subject stringclasses 4 values | grade stringclasses 15 values | skill stringclasses 445 values | pic_choice bool 2 classes | pic_prob bool 2 classes | problem stringlengths 0 1.12k | problem_pic unknown | choices listlengths 2 4 ⌀ | choices_pic listlengths 2 4 ⌀ | answer_idx int64 0 3 |
|---|---|---|---|---|---|---|---|---|---|
math | algebra-1 | perimeter-and-area-changes-in-scale | false | true | Look at this triangle: If the base is halved and the height is quadrupled, then which of the following statements about its area will be true? | "iVBORw0KGgoAAAANSUhEUgAAABUAAAAOCAYAAADABlfOAAABLklEQVR4nM2TsYqDQBRFr7IwATvbIEFSxCKQ2oBtwDJ1PsBGsIo/YC+Yyh8JpFEhkEryDVbWKUKKFJO7RViJJC677sLuhVfcN/MOD+6MQpL4Zal9hqqqgm3bEEIgCILnCyS53W45n885GAxomiaTJOFnWq1WDMOQ1+uVJDkcDlmWZXMOkrQsi1EU8Xw+c7/fU9M05nneCZ1OpzwcDo1/CU3TtDXkOA7jOH4J9DyPAJpyXbfloyi6Qx91uVyo6zp3u13npuPxmEVRdG76FJTv+5jNZlgsFn0yBAC8PZr1eo3j8YiiKKAoys+gt9sNvu83QF3XvwVRVRV8eO6qlBLL5RJ1XfcCAoBhGMiyDFLKe+N0OrXS+6jJZPLloLIs42g0ohCCm82GCvlPvumfQN8B7kZvvL0Nt2UAAAAASUVORK5CYII=" | [
"The ratio of the new area to the old area will be 2:1.",
"The ratio of the new area to the old area will be 1:4.",
"The ratio of the new area to the old area will be 9:2.",
"The ratio of the new area to the old area will be 3:2."
] | null | 0 |
math | grade-1 | which-table-is-correct | true | true | Steve went to the pet store and saw the following animals:He wanted to figure out how many of each pet there were, so he made a table of the animals at the store. Which is his table? | "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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAAoMAAADeCAYAAABG4QqOAACC60lEQVR4nOzdeXhbZ5nw/690Nq225U12YidxmqZJuqVNQ5p0JU1b6AKFFkrD8mMdYIbyAkOHpdOFgaGUKcO8M8O+vMN0KHQBCkMLXQg0LU23NOmWfY/j2LFkydKRzn7O749jK0mT7kkU28/nunzFOTqSnyPb8q3nvu/nidx4440BgiAIwiu68cYb6z0EQRCEQ04GuOGGG+o9DkEYd0qFMgCqJhORJKyqhZbQUBSZaDRa59EJr4cIBgVBGI/keg9AEMYby7IplW1... | 1 |
math | pre-k | count-sides-and-corners | true | false | Which shape has 5 corners? | null | null | [
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science | grade-3 | compare-properties-of-objects | false | true | Which property do these three objects have in common? Select the best answer. | 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" | [
"blue",
"shiny",
"translucent"
] | null | 1 |
math | grade-6 | nets-of-three-dimensional-figures | true | true | Which figure will this net make? | "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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAAUYAAADNCAYAAADE19lfAAAnBUlEQVR4nO3deVxU9f7H8deALMmqqWAuYKCouJuaRaFWlluQqZj7vt6ITH9almJX01KT9KamprgWlom5ZJRrWNkVw4zCBEXRDNMAAWUb5vcHDqUXlW3mnDPzeT4ePXzEA+a8x2Henu/5zvl+dQaDwYAQ4q50Op3SEYQZ2SgdQAgh1Kaa0gHE35KTk/nkk08wGAwMGDAAHx8fpSMJYZV0MpRWh08++YRRo0aRnZ0NgLOzM0uXLmXkyJEKJxMgQ2lrI0NpheXm5jJ... | 1 |
math | grade-2 | name-the-three-dimensional-shape | false | true | What shape is this? | "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" | [
"rectangular prism",
"cylinder",
"sphere",
"cube"
] | null | 0 |
science | grade-2 | identify-earth-s-land-features | true | false | A mountain is a large landform that rises high above the surrounding land. A mountain often has steep sides. Sometimes a mountain is so tall that cold air at the top causes snow to fall. Select the mountain. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAOEAAAC0CAYAAABi8Es+AAEAAElEQVR4nLT9ebQlyXnYB/4icrvr21+tXVVd1Tu6G2g0VgEgSAIkAG4gTWu3RFkWJR0fyxofHckazfGMxudI/sOexfJo6PE5OlookhJFU6BIgCIIAgSJrYFGdwPoLvTetW9vf++uuUXMHxmRGZn3vlfVsJRA9bs3M+KL7/vi2yMyrnj2+YtaCAFCABpB8VmUnwGKPwKNEhIECI3pIxBCgNZFOyHM36KPFgKti/vFI43QGunA1kiK3oAUNTjFA12MA2gztkAjRPF... | 2 |
math | grade-7 | bases-of-three-dimensional-figures | false | true | Look at this figure: What is the shape of its bases? | 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" | [
"decagon",
"triangle",
"hexagon",
"square"
] | null | 3 |
math | grade-4 | compare-fractions-in-recipes | false | true | Does this recipe call for more sugar or flour? | 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" | [
"flour",
"sugar"
] | null | 1 |
math | grade-2 | certain-probable-unlikely-and-impossible | false | true | If you select a marble without looking, how likely is it that you will pick a black one? | 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" | [
"impossible",
"certain",
"unlikely",
"probable"
] | null | 0 |
math | algebra-2 | find-solutions-using-a-table | false | true | Look at the table of values for the functions $f(x)=|x-3|-4$ and $g(x)=3^{x}-5$ Based on the values in the table, where does the equation $f(x)=g(x)$ have a solution? | "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" | [
"x=2",
"between x=2 and x=3",
"between x=1 and x=2",
"x=1"
] | null | 3 |
math | pre-k | shapes-of-everyday-objects | true | false | Which is shaped like a cube? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAIUAAACFCAYAAAB12js8AAAY6ElEQVR4nO2de3Qb133nPzOD1+BBECRIkBIlRaIlW7IlWU5sxVLWp4ktxqrsWHLapM1DdbOuI3WTEzuW7LjNtnHiNm4knaT1JlaSbb0t3Wyd7cau062zlJPGzpp2ncSWKL9iidSLogiKJEQSIIDBPPYPCCRBkHiQA4Cy53MODsnBzJ1LzBf3/u7v/u7vCoZhGP0KHB+HMQ1UA4t3GTYBfBKsdEPIAUJ/0jBeHq12tSwWChtrwHZsPP1HswMu96QVY/HuYkyD38T... | 1 |
science | grade-7 | predict-heat-flow-and-temperature-changes | true | false | Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAYCUlEQVR4nO3dfZAkd33f8Xd3z/Ps7PPe7u3es3QnccIIBBVJIAkZECDHSJiUwa64KsUfLkcVO/kjJK5YTqUqFexyUnHZOOWHKstgbGIcGQvpjIweEAJCJEBgJISk0z3u3j4/z/NTP+SP3p3dvX3U7WzPzN7nVXV1db09s7+b7v78fv3t/k0bnud5kxU4X4CsA7aHiEhdhAxIWXAyAf0RMCbLnvf9TKObJSL73e3tEDpX8P9xMAI3Jf00EhGph6wDZ/MwUYE3C2B... | 0 |
math | grade-1 | equal-sides | true | false | Which shape has 4 equal sides? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACcklEQVR4nO3UO24UURBA0ZrxJ+CbgVgAsAR2Q8DCCFgOO+CTY1LbWMJ41AQtJFILc0cM50T99PpJFVzVZlmW5ex65vPVzMVu5mYZ+GPHm5mHRzPP7808PZ3ZnH1flvfn+x6LQ/bq0czxp6v18Ox05uX9tUL4Uxe7mQ/fZr5cz3y8mtme36wXIuMuPTxam5qZudzNbHe/XcBd+tXUj2Vmu99R+F8IjYTQSAiNhNBICI2E0Egc3/rFuzd/YQz+Oa/f3up3G42E0Eg... | 0 |
math | grade-4 | scalene-isosceles-and-equilateral-triangles | false | true | Is this triangle equilateral? | 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" | [
"yes",
"no"
] | null | 1 |
math | algebra-2 | linear-functions-over-unit-intervals | false | true | How does f(t) change over the interval from t=
–
3 to t=
–
2? | 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" | [
"f(t) increases by 200%",
"f(t) decreases by 3",
"f(t) decreases by a factor of 3",
"f(t) increases by a factor of 3"
] | null | 1 |
math | pre-k | squares | true | false | Which shape is a square? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAD30lEQVR4nO3ay24TQRBG4X9sJ4tcuCwAsWQBPEJEXot3BClvEMKesALFiaWEWMNiCIRcfZmp7qo6Z+XRSKVefGp7pt20bdseX0hfZ9J0Ll22Ilq7SSPtjqW3W9KrTak5Pm/bg5PSy6LI7T2RJkez7uL1pvR+u1NItG7TuXR4Jn27kL7MpNHJZXcDZNRnu+POlCSdzqXR/NoNoj67MvWrlUZll0JZAhqZBDQyCWhkEtDIJKCRSUAjk4BGJgGNTAIamQQ0MgloZBL... | 1 |
math | grade-3 | parallel-perpendicular-and-intersecting-lines | false | true | Are these lines parallel? | "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" | [
"no",
"yes"
] | null | 0 |
math | grade-3 | division-input-output-tables-find-the-rule | false | true | What is the rule for this input/output table? | "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" | [
"÷ 4",
"÷ 1",
"÷ 3",
"÷ 2"
] | null | 3 |
math | grade-7 | rational-numbers-find-the-sign | false | true | The number line shows an unknown number, t. Is t positive or negative? | "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" | [
"negative",
"positive"
] | null | 0 |
math | grade-4 | parallel-sides-in-quadrilaterals | false | true | How many pairs of opposite sides are parallel? | 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" | [
"1 pair",
"no pairs",
"2 pairs"
] | null | 0 |
math | grade-7 | identify-complementary-supplementary-vertical-and-adjacent-angles | false | true | Which angles are complementary to each other? | 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" | [
"\\angle{2} and \\angle{3}",
"\\angle{4} and \\angle{2}",
"\\angle{3} and \\angle{1}",
"\\angle{1} and \\angle{2}"
] | null | 3 |
engineer | grade-6 | identify-control-and-experimental-groups | false | true | In this experiment, which were part of an experimental group? The passage below describes an experiment. Felipe wanted to freeze soda to make popsicles. He knew that soda contains carbon dioxide gas, which forms bubbles as it escapes from the liquid. He wondered if the popsicles would freeze more quickly if he removed the carbon dioxide.
Felipe took the lids off three small bottles of soda. He left the lids off overnight so that carbon dioxide could escape from the bottles. He kept the lids on three other bottles to keep the carbon dioxide in. The next morning, Felipe placed all six bottles in the freezer. After two hours, he checked whether soda in any of the bottles had frozen. | 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" | [
"the bottles with lids taken off",
"the bottles with lids kept on"
] | null | 0 |
math | grade-8 | quadrants-and-axes | false | true | Which point is in Quadrant I? | 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Srl27tHHjRgo2AABxhIINuIDX69Xy5cuVmZnZZXtaWpqampocSgUAALrDmxwBF0hMTFReXp5SUlIkSaFQSNu3b1dlZSWz1wAAxBnPBx98YNmxY7/fr6SkJCUkuKfDh8NhhUIhJScnOx2lR9ra2tS3b195PB6no8QsFAopEokoKSnJ6Sg90tbW1lFynfLv//7vikQikqTRo0dr1qxZl3ycffLJJ5KkyZMn90o+U+JhrHsqGAwqISFBXq97Xhy0LEuBQEB9+/Z1OkqPBAIBeb1eJSYmOh0lZpFIRMFg0LaxvvXWW23ZL4Ce806fPt2WHe/YsUMjR4684CXteFZbW6tTp06pqKjI6Sg9smXLFk2cONFVZeTEiRM6e/asRo8e7XSUHvnoo480depUR584DhkyRMFgUHv37tWmTZuUn5+vgoKCi94+WrDteqzbIRKJaNOmTa7KLEkHDx5Uenq6hg4d6nSUmLW1tWnXrl2uG+vy8nINHjxYAwcOdDpKzBobG3XkyBHddNNNTkcBYDNvamqqLTtOSEhQ3759Zdf+7ZCcnKzExERXZZYkj8ejlJQUV+VOSkpSIBBwVeao1NRURwv2jTfeKEkaP368PvvsM/3nf/6nnnnmmcv+nJvGOhwOy+PxuCqzdG6tfFJSkutyu3GsExMTlZyc7Krcfr9fCQkJrsoM4Ktxz/oN4CoWDAZ17Ngx+f3+Lttzc3N19OhRh1IBAIDuULABF6irq9MTTzyhjz76qMv248ePKysry5lQAACgW+55Jw5wFRsyZIhGjRqlt956S8nJycrLy9O2bdt0+PBhPfroo07HAwAAnVCwAZdYunSpVq1apVWrVqm5uVlDhgzRkiVLVFxc7HQ0AADQCQUbcIm0tDQ9/PDDevjhh52OAgAALoE12AAAAIBBFGwAAADAIAo2AAAAYBAFGwAAADCIgg0AAAAYRMEGAAAADKJgAwAAAAZRsAEAAACDKNgAAACAQRRsAAAAwCAKNgAAAGAQBRsAAAAwiIINAAAAGETBBgAAAAyiYAMAAAAGUbABAAAAgyjYAAAAgEEUbAAAAMAgCjYAAABgEAUbAAAAMIiCDQAAABhEwQYAAAAMomADAAAABlGwAQAAAIMo2AAAAIBBFGwAAADAIAo2AAAAYBAFGwAAADCIgg0AAAAYRMEGAAAADKJgAwAAAAZRsAEAAACDvE4HABCbUCikNWvWaNOmTTp9+rQGDRqkBQsWaPbs2U5HAwAAnVCwAZd4+eWXtXPnTt1///0qKCjQ9u3b9eqrr8rr9aq4uNjpeAAA4EsUbMAF6urqtGXLFj344IO64447JElFRUXav3+/1q1bR8EGACCOsAYbcIl77rlHkydP7rJt8ODBamxsdCYQAADoFjPYgAvk5ORo0aJFXbaFQiEdOnRIhYWFDqUCAADd8VZWVtqy40AgoJqaGjU1Ndmyfzs0NzfL5/PJrjGxSzgcVlVVlfr06eN0lJjV19fL7/e7bqwl6ejRo/J4PE7H0AcffKDm5mZNnjw5pnF001hbliXLslyVWZJaW1sVCoVkWZbTUWLW3t6uUCjkurFua2tTbW2t/H6/01Fi5vP5FAgEbBvra665xpb9Aug5b0tLiy07DofDHScbt/D5fGpvb5ddY2KXcDislpYWVxXstrY2V451JBJRS0uL4wX78OHD+uCDDzRnzhz169cvpnF001hHIhFZluWqzNK5iQXJXWPd3t7ecb92k2AwqLa2Nscfiz3h9/s7jtcArmzeoqIiW3bc1NSkESNGKDs725b926G6ulpVVVWya0zscurUKV1//fVKTU11OkrMKisr1dLS4rqxPnbsmMaMGaOEBOfevnDs2DG98847mjVrln74wx9e9vZr1qyRJFeNdfRVGTdllqTy8nJlZmaqoKDA6Sgx8/l8amhocN1Y+/1+5efnKy8vz+koMauvr1dFRYXrxhpAz/EmR8BFGhoatGzZMl133XVavHix03EAAEA3KNiAS/j9fj333HNKSUnRT3/6U3m9vEcZAIB4xBkacIFIJKIXX3xRx44d0+OPP66ampou1w8ePNhVS4QAALiSUbABF2htbdWOHTskSc8///wF1z/55JOaNGlSb8cCAADdoGADLpCRkaFVq1Y5HQMAAMSANdgAAACAQRRsAAAAwCAKNgAAAGAQBRsAAAAwiIINAAAAGETBBgAAAAyiYAMAAAAGUbABAAAAgyjYAAAAgEEUbAAAAMAgCjYAAABgEAUbAAAAMIiCDQAAABhEwQYAAAAMomADAAAABlGwAQAAAIMo2AAAAIBBFGwAAADAIAo2AAAAYBAFGwAAADCIgg0AAAAYRMEGAAAADKJgAwAAAAZRsAEAAACDKNgAAACAQRRsAAAAwCAKNgAAAGAQBRsAAAAwiIINAAAAGETBBgAAAAyiYAMAAAAGUbABAAAAgyjYAAAAgEFepwMAiE0wGNSBAwe0b98+7du3T3fffbcmT57sdCwAAHAeCjbgEm+++abWrFnTcTkcDjuYBgAAXAxLRACXuO+++7RixQotXbrU6SgAAOASKNiAS6Smpio7O1tpaWlORwEAAJdAwQYAAAAM8vzpT3+y7NhxJBKRx+ORx+OxY/e2sCxLlmUpIcFdzzsikYjrMlvWubudm+4fUnyMdW1trUpKSvTNb35T11577WVvv2fPHknSuHHj7I5mVDyMdU9xv+49nGMuNH/+fFv2C6DnvLfddpstO/7LX/6iG2+8UVlZWbbs3w41NTU6efKkJk6c6HSUHtmwYYOmTp2q1NRUp6PE7OjRo2ppadGYMWOcjtIj7733nv72b//W0TJy6NAhlZSUaMKECZo2bdplbx8t2HY91u0QDof1wQcfaN68eU5H6ZG9e/cqMzNTw4cPdzpKzHw+n7Zt26bZs2c7HaVHdu7cqWHDhik3N9fpKDFraGjQgQMHNH36dKejALCZ186i4PF4XDUrEp0JcVPmqISEBFfljs48uSlzlNNjHf3dPc3hprGOzgS7KbPkzvt15/uT27htrN18jgHQMzzKAQAAAIMo2AAAAIBBFGwAAADAIAo2AAAAYBBflQ64zKhRo7Rq1SqnYwAAgItgBhsAAAAwiIINAAAAGETBBgAAAAyiYAMAAAAGUbABAAAAgyjYAAAAgEEUbAAAAMAgCjYAAABgEAUbAAAAMIiCDQAAABhEwQYAAAAMomADAAAABlGwAQAAAIMo2AAAAIBBFGwAAADAIAo2AAAAYBAFGwAAADCIgg0AAAAYRMEGAAAADKJgAwAAAAZRsAEAAACDKNgAAACAQRRsAABc6tVXX9V9990nSYpEIvqbv/kbPf/88w6nAkDBBgDApb7//e9ry5YtOnnypJ599lkNGjRITzzxhNOxgKue1+kAAADgq0lJSdGjjz6qRx99VGfOnNHGjRudjgRAFGwAAFxt5syZ+ud//mdt2LBBffv2dToOALFEBAAA16qtrdWPf/xjPfbYY3rjjTecjgPgSxRsAABcqL29XQsXLtTTTz+t5557Tn/84x9VU1PjdCwAomADAOBKP/7xjzVu3Dh95zvfUUZGhr7zne/opZdecjoWALEGGwAAV3rllVe6XKZcA/GDGWwAAADAoJhmsEOhkHbs2KFdu3bpW9/6lkaPHm13LgAArlq/+93vVF9fr5kzZ+rmm292Og6AHrrkDHYkEtHOnTv16quvasOGDWpoaNDq1at7KxsAAFelqqoqtbW16YMPPtBLL72k3bt3Ox0JQA9cdAa7vLxcpaWlam5u7s08AACgk5aWFpWUlGjbtm265ZZbeBUZcIELCnZFRYVKS0tVX1/vRB4AAHAey7J05swZrV69Wrm5uZo1a5ZGjhzpdCwAF9FRsA8fPqxNmzaptrbWyTwAAOA8Ho+n4++nTp3SqlWrlJOTo2nTpqmwsFAJCXxmARBPvEePHtWHH37Ih9MDAOAidXV1WrNmjTZu3KipU6dqwoQJ8nr59F0gHnieffZZy+kQAADg68nPz9d3v/tdp2MAEJ+DDQDAFYHZayB+eCorK62eLhFZunTpZW9TVlamwsJCZWdnf518vaq6ulpVVVW66aabnI7SI+vXr9f06dOVmprqdJSYVVZWqqWlRUVFRU5H6ZG1a9fqtttuc9V6x2XLlkmK7XEbL8LhsNatW6fbb7/d6Sg9Ul5erszMTBUUFDgdJWY+n09bt27VnDlznI7SI9u3b1d+fr7y8vKcjhKz+vp6VVRUaObMmZe9bfRxG4v09HRNmTJFEyZMUJ8+fb5ORACGeAsKCvSDH/xAR44c0caNG3mTIwAAccqyrI43PPImRyB+dbyeNGLECI0YMUIHDhzQpk2b+Jg+AADijMfj4WP6ABe4YMHWDTfcoBtuuIEvmgEAII70799ft9xyi66//nqnowC4jIu+I2Ls2LEaM2aMdu3apS1btqi1tbU3cwEAAEkZGRkqLi7W2LFju3weNoD4dcm3HCckJGjSpEkaN26cduzYoU8//VS33HJLL0UDAODqdNddd2nTpk2aNGmSJk2apMTERKcjAeiBmD7Tx+v1aurUqZo6dardeQAAuOrdeOONuvHGG52OAeAr4m3HAAAAgEFGP5U+FApp0aJFF2wfN26cnnrqKZO/yhbhcFi/+c1v9C//8i/67W9/q4yMDKcjXVQwGNTq1atVVlam+vp6vffee7rnnns0Y8YMp6NdVCgU0po1a7Rp0ybV1tYqKytLCxcu1OzZs52OdknBYFAHDhzQvn37VFZWpgEDBjj2as6mTZv09ttvq7a2VgMHDtQ999xzRS3bio713r17tWXLFuXk5Gjy5MlOx7qkzvfrU6dOacCAAbr33ntdcb9evXq1Nm/erIaGBv35z3/WXXfdFdfHkM7C4bCeffZZ1dTUxP3x+vxz44svvijJPedGAD1ntGBHP3Fk/vz5CgQCGjp0qNLS0tS/f3+Tv8Y2GzduVGNjo9MxYrJixQpt27ZNDzzwgE6dOqW2tja98MILSklJ0cSJE52O162XX35ZO3fu1P3336/k5GTt3r1br776qrxer4qLi52Od1Fvvvmm1qxZ03E5HA47kmPbtm16+eWXNX/+fE2YMEG7du3SK6+8oqSkJE2fPt2RTKbFy1j3ROf7dTgcVmVlpSvu19FjyMKFC9XQ0KD29va4P4Z0tnPnTtXV1TkdIybRc+OcOXPk8Xg0atQoSXLNuRFAzxldIhItp9EPvp8xY4Zmz56tcePGmfw1tqivr9f777/vijVvgUBApaWlWrBggebNm6ehQ4fqe9/7ngYNGqSNGzc6Ha9bdXV12rJli+677z7dcccdGjlypObNm6fhw4dr3bp1Tse7pPvuu08rVqxw/JsQ3377bY0ZM0YPP/ywxo0bp4cfflhFRUX6r//6L0dzmRQd6yeffNLpKDE5/3597bXX6q677or7+3XnY8itt96qYcOG6e/+7u/i+hjSWX19vbZu3eqab92NnhsnTZqkwsJCzZ492zXnRgBfjdGC3dTUJEnKzMw0udtesXLlSk2cOFE5OTlOR7ksr9er5cuX64477uiyPS0trePfIB7dc889F7zcP3jw4Lh/1SA1NVXZ2dlKS0tzLEMwGNQXX3xxwRPAG2+8UZWVlQoEAg4lMys61qmpqU5HiZkb79duPYZErVy5Utdff71rviY9Oqbp6ekOJwHQW2yZwXZbwS4vL9fu3bt1++23Ox0lJomJicrLy1NKSoqkcy+jf/rpp6qsrIzbl3ZzcnK0aNEiDR48uGNbKBTSoUOH+DayGJw9e1aWZalfv35dtkdP2HxOvTPcer/u7hiyffv2uD6GREWP1zNnznQ6Ssyi50YKNnD1+MprsH/+859rz549HZd/9atfqampSQkJCVqxYoU++eQT9evXT9OnT9eiRYuUlJRkJPDX0V3mzMxM/fa3v9Xdd98dtwe/7nIPGDBAkrRo0SKFQiFJ0uzZs/Xtb3/bkYznu1TmqC1btqi5uVl33313b8e7qFhyOyESiXS7PfqlE25Yq3y12LBhQ9zdry/lkUceictjSHdCoVDH8drJV5R6Knpu/MMf/qDdu3frjTfe0NSpU+Pm3AjAvK9csB955BH5fL6Oy5mZmWpsbJRlWcrKytKsWbPU1tamP/3pTwoGg3r00UeNBP46usv87rvvKhgMav78+Tpz5oyD6S6uu9xRzz77rLZs2SJJKi0t1dGjR3Xttdf2esbzXSqzJB08eFClpaV68MEHNXz48N6Od1GXyw1cypEjR/TBBx/E3f36Uv7hH/5Bn376qbxerz788MO4OYZ0p/PxuvMT4XgXPTdmZGRo1qxZikQicXVuBGDeVy7YnV8SjSouLtYNN9ygKVOmqKysTIWFhZKkDz/8UD/4wQ8c/yaq8zOfPn1aq1ev1uLFi+N6FqG7sY667rrr9Pnnn2v69On67LPP9Nprr+mZZ57pxXTdu1TmY8eO6Y033lBRUZEWLFjQi6ku71K5nZSQ0P1qLsuyJMnxxxbO3a/ffvttTZo0Ke7u15dyzTXXqLq6WnPmzNHBgwfj5hhyPrccr7sTPTeOHDlSFRUVmjlzpgKBQNycGwGYZ/Rj+jIzM5Wdnd1l2+jRo7VlyxY1NDTE3RsI161bp2AwqOXLl2v58uVdrnvkkUdUXFysJUuWOJTu4oLBoGpqajRo0CD17du3Y3tubq4+/vhjB5NdXkNDg5YtW6ahQ4de8AYrXFxaWpo8Hs8Fa62jl930cvmVKHq/zsvL03333ed0nMvqfAzpLJ6PIW49XkvuOzcC+PqMFuyVK1eqoaFBzz77bMe2EydOKDEx8YKDSzyYN2+epk2b1nG5rq5OH330kXbu3Kmnn35aubm5Dqa7uLq6Oj3xxBP6wQ9+oNtuu61j+/Hjx5WVleVcsMvw+/167rnnlJKSooceeqhj3ScuLykpSddcc40qKiq6bD9w4ICGDx/e5YkWelfn+/XChQvl9Ro9rNqi8zHkm9/8Zsf2eD6GnH+83r9/v44fP66NGzfG9fFa+uu58YknnujYFs/nRgBfn9EzweTJk/XSSy/p9ddfl9fr1cmTJ7VhwwbNnTs3Ll8Cy8nJ6TJzkJqa2vFtYAUFBXH7zWBDhgzRqFGj9NZbbyk5OVknT57UG2+8ocOHD8fter5IJKIXX3xRx44d0+OPP666ujr5fL6Oj2MbPHiwqz6azQl33323/u3f/k2///3vNXHiRO3Zs0d79uzR448/7nS0q9b59+voF7ZEnzzG6/268zHE4/Ho9OnTeu211+L6GHL+8bq+vl4tLS2S4vt4Lf313Pj222+rX79+WrNmTVyfGwF8fUYL9qxZsxQIBFRSUqKamhr1799fd955p+69916TvwaSli5dqlWrVmnVqlVqbGzUkCFDtGTJkrj95rjW1lbt2LFDkvT8889fcP2TTz6pSZMm9XYsV5k2bZp+9KMf6e2331ZJSYkGDhyoxx57zFUfV3alcfP9OnoMeeedd9TU1KRhw4bF9THEzaLnxjVr1uj06dPKycnh3Ahc4TxW9F1ShkXf5Oiml7+qq6tVVVXlmm8Hi1q/fr2mT58elzNlF1NZWamWlhYVFRU5HaVH1q5dq9tuu+2ibzqMR8uWLZMkx7+JsifC4bDWrVvnms+mjyovL1dmZqYKCgqcjhIzn8+nrVu3as6cOU5H6ZHt27crPz/fNV82I52bdY++yRHAlc09LQEAAABwAQo2AAAAYBAFGwAAADCIgg0AAAAYRMEGAAAADKJgAwAAAAZRsAEAAACDKNgAAACAQRRsAAAAwCAKNgAAAGAQBRsAAAAwiIINAAAAGETBBgAAAAyiYAMAAAAGUbABAAAAgyjYAAAAgEEUbAAAAMAgr9MBAMQmGAzqwIED2rdvn/bt26e7775bkydPdjoWAAA4DwUbcIk333xTa9as6bgcDocdTAMAAC6GJSKAS9x3331asWKFli5d6nQUAABwCRRswCVSU1OVnZ2ttLQ0p6MAAIBLoGADAAAABnntXMcZiURctU40EonIsixXZY4Kh8Ouyu32sbYsy9bfsWzZMpWXl3dcfuWVVzRgwICO3y/1/PHlprGOZnVTZkmyLMt1xz3GuvdEIhFJ9o11YmKiLfsF0HOetWvX2tIUwuGwEhIS5PF47Ni9LSzLkmVZSkhw18R+OBx23YGVsb60pqYmtbe3d1zOzs7u+L21tbVau3atbrnlFl177bWX3dfu3bslSePHj7cjqm3ceL+ORCLyeDyuOu5JjHVviT4psGusb7/9dlv2C6DnvHY9IMvKylRYWKjs7Gxb9m+H6upqVVVV6aabbnI6So+sX79e06dPV2pqqtNRYlZZWamWlhYVFRU5HaVH1q5dq3nz5jn6xODQoUNau3atJk6cqGnTpl329tGC7aaTbzgc1rp161yVWZLKy8uVmZmpgoICp6PEzOfzaevWrZozZ47TUXpk+/btys/PV15entNRYlZfX6+KigrNnDnT6SgAbOau6UMAAAAgzlGwAQAAAIMo2AAAAIBBFGwAAADAIL4qHXCZUaNGadWqVU7HAAAAF8EMNgAAAGAQBRsAAAAwiIINAAAAGETBBgAAAAyiYAMAAAAGUbABAAAAgyjYAAAAgEEUbAAAAMAgCjYAAABgEAUbAAAAMIiCDQAAABhEwQYAAAAMomADAAAABlGwAQAAAIMo2AAAAIBBFGwAAADAIAo2AAAAYBAFGwAAADCIgg0AAAAYRMEGAAAADKJgAwAAAAZRsAEAAACDKNgAAACAQRRsAAAAwCAKNgAAAGAQBRsAAAAwiIINAAAAGETBBgAAAAyiYAMAAAAGUbABAAAAgyjYAAAAgEEUbAAAAMAgCjYAAABgkNfpAABiEwqFtGbNGm3atEmnT5/WoEGDtGDBAs2ePdvpaAAAoBMKNuASL7/8snbu3Kn7779fBQUF2r59u1599VV5vV4VFxc7HQ8AAHyJgg24QF1dnbZs2aIHH3xQd9xxhySpqKhI+/fv17p16yjYAADEEdZgAy5xzz33aPLkyV22DR48WI2Njc4EAgAA3WIGG3CBnJwcLVq0qMu2UCikQ4cOqbCw0KFUAACgO97y8nJbdnz27FkdOXJEycnJtuzfDmfPntXZs2dl15jYJRgM6uDBg/J63fN8qaWlRcFg0HVjHYlEtHfvXnk8Hlt/zxtvvKHPP/+84/Ljjz+ujIyMLrcpLS1VU1OTCgsLYxpHN411JBJRJBJxVWZJOnPmjFpaWtTU1OR0lJiFQiEFAgHXjXVTU5PC4bBqa2udjhIzv99v6zlm7NixtuwXQM95MzMzbdlxXV2d+vXrp9TUVFv2bwePx6NQKCS7xsQu1dXVSk9PV1JSktNRYhYKhZSQkOC6sY5mtrtgL1y4UH6/v+Py4MGDuzyBOnjwoEpLSzV//nyNHDkypn26aawty1JVVZWrMktSa2urUlJSXJU7GAyqrq7OVZklqbGxUWlpaRc88Yxnffr0UWtrq+vGGkDPeQsKCmzZ8fHjx5WXl6fs7Gxb9m+H6upqBQIB2TUmdjl8+LCGDh3qqiczlmWppaXFdWO9b98+DR8+XAkJ9r594VLjcuzYMb3xxhuaNWuWHnroISP7jDfhcFgVFRWuyiydm1XNzMx0VW6fz6djx465KrMk1dbWauDAgcrLy3M6Sszq6+t15swZ1401gJ7jTY6AizQ0NGjZsmW67rrrtHjxYqfjAACAblCwAZfw+/167rnnlJKSop/+9KeuWnMPAMDVhDM04AKRSEQvvviijh07pscff1w1NTVdrh88eLCrlggBAHAlo2ADLtDa2qodO3ZIkp5//vkLrn/yySc1adKk3o4FAAC6QcEGXCAjI0OrVq1yOgYAAIgBa7ABAAAAgyjYAAAAgEEUbAAAAMAgCjYAAABgEAUbAAAAMIiCDQAAABhEwQYAAAAMomADAAAABlGwAQAAAIMo2AAAAIBBFGwAAADAIAo2AAAAYBAFGwAAADCIgg0AAAAYRMEGAAAADKJgAwAAAAZRsAEAAACDKNgAAACAQRRsAAAAwCAKNgAAAGAQBRsAAAAwiIINAAAAGETBBgAAAAyiYAMAAAAGUbABAAAAgyjYAAAAgEEUbAAAAMAgCjYAAABgEAUbAAAAMIiCDQAAABhEwQYAAAAMomADAAAABnmdDgAgNsFgUKtXr1ZZWZkaGxs1ZMgQ3XXXXZoxY4bT0QAAQCcUbMAlVqxYoW3btumBBx7Q0KFDtW3bNr3wwgtKSUnRxIkTnY4HAAC+RMF2s1CjwtX/oWs9m+U5sVmR7IlKGHin06lgg0AgoNLSUi1cuFDz5s2TJBUVFWnXrl3auHEjBRsAgDhCwXYpq3WPguX3yvIf11CPpBN/VPCElJCzQEljVzkdD4Z5vV4tX75cmZmZXbanpaWpqanJoVQAAKA7vMnRpYIVj8jyH5dknftjnfsTqXtXkdN/dDoeDEtMTFReXp5SUlIkSaFQSNu3b1dlZSWz1wAAxBmvz+ezZceRSER+v1927d8OwWBQ4XA4/jM3bVZC695zpdrjObfNo3OXJQUadspKm+tcvhi0t7crFArF/1h3w+fzKSHB3uem//qv/6p9+/Z1XP7lL3+p/v37S5IeeeQRhUIhSVJxcbHmzJkT0zi6aawjkYgkd2WWzj3xCQaDrsrt9/tlWZarMktSOBxWIBBwVe5AIKBIJGJb5tTUVFv2C6DnPOvXr7fs2LHf71dSUpLtRcSkUCikcDis5ORkp6NcUqbKNcbzpM7NXns6XXPu8kndqS+sHzoTLkbt7e2yLEtJSUlOR+kRn8/XKyexxsZGBYPBjssDBgxQYmKiJOn06dMKhUI6fvy4Dh48qNtvv105OTkX3de2bdskSVOmTLE3tEGWZamtrc11hSEYDCohIUFer3tW30UiEQUCgY5XR9wiEAjI6/V2PC7cIBwOq729XX379rVl/3PmzLFlvwB6zmvXA7KsrEyFhYXKzs62Zf92qK6uVlVVlW666Sano1yS1ZqjwCfSl9PW6lqypeHXFum6a+P7QFtZWamWlhYVFRU5HaVH1q5dq9mzZ8fNE8d/+qd/0v79+/XMM89c9DbRgu2mk284HNa6detclVmSysvLlZmZqYKCAqejxMzn82nr1q2uG+vt27crPz9feXl5TkeJWX19vSoqKjRz5kynowCwWXy0BPSIp984JeR8O3rpy6Uhfy3aiQMXOBUNNgkGgzp27Jj8fn+X7bm5uTp69KhDqQAAQHco2C6VdONv/lqyPR5JHikxQ31u+Hd5+o1zNBvMq6ur0xNPPKGPPvqoy/bjx48rKyvLmVAAAKBb7lkoiK68WUoa+//J8ldqR9nbKiwsVOrAKZI3y+lksMGQIUM0atQovfXWW0pOTlZeXp62bdumw4cP69FHH3U6HgAA6ISC7XKevteoSWOlzOmS111vCEPPLF26VKtWrdKqVavU3NysIUOGaMmSJSouLnY6GgAA6ISCDbhEWlqaHn74YT388MNORwEAAJfAGmwAAADAIGaw40h78wE1H3lVbbUfKeQ7pgRvhpKyxytr9P+rvoNucToeAAAAYkDBjhMtn/9GdZ8ukaxz39CXkNRf4cBptdW8r7aaDzRo6u+Vln+/wykBAABwOSwRiQO+6hLV7fyfkhVSxoj/pYIFVSq4s0YFd1Yrdci3JVmq2/UTWZGA01EBAABwGcxgO80KnSvXktKv+zsNmPDLjqsSkvpr4OTf6vQnjygl91tSJCglxPfXuAMAAFztKNgOazu1XuG2k5InUdmF/3jB9Ql9spQ7Y7UDyQAAAPBVsETEYW2nNkiSkrLGKbFvrsNpAAAA8HVRsB0WaquSJPVJLXA4CQAAAEygYDvMigTP/ddqdzgJAAAATKBgO6xP2jWSpGBjuWSFu1xnhdt08sPpavrvX/AJIgAAAC5BwXZY2rD7JEkh3zHVl/+fc58UIqm95b9VXXqbAvU71FL5umRZTsYEAABAjPgUEYclD5iijBH/S81HXlHToRfUdPhlJfTJVCR4RpLkTbtGudPflCexr8NJAQAAEAsKdhwYMOGXSu4/Uc2frVCwqUJWxK8+GYXql3+PMkb8SAlJ2U5HBAAAQIwo2HGiX8F31a/gu07HAAAAwNfEGmwAAADAIAo2AAAAYBAFGwAAADCIgg0AAAAYRMEGAAAADKJgAwAAAAZRsAEAAACDKNgAAACAQRRsAAAAwCAKNgAAAGAQBRsAAAAwiIINAAAAGETBBgAAAAyiYAMAAAAGUbABAAAAgyjYAAAAgEEUbAAAAMAgCjYAAABgEAUbAAAAMIiCDbhQOBzWT37yEy1cuFDNzc1OxwEAAJ1QsAEXWrt2rWpqapyOAQAAukHBBlymvr5eq1evVnFxsdNRAABAN7xOBwDQMytXrtSMGTOUl5fndBQAANANZrABFykvL9fu3bt1//33Ox0FAABchHf79u227Li1tVUVFRVKSkqyZf928Pv9amtrk11jYpdAIKDy8nIlJiY6HSVmPp9PoVDIdWMdiUS0Y8cOeTweW3/PW2+9pcrKyo7LixcvVlpaml577TXdfPPNOnTokI4fPy5J2rVrl1JTUy+7TzeNtWVZikQirsosSU1NTWpoaFBtba3TUWIWDocVCARcN9YNDQ3y+/0djwM3CAaDam1ttW2sb775Zlv2C6DnvPn5+bbsuLW1VXl5eUpLS7Nl/3ZoaGhQfX297BoTuzQ0NGjw4MFKTk52OkrMamtr1dbW5rqxrq2tVX5+vu0F+7vf/a78fn/H5SFDhujDDz+UZVm68847lZSUpEOHDnVcl56eftl9ummsI5GITp8+7arM0rncqampGjhwoNNRYhYIBNTc3Oy6sQ4EAsrJyVFWVpbTUWLW2tqqYDDourEG0HNeu9ZxHjlyRP3791d2drYt+7eDZVk6e/as69a27tu3TwMHDoxpFjNe+P1+eTwe1421JOXm5iohwd7VVeePy+nTp/X+++9r8eLFGj58uCR1lOrc3FxlZGT0eJ/xLBwOu/L+UVtbq4yMDFfl9vl8OnLkiKsyS9Lx48eVlZXlqtz19fWqqalxVWYAXw1vcgRcYN26dQoGg1q+fLmWL1/e5bpHHnlExcXFWrJkiUPpAABAZxRswAXmzZunadOmddlWWlqqkpISPf3008rNzXUoGQAAOB8FG3CBnJwc5eTkdNm2f/9+SVJBQUFMS0QAAEDv4GP6AAAAAIOYwQZcasGCBVqwYIHTMQAAwHmYwQYAAAAMomADAAAABlGwAQAAAIMo2AAAAIBBFGwAAADAIAo2AAAAYBAFGwAAADCIgg0AAAAYRMEGAAAADKJgAwAAAAZRsAEAAACDKNgAAACAQRRsAAAAwCAKNgAAAGAQBRsAAAAwiIINAAAAGETBBgAAAAyiYAMAAAAGUbABAAAAgyjYAAAAgEEUbAAAAMAgCjYAAABgEAUbAAAAMIiCDQAAABhEwQYAAAAMomADAAAABlGwAQAAAIMo2AAAAIBBFGwAAADAIAo2AAAAYBAFGwAAADCIgg0AAAAY5HU6AIDYhEIhLVq06ILt48aN01NPPeVAIgAA0B0KNuASzc3NkqT58+eroKCgY3v//v2digQAALpBwQZcorGxUZI0bdo0jR492tkwuMDyo2GtbRyibF+i5vcJ67tDEp2OBABwCAUbcImmpiZJUmZmpsNJ0FljSJq7PaDyFktSP8kv/de+dr1bG9aq8UlOxwMAOIA3OQIuEZ3BpmDHlycOtqu8xZIldfnzbm1Ey4+GnQ0HAHCEt76+3pYdh0IhNTc3y7IsW/Zvh9bWVgWDQdk1JnaJRCJqamqS3+93OkrMfD6fAoGA68ZakhoaGuTxeGz9HS+++KIqKio6Lj/33HOqrq5WQkKCXn75Ze3du1cpKSmaOHGi7rzzTiUlXX6m1E1jHYlEZFmWKzK/fjL13F8sKXq3iB713j4Z0IPp8f24DAQCikQirhjrzoLBoFpbW12Vu7m5WaFQyLbMvB8DiB+ezZs329KAm5ublZqaKq/XPatQgsGggsGg+vXr53SUHmlsbFR6eroSE92z5tPv9yscDistLc3pKD1SX1+v7Oxs2wt2Q0ODgsFgx+WcnByVlZVpz549Gj9+vAYMGKDq6mrt379fRUVF+ta3vnXRfZWWlkqSZs2aZWtmkyzLUmNjo7Kzs52OcllzfDddsM36smzneoL6Q0q5A6liFw6H1dLSoqysLKej9Ehra6uSkpJienIZL0KhkHw+nzIyMmzZ/8yZM23ZL4Ce89r1gCwrK1NhYaErTpBR1dXVqqqq0k03XXjCjGfr16/XzTffrNTUVKejxKyyslItLS0qKipyOkqPrF27VjNmzFBCQu+vrho2bJhuvfVWTZkypWPbCy+8oI8//lh///d/f9EnWNGC7aaTbzgc1rp161yReXhpQMf855aIdDzt+vIvo7L6aubN8f3/4PP5tHXrVleMdWfbt29Xfn6+8vLynI4Ss/r6elVUVLhurAH0HGuwAZfIzMzUyJEju2wbPXq0wuGwGhoaHEqFX1zfR9K5Tm1Z6lK0vzfUPa8qAQDMoWADLrFy5Uo9//zzXbadOHFCiYmJrnql6Epz56AE/evoPsrwnlsWEi3XT33Dq+/xUX0AcFVyzwJp4Co3efJkvfTSS3r99dc1ceJEffbZZ9qwYYPmzp3rqvX3V6IlBYlaUpCoVTv/W1Zqhv6fGwY7HQkA4CAKNuASs2bNUiAQUElJid577z31799fd955p+69916no+FLo/sElJkavPwNAQBXNAo24CJz587V3LlznY4BAAAugTXYAAAAgEHMYANAL9jf1K4JJScueZufjc3W/ynM6p1AAADbULABoBfsbTy3NjvRIxWkdX/onTwguTcjAQBsQsEGrhBHjhzRW2+9ddHrly1bdsG2jIwM/ehHP7IzFr60tzEgSbp5QLJK5w5xOA0AwE6swQauEFu3bu3xz9j9le/4q31fzmDfmOmer/YGAHw1FGzgCjFmzBhJkmVZl71t9DYzZsywNRP+KrpE5PqMPg4nAQDYjSUiwBVi/PjxKisrU0tLiyzLuuTstMfjUXp6usaNG9eLCa9eje0RnfCFJUm/ONCkXx1uvuA2788ZrOGpHJIB4ErADDZwhfB4PJo5c+ZlbxedvS4uLmaJSC+JLg+RpFp/WJ+3hrr8qW4La1gK5RoArhQc0YErSCyz2Mxe977o8pBBfRN14u7hDqcBANiNGWzgCuLxeFRcXHzR65m9dsbehnMFewxvcASAqwIFG7jCjB8/Xunp6cxex5G9TecKdlE2BRsArgYsEQGuQMXFxSopKemyTCT6d2ave5claf+XS0T+4/MWrTlx9oLbJHo8+vT2oUpO4N8FAK4EzGADV6Bx48ZdMIvN7LUzKs+G1Bo6tzSnPhi54A2On7eG5JEo1wBwBWEGG7gCRWeqS0pKumxn9rr3XZvmVXDRtU7HAAD0ImawgStUdBY7itlrAAB6BwUbuEKd/4kizF4DANA7PFYs36sMwLVee+01JSYm6nvf+57TUQAAuCpQsAEAAACD/n/Zxdj7ikn2JQAAAABJRU5ErkJggg==" | [
"D",
"C",
"E",
"F"
] | null | 3 |
math | grade-6 | nets-of-three-dimensional-figures | true | true | Which net will make this figure? | "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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAAUkAAACzCAYAAAAE9O5jAAAYx0lEQVR4nO3dfXRU9Z3H8feAsiKERLflwVCSUFnlOXGrKYiQoFQoUAigIGY3CYVFeUxEWSzSBMUFqdaJ8nA8hSbZBQsWJEIQKkqmhY3Acc2IIeqCZISwBLQyEEBAOLN/DHMhApc8zOTODJ/XOZwcx8nM955kPvn97v19f9cGeJCg4fF4qDoH+05D9QU4r5+OSKO6yQYRTaHTrdCmGdhQSAaVqrMedp2wugoRAUhsBTdZXYTUtPe092u7ZnBXC+9fNBFpPNUX4It... | 1 |
math | grade-1 | time-and-clocks-word-problems | true | false |
Rose and Maya went running. They started down the path at 11:00. They ran for 1 hour. What time was it when Rose and Maya finished their run? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJYAAAA2CAYAAAAlHWAMAAAEyElEQVR4nO3dz08TeRjH8fdQBArSJWhoiuJF2Z6Qk3LwIBY96YoeKj2QAAfDyavh6MGD+h9wMdEACSF6oHhSYxvLwY2JPxI1FhITRWvjWpAujVskzx7qdO1WVgp8LTt5XglJeeYT5lvyyTfTIWEsEZH3WZjNQHoFvghKlazSgnoXtNaCtwqs93+J/L5Y7mUpJ+nwQOVMJveNrwr8dbnWKVWq9Aq8XIJEFuIZqFj8kjugpVIbUe/KdQjgzxWoWPnmgFIbYXdoWaC... | 1 |
math | grade-2 | identify-repeated-addition-in-arrays-sums-to-10 | false | true | Which addition statement describes the array? | "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" | [
"4+4+4",
"5+5",
"1+1+1"
] | null | 1 |
math | grade-8 | parts-of-three-dimensional-figures | false | true | Look at this figure: What is the shape of its bases? | 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" | [
"decagon",
"pentagon",
"circle",
"square"
] | null | 3 |
math | grade-7 | identify-reflections-rotations-and-translations | false | true | Look at this shape: Which image shows a reflection? | 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" | [
"C",
"B",
"A"
] | null | 2 |
math | calculus | describe-linear-and-exponential-growth-and-decay | false | true | How does g(t) change over the interval from t=
–
9 to t=
–
6? | 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" | [
