LeetCode: Maximal Rectangle 解题报告

Maximal Rectangle
Given a 2D binary matrix filled with 0's and 1's, find the largest rectangle containing all ones and return its area.

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SOLUTION 1:

 public class Solution {
     public int maximalRectangle(char[][] matrix) {
         if (matrix == null || matrix.length == 0 || matrix[0].length == 0) {
             return 0;
         }

         int rows = matrix.length;
         int cols = matrix[0].length;

         int[][] h = new int[rows][cols];

         int max = 0;

         for (int i = 0; i < rows; i++) {
             for (int j = 0; j < cols; j++) {

                 h[i][j] = matrix[i][j] == '1' ? 1: 0;

                 if (i != 0 && h[i][j] != 0) {
                     h[i][j] = h[i - 1][j] + 1;
                 }

                 if (j == cols - 1) {
                     max = Math.max(max, maxArea(h[i]));
                 }
             }
         }

         return max;
     }

     public int maxArea(int[] h) {
         Stack<Integer> s = new Stack<Integer>();

         int max = 0;
         int i = 0;

         // 注意，这里使用<= 因为当i到达最后，需要计算一次。
         while (i <= h.length) {
             //
             if (s.isEmpty() || i < h.length && h[i] >= h[s.peek()]) {
                 s.push(i);
                 i++;
             } else {
                 int height = h[s.pop()];
                 int width = s.isEmpty() ? i: i - s.peek() - 1;
                 max = Math.max(max, height * width);
             }
         }

         return max;
     }
 }

2015.1.3 redo:

 public class Solution {
     public int maximalRectangle(char[][] matrix) {
         if (matrix == null || matrix.length == 0 || matrix[0].length == 0) {
             return 0;
         }

         int rows = matrix.length;
         int cols = matrix[0].length;
         int[][] h = new int[matrix.length][matrix[0].length];

         int maxArea = 0;

         for (int i = 0; i < rows; i++) {
             for (int j = 0; j < cols; j++) {
                 if (matrix[i][j] == '0') {
                     h[i][j] = 0;
                 } else {
                     if (i == 0) {
                         h[i][j] = 1;
                     } else {
                         h[i][j] = 1 + h[i - 1][j];
                     }
                 }

                 if (j == cols - 1) {
                     // the last element of every row.
                     int maxRec = maxAreaInRow(h[i]);
                     maxArea = Math.max(maxArea, maxRec);
                 }
             }
         }

         return maxArea;
     }

     public int maxAreaInRow(int[] h) {
         Stack<Integer> s = new Stack<Integer>();

         int i = 0;
         int max = 0;
         while (i <= h.length) {
             // the current height is higher or equal than the one in the stack.
             if (s.isEmpty() || i < h.length && h[i] >= h[s.peek()]) {
                 s.push(i);
                 i++;
             } else {
                 // get the area.
                 int hight = h[s.pop()];
                 int w = s.isEmpty() ? i: i - s.peek() - 1;
                 max = Math.max(max, hight * w);
             }
         }

