMOWX4K89h9uSgoYWmU2sCGlZ+h+DVFOPHDa/j4lAau4or6ZxQqRHBwsDfonaqs8/hi2Uf47XwpvHy94epsw+QeUJUk4OevP8WGK0oEhfjBxcaKlXNtLgRDrDr7Ir7ZdA3OAX5wF9JqgkjK4r1+FFtvSdCxC9MNgj6vz58gS6x9Mf1QkXwCP69agxyPDoh0l4FUpUjY9ymWHLLHkM4+ELN+IeP0Rvx4RYHoEB/ImrQJLarzruHH5+fi11IvuLL83n2OcJRCY2kNWxspJPoqJO1dhVlvr0MBPBHs58rkjNUlaVGWchorv9yKdGZc1cs/639qyAr2TPfWyrIGxbd2Yen857E/zxZuXh4Gmaw9p0N51jVsW/s9jqTpIWZ9UF0a8vLlkFjLIJVawZxICHV5a/t3+HzdKejc/OHr5sB0PcuZPA9Hvv8Ey388CpW7L3zcnGAtnCA1ci9tw6efrUWahS+CfV1hbVIupK1G2olNWB9HaB3i2Ywc/jlUpTfw3fOLcUTpjSA/N9hJBTnToPLOTrw8cRHOW3jD38cdDqzvkQjCoq9hfcSP+PCH67Bw0KKovl7qjlwUltZAJLNlMsv0KGur539+DXPX5CHAXYuCRtcXawTdwvpLQUAboVMW4/ivP2DjSSWiOgTBVqJD0YU1mD36IUxfuBTvf7cJF/OlCAsLho+PLcqObMKh8iDEtrJBZQP5LIRCbAdHOwsmt9exZtVm3C6sgLKqpKGuMxxMllmanJxsIWFyVHznFH7btAuJxWrIy/JNrstFUVkNa5vWsGG2WWPVqFMV4/LadzFv5QmInXzh6eEIW2Z3scpENUvDz59uwh0di7OogMXF+swK1mfaWMPK0sLsQJ1eU4OCm7vwylus//OQoLQ+HfkoU+hgKbNmelOIX8fa/0Uz7Z9pOE05rm77DitW7USRox+CvF0gY3aYnun82we3Y+v+yyhlaSppVHYVNXpI7awhZe3OsvwCvtyRjegukZBVm5YH63+qRXB0YjqoSQZ0yLn4M159eQe0/sHwdWfXMPkW+gNlyR1s+XoZvjlRCSdpDfJM48svRDWz6+xYW7cgBbJPfYvxj/+ACldf+Ls7Mx0g2Dmsr61KxE8LFuCr6wp4hATCy97abLv8uyC9ChX52UgV7IusEih0zH5h/UO9zfdvhP7NqPPoyJev0axJ42nKzMW07ehFOnfwV3pxxnjq2XU8Lf7pHBWr9MaLTdApKOXo9zS6tZfgZJscluTm/xC9+fNZKlRoifSldP7jyWQhi6IXd2eQllSUc/oHGhkTRb3e3UcavZ7kxdfp40n9qM/E9+libgFd/v4ZCrOxIlnbCfTehgtUIGfx1FF9g5YPDKDIVw5SqV5JuVe20oL+EWTH7ID6NNi6UcuhT9PXOy5QYY3GeOO90avK6PrW5TQkwossGuTH9HCl9iNeos1J5aSpzKI1i4Yx887MdbY+NPC5NRSfGUc/zR9IDu4TaX2aglhnRPG7ltPA4O4078tTVMbKVV94jJ7uFEVdJ/1CKY3KWa+tocubllBHb5uG8TMLz7Xn47TySArV6IQrNVQev5PmTh5Pw0YOpk7RQeQg9ab2w+bTqj1XqVSlpKKbW2h2z9CG8TQ+XFrQ6Pe2UEaFitQZv9OUlt7Ufc56Sq2soDtHf6GXJnQiZryTSNyapixaRSczKsnw+MaoSujcmkUs3W4U0Gk8Ldt2hSo0dXnTkzLnDC1h6Zzy+XHSsuCSm9tp4aAu5O/TgjqOeJa+PxJHNVodVaUfpRf6tzCfVsjIK3gYLf7hAKVXqI1x30WTf4nenNCN7Gwm0C+3S42hjJp02vDcWPKXdKHXf08knbqCMhOu0KGNG2jtt5/Qi+99QRsP36BitYnM1aOgm99NZvmX0JAfbxtkOff8L/Rot47UtkMfGjV5Gs1/+xBlVBZQwvnjtHvjelr96VKa9d5aOnUtnSobNyNFDh3+8BWa/eho6tdpOC37ZS8d2PoDPffkBIr170zjX95ICWbydhdWRhnn6MMXJ1FrT1ty7jqBln5xkNIqmsq8Xqugi788SxEu0fTYskNUoNaTJusgLX5oCI2bOo2mPPwQdQ71JmvvXrRk+w1SFuyjR63NlTtIJImhhTuTqbo0iX5ZMpECHazMXld72FGLAcvoUmklXdn0OnXxaSTLdYedB7UZvYg2n04luSAUDdBQadxeWjS2Pdlaic3fbx9D455dSRcLlCyzckre/wUNbdeHZn5zgipUVZS870t6bFAMMXOJ3MN70MwPtlJSMWuTLO6UQ5/RhKhAspf6UqdxS2nHlWxS6/RUnbKTHu8YRX0e+5Zul7MylSfR6mkdSCKZSjsyVUTKQjr21bPUOnQKrTqTTZqKm/TByJZm0hdBo59fT/HlatLJc2nPiicpws264TWWLhQ58jXaHVfEUtQUXU0WHVj+JLVwaHRfg8OHBs/5lI5nVZGy+Db9+so0inG0I4lDR3r07a0UV1RNZUmH6NXhbcm+wX1isvNoQ4++u5HiixSshaoo79gH1NXB9Jraw6H9JPr2Ugm7hij19FqaPSCanKzdKWbwAlp7NoMUei2VJh+il4e2JBvPVjT6pdV0NbeqNhMC6mI6vWohxTy8hI5kVRgDTSmj0x9NIAeZpMmzmcdJoUM/pnilki7/9Ay19e1Ez/9yjap0OqqJX08jvKXk9cgmyhX6lJzz9O7ULhQ0/WO6U85kogFMBxVeoS+fGEBiwVtu8hzh8KF+jy2hjTdYfchZH7lyKY1sF0xSl440+aUv6PCdUlJUpND6NyY3lX/W/7SZ+hbtuVVArJmxx5XS6c+fpCg/e4KVO7UZ+iytOXSbyaXQP+bTlheGkp/p/cbDStaOJr/4EW25lEHV9fqzDpaHgmu0/LFe5AAbCuo+hd7ZzPpKhYaqsi/TZ/NHkLeLLdlFD6Dnvj9G+XKmqTWVdG3TW9TT3518242kNzacozJDAmvjUxVcovenjKRJ7++mSpVZzf4n0VD6789TEHMLHHxjacrSH+lcWilptOV0Y/UL1C7cgyxd/Kjf/BV0JKGQVDo1lV77mcaEOTQpk7uHhOy9u9PL352l4qp8OvXNfIqxsjBzXe3h1ns6LV9/jcrMqPWS+G30aHQItZ/wDp3NlrPkZtGON2fRkLFTaPrUiTSkWzS52QZQz+d/pTTW729/ItLsMwBH1l9uouSSNNry3mMU5iw1c03dYUvBvV+ncyVqUpbE0/dPDyQPs9dZkJN/LE1a+gtdzalq1N/qScFk4IdnH6YoO2sSOXah2R/upMQSOSkKb9EPi8aTj5NpGqzJN3QwLfhsI11nbbKJmmWxVybtpWcfak3MIDe5r/Zevw7DaN4b6+hKXo2hPzHf/ln3X5pMa1+bQH6OUiZ/w+itraz/V2so78ommtEloFG8dYc9hbR5mN7dfJaK5Coq3r+YrM1eB5JEz6adqayeGqPPo3VPtGPX2FGgENevJyirQsl0bgZtfWUEkz/z8Yll9tRmwmLacDyNaqoyaOfHc6ljoANZSlvQhBe+o7PpZUyCdVR+fSNN7RrM7C8xhY9ZTNuv5ZLi72wmprA+LO30L/TsxP7UwkZIpxd1GDiD3ljH5L2JLvj38O+eWdKWIO7kOZy6cA7xSl907t4NHbv0wMjR/eCc8itWbCtDh6G9EOLIXAhT9FpUl5aBbALQrX9/9DcevToGoyrpOE6k6xHdtQvC3e1gJb+DrT/9jkLXvhgzOBT6zMvYuGsvUnz6Yd7AaOiq03Fg7c+4IgrFwIG9Ed0iAAF2liiJ34dN+xMBt1C0DPOBnWGGqwyXfvwO8ZFT8HgPHyiLilAj80Zsj77GNPRFlwhnZJ07gN3H8+HbtgOiA5zuOwJAWjmyrp/C9oPXIes0FvMfm4BBAwfU56t/n84IlBXhxKEDOCfqjmlDwuBs44jAsLboU3cNO3q294c8MQFl0iD0HtgdXhXX8dveI5C3G4fxrexQlHAWe7afgVX7/hjYMQQ28utYveRnlLp2w7BxHeEpNUmoXoPy4mKIfGLupoMdPVo7If3AHtyq9kbXXu3gbVWIgx+8huWiqdjx6VPoE9sS3pJyXDi5F3tPpMEhtjMiVTexbsNu3NF7off4xzFz0ggMrI+zH7q28Ycq4wrOVrphcP+u8BfnYM+mnbicroZPkD0yz55DqXNLDOjTAQHSdOzcehRl9q3Ro3MI7BuP1oksYOfiDkcXEXJP/Y5NR29A6dEG7SO8YM0qQiTPxdGNZ6GK7oORHfxg494CnXq3g49VEY7t3opdNx0wdGxnuCgKUFTjgs4mea87eneNhCbrBPbc0aJD9+4I97AxmYHRo5LJ2NrNW3FZHIunnhyEEHvjCLZYg6Jrx3H49A1IuvREZMo6LPs2EVZe3ojqOQjjh/RBu3Bv2Egaj0QLNJpZEuozIx8KaTQmzp2DOXNnYWQXKc589wU2HCqAU4swtO07EjOGdkaQtxNMq9aAmrW989dx/sRunC21Q8suvdCn3yBMGNkLngXb8P63l+EzaAS6+ds2M7skgpWjL9p3bI82vjbIPfQb1u65AfteI9CL1VmDe0iD3JuHsH3rOWj926BPjzZwZfIl6zoGs2c9ignD+6CFtALXTx5FgmtHTOkbAzc3T0T1Mi33XmjlWI1zCTegjhqDiR2dUVFF8I3ubHKNydElHNqMZNy8Wo2YqaMRrCuDyK+tmWt7I9ZXjPh9J1HgFI3eXSLgYGVa/kzXFBeiFLZw0+TicqoMw+c+ixljBhvv74pgzW38tmEfKtqMxqjWjqhKv4mju3fhRIUneocUYN3WK7AK7Yh+3SMhzbuGPQduwapNN/RmMunoGYDwqBA4qLNx+vAhnE61RY/BHeBlS0g5vRP7cgjte/ZBlLscl3/+CTvviDFo5kS0da7Bjb3bsXN3PlqPHYYu3hpkFcjQwTRvTK7dWdvbvuMcLDoPQ98gKUoq1HAPjUXfumv69kC4XSUuncmGZ/se6NLSE1aNKlyvLMXtY3ux8UwOoh6eh/mTht99hnD0ioVLzS3sOXIB1QH98FCPCARHRCLcyxHqwrP4bf1xlNq1RPtoZ9Y8HRHdvU/9vX16tIV9eTwOnc6Bd0xntA11RHVODlQBHUye0RcdAy1w+cRxJAc8hMe6+8LR1QcREcFwtyzH6T27cOhSNVoOZOXk5QwPZ2dYlMRh187DuF5ohzZdWsHbhvUhIhVyLh/DkRwbDB/UDf72UmMO6xDDUmYH1+DW6NO33900Ml2py07F7ThHDHlqJIIpGye3HEO5cyv07NESThU3sPKL31Ei641HHmsPu5JEbNnyO45VhmL6uO7wtrY0xl+LpqIAqeWWaO2txpX4UkSNnoOnHxll1Il90cmvDNvXbUO6RScMH9IOrWLboX1sKKyLz2Llt78hQ9IVQ3p6QS7XwzuqU306+/dlOsWpGtcPnkOVeyt0Y/fYW0nh6Mf6sEAPONpZw9VGiYsZhLYdo+FtW42jq5ZjQ64tOo95HLOnjMIgYxpauWdh948bcbpYgkj2/FDX2lnwOoTlV+VVxShIS0TctTPYf+Y2ZB2GYWBUAELCwxHgbY3yCwew8eAlKMJZWUa5w97JDU6ulsi/sBdbD19BhWsrdIzyMehlMH17ivVNFQGdMaxz8N84gk1QsnRmFhcg78YFnLx8Ddn2YejfrhUCwloiJsofKE7BuX37cEPvg+7tw2BVlodCh4i75droaOcnQsKpBJB3G/TuHgx5XhmcWnqh6vJtUNgoPDF/GkYMNF7f2R/ZO37F8Ts26PRQbwQ7NLRlFAXx2LtlK84qndGxV0+09pRALm2FSTNnYvrEEegR5YyMWyex/7YNho7riygfD3hGNtR5vdq4IffydWSXRmDYlPaQKjVwj+zY4Jr6o2sUxPnpuHmlAi0nT0R7RzmKy4HgLr2bXNuvZ3s4Vydhz/5MBPboifbBLobZ21pEsJA5wj8qivV/9lDkn8TmzedRw9pE+yh7VFQDIa271MfVu3s0pIWXsev30yh1b8nsiEDYNlg1xOop8yw+/X4HUgvD8egr8zBxqNEG6tEKkqxzTI/sw/WqFhgwOBo+Hr5m2n9vRLjZw93bEw5UjsunDuPw+TK0HDQIwaJSyEXMZjGm5+7RD91jfVEUfwSHChwwsHcnBLg5wZnZBb1Mr+sdA8fSDCTElSBqzBT0CrQxprsONarymNwUZrGyPYeLV/Ph1roT61uAjOQKOLI+sTixHIH9JuPxx8Zj6IDaeDuFWOLa1j1IQxC69euCVlHRiAnzBEoTsHvHURSI/RDbIQqezKZpEeYGTWY8jhw7hRylNzp1i2H9hMT4/L8LgjrvBN59bAE+PXAVpRohrBq5qddw7GwmnHsOQXe/5myC/3GMTtO/FnVFOq16Zhi1H/cOnc2q89g1lPjrkxQcMYJWni80jCQ+CJqqbNr+9mQK9OlLb2y+TTXsRn3VRXq1jTuFdn6HLpSqqfzGJhrWuTM9tOIYCU6yojSelk/rQNEjX6FjadWGePTll+idwdEUHBpCruHDacnas1RkmKlKp59GdaQX9mSSubF/dgEpy5Jpy/szKdIlmIa8uYNKTGemmkVHlQm7aVK/7jTkHTMjazoFZR74iFp7OJAk9nNKaCZKedElWjqsDXUc+w6dy5FTze11NNDDkdxnbqcCvZLST3xLY9oPpBfWXKidbVGeo+d8Haj9gC/oRsWDDFPoSV2eSF882p7c2o+hby8Wkjb3KM1qF0j247+lNKVQ4FqqLoqnX1+fRIHODtT23cOkURTS7vcmkZ9zLD351WkqbZB+YST2Ir09tRNJu86l7YnFpNPX0KUvp5CLrQ/1nPQqbTx6i4rlasNsV178LnqyayhFDHie9qfW1ldTWJwZh+nFIf0pJtyN7EK70nNrL1CJWk/60qv03vhFtPJwqolc6QyjvZ880oNcA5+iQ4VGOdTJKTP9Dt3JKDe5Vpiky6Ftb04i/9iH6ZtzWY1G47VUcGU9Pdzdl9D7VTpfXGMMZ+hL6OTymdTG1otGrthPWSfX0BsLl9DS55fRxlNxVFDReBTalLszS4O/PU8Jx7fTqk9/plMJeaQyDtNpVcV0cdtKWjJ3ES37aDUduJZJSs296rWCNj3XhbzbTqQ1l4qMeVRT+m9zyIKlcfqmO6wuFJR+aj298MQUGjNmTO0xaQa9/utFKqkbZdKW081vZ5Crowc9sjGp0QikgI5KkvbS0119yGvQfNqVUNLoGi2V3thKE3qGkO9T31Oh3Nz8hpoK9r9Oziz/vb64TIaSYnJy53I85ZbVNKgfA/JE+nZMO7KXjKH1aSpDkLYyjxKS71BBtYkAMnktjttLcwd1ol7zv6M7JbXXNkVB8WseZ+XvStM3p5ikX0Epm14gG6kFBb90gMpYSjTl8fTd7IHk5R5CA575hHbfyjK0aY2ilG7//gkNiQom/5k/UqHOmGqdikrTTtB7D3chV5tx9EsCkzdNFZ36Zg4Ft+hPb+1KJIU+n3Y9050kbnPpYCErH10JnVoxh9ra9qMP96YYdFkTWHvJPLCM2kik1G7WNso1JwpMxuO2v0t9WNuc/9kpQxtpipaKTqygIK9WNGNrpjHMBG0VJaydQ46WTtT5ia2UXfccVQWlnVtFI5wtqUWnD+mKGR2jU5fT5U1vUe+AGJr+3p7aWYgm6Knm+k/UydeZbJ/cSQXGUKGfqM6/Savn9yMri0h66UB+bbAynw6teIYGdggjS7tA6vLIl3ShQJjJq6Sra9+hhR/8SmnlzdVzU3QVN+jz0R3IwfMZOlmjo5qCa/TuxK7UatwbdDKjmvT5B2i6rYwi5++hYlZ82jzW54zvQrKBS+lyiZlRaAN6Ul3/gmKtPWjQS/uZLBiDWbgifg31F8moZc9P6Fpl3QkNVcSvp1HOYgod8iOlmOsD9BrKv76D5vSPpNApb9GF7Dr9qKeKzIu04fOPmU5IoPM3Upg+FdpYFe18rQ/Brz09uf4G3dVUOqpIP0Nvjm1FEvcu9MKPF6m8yfNY+quLKPHIGnp6QARZiEXU4rWjrIRrz6lrCunaLy9TC0drcmHlUju/zvKWfYreGDeMYsPcSRbQjuZ+f8awekRffps+n/Eafb79Ninr2sXfhF6voqI752nNK5Mo0l1G0qGv0hnjjKNep6S8azvpueGtybbXfNp9p1Y3aZgMXTuVYFImdegp7+IPNMopgEY9vZ5Sq4z1o7pOb7b3oqjer9Pp/Lsz8npFHH0y0JvcW4ykH66YrDIwoqnKpLUvDiJr91706gZhptJ4woiuPIFWPT6Y3L0fp20pZcbQhmiLjtA8Xxm5t/2YbgjTK8LMwI1Eyi40s/pCkUI/P9qL3CyG05qkOtnUUllKMiWn5xpmZ+rQa8rp4trXqJtPf1qy/jqZqk1T9KpySjn9BQ1xsqMYZkvcbJwJhrCK4vbuL2lEG39y7LeIjpuZ2dVkHqInYkPIAo/SznyTPoDpwvRjX9NgLycS2z5Ea+LqZoubaf8svCrnAn08tSvZWYbT/D25tcHaSkpISKbsAlO7gclqcTx9M3cIeZnUfxO0BbT/lQEklnSjLy6bm5VmeVSWUvzJjUyW2pMLfGjUsj1UJtiNLMaCGxtoWkSkYZY/tfJuQZansr