"g(t) decreases by a factor of 3",
"g(t) decreases by 3",
"g(t) decreases by 4",
"g(t) decreases by 2"
] | null | 1 |
science | grade-3 | use-data-to-describe-world-climates | false | true | Which statement best describes the climate of Adelaide? Hint: Summers in the Southern Hemisphere occur in December, January, and February. Winters in the Southern Hemisphere occur in June, July, and August. Adelaide is a city in Australia. It is located in the Southern Hemisphere. It has a mediterranean climate. | 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RFKX/gW2FhYXWbT0zoOTk5CjQPeNGj54BXZGRkcrcuXOVVatWWX+/nlkNvmsNivL1zBChoaHKCy+8oEydOlWZNWuWAigRERHK22+/3auOCRMmKE8//bSiKIry4IMPKoDi7e2t/Nu//ZuSnJxsraO/QY5XHldRFOXJJ59UAGXYsGHK448/rqSlpSmAkpaWZh2UdrVvGuTYMwBQUb4e8JeSktLv41zvdb1y5UoFULy8vJQHHnhAiY2Ntc568aMf/eg7n4eqqirrYM8777xTeeqpp5SRI0cq0dHRCqA88MADSmlpaZ/f8eTJk4parVYAJTU1VVm9erUyZswY62P3zJZzPX9vDzzwgE2eq4FcF9u2bVMAJSAgQPnXf/1X5Re/+IUydepUBVDuvffePuf2yuuuv/M90Ofx2wY5fvjhh9a/wZ/97GfKqlWrlPT0dEWlUilOTk7Kc8891+9zJIQQP1QSsL8Dk8mkBAcHK4Dyzjvv9LtPUlKSAigvvviiddtTTz1lfdP9n//5nz73+fDDD5XExETF2dlZ8fT0VBYvXqycPn3aevu1AvaRI0eUyZMnK66urkpMTIyyceNG5dSpU0pkZKTi6upqnT1g/fr1SmRkpOLi4qKkpaUp2dnZfULAQOroz9NPP614enoqnp6eygsvvKAoSveMGGvWrFGCgoIUJycnZeTIkcp//ud/KhaLRVEU2wTst99+W1m9erXi7u6uBAYGKr/73e961fVdaui535IlSxRPT08lJCRE+fWvf620tbUp06ZNU7RarfLjH/9YURRF2bBhgxISEqK4uLgoc+fOVRRFURobG5UVK1YoPj4+SlhYmPKnP/1Jee211xRAueOOO77xuIrSfX395je/UaKiohQnJyclMDBQefzxx5VLly5d8/m3RcD+Ltd1bW2tsnjxYsXV1VUJCQlRfvWrXyl//OMfFUBZtmzZDZ2H9evXK1FRUYqrq6syY8YMJS8vT3nvvfcUb29vxd/fXzlx4kS/v+O6deuUiIgI63V+6tQpxc3Nrc+sGwP9e7ty9p8bea4Gcl0oSvc1NWXKFMXLy0txdXVVxowZozz77LNKZ2dnr32uvu76ey4G+jx+W8C2WCzKT3/6UyUwMFDx8vJSVq9erVy6dEl58sknFRcXFyUqKqrf50AIIX6oVIoiI1R+CBobGykqKqKrq4tbbrkFgK+++orp06fj4uJCc3OzdQDczSAqKory8nI2b97MHXfcYe9yxPfUkiVLGDdunLXLhxBCCDEQMsjxB6K0tJRZs2ZhNptZtmwZI0eOtPYP/cUvfnFThWshhkJDQwN79uzh8ccft3cpQgghbjIyyPEHYvLkyWzfvp1Zs2axb98+/ud//gd/f3/++te/8h//8R/2Lk8Ih1NYWMivf/1rbrvtNnuXIoQQ4iYjXUSEEEIIIYSwIWnBFkIIIYQQwoYkYAshhBBCCGFDErCFEEIIIYSwIQnYQgghhBBC2JAEbCGEEEIIIWxIArYQQgghhBA2JAFbCCGEEEIIG5KALYQQQgghhA1JwBZCCCGEEMKGJGALIYQQQghhQxKwhRBCCCGEsCEJ2EIIIYQQQtiQBGwhhBBCCCFsSAK2EEIIIYQQNiQBWwghhBBCCBuSgC2EEEIIIYQNScAWQgghhBDChiRgCyGEEEIIYUMSsIUQQgghhLAhCdhCCCGEEELYkARsIYQQQgghbEgCthBCCCGEEDYkAVsIIYQQQggbkoAthBBCCCGEDUnAFkIIIYQQwoZu+oC9fv161q9fb+8yhBBCCCGEAG7ygJ2bm8uFCxe4cOECubm59i6Hw4cPU1dXZ+8yAMjMzMRoNNq7DNrb2/nyyy/tXQYAlZWV5OTk2LsMAPLy8igvL7d3GQBkZWXR2tpq7zKwWCxs27bN3mUA0NjYyFdffWXvMgA4d+4chYWF9i4DgKNHj1JTU2PvMgD4/PPP0ev19i5DCCH6ddMGbIvFwoEDB6w/HzhwAIvFYseKhBBCCCGEuIkDdl5eXq9Wt9bWVvLy8uxYkRBCCCGEEDdpwL669bqHtGILIYQQQgh7uykDdk/rtaIo1m2KokgrthBCCCGEsLubMmD3tF6rVKp+b5NWbCGEEEIIYS83XcDOycnpd8aDnrAtrdhCCCGEEMKebrqAffDgwW/dJz8/fwgqEUIIIYQQoi+noT6g2Wzm5z//OVVVVbz55pt4e3tbb8vKymLTpk3U1dURFBTEihUrmD17dq/7e3l5feucvampqYNRuhBCCCGEEN9qyAP2tm3b+l2oIDs7m9dee41FixaRlJRETk4Or7/+Os7OzqSlpVn3e+CBB3rd78UXXwTgueeeG9zChRBCCCGEGIAh7SJy6dIlPvnkE9LT0/vctmnTJsaPH8+aNWtISEhgzZo1TJgwgc2bNw9liUIIIYQQQtyQIQ3Y69evZ/r06YSHh/fabjAYKC0tJT4+vtf2+Ph4ysrKZDlcIYQQQghx0xiygJ2Xl0dubi533XVXn9s6OjpQFAVPT89e2728vABob28fkhqFEEIIIYS4UUPSB9tkMvHmm2+yfPlyfHx8+tx+rXmre6beM5vN33qMioqKGyvSBnQ6HfX19eh0OnuXgqIoVFVVodFo7FqHXq/HZDI5xPlpamqio6PDIWppb2/HbDb3O5f7UDMajdTU1NDc3GzXOhRFQVEUhzg/HR0d6PV6h6ilubkZs9nsELV0dXXR0NCAwWCwdymYzWaqq6txcrqxt7HIyEgbVSSEEF8bkoD92WefYTAYWLRo0aAdo6mpadAee6CMRiNtbW2YTCZ7l4LFYqG5uRm12r4zMRqNRsxms0Ocn/b2dgwGg0PUotfrURTF7ucHuj8At7S00NXVZdc6elZmdYTzo9PpMBqNDlFLV1cXFovFIWoxGAy0tbUNqNFjsCmKQnNz8w03IkjAFkIMhkEP2PX19XzyySc89thjODs797vPtUJGzxvuQF5AExISvnuRNnL48GFGjRpFcHCwvUvhwoULjB8/Hq1Wa9c62tvbaW1tdYjzU1lZSUNDg0PUkpeXh4+PDyNGjLB3KTQ3NxMTE9Nrykx7sFgsVFdXO8T5aWxs5MyZMw5Ry7lz5zAajcTFxdm7FI4ePUpERAShoaH2LoXa2lrGjRuHi4uLvUsRQog+Bj1g79y5E4PBwCuvvMIrr7zS67aHH36Y9PR0HnvsMVQqVZ++1j0/e3h4DHaZQgghhBBC2MSgB+yFCxcybdq0Xtv27dvH9u3b+Y//+A9CQkJwdnYmKiqKgoKCXvsVFhYSGRmJq6vrYJcphBBCCCGETQx6wA4MDCQwMLDXttOnTwMwYsQI69fSy5cv5+WXX+add94hOTmZkydPcvLkSdauXTvYJQohhBBCCGEzQ76S47VMmzaNp556ik2bNrF9+3aCgoJ4/PHHmTFjhr1LE0IIIYQQYsDsErCXLl3K0qVL+2yfNWsWs2bNskNFQgghhBBC2Ib95wgTQgghhBDie0QCthBCCCGEEDYkAVsIIYQQQggbkoAthBBCCCGEDUnAFkIIIYQQwoYkYAshhBBCCGFDErCFEEIIIYSwIQnYQgghhBBC2JAEbCGEEEIIIWxIArYQQgghhBA2JAFbCCGEEEIIG5KALYQQQgghhA1JwBZCCCGEEMKGJGALIYQQQghhQxKwhRBCCCGEsCGnoTiIwWDgk08+4cCBAzQ3NxMWFsYdd9zB9OnTrfuYTCZWr17d574JCQm88MILQ1GmEEIIIYQQN2xIAvYbb7xBdnY29957L8OHDyc7O5u//OUvuLm5kZycDEBraysAixYtYsSIEdb7+vv7D0WJQgghhBBC2MSgB2y9Xs++ffu48847WbhwIQATJkwgJyeHvXv3WgN2c3MzANOmTSMmJmawyxJCCCGEEGJQDHrAdnJy4pVXXsHHx6fXdg8PD1paWqw/9/z76v2EEEIIIYS4mQz6IEeNRkNoaChubm5Ad1/ro0ePUlZWZm29hq9bsCVgCyGEEEKIm9mQ9MHusXr1akwmEwBz5sxhyZIl1ttaWlpQq9W88cYbnDhxAnd3d1JTU1m9ejXOzs7f+tjt7e2DVvdAmc1mdDqdQ9SiKAodHR04OQ3pKe6js7MTi8XiEM+JXq/HZDI5RC1GoxG9Xu8QtVgsFjo7O1Gr7TupkMViARzjb7mrqwuz2ewQtRgMBoxGo0PUYjKZHO41zmg03tDjeHp62qgiIYT4mkpRFGWoDnb+/HkMBgO5ubns3r2b5557jpEjRwKwfv16tm/fzqJFi4iMjKSoqIgvv/ySBQsW8Mgjj1zzMV988UUAUlNTh+R3+CZdXV1otVq7h1qAjo4O3N3dUalUdq3DYrGg0+lwd3e3ax3QHWrNZjOurq72LgW9Xo9arUar1dq7FDo7O3F1dbV7wIbucO0IgcdsNmMwGKzfvNmTwWAAGFBDw2DT6XQ4OTl9r17j5s6da6OKhBDia0P6Kjlq1CgAYmNjKSoqYt26dfz2t78FID09nbi4OFJSUoDuFm69Xs/u3bt56KGH0Gg03/jYjvAiefjwYUaNGkVwcLC9SyEzM5OZM2faPcC1t7dz5MgRhzg/lZWVNDQ0kJSUZO9SyMvLw8fHp9eMOfaSlZVFUlIS3t7edq3DYrGQmZnpENdKY2MjZ86cIS0tzd6lcO7cOYxGI3FxcfYuhaNHjxIREUFoaKi9S+Hzzz9nxowZuLi42LsUIYToY9CbrAwGAxUVFeh0ul7bQ0JCKC8vt/7s4+NDdHR0r31iYmIwm800NTUNdplCCCGEEELYxKAH7IaGBp5++mn27NnTa3tlZSW+vr7Wn9evX89LL73Ua5+qqio0Gg1+fn6DXaYQQgghhBA2MehdRMLCwhg7diwfffQRLi4uhIaGkp2dTXFxca++1VOnTuXVV1/lvffeIzk5mZKSEr788kvmz5//rd1DhBBCCCGEcBRD0gf7ueeeY+PGjWzcuJHW1lbCwsL4t3/7N9LT0637zJw5E71ez/bt28nMzMTf359ly5axcuXKoShRCCGEEEIImxiSgO3h4cGaNWtYs2bNN+43f/585s+fPxQlCSGEEEIIMSjsPy+XEEIIIYQQ3yMSsIUQQgghhLAhCdhCCCGEEELYkARsIYQQQgghbEgCthBCCCGEEDYkAVsIIYQQQggbkoAthBBCCCGEDUnAFkIIIYQQwoYkYAshhBBCCGFDErCFEEIIIYSwIQnYQgghhBBC2JAEbCGEEEIIIWxIArYQQgghhBA2JAFbCCGEEEIIG5KALYQQQgghhA1JwBZCCCGEEMKGnIbiIAaDgU8++YQDBw7Q3NxMWFgYd9xxB9OnT++1X1ZWFps2baKuro6goCBWrFjB7Nmzh6JEIYQQQgghbKLfgN3R0UF5eTnFxcXU1dXR3t6OSqXC09OT0NBQxo4dS0REBG5ubgM6yBtvvEF2djb33nsvw4cPJzs7m7/85S+4ubmRnJwMQHZ2Nq+99hqLFi0iKSmJnJwcXn/9dZydnUlLS7PdbyyEEEIIIcQg6hWwOzo6OHHiBLt37yY/P5/29nY0Gg1qdXdPErPZjMViwcfHh4SEBG655RbGjx+Pu7v7NQ+g1+vZt28fd955JwsXLgRgwoQJ5OTksHfvXmvA3rRpE+PHj2fNmjUAJCQkUFFRwebNmyVgCyGEEEKIm4Y1YF+4cIFPP/2UrKwsNBoNcXFxjBw5En9/f9zc3FAUha6uLhoaGigtLSUvL4/Tp0+zYMECbrvtNoKDg/s/gJMTr7zyCj4+Pr22e3h40NLSAnR3ISktLeXOO+/stU98fDwffvgher0eFxcXW//uQgghhBBC2Jw1YO/atYsjR44wdepUpk+fTkxMDD4+PqhUql53UBSFpqYmTp8+zYEDB/jyyy8JDAxk0aJF/R5Ao9EQGhpq/dlkMpGTk0NZWRn33nsv0N1yrigKnp6eve7r5eUFQHt7uwRsIYQQQghxU7AG7OHDh/OjH/2ItLS0Pq3NV1KpVPj7+5Oenk58fDxZWVkEBQUN6GCrV6/GZDIBMGfOHJYsWQKAxWK55rGgu2vKt9m5c+eAahhMJpOJpqYma5cae9fy5Zdf2rsMFEXBZDI5xPmxWCxYLBbq6ursXQomk4nq6mqKiorsXQpGo5Gvvvqqz4dpe7BYLA5zrZjNZoeopef1r6Kiws6VdF+3DQ0NDvEaZzAY2LNnzw1ft7feequNKhJCiK9ZA/aMGTMwGAwUFRXh6elJTExMrxfRmpoaTp8+TWhoKDExMTg5OREQEMCiRYsG/AL3+9//HoPBQG5uLrt376a8vJyRI0fa5BeZM2eOTR7nRhw7doyoqCgCAwPtXQq7d+9mxowZaLVau9bR068/PT3drnUAVFdXc+nSJSZMmGDvUigoKMDb25vw8HB7l8JXX33FhAkTrN8Y2YvFYmH37t0O8bfc1NTEuXPnmDJlir1LobS0FKPRyNixY+1dCjk5OQwfPvyaXQKH0t69e0lLS8PZ2dnepQghRB/WgK1Sqdi7dy/vvPMOs2bNYvjw4Xh7e1t3rK+vZ/PmzRgMBh5++GGmTJmCWq2+rq4bo0aNAiA2NpaioiLWrVvHb3/722u2hiiKAnR3M/k2jvAiq1arcXJycohaoPs5sXfANhgMqFQqh3hOnJycUKvVDlGLWq1Go9E4RC0qlQqtVmv3Wnq+ybJ3HdB9rTjKdavRaLBYLA5Ri6O9xjnCdSuEEP2xJtszZ87w4YcfYjKZGDt2LE5OvWfwCw0NZfr06VRXV/PJJ59QWVk5oAMYDAYqKirQ6XS9toeEhFBeXg50D3hUqVS0t7f32qfnZw8Pj+v/zYQQQgghhLADa8A+cuQIzc3NrFq1ipkzZ/aZei8oKIilS5eycOFCiouLyc/PH9ABGhoaePrpp9mzZ0+v7ZWVlfj6+gLdLVZRUVEUFBT02qewsJDIyEhcXV2/y+8mhBBCCCHEkLMG7MrKSgICAhg/fvw1A62HhwfJycmoVCqqq6sHdICwsDDGjh3LRx99xJdffklBQQHr1q2juLi418wjy5cvJz8/n3feeYf8/Hzef/99Tp48yfLly2/wVxRCCCGEEGLoWPuBGAwGnJ2dv3V1xp7bDQbDgA/y3HPPsXHjRjZu3EhraythYWH827/9W6+Bb9OmTeOpp55i06ZNbN++naCgIB5//HFmzJhxvb+TEEIIIYQQdmMN2D4+PpSUlFBfX/+No9V7+lNfz4wDHh4erFmzxrpK47XMmjWLWbNmDfhxhRBCCCGEcDTWLiLjxo2jvb2dXbt2cfHixT47WiwWTp8+zdatW3Fzc2P06NFDWqgQQgghhBA3A2sL9pQpUzh8+DC7d+/m0qVLpKSkMHz4cNzd3ens7KSoqIg9e/ZQVlbGPffcw7hx4+xZtxBCCCGEEA7JGrBDQkK47777cHFxISsri0OHDuHu7o6rqyt6vZ7m5maCgoJYvXo1y5Ytw8/Pz551CyGEEEII4ZB6TXYdGxvLI488QkpKCmfPnqW+vh6DwYCrqyshISHExcUxYcIE/P397VWvEEIIIYQQDs3p6g2hoaGEhoYyd+5curq6MBqNuLi44OrqOqAVFYUQQgghhPghswZsnU7H0aNHycnJQa1WM23aNCZMmHBds4UIIYQQQgjxQ2edReTo0aMcPnwYtVqNxWJhz549nD592p61CSGEEEIIcdOxBuycnBxcXV259957Wb16NZ2dnZw5c8aetQkhhBBCCHHTsXYRCQgIoLi4mOzsbAwGA11dXfj4+NizNiGEEEIIIW461oDdsyR5fn4+iqIwadIkEhMT7VWXEEIIIYQQN6VeLdgzZ87k0qVLaDQaIiIiBtSC3d7ejlqtxt3dfVALFUIIIYQQ4mZgDdg7duygra2N2267jdDQ0AHdubKyks8++4zY2FjmzZs3aEUKIYQQQghxs7AGbCcnJ7Kysjh16hTp6elMnjyZ0NBQtFptrzsYDAaqq6vJzs7m4MGDdHZ2Eh8fP+SFCyGEEEII4YisAXvWrFmo1Wp27NjBunXr2LRpE5GRkQQHB+Ph4YGiKHR0dFBbW0t5eTkdHR2MHDmSu+66i0mTJtnzdxBCCCGEEMJhWAO2n58fCxcuJDo6msOHD5Obm8uZM2fIy8tDURQAVCoV7u7uREREkJSUREpKCiNGjOjTyi2EEEIIIcQPVa+l0p2dnYmLi2PMmDHceuutVFZW0tTUhE6nA8DNzY2AgAAiIiIICAjAyanPSuv9MplMbN26laysLOrr6wkODmbp0qXMmTOn1z6rV6/uc9+EhAReeOGFG/kdhRBCCCGEGDL9JmStVktYWBhhYWE2Ochrr73G8ePHueuuuxgxYgRHjx7lb3/7G05OTqSnpwPQ2toKwKJFixgxYoT1vv7+/japQQghhBBCiKEwsCboG9DQ0MDBgwe57777WLx4MQATJkzg9OnT7Ny50xqwm5ubAZg2bRoxMTGDXZYQQgghhBCDQv3tu9y4FStWMHXq1F7bhg0bZg3VAC0tLQCyeqQQQgghhLipDXoLdmBgYJ++1SaTibNnzzJu3Djrtp6wLQFbCCGEEELczL41YJtMJjo7O9FoNLi5uaFW33ij9+bNm2ltbWX58uXWbS0tLajVat544w1OnDiBu7s7qamprF69Gmdn5299zKNHj95wXTeqpaWFs2fPUl5ebu9SMJvNnDhxwibn60aYTCZ0Op1DnJ+uri70er1D1NLS0kJTUxN1dXX2LoXOzk7y8/PtPhuQoihYLBaHOD8Gg4H29naHqKW9vR1FUWhvb7d3KdZB75WVlfYuBaPRSG5u7g2/xk2ZMsVGFQkhxNeuGbArKirYt28f+fn5NDU1MX/+fObNm8fp06fx8PBg4sSJaDSa6z5gTk4OGzdu5L777iMyMtK6vbm5GUVR8PX1Zc2aNRQVFZGRkYHBYOCRRx751seNiIi47lpsrauri6CgIIdoha+vryc8PPw7nSNb0ul0tLe3O8T5aWhooK2tzSFqsVgsuLu7ExQUZO9SaG1tZdiwYbi5udm1DkVRqK+vd4jz09bWhtFodIhaampqMJlMhIeH27sU9Ho9gYGB+Pr62rsUGhsbGT58+IBnsxJCiKHU7ytTWVkZb7/9NocPH8bd3Z2ioiL8/f1JSUnh0KFDNDY24u7uft2DESsqKviv//ovZs6cydKlS3vdlp6eTlxcHCkpKQDMmTMHvV7P7t27eeihh741KA50effBVFZWhp+fH8HBwfYuBZVKRXBwsN1bJdvb2zl//rxDnB+j0YjRaHSIWurq6vD29naIWs6cOUNAQADe3t52rcNisQCO8bes1Wqpr693iFra29sd5rqtrKzE19fXIWpRq9UEBQXh4uJi71KEEKKPfr9b279/P4WFhSxYsIBnnnmGadOmoVarcXZ2Jj4+nurqavLy8q7rQE1NTbz44ouMGjWKxx57rM/tPj4+REdH99oWExOD2Wymqanpuo4lhBBCCCGEvfQbsIuLixk+fDgrV65kypQp1rmotVotSUlJuLm5XVffUZ1Oxx//+Efc3Nz493//936/0lu/fj0vvfRSr21VVVVoNBr8/Pyu53cSQgghhBDCbvrtIqLRaFCpVP3eoaurC6PROOCBJRaLhb/+9a9UVFSwdu1aampqet0+bNgw3N3dmTp1Kq+++irvvfceycnJlJSU8OWXXzJ//ny79yMWQgghhBBioPoN2KNGjWLLli188MEHLFiwgNbWVrRaLfn5+Rw8eJD29vYBD7hpb2/n2LFjAH1aqAGeeeYZJk2axMyZM9Hr9Wzfvp3MzEz8/f1ZtmwZK1euvIFfTwghhBBCiKHVb8CeMWMGZ8+eJTMzk/3793P+/HnUajXnzp3DbDazYMECkpOTB3QAb29vNm7cOKB958+fz/z58wdevRBCCCGEEA6m34AdFRXFAw88QHR0NIWFhYSHh6NSqQgMDCQ+Pp7p06cTFhY21LUKIYQQQgjh8PoN2AUFBSiKwooVKzAYDLS1taFSqfD29sbLy0v6RAshhBBCCHEN/QbsrKwsOjs7uffeexk2bJh1FhEhhBBCCCHEN+t3KpDQ0FAuXrzIwYMHuXjxIgaDAYvF0ut/iqIMda1CCCGEEEI4vH5bsLu6ujhy5AhHjhxh69at+Pj49OkWsmzZMmbPnj0UNQohhBBCCHHT6Ddgq1QqRowYgdlsRqfTodPp+uzT0dEx6MUJIYQQQghxs+k3YM+ePZvx48dfc7EZ6F4gRgghhBBCCNFbvwG7qamJsrKyb7yju7s7gYGBg1GTEEIIIYQQN61+A/bBgwfZtGlTr21ms5nOzk4URcHX15fHH3+c0aNHD0mRQgghhBBC3Cz6DdiJiYk4OfW+yWKx0NLSwvHjx3FycpKp+4QQQgghhOhHvwF76tSpTJ06tc92o9FIXl4emZmZdHZ2Dnpx32ZfkZFi8xQA9hcZSY/V2qWONp1CbpmJPecC8WvUsHCSmehQWYxHCCGEEOKHqN+AfS1arZaJEyeyefNmzp8/P1g1faviGjO/39JJcY0Z6A7Yz2zoIDpUw/N3uA9puN1XZOT3Wzpp1ylAd5/0DUfbSI/V8vwd7ni5XnugqBBCCCGE+P7pN2A3NzfT1tbWZ7vRaOT8+fOcO3eOyMjIQS+uP206hSfXtdOhV1AU6ImvCt3B+9//2cG7T3gNSbAtrjHz7Ibu6Qp716Kwv8jIsxs6eG2N56DXIYQQQgghHEe/AXvbtm1s3769z3aTyURDQwMhISHExcUNenH9+Wtm19fh+ooMraI75Na3WvhrZhcvLHcf9Fp+t7m7m8zVtYAKRYGcMhPbcg0sSnQe9FqEEEIIIYRj6Ddge3p6EhIS0ndnJyeSkpKYOnUqCQkJg15cf7q7hVwdaOm1LbvExJt7+i6OY2vnavuvRQUol7fllJokYAshhBBC/ID0G7CjoqIICwsjPDwctVr99c6XZxapqKjg0qVLeHt7D+ggJpOJrVu3kpWVRX19PcHBwSxdupQ5c+b02i8rK4tNmzZRV1dHUFAQK1as6LMce0+o/SaX2i28lTW4AVvh61bzb1iPh6xCIypVJyMCNYwIUjMiUMNwPzUa9bXvI4QQQgghbl7XnAfby8uLiRMn4uLi0uu2CxcusHnzZsaNG0dUVNSADvLaa69x/Phx7rrrLkaMGMHRo0f529/+hpOTE+np6QBkZ2fz2muvsWjRIpKSksjJyeH111/H2dmZtLQ062MljnAit9z0jccL9VFz+xC0Gr+VpfvGcA3QoVfYnmvosz3qctiOCtIwIlBNVJCGyAANbjdY9oeH9ewvMlJYNZWMGh2TRpq5M9VFBlsKIb4XtuUayMw1UFg1iS1VeiaPUuQ1TgjhcHoF7C+++ILs7GwyMzNxc3Pj3LlzaLVfT32nKAp1dXUcOXKE8PDwAR2goaGBgwcPct9997F48WIAJkyYwOnTp9m5c6c1YG/atInx48ezZs0aABISEqioqGDz5s29AnZyVHfA7mlB7uXyxtsTnXl4jut1PRHfxYkyU3fYv6oY5Yp9Hp7jirebivIGC+X1ZsobzDS2K5TVWyirt5BVaOz1mCE+qu7W7kANI4I0RAV2B3F/z29+8+gZ/FlibeHXkFtuJrfcTEaOgdcf9GSYrzSbCyFuTm06hWc3dJBT1tPAouFkhYWTFToycgz8v9UeMj2qEMJh9GnBbmlpob29naamJnJyctBoer9gKYrCjBkzmDx58oAPsmLFij7zag8bNsy6HLvBYKC0tJQ777yz1z7x8fF8+OGH6PV6a0v6w3Nc2Vto5HyduVeQhe6uGqOCNUMSrgFeWO7O/X9rpetyA/WV9aiAO1NceHh231radQplDRbKG8yXQ7eFsnozF5os1LYo1LaYOFLSu5Xey1Vl7WJibfUO1DDMT41aBb/f3ElJrRnl6k8eCtS2WPj9lk6Z0UQIcdN6c4+OnDLTN77GrX/My17lCSFEL70CdlpaGtHR0dZVGlNTU/us6KjRaPD19R1wC3ZgYCCrV6/utc1kMnH27FnGjRsHQEdHB4qi4OnZOwB6eXW/WLa3t/fqqvK3hzz5/eZO9p/p3fqbHqPl+SGYPaTHMF817z7hzTMfdHCu1tzrNf+hWa7XDPqerirGh2sYH977w4vRDJWNFioazJQ1mCmvt1DWYKaiwUybTiG/0kx+Ze8+6FoNhPqqqGxUUC53CO/13qPCOqPJiTITyVHXNfW5EELY3cVmCxuz9dZw3d9rXHGNmX1FRmbaacExIYS4Uq+05eHhgYeHB6tXr8bJyYmwsLBegxwB2tra2LJlCzU1NcydO/c7HXTz5s20trayfPlyoHsZ9v6oLndwNpt7h0ovVxV/XO3BxWYLf3jtQwDuWZJKkKeFumqo+05VfXf/sQDKL2k4ca6FEcGuxIRp8XBWKCn5bo8X4QIRwyF9ePfPigKXOtVcaHHiYquG6mY1F1o0XGzV0KpTU9GooAJUfTvN9Nry5Yl6fMxDuwKnwWDAaDRS8l2fDBtqbm6mo6PDIWppbW3FYDBgMn3zeIKhYDAYqKqq6jPeYqgpSveHREc4P52dneh0Ooeo5dKlS5jNZoeopaOjg5qaGjo6Oob0uIW1WqB7UP3Vr3JX/nykoIHh2ut7jRs9evQN1SaEEP3ptzkzIiKC/Px8MjMzqa2txWj8uqW4paWFI0eO8MADD3yngJ2Tk8PGjRu57777bnixmmG+akLVpQB4axPQ62/o4W5IqAckBtXj6+OLk+Ju81o8nWBsQPf/rtRpULPzrCfbCzz775d+BZPJhH6InySDwYCiKEN+3P6YTCYsFotD1GI2m+1yPvrjKM+JonR3snKEWgwGA2az2SFqMRqNDnOOLBYLRqNxSGtp02s4cM4N+ObXN7DPa5wQQvSn34Cdl5fH+vXrOXfuHJWVlajVaoKCgqiqqkJRFGbNmnVdfbB7VFRU8F//9V/MnDmTpUuXWrdf3Ureo+cN9+p+4P2Jj4+/7npsrbW1lcjISIKDg4f0uD6hZrYXtF3z3acneDdb/AkMDyfYe+hG27e3t3Pp0iWHOD+VlZU0NDQ4RC15eXn4+PgwYsQIe5dCfX09o0ePHvC0m4PFYrFQVlbmEOensbERvV7vELWcO3cOo9Fot8W9rtTR0UFERAShoaGDepymDoUvTxv48rSRkxUmLMrX6wv09+rV8xqXNjGU+NiIQa1NCCEGot+A/dVXX3Hp0iVWrVpFVlYWnp6eLFq0iPr6erKzs4mOjmbYsGHXdaCmpiZefPFFRo0axWOPPdbrNg8PD1QqFe3t7b229/zs4eFxXcf6oYkO1VinL+wZaKni8pvOFfN07y8ycqi4hdsSnLknzZXIQJlVRAjhGBraFLIKvw7Vl9tXUKm6p2dt61J6DW7veY3r2SfYW02SjDERQjiIfl+NLl68SHh4OLfffjsVFRW4ubkxY8YM3N3diYyMZMeOHeTn5xMWFjagg+h0Ov74xz/i5ubGv//7v/cZOOns7ExUVBQFBQW9thcWFhIZGYmr69DMCnIze2G5O0+81U5d69f92VWX/8/dGX613IO9hUa+OGVg6wkDGTkGZsVpeWiWK6NDZGorIcTQa2hT2JVvYE+BodcAbo0aJo92Yna8M+kxWvw8VLTpFH78t7a+r3F0v8b96R4PmQtbCOEw+g3YGo0GvV6PwWDAzc2NtrY2mpub8fLyIj4+nk8++YTz588P6AAWi4W//vWvVFRUsHbtWmpqanrdPmzYMNzd3Vm+fDkvv/wy77zzDsnJyZw8eZKTJ0+ydu3aG/8tfwCG+ap55wkv3tyjY1+RkdoWCyE+apKjnFh7mxteripmxmn5lzmuvLtfx/aTBvYWGNlbYGT6WC0PzXYlNkyCthBicNW2WNhTYOwTqrUamDpay+x4LTNjtXheFZa9XFXW17icMhPnas19XuOEEMJR9BuwR48ezZYtW9i7dy9BQUHk5uayYcMGpk6dSmlpKaWlpSQmJg7oAO3t7Rw7dgyAl156qc/tzzzzDJMmTWLatGk89dRTbNq0ie3btxMUFMTjjz/OjBkzvvtv9wPj5ariJ7e58ZPb3MjMzOSWW27ptVAQQJifml8udefB2W68f0DHZyf0HDxr5OBZI1NGOfHgbFcSIuVrViGE7dS2WPgi38ie0waKLnwdqt2dYVq0ltnxzqRGa3H/lpVse17jAD7//HNmzZpl99lvhBCiP/0mqfT0dCoqKjCZTEyePJnz58+TkZFBZmYmBoOBuLg4EhISBnQAb29vNm7cOKB9Z82axaxZswZevfjOgr1V/PR2Nx6Y6crb+7qD9tHzJo6ebych0okHZrqSMkaCthCiexXF/UVGDhQEEVrrRNIYI+nfMt/0tUK1p6uK6WO7W6pTx2hxlpcZIcT3UL8vbeHh4dxzzz04OTkRGhrK/fffT0xMDHV1dXh6epKcnGxdJEbc3Pw9vw7aH3ylY9NRPScrTPzsvXbihmt4YKYr08dqUcu3r0L8IO0rMvK7zZ106BXAF0rhw2MdJEU58fwd7gzz/XqwdPUlC3sK+4ZqPw8VM2O7W6qTo5xwkt5oQojvuX4D9rZt2zCbzdxyyy04OzszduxYoqOjURQFlUplXQBGfH/4e6p4coEb96e78uEhPRuzdRRWm3nmgw4iA9X8ON2VBROc0cjEI0L8YBTXmHl2Q/eiMtZVFJXu2Ttyykz88oMO/nCXB7vyu2f/OFf7dagO9FIxK86Z2fFaEkc4yYd0IcQPSr8Bu7i4mNLSUsaOHcuECRMAJFj/QHi7qXhkriur01z45IieDYf0VDRY+N3mTt7aq+P+Ga7cnugsLVBC/AD8JbMLuDzlZ8/L/+X/KgqU1Jq585VW62wew/3VzInTMivembgwDfKWIYT4oeo3YI8dO5a8vDzeeustEhISCAgI6DO1XmxsLCNHjhySIsXQ83RV8cBMV36U6spHh3VsOKTnQpOF/7e1k3VZXdwz3ZVlk1yk/6QQ32O55Sag/+XJlcsb3bUq7kx1YVacVmYiEkKIy/qNR/X19RQWFtLc3MyBAwfw8fHps5rio48+KgH7B8DNGWvQ3nJMzz+/0lHXqvCXzC7e2a/j7mmuLJvk3GdKLSHEze1is+XbdwJiwjQ8Ok/WKhBCiCv1G7Dj4+N55JFHvrFLSHR09KAVJRyPmzOsTnNh5VQXtp7Q896B7qD9ty+6eHtfF6umunJ3mgvebt3XTJtO4ZUdXZy5YKakLplNFe0kRznx0Gx5IxbiZtCzkiJ8vRT5lVSXN0aHSqu1EEJcrd+AnZaWRlpaGl1dXdTX19PY2EhAQIB15UaVStWnRVv8MDg7wcqpLiyb5ELmSQPv7tdR3WTh7f06Pjys447JLkyL1vLchx2XZx3ollNmIqfMxN5CI68/6CmLQgjhoC40WfjfPTq+OGVAUei3H7UC3QMegeSR0k9MCCGu1u8ro9lsJicnh8zMTIqKimhubmbFihUsWrSIgwcP4uHhwcyZM3F3dx/qeoWDcNLAkmRnbk90Znvu10H7g0PdAyOBvs1elwdFvblHZ10sQgjhGCoaLKzf1x2sLUr3h+nFSc58kW+gy3A5VF/W82d9Z4oLM79lPmwhhPgh6jdgnz59mrfffpuysjJGjx5NWVkZJSUlmEwmzp8/T0lJCUFBQUyaNGmo6xUORqP+Omjvyjfw2uddXGpX+m35UlSAorAxW8/Dc1ylFVsIB1BSa2b9Ph17CowoCrhqYcUUF1anueLvqeKJBW4880GHdcBjj4dmufLwHOnyJYQQ/ek3YO/fv5+mpibuv/9+0tPT+dOf/oRKpcLNzY3p06eTn59PQUGBBGxhpVHDrROdKag283G2vm+HTS7PPHD5huIaM8lR8tWyEPZSdMHMuiwdB84Yga+D9f3prtaxFNC9PPnrD3rSplPYuvc0wcHB3JIcbK+yhRDiptBvwrl48SIRERHMmjWLkJAQtNrurwBVKhWjRo3C1dWVlpaWIS1U3BykTVoIx1Z0wcw/dndxpKS7RdrDBe5MceWuaS69gvXVvFxVRAd0ERE2sNlFhBDih6zfgO3m5saFCxdoamoiJCSk1211dXV0dnbi4uIyJAWKm0v0sO7Br/29TStX3DAmRAbJCjGUTlaYWJ+lswZrbzcVd0/rnhlIptkUQgjb6jdgT5w4kePHj/Pqq68ye/ZsysvL0Wq1bN26lezsbCwWC2PHjh3qWsVNYGaslv/1VlPXaul/ai+6p//65QftPLfMnYgACdpCDKaj502sy9Jx8nIfan9PFfekuXLHZBfcnO1cnBBCfE/1G7BTUlKoqqpi+/btvPLKK5SVlaHRaKisrCQ4OJhly5ZZl1AX4kperir+dI8HT7zVRqeh920qINxfg0ZtIa/CzI//u40HZ7lyT5qrLL0uhI0dPGtkXZaOwmoz8HWwXjlVVmAVQojB1u/LbHBwMHfeeSexsbEUFxfT0tKCSqXCz8+PmJgYxo8fj6+v7xCXKm4W0aEaNv3Mh79mdnHmgpHz9QqJI5xIjnLi4TmumMyw4ZCeN/d28Y/d3dOC/WalB6Ol24gQN2xvQXewPlfbHayDvVXcN8OVJckSrIUQYqhc8+U2ICCA8ePH4+fnR1NTE2q1moCAACIiIvDx8bmugxgMBgoLC8nPzyc/P5/ly5czderUXvuYTCZWr17d574JCQm88MIL13U8YX9eripeWO5Oe3s7R44cYe7cudbbnDRw3wwXZsU58ZtPOim6YObBf7Rx3wxX1sx0lRAgxHWyKLCvsHewHu6n5v50V25LcJZviIQQYoj1G2Wam5vZvXs3u3btorKyko6ODlQqFV5eXowePZolS5Ywbdo0XF0HNgfqhg0b2Lp1q/Vns9ncZ5/W1lYAFi1axIgRI6zb/f39r+sXEjePiAAN//OIF58c0fP3XV28vU/H7nwDzy1zJ2GEpGzxw9amU8jMNXD8rCeKojC5Rc9tic695o83W2BXvoG39+kob+ie3aMnWN+e6IxGba/qhRDih63fFHPgwAH++c9/olarSUxMxNvbG4vFQkNDA3l5edTW1uLm5kZqauqADrJq1SqWLFlCWVkZL774Yr/7NDc3AzBt2jRiYmK+228jbjpqVfdqcOkxWv6/TR3kVZh5Yl07yyY588R8N5ndQPwgFdeY+eUHHdS2WIDuhoyDpV28uVfH83e4M32sttcKqgAjAtU8MNOVW8ZLsBZCCHvrN2CfOHGCoKAgHnzwQWJjY/Hw8EBRFJqbmzlw4ABvvvkmp06dGnDAdnd3x93dnfr6+mvu0zOv9vV2PxHfD6G+av72oBcZOd2rQX563MCBM0ZeWO7O1NGyFLP44WjTKTy5rp0OffeKqNapeBRo1yn8+uNO/DygtqV78fIxIRoenOXKzDgtavk8KoQQDqHfgG00GomLiyM5Odm6yAxAUFAQKSkpfP755/1287gRPS3YErB/uFSq7mXXp0U78bstnRwtMfHTdzu4daIz/7bQDV93SQ/i+++vmV106BVQuv8mrFTdU1waTAq1zRAX3h2sp4+VD6BCCOFo+g3YMTExVFRUcO7cOWJiYlCru79vNBgMnD592toX25ZaWlpQq9W88cYbnDhxAnd3d1JTU1m9ejXOzt8+WWtTU5NN6/kujEYj7e3tvT6U2EvPNw5OTvbty9zV1YXZbL6u86MBfr0Y9p1V8fe9sDPPwKFiA/9nlsLsG+g91NHRgcFgcIhrRa/X09nZ6RC1mM1mWltbbf6h+XopioKiKA7xnLS1tWEymexSS1H15VTd3+fJy9t8PODPq0xAO0NZYs9rnCOcI4vFQktLyw2/3vr5+dmoIiGE+Fq/6cvd3Z3s7Gzy8/OJj4/H19cXRVGoq6sjNzcXrVaLt7c3JSUlAKSlpTFx4sQbKqS5uRlFUfD19WXNmjUUFRWRkZGBwWDgkUce+db75+fn39DxbaG9vZ2ysjKqq6vtXQpms5nCwkJUKvu2+prNZgwGw3c6P/7A2skaPikcTkGDD/+5Q8WnR9pYEVuNn5vxuh/PYDBgNBod4lrp7OykpaWFhoYGe5dCV1cX586dQ6Ox71QTPQHbEc6PyWSiq6tryGvRmzVUXYoF+u9E3fPX3NJpn9e89vZ2dDodFy9eHPJjX81kMlFYWGhtAPqu0tPTbVSREEJ8rd+A3dLSQltbGxcuXKC6utraB7u1tRWTyYS3tzfZ2dnW/UNDQ284YKenpxMXF0dKSgoAc+bMQa/Xs3v3bh566KFvffN3hBfJw4cPM2rUKIKDg+1dCpmZmUybNs3urek90/TdyPlZOA/2FRn542edFF/y4q9HY3l0nht3prhwPZ8fKisraWhoICkp6TvXYit5eXn4+Pj0mjHHXrKyskhKSsLb29uudVgsFjIzMx3ib7mxsZEzZ86QlpY26MfqNMD+IgN7CozsLzKiXO4a0t9KqD3bxoRo7PI8HT16lIiICEJDQ4f82Ff7/PPPSU1NxcXFxd6lCCFEH/0G7ClTphAQEDDg1s9x48bdcCE+Pj59vqqLiYnh4MGDNDU1ERgYeMPHEDevmbFaJkZ68+rOLnacNPDXHV3sKTDIcuviptSuUzh41sie00ayS4wYTF/fFuyjpr7Vgor+QzZ0/z0IIYRwXP0G7PHjxxMTE0NzczMtLS2YTKY++wQHB9t0jur169fT1NTE73//e+u2qqoqNBqN9JETAPi6q/jVcndunajld5s7Zbl1cVNp1ylkFRrZU2DgSIkJs+Xr22KGaZgdr2XeOGeG+6t5cl07ueXdr7vK5X1Ul/83KljDw3MGtgaBEEII++g3YFdUVLB9+3aOHTtmHfykKEqvfR588EGWLFlis0KmTp3Kq6++ynvvvUdycjIlJSV8+eWXzJ8/3+59Q4VjmTpayz+f8ua/d3Wx5ZjButz6c3e4ExcmC9QIx9HapbC/qG+oVqkgYYQTs+O0zIrTEuLTux/x6w968uYeHW9l6XptvzPFRcK1EELcBPpNI1lZWezYsYOAgACio6P7nYnC1l02Zs6ciV6vZ/v27WRmZuLv78+yZctYuXKlTY8jvh88XVX8+2J3Fkxw5v/b1MH5OguP/E87P0px4bFb3GS5dWE3rV0KewqMfHnaQE7Z16Fao4ZJI52YE69ldrwzfh7f3AXv4TmuPDzHld1HSmntsrB8lm1nbhJCCDF4+o0h586dIzY2locffpjg4OB+W5AHMnXe1caOHcvGjRuvefv8+fOZP3/+dT+u+OFKGOHE+0/68L97uvjwsJ4PD+s5eNbYZ7n1i80WCi5qqGlwx3OYmehQ+VZE9K9Np3CqCk5W+xBUM7Br5VqhWquB1LFaZsdrmRGjxdvt+mf1GeFvxmi8/llzhBBC2E+/AdvX1xcnJydCQkLsPrOAEN/GzRn+9VY3bpmg5Tcfd1J1yWJdbv3+dFc+Oqzno8N6wB1w540jbSRFOfH8He4M85U1pcXXvu6WoQGG89HpNqJDNTx/h3ufoN3UobCvqG+odtHCjJieUO2M+/W3RQghhLjJ9RuwZ82axa5du3j33XeJjo7Gy8urz1yjkZGRDBs2bEiKFGIg4sKcePcJb97ep+PdAzo+PW5gW44Rk0W5PIZAZZ2ZIafMxAP/3cYnP/XGy1VWiBTwl8wuNmbrge4VE3sU15h5Yl077zzuhatWxZenDXx52sjJCpN1P09XFdMvt1RPHa3FVSb5EEKIH7R+A7ZKpeLEiRMcP36c4OBg3Nzc+gTsRx99VPpHC4fj7ASPzHVl7jgtP3u/nYbW7nB99ZSTigIdeoW/ZnbxwnJ3O1UrHMWJMhMbs/XdH8RUql7zqysKdOoVHvh7G516xRqqvd1UpMd296eeOspJZrERQghh1W/APnjwIG1tbSxevJiwsLB++2BHRUUNdm1CfGejQzTEDXNif6uRq1ejUQHK5U37z0jfVgE5pT1Tkar6zjt9eUOHTiHQS0V6THeonjxKRtIKIYToX7/vEDU1NSQnJ/Pkk08SFBQk0+SJm1KbTrnmbT0hqv0b9hE/HCfKLgfsfnoLqcC6uuJ/rPBg0kgJ1kIIIb5Zv+8UYWFhWCwWtFqthGvxvffilk5mxnXP8iB+WMobLOwtMHC+zjyg/ccOk9dDIYQQ367fgD1y5Ei2b9/O66+/TkxMDJ6enn36YMfGxjJy5MghKVKI72JmnNa6Gt7VepagVgHbcg1syzXIQLUfiOIaM3sKjOwtMFDe0D31x5XXw9UUuluvQ3zUMiBWCCHEgPQbsC9cuMDBgwfp6uoiICDgmoMcJWALR3ZXqgsZJ7pbJxVAdbk3iKLqDlJuzvDGv3hTVm9mb4GBQ8VGduYZ2JlnwEULqWNkqrXvA0WBU5Xd53hvoZHalq/XKB8XrmF2vDOzYrW8urOL/WeM/V4rgAyGFUIIMWD9Buy4uDgeffTRPjMvXCk6OnrQihLCVv50jwe/29zZ3ZJ9+XJWAcHean61wp1RwWpGBauZO06LwQSHzxnZW2Dk4FkjWYXd/9NqOpk6+sYWCxFDy6JAbrmJvQVGsgoNNLR1J+YrlyifO86ZQK+vz+Xzy935/ebO7oGvV1wrHi7wwnIPkqOk77UQQoiB6fcdIy0tjbS0NABMJhOdnZ1oNJp+W7KFcGTDfNW8/qAnJ8pMZJ28RGdnJ+lJw0mKcurzdb+zE8yM1TIzVovJ3D3wbW+BgX1F3YH74FkjGjUkjhj4ctdi6Fx9zpo6ukO1Rg0pY5yYHe9Meoz2mufMy1XFH1d7UFxjZv/pFiqqG5k7Narfa0UIIYT4JtdskqmoqGDfvn3k5+fT1NTE/PnzmTdvHqdPn8bDw4OJEyfKAEhx00iOciJIo6ehoYmk2Khv3d9JA1NHOzF1tBM/X9y7NfR4qYnjpSZe2t7FxMju1tBZcVpCfOTD51C7+luHnllhtBqs/elnxmrxvI6AHB2qwV+rcMatnrRY+aZOCCHE9es3YJeVlfH2229z+PBh3N3dKSoqwt/fn5SUFA4dOkRjYyPu7u7ExMQMdb1CDDm1qjugJ0c58dPb3Ci8YCarwMCeQiMny02cLDfx1x1dxAzTMDtey7xxzgz37z9sf3h52faa5kgAokPbeGi2KzNjh3ZEZZtO4a29OvYVGalpToA9FtJjO3h4tmufJcGHopbfb+kkp8xEu246r5xqYWasln9b6NZvy3GnAQ4XG6395jsN3dtdtDArTvrNCyGEsL9+A/b+/fspLCxkwYIFzJgxg3/84x+o1WqcnZ2Jj49nw4YN5OXlScAWPzgqFcQP1xA/3I3H57v1mpHizEUzZy6a+cduHaNDusP27DhnRgV3h+1nPujos7BNcY2ZZzd08NAsVx6e4zokv0ObTuHJde2U1Paemm5/kZH9RUb+cLfHkAX+4hozT65rp0P/9Xzk7TqF7bkGsgqNvP24F8N81bTrFPYVdbdUHykxYrxcuqerilsnyswvQgghHEu/Abu4uJjhw4ezcuVKIiMj2bhxIwBarZakpCQ+/fRT6urqhrRQIRxRdKiG6FAN/2euK+UNFrIKDewtMHLmopmSWjNv7tEx3F9NqI+a46Wm7mW2r5iZQrn8f29l6Uga6TQkA+l+v7mTklqzdfGUHj1T1f1ucyef/NR7SPod/25zZ3e47jl4Ty2Xl7J/Yl07I4PUHDtvwnx58g9vNxULZIlyIYQQDqzfd3ONRnPNGUS6urowGo0y2FGIq4wIVPPjdFd+nO5KbYuF3ae7W7ZPV5mparR0h1lV77mWr1y2fXuOYUgCtrUV/ao/8Z4VCzv03S3Id6W6DGodJ8pMnOsn6EP3z4oCdS0WalssBHmpmBXnzOx4LQmRTmjk5UcIIYQD6/fdfNSoUWzZsoUPPviABQsW0NrailarJT8/n4MHD9Le3k54ePhQ1yrETSPER809aS7ck+ZCQ5vCspdagP4XMunZlnnSQOZJw6DW1dNQ3F+ovbKYv2Z28cqOrkGthata86/lzhQXfrLQrf96hRBCCAdkDdhlZWVYLBaGDx/OjBkzOHv2LJmZmezfv5/z58+jVqs5d+4cZrOZBQsWkJycPOCDGAwGCgsLyc/PJz8/n+XLlzN16tQ++2VlZbFp0ybq6uoICgpixYoVzJ492ya/qBD2cuVcy/351tBrQz0P7whhtWcRl6t6h/QxdpjGIeoVQgghBsoasHfs2IFer2f16tVERUXxwAMPEB0dTWFhIeHh4ahUKgIDA4mPj2f69OmEhYUN+CAbNmxg69at1p/NZnOffbKzs3nttddYtGgRSUlJ5OTk8Prrr+Ps7Gydk1uIm1XiCCdyy039hknV5Y0/SnXhJ7e5DXot03/TDFwj2F7e+PxydxYlDu40HMU1Ztb8vQ1UfWtR+HrD2CGe1UQIIYS4UdaAXVxcTGdnJzqdDpVKxZgxYxg5ciQtLS20tbWhUqnw9vbGy8vruue/XrVqFUuWLKGsrIwXX3yx3302bdrE+PHjWbNmDQAJCQlUVFSwefNmCdjipvfwHFf+dX17d2ZUegdIlQrcneGuaYPb57nHQ7NceStLB2AddGntrqGCUcGaQQ/X0D1AND1Ga12eHOVyq/YVXUfSY7RDPm2gEEIIcaO+caiQRqPB39+fESNGEBkZia+v73daXMbd3R0/Pz88PDz6vd1gMFBaWkp8fHyv7fHx8ZSVlaHX66/7mEI4kuQoJ/5t4eXW6ctB9vKYR9yd4Se3uzPMd2hG7j08x5XbEpy7j99Th+rrJeT/Y4X7kNQB3S3lY0I03Z81evpjX/5v4ggnnl8+dLUIIYQQttJrkOO5c+f47LPPCAgI+NY7JiUlERsba5MiOjo6UBQFT0/PXtu9vLwAaG9vx8VlaFr3hBgsd6W6kBzlxIeH9JyrbsPJyYnxI9y5a5rLkIXrHi8sd2dmnJbtOQaqapvx9PRkznhXbk90HtJlwb1cVbz9uBcfHtaTU2qi/EIjI8ICSI/TDkkruhBCCDEYegXs06dP09bWNqAw++STT9osYFssln6390wV2F+f7atlZGTYpJYboSgKDQ0N9i4D6K5l586d9i4D6K7FEc4PdNdSXV1t1xoStZAwQum+vs1w/ID9apnhBYrn5VoaIGuXferwuFzL9LHdtShVkFFln1p6OMp1qyjdi/CUlJTYuZLuWmpra+1dBtBdyxdffHHDj7N48WIbVCOEEL31CtgxMTHcfvvtA2rBvro7h70tWrTI3iWQnZ3NyJEjCQ4Otncp7Nixg3nz5qHV2ndpu/b2do4ePcqcOXPsWgdAZWUljY2NJCYm2rsUTp06hY+PD5GRkfYuhX379pGYmIi3t7dd67BYLOzYsYPbb7/drnUANDY2cvbsWaZNm2bvUigpKcFoNNqsQeNGHDt2jPDwcEJDQ+1dCl988QUzZ86UbzeFEA6pV8COjY3lrrvuGvI3/WstWtPTcjOQft/XWhhnqKlUKqnlqhqu/K89OVItPRylFrlWenOkWno4Si2OcK30cKRahBDiSg6xHpqHhwcqlYr29vZe23t+vtbgSCGEEEIIIRyNtQU7PDwcnU6Hs/PQDyxydnYmKiqKgoKCXtsLCwuJjIzE1dV1yGsSQgghhBDiu7AG7IULF2KxWPDx8bFLIcuXL+fll1/mnXfeITk5mZMnT3Ly5EnWrl1rl3qEEEIIIYT4LqwBOy4uzp51MG3aNJ566ik2bdrE9u3bCQoK4vHHH2fGjBl2rUsIIYQQQojr4fTtu9jO2LFj2bhx4zVvnzVrFrNmzRrCioQQQgghhLAthxjkKIQQQgghxPeFBGwhhBBCCCFsSAK2EEIIIYQQNiQBWwghhBBCCBuSgC2EEEIIIYQNScAWQgghhBDChiRgCyGEEEIIYUMSsIUQQgghhLAhCdhCCCGEEELYkARsIYQQQgghbEgCthBCCCGEEDYkAVsIIYQQQggbkoAthBBCCCGEDUnAFkIIIYQQwoYkYAshhBBCCGFDTvYuoIfJZGL16tV9tickJPDCCy/YoSIhhBBCCCGun8ME7NbWVgAWLVrEiBEjrNv9/f3tVZIQQgghhBDXzWECdnNzMwDTpk0jJibGvsUIIYQQQgjxHTlMH+yWlhYAfHx87FyJEEIIIYQQ353DBOyeFmwJ2EIIIYQQ4mamUhRFsXcRAFu2bOGDDz4gLS2NEydO4O7uTmpqKqtXr8bZ2fma93vxxRcBmD179hBVem2tra24urp+Y71D5dKlS/j5+aFSqexah9lsprW1FT8/P7vWAaDX6zEajXh6etq7FNrb23FycsLV1dXepdDc3IynpydOTvbtMaYoCpcuXSIgIMCudQAYjUY6Ozsd4gN/V1cXiqLg7u5u71Joa2vDxcXFYV7jfH19UatvrJ0oLS3NRhUJIcTXHKoPtqIo+Pr6smbNGoqKisjIyMBgMPDII4986/0dod92QUEBYWFh+Pr62rsUjhw5QnR0NBqNxq51dHV1UVRU5BDnp76+npaWFsaMGWPvUjh//jweHh6EhITYuxROnjzJyJEj7R7gFEUhOzvbIa6V1tZWKisrHaKW6upqzGYzkZGR9i6FM2fOEBQU5BCDz48dO8aYMWPQarX2LkUIIfpwmICdnp5OXFwcKSkpAMyZMwe9Xs/u3bt56KGHvjUoOkKrl1arxcvLyyFqAfDz87P7m097eztqtdohnpPOzk66urocopbq6mo8PDwcohaNRoOPjw/e3t52rcNisQCO8bcM4OTk5BC1NDU1YTQaHaIWR3qNU6lU+Pn54eLiYu9ShBCiD4fpg+3j40N0dHSvbTExMZjNZpqamuxUlRBCCCGEENfHYQL2+vXreemll3ptq6qqQqPROET/XSGEEEIIIQbCYQL21KlTOXv2LO+99x4FBQVs3bqVL7/8kvnz59u9H7EQQgghhBAD5TB9sGfOnIler2f79u1kZmbi7+/PsmXLWLlypb1LE0IIIYQQYsAcJmADzJ8/n/nz59u7DCGEEEIIIb4zh+kiIoQQQgghxPeBBGwhhBBCCCFsSAK2EEIIIYQQNiQBWwghhBBCCBuSgC2EEEIIIYQNScAWQgghhBDChiRgCyGEEEIIYUMSsIUQQgghhLAhCdhCCCGEEELYkARsIYQQQgghbEgCthBCCCGEEDYkAVsIIYQQQggbkoAthBBCCCGEDUnAFkIIIYQQwoYkYAshhBBCCGFDTvYu4EpZWVls2rSJuro6goKCWLFiBbNnz7Z3WUIIIYQQQgyYwwTs7OxsXnvtNRYtWkRSUhI5OTm8/vrrODs7k5aWZu/yhBBC3GROnz7Nvn37SEhIYPLkyTg7O9u7JCHED4TDBOxNmzYxfvx41qxZA0BCQgIVFRVs3rxZArYQQojr9umnnwKwd+9esrOzSUlJkaAthBgSDtEH22AwUFpaSnx8fK/t8fHxlJWVodfr7VSZEEKI74Ouri727t3L66+/zldffYXBYLB3SUKI7zGHCNgdHR0oioKnp2ev7V5eXgC0t7fboywhhBDfMxK0hRBDQaUoimLvIhobG3nsscd46KGHuO2226zbP//8c/7nf/6H119/neDg4H7v++KLLw5VmUIIIb5nIiIiuP/+++1dhhDie8YhWrBvRGRkpL1LEEIIcZNycnKYoUhCiO8Rh3hlUav7z/k9jesajeaa973vvvsGpSYhhBA3t2/6htPNzc066FEIIWzNIQK2h4cHKpWqT1/rnp89PDzsUZYQQojvmSuDtcwmIoQYLA4RsJ2dnYmKiqKgoKDX9sLCQiIjI3F1dbVTZUIIIb4PJFgLIYaSQwRsgOXLl/Pyyy/zzjvvkJyczMmTJzl58iRr1661d2lCCCFuQnfccQd79+4lMTFRgrUQYkg5xCwiPXqWSq+trSUoKIjly5czd+5ce5clhBBCCCHEgDlUwBZCCCGEEOJmd9NP0yeEEEIIIYQjkYD9PWcymWSlMiGEEEKIISQB+3tu165dVFdXYzQa7V0KHR0dtLS02LsMpFfU186fP8+ZM2fsXYa4yZw9exaTyWTvMoQQwmF9bwK2hKa+ysrKyMrK4tSpU/YuBYC33nqL8+fP271F/eDBg5w9e9auNfSw93WbmZnJ22+/zYYNG6ivr7drLQCnT59mx44d9i6jl55zZO9z5ShOnz7Nxx9/THFxMWaz2d7lOETjgRBCXO17EbDr6uooKyvj8OHDdg9vAGazmUuXLmE2m+364p+bm4u7uztBQUFotVq71QGQn59Pa2sr1dXVdp0q68KFC6xbt44jR47Q3t5u19DkCNfthAkTcHV1