         return max;
     }
 }

我们可以一行一行扫描，记录下以每一个cell开始的最高的bar。

举例：

1001010

0101000

那么对第一行而言，cell的高度是1001010, 第二行是0102000

在每一行计算到尾部时，针对该行的计算Max Rectangle。方法是是与下题一致的。

https://oj.leetcode.com/submissions/detail/6375956/

附上写得不错的解释：

这个我不去debug下都特么不知道在干嘛。

那要不就debug下看看这段代码在做神马。例子就用题目中的[2,1,5,6,2,3]吧。

首先，如果栈是空的，那么索引i入栈。那么第一个i=0就进去吧。注意栈内保存的是索引，不是高度。然后i++。

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IWIGDFDMrsEEAAAQQQQAABAhbbAAIIIIAAAgggELMAAStmUGaHAAIIIIAAAggQsNgGEEAAAQQQQACBmAUIWDGDMjsEEEAAAQQQQKAGAgQQQGBygYIK+bwKhfCzIIX/TzKllEqHRyodHlL4PxMCCCCQaAECVqKrn8IjMJnASPhDj/K5Yf3usq+q8547dH/XiH69I6WhsfHvqQ2pa7lqG1t16gvP0dFPP03zGzJ60jypPjP+dfyOAAIIJEuAgJWs+qa0CExRIB9eNxBarfq1fcONevD6n+mWrcP63sbwbG78LOrCa56ghtZ25daeoNRJBS0JzVzrWse/ht8RQACB5AkQsJJX55QYgckF8qHlqpDTyFCP+vs6NTzYp517Cto1WqfRbL1aF2RVr3T4397TgCk5YC1QQ/M8zWuqU1PYo9SGP4azhUwIIIBAogVSoW/F5N0qEk1D4RFIoED3TVLfRt11y736l7/9tnp6BnVHw+nqyi7TaU9aowv+9HS1NNepJfSyciPV3qiVVTqTVdP8NjXNa1E2k1JjOD0YfjAhgAACiRWgBSuxVU/BEZhAINcvje5S/+5H9cg9D6pr14C2rH2ads9fpPz8I7Xy2Cdo4bx6zQ9vDd2sopasCebCUwgggEDiBQhYid8EAEDA/a3cqT2vnZseUt/Dd2jTlm7t7DhJPfMyWnf6iWpafpSefFyH2sP5v6bwymx40EAVEJgQQACBSQQIWJPA8DQCyRFwr/Wd4TGqDdf/Uvf85Ae6c+xI3XvamzWUnaf3vPqJOvfExVEfq9psRr440OGKgBUQmBBAAIFJBAhYk8DwNAKJEYi6Ybpz+7CGBobUt2dAAzVh7KvaWmXq61VbmwpDLuSVGhvRaBiiYdTRKh16socxrzLhZybjn3vjFqErMVsNBUUAgUMIELAOAcSfEah6gdHQ72r77SE59eu+zSO6bmuH+tsadfq8TUrVd2n91XfqwWvGft9pPZVRqmWlCi1r1NbaoD947jFqC1cQNgSoMCoWEwIIIIBAECBgsRkgkHSBoT7pwfXS4A7d/uCIrnx4mZarUa9qe0D1DSl9/as/0x13PqTRUffVClM6xKhlz5SWn6M1a5bqmCet1JoQsNrDn+ibFQnxHwQQQICAxTaAQOIFPFCLb4UTbokT/hP+kddY+H10tKCakJjSNbXK1jcpVZMLrVjhVGGIUWM1KY2F8bJSudHwujENh/CV87gMDICV+M0JAAQQ2CtACxZbAgIJFxgdHdGuzs0a69mmvoGNyud3aOuWVv33f+eUrWvQyee9TU+58Ggd2dqjdW0PKz06qFsuv1M3XfY1De1s10e/tEiNS5fpzWcdoRefsCgaByvhpBQfAQQQoAWLbQCBpAvkQ6vVyOBQePRrLBdOF6pXg4PSww8NqKY+rad3HKtVpz1dJ7Z36cyF85Qa3qOR9fdp89BD6hzt0/UP7FCmv1HbTlisfNRhnq7uSd+mKD8CCNAHi20AgcQLpNMZ1Tc1qXasJZwS3NuonQ23vmlcfpLqm9u0ckm71rbWqKMhvKamI5xBbFJ7xyKtPa5dtQP1qtu1S4MjdertXabOELBagqgf3Os58ZsWAAgkWoBThImufgqPQDjKqqlR+8IlSjWm1djwUBh+IaWGjmVa8/IL1Ny2SGecvFxPX5JWQxgTK51qUSE9pKNOuEtt5x+l+x+VvnXp3eorbNeWc1fqjkK4ojCgPjE8CFhsXQggkGQBAlaSa5+yIxAEUiFQpcKYVuGGgtHv4ZeQusKAonV1yjTUKxsCWG3owJ4Jr4tiU6omCmW19TXhb2NhfKzQMT6XUz78zIUO82GoLLnfPBMCCCCQZAECVpJrn7IjYIFsuFRw8dJwt5x6LW5s1rEOU7V14dTgYjW2LwmtWnXhysHf96tyIGsKpxBrl65Q93Dop1XTqUIYQ6unt09bt4eQ1ZTRmG9WGHIaEwIIIJBUAQJWUmueciNQFMiEk3lNzWGU0JyawujtC8LzmfDcvPBcQ1NjCFDhid/nq+hd2RDAss2tamgshNOGO8LoDjkND4+oL4xZ2hxeW+BO0EVdfiKAQEIFCFgJrXiKjcA+gTAyezgfGFJRg+rCvQYbwjiiuXBDnOH+fuVr+zUyWh9O/YXb4YQ3pMIYWQrjX+WGhzW6p19Dw6PK+dRifUNoCKtRfRgfK8yC4bD24fILAggkVYCAldSap9wIFAVqGqWOdSE4DenotVdr6IS07g83f/7et78fWrYW6sylZ2hRxwq1ZUZC61aXCmMDuufOW3TH//1QG3dnNbzyT5TKLtSq1cv05GUpza8PXbg4PVjU5ScCCCRUgICV0Iqn2AjsE3ALlkNWGBavvq5WzWHsq5rBEfX39IaxsTIaCKf+hsPwC2Oh9aoQ2rYKGg7jZPVr1649YWDSRo2msqEzfLPq/N7Q+lXnFqx9M+cXBBBAIJkCBKxk1julRmCcwGNXB4Zb4NS3zlfzog619jRrfv+ghsLlgP1d29S5pVbD2eEQrbqUHxpUZ9ewuofqNJpuUWNLs5rnN6upKVxdGDrA7z2VOG72/IoAAggkUCBVCFMCy02REUBgQoEd4dk+PXLzL3TlJe9WT9cOff0+6Y5dUvFez3tHuDolvO4UHXHcEfrw99+ilWsX65jwzIrwoPUqIDAhgEDiBWjBSvwmAAAC4wXcmhUGZQgd1zPZ2jCye71q6wrh9F8ITr4PdDRlQ4iqVSGcGqytrQlXHKajUHXAhYbFF/MTAQQQSKQALViJrHYKjcBkAqPhDzkN9ezSzvs3aHRkRFsHQptWeDq/r63bUao1dIpvVX1LvY4+bWUYrqFWTeHZkMMOHNEhPMOEAAIIJE+AgJW8OqfECBxaIPQcKISbQLsDwb5cddC7QtCKRoH3j/FDkR70Qp5AAAEEEidAwEpclVNgBBBAAAEEEJhtAfqjzrYw80cAAQQQQACBxAkQsBJX5RQYAQQQQAABBGZbgIA128LMHwEEEEAAAQQSJ0DASlyVU2AEEEAAAQQQmG0BAtZsCzN/BBBAAAEEEEicAAErcVVOgRFAAAEEEEBgtgUIWLMtzPwRQAABBBBAIHECBKzEVTkFRgABBBBAAIHZFiBgzbYw80cAAQQQQACBxAkQsBJX5RQYAQQQQAABBGZbgIA128LMHwEEEEAAAQQSJ0DASlyVU2AEEEAAAQQQmG0BAtZsCzN/BBBAAAEEEEicAAErcVVOgRFAAAEEEEBgtgUIWLMtzPwRQAABBBBAIHECBKzEVTkFRgABBBBAAIHZFiBgzbYw80cAAQQQQACBxAkQsBJX5RQYAQQQQAABBGZboGa2F8D8EUBg5gKDg4Patm2bBgYGZj6zBMxh4cKFam9vV00Nu7gEVDdFRKAsBdj7lGW1sFII7C+wefNmvfjFL9Y999yz/x/414QC73jHO3TxxRdr/vz5E/6dJxFAAIHZFiBgzbYw80cgZoF0Ok3LzCSmuVxO+Xx+kr/yNAIIIFA6AQJW6axZEgIzFshkMlq7dq1e+cpXqq6ubsbzq6YZ+DTqpZdeqocffriaikVZEECgQgUIWBVacax2MgUcsFavXq0LL7xQLS0tyUSYpNS7du3SNddcI59OZUIAAQTmWoCANdc1wPIRmKZAKpVSNpuNHtN8a1W/3CY+fWofJgQQQGCuBRimYa5rgOUjgAACCCCAQNUJELCqrkopEAIIIIAAAgjMtQABa65rgOUjgAACCCCAQNUJELCqrkopEAIIIIAAAgjMtQABa65rgOUjgAACCCCAQNUJELCqrkopEAIIIIAAAgjMtQABa65rgOUjgAACCCCAQNUJELCqrkopEAIIIIAAAgjMtQABa65rgOUjgAACCCCAQNUJELCqrkopEAIIIIAAAgjMtQABa65rgOUjgAACCCCAQNUJELCqrkopEAIIIIAAAgjMtQABa65rgOUjgAACCCCAQNUJELCqrkopEAIIIIAAAgjMtQABa65rgOUjgAACCCCAQNUJELCqrkopEAIIIIAAAgjMtQABa65rgOUjgAACCCCAQNUJELCqrkopEAIIIIAAAgjMtQABa65rgOUjgAACCCCAQNUJELCqrkopEAIIIIAAAgjMtUDNXK8Ay0cgNoHCmFTIh/8XlMvnlRsrTHnWqVRa6ZqsUum0MikpHR5MCCCAAAIIHK4AAetw5Xhf+Ql03SPtvF2DfYP6yjX36rcPdqkwlYyVSqll0Uo94SVvU3Nzs9YtlY5pK7/isUYIIIAAApUjQMCqnLpiTQ8l0PuItOXXGty1Wz//4fX6zg0PaSy0ZIX2qOL/J5xDKl2j9rXr9LwTXq+Fi5u1tIWANSEUTyKAAAIITFmAgDVlKl5Y9gJurooeeeXzY+EUYU6Zuma1LFmt2rpaLWpMqT5zcClS6YzmrzhaRy7Iqi2Eq6bag1/DMwgggAACCExHgIA1HS1eW3ECrUvX6pz3fUMdHUv0ulNSWjVvgnOG4RRhOoSsmtoGhR9RH6yKKygrjAACCCBQVgIErLKqDlYmboFMba2y9S2qb56n8H/NCw8mBBBAAAEEZluAYRpmW5j5I4AAAggggEDiBAhYiatyCowAAggggAACsy3AKcLZFmb+cyowNjKikcHeMHRDo/Z0p9Q9ftyG0OEqlcmGTlc1od9VSg3ZMAYWA2DNaX2xcAQQQKBaBAhY1VKTlGNCgcFdW7T+vz6oppYmbZ4vtYy/QrAuXDJ4ysuVbm7XqgUNeue5q9VSN8FlhhPOmScRQAABBBCYXICANbkNf6kCgYHuTm284bKoJHccWJ6WxdLuE1WzcLVOXdmqv3jWEQSsA434NwIIIIDAYQkQsA6LjTeVpUAmtD7VhE06PGrCrW/qw0oWahuVaWlTTbZWjeFsYG3UQJULfxnVaKZFQ6kBjfVtV7ZvVF29I+EUYUaNtenwWronlmUds1IIIIBAhQgQsCqkoljNKQi0tErLj1S6rkkrGxp1QnhLzbI1WvGOL6lt0WJdcKJ0RKvHweoKj3vUvb1LX37jF7RjU7e04hhdtGS5WtoX6ZVPatO5xzRPYYG8BAEEEEAAgYkFCFgTu/BsJQqEzuoKLVXpbL1qQytWY3jUNbZq3qIj1L5sqbPXYwONNoXS7dGu9JgWhhas4b5HQyf4BdrcPaSB2lH1D4ebRjMhgAACCCAwAwEC1gzweGuZCdSEUUQbVygbRhM9+rQzNJRequzSo7VoaZ3mLQi3wAmnCKVUeLine3sYtb1fCzoyGu6Ruhfk1NfVpdFCVnv6GzWoeb6DYfRKv4MJAQQQQACB6QgQsKajxWvLW6B5TUhRq9WwsKBXXnSe8mPhRs8eisGPkJL82Dt5OPcTVVffqpPPaNDKldL9QwP6xm9/F96/TQ+fXK9t6oj6cHWEV+5722Pv5gcCCCCAAAKHEiBgHUqIv1eQQGhzeixIZcKvPmM48eTI5Bemw//DfQgzhXAvwoIK+b03iS7kw+/hFRPctXDi2fEsAggggAACBwj4LAgTAggggAACCCCAQIwCBKwYMZkVAggggAACCCBggUlPosCDQGUIhH5WGgmPvPp2dGuwd0C5QlpjDa0aa5wXBg5Nqzk8ajPje1LtHQdrLDcQrh4cjW6hM5BLKR9um5OprQ2nFjNyf3h/OMa/K/yTCQEEEEAAgSkJELCmxMSLylfAAevu8OjVb771fV37ue+rP5fVtpf+tfqOPUOrFzbo4uctDgFr/C1wwmWD2qDcyCP6zbUj2nqXtGN+rXJnLVMmjIPV1tykZY8VmID1GAQ/EEAAAQSmJUDAmhYXLy4/AQesofAY1GDPTu3eukV9o7XaubNHvUtzam8eU84v2Te567pbsIaVzw+HG0HnNdQf/tWQDi1Y4WrDmmx4hJs+73s9vyCAAAIIIDB9AQLW9M14R1kJuBthe3g0askRR2jdU9dod/+YdvY/oK7bf6wHN9Xq+2Pzo1OFe1fbAas3nPvbpP6eQd3ZGF6/ZoUyHUfoeetWhPGy5mvtooa9L+W/CCCAAAIIHKYAAesw4XhbuQh4Ez4mWpl1T3tU65b0qWvXLt34L9/Tvddv1IYw5MI1k62qb/b8vEtUc+remz1//41PVEdL3WSv5nkEEEAAAQSmLEDAmjIVLyx7AQ98VVOvVLZBdQ1Namudp7GxyUezKrQ0q9BUp9qGmtARPqPM70ciLfuisoIIIIAAAuUtQMAq7/ph7aYjsPikMBL7EjUODentF71M5+0YUKEwecBSbaO08CilwxWHbQ1ZNYWQxYQAAggggEAcAgSsOBSZR3kINIYb2zQuVn3IVKetCI8pr9XeawVpwJoyGC9EAAEEEDiEAAHrEED8udIEQlja+/9KW3HWFwEEEECgigQYyb2KKpOiIIAAAggggEB5CBCwyqMeWAsEEEAAAQQQqCIBAlYVVSZFQQABBBBAAIHyECBglUc9sBYIIIAAAgggUEUCBKwqqkyKggACCCCAAALlIUDAKo96YC0QQAABBBBAoIoECFhVVJkUBQEEEEAAAQTKQ4CAVR71wFoggAACCCCAQBUJELCqqDIpCgIIIIAAAgiUhwABqzzqgbVAAAEEEEAAgSoSIGBVUWVSFAQQQAABBBAoDwECVnnUA2uBAAIIIIAAAlUkQMCqosqkKAgggAACCCBQHgIErPKoB9YCAQQQQAABBKpIgIBVRZVJURBAAAEEEECgPAQIWOVRD6wFAggggAACCFSRAAGriiqToiCAAAIIIIBAeQgQsMqjHlgLBBBAAAEEEKgigZoqKgtFqWCBr3zlKxoYGKjgEszuqnd2dmr37t2zuxDmjgACCCAQmwABKzZKZjQTgfe973169NFHZzKLRLy3trY2EeWkkAgggEClCxCwKr0Gq2z96+rq1NzcXGWlmnlxRkZGNDQ0NPMZMQcEEEAAgZIIELBKwsxCpipw7rnn6p3vfOdUX56Y123fvl1vf/vbOU2YmBqnoAggUOkCBKxKr8EqW/8VK1boWc96VpWVaubFue+++9TW1kbAmjklc0AAAQRKIsBVhCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQQIWCVhZiEIIIAAAgggkCQBAlaSapuyIoAAAggggEBJBAhYJWFmIQgggAACCCCQJAECVpJqm7IigAACCCCAQEkECFglYWYhCCCAAAIIIJAkAQJWkmqbsiKAAAIIIIBASQRqSrIUFoIAAgggkAiBQj6noV2PaLh7i4ZHx7Rtj9Q9eHDRU+mMaloWqGHRGtVn0zpyfo0aw08mBKpFgIBVLTVJORBAAIEyEMiPDumR676oh3/6WXX19utfr5N+8eDBK5aubdTi01+mNa+4RMvbsvrYC5fomIW1B7+QZxCoUAECVoVWHKuNAAIIlJVAIa9Cfkz50WHlRvMayqU1ms8qla1RXWNKbptK7VvhMWWyWdVmwhOjgyqM5DQyMqbhXEHp8KJs5vev3PcWfkGgwgQIWBVWYawuAgggUI4C+eE+7b7l6xrYtUM/++V2XXX96RpN12jtHz5Fpx2zSq1hpVeERyo/qkLP7zQ2vFv3PjSqGy/7iHoXtOu/6/9cbctWaH5Djf7i6fPLsYisEwLTEiBgTYuLFyOAAAIITCSQH96jgY3XqXvbFt1930L97IGjVNfSqlNPe7Geed5pWqyCTgxvTI8NKrV9oQZ3PaArv3uzfvWlb6u/faVuOPEPpN2tOnJBLQFrImCeqzgBAlbFVRkrjAACCJShQKZO2QWrVJ9v1sqj23TqnlZlm5t0xIIWtWXSag6r7C+cVCorNbaoZqhNjY0Nmt84plx9TjtHhjUyMKw9jfkyLByrhMD0BQhY0zfjHQgggAACBwhkGuer47kXaVHoh/X2l6f0l7nQjyp0qMrW1uwNVuH1Uc+qcPWgFhyvdMNCLVuzRc88QdpVl9PXdndq83CrcsNN4ZVHHzB3/olA5QkQsCqvzlhjBBBAoOwEPOyCwsP91v2om3QNQ8xK+bU1SofXZ8OvNaEHfKFQUH4sr3yeFqxJ6fhDRQkQsCqqulhZBBBAoMIFQguXBreGju6btbtzh+7eLA20ZNRyXItWLFigxQvqK7yArD4CewUIWGwJCCCAAAKlEyiEgLVnq/K7N2r3jr0Bq9Ce1rzmVrUunK8lbYyFVbrKYEmzKUDAmk1d5o0AAggkWKAQxsbK54ajRzj7p6HRcCrQVxHu7tFQT596h3IarmlWOtuoxvp6ZRtr1FLnE4xMCFS+AAGr8uuQEiCAAAJlKZAPg4huuf7L2vngTbp/h/SjDdLYWC6cInw0DEY6qK25JXrwjDdr8aIFeu0z1ujIlQvVXMfXUllWJis1bQG25GmT8QYEEEAAgakI5EcGteuB67Tpxm/q1oelr/0sDNxe7MOeDd3gjz5HOvM5al3cqCcdt1SnHtEyldnyGgQqQoCAVRHVxEoigAAClSeQymTDYKML1bRoteYPS6tWSzmfK8wPyTlrqDmt3Xu2SfXN2r5rjx5qzIYbP6e0pHXyaxArT4E1TqoAASupNU+5EUAAgVkWyNQ1ae2LLtGRZ79LTwp9288fch+s8J+d12q4+xFd+5N79IV/e68KbR16y+A7VVi4SqsWNeiav3ryLK8Zs0dg9gUIWLNvzBIQQACBRAqkwlhX2ab26NEYBKI7DIZO7mpYqqHGfnWE4Rma+js1EMbD6ty5R30aUF1NKtxUZ+8UDUyaSDkKXQ0CBKxqqEXKgAACCFSKgAcZrV+sdNOI2hdv0onHz1NvTaM29XSrb3C7cpqnnY+VZUH4yTWFlVKxrOeBAgSsA0X4NwIIIIDA7Amkw70I256imqaTdfJT0lrUf5M27azXLV+7Xzs2b9HwcUt0q14WLf+M8F/fOIcJgUoUIGBVYq2xzggggEDFCvhWOSn51jrRrXLCfXJqQjNVKoyZFe6TEz3cAZ4JgUoXIGBVeg2y/ggggMCcCTgKPRoeD2r3I4/qP/74b9W1fY9SL3m79PzXqbGxXi87Tjpp4fgV9Ht2aCzXpc0P361ffO9m7RhboL7lp0kdS1Wzql3hYsNoCm1dTAhUrAABq2KrjhVHAAEEykEgXB6oYeWG96h/V6e6t3ZLu3uVGiwoF75hRvzn/SZ3YR8LHdlzyuVGNTQ4opHwez4d7vhcW6NUuPtz8YuJTu77wfGPChMobscVttqsLgIIIIDA3As4ArmdqVHZ2ia1zGvQ4IJ+9ea61bP1Xg3V1+qh2pSado9f09CCVdgRRnLv08ZH+9SpDg3WLVT7/HbV1S/Qso5mFe9GSMAa78bvlSZAwKq0GmN9EUAAgbIRcARaHB4hHDUu1otec6J2b9mkr6z/rq7+yNeVC1nqR+FbZv/bC7oFKx9asNLKNR+nofnhVjlt83XRe1+kVUd2qCm8eNlj5QttWkwIVKwAAatiq44VRwABBMpBwAMphNN6NfVqbKrTSGtGqbF+DezaqsER97eaZEqHdqrFq8LgWG1qrZmneW0tWrq4KWoPY2iGScx4uqIECFgVVV2sLAIIIFCeAum6ZjUe+RRp3hqdNrJLfYt3a3SsOGToBOscBiEttB4VQtaxWjS/QctaGtQcXka4msCKpypSgIBVkdXGSiOAAALlJZBpaNPCZ4SrB8P0hpeER3mtHmuDQMkFOMVdcnIWiAACCCCAAALVLkDAqvYapnwIIIAAAgggUHIBAlbJyVkgAggggAACCFS7AAGr2muY8iGAAAIIIIBAyQUIWCUnZ4EIIIAAAgggUO0CBKxqr2HKhwACCCCAAAIlFyBglZycBSKAAAIIIIBAtQsQsKq9hikfAggggAACCJRcgIBVcnIWiAACCCCAAALVLkDAqvYapnwIIIAAAgggUHIBAlbJyVkgAggggAACCFS7AAGr2muY8iGAAAIIIIBAyQUIWCUnZ4EIIIAAAgggUO0CBKxqr2HKhwACCCCAAAIlFyBglZycBSKAAAIIIIBAtQsQsKq9hikfAggggAACCJRcoKbkS2SBCCCAAAJzJpDP51UoFOZs+ZW+4FQqpeKj0svC+s+uAAFrdn2ZOwIIIFBWAm94wxv0ve99r6zWqVJWJpPJ6KSTTtLXv/4NLV68qFJWm/WcIwEC1hzBs1gEEEBgLgT6+/vV1dU1F4uu+GWm02n19vZqbCxX8WWhALMvQMCafWOWgAACCJSdQGNjo4466qiyW69yXKHR0VF1d3ers7OzHFePdSpTAQJWmVYMq4UAAgjMpkBbW5t+/OMfz+YiqmbefX19+vznP6/PfvazVVMmCjL7AgSs2TdmCQgggEDZCWSzWS1ZsqTs1qscV6inp0ctLS3luGqsUxkLMExDGVcOq4YAAggggAAClSlAwKrMemOtEUAAAQQQQKCMBQhYZVw5rBoCCCCAAAIIVKYAAasy6421RgABBBBAAIEyFiBglXHlsGoIIIAAAgggUJkCBKzKrDfWGgEEEEAAAQTKWICAVcaVw6ohgAACCCCAQGUKELAqs95YawQQQAABBBAoYwECVhlXDquGAAIIIIAAApUpQMCqzHpjrRFAAAEEEECgjAUIWGVcOawaAggggAACCFSmAAGrMuuNtUYAAQQQQACBMhYgYJVx5bBqCCCAAAIIIFCZAgSsyqw31hoBBBBAAAEEyliAgFXGlcOqIYAAAggggEBlChCwKrPeWGsEEEAAAQQQKGMBAlYZVw6rhgACCCCAAAKVKUDAqsx6Y60RQAABBBBAoIwFCFhlXDmsGgIIIIAAAghUpgABqzLrjbVGAAEEEEAAgTIWIGCVceWwaggggAACCCBQmQI15bDaY/1dGt2zXbmxvO7e0q98YeK1ampfpoa2JWqoz2phg5TNSKmJX8qzCCCAwOwKFPIa3nm/CmM5be8Z0bbu4QmXl8nWqXXpWmUamtTekFJLVspwaDuhFU8iUE0CZRGw+u+7RrvWf0V9w2M67xO3aiQ3ccI6/vlv0smveJcWz8/qDeukjsZQFSSsatoeKQsCFSNQCAFr2w8vUmGkX1/4yRZ96dqtE657XfN8Pfvd/62FRz1Rz1md0TmrQ8Ca8JU8iQAC1SRQFgErnxvS2OBu5YZy6tyxQyOj+QmNO3r7tGcor+acNDZxBpvwfTyJAAIIxC5QKCg/1KP88B719XSps7NzwkU0DBfU3T+q2pGCwjHkpC30E76ZJxFAoGIF5ixg+ehv41WfUn50UDfd/JBu/FXY8aQbdO5bPqRCKq3VTaGFqi64joVm9wevjIDvz2/WXZd9Ug+3LdKq9KvUsbhDxy+W1syTamhyr9iNkBVHoJIEeh+5VZ23fUdjoUvDf1wxpOGwi9q9+Dl64V+tjfZDp7XtbVhPbbtFhT2PaES1uvGWb+jWm3+o+jPPUm74WWqfV6enLJWaammEr6S6Z10RmI7AnAUsOWD9+NMaDf2vrr5tuf7rpiNV31Knj/79+5QNfazODsHpxJZQlJFe6Zq9R4af+fbvdPk3LleuaakWnHi2FqxepNqQrFaG1xGwplPtvBYBBA5XYM8jt+n+H3xUo2MpfeGqJ2vPSEYvePsz9by3vFb14UDvjauktLsu3P4VacsN2tkzpJ9e8i397p4dyo2OqK/jqVqxuE5PWBgCVuiPRTeHw60J3odAeQvMQcDy6T+f38srH5rLQ//QkI7qlW1pVba5UY1hjWpDB4WaYt+q0JqlWne2Cj9qa9USktRQuqBcblRDwyOhY3xtmJtfXHxD9FL+gwACCMQo4H3W3kchnBr0fmuskFK6sVnZuqzq6uvVFPZbteNb0mtCegr7rlRopWrMpqMwlSqMaXhkRMOjoxrLO10xIYBAtQqUOGA5XPWER3/YV+W05RFpODRQZVc9Wcc/9bVqbKzVi1ekFRqw1FzsBZoJ/3jSyyP/Ex/I67W3/UZd+VFdteEu9W4d1rp5q/ScVcvC3wlYERL/QQCBWRAYDfPcGR55DfTt1uaHpVwqpWNfd6GG1KQzn7lWLw27Ieer8PTeKezXtPxI1XX36KUn3aAn1mzXHYXt+tn63+iIpYv02hNPUKG5nj3XY1z8QKDaBEocsMznJquh0M8qHMkNjWloMOyUGtrUvHKNmuvS6ght7G7B2jelwyq2dkT/bG1t0dKQvFKhp+jgQJ868z0aHBpRPu/gNv7Qcd+7+QUBBBCYoUCx9WokzCcXWq9y0X4rn8mocelK1WTnaUH7fC0KLVX7TQ2tUhhOJlPIqqM5tLQ3Sxvyw+rZs0dNobU+Nxaa8KNWsWIi2+/d/AMBBCpcYA4ClncmexNUNuyA8mFIhoaG+ihcNdamJjma8w4u7Ip81U4+5e5byoRThzXpELZ8uLjvkDF6Gf9BAAEEZkFg774rHbo01DbNCxfl1KixLqPacPqvNjNRSHosmEX7rbDvCn22wpFlGAMrHT32vmOi983CqjNLBBAouUCJA5ZbmULPTrUr7GP0mv99wKkpumrQVw56V5OJeoeOd/BRXnhdmHZv26n7f5NTd6pZRz1luVYsXaPl4cgxQ8CKfPgPAgjMhoD3TL6keWU082Oe+1YdffZfRr+/yS3sYUpPuA/aEf6yObR49WrT3cN6aH3Yv53VpnVrVmnJkoUhnNVOckAZzZL/IIBAhQuUOGAVtfYetaUzU1l8CGChY6invI8Ew6nAQnikQ0JLhzAW5TEOAouw/EQAgVkT2LujSYWdTspHiGF6/I4J+WjfVQhdGHx3inzBB5HFFqzwG/utWaspZoxAOQhMJeHM6XrmBvt11zf/MVqH9fc16ZfLX6R060K94qy1Wrx6sU4Jw7lnJ2yen9PVZuEIIJBwgc3XXaVd91+l3sG0rs+eqPvXrNOTTztD5569XIvmN2mBr+QhZCV8K6H41SxQ9gErHy5n3rb+F1EdPLLjTD0w78lqWdihY9cu0NFHtagj3NSLfFXNmyhlQ6AyBbo3boj2Xd25Rm2sebUeWHCEzjhilZ64dp4WttSqITRhka8qs25ZawSmIlCGAWvv6cDRwYFw65xBDfbuVNeevePF5DL1apjXrJZw9NcQxp6pD031Hi+LndRUqprXIIDA7Am4Q3s4JRhOBw71dkd9S3vCzZ+97xpI1amuKey36lvV1FSv+nAxT9anGWdvZZgzAgiUgUCZBSzvpLaFR0G3/d+/6oGfX62+Ienvrj43ojr55efoXe9+oRbMb9EJS1vUHo4AGaqvDLYiVgGBxAvsCQK94aBwQN9/72vC1dE5fefWdt22+VzVtrToxZ96sTqOW6VTF7fqyNoaj96gMtv5Jr4GAUAgboEy+4w7YIVEFQLWnkcf1Pa716t3tFH3dp4alfuE+sU6ck1H6L/QoHD7wei6Ho4CIxr+gwACcyqwd3y/fH6POjes19hoThsfeZbu3bFS8wqtal/aobXHdmhJuBOF70tRZjveOZVj4QhUq0B5fM5z4ehvdHe4T1dOt910Qxjraky3P5LXBh2nfH2TznreCZH/CccsCTeAzijcSzUaSYtwVa2bJeVCoBIEwgHh0NZwPDimLQ9v1JZNGzUSBj6+O3+MbwSmjhOfoLNqj1VTa4OOnN+ohaHF3eGK/VYl1C3riMDMBcojYPWHca52rw83fh7S3/zZR8O9unK6b8m5erT1As1vadK3L319VNLFjWFE5ND3yiu9d6jSmQMwBwQQQOCwBMKwMer8Seh6NaJrv/Jjfe2LPw23z6nTjUe/JRpK5v1vfq6e+5wnhKuc01odRnJvcJ/RsCAC1mFp8yYEKk5gTgNWYSzc3yvspMaG+pXr71V/6HC1q7tfIyFgDS2sUaFuXriZapPa25si2HCnCfluFI8/9kzF1QErjAAClSQQWtgLfoSWq9GBPaEBa1i9vX3aHfZd+ZowVl9tuEVOKqOGtnBqMOy7fDBYHx7uL0q4qqSKZl0RmJnA3AWsEKz67vph2DmN6Lfhxs233PFbjYS8tfXoc8M9ugo6/aynatVxJ6uluU5hdxVN7hjKDuoxDH4ggMCcCIx0P6KhTaGfVQhZ/3PFdRoZHtGvOhu07bgXKFvXoDe+5GSlw30K1x3RFu27HLD8YN81J9XFQhGYM4E5C1iFcEPBrhv/LbRe9eryH2/Wp6/YFJqnQg+FC74e9kZ1ev8rT9AbzzxizmBYMAIIIDCRwMi2O7XjF5/RSC6vv/7Eeu0ZDEPLPOlV0tP/VO1NWf3d257J4McTwfEcAgkTKH3A8p2aQw8FdwwdHQ2nB8NOKgwd8/vJpw3DNDo0rOHh4d8/P/43D9AX7gHmGz373oXhB0eH4334HQEEYhbwPmvvjio/FvZdYb/l/de+KbRmKZwq9P5saHhI+dDvaqIpFW5QH3Ze0W2+fA9V77uYEECgOgVKG7DyITztuUsaeDjkqzF94at3qq+nT7d2eWiGMOXCz6s/ETpZpfX5O5v1gzAcw0RTbUu7lj/vQjUsWKEXPGGezlzTpDqPOMqEAAIIxC4QglS4ylm7fx1C1KjuvPkXuvSLGzQWujkMDz92dPjAtdKO+9QfhmF4xX3/PMnNn8Nt7tc9XwtPfaEWL2jRa5+8QB3NPlCMfYWZIQIIlIFAaQNWuHRZo7uigKUQsO6+d7d6uwfU6atxPLkpa+tt0a93b5E2TLLnqVuwXMetOV+NSxbolOVN0Y6ONqyIjf8ggEDcAt4/5UNr+kDYKY0NqnvHNt15T4/3ZqEf1mP7rt4wQHLv9nAVYThG3DT5KO3Lcyu1fP5ZWjWY1eD4FrC415n5IYDAnAuUNmCFK2tUE0axalihVNgxnXTWszQ0MCL3tFo7DYpsU5uOOGqR6hY0qqM1o5pwmpAJAQQQmBUBH+il68J+a0nUgrVwVb9OO/scd3SQr2x+rA1rSotuX3eMFq0M9yKcX6fGcMsc+jZMiY0XIVCRAqUPWPNOklqfoFTYO33w0rOVH/OQfNPbSbkfQ6a2IXRlyESnBglYFbntsdIIVIhACEI+MFzkW3YVtO4lz9Nxz31TtO6h51UUtKZakExtfRjBIYzlF/po1YZuDRwaTlWO1yFQeQKlDVjenaTCIv0IU1NrOCpkQgABBMpdIHRMV8qj8IXxrMKgVtl6j8nOhAACCEwuMPGlLpO/nr8ggAACCCCAAAIIHEKAgHUIIP6MAAIIIIAAAghMV4CANV0xXo8AAggggAACCBxCgIB1CCD+jAACCCCAAAIITFeAgDVdMV6PAAIIIIAAAggcQoCAdQgg/owAAggggAACCExXgIA1XTFejwACCCCAAAIIHEKAgHUIIP6MAAIIIIAAAghMV4CANV0xXo8AAggggAACCBxCgIB1CCD+jAACCCCAAAIITFeAgDVdMV6PAAIIIIAAAggcQoCAdQgg/owAAggggAACCExXgIA1XTFejwACCCCAAAIIHEKAgHUIIP6MAAIIIIAAAghMV4CANV0xXo8AAggggAACCBxCgIB1CCD+jAACCCCAAAIITFeAgDVdMV6PAAIIIIAAAggcQoCAdQgg/owAAggggAACCExXoGa6bxj/+lwuJz/y+fz4p/l9EoG6ujql02mlUqlJXsHTCCAQh8DIyIgGBwflzxzT/gLeZzMhgMDsC8woYG3YsEEXX3yxurq6Zn9NK3wJDlXvfve7dc4557DTr/C6ZPXLX+Dyyy/Xrbfeqmw2W/4rW+I1vPvuu0u8RBaHQDIFZhSwenp6tH79em3dujVqlXHrDNP+Am7dKxQKymQy2r59u8bGxvZ/Af9CAIHYBR599FFt27YtajGOfeYVPkP2QRVegax+xQjMKGA5ODhANDY26vTTT1dHR0fFFLxUK9rZ2an1N61X/0B/FLRKtVyWg0CSBY4++mgdf/zxqq+vTzLDhGW/8cYb9fDDD0/4N55EAIH4BGYUsIqr0dLSoo98+MM6+dhji0/x8zGBW267TX/2hjdEAQsUBBAojcBznvMcve9979P8+W2lWWAFLeXVr341AauC6otVrVyBWAKWT3/Vh9ODzTffXLkSs7TmjRsfVCzIs7R+zBaBahRw5/bm5ubwaKnG4s2oTNls7Yzez5sRQGBqAvF99/tKwj19U1tqgl6VGhoS1wwmqMIpKgIIIIAAAkGAXulsBggggAACCCCAQMwCBKyYQZkdAggggAACCCBAwGIbQAABBBBAAAEEYhYgYMUMyuwQQAABBBBAAAECFtsAAggggAACCCAQswABK2ZQZocAAggggAACCBCw2AYQQAABBBBAAIGYBQhYMYMyOwQQQAABBBBAgIDFNoAAAggggAACCMQsQMCKGZTZIYAAAggggAACBCy2AQQQQAABBBBAIGYBAlbMoMwOAQQQQAABBBAgYLENIIAAAggggAACMQsQsGIGZXYIIIAAAggggAABi20AAQQQQAABBBCIWYCAFTMos0MAAQQQQAABBAhYbAMIIIAAAggggEDMAgSsmEGZHQIIIIAAAgggQMBiG0AAAQQQQAABBGIWIGDFDMrsEEAAAQQQQAABAhbbAAIIIIAAAgggELMAAStmUGaHAAIIIIAAAggQsNgGEEAAAQQQQACBmAUIWDGDMjsEEEAAAQQQQICAxTaAAAIIIIAAAgjELEDAihmU2SGAAAIIIIAAAgQstgEEEEAAAQQQQCBmAQJWzKDMDgEEEEAAAQQQqIGgGgTyoRDDyo8Na2BXn7of3RUVqrdQ0Gj4rbaxVa1LV0fPdTRKNcTqyIL/IIAAAgggMFsCBKzZki3pfEfC0m7TyMCjuuE/f6DL3vvlaOnfDv/dGR7LTn6WXvSpn0XPferZUltd9Cv/QQABBBBAAIFZEiBgzRLs7M62EM2+kM+HVqucCm69KoxoeHhUI7kxjT228L2vmt01Ye4IIIAAAgggcLAAAetgkzJ/xqcD+5TPDWjHPXfpvp9dqYHcqNZ3dmpH3x5t/u2Duu+xEgyUeUlYPQQQQAABBKpVgIBVcTXrdqn+0HLVpa6NN+m2y/5Ju4cKuvTegjbtyauQL2gstbdQoQsWEwIIIIAAAgjMgQABaw7QZ7ZIp6capVSvuuZ2zV95jNLDBa0OYaqhr6DCaL800hst4sGtPRoYKZ4wnNlSeTcCCCCAAAIITF2AgDV1qzJ5pS8BbFe6dr5WnXGBlp96Xuh/Jf1JyFFjuSGlNl8vPXBFtK7Pfu8Vun1jV5msN6uBAAIIIIBAcgQIWBVZ12mlUmllsjXKzKuPShBGXwgJazicPWyTWvc+V8t4DBVZu6w0AggggEDlCzAiUuXXISVAAAEEEEAAgTITIGCVWYWwOggggAACCCBQ+QIErMqvQ0qAAAIIIIAAAmUmQMAqswphdRBAAAEEEECg8gUIWJVfh5QAAQQQQAABBMpMgIBVZhXC6iCAAAIIIIBA5QsQsCq/DikBAggggAACCJSZAAGrzCqE1UEAAQQQQACByhcgYFV+HVICBBBAAAEEECgzAQJWmVUIq4MAAggggAAClS9AwKr8OqQECCCAAAIIIFBmAgSsMqsQVgcBBBBAAAEEKl+AgFX5dUgJEEAAAQQQQKDMBGrKbH1YnUMKFMIr8irkc8oNDap/1w7l8lJ/ThoZHZW2PKLClp5oLv1DI9HPkYE96tlyX/T7Qw9ITdnwa02DlG1ROiUtXNCo+roa1YR/OHGHp5gQQAABBBBAYAYCBKwZ4M3NWx2wupQf69bG66/W9V/4tHqGC/rfEJwe7Q9Ja2xYGu2PVm377sHo5+5Nd+uKD5wb/X59XchWTlELTlZq9cuUDqHqPW85U89++iq1pTNqD38iYEVU/AcBBBBAAIHDFiBgHTbdXL3RAWtMhbEhjQ72aM+2h7R7sKAtm6RNfROv09jIgPq2PxT9cd9LBhZL9T3KZNLqCS1dw/lCmKvkuTMhgAACCCCAwMwECFgz85uDd7t9qVapdKuaFq3SEaedrbZwJvDpSws6em+D1dTWqe1YacURyqTTOrK9Wc2ZlELjFq1XU9PjVQgggAACCDyuAAHrcXnK8Y8+v9euTG27Vj1tVXi8MlrJV5fjqrJOCCCAAAIIJFTA39ZMCCCAAAIIIIAAAjEKELBixGRWCCCAAAIIIICABQhYbAcIIIAAAggggEDMAgSsmEGZHQIIIIAAAgggQMBiG0AAAQQQQAABBGIWIGDFDMrsEEAAAQQQQAABAhbbAAIIIIAAAgggELMAAStmUGaHAAIIIIAAAggQsNgGEEAAAQQQQACBmAUIWDGDMjsEEEAAAQQQQICAxTaAAAIIIIAAAgjELEDAihmU2SGAAAIIIIAAAgQstgEEEEAAAQQQQCBmAQJWzKDMDgEEEEAAAQQQIGCxDSCAAAIIIIAAAjELELBiBmV2CCCAAAIIIIAAAYttAAEEEEAAAQQQiFmgJub5MbtJBPL5vN71rnfpgx/8oNJpcu2BTDt37jzwKf6NAAIIIIBAxQoQsEpYdd3d3SVcGotCAAEEEEAAgbkSIGCVSD6VSmnp0qVqbm5WTQ3sB7I/8MADGh4ePvBp/o0AAggggEBFCvBNX6Jqc8B6xzveoZe97GVqaGgo0VIrZzHr1q0jYFVOdbGmCCCAAAKHECBgHQIozj8vWLBAy5YtU2NjY5yzrYp5ZbPZqigHhUAAAQQQQMAC9LZmO0AAAQQQQAABBGIWIGDFDMrsEEAAAQQQQAABAhbbAAIIIIAAAgggELMAAStmUGaHAAIIIIAAAggQsNgGEEAAAQQQQACBmAUIWDGDMjsEEEAAAQQQQICAxTaAAAIIIIAAAgjELEDAihmU2SGAAAIIIIAAAgQstgEEEEAAAQQQQCBmAQJWzKDMDgEEEEAAAQQQIGCxDSCAAAIIIIAAAjELELBiBmV2CCCAAAIIIIAAAYttAAEEEEAAAQQQiFmAgBUzKLNDAAEEEEAAAQQIWGwDCCCAAAIIIIBAzAIErJhBmR0CCCCAAAIIIEDAYhtAAAEEEEAAAQRiFiBgxQzK7BBAAAEEEEAAAQIW2wACCCCAAAIIIBCzAAErZlBmhwACCCCAAAIIELDhSTGcAAAs0UlEQVTYBhBAAAEEEEAAgZgFCFgxgzI7BBBAAAEEEECAgMU2gAACCCCAAAIIxCxAwIoZlNkhgAACCCCAAAIELLYBBBBAAAEEEEAgZgECVsygzA4BBBBAAAEEECBgsQ0ggAACCCCAAAIxCxCwYgZldggggAACCCCAAAGLbQABBBBAAAEEEIhZgIAVMyizQwABBBBAAAEECFhsAwgggAACCCCAQMwCBKyYQZkdAggggAACCCBAwGIbQAABBBBAAAEEYhYgYMUMyuwQQAABBBBAAAECFtsAAggggAACCCAQswABK2ZQZocAAggggAACCBCw2AYQQAABBBBAAIGYBQhYMYMyOwQQQAABBBBAgIDFNoAAAggggAACCMQsQMCKGZTZIYAAAggggAACBCy2AQQQQAABBBBAIGYBAlbMoMwOAQQQQAABBBAgYLENIIAAAggggAACMQsQsGIGZXYIIIAAAggggAABi20AAQQQQAABBBCIWYCAFTMos0MAAQQQQAABBAhYbAMIIIAAAggggEDMAgSsmEGZHQIIIIAAAgggQMBiG0AAAQQQQAABBGIWIGDFDMrsEEAAAQQQQAABAhbbAAIIIIAAAgggELMAAStmUGaHAAIIIIAAAggQsNgGEEAAAQQQQACBmAUIWDGDMjsEEEAAAQQQQICAxTaAAAIIIIAAAgjELEDAihmU2SGAAAIIIIAAAgQstgEEEEAAAQQQQCBmAQJWzKDMDgEEEEAAAQQQIGCxDSCAAAIIIIAAAjELELBiBmV2CCCAAAIIIIAAAYttAAEEEEAAAQQQiFmAgBUzKLNDAAEEEEAAAQQIWGwDCCCAAAIIIIBAzAIErJhBmR0CCCCAAAIIIEDAYhtAAAEEEEAAAQRiFiBgxQzK7BBAAAEEEEAAAQIW2wACCCCAAAIIIBCzAAErZlBmhwACCCCAAAIIELDYBhBAAAEEEEAAgZgFCFgxgzI7BBBAAAEEEECAgMU2gAACCCCAAAIIxCxAwIoZlNkhgAACCCCAAAIELLYBBBBAAAEEEEAgZgECVsygzA4BBBBAAAEEECBgsQ0ggAACCCCAAAIxC9TENr9MRlowP7bZVcuMCru7VEilqqU4lAMBBBBAAAEEpiAQX8CqrVX69NOnsMhkvaTQ1KR8mobCZNU6pUUAAQQQSLpALAFrdHRUe/r61NndnXTPg8rf09+v0Vwuer63t1c7duxQQ0PDQa9L+hO5x4wGBgbU2dmZdI6Dyt8dPlvDw8PR8yMjI9q5c6cGBwcPel2Sn+jp6ZFtCoWC+sPnrqurS943Me0vUNxubMNnbX+byf7VF77fvE0xITAdgVTYGRWm84bxr73uuut0/vnna+vWrUpxGmw8zX6/F4kx2o9lv39gtB/HhP8oGvmPbEsTEkXhCp+JbcY/W9yW2I7Gqxz6d3uddtppuvzyy7V06dJDv4FXJFpgRi1YmdDvKpvNqjacHmRCAAEEEECgmgX8nVdTU8MBTjVXcoxlm1ELVlfXLq1ff5OGhoZiXCVmhQACCCCAQPkJuAVr3rx5etrTnqa6urryW0HWqKwEZhSw8vl81CRfbG4uq5KxMggggAACCMQs4JCVDhcucXo1ZtgqnN2MAlYVelAkBBBAAAEEEEBgxgKMHzBjQmaAAAIIIIAAAgjsL0DA2t+DfyGAAAIIIIAAAjMWIGDNmJAZIIAAAggggAAC+wsQsPb34F8IIIAAAggggMCMBQhYMyZkBggggAACCCCAwP4CBKz9PfgXAggggAACCCAwYwEC1owJmQECCCCAAAIIILC/AAFrfw/+hQACCCCAAAIIzFiAgDVjQmaAAAIIIIAAAgjsLzCjmz3vPyv+hQACCCCAwPQE4rzVGrevmZ49r55dAQLW7PoydwQQQACBSQTGxsbU1dWl0dHR6L62k7xsSk/X1NSora1N9fX1U3o9L0JgtgW4F+FsCzN/BKpQwF+MfmQymehRhUWc1SL19fXpgQceOChY1NXV6aijjlJDQ0N0Q+FZXYkymHl3d7de+cpX6ne/+51yudyM1mjRokX6l3/5Fz3zmc+c0Xx4MwJxCdCCFZck86loAZ+m8JeeHwMDA9EXnwtUW1sbfdk1NzerqakpEV96LrfDkx3curBjxw7dcccduuuuu/TQQw9p8+bNGhwcjFoc0um0bLNs2TKdeuqpOv3003X88cervb1dDgtMBwv09PTom9/8pi655BLl8/n9XjB//nx9/etf14knnpiIbc3b2a5du9TZ2bnvM7cfyDT+4bA/NDQ0jXfwUgRmV6BiA5Y/mDt37ox2+DfffLMefPBBecflc/ALFizQ0UcfrSc96UlasWJFtLPn3PzeDck7IIeIPXv2aMuWLbr99tu1YcOG/XZMDhWveMUr9NSnPjUKGLO7Cc7N3EdGRrR79+4oLFx33XX69a9/rUcffTTahg4MWD7l4C++VatW6XnPe57OPPNM+WjZTtU4OVD9wz/8g371q19FX3xuZbCJzXwqx5+98cHAIcunZ370ox+psbExCltPfvKT9eY3v1nHHXccQWvcRuJWmp///Of62Mc+pq1bt477y95f/fc4TpcdNGOeQACBkgtUXMAaHh7W9u3b9bWvfU1XX3217r33XvX398vPF5uYvbP30bPPx59wwgl68YtfrPPOOy/6kvTfkjQ5TG3cuDFqgr/vvvuiQOodu8OEWyfcElFsjSh2NnVLzSmnnBIF1GoKES6fA+ZPf/pT/eQnP9Ftt90WnaZxMPc25L8XDQ7cRhzQs9msvve970Xh/aUvfWl0asMtN9W2TTlQff/739edd955IMOE/3bYcvjyw8Hdn8977rknChJ/9md/FgUtt3K5hSHpkw8EP/OZz0QHN0m3mKj83kZ8cHzuuedO9OfHfa6lpUVHHnnk476GPyJQSoGKShsOC7/85S/18Y9/XLfccsu+YHAgmI8AHRr8RbFp0ya5heLHP/6xPvjBD0ZH1O7fkJTJrVRvfOMboy+8YsvMZCGiaOIvSn9pHup1xddXyk+3vDiQX3jhhVHAdDknmhym3Crjh0N7MXj59Q6lftx99926/vrr9YEPfECnnXZaFL4mmlclPue6L7ZQFYOlA5I/N62trfs6EvvL0Ac2PsVjE7cI2she3tZs/clPfjI6xejPng94ktqSbBM7ueVq/fr10Wbhgxe3jLrFsOhdidtLnOvsgxUf3P3N3/zNtGfr7dEHQUwIlItAxQQstzxceeWVev/73x+1OhR3SP5Aeae/ZMmS6Kd3ZA5W27Zti46m/aXqForvfve70fv++Z//WU95ylOq9vTOgRuWg6Z37DY5cCp+efp5B4mi6YGvq5Z/e9twAPD2UAxXDlE+reUvuo6ODi1evFjz5s2LHt5h287bklse3E/Enp48D4d2t9b867/+axSyqsXJX/zuQ3XyySfriCOO0LHHHhv1r/JPn35367C/CL39+PPlz+YjjzyiH/zgB1HLoIOVA5a3p97eXn3uc5+L+mWdf/75citD0iZvdz7o+9a3vqWrrroqOkXvwPqCF7wg2g69X3NQZVJ0UON9un2YEKh0gYoIWN5B/eY3v4laoHzljXfc3rkXT2W99a1vlft8+IvSz3un7tOHX/ziF6P+RcWdvfsb+Ujaz7sZOimTQ4S/NP3F6IedvANzMPWXplsGf/jDH+4LD0lwKYYqB4g/+IM/iE4jO2A5XLnPlc08OUB4e7r//vv1j//4j9F25dDlbdAhzZ2//9//+3+6/PLLo/BQfF8lG7ql6Z/+6Z+ikOW+Zvbw5+rxpjVr1kR90/z5fOc73xmdHvR25c+uw4P7dPkz6tCWtMnbifdfH/7wh6N+o/4sHnPMMXrve9+rv//7v+fUadI2CMqbGIGyD1j+InO/Du+03ZeoGK58uuKCCy7QxRdfHLU6jP9icyuEd/jnnHNO9OXnI8RiC407xHtH94UvfCEKaNVe03ZauXJldFWSr/Dy6aylS5dq4cKFUauNW2m+9KUv6Wc/+1nVByyHBLe8uN+UO6q//vWvj04ZO2hONtnHrVu2c0uV+/75tKBDl7dFt2i5L9dll12mP/mTP4lOo002r0p53uX1Y7qTrRwcfKn8n//5n0etWQ5Ynh5++OHoNPVJJ510yLA23eWW8+sd0H0K8H3ve190CtUe/vz5FJgPbsbvt8q5HKwbAghMX6DsA5ZPP/iyZfd5KZ7W8RGgw9MnPvGJqBVmoqNr77jWrl0rnxL0FXE+gvTOza1ZxavGnv3sZ1f9zt5feL66y19+E03+AkjKVNwmfGrvcK4CdOvW6173uujKQ4cIB39P3kavuOKK6EKKJPXvm2y7caD359NXyxU/s/7c+TSi/+1W1CRM3t+4tdNhyn1H/W+3nL72ta+NxmpyQGdCAIHqFSj7exH66q5LL7103zACDlM+lePmdZ/mmihcFavLf3Nr1l//9V/vN7qvjyjdGpGEcGGDycJV0SkpPx2w3Ado+fLlh90Hz/1D3FI1voXH/WvciuWfTHv70dj4wH407geYJCOfGnW/NLd6Olx5+/PpaF9ZSRA/9CfFZg6h3k/74d/9HBMClSJQ1i1Y3hm7w+xNN90UfbiM6i84D8LnMa6mEhzcf8RjFz3hCU/Qb3/722gH7xaHa6+9NrrC0Jf1TmU+lVKhrOfsCvhL0v33vF0VJ+/0uRKsqLH3pz+741toHPTdt8uf3yRM3iZuuOEG/d3f/V3Ux9Hl9wjtPlXoFj6myQW83bil04HcF5H4ghL7ObD7wMYHzd5n+7Poh//GhEA5CpR1wHInWXceHr+j9mkaX4001R21P3w+pehxizwOlD+s3vn56PKaa66JxjJysz0TAlMR8PZU3LEXX+/nCOlFDUUHMT4wKp5C9V/85ehT9v4sJmHyOHN/+7d/Gx0gurwO5B653QOvevthmljA+2V34TjjjDOiPnsHnmWwnQOWrwT3gfPZZ58dtUgTsib25Nm5FSjrgOUd9I033rifkPvO+Gqk6Uz+ULrFy0HKAcuTO727w7v7ZzEhMFUBh30fVfuLoDh55+5hQghZe0V8utQDlY7/cvSAv25FrvYvQh+8ufXO/a7cgmUDh0v3u/LpQU4NFj81E//058u3YvJj/IH1+Fe7P5//7m3MB9y+WOUtb3lLdNUrn8HxUvw+1wJlfSjlwQs99tD4yZfV+1TDdCYHrNWrV0cBq/g+7/h8i5gk9Qkplp2fhy/gYO4BRse3zrhVxqF/qq2qh7/08n2nP08+ePnOd74TXd3rFixPxRaHT3/609Ftq8q3BPGsmYP3N77xDf3v//5vdHcAbxve90ylz2g8a1D5c3GwmixcuXT+m08h+gyHWwo9BIjv1uFg7+4fTAiUi0BZt2D5UvgDB8j0AIge/2o6k4+a3TF+/NVL/qL0KO/jj7KnM09emzwB79h90cW///u/R8M0FAW8Xb3oRS/ab/sq/q1afrrcHgvMBz3FyR4Omv6S842gi/cELXZmt4vvBeovwHXr1lW1j038pW8jnwp02LSP+3h+/vOfj4ZmqPbWu+J2cTg/PXyKD5zdEuyx0nz1s4dT8RAqdvTVmO7i4f64PjC2r/fd/puDlq8Sf/WrXx2N3/aMZzwj0Qc7h+PPe2ZHoKwDlj8441sKTOCRpKfbzO4dmz+ofviI2h9KN+X7VA8Ba3Y2rGqcqwP/Zz/72WgnX2z59Lbom2K7P0g19y/yZ/FDH/pQdAPoYt36M+TPki3ccuDWG3/WfNrGHblf8pKX6OUvf3k0irtb96o5YNjCQdNXLHvML7t4X+UrBp/4xCdWddmL28Ph/HQIdyDymIY+jexA6v20+6w5dPmUn229n/b25e3QQ/b8z//8T3SKsHiGw393APvoRz8aDSTt/n5MCMy1QNkGLH+oPIjj+L4uDkfuR+UP3nQnv9dXoPgDWwxYnr+PzP1v/50JgckEHPR9d4D/+I//iMKEt09vM6tWrdJFF10UfSlM9t5qeN4hqnhV16HK4y/JV73qVVGrngf8rebgWbRwC8uXv/zlaMBe709cZp+2ct8rLqIpKh380wcovrLS/dS8X58shDugO3Q5vLtlyy2iHvzXgcr3W/XkbdT3qPVdCHyBwfgrfQ9eMs8gMPsCZZsqvJNyAPLP4uQP3/jTfMXnp/rTO7rxH2B/SfqL0z+ZEJhMwJ1qf/rTn+o973mPtm7dum+b9Ijcvk2TR8ev9slffh5DzKfoiw+30PgLz1+SxQMUf5Z8utBfcH/xF38R9UdyS7FPyVfr5NY732rKp469z/LkoTzc8dqnvJgmF/ABrw98p9PC6X2470Txx3/8x9HNsx3Oivt1t3D56vCHHnqI/frk7PylRALTbwoq0Yp5R33gTtkfxpkcDR8YsFwUH/UQsEpUqRW4GH95+mow38PSp36Kk/uLvPnNb44GHZ1J6C/Or9x/+kvM91z0ja+Lkz87Pm3qEdp/97vfRX0afXWXv+Q8LphHL3eLwh/+4R9GLQ1ueai2CwG87/CpKbeaOEg6aPoU1yc/+cnoqsli8Cya8TM+AYd7X5npm2i7dbm4L/e25+3R/biKwSu+pTInBKYuULYBy0WY6MMxkzA0vjWsSDTRMop/42dyBbydudOyQ4JbInwTYz9X/AJ9xzveoTe+8Y3TvqK1UkUdsJ71rGdNuvq2csDwpfOf+cxnorDl0/tuIf7qV78anV783Oc+F3V6r5bPnLeHnTt3RsHTN5L35NNSPi141llnTftinElx+cOkAr7gyadirw0DRztgeXIrog+K/uiP/mjS9/EHBEohULanCP1FdmBfq2JHx8OF8ameAwPadJqmD3e5vK+yBBzE3TfPYcGdlB2u/FwxXLkj89vf/vZowMPKKtnsra1blj2Eyl/+5V/q//7v//S0pz1t37hg/sxdddVV+u53v1tVl9F7f+Q+eb6CzWHS24dv4Owb07u13V/0j/dw66jnMX6f5N89r/HvK75u9mqvcufs7c4XEdi7OPnMh/tljXct/o2fCJRSoGxbsLyz8ik9/yy2PPmnj5T9wTmco2AHLO/QipPn4VM9XgYTAhbwtuVTXB7LyEHKLTDFcOVBbj/wgQ/oTW9604xOVVe7tC+z97hPHgvLfdY8+XPrlqwXvOAF0Yju1WDg7cJ3mvA24qk4LIXvczqV/ZNbXO644479ukI4WLmzvIeVKe6X3Hp43nnnRW7F56rBL44y2GP8fUE9T+/jxw8nEsdymAcChyNQtgHLhXHnWYcsf+F58pefd2beMU23L5Y/dG7OL4Y17wC943KT/lR2htEK8J+qFvD25fF1/u3f/k0f//jH931xeifuK+Pe//736zWvec1BLatVjXKYhTv11FP1/Oc/X//5n/+5bw7uq+XBIKv1EnqHoyuuuCLq8L6v0I/zi7e34qP4Ms/jv/7rv/bbJxXHhvIVmQSsotTen96f+zM7fnJr1nQHox7/fn5HIC6Bsm668VVLfoyffDm0d0LTmbwT8/vGnyJ0qHKn2/FNy9OZJ6+tPgHvqD/ykY9E4aoY6r2d+Ca9n/jEJ6KBDA88bV19CvGUyJ/bA29p5c+tO8FX6+T9jL/wfTA3lYdf6/eMnyabx4GvG/+eJP/ug+0777xzvzMT3qc7lHLgnOQtozzKXtYtWL5KxM2/HsCvOLnp119+/ttUJ++c3AF3/Jha/qJcFcYwImBNVbF6X+cvOgdw96tyvytvX95mvIM+/vjj5VM+vrnsdFtNq1fs0CVzS4tbiMdPDh0+VVhNk/dDHjKg2MF6OmXzNlZskS8GKLv5KsTxQd7DYSThStXp2BVf64PmH/zgB/udZvVZCd97loBVVOLnXAmUdcDyeDtuZfK4OsXJ45s4ZC1fvrz41CF/+gvUl1K743Jx8g7MN5+ttsvGi+Xj59QE3CHW4dtDLnisK7ey+MvOYcojS1966aXRKS2+4KbmWXyVg1RxAMjiczb1Z7paJu873K+s2C90uuVy53X38/MYWsWDP4crz9PbXvHgz8vx88V/T3c51fp6hysPA3LllVfuF3C9jXlsOgJWtdZ85ZSrrAOWj4DPPvts/eQnP9knunv3bl0bLsl1R9qpTj5yvvHGG6NThMX3eGflK51olSiKJO+nWx0efPDBaEBMX9btfztcud/fKaecEvUfSspI5HHXvkd99xff+MmX1E/nwGj8e8vxd3+BL168+LBXzQd83tbGBycf+Hmedqr2gz9vI3746lO33E0nELmV2WNf/dVf/dW+PrquCHs6XDEG1mFvlrwxRoGy7oPlD4tvouufxQ+fm9S/+c1vRgMcFpvVH8/DrVceDNGXiPuIx5M/zG7a91g11b4TezybJP/NrQ6/+tWv9JrQaf3666/f1wrhvkO+r+BXvvKV6JJ7Avj0txJ/znx13a233rrfm/2l51ZjJgQs4OEtPAitx5nzaT4P5Ot99YEDTBe1fKDsv//2t7+Nbq/jseh84URx8neET+m7VdAXSDEhMNcCZd2C5aM5nyJ89rOfHR2t+Eux2Orwi1/8IrpKaXxfhYkwvbP3jUHdudYfUE8+kvYH25fdjz96nOj9PFd9At6OfDuNiy++ONpZF/vPOFz59hseYmD16tX7Qn31CUxeIg+r4C8+n6LyrYCm80XlAx73Zbvsssuikc3HX93l1mjf/Nn9lZgQsIBb8DziuruAfOc734luEO4LSrzP98OfR++rfZDsA2ufcnZXD58W9B0Fiqfzi5pubfaVvr5NERMC5SBQ1gHLQG69KrYyFE/h+DShL6M/7rjjosvnJ2uFch8Hj8XjTsrFPg4+yvGH1wNIuiUrCZO/+Irh8sDy+nnvwA6c/LwfEx1N2tCPSvOzg8OV+7w4RG3cuDEK7C6LA8AFF1ygd73rXdFo45N5Heg0/t8O655XJU/uj+bPlq3ckueb6voLyx2t3XnYnzWX03Xv7cafSX+2/Jn0mE5uufrRj34UBS3Pw5Nf69Pxvq2JP89MCBQFvI14G+rs7IweN998c7S9eDtz67G3teJrvJ0d+Ln0582v8yn9Sy65RGeeeea0DgqK68FPBGZDoOwDljsXv/CFL4z6YnnH7RYpf9D8QXz3u9+tiy66KPoC8JFO8QvfH0If8fhIx3dq37BhQ/QhNaBPDb70pS/VSSedVPFfhlPdIPyl6ZG0J5r8JfnrX/96vxG2Har8nHduE3Xu9g7Nd7KvtPGMXK6bbrpJF154YdSxvbiz9k7a/UBcnmtD/77idjSR1+M9d84550SXh9utkieHpXvuuUfr16+PWhDc6uSDEgct9w9yy4K3C38W3WJ1//33R6/3l6RbJYqBvfjl5yu6PvvZz0bBtZJdWPd4BbzPdiup+1N5W/J24zDln97H+zHZ5M+YD4q8XfoMhw+M/PtE+6vJ5sHzCMy2QNkHLO+kfeTsoxM3ETs0FU8V+mjZTcx/+qd/Gp1+8AfWH1Cfp/eVOP77+Fsm+HSHBz9861vfmqgPor8sfX8020xlsq/7IPkx0eRB/Hy/uUoLWD5S9ukIbx/FcOXyeYfu532Lk5lMPgBwGKnkgOVw6Yc/d3bxgYofbu1zX7WpTg7h3k48FpZvhLxixQr6Ox6AVwyg3r8VP5v+veh/wMur7p/ujO6+sT5d73t+uj9V8QDa+yAfEHkbLHq4O4i3K7eCeqR732vQB98+OHKLlz2ZECgngbIPWMbyB8d9Qvyl/ra3vS3qN+OjG++UfBXYxz72MX3qU5/ad/rBXwjjv0D9foerpz/96frQhz7EkXQ5bYGsS1kJOBT5s+b+U/6yK37R+cvOn7diEBi/0v58+eEvQLcgOCS4M/t73vMePeMZzzhoPKzx703y7/Zy64uHFbCzJ7fKuG+oPat9KgZwh3B3THdLlltPve0VW7W8DTpgFVtN7eNWVL93sq4h1e5G+SpHoCICVpHTH0TfesN9RDwgpENW8SjHO6jiTqr4en8wvRPzEc/rX//66K73HuE3aZMNvGOaaPIXpo8SHUiLXhO9bvxznlcl7tz8peX1dkvnbHyB2Xk25jvefrZ/9y2BfFGIB/d1y6f7VflUoVv43Brsz5y3l+JU3GbcQuXb4zz1qU/VGWecEY1+P50O8sX5JemnW2Pc749p70G0Q5QfTAhUi0AqfMFO7bxRmZTYq+ujGu/0fUNe9y3asWNHFBCKRfGXnE/T+EowNyGff/75OvHEExPbjOwjQn9RTjZ54NbPfe5zek0YsmDlypWTvWzf8w4pq1atmtEYQPtmVsJfHCJ9P0qf7hrfwhnXKrjlxwNCOnRU+uTPUvHzVPzd4Wp8y5ZbqhyiHFh9EOPP3fhHpRuw/ggggMBMBCouYLmw3uEXW13carVp06bo/L1PDXoH747sDgDuQOkw4JaFavjSO9yKLn5BTvR+Bw0PeeHTOb6y7rzzzptSK0zxi3SieZbzc49nMdP1rlST6ZTbfp780+X1VPwZ/YP/IIAAAghEAhV1irBYZ96hu4XKDzeze7iGY489dt8Rd/GLLsmhqmjln0WP8c8Vf3dQdcB6KNyC6LbbbovGB6vE03/F8hzq5+NZHOq9/P33YcqOTAgggAACkwtU/rmMUDYHKYctt1T54d8JV5NX+vi/uA+br7Z065+v0PTpViYEEEAAAQQQmJlAVQSsmREk990+verxrnyLCgctd2R+4IEHkgtCyRFAAAEEEIhJgIAVE2Qlzsadlq8NA2s6aLlPjQeNdGsWEwIIIIAAAgjMTICANTO/in63byV03XXXRbeqcEF8dab/7aBV7Mxc0QVk5RFAAAEEEJgjAQLWHMHP9WJ99WB3d3d0y6HikAXu8O7b6tx9990ErLmuIJaPAAIIIFDRAgSsiq6+w19534n+6quvjkLW+IEjHbpuuOGG/QaTPPyl8E4EEEAAAQSSKUDASma9R8HqW9/61kGl92lCj5Lv+/ZxmvAgHp5AAAEEEEBgSgIErCkxVd+LPJr5/ffff1DB3OH99ttvn7XRzg9aIE8ggAACCCBQhQIErCqs1EMVyUMybNiwIepvNdFrHbKuvPJKuRM8EwIIIIAAAghMX4CANX2zin+H71j/y1/+ct/VgwcWyAHMwzcQsA6U4d8IIIAAAghMTYCANTWnqnqV793oAUYnmxyw/Hf3x6If1mRKPI8AAggggMDkAgSsyW2q9i8///nPJz096EL7qkLfMsf3KPTVhkwIIIAAAgggMD0BAtb0vCr+1W6V8jAMvvfg401uufrmN7+pnp6ex3sZf0MAAQQQQACBCQQIWBOgVPNTmzdvju43OH7sq8nK66sJfZ9CJgQQQAABBP5/e/fzIkeZxgH86ZlJdswmEjUGRGGTKIRFFEPYGNSDJwXxpjfvnkT3tIi7HjYICwoioqD+A4peREUFUS+j4KijF6MmClGjRhIN5udmk8xsnopjp03P8FZPT2aq+1MQprr6qep+P9WQL/W+9RaBegICVj2vxld//PHH8cMPPxS1Y9++fbFr167qQdBFOygiQIAAAQIEKgEBa4h+CHW7/fJh0NmdeOjQoSFS0lQCBAgQILBwAQFr4YaNOEI+b/C7776rnj2Y81yVLhmwSq94lR5THQECBAgQGHQBAWvQz/Bv7cupFzIs5V2BdaZeyHD13nvvDYmSZhIgQIAAgf4ICFj9cVz2R8lnC77zzju1Jw/Nhz/ndA0mHV32p9gXJECAAIFlJCBgLaOTsVhfJa9Y5ZWrDFg5rqrOkl2Lu3fvjh9//LHObmoJECBAgMBQCwhYQ3D6c8zV1NRU7NmzJzIw1V1y7NZnn31Wdzf1BAgQIEBgaAUErCE49UePHo2XX3651tirc1nyLsKXXnqp5/3PPZZ1AgQIECAwDAIC1hCc5QMHDsTk5GTPASm7F/Phz7/88kv1GJ0hINNEAgQIECCwIAEBa0F8y3/nnLE97wT84osveg5YOYbryJEj1d2EOVjeQoAAAQIECMwvIGDN79P4d/OZg3n1aaEPbc67CN99990QsBr/k9AAAgQIELgAAgLWBUBeyo/4+eef4/XXX+/56tXsd8+7D996662oM0np7L7+EiBAgACBYRMQsAb8jH/66ad9eWBzdjXmdA2ff/65kDXgvxnNI0CAAIGFCwhYCzdctkfIq00fffRR5GShC11yHFbOBp93I+ZdiRYCBAgQIEBgbgEBa26bxr+Td/3lFax+detlyJqYmIiDBw823kYDCBAgQIDAYgoIWIupu8TH/vrrr6suvX59jQxY2U2YdyVml6GFAAECBAgQ6C4gYHV3afzWDEOvvPJK5CD3fi55VeyDDz6IY8eO9fOwjkWAAAECBAZKQMAaqNN5tjEZrnJ6hrfffnve8VKjo6Oxfv36GBk5+zNYtWpVrF279vfX3Wjy2K+99lo16Wi3920jQIAAAQIEIgSsAfwVZPddPjswZ3Cfqytv5cqVceWVV8Zjjz0W4+PjlcIVV1wRjz76aFxzzTWR4avVanXV2bVrl2cTdpWxkQABAgQInBUQsAbwl5Ch6v33349ff/21a+syXG3ZsiVeeOGFuP322yNf53LRRRfF9u3b48UXX4zrrrsuVqxY0TVkZXD78MMPe3pwdNcvZCMBAgQIEBgwAQFrwE5oNuf06dPx6quvdh0nlaHptttui2eeeSa2bdt2XuszbF177bXVw51vuummKnz98UpW3pX4ySefuJvwPD0bCBAgQIDAWQEBa8B+CTlX1Z49e7pOz5Bjre6+++54/PHH4/rrr+96dSo5xsbGYtOmTfH888/HXXfd9XsX4rlU2QX57bffnrvJOgECBAgQIPCbgIA1YD+FfGbgm2++ed4zA7P777777osnn3yyCk+zA9vnan6+nwPgn3jiibj33nur7sNza/fv3x9vvPHGuZusEyBAgAABAr8JCFgD9lOYfShzXsmaXdatWxcPPfRQPPLII3HppZdWA9hn35vvb4asyy67LB5++OF48MEHI+8ynO0uPHToUHU3YX5e3lloIUCAAAECBNoCAlbbovFrGXTyMTY5AH02YF111VWxY8eOuP/++2P16tXzTsHQDSBD1iWXXBIPPPBAdTUrA1duy4H0P/30U+zcuXPOOxW7Hc82AgQIECAwDAIC1gCd5ePHj1d3D2bwyQC0YcOGahqGe+65Jy6++OLfrz7VbXIGqjVr1kQe59lnn42NGzdWV8HyLsXJyUkBqy6oegIECBAYeAEBa4BOcXbb5cD0XG644YZ47rnn4s4776zC1UKbmSEruwjvuOOOeOqpp6ppHvJuwpx0NO9atBAgQIAAAQJtAQGrbdH4tW+++aZ6VuDNN98cTz/9dNxyyy1Vt2A/G5aTkt56663VnYhbt26Nqamp2Ldvn5DVT2THIkCAAIHGCwhYjT+FZxuQY6727t0bmzdvrq4w5RxXeefgYiwZsm688caquzDD3MTERJw4cWIxPsoxCRAgQIBAIwUErEaetvO/dI65ygHoOQ1DznGVc1kt5pITkl599dVVyMogN3t34WJ+pmMTIECAAIGmCCzu/8JNURiA75mBJ7vuLuSSIS6nfcjJSC0ECBAgQIBAW8AVrLaFNQIECBAgQIBAXwQErL4wOggBAgQIECBAoC0gYLUtrBEgQIAAAQIE+iIgYPWF0UEIECBAgAABAm0BAattYY0AAQIECBAg0BcBAasvjA5CgAABAgQIEGgLCFhtC2sECBAgQIAAgb4ICFh9YXQQAgQIECBAgEBbQMBqW1gjQIAAAQIECPRFQMDqC6ODECBAgAABAgTaAgJW28IaAQIECBAgQKAvAgJWXxgdhAABAgQIECDQFhCw2hZDu5YPbR4dHY2RkZFotVpD66DhBAgQIECgXwJj/TqQ4zRPIMPUihUrYsuWLXH48OHYtGlTjI+PN68hvjEBAgQIEFhmAq2ZM8sy+06+zgUWOHXqVOTPIK9guYp1gfF9HAECBAgMpICANZCnVaMIECBAgACBpRQwBmsp9X02AQIECBAgMJACAtZAnlaNIkCAAAECBJZSwCD3pdRfis8+/t+Igwdj5tjxjk9vjf8pYu3aiNV/7tjuBQECBAgQIFBfQMCqb9bsPfYfiJN//0dMf/llRzta69fH2H/+HSPbt3Vs94IAAQIECBCoLyBg1Tdr9B4zJ07E9Pffx/TOqY52tI7/NeLosY5tXhAgQIAAAQK9CRiD1ZubvQgQIECAAAECcwoIWHPSeIMAAQIECBAg0JuALsLe3Bq7V+vMTO0jG/4ScXJ7Rxta6y6PWLO6Y5sXBAgQIECAQG8CJhrtza25e+Ws7TnW6uTJzjaMjUZr1aqIlSs7t3tFgAABAgQI1BYQsGqT2YEAAQIECBAgML+AMVjz+3iXAAECBAgQIFBbwBis2mQN3yGf7X36dJx5unNnQ1qtOPOk57P/Ot/xigABAgQIEKgpIGDVBGt8+d7v4+Q/d8T0V191NKV1+eUx9q9/xMjftnZs94IAAQIECBCoLyBg1Tdr9B4zJ/4XM7t3x/TkREc7RjZujjh8pGObFwQIECBAgEBvAgJWb27N3etM1+DM9HTE9KmONlTb/tht2FHhBQECBAgQIFAqYJB7qZQ6AgQIECBAgEChgIBVCKWMAAECBAgQIFAqIGCVSqkjQIAAAQIECBQKCFiFUMoIECBAgAABAqUCAlaplDoCBAgQIECAQKGAgFUIpYwAAQIECBAgUCogYJVKqSNAgAABAgQIFAoIWIVQyggQIECAAAECpQICVqmUOgIECBAgQIBAoYCAVQiljAABAgQIECBQKiBglUqpI0CAAAECBAgUCghYhVDKCBAgQIAAAQKlAgJWqZQ6AgQIECBAgEChgIBVCKWMAAECBAgQIFAqIGCVSqkjQIAAAQIECBQKCFiFUMoIECBAgAABAqUCAlaplDoCBAgQIECAQKGAgFUIpYwAAQIECBAgUCogYJVKqSNAgAABAgQIFAoIWIVQyggQIECAAAECpQICVqmUOgIECBAgQIBAoUBr5sxSWKuMAAECBAgQIECgQMAVrAIkJQQIECBAgACBOgICVh0ttQQIECBAgACBAgEBqwBJCQECBAgQIECgjoCAVUdLLQECBAgQIECgQEDAKkBSQoAAAQIECBCoIyBg1dFSS4AAAQIECBAoEBCwCpCUECBAgAABAgTqCAhYdbTUEiBAgAABAgQKBASsAiQlBAgQIECAAIE6AgJWHS21BAgQIECAAIECAQGrAEkJAQIECBAgQKCOgIBVR0stAQIECBAgQKBAQMAqQFJCgAABAgQIEKgjIGDV0VJLgAABAgQIECgQELAKkJQQIECAAAECBOoICFh1tNQSIECAAAECBAoEBKwCJCUECBAgQIAAgToC/wd8xSN4E29I4QAAAABJRU5ErkJggg==" alt="" width="204" height="241" />