6nvT+1GfM60yVGaRNWLV37neb2akGRg56j/cnG/LLw/OvraXKkOwV3m03b42tb29+LmrJ/f45cBa+pySElnxcOUrnxyn8b5oag/4WIIJaIIa5fByqG1NoaEr0KcpOXZu+HhY0rImPbIFhXhbKiSqj0LGa7MPR5qAUqSy/jVnoRCjLSgBb9MHtItGHGRySSQGJpC2c7VzjaCCOAGmQf34Sbvd/Dhh/fxUjvNHy25C18vfsGiuPPYLfzHMzu7QPz/rwIUsdA9Bw0GG1aihCXlwfFA701yfIvlhgOs4hl8I3pgF6sTFBSjEqVILtmkLA4JLbw9I+Al4sUNqFtMDTQClU7zyCpqAaF6YVwjO6OYd3DYCcMEUksYSm1hMzHAw42DyJKIlg6BKNj11aQ1JSioKwaOksZ3O0kUOx9DeMnfY94pRi2bqHo0787vD2sUKZQsTbmjOiuXdFSX4DsxBSUVpvWKSszGye4u7rB1d4adsK7ZiIbhHbrhTZiC9iFtkenjpFwtbaESGIDr4gBmPv0GDgW3UZCfpWhFTeBqpBw9BY8xizArz99jgnOyfj+zWewbOM5JMUnQtevA/q18WZProPJm4s3In1cYV8/8KdHecYF/PLTjzhTpDSG1SKxsoWPly/8rCxgbWHmnaU62HlhHXU9Og0UCjXUBpGQwbvrZDy3ZB6mPdIbFjfW48kXXsGKDaeQq2peKkM9iwAArIhJREFU5on9L+v4j/ju+zPw6jMYHcM860dhJVYuiB3+KBYunYsR3XyR8/ub6PHE+9hxPB5lZgtKDAtLCyY2lpAK79AYw2Q2duwpytqXSatzcWLjb1i3ZgO2bdvGju04fDITNp4esK8b/ZU4IqJdawhvZplHDHv3CLRjclOdmYfM4mpojWdqkcDBzRsBzi5oPNZ/F0E/ADWiaAyI8Tdcxyw67P3lJK5nVzeVA6k1nGwtIPYNR6g3a9eaStzYswWb159HhdrkahGTVydPuHl6QmZpZXhfyDxSBHfqja7CiOXJeBTXRyGDX0RLBLDECZuE6FkpWjh4I6ZjFNxEbojsOgCDov1gb8XKWuaMyIHjMHtEG6gvJSNLY4xEbAVn/zDEBHnCPjoQAS5WTNal8I+OQevKAqRfz0JFUSau3JBg7Ntz0M1VmCURsXpjZeLmCnc3a+FnU1h78e/YDd1dCDWs3MtN810Ha2OOfkHwi/aFnbNtM++KCPpZaBjNlI3EDmG9+qG7Xg9tWTmYHV4bbuWAoHad0MGFta/oILiZ0TFiSzv4R8UgPECC4tIyVobm9KUINt7B6GQphUeAu4mcWcDWMxSd2gexemuBKH97FqZHVdZtXBGHYf5n32PNnGic3/gm5j/7Lc7dScfNag906doZXvYNZ3vuhZjJiJ6pAJcBbRBpzdqHnTdatg4yzKrE55egKCUOV13GYfFT3eHMikjE9LiEHZ5+rnAV3uEwiwhW4UwXt7RG0bWbyC6vaxEiyIKj0cmHybfK9KV7CziEtkRnJ+NPc4gs4OIbgegIX9QUlzDdq65tF6RHdd4N7Nt1HPGVtmjXOoTpU6E+pXD28BCuaARrr74xGDaiP4JLKlCcWQpm8xnP1cHSb+uG8F4Tsfil6fBh+qOmWsF6z9pzljbuiO4QC3epN9ox+bcTgqkGKWduw77vDPzw05d4zCcHP781F0vWnsKdO8lQd2yJXh0DzbwP8tcQiazgxvqRcbPmYmTPaECuAnPIas+JmUwFRiI8NALhfj7wspWy3DM9k3gEa3+8iRIz4mhhawcHZwc4+3nDnsmDAatgdHkoBiUlN3E7q7xeH4lkfmjbNRh6Ejb8aBqZhbULWnfsjBhlEfKZfSJvJP9iO2eEBrjCRWYMMIOEyaeuGvAc2hYBMhHr/rJxZOMJXEopR5OexEoGR1tLWPiEooWPsOKBoCpOwoafNmH35ZIGellkIYOrrw9cfexhJRXesTSeaITIyhEhHbsi1o31h1EBcKkrExPElvYI79IXQ5hetEjMQ2F1000cLOwc4WfBdLDxdz0WdgjsNgiTegYCyhSk5NV9UsJc+68Nt/OJxuDBsbC2Zvlj/Zhg1+XdOIAfNm9DXIWxXRhgsmrLnuvmDi8Z6webe89csK30WojcuyAm2NYY2BAxs3Miug7D7HnT0LGlHRMzlXEjDhHsPCIR2dENSZmJyCtTGK4XkDoFIbSlp2HzofoNKURSuIe3Q2xLf2aX+sHd0dgrsnCPVgMxrF+tPGmZvv37EWZiy1Fi/NUQFQpLqvCXNuT9L9JUKv9/hhksMgdHOOkUqCmVM+UkCJ89WnXrBovKK9i+fiXe21eIkXOewKBwN0Oj0LNr5Upr+ARHwsOJdaA1N/Hj4lyMeHggOvUYg9ffXIA+dhexdEJ7JqjfofO8cQizucfUJ3O+bBxcYWvvBXemVC2b0zB/ELErU7ohTLnpddA3s8uNuigZeYWO6D2iI3xkTDSkfug0uh10FSew46cfsO5YAYYvnIueLZxqBUdegUqmEAP6RMCz4eqAe8AMW2dWdqwjLq5UQOfWBe9s3oE1zw5AnyeGIsJayK8Edo4uzBGra+QSuIR2QPseTkjISkROmelXTAiKqmKk5WvRpnUsQpnBZoiBOSSBvl0wYWwvBJhONbOOz78rM8wipKiolDcyugUI6pxbWJegg2/79ojoMhlfrluBPuXn8PG07oia9jMsQ1rBv3Hvw+pJzI762tKqkHRkE37YEwdlY50kXMc6dJkdc+6sazvXuzDj28GdHcyquZ2HArlJCjVqVBYrmMPkijDmmImYkWzv7IHQtt0wZu6bWPfWE4ixOIVZ7iOZAbELV7LMfGeImOGbdBm7Nm3B2s1nUdDgWxDMgLa0hrNnAJP5QXjstW9xdEkfKONWY3roNHy26yzSS//Ydqgi+xBM+3QrsoUdmJhy1jP5K886iJf7BzDZNl7EELG2dy9Jt7R1QmRwFIITMpAaXwhlA+OrdgcttdYHvSJawMbsJhE1uHPlKnR9ZmBse1f2W4eyjFs4lHAD6ZUqoVgaolagXO6Izo/1RhQTQ3lpKnbv2IxTuUqTjrIWkaE+mRHBnEThpVzzMKeeOTTdvAhV+y8jrfyuGSKxsGzYzpm8W0mZgTZ8LGYMbMG67ruIZT7oPLg7HERKlMjrBEuQ2STsu+WA0XMeRgdnJpssDge/lghrJ0Xy9Z1Y8fyHSB/9OlY/GQODz6HVQC5XQtaxBcK97JrvCOxc4GtH0BaUoaaJIAvUOkIS4UV+w0CFMfgPIvYJQ7tA5so32AWQUH1hP1bnDcfLLw6Bv1kdw4xua3vmsIpQVl0JlbaZgQJmrFizf4TBnQbaV5GGI78moOvSFzAh0oaVSwVuHrwFsSII7dv2wJQPV2HtRHecX78A3SKGYd0NK7RtFQDZAxvkzHgoyMD58jBMHd+DOcBCHdoiNDwckXkpuLh1JZ56LgFPb1+B6ZEOrB5YWTPZk6vd0atlJJyYE9EsMn9EtHNBUck1JOYwa7cOYfDCnC/H2pjZFbomWFjK4GBnD0V5DcpNdqkUdicsvpmIc8euo0BRFyqBo5MLXIy/TBExo9U7qjViXctRXFbA+sjm6kUGL78AOAojGQ2oxq2Th5Dc9nF8ODUahmHIgjvYGlcF+9Yd0LLrw/hq80oMVVzHyid6I3Lcpyj3jEaoZ9MlPvrs43iiVzSk7Bniex127uj94SlUGu9rAGtPto5u8HB2atAeBT1SmpeEa+UyDB83zLCkWjAKE078jgPCxi9mBia1rN1J/SOYfRAKp3phtEVQVBi0JSk4G59r8p0uMSys7uGYS6TwDGuF8HA14jJTUF5T627Wwwx0pUYLh66hCK0zmhvA+oO0WzigHoinJ3WAI6vxipxEHL19FXcqlExfGy+rQ6NEpdwOsZN7opXg1JAaOdcOYPev+1BkZjBF6OdETC/a2cvu8TqBHlVndmJL5QgsnNcPPmbNIxFzDO3haecAOzcbWEvNCLLMDu7MEGFV2RRLH3QY1JLpliRczCy56wQ2bv/1WMLR3YOpjdrEkLwE53ZvwdZTqWiSTab0hAERG0cb2NUPGjZCnoMrx8rR54VJaO9sNoMGRKw9OHt6wtFZ0FZ1CAPCLgjwd0ZmciLiCirq7Zbawfqm8akKL+HaJRFGzB6NaDdT+WHxe5kb4Pi7sIBXdAd0N/5qiDsG9oyC0Pv+G7mP6uQIReTScTAesizF7eMFGPLYQjzWI5gpXtapKUtxc/9GXK/wwaiHO8PbilBx8xR+tWiFVoGCwSJFUPeJePut59En0h3iGH+4i+pmBu4BMYNB5Mbi8IWswbrcvwHW6OpHs+oR8lKMK/tOoWLYAkztyQxZQ7gD2g5kRopaeE+rGsNffwfj2nqw5qCDqjIDh75ejcsOM/DUsJasCf55xO6tMPWdX7F8mJ9RIIXRencEyKyNHRMziGzc4B3oioykJNzOLTOOQLKUa6pw59IJ3Cx1Rd8BHeHhIKScGaQ56SiIGYZe0S6NlJcwoukJZ39HVApblhpD76JGXsoNlFiq4edmZ3i+TejDWL7uE4xgzw9ydYOLTCIsX629/B4IszjC/5vA7iXmsJqPQQQbJw9EMEXtoCxHadXdzo/USpQqa6D0YUZIBHM4G2SMOV9ekeg3fhH2lP+Esa6l2LR0Kp74cB3OxGVBbhyVFDGlHjL5ZcyfHYxTu77HhmPxqG5ui2V2rV1IN0yc+yE2Xn0TLfMO4c3FC/DuD7twK7+ymfSbQXAmGh1/GEsbeLeKQmhEJeIy0pnhfrfmhJ0Hs1knkiUKRo8OIU131NNrUJV6BtsO+mLVZzMRbfAWxJCyzlUmZw5og5FCFp9OhcLrF3FQ2wEzH+5kHNU2nDKLIAtCfd4XuxB0HxYOlSYZeSVNx9fqd7/UViE3UYK+XTqjRZP3YiRw8fSDb4223nkhbTlunj0LccdueOyhVpAZXgwQw94lCDExfrix7ywqe87Hx0/2MeSFdApkXz+LXeeAPv2HI8rdrlEbMc8D1/efhcmbhY0DrA0vPTEHWJ6IzatPot/KNzEhqm7U929Er0AyM8i3BU3EB3O7MnOV2YLlBbiUWYQqL1/YCXpS7IeJn/+Gj6d1hK03c8p87SGmB91+l+VBWYRLpy/BeexIzOoXXBvMHGtvZlBERuZj07kiTFz5Op6IdTdcr6nOx/ljh3BDFokRg9vA1pxRWI8zIjq0QmVNOpKLG317TShCYebwQSr2frD2auMRhOAAFU4f3osLSUXGLfCZgWjvCBk7L8yoNnyUGDIXX3hEeBp/N4/E3RddG+gEPZTpl7F5hx2WvjIdsXZCGWhQlHkb+ZpK+Hg5GnZeFfuOwort32B8iCv8nZgjY2thcLYbI/brje9O3IbKMFhzj6O6CMdf6sF6PfOImLEeZOcM0w8w6JmOjjt6Hbaug/FI3yjYGTwCCzg4OkMvDDAIy1NM0KvKcOvUVVS0GYeBbb2N/ZuAGO6R7dClWo7qO4WoaZQNQW/fXTljigQO7sEIiHBCXGICMivkJrKpR01+Bm6my9C9U2f42TbWJXomb2nYu/MiOq9YgkfbCDln/aPUFjKVDlVlwszG3dhIzxxm5kQdlkdh4piucKhPT/OtwdDP3VM3sjZSE4f135zEgM8WY1S4Qduah6VFTxJ4R/ob8tKkNITVADbMWWL637ArYQOs4BUU1nCgxEz7v4sENswxEwbx6mg2F4Z0MZvN+LMxek01Uo8excHI2fhsbns0flupIcJgqQc7nI2/a5Ew2QsLCENYVglKCqpRN/lei9CnmrR1bSnObNuFtGHP49G+QQ12KRaJLA1t9p+Dpb/1eCx9ZzJ83Z1Qa2oKg7qeCBy7CB9NDGdX/Dv5t6b7P4rEMRxte4VAZ0EQW1mB5OXITbqAX796FYs/OY7Q6fMxPEowyjXIT0tEoVpxd499C0e0HjIdS56ZjDZ5m/HY469iy83C5qciSY3SvByobULQs11I7bapZtDJixB3NRWVxudILKxgLdGhsqoGGnPKSfiGinCti83dF7CZ8qsqLUQac/DWr/4ehxJb4oWn+jKnr+4CEWzD2mOYmxQSLTPGZRZQVRUj9ephrHlrMeb9qMXjn85FJ897jHz9KQgqeRUqNKwjsK5VilJ7D7Rv2wktmfKPu5WFauZxaquLEXf2d3z13Wm4dpuACd1Ca0fNqQJxF27Bd3Rn+DfZmYDlSlg65GYPL1eHpsu2hC2W09NQnFpkmNY2lKTYEsE9puKFxY/DJ+cg3n3zM+y9mdfQONFpoVQI3+Ex/r4XrC6qWf7KjD8bI3L0w4D+zFCW5eNqXKFxFElv2JY1ubAKnoO7ItaPKXJDuBnEbogdNh1vf/0TXuphi9T0OyioujtDJXUOw8NPvYBpvvn44aNVOHAz38y3HUwRwdoxBAOfeA1fv/cqhngV4FRigdBH/E2Q4TsupvOFTbGEq18o/FpYI/FOGoqYkyOgrSlG8sUjWP/TOQT06IfBrb3qXyLWaRQoy03F5cO7sfrnE3Cf/ySmRtcZ3cKMhC3cpGrUVCtr88KMYHlpNq4f347Pvz6OiLHDMCSsYadlDq1aDoXcZGS/WezhE+5lcK7Mfa/J04t1LkJZFOfgmtINLaKCzbR/ZphaSWHp4wsfF8HUYgZ2VSWU7rGYMmMSok1G1iU2jggPCUOopQQyqZQZWxqU56Xjwp6f8N7bq5Ed0BUTRrWFo5k28ndjKZXBVqxEYXmNmdlcBms/ahJB7CAzGpCEmvQM6Ma8i0+mMQfQEPb3ImzZna5uiY9eegTtnGqXFCmYPOXkZqBaxxwio3xbOLbE9EVLMbudBQ6tXIYP1p9EvrzRCH4DhDopQsadqziw8VfsyPXBmBH94Ve3UYtg4LoFICgwCBI109vCBg6qCmTfuYJtX3yE936OR6fho9E/3M3EmDaHBG4efvAgC4hYehtIlOB4ejgxZ8ukbtVK5lgZ//5DiOHg1Qq9hnSE9spRbD90DSVKE30iY23T0cY4wFaHCJZWdrB1Mr/kyBxUpqgdtWc6OC9Lgx6vzcGM7r7Gk0x2s9NRmFRwd7kRS5dPh4l48Y2n0KLsNJa/vQLbL2WZ7//+TqpV9d9zUisrQe6tMOOVcQh3risBMeydXOCgK2N6vrZDED6zUJB+HTu++wBrj4owdd5whNo1nBGwcPWCnyczvEWNV3+wspQ4wdnO3MyQoJs9ERXIdEVqJlLyqwy6nPRyFKZex87fNuKKQwRGPNQODsJqEQbptagpz8Oda8exdc2vOGg7Cm9PiTXMvBqeJbOBq0wLVY2cpcNwA5Rlubh1ehe+XnkQ3n37YVhrz3o90yzCN48E3VR5r9UIelSnpkM/5XMsmxh1j2XUBGVFEdLlDujarRP8mJ5oFk83OBkcbFOYEe/oAi/jL4Gm7d8UPatbBdMBFpA2uxS2FtKqUcH6ryrj71qYDlBUIDflFg7v3Iif92ow/9kxxoG6B0GFKqXwvTajHEiYw+HhDBdnPZN/09l3AUvYWTvARmrUnFWpyLB9GKteGAyfRrvtMNfUkC+xyML8Zy7+DsTu6Pfip9i26n3MnzgKo0bNxKsf/oxD3z/1B/L/v8e9dfG/AJ22GhUlZaipqUKVYY21jDViNcqKhHdzKlFWxrxwdl3jpvBHEFu4o1XXGKj3H8Z3n7yH655qpF+/jFPlnpg4/z3MH9EGjqZrisqO4/vlK3Cr6yiM7xsKW2sf9J2+AK9lZuDZ91fjrTdDEfDlM+jiWI5zew/iYko+axpG9ApkxidBGjEY3SM8THaPMUFbhPM/foDX1hRh9q9fYlK4PaQunmjtYYF9h9biI7tkODU2sjT5OJ7uhD4vdoQ3O6WtyseFwzuw42A8cwL1qHLqhqfeGoMY10bqyjECA8ZH4seNm7HiHTUirUpw69QtFLq0wtOfPoep3Xz+UtmSMh9ntv+OM5llDQx2Vd513C73wbjW/rWjQZa2CG7bHtEhO7GX5dk+/zisqzJw6VIyqOU4vDJrAAKMOwVR+Q0cOmiHhx7xgyLrOnYdPIE7RXdNcXV1EVJypRj0UPMKtybhLNau/Aa546dicic/WFi7o+vDs/FMYSEWrdiKpe+FIerbp9CybqdFZjCXFCuhupcNZUQY/VQwh7q6uZKzcEL0gNEYt+8Sflm3E+O7+6O9Yw0uHTmM+KoQTH+sH8vr/c1HYbehsG6jECb80BbiQGZpbQdfroRtSBdMf2ISEl/+BR8vD4L/x0+io9e9x7wMHbMLS8vwmWgv/NRkIJfFKZfbG751o4ETLEmO/PQc5g/qUZpdyJz5cDg1v/7CiB6VxfkoMv4yD+vs3AMRE+KDjdu3YsUnNYh0toa6NB03mUPpEDYYc6b2gbfxXRJV8U1sW70e57KEXYy8ENN7LKYNbmh0W8hs4WxZg6ISZvCQEiknN+P7zceRWihBUJehmDm8neFdIaGLaR7W/ejU0Koavpd2F+b4FyVh356jSMovRuaJbLh3mIJW3k3rT2ovGJwa5KUkocLdHqHBzlClncC3m84yWbmLpiABNZ5d4GLo7JjT5xyI7v0Ca0+aYmEDv9atERy4A7t++gK2GUEoT47Hjcv58BwyBfPmjEW0ty0r2QeE6absa+dx8OQ1FNYvD2W