JT8/n5dffpmdO3faNTSVlpbywQcf8Pzzz5OTk2O3Ono0NjZy8eJFjh49Snt7O83NzVgsliE5tsVioaWlhbq6OnQ6HVu2bKGpqWlIjv1N/Pz8MJvNvPfeexQXF9u1ltOnT7N7924++eQTqqur7VqLEEJcyWHmwb4RGzZsoKSkBE9PTz766CNuv/12brnlFrvUkpeXR35+PjU1NTg5OZGamkpwcDDDhg3DxcVlyOo4duwYBw4coL6+nlGjRhETE4O/v/+QHf9KBoOBnJwcWltbiYiIQFEUVCqVXWoJCgrijjvuYPv27XR1dbFq1Sr8/PzsUosjXLczZ84kMTGRPXv2cPz4cfbt20dOTg7z5s1jypQpQ1rL0aNHrc+HSqXi1VdfJSEhgVWrVjF8+PAhraXHhx9+SHFxMa6urjQ1NTF9+nQSExOJiIjA19d3UI9tsVh49913aWtrIygoiNraWmbMmDGoxxyIkJAQ7r77bnbs2MGuXbvQarVERUWh0WiGtI79+/dz6NAhysvLCQ8PZ9q0aVgsFtTq70W7kRDiJnfTT9OXkZHBsWPHGD9+PBaLhaqqKkpKSvD39+fOO+9k4sSJg3r8K8OiTqfj5z//OX5+fqjVapydnTl16hRTp05lwYIFjB49Gjc3t0Gt50o7duwgIyMDd3d3QkNDSUlJITU1dcjfCI8fP866devQ6XRER0ezaNEixo8fP6Q1XOnixYt8+eWXnD17lsmTJ5Oenj7oYelq9r5u+1NWVsbevXspKSnBbDYTFRXFLbfcwqhRowb92Hq9np///Oekp6czZcoUmpqaOHXqFMXFxZw7d45ly5Zx55134uQ0dG0CGRkZHDx4kLFjx+Lj42P9oGg0Glm8eDHTp08f1A/NHR0dZGdnc/ToUY4dO8bEiRO5++67CQkJwcvLa8g/pF79wfjYsWO89957jB8/njVr1gzpudHr9axdu5a5c+eSmpqKWq0mNDQUJycnWltbOXnyJNOnT5ewLYSwm5s6YHd0dPD666+TkJDAlClT8Pf3p6SkhJycHM6cOcO5c+eYNGkSd955JyEhIYNy/I0bNzJ58mTGjx/Ptm3bKCgoYObMmYwbN47a2lrq6+v58ssvKSsr48c//vGQt0A1NTWxbds2srOzCQgIIDw8nNTU1CEPuMXFxWRkZFBRUUFQUBDR0dGkpqYSERExZDWYTCZrCOjo6GDTpk3s2bOH1atXc8sttwxZYLH3dXu1nTt3MmnSJAIDAwHIyclhz549NDU1YTabSU5O5pZbbhnUDyE7d+5k3759LF++nMmTJwPdz1Nubi5Hjx7l1KlTuLi4cOeddzJnzpxBq6NHW1sbL730EikpKUyZMoXAwEAaGxtpbGxk3759HDp0iFWrVjF//vxBDZZ6vZ7169dTUlKCRqOhoaGBhQsXMn36dLy8vPDw8ECv1w/Jt2MFBQV4eHigUqmIjIxEURSqq6vZuHEjHh4eLFmyhGHDhg16HQB79uzhwIEDLF26lISEhF63HTp0iOzsbObMmdPnNiGEGCo3dReR3Nxc1Go1KpXK2v1h9OjRjB49mtzcXHJzczl37hxvvvkmzz33nM2Pn52dzalTp7hw4QJ5eXm0tLQQGBhIbGwsnp6eeHp6MmzYMDw9PdmxYwd79+4lPj4ePz+/QQtzXV1ddHR00NzcjJeXFyEhIdx3332kpKSQkZFBYWEhdXV1FBYWsmTJElxdXQeljh4WiwWTycTo0aNZu3Yt2dnZ1tbb0tJSEhMTmTZtGl5eXoNax969ezGbzfj4+BAcHExkZCSLFi3C19eX7OxsVCoV06ZNw8PDY1DrAPtft1cqLy9n3759vPPOO6xcuZIVK1aQlJRk7TaSlZVFbm4uOTk5PP/887i7u9u8BpPJhEaj4dKlS736xHt4eDB9+nRCQkI4d+4cgYGBbNy4kdzcXH70ox8NareRM2fO4OHhgbOzs/WDR0BAAAEBAZjNZs6dO0dpaSlms3lQA7ZarcbLy4s1a9bQ0dFBUVER+/fv59ixY9x6662MGTOG2tpaampqmDdv3qD9PTc2NvK3v/0NJycnRowYgZOTE8nJyTg7OzN69Giqq6s5c+YMQUFBg96SbTabcXFxoa6urt8xFMOHD6esrIzGxkaMRqPdx58IIX6YbtqAXVNTw0cffURLSwtms5mwsLBerbKJiYnWwDJ27NhBqWHu3Lm4ubmRkZHByZMn6ezsJCwsrNeLvru7O+PHj6eoqIgjR45QVVU1qH2hP//8c06dOoVOp8Pf35+4uDimT59OdHQ0P/3pTzl06BAZGRkYjcZBD9dlZWWUlpZSWVmJj48PkydPZsyYMfzf//t/ycjIYMeOHbS1tVFQUMCjjz46aN1nOjo62Lt3L9XV1QQEBODk5MSwYcOYOHEiRqMRNzc3jh07xogRIxgzZsygtmQ7wnV7pcDAQBYsWEB+fj4HDhxg//79rFq1iunTpzN37lwSEhLYu3cvPj4+gxKuAZycnBg5ciTh4eF88cUXODs7Exsba22VNZlMJCQk4OvrS1hYGEVFRRw9epTAwMBBabmtqanh/fffp7GxEYDQ0FDGjRtnvT0iIoKYmBhKS0tpaWkhODjY5jX00Gq13HnnnahUKpycnAgPD2fUqFHk5ubyzjvvEBoailqtJjo6elD/ni0WC48//ji1tbWUlJSgUqn45z//yZgxY+jq6uLChQvk5+ej1WqZPn36oNUBoNFoCAsLY/jw4ezbt88a8nuuBaPRyOjRo+nq6pJwLYSwm5u6i0hRURHbtm2jqqqKoKAgYmJiSE1NHfIBURaLhYyMDDIzM3FxcWH48OHMnDmTlJQUANrb2/nyyy/ZtGkTf/rTnwbtDfnYsWN88MEHREdH4+3tzf79+/H09CQ4OJjp06eTlpZmrbezsxNPT89BqaPH7373O1pbW7FYLCiKQkdHh7WOiIgImpubycjIIDg4mMWLFw9qLWfOnMHFxYWioiJqamqs3Q/Gjx9PaWkpra2tuLq68uCDDw764D5HuW6vVF1dTW5uLoWFhZSUlDBixAhWrVrFmDFjgL79b21NURR27NjBe++9R0JCAikpKQQFBeHv789XX33Fli1b+M///E8CAwN5+eWX0ev1PPLII4P2t9RzjiorKwkODu51jnq6O/n5+bFmzZpBOT50zzJTVVVFbW0tbm5uzJ49G+h+rkpLS6murqawsBCDwcCPfvSjQQ36Op0OFxcXzGYzGo2GpqYm3N3dOX36NNA9n3pFRQUPPPCAtcV/sJjNZtRqNdu3b+f9999n8uTJ1q5WQUFBZGdn8+GHH/Kf//mfhIaGDmotQghxLTdtwL7yDf/AgQNkZGQA3V/jJiUlDdnX/T10Oh2tra1kZGSQm5tLQEAAkZGRTJo0iaqqKoqKioiKimLFihWDVsMf//hHIiIimDt3LiEhIezbt4/169fj4+ODl5cXkZGRpKamDskAut27d7Nv3z5SU1OJi4ujsbHR2h3B29ube++9l5iYGGBww5vBYEClUtHa2mr95kCn02EwGDCbzda+rfn5+Zw6dcp6jkJDQ21e09mzZwkMDLTWYc/r1mg0YjKZ+nxrUFRUxPHjx8nLy6OyspJbbrmF+++/f9BaAv/85z+TlpbG9OnTMZlMnDlzhs8++4ySkhIiIiJoamrCy8uLxMREVq5cSWtrKx999BEXLlxg7dq1+Pj42LSeng+EnZ2deHt7k5ubaz1HPS3oer2euro6/vVf/xVvb2+bHv9Kr776Kk1NTXR1dZGSksJtt93Wq8Ver9dbu9cMZut1T3eu2tpaa1emK69js9mMSqVCr9cP+iDuM2fOUFNTg6Io+Pj4oNFo2Lp1K6WlpURGRnLp0iVCQ0OJi4tj2bJlg1qLEEJ8k5suYPcMrOns7MRisRAbGwt0B4Zt27bx+eefExAQQFBQED/60Y8GvQXj/PnznDt3DpPJhNFoJCkpifb2djIyMrh48aK1C0JcXBwPPPDAoM3gUVtbyyeffIKPjw/33nsvAC+88AJz587Fx8eHf/7zn+h0OsLCwnj22WcHdXS9Tqfjf//3f/H392fhwoXWN+JLly5x7tw5MjMzcXNz4+GHHyYgIGDQ6oDuwVBFRUW4uLjg5+fHlClTCA8P77VPz+DHvLw83n33XSIjI3nwwQdt2sJvsVj485//TEFBAStXrmTp0qWA/a7bjIwMqqurmTp1KklJSb1uMxqNrF+/nuLiYmJiYnj44YcHpYbz58+zadOmXi3m4eHhtLW1UVJSQm5urrXP/OzZs9FoNOTl5ZGZmUlkZCSrV6+2aT1ms5mPP/6YY8eOERQUhKIoTJkyhfT0dOs50uv1BAcHk5KSwh133GHT418pMzPTOlBv5MiR+Pv74+7ujlqtJj8/n6CgoCEZAPvFF1+QnZ1NU1MT/v7+1NbW4urqypw5c0hJScHX13fIZurYvXs32dnZVFZW4uHhgVarJTAwkJUrV1JfX09hYSG+vr4MHz6cpKQkmUFECGFXN10f7F27dpGXl0dxcTHh4eEMGzaM6dOnExsbyx133EFKSgrbtm2jsbFx0ENKW1sbf//733F1deXSpUt4eXmRlZXFsmXL+MUvfkFWVhbbtm3DycmJ9PR0m4brqwfv9EzdVVlZSXV1NSUlJbi7u5OSkoJWq8Xf3x9fX1/S0tIG/Y3n4MGDtLa2AvTqb+7v709ycjJnzpwhJyeHurq6QQ3Y+/fv5/PPP8fd3Z36+nrc3d0pKChg8uTJTJ8+3RqgewZljR49mgkTJnDx4kWam5ttGrANBgNTp07Fw8ODPXv2sH//flauXElqauqQXLeXLl2ynguDwUBFRQWFhYU0NDRw5swZpk6dap2Oz2Qy4e/vbx0IOlhGjRrFokWLyM3Npbi4mP/7f/8vs2bNYtWqVUydOpXU1FQ6Oztxc3NDpVJRUlJCdnY2jY2NrF271ub1bNq0iaKiIsaNG4der6e8vJwPP/yQyMjIXucoLy+PvLw8WltbSU1NtXlf+a6uLg4cOMC4ceOsfc97tLe389VXX+Hu7s4dd9wxqN282tra2LBhA7fffjspKSkYjUY6Ozs5evQoH374IRcvXmT16tVDMvVoW1sb//znP5k/fz533303xcXFZGZmoigKUVFRjBgxgsTERMxm86CPLRFCiIG4qQJ2TU0NGzZsICUlhZUrV3L06FFyc3OprKxk4sSJTJ8+nWHDhvEv//IvtLS0DHo9n376KcOGDWPatGnExcXx2WefsX37dmsLaVJSEqmpqRw+fJjo6GibHbepqYmPPvqIKVOmkJycDHS37KekpFBaWkpoaCiZmZmEhoZa51gOCQkhLCysT2ulrRkMBs6dO0dZWRne3t68/fbbTJ8+3dqX12QyERwcbG3ZHyxms5mMjAxmzJjBxIkTGTZsGP/93//NkSNH6OzsJD8/n+nTp5Oammq9j1qtJjg4mKNHj9q8m0ZPq9+YMWOsfZ3XrVtnDdqjRo0atOu2uLiYzz//nPHjxzNx4kT8/Px44oknyMnJ4bPPPuPo0aNUVlYSHx/PpEmTqKur48KFC/j7+w/6h9S4uDjrc3Ly5EmKi4tZu3Ytq1atYtGiRb0GVg4fPpxRo0aRkpJi8xDV0NDAnj17WLZsGVOnTsVoNPLuu+8SEhLCmDFjMBgMtLa28sADD1BUVERGRoZ1BqFJkybZdJrH1tZWfH19aW5u7jM1opubG15eXhQXF9PR0TGoAfv48eOMHDmSUaNGWV/TLBYLPj4+aLVazpw5w5kzZ0hMTBy0Gnrk5OQQFRVFTEwMw4cPR6fT0dzczBNPPAF0rxSrVqsZPXr0oNcihBADcVMF7C+//JLExEQWLlxIREQEycnJPPHEE2g0Gg4ePEhRURFJSUnWbhGDqbm5mQsXLhASEsL48eOtyyjPmzeP0aNH09zcTFZWFmlpaaSnp9v02Dt27CAnJ4dLly5RVFRESkoKo0ePZuzYsYwcOdLaAnn06FEOHz5MU1MTx48ft3kd/XF2dubRRx8lNzeXbdu2kZ+fz8WLFxk3bhwpKSlcuHCBsrIyJk6cSFRU1KDVcfbsWYKCgvDz82PEiBFA9zLcP/7xjzl37py1Bf3MmTM88MADQHcIjo2Nxdvb26arO175bUNERAQRERHWmUJOnTrFCy+8wK233srdd989KNdtXV0dhw8fpqqqitLSUiZMmMDEiRNJSkoiKSmJnTt3sm3bNpqamti9ezdeXl7U19fz29/+1ua1QHeYbW1ttbaYa7VapkyZwpgxYzh27Bj79+/nvffeY9++fbzwwgvWKRxdXFyYMWPGoMwc0tzcTGRkJGq1GldXV0pLSzl69Cgvv/wyAFlZWTQ3NxMYGMiECROYMGECe/bsISMjg5CQEJv21w8ICLBeH1988QVJSUnWgYMmk4mgoCCKi4v7naLuRlw5FsJsNuPp6UlFRQVGo9G6j1qtJjw8nOnTp3P06FEuXLhAfHw8zs7ONq3lShaLBW9vbyorK9HpdNbrdMaMGYwdO5bOzk4OHjyIi4sLkZGR0oIthHAIN03A7ujowNnZmdbWVgIDA1GpVGzcuJHFixdz++23889//pOjR4/S0tJCUlKSzVveqqqqUKlU1pke1Go1Hh4eVFVV0dDQQFVVFUeOHOG1114DoKSkxNqNJSgoyGZ16PV6PD090Wq1tLS0cPbsWS5evEhsbCwpKSnWN+KxY8dy+PBhtmzZgo+PD2lpadZBhbZkMBjQaDRoNJpeb9CJiYkkJiaya9cuMjIyaGlp4cCBA2i1WoYPH85dd91l81quFBgYSH19PeXl5UyePJldu3YxYsQIZs2axZQpUygqKsLDw4NJkyZZ79Nzfm0Z/IuLi8nKymLq1Km9BpfGx8dbV/a8cOECZ86coba2lsjISJsdu0daWhrx8fF8/PHH7Nq1yxq0J06cyNixY7n11ltJS0tj9+7dNDY24uPjw5gxYwZtNojNmzfT3NzM+PHjmTp1qrWbkJ+fH/Pnz6eurg4XFxemTJnSa350lUo1aAuqBAcHY7FY2L9/P87Ozhw+fJg77riDsLAwOjo6UBSF/Px85s6da73PnDlzmDZt2g0FOkVRrDNz9LRIOzk5kZiYSE5ODrt27UKn0xEZGcnw4cOprKyksLCQ4cOH2/Q1rqKiApPJRFRUFCqVCo1GQ3BwMGPGjGH//v24uroyZswY6zcKBoOBsLAwjEbjoIZr6H6tDQwMJDo6mszMTEaOHEl2djavv/46APX19RiNRutgbiGEcAQOG7C7urp6dSHw8PBg2LBhnD9/nqKiInx8fDh79izPPvssvr6+BAQEkJqayoQJEwbla+1169YRHx/Pbbfdhru7O25ubowfP55PP/2UTz/9lMrKSlatWoWPjw9tbW00NzdTWFho8wFiLi4uLFmyxPoVrZeXF2fOnKGlpYXi4mImT55MSkoKsbGxPPfccxw/fpyQkBBGjhxp0zqgu49zTU0NXl5e+Pn5ER0dTWdnJ+Hh4dbV5W655RZr39W9e/fi5uaGwWCgvLzcZisD9gxwSklJsQYwFxcXFixYgNlsxmQyceLECWbNmgV0DwiNi4sjPT29z4qWNzpbxtXXbU5ODidPnqS2tpaioiKmTp1qDfAuLi4EBQUxadIkpk2bNijhGrqDqa+vLw8//DDp6el88sknfP7551RUVBAfH09CQgLDhg3jjjvuoK2tDQ8Pj0Htpx8ZGUlubi6XLl2yLlc/depUtFotra2tuLu74+7ubp1W0taMRiNGo5GOjg7rhwgXFxcSEhLIyMhg586d1NbWWr/ZKC8vJy8vj5iYmD5jBm60tbSkpIS8vDyam5utrdMLFy4kKiqKp59+mk8//ZSPPvqIkSNHWlusOzo6eP7552/ouFf78ssv2blzJwsXLmTVqlW4u7tbZ0F69913MRqNTJkyBT8/P/z9/a1deh566CGb1tHDbDZjMBhwdnZGo9EQHh5OcnIy7777LuXl5UyYMIGSkhL8/Pw4duwYhw8f5pVXXhmUWoQQ4rtw2FlEPvroI0JDQ5k4caI1iNXV1ZGTk8OMGTM4ePAgeXl5LF++HC8vL/bs2UNDQwOPPvqozVcS63nzeeyxx6wtPACdnZ1s2LCBL774AhcXF+6//34CAgK4ePEix44dY/z48SxfvtymtUB3q1djYyN79+7F1dWV1NRUdu/ezf79+wkMDGT48OGkpKQwYcIE6/62DkwWi4W//e1v5ObmkpiYSHNzM21tbYSHh6PT6Rg/fjxOTk5ERETg5+eHWq22TmNYVlZGQEAAY8aMITU19YZbjF966SWampqIiIggJSXF2ifUaDRapzJ7//330el0LFiwgNraWjZt2sQLL7xAWFjYjT8ZV+jvuj169CifffYZXV1dhIaGEh8fz9SpUzGZTBw9epRDhw7x61//ekiWu1YUBUVR2L9/P5988glOTk5MmDCBtLQ0oqOjh2zmhdbWVj777DMOHDhAaGgoYWFhJCYmotPp2Lt3L0lJSSxZsmRQjn348GFOnDhBS0sL0dHRLFy4EE9PTxRF4YsvvuCzzz7DYrEwfvx4NBoN7e3t1NTU8Nvf/tam4ways7M5cOAApaWlhIeH09TUhMViobm5mRUrVjB//nyam5tpb2/n4MGDKIpi7T5iy4GVZrOZ48ePc+rUKYqKirh06RKrVq1iwYIFGI1Gzp8/z44dO8jNzSUyMpL6+npGjRpFQkICCxcutFkd0L1iZFVVFWfPnsVgMKDVahk1ahSTJ09Gr9dTWlrK9u3be9USHR3NxIkTWbBggU1rEUKIG+GQAbu4uJhf//rX1kEtEydOZOLEidZZOMxmM7m5ubz77rvMmzePlpYW8vPzWbBgQa+vcG3BZDLx1FNPsXz5cqZNm2ad97a1tRWTyQTAqVOn2LVrl3XOXpVKxYgRI3j00UdtWsvVLl68yKZNm3Bzc2PJkiW0tbWRkZHB+fPnrV/vzpgxw+YhssfJkyd57733CAwM5I477qCpqYkzZ85Yg6NKpUKn0xEREYGPjw+enp7ce++9FBYWkpGRYf3q+0Y+FDU0NPDee+9x7tw5AgIC8PDwIDIykpSUFGurvV6v5+233yYnJwc/Pz/MZjNJSUncfffdtnw6vvW6zczM5LPPPsPf3x+VSoWnpyetra3MmzePefPm2bSWb9Oz+M+mTZv4+OOPWbBgAffdd59NQ76iKOh0OvR6Pb6+vtauEFc6f/48W7dupbq62nqfoKAgfvGLX9isjit98cUXHD58GCcnJ7y8vKznqOfDUFtbGw0NDXz11VccPHiQESNGMHz4cJKTk4mPj7dZHSaTiZ///OckJyeTlJREeHg4XV1d5OfnU1xcbJ1y7p577iE2Nha1Wk1HR8egzpHe0NBAXl4ep0+ftn5LuHLlSuLi4mhvb6e2tpbCwkL8/PyIiIiwTpFqK2azmXXr1lFaWoqzszM6nY6Ojg7c3NwIDQ1l4cKFjBo1itbWVmpqaigqKrLWMhjd34QQ4kY4ZMDuaaH9+OOPOXjwILGxscTGxjJx4kTrbBzt7e28//77HDp0iOHDhxMQEMDPfvYzm9fywQcfUF5ezr333ktERIR1++9//3vrqoRGoxGdTkdJSYm1lTIwMHDQ53iG7plVvvrqK4YNG0ZycjIuLi4cOXKEjIwM9Ho9a9asIS4ublCObTabOXXqFPv372f06NGkpaXh6+tLTU0NlZWVvP766yxduhSDwcDZs2cZNWoU9913n/X+mZmZ1v7hN6KgoICtW7cC3WFar9fj5+dnHVjp7+9PV1cXhw4dIjc3l7i4OObOnWvzFuOBXLfNzc188cUXVFVV4eTkxIgRI6xzYg+1ngDcs+DNT3/6U+tAP1v45JNPKCkpITQ01NpSbjKZiIyMRKvVotVqcXV1tfZvrq6uJigoiNDQ0D5zldtCa2srTz/9NMuXLycxMZGAgAAMBgOenp50dnbS1dVFdXV1r9UrW1tbCQoKsvlCOxkZGZw8eZKVK1f2CaplZWXWLhgmk4lVq1YxceLEQV1J8+rj5+XlUVBQwJkzZ0hISGDVqlWEhYWhUqkGrd/1xo0bOX/+PBMnTmTcuHEEBQVRWFjIoUOHqKuro7Ozk7S0NG655RY8PT1RqVTWbiRCCOFoHDJgw9dfZRcVFbFx40brQL74+HgmTpxISEgIbW1tVFVVYTAYCA8Pt/mgrOrqap5++mmefvppxo0bZx3gc+DAATZv3swTTzzByJEjB/1rdb1ej7OzMyqVqt9VD0+cOMFbb73FHXfcwbx586y3HzlyhKlTpw5qbV1dXWRmZpKZmcldd93FvHnzqKqqIiMjg/b2dn76059aB3ApijIog5DMZjOlpaXk5OQwefJkzp49y/bt2/Hy8iIoKIgpU6ZYl61Xq9XodLpBmyLw267bnvEBDQ0NuLq6otVqh6RryDc5evQoO3bsYP78+b2mLbwRPYsN5ebmkpaWhtls5tChQ8TGxnL+/HnGjx+Pu7u7dal4g8FgbYUcrFUjP/30U86fP8+yZcusM5hAd6DcvXs35eXldHR04OrqyqpVqwZtSsuuri7ef/99mpqaePjhh3vNFX+l/fv3s379embPns0999xj80WqepYc73ld6Xlt6fnvqVOnrN1Gzpw5w/Lly1m1ahVOTk42D/s9r7Vr165lwoQJfaYfPHDgANu3b0dRFBYtWsSkSZOGZP5tIYT4rhx2kKNKpUKlUhEXF8evfvUrsrKy2LhxIxUVFVRUVJCamkpsbCxxcXGD1rKza9cuXF1dqampYcqUKdbtGzduZMGCBQQEBAxJn9Xt27dTVVXFhAkT8PHxwc3NjbFjx9LW1oaPjw+JiYmsXbuWI0eOkJOTw8SJE3Fychr0cA3d8/LefvvtaLVa9uzZY12g5cCBA/z+97+3dv0YzPl6NRoNERERlJSUsG7dOlasWMFvf/tbtm7dyuHDh60DTlNSUhg/fvygvjEP9LodrBk6BspkMmEymWhra+PSpUtcuHChz4DPG+Hq6mrtglNeXs6yZctYuXIleXl5TJw40Towzdvbm88++4ywsDBaW1v5zW9+MyhTFep0OiwWC3q93hpoLRYLubm5fPXVV5w9e5Y5c+agVqs5ffo0mzdvxsfHp1cQt5We7ik1NTXf+No1adIkGhsbOXz4MB0dHdbuZ7bSs2iPl5cXBoMBV1dXzGYzWq0WRVGsM/40Njai0+nYvHkz+/bt449//KPNz9HGjRuZN28eo0aN6ve1omdKvnfeeYctW7YQGRk5aIOChRDCFhw2YPfoCSyzZ88mPT2djz/+mE2bNqHX6xkzZozNBzT26Hkjjo+PZ8eOHZw6dYoVK1Zw+vRpgoKCmDBhgs1mwfgmJSUl7Ny5E+ie/SIpKYkLFy7wxRdfMHLkSNrb2xk3bhxGoxGDwUBWVhaenp42X13um7i6upKQkEBhYSHZ2dkYjUZuvfXWQZ3n+mo9s4b4+PhQVFSEr68vq1evJjU1la1bt5Kfn09dXR2BgYGDvngK2O+6HQidTsexY8coLS2lvr6ejo6OQVkV0N/fnzlz5rB7926Ki4uJiopi1qxZNDY24ubmxunTp7nvvvtwdXWlqKiIYcOGDdr89T3fFhQXF3Ps2DGmTJnCuXPnePPNNxk9ejQPPfQQY8eOxc3NDQ8PDz744APMZvOg1OLk5ERcXBwHDhzg008/5bbbbut32XN3d3ecnZ3x9fWltrbWOv7DFkpKSli/fj16vZ6goCBmzpxJVVWV9ViBgYGUl5cTHh6OxWIhKirKOlOQrc9RSUkJBQUFBAcHU19ff80l4AMDA0lLS+PTTz/l4sWLErCFEA7N4QN2j565WVetWkV0dDTvvfcehw8fZvr06YPylXLPdHjR0dEcP36ckpIS/vSnP9He3s4jjzwyJP2robt1Nj09ncrKShoaGqioqOCuu+6irq6O5uZmnJ2d2b59O1FRUdZ5n7dt20ZUVNSQ9k3sGay4bt06jhw5Yu3HOhj6GywH3dfI6NGjOXv2LF988QUrV65kzJgx/PSnP+Xw4cNUVFQMSbi+uqahvG4HwmQyoVKpqKioQK1WM2nSJG699VabH0etVjNu3Dja2tpYv349ra2t3H333TQ1NfHVV19x2223WfvfJycnWwcNDwaLxcLo0aMJCQlh9+7dbNu2DS8vL2JjY7nlllt6DWD08vIiJiaG9vb2QalFpVIRGhpKbGws+fn5ODk5kZCQQHR0dK9p/5qamtDr9dTV1dl8oLJGo2HWrFkUFxdTWVlJaWkp999/P25ubmi1WusS9W1tbXh7e9PS0oK/v/+gnKOeWkpKSviv//ovpk2bxooVK/p0nVGr1QwfPhwvLy+MRuM1XweEEMIROGwf7G9SUlLChg0biI2NZcWKFYM++MdisXD8+HFOnDjB+fPnuXjxIitXrmTZsmWDetyrj3/8+HFqamqoqalh8eLFLFq0CLPZbA1LXl5enDx5El9f314LqAwVo9HIyZMn2bx5M6GhoSxfvpzhw4fb/Pzs2rXLOmiuZ97tK6citFgsbNmyhYaGBhYvXjxos6hcr6G+br/JpUuX0Gg0mM1m3N3dB3X1O71ez7Fjx9izZw8BAQG4u7uzf/9+Xn311SHvR3v27Fn279+PWq0mLCyM1NRUPD09rUGtqamJQ4cOsXfvXv7whz8MaoAzmUx88MEHZGRkkJSUxIQJExg5ciSxsbF0dnZy8uRJdu7cSUpKCosWLbL58a98XSsvL6e6upoVK1YM2evad6nlzJkzbNy4kblz5w7aPOlCCGELN03AtlgsWCwWVCoVBQUFfPjhhyxZssQ6eG0oNDc3c/z4cfLz8ykvL0ej0bBixQqmTZs25MevqKhAo9FYpw8E+h0AOdQUReHEiRO88847REZG8thjj9l0arFjx47xt7/9DTc3N0aNGkVkZCRlZWUkJyej1Wrx9/cnKiqKM2fOcOrUKcLDw5k9e7bdumQ4wnXrCNra2tiyZQtZWVlYLBbuuuuuQWk1v556ehbU0el0tLW14e7uzldffcWBAwe45ZZbSE9PH9QaFEWhq6uL0tJSMjIyOHv2rLVblY+PD/X19QQGBrJ27dpBrcPer2sDraWlpYWsrCy++uor/vjHPw55bUIIcT1umoB99uxZysvLaW9vp7Kykq6uLn75y1/apZbKykqOHz9OUVER5eXljB49mscff3xQ56j9tuOvWLFiUAZkfRetra0cPHiQpqYm7rnnHps+9q5duzhx4oS1BbZnnu9Tp05Z+197eHgQFBTE6dOnaWxsZMGCBSxevNguHz4c6bq1t5552g8ePMiiRYuYNWuWdWYee/rqq68oKCigoqICHx8fAgMDras4DoWeaT4LCgo4cOAAarUavV7PjBkzGDVq1JB9A+NIrytX1zJy5EimTZvGxo0bue+++4ZkALcQQtyImyJg6/V6iouL2bBhA/X19aSkpDB37twhHUTXn/z8fI4fP46Li4vNFy25nuOXlpZSXl7Oj3/8Y+bMmTPkdfSnZwXFwfjQUVBQwPHjx6murqaqqoqpU6eybNkyLBYLHh4enDlzBp1OR3NzM6dPn+aWW26x6QwZA+Wo1609FRcX89577/H/t3fn8VGV9/7AP7Nl35MJCdlZQghZSFiysK9FESWARQpVqvUi1ZZ6td7Wen9tva3t7WKtile9baWoVQEDSFgUEMIeSMhKVrInZCH7OjOZmfP7gzunhEwwkDOTBD7v14uX5syZ+T5zcjLzmWee5zkKhQIbNmzApEmTRvRbF71ej7q6Ouzbtw+2traIi4tDcHCwxSZb3o7RaIRcLkdTUxNcXV0hk8lG5JuX0fS6YmpLWVmZuEb2T37ykxFpCxHRnRgTARu4MTayp6dHXN3DGit4DIVOp0NfX5/Veq/N1c/IyEBWVhZWr14NX1/fEWmHten1emRkZCAzMxM1NTVoaGjA6tWrxbGqpnV9BUEY0YlQo/W8HSmCIOD69ev44IMPUFNTg9dee80ia6PfCdPEvZ6eHklX6hjLRtPriqktmZmZSEpKum9e44hobBszAZtuz9KXUR6tWlpa+o3ZtLe3x5o1a/qtW06ji1arxcWLF6HT6ax+iXi6M6PpdWU0tYWI6JswYNM9oaKiAhkZGeKY59DQUDz++OMjfkEXGpxpSAQREdG9Zsysg010O8HBwQgODkZubi4yMjJQWVk54iuq0O0xXBMR0b2KPdh0z9FoNGhqaoK/v/9IN4WIiIjuQwzYREREREQS4ne0REREREQSYsAmIiIiIpIQAzYRERERkYQYsImIiIiIJMSATUREREQkIQZsIiIiIiIJMWATEREREUmIAZuIiIiISEIM2EREREREEmLAJiIiIiKSEAM2EREREZGEGLCJiIiIiCTEgE1EREREJCEGbCIiIiIiCTFgExERERFJiAGbiIiIiEhCDNhERERERBJiwCYiIiIikhADNhERERGRhBiwiYiIiIgkxIBNRERERCQhBmwiIiIiIgkxYBMRERERSYgBm4iIiIhIQgzYREREREQSYsAmIiIiIpIQAzYRERERkYQYsImIiIiIJMSATUREREQkIQZsIiIiIiIJMWATEREREUmIAZuIiIiISEIM2EREREREEmLAJiIiIiKSEAM2EREREZGEGLCJiIiIiCTEgE1EREREJCEGbCIiIiIiCTFgExERERFJiAGbiIiIiEhCDNhERERERBJiwCYiIiIikhADNhERERGRhBiwiYiIiIgkxIBNRERERCQhBmwiIiIiIgkxYBMRERERSYgBm4iIiIhIQgzYREREREQSYsAmIiIiIpIQAzYRERERkYQYsImIiIiIJMSATUREREQkIQZsIiIiIiIJMWATEREREUmIAZuIiIiISEIM2EREREREEmLAJiIiIiKSEAO2BIqLi7FlyxZs2bIFv/71r0e6OfetHTt2YMuWLfjss8/u6H7nzp3Dli1b8F//9V8WaZelH9+cn/3sZ9iyZQuysrIke8w//elP4nmenZ09pPv09fWJ96mvrx9yrbv5XQ71OCcnJ2PLli343//93yE/9p26m2M1WjQ3N4tt7+npAXD3f1tERPcrBmwJpKeni/9fXV2N69evj2Br7l8BAQGIjIzE+PHj7+h+Hh4eiIyMxOTJk8VtLS0t2LJlC44fP37H7XjllVfwzjvv3PbxLS0sLAyRkZFwcXGR5PE6OjpQUlIi/pyRkSHJ40ppJI6zOSNxrG4956R2t39bRET3K+VIN2CsEwQBmZmZAAA/Pz/U1tYiIyMDK1asGOGW3X+WLFmCJUuW3PH9wsLCEBYW1m/bzR+a7kRlZSWuX7/eL4iYe3xLe+KJJyR9vMuXL0MQBPEcz87Ohl6vh1I5el5CRuI4m2PtY2XunJPa3f5tERHdr0bPu+MYVVxcjI6ODri6umLFihX429/+hvT0dDFg5+fn4y9/+QsUCgX+9Kc/wd7eHsCNr2FffvllAMCvfvUr+Pj4IDMzE1999RXq6uogl8sRGxuLdevWwc7ODgDw/vvvIyMjA+vWrUNNTQ0yMjLwwgsvICQkBCUlJThw4ACqq6shk8kwYcIErFu3Dj4+PmJbMzMzkZycjJaWFgQEBGDTpk14/fXX0d3djf/8z/+Ev7+/uN/t2nGrkydP4pNPPkFYWBjmzJmDlJQUNDc3w9fXFxs3bkRISMg3tr+mpgb79u1DZWUlNBoNJk2ahMceewzjxo0T6zQ2NiI5ORmFhYUQBAEBAQFYtWoVpkyZAuDG19jnz5/H4sWLsX79ely7dg2/+tWvIJfL8bOf/QyffvopKisr4eLiglWrViExMRHAjaEF//jHP+Dv74///M//xG9+8xtUVVUBAHbt2oVdu3bhzTffhK2tLc6ePYuvv/4ajY2NcHBwQHR0NJKSkmBvb489e/bg6NGjAIDs7Gxs2bIFzz77LLq6uvo9vklaWhqOHTsmHufAwEA8+OCDCA8PBwDU1dXhl7/8JWxtbfGLX/wCH374Ia5evQpHR0esWbMGcXFxg56XP/vZz9DS0oKtW7di+vTp4u8oKioKS5Yswa5du9DQ0IBx48bhe9/7HgICAm57nps+cCxcuBDHjx9HfX09rly5gujo6H77ZWVlITk5Gc3NzfDz88P69evNPt6dnmPAjb+Zffv2obi4GL29vfD19cWqVasQERFh9vcIAL29vfjkk0+QlZUFlUol/s5v1dXVhb1796KwsBBtbW3w8fHB6tWrERkZedvjcrfH6sCBA0hJSUF0dDR+8IMfALgxnOa5554D8K/XBIPBgCNHjiAtLQ0tLS2wtbXFlClTkJSUBLVaPeg519LSIv6+p02bhn379uHBBx/E8uXLv/E4mnPr3xaAIb3mEBHdrzhEZJhMX//GxMQgOjoaSqWy3zCRsLAwODk5wWAwoKCgQLxfTk4OAMDf3x8+Pj7IysrCu+++i+rqasydOxcTJ07E6dOn8de//lW8j6kH7MKFC7hy5QomT54MlUqFuro6vPHGGyguLsbs2bMRHByM3NxcvPXWW+jr6wMA1NfX4/3330djYyPGjx8PT09P/M///I84xlKhUADAkNpxK1O7qqurkZKSgsTERAQHB6O6uhrbt28X2zBY+5ubm/HHP/4Rubm5CAsLQ2JiIgoKCvD666+jt7cXANDe3o7//u//RmZmJnx9fREREYHS0lK88cYb/b6Ov5lKpQIAGI1GvPfeewgLC8PMmTPR0tKCf/zjH6isrDR7v9mzZ8Pd3R0AMHnyZCxevBgKhQLnzp3Dzp070dbWhsWLF8Pe3h6pqan4+OOPxX0nTJgAAPDy8sLixYuhVqvN1jh69Cj+/ve/o6amBpGRkZg0aRJKSkrw5ptviueG6XjpdDq899578PLyQkhICNra2vDBBx/c0VAk02PV19fjo48+wpQpU+Dh4YHa2lr8z//8DwRBGPS+7e3tuHr1KmQyGWJiYhATEwNg4NCH+vp6vPfee2hoaEBISAj8/PzMnjd3c4719fXhjTfewMWLFxEYGIjZs2ejoqIC77zzDq5duzbo/T755BOkpaVBLpcjJiYGBQUFuHDhQr99jEYj/vKXv+DMmTNwdXXFsmXL0NbWhnfeeQdlZWWDPrY5Qz1WQ3XgwAF88cUXUCqVmD9/PqZMmYKMjAz88Y9/hF6vH/ScM/2+r1+/jn379iEoKAjOzs53fRxvNZTXHCKi+xkD9jAIgoDLly8DAGJjY2Frayv2PpreUE1v7ACQm5sr3tcUombPng3gxhspAKxcuRLr1q3Ds88+Cz8/P+Tm5oq9qXL5jV9Xc3Mz/t//+3/Ytm0b/P39UVBQALVajcTERGzYsAFbt26FUqlEU1MTqqurAQCpqakwGo3w9fXFT3/6Uzz99NNYtGiRGKxkMtmQ23ErU7u6u7uxdetWrFixAtu2bYOtrS06OzvFiXaDtf/YsWPo7e3F1KlT8dRTT2HDhg1YsGAB2tracPbsWQDAsWPH0NXVhcDAQLz00kt4+umn8eCDD0Iul+PYsWO3bRcALF++HA8//DC+973viT3ep0+fNnu/ZcuWiT3nMTExWL9+PZRKJQoLC+Hr64tHHnkESUlJ+M53vgPgRmAUBAHR0dFiL6Cp99bX13fA4/f29uKLL74AAGzcuBFbtmzBj370IyxcuBCCIGD//v392i8IAmbOnIlNmzbh+eefh4eHBwRBQF5entn23+5YNDY24vvf/z7Wr1+PH/7whwBu/D5uF65MQx4mTZoEZ2dnxMbGAoA49MHk1KlTMBqNCAgIwAsvvIAnnnjC7FCpuznHqquroVAoEBgYiGeeeQabNm1CaGgoDAaD+Ld0q66uLrE3efPmzdi0aRN++tOfDhiqkZOTg6qqKtjb2+PHP/4xVq9ejY0bN8JoNOLw4cODHpfhHKuhMn0oX79+Pb797W/j3/7t37BhwwYsXboUvb29g55zpt93XV0dnn76aTz//PNISEi4q+M4WLu+6TWHiOh+xoA9DMXFxejs7ISzs7M4sWrGjBkA+o/hnTlzJgAgLy8PgiBAo9GgqKhIvE2r1aKmpgYAoFar0draitbWVgQGBgIASktL+9WdOnVqv8lrixcvxi9/+Us8/vjj4pu4k5MTAKCtrQ0AUFtbCwCIiIgQe6tvHWJwp+24lbe3txgobWxsEBQU1K/2YO2/evUqAGD8+PFiTT8/v363FRcXAwCmTZsmfhhYtWoVtm/fjq1bt962XQD6fT0fGhpqtl3f5Mknn8Qvf/lLzJ8/H3q9Hs7OzgBu9K52d3cP+XHKysqg0+kA/OsDFvCv86S2tnZAGDN9SJPL5eJwjvb29jtqPwC4u7sjODgYwI3fl2nI0u0ey/Rh0XRuBwYGwsvLCxqNBleuXBH3M507U6dOFX9HpvuY3O05NmHCBPzyl7/Ez3/+cwA3jrmbmxsAoLW11ex96urqYDAYAED84KtUKhEVFdVvP9M55uPjg+7ubrS2tsLb2/u27RnMUI/VUJmGW7z33nv48MMPceHCBcTExGDZsmXi+Xc7Tk5OmDZtmvjz3RxHc4bymkNEdD/jGOxhMIVonU6H3/zmNwAgfj1qGiaiVqsRGhoKZ2dndHR0iNsNBgMmTJgAT0/Pfm9s5pYOu/UN69aVIVpaWrBr1y4UFBRAo9H0u83UQ93V1QUAcHR0FG+7+f8BiMNFhtqOW5nCmolpPK2p9mDtNw0DOX78+IBVO0w1TW1zcHC4bRsGc/P9bG1tAeCOQjFwY8xpcnIyqqqq7qo30sR0PFQqFWxsbMTtpoAiCALa2trEkAr0/13dPPTlTt36Ozf15g42RMQ05AG48fs5c+YMgH8du4yMDPHDi+l53Xysb/193e05ptfrkZycjEuXLqGjo8P8k7uFqT0KhaLfcR6sTeXl5fjpT3/a77bu7u4hT1C8k2M1VI8++ih6enqQk5ODM2fO4MyZM5DL5ViwYAHWr1/f7xwx59a/tbs5juYM5TWHiOh+xoB9l4xGo7h6yM29cjczrSZimsSVmpqK3NxcNDY2AgBmzZoFoP8b/tq1awdMEvL09Oz3881DH4AbvVsVFRWYNm0ali1bBltbW2zfvr1fsDUFq5tD5a3B907bcatbH6+zsxPAwDf5W9tvqhsfHz+gx9MUht3c3NDY2Niv/Xq9Ht3d3ZDL5d/Ym9fZ2Sm239TOofQA3nz/t956C1qtFsuWLUN0dDQ6Ojrw/vvvD/kxTExBuq+vDzqdTgx/NwceR0fHfmF0pGRkZIiBydyY75tXyDA9r5vbbToHTO72HNu/fz+OHz8OLy8v/OAHP4CzszMOHDiA/Pz8Qdtuao/BYOh3nAdrU0BAAB5++OFBH++b3MmxMgXjm8cr39ou03N49tln0dnZiZKSEhQUFODcuXM4ceIEJk6cKL6GDObWv7W7OY7mDOU1h4jofsYhInfJNDxEqVTiL3/5C9577z3xX1JSEoD+w0RMwTE7Oxt5eXmQyWTiNltbW3FIhEKhQFRUFKKioiCTyWAwGG7baysIAioqKgAA8+fPx9SpU+Hk5CS+0Zne8E1LeOXl5Ylfm9862Ws47QBujOU1TQprb28Xx9N+0woVpklaGo1GrOnq6gqdTid+MDCtRJKXlyf23B47dgwvvfQS3nvvvds+PgBcunQJwI0PRqaxy9/ULlObAODatWvQarUAbowdnjx5stjzbnpc4F9j2U37DvZ8Tb39N09+M50vwcHBA74NGCmm9j3wwAP9zvHt27fD3t6+39AH07lz5coV8XicP3++3+Pd7TlWXl4O4MZQn+joaAQGBoofVAfryffx8REDpml8sUajET8Ym0ycOBHAjXM2PDwcUVFRCAwMRG9vL2xsbKBUKtHb24uDBw/i4MGD/X7vd3usTB/uamtrxb/HWy8KpNPpcPToUezdu1ccz71x40YkJCQAuPH3BgztnBvOcbzVUF9ziIjuZ+zBvkumMBQeHj5gabEZM2Zg7969A4aJuLi4iCtXhIWFwdXVVbzPypUr8f777+Pzzz9HTU0NNBoNLl++DCcnJ7zyyiuDtkMmk8HHxwf19fU4dOgQysvLcfHiRUyaNAlXr17FiRMn4Orqirlz5+LkyZOoq6vDb3/7W6jVarOTke62HcCNnup3330X06ZNQ3FxMQwGAzw8PAaMeb3VkiVLcO7cOWRlZeGtt96Cq6srMjIyoNVq8eyzz8Lf3x/Lly/H6dOnUVNTgz/84Q9Qq9VIT0+HTCbDgw8+eNvHB25MaKytrUVTUxNqamqgUCgwf/78Qfc3rSLy9ddfo7m5GYsWLYJcLofRaMSHH34IZ2dn5ObmwtvbW1w+cNWqVeJ41uLiYvz973/HnDlzBjy2vb09Hn74YXz22Wf46KOPUFBQgK6uLly5cgUKhQJr1qz5xudjDe3t7eIYZNNkPRPTWOa0tDRx6MOcOXNw4sQJ1NbW4ve//z28vLzEIAb8K3jdzTk2fvx4lJSU4NKlS7C1tUV+fj7c3d3R1NSE3NzcAUEeuBFio6OjkZmZiZ07dyIvLw/l5eWwtbVFV1eX2J6oqCj4+/ujpqYGv/3tbzFx4kRcuXIFTU1NWLFiBcLCwtDT0yNOTI2Pjx/wAehOj5VpLkF7ezveeOMN+Pj4oKysDEqlUhx+ZGNjg/T0dFRUVKCiogLBwcHo6urCxYsXoVQqxSUEh3LO3clxNM1RGMxQX3NG+oI/REQjiT3Yd8FoNIq9TbcOaQBuTN4y9Y6agrhMJuv3xnvrV7szZszA008/DV9fX6SlpeHKlSuIjIzEiy++KIa9wXzve99DUFAQamtrkZmZiXXr1uE73/kOPDw8UFFRgbq6OgQEBGDz5s3w8PBAXV0d2tra8NRTT4mPYZr4OJx2uLi4YMOGDSgpKUFraytCQkLw7//+7+JjD0atVuPFF19EeHg4SkpKcOHCBXh7e+PZZ58VQ4STkxNefPFFREZG4tq1a8jJyUFISAi2bdsmTmC7nSeffBJNTU2orKyEl5cXtm7detsLcyxbtgy+vr7o7e1FQUEBnJ2d8fjjj8PT0xPZ2dmoqanBs88+i4ceegh2dnbIzs5Gd3c3ZsyYgalTp0Iul+PKlSuD9iouXrwYjz/+OHx8fJCRkYGrV68iPDwcL7zwgrjKyUgzDXnw8vISJyHe7OZvZfR6Pfz9/fH444/D3d0d1dXVaG5uxtatW8Ux46bgeDfn2KpVqxAVFQWtVovTp08jIiICP/zhDzFhwgR0dHSgsLDQ7P02btyIyMhIGAwG5OXlYcaMGeIHK1N7FAoFfvzjHyMhIQFtbW04ffo0BEHAunXrsHr16gGPaW7c850eKy8vLzz55JPw9vZGeXk5GhoasGXLFvHDuqltP/zhD5GYmIi6ujocPXoUWVlZmDhxIn784x+L3wQM9ZwbznG81VBec4iI7mcygd/n3Re6urpQX1+Pvr4+TJ06FcCNFRJ+//vfQ6lU4o033hCD0J0yd4GP0eDmi/n8+c9/vusJkkTAjSsmvvbaa3jrrbf6TZokIiK6FYeI3CdMF3Mxrdfs5eUl9q5/61vfuutwTXS/SE9PR1BQEMM1ERF9Iwbs+0RQUBB+9KMf4dChQ+JqBF5eXlixYgUWLFgw0s0jGtVMEzA3bNgw0k0hIqIxgENEiIiIiIgkxEmOREREREQSYsAmIiIiIpIQAzYRERERkYQYsImIiIiIJMSATUREREQkIQZsIiIiIiIJMWATEREREUmIAZuIiIiISEIM2EREREREEmLAJiIiIiKSEAM2EREREZGEGLCJiIiIiCTEgE1EREREJCEGbCIiIiIiCTFgExERERFJiAGbiIiIiEhCDNhERERERBJiwCYiIiIikhADNhERERGRhBiwiYiIiIgkxIBNRERERCQhBmwiIiIiIgkxYBMRERERSYgBm4iIiIhIQgzYREREREQSuicC9o4dO7Bjx46RbgYRERER0dgP2FlZWbh27RquXbuGrKyskW4OEREREd3nxnTANhqNOHPmjPjzmTNnYDQaR7BFRERERHS/G9MBOycnBx0dHeLPHR0dyMnJGcEWEREREdH9bswG7Ft7r03Yi01EREREI2nMBmxT77UgCOI2QRDYi01EREREI2rMBmxT77VMJjN7G3uxiYiIiGgkjMmAnZmZ2W/stYkpbLMXm4iIiIhGypgM2GfPnv3GffLy8qzQEiIiIiKi/sZkwHZ2dv7GfeLj463QEiIiIiKi/mTCzbMEx6jXXnsNAPDyyy+PcEuIiIiI6H6ntEaR48eP49133x309p/+9KeYMWMGACA1NRXJyclobGyEWq3GmjVrsHDhQms0k4iIiIho2KwSsGfNmoWAgIAB20+dOoVTp04hMDAQAJCWloa3334bK1euRExMDDIzM7F9+3bY2NggMTHRGk0lIiIiIhoWqwRsFxcXuLi49Nt2/fp1pKamYsuWLVCr1QCA5ORkREREYPPmzQCA6OhoVFVVYe/evQzYRERERDQmjNgkx/fffx8RERGYO3cuAECn06G8vBzh4eH99gsPD0dFRQW0Wu1INJOIiIiI6I6MSMAuLCxETk4OnnjiCXFbd3c3BEGAk5NTv31NK4Z0dXVZtY1ERERERHfDKkNEbrV7927ExcXBx8dH3DbYlRdNF48xGAzf+LjFxcXSNJCIiO4boaGhI90EIrrHWD1gt7a2Ijc3F88//7zkj30PrDhIRERERGOc1QN2WloaZDIZoqKi+m2Xy82PVjGFZoVC8Y2PPWXKlOE3kIiIiIhoGKw+BjsvLw/+/v5wdHTst93R0REymWzAWGvTz7fuT0REREQ0Glk9YFdWVsLPz2/AdhsbGwQHByM/P7/f9oKCAgQGBsLOzs5aTSQiIiIiumtWDdg6nQ4NDQ3w9/c3e3tSUhLy8vKwc+dO5OXl4eOPP0Z2djaSkpKs2UwiIiIiortm1THYLS0tEAQBnp6eZm9PSEjAc889h+TkZBw6dAhqtRpbt24V18omIiIiIhrtrBqwfXx8sHv37tvus2DBAixYsMBKLSIiIiIiktaIXcmRiIiIiOhexIBNRERERCQhBmwiIiIiIgkxYBMRERERSYgBm4iIiIhIQgzYREREREQSYsAmIiIiIpIQAzYRERERkYQYsImIiIiIJMSATUREREQkIQZsIiIiIiIJKUe6AUQknQ8y0/HfJ09AIbfcZ2eD0YjHY2fg5QWLLVaDiIhoLGPAJrqH7Lh8CSGTgxEwzttiNVo7OvC39IsM2ERERINgwCa6hyhkcri7OGGcl7vFasjlN+oQERGReXyXJCIiIiKSEAM2EREREZGEGLCJiIiIiCTEgE1EREREJCEGbCIiIiIiCVl1FRGNRoNPP/0UZ8+eRU9PD3x9ffHss88iJCRE3Cc1NRXJyclobGyEWq3GmjVrsHDhQms2k4iIiIjorlktYOv1erz66qtoaGjAY489Bh8fH1RUVMDNzU3cJy0tDW+//TZWrlyJmJgYZGZmYvv27bCxsUFiYqK1mkpEREREdNesFrCPHDmCkpIS/OEPf0BwcDAAIDIyst8+ycnJiIiIwObNmwEA0dHRqKqqwt69exmwiYiIiGhMsNoY7LNnz2LatGliuL6VTqdDeXk5wsPD+20PDw9HRUUFtFqtFVpJRERERDQ8VuvBvnbtGqZNm4Z3330XmZmZ6O7uxvTp0/H9738fbm5u6O7uhiAIcHJy6nc/Z2dnAEBXVxdsbW2t1VwiIiIiortitYCt0+lw6dIlrF27Fv/xH/+B2tpa/P3vf8ef//xn/OpXv4LRaDR7P5lMBgAwGAzfWKO4uFjSNhONNb0ajVXq9On7+PdG94zQ0NCRbgIR3WOsuorI/Pnz8dhjjwEAJkyYAI1Gg/fffx9Xr16Fu7v7sB9fEIRhPwbRmGbFvwH+vREREZlntYCtVCphb2/fb5tpvHV1dTU8PT3N3s/0Jq5QKL6xxpQpU4bZSqKxzf7sSavUUSlV/HsjIiIahNUmObq5uaGpqanftr6+PgCAjY0NHB0dIZPJ0NXV1W8f08+Ojo7WaSgRERER0TBYLWBHRkYiNzcXnZ2d4rbc3FwAQEhICGxsbBAcHIz8/Px+9ysoKEBgYCDs7Oys1VQiIiIiortmtYC9Zs0aqFQq/PrXv0ZGRgZOnDiBXbt2Yc6cORg/fjwAICkpCXl5edi5cyfy8vLw8ccfIzs7G0lJSdZqJhERERHRsFhtDLaXlxd+/etfY8eOHXj99dehUqkwd+5cPPHEE+I+CQkJeO6555CcnIxDhw5BrVZj69atmDt3rrWaSWNcXV0P3njjCpRKy312FAQgPl6Nhx8OtFgNIiIiGrusuoqIv78/Xnnlldvus2DBAixYsMBKLaJ7zVtvFqC6yoDQ0OGvSjOYvj4DXv5ZBgM2ERERmWXVgE1kaQqFDBMmuiNxjuXCr1arx4ED+d+8IxEREd2XrDYGm4iIiIjofsCATUREREQkIQZsIiIiIiIJMWATEREREUmIAZuIiIiISEIM2EREREREEmLAJiIiIiKS0KDrYBuNRvT19cFgMEAQBAiCAJlMBrlcDoVCAaVSCbmc+ZyIiIiI6GYDArbBYEBvby/q6upQVFSEmpoadHV1QafTwdbWFi4uLggKCsKUKVPg7e0NW1tbBm0iIiIiov8jBmxBEKDValFRUYHjx4+jrKwM9vb28PPzg4+PD+zs7NDb24v29nacOHECR48eRXh4OBYuXIiAgAAolbwoJBERERGRmIr1ej3OnDmDEydOYOLEidi6dSuCg4MHBGdBEKDT6VBcXIxTp07hgw8+wMqVKxEXF2f1xhMRERERjTZietZqtbh48SKeeOIJhIaGDnoHmUwGW1tbREZGIjw8HDk5OTh27BgDNhERERERbgrYjo6OeO655+Di4gLgRk+1wWCA0WiE0WgccEdT0J4+fTomTpxovRYTEREREY1iYsCWyWRiuAaAzs5O5Ofno6GhAVqtFoIg9Lujvb09Hn744QH3I7qfVbUUYtfF30Mht9ycBKMgIGHiQ0ic9IjFahAREdHdM5sCent7sWfPHly5cgUuLi6ws7MbsI+Dg4PFG0c01vztzE/RJWvFeO9gi9XQaHvwp6PfZ8AmIiIapcwGbL1ej9LSUjz77LOYMGGCtdtENGYp5SoE+U5B+MRZFqvR2d2K7IIzFnt8IiIiGp5BF7B2cnKCn5+fNdtCRERERDTmme3BtrGxQWRkJC5cuIAZM2ZALpdDJpP120cmk5kdOkJEREREdD8zG7BVKhUiIiLwv//7v0hNTYVarR6wHraDgwM2btw45EJ6vR4bNmwYsD06OhqvvPKK+HNqaiqSk5PR2NgItVqNNWvWYOHChUOuQ0REREQ0kgad5Pj555/DYDCIK4To9fp++/T19d1RoY6ODgDAypUrERQUJG738PAQ/z8tLQ1vv/02Vq5ciZiYGGRmZmL79u2wsbFBYmLiHdUjIuvr69Cjo7TT4nVcJjlD5cyrxxIR0ehk9h3KYDCgqakJzz//PMaNGydJoba2NgBAQkICpkyZYnaf5ORkREREYPPmzQBu9G5XVVVh7969DNhEY8CF5y6jOasNctWg0zuGzaA1Qj3bHXP/brmJpERERMNhNmDL5XK4u7tLur51e3s7AMDV1dXs7TqdDuXl5Xj00Uf7bQ8PD8dnn30GrVYLW1tbydpDRNLrrOxB5HenwX2Sm8VqtBS3ouTLUos9PhER0XCZ7WZSqVSIjo7G0aNH0dbWhu7u7gH/enp67qiQqQd7sIDd3d0NQRDg5OTUb7uzszMAoKur647qERERERGNhEGHiJSVlaGqqgrnzp2Dm5vbgEmOjo6O2Lp165ALtbe3Qy6X4/3338fly5fh4OCA+Ph4bNiwATY2NmYvxw5AXL3EYDB8Y43i4uIht4fuTe3tHXBxdbR4HUEQzJ5vXd1dcIW7xesbDQaz9Xs1GovXBoA+fZ/Z+jqd1ir1tVot/95JMqGhoSPdBCK6xww6RMTZ2RmRkZGD3vFOl+hra2uDIAhwc3PD5s2bUVhYiJSUFOh0Ojz99NN31upB3Ho5d7ofWe8cMHu+WfEUNF9/hJ+/FY10fSIiosGYDdh2dnbYtGmT+LMUb2Tz5s3D1KlTERcXBwBYtGgRtFotjh8/jieffBJyuflJUabaCoXiG2sMNnmS7h+urt1Wybgymczs+eZU4mRmb+nJFQqz9e3PnrRKfZVSZbZ+qU2dVerb2try752IiEatQde50uv10Gq10Ov1MBgMA0K2aSLkULm6ug7Yf8qUKTh79ixaW1vh4uICmUw2YKy16WdHR8t/7U9ERERENFyDjsHOy8vD4cOH0dTUZHb8s4uLC1599dUhF9qxYwdaW1vxm9/8RtxWU1MDhUIBd3d3KBQKBAcHIz8/v9/9CgoKEBgYyKtGEhEREdGYMOiFZg4cOABfX18sXLjQbLgdypCNm82ePRtvvfUWPvroI8TGxqK0tBRff/01li1bJj5WUlISXn/9dezcuROxsbHIzs5GdnY2tm3bdhdPjYiIiIjI+swGbEEQoNPp8MQTT0ClUklSaP78+dBqtTh06BAOHz4MDw8PPPLII1i7dq24T0JCAp577jkkJyfj0KFDUKvV2Lp1K+bOnStJG4iIiIiILG3QVUTGjx+PlpYWeHh4DNpbPdjExMEsW7YMy5Ytu+0+CxYswIIFC+7ocYmIiIiIRotBVxGZP38+du3ahdjYWKjV6gEhW6lUIigoyCqNJCIiIiIaKwad5Hjt2jWUl5ejrKxMvNjLzZydnfGrX/3K4g0kIiIiIhpLzAZsrVaL1NRUJCQkYNq0abC1tR2wz51OciQiIiIiuh8Mug62