然后继续，当i=1的时候，发现h[i]小于了栈内的元素，于是出栈。（由此可以想到，哦，看来stack里面只存放单调递增的索引）

这时候stack为空，所以面积的计算是h[t] * i.t是刚刚弹出的stack顶元素。也就是蓝色部分的面积。

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" alt="" width="210" height="287" />

继续。这时候stack为空了，继续入栈。注意到只要是连续递增的序列，我们都要keep pushing，直到我们遇到了i=4，h[i]=2小于了栈顶的元素。

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" alt="" width="238" height="308" />

这时候开始计算矩形面积。首先弹出栈顶元素，t=3。即下图绿色部分。

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" alt="" width="228" height="341" />

接下来注意到栈顶的（索引指向的）元素还是大于当前i指向的元素，于是出栈，并继续计算面积，桃红色部分。

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" 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最后，栈顶的（索引指向的）元素大于了当前i指向的元素，循环继续，入栈并推动i前进。直到我们再次遇到下降的元素，也就是我们最后人为添加的dummy元素0.

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" alt="" width="248" height="320" />

同理，我们计算栈内的面积。由于当前i是最小元素，所以所有的栈内元素都要被弹出并参与面积计算。

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QAAggggAACCCBQgAABBBDof4HImmCPKFKn1VDYbisIQ7UCKbB59v/TJs9eu7+ZcyoUCyrVKsoXCsrbnLy9lXNvMyGAAAIIdBUgOHZlYSYCCPSXQMOqO2cB0ddDf/NnevQfP6Nmq63PPCXtW3Dh8fTWuIh4qT1KGhof1//2H/6dPY9qtCi9ZMrmEhxPx+I1AgggcIYAwfEMDn5BAIH+FPCt2i17tDW3/2EduO9OLdYb+soj0gMzFhzPaJRt9qI5yatoZHpKL5wPNFqRGmE8ZnlGSX5BAAEEEDhTgOB4pge/IYBA3wgs7Zp2cS8I2grDpkK/rXbbV7Pjq23DjJHtjvbcAKOFwmcGEm1eznZVRznlbL90zvPi9555v28AqCgCCCBw0QUIjhednAUigMC6CAR1GybcbwEw0NN7H9dD9z+gTrujex5q6RvBjfLzoa548U5dNjRsqdFT2RZqe6MtJLokucMeJdVGh/WsyYKGRqQh2xpytqCxMCGAAAJrCBAc18DhLQQQSLFA2/ZBH/uC7Ydu6N5P3q7f/vVPqN7o6PEdr9aBTa+3k16q+sW3v1IvvmWPysW8pi0yWoS0n8tjizbaaCOPXt6NPC6NSFq+ZEIAAQQQWEOA4LgGDm8hgECKBSJ3UKIdvWgnxPgd20XdaqrV9OMzqTuhO0u6qEK5onKlqooFRzuMMX6QDVPcp1QNAQRSL0BwTH0XUUEEEHhGwJ0evXSKdGDHMwb1usLOooVFT53isIJKqCHbNT05XlV1yAXGggo2jLh08Z1nvoVXCCCAAAIXJkBwvDA3PoUAAj0RsFFG2S5q+Tr2xP26+/c/qvb8cd2+eI0efMm71PFKetsrb9arX3CVqpWCrrxkUhN2cUYXHJeOb+xJpVkoAgggMDACBMeB6UoagkAWBFxwbMePZuO4Dj7yuBpzMzoyepWOb75GYb6q7Vdepttu3K5aKR+fNe2dPHCRXdRZWD9oIwIIbLQAwXGjhfl+BBBYPwF3Cxg7plFex3ZR2yV3OpFanTC+wHfeXVrH3frFjn2Mgo4C3+afWrLNjwOknRpjZ8LEZU/eIoZAeQqJFwgggMA5BQiO5ySiAAIIpEYg7Eizj0udE5o/dEhfOzai+eOemna69A3DB2x/dEkHHjqsPz9sp8acfu9Az3ZWj+y2K/BMqVQq6ltu3aPhWim+vWDNGkd4TE0PUxEEEEi5AMEx5R1E9RBA4DSB9qL06Bel+ad04IFZ/c9HdujIcV+3bMnp9VvuU6GU06f/+kv63Tsfku+7u8ksTV6+rGjP66VNN2t8bFj/9co36dJqUUUbhdxpRdyVHZkQQAABBM4tQHA8txElEEAgLQJuV3VoO6AD355C+e5s6tCd+hKpkAstCNpdZOzSPM1mXZ3OMzuqZe/Zzavt0VG5FtjnbHd2/Km0NIx6IIAAAv0hQHDsj36ilgggYAKRBcfIQmMcHEPfwp9vu5n9+I4xjcVAnZId51isqjY2abcfDJXPB8pbmLRYqY7dOqYTNFVoF9RsNDW72LETaHLyC3krx85qVjAEEEAgiQDBMYkSZRBAIBUCge1+nj16SP6xpzQ7c8zuT71XkZ0o8+CDW3T0WEf5QlFXvuINesubb1LZzqp+/sRebanMym+09Pk/uFsPfP5PLChW9Bv/bY+CTds1PVLW77/1OhuFdBfrYUIAAQQQOJcAwfFcQryPAAKpEXAjjkt3iFm050UbgTxhdfN1Yr5mj3ocHK95w25d+tyXqFbN63mbx3VJ7YjaC4s6+Jd36vjCXtVV1Rf3HtWJ2aq2jldsFHLpguKpaSQVQQABBFIsQHBMcedQNQQQWCngrstod5hevrqOFbDjF3O2KSuU5dmjVC6rWi6pVs7bc8XOoq7IK/uqlAs2z3Zs2/GNnu3u7tju6raFy05gxzzat7gjJd0Oa3ZaGwITAgggsIoAwXEVGGYjgED6BPL5giamNisqNDX+tAuQj8SVHL3yWm2+5XvsajxV3fr8G/WqrTkLidLm0h4LglvtOMdF3Xjrs7RJtou7mdPf3vGQvNZB2109ovs6L9Jh+5aqPa6yB2dYx6T8QAABBLoKEBy7sjATAQTSKJCzi3dXq3blxc6QylUbSbTf3RhheWJa41dfb6ONQ9q2dZMuGbJ5BRuX9Ebs3REbkKxpetukylePa2Q+VOlvjkuHWnaOTUszNgLpvmXIHuy0TmOvUycEEEiTAMExTb1BXRBAYG2BeF+yxTy7oLftrI7/5z7g2cW+vXzedlUX7DaDttvZ7c6O9zmf3PHsfrc3ckX37EYq3WS7uO34xvhMbfuNy/PEKPxAAAEE1hRY2n6uWYQ3EUAAgZQIWAC0a+fY8YwWEG23tbtuozsfumShsGjzi0W7P7VnAfJkXlyutYuYuVxehXzRPu7et2s82l1o3OV8gvh6kPar5Uh3mUgmBBBAAIHVBRhxXN2GdxBAIG0Cdrkdbd8ttaoafbytZ1t4tJ3Omhgd0dZL96hQG9bEmI1Anh0cbYRyanqLpjpXafh40wLmY1bIdlUHU9r3ZKi5tjRpX33LDvuysz6bNgLqgwACCPRSgBHHXuqzbAQQuAABS3anhTv3cvnX+PVqW7V4/smSyx9wS7dRRkYaL6Ab+AgCCGRSgBHHTHY7jUagTwVsN7Tto7ZH0U54sV3TtgUrFuw4RbsNod/uKMy35Xfyduhizs6Odjuoo/gRRYHtmbbbFLbaditC2z0dWXK03dY5223t7hpje7jtzOtnAmif6lBtBBBAYMMFCI4bTswCEEBg3QRyJdunfKUdkLhDY9sXdfPlBS1MSY80ntQ/fvIzslvA6Ibytbpmzx5VLAyOa04lNe2+1nXdd8+92v9P/6CZxVCN6VdJtSHlpsd0/da8pjfZWdU2Inn2Lu51qzdfhAACCAyIAMFxQDqSZiCQCQE32liesIRXU3lkXJvHc3axHWlve14HHttntxOs6ujcTi1GoZ0znbf3WvZuQ2E0r5kjh/X4o09qrpVXuzxqQ5XTKoyPamoor812EUe7zfXJs60zIUkjEUAAgQsSIDheEBsfQgCBngnYiS4u4sV3kLEhQnd5HUuGtvs5jM+QDu310jGLyxfYCeNL7oR22nRou7Td2dP2f0Xuuj3usj72HW6k0f4fP3rWLhaMAAII9IEAwbEPOokqIoDAsoCLdzbqKLsUj+2Wrk1M2rUbbWSxXtRos6FO1FZ77pCOHZrWfDFnAfGI3RGmoaDRsJFIX3PNilpeSZWhmiYrwxodq6hSssv02DfG584sL4ZnBBBAAIGuAp5d/JYrl3WlYSYCCKRboG6nvhyyKvr62p//sb7w4V9Ts76gT+yTbj+Yk3/Glq1gJ9C80MpfrrGpcb3/H96tXVdvV9XOiLnNsqjdnZAJAQQQQCCBACOOCZAoggACaRRwZ027EUi3u/nkruaTe6cjd4yj2x99xuTedOWXHm6P9/LnzijGLwgggAACqwoQHFel4Q0EEEi3wFJodBdizJeqKtZG7LjFgkbsAuDjTbud9RnB0a7uHZ9GU9PwSFnVku3qtgDpdnq7b2FCAAEEEEgmwK7qZE6UQgCB1AnYbQNlt3yx4Di3f59mH9+rwO/oQD3STMtzt6E+NS3dndrOxo6GVKpWdNWtl2h4zMKmDTmOWykXIJkQQAABBM4tQHA8txElEEAgtQJL6TCy/dLxw0KkO2o7fpxR5+Vd1DbCaGdh5+yMave8PNq4/HzGR/gFAQQQQGCFAMFxBQkzEEAAAQQQQAABBLoJcAWKbirMQwABBBBAAAEEEFghQHBcQcIMBBBAAAEEEEAAgW4CBMduKsxDAAEEEEAAAQQQWCFAcFxBwgwEEEAAAQQQQACBbgIEx24qzEMAAQQQQAABBBBYIUBwXEHCDAQQQAABBBBAAIFuAgTHbirMQwABBBBAAAEEEFghQHBcQcIMBBBAAAEEEEAAgW4CBMduKsxDAAEEEEAAAQQQWCFAcFxBwgwEEEAAAQQQQACBbgIEx24qzEMAAQQQQAABBBBYIUBwXEHCDAQQQAABBBBAAIFuAgTHbirMQwABBBBAAAEEEFghQHBcQcIMBBBAAAEEEEAAgW4CBMduKsxDAAEEEEAAAQQQWCFAcFxBwgwEEEAAAQQQQACBbgIEx24qzEMAAQQQQAABBBBYIUBwXEHCDAQQQAABBBBAAIFuAgTHbirMQwABBBBAAAEEEFghQHBcQcIMBBBAAAEEEEAAgW4ChW4zmYcAAgicS8CXr/32vyPRkXMV5f3zEPCsbF4F7dQOTXnT5/FJiiKAAAIbL0Bw3HhjloDAQAp01NEH/A/oY8HHBrJ9vWxUVTW9v/BLenP+zb2sBstGAAEEVggQHFeQMAMBBJIIuBHHRfvfoehwkuKUSSyQ14i3oIZXT/wJCiKAAAIXS4BjHC+WNMtBYAAFogFsU++bFCiwSmDb+56gBgggsFKAEceVJsxBAAEEeirgd3zd87V7tOXwFt18883avHmzcjn+zu9pp7BwBBCIBdgSsSIggAACKRLwIk/tVksf/NAH9Za3vEV33323fN9PUQ2pCgIIZFmA4Jjl3qftCCCAAAIIIIDAeQiwq/o8sCiKAALJBApRQdUny6osVJJ9IIul7Lo781vrak40sth62owAAn0qQHDs046j2gikWaAcFfVbOz+oV4QvT3M1e1q3jp2V/vP5X9Af2P+YEEAAgX4RIDj2S09RTwT6SKCYL2iyOKFd3u4+qvXFq2pk50y7yxmNBqOyJyYEEECgbwQIjn3TVVQUgf4RyNm9Tzz3P8/dB4XpbIHYJvY5+x1+RwABBNItwMkx6e4faocAAggggAACCKRGgOCYmq6gIggggAACCCCAQLoFCI7p7h9qhwACCCCAAAIIpEaA4JiarqAiCCCAAAIIIIBAugUIjunuH2qHAAIIIIAAAgikRoDgmJquoCIIIIAAAggggEC6BQiO6e4faocAAggggAACCKRGgOCYmq6gIggggAACCCCAQLoFCI7p7h9qhwACCCCAAAIIpEaA4JiarqAiCCCAAAIIIIBAugUIjunuH2qHAAIIIIAAAgikRoDgmJquoCIIIIAAAggggEC6BQiO6e4faocAAggggAACCKRGgOCYmq6gIggggAACCCCAQLoFCI7p7h9qhwACCCCAAAIIpEaA4JiarqAiCCCAAAIIIIBAugUIjunuH2qHAAIIIIAAAgikRoDgmJquoCIIIIAAAggggEC6BQiO6e4faocAAggggAACCKRGgOCYmq6gIggggAACCCCAQLoFCI7p7h9qhwACCCCAAAIIpEaA4JiarqAiCCCAAAIIIIBAugUIjunuH2qHAAIIIIAAAgikRoDgmJquoCIIIIAAAggggEC6BQiO6e4faocAAggggAACCKRGgOCYmq6gIggggAACCCCAQLoFCI7p7h9qhwACCCCAAAIIpEagkJqaUBEE+l3Ab0qhrzAM1Gj5qtvDD8LzaJWnXKGgUnVEhVJZefuzrpKXct55fAVFEUAAAQQQ2EABguMG4vLVWRKIpCf+QXry8wrbbX3m7if0f/7unao3/cQIXi6vsR1X6iU/+tua3Hmlrp6Uvud6gmNiQAoigAACCGy4AMFxw4lZQCYELDfKb0jteYXNhhaPH9XRQ4c0V28nbr4Ljs3SpGYWmirYx+odG8B038uEAAIIIIBASgQ4xjElHUE1EEAAAQQQQACBtAsw4pj2HqJ+fS2QK5a06+bXaPrK56lSKuq2ndJYWfK6HLfoeTlVxqa155atGhqTpoakQpdyfQ1C5RFAAAEE+lqA4NjX3Ufl0y6QL5S18zmv1tWv/UGND1f0w8+Xdo5w3GLa+436IYAAAgh0F2BXdXcX5iKAAAIIIIAAAgicJUBwPAuEXxFAAAEEEEAAAQS6CxAcu7swFwEEEEAAAQQQQOAsAY5xPAuEXxHYEIEoVBRFCuzyOvak7lfZWToTptuJMxtSJ74UAQQQQACB8xQgOJ4nGMUROB+BMAjUbpxQc+6ICp2KZo/Y3WDsco9n3A0mZ/8Zlmpy13Es5D2NlAsq2jMTAggggAACaRMgOKatR6jPQAlEfkcPf/aPtP+f/14lu53gA2ORqvZf3alYaMOLXnVM0W0/rFy5pksmq3rvay/VbntmQgABBBBAIG0CBMe09Qj1GSiBMOzo+JMPxg/XsMfObp3bLz26VRr5ThVq47pu+7DmmnvOLsXvCCCAAAIIpEKAk2NS0Q1UAgEEEEAAAQQQSL8AI47p7yNq2A8Cbt9zpWa3hZmQymVVh4a1xf4sq+VLGnrWC1Xec63KdueYGzfb4KK7c4wC+8BBO1Gmo0bD05cf+Zz8IKepY1v0hXun9Mixbdo8UtQtu6sqnHFAZD9gUEcEEEAAgUEVIDgOas/SrosvULN7BE5tltesa2j4kHZZPKwXC9p86+s08crv09BQWT/yXE87RiJ7p2Pp8Q5FYUuzT8/oV176k6rPteRvvVL/45pblXuqrOfuqum5O11wvPhNYYkIIIAAAgh0EyA4dlNhHgIXIpC3hJdzj4KdIZ2zwJe3s6MLKhXLKlWHbECyIpcth+yR89q2hCEbcfTULOVVsRHIjt9Q6DfVbvsKW6FanVChu3bPM6fSXEit+AwCCCCAAALrJkBwXDdKvgiBoiXCqryCp/LQqMamN6kS5DU6UrPd056G7O3iqdFDt2/b/edXtqxpl9+x90sV24FdtLAYtNVpd+R3/Pi6j26ntit96qP2mgkBBBBAAIFeCBAce6HOMgdQwKLd8JV2nOMW5ezajde++kV6zxWvt+CXU3n7lSpMFVWw4DhesRDoUqDy9rjOHh0VS+O66cUF21Ud6aDX0h2PPqSZJ1va0t6mQ+E2DVtktEFKjdiDCQEEEEAAgV4KEBx7qc+yB0ugOGZDimPxyOD0sDR9yVrNc+OHEzaSGFqgnNembZ4aduxjo2knyzw1q9lgSMf31LRou6pdSfcfqn0lO63NgAkBBBBAoHcC7P3qnT1LRgABBBBAAAEE+kqA4NhX3UVlEUAAAQQQQACB3gkQHHtnz5IRQAABBBBAAIG+EuAYx77qLiqbTgF3yRzZNRlPPi9XMj4Lxu5Fbb8vnRCz/MbKZ3fVnSi0kl0uvxOfS7PyI8xBAAEEEEDgogsQHC86OQscLAG7kLedGR1Fvk4cOq7G8QUFoRRUR+QPTalQLmqskrPL8eTt2o2nt9wKqaVIbbvsTkML84F9Vlq0u8cEnv1naXefyRWLKlkpOxk7fpzx8dO/itcIIIAAAghcJAGC40WCZjGDKnDUGvaQPXzd8ZGP6XMf/mt1OpHmr3uZDnzn+1Syq33/wC2Tes3VI8rlT49+7uqMX7JHy67ZuF93/nWo+Rlpdqyoxm3b7JTsnapumdJ2G6p0l+E5/ZP2KxMCCCCAAAI9ESA49oSdhQ6OgAuAvu1ibqm1OK/6zFG17KYw83MLOlHvqFyI1PKjpT3QZzTa7da2z9mIYxj66rQidZo2dlmzC/R4duhxPh/ffSZnwZEDkc+A4xcEEEAAgR4K8G9SD/FZNAIIIIAAAggg0E8CjDj2U29R1xQKbLY6DdnJL4Fe/JqndP10oFarpc8+3tIv/cE71LY7x/zcRwr64FChyzGOJ+yzodphRU/e9hP2qqQdmyf1m9/zMu3ePqXxWlHVAn/bpbDTqRICCCCQWQGCY2a7noavj4A7fcU9Ik1v26LpG7ar3Wzon2f3qr7vHs3V2zq21oLc6dajW6XvsNsS1sY1tX1Yz75ym27Y7m4yyIQAAggggEC6BAiO6eoPatPXAjY66IKgHaPo5ewYRTtOMZc7x4jhyfJuODLnHu7jfW1A5RFAAAEEBlmA4DjIvUvbLp6AS3sVO/95aKtdRqelya2hrrrqqOotd7me1SfPBcfquLRzUrlSVZduqmmolF/9A7yDAAIIIIBADwUIjj3EZ9GDJGABcMdt0vZblQtDvfR5gT71vb5d03HpouBrtjRvV2q0Ry5fUN6GHKtFguOaXryJAAIIINAzAYJjz+hZ8MAJ5N2xjoovn1OxlxUOUxy4LqZBCCCAQNYFznEAVtZ5aD8CCCCAAAIIIIDAsgDBcVmCZwQQQAABBBBAAIE1BQiOa/LwJgIIIIAAAggggMCyAMFxWYJnBBBAAAEEEEAAgTUFCI5r8vAmAggggAACCCCAwLIAwXFZgmcEEEAAAQQQQACBNQUIjmvy8CYCCCCAAAIIIIDAsgDBcVmCZwQQQAABBBBAAIE1BQiOa/LwJgIIIIAAAggggMCyAMFxWYJnBBBAAAEEEEAAgTUFCI5r8vAmAggggAACCCCAwLIAwXFZgmcEEEAAAQQQQACBNQUIjmvy8CYCCCCAAAIIIIDAsgDBcVmCZwQQQAABBBBAAIE1BQiOa/LwJgIIIIAAAggggMCyAMFxWYJnBBBAAAEEEEAAgTUFCI5r8vAmAggggAACCCCAwLIAwXFZgmcEEEAAAQQQQACBNQUIjmvy8CYCCCCAAAIIIIDAsgDBcVmCZwQQQAABBBBAAIE1BQiOa/LwJgIIIIAAAggggMCyAMFxWYJnBBBAAAEEEEAAgTUFCI5r8vAmAggggAACCCCAwLJAYfkFzwhkSiCU/GOhwtkgU81ez8a28m0Fo+Y3svJbw47UOeKrXbcXTCsEIpvTsf8FE939VnyAGQgggEBKBAiOKekIqnFxBaJOpJnfmdXsny9c3AUP0NIWavNa+D/q0utWNipqSId+dUaPfWH/yjeZYwKR/IKvEz+yKP1LQBBAAIH+ESA49k9fUdN1FIhsyKf9lK/GV1vr+K3Z+qrmSFv+KiO2YRiqtQ/fVdcIL1LHgmPnGCPeqxrxBgIIpFKA4JjKbqFSGy7gkmMYKfLdTkOmCxGI7Vbjc/P9EN81YZfWwTWL8CYCCCCQMgFOjklZh1AdBBBAAAEEEEAgrQIEx7T2DPVCAAEEEEAAAQRSJkBwTFmHUB0EEEAAAQQQQCCtAgTHtPYM9UIAAQQQQAABBFImQHBMWYdQHQQQQAABBBBAIK0CBMe09gz1QgABBBBAAAEEUibA5XhS1iFUJz0Cnv1Z5VU81W4sKz+RT0/FUlKTfCVUaWexa23yJal2c1Vj4VDX9zMx0+5O1Hq8o9ajHS5LlIkOp5EIZEOA4JiNfqaVFyhQsMC45ac3qfo8S0JMZwjMe0MaLlfPmLf8S67sadOPT2hXZ+vyrOw9+55mPjyrQ782q4DrhWav/2kxAgMqQHAc0I6lWesj4OU9FSZyKm7iP5WzRYtRQV7gSV1ufhLmIxVGzS2XXTd3gfTckA1bc0DQ2asOvyOAQB8LZHer3sedRtUvsoBlI7kH05kCziTsDpOL9/Pb+93fPvN7BvU31/Yst39Q+5V2IZBxAf4WzvgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQCBMekUpRDAAEEEEAAAQQyLkBwzPgKQPMRQAABBBBAAIGkAgTHpFKUQwABBBBAAAEEMi5AcMz4CkDzEUAAAQQQQACBpAIEx6RSlEMAAQQQQAABBDIuQHDM+ApA8xFAAAEEEEAAgaQChaQFKYcAAggggAACawtEYaCFgw/o/o++Xe3GgvYdk37vi5Fm6t0/ly9VteNb36GpZ79SE9W83nHbtK7ZXOpemLkIpECA4JiCTqAKCCCAAAKDIhApaM5r8cBDas4f09Ej0gP3S4cXurcvV6pp4arD2rqjrU0jedU7YfeCzEUgJQIEx5R0BNVAAAEEEOhjgSiyykdyI45hGMm3/BdEnlwMzOfzyhU9efZ66fgwmxvnw0hewd6zzynwFQU2OwgV2OfdlPPsM+5DTAikSIDgmKLOoCoIIIAAAv0pEAVttWceV9Ba1OyB/Xr40Ljq9YqO+WXtfPYWTXslFa1pw/bwIpcqF6XOCQuXeQuUswr33aP2cE2P7y+qkN8cI1xlu6xrRU5F6M81YnBrTXAc3L6lZQgggAACF0kg9Js69Dc/q/binO7f5+mX/vZbtNiSLnn2br3zv3yvpraNa7ONLD7LYmIu8qW5r8o7freaTV8f/sCn9He/+zuaH9ukD7d/QcUrnhvX+j99105dOklwvEhdyGISChAcE0JRDAEEEEAAgVUFbFdz2K7biOMJtZs1LTZzWuiU1I6qKg+PaWRyQmP24Ql75F1wzI/anu2aGoWGKrmOovqcgmJFjUbLHvF+bHVO7rJedZm8gUAPBPhTpgfoLBIBBBBAAAEEEOhHAUYc+7HXqDMCCCCAQKoEcpUR7fiu/6jQ72hzK6d/+jdF+VFOpUpRm7aNyl1gx/2DG4/WePZzZLc0VFBusa7rn3Wn2jdJC+VAnzhxWE/u3Re3rdnaas9cmifG4EdqBAiOqekKKoIAAggg0K8CXt5OfhnfFVe/bD8ndqzVEjtV2sq73dW5ck61SkljNStfsEv5BB3bzd2OPxyES7us1/om3kPgYgsQHC+2OMtDAAEEEEAgFggV2RnWdhEfhfHzSZaT1+DxuBYP60kKBQiOKewUqoQAAgggMMAC7pqPQdMexxU261qw069nFjwt2uhjwUYiR6puzNJ2a+e4iOMArwV92zSCY992HRVHAAEEEOhPAQuOCwek41+254Ye3ntMtz9gFwsf9TRxy5RGd22Pm1Uu8k90f/bvYNeatXKw+5fWIYAAAgj0UsBGF+Pd0fGdZezOMO6mMKHdJabdktdqqG3P7U6kVmAXAo+KyuULKpwMjIw49rLjWPZqAgTH1WSYjwACCCCAwDcjYGExaC9q8fA3FHRamm9I++ft8o0WHDX/sD2eULPh68nOkBY2X6XS+LSu3Dymsa1Lu6qrBa6Y983w89mNESA4bowr34oAAgggkHEBN9K4ePhhff1PfkTzR5/Wl5/09Ht3RWr7NuzoLgJuxzmGuZIWrn6Tmt/6Nm2ZrOmnX/tsvfCqLbHcRDWfcUGan0YBgmMae4U6IYAAAgj0v4CNOIZ+S83jB9SYeULHD0tP2CUa28FpTStWpcvLyg3bDQmHyhobrmrzMP80nybEy5QJsHamrEOoDgIIIIDAgAjYSdGeXew7Xyjao6R8MVK5bDNtsNGGHO1h12nM5xV4dhxk2LERyJz8ILBguXT9xoKdVZ3jkjwDsjIMTjMIjoPTl7QEAQQQQCBFAi40Vqcu0RX/4mfVbixo+oR0yRstLoaB3Zv6SXn1vWq1In323sf0tTt+W5WRMf3eRFN/uefyuBXv/fbLtGu8kqIWURUElu6AhAMCCCCAAAIIrLeABcfi8LS23Pwv4zOrd9gg4002mBjZ8Y3R8Xvlzd6lul3D8fgDH9ehh76iztC0PrP9OarvXwqLb3/pbguO610pvg+Bb06AEcdvzo9PI4AAAgggsKqAG3X0bDf18hT/o+tOjKlYOKyUFdlu6bLNLNqZ1kHYVqfTUb1pu61t8u3aPW6Htpu4FPiSAz97L0Bw7H0fUAMEEEAAgUwJWAwsDEvlLcoFdW3aNK5L9wypXqzpyXpDc0ePxxqLfiDbux2HxpGTz5liorGpFCA4prJbqBQCCCCAwMAK2Cikhuw4xupOFVqLevm3PqJnTR7RkYWSHvtfT+jg0y4uSg8tvMxOnxmXu5rji+zBxXmcClOvBQiOve4Blo8AAgggkDEBG3HMFeOHF+U1NFLT9GRJvs0rBraber4ee7TsDGu7ZngcHDMGRHNTLEBwTHHnUDUEEEAAgbQLuKMQ3eV0Tj7crQXdiGL8sIDoMuLSU5eGnPysu97j8uddqZOX4PHs2T7K8Y1d5JjVOwGCY+/sWTICCCCAQF8LuCt577WHr8b8vP72l/+7Ggs2Rrj5Ennf/m/lVWqatOt737ZTqtkA4zOTC4xNeywqDBa1f9+T2nfPYzraHtbi8NXSpVvjouOlgqbtldtF7QIkEwJpECA4pqEXqAMCCCCAQB8KuAt1H7BHS35zVl/84z/SwtEF6YrnSdf9a+VtF/TuUen52y04rmhdy+bM26V55jV7dEZPPH5Yc1Fb7aqdgV0ei0sP28XB3StC4wo8ZvRQgODYQ3wWjQACCCDQ7wJu9DC0XdW+wnZHfrulyB5hy1eu7KvVtlsMdiL5+dPjn30msmMZvZY6vm+PQJ3Ak+8u3ZMvqGAPN+XdnWPs+fRPxm/wA4EeChAce4jPohFAAAEE+lnARTobUpTdazrf0eYdQ6pW7YSW8VB7H7tHQXVEebvqzj22R3usfHo7Xdict8cJ+a2WvnHU01PebrUKY9q+c5tqw1viwqOVon3zUnAkPMYk/EiBAMExBZ1AFRBAAAEE+lHAHX14nT3sIt7lI3rtW65WY25GDx1r64/+0w9poeOpaEOGH7fjG/Nu6PCMye3mtpFKO4KxOXGb/KHv1cTosN79/a/VtdftiUveMFWV5c54IjiehOCp5wIEx553ARVAAAEEEOhPARfnlu4Kky/UNDRWsd3MJZVOLKg+85RdVcedPCPNxD9X+ZGzzxdCeUMTdgeZEY1Njmvn1qW46I6L5B/pVdyY3TMB1sme0bNgBBBAAIGBEcjZkKIdm5jLl1Uo+XZHwZqagR3geK4pb7ceLJeUL+ZVsuHJvB0LyejiudB4v5cCBMde6rNsBBBAAIGBEMiVR7Xnf/8TO0km0B67JuPen43s3tPuWMZzTRYTc7bLO1dQ3q7bWHTh8eRHCJDnsuP9XggQHHuhzjIRQAABBAZKwIvDXz4eLXQ7r5d2YA9UE2kMArHAisN1cUEAAQQQQAABBBBAoJsAwbGbCvMQQAABBBBAAAEEVggQHFeQMAMBBBBAAAEEEECgmwDBsZsK8xBAAAEEEEAAAQRWCBAcV5AwAwEEEEAAAQQQQKCbAMGxmwrzEEAAAQQQQAABBFYIEBxXkDADAQQQQAABBBBAoJsAwbGbCvMQQAABBBBAAAEEVggQHFeQMAMBBBBAAAEEEECgmwDBsZsK8xBAAAEEEEAAAQRWCBAcV5AwAwEEEEAAAQQQQKCbAMGxmwrzEEAAAQQQQAABBFYIEBxXkDADAQQQQAABBBBAoJsAwbGbCvMQQAABBBBAAAEEVggQHFeQMAMBBBBAAAEEEECgmwDBsZsK8xBAAAEEEEAAAQRWCBAcV5AwAwEEEEAAAQQQQKCbAMGxmwrzEEAAAQQQQAABBFYIEBxXkDADAQQQQAABBBBAoJsAwbGbCvMQQAABBBBAAAEEVggQHFeQMAMBBBBAAAEEEECgm0Ch20zmIYAAAgggMAgCURSp0WgoCIJBaE7q25DP51UqlVQoEC9S31kXWEF69gLh+BgCCCCAQPoF2r6vH/jBH9RivZ7+yvZ5DXM5T9PTm/Sud/2Yrr32ulOtcbs2vVO/8aLfBQiO/d6D1B8BBBBAoKvAQhTq/+nM6q9/5K1qWoBk2mgBT+VySV+ciDQy/0S8sIrn6cfK43pDcWSjF873XyQBguNFgmYxCCCAAAIXV6CtSHsjX41rr1THdlkzbbxA2xZxv1uMvzTCO+zldIDQuPHwF3EJnBxzEbFZFAIIIIAAAggg0M8CBMd+7j3qjgACCCCAAAIIXEQBguNFxGZRCCCAAAIIIIBAPwsQHPu596g7AggggAACCCBwEQU4OeYiYrMoBBBAAIH0CDBysn59Ea7fV/FNKRcgOKa8g6geAggggMD6C7izfX+qPK0XFysqcJXBbwp4vt3Wex+7T/dsn/qmvocP94cAwbE/+olaIoAAAgiso0DBri94Rb6oWwpVlQiO35TsjN2UZ7zNdTK/KcQ++jAj9X3UWVQVAQQQQAABBBDopQDBsZf6LBsBBBBAAAEEEOgjAYJjH3UWVUUAAQQQQAABBHopQHDspT7LRgABBBBAAAEE+kiA4NhHnUVVEUAAAQQQQACBXgoQHHupz7IRQAABBBBAAIE+EiA49lFnUVUEEEAAAQQQQKCXAgTHXuqzbAQQQAABBBBAoI8ECI591FlUFQEEEEAAAQQQ6KUAwbGX+iwbAQQQQAABBBDoIwGCYx91FlVFAAEEEEAAAQR6KUBw7KU+y0YAAQQQQAABBPpIgODYR51FVRFAAAEEEEAAgV4KEBx7qc+yEUAAAQQQQACBPhIgOPZRZ1FVBBBAAAEEEECglwIEx17qs2wEEEAAAQQQQKCPBAiOfdRZVBUBBBBAAAEEEOilAMGxl/osGwEEEEAAAQQQ6CMBgmMfdRZVRQABBBBAAAEEeilAcOylPstGAAEEEEAAAQT6SIDg2EedRVURQAABBBBAAIFeChAce6nPshFAAAEEEEAAgT4SIDj2UWdRVQQQQAABBBBAoJcChV4u/EKWHYWBFPrxR/0gkh9Gq36Nl8sply/K8zzl4ofs9arFeQMBBBBAwAQit421ba3bunb8SGG0+nY2ly/Iy+XtYdtb2766B5tZViMEBleg74JjZ3afGvvujnvkcw/M6JGD9VV7p1Qd1q5b/oWGJrZpYsjT9VNS2VrMRm1VMt5AAAEEVH/kc/IXjimwwPjRLxxQ2w9XVRnbdrl2Pf/blC+UtWtcusIeeTayq3rxBgL9LtB3wbF18Os6dsd/jN3/6KOP6K/uPrxqHwxPbdfL33OdNl+zRVdP53TZmAXHvBVno7aqGW8ggAACx7/2l2od+FocGH/mp7+k+cbSXp5uMpfc+h166Y+/TKWhsr71EunSUQuObjvLhAACAynQd8HRdqLYbhTbXW1T4PsKgqXX3XqnY+8Ftivb7c1e/e/lbp9kHgIIIJBhgSiMt7NRGNo2du3trO8H8SFDBdvOrrFHO8OYNB2BwRLoi+AY+i01jj4Wyx85eNB2T5/shJHt2nL5dPzLWPHk7hHb4Kl+xLZggXK1isIT+3Xi6Qd1zB/TgUu2qj1c1JCVdQ93LA4TAggggIAdy7hwVG17uOnJA4uas+1sEOY0uetK1QIvPj583B3q47abflNqzsRlR4ZCNQ49qubskI4MT+vg9ilVijmNlKSKjTxyXHnMxA8EBkagL4Jj+8Qh/fNH3hqj/+PX8/rDf7Atkk03fe879bYff378+ju2STW3eyToSHd/wA1HambR1y/8r9/Sl/Y39OBVNyn0fl4jU9v07C2eXnOZVGJ3SmzHDwQQQODA3X+ip+78/Rjil/+yYn+g20mFhYLe+CsfUaFSUcmuwfHG7SeP9Dn+iHT/n8Zl/2lvXb/yn9+hhWao2dd+jw533qlytapX2Tb2pk1SgT/QWbkQGCiBvgiOgY04zj/11Rj+0P7NenD/pfHrm8d2aduVN9rQoXTdnkjDLgiGbXlH7SyYoK0Dsw0Fs1/W7BOHla+N6unj7fiv4F12rKPtVWFCAAEEEDgp0Jo/eGo7+9j+6/TgwWEVSp7eeul1qgwPxScW3nBJFB8i7h21jW59Iv7kvsOLmn/6Ac0utHT44Mv11Hykqh1BtNhmO8vKhcAgCqQ4OLpotxTv3DGNfnvpWMZQeeUqI3FflCtl1WxfiPuDtmQtKcTB0T5TqVlwLKpYjmxXSaSa5ytngbLdaaveatvlJYp2LI77FH8Kx5D8QACBjAo8s50N7Zjw5e1sVCjF29m8bVhrlZIqtp0tW1a0AcilrWaxbNvZodisXC6q6kVq5ewwIdvj02q3FeVL8oMc29mMrlU0e7AFUhoc3casYQ93DE1ke50P6onHTnbEpht1w4++J/7l1S+8Rq/csbQhcxu1ePLsxQvebB8LVD16TG+66ct6QfGA9g8v6m/vvVf1ykHVmlv11uuusOIEx5NqPCGAQOYE3HZ21h6LccuPH1s4tZ3d/R3fr2LtOguKeb1xd05D1bN2OY9tkW797vhzl3T+UW+/8e+1uBDpPh3S39z+RQudw7pl4nK9eKeVY0IAgYESSGlwdMbuPGg7XtGe7TLfarfcPMuDpSFVt9iBNjaNDtc0YSe5uOlUBHRHYtcmbU6gfNPXRLWkZtXTiXygRr2u4/6iGq3Wmhe0jb+QHwgggMBAC7jg6Pbk2D5l98rOjl7ezhbGplSd3K6iHaA4USnEJxO6Mqe2s3bNRhXcdtYucTY0oulqQcP2VQ9FbZ2w7aw6ntpu5DE+zfrUp+Ly/EAAgf4WSHlwdOHRNm5u4+O2cfFkI4p2hwI3uYy4cpPk5jzzWCqTO1UudJeZOP3r4m/iBwIIIJBVgVMb12e2s27PjW1nPbv0xPLW9EydZ+bGZexXNyeeTm5gT/vW5Xd4RgCBARBIcXB0Q4l2rKIlxkJ1Wrue+4qYu7DtOkW7bL+JTVO1k8ON8W/LP9zmyu3mdgGxqeZioPqJSJ3hnGrligI7/rFaLnGJiGUunhFAIKMCLuotb2el8R1Xn9rO3njpZs2NVZW34Fjoet0yN1Jpl+SxKeg0VZ8P1Zyz77Pr9YzZGdV2WrVKRfvuU2kyLsoPBBAYAIGUBke3tXHhcCkgDk9v1xt/6+8Scrvg+LQ97KK1nVkdfKylffdL87vKuvwVW9WZ2KGd02N2Syy2aAlBKYYAAgMp4LaBdn/A+CFd+7p3xQ/X1De6H2tO7o/zJ+MS9fkZPflApLodLulNjeiaXTvl2Ykz06M1u+AF29k1GXkTgT4UWNrn24cVp8oIIIAAAggggAACF1cgpSOOF44Q3yKrNW+3y+qo3ayr5ZXUKlQVFSuq2GUjylW7rETRLmzLiOOFI/NJBBDItEDodxS0TsQGrU5HzZydhFioKV8uq2qX7ilWcyrml+42k2koGo/AAAoMYHAMdNf/+z6FdtzNTL2gTxW/RQ9d+ypd9qxL9BNvuEKTm8a1faiwfH7NAHYpTUIAAQQ2VuDEvkd030ffGy/krqe36pNX/IAWWnl9+0tepJ94425VqnZo0JBdc7fr8ZEbWze+HQEENlZgIINj/eDTduOYBS10xnTcq2m2vEn+yKQmx6vaPlnSuG3M7I9hJgQQQACBCxAIGotaPLAv/uSJ+RHNFse16FVVGBnT5smyhipFDdk2lmOhLgCXjyCQcoGBC47O2+2ujsIovoaYu0HW8sOz3dPuD2D2Uqd8raR6CCCQagHbusbb2LiSdvkdt40NbcPqtrFu+xpvZ1PdAiqHAAIXKtDnwdFdINxdFkI69MC9CprN+KKzX316Wn5nVC37K3jrnp0qlHfqqss3a7RcsFtj2e0Jrbw9MSGAAAIInFPA3X0hkjuu8eB997i/zPXUww/rn/dviz95fGiHrrp+p/x8Tbt2jGs4n1PF3unzf1zOqUIBBLIq0Of/bbvbZS0doP3Jf/9dmrdd1K2woH9/19vUsefJbeN675++Uc+69TJtKuZ0rZW2+x0QGrO6ttNuBBA4TwF3ebP99rC7yjTm9Oc/9nILkKG+fny3/svXXxd/162vv0nv/fk3aXiipkvtL/I9Njcfv8MPBBAYRAEOQRnEXqVNCCCAAAIIIIDABgj034hjsCi1jsUUjz50v44eOhgfy/j1+nYtaNT2jxT1olddbwfZFDQyMaRLJmvabAfcjNknXEpmF/UGrEV8JQIIDJZA65ANMrYUhoHu+eIX7NAfX61WWw+E17h7cqmxaY9e+m22nbXp2pt3a6s7DMheD9uDbaxTYUJgcAX6Lzg27K4wRz8f98j/+M0/09//zVfstae7Lv0h1XM1VYol/cXvfp9KpaKKhZwuHSmrZonR7Tph98ngrsi0DAEE1lFg9ot2R8HDiiww/sq/+XnVF5vq2NHhd17+by04enrBDZfql3/6O+IFjtl1G3dXCipYYnTbWILjOvYDX4VACgX6LziGvv0lXI8p6yeO6/iRmfiMvrlddqHv0rDCXFHj08N2P+pCvBGr2il+nAyTwjWPKiGAQHoFgna8nY18X3NHZ7W40FDHTn5ZuGzIzp7OKagMa2rTUFz/IYuKZUuL7NFJb3dSMwTWU6A/gqOdxRf6tiGzyW/V1Vl0Z/nZH8RBzjZm7vw9T5VKSSV314JqUYX4Oo12rcb4HVeSCQEEEEBgLYHI/iiPAvvD3KZ2o2F/n7fU8e2kGK9o21k7SaZoe29qJdva5lWzPTp5d90dm5YDIyONMQc/EBh4gb4IjoHdQnD2rt+PO+OeBx/Xx2+3S0LYdFfncj3xgufYK0/v+YGXaXRkSMViXlvschCuYW6D5p7ZoBkCEwIIILCGQGPfXao/eVdc4g8+/nk9cfiYHeMoPfrst6gT2KhiuaJfePs1wFt9AABAAElEQVRtdo3GnHbsGNPUye8q2jPb2DVgeQuBARPoi+AYNk9o7t7/L6a/+47D+uCfPrLUDS//d9J1r4i3Wv/qDc/R7gl3eDYTAggggMD5CjQOfPXUdvZP/vxr+spj8/bXt8XCt/2oXfzWdk0PFfXON90U79E53++mPAIIDI6AG5RjQgABBBBAAAEEEEDgnAIpHXG042ncCTDtGbtLQaTW3FP66gPH48Y8fXDpxJj4l5m90lN2CR6bPv/ZtjYNu8t7d58KtTHVtl1lf0BXND1S1CXjdvKMuy8WEwIIIJBFATt2XL5tVzsLcesPPX1ID53czi42lo51tA2x9PQ/x8c3Nst5ffpv/fh2gqtxlSd3qDK9R/lCQXsmipoeKqxZfrXvYT4CCKRXIJ3B0W3Q3GV3jt1uwTHQiX2H9DsffThWfKq9dIvB+JcH/lr6xt/FL991d1nF/OpBcHj3jbr0u35O5fHNesVVY3rnbVMWHNPbMdQMAQQQ2FgB287OP2A337KHTXfd8SX92cnt7KH6ye2s/eGuz/+m7bLOq2mb1++/s7Lm8YybX/hm7XzV2+1Exap+8NZJvfrqEfvo6tvljW0f344AAhshkM7g6FpqF55V0LDg6CvoNHRiwd2X2vKkbcdOTW1737OHTTNNe3nyLL9T75/2olGb1dhi267zGKretrO03QZxzU3gaR/mJQIIIDBoAm4bGNp29eTlzVrN5qntbLC8nXVlWjYiadnPRcnDdrz5WjEwPzuvoUVfZTurptWJ3A4jJgQQGDCB9AZHFwLt7i+K7OIPBbvMzpC7J4FUs9kjNu98p9pQxS4hkVe5ZGdc21/Aa4XM8/1uyiOAAAJ9J+C2sXaGdHwCjFW+aKOEy9vZYffeBYS+ml0WrWrb2JJdDTwfb2f7ToUKI4DAOQRSGhxto1XZLE3catWPNJJv6B2/OB43xW44qLlzNKrb26WxzRq75hIVysPaM1m2a5B1K8U8BBBAICsCFhqHLrdrlrkbskq3vGGbxi5/Vfz6qP1cunJu/GviH7Wd12p0zxa782tR122rcnxjYjkKItA/AukMju6v4OKkNGYPm0Zsu/amH3UhkgkBBBBAYF0E3Ha2smPpYV943cuebY91+Wa+BAEEBljAthxMCCCAAAIIIIAAAgicW4DgeG4jSiCAAAIIIIAAAgiYAMGR1QABBBBAAAEEEEAgkQDBMREThRBAAAEEEEAAAQQIjqwDCCCAAAIIIIAAAokECI6JmCiEAAIIIIAAAgggQHBkHUAAAQQQQAABBBBIJEBwTMREIQQQQAABBBBAAAGCI+sAAggggAACCCCAQCIBgmMiJgohgAACCCCAAAIIEBxZBxBAAAEEEEAAAQQSCRAcEzFRCAEEEEAAAQQQQIDgyDqAAAIIIIAAAgggkEiA4JiIiUIIIIAAAggggAACBEfWAQQQQAABBBBAAIFEAgTHREwUQgABBBBAAAEEECA4sg4ggAACCCCAAAIIJBIgOCZiohACCCCAAAIIIIAAwZF1AAEEEEAAAQQQQCCRAMExEROFEEAAAQQQQAABBAiOrAMIIIAAAggggAACiQQIjomYKIQAAggggAACCCBAcGQdQAABBBBAAAEEEEgkQHBMxEQhBBBAAAEEEEAAAYIj6wACCCCAAAIIIIBAIoFColLnKNTpSB/4jUB3/VMk95rp4gvUhqX3vievG270lM9f/OWzRAQQWH+BVqulT33qU3r66aftv2v+wz5f4cVKSXtvulzh9kkpxzjJ+fpRHoFuAusSHINA+sqXQn3ik4Ha7W6LYd5GC4yPefq+t+V0/Q3eRi+K70cAgYsg4HJOqeTrr/7yI/r4x3PyPP7bPl/29vCoFv7DzyjaetuK4OhF9g+XFhWFHUXQni/tmeWjtq2f/ON/Jsrg/rYuwXFweWgZAggg0BuBUkn6vn8V6vrrGvaPMqNlF9IL9UpBf3hZS1/NhSs+Hqolv/0HavuPyJO/4n1mJBcIgrw2Tb3APrAr+Yco2bcCBMe+7ToqjgACgyxQLkovtn+Lv/UVUiEXDXJTN6xtM5a3P5v3dL89u/HF0ycv6ij077D5n1coRstOtznf11FU1sjwpef7Mcr3qQDBsU87jmojgMBgC7hBxoJtoauVFXtZB7vh69i6kiKt/o+cjUJaeJTmrRTB/JthX9rTz6jtN2PYT5+1TRMTAggggAACCCCAAALnFiA4ntuIEggggAACCCCAAAImsPoo/rrxuF0BH9TI6Df0wd/6dU1OTKzbN2fti77+9cf1a78hHT28zZrOaYBZ63/aiwACCCCAQK8FLkJwdIck36Na9S698pVN7djBIOeFdvrYxKKGfjvSjB0oH4YExwt15HMIIIAAAgggcGECpLgLc+NTCCCAAAIIIIBA5gQIjpnrchqMAAIIIIAAAghcmMBF2FV9YRXjUwgggAACCQS8yI54dpvyaoLC2SriqWYNtgtiRt3GSOwWjp5d60jj5se9cpOtGb5duMhZ2aV3uN1OMrIBLEVwHMBOpUkIIJAlgYK84muVL7wmS41O1NaCXZha7avstoIWHM+6VGPkFVUofo+K+Ver4J19efBEX5+5QlF0QkH7D83zocy1nQY/I0BwfMaCVwgggEDfCXg2opbLPV+F8jv6ru4bXeFiFCoXHJLCui3qzOSYU0W54itVLA5ZcORkwyR9EYX77W47n7Xg+KgVJ2wnMRvEMgTHQexV2oQAAtkSiO9lzeZ8Zae7cGO7pLtMURwW3e5q50Zw7ELUZZazxKoLTKZmdTvwI1MANBYBBBBAAAEEEEAgmQDBMZkTpRBAAAEEEEAAgcwLEBwzvwoAgAACCCCAAAIIJBMgOCZzohQCCCCAAAIIIJB5AYJj5lcBABBAAAEEEEAAgWQCBMdkTpRCAAEEEEAAAQQyL0BwzPwqAAACCCCAAAIIIJBMgOCYzIlSCCCAAAIIIIBA5gUIjplfBQBAAAEEEEAAAQSSCRAckzlRCgEEEEAAAQQQyLwAwTHzqwAACCCAAAIIIIBAMgGCYzInSiGAAAIIIIAAApkXIDhmfhUAAAEEEEAAAQQQSCZAcEzmRCkEEEAAAQQQQCDzAgTHzK8CACCAAAIIIIAAAskECI7JnCiFAAIIIIAAAghkXoDgmPlVAAAEEEAAAQQQQCCZAMExmROlEEAAAQQQQACBzAsQHDO/CgCAAAIIIIAAAggkEyA4JnOiFAIIIIAAAgggkHkBgmPmVwEAEEAAAQQQQACBZAIEx2ROlEIAAQQQQAABBDIvQHDM/CoAAAIIIIAAAgggkEyA4JjMiVIIIIAAAggggEDmBQiOmV8FAEAAAQQQQAABBJIJEByTOVEKAQQQQAABBBDIvADBMfOrAAAIIIAAAggggEAyAYJjMidKIYAAAggggAACmRcgOGZ+FQAAAQQQQAABBBBIJlBIVoxSCESS+39kP05Oy688z5Pcw6alnycL8IQAAggggAACAyVAcByo7lzvxoT2hQft8Q11mi19+lf/uz73nz8ZL+QhS413n0yJL33XR7T7+a+NQ+PPvUSqsFatd0fwfQgggAACCKRCgH/iU9ENaa5EYJVrKQoaas7Pau7AgbiyR+3n0ivp2HxDoy0pZ0EyWB6GTHOTqBsCCCCAAAIIXJAAwfGC2Ab1Q0upz+2OjoLAdku7R1uR56vV9tUJQrkxSDeRD5cc+IkAAggggECWBAiOWertNdvqIqGFxNBXc25Ghx+8T+12S8dbR7W/8ZTarba+8uhBPXHyO2bX/C7eRAABBBBAAIFBFCA4DmKvXlCb3C7pYzbCWNexx+7W3/3qe1VfOKEvH4n08ccjtW0EMrBRR//kdy8/X9Ci+BACCCCAAAII9KUAwbEvu22jKm07oCNfYdBWuz5nxzSeUP2EdHyOYxc3SpzvRQABBBBAoJ8ECI791FsXra6eXV0nJ/u/PXLxSS9RfAa1C5ZLlbCjIG108qJViAUhgAACCCCAQAoECI4p6IR0VMGtCtvl5UPtuOkSve2Pv02BH+gHLB3+hu2XjsKO9NinpSf+Ia7uRz71oH76j76UjqpTCwQQQAABBBC4KAIEx4vC3A8LcUOKSyON+WJB1YnqmZW23ddanLRHLZ4/Viud+T6/IYAAAggggMDAC3DLwYHvYhqIAAIIIIAAAgisjwDBcX0c+RYEEEAAAQQQQGDgBQiOA9/FNBABBBBAAAEEEFgfAYLj+jjyLQgggAACCCCAwMALEBwHvotpIAIIIIAAAgggsD4CBMf1ceRbEEAAAQQQQACBgRcgOA58F9NABBBAAAEEEEBgfQQIjuvjyLcggAACCCCAAAIDL0BwHPgupoEIIIAAAggggMD6CBAc18eRb0EAAQQQQAABBAZegOA48F1MAxFAAAEEEEAAgfURIDiujyPfggACCCCAAAIIDLwAwXHgu5gGIoAAAggggAAC6yNAcFwfR74FAQQQQAABBBAYeAGC48B3MQ1EAAEEEEAAAQTWR4DguD6OfAsCCCCAAAIIIDDwAgTHge9iGogAAggggAACCKyPQGF9voZvGRyBSFFkjzCMn127wsh+BB2p40t+EDfVt/eXpzDwFfodRZ4VccWW3/Dc3yWePJufy7lneyy/xzMCCCCAAAII9J0AwbHvumyjKuzSoYW/yFd7fk4zjz0s3/c11450pOkpcsHx6QekAwfjCuw9cOJURY4/8XUdGJ2KQ+HtRanq1ioLjdHY5e6FqqW8rrxsSsPVkvKWHK0IAfKUHi8QQAABBBDoHwGCY//01QbX1I0kHrWRxrqOPvIlffr9P6X6/IK+clT65BM24GijkEujju24HovtpWf3y1f/4tf19U98KJ5/Z9GTDS5K+ZL0nJ9SlCto6/SwfvH/eqWedcW0hvM5bXJvx6X5gQACCCCAAAL9JEBw7Kfe2tC6uhFH2/0cdRQETTVPHFN97oTmZ6QjR1xwXH3hnca83MNNjeViubI0W7d91EWVy0W1/FAumrod3Gt81fKneUYAAQQQQACBFAoQHFPYKb2rkg0V2i5mL5dXvlhVoeyrWAlVrXprBseu9c1bcKwUbZd0QWXbVZ13xzhaweVH188wEwEEEEAAAQRSLUBwTHX3XMzKuZ3HExYahzW550V66Y/9hnw70+VmG0J8zcIFjBK6E2OmnhMH0WqtpJu3j2rCwqM7vpFT+S9mv7IsBBBAAAEE1k+A4Lh+ln3+TS7OVe3M54pqU8O6/GW77HjHSFfa3FsuaN/y0uilG2P0LDDm7ayYnDu92qaln/FLfiCAAAIIIIBAHwkQHPuosza+qks7kl2+yxc4fWXjvVkCAggggAAC/SXAXsP+6i9qiwACCCCAAAII9EyA4NgzehaMAAIIIIAAAgj0lwDBsb/6i9oigAACCCCAAAI9EyA49oyeBSOAAAIIIIAAAv0lQHDsr/6itggggAACCCCAQM8ECI49o2fBCCCAAAIIIIBAfwkQHPurv6gtAggggAACCCDQMwGCY8/oWTACCCCAAAIIINBfAgTH/uovaosAAggggAACCPRMgODYM3oWjAACCCCAAAII9JcAwbG/+ovaIoAAAggggAACPRMgOPaMngUjgAACCCCAAAL9JUBw7K/+orYIIIAAAggggEDPBAiOPaNnwQgggAACCCCAQH8JEBz7q7+oLQIIIIAAAggg0DMBgmPP6FkwAggggAACCCDQXwIEx/7qL2qLAAIIIIAAAgj0TIDg2DN6FowAAggggAACCPSXAMGxv/qL2iKAAAIIIIAAAj0TIDj2jJ4FI4AAAggggAAC/SVQ6K/qUtvVBALf14kTDR0+3FGhEK1WjPlOwPG0pHq9gQcCCCCAAAIInIcAwfE8sNJctNFu6Bd+8Vc0OXmvPM9Pc1VTUbdSWNLrH/kuvVAvSUV9qAQCCCCAAAL9IEBw7IdeSlDHwA903333KZ+/neCYwKsclXVL8OIEJSmCAAIIIIAAAssCBMdliT5/9uRZaMwpl3OHrXp93pqNrb4pLf3Pw2ljpfl2BBBAAIFBEyA4DkiPFgqeXv7S27Rly5SNOAYD0qqNaYaLi4WgqMu+dKn08NrLiLxIUeAr8jtrF8zgu5HaUtj9sIgwCs0tUBRm1y0KbN0J7b9FW4cuZHLraS7B3zbxtztr1tEVzJFsPXR90GXy4nV06b/tiD+2uwitnBVF5hWGdpx4ghVz5ceZMyACBMeB6MhQlw3t04+/aquuvnqTjToORKM2rhHuX9pOUYuz29RcMzjaPzvNuubu+awWG/MbV58+/eaFYkuNPXulrV0a0GnpxIN36MjRepc3MzIr9LS4d6vCYIs1OPmm1v2xUrDR8MuHI20qn3v/QRS0VH/6PrUO/FlGYJM383ixpPbOHfLGxy2Fn7lhDNttzT/2RR2ZnVXJhSGmcwrkysdV2XVQ+VH3B9E5i1NgQAWSb80GFGAQmpWz04SfN/YZVT79fu3/nO20vsARjkGwSNyGoKziA+9WXm9Y9SNRFKlzYkZPfvSXFU7ev2q5rL6xWA00/69tRHGV4Lj/rz6oR