6I+82bmUkIfv3nTje0g2DWzGHtUFHzOrON5Tpu0ps/nkF3isMaSr5qjScV4ehy4AIOBsSxAz0loMxs6Xh7B+AGSmF17Dxx/3INoYYUGTifEUNyo7+jI+8dZg7oQOcrH0x4CGjMW6KMgtnd/6IFaIqzJzYA/42lnCL6IennnsGRc+/hW0rPkdUZDCe7dei6cyN8F7Nka1Yu/c0sqps4e7ti4ETHkKvcPcGutyKGbjtI8PhvusYVn78EW54KnHz5jXEZ7lixOynMWtELFyk5o00Uubi1JYdOJtTiZK463Dw7YQOLRo5VsJsj9QGVqb9UnUpMguMf/9BhPd5Y7p0Q4zbYRy/eA35VT3haS1GTXUlFBbMoJRZNZEjsYUVrBrt5Hcv9MlFqGLGuZfEGsE9B8A4D9cAecplbFz1DSomTMLUriEQWzmhHTPGFhQU4uUPd2LZh6GI+mYBOniaLmP6m8kpZ8ZxrfzLnILRe0LjlDI96eQMG/UNw1LzKt0tbN20Bccv56BU747xLyzAoHDjYBex/v7sPmw6cwfysjtIsw1Br04t4Nio45eIZbARvhFkBpGNM6Jbt0Toz+ux4csVKD7hBbGuHMk3E5AnbYGJsyehS6CToR8lfTkubf0Fm08noEIugWvLrnjm0UEIvvuyLSyY3DhLlUguq4BWmLU/uwMrfzvCHDHAt11/zBjdFa7C7pD3RQ+NvBrqmuZ0o4AEjq0fwpOtjT8F9DXIuHQSB87eRmm9U86cqtx03FB7YFqvlnAwN+MqLJ2u0ELPbAWbxltyCnrS2raBMyZq3P6Zc1eZw5ybvUxXl8pRfHMvqp2j0ClEmHFr6Ao1QKdDtVaFu28S6di9+7F6/WFkFWsgcmMy8ujDTC/ef5b1LpXILCuDSluJuN3bsPNWHgpvX4QuLBrRoe5osOEqK0OphbR+CbjIuQNmPWH4sxZdJZJOHsT+K6mQszK6cSgJrkE94e96fxvizyKx8kDHMXMMx/8ZhF0e/rXI4+m7J4ZTGx9HsvWKpH6Tl9H+axdpyyuzaHCsD4mtHSmy39P0/f5EqmpmJ5aGqCj9xNc0sXU3euXnS1Ret0WUXkdFt3bSvF4RJIOMfGMH0oyXVtCuC2lUZbqNlL6ETrw7zvCdDUubKJrz860GOwQpCi/TVxNiyDVwNK2+lE1J+76g0S29G33vyI5a9HmGfruSQ8qmHxOoRZNLvy/oQxKRPz25PZ0MV+kqKW7bBzQswJWYUjSJr+5wpXbjP6ZLxSph2xVKP7+Lls17gZa89y3tOZtIpc1+m0JLhReFb0t5sDicKLzdSJr/xmo6ciOX7vUVnWZhZRn32yKKbjWOPjuWQAkHPqXBYa7CTiON0utErR/+iC7n1ZWgntRlybT+nWkU5Fr7vRbHrhPo5Y820rWMMpO06El+6XMaO28HpRen0uZ3HqUwZ1mDuCU2njTspS2Ubm57HmUhHfzwCYqyYtfadqGXd9+pLV8DGqrMOE3vTu1Bjn6P064Ckx2xqpPohynjqf+ELyi+koVr5HTu+xepx6AXaV9Kw11n9PIi2vXBfOo38V06U7/jVGOUlH9jD33w0nM0fcREmjbjUZo6/w36Zus5yq9Sm6TpAVBk0f73n6P+Ia6G71x5xoylJSv204XDP9DEWF+ylAVQ15GT6alnvqILJjsx3ZPK2/TD9JHU2l1GEltXatVnPq3eup/Wv/4sDW3JZEVsQS6Ro2jp16coX9jl8J5oKW/HM2QXMoq+unSP3St1VZSw+3N6ONybWKfH6tKR2o15kt7+ehvdyKpgtVNHNV3+fhE9u/BF+mD1Vjp/p4AU5nb1q7hFn48ZS498eJDkOUfolQUv0AtLPqPNx+OosFplkg491eRdpbfnjKFHPthLuQ12XNNRecoRenb6wzT/u1NU0vi7bkyeTn3zHLXzsiPWfZNY0pneOZZrklaW+7i11NqmPb1wKIf02nK6uOkn+m71IcrKvkrfz+ja9Jsd7Nr5v1yixo9qip5UpYn089LJ5G9oA2E07PFnafkPR+lOYY35XZsao7lB77awoo6PrqFriWfpvZl9yNnsd4Sk5NVxJv16PovMbqCoKaLTn86iiCb31R0+NGzhb5Ro5jtb98ZY/uMG0pilmymzOJ32LR3TzHdfQCJxLD288gJVmtWtTNfd2k5PdPFk1zL98/gqSq6428a18gI6/f3L1M6vLU1dedbMt170pEzbR4teeoEWLP6Ift1zmTLL5M2Us5oKrm+nhXXf2QsfRLNffI9+OZ1AJYYdsJpBX0PJe5ZTv2AngzxZOUbQ419doArTWzTX6O1IPxr//ikqM01j4X6aJg6gSe8xOW1GdvQV6bTmpUcodsQSOpJWZpJ24btowk50o2jC4t8oo1LQExo689WjFNBxFv0WJ+zjaAprM7lX6M3Hx9Kkpdspq/oe0lZ0hGbbysij+zeU1FzW1WV0+ptnKUbQy0z+F/x23aT8tVSdfYE+eWIgufk9Qr8lm99t7C8jz6TNC8ZToNc0lt+iRvltSMVVplujRtP3p27S3nVf0oJnXqUPf9xPt3JM9ZSOqlMP0sLBrQy7AcLSntpO+4ZuCt9Fq6eaTizrRy1GLqerpc21DS1rA8fonendydm69ntNstYjaN7rn9GOK6bfudJT9a2faf6zL9Ary76lXacTa3eJNZ6tpzKJvn90Kj2ydBsVZxyjVxc8T88tXk7rD9+kvEplw+v1Sko5+CVN7zOZvjuewSwoE/RVdGP9WzRh0JO0+Vp+A53XPFqqTDtOSyZ3JQcrUz0jIYfAPrR4zbnanYXNUX6Z3unUgVo98ivlmqkcXdKv1FUSQHO3p5ltkzpVGR1f9TRFOFgan+lJfV/fbdi1VV+TR1vefooGPPIRXcxtuMehvjyFVj07g4bN/54SS5Ssv42n7+c/Rwtfeof1iSfpTkGl+d1GzcLqKPkwzRgaTT6zP6dbp36gEaFOtelxaknTPtrXoP9RliXRimdG0pglWymj9sOVjRB29j1GLz8USzbG70/Ze/WkpTuSjN+55DwoIuE/rAD/nTCPOfXqbRTUjeZbOCOohTu0GSnIVhjXQ4lt4RkQhAAvB/OzNA1QI/P6ERw4WIUejw5HuJtN/cihXitHYWYaMgtqIHXxgLeXF9wdhVksUzQoS0/GnfwKZhXZwS8yAr6Gd2jqEL4cfQI/fBmPvoseR4imAGmZ+ajRmC6gsIS9qy+Cgz0bfUfAFAVufj8bsXOKsPL6JjzRSlhaRNApypCRlI5CucqgYRoihUtAKFr4OjK1o4O8ogzllTrYe7jA1vBFcuNlZhC+jp6dfAfZZXo4CHn384STjdU972kW0iP92Lf4KaMNZk9oB7vqPCRnFULZoAwErODkH4wwH+e7o9SkRU1JHlIz81Ct0sHKPRChPu4sLaZlXI2rm3ehtMNw9PYVoygzHVmFlQ3eTRJZSOHmH45gL7vaWStT9GqU5mQgPbsYKgsXhLYMgYetSfzCMsnbe/D+VhGeXTwCPnV1VJOM3348B9sOPTGwUwCkeiXijvyCPRWdMGt06wYzfaQowdmDO3DTohumDIpo+q2nerSQl+QjLSkLlcI0vKc/Qrxdmx1hbBadHHmJKciqqDaWgwXsnf3g46ZDXlYuKo3v/1hYuiKkVQu4Gpdr3BNNBVIux6OwXn3YwsvPHaKyAhTUKFBbm1ZwdAtASIg7ZPdMsg75v7+DZZUj8OaEtnBu9j0NglZRjpyUDBRUKdhdVnDxDzR85d9eZjrSqUV5ZgZqbN3g4mDf7FJWaLOxbcFcfOH0CHYs6oO8IoKnu1Pty8jGS2ohyAuScGDXIdj0mox+LUy/F6JHReoV7D1xE/79xqGLv0PDF5n1KpRkpSMjv7R2d02RG8JjW8DFZHmULv43zNpgizdeHgo/bRGuX48D+bdDG28gJ+EO8kw3+RCwcEJQRAi8HZpftFKP8DX84lzWZpieUdvCN9QH7s5OrEyak7lGaG/i05nb0Pq1p9HVR4y8DKZfKsyNFEtgzfRWiyAv2JmVT2FpWgGSbqWZf4EeNvAWvq/jav3gM10GjOV/9Co8e45BjxAblKQkIa307jivKSKRMwJat4CPrbmRcYK6pgQZd1JRrJA01T/C+cpU7Fi1H1YDR2FkW99G+p+lpqYQyaXE+gZHODrI7pkX4ft4BempyCqugtbeG2G+HnBysrnPcg9Wn/mZSMoqgkqrN+wG6BMWAX9Hk7k67XV8NucgOr31FDr7sj7MGIyiQ3j+pQw8unwqWrmaTxtVZmHfvkPId+6Kcb3DwAxW4xl2TlOEU1vOQu3fCj26hkAq1iJu61c4ZD0Aj/aPgmPD4W6oilNw+NAx6FqNxJCW7mi2Oys+ijlBw7C97ac4dXwOwsyJj16LCpbv1IwCKM3JP7G+N/EQVmxT4tGnhyPU4a+sd2gGRRa2LH4Oz/9mjQ+PfIIJUbWbPJlDnrsXi8e+CZe312JOG3smOTK4uDkYdku7C9Nn1UVIupOJCiUzYsRML3uHISLAyWRJYw3Of7oEFzsuxBNd/VmZG4MbQVoFSvKymJ4pMywRlDj5sb7ejcmgdQNdpq3IQlqVNbxcHGDH+nCz6dfmY++ShfhU0x8/Ln4IVeVGvcjiaiKbpELq5SM4cV6PftMGwZ/ZO/VxUjVuHT6EazlOGDChB7weaDaK6YmaUqSlZaCkynT5nrDrnCsCggPhbt9MuituYM23N+A/eij6hrk2le/8fXjmvXLMf2sswkzbixHSMxnKTWX2SKmxn2TlFB6BYKaTSF6IEwd2I9mmOyb2M+4GbETYVXXn3pNQ+PfCqC4BrKarkJlcAVsvFzjY2zYv92Yh1KQcxfz5z2C//1M49dpgwwoNw6JzK3t4BwbD3822vk5V5Rk4tHELdD2nY1ikmxkbl9mF8lKksD6ztLrWLrSUuiIoMhRu99pojNOEf7ez9A+gF7ZgZC3ForldTf4yemiUWsPuUX/K2TBQhQufzsCYtBm4tWK4cdnKvwdhZyUNU7tNXsT/W2AdkFrLjIh7O4B/CWaAqpj2MmyHagwSnEC1RgeJhYXhZWeDktJqmNK1aLpDGmtyOh07J2Ln7rc9VbMUYve84Zi2LsX4uzns0XbSi/hs6Sy09rz3tLuynBlZj0/GB8fyjSHN4YGhy1Zj7Zxuf1sZ6zVKqEVWkP0jMtEMVIxj7y/Ei3l9sGv5Y/C8hxMqLJ3UagW5smqyqxPpdYZ3kMQWlvfY8eke6NSQ65izwZ4vYnKkE95nEnaY+5vK9q+hg0qug6X1X9FX/yx/ufz/ELX6Bayd/2Nr/v8yrM4UrM6EpXGmSWQOhYL5uTLhMwrGoCYw+dNqdSBmuDfdBp7pLWEbZbHYsO28gF6jgk5sZX7LeGNcIgmrl3s16wdxlh4E4R0ZDcHKsvltqv8Sf8BZUpadw7LHX0bFI6vw0bjI5hZcPwBM3lRKkKWMGd3/RKbMQGU4++UreCmhJVYvm80ci3sPyjRvMwl9oBZ6Ej4xcY9PZPxdsPpXs/oXPmdhtqgE+VfVvnv9h9PC+mwt689JbNlU1pmcawQ5Z23G4i8rIFNn6WmcXz7T5F1HMwhtTMMcbdYvNfjMCOdv5z9omfw7ELbBtfzHHCUB4Svvf9HwqEnD6eNtsOql/v86R0lAWMv+zzhKAiLDVqv/aL/CnBypqaMkIBLDij337nd2RIZNN8xuJS28TyCc+9OOkoAHhn95EaWlpfc5MnDk63n3dZQEZE4xeHlrnJk4Gh8J+PXJv89REhAzY+A/6igJMOfMzs3L8D0K+/tkRtgVydKqqaMkIHwXx5I553+6n5RYGWYLDbczOTI43H9j2f41JJD+2Vnk/xB/ufz/ELX65X/XURJgdWbOuRVZGjaTuGfKhY0hWFk2970sieG7anfbqdhS2sy1DGNc91Vzzl5oGWIBK+lfNKhFLN9C3/2XIrkHMuEbhE5wcRLa570fIrZ0gF9IACL8XBptfPFHYfImtf7POUoCwo5pLp6IifKH0302NxBo3mYS+jkmS/8JR0lA+OQCS0ezRSXI/59xlARYfVswh8SsrDM5F/TPX3eUBESwtneGv70rHCWs3O4nzEIbs5JyR+k/wH/YOuH8HZASCHr5UQz1+ede0ONw/u8jhVvrCVg4quN/3lHjcDj1iJw6YtJjHeHxP94MRTJ/9B3ZDVHuNvc0usWWHug85EmMi3X/zzgKfytWcIkciadHdoez4ePDnP8swlb93TC+SwwcmtnkhfOfhy/D43A4HA6H899Bn49jm9IRPaYz3JvsYvY/hLDT4fU06Oy9ERLi+gDvQHM4fxyqysHF1Ap4B4bCz8nM96Q4/xW4s8ThcDgcDofD4XA4ZuBrTzgcDofD4XA4HA7HDNxZ4nA4HA6Hw+FwOBwzcGeJw+FwOBwOh8PhcMzAnSUOh8PhcDgcDofDMQN3ljgcDofD4XA4HA7HDNxZ4nA4HA6Hw+FwOBwzcGeJw+FwOBwOh8PhcMzAnSUOh8PhcDgcDofDMQN3ljgcDofD4XA4HA7HDNxZ4nA4HA6Hw+FwOBwzcGeJw+FwOBwOh8PhcMzAnSUOh8PhcDgcDofDMQN3ljgcDofD4XA4HA7HDNxZ4nA4HA6Hw+FwOBwzcGeJw+FwOBwOh8PhcMzAnSUOh8PhcDic/xp6VGaew7pPX8fE2XOx8kw2tMYzHA7nvw93ljgcDofD4XD+W1A2di1birdXfI19l/ONgQ8IaaFUKqDS6I0BHA7n74Y7SxwOh8PhcDj/LUQBmPTZb/h0/iDYGoMeDIKqLB2XLlxEWrHaGMbhcP5uuLPE4XA4HA6H8y9Dq8jH6c0bsHHXVVSSMdAsetRkXsLJFLnx973Qobq4FBVyFXPF7g1pFUi5ehy7j8ahTKkzhjL0amQnXcDxW0UsNiOaYlzafg6FxgkwUpfi5q0UFFephF+ozL2NsxczoKw9bR5SIf/6LaSU1tw3bebQV97BmcvZ0Bh/N4GluzQ1HreSMlGtbe4JGpTePoCPN51FXo1JnlmKNEU38Ou2s8itNg2/y72fzxzf8kxcOnkMt3KrzCzDZOdL03EjJQc1aqEQVUg5ux2/HotHuarhrKK6LBnnr+c2n0/OH0ZEDOPfHA6Hw+FwOJz/MHpVOQ5+8RRmrFdgyRdf4IlufrBg4brqdPz+w0r8fFWBLiOnYkqUAxTegQiTFWPzR6/inR8OI0/rjJatQ+HcegI+WDoJ4baWtZEaIKjzzuPjeYuwrsAWLdytjOF12KPliOmYPa4PAh0toKtIwZYVv+BOyEDMn9QF9hY1iDu0Cb/+vBPxti0x7OGpmNwzAnZWElSkHMSyl5ZgS4IDhk2bg6efGIpwVxsoc07jg1eXIy3kKXz4ygB46otx5uf38cz7lvj08jL0sFMi7fRGvP5dNia9+iSGBpVjzcKn8Nk5FfyDXFCf+ohhWLzgEXTytmY/tCiNP4i3X/8MFyvEcLOVQlR7lRF/9Bo/CVMmdIYnS1sTVOnY+uo8vHG0GkEBzmh8RdCo17BoqBRbP3oba87kw9XdGVKx8AQxnLz64bHnJ6N7CxdISq/h45lP4a0rNej30Hy8+MJYdApmaaYq3Pj5dYx99xjCJy3CR8+MRrSbtDZyAVUuDnz6IlboZuO3V3rDwRhcj16F1OOr8eqi76DoOhOLFk5FxwAnSIyZ1MnzcOKnb7BX0w4LZwyDV9URzBk6F7tFLTHpsacxd1pvhLCyFytT8evL87H8jBz+fuz+2tuNiODaYxqenToQ0V52jcqPc08EZ4nD4XA4HA6H899BpyyjfR9NJu92o+nr01mkMQTm095X59OKbafpelIcXT7wM80Zv4TWX8snvU5J+Qkn6c1pvan1kIW08fh1ik8vJLlWb4ivHlUu7X93GgXYWQkD42YOCdm4eFHHZ3dTnl5NeRd/pcmdA8mh9xI6V1RB6b+/SjFeLmQtYdda2pCz91BatjuRdOwxivI7tPm92dQpwJGsHUJoyHNrKa1GTTVZ++nJdiHUbtTbdCZHQVRzkz7pG0xiyVBamyAnfXUmbVo8mQKsh9AnBxMpZcsz5GotaZo2a2dq8ejPlKLQkYY9a+1zY8lPatH0OsMhJQfXaJr80zXSGbN+Fzkl/fY8uds0d28Peu9oKl397Q3qaC9tdE5EFpZ+NGDaV3S1UEmkqaHcS7/T4jER9P/aOw/4qIrtj/9203vvvSeE0GvovUtHQIoVFUSxN0RUEBEFBEQsCFJEeu+919AhQBLSe99Ntu+e/9zNJtkkG8T39P2fvvnyuXxyZ2+ZOXNm5pw7zczKnWJ7vUC/XMxh+VVJKfsXUE8HGxI7+lGXSd9SgnB9NdKL9EGEDUV/cJhKDEF10KrYczfSxM7hZGnnQrFPzaPLuZWGH4lU+ddp3tPDaNA7aymzXMXytYxu7lpKozoGkq1TCPWY9i3dyCugxLVTyd2msXSCzFk+DZj8A90u0RiezHkc+DA8DofD4XA4nP8ydGknsHRRGUJbtUGziBi06j0Ez/SOgJvQ0SK2gqtPALxd7GHt6IGg8EhEB3nAprorohpLH/T9YA3SpUrh43i9Q4fKu2vQVVGKtJM3kSc3h1dMewzs0AT2F07i5OGNmPsDMOfYfZSVZOHot1MQYHkWi37ahywtwdopHCPfXYKdW7/H6BgzHFs4BwsPZsLKvSW69g1Ccm4CbmWXg2ycERDkxiKjgobdJ7JkcXeyhr1wrjFH4PBvUCTT1ImXLOMgXo0AMjb9gL23JDBn75rw9VZkKtRG11UfCqQdmINQx1wcu/IQlVUpN8IGEWO+QkGl0b3aHOx9fQD8rUZgfdIBvNc9BC3GfIxLEoXRcwmqokt4v68VziZsx8FbuVCb28Kn9RB8vu0Ctsxoijvnz+DwkQco09kitP9bOJx0Ap8McMTp3z7FjPfX4HaJYS6ZfQBadvSHp7sDrKtC6iK2YM8dhe+2bMI3Y+NQsuV9DJr+PR5UVg2xs3BwRYRTIMJs7GFuxkx3SyfEDZmKn9atxpQu1ji+6QQup6kQPuFbFMpMyYigLTuH16LUeJh6B1mlwvBHzuPCnSUOh8PhcDic/zYsbGBncxa/rNyNm5lFqFDZIq5nS3i6/bFlIIROBU1lGnZ+9gvu1plOI4JtdCdM6O8PXZEUMqUOIjt/xPftAl+/O5g9+xbGrPwYg2PcYenohx7jpuHNwe1B+8/gTKbB2BZZwbvNUHzw7lhE+VtCqlDBzMIRzVt3QVhWAR7cz4FUI4aZnS2cW/RHq2Dm6ZlbwNbWGtZW5jA3N2WGimAT0ANvzHqKOTUJOHw32zCHRwd5/iUs23AJKp3QUVKNFQJbxqO3qxskxRWPnvf0B7FwaYGJUyYhJrsYabdZWmqmBzmjy8TnMVrwAWtgDgkqoJL5Y0jfaNzZ+TXe/nQdbuRKoZEXIaukCSb1imGu2yNQKCGzaYrufTrD4tiH6P3sIpzPkkApq0C5QzBatImGo0314DoxnAKbYUSf7mhupBJaWQGuHtiI0+l1HSKRY3P0HNoKSk0ly2u+OP0fgTtLHA6Hw+FwOP9liP07Ydq7nXF/7ZsYPvJVfPHdFlyWOyPCyfaPzTchKe6s+gTPrys2BBghsoaDuw3EXm5wsBFMQgu4+wXBxrUZnnhtHDp71s5/EtmHYPDk0YjwLMfDHLkhlKFTQyFVwz6gMwa18AbMzOEaHoM4Owkyrt7CzRNHcDo3Gh8vm4w4WxZzoZdDq4NZaACCfO2hnxrUAHN4+IfAi/lE5UXMWWAhJM/C3qVfYfX9bP2YMmNEVtZwZu/19nH5gysK/g4iEey8fBBoo4BcUgm10cIPZjZ2cDCeAqYtxtnlv6Jo4jL88tMSfPZUJK7/thAz5y3Huu+24lrHtzAqrsFspRpIVYqrZ65D3GIovl65Et+8NgSiPe9jyhtf4PuNB1EYHIj2HUJga2y5szRbW1vBqmZykhZZZ3/CvM9Pof5yHiImUxs7Z9hYOjGHy3heG+f34M4Sh8PhcDgczn8bIjd0eeULfDv3NfQILsLGr2Zh6vTPse1qTgNn4ZHoCnB521GUGk5NIbKyg7WF4LUQFLIKWER3xzMDmtQbMmYGl7A4dHPTIa+02hRn1xckYveFUnR8Zgx6hwvOgBiO3lGIae+KG6d3YfORLLR69S281MGDGewEVVkBHqQqENC5HZp4M2ep6kH1EMHS1g4WzLEqlyr0K7tRaQaOX7iPsorG13mzcrBB/SUs/i2YsyS2soGNTgNVhRKaugvPGUFQ51zE99ucMKxHKFy8mmDc9LcwY7A3Lq2ehWe+TkTfUS3h1KiXS5AXpeJCeh7MQyPh5hmJEa9/gk+f6wn5nvn44KvdkDlHIsDVaNEIkyiQfO4wEqSG0waIYGFmDStTi2BwGoU7SxwOh8PhcDj/ZVDhdRzPcEDXMdPw1cLFWDx3EoLzj+Hb7ZdRWWcY2r8BqSArN9qjieTIS85HTNvmaOHVsI9G5OCKYDd7ONkZXBJ1Oe7eTIG46QA8PaQtnCwEs1IEGycfNI0KhvJBAWxb9MewTuF6J0YlzcDhNWuwN80FQ4b2QpDT7xn/jwepVajQadGoL/OXo0H+rfM4JfKAl7OwjqE5XEI64NkZb+Dp3k1hhztYv+E0clSN5ZsWZTn3kJacAQdnW/2KgCKHKDw560u8NbE7vEozce3CRTws+NeWTRcQBgmqFEY9gpzHhjtLHA6Hw+FwOP8hSFmIc0dO4MLtfBP76dRC0iSsW3cZZWJLOPs3Qf8nJ+P5wZGokEr+vD10dDIUp+QbTtg7K/KQcMMcTUPC4Fg7tqsWrQZKjTVcqp0lMzuEte6DKeP6oAlzrqo7TkRW9giOiUKoYzGS0nIhVxYj8eR2zJ/2DGauv4PYkU9iUHwwrOsvSPEvQvIKZGnU/1FnSV1SiNyakY06VJaXQiYvR6XS4M6wfPOI6Yk3Z7+HMa75OLB4Gt77+Uoje2LpoJZLIcktg0KpMaRDBGu3WDz59mw83c8NZ35ajK/WnkRBpZHWqJUoL5RA2nBVi4aQGtJSE0MxOb8Ld5Y4HA6Hw+Fw/iOokXfnOH74+G18/MthZJVV9eroNHLkF+RColBCKVcZNnPVIYcZ2B+sOIV8pRbyvIdIuOaEIfEt4CgSwczcFp4ezpAVZCOnOAvXjl5BlvyPulE6aJTV9+ggyX6Aa652CIr0gUXRUbwc5QIXF6PDuwPekwUiPsLQ6yS2gJObO9xdbGv2BNIjtoV/bAvmMGmw89MnEe4XhvaDJuK7U76Y8uXXeGt8O7hbm9U4V/82Oi0ESf5J/W2PhU6thtKoU05P3jL0Cw5Ajw8PoUCIjJk1POOG4JNv3kZ8WSr2f/0FNiYUNRrPymt78Hqf9uj90WYUyphTJBKGPrbDM69PR98oGX77+ntsuZ5bez8xJ0ulhcb0Prj1ICYmvrDDvwJ3ljgcDofD4XD+I5jB0TcSnQaNwOD20XARVjbTPcRPE/vhvXX34Vh6HV9OfAnzN92EHM4Ys38PnvNKwNt9Y9Fqyk9wfPV1vDciVu+YiG1d0fXJZzDIIwlff/ErSgJD4GNteuK+yDIET7zeEyEmOotEluEYNKUTAsw0kJRq0SEqCnFuEuxdthw7pTawsTE6bKMw7vmRaKcfavYoxHAOj8erUyajWxNf2Nn2wHsrd+BEwmq83CMcDubix3KU7F07Y1x8iGEFORHMbTvh6S5xsGDOYl1EsLDvhak9Y/Sb+f6pMIfFuWko4jqFwMno4SKRNUJbdMeQgTFwFpUj834J3F2dmOPYCiMGt4RHdRTZdQE9p2LpsrFwtrKBk511w7RrNCjPLUSR2B3Ovm0xOL4ZHKp79kRW8G/dH2+8/CTa+nvWDoE0ILLwRc/RfdAh1FW/Ca3Qq+ffV9h4tuHsLTNHd4T07Ipwd77Awx9BRMLi6xwOh8PhcDicfx66bBxYfR+x43ogwKaema7LwI7l99H2+d7ws6hEemo21JY+CA10/H//mq59eBDLk6MxpW8QhJlNuqJE7L2rRKuWTeBXZxk69lv+NWy6a4F+nWLg8jiLF+hyse+t5/DichvMv70G48MbW0NPh9LcO7ieQGjdPw6O5rXyk2Scw8lET/TqGw5hkb/fg7R5uLA9EUFPdIev5WPcUA+SZeDo5TLEtoyCj6NhrpeqBDevPoDaORzNo92Zo6hA4o7NKO84Gh286i7PQSTDnX17oW7/BFq6/zlzxf5X4M4Sh8PhcDgcDud/h8d2ljgcPgyPw+FwOBwOh/M/hw0C2kcj+HeHFHL+1+HOEofD4XA4HA7nfwpRyGC8PXsiWrg2nNvD4RjDh+FxOBwOh8PhcP6H0EJeoYK5tRUszHm/AefRcGeJw+FwOBwOh8PhcEzA3WkOh8PhcDgcDofDMQF3ljgcDofD4XA4HA7HBNxZ4nA4HA6Hw+FwOBwTcGeJw+FwOBwOh8PhcEzAnSUOh8PhcDgcDofDMQF3ljgcDofD4XA4HA7HBNxZ4nA4HA6Hw+FwOBwTcGeJw+FwOBwOh8PhcEzAnSUOh8PhcDgcDofDMQF3ljgcDofD4XA4HA7HBNxZ4nA4HA6Hw+FwOBwTcGeJw+FwOBwOh8PhcEzAnSUOh8PhcDgcDofDMQF3ljgcDofD4XA4HA7HBNxZ4nA4HA6Hw+FwOBwTcGeJw+FwOBwOh8PhcEwgIobhbw6Hw+Fw/gZoUZpyHQk3b+P+wwCMeLUHfCxEht84HA6Hw/nz4D1LHA4IsrTd+OKHq5AbQv5xKHNw4KtfcLFCZwjg/LeikaRg246juJ1RzjST0xBWXm+sxeA+wzFh6mxsTshEpdbwE4fz/4YSOSd+wbJzuYZzDuf/Gx0q0q/g+I2HqFDx1uTfgTtLHI7sLn58+TUsWnMZWf9Io0uO5L3LMWX+Gpx9IDOEcf4r0Upwa99aLJy9CqfTy6A2BHOMEcG2+dM4m3wYM6ItmYnKaRyCIvkOrmXmQc6/k/yFEJTpJzH39U+w5PBdaAyhHM7/J1SZgb3ffobJ7cPgYCWGSCRihzPaDvgKV4u5lv4RuLP0D4a0akjLS1BaqYKuzkcFgkZZgbLSMig0v/e1QQdFaS7SCyRQaeteq1OUIDu/vEF4FQS1ohKSChX7qxF0akgKSyBVqBu/xoCWxbcoLw/l8rrXkk6DirJCFEnk0BoZA0QsvLQQEmVtoE4lRW6JouZ+nVoOSaUcalkJMjMKDaF/DFVFEfLLZKgrAh1kxVnsXTLUF69OXvxImamYzKQsv4j9U7Nnp+aWPEYeEZMPk3Ule191ckkHpVyC8kpmbpMKpQVF0Kh/r3Jk75QxvSiugLrmlew5TL7lNXJk5xIJKlVVXiXptJBXSiBT/UFLjMVPISlFUZkU6jrKyXRTIYdMrjDIVIPKwgJIayPUACEfi9g1RVJlXT0nIW4VqJA9QgeN0KoqUFJc+YcNHZ1GAYlUArn68WQglEsZu15hSge0KkiKmd5K/5U+TqYHijJkFVSwXHo0pC97hShkea0xFhorN5XlLF9K6odrUVlajIKChrpLWiXKysoglWt+X86kRnleLsqEOskQxPmLEMpYYSI2rz+EOw/KDIH/GoK+yCulj6Hj7J0l2cgsZHVI/Us1FcjNrP8BgNUn5cUoZrpTBauD5JWoqJA3qDtNIZS9svwCSFi7YPw6jbwMuaxOr1Q3/PpFrIyV5mYjI5PVK6ztqds2MlhaK6SVUJq4t3GYs8TKTbbq9/VaqKvLCll7WvNeHVTlhSg1qmNVFRWoVD6iXdTKUcDS9/sOMKtP5eWszSmCVFkvPTolSguLUSKtbRMFnVFWlLJyXgxZnfRXtTFl5RIojTJGrShn96sMZ0L9I0FJZVVeCnlTXlzE8sZ0vVDd/lbXMxqFFCWlst+RX9325w/D6h9pUb5Re9YIgv1QlItcoX40BFVRJc8iJrNHQRo5inNzmCzq6YNOjpKcEtS+num7tAQl8ur0CPovQ6Wsuv1j55UlzO75V9KrRfHDq9hz6Q6kLkGIimmCJk2aIK5TO/SdOhRN3cwN13EeB7PZDMPfnH8UBFnONaz6ZgF+vaWEf6AfPBysIBaJWKVUhCu7VmLhzzuQXChFXuoDJCYmGo4kZmzJYOnoBHtrC4hkKfjtvefx6uZUuHr4w8fTETaWZhCRHKk7Z2PCvDOwDQxHsJcTrMxr5wxo5YU4vW8jDqXbo0W0JxoUS2ZgFdw/gaUfL8OxjAJmQKXjXk0c2JGcD4WZDVyd7WDGKrgHx3/EBzMX45rMET6+3nCzq0qLPPcaVn7+IX48Vw53P3/4utnBXEyQpJ/Fz/MX455nR7Tys2N1VD6u7ViM1/fbYGS3QJizhjv17Bb8cj4PwdGh0F7eiZ1pNgj2USHrnlE8Eh+iBC7wdmfxqD8lQlOCY8vewszduXAPCICvix0szABl8U2sfv1ZfH6yHM7u3vDyYDIzF7MskSF52yw8veAC7ILCESjIzOihmso8nNi7GcezndAsSIvzP3yC8Qv2QWvtC39fFzjYsPwwXGuMTlWOxAPr8MOWE0jLy0da0j0k3r2Jo/t/w7ZTWRBZ28HVIh+b9t2ArY8bdHlJRuljR54CLp4esEU5Lm1ejbW7MxDULhZuVoTKrASs/XwB7vj1QGsfCyhLk7F76W+45xSEWF8HSNMvYv13K3DkfgmKM42few/JaQVQWznAyc6G5YlxzJlhUfYQe7//Eot3J8M7OhoBzjZg2ckamQrcO7Qfp+9L4B3mB7PCi1gyfSaOSEQsT+8bnp2OMq0N3JlcLZgjmHttNz7+aD723NfA198Hni62+rySF93Dtp9WYsfpeygqysSDmrhVH0zXy3Qsj1xga67E3d3fYs6SEyjVlSK1+pqHElh6usPF2ty07Fl8k85uw7crN+NmWjHyM+rJNjEFeWVa2Ls6wVYoN8xUzL62H6u+X4fLORLkPWR5xXSsUG0Be3sH2NqIoSxIwqmzd6C0t4K6KAP3a571ABmFStg5u7CyWT8+QqObjXPrF+ClpZdYekqRVCceiXhYztLq7Ao7S6CC5evKmZ/i+4MpcPDzg5enM9NFprslSdi05Css33Yblj4BCPR2ggVTXUVpErZ8MRtfrb0KsbcvqwdcYct+IK0CWSw9Cxf+hFP3WTnOT6tTjh9k5kNt4QBnvQ4wfco8hjlT3sOhIgt4sjLj6WjdsFwZoa0sRtq9qzh+9ipSs0ugsbSDo611lT5RMc6s2YD7Dl3wRP9QqDJu49yFK3hQJoIHy1Nro/pIMBxkJflIvXMRJy9cR3qOFCI7B9jbWMLMSDcFQ1pamI4bCVdw+eoNpEgIDixf6sqbPavgIS4eOombqRWwcLRlv2mg05nDQijnwhWyYqTcuYZz51h88sogtnGCs62lvs76I2gr83H7wilcvJMFFUu7BTNmib3NnFU0wpMEJ6YsJxnXEy7h8rVklCjN4cR0zVqsQ3nGNWxb8TUW/HYOUitrkIQZrnY+8HeygKIsG9cvX8DFBwWALSujyjKUs+fb1CmnBpijXJJ0Bmt+WIXTScxhzjBuL+4hJbMIWitHVs6toJU8wLYPX8CMbRlwcPWGt5cz0zemWFoZss6vwtPPH0LIE/EIthdaBKazkjQcWPAJflbHYUCkM7ssH+c2r8Ive84hu6gAD+/X6lLNkS2FjYsrnG3MkHt9Gz5/ez7OVdrBL8CftQtMxpDi2tpP8NqbW1DkytLL6jwhn6uSJpS/PZj72luYv+oksivVsLBxhJu7oS5mbU1Z6gX8+MNGJCRlIDsjpW67xBwUlQWrTx1s6uiN0NtpKZbixqZ9uKZ1QrC4pO59iblQ2rnAy1GHO/t+wfKVN+HbqSW8rFk7nXsTG+Z+jvMe3dHRj5V5SQaOrNyEaxoXRAa4sfJXL0/U5Ug6tQ5vPrccGY5iFAj1vfG7UqWwdHGGk6Bv7NqbO5Zj6ty1SK1wRGCQFyuLgoy0kKaewVezFmLHtUJ4hITB19WGNVH5OM7qkE+WbkeutRcCvD3hZGPO6rlKJB3/FSu2X4F9WJxeh7TSDBxY8w02p/uhS5wnRMyuuLrpG3yb5od+TVxQcv8Ils35CmfLXRES4gNHK1aGDEkR6vnUs7uw9Woxi1MgHMzKcX79Qla/JDCnrhDJ1WkpULH62R0OlkK5Yo64UKcv+QF7HmSiJPNh3XQnZqOCrODs6sDyop7MBEiJ/Fv7sYDVe4dzBPsouc79SckF0Nk5wdHeGtrCG/jh47ewYHcSrAOD4OvM2nBW3+kU+Ti/YRm+2H6L6Xou7ulthQdIzxPqASfWRgt6pkPBtd/w7muzcKLIFt6sTXK3Z/WfSIX8KxvwybsH4dqnMwLtRCw9D7Bn2WLsEbdA9xB7vd10edt2nExmNluEP6wrH2LXwo+x+poU8vyUOvFNTEyFRGwHF0d7WJqsRFkaC+7j4P57aPr8Imz+aT7efPUVvPzsRPSKcgMrlX8ZxMp7XsodXD13DldZ3SVRm8HOyb7KDvq7IizwwPkHolVS0oGvqYc7q41dw6j7+M9o5/Vc0unUlHx0KQ2M9RG+W5g4LMkjqB1NnL+R7hXJSFt8g76fNp7aRfqRb+wQenv5bkoqlrPnFNHpL0aSr4UN+XV5mhbvuEbFCo3h5USyrMM0tU88jV+ZQBWGsFo0JMm4QF9P6UVe9hYm4sAOa39qO+gN2nyzgHRaOd3ct5jG9Iwj/6BI6jthLu27lU869qSSO1tpSocgsrL0olbDP6LdN3NJzdKYuncmtXGJoAkLT1OxRkuyB9vpyWh3MuvzM6VpdSTPv0GLXuxOAcPepzOZD2n/jNam4wF7ajJyNSUrhbfVRZe7l54KsCPYulFM32m0Yu9NKlWoSPpgJ73Vpw15mdlTQMvx9OWmS1QoU7MbCun4nKHkY2lHgd2fo2W7b1CJQmt4GpHk4V6a0rcbPbPmOlVI02n/og9pSJsAMnNpS+PfWUrHk0uZ5OrB8jnr8kaa1iWCHEzG34M6Pb2YTu5eTE18nE38zg6/AbTsUiEpy+7R4smdKajHy7T9TjFpSUrXv5tIzlb+9NLONCZvGSXvX0R9I9vR8ysvMzs5iza/M5C8TT2TudPWjoHU9dk5tOtGHqkM0a1CSxU51+iHd0dSYEAc9Xh7PaVVMPmwN1TmXqWvJo2iSe9soLTiDDrAnm/f4NlOFNP1AzqZr2SqpKD0c5vp7WFdyNcnkjo88Qp9dyKFFKpSOvXTa9RU0P8G91cfTNdjJtKai5kkS91FTzXzaHiNfVMasfgclTXMfoaOCm5uo5fiw1kTXe++moOVj5gB9OFvF6hMoSZF1gl6v3cTsqlzjS0FdxpKr325l1LKKyjtxHc0uKmr0e/VhwW5RI2hFccfkrx+fJRFdHHNTOrh60ysETRxL8iuSXd67uODlK1UU8nDc/TdG6OpiXcQNYkfTq/9cJryVRoqTTtNn41pQ24WDhTe+UVadSqV5R3Ll4JbtP6jydQ2JJQiWvanFxfto2ymu5K0E/TxE83J1cT7hMPCLYA6PfU5Hbqdry+X+ScWUs8IFzJ39qNe0xfTmZQSFm5IQx1Ymc27QRu+/4XWrl1O77/7Fk19+ika//xntOtKFumLjfYezeseQS2GzKfdly7R6QO/0ufvTKCu3YfQx/uFeFfD0nvvMH21YhX99vPX9MEH79OMF1+iqW8voC3nU0lmiIBO0KXLB2nl4u9o8dfz6aO3X6Fnp02lyTOW0IkHLJ5VV5Es+zKtXfUdzX/rffrk059p04Y1tPKXnXQnR151RUU6HfnxB1rx83L6+I2pNH78aBo3Yzmdz5Dof39cdLIM2r/yJ1r0xWyaPWcR/bJxPS386Tc6n1TIpCOgodw7h+nnH36kpQs/pVefnUSjB02kD369SlKNinJu7aW5k3pRqGcEdRs1hd5+fy6tvlJA8rJ0OrluGc2Z+xm9u/B7+m3Tr7TgzRV0VlpbFxmjqXhIv0zvQx4m8hcQk61rKPV6cQEdSiyg8rSjNHdMD/IXmZNL2EB677sjlF7Oyqk8hda+2IlEYh8aOms/ZcmEdykp4/gS6hPsRm4z9pBEI2dt0woa2sTLxHuMDq+29OqGq6Rh+nRn6yzqEORElp6RNHzmarqZK61qm5a/TYPbRJOvfxsa9e73dOZhCbtepy9/c0aPp9ETJtCQ+KbkbudGUXr9P0qZFRpSlibRullPUpCjpel3uwRTh5GzWVqLmCbUQ3qTvurehKxFJu6DL/WYe5BkmlxaM60HebceSz9fyRdqQrqzZjp5WnrQmN+S2TMVlHFmFT3ZsgONX3CI1Rn180ROWWd+pnGszWOOh4n3sMM+joZPW0IXchXs8kK6+OsimsTiZesaRwOf+5i23ihguiyn9PPr6Nn4ELIRu1LzJ2bRnjtFJCvPon0/z6T+zQPJM6o9jZ22gi7lKUgtzaRts8ZQZORwWs7qH4WOlf3Li6ithyf1eP8QFbLzsrtbaUK7APKYvo0kWhVLx080vIkPuYa2p2cXbKPkEhYfA+qSe/TDa+NpxFsr6WGJjEqufEc9Au0bpiWwAz3z7VkqUumY/Z1HJ759g+K8HRpepz88qXn3Z2npucyGeSNIOmUfTe8abuK+qsPCOoj6TPmUdt5lepx+gRbNnExtPKzJpc0T9M783ZRcKqWs00z2zfzJss695uTk345eWLi7SteZdNNP/0STBrejYF9W/436gDaeYXW2upBOzu5PDn6d6LMjmaz0yillz+fUxj+Qun17lcVQQ8X3D9IbveJpwPSV9CA/hy4sn0LBdd5lfDhQ00FT6JsDyVRpsg7VUOFNlifdutOzi44x28R0+f7T0Unp7r6lNLF/Bwq0FuLpTrHxw2jq0kOUa8KO+rvAe5b+yeh0UApfZlNu4cq5S7ia64fBY1rDTqWGvbs3zCuyke0Sj7ffexPPjRuN4cOHY0jv1hDlXMTOY0WI6dIZzSIj0bpbPGJDnZB1ZQ9+O16CqI4dERfkAbfAKES4miPlyn7sPpUBm4AoxIZ4wNpMBK06Hxf3HYG25VAMjGvYs6TVaCCyc4efrQx3HqjRadrHmPXSeH0chg8fgNZuEpzcvw83nOIxqUcUfEKaoVPrKNgXJWLP1t247dUBEzuFwcreA0FhftBk3MCZo6eQaN8Ewzo3gYNlBa5s24c0cRi69moNT2UyNv64C/cr2+D5aR3hKs3Gkb27cCDXCyOG9kSL6CZoFt/X8P6qY3B8AHIvXsX9rCAMe6kXgmzqfRXRQd9lXpiTiIQLCbj20BzNu7VFTFg4Ytu2RoSLBvcSjuDAhXKEtmmNaH93uAfFIIz5LA8uHcCeM5mwC45GbLC7/qumRpGD8wdPwaz1EPRrEY6olq3QtnUMHHKP4MdNF6Dx6IDu8YGwMfqIRBo1JMUlsAhugT5P1Ma9d5QIVx7I0GPaJ/joucFo2SQMMU1ao+/gIbVpfKIHQsVluH8zC049RmNYrCskqRexa38q/Nt1Q7todn5jFxbvuwbffs9gTDMnFN4+hS37L4BaDMCT7XygIic072v0zOpj6EDEOuTj8LbrsI6JR6cW/qgVnwiW9m4IbxIF5/Ib2LTlNKQh8egZ6wFdeRaOHLsCWXBH9O8YCLHOEa36Gz+/N6LFOTh5IhU+g0ejW5ADnHzD0apjCwRZ5mDn1q04cj8Io59qBXudBQJb9zS61+gY0AXe6gLcvJADv54D0D3cCWKv5hhsdM2w7uHIP3kYZ7LC8eTkjvCs01NRhao8G+eOHkWqU3tMf+stPP/UqNp3DBuEjhG2SLpyAsdy3dC/f3v4WqihsQ1FT6P3DOoahvKLO/Hb4RuQ+3VAr/gmiGR51bNfbbqHDeqJEMtS3BJ0qWtPdGrqDSvjr6ekgUJlDv+m/lBfuYh0h6H4aOG7eGaU4f4+cZCf3onNRwrRYsxQtA8PQpPWbdEsUIyr2zZh05ESdBgzBHE+bggM8oNlxUOcPnkc55Lc0e/JePg5eSCyVVu0CLVD8tHd2Lw/C01GDEWcsw4iG1e428iRlumEJ2a8gxkvPIURQryH9EGUZQFO7TgHVUQHdGseCEf3IESGu6Lo9mUcPnkHYr9miG8WBDuh+8oIkmVg7+K1uGAZiyfHjsSIAd0R56vFld9OosQtBu2a+8NaLPQs/YrbVq0w8InOaNWiHbp3joR08yIsSfDHiFGt4MryTFOSiA2LdiIzqCMmjBmNIf16oU2kHVKObMaa0yVoGt8CAY5WUBTdxLYfNqEscjCenjgMA/v2QJtA4OLPi7H1hj3a9WwOT6sK3Nn8HVYXNcHMD19Gv25N4KjIxv2MErhHNYWffSWur1mEbRXNMW78CAwd0AOtXMqx6afVOIFojOoUCgtDGh+NFqXXN+HFVVK8+NlbGN+rPYLspLiWmA9n/wiEetoBpQlYNe8YHPuOxNhhA9GnWyxEN7dgzsobCOs3AB2bhMLLuhyXzleg5+sf4f2XRqCNny0Kru7Dul8L0Pet1/F0v1YIsCnF8Y2JCB/eFYGWpr7Iq6AWu6GVkT7W6CXL4zDzTBzcdQ8uLTujS7tmaNauHZr52yE78Qh2H8+EU3gLNI/ygZNZOa7v24mzd7Og9W+OtjFeEOdex9rtx1EQPBjTB0XBXE1wC2b5We89VUd/tHTXIf3mFaQH9sSLPZnsPQMQ5meDjGvncPRUEuybdETn6BAEt+6IdrEBUKZdwPZNl2Ed2xGdYp1wf/1MzD/XCnN+fAcju7ZFkwAx7rF2YOux88jxikff5h4wt3RBbKe6bYH+GNoHTa2KcHpPAquje6FfU6+anhI9ZtZwC4pA2179MXRY9X1D0D3GGQ8f3sQdm/aYNqo9zPMSsGPbbTg17YYuLb0gu3MQS3edhl2P5/B0GzeUJl/Czt0nII3ohpGdIvU9GrXooJJrYBschVDFHVwtDMbkmbPx2uSq9nv4sJ4ILTuHdbvPQdSStSPNAxAY3RRt2sXBq/IKvv1pKzKpPQYPjIGHizciWdsjz7qOQ4eP40F5FPqN6IhWTVuiQ7Ng6O4cx7pNB5DXcgSr+12hKEhiab8CEavPu7Rg7VDxFXy39AQsw/ti6JBoWAujPDYcxB37znhtdCu4OXkiMMQTigdnsW//UdxHENOPKDgI9ahGgsTjl5BtHo5eTG/tWP1lHR5fK2t2DO4WAcX5vdjD9LfVkH6IcRZDDVtWD3XBEKPrqo4h6BpBOHF4L646dMXzvcLrlTOCVi6H0jkCTd3KcD3PGgNffh9vv2ioq4Y/geaOD7F5ywXovNqjd1/WZrVtg9Yx7sg9sB6bLqbDo3M/tPFxgGtEC/QePNTwXlZPdGsKXfoVHDwvRSyzlWJ8nOAcEIfO7WLhoczCse3bcdk6Ck90YvUHUrHll+NQ+XdldUcQNA/PY/WeoyiOHYVXugZAln8PB7btRKoLa4u6N4Od2A4RPfob3mV8sPe2ssCJ1buRbtUaA/o3YeWrftmt7lnag7NXb+La2SPYsysFFoGB8PN2hKmi/u9DUGYewaxJb2PVhXso149hZDZS5j1cvpwCyw4D0DPEQd8r/rfD4DRx/oHotGqqKEqmQyveoqb+zEK3nEx7C6v6JnTlyfTz9CHkE/o0bbpVYPhSSaStzKZdsyZQqFlX+nTLHdJ/ABTCFQV0bNlUivPvT/P33CeZ4QNByb1d9Hr3WPIPDCL3JmNo8aH7pNTqSFF6hZY8O5F+vlps4itPNSrKPPwlxQZ6U6tFF416TdRUcO4nim/iTRZjV1K+IZR0Kiq+upFGtw2h4Dc3koK9R0CrrqDkIyuofwtfMh88jxKlSlLLMumnqd0opMc02plYRrrC0zQj2Ju8XtxDxew2bXEiLX6pL9l3fo32PywxGUdt6Xn6MNadbCLn0w2F6VQopfl0df+3NKJNIMG8F83fm8TSL/yiI2VZKu384hlqYh9PM9dfpwqN8AwdFd7aSq8ymfkGBJFH0/G07HgyqXXC1/vztPiF52jtdeP4aKj45koa6OVPA17fSzn1Pw6x+zQqlZHsqig4MpvCQlrQuwfSavK2AToJXV31GoV7tqcPj+SycyWlnf6BhoW1oafnHqA8uYpydr9FFtYtac6pAhYnll8nl1HPpk3piUUnSZ8c9nRpdholXk2kUmMRsbxKP7+SRoW3o6c/OUR5JuWnoYqsS7R0Sm9yC3qONidJSZZzjZZ9/Rn9eCqdTH+EktHdDW9SiEcMPbst3RAmoCVF/nn6pFcUWYXOpuv6bgAl5STdp8TEbPZXPdSFdGLB8xRn24Xm7H5gundDfpMWtPYga+c36ERxgz49PWppNq1+dxjFPvEBnUit14eq05A0+RjNGNKcLAOfp10PSw0/1EWrLKMHuz6kOLEdxfX7iq4WV/VhGKNTl9KFn96kNt69ae72u418SWRokmnloDCy9xhH2x5W9XToUWfS5hfbkdgshmYdqylRrFxn096Zg8navButuGmIv1ZJJbd30PMtQ8nSYjLtya9Nu05ZQCcWPUv+zp1p/sUyQ2A5XVs3k+L92tEbaxNIXqUYLFxG9/cvpH7hIdR35hbK1/cesserSujyxk+pu38AdXt9NaWW1s8dpvPX1tOg7tPpl5uFhjCm50opy89UysqTVOWXvmcpktqP/ZnuV1dUVERH3u1MDp4v08EcoW9JSenHllKfkTNpT4qR/LUVdHfH59Qlrgu9tu4qqbRaSt3zGQ3s8T4dz6r9Ak6koPtrXiBf//b0wd4UUukK6Oin4yhq+Cy6IPRsMrTyfLp58yol5chJl3ecXooYS9/fkup/E9DmnqW3uzUlh8i36GJFo6WxHqys7Z9N3oFjaWlCYVV9oJXS7Ss3KCmtiGk7K19bp1LzcWvooapaGZSUsu1tcrZ3ps6LLpOclZX7+76mfnFDaO7Ou1V1uU5LD/d8QQObPUUrz2RQVbFUUtaOrXSukZ6lKjRUnpZCibeSSFL9OgGtnB4cXkKDQjrRtMWnqdgQF628iM6vf586OjapLf+qUrq5ZSZ1cbMgj1ZD6esDd6nwxm/UJ7I/vbYzxVCH6UiWlUQ37yVTSU26qmH10+HF1D0mgnrPP6KvM4Xr1bIcOrLsVWrhGUSD5+0naVUFzIpfJd0/uJQGNmlb9WW9MpGWtrEn39g36VCmUDZYjVZRQFdXvko2lubk1fdneqi/lYXn3aIziVkkN64YWP2YeXIF9YxrRSOWnCZD8/M7sPrxzjYaydosv9c2sTxh9f+dzTQxOo6Gz9hEqRUqyj/8KdlZx9Lbh3OF1FDelfU0umMz6vPxdiqWma53hHrw9vJhZOURRTP2GtfxCkpZ/yLB2pHivzhN5YZQIR6ytJ00wV1MYf1XUUr1YzUyyj23grrZWJJb4Id0tsTwg05O2Ye+pCaurE5afJXlDSuTd/bQc73aUMcZqyitjOl+1mYa6uhDI5dcJEHb1Q/30ajmwWT25CrKq3oIKQtv0tKp46lDtB/ZewVT74/3UrZcRzppGm348HP68odzVNogn6vQKovo3MLRJLZyp4mbk2vTqMyg/UfvGfK/Gi3JH+6n55qHkM1Ta6nAENoApv8Pts+kJi4t6eVvLxq1WTrKPbWQ4kX+NPCF3+hhpeFtrMzd/PFp8vKPodf3PjSScy0aZhudXPE6tfKpX/+xMnP/ML06sBkFPruIUkoVpJVcoDdZHNsPXUI3Wb1XfOF7ahbK2ttNQq+ilspTT9JbT7Sids9/Q7fzq+pvrbqMEg+epex6L9dKL9A7LYKpzYDldNtk2a3uWQqo7Y0SOVNkB1annMww6nn/M2H10rbpJkaDCIcFub66n0oMV/7d+BsPIOT8HiKxOezcQtFrwnOYHh8JZ60KSsNEeZGDB5q3aYpAeTruJBcLnVB6xDb28Av2gbedDsx+qFJzIdzSFl4+3vC0qjqvQol7547A/MWV2PPjO2hlfh7vPvM+Vl7NRUniBSSFTsKQZi6P+IpgAZ8mbdDFwQq39l9DZs2kR3O4+gUhxN4epNHWTpAUWcDZ0xfujvZ1xtuKze0QHNsScUF+MGfXC9E2t3BFbIsYVGY/wLX0PP342YsOT2DRuz3hwiIkEokhZoennxu8bCxNxlGs00BWSvAZ0QYhVqZTYWnviRY9R2Lqk33R1EIDdc2kWBEsHd0RHOgH92hfJlMXWJiJwCxw3L10BvZTf8beFW8gVncSb058H6tvFaHofgIywp/CgKbORvExg0NgBMJZ7WMSkQhmFhb/2vhjEUGrUoKcm6F9jJNevi7+0QiPBe6lJaG4PA+3zlyD/4T38UxHdxYnEcRiM6ZXbgjzcdXHUVOZj4PrfsCKQ/l1J2SLzGDn6g2PQEdYsfw1MxlBdo1fa0yZ9RaGizfijY/W4khCItTi9hjUzr+RL19W8AoOg6W1P8J9HA1hAmJYuXkj3FUYG24IUpTh5qETOHI2B3LjuAmwCFlZWcDC2w8Bfg6G+Qz1sPZCTHwIRH4B8HBsTMJMJqYTp5eBvXcw2voGwqNCWGyj7lThasSWTggfMB7jO7pAUZqFUhPrYLOsgk6hgWWYP8JCXNGIOrJ0+aPz6E5QyW/g3L3C6uLLCoQbolqFsnMtNEYroYitXBES6c3y1eiBYku4RLdArxh32BArT0Yz4EUsrv4h3rCyNuorFtkhoGlz+ASrcC4xFYrqVUZE7DlC2n0dodFpme5XBYstnBDavC2im7izZ9eG10BSJJ0/j7QcKcuj6vcwPbe0h094MPy8HGrzmFFVlqsDzGFpawFSK6EWFFJdjDsnziI1VwpL/bwHA2JreAaGwNlOgstJWVBrS3Dl4H6kK61gVedLvhX8YpvDX5qPO7ezIIUL4np2gdu179ErrAveWrkfd0vtEcuuCfW2hDznAc4U7MOMjn5wcnLSHy6RfbHkbCIqkhKRmFs9Gf73YHVjy24Y43wMb/eMRu8PfsHFB5UIb9kUoYGuTNsrkZpwFbe2vIhm7s6Gd7E6fcISpmdluHshCUW12VwLk5Nr03aIdj2LaSNGY+rstUjIVcBn0BNoZ9e4OaAuy8D21auw9lRR3QnvrI2xd/eCm78jrO0ta/RIbO2EgLAw+DFd9Yjygp1QmC2c0XTYR/hl6zfooDiDuTNnYObSLbAZwOrPXoFVdRirH9OvnsLp49chVdRPgBgW1qwusfBldb0XOxPeJYK5jQdi27ZCUBDTM6bb1eokMrOCq7cvXN3tDAF28IgJQG7ij3jr+dk4miaHhZ0HmvXsgZ7mZqBKlb4Oo8o0bPt6NY5fSK+7SIXIHE5unrCxc4GTrbUh8PcRFsGRUDD6tYyANYuvnUc0mrS2wcPsROQW5yHx0g24j34H07t5sV/ZPzFLmdgFQZ5urM1oLE9sENV9EFpVluLmpWSU1JQhKwTExCKInWtYW1gTzKRl4xeCpsZVpoCZDbzbdMYToUz6ak3tYhcia3gFBcHZvLr8mcHZKxhRQU64fSMRaRUVyEk4h/TIp/HKmOYQmicxi7dQDgOj/OCqv0eBjIRbQNgA/Lj1V7zX2QHHvhiDSfP2sPYlFZIgd3Ts3RROjeyPJhZ6+Nq2hCdVIi+vtGrVSyrHlV8WYP7FB/UWVRLD2sUDwVZWcHexZXJuBBY/t6bt0dlfg6y7TG4Vte21XXAkhBGgepuj+tlie5aecH36GsPMyglB0RHwctciv0RaW18K9b+rJzxdWdtfFcJUMAptevggv/AmknPykXr7Lmy6jMfb/QP1ec8ynsnRAT4sLfbWwl1qpO74DK/+mAplnfQKUfNFYJgjzJ1sYGli1IMgE1vvtpj5/VHklJShPPcmts7uh5KLR7Bx8UGk/CXbiAgLVFSiwnBWF7V+4SLTreB/P9xZ+sfDjDkbB3ixCoS1B7WwytA90B+Obrk4fy+jzspXItbg1dgeNVQ1TMZQ8XFs+84M/bu3QvM+E/HVB8+ghdUJTGvnh4hhF9FlTEe4m5x4WIuZqw+aBdtBdPg8bufXFiP9Epf13qeHBZkKF1vZwtfShjUhBsws4Bsdh3aKbFzb/CM+nJ+CZ5Z/gHEhNuxuYsakFOVyZ3SIaQov+zoeoAEtypNu4ZRlf7z/VBs4GEJNIbKwgbOLI+zrWbDq0hxcuFyIkD5PMgfIF5YsTFtwAnt/tkDfri3RYsAzWPz+JMSaHcaU5p5oPu4qOo9oB7f6MtOn+c+HZAW4c7UcLZ/sh3gPQQaswXD2RVSYJ7IST2Djwk/wqXIijnwzEr5CZUwqSErLoHWKQasoD72OVORfxL4ftqO4scV6LKyZcWGjdxRNI4alXy/MWfE6rHa+gzc/u4G4kZ3hY9V41SQYx8JRd4I1Q9CZmiCCvDwfCbcv4VZ5JTOG67U0zJguq7BARN8OaOnn2Ih8BUdIMFxMlYfHhJU9v0AnODJ77VHPEJk7ws3HgRn0brCzbuh8aWSleJClQkiHfmgT7PoI59gSvpFN4K3OxMmLyahdA42lob68qhGC6/8ktoFLIDNI61QaVQhlsy5iOLj5IMhZhOsX7yJTVbccN0y4CJZW9rCxb6xUEXRaZuixw9hR+1cgmRSZWaWsrNd/jhj2Lp7wtdchMyMXUm0h0m/kGBmXtVj4BiPaTglZurAqoxk8Oj2DjWs+xSCnDPz8xpPo1XEAZq6/gEK5CiV52cjV9caKhDyUl5dXHZIKKARDVLcHk8Mf38g28+qGebs34N0evri5Yjq6M6N+7NxtSClWMAO8HBm3c+H/5CrmrBneww5ppYK9h1D82zj4myxCIjgFdMLbixbjmY7AziUvo71/L7z0/VkUN7rSnQ7FaWdxcO0+lJoo53r1Eepe/SIeVWHCyqN3Tl+DIvZJjO8ZBXuDCojMLBHS6WksWj4ffWySsWpVPlp06YDAap2Xl+HBldu4cqes4Wp0pEZFmQQU3R5dm/sYqZUYVrZOsLSxNZwboY9c1Z8Q+2HMqmM4/PMsjBs3Bu2Cqq43c2SOSY2xqUXhg4vYdi4BmQ2WmmPX6PXZVr/Aw2NBCmQlPYAqLB6jugTrg6yYgxYVHYySh2eweenn+LyoD/Z8MxYBgtOgX42yHCqbEMQxp8PyERstmwdEoaWrGmVnbiNbUisrvbNl+LsOLO4NiqKAuT08I30NJ0YI1xv+FBA7eqBVRAD871/D/g0LMfVjET7b8iG6ewkzNrUsb0qYUxiDJ9tH6J0DdWk2jt9JQ3lwK4TGdMX73y3F9AgLnJ3zBJr2fhNX0RSxAfam46qHGftOrrBh+lxQJNU7S7rcW1i18SQyi02sFqqPL2vD3J1q7YAGiGDl4Af/SDM8zL3HnAijVe30jorhbyMaj181zFGztYeVjRrF0sp6qyvWlaFIZI/oli1A+Zex9cfF+CrRD598MAnR9oLEhGkT5agkd0REhcHJjpUJzT389t4yZDWyGqzIzJw5/MKiW6ZiKYKtRwCioiKY88XaIO84DP/gC8waFQCJJB3Fkr/CbbGAT4su6GdnwqayDMaIvnFwN5z+3eDO0v8CYjt4RPnDvOYrrYAFPPzD4OEB3M3Mgby6a6kaZiSaCQ1IozWFBgVn9+GgfRMEerCCLnJA3IjpWPzB02jibQ+hK0RVVo4GHwfrY+2NZl2imFGWgrS8hhWgpYX5Y/WaiCyt4GhhWfMFR/gK6BLcEs1aa3H8dhY6vTkVkzsG6n9SS4R5JgeQoPZH3wHt4K5fmckYLRQlSdh7OBEdZk3HhAaf4+ohsoCjrw/sPWq/P5FOiewHl5Br5Y+xk3vC31F4hwb55/bhiEMMAtyrZNZ8zOtY+sFERHjagsLsoCyX/L7M/gR06gqkXbqMy/Yd8MKE7nAxfE03c3BHi2Zx8L97GVfU3bH2s/EItRVWPVOi4N457N5zAyEDeqFHWFXP0qMQvqjqatYyfxTm8OrzCr54sQPMVSWswWEGn+GXfx1hxTBr2DGnWVlaCSP7Xb+CWHHybZzPskHbPj0R4io40H8xlvaws6mvZ8bomNaZwSkmEj5OdTWedHKk372EFLEXxjzTG8FONVpuAhHso1qjl7kWqtvZKKvXHjKp1KzY9kiYTtu52NTtcWoU5vwwZ6mVpydc7mUjR1bfohbD3MysjqFmbmHFHKbGHAdz5mM6wFyWjIu385hcjNFBUSljzu9jaoi5JewdbWGprIRUZso48Ear6BA4mtnA0Z3VWRqJfgn0+pg7OMG7aRArJxqUFang0eE5bEy6jB3ffYRezjlYveQrbLqYAwe/EISKk3DxVh4a7JGlKEOR7HE1m6AsKYbKuxs+3noWJzYtwyvxTrjADM7v99xizp0zwtoEQ3nrBh4W1d9pSti6oBSKRvxMtVwK84hBWLJmBw6tm4/hvXXY9uoUfH44p56sHw8dazv0oxBqIEizziMhTYzRM0ahqf5DjBHmNgjrPBZzP/0QozsX4PtvlmLXnaKqd5tbwIEZicIy0gpj5410kBel4Py5PLSN74b4ACejMis43zawYG3A7yEy80avyW/ivcmt4FD9AAc3hAQ8jp4zJ17oCa3fVjaGsK1F9l2cvaTEiJHD0Tmgqh0RWzsgpnkrRGXexbXSpljw3kTEuljq66WS1AQc2H0Oju06oW9z38Z7kAXsI9Cqmz9kigwUl9fVNqGsWZpXrZj4u4is4ejxGM6fhTMiO7aFt8t1/HzBGp8cmofBQXYsnWpImROzbdtxSNoOxoQuguOlg7QwGalZGfAIcNPPsxV7dMXc3esxpV0QfCxtmQOthFz5GNsNPC4sX9QkbLrxaKxtPRHEHNH80izkSeV1rxccJguzx6z3/gVEZvBr2RnxqhzcTbLBcy8+h16RbhCLCJUFD3Bix26UeDTD4F4xcP49w4eVCc0fXUKdOfoOrg6wc/ODs+CM/ekwBy3mCXw471k0C/eDk77Js2W2ZjTaTHofc4aGPZ5O/hfCnaV/DKxxZZVTwsP8RvbwEZBCUmPIiGBl5wQvaxc4sgqiQfXvaA8HJ+va4UmskVDJ5KxyM5xDhezkuyjVqKCpfp+FO9qPfRUL3hwF35sr8cGshdh/t7Ch0VAHa7j6scpCLDgPhiAj3L2djbrACWqlAlJN3T01BIRhN2UsLmJr5jDpnyOCjaMPwsIjYFWhg45EIGUpUu+ew/ovPseXv9xCTJ8RGNjMW9/jIyDs2SQtTMP103uxduVvSHDug9eGtWi8S78BctZwCXtaMXkIjoK5J3pMehE9Iqt7ApjMku7q41nTk2fpgY7j38DXb46Ax9Wf8OHsJTh8r6iOzEhegXLT/dp/HHUZ0u/dxKHt67HmQB66DeiL+BCX2orAzBY+UdHwCbFDGYujOZN0Rf5DXDi0Hp/MWYyT6iiMG9EdXvovYY9C6I6XoqKo0nD+O4g80GXCU4jFNew7cAPF9cccPA4qBSSS2iEUZsxQdrFjtbWiAmq94cXiVJaNW2d249tvt0Lm1xJDukfC3uQQhsdDLDaHrY0l1LJylMtN7OfEGjQ1cxh1zrawbdRJIaiyb+FKuju6DGvLDImq+GgqipCeehNHVi/G6sPp8O81Hr2iH2PJV0cPBPmwZ1izo+5nToaLfrnuWjSQlVcKc1cN5wZIjcpiKXRWFvW+bmsgr6hk6l2vBFrZwd3TBtZOIogaVCa2cLO3Zw5Tbfo1rLyqlGpYMeO4gWEiskNY23aI8MrGmqUrcfhmFivzVfHTyvNx9UYKSmWPN5xNZOeJNj3aI1x+E1uOPWAlsBrmUEhKoHBqgkEdIplh6YeOo3vCovgCjp1JQu0IFYKiMA8Vbu3Qt0s4HFCGa3tP4HZWGcjGH13Hvob5Kz5GN5bu9NQikE8UegQWYvuKxdh4IYnF0+B4aaVIPnMJidLHNW40KLy8Hzvu5jMlc0Bs76fw0fx5mNzWGTlpOZCprPUysk3dhdU/7cHtzDJUbXXGdLz8AU6yNJjcfprlc+GD49h1Nhs6R+YoDnoZq36Yg/HhRTh1I/1f2OCX6XdlOWQlxm/TQVmuRfNn3sPoNt6sDjGBGcvjLmPw8QdT0bLgID6at7/q67mZ4KSbQUnsmYZ94UhVipQbJ7Hu2+9xRBuE/kM6wk0o1zUI7YJcbzhaWxpvr8DCFXJ2PLoFYoqAvBKmK572j3ZO2POU7Fq16vekpEZpZgqundyDlT/vR3mTDhjcOxb21cM7xVZwC4lGULQzpKydEEY6yIsycP3EZsydMx87s90xdPQghLr+XstjDzd/NxbxhjWCUKaErRXqPEFRiWKJ4W9jSAlJnoTZ0VZGIwBYnSSrgKROvWABj8BIhLi7Q1OqZckQM13LwY1Tu7F01nysvu6Al54bhEg7oW1gzm1pNvISc4yGA4pgF9QHM+bNRA+3XKz/6kv8vP8mJPX3f/oX0bF2Mlfb0Daoj9icyd/JE24sPULVU6fmY/pjxZwJ65o6j+VNhaSRYWW/j5bVcxXsqP38wpwJz0hEtfGFTCfYCoCyNAf3L+7Gl3M+wncnK9B1wgS0DWis190InRRl2eWGE9PoVDKUCh+thfZPI0HK+R3Yc1WLZgM6IqjRoeX/JiJXdHrpM6z77mvMfG0qpk59B3MX/oStXz+NCOPVqf5mPOpTJ+dvBCkLcXHTMsw964GPFsxAZz/DOO06FKG4XIWylPNY9+N2PCjKxek0Z/Sb2BQO9Q05M0tYCfvCVOu2MH+nrBIV9Vrg0qQN+GymFIOHjcXw+CBY27HG7KUPMSs9Ex+uXIdvV0QibNYkNPM0rraFBj0Tx3ZsweGrKci/dx7WnZ9Gt5CGwygs7Kxre4sYKlYhlrDGqqrykePW7pX46Uiyfn+Ic1ekaDEpCu7CZkcMczsXxMXGIWTtBvww931c9RMhM+0+UsrC8NS0qZg0rDU8qod/UCnO/7IEPzKDSmvtj6Yd4/H84J4Ic/79r5W1SFBWIdfPwRCZ2yK0TV+EGn6phVCUuB6fflSOocPHYkj7AFjbB2PQtFkoTM/G7F/W4NsfIxH64XjEule9WyctReG/t6ckQwfpvYOY/80GJBdYI7B5LFoNGIS+HcNrG3E95nAPjEaTQHuc3PEt3pGdhU15FpLTimDVchimvzgBncPc6swZMQ2xiloOFZPH4yGCS1QPDOq6Hd+dOI67o9qiW6A5cs5uxvxNlw3XCDDjNe828ktTsOvrufCaMQPjO/pW6YiyEkUlwnAn/YUsDyzhaCuCIrsIlUoZcm/vxqffbUWWxA1RHbth3Lj+zCAx5K8yE3uXr8ChNONmUYa0U2lQ5ezA8i/88PJLT6CJW7VrXYXY0gZBwQGw/2k7lnwix2Ev+7pfoLQVSL2UgeCu/RDuzMoAVeLazpVYfTzFcIGA4CwlIjl0DKZ39GdpUSL7ykGsXr8dl/IcERvsimZDJ2FI22DYNTackRTIvHQAa3efQT4zYK5WBqPzwFbwajCMxxq2xvON2LskheWCTwfSKPDwzF78uvksCoV5Q4fvw7PHEEQ6GKdIjYoSCTMCqgwcpSQNh9etZg5+NtLPZSGk13BEO9WVkaBTNpbCni85OPrD99iVwhrv0gycf0jo2j8YDg2GHYrhENIOzwzvgUvz1+Gt6Sn6lc0cWCZrbT0Q3ZXlg4UFSJKHzDz2LJtClAnzwYQx/upy5GSWMx3IR06xDBTghOD4QZg47AJm/fwD1sd4YWTXEFhJMnD6bBK8OnVF9zgvZjRZILTbU3i6/R3sWb8K+2PexJBmvhCXJ2LfuvPwHPMs+kQIvRnFoMzj+PrnQrz9yni09BDqSDO4BHkjJNAN1m4emPDWOBx5bRnee/U+DjYPg6stk7fGGcFt++GZXsa12e9AGfh5zs9w/3gK+sUJRjFzRN38EBLiDRuWfscO4/B8t2P45uv3kXa5PaL8XSCMXlW7RKLvqKfgIhJDaicYfkoUMStZXZ6OO4UOcC3OwYmVq+HjOwU9mniyNLF/ohjEG4YK/yFYZadljoqq0niTTjN4thyCgYYzAapMxZ4VK3EkQ2oIqYIU+Szv1Ez/DIVWzHTFyQYS5pQUyZRQ5NzEik9X4GyOBh7RrTB63Ei0D3Su+mCgzMBuwYFKl0CW/wBXyhwxKYrVBTVlRMucGykzdhXQt4bMAbv+6wqsupin/7UGOWuLilzRtl9TeDD51Y2hMcQcMiV02lrTtz5UkYxtS77FzmupEAe3RsvYjhg+sBOCXYTZStWI4eQVitgIT+w6sAqzdLfgpipASnIWNDGDMG3GM+gb6w3jKXa1MCc//QJ+XLUbD0vLkHqtCEHxnRDlUS/nmK5Y2ljVNfBk5cgtqvpTKy/Ahf3bsOdMInPYSnD9bAUixrZCgF11LJmTIC1DEXPmaodNiWDtHYaeTYKwe8NGvDujAEHaPNxJzgG5xuO5V5/H0JZ+dfaFUqTfwm9fz4F0/GS8OLANnFkZDYofhVc/yEP6Bz9ixcLViI2ciaH6Mmi46V9F+GDK9KgxZ4mk97Dhy+9woUSOtLvpCI8djygfh7r1tdgM5pZWwsAaA1pIS4uMhjP/EQQnnjkrclY+jMwxa3tfxDWPxA/LtuPLmQUItqpAxr0k5Pt2x8tvv4ixHUNg+zh+DKkgK3mEG6dTIufGQaxctx/ZaivYMM1OvnQNkqbP4e3+kTVDY/8KxBZuiOv9pP74x1C1zgPnb48ij04sf536TfyMTmbW39molM4unEDeDp3pq4sP6NcZPcmV2RrCHjAhQ2bTufRyql0Uppyurp5FY4a+QfvvCasuGVCV0NmlH9Dw7m/Q7lsFpNZl0eanotgzzMkjdhR9ezrLaHUVLUkyztLHQ9pS0/7v07HUSkO4AU0F3d3zFfUPdRJWGGHPaElv7k01rIZUhTbjCE1oN4Sm/HqzNm7sL8md7TSozwiasu4yqQpP0PQWtfvR2LV5mjYkZBtWaRMQVnA6Q/PHdSB3Ib3RA+nNT76lXTfSqMxoTyjhuZU3VtILb86mBSu20Jlb6VQmVxu99/eQ0YN9C6h3RFua+tPFmn1bGqDLpA1PhrG4WpBXi3H0w7kcql33TEulD0/QBwPb6ve8OJ1eKzN50q80zqc7fbzpLlU8ZqQKjsyhtk0n04Y7hhXAFMm09t3Z9P6sr2jDwcv0MF9CKlML6AioS+nGxrnUOdCN5Y8ztRr3Ji1ac4ju55Q1uKc0ZRfN6NiLPttxj0nBGDVlXVhNL/YYScuOppLx+mKNopXT/UNL6Ik+T9KCQ8lUnnmc3omPqMnfBkezV2hXcnmtjpYl0Jx2PajvG7upQJCTopCOfvkWPTV5AV29dZI+/fBT+ojl/85z9ylfoqi9j8U8ectbFOpsem8VsYUPDf/kAGWbWplKp6GSpOP06dDWjew1ZE8RXV+lzZezSKnVUkXirzQ6yKXhdU1fpu2JxfoypC68RatXfEHvfPYtbT6UQOnFlXXKRkOEFcQu0JwJXcnJ0kz/PKceX1JCmfGqenK69eM4Mmv5IZ0rMg4vomMfDySfvp/QqeSbtGRiG7KtjpNDX/ryRN1yyYRMF5Y+S3ED3qbjORV0a/P71MzNsJdV0BP0zYkUIx0xrMY0djJ9tvMGZZ37ltq7WBnSbE9NBr1PB+8L+98YLq+DluSFibR16Uwa0ZTJy9yRwjtMok9X76O7+VImx200vkdL8mLptXMJpS4vfEI7D++gD54bSk087Ehs7kwxAybTt6eEVZ/UJMm6Qr8s+JAmdWxH3fr0pUnPf06rd56ixOzyqpX1GDqtknLvnKAVH71IQwb3pZ69R9Ar87+nLbvOUYZ+/xThogI6vn4Drf/1V/plyTvUt98QGvv8Z7Ry92lKlyj1dYamMpcubVhA43oK9SPINqI9TZq5hq5n/ZF9llSUeXA9LVm/mTas/Jpe6juIxk6cQfNW76dbOVLDSmxqKrh/mpa9M5aa+9iyd7lRmyEv0cJdt0miF6qwn9xN+vGtcdS27UT6ctMZSimWUc7l9fTVsvX0y8JZ9MzoQTT01Q/oq6UHKV1qrBfGaCn32q80tesTtPBASt2yrFNQyuFv6Zk+E2n1uUyjNsAYJWUfX0ztAhwNeV/3cGz3LP16Pd+gZzJKOrCI+j31Bm28dYsOzfqQ3pv1Of2y+xKl1qmz1FR0ch61cKousy7UZtJCSsiuMKq3FZR64jsaO2wci/cdyrnwA3X3NbGXDztcen9G5wuE1cc0lH91A40Z8wzN33+P5HWWvFNT9unvqNeQKfTDhSwT7QNrB7Yuovc+/IgWrtlNl5Jyalbma4BGSvf2LqVBMb5kDkdqOmIaffHTHrqTWWJYTdU0uspU2vr+SAqwq9qf0MVvDK2+UWJUl7FYXl9GMU69afGlwrpxLDhIk8Sh9PSSc5R0aze90iOidr8gl/G0/oFRXcr+Kj69kHzCBtGnZ/OMnsPKyMU1NCnOg5itTc7xk+nT5RvpbEo+a/eMYqFVUOL2T6mdJXu2bTOasuKU0T4/wkqxKbT5s0kUHjKClp5Kb6QOYGm5uYIirKLpxbW3SWgRtdmnaWqvEfTsD+cb3KNNO0BjWgykl7fca5g3ulK6vPwF8rUS0mtGLswW+ErQZaMLJZkH6I32XemjzXf176pCTUm/TiGfdi/RpntlJvJcQE15l9bQsB4DadrqC0btP7MrUk/SS2PH0JML91NRdfsh7I14aRM91ymCrIT2ofdEmvnNZrqaUsj0reqSGtQ3aV6UL436ysRef+oEmtUshqZ8n0BSUxETbLYfX6eWzlVtgnOnJ+mjBb/S5fTSRsop51GIhP+YIDl/d0jYf0EKqcoMDg529XZ0LsO5RdMx8uM0vH18N14IkhmGh4hhYe8Ed2f72q9BJMH1w6eQWumDHoNawrn685a6DFdPHMN9WSQGDWoCR3MdKgvzUSzXwdzSDs5uzvod/WsgFTJvncP5BAXix/WFv7XxbyyuMglKSiWGoSPWcPV2h73RpzRd5iksOFSJYcN7IKpmOAJBevcIfrmrQ/8eXRHuDBTlFaJ6ZKHYxhHuLo6wNuolE4bWycpL9T0+Wkt7uDnaw0bYZdvwezU6ZTlKFOZwsLGGpdCjZgh/PORI2v8tpr62CZHvLsNXk9vCxmTXiwYVBfnsPUxmVkxmrnVlJsxzSr92FpfvatFpdC/4GmSmTN+BRb/aYeLrPVnY48VNcmktfimPx/M9QqviQmpISmQws7WGlbXV7/QMCV+LZSgpKYNczXLH0RlOdjb1VgmroiznLLavKUSPaYMR5GBuFDcNshNP4/gxFXo83Qt+dYbNNIYO5amn8dnri1HR6TV8Nq0tRKWlLH8b+VZo5QwfT0fDsEtG+XV8uyIZ8ZMHoIW3HUQ6KW5s+BJzDsjx8sfvoLmbDWxY2q0b5D9BJS1GXqnJgUtCFxXsXT3gYmc8xKcWYa5BZVkpyisUJuZ8iGFp6wgXF3tYmYmhU0lQkFdmNBzMgFFahPlhFcIwMzMr2Ol3hDdc8wiEXqHSklJUKtSCNQCxrRt83O2MhuwpcHvV1zgY/Sxe7eBTKzMU4/g361DUYxyGxTpDVlKE8uo5O2I7uHu71Bs+WI6La7YiI7wrhnYIA8lKUFhSWfU114Jd7y7odPVbtSi6fRZH75ehRY++CLNVIr+g3CAjsX4YsAure0zvPi9A0CjlkDLZSlUES2sHODnbwdqC6ZJKipy80hp5iyxt4exgBYVEwnS2KlRkZgF7F3c42wr5poNaIdPvSSYsNmhhyZ7l4gBrS/M68hXm2Qn1aJmkAkqm+1asfnR2tINVjQx0ULJCIWb2h0omRbFUCQsrBziz/LVm6a5+lJAf5eVlkFSq9L2PDjW7+xsu+F1YGVQooDE3BykqUFZSAR1Lo6OzI2ytqoYPVV3G4sPq0vLyCig0Itg4OMLRgeladQEnLeTScpRK1LB2doaLPbMW1XIotCw9SmF4r0xfL7o6Cs9t7HO2DvnJp3FobyW6P9cXAcZzPEmJh9dO4dJ1C/QY1wVeNqaewfKRxTFf6JFsMCxUqLed4OnmCEt9ojTIT9iE6XPPo9ebb2BstDP73QbWrNwa91jo5SMvQ16h1KADZrBh9ZSLoy3Ma65TIu3iKVxJB9oP6AZfCznyavSvLmZ2bvB2E8qLFgXXT+JoqgLtevRCqLNVnTot59w+HC5xQt8e8fDRDzczhulEBdM/WLD4snq2/miNOlT1vJeWlkGm1MHSwQlO9rZ6HXokrK6pKC1BmUypH8JlZu4ANy9n/d6G1Whu/ITXTsfh0xfbwc24Z7nwCN75rAwvzRuKQAsVyln9Xlk958XMEV6+zkbDEHUoObMGC3Kb4oPhreqMPGGOEMqLivXD58xY3rkK5cOKlSPD71WQfmhyUZEEarEVHF2FFQSNV51lept/HWv35qJ9v65o6md67x3NrdWYeiwMn07pyHSLlYWcC/j2cBG69O2OFj5116jTpR/DvENqjB3TA2ENere1UJQVo0Ai9IAKK2vasPbXFXZGNkdF4Tls/D4HPV4dihDH6rpeg/Rtn+NXhwl4vWdIHTnXIujsMRxJ16B9954IY/ZK1VUEWdoVbLuSiaj2vdHa37Gm3Oo0Sn29JmF2mIWdg77M2jK7owGaW/hm6mn0mPc84tzqrdqruYrl795Ej5njEe1iYkVfoW6oLGN2VgX0I1yFdsie2T/Wxu0053HhztL/BGU4v/hVjJiVirdP7McbrR61ECbnj6NA0gHmLL268XecJc7voSlNxk+z5+GMVR/MnTn63xxXLceD/d/hoy25mPD2exgU7dbASeZwOP9N6FCWuA/TZx5Aiymv4ZW+Eb8zj4jD4XD+eriz9A/l6tWrhr8E1Mg8vhwvzrmD8d9+gwnRj7nsKecx0aLk7gHMnb8TniNew4zBTWDV6Nfyf5/Q0FA4Ozsbzv5hqIpw4ptF+C3NHzM+eRbRhnlb/xoqpJ/djHWXpBg0bhJaeJtYWpjD4fwXQZClnsJH624hfsQYDIv1NOod5XA4nP8fuLP0D6XhXiicfwqbN2/GqFGjDGf/MKgS948cw+0SV3R7ogPcTQ7reVy0KM3MQJHcDH7hgbDl3Uqc/2d05Sk4uvciCg3njWHhHYXObePg7WB6w+x/MpqSDNwtVsPPPxhu/1b553A4nD8H7iz9Q/n0008Nf3H+aYwePRoxMTGGs38aWsgq5SCRFexs/8DKYRzO3wBd0TX8snw3Mg3njWEd2g4jB3ZD6H9iDzAOh8PhPBLuLHE4HA6Hw+FwOByOCfjAFA6Hw+FwOBwOh8MxAXeWOBwOh8PhcDgcDscE3FnicDgcDofD4XA4HBNwZ4nD4XA4HA6Hw+FwTMCdJQ6Hw+FwOBwOh8MxAXeWOBwOh8PhcDgcDscE3FnicDgcDofD4XA4HBNwZ4nD4XA4HA6Hw+FwTMCdJQ6Hw+FwOBwOh8MxAXeWOBwOh8PhcDgcDscE3FnicDgcDofD4XA4HBNwZ4nD4XA4HA6Hw+FwTMCdJQ6Hw+FwOBwOh8MxAXeWOBwOh8PhcDgcDscE3FnicDgcDofD4XA4HBNwZ4nD4XA4HA6Hw+FwTMCdJQ6Hw+FwOBwOh8MxAXeWOBwOh8P5n0aFvFuncSNfaTjn/B3QKsuReucqUkrVhhDOfycEdel97DuZzkoa5+8Id5Y4HA6Hw/mfhaBMP4ov3/gA664VsDPO3wNC/rXtmP/ZYhxOKuX59t+MOg+nfpyH1+ceR67OEMb5W8GdJQ6Hw+Fw/mfRoizxNHZcfoA8qYIb3X8bNMi5dRqHb6ahRK7i+fZfDFVk4vSe40hJL0Elz6i/JdxZ4nA4HM5fDKHy0nKMnL0bGXLjT6tyZOybh/ZTV+BmofFQIoIi5xwWfLEX+YYQ0xCUxfewdu0a7E7IY2b/78Eslcq7eGPSUIyZtR7XskpRZwATKZFz8SB27D2NXNnjfgImqLLOY/GK1Th8vwjaGmNIi/LkY/jo07n4+dRDKGt/YOhQkXEa85Zvxc0cqRCrRiGdEjf3foMZH2/Cg1LjQTzlOLpoCt755SKKVPWeQFoU3NqJlyeMxOS5m3E7T/II2ZjDPTQSQYazRtGU4Pzq37Dr6F1UGkSjlmbi7I61OJtjiBcV4dzCn3GuonHZVeZfx+bl3+BomswQ0hgyPNz6AdpPX4XEYuNckuHe+rcwZNZOpNfJIy2KzizHhE/X4VaB0fWqfBz/5i3MWLgP+fWiRWVXMf/NX5Eo0xhCBFTIOrEZa47fQIVa9wj5szfKC3Hx6G84eKfcEPJHYPpxbyde+2ofClWP1lydoginVi7Cx7M3IblUYQi1gFdQGLwNZ6ZhuplzBh+9MQ/rLmQawgxQBe5t+wUbL6ZC8whV1yoycGz5Klwtf8RFBqjkKha8/RtSf/9SIypw87tX8dWFUsM5K9MFl7F0wxkUV1Tlo1qag4sn9+Byhlx/DnkGzlzPY6XocdCi9PYmTJl3EFJDSKNoJbi5fRu2bruMUk1VmdJpinFlywocTjcMUaVSXPl+PU6WCzqjQfGDazi57xzy1I2XYpGTN2JC3A1nfwQdCo/Nw/Tlp5CvNH6+FNeXTcDkRUeRqzAOr8CtH17F6yuvoMRUdFj9dv/kOuy7+7uS4NSHOBwOh8P5K6m8S9+ObE4Qiclv+GzafzufFGod6fLP04fdW5GrnQU5Rj5N3x2+RcUKNWmk9+jnl3qRo6VYaPJrj8AO9NIPxyi/Uq1/rLI8lTa+P5yYoV/3OsNhE9KKXliyj9KK5cTeRoqcU/TVU+3I3cOVHGwsSezYjp6bv42SiitJy36vzLpC855qTzZ1niMmF98+9PnmG8QMqIaoS+j8yneotacNoelIWrT/LkmUGtLJC+jo4leppbM9mbt1pmlL9lK6VMneoiVJxnlaMK4TedR5T+3h0HIAzd5wkUrlGpKnH6Rp3YLJ2tyZYnu8RpsupZNMo6T8Mwuol6MdWVj5UPykRXQ6pZjUWh2LkJbKUw7RjEHNyd3dleytWTqdO1W9v1zBfjVB3i4aIzYdFwubvrTgTDrlXN1CEzrH04APNlG2RJB/OR36bBQ1aTWW1l4vYeeVlLz1I4qw70aLEyT6x9ZFR2rJHVo4vo3J9zCnjTxDBtCcjecpp0JN2pzjNK1ZBDnaWpNPm2m0+tQ9KlUqqezuNnqpeShZs3tc46bQ6gtMHmqWe2XX6esRLcnOTER24c/S+ut5pNSoqejabzSyRwzZW4jJZ8wntOdKNsmZ7pEyn44vmULBrtE0avkVJtMq2UnTTtHsIa0p8rmllC5RNiJ/4dpSOrpgMkU3SAfI2q4fzVp9iBILK0l/aX10Kiq6s4fe6MriZeJ+4XDuOpG+O3CfFDotFScfoDe7hZA9y+uOo2bS9mtZxJxvyj+/nHqbzDcL8o19ntZfvEUHl71CLfwdSCwKpTGf7KYkliatTpDLZprQMZQs6txnS2HtXqB151gaBUWR3KUfX+hs9LvR0eElWrH7CiuLKpazQpKyac9Hw1gczepeZ9+Mxn25l/LYdQ1h8bjyA/VnZbHZzGNUrtORqvg2fT+lJ3n1nUmXimSk0yroxub3qUe3/rTobDaLezklfPs0mXk/S9vTZaSRF9HNvUtpaMsQlhYXavvMPDpyr5SELBbkXHB9C73Uukpf6sTLcLj2eoFWH09j8tRQSdJherVfZ+r28gqWdwr2AAldXjKewkP70rILhexcRmn7F1A7n54091wJVeZdpblPsnrNxHMBJ4rpMJ3JMpkk6gI69G43E9cIhyu1n7qFsk3VLZLLNKu9B5OhJ3WY+i2df1hCKi3TnYSVNMzNkSzN7Cmyzwe061Yu03VWwxWdobdbeZC5dQiN/3w7PShh5b1G/7RUduMHGtuiNy29UGQI+yvQkJTJZdXMydTaUUhfKA18bj7tu51LKlNl4W+C2WwGyzAOh8PhcP4SqDwDx3adQ3ppPtKvnMGp88XwbtUaTaJi0Ht4b0Q5V+Dm+V3YtPMKRCHtEW35EFvO3IOlkw9CQ0P1R0igN2zLk3H8XA4CO3VBmwAnSB6exObfjiFPp4G00hLBzVuiWUwkwoR7ggNgL8vCyZ3XII5uhw6RwLFZUzC17EWcWj0NzZ2sIM+5jr1bNuNwsg3adGsGi6xLOHH4FswDqt6pf2+QOxQZ95BR4oGOfdvD187MkCoDKimSr1zCpWv3kfcwAXvWnEFRSCf0ahOKyJYdEN/KCyUPT2HDj+twTNYGo3r5Iv/KYew/eR0lskqUqZzRtGNbNI0Iq3pnkA/Msm9i19YUBAzsg/aRoQgO8IGVPAMJ50/g+NUyhLZvj9axMQgJY3FLvoNLZ0/jcpYNWnVoCl/bYuz8eAa2+r6NjQufRhMbMWQ517Bjw0Ycz3BCu24t4GNbLw1iJXLuJUHtW5vu0NAgeFopkFn8AMqYYRjVwhI3Tu7G3oe26D+wIwIdtUjYugS/3Fegee8n0ClIh6u/fo+fTz9k8R6PgZGOhodXo0XRhd+wfPcDWIjkKCdHRLP8iouOMMjZF+Lym9h9+gFcY+PRpnkrDBnXF8FWhbhyage2HLwPp5h4dGwVhahmQTBPycDDtDM4fDQX7s1bIzbIE56eDshNTsLDmydx+pYMoZ3j0bJpKwzs1RpeTAcTdq/Dhl2p8OndBy08RShITMDpM8dw5FAqXDp2QYtAe1SmXsL6rTtwQdMEE4Z1hJ+nnwn5t0W0ezl2fvYR1mcBfjEt0TouukrvQoPhbpWEXes24XyZM1q1ioWPgwVEBinoUZXixpF9OJmYDklpCUp0PmjdmZWH8CrZhwR6QJ14Gr9uzkfLSUPQKigMHXrEw0OTjRM71+H7/cWIH9UXIdYVyEnLgZmfcb4FwllUhtSKMri3H46xfdsi3EGHgvx7OLxxC+6rQtChvS8KL5xAwv1iOAdV3xcCP3cL5N9NhtwlFl1YgXEsP4fPnl2Ah5ZuTJfbonlMeNW1If5wyTyJNev2Ids8Am1ah8K24CbW77kGkaMnQqrjwsqsVWUaziaao+uwroh0Zi5LHUQw0+ThxIaduPLQHb3Gd4OfMhO7t+7EyasOGPx0b4TbaXBl53J8ebISzbr2RZcQJU5//xP2njsLSVgPNNWcx3ffb0WmzgG+HmbIPL4Ja69YoNugeASYl+Dyvj04m5aHisIilCIAbbq0QkxYVfxCAlj5uXEEqzeVoP3kAQi3lOL2uT3YcVeHTr06IcJTjHu7lmHF1QKE9xqFPuFmuLNzDVYfuQmH7qPRSX0BO/alwKU6vTVHCIL87FGcfBrHMszQIb4tvLR5uF9qWeeaYB8nqEpycf+eB4a8zHTduo6WgEruY9fGs8iW5uLuyTO4/NAMse1aICosDDGtg6F9kITbt07j1HUFwlo3R5i3K5wcCLdT7uDqod24rfRCXJMwuNtbQswerU45iMXrstB67Ei08bUxvOXPRSu5je+nPIOXvz+IXH1nXCmSrh3B+uPFiBvYG7Eulvrr/nYYnCYOh8PhcP4idKQsSqJDq96lHk28CVYxNHH2Ycqr+dQoo6trp1O4SwSNmXWE8k10f2jk+XT6h9ephW8w9VlwlNQ6w72aUrrwwxvUxrcbfbLjDimq71WXU8KGj6iTdxANnr2D8pN20ghnM3J/ZReVCp/7NRWUdnETPd8riszE7jRuY4r+C3l91PIH9PXQJhTV8zU6kCw1hNZFU1lEt46upJcGtyZLczE5RX5OVyurn6aigsuraGCYC5lFfk13qr8gq7No11tDyc99GK2+Z9QTo8ihfXOeolDHcHp6zS1DoIYqcm/QyrdHU5BzBI377nzVF2OtigoTD9Gs8R3JzaEPfXUgmRQZ2+kJT0fq+/UZKhfSqZZQytl19FR8MInEXvTC9lST6WyIglI3vUZ2FjbUeeEFqpCz+H48kcK8RtD3F7KEHKXjX48kj+ZD6fvLBey8km6sfI6cbCNo2u4swzMaopUV0J55T1Fg9HBafiKNPcUQriylY988R0GWLejlRaeoyKAbOk0ZHVv6LAW7taKXl5ynEkPkdeUptGneeAqzD6WRb+6gTIXwg4Ykyfvpnc4hZOYTSy+sv0XyqsuJlJm0+43u5OQdRlN3puh72HSVabRrzmSKczIjx7bP0M/n06g07Sy9NawPdX59DWVVVPeGmJJ/GW15swPBvzW9tOEmS301GspL2EDPtvIjy6Bu9PGW21RhQp/1KJNp1eiWZOk8kXZlV0uCxUuWTGte7EaOljH05qE8QyjLyrJ7tGraQHK37kjzL5YZQusjo8tLnyQ736Y05TdWHoQgXSVlnVtPE1p6klvQYPrpaqn+yrpoqODOTprSMZa6vryC7hWx+Miv0uwm9uQWNpBWXDLqjdBJ6P7OOdTBx4G8mo+mn1j+m0yiLI02vj6MApyG0cqEfENgPXQFdPD1eLJ3703LLpewfL1H30/qQwGt36az+UyqGgVd/GkKuYV2pXd3JrL81JLk1mrq5SAml/YTaeZ3P9GOK2kkVSqpJO0i/fRMB3K0i6IXNiRWpV1AeY++6x9BZq7P0/7c2h4uXeV9+nECK7NmsTTzWAG7rpBOLJlOcd79ad7ueyTXKun2T+PIMbgLzTuVy3RcRokb36JQzyiauCnV8BAFFRTkU1FpjaYxdKQovEvLXu5FHp2ep8238pl066Mjdd5perdtCJk7vk6nyk1JkJWq7Bu0/ssp1DrYjWDXnWZvvFWjT0JP+LIZA8nPvjW9tvwclei709SUeuQL6uPjQZ7hsTR85iq6ni3R1xfqlPU0Oe4V2p9uHNc/E6ZDxz6h0JpeM+PDgZrOPWdUTv5e8DlLHA6Hw/mLEcHSLRx9Jn2Iee88hWZmSshLK6CqmSpig7DOvdDZyXBqAjNrd7To3A0RwWa4+zAbcqEJ1v9gC9+oGHh5SHD5XgZ7pmEmg7kNfMKi4BdoD5lKCa1CjgrSoWj7l1i67gqKyBZB7Qbi1XGdYWleiozSSpNzIMRmnghpHgFzMyt2Xb0eGQNmtm5o2uMpfPLJDAz0tgEVFUNSMzfLAh7NOmCgr53h3IC5C8LbxMLePAXHb+TpLQo9Viw8LhIurmaoUFTPkTGDnXc0eg/sglA/H7g5GL4Kiy3gHtkG/Tu1RrC3A+ztLQAVS6dSjqtrl+H7LTdQCnuExg/Fm+M7sBuKkFkme8y5HhZwdHWCmVkAOsYGwNbaFdFthV6STFxOZPHVSVBcqERs56HoGu4s9BHAysYKIpEzvFwa/2ottrRFYGQTBFcUIulBLmSGuR5iCxsERMYg0lINtUwNrSGSIjN7RHfohNYOVefViBxD0Wv4MHTwtGQis4el3poxg0NYH0x5dSDs2QMqmfxqZgNZ+qH78B5wNpwKiGwDMWD6bCyaMx0ty3bj89mf4oc9ZyF1icPEwR3hbm1uuNKU/G3g4e9b9XMdzOAZNwgTn+kL12wm7/t5qDTMf2mAhQfiujaDmSwBp+4U1+iAyMYbzdpGwspKA6m8dv6VuVMQOnZvCkfHR32dt4SjmwtcHALRPNSTnTFEtvDrOAQvDo1g+ekKJzumJw0Qw87Zn5WZAFhZWMJM6IqwcmN55Wb43QiRAyKHTMH0JyJRVJaG2xlFppfEtnZGSFQAXN0dYFWVQQ0RuaLNwO6wUT7AqRvpkMgkKNR5o+cYVtYdrdjvYlha2cCO6ZYzk7s5i6dDVDxGtfeAJjUH9uG9MaB1EOwtLeES1AZjP3oPQ4MkSDj1AKXVArXwRstezUHlF3A+saRWzra+aNk+kslEycoak7OlIyvrcQjxLMbNB5lQqiTIzyhFaKcxGNDETa/jltZMx8VO8HG1ZU/QQpJ1HVt37EBCTkVtGWZXWjm4Izo4FD7szHTui2Buaw9nM3M49WiOUHtT8hHB1jcOo158D+9O7osQTSUqJHJWNqqeaOsbi779eqCply1sHZlsRCzPqATJp3PR9tXP8OrAUNze/DVmLd+O+8WlyLp6E07jRqONL5PrXwKTR246HhrO6iLFvWRWFgxnfze4s8ThcDic/wxiZri3bo2m9oZzI0TmlrA07YsYEMPGwRmu1jYoKyg3mqzNHAb/EPh7Ec4n3EO+utoDE8OCXWtpU2UYin2746ufF+PtTmKo7R1gKxiDsIZnYCDE4sabQpHIHDb2zrAyt4XNoyIosmJGcit08zBhiDKDyMpceJ8x1vCPioaXQyn2nLyLMkOoYGxb29nBzKLaUDegqUDm7Uw4NO2OER2CWLyqgrXSUtxPUyOkT390ivSApX8ffPn9PIxpaQmdnT2sDen0CfndJRzqIUP63btQNR+DoS09BPMPPqHR8PeswOmEszi1ai7WynrhoxnDEO4spFkDRYUc5NQSbSLqD8EzgjmdHsHhCPKV4G5yKnMGDPnFEmRhZwu7+iO12JtN6wah+MF9FHh2w+BBzeBqUS1fM7j4hZhYsII939KaGdvGMIPVMRg9p3yEhV+8jSaS4/hy7naoAzuhV+tA9k6jPGsgfzM4Oruing+nR2RujeCmLdHSXoLSkiLIlI24pyJ7hLWMg5s4A/vPPjDSaXNm/Noxo7y+zjCdtrQwEW5MJVLvpcCx1UB0iRCcWAPydFw8UIh2E8ajc5Bg6NeHuQLmVswZcGJ5YAMLM1YmmJPl6tvIFwyRG5p16QCnMjnK0ktrP14Yw8qOtZMDzJnTbWdbT59rYPkV1xHdrctwf/9BrFt3BGWBvfHK2M5wszIDkQ5KuRae7uFo4udSlX8WDvAKcELQgEkY2dG/yiHUwxy+kO6YMLIF1NmFkFQvfMLkHNGmOZzpIQ5dSkZFVSiDydmZyblGSEJdEoZAfy2u3DyPk2sXYH5OV8z9cByauAk6roVCJofOPhbto5lc1DLcPb4Vq3dfQkn9NTqYk2fOyr0jc2IcrS1NGNvCQhaZSCgPxZiJ8fButAoSwdLBEzFNoxBc7xsEqeTITC6ARbNe6N0xBHZmBPntXfjqdijGTpuMV15/Fy+0c8aVnz7CxOFDMX6zHYZObgf3BnXRnwXLy6BIxBrO6uKMVnGBeETN8F8Nd5Y4HA6H8x+CNfxO3vCO8DCc/zFEYjOYMSNEzRyi2sXlRLD28ENLVxeILj9EFjOsTGLphrihL+Hj77fhnSGRzFkSAs2YMRiIwFpr6d/DwhUhzMh+PMSwD4hAvI0lyo/dQ84jF0QjVGTdwbZkDdqOHYE2QU4GI1iN/KRLSCy3xLBJAxDpbsN8Nne0GvkK5i/+Bq/0DYWNPp3mcGMOxOPGTIBK2Ps2AO9/8TLauQuGIjNEg2LQK9QVJWt/xq8lvfH57BfRLUwwYAmqgrs4uDcZrV4Zh+4ejRnGAszJ8AiEV7AlbuekodSo5+QPoXuIoxuOocnLL2JwnHuVEW3AwtH1d1aJq4vI0hUtBr+M+Z+9gy5eGdh34hCup5cY6Zgp+ZvB3skV9foLq2COlL13MAIjnKDWqqAz9AQ0RAynsDj0NNOg6FQSCh+pA4+HruAi9u50wmtvjEGMU7VU1Mg8uhZzLCfiw+nd4WX1uPpuDRfvxrp7xXAXDGO1FhqWh3UWe/yDiDzaMIfXH8mXfsMN6xZ48dWRaMmcIcEn1Eru4ei5JHj3GIp2oQbXVFuGzCuOGDWpH0LrzyFk7mt4s1g4FJSismYFOWbER7VAL1Kg6NxDFDfatSqCjW8YukT6QrVjAzZntcKCL15D32g35kYR1CXJOHXwHsLHDkFfb0uQTouKkmIUSRrfzFlsxuosU84tVSDxzFlg6Hi80y+YxfARiCzg4OULl3qOa2XxHVy6koEuz41Dx2BHliNS3Ny3DUXx8YhysIZTUHu88PFsPN/KHvfP34U4qA1ivRp8jfgTYXJuMxrvPNfRcG5Ey8n4YkIc/qo+rb8a7ixxOBwO58+FdNCo1TBlIwpf5MXmwhJeVf9qYPfQv2hwiexcEMwMWAdtOcpk9S1OG7ja2cNc6CUws4Sdsxvsa4YEEZSyCiiZkfTIj/WPjRhmVoLrUD8tLKUmEidy9kJsiBXMpMUor7OkuoA9PJ0MPQDqcty9n4OmncZhWv84OBi+DGsqS5CUUoimE9/EiHb+sDSkQWRuBXtHZ9jVSaeUpVPM0vmIhLI46jRqKAoSsXHZzyh+5nW82d0X1Z02IltvNOsYrXfA7Jq2RIyLNUQ6FUrSzmHZG69jvXlPzH+2PWweKUtmkNq7ItDNHWblFajUaI21gD3YGrYuQs+G4VyggW6okbt3DbIGfI2PJ7aEg3EPkBH1k0o69hzD3/URWzoguvtEzJv3NpoVHcGnS3YgQ2oYXNaI/AVZWltZwM2RxVcfUouFtSMc3Ex0odZD5BGAVqFi6MpLIK2zPLSAE7ycjbsTTOuR0Pui1aggy7qC7z5ZDrMP5mBiGw9UdyAIS3qvPh+JIxvfQQd3K4Oj/TiIIBKLYWHuBGe7hkP/LJxd4eVqOPl3ELsjrnMb6Jg8HXxDEODJ9F6nhjztNOa9/DRW53TBu1O6wtuQIG36beyT9kf/dh4mjFgxk7snnAP94Go0tE3kGYw2oYLzVYqKBnJ2ZmWtyokQWbshunWMfqiibVRTxLnZQsziUp5zDatmvY2fiiLx1uTusGtE52rQalCpkBn1YlUhOFhqVTlST2/DklseeGbSQASaHBZZF8HpErP012a/CunnT8Nq5Gy8PDCSlUkWH20urmw5D1iaVzlfInM4h3XHjC9nYUSgOc5//QLeXJmAikad938fkVUoxi/bgH2LXkdPXzvY2bXA+Ld/RsL+uejh8Tdd3IHRUM84HA6Hw/mXIUgyT2PZW3NxJE3ayPyYCpRV5KPCyEFQF+YgLddw8pjo1JXIfnATVxJuIClPBrtWMQh1rt8gW8HR1gZirRRpN67gyhXj4zIuJCQiV9wUPaK8mP1RgayUO3WvSbiKpKxiyMrz8DAtGxJFzUSrRtHpUpBbbDSLo7wQSWnV9xHUzMl5ePcGe/YtpJYBHt1bIMiufnPMnDwHw1dgC2e06/cknhndFi7WtdeZ23mh25PTMbFzUK2Dwgz7VBPpFIYoFlg2R5dwD5NfsTWyAtw6vQdrl36GKS9+jrMOI/DxhHb1ek7sENKiFdztM7Duu7U4cPYkNi75CBMnT8fSohZ4970X0NKj8flKpCpFynUWn+u3kVlshejwCHgxI7yO2WluDWtba5hVG6PMEZDn5yOrsOq0Cgv4DPkEc5ij5KK/jKCS5OHurev69F48fRFJti4I9XY2GqKlRWHmQ2QZzqBVoDDtPq4nGMnpWiIq7ILROc4XZeeuIbHYsKeRSfmzfFSroLNkRjVz8OrKVAQzCxtYV+dfA3RQlOXh/q1rTAfuIFNuBZ+ucfBt4GXawa3OMxQoysyDWphfI8BkIyvJwKUDW/Dzoo8wduJCZHf5BJ+PiWLaU4vItT0+mvscWntXS0PQwWIk3WVlp0ZHruDqjTvILipBWV46krOKoGIGv4q9y1xsBwfDcFZjzGztIUwr0kNKlGQ8wNWEBKNnXsWdh7mQVRYg5VYy8ht8yKjGHAFxHdFeko8Lm7dh/8E9+OWbd9AvfhJ+Te6GuYumopNPdYpkuH/qBHJf6I84Wy1KspNwzSgNgq5fupEKkbMt0xKmOyU5SLzJ5HzlDrJUdvCJbwLveqvOCR8mXB2qE2ID/yZx8HYrwtZfNuDAxbPY9v0cvPD0i5hz2wfPvTkVXUKMhjc2AjHZSZizVLsDlxqlqbdwaNMKzHn/Hbz/w1X0G/skeke5/4EPNcUoKC2BSj/PzxKxI9/H60Oi4VDv/pLbV3Dp9gPk6/epMoNL01FYtP4jtPeswK7Zb2LR3mTI/52uwN/B3DoIA2YsxNHsClRUXMP6L59BKy+TfbB/H/TLPHA4HA6H86egpuQdH1J88x708fa7VLMonIHyzJP0Vrc46vXcd3SnuGq/JIHihJ/oCY/2NGPFZSqtd0812uzTNLVXBwp9ZiXlaTWUdWk1jWrqLrT6BKd29M5vV0les7GNhgpvbqUJg4fSG6tP0r1DC6mrM7tOuLbO4UChgxbRtZJKSj+7lsa19jdxDTusvanTlCV0JVtKjUSPkU+7p7UiO+cn6Nd7MkMYo/gsvR0cSREjfqVURTld2fwZdQ12qnquez9aclnYw6UaFWUc+YratRtN35zNMYQ9JjoZZR7+guKd6sVdfzhS5PDv6Fa5qQ1dFHRvx+c0eWAfGj39Y9pwNomkwkY+JtCV3qBvxnQhO5GIzCydKaxNb5r01hI6ca9Av/dPo+gq6eHuj6iNgxAXM7IPG0bfHHhQtZ+PHiWlnVpB41sPoC92JNbqjU5ND/d/Tf39+9Anv90iqSnhq4vpwk+vU5SXnT6tIjMbajF6CV0rrF1hTtCHjE1TyDG8F31xOosqMk7TR8NbkYNZfTmBLNyb6PcGypfV6mdD1HTu2wnk0WIk/XBFWA3QGB1VZF+hjycMopHvbaI0SV2Zaypz6OCSaRTrZVv1Tu/RtP5+heFXAQU92DSDPMPH0YZk45XLyujC0mcpoulYWpdYQWpZPp384V0aO2gATfjwGzp8O5c0tRvrNIpOWUJX1n9C7YNdGqRdfzhE0agvdrP0p9P6pyIppNuHdMZoFblqylL30MutW9MLS85QZtoJmjmsJVmZiUw805LcY1+mXamNr4WmKL1NSye0I3dhvJuDD8W07UHDZq6ihDyjciSgfkhrXniFvr1aQuVpZ+izUS3q7YsGsvbsRfOPZ5Bcmk47v3iWwt2s9eFi/6doc5KxnOV0d+3zZMvCtzysWTtPvyLfyhcHk4elOYnEdhTUsjuNnfYF7b+RzeoXw0UMnaKUDi+aSm0Gvk77ksrq6IBOmkUbZk6m9uM+o/OZUlIVnKN5L4+knoOeone+3kV38iQmVshrDCVlnF1Jo5q1oonzD1BhbaGpg056mT6KYvWKyJx8Wk2mdbdKauOkK6Oba9+kGC8/6jRxJd2TPqqwcuojEv5jSsThcDgczp8AoTLvLi5eyIJXh06I9rav89VdknUKn014BdfCp2LJl8+jiWvVvIqyOxux4JsiPDFrMtr625sc9qDLOY85y07Cp8dwTOodjqKEPfjtwC3o9/X3aI7hw3uiiaed4auvFkW3juLnw0loOXgIgrLOYNM5U+s0uaDZsLEYHGOP7OvHsHt/AkoMv9TB3getu/dHj2Z+MOrcqUcB9rwyAGPX++PHC79hXJTha3jJecx+eT8i35+OkTGWeHBmHw6cT4F+poN/F7zwVBd4WVQ/VI3MY2ux+IYtnp88DDGuf2COAVUg6fBWbLyUaQgwxg0tR4/HwKjq+U7GyJF84igKveMQFeAHV7tHzTlSo+z+WazZehZyK3fEdumB9tFB8KjpYmgEkiJxz6/YekPoIjKHS0RbDOzbGSEu1fepkHFlH7Zsz0O3aRPR0teuSgdIg4xzv+HnbRoMf2cM4rxsG+qGqgQ3ju7H8eupqNACIgtrhPeegJGtvY3mMmmRtfV9vJXYFfNe6wMPyX3sOXACybkSw++1WPnFYUB/pkveDo/46q/BjV8/x895bfHG830Q5FhXZsrC+9iycTskkSMwsWcE7KvHxLHyoZHm4fzRAzh3O5tJkxEyAK+Mbw3nmncpkbTla8zJbIn50/rDu3p8Jcpx8adl2EHsnZN6w0VXggdXrkPuF4soP0/YW5nqM2yITlGMm8cP40SC8WIHRrhGY8CQPmjhX4nt78/G3dav4NXhcXCuSUMV0vzLWL9wD7wmvIguthnYsf8s8sr0pbEeNvCLH4KnekYa9fTVhXQq5N09jQP7zyPbLhQd2rZDmxYhcK47HhPq7MtYd7AS/Z7qCtvcS9iz9SjS6r3Syj0eT07qBh9VNk4dOoTLD/JYbgHi8CGY9mRzONUkQ4HE9XPxSUF3LHmlJzxrFgnRQJJyCRt3nEGhyhbR3XqhY5MQ+NTbJ4qUZTi//RccLGmOl5/uAm+j/cuoIgf7Nm7GHauOeG50azgUJWDrfUtWVkIQ6OtUZ47d76NC5rl1eOPlb2Hz1OdYOL0P3KsmI9aBJMnY9uM2JCoI7mHdMGxYO3gbVVakzMLOJQtxSjQUH8zo+hcu9PDPgztLHA6Hw/mP0ZizpGbGRUaRDQKDXRrM/6iG5CVILdHC08N43lFjEJSSYpTIdHBy94Dtf8QwaMRZYsb8/VQ1giK90GAEUAN0kBXmokRsD29Xx6rlgP8nYOlm+VVaZgYPf1fDUuACBHl5HvKltvD3/6NGpjHsOdn3kGUTigjXP2OaOaEiNx0SB1/42jd0AXQqGUpKS2Hm5FNn6OTjoUNFdjpK7LwRWGfOkholGblQO3nCyzDH5q9FgZykPNgHBsLRqmEaNCopirIr4BTkY1hI5K9HKykEixH8HI3l8q+ihTQjFSXOgczZbcyNewQ6NcqK8yA184Cfq3VdJ16jQFFxMdTW7vB2+iPzxEzxeM7S46CQ5CK/0gEBPqY/SHFMw2XF4XA4nP8Y5lbOcPEx3u2mCgt7X4Q9wlESENm4ItTP4zEcJQERrBzd4ePt+R9ylATs4B3qZfjbCEtXREU9jqMkIIathx/83Zhj8D/jKAmwdDsyozPQ2FESEMGGORzB/5ajJMCe4xfzJzlKAiLY+wSbdJQEhP2k3L38/gVHSUAMe2H1wjqOkoAFXJnj8p9xlASs4RsRbNJREjC3dIB3yH/OURIwE3TkT3GUBMzgEBj+rzlKAmILOHsEIKC+oyRgbq3Pf59/21ESMIONoyvsXX9/wZDfw9rRB0HcUfrDcHlxOBwO5z+GsBqeua83vOPC4PqftLL+I4hhYWUB886dEOn+75n2HA6HU4UIYrE5zMJDERLJnNOa4YKc/xR8GB6Hw+Fw/mMoSrNw7cxlOHYahFjXf/GL7n8tCtz7dSUexD+NJ4L/5qs/cTic/xJ0KEu5iWsZEkS0i4f/I+cUcv4KuLPE4XA4HA6Hw+FwOCbgw/A4HA6Hw+FwOBwOxwTcWeJwOBwOh8PhcDgcE3BnicPhcDgcDofD4XBMwJ0lDofD4XA4HA6HwzEBd5Y4HA6Hw+FwOBwOxwTcWeJwOBwOh8PhcDgcE3BnicPhcDgcDofD4XBMwJ0lDofD4XA4HA6HwzEBd5Y4HA6Hw+FwOBwOxwTcWeJwOBwOh8PhcDgcE3BnicPhcDgcDofD4XBMwJ0lDofD4XA4HA6HwzEBd5Y4HA6Hw+FwOBwOxwTcWeJwOBwOh8PhcDicBgD/BxRK66OP8VpaAAAAAElFTkSuQmCC" } }, "cell_type": "markdown", "metadata": {}, "source": [ "Question from a past exam.\n", "\n", "![image.png](attachment:image.png)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Some examples:\n", "\n", "choose_sets([1,2,3,4], 0) ---> [[]]\n", "\n", "choose_sets([1,2,3,4], 4) ---> [[]]\n", "\n", "choose_sets([1,2,3], 1) ---> [[2, 1], [3, 1], [4, 1], [3, 2], [4, 2], [4, 3]] #This is one possible output, as the order of the list items and of the items in the internal lists may vary\n", " \n", "\n", "\n", "\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[[]]" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def choose_sets(lst,k):\n", " if k==0:\n", " return [[]]\n", " elif len(lst)