XC5HUlLSgEukExERERHR4MzOUlQoFAgMDERtbS10Op14sZmb/+n1emu3lYiIiIho1DPbPa1SqTB16lR88skniIyMhJeX14AhISqVCtHR0VZpJBERERHRWGE2YGs0GiQnJ0Mmk+HEiRNm7+js7MyATURERER0CzFgC4IAvV4PlUoFR0dHvPTSS7edyGhaA/vm+xERERER3e/EgN3X14f09HTExsbC1tYW48aN+8Y7GwwGdHd348qVK0hISLBoQ4mIiIiIxgIxYOt0Ohw7dgxlZWVYtGgRPD09oVQqoVAo+q2Dbeqx1ul0qK+vx4kTJ9Da2sqATURERESEmwK2o6MjnnnmGXz22Wd48803MW3aNISGhiIoKAgODg6Qy+UwGAzo7OxEeXk5ioqKUFpaitDQUDzzzDMj+RyIiIiIiEYNMWDLZDJ4e3vjmWeeQXZ2NlJTU5GTkwODwQAAsLGxgU6ngyAIsLW1RVBQEB5//HFMnTrV7JUeiYiIiIjuRwNWEVGpVJg5cyZmzJiB1tZWVFVVobOzE319fbC1tYWrqyuCgoLg7Ow8Eu0lIiIiIhrVBr1Mo0wmg4eHBzw8PKzZHiIiIiKiMY3XQSeie8bhvMP4/PLnkMvMXqRWEnqDHj9e8mNEBURZrAYREY1tDNhEdM946sOnoZ4WATsHJ4vVaG24horkF/D1tqMWq0FERGMbAzYR3TOUCiUCw6Lg7O5lsRo1JVegKrtusccnIqKx7xsDtiAIEARhwHaZTMbVQ4iIiIiIbjFowNbr9ejt7YVWq4VGoxkQsuVyOfz8/CzeQCIiIiKiscRswNbr9cjJycH+/fvR3t5utqfa2dkZr7766l0VNRgMePHFF1FTU4O//e1vcHFxEW9LTU1FcnIyGhsboVarsWbNGixcuPCu6hARERERWZvZgK3RaHD48GEEBwcjOjoadnZ2A/ZRqVR3XfTgwYOor68fsD0tLQ1vv/02Vq5ciZiYGGRmZmL79u2wsbFBYmLiXdcjIiIiIrIWswHbaDSit7cXmzZtGlaQNqelpQWff/455s2bhxMnTvS7LTk5GREREdi8eTMAIDo6GlVVVdi7dy8DNhERERGNCWYXi1UoFPDw8EBvb6/ZCY7DsWPHDsyZMwf+/v79tut0OpSXlyM8PLzf9vDwcFRUVECr1UraDiIiIiIiSzAbsFUqFWJiYnDw4EG0tLSgu7t7wL+enp47LpaTk4OsrCysX79+wG3d3d0QBAFOTv3XrzVdkr2rq+uO6xERERERWdugkxwLCwtRVVWFy5cvw9PTE0pl/10dHR2xdevWIRfS6/X429/+hqSkJLi6ug643Wg0mr2faYKlwWD4xhrFxcVDbg/dm9rbO+Di6mjxOoIgmD3furq74Ap3i9c3Ggxm6/dqNBavDQB9+j6z9XU663zTpNVqzdbXD+F1Qgo9PT18vbmHhIaGjnQTiOgeYzZgy+VyODs7IzIyctA7mpv4eDtffPEFdDodVq5ceWctvANSD2ehsch654DZ882Kp6D5+iP8/K3IfH1rtcn89QGIiIiAQQK2nZ0dNm3aBEEQYDAYYDQaIQgC5HI5FAoF5HKzI0sGdf36dXz++ed45plnYGNjY3afwR7T9CamUCi+sc6UKVPuqF1073F17bZKxJLJZGbPN6cSy12i+2ZyhcJsffuzJ61SX6VUma1falNnlfq2trZm6ysV1rk4rYODI19viIhoUIO+GxkMBnR1daGsrAz19fXo6+uDvb09AgMDERgYCHt7+yEX+fLLL6HT6fDmm2/izTff7HfbU089hXnz5uGZZ56BTCYbMNba9LOjo+W/9iciIiIiGq5Bl+mrqanBzp070draKvYemy6bHhISgk2bNsHNzW1IRVasWIGEhIR+206dOoVDhw7h//2//4dx48bBxsYGwcHByM/P77dfQUEBAgMD73hIChERERHRSLjthWacnJywceNGjB8/HiqVCr29vSgpKcGRI0dw5MgRPPbYY0Mq4uXlBS8vr37brly5AgAICgoSr+SYlJSE119/HTt37kRsbCyys7ORnZ2Nbdu2Dec5EhERERFZjdmAbTAYUF1dje9///sICQkRtzs5OSEyMhJyuRx79+6VvDEJCQl47rnnkJycjEOHDkGtVmPr1q2YO3eu5LXIMvRdbch998eQK82PtZeKW+gsBD34tEVrEBEREd0NswFbEATo9XqzwzJkMhmcnJyGfeGXhx9+GA8//PCA7QsWLMCCBQuG9dg0cq5+/if0ladj3ISpFq2Tu/1ZBCz9LuQ2HDpEREREo4vZgG26kmNmZiZcXV2hUCggk8kgCAJ6e3uRk5MDHx8fa7eVxgIZ4DrOH0GRsy1aJvfEAYs+PhEREdHdMhuwbWxsEB8fjwMHDqCiogJ+fn6wsbFBb28vKisr0dDQYPZqjERERERE9zuzAVulUiExMRE2NjY4e/Yszp49C0EQoFAoEBgYiE2bNiEiIsLabSUiIiIiGvXEgC0IAoxGo3jBF5lMhlmzZmHWrFkwGAzo6+uDjY2NeLvBYBjSxV+IiIiIiO4nYsA2GAwoLCzE+PHj4eLiIi6jN+gdlUpMmzbN4g0kIhordM3N0Fy7ZvE6zlOmQDbIVXGJiGjkiQG7t7cXn3zyCVavXo2wsDDs3Lnztnd0dnZmwCYiuknW449D39wM2f9902cJfVoNxq9/DJNeesliNYiIaHjEgO3g4IAf/ehHcHV1hUqlwrZt26BSqQbcQSaTwWAwwGg0WrWhRESjXVd1FeY9shoqe3uL1agtKkJrTbXFHp+IiIZPDNgKhQLjxo0DAGi1WhQVFWHhwoUDQrbRaERdXR2ysrIQEBBg3dYSEREREY1y/b7HFAQBnZ2daG5uxpEjR9DS0oLOzs4B/6qqqnD+/PmRajMRERER0ajVb5m+np4evPHGG+jr60NPTw/efvttyGSyfncwGo3QaDT9LqFOREREREQ39AvYdnZ2eOqpp1BWVoZ9+/Zh1qxZUCoHLpXt7OyMyMhIqzWSiIiIiGis6JeeFQoFxo8fD09PT+j1esyZM2fAGGxBEKDT6XD9+nW4ublZs61ERERERKOe2bWkbG1tsWDBAhgMBnR1dfUbf93R0YGioiK8++671m4rEREREdGoZ/ZS6YIg4Pr16zh8+DAqKirQ2dkJlUoFQRDQ19cHg8HAMdhERERERGaY7cHWaDRISUlBTU2NeDGZuLg4REVFwdXVFTNmzMB3v/tdqzaUiIiIiGgsMNuDrdfrUVlZiU2bNsHHxwd5eXlYtGgRXFxc0N7ejs8++wxlZWXw8PCwdnuJiIiIiEY1sz3YpomMLi4uAG5MftTpdJDJZHBxccHixYtx/PhxqzaUiIiIiGgsMBuw5XI5XF1dUV5eDgBwdXVFSUkJtFottFot9Ho9Ojo6rNpQIiIiIqKxwOwQEZVKhWnTpuHgwYPw8/NDaGgoDhw4gIaGBqhUKuTl5fEy6UREREREZpgN2DY2NliyZAk8PDzg5uaG+fPno729HWlpaQCAoKAgrFq16o4K6XQ6fP755zhz5gza2towfvx4rF69GnPmzOm3X2pqKpKTk9HY2Ai1Wo01a9Zg4cKFd/fsiIiIiIiszGzANhqNqKmpQUJCAuTyG6NI1q9fj0cffVRcG7uyshJ+fn5DLvT+++8jLS0NGzduhJ+fH9LS0vDGG2/A3t4esbGxAIC0tDS8/fbbWLlyJWJiYpCZmYnt27fDxsYGiYmJEjxdIiIiIiLLGjAGu7e3F01NTXj//ffR2tqK3t5e8Z9pDHZlZSX27Nkz5CJarRanTp3Cww8/jBUrViAyMhLf//734e3tjZMnT4r7JScnIyIiAps3b0Z0dDQ2b96MyMhI7N27V5InS0RERERkaf16sHt7e7Fnzx709vZCo9Fgz549Ay6VrtfrUV9fDycnp6EXUSrx5ptvwtXVtd92R0dHtLe3A7gxhKS8vByPPvpov33Cw8Px2WefQavVwtbW9o6eHBERERGRtfUL2EqlEiEhIaioqIBcLkdvby/6+voG3CkoKGjA2OnbUSgU8PHxEX/W6/XIzMxERUUFNm7cCADo7u6GIAgDgruzszMAoKuriwGbiIiIiEa9fgFbpVJh7ty5iI2NhV6vx4YNGyQPtRs2bIBerwcALFq0SJwsaTQaze4vk8kAAAaD4Rsfu7i4WKJW0t1qbm6GlzUKCQJKSkogU/U/P9vbO+Di6miF8oLZ862ruwuucLd4faPBYLZ+r0Zj8doA0KfvM1tfp9Napb5WqzVbXz+E1wkp9PT0mK0vDPI6JrWuri6+3kkoNDR0pJtARPcYMWALgoDe3l7Y2trC3t4ejz76KPR6vRiGbyWTyeDg4HDHBX/zm99Ap9MhKysLx48fR2VlJUJCQu7+GdxEEARJHoeGwYq/AkEQgAG/c+s1wOz5Zu3nP3DjyNa3IvP1rdUmwWx9q1UXzNcnIqLRQQzYvb292LFjBxYtWoSgoCC8//77t72jo6Mj/u3f/u2OC06YMAEAEBYWhsLCQnzwwQd49dVXxdVKbmV6E1EoFN/42FOmTLnj9pC0hDRPoKvM8oVkMoSGhkJuY9dvs6trt1VCjkwmM3u+OZUMfW7CcMgVCrP17c+etEp9lVJltn6pTZ1V6tva2pqtr1SYXRhJcg4Ojmbr1w7yOiY1Z2dnvt4REY1i4ruRTCaDu7s7bGxsIJPJ4Onpeds72tvbD7mITqdDfX09vL29YWf3r0A0btw4XLhwAcCNwC6TydDV1dXvvqafHR0t/7U/EREREdFwiQHb3t4eGzZsEG94/PHHYTQaodPpxPHRMpkMcrkcKpVq0B5nc5qamvDCCy/gySefxAMPPCBur66uhpubG4AbF7cJDg5Gfn5+v/sWFBQgMDCwXzAnIiIiIhqtzH6fKggCNBoNKioqkJubi9bWVmi1Wjg4OMDb2xvR0dHw9/cf0rANABg/fjxCQ0Oxa9cu2NrawsfHB2lpaSgpKcHTTz8t7peUlITXX38dO3fuRGxsLLKzs5GdnY1t27ZJ82yJiIiIiCzMbMDu6+tDamoqjhw5AmdnZ3h4eEClUqG1tRUlJSU4e/YsNmzYgOnTpw+50Msvv4zdu3dj9+7d6OjowPjx4/GjH/0I8+bNE/dJSEjAc889h+TkZBw6dAhqtRpbt27F3Llzh/1EiYiIiIiswWzA1mq1OH/+PB555BHMnz9f7KkWBAGdnZ3Yu3cvDh06dEcB29HREZs3b8bmzZtvu9+CBQuwYMGCIT8uEREREdFoYnYgtSAIMBgMmDt3br9hIDKZDI6OjpgzZ86AyYhERERERDRIwJbL5VCr1WhtbYXBYBCXyhMEAX19fWhvb0dgYKBVG0pERERENBaYHSJia2uLWbNm4bPPPsOiRYvg6+sLpVKJ3t5elJSUID09HcuXL0d7ezuAG4HcdElzIiIiIqL7mdmArdFosH//fmi1Wly9ehXAjeEhpp5suVyOv/71r+LPLi4uePXVV63UZCIiIiKi0WvQHuyHHnpoyGtdq1QqSRtFRERERDRWiQFbEATodDqoVCqoVCrMnj37G+9sa2tr0cYREREREY01YsDWarU4evQopk+fDrVajUOHDt32jnZ2dnjwwQct3kAiIiIiorFEDNh6vR65ubkIDAyEu7s7srOzb3tHJycnBmwiolFEEACjYPk6iqGNHiQium+JAdvJyQkvv/yyeMOvfvUrGI1GGI1GKJU3dhMEAXq9HgqFYsjjs4mIyDrm/UceLhS0AzLL1RCMwMcvheGx+Z6WK0JENMaZneRoWu+6trYWPT09mDZtGoAbl1C/ePEiAgMD4efn1+8iNERENLLSCtvx63+fCYXCcgn7THoDzuV3MGATEd2G2W5og8GAnJwcvPvuu7hy5Uq/7ZmZmXjvvfdQVFRktUYSEREREY0VZgO2RqPB119/jbi4OKxdu1bcbm9vj+9///sIDw/H0aNHrdZIIiIiIqKxwmzANhqNaGlpwcyZMwcMA7GxsUF0dDQaGxut0kAiIiIiorHEbMCWyWRwdHREXV0ddDodDAYDjEYj9Ho9ent7UVtbCwcHB2u3lYiIiIho1Bv0So6RkZE4ePAg2tra4OfnB6VSiZ6eHpSWliIzMxPz58+3dluJiGi0EgRUHvkr2oouWbSMsU+HyGffhNLBxaJ1iIiGw2zAVqlUWL58OXQ6HU6cOAGdTgdBECCXy+Hk5IR58+ZhyZIl1m4rERGNUgZtD3Lf+SEiF66yaJ368nyUJv8ZUzb9wqJ1iIiGw2zAlslkcHBwwKOPPoqHHnoIjY2N6O3thYuLCzw9PWFnZ2ftdhIR0Sgnk8kRFDnbojU0Xe0WfXwiIimYDdjAv9bCNhgMcHBwgEwmg7e3NxQKBXp7e2FnZweZzIJXMyAiIiIiGoMGvdBMd3c3Tp06hbS0NLS1tUGlUuEnP/kJZDIZ9u/fj29/+9twdXW1dnuJiIiIiEY1swFbp9Ph5MmTOH36NOLj4+Ht7Y39+/cDuDF8pKOjA1999RUeffTRIRfS6/U4cOAAUlNTcf36dXh7e+Phhx/GokWL+u2XmpqK5ORkNDY2Qq1WY82aNVi4cOHdP0MiIiIiIisaNGBfvnwZ69atw6xZs9DR0YH9+/dDLpfD3d0dS5cuxRdffHFHhd5++21kZGRg/fr1CAoKwqVLl/DOO+9AqVRi3rx5AIC0tDS8/fbbWLlyJWJiYpCZmYnt27fDxsYGiYmJw3+2REREREQWNugQkZ6eHgQGBg64TSaTwcnJCb29vUMu0tTUhLNnz2LTpk146KGHAACRkZG4cuUKvvzySzFgJycnIyIiAps3bwYAREdHo6qqCnv37mXAJiIiIqIxweyFZhQKBdzd3VFSUiJeaAaAeKGZiooKuLm53VGhNWvWYPbs/rPLfX190dbWBuBGr3l5eTnCw8P77RMeHo6Kigpotdo7qkdERERENBLM9mArlUqEh4fj4MGDaGpqgo+PD/R6PUpKStDW1ob09HQsXrx4yEW8vLywYcOGftv0ej2Ki4sxbdo0AEB3dzcEQYCTk1O//ZydnQEAXV1dsLW1vaMnd78yGgHBwjXkMoCLyBARERENNOiVHJcuXQqtVovz58+jr68PgiBg3759cHJyQmJi4rCv5Lh37150dHQgKSkJAGA0Gs3uZ1oK0NSLfjvFxcXDatO9IKNMhyff60Cf3rIRO8zfBh9udYajXf8vQZqbm+Fl0cr/RxBQUlICmar/h6729g64uDpaobxg9nzr6u6CK9wtXt9oMJit36vRWLw2APTp+8zW1+ms802TVqs1W18/hNcJKfT09JitLwzyOia1rq4u8693lv5k/X/a2toG1DdqewDBOg1obm6W9PU+NDRUssciIgJuMwbbaDQiKSkJDzzwABoaGqDVauHg4IBx48YN+0IzmZmZ2L17NzZt2mR2nPfdEqz04j6aZVX0IX66Nx5cJN1xNee371xGt1aAg+0tx9yKvwJBEMy8oVuvAWbPN2s//4EbR7a+FZmvb602CWbrW626YL6+tQgYePyt2Z6Rfv5ERN/EbMDu6enBe++9h/Xr18PPzw8TJkyQrGBVVRX+/Oc/Y/78+Xj44YfF7XK52eHg4ouoQqH4xseeMmWKNI0cw7yv1ELWaPleTJlcjkmTJsHHXdVvu5DmCXSVWbw+ZDKEhoZCbtP/w56ra7dVQo5MJjN7vjmVOJnZW3pyhcJsffuzJ61SX6VUma1falNnlfq2trZm6ysVg147S1IODo5m69cO8jomNWdnZ/Ovd7Imq9R3d3PDlCkh/bYZNN0os9K4MS8vL77eE9GoZvbdwNSDXVFRAY1GI17R8eZ/er3+jou1trbitddew4QJE/DMM8/0u83R0REymQxdXV39tpt+dnS0/Nf+RERERETDNegY7FmzZiE1NRXV1dUICAgYMMFQpVIhOjp6yIU0Gg1+97vfwd7eHj/5yU+gVPYvbWNjg+DgYOTn5/fbXlBQgMDAwGEPSyEiIiIisgazAVuj0YgXkmlpaUF6evqAfZydnYccsI1GI/7yl7+gqqoK27ZtQ319fb/bfX194eDggKSkJLz++uvYuXMnYmNjkZ2djezsbGzbtu1OnxcRERER0YgwG7AdHBzw0ksvQalUDjqRZLAx0+Z0dXWJIf1Pf/rTgNt/+tOfYsaMGUhISMBzzz2H5ORkHDp0CGq1Glu3bsXcuXOHXKtX14tfpfwKLd0tQ77P3QjyCMJPvvUT2Cht+m039Pai+L//G0YLr+bgMCEEwU8+BZnSOmNOiYiIiGhoBqQzvV4PnU4HR0dHKBQKqFSqAcM57pSLiwt27949pH0XLFiABQsW3HWtQ3mH8FHeHvhNm37XjzEU+84ewpKpSxA/Ib7f9rov9qPr+DH4hoQMck9plH55BN6Ll8Bx0iSL1iEiIiKiOyMmZ0EQoNPpkJ+fj7S0NHR0dMDNzQ2zZ8/GtGnToFKpbvc4o4qTszsmRs3+5h2Hof5K7qC3Obi5wT9sqkXrVxQVWfTxiYiIiOjuiOM8DAYDsrOz8fe//x0tLS1wc3NDa2sr/vnPfyItLW0k20hERERENGaIPdharRanTp1CVFQUNm/eDJVKBa1Wi4MHD+LLL79EXFzcmOrFJiIiIiIaCWIPttFoREtLC2bNmiUGaRsbG8TFxaGnpwctLZadNEhEREREdC8QA7YgCNBoNHB2dhZvlMlksLe3hyAI6OvrG5EGEhERERGNJda5ri8RERER0X2i3/p7giCgt7e33+XKe3p6xP/evF0mk/Hy5UREREREt+gXsPV6PXbv3g0bm39dPMVgMECv1+Of//xnv0mOjo6O+PGPf2y1hhIRERERjQViwFapVIiNjTW7U0BAwIBt9vb2lmsVEREREdEYJQZse3t7fO973xvJthARERERjXmc5EhEREREJCEGbCIiIiIiCTFgExERERFJiAGbiIiIiEhCDNhERERERBJiwCYiIiIikhADNhERERGRhBiwiYiIiIgkxIBNRERERCQh5TfvIg2dToeCggLk5eUhLy8PSUlJmD179oD9UlNTkZycjMbGRqjVaqxZswYLFy60VjOJiIiIiIbFagH7008/xYEDB8SfDQbDgH3S0tLw9ttvY+XKlYiJiUFmZia2b98OGxsbJCYmWqupRERERER3zWoBe926dVi1ahUqKirw2muvmd0nOTkZERER2Lx5MwAgOjoaVVVV2Lt3LwM2EREREY0JVhuD7eDgAHd3dzg6Opq9XafToby8HOHh4f22h4eHo6KiAlqt1hrNJCIiIiIallEzybG7uxuCIMDJyanfdmdnZwBAV1fXSDSLiIiIiOiOWG2IyDcxGo1mt8tkMgDmx2zfqri4GNeuXRv0saRkNBpRVVUFD71Hv+2dDQ2wFQSr1K+oqIDqlud6/XoPBMHZ4vUFoxGlpaXocOn/Ga25uRleFq8OQBBQUlICmcq23+b29g64uJr/lkTa8gKKi4sHbO/q7oIr3C1e32gwmK3fq9FYvDYA9On7zNbX6azzTZNWqzVbXz+E1wkp9PT0mK0vWOG1B7jR4WCuPiz/0gMAaGtrG1DfqO0BrPDaB9x4nTH7/O9SaGioZI9FRASMooAtBUEQIFjpBV6AYLaeteqbapmvb6VjYO54W+/p36g94Hhb9/gP3Gi18oPUH+Hnb0Xm61urTeZfa6xW3YqvdWbrY+DxH+nXPiKi0WTUBGy53PxoFdOLqEKh+MbHmDJlCvK68yC/avmRLwq5AkFBQZgyYUq/7TVZmWj/v153S5LL5QgJCYHjpEn9tntfqYWs0fK9mDK5HJMmTYKPu6rfdiHNE+gqs3h9yGQIDQ2F3Mau32ZX126rhByZTIYpU6YM2O5U4mRmb+nJFQqz9e3PnrRKfZVSZbZ+qU2dVerb2tqara9UWOclzcHB0Wz92kFex6Tm7Oxstj5kTVap7+7mhilTQvptM2i6UWaF1z4A8PLyMv/8iYhGiVEzBtvR0REymWzAWGvTz4NNjiQiIiIiGk1GTcC2sbFBcHAw8vPz+20vKChAYGAg7OzsBrknEREREdHoMWoCNgAkJSUhLy8PO3fuRF5eHj7++GNkZ2cjKSlppJtGRERERDQko2YMNgAkJCTgueeeQ3JyMg4dOgS1Wo2tW7di7ty5I900IiIiIqIhsXrADg0Nxe7duwe9fcGCBViwYIEVW0REREREJJ1RNUSEiIiIiGisY8AmIiIiIpIQAzYRERERkYQYsImIiIiIJMSATUREREQkIQZsIiIiIiIJMWATEREREUmIAZuIiIiISEIM2EREREREEmLAJiIiIiKSEAM2EREREZGEGLCJiIiIiCTEgE1EREREJCEGbCIiIiIiCTFgExERERFJiAGbiIiIiEhCDNhERERERBJiwCYiIiIikhADNhERERGRhJQj3YBbpaamIjk5GY2NjVCr1VizZg0WLlw40s0iIiIiIhqSURWw09LS8Pbbb2PlypWIiYlBZmYmtm/fDhsbGyQmJo5084iIaIy5cuUKTp06hejoaMycORM2NjYj3SQiug+MqoCdnJyMiIgIbN68GQAQHR2Nqqoq7N27lwGbiIju2P79+wEAJ0+eRFpaGuLi4hi0icjiRs0YbJ1Oh/LycoSHh/fbHh4ejoqKCmi12hFqGRER3Qt6e3tx8uRJbN++HefOnYNOpxvpJhHRPWrUBOzu7m4IggAnJ6d+252dnQEAXV1dQ3ocuUwOmdzyT0uukEMmkw3YLpPJIZNZvr5MLgfM1JfLALmZ7VJTyGQwV0UmU8D8LdKSyRXmn79CBrnc0vVlkA9yjsllCosffxlkUMgVZm9TyOTmDovEDZBBMcgxlitlFq8vkwHyQb57UyiUZs8LaesP/vuXKcyfl1LXh2KQ379cZvZ1SdL6ECBXmKkhk934u7Q42f/9u3sM2kRkaTJBEISRbgQANDc345lnnsGTTz6JBx54QNz+1Vdf4X//93+xfft2eHt7m73va6+9Zq1mEhHRPSYgIADf/e53R7oZRHQPGTU92MMRGBg40k0gIqIxSqkcVdORiOgeMGpeVQb7ytXUwa4Y5CtRANi0aZNF2kRERGPb7b7htLe3Fyc9EhFJadQEbEdHR8hksgFjrU0/Ozo6jkSziIjoHnNzsOZqIkRkCaMmYNvY2CA4OBj5+fn9thcUFCAwMBB2dnYj1DIiIroXMFgTkbWMmoANAElJSXj99dexc+dOxMbGIjs7G9nZ2di2bdtIN42IiMag1atX4+TJk5g+fTqDNRFZzahZRcTEdKn0hoYGqNVqJCUlYfHixSPdLCIiIiKiIRl1AZuIiIiIaCy7J5bpIyIiIiIaLRiwSaTX63lFMyIiIqJhYsAm0bFjx1BbW4u+vr4Ra0N3dzfa29tHpPb9OFqqrKwMRUVFI90MGgWKi4uh1+tHuhlERPcEBuxb3I8hCwAqKiqQmpqK3NzcEW3H3//+d5SVlY1IT/rZs2dRXFxs9bo3s/b5d/jwYfzjH//Ap59+iuvXr1u19s2uXLmCI0eOjFh9E9Pxv99eB65cuYI9e/agpKQEBoNhRNowkh/siYikxoB9k8bGRlRUVODChQsjEvAMBgNaWlpgMBis/maTlZUFBwcHqNVqqFQqq9Y2ycvLQ0dHB2pra62+lNa1a9fwwQcf4OLFi+jq6hqRgDUS519kZCTs7OyQl5eH119/HV9++eWIBKzy8nJ88skn+PnPf47MzEyr1weA5uZm1NXV4dKlS+jq6kJbWxuMRqPF6hmNRrS3t6OxsREajQb79u1Da2urxerdjru7OwwGAz766COUlJRYvf6VK1dw/PhxfP7556itrbV6fSIiqY2qdbBH2qefforS0lI4OTlh165dePDBB7F06VKr1M7JyUFeXh7q6+uhVCoRHx8Pb29v+Pr6wtbW1qK109PTcebMGVy/fh0TJkzAlClT4OHhYdGat9LpdMjMzERHRwcCAgIgCAJkMpnV6qvVaqxevRqHDh1Cb28v1q1bB3d3d6vVB0bm/Js/fz6mT5+OEydOICMjA6dOnUJmZiaWLFmCWbNmWbS2yaVLl8TnLZPJ8NZbbyE6Ohrr1q2Dn5+fVdoAAJ999hlKSkpgZ2eH1tZWzJkzB9OnT0dAQADc3Nwkr2c0GvHhhx+is7MTarUaDQ0NmDt3ruR1hmLcuHF47LHHcOTIERw7dgwqlQrBwcFQKBQWr3369GmcP38elZWV8Pf3R0JCAoxGI+Ry9v8Q0djFZfr+T0pKCtLT0xEREQGj0YiamhqUlpbCw8MDjz76KKKioiStd3OA1Gg0ePHFF+Hu7g65XA4bGxvk5uZi9uzZWL58OSZOnAh7e3tJ69/qyJEjSElJgYODA3x8fBAXF4f4+HirvMECQEZGBj744ANoNBpMnjwZK1euREREhFVqm9TV1eHrr79GcXExZs6ciXnz5lkkWJlj7fPPnIqKCpw8eRKlpaUwGAwIDg7G0qVLMWHCBIvV1Gq1ePHFFzF37lzMnj0bra2tyM3NRUlJCa5evYpHHnkEjz76KJRKy/YFpKSk4OzZswgNDYWrq6v4ga+vrw8PPfQQ5syZI/kH3e7ubqSlpeHSpUtIT09HVFQUHnvsMYwbNw7Ozs5W+YB56wfZ9PR0fPTRR4iIiMDmzZstfty1Wi22bduGxYsXIz4+HnK5HD4+PlAqlejo6EB2djbmzJnDsE1EYw4DNm680W3fvh3R0dGYNWsWPDw8UFpaiszMTBQVFeHq1auYMWMGHn30UYwbN06Sert378bMmTMRERGBgwcPIj8/H/Pnz8e0adPQ0NCA69ev4+uvv0ZFRQUef/xxq/Rstba24uDBg0hLS4Onpyf8/f0RHx9vtaBbUlKClJQUVFVVQa1WY/LkyYiPj0dAQIBF6+r1ejFIdHd3Izk5GSdOnMCGDRuwdOlSiwcda59/t/ryyy8xY8YMeHl5AQAyMzNx4sQJtLa2wmAwIDY2FkuXLrXIh40vv/wSp06dQlJSEmbOnAngxvHIysrCpUuXkJubC1tbWzz66KNYtGiR5PUBoLOzE3/6058QFxeHWbNmwcvLC83NzWhubsapU6dw/vx5rFu3DsuWLZM8cGq1WuzYsQOlpaVQKBRoamrCihUrMGfOHDg7O8PR0RFardZi32Ll5+fD0dERMpkMgYGBEAQBtbW12L17NxwdHbFq1Sr4+vpapDYAnDhxAmfOnMHDDz+M6OjofredP38eaWlpWLRo0YDbiIhGOw4RwY3xx3K5HDKZTBwaMXHiREycOBFZWVnIysrC1atX8be//Q0vv/zysOulpaUhNzcX165dQ05ODtrb2+Hl5YWwsDA4OTnByckJvr6+cHJywpEjR3Dy5EmEh4fD3d1d0rDX29uL7u5utLW1wdnZGePGjcOmTZsQFxeHlJQUFBQUoLGxEQUFBVi1ahXs7Owkq30zo9EIvV6PiRMnYtu2bUhLSxN7dMvLyzF9+nQkJCTA2dlZ8tonT56EwWCAq6srvL29ERgYiJUrV8LNzQ1paWmQyWRISEiAo6Oj5LVNrH3+3ayyshKnTp3Czp07sXbtWqxZswYxMTHisJHU1FRkZWUhMzMTP//5z+Hg4CBZbb1eD4VCgZaWln5j3h0dHTFnzhyMGzcOV69ehZeXF3bv3o2srCx8+9vflnzYSFFRERwdHWFjYyN+yPD09ISnpycMBgOuXr2K8vJyGAwGyQO2XC6Hs7MzNm/ejO7ubhQWFuL06dNIT0/Ht771LUyaNAkNDQ2or6/HkiVLJP0bbG5uxjvvvAOlUomgoCAolUrExsbCxsYGEydORG1tLYqKiqBWqy3Sk20wGGBra4vGxkazcx78/PxQUVGB5uZm9PX1jdjcECKiu3HfB+z6+nrs2rUL7e3tMBgMGD9+fL8e2+nTp4tBJzQ0VJKaixcvhr29PVJSUpCdnY2enh6MHz++35uMg4MDIiIiUFhYiIsXL6KmpkbycdFfffUVcnNzodFo4OHhgalTp2LOnDmYPHkynn/+eZw/fx4pKSno6+uzWLiuqKhAeXk5qqur4erqipkzZ2LSpEn4r//6L6SkpODIkSPo7OxEfn4+tmzZIulQme7ubpw8eRK1tbXw9PSEUqmEr68voqKi0NfXB3t7e6SnpyMoKAiTJk2ySE/2SJx/N/Py8sLy5cuRl5eHM2fO4PTp01i3bh3mzJmDxYsXIzo6GidPnoSrq6uk4RoAlEolQkJC4O/vj6NHj8LGxgZhYWFib61er0d0dDTc3Nwwfvx4FBYW4tKlS/Dy8pKsR7e+vh4ff/wxmpubAQA+Pj6YNm2aeHtAQACmTJmC8vJytLe3w9vbW5K6JiqVCo8++ihkMhmUSiX8/f0xYcIEZGVlYefOnfDx8YFcLsfkyZMl/xs0Go3YunUrGhoaUFpaCplMhn/+85+YNGkSent7ce3aNeTl5UGlUmHOnDmS1gYAhUKB8ePHw8/PD6dOnRKDvel329fXh4kTJ6K3t5fhmojGHA4RAVBYWIiDBw+ipqYGarUaU6ZMQXx8vMUnWBmNRqSkpODw4cOwtbWFn58f5s+fj7i4OABAV1cXvv76ayQnJ+P3v/+9pG/u6enp+OSTTzB58mS4uLjg9OnTcHJygre3N+bMmYPExESxjT09PXBycpKs9s1+/etfo6OjA0ajEYIgoLu7W6wfEBCAtrY2pKSkwNvbGw899JDk9YuKimBra4vCwkLU19eLwxMiIiJQXl6Ojo4O2NnZ4Xvf+57FJv2N1Pl3s9raWmRlZaGgoAClpaUICgrCunXrMGnSJAADx+pKRRAEHDlyBB999BGio6MRFxcHtVoNDw8PnDt3Dvv27cMf//hHeHl54fXXX4dWq8XTTz8t6d+C6fhXV1fD29u73/E3DVtyd3fH5s2bJasJ3Fg1pqamBg0NDbC3t8fChQsB3Dgm5eXlqK2tRUFBAXQ6Hb797W9LHu41Gg1sbW1hMBigUCjQ2toKBwcHXLlyBcCNNdKrqqrwxBNPiD37UjIYDJDL5Th06BA+/vhjzJw5UxwipVarkZaWhs8++wx//OMf4ePjI3l9IiJLuu8D9s3B4cyZM0hJSQFw4yvimJgYiw8P0Gg06OjoQEpKCrKysuDp6YnAwEDMmDEDNTU1KCwsRHBwMNasWSNp3d/97ncICAjA4sWLMW7cOJw6dQo7duyAq6srnJ2dERgYiPj4eItOrjt+/DhOnTqF+Ph4TJ06Fc3NzeKQBRcXF2zcuBFTpkwBIH3A0+l0kMlk6OjoEL8Z0Gg00Ol0MBgM4pjYvLw85Obmir8DHx8fydpRXFwMLy8vsb41z7++vj7o9foB3wgUFhYiIyMDOTk5qK6uxtKlS/Hd735X8h7EP/zhD0hMTMScOXOg1+tRVFSEL774AqWlpQgICEBrayucnZ0xffp0rF27Fh0dHdi1axeuXbuGbdu2wdXVddhtMH2w6+npgYuLC7KyssTjb+o112q1aGxsxA9/+EO4uLgMu+bN3nrrLbS2tqK3txdxcXF44IEH+vXMa7VacRiN1L3XpuFXDQ0N4nCkm89Fg8EAmUwGrVZrkQnWRUVFqK+vhyAIcHV1hUKhwIEDB1BeXo7AwEC0tLTAx8cHU6dOxSOPPCJ5fSIiS7tvA7ZpMk9PTw+MRiPCwsIA3AgeBw8exFdffQVPT0+o1Wp8+9vflrwHpaysDFevXoVer0dfXx9iYmLQ1dWFlJQU1NXViUMUpk6diieeeELS1TwaGhrw+eefw9XVFRs3bgQAvPLKK1i8eDFcXV3xz3/+ExqNBuPHj8fPfvYzi8zg12g0+Otf/woPDw+sWLFCfGNvaWnB1atXcfjwYdjb2+Opp56Cp6en5PVPnDiBwsJC2Nrawt3dHbNmzYK/v3+/fUyTH3NycvDhhx8iMDAQ3/ve9yTpzTcajfjDH/6A/Px8rF27Fg8//DAA651/KSkpqK2txezZsxETE9Pvtr6+PuzYsQMlJSWYMmUKnnrqKUlrl5WVITk5uV9Pub+/Pzo7O1FaWoqsrCxxTPzChQuhUCiQk5ODw4cPIzAwEBs2bBh2GwwGA/bs2YP09HSo1WoIgoBZs2Zh3rx54vHXarXw9vZGXFwcVq9ePfwnfpPDhw+LE/hCQkLg4eEBBwcHyOVy5OXlQa1WW2RCKwAcPXoUaWlpaG1thYeHBxoaGmBnZ4dFixYhLi4Obm5uFl214/jx40hLS0N1dTUcHR2hUqng5eWFtWvX4vr16ygoKICbmxv8/PwQExPDFUSIaEy6b8dgHzt2DDk5OSgpKYG/vz98fX0xZ84chIWFYfXq1YiLi8PBgwfR3Nwsebjp7OzEu+++Czs7O7S0tMDZ2Rmpqal45JFH8NJLLyE1NRUHDx6EUqnEvHnzhh2ub50gZFoGrLq6GrW1tSgtLYWDgwPi4uKgUqng4eEBNzc3JCYmWuzN7ezZs+jo6ACAfmPLPTw8EBsbi6KiImRmZqKxsVHygH369Gl89dVXcHBwwPXr1+Hg4ID8/HzMnDkTc+bMEQO0aWLXxIkTERkZibq6OrS1tUkSsHU6HWbPng1HR0ecOHECp0+fxtq1axEfH2+R86+lpUU8zjqdDlVVVSgoKEBTUxOKioowe/ZscTk+vV4PDw8PccKn1CZMmICVK1ciKysLJSUl+K//+i8sWLAA69atw+zZsxEfH4+enh7Y29tDJpOhtLQUaWlpaG5uxrZt2yRpQ3JyMgoLCzFt2jRotVpUVlbis88+Q2BgYL/jn5OTg5ycHHR0dCA+Pl6ScfC9vb04c+YMpk2bJo4xN+nq6sK5c+fg4OCA1atXSz40q7OzE59++ikefPBBxMXFoa+vDz09Pbh06RI+++wz1NXVYcOGDRZbFrSzsxP//Oc/sWzZMjz22GMoKSnB4cOHIQgCgoODERQUhOnTp8NgMFhs3gcRkTXclwG7vr4en376KeLi4rB27VpcunQJWVlZqK6uRlRUFObMmQNfX198//vfR3t7u+T19+/fD19fXyQkJGDq1Kn44osvcOjQIbEHNSYmBvHx8bhw4QImT548rFqtra3YtWsXZs2ahdjYWAA3eu/j4uJQXl4OHx8fHD58GD4+PuL6y+PGjcP48eMH9GxKRafT4erVq6ioqICLiwv+8Y9/YM6cOeJ4X71eD29vb7EXX0oGgwEpKSmYO3cuoqKi4Ovri//5n//BxYsX0dPTg7y8PMyZMwfx8fHifeRyOby9vXHp0iXJhmuYegwnTZokjn3+4IMPxKA9YcIEyc6/kpISfPXVV4iIiEBUVBTc3d3xgx/8AJcvX8YXX3yBS5cuobq6GuHh4ZgxYwYaGxtx7do1eHh4WGzs69SpU8Xnnp2djZKSEmzbtg3r1q3DypUr+02o9PPzw4QJExAXFydJ6GpqasKJEyfwyCOPYPbs2ejr68OHH36IcePGYdKkSdDpdOjo6MATTzyBwsJCpKSkiKv+zJgxY9hLN3Z0dMDNzQ1tbW0Dlj60t7eHs7MzSkpK0N3dLXnAzsjIQEhICCZMmCC+3hiNRri6ukKlUqGoqAhFRUWYPn26pHVNMjMzERwcjClTpsDPzw8ajQZtbW34wQ9+AODG1VzlcjkmTpxokfpERNZyXwbsr7/+GtOnT8eKFSsQEBCAmJgYPPvss1AoFDh79iwKCwsRExMjDpmQUltbG65du4Zx48YhIiJCvCTzkiVLMHHiRLS1tSE1NRWJiYmYN2/esOsdOXIEmZmZaGlpQWFhIeLi4jBx4kSEhoYiJCRE7K28dOkSLly4gNbWVmRkZEhSezA2NjbYsmULsrKycPDgQeTl5aGurg7Tpk1DXFwcrl27hoqKCkRFRSE4OFjS2sXFxVCr1XB3d0dQUBCAG5fpfvzxx3H16lWx17yoqAhPPPEEgBthOCwsDC4uLpJc3fHmbxQCAgIQEBAgrhSSm5uLV155Bd/61rfw2GOPSXL+NTY24sKFC6ipqUF5eTkiIyMRFRWF2NhYxMbG4ssvv8TBgwfR2tqK48ePw9nZGdevX8err7467No3a2pqQkdHh9hTrlKpMGvWLEyaNAnp6ek4ffo0PvroI5w6dQqvvPKKuCyjra0t5s6dK9nKIW1tbQgMDIRcLoednR3Kyspw6dIlvP766wCA1NRUtLW1wcvLC5GRkYiMjMSJEyeQkpKCcePGDXsMvqenp/j7Pnr0KGJiYsRJhHq9Hmq1GiUlJWaXrrtTN89dMBgMcHJyQlVVFfr6+sR95HI5/P39MWfOHFy6dAnXrl1DeHg4bGxshl3/ZkajES4uLqiuroZGoxHPt7lz5yI0NBQ9PT04e/YsbG1tERgYyB5sIhrT7ruA3d3dDRsbG3R0dMDLywsymQx79uzBQw89hAcffBD//Oc/cenSJbS3tyMmJmbYPXg1NTWQyWTiihByuRyOjo6oqalBU1MTampqcPHiRbz99tsAgNLSUnHYilqtHlZtrVYLJycnqFQqtLe3o7i4GHV1dQgLC0NcXJz4ph4aGooLFy5g3759cHV1RWJioji5UAo6nQ4KhQIKhaLfG/706dMxffp0HDt2DCkpKWhvb8eZM2egUqng5+eH9evXS9YGEy8vL1y/fh2VlZWYOXMmjh07hqCgICxYsACzZs1CYWEhHB0dMWPGDPE+pt+fFGG/pKQEqampmD17dr8JpOHh4eIVO69du4aioiI0NDQgMDBw2DUTExMRHh6OPXv24NixY2LQjoqKQmhoKL71rW8hMTERx48fR3NzM1xdXTFp0iTJV47Yu3cv2traEBERgdmzZ4tDf9zd3bFs2TI0NjbC1tYWs2bN6rfmuUwmk/RCK97e3jAajTh9+jRsbGxw4cIFrF69GuPHj0d3dzcEQUBeXh4WL14s3mfRokVISEi449AnCIK4SoepR1qpVGL69OnIzMzEsWPHoNFoEBgYCD8/P1RXV6OgoAB+fn7Dfu2pqqqCXq9HcHAwZDIZFAoFvL29MWnSJJw+fRp2dnaYNGmS+G2BTqfD+PHj0dfXJ3m4Bm689nl5eWHy5Mk4fPgwQkJCkJaWhu3btwMArl+/jr6+PnGiNRHRWHbPB+ze3t5+wwwcHR3h6+uLsrIyFBYWwtXVFcXFxfjZz34GNzc3eHp6Ij4+HpGRkZJ8Pf7BBx8gPDwcDzzwABwcHGBvb4+IiAjs378f+/fvR3V1NdatWwdXV1d0dnaira0NBQUFkkwss7W1xapVq8Svfp2dnVFUVIT29naUlJRg5syZiIuLQ1hYGF5++WVkZGRg3LhxCAkJGXZtk9OnT6O+vh7Ozs5wd3fH5MmT0dPTA39/f/EKdUuXLhXHvJ48eRL29vbQ6XSorKwc1tUDTROm4uLixIBma2uL5cuXw2AwQK/X4/Lly1iwYAGAG5M/p06dinnz5g24euXdrqJx6/mXmZmJ7OxsNDQ0oLCwELNnzxaDu62tLdRqNWbMmIGEhARJwjVwI6C6ubnhqaeewrx58/D555/jq6++QlVVFcLDwxEdHQ1fX1+sXr0anZ2dcHR0tMjY+8DAQGRlZaGlpUW8HP3s2bOhUqnQ0dEBBwcHODg4iEtESqGvrw99fX3o7u4WPzDY2toiOjoaKSkp+PLLL9HQ0CB+W1FZWYmcnBxMmTJlwNj/u+lRLS0tRU5ODtra2sTe6RUrViA4OBgvvPAC9u/fj127diEkJETsse7u7sbPf/7zYT7zG9/Uffnll1ixYgXWrVsHBwcHcYWiDz/8EH19fZg1axbc3d3h4eEhDtd58sknh13bxGAwQKfTwcbGBgqFAv7+/oiNjcWHH36IyspKREZGorS0FO7u7khPT8eFCxfw5ptvSlafiGik3POriOzatQs+Pj6IiooSw1pjYyMyMzMxd+5cnD17Fjk5OUhKSoKzszNOnDiBpqYmbNmyZdhXLzO9wT3zzDNiLxIA9PT04NNPP8XRo0dha2uL7373u/D09ERdXR3S09MRERGBpKSk4T51ADd60Jqbm3Hy5EnY2dkhPj4ex48fx+nTp+Hl5QU/Pz/ExcUhMjJS3F+qcGU0GvHOO+8gKysL06dPR1tbGzo7O+Hv7w+NRoOIiAgolUoEBATA3d0dcrlcXLKwoqICnp6emDRpEuLj4++q9/hPf/oTWltbERAQgLi4OHFcaV9fn7gE2scffwyNRoPly5ejoaEBycnJeOWVVzB+/HhJjoG58+/SpUv44osv0NvbCx8fH4SHh2P27NnQ6/W4dOkSzp8/j1/84hcWuTy2IAgQBAGnT5/G559/DqVSiaioKCQkJGDy5MkWX7Gho6MDX3zxBc6cOQMfHx+MHz8e06dPh0ajwcmTJxETE4NVq1ZJVu/ChQu4fPky2tvbMXnyZKxYsQJOTk4QBAFHjx7FF198AaPRiIiICCgUCnR1daG+vh6vvvrqsMf/p6Wl4cyZMygvL4e/vz9aW1thNBrR1taGNWvWYNmyZWhra0NXVxfOnj0LQRDE4SPDnUxpMBhw+fJl5OTkoLCwEC0tLVi3bh2WL1+Ovr4+lJWV4ciRI8jKykJgYCCuX7+OCRMmIDo6GitWrBhWbeDGVSJrampQXFwMnU4HlUqFCRMmYObMmdBqtSgvL8ehQ4f61Z88eTKioqKwfPnyYdcnIhpp93TALikpwS9+8QtxUk1UVBSioqLEVTkMBgOysrLw4YcfYsmSJWhvb0deXh6WL1/e7+vhu6HX6/Hcc88hKSkJCQkJ4hq6HR0d0Ov1AIDc3FwcO3ZMXPNXJpMhKCgIW7ZsGd4TN6Ourg7Jycmwt7fHqlWr0NnZiZSUFJSVlYlfG8+dO1eyYGmSnZ2Njz76CF5eXli9ejVaW1tRVFQkhkmZTAaNRoOAgAC4urrCyckJGzduREFBAVJSUsSvz+/0A09TUxM++ugjXL16FZ6ennB0dERgYCDi4uLEHnqtVot//OMfyMzMhLu7OwwGA2JiYvDYY49J8ty/6fw7fPgwvvjiC3h4eEAmk8HJyQkdHR1YsmQJlixZIkkbBmO6sE9ycjL27NmD5cuXY9OmTZKEekEQoNFooNVq4ebmJg6RuFlZWRkOHDiA2tpa8T5qtRovvfTSsOubHD16FBcuXIBSqYSzs7N4/E0fdDo7O9HU1IRz587h7NmzCAoKgp+fH2JjYxEeHj6s2nq9Hi+++CJiY2MRExMDf39/9Pb2Ii8vDyUlJeJSdN/5zncQFhYGuVyO7u5uydc8b2pqQk5ODq5cuSJ+Y7d27VpMnToVXV1daGhoQEFBAdzd3REQECAuVzocBoMBH3zwAcrLy2FjYwONRoPu7m7Y29vDx8cHK1aswIQJE9DR0YH6+noUFhaK9aUcmkZENJLu6YBt6r3ds2cPzp49i7CwMISFhSEqKkpcnaOrqwsff/wxzp8/Dz8/P3h6euLf//3fh137k08+QWVlJTZu3IiAgABx+29+8xvxSoV9fX3QaDQoLS0VezO9vLwssu4zcGP1lHPnzsHX1xexsbGwtbXFxYsXkZKSAq1Wi82bN2Pq1KmS1jQYDMjNzcXp06cxceJEJCYmws3NDfX19aiursb27dvx8MMPQ6fTobi4GBMmTMCmTZvE+x8+fFgcF36n8vPzceDAAQA3wrRWq4W7u7s4mdLDwwO9vb04f/48srKyMHXqVCxevFiynuOhnH9tbW04evQoampqoFQqERQUJK6JbWmmIGy6wM3zzz8vTv4bjs8//xylpaXw8fGBUqlEZGQk9Ho9AgMDoVKpoFKpYGdnJ451rq2thVqtho+Pz4C1yO9WR0cHXnjhBSQlJWH69Onw9PSETqeDk5MTenp60Nvbi9ra2n5Xquzo6IBarZbkojopKSnIzs7G2rVrB4TWiooKcTiGXq/HunXrEBUVZZErZd5cMycnB/n5+SgqKkJ0dDTWrVuH8ePHQyaTSTruevfu3SgrK0NUVBSmTZsGtVqNgoICnD9/Ho2Njejp6UFiYiKWLl0KJycnyGQycRgJEdG94p4O2MC/vhIvLCzE7t27xUl+4eHhiIqKwrhx49DZ2YmamhrodDr4+/sPe3JXbW0tXnjhBbzwwguYNm2aOInozJkz2Lt3L37wgx8gJCTEIl/Ha7Va2NjYQCaTmb364eXLl/H3v/8dq1evxpIlS8TbL168iNmzZ0veHuDGOOTDhw/j8OHDWL9+PZYsWYKamhqkpKSgq6sLzz//vDgJTBAEySY4GQwGlJeXIzMzEzNnzkRxcTEOHToEZ2dnqNVqzJo1S7wsvVwuh0ajkXxZwG86/0zj/JuammBnZweVSmWRoSG3c+nSJRw5cgTLli3rtzzh3TBdQCgrKwuJiYkwGAw4f/48wsLCUFZWhoiICDg4OIiXhNfpdGKvpZRXi9y/fz/KysrwyCOPiKuWADeC5vHjx1FZWYnu7m7Y2dlh3bp1ki5J2dvbi48//hitra146qmn+q3zfrPTp09jx44dWLhwIb7zne9IcjEp0+XHTX//ptcA039zc3ORm5uLwsJCFBUVISkpCevWrYNSqZQk4Jte+7Zt24bIyMgBywyeOXMGhw4dgiAIWLlyJWbMmGGxNbeJiEbSPT/JUSaTQSaTYerUqfjP//xPpKamYs+ePaiqqkJVVRXi4+MRFhaGqVOnStaDdOzYMdjZ2aG+vh6zZs0St+/evRvLly+Hp6enxca6Hjp0CDU1NYiMjISrqyvs7e0RGhoqrr07ffp0bNu2DRcvXkRmZiaioqKgVCotFq6BG2v7Pvjgg1CpVDhx4oR4sZYzZ87gN7/5jTj0Q+o1fxUKBQICAlBaWooPPvgAa9aswauvvooDBw7gwoUL4oTSuLg4REREWOSN3tz5t3v37gHnn9QrdnwTvV4PvV6Pzs5OtLS04Nq1awMmdt4NOzs7cYhNZWUlHnnkEaxduxY5OTmIiooSJ7K5uLjgiy++wPjx49HR0YFf/vKXki2JqdFoYDQaodVqxXBrNBqRlZWFc+fOobi4GIsWLYJcLseVK1ewd+9euLq69gviw2EaklJfX3/b15QZM2agubkZFy5cQHd3tzhMbDhMF+RxdnaGTqeDnZ0dDAYDVCoVBEEQV+hpbm6GRqPB3r17cerUKfzud7+T5Pjv3r0bS5YswYQJE8z+PZuW5Nu5cyf27duHwMBAySbzEhGNJvd8wDYxBZ2FCxdi3rx52LNnD5KTk6HVajFp0qRhT2g0Mb2ph4eH48iRI8jNzcWaNWtw5coVqNVqREZGDmtljNspLS3Fl19+CeDGihgxMTG4du0ajh49ipCQEHR1dWHatGno6+uDTqdDamoqnJycJLk63Texs7NDdHQ0CgoKkJaWhr6+PnzrW9+SfJ3rW5lWDXF1dUVhYSHc3NywYcMGxMfH48CBA8jLy0NjYyO8vLwsdlEVwHrn31BoNBqkp6ejvLwc169fR3d3t6RXDfTw8MCiRYtw/PhxlJSUIDg4GAsWLEBzczPs7e1x5coVbNq0CXZ2digsLISvr6+k682bvgkoKSlBeno6Zs2ahatXr+Jvf/sbJk6ciCeffBKhoaGwt7eHo6MjPvnkExgMBsnqK5VKTJ06FWfOnMH+/fvxwAMPmL3suYODA2xsbODm5oaGhgZxnsbdKi0txY4dO6DVaqFWqzF//nzU1NSIj+/l5YXKykr4+/vDaDQiODhYXNlHiuNfWlqK/Px8eHt74/r164Ne6t3LywuJiYnYv38/6urqGLCJ6J503wRsE9N6sOvWrcPkyZPx0Ucf4cKFC5gzZ44kX1GblsabPHkyMjIyUFpait///vfo6urC008/bbHx1cCNHtt58+ahuroaTU1NqKqqwvr169HY2Ii2tjbY2Njg0KFDCA4OFteCPnjwIIKDg60y/tE0WfGDDz7AxYsXxfGvUjE3mQ648TufOHEiiouLcfToUaxduxaTJk3C888/jwsXLqCqqsqi4frWtljy/BsKvV4PmUyGqqoqyOVyzJgxA9/61rcke3y5XI5p06ahs7MTO3bsQEdHBx577DG0trbi3LlzeOCBB8Qx9bGxseKkX6kYjUZMnDgR48aNw/Hjx3Hw4EE4OzsjLCwMS5cu7TeB0dnZGVOmTEFXV5dk9WUyGXx8fBAWFoa8vDwolUpER0dj8uTJ/Zb6a21thVarRWNjoySTixUKBRYsWICSkhJUV1ejvLwc3/3ud2Fvbw+VSiVefr6zsxMuLi5ob2+Hh4eHZMffVL+0tBR//vOfkZCQgDVr1gwYIiOXy+Hn5wdnZ2f09fUN+ndLRDSW3fNjsG+ntLQUn376KcLCwrBmzRrJJxkZjUZkZGTg8uXLKCsrQ11dHdauXYtHHnlE0jrmamZkZKC+vh719fV46KGHsHLlShgMBjFYOTs7Izs7G25ubv0uqmJpfX19yM7Oxt69e+Hj44OkpCT4+flJcuyPHTsmTqozrbV987KDRqMR+/btQ1NTEx566CHJV0y5U5Y+/26npaUFCoUCBoMBDg4OFrlqnlarRXp6Ok6cOAFPT084ODjg9OnTeOutt6wy7ra4uBinT5+GXC7H+PHjER8fDycnJzHMtba24vz58zh58iR++9vfSh7y9Ho9PvnkE6SkpCAmJgaRkZEICQlBWFgYenp6kJ2djS+//BJxcXFYuXKlJDVvfs2prKxEbW0t1qxZY9HXnLupX1RUhN27d2Px4sWSrntORDRa3HcB22g0wmg0QiaTIT8/H5999hlWrVolTnazhLa2NmRkZCAvLw+VlZVQKBRYs2YNEhISrFKzqqoKCoVCXDIQgNkJkNYiCAIuX76MnTt3IjAwEM8888ywlydLT0/HO++8A3t7e0yYMAGBgYGoqKhAbGwsVCoVPDw8EBwcjKKiIuTm5sLf3x8LFy606tAMYGTOv5HU2dmJffv2ITU1FUajEevXr5e0t3yobTBdPEej0aCzsxMODg44d+4czpw5g6VLl2LevHmS1xUEAb29vSgvL0dKSgqKi4vFIVGurq64fv06vLy8sG3bNslrj8RrzlDrt7e3IzU1FefOncPvfvc7q7SHiMja7ruAXVxcjMrKSnR1daG6uhq9vb34j//4D6vUrq6uRkZGBgoLC1FZWYmJEydi69atkq99+00116xZI9mErrvV0dGBs2fPorW1Fd/5zneG/XjHjh3D5cuXxZ5Z05reubm54vhrR0dHqNVqXLlyBc3NzVi+fDkeeughq37QGMnzb6SY1lw/e/YsVq5ciQULFogr61jbuXPnkJ+fj6qqKri6usLLy0u8iqOlmJbjzM/Px5kzZyCXy6HVajF37lxMmDDBot+kjPTf/631Q0JCkJCQgN27d2PTpk0WnVxNRDSS7quArdVqUVJSgk8//RTXr19HXFwcFi9ebPGJdrfKy8tDRkYGbG1tJbuoyVBrlpeXo7KyEo8//jgWLVpkldqDMV1NUaoPGPn5+cjIyEBtbS1qamowe/ZsPPLIIzAajXB0dERRURE0Gg3a2tpw5coVLF26VJKVM4ZqtJx/I6GkpAQfffQRFAoFNmzYgEmTJln9GxS9Xo+6ujrs27cPtra2iIuLQ3BwsKQTLG/HaDRCLpejqakJrq6ukMlkVvsGZaT//k31y8rKxDWyf/KTn1itPhGRtd1XARu4Me6yp6dHXO3DUit6fBOdToe+vj6L9l6bq5mRkYGsrCysXr0avr6+VqttLXq9HhkZGcjMzERNTQ0aGhqwevVqcYyraW1gQRBGZGLVaDn/rE0QBFy/fh0ffPABampq8Nprr0m23vmdME3o6+npGfaqHWPNSP/9m+pnZmYiKSnpnnz9ISIyue8CNsEil2QebVpbW5Geni6OAbW3t8eaNWv6rUtO1qXVanHx4kXodDqLXwqeBjfSf/8jXZ+IyBoYsOmeVlFRgYyMDHHsc2hoKB5//HGrX9iF/sU0VIKIiOhedd+tg033l+DgYAQHByM3NxcZGRmorKwcsdVT6AaGayIiutexB5vuGxqNBk1NTfD39x/pphAREdE9jAGbiIiIiEhC/K6WiIiIiEhCDNhERERERBJiwCYiIiIikhADNhERERGRhBiwiYiIiIgkxIBNRERERCQhBmwiIiIiIgkxYBMRERERSYgBm4iIiIhIQgzYREREREQS+v/P22fkZmjEwwAAAABJRU5ErkJggg==" | [
"Summers have more precipitation than winters.",
"Winters have lower temperatures than summers."
] | null | 1 |
math | kindergarten | fewer-and-more-up-to-20 | true | false |
Which group has more? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAcgAAABOCAYAAACkP4abAAAGUklEQVR4nO3dwU5UVwDG8W+GGRCFAekUxSbaRNtq4t5ln6CLLrs06QOUN8A3oG9A34C0y26mdiExgZiAiWClkJCMnRoyESFxRnK7uDJxcY1V7txzvsv/t5K4mPN384HMmVtJkiR53pP+OpIOjqU3iQAAOHNqFWlyRPrqvHRpVKo8f50kD1+GPhYAAPG405BqT4/SL+ZGpW8upOsJAMBZc3AsbR5K7Z60dSRVX75J/4JxBACcZZMj6RZK0qtjqXr8zl8AAHCWnWx... | 1 |
science | grade-5 | animal-adaptations-skins-and-body-coverings | true | true | Giant clams live in the ocean. They have a hard outer shell.