++uZJXHRmUKKux9i41u/5AZnN+mtpiL9MpN0u6qCzvnCDU2snnsjk/o0F99OrvWq7R8bnhUiz/4PoXPuc1KnBkc1WnrwP/8bT16zz+q1Ok+cr7K12Z2dnHC1+53dDR8jf07k7+wkfTM4g1Qw89vazZADR+0puTs+jL5zpwyvGfw/Lo0LKvQaZ77MzYSEbQWFS7Onbtsxkq4HYBL69vKoYcwtN20rZaCRbvuUVYnC465trX/AkezCrafupQLzzmwE9nIZmQjvMFigvU5Y30R5Jdscq4P8mc2PrRd2GG7aW7zCixEMp1bIGd/B9re6pPTyv/ul9/hebAFzvoTbLAbS+sQQAABBBBAAAEELlyA4HjhdnwSAQQQQAABBBDIlADBMVPdTWMRQAABBBBAAIELF+AYxwu3659P5vJ2IPNZB/j0T+03pqZByY55SmBil53w8kV5dnYm05kCnm09vJw74GnlQfKRZ6dsGa9XzPAmJrT/7uy/vQu9dEloJ2ed47SYpQ5xh5q5/8aLjAOcuYYaS6EY20Tdrtlq81z/5AqFcx5Hevb3Zup3Ww/dJcm6/XeeKQcae0ogw1v1UwaD/cI2jtXd12j4imcPdjvPp3XuGmSdgjoLl6vz1Oof9MwuV61p/DkvV273VasXzOg7ZbscT2Xbvdb6vSsECsWyxq59nqYru1a8l5kZQU7+7Teo82TR/uE9v1bbidLauygdsfNd7EIyawYbz04AGbrkWk2/9PrzW0gGSudLFZU371oK8Ge1N2/r6Mi1t2qqOmmX4znPDjrruwb519BuZzv3tS/In5uxZuI0yH2dtG0Ex6RS/VrOMtLk81+t3d//c/3agvWvt/2jHNo/yAeePq5jdzfW+H5PhdFJ7XrrT6r6Ahu5YDpDYF4LGtFP2ryVwVE2irPtO39YV0TfdsZnsvSLO/v0WGFRB28/oeg8Ttr17A8b385K/8xh6btt9bzC0NY6f9WzO0ZNvuh12vQt78kSb6K2uqhTax9V1K0DbC/C9te9XVfkymJ/wuqc/sKcHvq/36z5E1+yQgTH1aWy8w7BceD7OievVFa+NjrwLT2fBnp2mZNc0V2ceq3gaP9g2y7XXGXI/DJ8PcJVYG3nqHK+uZy6PMczBb18QfliVflcdte7yI9sHfPjdeic12J8hi5+5XZR28fVSbCv2rNjBjwbWctXsmt9Ft+pX/M21JuLFgzSrjdqu1zPmOxQlditNGxX6lkrmp/xqcz94u4A5f57hihzXb9qgzkoZlUa3kAAAQQQQAABBBA4XYDgeLoGrxFAAAEEEEAAAQRWFSA4rkrDGwgggAACCCCAAAKnCxAcT9fgNQIIIIAAAggggMCqAgTHVWl4AwEEEEAAAQQQQOB0AYLj6Rq8RgABBBBAAAEEEFhVgOC4Kg1vIIAAAggggAACCJwuQHA8XYPXCCCAAAIIIIAAAqsKEBxXpeENBBBAAAEEEEAAgdMFCI6na/AaAQQQQAABBBBAYFUBguOqNLyBAAIIIIAAAgggcLoAwfF0DV4jgAACCCCAAAIIrCpAcFyVhjcQQAABBBBAAAEEThconP4LrxFAAAEEEEAAgUEQiKJIQRDI9/344V6HYRg3LZfLKZ/Pq1AoxA/32vO8QWj2hreB4LjhxCwAAQQQQAABBC62gAuK3/jGN/TlL39ZDz/8sPbv3696vR5Xo1qtatu2bbriiiv0vOc9T1dddZVKpdLFrmJfLo/g2JfdRqURQAABBBBAoJuAC4cPPvigPvCBD+jOO+/U3NycWq1WPPp4+oijG2F0AXJkZCQOj+9+97t10003qVwuy41IMnUXIDh2d2EuAggggAACCPSRgNs1feTIEX3sYx/Thz70Ie3bty/eRb0cFrs1xYXMY8eO6cCBA7r33nv1zne+U9/93d+tqakpFYvFbh/J/DyCY+ZXAQAQQAABBBDobwEXDt3I4vve9z79xV/8hWZmZk41yI0sLj+WRxJdeRc0lx9uRPLRRx/Vz/zMz8Sjle7Z7cpeLn/qy3ghgiMrAQIIIIAAAgj0tcDCwoLe//73///tnQmYJEWZv6PnvrmZ4R5gYbhEUJDFZRVGYREV4eH4A3KowOO6uBwuCqyorLvciKjAiisi4i6XiIAgyI0gl9zHcMmNnMMMMxxz9HT/640hmuzqqu7q6qrprsw3nie7svOIzHgjMuOXX3wRES6++OIwd+7cbmlB/E2ePDkKwWWWWSaKSEQmPo8siEcCv1ggf/3rX4dll102HHXUUWHSpEnd4vKfoHC0EEhAAhKQgAQk0LoE3nvvvXD11VeHX/7yl1E0pqZprIwrrrhi2HvvvcN2220XO8IstdRSUTjOmTMnPPXUU+GGG24Iv/rVr8Jrr70WFi5cGHtdIx6Ja8011wz7779/tDoSl2ExAS2OlgQJSEACEpCABFqSAFbCF154IVoH8W9M1kOsjFgNabreb7/9elgO2bfGGmuELbbYIgrEo48+Orzxxhtdw/UgJI899tiwzTbbxP0M22NYTMBuQ5YECUhAAhKQgARakgBD7mAxfPHFF7tEIwlB6B100EFhn3326SEaU0KxItKjGqsiParHjx+fdkUBiZ/kueee2zWET9fOgq8oHAteAEy+BCQgAQlIoBUJIBrpOX3TTTfF3tMpDYzH+PGPfzz2kJ4wYULaXPUX6yTicYcddojN2OlAmsDpaDNr1qxuojTtL+qvwrGoOW+6JSABCUhAAi1MAF9GhtB5/PHHu5qYSQ4dWg488MCAP2OtTcxLL7102HXXXeM5qSc18RP33XffHRYsWNDCpBp76wrHxvI0NglIQAISkIAElgABLI5YBMt7Ua+99tpxQO9aRSO3yrEbb7xxnEEmdYTBXxLxeP755wesj4bFBBSOlgQJSEACEpCABFqKAKIOMXfzzTfH3tDp5rEWTps2LUydOrXfYzBOmTIlbLnllnEO6xQfv8w+wwDhhsUEFI6WBAlIQAISkIAEWopAe3t7ePDBB6P/YRp+hwSMGTMmWg7xc0yWw1oTxlSD+EaWWyoZnufee++tNZrcH6dwzH0Wm0AJSEACEpBAvggw5iL+jWn4nZS6JBzT//35RTAyPM/w4cO7iU4sm8x9XX6t/sSdp2MVjnnKTdMiAQlIQAISKAABLI6PPvpowM8xG8aNGxfWWWed7Kaa1xGMK6ywQlh55ZW7CUdE6rPPPtvjWjVHnLMDFY45y1CTIwEJSEACEsg7AeaWZuzG8oDwy47HWL6/r/9p3mZg8GxzNZbG2bNnx044Wh1DUDj2VYrcLwEJSEACEpDAkCLA3NRMG1gu5FZfffVuoq+/N52EI9bHbOBa9N4uv172mKKsKxyLktOmUwISkIAEJJATAvgd0mkl2zGGpK2yyio9ekX3J8kIR+Io71iTrqdw1OLYn/LksRKQgAQkIAEJDAEC8+bNCzRXlws5ZopJA3jXe5vEUW5xrHa9eq/RyudpcWzl3PPeJSABCUhAAgUkQOcYOq2UBzrHlFsLy4/p7X/OHTt2bI9DuFal6/U4sAAbFI4FyGSTKAEJSEACEsgTAXpTl/eoJn0MxzMQ4UgcjOdYHmgSL28WLz+mKP8rHIuS06ZTAhKQgAQkkBMCNFGXN1OTtHoG/i5HQhzlzd3Vrld+bhH+VzgWIZdNowQkIAEJSCBHBBB25eKO5C1YsKCioOxP0omj3LqIFXOglsz+3MNQPlbhOJRzx3uTgAQkIAEJSKAHgWrCkd7PlSyRPSLoZQMdYcpDteuVH1eE/xWORchl0ygBCUhAAhLIEYGRI0cGlnIr4ECFI6KTOMpDul759iL+r3AsYq6bZglIQAISkEALE6ADCx1hygODdJc3M5cf09f/DC5e3vGGazWi401f126F/QrHVsgl71ECEpCABCQggS4CDLvD1ILlfo5MQ1gu+rpOqmEFiyNxlDd3c72BDvVTw+Vb4hCFY0tkkzcpAQlIQAISkEAiMHHixMBS3lT93HPPBcZ4rDcgGImjXHxOmjSp4vXqvU4rn6dwbOXc894lIAEJSEACBSSAz+Fqq63WI+UzZ86Mc0r32FHjhiQcs+ITcbrMMssEZpQpF6o1RpurwxSOucpOEyMBCUhAAhLIPwGE40YbbdRjakA6tjzxxBN1AcDK+NJLL4VXXnmlW1M111pzzTXDiBEj6oo3bycpHPOWo6ZHAhKQgAQkkHMCiLhNNtmkonB84IEHugm/WlEwpeDdd98dm7qzPo74Nq6//vq1RpP74xSOuc9iEygBCUhAAhLIFwGE44YbbhiWW265bh1k5s+fHx5++OG6BgJn4O/bbruth38jTdSbbrppvgAOIDUKxwHA81QJSEACEpCABJY8AXwNGR5nm2226Ta3NEPxPPbYY+Hpp5/u97A89Ka+8847ewjHrbbaKkyePHnJJ3KIXlHhOEQzxtuSgAQkIAEJSKA6geHDh4edd9450OM5GxCNd9xxR796V9NMTRP3U0891dXMjThl3uo999wzjB07NnuJQq8rHAud/SZeAhKQgAQk0JoEGMNx4403jv6H2fEcGcD7jDPOCPxme0f3lso5c+aE//u//wtvvfVWl6WS5nB8G2mmpoOMYTEBhaMlQQISkIAEJCCBliOAxZEheaZPn96txzO+ig899FA44YQTwuzZs3tNF51gsDb++Mc/DjfccEO3Y2kK32WXXcLSSy/tMDwZMgrHDAxXJSABCUhAAhJoHQKIx7322iusu+663cQdlsZzzjknWh7ffPPNLitiNmUMv4Ow/OEPfxh++tOfhnnz5nXtJl78Gvfee2+bqbuoLF5xUKIyIP4rAQlIQAISkEDrEFh55ZWjdfHAAw8Mr732WuzcQicZBgM/7bTTwjPPPBN23XXXsMYaa3TN/kIz9vPPPx+uuOKKcP7558dBw9Mc1/g2TpkyJRxzzDHxnGwzeOtQad6dKhybx9aYJSABCUhAAhJoMgE6rnziE58IX/va18Kpp54a8FdMIhCL4nnnnRcuu+yyMHXq1NjsjBBkO8IRcZkds5F9jNv41a9+Ney0007dhvppcjJaJnqFY8tklTcqAQlIQAISkEAlAuPHjw+HHXZYFIJ0cnn99de7DkNE0ukFv8dkPWQbgrFcNDL/9X777RdFqD2puxB2W1E4dsPhPxKQgAQkIAEJtBoBBCEDdX/3u98NG2ywQTjrrLPieI74LSaRiE8jS3mgaRqRiJ/kAQccEIffYYifJDLLjy/6/wrHopcA0y8BCUhAAhLICYFll1027LvvvuEzn/lMOPPMM8MFF1wQZs2a1eX3mCyMiEWEIZ1gsFbuscce0cq4+uqrx6F32G+oTEDhWJmLWyUgAQlIQAISaEECDKOz6qqrhmOPPTYccsgh4Z577gkzZswIL7/8cnj33XdjirAwrrTSStHKuMUWW4Tll18+ikgFY98ZrnDsm5FHSEACEpCABCTQQgQQgCwrrLBC2HbbbePUhNmmaiyNaWFw73R8CyVx0G5V4Tho6L2wBCQgAQlIQALNJJDEIVMHGhpDwAHAG8PRWCQgAQlIQAISkEDuCSgcc5/FJlACEpCABCQgAQk0hoDCsTEcjUUCEpCABCQgAQnknoDCMfdZbAIlIAEJSEACEpBAYwgoHBvD0VgkIAEJSEACEpBA7gkoHHOfxSZQAhKQgAQkIAEJNIaAwrExHI1FAhKQgAQkIAEJ5J6AwjH3WWwCJSABCUhAAhKQQGMIKBwbw9FYJCABCUhAAhKQQO4JKBxzn8UmUAISkIAEJCABCTSGgMKxMRyNRQISkIAEJCABCeSegMIx91lsAiUgAQlIQAISkEBjCCgcG8PRWCQgAQlIQAISkEDuCSgcc5/FJlACEpCABCQgAQk0hoDCsTEcjUUCEpCABCQgAQnknoDCMfdZbAIlIAEJSEACEpBAYwgoHBvD0VgkIAEJSEACEpBA7gkoHHOfxSZQAhKQgAQkIAEJNIaAwrExHI1FAhKQgAQkIAEJ5J6AwjH3WWwCJSABCUhAAhKQQGMIKBwbw9FYJCABCUhAAhKQQO4JKBxzn8UmUAISkIAEJCABCTSGgMKxMRyNRQISkIAEJCABCeSegMIx91lsAiUgAQlIQAISkEBjCIxoTDTGIoGcEugspWthZ+hcwIohS6BEJYTOylw6OzpCZztHVN6fjSev6zH9i4qb/rzmq+mSQNEJKByLXgJMf68EOt7rCG/f9l5Y8OqiXo8r4s63R70dFqzfHsJqFVK/sC28c++88NbL71TYWZBNHSHMe3RB6Cx9eBgkIAEJ5IWAwjEvOWk6Gk6gs1Txt7/ZEV498c3QNqat4fG3eoRvj387vPPd9yoKx475i8IbZ84KL97waqsns/777+gMHe+UbK4ly6tBAhKQQCMIdNCaU2rpYRkxYnAk3OBctRH0jEMCS4BAZ6nyb5+ttbES6vaJ7QGLbKXQsWhYWPRWR1j4SskiaWg+gc75JbeBOc2/TqtdoZMPvhKbCi4TbZ2l57pz3vveFor7qlnb9nYYNmZRGDautIwOoU3V0IUqCbj0mxV1aVul30WLFoX29vZ+LwsXLgzvvvtumD9/flh++eXD9ttv33UvS3LFIrAkaQ/KtUpfJ9HfbOGgXH2oXjT6n5W4GJpEoFRfd4zoCItGKByrEW4ftSh0DKsuWJA8w2owdHeGhWFR+9Wh873Xq12qsNsXhFGho/2fSulfE5rdOHSEBWHRwnPDgkV/DW0VhGW3gwv8T0f7e2G57Z4KkzYvERzVFsZMKYnHXsrtYKJCpGVDM/9H+L3zzjtxQcyVr6dt6Te7H+G3YMGCKAD57W09uw/hSJpGjRoVpk+frnDMZrbrDSRQKmRv/vnyko/eMw2MtMWj6ixVIAtHhAX3fqaUkM1aPDFD8/bbR88Lf/nEXWHO0lrBKudQZ1g0vCM8O+3pHrs720oVQ6mI/tPkENaZMKwkavr6wGkPnYvuDx2LHukRV9E3LAqTSgjWC22dq5d+uwvHts6ScGy/JSwKt5QILyg6qqrp7+xsD5M+XBJkiLJS2WwDY1sNXzRVY2z8Dix4yYpXvo7Ay+7L/o8QQ9DNmTMnvP3222Hu3Lm9LhyTjkX8IeKwMmZDEquVtqdt6Zh0Xvq/r/3pOM7jXgYraHEcLPJL6rqlZ/29F58M817uWUEtqVsYctfh/bdobBj1ygZhuMKxKdkzf2R7uOQrF4VRC4c3Jf68RDpvdGWL7PBSvbzW+BCWGdlREo59hNgcu6hkM9OlopxUSYKXNsGl9NCXhflhZPht56fDQ2Gt0ntAdmV4uv/bh1JYUGJ5b+dGpRdr99PSf2hOxBvWM34RQIgklrSOoJs3b17XgjDL/p/Wy7fzf29LsthVOgbhWH4f3DP3SODeqq1nRVw8eAn+4doKxyUIvJCX4kF9/0EoZPorJLqzo9Q41WHzfQU0DdnUUbKmLRheaoIZ05DoChnJsJJVZ3jJwmNoDoH3wujw27BtKfLOMltkc66X51ijza0XK2RHR3uYMWNGuPTSS8OsWbPCW2+9FS17WO/mzpkb5sydE0UiIg6hVv6b3cY6C+IJscnvYIq4wchX+CgcB4O815SABCQggYITwETWtzNAwSENOPnt7YuicDz55JNj03CtEVYThNW21xpvqx9H+vMtHOmC1blHmDP7k+Fr/zIrTBinL0m9hfbV1xaF119bvvQ1VqU9oN6IPU8CEpCABCTQJAJtJWvkhAkTuqyJTbpMIaIdNqzk91ziSdP9YIU+PBcacFud+DhtF+aVBsG98oq2MKyWboINuGweo+joXLHUvErKFI6NyN/OYaWm6uGlcQgN9REYVnpxtVX20asvQs+SgATySAChM358yWk3Z4F0sRD4TaKu0v/ZfcOHD49jMDIOY7Wl2jFjx46NLBHigxWaLxyjyBkZBQ/eOh36IDclr/HSWVSy7g7TJ6o2vqVnvX25O0LnqALPbFIbqapHLZxQaj0Y/9cwonMJvEaq3kU+d4woNUXRgNpJpdTWvddmPlNsqvJMYLFwbL7QSSIusSz/P23P/pYfg8ArD+XHsJ9tiGGWcePGVfxN+8r3jxkzJowePToOq1P+y1A75dvS/+yrdH/l99vs/33jN5vwEoi/oyQa75qzfRj5zt1h6aVfKhUsHer7xF7qido2uTRUzIp39XmoB1QmsKg0DuHoV8eE6bd9qPIBbq2bwLDSbDOvvzo/zPzwq2GpMKskIn2m64bpiYNOgI5eEydOaJroQUxhoeN35MiRcT1Z7Pitto61D1E3ceLEPhcsfJMmTeo6jvOSiEvCMvubXScDavm/lmMGPTNLN6BwHAq5MOB7aAuvtK8XdjrqV2GrrTpKpu8BR2gEEuiTAMNhYmzsHNnnoR7QXwIlnTjiE++UBvX+amncvFtLwlGXgP4i5PhxpYF2dg43hw+F50sEfTHWw7Cec9raRoZhIz4Thg1ftzRQTwgfGz42Ci7EFgGBhOjK/iLusKxhjUsWuUrrlfZxXr0L1+U+svdS63pMTAH/+CTlJNPbho0KI8eMDBOXGaZwzEmemoyCE+gcV5p55/+VOsNtrI9PnUVhQkly7/7+YDulQVvqjMXT+kugra3kwzdqfGgbvmzp1JIoK7lezC/VTQcffHC0CC611FKLLXeTSpa+CROjJY9m3WQdTBZE/q9lHaFnWHIEFI5LjrVXkoAEJFA7gbbRYfiofUo2MwVP7dA8cmgQQMilhdXSVIUlS+JRRx3VbczFWgRftWOqbR8a6c/3XTREONI0+sUvDg8f22JYKA3XZBgEAmNKk89PW29Y6etsEC7uJSUggSYQyFS8TYjdKCWwpAkkn8AlfV2v11gCJQtyyYY8wEAMpQHcS00qA4zI0+smgKW+ZNWPS92ReKIEJCABCUhAAhLohUBDhGMv8btLAhKQgAQkIAEJSCAnBGzYzElGmgwJSEACEpCABCTQbAIKx2YTNn4JSEACEpCABCSQEwIKx5xkpMmQgAQkIAEJSEACzSagcGw2YeOXgAQkIAEJSEACOSGgcMxJRpoMCUhAAhKQgAQk0GwCCsdmEzZ+CUhAAhKQgAQkkBMCCsecZKTJkIAEJCABCUhAAs0moHBsNmHjl4AEJCABCUhAAjkhoHDMSUaaDAlIQAISkIAEJNBsAgrHZhM2fglIQAISkIAEJJATAgrHnGSkyZCABCQgAQlIQALNJjCi2RcwfglIQAISKBaBzs7OsHDhwtDR0RFYz4a2trYwcuTIMGzYsMC6IYSnn346nH766eG1116LzBrBBMZbbbVV2G+//cKoUaMaEaVxSCASUDhaECQwBAlQ2ZZXulSyVrbVMwtmLO3t7V3Le++9F959990wf/78uG3RokVh+PDhYcSIEbEynTBhQhg3blzX//A1DIwA5RbuF198cXjppZd6CEf477DDDmHDDTeM3Ad2tXyc/eabb4arr746/PWvfw2U0UaEsWPHhjFjxoS99967EdEZhwS6CBRSOGYr5Epfw1TQaeki5Uq/CKRKnJOy69lIkggqutUh8cn+LliwILz66qthzpw5sRIePXp0mDRpUlhmmWXCxIkTuwRkEpNZrkVb53lmocKF2SOPPBJmzJgRHn/88fDGG2+EWbNmRY6IR6xgWGKoUBGMK664Ylh77bXDZpttFj71qU8FhCTCRgFZfymC8TXXXBMOO+yw8NZbb/UQjli/pkyZEqZNm6ZwfB8zzz7ll48eynIjAvFl67pGxGkcEoBAoYQjDycvNb7uWJ566qnwt7/9LVbMvMxWWGGFsO6664bll18+LmyzAun/g8ILa968eWHu3LlxefHFF2NFDnvyIIWpU6eG7bbbLlbgaVvRfuHx9ttvR3HzzDPPhOuuuy7ceeed4eGHH46WMnikiiQJ7b/7u7+LTVDbb7992HjjjWNZRQwVMVDRPvfcc+GCCy4If/jDH7rKGWUwVcZwYT1VoulDJfHE+ohYRJQfeOCB0UKz2mqrxW1FZDqQNMP52WefDaecckp45513uj3vA4nXcyUggaFDoBDCkQqDl9h9990Xrr322nDXXXfFCgZhQwWTApUH5v2sBeLjH/94WGqppaxEEqTML5UEljFEIpYFKnAqDX6ff/75+Mv666+/HgV75tS4uvXWWwcWLD9FCqk80ix1xx13hL/85S9RKPI/zaqpqTUJxiwbRA/l+NFHHw3nnXde2HTTTcP06dPDrrvuGlZfffWAZbJIgecXfmeccUa0LvJxUmtIzz5lmMA74qSTTori/YADDgif+9znopXXj8daiYb4ofjrX/863H///bEc136mR2YJ8JzzMbjyyitH63h2X63rGD5WWmkl665agXlczQRyLRyTlQGLzllnnRV++tOfBqxfVMzsqxRmz54dXn755fDnP/85WjF22WWX8O///u/RGollIlkrKp1btG2p0v7xj38cHnjggWg5o2kVIVlLBc5xqfIuCjvKHSL7P/7jP8Jll10WneHhUEkkVmLC+TBDYLJcf/314bbbbov+USeffHK0QNIMW5QAD4QfPnXZMsdzmhY+CAnZZzdx5Dex55ePyT/96U9RmBPf7rvvHsaPH18UnHWnM3G89dZbw//8z//E/CCyJLoT47ovULATKas05//iF7+IH4T1JJ9yn/x36znfcyRQjUCuhSMvK5yzv/3tb4ff/va3UdDU+gLjOHq4/fznP4++UjS9bLDBBvErsBrMom1HgCMY//jHP0YfMtJPBcJiqEyAcoVwpDkaq+xAeXE+wpMKe8899wwnnnhi2HnnnQtvZcDaMnny5OjDiOsJ/qEIaipTfB3JAz4i6c3Kh2W2zJJH+EZ+85vfjB+Z+++/f5cAqpyrboUZ79r/+q//ii0MEEE00uRPiwPCPstYYn0TwOKIxXDNNdfs++AqR6SPpyq73SyBugjkVjjyIuOFdcQRR4Tf//73PUQjDyWWBJr2+CqjMqECphLB0sBLjjhYxwJx8MEHhx/96EfhQx/6UOEr5WxJgxEWMH57C7zArDg+IASvLDP4UNFSFimX6623Xlh//fWj/+LSSy8drWpYwnGzeOKJJ6Lw4XyYpgUh9J3vfCe6W3z6058uRLN14oYwpGMLnVy23HLLaHml4wss03OeWgworzzrWMcRO3xUXnLJJWHmzJldFnCY0vrw3//93zHOjTbayI/GD4pvjzV48pGNby7lkrKM6wQfM7T2IBwN/ScARxaDBIYSgdwKRyoFXmRUCljGeJmlSoYmgI9+9KNhr732Ch/+8IejNYIX35NPPhmHkLjllluir146j6aw22+/PfzkJz+JFh0sGIbuBGDLQuXMgnWHyhz/UPxGET0vvPBCN7HUPYbi/Zd4IRZXWWWVKBQZpmSLLbaI1jI+arCQUXEgZCiPVMB33313bA68+eabY9Nqau6nnGJBO+2008Lmm28elltuudx/5MCGzkIIZrituuqqsbzxYZiaqKuVLJivs8468V3AubgPICSTzyNc6UB3xRVXxB7AxGnoSYCPbgTjz372s+g+QZ7w/GOpZcgd3sMGCUggPwRyKRypZOmdiu9dqgTIMipqnI1pTsF3EUtENqy11lph61JnDTos0EyFg3eyPvKLCMXycOihh3bzl8rGUbR1KgkqaJoGqYipKFiwmNFMlSry//zP/ww4zWt5WFxCUuVKr+h999030AkLVwg49hYYiuczn/lMtKr96le/CieccEJ0qaDMEyjvCMqLLrooVtyI9jwHxByij6WewEcOvakZ6w6LJc82ltsU+KC86qqr4va0zd8PCFDu+CDkfUkLDx/olGEGnv7nf/7n2JHrg6Ndk4AE8kAgd8KRFxf+Seeee24ccidlEhU1le6pp54aK95qFSovvb//+7+PHWm+8IUvxOF6iJOAFZOmK3pb4ndCpVPkQKX9sY99LFoaEED4lCULWfYXfzLDYgLJyoiw/vKXvxw/YLA41mIhSwwpyzRf0/OXDjLHH398t6FPsJTRQYGe1tXKeYrL38UEYErzPkMcnX322V1uFVh5+YCkDCMsOc6wmACiEWFN7/577rmnixkf59/61rdiiwPl3SABCeSLQO7eglSaDM/Byz414ZFlWBepqLHWUJlWqwB40SEeEUJ0qsEakQICkg4z9IaleaboAYY09e+0006xuRAxgziHNU1VcERAWnl8UFJggavDD37wg2jlWnbZZWN55COkP5xgD+fddtstltXsuVToDIT90EMPfXBh13olAD/K7iabbBLLbuIJS5573Sx64uP9itsE1u3U+YWPIDpn8UFZ9A/rnsTcIoF8EMidcKRJOTm6pyyiEmBsRoQjfmPVRGP2eF56VMr/8A//0K1C5wV55ZVXRksPlUqRA1yxlPXHWlZkXqQdZohqBCOVbBIo9XDhXNwD9thjjx7+fAwr82xpTE1D7QR4L2A1rzQWJkI8tTzUHmN+j0Q0UsaOPPLI6FfLuxB+dOg65JBDumY3yi8BUyaB4hLIlXDkxU6TEjNIZC2CVLB0hsGJHgtYrYGOHcxsgjBKFTzClJ6tdPawIqmVpMc1iwAih6nyUvnkOlTiNLEy1Z6hfwR4P1R6R/AuyDLuX6z5O5rRJ84888w4HBfvREQjrTN0MKKp2tAcAtQ5RTdYNIessfaHQK6c9HiBMZ4dw2hkRR1Nejhr00Tdn5c/FQgzc9DJg+ngeGBZksM8QhSrkUECg0WACpthZ8rFDhYh/B8NtRPg2WYq0mwHLt4XfDjSYlHOuPaY83UkHyW4QZxzzjnxAx1uWNFpoaGTkk3UjclvnmFGSaCz5r333hv97anbCLgF0WpBuYQ5PtP44JIPvBMMEmgmgVwJR6yMN910UzffRuAhHPFd6o9o5DyOX2ONNeIXNIM1JzHKi5Kelsxrq3CElGGwCFAWmSqPSiYbEDmUe0NtBBJHBrTnw5D/CYggRlLAmmaFvJglnQ8ZsYKPad6JCGsGqv76178eh9/q73t2caz+zRKg/DE0FG4oBD5mEOypXMKYsokfOWIRlxVGCmE4r6lTp8Z8UMBnibreSAK5+jSh+YQ5fNPDlUDxVcawMPUEHObpAFL+MmReYfyeDBIYTAJUJow1mA2UVSqUbMeu7H7XuxPgfYHwnjFjRpzLPn0gchSVMp2/rIQXu0DAiXEZr7766q4PaZrxv/e970WrFyLSMHAClEla0HC9YmGYLcol21lYZxt1HkKeD55jjjkmjqTw/e9/P7pSlX9MDvyujEECiwnkSjgyjhgPUfaBoRJlJolKDu+1FAIqYHoIZoUjDy7NgDQjGCQwmASwjl1++eXdyjz3Q7MVH0yGvglgzaHiZSzH7DONhZEmQCw5vAeKHhAyTITA+KFYuQlYtj//+c8Hhi7TIju4JYR6iZYxhuIiP/DFz1opB/fuvHqeCOSqqZrOAIy1WB6oQOv9EubFyJiN5S9Fvvb+9re/lV/K/yWwxAhQUdBceM0113SzsvORQ5mlh2tRAxYZKk2eUzilwDoL+7HkPP744+G2224Ll156aeyFjjiCH8/7tGnTwlFHHRWYGKDo/o3wQiyefvrpcYB0/ocR5Wy//faLHyrZj+vE29/+E4ArFm6MHSwM38WHIOsYRcgH6jrKL+5ZlHFCKtt8CD3yyCPRdeDkk0+O/v1++PQ/HzyjOoFcCUcchzHdZysKkj615PNR74uf85hztfylSKX0yiuvVCfrHgk0kQBlHGsj87BjZUhlnnJKpcNsNEz5WNTA83nttdeG66+/vqtJFRYIHj4uGY/12dJwRXSGoRKm8k2CkQoasYgfH60VNlOHWNZ+85vfhN/97neRFeIGTgcddFD4yEc+Uvf7tajlszzd8ETc4RpFJ04moWDMYXzz6QjDPuoinnM+bhgK6b777ouzmdEhlBYwyjzlm0B5ZhrIf/u3f4vjDtPT3XJcTt3/6yWQK+HIl1hqQskCQfjV+9DwQNN7jS8+vuRSBc1DSqVjkMBgEKAcUjH87//+b4/OHIwEsPvuu8cKaDDubShck8qV3qgMGcOzWh7Sc8z2tE6rBNM+brvttuGrX/1q/GCs971Rfr1W/5+ZYZg2FK7wgtU222wTx8bl3WgYGAE+8hj6DX/66dOnx/FE+ZBJBov0m65CHtBpi57sTHjBhAJp7vp0DHmFzz8TWbCf0RcMEmgEgdwIRx4khF16sSU4vPh5sZU/eGl/rb882PhPpkomNd1QKVm51ErR4xpBgDJHxyysCfjkpTJJGadDDHMED3Rw8Ubc52DGAROeUVhlfZ6r3RPWnB133DH6OW622WaxkuW5Huh7o9r1WmU7DGfOnBk7xKRB0GHCx/g3vvGNfg9x1irpXtL3Cc+jjz468kSU19pCxnPOPPe4Y2EhP+uss7pa3XgGKP9Y3ZnhBwsmhhCDBAZKIFelCOGYTPWA4QXHQzjQlz/nV5rzF/8SHsxUcQ80MzxfAn0RoHzTtHriiSfG+YGzA91TRrFWIIAo90UOPLMsVMBUltml0vuAZxhf0cMPPzxWwA8++GCsgGsRnXnlnIQHPagZfiz50lHO6HzBrFpFL2eNynua/fnooxd/raKRa1OuacZmrGHKLh2Vsh88vC8Q/OQhri0GCTSCQG6EIw8IIi4bqCB4qCpVFNnjalnngS6Ph2uyGCSwpAggFC+88MLwy1/+ssdA1fiafec734muFf2pfJbUvS/J6/Cs4huGJYexWFlYx9eL4WOSz1gSlDzH+I0xtNEpp5wSm/rPPvvsbu4pS/L+h8K1EM10HjrmmGO63HLgyoDT//Iv/xJFTvk7cSjcd1Hvgabo4447LnZYyuYLZZse1pX8/4vKynQPjEBumqrBUMk6wJdc9iGqFxfxUMlkr6FwrJem5/WXANYf3DAQjYjDbCWASGQAYCp4ZjMyLB5/8V//9V/jIP3lLQI8t/CjMqVz0Y033hg7uiU3F45/ttRx5rvf/W4cDw/eNAny/Bcp4MN9/PHHx4GoYUL68feGR73j4haJ35JOK/XccsstFz96Tj311G4zRzHuMMsKK6ywpG+r5a5HWW+EZmi5hPfjhnMlHCu92BF65RVHP/h0HYo1kwonGyhcFrAsEdebQYDym8ZrPPbYY6NlLJVpmgqxNDBHMOONYkkzLG7C42OPpVLAGjl58uTYEebJJ58Ml1xySRyfkLFgk4Cko915550Xe1gz5AytDkUJuP3QdH/dddd18aCJeq+99gof+tCHLGdDtCDwPsBHF5/87JSjuBnQWQxrsXVW9cyj3PPRyFBclfRE9TOLtSc3n9A8DOXNc1SuNO2lSnYgWZv1JUvxULAsXImGv80gkEQjL306wzBuY7J6U/awMJx00klhzz33jJ3AmnEPeYwTdohKmq1TE/8ZZ5wRxWR6pvlQgQ8LbgAAHelJREFUZNgerG5Y3xL3PPIoTxNj1FKuENJwSGXt4IMPjkPGwKKWpdq7l+3l53OdaseX35//VyZAHUirQ/lUuLB+8cUXK5/k1i4CTPPIxyIfj4bqBHIlHCtZW5JDd3UEte3B4lP+UsMJmQfVL7jaGHpU/wnwwmc8wi9/+cvdphGjzGFVOOKII8LOO+/cMF/e/t9h65+BKMKaRq/TQw89tJvvHvwRUfRWxRpRlEB6s7PoUNYOOeSQ+K5j/Foq2FoWhCcMs4H3KEIcrtk4iLdRH/rZ6xVpnbKMNb280xItZi+//HKRUNSVVnycL7744q4PproiKcBJuWmqpiLlK4sHJn0t8IJiPfV8rlfgEU/W7E+5yF6vAOXEJC5hApQ5yu2f/vSnOA4blSzbCFQODBTMuHpYGit13FrCt9vyl+N55sMTEY7F4aGHHurijfC57LLLwv77718Yqy6zklD+UuD9R2ehCy64oF8fysST9cclPngyvub555/frZUI/zv8Sj/60Y86xFkCX8cv74dKdV2qF+uIshCnYGRixh0+YG644YboK1ok95T+ZHJuhCOJRjiS0Ukoso3KloJAj8rypmz29xU4nwLFF3KquDmHh5Ov8EoPaF9xul8CvRGgnGHdonn6S1/6UhxOI730KXc0T9PxA7+78ePHWwZ7g9mPfTzL+Isy1AyDq2cDY7jiJsB7pAgh+64jvbwDZ8yY0ZCk0yQNS5ZsYEgZhCb7DfURgB2jA2RFPzFR9zkAeO9M+TjinUtZp5WHoY0UjpWZ5aapmuQh5CpVpDi7lj9IlXH03MqDiG9IVoxyFM3UPog9ebll4AQoawzYiz8ZlkZeZASEDeWbAb5pNmRge4SkoXEEsDoy3VuWaxLyiEeDBIYyAeor3hnlYzYiHKdMmTKUb33Q743nmxmSsIjz4YjByVCZQK5qHRzdacIrD3zZ1iscKUTPPfdcj69gKhgfxHLS/j9QApQ3hon5yle+Eh577LGucoeQQTR+61vfigP9Us61dg+Uds/z4VzpuSZfiuTj2JOMW1qBAPXc/fffH62O2fvF0EFPYd8ZWSrd1//whz/E2eEQ3y+88EJ44oknuh/gf10EctVUjY8Mo+9nHw6sBQ888ECX32NXymtcoYmQr49s0w3xY8KeOnVqjbF4mAR6J0D5wrL45z//OYpDrNyIFUISjQcddFCXn122jPces3v7Q4B8mD17do9TsNgUqdmKaexgkcpgDyA1bqDzC366WdFNeSb+Nddcs5svI+9uxiOtx6WoxtvJ9WEIHppbr7jiim68STR1I0PxGHoSoJzD7vLLL4+WWv5ndi4Gv+edXKnTbc9YirUlV8KRwWl58fDFlX3hYcHB74PeZv0NFBz8HihM2UCzuMIxS8T1gRCgnDGe4Ne//vU4ewn/E5JoZKaOI488MlrU2WZoDgEsNgyUTEWSAiKdyoNnviiBTle77bZbj/def9N/0003xea/7KgUCMMvfvGLMf7sOJuUazgXrXynsjaQdFM/Ic4vvfTScOutt3YzlBDvJptsUlf919/8bsXjYce0jLRMJl9y8uTee++NTBWOPXM1V8KRlxDzp1555ZXdUjpnzpzw6KOPxvk8u+2o4R/8HCo1VW+zzTax6bCGKDxEAr0S4CV15513RtHIV26qSBAslOkDDjhA0dgrwcbtxGLD+6P8QxFrI52SihIod42oMOFWLohSuU6dGbNMi2hJ50MF94hKblZZNtXWKasIHkQjH5esp/ILTzhPL81hj090EflW45a2w+u+++6Lvf/TNn4RjnSKxQXO0J1AroQjLzoeEPw5sg8Pw0Hcdttt4VOf+lRsBqn14aECx8+MZsPsg8j5O+64Y6GarroXG/9rFAEs47hC8MJPopGyRmVL5f21r30tfOMb39DS2CjgvcTD8/6Xv/wlivjyw9Zee+3C9KhOaa/1PZmO7+8v8Tf7Gv29p8E4nmefYeQYJWHzzTePBgme/XLBXX5vvCdomaAn+s9+9rPwi1/8Iq6nuorjiWPjjTcO2223XZ/xlcdflP/RCohEPhqzgcH/sd5OLbmkWU6zZEqdg7v/29r/0QSyzjrrhE033TT2Sk3NfRQMLDqYo1daaaWaCwGmf/xz8HdIViAexDXWWCNO61Q+yGpr0/PulzQBmu+whFNh0EydyitlDOsDzYXMC8y6fl89cwfRTWsCzyGWLT4Y6wlUtMTFByKVLxVGet6pMIiX8R3pnGSQQKMJ0KLFuKEMAcN0jhglttxyy/jcYyWkbFPGeQdQVnGnoG6iXuKjkzKLOxXvk1RuuUfOYeSPww8/vF/1XqPTN9TjY9B5RrEonx0Oxvg9Ms0m72TF4wc5Wd+b9oPzh9QaGcvDsscee8QHKlXEPGw8mHQ8YIy2WppgOIdR5OlplX0Y+RLcdttto/nfgjSksr+lbgahgjWb8RixNPJxkwJlGP8y5p/Gr46XlqEnAV705557bvRf5pnHMpBe8OnZTL89z148xmuqiMkDRDqVN3mTAvHxMWoLQyLib6MJUAapq2gWvfnmm8Mtt9wSZzJaddVVw8orrxzw3U/N+tRFzKHO0DE0cdP5KPvuSPdGuV1++eVjS8YOO+xQdc72dHyRfxGItDSUj7xCnrB95syZkWVv75Ki8cuVcCTzsA7QXM18nYzJlAIPGhUDvfkmT57cq3WCigOzNXMDZ6fdIi78HbA+MEWZQQL1EKCiQKgw5A4Wg/TC4sWEaNx3333DiSeeGMuaL6vqhHlOqTwRj6effnr8oMNKi9UGSw2VLR965QypfKlsqYCpFC655JI4kwktEikv0lXpUHfYYYfFikMBn6j420wCvB8QMxgu6LBB+WWh/FF22U+grKb17P1wLJZGxnplqlLeKYbKBBCH+Dfy7FdiiZsbOgJNwbvEsJhA7oQjDxfDPDDvLDMdJL8FHjIewm9+85txCjeEZaWCQIVCZfKTn/wkjqeX/ZpDLG611VaxGaHeZrE8Frzbb789jntVLW3kAQK8vFKm4xFNAdWaAMlLvrZhXouVuNr1h9J2xM7zzz8fyyEWx2z54oWPKwVlE0v3QMsYLhUf+chHcltx8KKnTFG+EIG/+c1vYseWqSXLI+8AZnmh00Gy1tDUh5WSY6koni1NDMBQXZRD4si2LFBmcBHA8ovFJi/lbyg9C97LYgI0RVMX8S5IZZCyzZL+r4UVZZSyzgD2jMKw9dZbV3231hJfEY6heZ/pRBPv8jSzH6vjP/7jP1bUC+XHF+X/3AlHKl8EHvPKXn311dHpNRUKHkysC1QaWB+ZExVxwjkEHlIEzkknnRR7qFFoOJfAcVRE3/ve9wo1LEdMfB9/zjrrrPjwVTsMhnxBlwtHrG58FVfz3+NFiL/qZpttlpuKmzLGBwy+jTDJBjghYo477riuMpnd3991RM8GG2wQBWgq4/2No1WOhyuikIXhuFgIpBsBzsI6ZZClWoXMMTzrVOT77LNPOProo6OYbxUO3mfrEcAH8eKLL45N1Pjs8nHJuyD9prLKtvQcp3qL/3l/sjDkDoLxk5/8ZLSQa2nsuyzgJ3r99dd31fPlZ2CRxOLIhyWtGIbFBHInHFPG4h+C1ZDxwnA+Tg8hBeGm0thijO2IIKFZi8FReWDpoIAfJL4mPKw8qAQeUobi+Pa3vx39ndI1/F1MAAsOPft6C4ll9hjyImtxy+5jnRcfTQXpxVm+vxX/h0Nayu+f7TBhaUSoZEVrRLytFAdMKWPZjxa2VQs861h8+fD8Umme8CINwVONidubSwD/2c9+9rPxXYfrSlr4iETYMAYxRgzKMeUTCyULQoZ6jjqMugzhiMUxicrm3nU+YkcUVhrwP6WO9wY9rqmHnGI4UclZr+oPkrV4UnceKHzFDj300PD66693VcgIESpVhuhBQKZQyRrBlxxNVohGHm6/4hKt7r+9Vcbdj+z+X2/nsa+3/d1jysd/jUxvI+MainSpPJMP13XXXRdefvnlLqtj+cdGNRZYbLBGEhduArvsskv0YV5vvfW6KuGhmPZWuSfEzIUXXtht7mSEzYYbbui79P1MTBZDZs6hNzUikLqIFgnqqdRag/GD8kodxIJVnM5z/PI/8cDWUBsBeNKbGsbVAu8N5v6mhQiRrsvKYlK5tTjygPH1RS9qHi6appPPI5VKWipZvDiXhcoEXynG0aPXJv+z3dCdAFwQ140OvAzxf+SFmJdA+SFdlM1mMMtyIl/yXJHwEseHc/311w9HHHFE/AjE3xafJCw1VLgsPOOpxQEeqek6ldupJZ9IBvT//Oc/H31qcXXJM7dsGWn2Oj17YWvom0B6N/B+IBRppqK+6TT2COp/LI1ogkoaIF0N4ci746qrrgqf+MQnFI7vg2krganebpPotfgvhYRm6Isuuiicf/75sSdmtumqPHkIFczSu+66axxLD19IKhtDZQLXXHNNZFp5b/1bqbzJByy9fFXnIfASwjJ24403xiaoZqZp3XXXLaRTNxUBLQwsjKZAMxO+jzzzlCMEI+IQUbPaaqvFqdj8IGxmSTRuCQwtArwLsCLiyoZrQF9h2rRpgXqODoeGku94EYQjGU1BwXcMfzwGA//9738fHnzwwVi5ICypOPjC22ijjeKwHnS/Z+id1AxgYalOAK4IomYExCNf4HmxAPGdRnmjPPLbzJAsa0UTRTBOnGHMOoFfWCQelKm0NDMfjFsCEhhaBKizrrjiijida28+jumuGZbrnHPOCTvttFPaVOjfwpjRUiWKpYEBvOl5RuFJC/sRiTR/sbCeKphCl5AaEq/fRw2Q3j+EMpV8mmo/yyP7QyCJw7x8bPQn7R4rAQn0TYAPSiyItETUEvCDZHYe3Fny5DpVS9orHVMY4ZgST6WCKGQxSEACEpCABCRQHAK0PODOwixRtQpHjn/kkUfi6CF0Yiq6UckuWMV5XkypBCQgAQlIoNAEcBNiiJ3snPR9AUFsPluaMIDJG5rlltXXPQyl/QrHoZQb3osEJCABCUhAAk0jgJWxfE76Wi5Gp8Ynnnii6b7ptdzLYB+jcBzsHPD6EpCABCQgAQksEQJM9oG/Yn87J+LnyGgYWhxLk6IskZzyIhKQgAQkIAEJSGCQCTCTXJpNrj+3gqWS6Ql7G/exP/G18rEKx1bOPe9dAhKQgAQkIIGaCGBlxFfxhRde6Bqmq6YTSwfh5/jSSy/FYfyKLh4VjrWWGo+TgAQkIAEJSKBlCTDnNzNLMQwfQrA/gePpWPPHP/6x5t7Y/Ym/lY5VOLZSbnmvEpCABCQgAQnURYAJQJiWtL+iMV2M82699daAn2SRg8KxyLlv2iUgAQlIQAIFIUCvaKYfrjfQMYYheWjuLnJQOBY59027BCQgAQlIoCAEmGqY3tH1BiyODMvz17/+tdC9qxWO9ZYgz5OABCQgAQlIYMgTQPDh33jdddfF33pvmHjee++9cP/990c/yXrjafXzFI6tnoPevwQkIAEJSEACVQnQxPz444/3a7aYapEhHu+6667w9ttvVzsk99sVjrnPYhMoAQlIQAISKC4Bhs+55557Gib2HnvssUL7OSoci/ssmXIJSEACEpBA7gkw/A7CkebqRgT8JH/3u9/V3Tu7EfcwmHEoHAeTvteWgAQkIAEJSKCpBBCMd999d8NmfSG+q666KsZH03XRgsKxaDlueiUgAQlIQAIFIcBsMW+88UZ4+OGH4wDejUg2cb766qthxowZhexdrXBsRCkyDglIQAISkIAEhhwBrIPM9sJvI62D9K5mFpoiTj+ocBxyxdwbkoAEJCABCUigEQTwR7z88ssbEVW3OObPnx+FI79FCwrHouW46ZWABCQgAQkUhMDTTz8dm5QbaW0EHfNWN7Knditlh8KxlXLLe5WABCQgAQlIoGYCdIqZO3duzcfXeiDCEb/J2bNnB3weixQUjkXKbdMqAQlIQAISKAABLIxplhf8GxsdUvzXXnttKFpztcKx0aXJ+CQgAQlIQAISGFQCCLvXXnstPPnkk021CF5xxRUDmv96UCHVeXGFY53gPE0CEpCABCQggaFJgGkGn3/++fDMM8809QYfeeSRpl+jqQmoI3KFYx3QPEUCEpCABCQggaFLAL/DO++8M8yaNavPm2xrawsTJ04Mw4cPD6yPHj06jBs3Lgwb1rdEYs7q22+/vc9r5OmAvqnkKbWmRQISkIAEJCCBXBOgmRqLI+M39uV/OGrUqDBt2rRwwAEHRMEIGETkzjvvHFZZZZUoHhGT1QL+k4zn2OhxIqtdbyhsVzgOhVzwHiQgAQlIQAISaAiB5N/IcDm9DdCNRXHVVVcNP/rRj8IGG2wQRo4cGS2OWB533XXXcNppp4WVV145bqt2Y1g2GfLnlVdeaaovZbXrD8Z2heNgUPeaEpCABCQgAQk0hcCCBQvCzTff3KsVECvi2muvHS688MKw9dZbByyP2cD/22+/ffjhD38YJk+e3Guz9XPPPRdYijIsj8IxW1Jcl4AEJCABCUigpQkwDM+NN95YdW5qLIobbbRROPXUU8OGG24YRWO5PyPCcsyYMeFzn/tcOOGEE8I666xTVTwyluNdd92lcGzpUuPNS0ACEpCABCRQSAKvvvpqoLczfo7lgeZomqdPP/30MH369DB27NjyQ7r+R0wiHnfffffw/e9/P6y00kpdHWi6Diqt4Ed53XXXVRWq2WPzsK7FMQ+5aBokIAEJSEACEogEUtMxvo7ZgBVxvfXWC2effXbYYostehWN2fPoZY3l8cQTT4zisbyzDH6UWBxnzpxZCKujwjFbOlyXgAQkIAEJSKBlCeDf+Nhjj4U333wzZIUjYo/mZsTflltuGZunywVgtURzHJZHelr/4Ac/iL6R2aZtrpOax7l+3oPCMe85bPokIAEJSEACBSGAgLvjjjtiM3USjnR0WXfddcPPf/7z2BGGMRprFY0JG0KRZu0dd9wxHHnkkdHyyLYUD9di+kGun/egcMx7Dps+CUhAAhKQQEEI0FzMuIopIO4Yj5EhdzbffPOam6fT+dnfZHnca6+9YseaKVOmdAlH/CkfffTROCxP9pw8risc85irpkkCEpCABCRQQAK33npreP3112PKEXprrbVWuOiii8I222zTY8idevFgwfzsZz8bxeOKK64Ye1tjcXzxxRfjmI71xtsq5ykcWyWnvE8JSEACEpCABCoSQLgxjuKVV14Zm4sZcoehdnobcqdiRDVsTM3WX/jCF8Jxxx0XfR45Db9K/Cvz7uc4ogZGHiIBCUhAAhKQgASGLAGEI5bGBx54IN4jQ+6cccYZYbPNNhtQ83S1BCMe6TCz5557xt/DDz88MAwQzeT4OZYPKF4tnlbcrsWxFXPNe5aABCQgAQlIoItAe3t7uP/++8PcuXPj3NP9HXKnK6J+rjBUD5bH448/PuDzyD3MmjWrn7G01uEKx9bKL+9WAhKQgAQkIIEyAoyleN9998W5pesZcqcsupr/TR1mmNv6lFNOCePHjw933nlnzee34oE2VbdirnnPEpCABCQgAQl0EaCp+q233gpnnnlmnE6wtxlhuk5q0ErW5xHL59133x1nm0lD9TToMkMmGoXjkMkKb0QCEpCABCQggXoI4FO4zz77xEG+mVZwSQdEImIVyyMDjTM8z4gR+ZRY+UzVki4xXk8CEpCABCQggUEjgFhkkG96Uw9mQMAyXiRWyLwGhWNec9Z0SUACEpCABApCAIvfULDw5VkwpqKUX0mcUuivBCQgAQlIQAISkEBDCCgcG4LRSCQgAQlIQAISkED+CSgc85/HplACEpCABCQgAQk0hIDCsSEYjUQCEpCABCQgAQnkn4DCMf95bAolIAEJSEACEpBAQwgoHBuC0UgkIAEJSEACEpBA/gkoHPOfx6ZQAhKQgAQkIAEJNISAwrEhGI1EAhKQgAQkIAEJ5J+AwjH/eWwKJSABCUhAAhKQQEMIKBwbgtFIJCABCUhAAhKQQP4JKBzzn8emUAISkIAEJCABCTSEgMKxIRiNRAISkIAEJCABCeSfgMIx/3lsCiUgAQlIQAISkEBDCCgcG4LRSCQgAQlIQAISkED+CSgc85/HplACEpCABCQgAQk0hIDCsSEYjUQCEpCABCQgAQnkn8CI/CfRFEpAAhKQgAQkIIHqBNZaa62w2267hXnz5oVJkyaFVVZZpfrBBd/T1lkKBWdg8iUgAQlIQAISKDCB+fPnh4ULF4aOjo7Q1tYWxowZE0aOHFlgItWTrnCszsY9EpCABCQgAQlIQAIZAvo4ZmC4KgEJSEACEpCABCRQnYA+jtXZuEcCEpCABCQggbwSaG8PYWF76Gxf2COFbcNL8mgki83V5XAUjuVE/F8CEpCABCQggdwT6FywILQfe3IIc94upbWje3rHjQ8jvnVoaFtu2e7b/S/o42ghkIAEJCABCUigcAQ635gZFmz1qdD5zFM9077SqmH09X8IbWuv2XNfwbdocSx4ATD5EpCABCQggUISKA0q00lT9YJ3eiS/rdTDutTFusd2N4Rg5xhLgQQkIAEJSEACEpBATQQUjjVh8iAJSEACEpCABCQgAYWjZUACEpCABCQgAQlIoCYC+jjWhMmDJCABCUhAAhLIFYExo8PwT28TwpublpLVfRK9zgkTQ9vECblKbqMSY6/qRpE0HglIQAISkIAEWofAokWhc25pKJ7Sb48wbNhi4ThC+1o5G4VjORH/l4AEJCABCUigGARKPat7DaV5qw3dCSilu/PwPwlIQAISkIAEikJAYdjvnLZzTL+ReYIEJCABCUhAAhIoJgEtjsXMd1MtAQlIQAISkEBvTdVaIyuWD4VjRSxulIAEJCABCUggzwQ658wNC7/57VKv6jd7JnPSxDDq2GNCmDK5576Cb1E4FrwAmHwJSEACEpBAIQksWBA6b74ldDBXdVkfmbaVVw2d//6tYNeYniVD4diTiVskIAEJSEACEsg7gffnqg4V5qoOzlVdNfftHFMVjTskIAEJSEACEpCABLIEFI5ZGq5LQAISkIAEJCABCVQloHCsisYdEpCABCQgAQlIQAJZAgrHLA3XJSABCUhAAhKQgASqElA4VkXjDglIQAISkIAEJCCBLAGFY5aG6xKQgAQkIAEJSEACVQkoHKuicYcEJCABCUhAAhKQQJaAwjFLw3UJSEACEpCABCQggaoEFI5V0bhDAhKQgAQkIAEJSCBLQOGYpeG6BCQgAQlIQAISkEBVAgrHqmjcIQEJSEACEpCABCSQJaBwzNJwXQISkIAEJCABCUigKgGFY1U07pCABCQgAQlIQAISyBJQOGZpuC4BCUhAAhKQgAQkUJWAwrEqGndIQAISkIAEJCABCWQJKByzNFyXgAQkIAEJSEACEqhKQOFYFY07JCABCUhAAhKQgASyBBSOWRquS0ACEpCABCQgAQlUJaBwrIrGHRKQgAQkIAEJSEACWQIKxywN1yUgAQlIQAISkIAEqhJQOFZF4w4JSEACEpCABCQggSwBhWOWhusSkIAEJCABCUhAAlUJKByronGHBCQgAQlIQAISkECWgMIxS8N1CUhAAhKQgAQkIIGqBBSOVdG4QwISkIAEJCABCUggS0DhmKXhugQkIAEJSEACEpBAVQIKx6po3CEBCUhAAhKQgAQkkCWgcMzScF0CEpCABCQgAQlIoCqBts5SqLrXHRKQgAQkIAEJSEACEnifgBZHi4IEJCABCUhAAhKQQE0EFI41YfIgCUhAAhKQgAQkIAGFo2VAAhKQgAQkIAEJSKAmAgrHmjB5kAQkIAEJSEACEpCAwtEyIAEJSEACEpCABCRQEwGFY02YPEgCEpCABCQgAQlIQOFoGZCABCQgAQlIQAISqImAwrEmTB4kAQlIQAISkIAEJKBwtAxIQAISkIAEJCABCdREQOFYEyYPkoAEJCABCUhAAhJQOFoGJCABCUhAAhKQgARqIqBwrAmTB0lAAhKQgAQkIAEJKBwtAxKQgAQkIAEJSEACNRFQONaEyYMkIAEJSEACEpCABBSOlgEJSEACEpCABCQggZoIKBxrwuRBEpCABCQgAQlIQAIKR8uABCQgAQlIQAISkEBNBBSONWHyIAlIQAISkIAEJCABhaNlQAISkIAEJCABCUigJgIKx5oweZAEJCABCUhAAhKQgMLRMiABCUhAAhKQgAQkUBMBhWNNmDxIAhKQgAQkIAEJSEDhaBmQgAQkIAEJSEACEqiJwP8Hq8DB/lh7YiAAAAAASUVORK5CYII=" alt="" width="250" height="337" />