The giant clam is adapted to protect itself from predators with sharp teeth. It can pull the soft parts of its body into its shell when attacked. Which animal's body is better adapted for protection against a predator with sharp teeth? | 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nz+fHP/4xV199Neeee+6A51Wi3vdwKN+xetdRi6H+lg30nKztPU7x0cCwSHQGs7LrOtr7Sut0n/NrPq5Jptfaz3WJce35fSusOn/QhFlEUXxq49lXWt8H6F9tdtiBiPig8p4hoO4qB9WEN+lXpVV/jVpZu/6sDQYj6gPVn0w+h4I69yVZ+RB9y3zY1nuAZcuWMX78+ITsxigUCijVe0cNwyCbzfY5f+rUqTz99NNss802SR3f+c53+PKXv8zy5csTq5Pruvzwhz9ko402AkJHxJ/85Ce8+OKL7LfffmSzWaSUjBo1qt++/upXv+Lggw/mrLPOAmDGjBksW7aM9957r09ZwzB46KGHGDt2LCNHjgRCIj9r1iz++c9/cthhhyVlDz/8cDbffPPk/Z133snxxx/PuHHjADjkkEOqiGRXVxdHHnkkW2yxBQCXX345hx12GI7j9Nv3ejAMg0MPPZT77ruPiy66KNl/7733cthhh2EYBtdddx1CCG699VZaW1sB+O1vf8vUqVO5++67OfLII4fU1kDjP378+D7l4zFrbGykra0t2b9s2TJmz56dHD/11FP51re+RVdXF83NzVx66aXsvvvu/OQnPwFgypQp/OQnP+G4447jwgsvTNqvxHXXXUdjYyM33XQTlmUBcMsttzB+/Hhuv/12zjnnHG666Say2SzXXnsthmEA0NPTw1NPPZXUMdg4HXnkkeyzzz6Jb8KUKVM47LDDePDBB6v6k8/nufTSS5Pn/cgjj+T444+nUChUOUsPFz7/+c8n5GybbbZh1qxZzJkzh8MPP5xHHnmE559/noceeojPfe5zAPziF7/gkUce4de//jXXXHMNxx57LL/85S/5xS9+gW3bQDgZnjlzZlXwiVq0tLQk1uMZM2Zw3333MWfOnOT4ZZddhmEYbLrppgBsttlmXHvttTzyyCMcfPDBHH744Rx99NEsWbIkeYbuvvtutt56a6ZNm8ZDDz00aN/rYaj3qRa+7/Pd736X/fbbD4Af/ehH3HnnncybN4/x48cP6bdKCMGCBQv4xz/+kTz3d955J6tXr+aKK65gyy23BODGG29k8uTJ/fZl1apV3H777VxyySUcfvjhAEyePJnXXnuNq666ip/+9KfJvRoI9b6HQ/mO1buOWgz1t2yg52Qoz2eKjy7Wi3lxIII1nDr8uL7YSr42dffRwlcxb6rIoOiHwNdU2G/9g5H15H1lxBfqWNUHsVLXRsmpXEWorKO/vg5qLf+AGA6pzgeOojOUDZL3MbHvc35FmaFKzNYlpJR4ntdn/xZbbMHIkSOT7eCDD657fnNzM2+//TZf+tKX2GKLLZg4cSInnHACQB+L9qc+9ank/YgRI+qWGQjPP/8822+/fdW+iy66iNNOO61PWcuycF2XM888k2222YaNN96YrbfeGoDVq1dXlZ06dWryvqmpCSAh/PE1lkolyuUym222GVOnTuUb3/gGl156KfPmzUtWQNaG/B122GG8+eabvPLKKwC88MILLFiwgK9+9atAKNfZYYcdEtIKMGHCBDbddFPmz5+/Rm190PGHcKxi0gEkE7ju7m6UUsydO7eP1Xj33XdHa82LL75Yt8558+YxY8aMhNxDSGimTp2aXOPzzz/Pdtttl5B7COU0MYEYyjiNGjWKBx98kN12243JkyczceJEbrzxxj5jMHny5KrJ7NqO1VARyzFijB49mp6eHqBXrlW5wial5LOf/WxyXV//+tfp6urigQceAEKH9ddee21Qp8yddtqpT7vd3d3J58bGRn7961+z/fbbs8kmmzBx4kReeuml5PtzwAEHkMvl+Mtf/gKEBPuvf/1rYhEfSt/rYaj3qR4qx7Ly2YSh/1ZNnTq1ihS/+uqrNDQ0JOQeYPz48XUnxjH+/e9/4/s+n/nMZ6r2f/rTnyafz6+1/8WafMdqr6MWQ/0tG+g5Wdt7nOKjgeHR4H/AbD6VhHWtJDtCJ5sSofAj5FUaLaoFIbqibLLVikaERkgGLBfXH74XvYOgg8iSryKSF69eREm3hIqsxjq67pg6V79qqZPyVfv7Kb/GrxX1h2Me7o/7G7ej4vZqX2vr66/cB3zVNePW93WQZ6biuRoWmU7ytneyVWW9ryD5A+YPWE/YaKONWLZsWR+N9J///Gcee+wxHnvsMfbdd99+z7/rrrs48sgj2WGHHfjLX/7CnDlzEp1uLeqtAAyWpTlGoVCgXC4PmUS/+eab7LvvvpRKJW6++WaeeeaZPjrlGPUsafWs8VprDMPgscce4ytf+Qo33XQTO+20E1OnTuWOO+4YUr9q8dnPfpaxY8dy7733AqEFdJNNNkn+qHZ1dfHYY4/R3NxctS1YsGBQiUAtPsj4x2hoaKj6nDznWlMoFPB9nx//+MdVfY2J0dKlS+vW2dXVlUysKtHU1JQQ3fb29gHv/VDG6bvf/S4XXXQR3/72t3nkkUeYM2dOlbwoRr1xiq9xXaD2uoTozV7e1dVFuVympaWl6rpuueWW5LrGjRvHvvvuy+233w6Ez9DOO+/MZpttNmC7/d1LCJ3vDzroIB599FF+9rOf8dRTTzFnzhy23Xbbqn4fcMABiUznH//4B6tWreKII44Yct/rYaj3abBrqnw2Yei/VS0tLVWfu7u76z4TteNXew7Qx68pljtWTqTWBGvyHau9jloM9bdsoOdkbe9xio8Ghkeio1X97J6RhTjcJ/pIPCLK3SvVoT9CpKN26hwR4Dg2pXIJYRgYhiRwXbQGaVnowEcr3RurXxAS8CQ5lkAHAQgRxXuXGJFu2vd9dBAgLDNpq/fyevutdICTsXDsLEJqXC+gXC6igjAyvzDM8FwNOp5SVVrgVa+NXCcXqSILuQr7KFU4DDKehFQMs44mIDqcmKiKMQcRxc7vnbyEr1E2YBFOVnQ8YUkmSBXq+KQfUftagxFVKYCgt/3BXoWMmpGid0AHOk9qULq33YrjOnkuKjIY18MAy9i192IwiU1f+Vcs0xng/PUXurkPPve5z/GLX/yCP/zhD3zjG99I9u+www7J+zFjxvTr1HnTTTex55578j//8z/JvnUR/i+Xy5HL5Yb8h/Guu+7C931uu+02MpkMEMb6Hw6MHj2aSy65hEsuuYRXX32VX/7ylxx//PFsueWWzJgxY43qklLy5S9/mfvuu4/zzjuPe+65JyFIEP6R3nXXXesSkYF8Iz4M5HI5LMvitNNO47jjjutzvNJJsBItLS1172tXVxdjx44FQqvuQPd+sHEKgoCbb76Zc889l6OOOqqqjY8yWlpayGQyVdKZGJWrGccffzwzZ86ku7ubu+++m1NPPfUDtTtnzhxefPFFHn30UT772c8m+1euXMkmm2ySfD788MM56qijWL16Nffeey877bRTcnyofa/EurxPa/tb1dDQULf9zs7Ofs+JiX3tefEzHJPveiu4A/Vpbb9j/eGD/patzT1O8dHBsEl0pB5cfjIY1k7jrUIJQuChtY8mCMmoQTh9MQBThJtBeMWJRV6BUFgNDpZjIqQmUB5+4KK0j5AaaUlioltJeqsIMAFaa5T2UUqhVMToRDiJSKzQsteaX2mF7rWCV1j7hei1Ystqq3t/1nPR3/F+6tc1VnIhqs/vY72P65c1+4f4Kiqufyiv8XUnryJKGha9htehBrXCJwS8vy1GjcSmFpU+I1XPd1xP7EgeS4Bq6/8QsM8++7D11lvz05/+tK6FNZ/PVzlZ1qJUKvVZBr7zzjuBNbd4DlZ+22237RPh4Xvf+16iya/tV0NDQ0LuAX7/+9+vVb8qsXDhQu6///7k85Zbbsmvf/1rDMNYa6eyww8/nBdeeIHHHnuM119/vcrpb/vtt+fNN99k0qRJbL755skmpUzI77rEmoyVlJIZM2awaNGiqr5uuummWJaVSF1qEUficV032dfR0cF//vOfRJK17bbbMmfOHEqlUlLmjjvuYO+990YpNeg4BUGA7/tVz2p3dzd//etf15llfjiw/fbbUyqVCIKg6roymUyVRGT//fenra2NSy+9lAULFiS677VFPM6VcqxnnnmGhQsXVo3XvvvuSzab5cEHH+T+++9PpGVr0vdKrMv7tLa/VVOnTsV1XV599dVk30svvTSghTrW+deuGj7zzDO0tLQwZcoUIJwIdHR0VJWpJ2WL+7e237F6GI7fsrW5xyk+OhieKDoVkVdqnWerosHE5ddQIjFoqEQpwDSQphnOKg0DI34vBJXZcqm0ZlesFwRoAnQS2aYyc2y9a6q9bqUUvu/jeR5BECTZdJNZrqggfLXkMdFwU539tCJTbTWhrE8+43Huo9Xvr/4KIlvreNsnsdVA7Q9EnivIb2VEpYHuf18fg5pwmAmB7t10zWdqy9eeO9BWSdIHyGJbFT5zoPM/REgpuf3223Fdlx122IGLL76Yv/3tb9x7772cf/75bL311rz11lv9Rn7YYYcdePTRR5kzZw6LFi3i9NNPT4jn3Llzh2zNHzFiBMuWLeOpp57qd7XgO9/5Dg8//DA//vGPmTt3LrNmzeKaa66pGyHiM5/5DCtWrOCWW25h6dKlXHvttTz77LOMGTOGF198ca0tgosXL+arX/0qv/zlL3n99dd54403uPjii5FS9tGqDhU77bQTEydO5Oyzz2batGmJrwDAiSeeSE9PD9/85jeZP38+b775JhdffDHbbrstzz777Fq1NxRkMhmy2SxPPvkk8+fPr+unUQ9nnXUW9957L5deeilvvPEG8+fP57jjjmPPPffs1wJ/8sknUygUOPnkk3njjTd46aWX+PrXv05zczNHH300ECaL8jyPY489ln/+85/cf//9nHfeeWyxxRZIKQcdJ9u2mT59OrfffjsLFizgxRdf5NBDD2W//fZj9erVvP7660POgnrttdeut4y+e++9N9tuuy3f+MY3eOKJJ3j77beTUI/XXnttUs40TY4++mh+8YtfcMghh9QNebsm2GabbchkMsyaNYulS5fy8MMPc+aZZ7LPPvvw+uuvJ2ESM5kMX/ziF7n88stZsWJFlfP6UPteieG8T7VY29+qAw44gKamJs4880yee+45Zs+ezXe+8x022GCDfttqa2vjG9/4Bj//+c+5//77eeedd7j99tu59tprOf300xMn3+22246//OUvrFq1Ctd1+fnPf17lI1Tve7g237F6GI7fsrW5x7VYn9+nFNUY9jj48eeY2Og6zpDD4VRZuUkpQ1Ifk2mtQ4u6UuB5oBQ62hJ5DkSyHYHnuqgoLrGUEsMwEFKGs+ogqOp3fH2VExqESAi+7/tJdBIZTSz6I8d9HEXrTCL6Wovrn68q9oXjXnNf+iH21NRf+762//0eH2wb4PyBno96z09t3X3GsB65rzMp6G8TFRPC/p63gdv86MTBhzAxz3PPPcfMmTO54447OPLIIznxxBP529/+xgknnMDLL7/MXnvtVffcc845h912243999+fz33uc2ywwQZcd911fP7zn+fb3/524oA3GI444gg23XRT9t9//35j2x966KFcddVV3Hnnney5555cc801XHHFFVVWwxgHHnggZ511Fueddx7Tp0/n6aef5je/+Q0nnXQSt912WxKne02x++67c8MNN3DHHXew4447sssuuySZfgfTPPcHIQRf/vKX+fe//11lvQfYeOONeeihh1i+fDl77LEHO++8Mw8++CB//vOf605shhM/+MEP+POf/8z+++8/pBjkEEYcuvnmm/nDH/7AjBkzOPDAAymXyzz00EN1dfYQOrX+7W9/4+2332b77bdPonE8/PDDjB49GggdZu+//36WLFnCfvvtxxlnnMFhhx2WxGEfyjhdf/31BEHAdtttx8yZMzn11FP58Y9/zMSJE9lll12SkJyDYfHixes0Ln4lDMPg/vvvZ9q0aXzta19j+vTpXHTRRZx33nlVmXEhHHvf9zn22GM/cLujR4/mhhtu4OGHH2bLLbfkkksu4cYbb+T000/n7bffrvLLOfzww/n3v/+dxFNfm75XYrjuUy3W9rdq5MiR/PGPf0yerZNOOonTTz+dyZMnV0Uaq8UVV1zBMcccw3e+8x223HJLfvKTn3DuuefyX//1X0mZn//854wYMYLNNtuMLbfcEtd1Ofroo6vqrf0ers13rB6G47dsbe9xJdbn9ylFNUS5XP5A62JnnXUW1/xb9UsS48e41lJb+VkOomMYSO6jhYqszQHSNEPLu++BbWMYBkGxCIZRQbriRkMiL6UMZd5K4VdY3mNHKI1GGkbSh9roPBqSc2r7rGVIBpOkJjUReJIxULru+CWOx70HoleqiGOivBHVcfTj/vb6G9TUU9tef/2LUXs8GYShPUJrIuGq/Fmt25eq56fXibLvygOICg3+UHpaNVEd5LgSlVKrpEBVuVO63+Lyyy8fQsspUqRIUR/nnXceDzzwAPPmzfuwu5IiRYqPAYY1Dn4V8a0ko70vvQS08vwPQPBDMqUTwq6UIjBNstksjuNQNM0wEUqNdVhKiWVZYfxvJ0O5XKZYLOKVyyGxN0OZj5Qy1NXHFvGqdhmw5/EkoZag9iG6ou9+ZG9bfUhprRWcSNZSsU9V1NlnglCvD1SfX69cXUdqMdjd64uBiH6yEhG3KarbqC/pqaivTrnqMQgnRPXqCZ2gBUKHEwVJOI4y/lznuBCg6oVOrXNtKVKkSLGmeP3113nkkUf45S9/yV133fVhdydFihQfEwwLwdcVBLEeedVa97XgV50/cP1iAB2zFgIpJNrQCNOAMCAOtm3jZDIorSm7bq+UAlBRFJoAjdSasufiBX64P4qgE1t9A3QV2a4lySHxi6z9MZmXEaGMLNtV1ydFH6JcK6upqr+inj6W+xpLP9DbNhXEtmbiAFTtr7wX9VYB+ifLfc8fFKJO/+qgts0+lvlKDKZzr5xgiWg4600Uov06fm4RVeW1jv0Dqo9XjlnVdyAl+ClSpPiA2HnnnWlpaeHSSy/lwAMP/LC7kyJFio8JhoXgx6i1QIcRT2rIfJ3zYqttHK9mTV6BhFwHQUDgeRAElF0XwzRD57F4gqFi/X2oz/e0Rpsar6MjJGOmiRlZ9QN06Ozjekjb7jN5qSXSVWMQE18dh3Lsu2xRz7pbl9z3g9rz62XbrRrrmslBFSmuc1P6sz7XWw1YG/Rbf5/rqCO7qXdeWLTKUh/vVILaJaOq48lrMiElfH4rLP3x5EvHRD86Hkp0+l5Tar1PkSLFcGDVqlUfdhdSpEjxMcTwEPwKq3BCbGIn1KiIqinbB1qjQrN3+CpF7yshiVK6zmt0DK0JfD+Jd18qFsNQYKKmTaNCj60UnutCpjfpTYAmCEIvfiklOiL34USlUsve+15B9L6GVEuBIJLpGBIziuyjCDX/QRCglUIa1b7OCvrUEyMhmZUEUql48Kv09lXSoOS1+v7El1LRQMR1K86tp7EX/X7oW3QwslvZl/50/v0cD1uXSZ6BXufuUEKjoxWkul2M9xn1fc2T669c9aB30qoqJq+xi0c82dRR2NiBUsmnSJEiRYoUKVKsCwy7Bb9WY5+Q1ZowmpWb7/uhxblGOyHqEKva13rOjcn7WlInRf2yFf2vPJ5MHurVOQhprT4vfIk957XolfSsCfojykZNpk6tdQX5rGij3pgMof6q82EwPr9G0FGXknCeFW31twJR7esRy43icJr0+iVA3xWByvqGOPxC9rqB950vKVTQS+hFzb0dKApDihQpUqRIkSLFusAwafCrra218pJYthLr0+MwhIl1U6tecp/ozUWyIjAwEU70EdWvVfvou6/OOZUrEH0JZ506hUgSwybn1CDcF15DEIfurOp+/1KcPtr3fiYXpmmGhD6qX0crIVUZe9dkciPrWM5rrrsKQ9DA93uI/q+tnnNyL6GvvLei6rWP30E8samcP1YS/DVZYah7Bb2TTRGt5KBCedYHClGVIkWKFClSpEixFhjWKDoQWVEr9sekR8WEuLJsBXGvR+QHC1cYlUpIdFVdou/7igJV72stwv1q1eNmao/rSB5SUzS2TichK7WuGhtR03adS6uzry9R91QYhrPXclxB7tFgmAOeX0l2aydqUGHormNlryzX72UMttpRM8aVRL5ywqVr2qudFFQer+pzVf9rPlec30eTH2v4laq7P2xEgdRIaSQTVilluHL1Ec6gmSJFihQpUqT45GJYCH5tkiWgygospUzIVKxl15WWbEEvGU2q0H0tsQOg3xCT9azeNXXWkvo1igFf2049REmzkkmM7F3REEKgg2obfr85A/q5BuX79ScDsobR1pu4VKw+DLQKU3V+PSv+B0Ttyknl/auUyFTeK5mcI2vkPOHMqs/Erf/GB+5cZRSjPq8CKYzY9SOaZIU5hYd5iFKkSJEiRYoUKYaEYbfgA33JsBTEkWx0ZSbZyoyyYeEqiU6/9Ve3Hr32JouKLb99kx7Vr7OeZbgeOayyaFe879eNsopb98bEr2V+fa6vP4Jf5zqIxrZKbhRPHGLSXisLqnFqFTWzldpoMP3KdaL3HySPQbyyk/Sl4hxVO+6il9QnZZI+VPS3YuVkKBF4BmPiYiBHWSGQWiGETlZQQplUb8K0FClSpEiRIkWK9Ylh0+DHqBdKUtZKFSrJaHxObN2uQ8KHKtGJiX0l2avqZ53+VZardNAE+kQCql1RSOqqub5aQh7r7vv0JyKE/WXyrUtO65HvykmDEMkKQWLhTk6oPr8esa203PfGc6/ffjLJ+YAafGokVZV9Afreh4prrT2/StYjKyIC1bRb9cwOoqQZWEYlIkVUb6jWMKqRRkuJMIyBK0+RIkWKFClSpBhmDFMUnSqXWiAmfVEclzgOfRTGsDKcIYQW8NDi2atbDklVJGdRapBkWCoJi1iZcRRqZNOxdbfieKV0aE0s130t/L2R+ftIW5QKSWh8nqqIyy8AafT2K6p2UMtzpP1P3lci0vonGnAtKwchuoB47UHVz1MQ1Z/ct9oMBInTwUBRYqqlM3XvYWRtD++fgRIKqSU6vIloqRBaooTCiI6DjG9yJNmJqqozeauNwFTZbvU1959xQWtRvV9LEL2v4QhqUEG4BVG2NUTN6KZIkSJFihQpUqx7DI9Ex6pPfBNLqtYIKSLrsEbHCaekxBASHUROohVkLXZH1YBpGviBHxJl08S2baSUeJ5HUC5jOFZCkAU6JKYx8YzaCQm2riDGKnFEFaYVtdtLxurFPxG60mrfKwFJEinVcaoUgIjirEvdK/VQgIxi/CvCpEkhl66ufyBfAC1FSDRlRbsChJahbCZqT8fx+UXyX3QxMvwc8/WK3mmhe2dHUcXhKSLZH1vPA91L8qsdnKN7KON6ZG//BUBk3daRJV5LpNSIiDgLERJ6FWluglCQH1aoQ8KtAUPKcAypWPWpiIdffwUhloLpaF4m+mwinPWhy37YVWkgo/Y1Gu0rIIji6BvV7UgJto2wrDptp0iRIkWKFClSrDsMqwU/trr3WsNjS7JCCgNhSowoZKRSCrQiQCOEpi4Fi3YGEBExDQT4ykMiUQRgVsgzImtzyAd7JT+9ko7KekVVUqShoK58JO5b5WsFSa/cU5mxtx507QrCAOSemmvqtchXFIGEjPY5R1SX7T/EZ0V98SlCJ/e396BCRIS9d2xqQgtFzq9V/dCgkcmqjhICQwi0MCK7uIzIerQKkYyBTMZIVbRRmysBqJ/oqnIslR9Z5IOoT0E0IVRhkJys3VsPAq2jUKQGIIyQ4AtAG2AZECgwJMK0MO2U4KdIkSJFihQp1i/WSSbbXqNvRcIhKTCkREpJoBU6IHT+VL3OsbUcrFdXHVveIwlMEPTGkzeM6pWCWENemdHVkBVylbCuOBa/EIJgiDKKKn131bXWkvHYabj3vEquqyJpSZyRtx6xr2qrsu5aDXxMtIWgl8dHRFT0rmKIeAUjIdjJkkF4TtUQ1EwURDQ9qbOCUdmeiGcAVRKscDUhyfarK47raFIST2ai+nozA4djVunkqmsmOZLQmJ84FNedKVZMcOLzk5UEAZi9Y5GsUIiomMAwjGRSKqLVJylE6DshBZ4OCb1B6FAuw2UFLGn0myU3RYoUKVKkSJFiXWGdRNHpE0u9UlZSKWMRoTxEI6pUJhDKXgSxVT4ksELKaFJQQe4ryF9M7qtsyyIM05msGlSEqDSMkIAp31/7660ilf2TuWqLcjVxrzd+le8HiqIjiFcoKnwXIglS6LwcElIdM/gK34heEt2fm29vH5QwkBpUJJ0JtfvRJElXhzStHp/ws0GF/KjKZyDsm46Ifl9H4L6kvs/7SAJU2YfqFY6KeqP7Hz8DWmgQZiJzEjFxj9/rOA6+QBoGwugdk2SCowKEIZFChq8R8Rd9Jn4pUqRIkSJFihTrHsMTRYe+pDf+pAQQWcsDHVqBVRRlJCZNOlADO5UKkejoe3XusYOqQKk62nejjgSlImqOlpG1tcIiPxBqr68aseW62nLff2W1n1XNpCh8VaLXF6Ba216nTh0R02i5IFxd0KBVr0SnktzH70Xc/2r/gOruCmIn4ZAcG9FFyHAiVhHesrKDVVF+ACOqOSb6RuQUHST3KuxP1cRH9PpTJKsQUZ29KxIVkWoqJgjVUYaoIvgxQQ/XJmKnAhEtMETPRGTJ15H/iJS9ErN4whhOGg0QsneL/AH8QKVOtilSpEiRIkWK9Y5hteDXDUEZ749lPJVx8GN9fJ1Y7H3037HF1QxtwVWx3yvK9IlZL3o1+cnnqF9aa4LIOjsUQ2s9Db4SMnQKjS+2tu9rYMGtrb+WyPfvAxA3HP7Xe0whpEBGUYyCuHyVRdzonQwgkxWQquuIx1UKNEZEmmNTNugKgh2T6jiqEaikf5peUi11xTUKEc6NqqQ9VN9fUS1l6pXSEK7s1J5TYbmXUvYJiZo8T4Ahe6MvVaLymYwlXVqEE8pAKYLI8VtIKyL6IBWIWNJDFDYzRYoUKVKkSJFiPWJ4LPg1GvwYiROkCmmjjDOSygrHz/icWjIb1x0fj2O7I1CmSWyJ1lolMp1a3XqlP0BVQiUqyD0hARxKQqT6GnwBCHSF02ocST4hyMmERpHohyqM6YIamZHoey2Vx2s1+r1DqSuuWWGIkGQiQudRSUiSdRw2U0QEnL4rKCGJDzcdZSLWuneiVi2lERUkPtovdOT8akDkRC2iCzEiKZWMCHgYDYjem55Y7iss7zX3L54U6rh/FeMDYZ1J2NHKRFUV/YzDtxqGRRJ9KbLOh1cVviqlCGryFYTuA6HlPlREaZRWiMiCL2VkyU8N+ClSpEiRIkWK9YxhiqITQtQQMA2Jw2useReGDAlTEKBVKB/pG/+lQiYSWY4rkx5JaYSThkTq03teHwu+FL26/8r+aR1p+TVqiI6QdUOAxn0c9OSI3KMiGUcv2VdCJhbtem0N1H59hJlVQRFOpYJey7wWkeY9nCVooZCJRCeIxTDV1xTOyiKze4WjbpIyNulUb/la6zuRBR/wCcm9TpyMK86vU5cw4nj3/Vx/hcNspfNz3L3KFRpdw7g14Ps+ccjUyi0pG8W1V5pwsmAYGNEmpaRULFIp8orlPJU6/RQpUqRIkSJFivWFdRJFB0KCHhMtw3GQpoHv+6hCCUyTbEMOpRTlnjyGGYYSVEr1kioZW0FDVEXUiduUoTRE+0Gi868MkxiTML/CibbXGt7PkkEdCCmrCF2csdT3fXSgMEwzjNFOjRwjCicZypKiKDSmgW07aK1wXRfKZbBqVhASFVNkSY6yocZjChEHTeQsBgQuGnBsC1MaKN9FBT5SgiYgY9sIIXA9jwCNIQ2EMPADjVIuwrTCupUCw8S0LAINfrkMpgQjaiuSNGEZoc+BCpKwkBixJV+HE5qIDCdmbK1CmY0OyX5sRUeGJF4IgUoIdtSOIdE6IJlJyGryrCCx0MfWdx3H5Y/a1ao3apJhyOT8GEpX6+qTPA3xBNIwMCwLI2onJvBaa3zPjRYwonq1Rvl+tZwoRYoUKVKkSJFiPWLYLfiq4j2EhNr3XISOmrJMMtksjY2NofUzk6GnqzsJl9knskxkgR8oGokwjEjm0es0qyIJjopJXn/nV1qgB0AclrPyNZ6MBOiIzFeuBKjIEBxgmmYYKUhKTFNiWQZCmNiWge9YlMte3Q6GZLi3/33kT9F70zTRhoEhNBBQKhcICgUIQnJuWwaBDsJzfD+cNxgGCAMUKKURgQtaEqgwcZNUGaQhkRJUsQcyWQzbCq9Va/D9yPEZsGMH04jcy4rViiT4v+wNGRlE0iEpkdJIEp3FlvZE5hOR8Tj8abySk+jnhUBKge9XuwVXRlYCyGQy4RgmE4AoopLSiROs1hqtBJogCuEUEntQOE4G05RhJl0Vrj9ICSiJkAGm6RCumhjRykltBtwUKVKkSJEiRYr1h+HR4Nfo0sN9FVIJKROijtZ4KqDkuQD4rpuUD6Xpvef3SrAHDjcoTaNKhhOGN9SoIECrACqzidarZxBra2xpTmLvQ4WuXoMOohWFOGwkFZZkhV8qgFYEBvhS4kqJEBqhwyRNBgaqMpRoZVeFSHI8ga7wd4idaUVkRZZII0zCFHge+C4IhS0lIvDQ+GHfggARANIEITG0xiuXI/ItQzmKIdG+h8zYOIZF0fdwsLGERSDB88PJjdQapIHnuxVa+WhlJSb/8UqEAZhm9T2QEqTEjPIjIETVOMfRa3onU30JfuQcUCHpqS4T36I44k0iD9MaocKJo2lZ4YoBobOxISXSMJDCREiNY1kYhkBrQRCIcHFChAsYQsdRdmQ0wYvFUCIi+KklP0WKFClSpEixfjHscfBrnVuRAmmYCCFC63CgCMplepQKY9p7HtKyq4k9vcRe1Viu+2tfxZpprXudZqUAJQadIAxG8Ikt6TURgIidf2VvFVoH0UxFI42IDDo2ItbFqyCyAoMUGikMgj4ZYKvHNe67EvQtJ0QkZ9H4WiNVZD23TSzDwDYEhtYYUQImhcDXCuWVQ+kKoHt6ogiPJoYMLeeG1ljaR1oWWmss18WQILXAQCAwQjlK4OFIg0BDQOQgHJFfFc/QLItkkIQAO4q6E6jekKkqtKUrpUKLfiwFiuPWRwMRRugRvXUBwrJ7tfcVqzjxOJXL5cRyX5moKiyvseLJSRTX3xQmhikwpBWqwBQkbuFRVi2DUPYjdfxshaIjkTyvKcFPkSJFihQpUnw4GCYLfi+ZqmdxTxJMQSh7iKy10jRRsSZbhNKK+DQlSOQ1VajDl3qDyISunEqF8g9hGGjTGDwS+WD8Ps6Eq3W8TBHujzXZhkRrFVrsVRAny0UIjWFqDKExYiKuISCIbLxheMhAh0mjkvZqVkFiJ+VeI3UF8dfgNDSF1umgjNZgSgPDNjF0AL5LxrHCyUSg0YbA9TVlz0O5AagA2dONKcCwndCabUSWfM9FmxY68PGMPK5pIA0DO5PFzmRAClxfkc024IswWr0vBCqKI+QLiS8Ehmni+QH4oS5fWhZSg68UuGWU76Gq1E2h83NC4rPZ5LrjZ6vSido0Qyfc3rCWke9C9PyYMr7J4epKXI9B/MxG1vtovylllHU5nCwEgR/m49W92Wst00QIiZJElvtwhSF8DuK5YIWjbooUKVKkSJEixXrCOomDX6sXj7XXlTHwtVKJJVahQ4torJ8XvZxbx1ls6V9Hr1SUKMo0qq3sUmBI2Sv5qNt5Brfgx9cWSUiqrleGJF1rEUo+wqiQodRDaKSAwHMJdIDUCnSARCAjcU6gNboibKioaKN2XPtE0Qk1PGEdEIb9DDykUFiRFR4VrhQYWmHG/dWasusRFEuIQGGVSggVYJTL2Lks0rLxNPiBxheacqkEhhnKerIOsrEZu9En0BrPdSkuX4mwTQwng3AcdMZCZDLYGQfbsvBUgIz9IYSBEd+IUPsUSXWINO+91yfN0KnZtu0+vh3xhDEMKdpL8CsJdTxaZlSvJJZvRc3rSF6lwglYuOgjkVojlUboIFRfKYUpzeh+h32yIqdkpUIH7Pg5jCVAgSKJFJUiRYoUKVKkSLE+MbT4kIOg0rJaGdIyzhYbR58RldlofR88N3wlstiLXt01VGjRY7Jbu8mYsCqEaZDNZslksxiR5j4mVzrWa9ecl8g/avfVbDr+J0JrfdVxCB1XCcAIHV5NUyKNkED6vo9pCAxCeYipBbYUWIaBoRXKDwlmHJaxkqDG7+NxjMcC2WvFFkLge16v1MX38ctlyuUyge+GUW6iTQqNI82wfaUQXoB0PWzXxSgUobsHunswevKI7m68jnbcVavC/cUSpu+R8TyMYpGgsxuvvYPyqtW4779PeeVq3I5OvM4OSqvaKa1up9zVjV8oINwASxhknQw5y8GSBqYwcSwHJ9dMrqWFxqZmmhubaG5soqmpicbGRhpzDTQ0NITOyRVafSklEoEhJKaQ4fgpnUyMDCExpYFlhJspDWzTImPZZG2HjOPg2DaWaWIZZlRGYBky2sIJmA48lO+ilQ86QERhRw0RSnZEtGITeC5+vBLhe+jABxUgtArLfEh48803cRxnwG3ixIkAfOMb32DPPff8UPp59dVXk8vlPpS2B8LLL7+M4zjMnj17vbc9btw4Lr744vXe7nbbbceZZ5653tsdKs4880y22267D7sbH0usj+/Z1772Nfbff//k8yOPPMIWW2xBU1MTzz//fN1zhlLmk4y7774bx3FYuXLlh92VYcdgv6Hx36hHH310WNv9MP+efZQwbBIdiIhotK8yyouqJK6mgVChpIXImVF5fq+DbqU1PdK6VIWQrGdsFyGxdhwnOk2HWUajcJbViY7qXkGFeV9UlxGEBDLpl+6Vgmgdyjv8IqY2sC0LSwgMFEoFoc7d8/HcEsp1CTwfQ2gCQ4DSeJ6H7yuy4ycQGAZCGwlxDwm9iLVLvfvjbLPJaonEsCSOaaClTTEfQE8XnnJRIsDQPi1j2sKgMMLAkALbNDEiGYpBWGfg+2g/wERiBoCvEOUSyg/INDaRNW2cTAPSMNCBRuUL+KUS0i3T1NyCmcliWCZuoCiU8pTzeYKeHrxcltYNNsRqMLAcB4SB5/koHWBaFpaVQWkveV48FF4QEGgVRv4JQou40NXZjhNLvghXSxBhwjKpo2hFQiSJqawoxGk4+TKTVZIgCH1CvGIx9C+Iw2cqHfqLRBGGQn8AiTSjSVaggNBRVwcBpVIpdJqOougIYYQrNFok0UU/DIwfP56//e1vyee///3vXHrppdx8882MGTMGIPnOfJjYY489uPLKK4e93iOPPJL999+fr3/968Ne97rGz372M6ZNm/Zhd2PYsNFGG/HUU0+xySabrNN2XnnlFQ455BBef/31ddrOB8G66uNgY1z7PbvmmmuYO3cuN95447D2oxKXXHIJI0aM4M4772SzzTZb6zIpqvFxeM4hNFRcddVVTJ48Odm3vn4LUgwXwTcrWEyl9T2W3AShs6aUEl+FSYOkYYWSBrcMSuE0NWFZFsVikaBcBtvCyjhJVJWE5Ccx1XtfzYyDQlEoFRKZRBKTXYShFGvlOYkzr4asZaICD89XkTo+stILI7wSCdKSCKUI3BI68JGGEcpgCLClT8YIUOUCha5u3GIRS4Ffcinn82QtG6FVmOhLhsSy7LphYJmMRXHhy5CxkU4W07ERhom0TEzbQVg2XlkhbBNhmCAMVEz4pYkwDEq+i1IBTYakmO+Gzk4odxMQMGPHT1N08xRKRQrFEpaZIetkaGtrwww66C51oCyH1rGtFDq66O7swi9r8AO059GSa8TvKSMxMYICXuDjljy01tiGwDYNlNFDd0c7lmVhWjYmCsOycIsF/GXL6OjpwszmaBgxgpa2kbQ0NKCVwC30UFhdwHYcAgnSsbAzFsqEslvGD8JcBgQBtrDIGFaYKKvo4vs+juOQbWok7xbBDK31Rpw0DDBESNjL5TK2LTGkRpVdiqUSZd8LpWFCotxyuJJC2F4YNSd0IkYpLMPEjiQ5QRCEvhVGLNkKyNoWQmrQEqV9Aj8AobAMG8u2+LCQzWbZe++9k8/vv/8+ADvvvPNH6sd1q622Yqutthr2eufNm1dlTfw44ZhjjvmwuzBseOedd1ixYsV6aevjYAFeF30cyhjXfs/mzZs37P2oxerVq9l9993ZdtttP1CZFNX4ODznACNGjOCkk05KPq/P34IUwyTRSWLJS1H/vWmgVIDvlsH30YGP8ryQpNsW4zfdlC222ILNt9yCcRuNRzg2lEp4bjmR7vRtUySvvgp6iT1R+UgSJKSsIvdVmVMBhEIFHlKH5M62TWzbwjTNMHMrobVW+R6B8rAsk+aWJkY0ZbEN8ItdeD0dqHwXqqcLv301xSXv0vX2QrxVK2lUCquYx8jn0Z3tqPYOVGcn5HswSkWscpmcCQ2GptUIaJWKJqlowierXDJBGdMrYLpFTK+E4ZeQbhHpFhFuAVHO04RglJNhpGPTJiUNCJqkgVV2Wf3OOzQYBk3ZDI3ZHEbocRpau40wVKaWBoGQCGkihYmhJIaSmIHE8BWmgqBYJt/eSc/KdsodnaiePKqrB7ejk8Lq1fjFHgzPI6MVDT5kyx5OvgjFEixfgb9sKZ0LF/L+qy/z3osvsvzVl+h8601K7y6mZ/Fi3nvlFd598SXalyzBCnwaMja2CTrwkGiU7+F7ZQwFWcehqaGRrJPBEoLGXIYmxyZnmmSkJGNIMlKSMwwaTJMG08QBjCDA1ArHNsllbHK2hWNIcpksrc3NtLW20trcTC6TxbFssk4mbMd2EnlPznLI2A6OZeNYNhnHwrFDqY8pQp2/Ea/yBD6+6w3LV2x9wDRN7rvvPqZNm0ZTUxMzZsxg7ty5VWX++Mc/sssuu9DW1sbEiRP5/ve/T7FYHLDeG2+8kc0224yWlha+8IUv8J///AfHcfjTn/4E9JUOLF++nOOPP55NN92UlpYWtt56a2bNmlVV54QJE5g1axZnn302kyZNYvTo0Rx66KEsW7YMCFcmFi5cyIknnpisVtTD0qVLOeaYYxgzZgxjx47lqKOO4t13361bNggCLrjgArbaaitaWlqYNGkSZ5xxBvl8Pikzc+ZMjjrqKGbNmsXUqVNpbW3lS1/6EqtWreLss89mk002YezYsXz3u98d0AG7UqLjeR5nn302U6ZMobm5mcmTJ/ODH/wgTJTXD4Yyhk8//TQ77LADTU1NTJs2jXvuuadPPXPnzuWAAw5g3LhxtLW1seuuu1Ytp7/wwgs4jsP999/PF77wBUaPHs24ceM4++yzUUrx+OOPJ1bZzTffnMMOOwwIs0dfeOGFfOpTn0r6d91111W1/d5773HwwQfT0tLCxIkTufDCC/u9XoALL7yQE044gUWLFuE4DldddRUA7777LjNnzmTDDTdMnuvf/e53A9Y1evRoLrvsMk488UQ22mgjWltbOeyww6pkFOPHj+eqq67i4IMPprm5mc7OTgB++9vfMn36dJqamhg7dizHHntsMrnur4/z5s3joIMOYty4cYwaNYojjjiCRYsWVfVpzpw57L333rS2tjJ58mTOPfdcyuVyv2Nci8rv2T777MMtt9zCbbfdhuM4zJ8/f0jP2VD6CSQGmJdffplrrrkGx3H417/+NaQyRx55JDNnzuSCCy6gra0tWYV8+umnk+tva2tj33335bnnnkvqu+6669hoo414/PHH2X777RkxYgTbb789//73v7ntttvYeuutGTVqFAcffPCAJPMrX/kKX/3qV7niiiuYMmUKLS0t7LzzzlW/hf3d+8HGx/d9zjzzTDbYYANGjRrF17/+9eTcGIP9zvT3DA02Ptdccw0TJkzgr3/9KxMmTOCcc84B4KabbmK77bajtbWVcePG8dWvfrXf38BjjjmG/fbbr2rfpz71KSZMmFC17+ijj+ZLX/pSlURnoOe0UChw7LHHMnLkSEaPHs33v//9cIW9HyxevJijjjqKCRMm0NLSwvTp0/usRA3292wov5H17vNQno+PCoaJ4Isqwl37XkgZyhykxMxksLLZRDZjWRZL31/GG2+9yWuvvcZ7772HVgqZyyEsC+X7feuMJw+xhl6pUNKBDhMx0Sv3SWQXkWY+0fNX6OgDrfCFRpgGpm1hOTaWZSKlADSmY+M4Fo5hIAnwinkK3e10r16Bu2oF+c5Oerq6w/jzAJ4HhQI6CGjI5jCEDMODeh6u6+K7XqjHFxJHmmQwwk2bOEqQUQLb0xglH1FwMUsuslBG5ovQU0D09KC789DVDR1dlN5birtkOT1vv0vXO0soLFuB396D19HDkjcXUursQQRhfPfAV5RdHx8BloWSBkEQ4HlBMkEKgt4Jk+d5uJ5HqVSiUMrjBS7aBOkYaEPia4VhmZhCUi4W6Fq9inxnB25PAcsLaLEz0FOAlR3w7hLK/3mLzvmvsnreK6x68T90vPYWnQveQb/1Nix6l2B1J2bJxfYDckgaLJOsZSJRuG6JsnLDLLqOgSsVPW4J3/fxfRfPK+N6JcrlYrJ5bgkpNL7v4pdLeOUSUgWYAkwRRtCxTUnGtsg6No4VEXWtMAXYhgxlWDpAKx8pdPI5dph2LDsk+DLU/mdsm4ztYJsmsr4m7COJxYsXc8MNN3Ddddfx//7f/0NKyfHHH58cv//++znmmGPYa6+9mDNnDtdffz333HMPp5xySr91Pvfcc5x66qkcdNBBzJkzh2OPPTaxTldmqq7ESSedxDPPPMOtt97Kc889xw9+8AN+8IMf8Je//CUpY1kWv/jFL9hqq614/fXXmTdvHvPmzeOiiy4CYMGCBQBcccUVvPbaa3Xb8X2fL33pSyxYsIA//OEP3HXXXbz99tt86Utfqs55EeHKK6/ksssu44ILLmDu3Llcf/313H///fzoRz+q6tfs2bNZsWIFL7/8MrNnz+aRRx5ht912Y8qUKbz11lvcfvvtXH311Tz00EP9jlslLrvsMn73u99xzTXX8MILLzBr1iz+9Kc/DUh4BxvD+A/VyJEjefrpp7nlllu4/vrrkwkSQKlU4otf/CKO4/DAAw8we/ZsdtxxRw4//HCWLFmSXC/Aueeey09/+lPef/99brjhBn79619z8803s8suu3DHHXcA8K9//Yvf/va3AJxzzjlcfvnlnH322cydO5czzjiD73//+8lxgBNOOIFXXnmFe++9l4ceeohVq1bVnYTE+N73vsepp57KhAkTWLJkCSeeeCKu63LAAQfw+uuvc9dddzFv3jwOPfRQjjvuOP7617/2W1f8fO2+++688847zJkzhxdeeIHvf//7SRnbtrnxxhuZNm0aDz30EA0NDdxxxx18+9vfZubMmTz//PP84Q9/YN68eRxyyCForev2cfHixXzhC19ASslDDz3Egw8+yOrVq9l///0pl8sAvP322xxwwAFMmjSJBx98kMsvv5xbb72Vs88+u98xHgh/+tOfmDFjBkcccQRLlixh2rRpgz5nQ+lnDNM0WbJkCZtvvjnHHXccS5Ys4dOf/vSQyti2zYsvvsgLL7zAfffdx4477sgbb7zB/vvvz7hx43jyySd5/PHHaWxsZL/99kvIqGVZdHZ2cuONN/LII4+wcOFCyuUyX/3qV3niiSd47rnnmD9/Ps8//zy//OUvB7z3//jHP1iwYAEvvfQSixYtYtSoUXzta19Lfhfq3fuhjM+ll17Kb37zG37+85/zzDPPsOuuuya/WTEG+52p9wwNZXxs26anp4dZs2Zxww03cPLJJ/PUU09xyimncNpppzF37lzuu+8+Vq1axcyZM+uOTfzb70e+k++//z6LFy9Ga80bb7yRlJs9ezaf//znq84d6Dm98MIL2XHHHfn73//Oueeey1VXXcXdd9/d7z066aSTWLp0Kffccw/PP/88p5xyCt/5znd4+OGHkzKD/T0byt+Zevd5KM/HRwXDk8m2NgpNbbQXACmxMxlaW1sRQtDV1UW5XEZKSRAEFAqF0OFWa4RtY9hW+BC5bhImkSRyTGVbxGF7qqLMaEDGjr+iNy5/7WqAxsBHI4XEiCXvUb8NodFC4/d0oiwDQwd4pQK4ocXSNiXWiFbyK5YTeALDtGluakKWyhRU6Avgum5vBtUgDP8oCPssNEil0SUPEWjwBVgByAClo2gsCIQhETIO9ynQSqGicIxCCcrtRZb7AvI9sHIZBD5uzsLJGEg3YNk775IbPRKZbaDouoCJY0s8RJh4y/OQvkJ4HiiF76kwXjyh9RDTCGVKMswYbBkmSImvfMq+R1OUKMorlvA8n6yZQSoX5fuYKksmAE8rAi+6n+UAPB/88P4FLS0gAnAcGv2AoL2dYodCZDM0t42kWPbwAp/A9/ANA8+2QJsEqHBK54VSGxmFWRUqtKBrFEF0L+PbLpRG+AopQ2dcK8qWayCSGPnJY6UUQezoHKhkNchAQBB+kSVgSwNfaQIZOvQahlGt8/+YYNmyZcyePZuRI0cCcOqpp/Ktb32Lrq4umpubufTSS9l99935yU9+AsCUKVP4yU9+wnHHHceFF17IRhtt1KfO22+/nQ022IDLLrsMwzDYfPPNeeedd5g/f36//YjLbrrppgBsttlmXHvttTzyyCMcfPDBSbktttiCY489Fgh1nfvuu29iRYmvobGxkba2trrt/OMf/0j+4G+99dZAaOW65JJLeO+99/qUP/LII9lnn30SbfyUKVM47LDDePDBB6vKeZ7H//f//X9YlsXWW2/NtGnTcF2XE088EYC9996b0aNH8+9//5t9992333GI8dJLLzFt2jT22WcfACZNmpT8weoPg43hAw88wOrVq7niiivYcsstgXClpVIraxgGDz30EGPHjk3G84ILLmDWrFn885//rLLAzZw5kx122AGAAw88kD322IM77riD448/nqamJgBaW1tpamqiq6uL6667jh/+8IccffTRyVjOmzePSy+9NCF7jz32GL/61a8SZ7krrriCRx55pN9rzuVyZLNZpJSMGjUKCCel//nPf5gzZw7Tp08H4L//+7957LHHuPrqqznooIP6rW/bbbdNJqNTp07lxBNP5KKLLmLWrFk0NDQghCCXy1URtF/96lccdNBB/PCHP0zG/YorruCAAw7gn//8J7vsskufPl533XUIIbj11ltpbW0FwlWAqVOncvfdd3PkkUdy0003kc1mufbaa5OoXT09PTz11FNYltVnjAdDS0tL4rcW92Ow52wo/azEqFGjMAyDTCaTtFGLemWEECxYsIB//OMfyXf34osvprGxkZtuuimZVN5yyy2MHz+e22+/PbFGu67LWWedlfRvv/3248orr+SJJ54gm80yfvx4dt99d/79738POD6+73PppZeSyWTIZDKcd9557LHHHjz++OPsueeede/9UMbn9ttv54tf/GLyuzVlyhTmz5/Pb37zm6SewX5n6j3n11133aDjI4SgUChw+umnJ1b4hx56iEwmw9e//nUsy2Ly5MnccccdvPPOO3XHZa+99iKfzzN//nw+/elP88QTTzB9+nRaWlp46qmn2GyzzXjzzTd577332HvvvatWKes9p/HK1uc///nEULTNNtswa9Ys5syZw+GHH163Hy+99BKnnHIK22+/PQCTJ09mu+22Y+ONN07KDPb3bCh/Z+rd56E8Hx8VDJ9Ep78INCJ0viV6rYyWE28KjZPLkhvRitXUiEbjlUoAGI2NvW1UknNDEnlGghHGZ0+i9EQTAVUhzukj9RG9mzZMAiHD0JCeIlAeSvsIrTCFIpt1cAyNUCXwSxCUMbSLVC46KNHU2IBtmmg/wBCShoYGnGwOHSi62jtwiyXKpRJuqUxQ9gjKHn6pjFsoUuzuQeXLqO4SfmeeoCOP6uwm6OzG7+jCXdWO0ZWHjk50ewdq9Sr06lWwehVqxUr85SvIFEqI5Svh/fcRSmAbBjktGJVrYExjE13vr6ZnVQelngJ+2cfzFZ5S+FKio5j3brmM9jUSI3JqDS0sAMIKJxk+mrJbpLvQRWehix63QKBcOrq68LxQl581bVobG8gaBl5nF/lly7EKZTIlj5wHDVg0SAsHA9sPoFjGKhURQUAjkCmVUKtW4b6/AnfVKvyODpzAxxGajGlimWEWYKRG2BI7m8G2Q6lMNmPTmM3Q0Jgl15Ahm3XIOjamFDiWSS7jkLWt0HqPJmOG0qWcbYWRXHUYaci2DDK2hWVIhFZkHZuMbeJYBrlMryzHsU0yjoUZRfMxhYwiBIXvDXpj7X8cMHXq1OTHEEikLd3d3SilmDt3bh+rzO67747WmhdffLFunf/5z3/YcccdE1IC8KUvfWnAfjQ2NvLrX/+a7bffnk022YSJEyfy0ksvsXr16qpytU6ora2ttLe3D36hEZ5//nkymUxC7gGmT5/O73//+7qTlVGjRvHggw+y2267MXnyZCZOnMiNN97Yp81NNtkk+SML0NzczOabb15VpnJZfzAceOCBPPbYYxx99NHcfffdtLe3s/nmmw/okDjYGL766qs0NDQk5B7C5ejx48cnny3LwnVdzjzzTLbZZhs23njjZKxq70VtZJstt9ySt956q27f5s+fj+u6dZ+lt956i56enmTVJZ40QPjHtvLzUPD888+TzWbZZpttqvbPmDFjwEkm0EcTvtVWW1EqlaomfzvttFPy3vM8XnzxRXbccceq82LLdX/tPfvss+ywww4JKYRQgrbpppsm5zz//PNst912Vd+jmTNncs011wx4DWuCwZ6zofRzuDB16tSqifm8efOYMWNG1feqsbGRqVOn9ml76tSpyfvm5uZE9lG5b7Dv3hZbbEEmk0k+x74Llc905b2HwcfHdV3eeuutPs9w7eeh/s5UYk3Gp/L5jCcre++9N7/5zW94++232WCDDfr9nm288cZMnjyZf/7znwA8+eST7LLLLuy0005JpJynnnqKsWPHrpFf1c4771z1efTo0fT09PRb/sADD+TnP/85P/zhD3nsscdwXZfPfOYzbLDBBkmZgf6ewdD/ztTeZxja8/FRwPBa8Cst+RXvw8yyAq9cTr5YXiRn0VqD61L2vCgeekjSRRztpJLYV1rwK6OoRDKgUEyh0UohopjncXhJRBQnvR7fMkIJkdYaXysIojCIKKQOwx0G5QJeMY/UHrmshWkISsU8hc5uRrWOCkmz6wI+tjRoaWnBM21U2cMvFdGBQvtBstKglcL1AwLPR1h26IAsJZhmOF5oVOCjfY8gCoOplELoMFuqVAoVBMhAkzOaEJ6LpwNGNjVD4FLyStiBwiuUkL5Cl3yCkocwLZQUeCqMcW/YDp5pIn0PUxpoqfCURppR/Hk3oOx5+H4AvgeBB5aFyOZoyDYiTYOuQh7DMCjliwReiQbTBi/ACDQNGStcnYlgGSa2MBC2hQJcT5C1HcomGK6H6O7BFIqcZeCXypRXrmaDiRPJynAShm2jpKSsfZSS0dxSYyAxo3zIsQWfeKwAS0iMyNKulR+G1JQKaYQJunQQZlY2pMQ0DYQUYSx8FI5hopQKiXsUDz/OvWDIMAmaME0MQrkXQSgXU34YDejjgoaGhqrPSaQmrSkUCvi+z49//GN++tOf9jl36dKldetctWoVY8eOrdrXn0Udwt+Fgw46CN/3+cUvfsHmm2+OaZp1dcXZeGVvLdHe3t7nmgfCd7/7XX73u99x1VVXsfPOO5PNZrnsssv44x//WFWuXmSiyj8GMYaaBO2oo46iubmZa6+9luOOOw7f9/niF7/IlVdeWde/YChj2N3dXXf8KsfjzTffZN9992WPPfbg5ptvZuzYsSilmDRp0oDnxZ87OjrqXk/8B/YLX/hC1aprvLy9bNmy5I97bR8bY4PPENHV1UVjY2N1Xhagqakp6Ud/qG0r1q9XXldzc3PyPp/Po5TqY0GPP/dHWLq6unjhhReq6oLQGh1Lptrb2/vonIcbgz1nQ+nncKGlpaXqc1dXVxV5i9HU1NRnXGu/f2vz3au99/HzXTkxqB2HwcYnn8+jte7Tn9q2hvo7U9v2UMencmynTp3KE088wS9+8Qv+67/+i1NOOYXPfOYzXH755f2S/L322ovZs2dz2mmn8cQTT3DRRReRzWa57bbbgJDgVwZ3GApqw7fGK+D94aqrrmLatGn87ne/48orr6SpqYmTTjqJCy64IDFMDvT3bE3+ztTeTxja8/FRwPBLdOq8V3EyI91rmQ+Zl8QPAlo22IBisYhbKoGUOI6DEIJSqRQ6aWazdYl9GFMfNLo3OZaUiIqY8dKQvTKJWgu+jl7jpe7ogVJoBGFyJqEDCgvfAtsAS2DbEkeK0NHTbsDPZih3e1jSQBugXZ8AHRLZbI5AupRVgPYDdDQG8SYCjUAQKJdA6ZDYG0boCCtEmE02cPFdN/rjF5JKM/IrsJSP8gW+144dJ7QioFDqwfPLBF4DnV09mE0NeMUyvuxBZRrAkWgsNAaWbaMtG+0GSCQ6TgymNUKGEYx87QM+aB8cA9nazIhRbTRmG8IEVN2h5twrFvA7OugELCSOZTJuwzGsau+kUMpTKBQoaI22bGzDRAiFNBRS+zjCQAceQb4bbSjMXBZQeJ5PYflylJSY2RxZ00A4NjYmZR1OyrKWFSYXU2FeAa1U4jSthcSWMgyl6fth0qr4mXQ9fKVCgi9CSRdKoXw/fHbQoYQHHYZ1JQzJKYVA6Sj7rRZhJCcpEabA1wrl+XhKYUCS7fjjjlwuh2VZnHbaaRx33HF9jvfnyJrJZKomeMCAlqg5c+bw4osv8uijj/LZz3422b9y5cphj/wzevRouru7q5LX9YcgCLj55ps599xzOeqoo5L9XV1dw9qn/nDQQQdx0EEHkc/neeCBB/j+97/Pt771rbo61aGMYUNDQ92+V/6Buuuuu/B9n9tuuy0hJf0t3deSiK6uLkaMGFG3bPwH8+abb64bCnTChAksXLiwT3+AficN/aGlpaXuPe7q6upDImtROwGIP/d3XQ0NDRiG0ee8eJzrEYW4j7vuumsfBz/oJRKjRo0adEIyHBjoORtKP9cV4vtYi66urj4GhOFAf/ew0jpfi8HGJyaxtd+7ymd6bX9nPsj4fOpTn+Lmm28mCAJmz57N+eefzyGHHMKCBQvqGiv23HNPvve977FixQr+85//sPPOO+M4DosXL+a9997jqaeeqvJLWheI/xaddtppvP/++9xxxx386Ec/YsyYMZxxxhmDnv9B/86szfPxYWB42Ud/RF8ppGliOg7CshCWhWHboabZ8+hcuRK3XMa0bSzLolwuUyoWkKaBM7KtLzEXFfVHjrAxyU8SQBkSwzKRppkIdXTV+dGGACFBGuHkIErKJRFI7SECF1oaGTV2DJtOHM+olkbKhW5WLltCvqsdk9D5MpPJJD/wbrlMPp+nu7ubzs7OROOtVUj+lOejXR+8ALwAv+ziuS5uuYxbLuGVXQK3TOCW0b6HVyqiSgVUqYT0PMwgwNYKB4EtFL5bxLQEpiUoeQXyxR6U0NhZO7T8+wHlfIFCVx6vp0BQ9PCKHioIsAwL07SrZreh06qPUgo38DFtAywJWRuaG2ka2UpDcxOBAQW3iLAkDU2N4R+whhyGYYQyJ+UjLZMNxo6hsbUJLInrlegs5+n2inSrMsXApTPfEZYVAaVinq7Vq+hZvRq/Jw+FPG+/9Arv/edNOhcvQXf10ILBhrkc4xqaGNPYyKimVkY0NNGQyZIxrTCZl2mRsx0aslmyTgZbmhhCYguDrGmTsxxsYYCvwA+whAzPtSxMBIYGW5rk7AyWMDCRWITnW9F7UwssaSBUmInZMk1sw0xeM45DQ+aDWZk/KpBSMmPGDBYtWsTmm2+ebJtuuimWZfVLeqZMmcLcuXOrrDH33Xdfv+2UIgNA5dLqM888w8KFC4ds8a7EQOdMnz4d13Wronu8+uqr7LzzzrzyyitVZYMgwPf9qtWH7u5u/vrXv65Vv9YE999/P2+//TYQksjDDjuM448/npdffrlu+aGM4dSpU3Fdl1dffTUp89JLL/Vxsm1oaKiyOP7+978H+o7rE088UfX5+eef7yNLis/ZZpttcByH5cuXVz1LbW1tjBo1CsdxEplFpbzA87w+7dRDZd8+/elPUyqV+oSE/Ne//tXH6bMWTz75ZNXnuXPn0tDQUFe+BSHp2GabbXj66af7tAUkeuHaPm6//fa8+eabTJo0qWo8pJQJOdt2222ZM2dOcm8B7rjjDvbee+8qx741fRYryw/2nA2ln+sKcQSUyog+HR0d/Oc//6ka1+HCyy+/XCXViH17ap/pSgw2Po7jsMkmm/SRzFRGpVqT35nKz2s7PnPmzOGZZ54BQoPY7rvvzvnnn8/KlSv7XZXZY489WLZsWRKZaMSIEeRyOaZPn84f//hHFi5cyF577dVvm7V9X1N0dnby+9//PlGBbLDBBpx11lnstNNOvPTSS0Oq44P+nVmb5+PDwPBksrXMyBGzQn8f6fKFIcMwmWh8FSRhKgOtQrmMbSGzGYRpEGiFF/jh+ZaJQofe50KAIaN2oi22jCoFhgEilOcorUPXS6VwfR/Xc6v7FWv3DSPss2mEmV5tK0yq5bpIFFJrvHKJwHUZN2YkllZ0rlhO56pVmAJGNDeQMU3KxRKN2RwqSngkpSSby+FkM2F0GctKIvfE5BmlsS0LQ8pQ+67DfnueS6FQoLu7m+7ubrxyGYLQ4TUcToGOMtW6pQJeuYjyyxiOoEwZZSk86ZMZ0YSZy7B01QqUCH80vIKL29lDuTuPKrpYCrLSIus4YbgyO5MkgoqXtEulEtlsNpzFCwBNrrWFEWNGEVjgGYoRY0eRa2xAWBKnMQN+GTNj4jTkaF+1krxbRGRMRm80jglbTCE3fhQIl1Kpg6IuUsqA0eSwsrudpUveob1zdej7IEGXywT5IqZbxiyVKK9YyaL5L/LiE0+yYO58/JWrGGk6lFa3o4pFDN8nZ1u0NjZgSxFGzNEKy5T0dHUgKiLhOLZJUC7R0pCjsSGLY5lYUuCYBrZlYEgwJTiWgSlDh2opNL5Xplwq4HtlVOAR+C4ZxwIdUOzppquznUJ3Vxi9R6tQ2/8JwVlnncW9997LpZdeyhtvvMH8+fM57rjj2HPPPfu1Ln7lK1/hnXfe4YILLmDhwoX84Q9/GDB6yTbbbEMmk2HWrFksXbqUhx9+mDPPPJN99tmH119/neXLlw+pr5lMhmw2y5NPPpmEAKzFXnvtxbRp0/jWt77Fww8/zOzZsznllFMoFotVOl4IoylMnz6d22+/nQULFvDiiy9y6KGHst9++7F69Wpef/31JLLEcOOqq67i6KOP5sknn2ThwoU8/vjj/OlPf2K33XarW34oY3jAAQfQ1NTEmWeeyXPPPcfs2bP5zne+U7XM/5nPfIYVK1Zwyy23sHTpUq699lqeffZZxowZw4svvlhlVfzrX/+a/HG/8soreeaZZ5IEY/Hk74EHHuDVV1+lubmZE044gQsvvJC77roruaYDDjiAE044AQi1vjvttBOXXnopDz/8MPPnz+eUU07Btu0Bx2rEiBEsW7aMp556ikWLFrHvvvuy5ZZb8u1vf5vnnnuOBQsW8N///d9J5J6BsHTpUi688EIWLFjAAw88wHXXXccRRxxRV/IR47vf/S4PPPAAv/rVr1i0aBH/+Mc/OOuss9h9992TCUVtH0888UR6enr45je/yfz583nzzTe5+OKL2XbbbXn22WcB+OY3v4nneRx77LH885//5P777+e8885jiy22QErZZ4yHghEjRvDCCy8wf/58Vq1aNehzNpR+riucfPLJFAoFTj75ZN544w1eeuklvv71r9Pc3Jw4ag8nRowYwcknn8yrr77K888/z3nnnceUKVPYdddd+z1nKONzxBFHcP/99/Ob3/yGl19+mV/+8pdVhH+ovzO1z9Dajs9DDz3EYYcdxj333MOCBQuYP38+s2bNSjTp9TBy5EimT5/O1VdfXWX93mWXXbj66quZNm0aG264Yb/jCmv2nNZCSskZZ5zBKaecwvz585O/K88//3y/v4m1+KB/Z9bm+fgwMHz0Q0bhMA3Z+xpr6KFCYlPzGn+MQ1qaRrglDrO9ZXWFvIV6s6yovK4MpVnZXr1VeEFI9gMdWnNNk4ztoJWP19FOeekS3nt7ESvfX0K+sxPtulhAxrDIOTaNuUzSN6UUvu/jeV64BX6S1EqJ8MubdTJYpokM/URDZ8wo02q8CaGjEJVlSqUSgR8mdgpcN6zXDR123VKRcrlM2StT8ooUA5diUKYYlClrDy8IwhwBno/2fCh76JKHLnsozwU/QPk+tm0ToCl7Ll7gJ9Ff4vCT+fZVYJpkNxjN6A1H09LWQmNLI07OQVoS6ZhIS+Irhd3aQnc+T0dXJy1jx1B0yyxa8i6rejoxGh3GTt6EDbbZGnvTieAY0LWarncXoQrd4FgYjo0X+BR6utHlMjkpsX2FLJRwV3dQWLqc7vfep7xsOf7K1QTt7YxqbCRrWFhagOvjl8pkLZumbI7A9SBQNGRzZJ1MEi3HMUyymQyGhgY7Q8a0sA0TQwFegCp7uKUyXqGEdn1koLGExJYGjmEmmyUkyvPDiZgILfqGYYSSLa2TaDufBBxyyCHcfPPN/OEPf2DGjBkceOCBlMtlHnrooX4jdxx44IFccMEF/OY3v2H77bfnzjvvTJaw6xGl0aNHc8MNN/Dwww+z5ZZbcskll3DjjTdy+umn8/bbbw8p6kyMH/zgB/z5z39m//33r4pVH0MIwT333MOUKVM48sgj+cpXvsKoUaO47777Eh1nJa6//nqCIGC77bZj5syZnHrqqfz4xz9m4sSJ7LLLLv3Gjv6guP3225k8eTJHHnkk22yzDd/85jfZc889+cUvflG3/FDGcOTIkfzxj39k+fLl7LHHHpx00kmcfvrpTJ48ObEIH3jggZx11lmcd955TJ8+naeffprf/OY3nHTSSdx2223893//d9Lm//zP//C73/2OGTNmcMkll3DBBRckEoNPf/rT7Lvvvpx99tmceeaZQBgu8OSTT+a8887jU5/6FCeccAK77rort956a1LnLbfcwtSpU/nKV77CQQcdxIQJEzjqqKMGDEV3xBFHsOmmm7L//vtzyy23YJomf/3rX5k0aRIHHHAA06dP5+GHH+auu+4aNNrFcccdR3t7O5/97Gc56qij+MIXvsAVV1wx4Dlf/epXueaaa/jNb37D1ltvzdFHH83nPvc57rrrrn77uPHGG/PQQw8l92LnnXfmwQcf5M9//nPiEDlhwgTuv/9+lixZwn777ccZZ5zBYYcdxqWXXtrvGA+GU045haVLl7Lnnnsyd+7cQZ+zofRzXWHy5Mn87W9/4+2332b77bfnc5/7HAAPP/xwlQPtcGGrrbZiv/3245BDDuFzn/tckuthICnfUMbnv/7rvzj66KM555xz2H333XnuueeSCC3xcz2U35naZ2htx+ecc87h+OOP55xzzmH69OkceOCBaK257777BrzWvfbai8WLF1cR/F133ZVFixYNaL1fm+e0Fk1NTfzv//4vixcvZp999mHbbbfloosu4kc/+tGQs5Z/0L8za/N8fBgQ5XL5A60vn3XWWcwK2kKCT0ishY4i2ChNJJKv1rxXvtKrU05i1hOen/yQx2Q+Ju7xvnh/bM2PJwRhjMzeTlae30fLL0DaYRnPwzIkGeHTvWwZLF0MXgnwwQLHsnAsgZMJLd+GKdBKIkQDXllRLpbwSmW056I8n6DkoiMnW1OBoRUy0AR+KNOJs6dqU1Q5/+poYoDy0UphWSFZlHG4TYJQUxqNs7KiyAqCcNYgBGiJDFXgYWQcJdFIyDZgjhhBbsRIjObG0Ou+VKR7xQpKHV1YCgzfx80XUdpH2gaBLtO00Thaxo4i09qAlc1Q9Eu4rotlWZTyJTKWTbOZY7ONN2XZwnd44bm5GELSvXIFzgajyTQ3kmtrIdPUgLQtgiCgq6uLnq5u3KXLoeyF082mJqzWVhzHSZJu+aUyOgiX6MuuB9IgN7KVDcZvRNMGYxix0UYU0TQ1NWFYJsViEcdxsByHnp6e0EFWSrLZLIWeyBEu14Dv+6GcSIIX+WkYUbbaIAiQUmKbYV9j0h6vxFQu40nLTiZ48f541UYIwaaz/8bll18+tC/UJwxaa95///0qi07shDVv3rx1ksE2xfrDyy+/zIwZM3jsscc+ctarD4Jx48Zx+umnc+65537YXUmxnvG1r32Nzs5OHnjggQ+7Kyk+gvg4PR/D5GQLcUKrmKBLrVGokORXRLKp91rlABWXjeKwh8HeRT/W9wqS3keXX6eP1JTR8bkCDANDSiytcAt56O4CpRBNjehynowlcQwBhJp23/CBMKKK49hoFSTadXwRzjGkREfSIx2Ece1NQqfM2LqrBHglD4wwyosRhfsUQqADjYoitsRDERJICQSARAiFoRVBfH2KKFyQCodexeebgAbpoUouge8ifA8PRVMuS7dpoFEoITGFABH3GcymBpqaGzEsSXd3J7rUg3QMTNPEsCQjxrTx/rvL8FSBjceNJZPJIBH0dHeDGYaRLBUK9LglzK4sDc1NNLe2sMGGY9loownkN5zA6hUrae9Y3ZuMDAMRKJTn4RdKWNIgi8CxHTyt0Pk8q95dzKr2lbz5ziK0kw0z6m08Eb8YWt4tw0QSRuLQWiMRNDQ0oLzwPmmlkJYVrvoQknMBmNLA1OGKkmWYlP3e+xZLrBLZlQhXYQLR+wxXkvuP2ox+fePJJ59kn3324fzzz+eII45gxYoV/PCHP2SHHXaoCtGYIkWKFClSpBg+DF8UHSFCaUzsrFmxn8EiiQQBOpbzJJFsImgdaeyj95VEPSHrNfXXEv/K8yr3x7qd6Hytw0g2juVQzmShWMCRBpg2TpjrCa1VGCNemmQyWQzDQqneUJ3CkChZEd5TCuxMBrc7j++5IEJLsJRRxBqtwqRPWoCpQYR9CNc+BEJIAi+0Lqt48oRACAMhZOgg7AcYKDypo0WRaHKkQCuBIUwECh/Qvh/6HOgArVx830A0ZDBtCywbqXQoHzIMAqVC8huNi2EYCC0wTJNMLht+Ng0My0JLTdkr8/rrr7Fh00gmT9qEt157MwyXV8iHY2JJPFfTVfRwu4phvoBclkwmR+vo0eRGjMDzvDCiUtHF0JCRJl6xgLRsbNvBMMKsua4OKOW7cAs9ECwHLXivsZHxG4yhyXHoKRcJvDKB52LlsnR3d1PSmpEjRyJsk5UrVyI02LZJLpulXA7Ju44TjHmhnjrwwwhGMorY43keUodyK9OyIh8HjwCdWPZjuVm8/V/G7rvvzk033cTll1/Oz3/+c0aMGMFuu+3GxRdf/H9+8pMiRYoUKVKsKwxrmMxK2YKuksUM8oe84rjWGlVzTESeipoKWU5lvfWi9/Rn0a+V6WiBMAy056NcD+GYNDU0QHMT7Z3tlDo6aBvZgkEUDz9QIbEGgkATqADXLxH4FZb2iBQHWoFSZDMZ/FIZVQ4TfBmGgdYQmBpbC5S2gXDiEFrNVUQWA4TWqEg+Esf2V5HDqxBgaI3w/DADgIRAgBKRlV8rtNIY0kAaAikNXKFDqZDWKB2Ejsi+h2FbobNsMZTDGHaYMMMjzMRrGCLKnmeDGbbRle+m7LlIaZBrbKCtLUdhRTu2YbLF5M3ofG8lK1aswDQMtBHGiVeBxi0V6elyUTmPoMmn28qjDYmdzdHQ0ERjYzPFrh662zvo6eoGpVGuh+srpOWhTIk2BIYUSClw2sZQ7O6h1NVDsauHUWNGk8lk6CkXEVqz4M03WRWFZtx6661pa21NrPO2beO7Hr7rVTliChFlGkbgeX44qVI69GeI4t/bloUGPCFCB+hK2U7Fatb/dcycObPf1OcpPt7Yeuutw0AInzDUy2Sc4v8G7rzzzg+7Cyk+wvg4PR/DGwe/RpscHxuM6OgoO5+OJQ7J/l5tPoR680qNs66tt0aG05soqy/pT/qkQ3JmZjIIBMovkXfLFIvFMAZ/voBubUKIcHJhiFDb7vuKUjlPyfWwnSa0kNGiQNgvJSBQCq0CsMLkVYZlYRkmWoWRbZRS2KaBoy20DnXfKgiqxlAgEdro7T4iifepAaEUphsgUGFyJlOgpBGNuxFGAA00lhkmG9NCEgWNDyMNBT6FUhHTtMk05PC8gEB4SDPU/QvfS0Ll2baNG5QolUsUvBI9hUKYhdjJoPFZ1Z2nsLyd4nurmbzhRowfNQa/u4DS4GqN62o8HWBqFUYbsiQN2Czv7KIYuAirBz16JG1tbThNreD65Ms+rh86sXpeGR24YJsIx0JZJtIQZCwbOWIkhoJl7y5BKYWRseno6WZ1RzsL3l6IFzlZjh07lrbW1vCabCeJbBREPhG9js4iTGxlmijPxzGtcDEomsSZQiI1uCoIQ78aIemvDDcaR0dKkSJFihQpUqRYnxg+gh8TmUoLO4AU9bPHVsCII45AFYEPSapESgOlNUJrtIis5DKW/4hevX6NJT9pV8o+Fv2YdgkFpltmTFMLUgg6V3bSteJ9vJXLIN8NpiTf2YFjSGzTxLQNTGkgkGHkmnwBaWSRUZx1IUFLiRYhoVYaPFejtIEwHTBMfNen5PlIpTEMAyUFgdKoKBOqiDTehpAhaTTNRCISj1Ek2omcbgUGEgglO0YUxUiK0EfAK7kEQqGlSSAUBgqhFVIF4PuUii6N2Ry2k8UzCvhopDTQpkIrSUNTE7adQfkBbrFIT6kHVwU4tkVDUzOdHXnaOzowPc0GLa10vbuC95YvY6dtP41tGixcsADtegitMQiVSEHgoUsupZ58mIBKCgytKXX1sMpzcSybxlyO0SNaWfD6GyEBJyDQOswyrML49Vpp2hcuIDduPF7JYNFbb7BixftYOYeuQoHOQjemZSMzVmh9x8cwBLmcg2ladLZ30JhrwtQCV7hVuvnYcdZxnCTii1I+SoGWGk8FuK6LQIEOfRKEEd4JTwUoz0ucd1OkSJEiRYoUKdYXhoXgywoNO1ClpUeAMGS1Zb/K0i5QgR9K4YVA6NgKGmv5JYGvkaaBsI0kgkwY3lKAYYIf9Gr9K9uJ491XhttM4vSH+8yyz4b4iPcW4+bzdCxeBJ2rwDZBBmRtGxH42IaFY0gMAXge2gfD9TAV9HT20DyijXKhiFvIkzNNpOcRFEo4Zg7fVyhhY2ebEFpRLHaiDRtpCUraJYicYo1clgazMYz0UnZDSZDvk7UtpJBJ6ErQ2JYZWYjBNyRIiRaCAI3n+mgBhq2RlolrC6yMgTBMAjRBqYjX3kFWtdCSa0A6oXU+8Eso28BqyFHO5/ELLgiB7TRQyrvoUpl8KY/WAblcBq2hZ2WeUa1jMJrG4eaLdK1cSbcK2HiD0YyYuAENIxxWd73L/GfnM2qDDRg5YhTt3UWk04iWCh34+D1dZHNZtArI57vxMhmsMaPQ0qarmCc3shW3WCLf3YNfKiF9RcaUmMrA1KBbmlDFblzlkW3Oocp5in4PCEFT1sQXGmFoAtNgyeK3MEzNhAnj8X0TPyhTKghMaeHYvdFw8vk8UhImHJE2UobW/IbG8LqDwCcIFIYlME0TN/BR5RLakJiGiRP5YsjUgJ8iRYoUKVKkWM8YFoKvqwg7vQ6s0WfTthN5jYp19IkOB4RhEmrQJUIYFRWGshdfhTIeLQFhQmS/Dgm+CD1yjTj5VRwdR/Xq9D0PbAvDskNnzyCAIAgJvlKsfPNN8gsXgVcGvwRSYqsAKQ1GtTTR0b6KwPcpBl4YOtG2MW0LUxvYQlPMlwgaQhlHJpclZ9oUPEVB5ym5ZbKZRsqeS8n1EEJjN2RpGTUCk4Cu7g56urtACAIVUHAV2vcAjXRsMpZNvqcLy5AIKRB2KNdRKDylUL5LLttAEEeGkSIMfSkFvla4pRLYNkprtPaTGyZVAGUfn1LoKGxnwkkCEl9oMA3M5hZyGRvDMFi+fDnFcgkza2Fmbdx8mWxzjhGjRtPYMIqO9k6ENhg9Zhw520Ebks6eTsygxBZbTMLtWcnypctY9OZyci2jacxmWd7ehef5NLa2ghvG4FdemZLnknfMMLutabDRhAm89dZbeL6L09iAiSDf2QUIWttGUC67YBmYdoCpNFL5KK1D1wtTYlsGqND6Xsj3sHLZe1gGjGobSVNjBuGZSC3xtUJKAzuTxTRNgsALMxP7XvjsCo3UvfkdtAQDI0ycZUi0tHq/BlohDYEhh2eRLEWKFClSpEiRYqgYJoJf4/AqqzXwwrYQSYIqVZOoSockHYXWUaz2Cuu91mHdypChDj6W2gjCsDbSgEwmtPqrKLFQoJA6jGluComZyWFZFoYpwwRS2gchsSyLNifH292dsGwJ+C60NOM05CBwCQIPkzB5kQoUfhCEFvBAk4kYntBgOxmkAqVDWUbJVyhDhPVIA7fsgSVobGmmwbHxerpxyz2YUtDSkKW5tRkvUCB0GCGmVKarqwuvpwuvswcsg7KhQ4Kvokg6hpnEvPfRCMPESMY9HFZTCwQSFAhfoVQAUiJNE0eamIgwGVa5jJXNhbctrsOQOLZFS0sTPVFWXcswaW1uIdvcgI8mkAqvVMYTBcr5POV8AZnN4BgSE41yXbTnMnHDDWn77Gd5/ZVXeXbuC7hdXXR64HWXoaGJ5sYmimWXYskFN4CgTFd7F0oL7FyWQqFAW1sblmnS3dFJvlBAGEYYwrJcphSAmXWQTpi4SgYhGccQWMKgo7ObTEOOXGMTnuex8r1lFLt7sKduzgZTppLv8UKrvB+g0UhLkpE2pZKi7LkoFaC1ROpwpSR2oDWFBCOMtBPr9j3Po1wuJw67UkqGPw1LihQpUqRIkSJF/xge86JRSe5lr+VcCIQMHU41YYSX3viREcKYk0BM6HVUJiL3gIyzSho6jFYiFKBDHT4gjZDcax2ggwCpNLaU5CyTjGEhlEaXS3idZfxyEQKFZZk0NjbSZFnIUikMHSkNkAJDK3zPxyvm6WzvQAKGMEBoAt/DK3lh+EnDQCuBJSTa80NHWc+nLEJLv9OYQWPiCxfKHo0tjWw6bhzl7nbeX7QAP9+JY1q4rsKPIufYzU2MHTOaMUFAe+dqSqUSHR2rkQiU76NLBfAVSslE4uT6PpZlY5sOqMhqrxS2aZHL5iiUymgCDEMgLBPbsMg6OaRlI6Sgs1zGCXxMEY616UTp4FWYXCqfz9Pc2kxDUxOGY2DaNlnboivfxfvLlrJSr0Ji0NOVZ7XnYumAxonjwqywfkChq5OWbJYtJ21GUPJY+M5ySoGgccMWci0j8THCpF9eFP1HGmHUGg22ZbF61SrGjBlDc1MT7ynNikIxtKALKJVKWHYOExk6vgZhxB3P9wgMgfR9tOujDBdpWmQMCy19/HyJ9uUrWdHQTEPzqDBMKL3Oz0qp0B8i0EgpqhJZxWFDhRDRGlOvTC0IAgqFAoVCASBcTUmRIkWKFClSpFiPGCaCb1aR+pjkaxmHdYxDO0aIrPAhKVKIyIIfRXgHLVEijCADYUz2EKGDrRRhvPgYftlFIrCFxDAlpgJLaxzfx/YV+ZWrKfXkKXR04BfzoMCxTUqWRQEovfMOlMuQy0CpiO+XkVKAF1Dq6sKyLGzbxpYWWoAfKALXR1oCISzy3T1kXJ+mhgw5J4MmCCczCgpuiVxbK1apjJkxkLZm4kYbsPHIBpa9s4CFb75FZzEgQOAWi3R2tuMrj0xjA9mWJkZtNI7WnjGJdbiY76ZUKIeTlihZVn7lSjyl8QMX4SukEFiGhSEMtKcwtYHSoJTGUOHKhhQiiuuvQQWUfQ9pmViOje3YBKUSpe48hUIBx3EwDCO0lncXCaTGcmw8fFTZo1QqknNyKLcMbgk38OhYtZLOVW20OpJ3Fy/G7epkRFMrUyZuTEtjG66SWLkWlrfneeu993FdFx2Ez5Jp2pjCwowy2RrSoLujm1wuw+jRozGE5P2lS/F6esCysE0rfEYChVsu4wcBBa8cOgs7Fk0jWikUinQVS+QaG2nO5RBCkG/v5OWel9hq2xm0jBxFrjFHqVQi0AGKcBJomiY6qHZwDieToQRM1cS8t20bx3HC51TKlOCnSJEiRYoUKdY7hicLj2NVb7aJdCykYyGi94Zthbp1x8ZyHMyMg+04WNkMhm0hbQfDcTAcGzPrYGfCMmbGwYqSCpmmiWlKHMska5lkTANHCEZkc4xuaGR0Q442J0uD1tCTp7DsfboWLaLn3SUU330Xf9lSWLESlq+g/M5iel55jeXznoeuDhCarGVgeB5+oYjwPWQQ4BVLlHryuIUiQdkNJUBaIzFAhZIZKwBVKOPmixQLBbq7u/ECD5E1MbIWwhSM3Xg8YzYaTaHcTb7QyZgxrUwYOxpTBVAukTNNLMtE+wGdnZ0sXryYhW8vZMn7S9G2gdGQoaGthbYNx7HBhAmM3WQTJk6azMabbUbL+HHQkEF7LsovIywTK5dBC8jn8xiGgSlCnblSCs/zcF2XkutS9r0kqpAGTMemoamRXEMDhmFQ8sJET6tXrmL1ypV4nodXLrNy+Qo6VrdjmSbNzc3Ytk1DQ5YNxo9l5KhRdHZ2snTpUnzfp2N1O0sWL2b50vfI2RZtzU0053I0ZzL4pTyGBsdwyFo2FibK9fGKJTpXt7NsyXt0rG6nu7OL1StX0dneQTabZdNNN2XEuLEgBKVSiWJPnq6uLvLdPZRLJXSgwlj1wsAtFLGQZEwb/IDu9g46Vq6iu72DfHc3Cxa8SUfHagICtNShFV/7CWGPQ2fGyb6MaHIkoshO8Xh6Xrhy09DQwIgRI2hra2PEiBHD8hX7OOAb3/gGe+655weu5/zzz6e5uXkYevTxwdVXX00ul0s+jxs3josvvnjI59900004jhM54X/0cNlllzF+/Hg23HDDD7sr6xWPPPIIW2yxBU1NTTz//PN9jr/88ss4jsPs2bOHrc2vfe1r7L///sNWXyXOPPNMtttuu7U+f132bSDUfr/WByZNmsT555//geqofT6G+zqGo48fd6yL72CM7bbbjjPPPHPY6x0qhoXgi4yDcGykY4cE3bFDQm+Fm2GaSMvEME2EaYQhHKPXOCShgCSxUJwJNCZWpmliGmEGWEcYZKRJTphkMWjUgiatyZTK6PZOikvfp2vRYjoWvk3H24voXPQO/soV0NmBkc8jC3lkvisk9V3t0NUZ9dXARmMEPngldLmMcF2E54Hr4uaLFLp7cAtFhK8wNASeolwokjUstOtSyhfId3WT7+yk6JYxbQs7l8XDx8k5NDQ3IC2B6+Xx3CI5RzC6rREz8LA8H8P3aXBsxo0ZzeiRI8APaF+9isXvvseid5ew6J13Wbh4MUvef5/VnZ0UXZdACEZNGEfrhA1hdBs05PAMKOsAT+gwkpAUaEOiDYlC42mFpwICCUpKiCZZOpKiBEGQROzxfZ+enh6KxSJKKTKOQ0tTM01NTWRtJworqTFsAytnk2vK0djShJW1CKRCmKEj7PgJE5CWpLOznXyhixUrlrJ02WIK+W4MAY2ZLI2ZLCYC7QcoP0AVSgSrVpNfuRrl+XjlMu8vXUp3ZydtbW1MnDiR5hGtGFYYHSgm2kophAh9JyzTxM0XyZgWLQ2NGIowiVZnF6VCEbdUYuFbb7B65XICr4whNEJqwjTAQaivFxpTgmUITAmmFJF/d+/z6/s+5XIZ3/cTy72UMkl+9mFio4024u233x72eo888khuvfXWYa+3HtbVNXxccc011/DNb37zw+7GkOC6Lueffz4HH3wwDz/8MPDh9399tX/JJZcwYsQInnzySTbffPM+x8eNG8dVV13F5MmTAXjllVeYOnXqOu/Xh4VvfvObnH766Wt0znD8zuyxxx5ceeWVyedP+jh/UlDve5r+LRg6hkWiE2Y9VWEEnOhVRNlUhdAoBQKFInamFWjlo3V4XHt+FPc+1NVLFcp7IlkzthkmhxJaYyKwdRhLXSswfE3Xsvfx8nl6Otrx2zugpwd8H0wL0xCUO3uQvovyXLRbBs8FFer4hQGO0JSLBTwdoNxS6BAMaN/Dti2EMPB9D7dURpsm2ZyJNhXKg1KhgIGB57rkmhswbQuP8Hr8IKBYLtIyYjSr2lfilXoYnc0wtrGVlpxDybUYO6oNW2do7yqyeuVKDCkY1dxMs5Ssam/H7+qhadOR+IGmUCiiO7vwA/CbPCxhYZg2zogWWjMmpmWxetly1Mp2yuUChmGTbW3CdQOEIVBCEogwdKhvhllcTcdCZjNYjo30fTzPp+T7lIoFyuUyyvch8MnmspiWRbFYpMFsYNSoUQTKo727i46O1bSNGYNC05nvwRGCphGttIxsQ2Zsxm+6MaLYwysvvsi77y+hsbmNQHkUejzKXpliwSeTMyP/bE3GtHAaMihp0F0s0NjUhPYDAqVxLJtyscS7775LY2Mj48dNoKdYolgqhasNaAKlCFSAr8JJSsuIVoSGfFc3ngpobmrCME3y+TwdS5dC1qFcLCDRoTO2AN8PJxoEPkgzzA2W5GaIco0pgULTmM1R9sNMuPHkIgiCcLXD82gbji/ZWuKdd95hxYoV66TuefPmrRdr3Lq8ho8r5s2b92F3Ycjo7u7G93322WcfPvWpTwEffv/XV/urV69m9913Z9ttt617fMSIEZx00knJ53pW/k8SPv/5z6/xOcPxO7PVVlux1VZbJZ8/6eP8SUHt9zT9W7BmGB6JDirMmCrBMCWGIZBGaNnVKAwRJieScYIlFGiF0AEiCMD1ka6L4frYCjJSkjNNMlKSRZARAumW2aCxhU1GjcEulmhQmrf/9Sxv3X0vK/79Et1vvY1c3YFV9sMommUf2d1D0N6BEwRkhKbRlGQiK6yUoW9vxjRQpRIOoIpFDD/ADBTC9chKA+W6eMUC2g/IxE6ark++s4tCVzfK9SBQjB7ZBirc39Y6glEj2hBAY2Mjvu9jWRZuqURXx2oK+W66u1YTeEXGjR1NW2OO9xctZETWYdPxY5GlEl5nJ7ZSNLW10bl0OfkVq9HdBfAFaAPhg1d0KRQKrO7pwjWgbfw4Nt1qcxonjgfLIlABnmVSUgElQ+PZEjIWsiGD2ZTDasxhZB0yuRzd3d10rFiB53nYto1SCj+fh0IBggDLsmhoaCCbzWJZVkiEo8gxo8aPxRcKmTHBNuksFWjv6aE9n0c4Dj1eGbI2O39uN7aesQ3a0GBLjIwEQxEol57udkwJG4waiWObdHd2hDkFbAupAtxCnkJnN17ZxZQWUhsUuousWLECTytaRrUxdvw4mltayOVytLW1seGGGzJ69GgaGxuT6DaxZT0fZbYdM34jnMZGXpz/Av+c/RT/nP0Uhta0NOTQyseQob+GCjw8txR+Ni3QmsAro5VPEAThikEkI4thWdZ6XxauxOOPP85mm20GwOabb85hhx0GhKsNF154IZ/61KdoaWlh66235rrrrqs6d8WKFRx//PFMmTKF1tZWdtttNx5//PHkuOM4LFy4kBNPPJExY8Yk+03T5L777mPatGk0NTUxY8YM5s6dO+zXUA+33XYb2267LS0tLUyfPp1bbrklORYEARdccAFbbbUVLS0tTJo0iTPOOCN5DgBmzpzJUUcdxS233MK0adMYOXIkO+20E//617/6bfPKK69k7NixPPzww2y77ba0tbWx+eabc/vttydlrrjiijCfQgXeffddHMfhb3/72xqPyT777MMtt9zCbbfdhuM4zJ8/Pzn2xhtvsMcee9Dc3Mwmm2zSx/L5xz/+kV122SVZAfv+978fZu0eADfddBPbbbcdra2tjBs3jq9+9au8++67Vdcyc+ZMNtxww+Se/+53vwPg0UcfZdy4cUBoiW1ubh6w/5UYPXo0l112GSeeeCIbbbQRra2tHHbYYaxcuTIpM3fuXA444ADGjRtHW1sbu+66K48++mhy/JVXXsFxHP73f/+Xbbfdll133bVu+57ncfbZZzNlyhSam5uZPHkyP/jBD3Bdt99xKZfLnHPOOUyePJnGxkY222wzfvSjHyUrn47j8PLLL3PNNdfgOE7d56hSHnDhhRdywgknsGjRIhzH4aqrrhrS+NeDEIKbb76ZzTffnObmZnbZZZcqsjRQ32O89957HHzwwbS0tDBx4kQuvPDCqjb22msvDjzwwD5tH3744ey+++51+1Ur0ZkwYQKzZs3i7LPPZtKkSYwePZpDDz2UZcuWAf3/zvz2t79l+vTpNDU1MXbsWI499ljef//9fsejUtpSb5zX5v4/9dRT7L333owZM4aRI0ey55578uSTT1aVMQyDn/70p+Fqc3MzBx98MMuXL0+OD+W3eKi44YYbaGlpqerzaaedhuM4vPbaa8m+66+/ntGjRyf3erA+Dva34LXXXsNxHP7xj39w2GGHMW7cOCZMmMB3v/tdggESPS5fvpzjjz+eTTfdNLn2WbNmJcdrv6c33XRT3b8Fg9UDsHTpUo455hjGjBnD2LFjOeqoowb8Dv3sZz9j5MiRyURwsDEAePrpp9lhhx1oampi2rRp3HPPPf3Wv74wLATfMiSWFJhSYEah6aWOyLxWCK2RIgyAacjQydOWAlNKHEPSaNvkpIWFRngBMghwNDSZDi2ZLKYXMDKTQ+W7UZ2dbD52I8zuAix6B2yHTKDIFMuI/5+9Pw+37Krr/PHXWmvPZ7733Klu3RozFSEDCRBASAQaUUCEHwjNoBJoRaLwZVTxEW0BabrDIDKDdIOCiqFFhG6EIGpIIIbMcyqVmqvufM989rzW7499700qA6lgiT79nFee81TOuefs6ey9z2d91vvz/rS65Gur0GojBgPsOMHLNCIaQhihkwips6ITKhkmT8niIVLnhZnPuqzDErIoYs1ydJIitcGkCVkUk6w3s8qjBKMzJIWnvE6LTLfEILUuMs5RQtyP0GlGnmVFJ1ch8RyHUqlEpVSiWvZp1MuM16voJOLI/n3sv/tO2gsL2Lmh6rgEQuIKgS0thLLBCLIwIuwOGfZDhoOQ/mBALw7RlkVjaoLyjjkYrxHrBMouohRg1yo4Y1W8RhW3UkIEHtKxyTJNrVKlOTNDvVrcIHrtTtE/wPMYn5qi226zcOQIeZ7j+35xcxCCmdkthUTGGDr9HmtLiwyXl+m3Oyx3WhxfWQLHIleCXhxilXymt8+RS0N70GF2bgvNZh3LFvQHLTrtFZJ4gDIaQYZOYpJwiCUkpSDAtWyGvT5Li4v0ut1NGUycJIRRhNYax3EIXA9LFu48YX9A2OvTWWvRXl5l2Ouj1h16hIGK71H2HQatFgfuuYdbb7yBeDDAkZJeq0086KPTDLFuw5plWWHFut78Kk3TzSDf2pgZsaxNp51/L572tKfxpS99CYB/+Zd/4X/9r/8FwO/8zu/woQ99iN/+7d/mhhtu4P/7//4/3v72t2/+XWvNC1/4Qq699lo++9nPcu211/LEJz6RF77whdxxxx0A7N+/HyiC1wf+eBw5coTPfvazfPrTn+bv//7vkVLy2te+9pTvw4P56le/yutf/3p++Zd/mX/8x3/kda97Ha9//ev5m7/5G6AIxD/wgQ/wh3/4h9xwww185jOf4etf/zq///u/v7kM27b5/ve/zw9/+EP+5V/+haNHj9JsNk/IsD4Yy7LodDp85CMf4Zvf/Cbz8/O88pWv5Fd/9VfZu3fvj73fP4qvfOUrXHDBBbzsZS/j2LFjPP7xj9/clje/+c287W1v45//+Z+55JJLeMMb3sCxY8cA+PrXv84v/dIv8axnPYvrrruOz3zmM3z1q1/lsssue8R1XX311Vx22WX85m/+JjfccANf+9rXWF1d5VWvehVQyG+e97znsXfvXq644gpuuukmXvziF3PppZfyjW98g4svvpjbb78dKAKLAwcOPOL2PxjbtvngBz/IxRdfzOHDh7nuuuu4+eabefvb3w4UDlo///M/j+u6fPOb3+Saa67hoosu4hd/8Rc399lxCkew97znPbzlLW/h05/+9MOu/wMf+AB/8Rd/wSc/+UluvvlmPv7xj/OVr3zlIUHtA3nTm97EF77wBd7//vdzyy238O53v5tPfOITvPOd78SyLI4dO8aZZ57JpZdeyrFjx7jwwgt/5Pf6tre9jd/4jd9gbm6OY8eO8au/+quPevwfibvvvpsvf/nLfO5zn+P//J//QxRFvPSlL90M/n7Utm/wute9jjvvvJO//du/5dvf/jarq6snBC2XXnop3/3udzl+/Pjma4PBgCuvvJJf+qVf+pHbt8HGd/y4xz2OvXv3ctNNN3HTTTfxvve9D3j4+8yXvvQl3vCGN/CqV72KG2+8kS9/+cvcdNNNvOhFLzqxoeZjOM6P9fsfDAa8+MUvZs+ePVx11VVcffXVnHPOObzwhS+k1Wptvu+KK65gZWWFv/3bv+XP/uzPuPbaa09Y5qPdix8Lz3rWs4ii6ISB3FVXXcXc3BxXX3315mtXX301l1xyyWYy6kdt48n8Fmws5x3veAdvf/vbOX78OF/4whf4xCc+8SOD3F/7tV/j2muv5c/+7M+4/vrrecc73sE73vEO/u7v/g546H3ula985cP+FjzacrIs4xd+4RfYv38/X/7yl7niiis4ePAgv/ALv/CwEtq/+Zu/4T3veQ9f+tKXuOCCC07qGHQ6HV7ykpcwPj7O97//fb7whS/wmc98ZnOg+u/FKZHoiPWMvDFFxh4tCstKU/xrSxtjcsS6ZKewQDSI9Q3wLavQOyNBFP7mlmUV/0owMsNG49o2TpbjJAntQ4eh18epj2ENB5gwQocROokRuUZiQBbWnDqNiwZbAEIj0Aidk+UZeZZjiXV5yIb/vtGbdomZ0biuxGhNmmeFfb+yCvmP4603RMqIoyFZlqAsIC2C+zRLiLIcTwtSLcBkpI5EZxnSuIU2XgjqjQqnn7Gdo8fnObqwSHt5gNPvE2lTDCjSjFxYKMtFKZssyyHLSESKXXLprq2Bqwhti7LrU/Jc6jOTYCv6y8vIoILrB7ilEsrzsYMA5XpoYaF0jsYicD3I0qKOoNeD9aye5XmFp7sx2EHAeLNJtV5lrd1mEIfkSuA4DhOlMrmGbqdFZ2kFaXKCag2/UqUxMUYgDe3lRXSWUmlUsMsuvYU+NR0zOdMkzRfo9nsgBCXfQaii826YJmhjCPs9DBLbdVDSQueaZBCT5Qa3LkjyDLN+sXqeh9GaPMoI1+0qk0EIvS6JgKRWpVarYSsL4hjHcqhXKyRRStLtcOctN3Path1MTE0ick2SpOv2mIIkjkmTQn4jhEDZFsK1kXYR2G/aZ0q5aa3574Vt21QqFQDq9TqVSoVut8unP/1pfuu3fotXv/rVAJx22mncdNNNXH755Vx66aV85zvf4cYbb+Tb3/42l1xyCQAf/OAH+c53vsPHPvYxPvnJTzI+Pg4UM1QPzE4vLCxwzTXXbP79N37jN/j1X/91ut3uj1U4+3D78HB85CMf4YUvfCFvfetbAbjgggtYWFjYDD5e8YpX8JznPGczmDzttNN46Utfyre+9a0TljMYDLj88svxfX/zc6997WsZDoePOBuT5znvfOc7mZmZAeCd73wnf/Inf8Jf/uVf/psUsNVqNSzLwnVdms3m5utZlvGWt7yFn/3ZnwXg93//9/mrv/orbrrpJmZnZ7n88su5+OKLee9737t5DN773vdy6aWX8p73vIetW7c+ZF133HEHnufxy7/8y9i2ze7du/nSl77E4cOHAfjWt77FPffcw3XXXcd5550HwLve9S6++93v8olPfIIXvOAFm4XmlUpl87x4uO1/OM4///zNYPGMM87gV3/1V3nf+97Hxz/+cRzH4dvf/jYzMzOby/3DP/xDPv7xj/ODH/zghNmeSy65hF/5lV/ZfP7g9d9+++08/vGP5znPeQ5QFB9uDFAfjtXVVb74xS/y/ve/n1/8xV8EYPfu3dx999189KMf5Y/+6I9oNpsopfA871H3EyAIAnzfR0q5+f5HO/6PxPLyMjfccMPmsf/v//2/84IXvICrrrqKJzzhCY+67cvLy3z3u9/lIx/5yGbh/Ic//GG+853vbK7jpS99KW9729v48pe/zFve8hYA/u///b8YY3jZy172qPu7wVlnnbX53WzdupXnPve5m7N+D3ef+chHPsILXvACfuu3fguA008/nQ9/+MM873nP4wc/+AFPe9rTfuT6Hu44P9bv/8iRI3S7XV7xildw1llnAfChD32Il770pZsualBcqx/+8IeB4p70ta99jeuuuw7gpO7Fj4Xdu3ezY8cOvv/973PRRRexuLjIfffdx2//9m9zzTXXbGrZr7nmms1B8qNt48n8Fmzwkpe8hKc85SlAMdjYtWsXN9xwwyPOun7gAx9AKcXOnTuB4nv81Kc+xXe+853NmaMHX6cP91vwaMv5p3/6J2655RZuvPFGzj77bKDQ9r///e8/YXAKcN111/Ha176Wj33sY5v30ZM5Bt/85jdZW1vjwx/+MHv27AHgT//0Tzdra/69OCUZfMsYLMz9/2KwBdgCnHVf+Y3XLaNR6w9r/eEKQcmxqfs+Y9UKtXKJsuNgkyPSlKrvIdKM6WoNlaTce8utLB04QHlsAvo9sm6XfNCHOMLJNa4wuEIj0pR0OMBkGXkSk0YhWRwVnusbzbby9WB+vRNslhXZdp3n6DzfbJxFnmPytNBk5xliXXJUyI80aRySZ4Vdp8g1JDkyBWKNDjOSYcigM6DfHdDv9hkOh8RxQpIklOtlzjr7DM7cczqzMxM0KgGOElhZSrS2ioliCENMnCDzjKINgEEasJVDc6zJZHOSZq2B6zgoZVOu15jcuoXajh2UJ5oEY3X8RoPS2Bh+tYYTlLBdB9v1qVeqCKC1tsby8XmG7U5hd+q62FLRXVmh1hxnx65deJ5HGMco28LxXKIoIRpE5EmOkpIgKNMYn2C8OYnjeQyGIak2CMcCIVnrtOkM+ow1m4yNjzO/eJyV1XmElTM1PcZ4s4rOI9prS/R7LaTOcWwLoXN0nmIJiWPZ2MIiT1LiwZB4vbi51+nSb3XorbXprqzRWV6lu7JGNoywNaAFDCJo90h7Q7LekEGrg0gS6l6JLc0mO7ZtI2532b/3HtaWVnCVwgKENqRRTLvdZm1tjV6vx3A4ZDAYEMcxSZJsOulkWbY5QDyZjNJPkltuuYUkSR6ihb344ou577776Pf7/PCHP8R13ROm2aWUPP3pT39EOcUGZ5xxxuaPMrA5rd7r9U7hXjyUG2+8kSc+8YknvPa+972P3/zN3wSg2WzyrW99i2c84xns3r2bbdu28ad/+qcnZNug+JHcCO6BzQDpwe97MA90FnEch927d3Pffff9q/bpx+GpT33q5v8/8Nhrrbnhhhse9ns3xnDbbbc97PKe+cxnIoTg2c9+Np/73Oc4ePAgU1NTPOlJTwKK4+77Pueee+4Jn7vgggse9Vw5GR6sXX/c4x5HFEUcP368kD0mCW9+85s599xz2b59++YP+Nra2gmf2wg8HonnP//5fPe73+XVr341f/M3f0Or1eLMM8/clAQ8mFtvvZUsy3jyk598wusXXnghg8GAffv2PcY9fXge7fg/EmefffYJDl4b+3/PPfec1LZvZMsfuB4hxAnPfd/n5S9/+WZWFYrs5y/8wi9Qq9VOeh8fPINTr9cf8XpL05TbbruNiy666CHbDvzY59xj/f5PP/10zjjjDF7zmtdw+eWXc9NNN6GU4uKLLz4hEfDg825iYmLzXngy9+LHyjOf+Uy+//3vA/C9732P888/n2c961mbDjH79+/n6NGjJ6zzR23jY/kt2Kiv2aBer9Nutx9xW8vlMh/72Md44hOfyI4dO9i2bRu33377Q67dR+PRlnPjjTfied7mvQHgvPPO4y//8i9PSGocPnyYl770pbz5zW/mNa95zebrJ3MM7rrrLkql0mZwDzA7O8vs7Oxj2pdTzSnJ4HuWAiER6w2qhCUp2lYV/5IXvvVGg8AghEQIUEikMZQdr5C6WApl2Rhro2kQgMZC0wg84m6bA3fdQfv4AlaWMF6qcnRxHsgwpCByhASBKALwda98ow0i15gsK2YYrKIQUiARUpInGdoU3ubG3P85KUFJQZpEaCPWvfcFGI3UOSZLyDA4tkuUxNhKEawHxdIIAmmDJUiijDw3kCTEKQwHEVHJRRgNEkITU52oMZaGTHQncAOPcJgwGCaEcYaQDqkRYLnk0gIDKYXLkAQ8YVH2Kyil6PY7xMOw2A9LUapWyNePre16WK6DUBbaFMWitpJIISDXxGEE3V7R9EsU36OUErdSoVarIYRgaWWZTGgazXHq1QZxlhMPI5Ioodfpk+c5jrLwXAeTQ7fb55577mWyFtDwfSrlKhrB1NQUlu1xz737SJOc6S1TbN26lUzDnXfew/DAAJMnKOmRRiFlz8fxApSyGYYx0TBECkXJD4pOwRh0mkKSMuz0CTd6J2hDHGUo28IWFikKwoS420eHMXGeUKsGZMMh9WaTx51+GmsLS9x56y2srawyN7edHTt3gxCkGKTRuLYiCAIcL0AoSZinhSe+LuQ7D2yE9UBN/n8ENm7cP/MzP3OCfGhjpmFhYYFut0scxw/5kc6y7FFtDkul0gnPN9bxbznQKQbL8Y+sd3jLW97CX/zFX/DRj36Upz71qfi+zwc+8AH++q//+oT3PTC4fyA/avuFEA9Zd6lU+pE/bv9WPPD4P/DYD4dDsizj3e9+N3/0R3/0kM/Nz88/7PLOOOMMrrrqKj74wQ/ye7/3e1x22WU8+clP5kMf+hBPetKT6Ha7lMvlh0jRKpXKKRnUlcvlE55vHOd2u82+fft47nOfy0//9E/z+c9/npmZGbTW7Nq16yHLebTZo1e+8pVUq1U+9alPcemll5JlGT//8z/Pn/zJn5yg/d5gY98evNyN7T1VA9pHO/6PxIOv3Y3zYrhu4/xo274RXD74enjw93HppZfymc98hltvvZXTTz+db33rWw+5ph6NR7rmHo7BYIDW+iEzeRvPf5ygGB7796+U4rvf/S4f/OAH+Z//83/ye7/3e2zbto3/+l//6wnyqUe6H8LJ3YsfK8961rM2ZzG/973v8fSnP50nPvGJzM/Pc+TIEa6++mq2bdt2wsDlR23jY/kt8DzvIdvzSPfNNE15wQteQJZlfPCDH+TMM8/EsqwfWWP14y6n1Wo9ZB8fjje96U30+/2HHPeTOQa9Xu9hz+OTWe+/Jack+rDWHXAKpxHWrRNBrktybNvGkCONAqGRqPVeWAoLQ9ULMFlOZjRa5AgjEKrITkvHQkcR9VqV66/6HodvuIHa+Dg13yfqdnCUwVE2qcxJ0egkQWuQxqAoCh/jaAh5UdS70aX0/k6kklznCFO8jtEYYQr5BcV+xGm63sBr3doTjc5S0IWdpOd5GKNxXZ9auYJQCmMEUilyIei2WhB4CJ2SaUme5KRJjmMXdQiLrWW8aoBTcdm6c5aoF3PowGH6nT5xd4BbqqCUi840mgQtJI7jopxCY3547z6aUxNUazVyk2PyjEwmSOGgVTHXkAFiox5Ca/LcYLRECM1g2MOxbCpBiTXPKwprjUFZCsdxmN0yTZondDodUpOiPJswiohNitbgWy6eFeA5Oe12m9Zyi57I8bdMMTk3xeLBexHhgOZpO9m6YwdRlJBpQ1CqEpQrVKtlesMBtuXiuj6+7zM1NcHRY4ssLi6TpoI0zUmiFKlchLKp+mWkLAYqan1GBSNIcwNRXNxYpEJJRTho45YCbNsCaRdON8OEVCSYPGHYbtNW4FsO07t3c/rOXdxw040cuHcf/W6XqakZ/CCgtB5c5Ka4cB0vQGOQOtts5PbAplcbRcj/kdj4Uf/85z//sNrnubk5arUanudtTtM+ELXZdO4/DkEQEKwXij8ceZ7z+c9/nne+85288pWv3Hy92+2ekvUbYxgMBifczLvdLtu2bQN42HMgiqJTsu6TJQgCbNvmN3/zNx926v/hgpgNzjnnHD7/+c+T5znXXHMNf/AHf8CLXvQi9u/fT61Wo9frYYx5SGDwWLK4j8SDv9ON541GgyuuuIIsy/jzP//zzeDi0aQrP4oXvOAFvOAFL2AwGPDNb36Tt7/97fz6r//6Zh3HA9m4jh58Dm1s36nY9w1+1PF/oBzkgTyweBzuD3xLpdJJbfvG3zqdzgnvefCg9YILLuD888/nK1/5Ck94whMYGxvjWc961o+3oydBab0/y4PPi43t/df0z3gs3z8Ume73v//9vP/97+euu+7ij//4j3nta1/Lnj17uOCCCx51fSdzL36sM0E//dM/zcrKCvfeey///M//zHve8x48z+OCCy7g+9///mZh8Mnyb/VbcN1113HbbbfxD//wDzz96U/ffH1lZYUdO3ac0uVszEg8+B71YF7xilfwrGc9i5e//OU873nP44UvfCFwcsegVCo97O/Jg6+fnzSnRKITODa+beHaFo6tcJU84WFLgasUnqUIHJuy51LxPWqlgGopQGGKwlwJSgksW+K4FpajsG2F5zn0eh0O798PWUocDel22nTbayhVaIGUZ2H5DtJVaDRxFhOnEXESkiRJUQSpJcooyEAnGhKNSYsqb7PRkfQBQZnWer140iDQ605AAilAsi6/0JpkXZZhWRaB72IJiU5SdJShwxgGITrJcYSN57jYytoMArEVVsnBqbn4jYCtO7exY/cOgsAjzxKSPCTq9wo3nywmiqKiyFNJcqPp9TrQHtCdX6G3soaTQ7M+xuTEBJVyGcuyGIRDhmFIFEX3S0iSlCxOyJOUaBii83y9BkGAKrL9pVKJUqmEVIpMa5AC23MRlqI36HN8YZ6jR49yZP9h1haX0UlaNKrqhyTHFlldXCIZhtSrNSSS5cUlep0OlaCELR2M1kxMjLNlbhYpDcsrC7TayziuZGZmmpnpSWq1ChPjDQLPJw4jeu0OItfUyhUC1yMJI1RmULnBzsFDYUkbhcIxEgcJSYYeRKgkp6Qcqo5PICxkkkOc0mu1yZMUkeeYNGVuZppqUEYJSa/T5dD+A/R7PVzXLfz/fX8zM6+1xveLQYnneTiOs+mms/kd/wdgI5Ny7rnn4rouS0tLnHnmmZuPsbExms0mruvyxCc+sejom+cnvMfzvIdMOf4kJUg/al3nn3/+Qxws3va2t/HWt751s6fDA2sFer0e3/jGN07Z9j9w3f1+n7179276nlcqFYbDYVHLss6tt976r17nY9l2KSUXXHABhw4dOuE73blzJ7ZtP2JDtuuuu45rr70WYFOC8Ad/8AesrKywsLDAhRde+JDCPiiK4B6tqPRktv/B3+kNN9xAqVRi69atRFFEqVQ6IXP4l3/5lye97Ae+5+tf//qmt3apVOKlL30pr33tazeL6B7Mueeei2VZ/OAHPzjh9WuvvZZarcZpp532qOs/me16tOP/SNxxxx0nBBfXX389AHv27Dmpbd/wiH+gDCNNU6666qqHrOs1r3kNX/nKV7jiiit41ate9W9yz9s4JrZtc+65527KUDbYcCh6sEzvZJYJj/37P3DgAF//+tc3n+/Zs4ePfexjKKUe8TMP5mTuxY+VyclJHv/4x/N3f/d33HPPPZv1CE972tO4+uqrH3OA/1h+Cx4LGwmOB8o5r732Wg4cOPCQa/fhruWN105mOeeddx5JkpzgYnXXXXfx1Kc+lTvvvHPztZe//OW86EUv4ld+5Vd4wxvesDmreTLH4IwzziBJEu66667N5d1+++3/7kW2p+RKHCuXGStVaZRK1LwSZc+j6gWUPZey5yN1jtQGZTQ26wG/VQwKfMcljobkOsWWCt/zKHkuvuVgCyDPqJcCFo4ehSiktm0L0dISncMHMGmCyDV5miGw8B0Pzy0yVeSQhzFJvw/rzY+kKLz1pdGYLEWnSeGOspGxX2+qtZF51RqyTGNLG8tysFThsKPWH7ZSWFKQxGGxDgFYRYY4CaOis21vAEoSeDa1is9YJaBW9vA9B9u1EK5i62mnMbZlC065TKlSplarUK+WmW6OcdrsVkqWouxIKraFTY40GRJNEofEa2soxyMbRnSX1gj7AywU0sCg12dpYZFw2CcKhyRJVNQR6Iw8T8mzmCxPkJYgSiNa/TaEPZACp1YmaJSxyy7L7TWMANu1SJKEfqdLNBgiEoNMDeFqm6WDx5g/fBxLa2ZmZihNjJPHEQfu24fvFwXFd9x1N9dedz2d/gApJcNenzSK6bbaKGVTr1RRCNprKwx6HbZMT3DJTz2NndtmOOv07Zy+a45axSWOugx6a6RpD0WK0CkmSRB5hiNFMeB0ih4IFgZHrfvY54XHfsn3cSybop+VJo8S6pUyY9UKeRzhWhauEpRsCVnKvXffwerSItIYfN/HDXyE5yE9B+W7SHu9KHw9sC/OH4MxOXme/uiL59+YjcDtm9/8JnfddRfVapXXve51vOc97+GKK67gwIED/PM//zPPe97zeN3rXgfAs5/9bM4//3xe85rXcNVVV3Hw4EG+/OUvc9FFF/GpT30KKKZjfd/ne9/73qbN4MnwqU996jF3u33wPjwcb3rTm7jyyit597vfzQ033MDHP/5xPvnJT3LRRRfhOA7nnXceX/ziF9m/fz+33XYbL37xi/nZn/1Z1tbW2Lt377+qA6xlWVx++eVcc8013HvvvbzpTW8CCktAKLKcxhg+//nPA7B3797N4/jj0mg0uPnmm7nllltYXV09qc+89a1v5W//9m+5/PLLuffee7nlllu49NJLeeYzn/mIsx/f/va3eelLX8pXv/pV9u/fzy233MLHP/7xTa3rc5/7XPbs2cMb3vAGrr/+evbv38+73vWuTUeQf+32z8/P8573vIf9+/fzzW9+k09/+tO87GUvw/M8nvzkJ7O8vMwXvvAF5ufn+dSnPsUPf/hDJicnue22237kDM2D1//Rj36UV7/61Xzve9/bvCa+8pWv8IxnPONhPz82NsZrXvMa/sf/+B98/etf5/Dhw3zxi1/kU5/6FG984xt/bGleo9FgYWGBq6++mkOHDj3q8X8kqtUqr3/967nrrru4/fbb+f3f/3127NjB05/+9JPa9u3bt/OUpzyFyy+/nCuvvJJbbrmFyy67bNOV6IG84hWv4Pjx4/zd3/3dSbvnnCwPd595y1vewje/+U0+8pGPcOjQIf7pn/6Jt771rVx88cWPOqjc4MHH+bF+/0eOHOHlL385f/zHf8zevXu59957+W//7b8hpXzUeo8NTuZe/OPwzGc+k09+8pOcddZZm4HvT/3UT/H3f//3HDhw4DHdf0/mt+DH4dxzz8XzPD7+8Y8zPz/PlVdeyZvf/Gae85znsHfv3k2bzgdfpw/+LTiZ5TzrWc/i8Y9/PL/+67/OlVdeyTXXXMNll11GGIYP2+zsgx/8IJVKhde//vUYY07qGDzvec+jUqnw5je/meuvv55rrrmGN73pTUxNTW0uN0kSnvGMZ/zEmkPCKQrwdRhjogTiFJVpbA0OEl/ZBJZDNShRK5WpViqF1aHjIIXArBewlv2AeDigFHjYxpAOQixd+NKXlcPq0XmWDx3Gd130MEKoQhIkswSZZUTdiOFqSHd1SNxPkbnEtX2k44HlFlMDWpNlCXmeIqTGtgSWpZEyA52jTU6eZ+RZUlggGtaD+EJLLrRAoRBGYDJNnmryOCVPU0gy3EqFfhZz16EDLKysoQupP54Q2J6g3Zqn113AtzI8nZD1W2DD+NYZeknKkeU21cYkUZJzww9/SG91le3TTc7ePstp003otYjXlhjzHBquQz4cQBxj+SXKbolaqUHJLZEMIpaPL9BaWEVlmvFKjZnmJJMT45RLAVkeMxx2yfII5WhsT2JcQyRT/GaNyuN2MX7mdsozdWTNI/UkfrNKNxpyfHGBfqsDUYY1TPGinMDYTM3uQgQV4k4XkWeYsMfWiQbtIwcJ+y3OPOt0ZnfMsecJT2Bmxy72Hz7CnXffTRYWGf9eq4+nPIRRHNx3kCMHjjBWLjPVaLC6cJR00GW86vJTTzmP5z7nKezcPkaWLBMOjmN0G0WMTgc4MqdSdlBSk2VRMXCzBF7JQ9mSoFrGLQUM4pjUGJwgAK0xOiFPhsxON5lpNhgru1zwuLMQSUzNc/Gk4Yf/cg233nYzlu+AYyEDl0Ory/TyjGESFw5LApACrTO0LgZh1r9zAv/CCy/kuc99Lr/927+92TL78ssv5/Wvfz2/+7u/yznnnMPrXvc6fuqnfmrzxqOU4utf/zqPf/zj+c//+T9z3nnn8b73vY/f/d3f3XTLgMIW7X//7//Nz/3czz1EEvBIHDly5Ef6yp/sPjyYF7/4xXz0ox/lr/7qrzZ/4D784Q/z8pe/HCgsGvM85wlPeAKvetWr+I3f+A3e/e53s23bNp72tKc9qq/4o/He976Xt73tbZtT4X/913+9qQV/whOewHve8x7+6I/+iImJCV7/+tdz+eWXA/zYLkuXXXYZ8/PzPPOZzzzpPgMvetGL+PznP8+Xv/xlLrjgAp7//OcTxzHf/va3H9Gd6Hd+53d47Wtfy+/8zu9w3nnn8fznPx9jDF/72tc2a0y+8Y1vsGvXLp73vOdx3nnnceWVV3LFFVf8yEDiZLf/0ksvpdVq8fSnP51XvvKV/MzP/Mym48fzn/983vrWt/K7v/u7nHfeeXz/+9/nc5/7HL/2a7/Gn//5n/Oud73rpNf/xS9+kd27d/OKV7yCc889l//yX/4Lz3zmM/ngBz/4iMv48Ic/zC/90i/xpje9iT179vDe976Xd77znfze7/3eI37m0XjZy17Gzp07+bmf+zm+8IUvPOrxfzjSNOUpT3kKz372s3nhC1/IU5/6VIQQfOUrXymSXye57V/4whc444wzeMlLXsILXvAC5ubmeOUrX/mQc7Zer3PJJZdw0UUX/atmLh6JB99nXv7yl/PJT36Sz33uc5x99tm8+tWv5pJLLuGKK6446WU++Dg/1u//4osv5rOf/Sxf+tKXuOiii3ja057GP/zDP3DFFVc8YmHuw/Fo9+Ifh2c/+9kcOXLkhMHJU5/6VI4cOcK55557Uo5OG5zsb8FjZWJigs9+9rNceeWV7Nmzh/e///386Z/+KW984xs5ePAgz33uc4GHXqcP/i04meUIIfjqV7/Kaaedxite8Qpe8pKX0Gw2+drXvvawA/FKpcLnPvc5rrzySj7xiU+c1DEYHx/nr//6r1laWuKnf/qn+bVf+zXe+MY3snv37s3rRWvNddddt2nh+5NAxHH8r5qjfutb38rNFzwDIwvNOkpiCbn5XAsKF5r117UoHElyzLrGvciq9rptPL+EMYY8NziOU2Todc5t113P8f37od+nalnkvS4iDLGNIItT4rTQmReZdQMmJ8sSsigkTRNMmhT2mHkOophJMKYomNSiKAcG2Lhdyg1HTbMRnRXyHSGL7dem2C8hBEJJ0kxD4CDqNUrVCmXho1KNpQFbsBh1yImZKPvsnBxjynfwfMn49glmdu8Cv0y/HxG3O3SOzdM+dJys28M3ApFolhaWmV9apZ9ojF8iEjahEKTSIkpyKn5R+GQo1ueUPYJGBXyLTBjW+m3swMPzSwhLkWvWGzM52I6H5bmstjv0ul0sqRhr1KgEpaK50zBi4egxsmEEcWGX6RbVFXiWje2XqExtZWm1TW/xOJPNGsQRlUAx6K9xxpk7qY9XCIIia66EoGR5VIMStlZESUyr1yXOctbW1jh+/DhJGDExXkxRrq2tsbCwwFmP28PuM87EUDRpka7N8vIyN916B6srfaRysaQiTVOMEVQqFbQ2LC0sU6k3iJME3y+BpegNQ5Rt4fk+w6SP8DP+fy99EdvntrG2uro5m3Pv3n1c+8Pr2XHmmWTKYqU/5MkXX4JTq5MIwZYdO1heXqbsOFjrNR1mvQYCigJmpRTu//06H/rQh/41l9mI/6B84hOf4O1vfzvDdTvWEaeOLVu28MY3vvEEb/YR//FYXl7mrLPO4jOf+QwveclL/r03Z8SIEeuckiJbiUAIiSVV4YQjZJHN1AaBwbIdhCqCQiPA5BsNsEBIQ5IkWJZFNAzxfR9lSdA5nuPSWV3hyK23QbsFQjDwPHwhCt1lkhHnEWAhESghkFIUFpLrRY5aKzAW2mSgNXqjmJZ1HZcQFL6TgHmkdKtZfxQIWXj4bxQU27ZNuq7ht2wbkxXaMEuDa3lUKhVa3Yh+v09UDXDrFaplD7RhdXWVbrxCY7xJvV6natlULZfDd93DsYOHSQcRO7ftJBUK0+7Szww6i7AdH6EMmdBkcYKRothKAzqCvAdEgkhnJFGIlBZOYKOUTaIzsjQDDFJmZIMMGQ2x0qLTq5WlyDSBNMPECfWghHBdyDRZFBP2+sSDkBSBimKMV8FkKWQZaZJQ9X18X3H2457M2Y8/g7vvvQMv8CkFhVuSLxwQgl6vy8rKCloJsGyCwGPbtq3kSUq73WbpyBJJktCcnKLd7nLvvfdSqVbxvIB6ucK555zPOedfyPevuZ579x2gtbaGkIIkSlg43gFpIS1JnsdIJVBKIGyJ69rFeUiOlDA9M0Oj0UCbjEqlRBwXXW/37NlDUKly8+13sNDu4NUb3PDD69n1uD3sOOMs0jBCalME90aDAaOLQuai0FwixH8MDf6IESNGnErW1tbYt28f73jHO9izZw8vfvGL/703acSIEQ/gFAX4gAFhTCG7kYAQm3nxjb9LAdoUmXJtio62GEOSJbiuS55FOI6DMIYkihHSYtjpwdoqaA1IknxYWGBaCmWKmYFiPRuaZ71uc6mRsijYBYtc5xhdNKzS60224AFB/o9ACFFILwQYARpACoSUCAWuF+D7Dvl6U6h0EJEOC5lRlMd4U/Wi4FKsN1ixHZQQ9Pt9kigkaEwikaRpThTGZBS+8X6twtTUFJMzM3TimLVoCIOIPMvIdIZwfFylyNMMIyyEAoMgzzLS/oA0TyEeIsYbeNLCURbSCKIoIQ5DMpWgXRvbEox5LjO1oqo/TVOyfqFf9S3J5PREUYCb5oS9PqtAO46JB0OyMGLZ2DhBBXJNGicI1yIO08JVRAompiYxRoMQBH6A0pJBq0Ov1yHVGZV6nUqtCrqYxtJpxr57cxYXFsiyokBybW2NQRRi2Ta26xGGIVESU2uM8aQnX4jre6wuFy3sjx07zrF9+8AInLExhr0WSAshDIFToVR2yXROmqUYMnbs2EaSJIhywPj4OPEwptVqUS2VecL55xJUqtx93wEyy+HO224lzXL8Upnm9AzNRp0kCjFopFmfQRLyhELtESNGjPh/jT/7sz/jXe96F894xjP49Kc//R/GUGDEiBEFp8YmUwqMMIV/OhpjZJGxFxKlJFmSIFSRzXxgZh8jEOvZeN/3MVmOEoY8yxBorDyHNIVSGel6uABRiEozMBmZ0di2TS5E0Vgoz4vuoWiK7HTRGRcNCIXOTeH/vtFllCLTen9ufiMYkyc+lxuHaeOdRfC2IduJ45havYIolRgmMUYWvtgizRnEA/orK9ieZKxRpxKUSOOYQa6xGy7VeoPx6a0kWtNaWSHp9yn5LjPb52g2x2mUKuRJhgpsvMDBKElm+rT7IaQJ2AGWXSGXsqgjSPMik5yLoilXkhZSoTQn6w3Jcs2g2yccDEBaeI6iXHbwKwGWLgpBuq0W/XCIlJLA9ZCNBrZlYSORwlAOAnQ1pacN0SCGXOPbFokUhN0+rTTCUppDhw6x2l6k2ihhew5lVdhKuo6iPlbDd23iMCI1Gte1SaKUMBxishzHtajVaiRxRqfbJcsykjhjOIwYbzo0GmN0uz1uvvU2ms0mE5M1du7YynA4xA9cyhWfKCyaT/Vdi2EYEvbXCLM+5VoD1/