注意我们在计算面积的时候已经更新过了maxArea。

总结下，我们可以看到，stack中总是保持递增的元素的索引，然后当遇到较小的元素后，依次出栈并计算栈中bar能围成的面积，直到栈中元素小于当前元素。

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可以这样理解这个算法，看下图。
aaarticlea/png;base64,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" alt="" width="292" height="282" />

例
如我们遇到最后遇到一个递减的bar（红色）。高度位于红线上方的（也就是算法中栈里面大于最右bar的）元素，他们是不可能和最右边的较小高度bar围
成一个比大于在弹栈过程中的矩形面积了（黄色面积），因为红色的bar对他们来说是一个短板，和红色bar能围成的最大面积也就是红色的高度乘以这些“上
流社会”所跨越的索引范围。但是“上流社会”的高度个个都比红色bar大，他们完全只计算彼此之间围成的面积就远远大于和红色bar围成的任意面积了。所
以红色bar是不可能参与“上流社会”的bar的围城的（好悲哀）。

但是屌丝也不用泄气哦。因为虽然长度不占优势，但是团结的力量是无穷的。它还可以参与“比较远的”比它还要屌丝的bar的围城。他们的面积是有可能超过上流社会的面积的，因为距离啊！所以弹栈到比红色bar小就停止了。

另外一个细节需要注意的是，弹栈过程中面积的计算。

h[t] * (stack.isEmpty() ? i : i - stack.peek() - 1)

h[t]
是刚刚弹出的栈顶端元素。此时的面积计算是h[t]和前面的“上流社会”能围成的最大面积。这时候要注意哦，栈内索引指向的元素都是比h[t]小的，如果
h[t]是目前最小的，那么栈内就是空哦。而在目前栈顶元素和h[t]之间（不包括h[t]和栈顶元素），都是大于他们两者的。如下图所示：

aaarticlea/png;base64,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" alt="" width="286" height="256" />

那h[t]无疑就是Stack.Peek和t之间那些上流社会的短板啦，而它们的跨越就是i - Stack.Peek - 1。

所以说，这个弹栈的过程也是维持程序不变量的方法啊：栈内元素一定是要比当前i指向的元素小的。

参考自： http://www.cnblogs.com/lichen782/p/leetcode_Largest_Rectangle_in_Histogram.html

请至主页君的GITHUB:

https://github.com/yuzhangcmu/LeetCode_algorithm/blob/master/array/MaximalRectangle.java