fwgoBxv06WpSwvL+K5NovzC1hCMjHe5NjRIxw5eoza+CRn7t7NHXv3Yfk+UbfHv3zvGp73wl8g6Q0xpAhVWKoq+SAXJp2fiktsxH9QLrvsMi677LJ/7834f5IHd5kc8R+LN7/5zY9YEzNixIh/f05NgG9ZGGM2bYmEEIUeXqkiCLbZlMwAm+8tZAyCLC8CMSEESRSjpKTqFwGyLcCpVhkrl3G0IQ89VJ6T9vtEWR9lSYzOMUaihcaQg1kvahAUwa40SCywDJYw5EIUjaqMLOQ5j2CpZja8zYXAbGTxMRhAyOI50iJpd8nG6/iWhScFtqUILIdsGJGsJSTdDnksGFiSpFrCrZQYb5SozTaoTE2y2k8RKGq1OlatikhTekZjjCazBAKLarMOliKOU+zFVYRYJY5TojzBDiy0MeRJRq4T0AqlHCzbIlMlRKZJ+kN0WGTDw2EESQLKJksERmR0+wPWsoxBFJKEQ0hzsBQD26bXauPaXqGhVwppJBiJlBaQIDH4lkVkKbIoQkmL03btoFYpk5Nx/Phxduzeie/7xEnR7bdZrWFJRafT4tjiAmPDMVzHQefguQ5btsxQ8gN6/SF3372X7qBPLiTDKGR5eZm1TpssNwzCAQtLCziuxZbpWWq1Go1GBddVhfORZWE7HgtLi9x33wFavS62IwgCh7HmOFOz08RkRGlCkqYsLS0VjcJyTbfbxWjNfffcTVCt4QiYaozTSzJ63S57b7mVs88/F8ezQLA+qAWpZCGV+g/YyXbEiBEjRowY8f8+pyTAF8YU3VDXdehiw1NeCATg+f7maxvB/YZ0QQhBmsXEwyGObZOnGY6yKLkOh4/s59B992Gv+8qHw6iwQrRtUiDJcoStMOse+tKWGGMXrjhak2d5oYnm/oJYKRRIgckLvbQxAr0+INjM22/qdx5QfCsK+UshvAcjBVoqlBSo9QZIcZYWWngpNr23jRDgumBi4jhGZzklz6dRreFYDlmcoIxkGMfYlkQoRS/sEeUpTtlHWjZ5lDC+ZZpyrcrK4gr9bo+J8TpRGLPUGmJ0BqLwXVfCQliFFWnRXTVHxBlZkpHqiMzo9YkJgdAUVpeJKTz345g8jotOTtIGZSOlIuoOSJwcW1mFc4YobCeTrBgc6X6PvFLBNgbbcZioj3Hx059BlPYZRD3u2NfGsm28wCeJQjKdEqURw2hAbzggjAYsr2ZMNJs06uMEXgnLcqjV6rTWOiwuLtPq9op6B8uh3e6ysLyEH5TZMjdNTszRo4dZW1lm165dNBrj1BsVgqBcNKRyPcYmatRqFVr9LsouJDqO61Nv1HArPjmGSqXCmWeeyfzRYwwGA7bObOHxe86m2x9y34GDJEYwjBI63T4lx+Ho/v389CXPYJgMinMoz4pzY33guvEYMWLEiBEjRoz4SXJKAvw8zzeb+mwE8nB/BtO27XWHEbPZSTbPN6QLmiDw6acplVKZeNDHkQIdR9x7xx0c/v41eJMz9Ht9hmurCCPQ9RpJHBPFceE5vj7AEJaFBIyR5GlGlqekeY6tFEZowMIIEGzIcnKKSB8wRWAvzf2uOvfb6kiMKAqEcwkYiRESKQVGKCanx9CWZBDHaAFJEtONEkyYkOoUv17BDxrMNWqMj9XJkpTlhUXoS1SphFVpcnRhCd8rMtdjzXFEs0ESDlldWkJKKNcrSCmJDx9hOOzj2S6OFLTaffpJhHF8XNdGSBtpCUAzjBJ02Cf3S+R5jskNG42slLIhK+xBl1trSFsUDjtZIeuBBDyB9i3ARgoLgUWe5eRobKmwbA/jSfJuF5NGWOvSKMcSzM5MceDwgDAMcRyHYRwRxjHlUoCFIEtzhJJMTE7ilhza7XZxbpiMwbCHpRxcy8V2FBc86QK8UpmDh45w3333YaSiVq/TnJrE932qjQDLLnz/o3iI602yc8du4jhm//6DRElMvTHO5NQ4W7bPIm2LxaUV2t0OYTgAR+KVAqIoYnpiEp1mtJZXcB2LxYV5KuUqY/UaP7zpVma3b8N2PPYdPszEeJN40MNyJBnFwEnnBiUEZn0wNNKljhgxYsSIESN+0pySAH+sXttsDpWm6WbHVCikOXmqSLXGcRx830drzXA4xBiD63s4vksWJ0TRkMBxKdku8wcO0llegqCMjmKyJEZJCwtBuG5JZ7keYZTgWjZaG6Q0aANJGpNGMcZobNchbLdxygGB7xVBZJajTVZ0uI2yogBzY2cM92tzoCimtR2UpUDKooGRFhglUOuNjTQQJQn9JAKTI7SDJ4qmWTrXhMMhWS5ooWnaEj3ewCv5WK6FsR3iJCUcDqmUA/r9Pqbsk4RDBJDkOa2VVWYnpzECwiSmVCnjWTbHDx0Bk5MmIUmaFv62QtPqtLEdRRql2LaFIwS5EAjbKmoRtCGNUzSFbErZbnFcYl3MWlgBKAlSQS6wvIBsOCQzEdL3sZRFmCQARW+Capm43yWNQxxbkicx/+cbf0djskFtvM6O0g5WOmvEacL2ie2Q5eRxgnEDkiRBSsns7AxxmHDkyBHQgub4JOVytRh0hAkTExPEScbee/dRrpXRWnPttdcyNTXOtp3TTE03mWw2aTTGGA6H/NM/f5dSqYTRgv0HDzDWnKBUKuGWyoxPTNCcGMN2LVq9PrM7tyNti8D16HQ6xNGQIPCIwgHonCOHD3H3vffiOj46STh95w6WVpZJoz4V32OxtUxmMoyQWLaLV5I4ysYYQ5qm+KfiIhsxYsSIESNGjDhJTkmA/0CklJsdPaWUWFbR5TPP881un3mer1tYFhnfKIrIdUrNL2EbQ2d1hUP37aO1uFQY8iQJMtMYbTYlDxvZ0VwKtDGFFMUIbClQloPxAGNQSlIan0BZAmMgNxk5GoOF5Skc1y+aW1E0s3qghMisP4/TDAEo20IohXQUQkmMKjL5cZoQZ2mh8fFdGkGDku1i4pRhNAAS4tYS7TRBTjZRCNaWljE9qE5PMZQapRRbt24tXHjSBDcoYUtFnufUqw0sDOPVMSpemTtuuZVD9x0gM5otW2eYrU6z/9gCg2GHJIqxHYt6uUyfPv1+H5Hn6NwghEJZDgKJxKAEWFJhhIeWRW8CTeEqJKzC8hQlcSwHq2yTJAk6TklMCpaFLRUmT9FJiOM5SKEJXIfdO+c49wnnkVs586uLrHbb+OUSnl9iEIdYucR3HJRyKVUrOI7FseNHWVlaxrJsxurjOI5TSJwMOI7D9JYppG2RYUiyjJW1NlmW0B/0aLc9tEkp+QFjY2NUq1XS9ACtVsI555xDfazB8uoKvV6PQRwRpynlaoVKtcbctlnyPCfHkAiJNJogCLCMIEtTosGQMBzQ73Xp9BdZXl3lcb7P1GSTME3Ye89dSEegXAfH84txkbl/5sp2H9r5ccSIESNGjBgx4t+SUxLgp3mKpghSkWA51qY/vGVZxHGMEYW7TW5ycpNjhCkexiCkLDL/ImI4DFk4eIBjhw5hun1cv8iaijxDUSSWhSiWr6VAKtDakGvQOieXRfCfa4PQprDEFIosy1FSIiwbhCycerQp5DcSJLrwLWfdOlNrtClsPB3HXi+uFRgpkUohrPUgH0EyjDDCIFwPx/eRdnFYN46BpyTu1BR1KYiHIZHv0axVMY5m2B9Q2TpOP09J84yDhw9x7MgRarUaO7dvJw0T4jAi6vewtzqUqjXGJ6ZYWFhiZWWNuNch6sW017qUKyV8z0YpQRoPEXmCq0BqDdqsy5MKv3YJ67UKGQJ7vbSgECcJJUHKwsYUwbDXx/d9LAFJFEGeo4IAyxKYLCKwBWVHIFyfiYkJts/OMDXRoJ9EtIddsvYqM7NbqNTrtLt9HBSyXIZUg1AIy8bxfErlyqarUZTEOBY4jkucZFRKZaSEUtlH94cIYZibm6U2VsHzJVu3bsVzPLrdHtu2beNnfuZnWFpaIfDL1OpNLMelUh7Si4asrbXoDQZ0uj2GaczZ51+IG/hoU9QqWLlB2MUMjOcVfQzK5TILKyusHT9KfXKSLdu24VdKNKoV3LKL7VpYTgCWhUaR6eIcEsI+FZfYiBEjRowYMWLESXNKAvw4jjez8xuZ+w09/gN192LdznIj8NW6GBRIu9DMr3WX6SwusnjgEMlwgHJsbGPIsgxhCjcbiUAKQS7AiGJAkSRx4ZwjwEhVZKAFOJaL41j0ej2yPC+05VIWrjm5BiFRloXOcxBqs2GXFGI9uC30+I7nEiUJaa7RUmDZLrbvoRwbF4gzTeDZ5JUSxpLEw5gwjHGNRHnWZjbXZEUDp46EMd/GSEM3HGA1I1y3kMnMzc1hScmw36fkBxw4Nk9rZZVmY4xhlNBPBtTGm5x34RMpV+uEac7eg8cgGRJHBmkgl5JOrwtSUipVUEqiisi9cHgREpPkZEaTJzly3d9fiKJAuOjymxc9C4SA4RAtDLZlgWujU4GDwZEay7FQWYwlU8br42ydncDohHvuvhPhOzQmxil1W9THmkilGAxjlBeQZgadZFiOX1ikmpx+p88999xDEqXMzs6ybet2PM/D8xyCsk+5XGbWtUmTnPp4nfpYA9tW2I5gdXUVW9n4vk8YxgyHEasrLdSki+PJonjXL7Oydy/z8/Ns27GdyclplltrhGGIG/hkSUp7rYVMU3zPw7c8lFJkWcb09CRuKeCeA/txXItSOWB8okm5USOoeCRZjN7okKwkQhdytTzJRhKdESNGjBgxYsRPlFMS4GdGFx1r5bq0Y90tJ9U5Js9Qjo1c7y4rrEKrb0mxGfQnSYRlWShl0V5rsXR8HifLKbkOehhishRhAFno3TWFg402RawupEIqtSkHEqLoWloqVSiXA6zlZYbDIYN+H9K4+JCysF0P1/fB9Ncz+AKxEeir9QGKUMV+WBbSltiugxv4uJ6HtBS2Mag4JicnyjM0AnJTOPRQuKiUSiVaa4tYGJozU9TKJVorqyQyQdTK61l+xcLCAju2bWdyfIJbjhyj1+6y9+69DAcDJscn6HS6HNp/gIlmE9d1cStltjQn2bXnbL7yN3/LYK0FQtOcnMKkLnEcM+x3KJerZLlGKGu9N4HC2BKTaUBAlhf7vFGJIATCGMgKSVTg20idoPIU1y6+tyzuYgmPRiUgCTXjtRJbZycZr1XotFc5vrKMUy2xwzoLaSmiKCHMEsIkZbzqIZSNEJpS4KOzGMfxKJerTE3NkKcZtVqNTOestVvUqnVAU6tX2FKbxRjB4aNH6Q8HHD16mG63S7/f5/zzzkMIxZ133I1t2/h+iTCMWVxaISiXcV0XIQqr0V53wGAQkmW6aOyVZcSDPp21Fr5tYVsWvbBDlmVkeUKpVKLUaNAJh2id0R/2qNPEdW3uvecuuoMeWQ7VxgTN6S345RpGKfJs1OhqxIgRI0aMGPGT5ZQE+J7nYVkWjuNsOuZsOOVsZOk3/MA3gvoH/r3X6+H7LvV6g8WDB4i6baI4JTACHcXotNBiF7b1EqMl2gJkoRMvl8vFzIA2aGEwuSE1kGQpcZqhXI+K61Gq1EiyuDDOMTl5boiSCOW6CJ1jcgo/eUBqkFIhhETZFrbtoDwHy3EQlkVqMoZRgokjqkrR73QYdlPwXVyrjGNZCFPMWCRJjOu61H2PcrmMrQoJR5YlZIMhnueBlMwfO15IUQwkYUQaZ/huQB5lxGFCPwkJw5gkL6Q+xxZW6EUpY2NjGFIakw3GG2NccP75LC0tcOzIcY4ePYrOU3Sm0eu2nbZbNCJTUmEJRW7yQpevihoKJBhT9BQQRmMrRTwckOUptoA0icmTGCcvY/mCLXPTbNu2hYnxJmmuaXcHDHpdlrot2vGQrWecSW/QZxglZFlOqg3DMGbY7hOHESaNyLOYyclJZmZm6HW6LC8vk6Yp9Xp98xxBSQpTGoHtCLoLbRYWFuh0OoyNNTFa0O30iaKIRmMc1/W57777KFeqxElOrVaj2ZxkbuuAKIlZXFwES2EphUKQrBcOj4+PU61UWD6+wNraGqvtDo7vMblllsZ4AycIsF0LrTN6vQ5333knvUEXYbvMbteUag3coIJQarP3w4gRI0aMGDFixE+KUxLgB+XSZtHrRuZbrjeCEkqSr0sXNoL8TRtNDJnOsW0b13WoVatUSmXIcuh2iZSNlRVWlhK1bmG50TTLQrgOliqceQaDAWE0JM0T0AJDznAY0up0qVQqlEolbF8RJhFCg7Ikw0FIOyrkMUZnaKPR6xIiLAtpOUhLoSwL5ThIx0YoSZxrwjgmjFNEHDNW9rBte7PxbZzEZKnGkxaucmmvrVHyC0lSu93G0hqPDNxiwNPutSlPTnHmnrOo+CXGKg0qbomJ8Um2T89x11134Xketu3iOA7SskGBX61ybGGeW++4nXg44OwnPIFarcaOHdtojteYmZyiVquwuLhMfxAyCJNCNmIipLIQliosHXWKEgapASGLgmZy8jzBmJw0zrEAS+XYgPAkTrlKtVyi5Ns0qgGCnEG/R5wmDPpdut02nTQhJGfX488p9OyBIk1zcg0my+h0uiz2u1QDG6kEnuNCrllcWKLVatFsNmk2mwzDkDiOqZRrIAxG50xMNMmNJqj4kBczBEtLK0xMTHDGGWdx7Ng8y8sHSOKUqelZBsMhy8urYNnMzMwiLYUfBLjlgDCONovDlVI4joPrutiOhePaHD16mMmZLewql9liWajAR7guURKzdHi5GODaEq9UZao5ge/7ReGuXpeRjRgxYsSIESNG/AQ5JQG+4zgnuM9sNPjZ0OJnWQawrnEXKFlkNrXSJBL8sk8WhSRZjEQUgXKcIeyi0NMIq2jaZIsiMLULXbzj+di2RR7HpP02SbcLgHBdLKXQxpBmKcFEE1tJhoMhKysroCTNZpNSdb2oU+eYPCWzMoTWKGljuUWQp2yLVqeLzFNkAvn6oCQ3FNvgO3i+hVu2KStFP0rozK+Rt/sMgzK1aoPpMY/u6iKRHlBuzOKR011ZoFqpseecc1DNSbx6A9/yuOuOO5m35rGxsFWbbbNbueWW28jzkPHxgNXWGrfecSeT0xMoy2Kt3aLsl7EaCktYHNp/gEa5yuTEBLt27Sj2Qd7F6lob1tr0w4g8zsmEWncFctBJjJbrhbVZMbuBzhB5AnmGpQRj9VrRnEtJgpJHvVrFc10yozneWuHwwnGUbVOp1egNY44uL4PrMD1+Go7jUA4qSMcmCRNKrofIDT3HphWGDLurTE40cStVLMtiznFoTkwQhiH37d9PuVxhGEfUx8cxupCElcsV6klCrVbjlpvv4Nxzz+XuO++h3W6zdetWHMejXq+TpCkLC8exHY8k15CnjDXHUbbFsfkFjt9yjO2n7WJyegJLKtI0pdPpYLQm04ZytcYFT7wQy/NBSfYfOsgwS5jcOsvWHTsZ88cBjWVZNMabNJrTSMdjGGdkeY7tuqfiEhsxYsSIESNGjDhpTo2LThpvZuEB0jghW/fBV0phq/WOsBsFt1mCztb/ZtsklmCgUyqxpO6XoRfj2GUCpYijISnglD1CneJ4Hs1mg26rx9qh4/iBh5UkuFKjLANSYNmaKEnItaFUrTFRLXPvvv2EUcLYRBNtYHVpmcyAbStm52ZJkgRlW5tZ9mEcYuUZRgqiJITFFpQqVGamIYOk3S7kHSWXXjokjkJSLIT0kY6Pdg1KBAhjM1OqMGN7iLTHoNsjs3KMp1D1KkFzjNrsdpa6fTAZ9bFxWqtrBLUywzjihltvphf1OX3X7uJ4eTbVapn5+WMgBbVajdO27GZlscXM5DbGqk1aq12yKOXGH15PqVRiy9Q0Rw8dRmQxJBHNaoNWt4fSCsvOiOJ+IRPKDHE8wAYqjkfJd6gEFRwJU5NNWq1VSn7AdLOKchSWBQcWl6lNTVH1A666+hrctQ79KKYyPsH01jlW2j0WF5YpV2qFD70QzB86wNzWrTQqHlE1wLerhOEQy7KZmJhgcXGRPAxxfJ8oTWl3+wglOXpsHiMFc3NzdLt9fDfAALt27WBxcZ7xiTEajQa+75HmGbnJGIZ9prdM0x30mWg28UsB9+3fz5GF4wSVMlt3bMH3bX74L9fS7/VoVGtUgxK5b3BcH0TC7PYdXH/zLTTSlImZaRZbq3hBgOPZ1MeaeJU6nuejlCLONDqM1utBbLTOTsUlNmLEiBEjRowYcdKckgDf9/1N9xyt9QmdbLUuNNwb9ocAwhRWlNoUjvSrgw6+Vej3e50uStkEQuEpSRxFlKolukkIFiQiZ2VtDakNXrlEPuiT9ltYaJIkwwCW6xbyCGWRWxaDzho6T1ESsjghTBLS4RAsm1QautGQnJySZRUymNxH2wK13qyIfgdKPqpawlICJS3cyWaxzzohGfQIw5Ass3B9l0q5QSgCkt6A48cWqNiSqicolQJKnkDnEd1BDw00xptc9YNrmV9pceYZp3H6jl14XsCBe+/j+OFDSANZmhImMdu2beVs9/F0+z3uO7CPTKecuXsPnfaAcBCxcHyRbrfNoNfG8y3CMCQIPM5+3Fk84+lPA+Afv/vPmCylEXj0egOiJGJmsslg0COPEqq+T6NUwndsyrYicF1WlxeJBw61UoDrO7Tba3QHXbzAxa3UsctlZLnK7I5dWJ6L65fZsm2OTMNw371Iy6bT6eFaNuP1GvNpyl2334bRGY1ylW1zW+m22gghCq/6wYBOp8NgGNHpdNiyZQtBEOCXKiRJgm25CBRJktDtdjfPv2LWCPr9Pv1+F8uSjE+M0WyOo7oWBkO72ybVGVvmZpmbm6PWqHP0yDEEcNbpZ9BoNFiZXyYIAnZu38HC0iLtdo/jC/Noy+Jx559LZWKMlXaLhaUlxqZnMaEmFxZCWgiVY7L1Jmp5SJqmNE7FRTZixIgRI0aMGHGSnJIA332ADKFwsCkcbbIsK7TIeV7IdSh85c0DHnluCGwXRyqiKOL4wjxCSaI0xXN8Ko0xchuIBkjXw7Udwk6Psuvjuy4ry0uYwQBjiaKZk7KwhERZCqMKN5R2u40xBsdxyPOcOI5BCJTrohxFLjWZ0GRKI8iK/3QKohDVV5p1bGVhS5toMCgCZ98Hy6LfbVFxwEoFUZiShR2Ep1HKRjgCkyWsdBZRwkcicDMLRU7cHTBsdVGZYGJsnEFSNAJba7e49cabuPqfrmLQ6/D4M/ewY/t2kILcaMbGxjjrrLNYXF7i4MH9LC0tMVQRWWII4yFJOiQKh+R4NBoNHNdieWWFs846i8nmFDffdCvdbp9ms4nb6uB5HsutFZI8Iwh86tUKge0QODaWkPTCIXO7TqPba9HrD+ktzWMsSaVWwRIO1VqDew4c4swnPIFLLrmEXECiBRNbpun2BmRoxsfHcV0X3/epVCrUajXSKETZivr4GMeOHaPf6RKlKb7v43ke1WqVSrXO9PQ0AEEQoGyXMAzJ86Juw3GcolmaNMRpQp7eX+vhui7lcpVSpUyv16NcLuMFZbSEWqOBdIvPR3HM7l27mJmeptfu0Gq1KJVKBEFAkuXUx5osrrbZvm0n0nE4dvQ4dtmn1mhgeT7DYTHzUEjLTNElOcs3B7cmH7nojBgxYsSIESN+spySAF/r+wOrDe39hpuOlJI8TTcbWm10ot34DNpQKgekw4hhf0Cv18MtBwy6y7TRVCoVOv0OWBauZUOuURpIEtI0wQwiQODaNsq1UY6NXypjEGQIHNem1esVLZyUIs00RufYvk+5VCaxcrAF2uSkZOR5QpRGaJHiOC6urWiU62RJSjwY0u61SVbXSGwbadvobh9RCrAdl8CyGA5DTLhK5jjgWtglC8vVSEdjyEAIPNsmcFwsBCbNmJ3ZQnlyivF6jfbqWpH9NZp0OOTo/HGe+tSn0mw2ybKMwWDAWHOcZzzjGQSBxx233Y0blMAYOt0OeZ4ShUOiaFhYlWYxZ51+Brfddhtbt3aoVCqMjTWZnZ3lttvuYGl5mfp4AynHsaQi7HVpt5cYr9Vo1htoy+LYygr9fp9qvUIibLIsw8GivbzG/CDCbRSdZ7dv304vHLLS7hXvcRxOO+20+wdXWrO0uoIB6uNj6CxhaWkJnSQkSUJ/MCCOY8bHx/F9H2U5lEolDh48SBiG2G4RUHe7XYwx+L6PtBRCGNJhyrAfAmwG/1IWWf6gXCY3RaAtpaRcLoOtyE1RL7K6uopSivn5eVZWVti5fRfGGAaDAaVKBZTk9DPP4PjSEvsOHWRybpbzTjsdy3cZhDHlUoAxbA5o4X75med5p+ISGzFixIgRI0aMOGlOSYBv8ge45KwX2BZe9xJhTNH99QHB/WYRLgIhod/p4dsW2hjCOAZLoUo+URQSrS5DGuFNT6KznLjXx0GQhRFRZ0jJslHS4Ps2mYY812RJWnSrRZAlKXmSYoTCyJQsN5AblFVYLhbNiAyZyvGkwbJsgsBDGIdaqUrZcei1uoTdPnmcYBtDLASEESQZCsFgvkW5OYlf9ckCSRLHRfZfh6Q6JNMOUlm4jsIQE4aFWMmSNsNhhFUuo9OiCVaWZZz1uMfRqNXZt/ce0JpStUK90SCKh6y21pBS0mg0OOOMM0Arlo+sMAyHRHGMsgSWbRcuQlHIYNDjlttvY2xsjAuf9FSCoMw//eNVLC2vkmUZ45MTKMdGWALPKQLqeFAhixMW2h2yJCbwXOxyldPPOZ/UpOzdt4/OoItyPOZ2nsbF/+k/EWYZSZ6R5hnVeg3l2DjrTcLCOMaSEsuyiMJBMcOjXDJhWBusEDgOQRBguS5KKTzPwxhTzLRQBM5xHOPpIkBPkoS1tTWCIKA+1ihckrQpZk2EwJKFLWumDXmeo5TNMBySZBFuKcAvlYizlCRNcWwXnWn6/T4zMzNUq1U6rS4rwRqTE9McOHQQZVn0hyGd3oCxiUlOO+0MHD8g1xrX9TGZQeviO3WUcyouqREjRowYMWLEiB+bUxLgbwTswAn+9qxn6dW6Bl8KeUKWXxiQ0iB1Tr3coNeN6A8HhCvLuOUqtm0T9drgFZKJXqcNUYjt+IhUY2GYHBsj10OULekPQvrDHnEcYywLoxSu0XiuS6I1wmiEAKRBGNB5Tp7EJP0YfAslJK5toy2LNIqIB0NMGLFw9Chxt4/nuFT9EiIIGHZ6iDxHGYlxy+QZDPshORoUWI5CyhzSDJFpyu4Y02M1sihk2BlQbdRpTs+QGkOeZLRaLfI0wXNdSr7PxNQkliXZMj3DWL1Okmf0BoPNGoc0TanVapx//rncEN7McDjE9Wwcx0aIoqmYFEWW2/d98izhxhtvLLoJY9i9exfj9QadYZ9EF4MBk2dMT04yVm+wurzC2soKnuOS5yntbgeCgB1bt5JaLoeOH2bL1m086aInsrS2xuraGloqgnIJv1Jn4dhRpGUjlGLbtm0MhkM8r0a1XkNnOWsrS3iex7Zt27j3rrvwHZdyrSjE3Zj9MRTny/T0NIuLi7TbbcIwpNPpsLKywvT0NNV6jeXVlfXGVn7xubw4Bx1LFc5AysbVOWmebVq1JklCGEUEQcD27dvpdrscP3KUMAypVCoIKWl12qTaUKpW6UcxSMF4c5Jafazob6ANAkmcxUAxa2XbNlJK4jgmjmPyPKdyKi6yESNGjBgxYsSIk+TUBPjSbBbWkoPJiw62sB78G1P0SC06TIHRsC7ZQQgmGmMEnof2febm5th78CipMAhp8Mca2I4qsrlZjmN7WBpsKQnKZXwpCLVAKYmyxP3boQ1aZyTEeGUPoQ1CgFzfnixLyDKr6JA7TCDXaC8hTTSDtR6DfhcbC2U0SRhDkqGljc40JjfFbhhNlhuCco3cKNI0w5gU2xZ4FnhK4/o20/USMxWfrc06cewTVWvMbd/F9OxO2knC/PISylI0x6bwXJc8SVldXSXNM/xSgOv7DHo9hlGIsm1czytcfxybSqXGGY87g263SxxFDIdDhoM+AGkUMzE5ztTMNJ7jcvDgYSzLwi8FKNuiXKsyPjNFZgm0Mey/7z4WV9coV+vMbJ1jcmYL09PTfOMb32Ch1SG9ax8mqODUxxkXAqtU5fpb7iROBlTqFSanZtiyfQ5hexxbXKBcb6Bsi26/x9rKKghNrVzCloper0fuuQSOS6VSzBhoXXSVHQwGeJ5HUKoQbfQpMIZWq8XS0hKVSoU4jqlWq/T7fXqDPsqx8WxvczAJYLQgM5rt27djeS5RktBud0iyDGEpfN+nVqvRarVIo5g7br+LxcVFnvjEJ6OUTZRmbNu+nTBNsUtlBkmKFZRIsqKmxPcCBoMBlnTIc7NZb7JhF7sxmB0xYsSIESNGjPhJcmokOg9oYKX1/UWFRUMqRZ5mm+/bKD7cfI8wuLZDliRUq1V+6uJn0FleZfHgYWitYqZmUNKiuzQPCsa8gKzbw0IQOA69bptQh/iihJQSz3MQyiLNDXmSkqQReqhIco1yHIS0MElKajRqoyHXMIHEkKgB2rIIW30YxmgXLGXhWR6ZJ3GURZrmJHGGUgqlHPJMMBz0wCtTLvm4TgmRhZD2cLOEiqNpoKHbIfQsciHxKnXmTjsNtzbGrTffQmVyAjcoUfKLwF3aFtV6jVynSEvRG/SxLItqo14Ewtn9HYJd16VeryNsga0dTNhHY/AcFyklc9t38rjHn4ujLO7Zu49ypcKWmRnanQ7fu+ZqbN9Deg5PfspFBKUS+/btwwjF+Pg4rZVVbr/7HirNJkNjOLq0SPe6f8H1fZqTE5TqDrfdfhvVmofl2/SHAwaDAVomrKytFgXS699r3ysGHcM4ouR6GCGIkphuu41fCljt9UnabaSUhGHI9PQ0jbHm5nlUq9XIdNFzYWJigizLqNVqKKXYtWsXgygkHsZF4L2eye/3hgy6PW6743ZmZmepVqu4paCYRZCCVqdNp9NhcmKCxV6f2dlZyuVyEfDrnInJaeI0JclyMjS25zOzdSulWpXOYIi0inoPoQvHoqKJmMFWCk1RfC6tU3KJjRgxYsSIESNGnDTyVCzEEhKT5aRRDLledzAp47sellRkaUqeZZvFlrVyhUa1RsnzcZRFNBiis5wojZneOkOlUQejUbOzSNui1WohPR+iBJ1mKAyea9NaW6Zer4ISDNMQYUlc3yOKIqIkxnHdwme/14Y8JY9ifN+nVK9DmpCnCTLTkBi83MEOJbqdwiCHXkq+2CJcWCVc7qCEg0DR6fbJtKHSGMMrV0h1BoEHKkPagpIn8U1OOc0ZN4Z6lnH6WBNnGDK/bz+d1hq5AFUt0yJjavdOwqRwj0myInO/sroKSrJldpZqo46xJFoWga6RAmkpKrUqlUphG1mqBIXsyBaUa9XiUa1Qb4xTrtRYa3XYf+gwfrlCpz8gThJmt82xY+dO2t0OWZZx5513ohGc/4QLOb4wzw033UhzZprG5ARPespT2LZrN8J2WOv2iNKMpbUWt911N8M0wXULdxwpJfsPHmB+YYHtu3YSxhGpztECKvUacZqglCr2w5giuJ6cZDAY0G63NwtTHcchjmMOHjzIcDhEa83s7Cy7d++mVCpx9OhRxsfH2bp1K4PBgOPHF1haXGG11aLd7dLrDkjiDMt1GBsbo1Efo9PrUVovtj1w6AhJkmFZDrmBo4cOE4cR5XKZM844g2qjzmAQIpRiaWWF/jDivv0HUbZFpVolTjJAkmvItSwcfMx611qpinoPIck0ZNr86ItnxIgRI0aMGDHiFHNK0osbmvuNzPzGvybXJ/jiP1CusFmUCziujZKKMA0xScb49CT7TI7recg8ByRKSqRlYyuBRgOGUiWgVC/zxLO2sbC6zGqrQzYcojwLx3LINMS9AXgOylLkORidYUyxHVIILCNgmGJ0Qp5LDGAnhhgFSiLWs8ftwwdJGw0ajQat+XnW0pR6s4lwHfxaQBRFpEmPdi9CDno0LclEuUI9CLCThJrtYDuKXhxz8MhRaocOYk9M41Uq7G5OMNEYI89TgiCg2+6QJAkGTa/fXy8Gte/vDJwmhVuLydFCo8mZnp6mXC5j2zaddo/lpSWOH1tgrdNmOByyb98+lFJMT0+TI9iyZQt79uwhE4aZua0cPnqE733ve+zZs4dKrUqj0eDI0aP45RI33nobnU4H23MJ+z0WFhZwfI/x8Qnq9ToTU5Mo2yLJM7IsQ6YpnldCWc5619nyus69zfLiPK5lM7d9G/vuvYcf/OAHNKs1ZmZmMFISRRGTk5OkacrqWptt27aR5zmrq6ustjr0ej2GwyGHDh1iaWmJ+cUFLMfF9X1KpRKlUolIROQUVpm269BaWcUIOHjwIMaS5HlOq9OmUqmQpikLx4+TxglTUzMopajVGtQb4wilcByX5ZU2/SiilmVEafFI0hyynDwzZGmx32iDEoZcFP0dhAGhJaOy2xEjRowYMWLET5JTJNHJMUYX2nqK4lW4P8B3HBsARaGVL+J9s/6vJNMay5J4QZHRv/DJT+LeO/cSdbv019YgjNASlDHoLCXLUjJb0ZxoMD49gV3x2N4ocZrjkaY5a+0OcZwSJxntbp9jx44XrjppTpqmxUDDaCwBtpBILRCxRusYLUDlGgcFqsiaR+EALAujNWmSgFKQxgyGPWxHMFybhzwlUxaukVQcyUytxkyjTtk2DFfb5MqQOoJIQNcM6SUxDdfBbzSQacb8/DyDQdHkKc9zyuUyrmMxHA7JjMYRAsuxi+LOJCGLk/XBiqFSKXH2OY8rZgHijKnpjHq9Tq8/pNVpo4QizjJmJiYo16pEcczyyhoag3Js9u3bR6fXpdde495772Fubjtzc3Ncf+ONLCwv4qxbPRqTI4Qh8F1mZmeYntpCpRqwuHSENAup1scwUhDGEU4loFytkOYZnV6XTOcoAZOTk9SCMnE0ZHp6mooXkHR71EsVhnG8aTW5UaAax4XsxnEcZmZmKJVKHD58mF6vR5Ik+L5PnGtyA3luyDJNaucorQGBFIXW3nYd1lodXCsgzxNWV1dpjk8yMTHByvHjtNdahQVnr4eRNrWxBitrq1ieT7ffQwuQykab9eJfYcAU57IREo1AAJrCHUpTTI+tV5+MGDFixIgRI0b8xDhlAmG5XjAL92vyQWzqxAGkOdFxRwiBVAKTQ2Y0rusgjWBux06e9vSf4jvf+D/Q7UOcYmyFFKJojoVBK8PklinGZycZpCHdcIBlYHx8nNldO5BCsX//QZZuvrUIxsghT8jiGKUsEAYLASan5HsII4oAVhcFwEpohBFokxL1Iy58ypNYXV3l4IH7aDTHyfOM7vIywVgFoTRSaMqOpO54jFsuE7UyrqUYDDrUaxU6UY9eP2JgSTK3CMTnjy8wv9TC9Hu4CGZmppidnd3U10fRkF6/j21ZZEajkCjbKpqIxQlpmpJlGb7v02g2iAZDVlaXqNfGmNu+jaWVVRaOz7O6toa0FCsrKywsLFCtVugNByA0QRBw3/79+KWAn3r6M1hZW2V2dgbPczjn7LPp9HqcffbZtLtFE6jV1VUq9Ro7duwg15rBsEe/38f2bGpKYrSm3WljBx5btm7D8T1s22Z+fh6jM+a2bkFYipW1VXr9PtVymXK9QWdlDc/zEELQarWwbZvZ2VkGgwHAZpOsUqlEmqakaUoURSjb4vTTzyROE5KoGBSkaVrUgxgIo4jMaIZRSBzH+JUytVqNYRLR6feQBiabUzTKVbxSmVa7S7vXZ3FxiX4Uo7yIONW4QYDjBeRGABIjNEYIhBR4gY9KLUyuUXbhxrSZwVenRAU3YsSIESNGjBhx0pyaAH/dLUTI+4OZwj2n+NeWav1thSxHZ/mmw4iRBi/wGYR9dJ4QD4ZYxuLx557LP37j78H1IDXYUmKL9ay/BVoZatPjBPUytixjRX6RwVVFIafjuHilgImpSXqDITo3ZFGO0RqDLuQVaUKSamzbgrz4m9YagwGK90ltGKsGzM1MoHTE4fsirDzCkZKuSbGTITUnR2cRZaGYrNSYaTSZadRxhWHQluRSk8SCCIN0XGrVBlPjk8ReiSjLGWqDXwqoNup4pYC1tTXifowQRc1CEsfoLCeXxbHcKF6GQh61sDCP5dgMegN6gwGW4yHjBCMErudTrcHy8jLxsA9pSm9theVKhSQaUh8bY3JinLV2iy0zU2yZnUZrzdraCjMzs5xxxmkcPnyYMImxLYnvOdTLPtPNRuFPX3FJsrOwXItSpUJn0MdIgeU4lCplglKJLMuwbZvWWoeDBw/SrDWKLrJRxB233MqznvI0hBCkWVYUE1ereJ5HpVqn1+thWdamZl8pxdjYGADHjx+n0+viOA5CFX0Woiii3x8wGAyx1m0ru4MhS6srVBt13GqZmYkJ/Cxj7337yJOUHTMzbN25myjJKJWrBN0ei6urlB2X1mAAonAeshybOE3ItEEbyFKNZVm4no0RArRGWhaWLGaligmqUYA/YsSIESNGjPjJcspcdB6Ymd9gQzP+QG1+lmWbLjBCCIQl0FaRwXdsF8dzSXWO57rrf7cxIgZtQGsyMnJjiLIE5bsMTUalVmV86ySeG9BqtVhYWGIYR1THqpx//rmEYUwcJeSpJs9NISfShizLSNKEdH27FaKYZjAGafS60EIjNNx03ffRWYInclaPHybwXCarAZ7UOEmEMBlTZZ/dc1uYGCu6wg77Xbo6Y3V5kWEakyqQuUHk4EqHsfoEth8wHGvQ73Y4fPhwcVyUpFKpUA58nIkmx48cJcuSYuZCFtaeWoBlWQgB/WFGnqeUymUq1TrhIOLggaMsLS2T5/mmL/sTLngSyhLcfvtt2LZNpVI4D1WrVbIso91uMzMzw7FjxyhXK7RbqywsHmWsPs5Yo8LU1BTHjh0jDEOifgetNZVGjcmJcXIlMEJRq9UYm5xhYmYaKSVra2vMLy0SRdHmyRbGEa5t4XkelmUxPz/P1qkZjhw/TpZlbN26lTiOWVxcREqJ67p4nke2bkEZBAGTk5O4rkuaZywsLFCqlDdnALpxt8jWS4lXCghMwJgZozk1iTGGlZUVwjSh1WoxMzmFUopOp8Ndd92DWwrYsm0HW7eWGKQpS/fspdKoUqs1cNYlYNqAcKyiYNi2iooQAcW8lSE3Bk1hpSoYFdmOGDFixIgRI36ynJIAX8oNbX2RrTR5EdALUTy0KTT5uc7J8pQsTTeLb42RxFGO7ThYjo1vO6TdmFuvv5k4jDBR0c2ULCfTGZAjLYWxBE7FIxU5luey3Fpj0DtMkmS4rk+z0SRLc44tH2dubo5+b0A4iBgMQvJUI2zwXBeEIYoGYEukspDCFJ158xyBRhlDt7NCZyXBt218W+E4Clto6q5F3bMZtzykyZianmJ2cpwoNxycP8zR48dYXV3BdW0yYdBSkeVdRGy47+59VNfCQjIyFgDFAMiyLMaa43ieR5rGYKBWqxVZ/CQmzzVmvajTUgrf93B9DynBUi4gWcyWcX2PSqXC/PwiWVrUR0zNTDMxMY7jObiui2MpSkGA0DlbZ7Zs+tA3m2O46wOs5eV5umtt/MBFSYjCPiLX6/UQGY4silaV45LmBsuxmZ6ZoTrWoD8M6Xa7mzM3jbEGY40a7dU1jh07RjIcMDY2tlkXsSGvieN403ZSa81gMKBWqyEtB6UUaZoShiFCCCYnJ1lp9zYHmLZtUyqX8bXG8wIc36NatZmYniKMU1r9LmvtDu1+Dykl5XIZgG63S6/XY3F1BScoMzY5RZIkBEGAF/j4pRLIwjEHqfCEh1LFDEFusiLAf+CD9YHvKMAfMWLEiBEjRvyEOSUBvuXc7/BijCkymsaAFCAFWorN13NjSI1GG400IBG4G9aIYUSaGlrHF/iH//v3pIM+5DmOEEgMSkocR4Ht4ASKSmOMMCm01b1Ol+XlZYbDiFq5RuAGOJZTBMxj9cIjP3CJkrSQ3tg2buCDYxGlAyxL4tqqyNqLHK1TZF50yxVCs2PXdtIoRKcZMzuaxFFEt9ulWa6hoj55khGHIb1Ol04Us7K2SphrvHqNMAnJhUBaFsrzsQMP17WxyDFpRKeTMNZsYHs27XabY0eOEscx5XLAzp078R2XKAyJ+j2i3oAwi8jiBNv18DwfE4d4nkcSp7TbbdI05bTdOxlvjLG8sMg5553Dvn0+R44cYWVlha1bt1Cv1zl2/CiVap2dc1s5evQwa2trDIdDzj77bK6/8Yfs3r2bCy+8kCNHjtBqtWh320RxRKNWxS/7LB9epj3sU5uexPYDVjtdBr1hIatxbLJMUymXi0BXF83Q0iQnyzKUshHKIo5TvGqD1XYbKSzKJY/lpVW8wGfnzt0cP34cz/PIjSFJMiq1gGq1TpSkdNfaZNowNzfHYDAgDEOMgFKphOM4gCw6APf7GAF33r0Xp+QzPtFErsfd9+3bx+4ts0xPzvCc5+7k9nvuoTscEK0s0RlEbNmxnVa7i8aQJAnDMMKyHWzbRmsHrQXKUlg6Lwps121A0YX8TI4kOiNGjBgxYsSInzCnJMBP14N1hUAqWWTY17O2mTFkEqRUCCWxLImxC/24ZVko2yIIAo4ePMSeXWcwf99BvvSZ/0lJF+42uQFnfRbAsiWdbocsjzj/aReS5gbbdsnjBBeL6cYE5bkyvhtw5MgR5rbtYKxeZThImJ7dwkq7zfxaG79SwfdL9PpDhBC4jk/ZsSi5LrY0SJ0j8xSTRog0pdaoMex1UFnKZGMMHQ4pKYvpuTkWFxZwFYyNTVMem6Q9iDm6OE83GiIsi9wYVgdDfvo/PZvpuVkq9QarnS6NiRqVapnE5NSbE2R5TntxhX6/X3jKG00axYS9PovzC3i2Q8UPEEaSJznj1TFcx+HY8aOMT4/TGwxYXV0jT1Ly3HDPPXeRxRnP+U/PJIoSpNjNNVf/gDAMuflmmx07dvCUpzyF/QcOFPaafkC5bmh11rj5tlsZn2gibAujLCZmZ7ACjyRPaUxN4Jd9FvttVDVASZt2Z8AZM9vp9kKiYUweZbjSwbINt91xO5V6jXqlShInhHlIozZGr9NnealFtVTDdoLCcQnB8uoatm3jlsqsrLXJjWAYZRgKyVcYJSyvtFCWy+zW7ViOzerqCpWST6NaIzPrMjAMRhc1G4ac48fnGYZ9hIJ77rqTseY43dUu3dUWU0GNxfQ4iZTMbNtGRRsOzB8nmBxnkOcE42NIx8VSFo1alaBcKQJ88vVibLA8B2MEURwXXYaVQtnWKMAfMWLEiBEjRvzEOTUa/LxwpldCIpRACYmRgC60yEoU0oYsSTGi6EYqLVVoybUmiRLKQZk8jLnr5tsQaY7Ic6zcoJMEx3VIxLpNowSEBbkm7A/J8iIITqIQ13VRQjLsDqmWKxw9fIQoighKVeIsJc5S0iwlXVmma3dBWniei0ARRQnxYIA0mpItKXkOFc/HKwW0V5apBCUcVcIIiKOY8niZ7bt2Mz27laWlJYzJWe5HDMI+S60uoY5RbiEhevoz/xNTc1vRykL6Lipy6IZdEnJsz2V1dZkoTlFKUa/XSZKk+HIsi4WFBcbHxui22rRaLbIoYdDro+OU6akptm/fztqgg+06NJtN0ihmcX6JpYXjDHpDpDA0G1McPXwYQ47rusT9Afv27adcrbN753ayLKPRqCEtxcLSIsPhkHKtitaw1m6hHJv6+BiZzkmSGNtAc2qSLNOsrq6htWFlZQ2toV4bo7W6xuLyEjt37uS8c87lpltupuT5uFYx07O22iYKE5Iko5cPqFgujlDrGfzquvOOS7fbL3T4yipqCSxFuVxmfGyCSqVClhsGnQ5j9QaWLTEUtQZaa/I8I9WaNF/veOs69IYhURwXHWYRSCnZtm0baysrSCCWinxlFVEtMz41iRWUWF5dxWQaYwxKKSzLwlYStX6eW0qSarM+I2CwlEAKG6kUSinMyCVzxIgRI0aMGPET5pQE+Co3SAG2FCgjUAi0MZjcgNGFfWBuQBfeNOQZJi+cw6UUmDRjrFIjTzPu3bsXnaSkGuwHFO1KLRACHMtBSUUSxRw5fJher83FF19MHA7QWtPpdFhZXWb37t0MwiFzc3NESUKmYevMDEmccejoPGmvDyIjMhrHUYgsx0iFLSwyCZExmDwlykF7HpQChmlKFsfkaAIlWI2HtNtt4jxlOBwUTiqWxG82qJd8amNjCEex1G4RHtZEWcZsOodUFrVSHeW6ICSlSplBvEYQBJTLZYbDIbZtk6Yp9+29l9mZLch6HakNSRSDLo5pkqboda1JtVpFIum1OwwrIVu3bqXT6iIMHD58mE6nw+6du6jWa3R7AxYXF7n5+uu547ZbqJQDzjzzDPbs2cOOHTs4duwYhw8fZTAI2bZjjjhNyZRmMAxpd9Zwej0APM8HI5mcnmA4jIDCprTT6dBbXS6ce9atPDdmdKIo4t577yXP86JZlyrsMJNByPzSIovLSyilmJqaYmy8SXNigk6nSxiGtLsdut0ulnKoVotmXEIa2u0W5AIh7g/EpaWwDNg6Zzgc0hgfY3Z2liiOKdfqpGlKkuU0GuN0l1ZxPI9ypUqoJCsrK/SSBL9WJzdF0WyWZRhnvdA7y8h0DkJvKuyNBCmtzULtdeOoojh8xIgRI0aMGDHiJ8ipCfANKL3+b15o1qUx/3/2/qxJriRNzwQfVT2r7YvvDjgQiAACkRlLZuVSVV1kcekesltm/t/IXMx1y8yIzMXccLrZUyS7WAsr99gjsAMOX81tP/tR1blQcw9kFtmSQgHj6jwhHu5ubhvM1EQ+/fT93tcVcBv7yVApROhRliV5nmOMuXFHMRY8qbBlSRyEkOfkNfjCc8ObpSuofE8S+AF+qLBWMJtccTmd8PLlS/qDLt1ul4EQ1HVNmqbOkUZafN/D5DX9Xofbh/ukecG5MRjj3H/8KATrIaxx0hit0aZCI7CBT5pl2Lpyg662RhvL8uKcV4sl06tL3n/vPtGwx+3bd9g/OsAPIkpbkZYVs/WczFPsHOyxynKsUmgh8aOIvKw4OTvjnvRdJoCUVLq+scGs65qwFfPFV18yHo7oRDFpmoCU9LpdMJbLqwle6JGnGUWac3lxgbSSB+/dZz5dcHx8cnMycH5+zheffgraEo+GDEYjqqrAWstnn33GxcUFP/jBDxiPt52OPY5oRW06bcVivUBYyaA/Is9znjx+jud59PtDtnZ86nqNxToPek+xvb2NAZ49e0an170Jq4qiyGUZaE0URQx6A373u99xsO0yAA4PD29OMIy1FEVBVVW0221anbaTv0ifPM+ZTCbU2qX6+r5ztTECkBstPAJhJCenp+R1hfI8eq2Yfn/IYrXE931WqxX94QCkQgU+oe+RXF3y5NUx7X6fg1tHhJ7Y2L66Qp88xwjjZkyEy3qQUmKNdpaxdjOoDVR1TfQ2PmQNDQ0NDQ0NDX8kb8cHv6xBWawB4XMzbIuxSCsQ0sNoJ5sQtSYUCun7eNJDakulNetiia/hwYMHPPm7X0BWkHkBvhCUVgOWWlvCOKQ/7DMajQjjgLjT4vJqgrZumDIKQ0ajAU+fPqXb7pEkCXlWsk5TagPGGgadGFP3KcuaotZoISgNmEpDnUNd4fuSVmdEf2vEydWVK+I6bddZzzIWqxWD0GPv/n0enZ/SikJSpZiZgm5vwGA8oD0cEg57xOMt9g/3WK5T/Nhnnebg+WRZQlaUnF2cc+fOHVrtNqWuaXXaaK0RSvLgwQM3aNpqkWY5s9WSQCpCo6nLirwqGbQj5vMF2TqjrgytjUvOtRPO/GrKYDAgTzL6Dx6Q5SXn5+f4vk+SJNgoxvMVeV5wdnaOH4RsbY8RSjGbLhiOR1gr6HR6xO2IyWTC8fEJeVlQFJpuf0ye57S77vThajYliELa3S5bW1vURpPnOXEYMej1Obp1i8lkgtWG4XDIIIrwpOLq6orVaoUxhn6/z3C0xWAwoN4Ef2mtN7IXQWU0dWWo6gLP8zDiJmcNrMAYS11XFFXJ4eFtkjwjilp4YbDZEPjs7e0xubhEeQFXizmqLjBRiMEyGAzA8zZJzMHGklRgjMGYGpTbhPmexDrLHCwu0VkAAtC1RtfVW/mINTQ0NDQ0NDT8sbyVAt9UNWIT/mMQiE1HU70RcLVM1qxWK5RSdLtd4iimqirSJEEDWZbR8gJu371De3+P5OVr6rLEAJ6v3CYBi/A9Or0uw9EW4/GQsB0iAoEQlvOTU9Z1TasVsVgsqEvNZDKh0+mhhCJqhQRRi93tPc4vLnn27AXryRWlZSOlsOCFgNt0zPICmWTc+eADPM9jtVrQ6vXY7XapqorxeMz21hhblWTJmuVsyePjY9brbxlvj9jdPwAF3d7AOQkheXfvHu2uRSgYDLa4e/cuy+WSXq/HOkvRWjMajSiKgsVigdaaW7duUeUFRZ7T6fdoBSF1UZKXBXHUpigqppeX+Cpgd3sbYWE5X7FcrgmUx/7+vvOuz3N+/vHP6Q/H/M3f/S1ZlqGrmmQ6Jez12N11EqEizzk9OWMwGLC9t8NyudoUuIr1MqMqLbu7+/hBRLvdJgxDaqNpdTpEWFbJmqurKybTKQcHB3iBz2w2Y71cMZlMMMZQFAWhHxAFAcYYVoslk8mENE3dLIXvUdUueOzW0RHz+fzGISiM20RR5NJtvS6L5exGAiSURCiF8txQtxGwtTfm7PycsNV2XXdAp5Yojql0TVFXKM9HBiGXswWzIifstBHKw9YaYd2ciabGmBpPhigBSgo86TYewoLlO7cgcA5SikaE39DQ0NDQ0PD98lYKfN/3b3zIrwOsgN8Lv7qWoFi7kXFs/NPrusZ4EpSgNoYwjvjJn/8pv9J/R3J6hjEWBCh8hDUQBFQClmmGDH16vqROC3qDLt1BH7sJ0YrjmKdPH6O15ec//Rntbg+BIoxjet0BUsLJ62OMqRF+5Lz7pSCIAqyOqNI1ySohKQo++uhDPCHRaQpBxNbBwU2S7LqoCD3JYGeHrd0Dhnvb5FnJcOR82y8uzhBC4fshgR/R6/SptEGjkcLDCxVK+Uync66urjDGMJ8t0VqzXq/RVcVoMMSXijzNnFVoO8ITHqa2RIHPt4++Jl2tGfT6zku+qMmyjGydcHl+QVnWrNdrZtMrXr8+5ujoiH/6T/47vv76a75Yzvn4Jz/l2bNnPHv8nLKo2dnZwQ8DPC9gy0KRV8iWpMpL0jRFeoo7R+/Q7fZAQla6LrorbF0Q1WR6xdV0ynA8YqvbYb12G7zT01PeuXMHYUFXNZPJhLbvJDd5WZAVOZWuQQrCoMQK+OKLL7DW4kchcaeNri0nJydYa4miiP6w55KJjUUZReD5bpBWeESx2+Rde+yXdcVouMV0tmAymbJOMgbdEbUCX0ly7br+nomR0rrNhroR1ONJib/ZQGDB6gpT17DJfrjehHqejxQCrZoCv6GhoaGhoeH75a0U+GErvumgOmtMc1PwCCEIw5DuoE/caZPnOVmWUaYJvu/TardJdUkraENlKPKSD3/6Y168eEGSrmDjm+77Eg+L9SVJVZGcn/H68pxuJ6LTbXFbHRD4Pkm64mqSsrOzw2qx5J133kGiENYwmV5RFjV7BweUWY6UMOh3EWGH2WJNXaTUpUQpCX4ISuF5ks9++xmHd25jhEehDbNVSl27YjdNVsi6ZtDrui7/YonneYRhSKslqYsaE1T0Wz2CIKDOK1brNdJTpGnKdD5j/9Y+q8WSKAhJ84zPP/0UbS3vvvMOo+1thv0BW0PnTnPy+jXr9Zp2HKOUc/+Jg5jeTptuu42pNRjL/s4utjR8Pv2Md9+9z/379xkOh/zut79FIvln/+KfMx1v8bm1nJ6eEscxnufx+tUxL549I4xjhuMRn332GXffvUcQhs79aJNAu1yuuLqas05XqMAj6rTxgoDpfMZyvcIAo60xDx48YLlcMhgMEH2YXV3x8MH7mFpzcXbO8fExW70eEkGr1brp7ud5ThDGdDodJpMrWq0W3W4XgLPTE05PT+l0Oty+c4Tv+4A7KaqMRhqNsRblSYSEoixpdTuUtSbNMm4fdQiWESrw2b91iOcFPH7+gtrzEGHIcLxFd9inqCzD4RBfBbTjmEC6DWsUBUgJldFYbaiKEiFcWJdFuk2t5yGwKNEM2TY0NDQ0NDR8v7wdiY4AISVSiJsiH/hu+HAz+FrpmtoahKdgsxGoypxMV4RhCNJSUpNkBR/+6U9Qkc/T336KkRKv3yPyPeo8JdGaMHCWiCdPTvjxRx8yu5rTiiJgk2ba7tJqtQh8H11bsizjcP+AydWMLMsYjcbcunVAp5uQFrBertFIfCR1VTtbxzAkSVfsHO1xdHSbJFnx+MkjLs8v2N3ddSmrywTfgzRVvHjxgtuHt7h7eJvVfEGVF6yuZjz75hH37tzl7t17HL9+jcHy4uQ1X331FR9+/BF1VnD84iW3b9/mwXv3icOIIArZHm/x/PlzxEDw8uVLtsdbPHjwgOm5c6hZzOZEQYgnFclyzXqxZmfbOdqcHp+ihOTenbvcuXXIarVifjVld3eX7Z0t/tN/+nu+/PJL509f1lRlSdRqUZYl+4cHLBYLzs7O6Ha7FJXGC3yMMfSGAw4ODjCmJs0KOr02vdgNzl5eXiKU5OrqijTP+eFHH3J8fMx4PMb3febTGZ1Oh08//ZQiyxn2+0SeT6cVURUl89MFd+7cYTK9Ym9vjzwr2dra4vj0lGJZUVvD5eUld+7eo9PrUhQFOzs7eJ5kMnMuRJ7nY42gLGtOziaskjUq8EmnMwb9EYeHt4k7bRCCNMu4uLigrjVbe/sQRywzd4KQVyX93hg/CunHbTwh8JU7pbDaUBuDUBJrDbHvo7U7ObJYbFVSY0BKhGw6+A0NDQ0NDQ3fL2+lwE+L3NkSbsKsBGy0zhYjLOY6eEgKRODhKUm96X5qLGHsfEbquqayBhF49LZGPPj4h4x2tvjl3/w9i2TJwmiGvR79bg8pLH4U0+60WC7X5OsVURTx8P0HBJ7k2ZPH/NnP/5xf//rXeJ7rOp+cnGAFhLJFlifs7u4SREviqIeua549e0axXOLFEcNuj6OjI/qjPicnJ4R+wNHDh+xsb/PlZ5+Rrtbs7OwQeYpkPee9997Dk4r9nV0++vBDXjx9xtPHT1jMZpRpxjeffs7BeJtY+VxMLtkfb7P95yOkp3j17Dm3Dw5BG05fHjPodFkla14+e87+7i6T03PW6zX5ck1dVghrGfYH9NtdhLEcv3rF9vY2s+mUr774ktV8Ra/TZdDtkWUZX3z+OVVVcXU5YbFaUqQZRkAcx3z00Yd8+eVXLBYLDE5u9d69dzm8fYvlcsm3jx9xfn6JFYIwjrj89hGf/fa3PPzhD/n4k08QynXqj89POD8/pz8c0O52GY7H9Pt96rrm8vKSTqt9YzFZZLmbNdjZoXVwSJ6uKbKc1WqF7zuv/KqqWK/XSCk5ODjg/Pyck5MT8jzH8zyOjo5YLpeb0yPNcDwiDEPWScI6TbB5yvnlBessJYwj4lbLyX8wdPK+S6VNU5I8Z3fvgPZwSC0lgbUQ+IRRi6gV02q1kEIihevMS2Gxm6Fvqw0IQVlUm+FbJ/NS1p0oSE+BlY0Kv6GhoaGhoeF75a0U+EmWonyfeKN79qR0Pvg4L3xdVyAlSgqU8hGeBa0xde0sNOOQsiwprKE22oUVVTV+u8XBO3f4U6X45d//PfrxI2Z5Sl2P6UQhhwd7PLx3D/KCZDbjxYsX/N1f/z0//cmPOdw/Ik1ztsdjiqJgtLXFcrkmbreotWW9XjHe2aFbtyjykv3tEaKuuZpNWSZrzl4f43uSrfGQjz74Ab/99Dfk65XzX+/12d3d5sF773F2dkIUvUev2+H05TGX5xd89fkXVFnOuD+gF7W4PDunSDL+X//z/4PHT5/w/gcP+Rf//X9Pp9MlKwsGcY8/+eQn7vn/p79nd9dZRiotWE+XTC+u8H2fqBOSGY3RGoxgNpnx+vglpqqJlM9ituTy8op2FLOzs8POeItWHPPl519grGFre0TcjjDGkBc5SgnOz87Y3d0hyzJ83+fs8oJPP/stRZ3z8P0fsLO3y3w+5+T8DIQiCAKev3rJixcvkFLy45/+mMVige/73Lp1i06vy2yxYD6f8/LlS5RStOMWqutCqrTWVFnBarViOp2ShRHdduysLT0XDHU902GloNQ1Snns7OzQ7nRu5E+LxYLfff6ZO1Xo9ej2es4pqCyIooiwFRPHMZ1+j+Uqod128p7VakWaZlTGYITA832CduxSe8FtQCNn39pqtWi1WlDW+EKhnMU9xli01WhhkVh0VW7C3uzmdEohcXaZAksj0mloaGhoaGj4PnkrBX5VVVgh0J6HUAprLcZa19UEhLVgLWyGbqUQeEJghUAY41JAjUXiJD7rNGE+naEMtOOYrCrRugZjoKpZXV2xshD7AdXBbbZaXXa6A7794hueP32BLxU///lPOXt9Rr/fRUmfOG4Ttzt4gc96lZIWOVnuTh5WiwmB9Bj12/jKEkcBr09PODl+Rb/b4f0PHjLodjg6OuJwb4/xoIsnBS3fpxWHDAZ9zs/PGQ6HoA3Pnjxl0Ony7jv3eProMb7n8fEPfsg6STbuPhWnp6f4vk9euuTV//v/9f9GEATcPjoiFB4Xr0+x1pKmKX/913/NztY2P/jgA+I4JvYCqDT5OmExXbC/u8NsNuPx48es5gvU1javnr9gdjlBCMHDhw9JkoSrqyteHr/i9PQUbQwKwcuXz/nggw/wfQ8hIPRcVsFnv/uUy8tLbh0esbu/x5/97Oc8ff6S03JyzgAAgrpJREFU5y9fsDPeIkkSHj16RKvb4u7Dd1kla/I8Z5km9Ho93nnnHaJWTF3XnBy/dkOyShEFbmg1CgICz8fzvJth6+vBa9/3bwp5pRRmY5OZpilSSubzpfPpDwI6nQ4IgRVQ1hXamVWSZhlpkTNox/QGfTp9d5qxWC6ZLReUZYnnebS7PRZJSuV7WOUhpCKMWgRxhOe54CopFVJIlLVgNydPVuPOn8DUGmEsQgqkdYnOSsgbS8/6bXzIGhoaGhoaGhr+SN5O0JWQeFIiEUicpaC1BlNrDJbAc5IFjJM32E2CrZBO1lMWOaLSBEi05+MjsbVGW5A4Z56tnR2mdY1ZLmE6A60p1ynlOud8kUCl+eLTz/EDn09/+RvmV1P+L//n/wnpSawVXF3NaHc6FMs1tbW0O11mywWh56N1xdnFa549fUGla3rDEa1WRG0N09mE58+euAHQqmI+uyLyBMZoFvMrAqVI8wQvULz73jsIC9QVLT/E8yW1LsnzlK+//pJ377/HX/7zf8rr0xOyPEGoNk+fPubzT79guVzys5/9jG7cIs9zlHS68n/7b/8tdVFycXzC7PyS8XjM3tY2u7u7ZKuEUPm0ojar1Yo6rymLmslkykl2QhwF9DpdlAE/ChkMBlzNpjdOR36gKKuC58+fMugP2N7d4eKigxWKly9f8vLlC4IgYGdvm/l8yuuTV1xdXbK/f0gnbjGbzZjP5wgh2Nvbw/M88rJ0FpbtlnPyyTK6XTeAnGcZWZKyXq6oioJhf0Cn00FYjbWWzqZD74chVgg8zy3PIAwpisKl2HoeRkiGW2Pu3btHp9NBeR6zxRzf94k9hUCR5hla240ev2C9XlPkJUni0odX6zXauBI9zzJEFBG0PIJW5KxIWy3EZnYkFAphQVgXvuUyHgzGagCEqcGCsMKlM2MQGMDQCHQaGhoaGhoavm/eSoEfByGe8vCEROpNAaQ1GIMEPF9ijcVa4wKBNpaZ8npTID18T1BZjbaSQCpaUYwnJa0o5s7tI7a7A2ajbc6ePeesNJAk1FnF+fEJSlu+/fIrWKVUEh7+yY/IkjW/+91nPHh4n/39A54fv2S1WnF8foqQisF4xNnFORJBxw+xtgZRU6drpmUBSAgDptMr8jzn4GCf5fwKU1dsjwfEUYCvPMbbW1ytFhzcvkUoPdbzBXfu3sVDkCcph4eHdLtdDJYvv/ma/YMDbt05YjqbcXpxThAEjPsD5hcTTl8dkz94n9po/uGXvyRJEj56+APquubZE6fnz9cJ6XzJ8mpGlqakWUZZumHUu3fvMp/NyJOUQvmEgUdRFHz55ZcEQUDYijG1Zmtry0lldMl6uWQxm/EX//SIH//4xzx//pwkz4hbIUmaI6Xg6uqKzz77jP5ozP/0P/6P+EHEy5cvObh9CxT84he/4OGHH/DBD3+I7/sEkeu8L5dLtre3KbLchWotlk6ak7shYU8q8jxnf3cbKSWdTgcpJV4QbNaHC5rK8oLBYMAHH3yAEILJbM56vSYIAhbLJVEU8fr0hN5wQK/XA6GQvsdgMCCIQk7OTpGrJWEUI32PoiypqsqFZ+U5YRzjxSFhHNHudun2eoRhiNXOmcdicYdQm5RazM3alxaMNljjPPiRBl3VWCmQ1mKb+r6hoaGhoaHhe+atFfhSbuwBNxplabkZTBRmI9Gx1vUzrQVrNkU/REphlSTXglJIYj+k3+6AcbKOZL0mDkK6t25zOBgx393n+OlTzl694m+/eUK70yU5PaO/f8hyOecHD3/AdHrFv/83/x+m8yv+9b/+13S7PWazKUmSMF8smcym+EGEpwRhJ+Dd997h/vsPuLia8M23T5hdzQBDkq1ZL+YcHOzyzjt38T1JmWVcTS5QAjq9NqUuscIgFBg0YStEaMP8dMZ0csWLFy/4y7/8S07Pz/j8y88Qgccvf/1rSFZ0924hM83eeAdT1PzV//K/oQIf6Slu7x9y7513ef36NQd7BwgL2TohXay5LDUSUL7P5dk5gJOJbLrO19KW4+NjRv0BFxcX6E1Cqx8okmRFmmeEYUhRF5yevaYscw4O9rDW8uDBe5yeXfDv/t2/47Pf/Jqj997jkz/5MYNBj1pbfvKTHyOE4PGLZ/zlv/oXXM4mXFxcIITg9p0jgiC4GZoVFtI0ZTmdIYSg1+vdpNImyxWzwHMbkDB00hwhNkm+HnVdkxel0/L3uqxWK7TWLJdLbt26Ra01r1+fcjGZ4AUR1ghWyZqt3R3iuM3p6SnGGJbzOeMtnyiKqOsarTVh3EIVBe1+Dy+OUYGPCpyHfhBEmFrjSQ9bakC6ICtcUS8sKMQmvdZdbjeyNGFrRA21Mdi39SFraGhoaGhoaPgjeTsSHekhpPvZGOMKnk2XXggB2iDg98QKdlP8aGPJC+2kGQJipbBRSEsKdFWDqRlujcnXCabQxJ0e21tbtPsDtB9wbJ+TnF1Cb8BinQKC//f//P+kO+yDlSznK/7+7/6B+w/vU1U1nlAsFwvm8yU//elPGQx6TM5PiOI+u/u7tAc9lmkOnk+el2TTKdFwyMvj11RVxTt3bjMeOWmJrmqQih9//GPmqyW6MiSrlGevTxkOBmitOT4+RuGK7rqsePb0KdPpFUiPeGuP1eSKw91bBF7A9vY2YSsmSRKQgihyibxGa/b29uh3ezx9+pTT01NWqxXj8ZitnR0uJhc8f/KU5cJJjpRSjAZDBsMeq9WK5XJJEEccHR3xgw9/SJ7n/N3f/Q1JmjupT1Ewmy8pigqU5JtvvmE8HvPe/ffJipLPP/+ce+/dRwjBxeQSawSvXr1ia2uLn//853ixT11XBF6KUBJfeaxWK9brNbdv38b3fV4+f8GzF8+Jw4hRr8+wP8CXiixJKVJXwF9r7w1urqOua/I8p9frUdTVjeRnOOwDhlarxfHxMYvZnKooaQUhWEuWpATKo9VquVOSVky2XFBs5gDSsmZVWXrtCPwYP4iRwm2IbG2xxklrPM8j9NwpiEZuQnCvu/dOguMhNoZRbpRWYFHGgNUI44KvGhoaGhoaGhq+T95KgW+lwqCd/lxIpJLXf3FFvDWbVFtX+Ks3yn2hBIGKWC3mFMkaoWtUXSHSBK+qCHwfW0GsJHkomKYJF4slF0XBfDQmUgF52ILZHFZLJw2SAavFGhm1uTy54PWzZ/zud7/jT/70Z3zy0Y+4c/suF+cT8nnC2XLNYjVD+B5cTrBCcnjrCIPPixevIGiTr0sgYLbI8U+nlLVg2OsRBh200ayuMi5PL3j25Cnb4yHbg20mlxd4WA52Dyjzgr/9D3+DMYZA+Iy6I8raYDPNvbvvcffuXefX7vvs3dpHSsnLly9J85SDo1sY61JtrYLRzpifjf8MXbku9C/+4Re0wogH9+/zNM1cgWwMn/z4R1xdXaENHN464qOPPuLVq1cslmtGoxG9/pAgbNMbDIjrmsv5jF/97jP+7M/+DCF9tJWcnp3z/OUrsqLk9OyC8dYOQavNp5/9jtFohBcGnJ2ccnl5zoMHD3hyNefvf/VLZOjz/g9/wK07d0jznIvjY16+eMHF5IoH995lvUpIFkvS5Zr3Hz4g8H3qQrOarwmiECOcZaoQgk6vx3K5JI5j2u0W1hrqsmQ06FMXOaNelwd/8c+I45gXx68Yjce8+849LmdTwOBHIcs0ZffoiKQo+erJMwZbu2zfvsP55RUFPnaV0uu06bcGdIIIWWmUXyMRZEWOqSs6vS6hH0Bdka4T5rMpdVEy6HYo5ksC38fzfYQxlGW5yYZQKL/p3zc0NDQ0NDR8v7y1oCtQCGF+L9FWbLqa5uZn59yi4fcCsRDaDeTWGmEqpNaEUqIF6KoEqUiKnFmScblMuVwnzNKCxPNRnR6d/X10EJJ5PqyXoA2BEgipsbbmw5/8jBfHL/ibv/orLi4v+fAHH7FYLFgt1vx3f/FnXCxiWp2YvKyYzZckSUGSJHR6A0Zbe5y8PiUvNdPpHCEU7bhDpy0RlaEqCs6LS64u5jz59gnfVAW3Dw7ZHg0py5IvP/+C0PM5P3cymjAM2b91m93dXa4mU+bLhbNXVIrpfM4qSTg8PGR7d5ezszP++q//mp/97Gcs12vSPGcwGpGmKc+fP+fy8pI0z9jf2eX+vXe5urhktVrxz//5P+fk5ITf/va3HB0d0Wq1OL+84NGTx7TPTjk6OkJrS5IkLJM1/dE21gh++7vPQCjeffddHj58SGU0RkiCMCQMQ7LNsOoPf/hDPM/jiy++4NNPP2V2eUFv0Of9Dz5gf28P47n5ii+++ILziwuQgoO9fXa3tvGtYH4xodfpQlnz+uUx+7cOiKLoZnMihEBbQ57l5GVJpWu0NYR+4HzyN+tOWPCjmPl0RrgbsjUcoa3l7OSUi/mUXV8y3tqink0Rno8nFCqMmK5SdDAjK2uEksRRm07coRe3aYcxsQrwkChh0VJSCdDWYkyNxSI9gVKKQlcUaUa71SJZLlguS7zAJwhDhB/ghQLVBF01NDQ0NDQ0fM+8pfaiky3cFO0bzb21m8uNcd19q6mtRRj9XTCQtdTaoqsaU5foqnZhQlKRI0nShKzUrPOC6SphtkpZZgWZAYRyMopOD6ON888vc7AQtkKUtORFSi0l/e1tVmXBxWLBusrZPtijNqc8evoELxL4oYdSTn+ttaWsarStUUrQajvZTL5eM1eKZFO868qSrJZ88fwF6+WSyWQCVpMnKU+sIfQ8kiSl8N3Q57X+O8syrAErJLPlgsvzC7r9HvHGLQZj2N/dZXs8ZjqdYrXGV4qzkxO01pyenjKdTqmqisFgwPb2Nt8+eXyjIT+7vOC3n32KFwas0oRXJ6+di01VYjPB6cU5WVmwWK8o0hQVxIDzn8+yjPl8zsXFBa1uh1arhb8ZetVZirWW8fYW//AP/8AvfvEPvPPOPd7/4CFnFxc8e/GcEsOPfvYTgijkl/+/X1Jrzfvvv4+nFLoqmc0WVGXJzvaeC/26uCBZrvA870bWFQQBgeeShMV6TSRcKvK1G1MlXYqxlJKoFbNaTji/PMdKQY0FKRiOR1jjtPx5nlOVNWGnSxxGLGcLrJAEUUwnjhj3Bwy7Lfrdnpt/EBZTlzeDtdduPnVdI4Ur7j3Po6o0s3xB0BsAEqV8lPSxVlAWJaXWGGNpv50PWUNDQ0NDQ0PDH8VbKfC1dnaBkmunEVyRL9zgJ9pgMTc/a12htXaDlMZS5xlKSIzWVLrGIDFYZmnJ5XzNZLqgslBWmrzWaOEBBqstVa1ZVxUKifEC8AOkF9AadFHSYBPF68sr+qMu73/0MVme8PTlCx68d5/7D9/niy8+Q6xqlO880eMoQil/E4Z1xWzlEnKttWTGUuQpp6enpGlKVWQsZnOSxZxOq82tW0coAdPJBYvLc6pWi63xmIvzUwCiKCJJMmbTOb3+HM/zGA23ePnyFXsHe4zHY4bDIb7vOv5KuXCo9XrN9vY2SZIwnU7xfZ8f//jHFEWBsLiTgi++YH/fyXs+/fRTgiDgX/7Lf8njx4+5vHT2mj/+8Y/J85yTkxPqunaFa7vDdDql1jX3H77Pw4cPOTk54dGjR/zw448wxvD06VNmywV5nhNEIUd379Dr9Ti6e5d7772LsBDGEX/ypz9D+B7nk0tE6PPRRx/x8tUrwjDkxdNnFOuUth/iC8l0MiFSPrtb25xcnqMCHz8IyMsCpRRhx9lUKuVkLlVVUZZOq3+tzY+CkCAIaHU7rNcpyvOQoc9ovI3firiczlinKVHUos4LOq0We9seVQ1eENLqdem324z7PXrtFlHo3udyk00gpcQIaLdbeFJidY0BlO8RhCEoSZHVJFlGO4qJPEVZVxRVhReEhFGMHwZv4yPW0NDQ0NDQ0PBH81YL/OtxQrFxFVEbX3Cja4R1/viYGmqNrWuE1mA0Js/xPB+pFFYoSitIqpLztOB0mTJPnUwHoRBSYaSBuoKqQpcVujIoKSEIIe4iPIUNY6yt0cqj22+TVxU6TcmLnHSdYJHcv/cOH//oIxbzKVErYp1mLJdrjBXU2rr0WK25PD/DDwICX6G108PXdYmpa9IkIQgChsMh3XaL2dWEdrvN/t5HKCHQZYXAsFwu6Xb7DAYjtLEumbXdZXd/ny+/+YI4jBn0Buzt7SGl5OnTp3zzzTesVi49d39/n/V6TRiG7L2zx4MHD26u41nB7t4+6yS9CYySyuPbR49JkoTdvX36gwFhFLNcrbmazsiy7GYgWkoFWc1qsWYxWzKfL3n27AVFpRHCdcO3tyPKsuTzL77gP/z7vwYpCMKYR48fc35+zp//k7/gcjLlYnqF9SST+YLpYs58vsTUlouTU0bdPr2tNqvZgkfHXzPuDdg/2EVrjRQK3w/Q1lCWFTpx8wTaGJbrOVVV4SuPOI4xtUHXhlpqqtoQxhFeFNPqtKm1prSV084LiDttqiSjXK5YLZYUpcaUhXOqzwusCuhELWIvwBNQ1TW21gjp5DW+p1DiO5mNEIIwjOj1LFlWkKkQrWu8MMII5xakfJ/x7h7tdps0y9Bv40PW0NDQ0NDQ0PBH8naGbDdaeovTRYPr4l/bB5pag7EIu9HZa4PQBlsbMJoAsUkJBSEUeVUzTUqusoJ5DXWrizUCqzW2rLGVS7Slqt1JgR+AVIjIYmvAaNKyhrokLTUxkuF4i8lsQpLljIYjFosFn3/+OT/+5CPu379PXVccvz5hUk6wSMIwptfrEMcxvu/TafdQUpIkCVWRE27sH+MwIl0tOT0/48rzKLLEhSIJQRT6jAYD7t69y2x+xa2D29Ra8/jxE07Oz/DUlLqubxJZgyAgyzLAuRHVdc16Pmd9dcXp6SmtVoter8disWA+n2OMoR23XIpur0+WZWxvb+N5HpPJhF/98pf0+n1832c+n/Pq1SsXBhXHtFotyrLk4vwML+4S9npcXl66TUQccfX6Ncv1moc/+IBXZyeEUcRgMMALfJbrFXfv3uX9998niCMuJuegJFZJ/DDgxetjjt65yw9/+EP+zb/5N8ReQJnlFH7I5dk5yWzB5dk5xTLh7OSUW+8ekWUZWms3ZGsMVrkkWOEpiqp0cpwgpN1uY2tnTWm0JssyagR+EJHlOaXV5FVOqWv8KEb4PuvzS5bzBfPlmrKuwUo6UUwkJZ0wILAWZUFpS20hUB7S9wg2dqVVVYH33UdFKUXcabOltyg7XdbzBarVQiLpeyG9QZ/R9haLxYJXZ2ccvI0PWUNDQ0NDQ0PDH8lbKfA9KW6099c6fKMN0miMBV2UmyRQV+ija9Cu0JdGowTo2nVjSytZZTmT5YpZWpFLD2QAxuCmczVou/kZXJKQ66xjJcgAXZckSQG6wBrJYp4wGAxoxR2MMcRxDFqzXq94+vQpSkIcR/i+z2AwQCofzwtYrVOMyfjzP/9TrBXMrqa8fPmSZOW691YbsixDGEgmE+pBn06nTZlknJ6eEviKna0tjHCZpsrzqLFkZUGa5JRlzWwxJY4CPKlYzOZujsAY5xMvJDt7+7RaLZIkod1uU5Yll+cXTC4uefjwIYfvHPD48eMbz/nR9hZZltHuden0e/i+z2TiThWqquLu0W329/fJsszZcSrJxfEZ/mCAUor1culkJWHI0dERd+7cYZylzBcLsixjf3+fnZ0d9m8dkuc5YRzx9aNvObh9i/1bh3hlTqfTYbFYsFgsuH37NsJY53EvJMvFAl2WdFptep0Or09PCS4uKI0mK3IGoyFRFCF8540vfY9+v++6/AhnuyoEvu9TbhxrZBRRUXNxcUHUbqG8gFIbfCGZzWYYY4iiCGPAlx7b27vs7OwgvYCd0dBlNhiNNAJfSHwlUb47UTKbjapEoJFUlSYvKqSUKD8k8gKk5+w9pefTDwLCOKKwllVZUItmyLahoaGhoaHh++Xt+OArtUn8NBitsdpgTY2pDRiLqTUSA3qTBGrc5cK4TYEyUJUFlRHkVjh3l/WKtKjBC6CqboKyEAKkdF9CuCODNIeihqJyhX9tsUUNQuL7Ee045umTl7TaAVEccHp8iifg6PCQrVGf3/72txwc7NNqtQmURxDH7jQC4zr7x6/Isty5sxyfgtb0xmNaUUwQBCgE6vA2B/u7gEUXObreYTG9Yjp3RfurV68wxrCzs8sPPviQ/cMDsqzg66+/5sWzpyyXSy4uLqiqCiGEK/SrirDV4vbt284m01onVfF9qqpiNpvx/Plz2u02YRhSVRVnZ2c3f2u1Wniex9HREYeHh6xWrvPebrd58eIFURQxGm5xNV2SLRaE3S5CKWazGdL36fV6fPblF3S7XR5+8AG10ZxdXnB8ekKuKy4vLxltbTHc2ubLb74maMWUuma6mBOGIcvlEk9IlJQoIdnb2aXsZKync9baMho515uo3bkJr5KeW0vKOO16oCRlWVIUBVVRYoxzYhJCIIXACIjigLjbY5UmtLsdCm1Yz6cI3+dqOqWsNeFmQNdawbjfo99ukSY5tirx/BDPCiTCyXGEC7PSVU1eV654l5K6rinLciNrklhtEErSGQ4pdQ1ArdRNunA46PPx0W3mL56/jY9ZQ0NDQ0NDQ8MfxduR6GgnJ7Ebi0Nwv5vC6c+VAGucpOK6iy+MK/SN1uRFjlASKQRFkpEsV+iqJlAetfKo6nIjkTCu2Dfa5Yoa7VJGjXEafc/JZpSy4BtsnaOLikSv8H2PYp2jrOXe0T1ev3qGspAtU0xpmEyuePhwmyAMuZrPSNKc1WoJFh59+zXWCqy2tAdd6sJ17ztxh507Ozx/9Zzh1hghBbqu6HQ69LptdrfGTCYT7r33HvuHh7TbbRf85IU8e/Gcb755xGQy4fLygm6/z9b2Lvfv3+cf/uEfaLW7zOdzirLmm28fs16vQSi0thzeOuL999/n9PQUIT1u3bqF1prHjx9jkeztHxLFbbTW7O7u8vHHH/PixQtm8yXZ19+yu7tLq91lsVgQtWJnWdnpY7AUSUZ/a4vFfMavfvUbVBhgjCHNCn7ys58ShjFn55cU+pyiKFjnr/CikNl8yZdffk3UbpFlBZ1Oj1u3jpicX9BrtdF+i/39Qy6OTyCu2elv8ezxE/qjPp3BAKski+WSnd19+r0hV8s5vh9S1wapLJ4KGO6MOD8/Zzad0el0sNpQWs3ry3M6gz7S8zHWEscxh4eHoBQWycnpOUHgLDb73QFbW1sIIei2Yjw2J1AYrDX4ngdKorE3hTzgEnStG7zVxlLrmqosKcqSSnlY5TYdpq6wAmQUopVimedv4yPW0NDQ0NDQ0PBH83aGbOuauqpuuqvW1OiywurKdVulcsO20iKMQEiB2IRgGbNJvJUSiSDwFa3AJyoKiqpGFzUYJ6GwVYktcqgrhDEoLEaAVj5Yi2QjAaoN0giwCsvmBEFBXVpqvyaO29y7+y4HO9tUVU4QelhhCIKANEmYnF9Q6pp1mrBepSilqCpNVdTosqYuagqTUGYl0+mUbr9PkiQIIWiFAbWBs/NLLi/OmE0uwVq63S7tdpuT01Ourmacn5+zWKzQZcmHP/qEbrfLerlitpgzHA4RSrJarRBKkmUZn/z4Rzz+9hGVrvF9n+cvXyARdDodwFk4WmvZ2tqi0+nw5MkTtNZEUcTf/M3foLW+0e77vs/W1hZxHFNVmiCIWK1WRK2Y8e4uZVXhRRGtTptKa4bjEa9PT1j+7/8BYy0q8AnaMVbgXhfrtP9Ru+Uec5PGu5zN6XW6HO4fsJjN0WVFt9ul44dUhdPVLxYrkrrg7nvvMt7eAmA6neJFriDXG7nSfD5ntVxSliWdTofxeEyWpFTJina7ffN6rfOMuNUhbLXoxG1aLTdI3G636XW7xHFM4Cu3TpUkjgKwmwRmrbECrJUghVN8CekuE8BGroPgxuFH+h610VghQSqssJtZFIO1UBuL/zY+ZA0NDQ0NDQ0NfyRvR6KDxQrQ2JvCXUqJ9H18qbCm3vjgS6TYFD8S0KCswngSUHgetMOAUaeNxhJkBVlVYaSP1ppaQyFqaiokGmtKTK0JVAtbg2Ej/dlYdUoUiI2nvTCYsqYKBGEQsbu/z/aox3q9Qs4gzRNXsEkJwtJutwjjECklyTq76eaGrRZBL0QIgS99hFJoa5jOZwgL0e6O04fnm0HbdoeT01O2qoqr6ZyTkxPy+RLimPHWDq1WxONnTzk8PCRdrSkuKiI/IE9LyrIg7nXxpWK8s01VVUwXc5brFbPlgvFgyGg0oqhKolZMt99jd3+PIAhodztORiJge3cHrTXtbofeoE9VVQQbrXivF/H1+TekyzVxq83tW7c5OTvFC0MskOcpZVmRzZfUxtIb9NHaMJ8tkFLS6neQngDfDaN2Oh3ubG/z6tUrzidXPHzwvrO2LEsePXpEO4oZtLtYaxmMRyzXK5I0RWvNcDjk+PVrZrMZ/S0X6BW2YsZbW06ypLWz0AzDG9mMUopWt42MAoRQaAGe51GWJefn57w+PaEqNUEQ0Ov1UEKCNhgMvlR4AmpdY6VAGIMwBoRESIUVHkI6KZAVIJBYKVBSbTz7PfD8jVRMIKTEXl9XiO9GRBoaGhoaGhoavkfeToEvJVbKTbiV3XTtQQmPwPOpSgPK+eRz7ZN/k2IrkMZ3BbQQxGHAlnJd/EGeU5QV1nM+6GmqSD1DniqKLCUtamxVYFFYI5Cb+1TC6fOdXEgRBAG1LQGwOCectN1iNl+60UnlhnR9qRiPxxRV4QY8PY+dnR0WiyXpOiNdpRR5RZmXpGmBKV2Kb7vbIk0yMDWzOCTwPVTgs7W9Ddby7VdfMp1OXUGoJJ2dHYbDIe12F2MM+WzJ07JESYlUCn/gisbdW4dsbW+zXq04v7jgf/jX/4qiLPnlL35BjWWxXoGS3Llzh36ny7Nnz3j8+DG+73rGBwcHVFXF9vY26/Wa0WhEt+ukOU+ePGG1WhFuOTlLOnC2mUopoihCGc1ytSJut5hcXYHvMRyP2NrdYb2ZkQjDEKVcERzH8sZbfzQaEfkBojYUWcZksSRfJ5y9fs2oP0BqiwS6/R7rPEXnlrOzMxdOZe2Nz31RFPTtEM/3KcuSVhy7BNmiYDaboauaMAy5urqi1XOvZdxpE7e6FLpmsVqT5zmeCm4kOnVZUAOB3Fi42praGoT1kFIglQRPIZQr5q0Az/ewRiKU3WzsNhtBJD6W0mhQEqE82CTXWiHc782QbUNDQ0NDQ8P3zNtJstUuxEpsEmy1rjZBQQIhXBKoRWOExRqLRbrh280oq/C8zX0YPCwdT9KSPj1fUNY+Ukoq7ZFGiiTyybKC5SpgYmqmWUFVFQijUBiUAukJhFUY6x7BDyPq0kAY4kUxs+WKoirwPcnBzphhf0C66SL7MiQMQzdDIAzddofRYMhqtWY2WTC5nJKuU7J1gi0t7gEtwvOw2jr7yrKk22nhS0Fd1+zfuu1cZZYLhBB4cUBW5GjrBpTv/uADXp28xlce3UHfpfn6AYeHtxhujbk4PeP49ITfffo5VgpevDxmvloiLURxm153QH8w4J1377uTEynpLxZ0Oh0uLi64mi2o65q43WUw2kIon+j0nHzu/OV/8pOfUOQlv/71rzk5OXFFqnLa83v37nFxeUlelTepsJ7nMRwOabVaaCx7e3t4nkeapjx58oQiLfjBww+4d+89Tl4dk6UZvVaXVreHkB5pXmC1odfuOAtK4OpqxsX5BG0Ncdxme3vX2awqxWKxoigqjAaspSpKtLYoIWkpj36ni1AeeZlRFyWlV6Kxboh4awelFO12G8+TmFriCwgDH08qPE+RaYPyQAYSFXoI6WEEG4mNQVrcOt105t1WVbr3EoHBIDRIDMZsuvZSIIREKNn44Dc0NDQ0NDR8r7yVAv96EFGIjV2m1RtJC6AkEjDginicjtkIJ+sxuKAlYQUYgzTOOhOrCazGSA3CYDxoCY+u36Jox7RbAYIaYwxXkzVIkNIiFKBwVppSYA2UdUVlNSLwndOLsITKuaCEbadht8ZweXmJmCnqusJgqW2NGqqbojkMfaIooh3FmI5BiYAojrmYXdLudlDCkiVrsrzA9xUFkK6W7O7skCQJrVbLFZp+eBNI1e52SbM1w+GQnU1n/8svv0SXJVYK2u027//gAw5u3+K3v/0tcRyzf+uQaNZif3+f0WjE199+g688fN9ne3sbay1FUTCdTlmv15ycnDhXlzDk4ODg5nGSJOHx48eMumN6HedkM51O2d7ept5IktrtNh9sbTFbLzmfXJKkKcr36I+G3L5zB4Dlekme59y+7Sw459MZSZJwevyaZ0+f8vGHHxEoj/lsRr5KSFZrAs9zAV6Ht0myNctk7eYSVku3gdjZcicLeY4X+CRJQhzHbtbA84iiyLnc5DkHR7fIdYGZSbwwwApBVZYoL2I4HOJ5HkHsUmqlgsD38TfrUsrNhjBw3vfK87BSgTHUm7TlonKnP9c2nUIIzGagXFigrkEIjHAafiNASInwBcJTb+Mj1tDQ0NDQ0NDwR/OWJDq45FopMcZgtCuIr4shsdkAGDTGWoyxaCzGarQ1YCQKsZHwaGRdIkyFtAZpnSOPloBV+J5H3A7xfCfVKMqaVVJCLZBCgzVYYbDKYqzFSklZZiDtJiXXIrRmFEesV0tWWcJkOSNfr1wH2Bpu377F9taQxXrlNPhJQlE4q8a6rqmqijzPMXVBmmWYzb9VbcKZ5EZ9dJ0J8PTpU4IgYG9vj6OjI5QXcH5+yeXVlfOo78TcPjpyhWgY0uv3GQ6HjMZjtnd2+PzzzxkOhxzeukWn06HdbtPt9QB49uwZgeexWC6J45irb7+hLEva7TZxu8XBrUO++uorTFmQb76CKGQ4Hm1SY0t+9atfcef2bTqdDkXlbrvMEqIoYrFYcOv2beJeBxX4TpdfFjddcT8IuH//PX73u9/x9PETyrIkT1I8zyMKQ/7iL/6CwPOZTa4wxty8LsYYkILD27dYpSvk+TnzxYIwDCmKgsvLS46Ojuh2u7Q6bTqdDq0oZrFYkGmN53lgLGVdkK4T0iqjygvCOMIKid143/eGA7Isu9mEep7nTpSMptZ6E2gVYH036K3ZnEJZN5xrsOiq2swzeCgp0Oa6Jy9RWGSpERg3h2IMVkiE722yH97OIVlDQ0NDQ0NDwx/LW6k+yqpycgohsBvXk6qqsFLgCUkQBK5wR2BwHuNmE4qFtZi6ROGGWz3x3cZAWYuUgrwqsQiQTvbjCbBK0PU81r6iEwpq6Ww3q6rCCuMKNek81QnCzYOWpPMVmbT0ux3OT84olktaStCJAvKspq5LhsMR9+69y+vXr0nznMnllLrWlFXtNNitiKAoKfIKvZFt5HlOYTVlXqCwICwSS2Usw9EWVZmzWCx4+uQ50lOs16lLxTUVH338l0il+Nu//VuklGxtbfHhxx9RliV+GBBEIdP5jJ/+/Gdcnl/wxRdfcHBwQFmWLJdLijS76d5fXFwwn8+5e/cu6/WaqqqYTCYopdje3qbX63F1dcXTp0+xVrC3d8BytsQoODy8hRf51NZgMkN30KMsC5QnUVrSbrcYbY0pq4rZckGSJeSzK6ZXE7TWrFYrXr16xfb2Nu+++y55nrNcrdgaj1mlCUEQMB4MMbVmOV+wXK8ZjEabDAUYDoe8/8FDJrMp8+UCKwTdXpdVssb3fcJ2jFivyKoSrw5QvkcY+sS9DtlMkxYLqrkgK0quFkt29iq2d/aIg5BAeXhK4CmBrxR1XmCFQXg+SknsRpYjjJN1aXOdvszG/lUipd28t7h5E2PdehYGawzW4DaYGKfB9zyX8fA2PmQNDQ0NDQ0NDX8kb6XAF566GbAVyJscKnDdWl2XCGPxcGFCZhN2ZbVFaIMvQBq3SdDoTcffQwuJsAYTtlyhDggrMXmB0pqtOKB3a5vdQYuziwmXp1OSWlNpd0pgUCiU00zUGqEkgQStU15+85TQE5i8JseSrwoAlO/z6199zpdfPSKKAoTnXFssbnZABB6tXheCgGSdUW4CmKyukEI66UhZkKwSlJLEYURRacIgIkkSprNj2nGLVqvFsN8jiEKS5Yp8Y9e5vb3N3v4+q3TFZHrF1XKKijw+//TXdAddFtMZSbri8ZNvsdpgqpLFYkYUhvzqFyd0ez3ef/Aevu+TZyWTi0vuHt1x8iMr+dOf/Rnn5+fsbpdcXFzSG/T4yV/8nPOLCy5XU7rbA9brNUNviJDOovPJk0d8+MnHjMYDKmtoqxbrbM3x8Us8qSg2HfI7tw85OrqFEIK0SHl98prhcMj55RmT+YTD3X0+/MEPeP7oCVVVcPfOEVVVcXTnHbwwQmNJy4pC17z7/gMuphOMJymqkrDd4vzqgna/zWGvxXKxoNXtsFwlPHn5mr2DA8xsTpoX+GGEtwmicjOzAoFBSh+pPDQGEYUoG7o0XOM09EHghnE1bn1KCbHnBnzLoqQGZBA4L3ytMcbgK0VeVXiexPMDhBXYuqbUJTrXeHXTwW9oaGhoaGj4fnk7QVcCEAKFRHhi06cHzwoC36fMUgTAxmvc1O6LSiNMjTRsbuM6uc5eULqfhEIE7mRAareJ8LAoKfB8RaDBxD7RwQ57wzGzRcr52YzLyxV1JfC9GHIFRoMu0VVBXVRQlVSBpFIey3WGsE5TrXxFWPrUlcYaQRjB5eKK3f09+v2Qy8mUxXJFUWmEpxCVJA59qsLeSFCUUljf39grumnNrHAbmDAMMVgWCzdw22q1mM+nDIdD9nf3KKqS169f8+L4FVErpt3rcnh4yJ07d3j06BF3bx+xu7vLfDojboUUQUGn02F7e5sXz58TxTFCCLI8587RXYbjEa0o5vT8jCiKmC3mnJ9f4AcBd+7cYZUlpGmOCCRIKHWJFYa4HRGGIWHkM5td8fTpY5TvMd7ZZmd3FyEO8M4lFxcX7O/vIyzEcYy1lqwoKOuK0daYW7du8fzpM3e6MLnkq6++otNqo3yP169f0263efLkCXsH+7S6HZ6/eMGrV6/c8263qOuaVqvlXlslefbyBYd7+wRhyDpJ+M2nv+OHH/+INC9BKsqipKwTpJR4nkfoB+ja+dRbb7MJld/NVSglMZUGKW5kPNKCcmb3eELihRG2TijLEl1ZpO+jNoHK1mqSzJ0w+L474dF2k7S7sfFshmwbGhoaGhoavk/ejkSnLJ10RXk3RRJ8p7Wu6/qmwBfX+mvtPOsxduOYaW80639oLCil3Pxto4veFONCCDzPI6ZFpxvgqYhRWtCKewheczlZUOQrlNqk4FowEoT0sMKjNpY01ZSF675L5bTXGu0KNM/5nRdpwcXZJdZaZos5eVbQ6fU5OjxkOBjw1Wefkns5ZV64kwYl8JR0WvyNzKSuayTOmz4vUtaLpQtMUpJ+p0Oaprzz3rvs7u8hleLTLz5nOB6xv7/PdDrl7t27/O43v+XVq1f4nsfBwQFFmhEEAZ1OBz8KWSyX1FiEUAhPce+9dyl1zdNHT6kNvHp9zOx//V8xlaY3HLjNhrAupMtY/MAj8H0UYlOwOgejs/NzkiTBDwNev37Nk6dP0dawf+uQDz74AIWiHbfICmdtSVEgEXhhyPHxMa9fv0ZXFdPJFb6QDN8duKRZ7TZEy8Wal89fUOma+WpJmRbML2eslyukp4jbLZIkYe/ggDqrsBrSdUav0+GnP/4pz14fU1nXgS8KdxLT7XaJIrdJycsCoeTGAQfncKOcJSlK4gmnvTebAVnLZlBWCKx0r4UsC+oipyoLZ6u5GbQ1xqC1RUoL0m6cozZuOxubzYaGhoaGhoaG75O308G/9rRnU9gI4WwwjUVr7QZuceaCZmM7aP4P7uMPMcZ8p9c3hutbG2OojaGoKifbkSVB2OJwfxfPC1DqJadnF1RFAdY4Xbzv4fktdOVRlyVlVeKFbafPFqDRWKvJ0gKLpKo0n3zyEV999RUvXrxASokfxqznSxZBi97GhcfzPIznZg+01pvXwnWRgygkm2U3FpNR6LO9t4sxhiRJbuwnV6sVw/GIsqrwfZ923ML3fZKVc9n56KOPePX8BePRiO3xFv/2//u/0O/36Q76nF2c44UB795/j/3dA5arFZfTK84vLqiKmo9/9AlPHj1msVqyPd4mzTP+6j/8e0ZbIwaDHlmRkm6capRwneder8d4OHJJsosFr05ek5cFBstwPKbT6VDlBdvbuyjfYzVZsV6v0da6wVUBX3/5Fa0oYr1e0+/2GA6HTKdTWmFEv9vj2dOn3L1zj2+++YbLqwmdToejw1vsjrfwIx9tDYvFAmmgG8bkYcRyOsMYwywriPt9jo+PKY3l3r17xHEMwGA0wvd9DO7U5LqbLjb2n9ebSax1Jy72uzX1n1vfSim8TR5Dnuc3m1drLe2ojVDK3b+49sFnU/zrf7RhbWhoaGhoaGj4b8lbKfBDP7jppiul0MYV9UbXN8O318FW9o3vxrjhRMEf/P0Piv3r29w481hcsm1dU9aG9WJFUpbo2hK12vS6ffqDmKM7u7Q7AcfHJ+RZQZlVVLV1Jw1BjLQKrS1Iidw44FhTUdUFVVFQlmvStSJbl6wWa0yS4/d6dKLYOb2cnJEuVmRF7uxAPQW6RtfuufpRSBzHtLs9J/kR7nnHrQ53794FDE+fPgVr+dGP/oSo3eLJo6c8e/6cH370IZ24w+Tiij/55E/46quvODs74/nTF3TiDl999Q1JkvHhJz9ivL3F14++JQhjEIq8KEiylMePn7JOE96//4B+p8033zjd/nQ+Y2d3l/V67br/vs98XpImiUuJFc4NiQPY3z/k6FaLMLig1Ia43aI3GNDpdekN+sznc2bTBbPpgqurK4I4cg43SKIgpN8fEiiPQX9Er91hPBiSrNdIC0EQMRpu8fTpU/I0xWrDcr4g8HyG3T537951Tj+rnOH2iHyRcP7qFGstf/Znf8bX33zDf/rlr6AdITyfqNUiCAKUUnS73ZsOu+/77jTmDWcns9mHCgApMPWm4L8u0K/XHpAXBcrzaHc6FEVBlmXUdY3yPLfug+Dmfu13S9k9vrUEb+ND1tDQ0NDQ0NDwR/J2hmxvUmPB1vrGStLWGqENRlcIC8YaTK2xtfMX11pjjUZK9Y+K+je5lv2o61aocT8YY5AGPC/AryGv1qzOz5hPr4jbLYIgYrzVxdgtknXGbLJguUgoqwIhfSei9kLAWRtalBsQFhqNRtc1Wpf83d/9J6oiA+lTpSWFzInj2A1bbv6toR8TeN7N8/V9n363Q6vluvDvvf+Abs8FT12cnpFWBeNBn529XXyp2L91SFEUjEYjLPDgvftUuiY9P+fJkyeuiywkn3zyCf/sL/+S58+f894799BYlOdR6hovCDg+PeH5q5dEUQS+4v7D97FCcHJ+Rl5XhN0OxdkZ6vYt3n3/AZEfgDUu5bbTcUOmZcXl5SVnZ2d0Oh2McEWuMJZ23GJrNAIpydOMNE3JM+fm0x8NOTo6oigKrq6uAJem++jrb/joww8pspzlcsnWeEy6WpNlGe89uI8SAl1VLpcgDGmFERcnpwy7PTqdDqNOD1vWfP7ZZ1xeXlJUFe/efYcqLQj9kKQytLvOIz8IAuI4xgt8l8rbiilLFzkspdx4ugrkRiMvpHTTH9cd/TfW2zVaa4IgIIrc5uV6yPb6VKDIyhspjvssuMf4z21WGxoaGhoaGhr+W/NWCnytnWZdbGwD67p2gUS1K96rskRYkNiN7t6434XAbAqh69r9/0iDf63Tl5vTAiEEQlmUFxOXJZ7ncWUnlGWGKDSIGqUUu9s9qkGXVquFOpswvVq5FFqpkH6I0NfBVgACKX2UBGMlxtTo0hB6MUaG5FnK8mpOFqV0Wi2E7+FthjatUFihEMqgfB+hPLSFZLmg1WnT6w8QUjGfz11glFIs1glUFUniBkMHwyH379+nKApOTk64mkw4OX7NYODSdlerFX/9H/8j/X6fKAqZTyacTC7o9Prs7u7ieR4X5xPiOGY8HtNqtZhMrpDK4/77DwjDkKdhRBDFFFXN6ekp436f3Z0tuq22Sw3eSIRWqxWr1YoffvwR5xcXvDx+RV6VtLsd/DCk0vXNe5YWOTubBOA0dT740kI7isFa8jxnenWFMO79u7i4IF25cKtu3GI6uWI2uaLf76PzilevXpHOVvhhwAcffECSpVycnFHVNcv5gr/63/6KXn9Ie9hjOrtkp+s8/GPRotVpI4QgDEN837+xbEV918G3QK011hqUF7ihboFbE56HsG909KVylqtCOo975eG9MW9iKG9a/i6b+XoNb3z1GxoaGhoaGhq+R95O0JVyaZ3CiW2QCHypMAo85ZGltUsBxXU4JQJ7rcuXQO006/8lHf6NnEdvtPjC/p6mWnkKoRTG1ijPgtB4gbrRtntK0ulGxFELkNSVZbXMEEYipXJSotpQU7oNhjWwGZ5EGzzfI8tylJC02x1MVZOlCeva0hl0sRKqqqIsXRjWtTTEbrT4W1sjXr9+TV3X7O/v88MPPySOYyaTCY8ePaJIMw72dm/06d1ul/l8DkCn0+Hdd99luVxy69YtLi4u+Oabb9jf3+f09JTD27fcacD2Nsr3KcqSyWxKkAT0R0Nevj6mKFyK7Xy1ZPJsQrfTJysKoiji3fvv8eiLLxmPBhhjyPP8JpRre3ubTscNBt+5c4f5csHzVy/55S9/SZJl3HnnLh//6BNmixXz1ZI0Tfn1r39NXdd8/PHHdFtt8ixja2uL+XSGQjDe3sIYg+d5tFotnj9/TjduuVCqXo/FfE6VlfhCEngeZ69PePLNt+zuH5KlGQZQQcw6KWj3BMevT/FHbba23P22Wi16vR5pnqGtIS1yl1C70chfd9avbS6NgNiLEMJp76/X1c3cx2Z9W2upqoqiKKiq6ubE6lqq8+YJAOCsNq35L67phoaGhoaGhob/VrydAh9x43KjN0OKvu9jNl7kvu87t5y6dtIG/Z1bzrWxyXWB5GQN7jKB0+9fnxDc2Bhibq5rrMEYgVKKfqdLtx1hbYUWelNgdSjyGuk5d5h+N2bRjsiTHAMEnkdeWvxAYa2T3EgpUcJDVxVlqlEqRPgSoyvSJAfjijqlFHleIkKfYplgrSWKAuJOe1NMutdisViRZRlWCh4/e8r+/j7vvvsuW7u79Pp9rqqKVqcLUhFEMVlR0mq16SqPXq+HMYYgiLiYXJIVJZ1en3a3R2u15uxywny94v0PHlJUNYvliqO7dzDG8O2jx9R1zeHhId1ulyTN+fCjT3jx4gVZkTNfrrh79y7/p3/1r/mPf/2/kyUpe3t7CGtv5ChfffUNcbuNwTLe3uLu3XucnJ7S7vYZDsfMpgsurq44OLxFHMeUZcXp6SmtMMZqy7ffPEIJRbfdxlrL5eWEPM2+CwcrKzAJ947ucFxUhF6+sVM1XF1OUcLjvXcfkOQFrbgDvkJLhZZQWst4dw/ZDTm/vGBnZ4d2t4PBEsQRQkrCMCRJEoy1+L5P1G4RhCE+3KTpIiTWCJeYbC1WOOccsblOEEXMZm6wt91uE0TRzVrM85zlcnWTkCuEwFqBdz2T4jU++A0NDQ0NDQ3fL2/NRedNl5vr4VljDGJjhymM87iX18W7cB19BTc+4eK7av/3f795jM3Pb1hqgkAIu4nQskghXcGPuDboR0UBWIkIYNjrUO6OUUKxXKQURUWrHYHR6Kqi1gZjQHoe0vPwYydlEdY6Ix6hEJ7EVxuZkCdJ0wxtarCQWYvVhmAzYNtqR1RVxXQ6xZgalOT169cURcHt27fZ2d9nb2+Pg4MDfM8jz3O01iTLFUmSMJlecX56xmK1ZLlcIjzXiW51O+RVibGWsixZr9fcv3+fXq/H2dkZ/X6f27cjfvub31BVFQ8fPqTf79Nut+n3+/i+z/HxCV999RU7/T5RFLG3t8ftTaHu+z7TyYSTszPiOGa2mLNM1mxtb7Ozv0deFiAEWVkwGo+RUjo7z3feYWe8hdaaoqxYzOeUWU7Z66G1Zr1eMxoMuX37NmVZ8ur5C+ZXU16fnpBlGe1uh1B5zLVzW9rd32e+WFFZgwxD/HaM9RWVAC+O8OMYGflEcYTv+5S6Ji2cW1EQBFig1W5jBDdF+PXaUUrhB5F7f8V3cx1lWbq1u7ns+nZKKXzfv5kfuX6Mfr//Bxp+D96YS2loaGhoaGho+D55KwX+tbXgdVFvjMFojdFuyPbNYUMhBEJupDwW4LqQEt+l1d4URvY7202+6/ZjvxvstVYghcRiEUYAFrXR7IvNrKQUCmMABcNuh0D5tPyQ1/KS6XSGLjVGGIzYeOBbi9AWYa811nYjz/YQVjpJthQI5YZy4zimqCtMVaNrTVY4K0WMc+wZjgau2NwUgWdnJxRpRpIktFotzs7OSJ4+RSFot9t0Oh2KquZickWe55y/PmG0s82P/uQn7OztslwumS7mXC0W6LLk/g8esrOzw3A4dBr6sma5WLG9vc3Hn3zC69engMQYTZ6XlGWN1pZ8teJ0uSBZzFEIqlqTJE4/H4YhvU6Xjz75BM/z8E9ONnpyQVnVrNYJlbX0+n0i5YOS5HnJ3t4BZlSxXC4B1xnP8xJh1+69QCE9n7LWZEVJqWuQgtliiYegNhqrodaWq9mCVqdHkhUY6RaAkFAUlhKIMHRCxV6rR6ffpdXt3Jz4eL6P2gzESimxUmxCqMyNlWkYhqggxAqB9Dy8zW21tdjNEK2Uktq4mYowDJ1VZpZhrcVXCt/zCKM2ZVk6rf9m44CSGOM+G+ptfMgaGhoaGhoaGv5I3lqBb63FXuvka1fcu+/mRo6jcDaC1x4l4s3/v9HtFDff3U/XGn95M2T7psuJRBvrlBZCYK0E604MhJBOGmQsaIuyEs8TBN02ylqMLgiU5mo6R2uJFAYIMFWNMRZsjbXCDcxai9gEcikJCDdQrGtNHIdIIagQVHWNNhZbW4osYy0lvX6HqnBd4e3dHRaLGYvFgvl8Tm84YLFcYgW0opjtrS3SImc5m7NOE4SFj378I/LSWV9+/ehbptMpWZ4jpOTg7p2bodxHjx4hpWRvb49Xr15RVRV/+qd/itaWoihYrZKbgeX1eg1aQxAyHm/fPCcpJd0gYDqbUdc1P7x1iOd5nF5ecH5+xjJLiDttwlbMYrnk9fkZt24d0W63qaqKq8sJWZKQrhOKLCdLEqw2rFYr2u02u7u7hHHExcUFeZ4Txi3aUcx6tSL2AiaXl+i6ojccMJvMmK4WRHGb3GgKq6nLEiMNBAE2jogGffyW0+/3+32kcgPPYRgSBIELrpICg9tkWvPdKVNd185hR3q/193XWv8jR53rYv96Y/ndBtO6zeW1i5S1VEa7gXJ+342noaGhoaGhoeH74O1IdK4LfG021pffyXTsRurgevSbIVv7pluOuOngf3eH/7iT/6ZG/zrJ1l3JYJUzHxdYhBUI1I33vhRQVxXSCMB57kup6bQ89rZ79HsR/UGHNCuda8wyIV1n1EUNUqJ814m1G09/iQUhQVr0ZpB2tVqhayfzUJ5HEHpYAUoKTF0TeiGX2RXG1uxsbROHESdnp5yenlKVmu3dHTr9Hrtb2xhjePztI45fvaLX7nD79m3SLOPs7Iyo3aLb63H0zl1qa5hOpwghKIuKZ0+eMZlMuH//PvuH21xeXHB2esGjbx4zn87cc1M+nlT0Ol3iMMLUlqLImC8XzBdzrDa8u32fTz75hOPjY37zy1/x7dMn3L9/n3a3wzvvvYuxFi1BG0PUaTPUNVtbO5R5wXg8vimUwzDk8vyCXq/Hxdk5ZVkSRU5G0+l0CEPXOe93u0wmF+RViXsHnZ2q8j38KEQbWJcFJQbtKQgDCALodoi2RnR3t5Ae+EFA3Grd6OBV4GOlwG4Geq8df5Tn4QfBzamTEWA2uQ3Xt5WbgKprH3spXS5ApbWz1BRu5sPg7EOl3IjMlHQzIdptErxA4vl+46PT0NDQ0NDQ8L3y1mwyrXUWmH/oJiKEQNlrBx0Q9k2pjb0JwrJvavNvPMXdd7O5/2sXHWH1G8FCApTACvuddAeQVm2KfYMnLFa6x9JYrKkJPMuoH2Ho0O33WSxTrq5cYJHRmkRrpJV4nk9Z1mAVRleAcIFJ0m0XkDVlWoGpnTWkL25cWHRVY4zh808/ww8DrNX85je/odfrsTVyuvXLqyt2j/YRUpJVJXVVUdYVYRTRGw6I2s5hJi1ywihCKEkQR7SDgNF4TKfdZnnlCvgHDx6wu7vLy5cvmc/n+L7PN998Q1mWjEYjoqjFfD6nKAqGwyFK+Rwfv0Rby3A4dCmtpXOJuXXrFuv1mlevj1mnCbu3Dmh3OsyXC6qywAsDdrdG9Ho9vv76W169eoUnFRiLBJbTOY+//ZZut0un07l5n+fzOVErZmdnB+X7lGXJzv4eaZpSJhm98ZBkumKdZKA8ZOCGtT0vJOi0CYZdTDtGxAHxqI/XahH53xXnnuc5S8w31uW1R72FGzed65TZaw/8667+jdvOG5e/qc+/XnfX3f6qqlDquw7/dSru9VC453lUb+ND1tDQ0NDQ0NDwR/JWJTrXBf41YhMVKtgEC7GRudjf78i/2cH/7ne41uBfd1CvLxebrr/znhdoW19Hkrou+0Y777z3JVL6WOuKPWGqzQlAjRAWqyQt4WOIEXJIEDit9eRySp66gt4LAnTlvPKt0TeafG0NVluCIMDDBSsJKanLiqJ2VoqekJRFwXA8QinF5eUlURTR7/c5PDzk/GpCZktevj6mfFHSCiMCz+Po6IgoipgvFigpUZ5z1JlMr3j56hVFXTEYDNjb3qHXbnP//n36/T5XV1c8ffqU5XxOf+A2EWVZUxQVcaxJUzdY3O0aOp0O3W6XNF0jpGSVJqw+/4yzszNu375Nv9/n4cOHdPo9kjTlsy8+Z7ZcsLe/z2A8YjqdcjG5JC8Ker0ey/nCDQlXFVdXV+71sBBsPOM1rrOdJAnr9RovCCjLkoPDPeT991hN5yTLFSeFJjEp4/GQvCjw2y1MGBAOB7R2RtBtY8MA1Y5pdWNGUUjgCTTWJdTi7Culp/AD32UyWIvYyJPqjZuTlWJTlHsYBLWxWGFRSm68752kxwr3u1AKe51Wu/HNt0K+sQFwa9AL3AmSFB7meoK8oaGhoaGhoeF74u0U+BpXTSNxnjjO4x4hsNJi7GZQ1m4cdQAjBFoAVqLQOPGLxQqNQQIGhXLfPR+pDWAwViOsuumkKglVXSPekP24UVBnomNwA7FY4Yq168uNobY1pqqphY/veWyN+wz7PbqdFkrA5eWMIq/wfY9SuutrwFqD0QbqGuoS4QeIjUtLbQyVrjDaBS21Wy2U9Dg/OSfcSFRCz+fbr77k3r17/ODhAy6WS9I0d1135RH4PlGrjdWG+dz539cWvCDEIPGVjzQWrS3L5Zpe1KHX7XHy6jXPnz8l8iNKP2ZxNWVrawuylLnV9DotxuMhdW3wAkXUCtne3yZJWuR5jlS+06/7AXleImVCuw07ex163QFSepxdnFNUFa9fvkb6Hvv7+yTzjA/f/yGPv31EmZWcvT5hfjkhjlskyxX5KkP5Hv1+n95ggCd8ZtMVnU6HwXjEq5enbG1t4fkF6/SK8+kCKQTb7TYn8ymirrChR6wMdTsgjjykL/GFRWIYj8eYIuV6g3f9XaAIgoCy0khp8bwAKy11baiNRskA3/eRXki5SWA2xtxo7W8GdDcyHc/zEBaqjTOUs1OVN8m21ycAnnD5DEY7h6NmyLahoaGhoaHh++StFPjS8wFnL4kBIwVCqJsRw7quce1OXMFv3nCsERqsQGxOAYyxyE2BZnGnAD4SpHDdUiNAO2309VCvEpugLXWt6dk8hgWsRip5XeljVeAGcY2HNM7+UkkAi9YFYBkNY+LwNr1uyOnJOYt1Qq0LhLREYQjGkpcVqICo20UWNXVVU+TV5qQhwI9irBAka73Z3CiMtoyHPcosJU8THn3zJReXp9y5/wGyhkgGbI23CMOQxWJBrTV333mXbrdL3O25QtPzUcrn1s6e0/DnFdv9Macvv+Xi7JzVYkaW5NSlC+ZKJjP6vQHSE3SjiN3dbS7nV+zu7TBbL1Ftn53RIU8fPWWZZuxubbOzvU2eZlycT8mSY1bzlNFoxGi8xdF+i+OT10zOZ+R5zuJ8wXi4xePPHpMnCReLE/IkQSLRWYWvfPr9IUmSUCQl/thn2NtivlwzvVyC9bl3731WaUKW1kyXKTaIsUpxka7pH+7T7veYp2tKq8mKNVEd0Qs7bA177GyNsVWNL93rohAI6U5hhPTQxlJpC9JS1xopwUqFCiOskGR1TYhy60C4zVtVFa4rLwXSE+jKya+UAKxB6Jq8yBHG4ikPtNuMekrcJDprU38n+3kbH7KGhoaGhoaGhj+St1PgS4m1AiEMZiNZ2HiLAKCtxgiB2kh27GZIVUiFNBpbWaQUWKNBKCeFQSKtwVqB3rjcg8YK6SQSWCyueBbWDdC+iYGN7n6j6VfXYVxgtfM4sXhYNKbO3W20Gxj2pE8cKUbDDkIYxsWQrKioK0ttLKtlQjWdosuaquJGd26lj8VtPsymrldYgjAijCxB4AZ20zRnvV4jMRRlyen5lLDtLB4fffMtZVnS7nYYDAY3VppVVXFycoK2hiAIyJKE0PfJsowXz18xn1yxnM8IlcewP8DUNcliTjZfuFMTBVmaUpUFoR8QhB4qE0gjSdMUoXw8P2S+WpMkGbqsUNYl9z59+ozz8wsG/RF+GJCVBYEXEnRCwiBmPVuRJSl5klLXBVIIdwrh+3ieR6/duUn5XS7XtNp9TGVYrRKyrGByOceY2kmE1jlIhYwC5MbjPjc1YSdi2Gkz3BkzHI/pDfp0WjG+tXiej3PR3GwCAWPFZmRXbgZ6ubHK5Pr7Zl7DGutyDq7nR96Y977u5AshwGwsNsvKBaIJgbCWsNVGG7DaOPmXBSFdFoNsgq4aGhoaGhoavmfeToG/KaWclz03nffroddrrmU14OQ0SkrnbmNqpIE33XKur3ONE/FwI7HZRFxhrx/5zVAsgUso1fYfPf7mh9/T9mMlcrNBMJvrBUHAcDgkbnUwxlLWxnnH5yUX55eUlSvSlRDoWmOvLRSNuBkGRggMgiTL8CSUtUav1mhTgoAoahHHbabLJfuHBxuN/ZTFYkHUivE8SVnlTGcT2t0uvq8YtF2y7fHxS1qtFlYbnjx9hGcVvhfgeU5zXuY5WEkQxwCkacrl+QUGgxeFdHpdAuETtiLWSc7u9phuOyZdJ2TrzHWehXQJsEHEbL5kcrWg0+8xGA5ptbuUZUmS5XQ7PYos35zUuNev1ppE126gdcamg5/yqqxJ84yq1EwXc7erEh5BHBDEEUHgEcYBIpBIJajrkvGoT2fYYzga0R0N6PZ7RB0XxmWtJfADhLXoP3BfejNDwdlfmpv1IaVESOmKdOMK9X+0TjYopTbD124wt65r6rq+cYUC57MvrdtESATGbP7WaPAbGhoaGhoavmfeSoF/4wf+B4W52IRXXRdIkt8v8NnYTgqlNluEaxvM3x/WffN+f28I1+J6+25y9/euC9zop/8wT1RsvM1v9Nae53zuhUFcl/rWhVSplnKnCMZiDBSxRhiNsZrFIqSuNNm6oC41VaWxWJT47mUV1kKl0VJSVxqKDISlM+wy3tlhMOjhxzFVVbBeL+m0IpQnWK/XrFclnu+Trld4nmTQ6+BHIVVeEPiKssgwGgaDAZ708azYBGhlVEWGrzzacZdS1wgrqWvDcr4kbLeYXEyw1hK1WwxHQ8qiJhAKU1Ror0ZaqMqaxWJBrzdwlpNWEEYRBuvCvErn+lPnC5aLFWQ5hAEqDNz7isX3fdI0JYwjvMCnqmuSZOWSZQOFUgFaa4S32XQpUJ5EBR5eGCADxZ07R3SGfdqdDvgCpQSeUnhKoTeBVG642jq/eykQyjnaCKWodI2+dsp5Y50Ia0FKpJXfWVnK7zYHf2hvaTebQpSE+juXnqIo8HyfKIjxlEIiEWiMdo5NTZ5tQ0NDQ0NDw/fJW9IPmI1LjcYYjdXXHuOuaPOvtck3vpdOYGOsu52SEpCIa3/7PwgS+i9xbX/oHk1uknGvu7jXvvvfFf3Xf7cbr04hJcIKLMYFY0mJFG54td4MFDihhb3x2Y8CyXjUww8Ei25MnpXMpmvW65TVKkFvNiBKOc29rmpkHBF6PnVdUtUV6BptPGqjqLRA+R6z2ZSiKAjDEGMMWVnQbrfp93tMp1POz05ptVoUVyWj4ZB3797l8ePHJKsV/+TP/wWL2YKr8wuSeo2QijCIMVqzXqcopQjDmL3xLkE7pNVuU5aaxWLhJEBRvPFvr6irgiJPqSqNrp0kJb+aMBgNGW/tIL2A5XrFYp24wdnhiItXp6Atzi/SpcGWdQm6JpMglSIUAVKCsTWVUc7n3lcIT+FLf7N50wihiOKAzqDHYDyi1euws7ND1I1RvkdhSqzVaF25+zPfrYXrU51ru0rP80BKV+zjCnz9xhqTUqKkRJfftdnFpsC3ghu3J2MtCndd6ftO8mQshdZuc7IZIDe6oiwqhBUYdxaEeCPYraGhoaGhoaHh++Ct2WRe+4rXdX1T4F9rl/0gAN6UyLzR5X9DTnH9JaXrolsM0oo3TgR+n+9sM7/r7v/n/v6PrDs3z80NxEq0kRhT/d5zpq6prQHhuvzSWDQGJQV+OyQIFXEUkmY5QRARLNYIYUnT3BWdVoLVWOkKfi1BhiFgoNbUKBZJTmksRb4gDCOiKCZNU5Ik3Zx6SIqiRGuD1iW+FzCdTKnLmp2dHcq8RFgnMwnDkLjVYr1eO7mMMS6pdjO8HKqQMIyJvIDRYJs0TxBG0Oq2OHn5iu6gT6fVIdjzicMWi8WCPKvwAh+tLdpAVlR0wojeYIQXxaRZTlIUtDptdOBTVRWS2vkhaY88z7BlhvAkWZFSZhnoGjFw1pRFlWMKgx+GhFHEaDRkd3+XwXhEu9siiFp4kYfwrt1xjHO9kRKF2Nizit8r7q+792zWkJSuEy8sCCXxrjNm30illXKzPjbF/XXq7ZvrWyiBAoRS+L5/s96ttW62xEKeZzfyHYAgcC49jQq/oaGhoaGh4fvk7STZaudmY2rtvjZtVXGtQ78OCLrW5F9bEFpcW11vOqgbO0thN8X+RkpzvWHQTpPjbrcpqt7EiN/30ZfXGwD7RlcWEJuur5QSrMD3QmpzHWqkXFFordNmC4ERoDyn1QYD1uIpQbvlCjg/bBN3u8RxyGy2YLVakeelK/48j7quqeraWS36EdazLgW1tAipmc5W7O+OiaKYPC8xxqWrruYr5ldzgiii3W5T5hWBF6Irw+X5hMALaUVdHj16hKd8Z/lZ15RlCVoTKB8/9NFlhdGWIsld6NXYYGqLh0ccxCSr1L1nfYjjmMFggJSSlZ9R1hXKD8nyklWeouKYXr+D9T3WecliMUdUFf7mPW1FLba2RmyNh+7fsFpgdYXwBHmeYwV0u12E8imqcrMxE0RRxPbWLrv7LtXXCkOlLUYaUJJaVwgNQRQTBIFLvBUgpLcpzKWzSt24LV3LrOraddnflN4gBcZYriX6N8FWNzvITbf/WjK2Wb/mDetMtSn0BaCrCiUsypNc/2etxZPgNe37hoaGhoaGhu+Zt9rBf7OTL4RAb/zDb2QMG8/wm2693DieVP846/P3wq/+K57TmycDf3j73+vsC+HkLMZgq+r3PNC/S9mtnZc+fBeaJARKSSKlCOKIuNUhDAOkJ6nrkrIskcp1fL3QoyxrN+Qp7EZP4gpYzwpacZes0JR5Sl7UYHwQFqsVAkmRG6SsWM8m7N46YHdnjzRLGA52yLKM09NTyrLEpBlUFQQhnU4fZaHIcqTvIYx7FXTtOvqr+ZLzyQVnF+e0uzGXl1c8f/6SKIro9od4frgZVvZYrhJU4NOK21gBk9mUJHOBWX4cuaFkKREY/CikPxpy6+gWYJhchbTjiHa3jZSS2jqv+FobhJJ0Oh2iqEWa5BRFgcayWM2xUuAFPqEf4cUhOs+pjSbASX4AlJL4QUTp1DDYa1kXOCcjY24cl643lzfr7s3ha7UJRsO9NeI6VO2NhWOMoRagNmvm2hcfYanLEi8KaEcxajMXUNe1k/IIQflfsX4bGhoaGhoaGv5reSsFflnlrrA3GotBbYZehXCBVUWWuoJ4o033PA+lFMrzUMJntV4hrCt+rdjooK3LxcK4IV177Xt/XbhZe9OKV0JudPs4rbx11of1ZnCXTXF73dHXXLvxOP/9NM/cyYDnoa1LL0UormdlPbwbmY+TZ7gTh+vLyirHD2K2d8a02hGtVovT01OurqakaU4r6uAFPsY4Jx1b2/9/e28XY0l21Xv+1t474pyTmVVZVf1Z/mjcsjESA8a+ptvTxtKYwRgLDLLEG0gWw33oecHigXnwMyMxM4gHJIQYBELiBUsgqw0GMR4Pl/H1F9zGVzRIHhssa9zGRberu7oyq/J8xP6Yh7V3nDhZ7Xbbzi5DzvqVUll58pwTcSIipf9e8V//pcO8RFitB8ogbIYNJUHKEaLUMbwO5x15yJyUgSv3vYYHH3g1Fw4OGYbC8dEJh5cOEflXZvOeVKfmStbGz7Y8EoEhRVbDhje84Q2jPcnjIBcu7F/k+PaS5WrD3uKAq1dfzf7BAV+/cYOv/eszXLrvHq2Au55VHDg+vsX6+AgkEBYLDi9f4vlnn6XzwusefA1XX/0geG1+fs33vIa43pBF71o4r5+tCx14xzoO5NWK5DLdXq+e/K4DJwwls0oDYSN0s57Q67TgGDMSPK4IMUZ8NyM7v7N4bBX7hs5a2y7sctbUHQfEzYq+78f0n5z1rkFroHXO0dXFacmFzTDUBm1hFmYsZnNSGkgUQvB0XaBsRO+cvEQPiWEYhmEYxivBmQj8vu/HynZKSUV2FVree1brTc0ol7HK75yrnu36XGQ02Y/FVRGKg1Rzyhtjdb2JuHyniDrdoHs6+rDRGoFLcYjLtDWBvramA2UdgATTxzOlQC6ZEDogAoH5vOeeew8RV+j7nuPjW6xWG+KgFXvnHPQaDxpjpAwRoobmOxFCt4Cu7ltdyIgv5Jjr+4D3HULHzZvHPP/88zotNThC5+nCHqDDwFYnS9LJbfoLFxjIfP256yzXK7quY5MinfN0fsbxrRNyhtlsge9npFwoIhxcPOSqD8z293nuxk2ef+F54qDi1x8cqHgtmSKFw8sXuXhhn3vuvZf53lyHh5VEKZl+Ue8GkLcZ9M4hPqj1BY8rOszMOadWq9oh7STQz2f4LuBCjwsevMN5T3Ad0nmGmp5TStZG6XbOy1bY70RnTq6PUnTarA4R83UIG/iy7Qdp+5T0Qqifu5ByJiWYdQHx6u1fDZtxqrLOZNudz2AYhmEYhvFKcyYCv3MeJJMKOsWzRhdqZb1QQ8EpVZjnmCiSyaKe9pkPjKn2pSCiVXpEK/cpR7LUCvzY/yg4qQ2sExEl1ZKhz6jNt7XR0rOt4CKtRyDVCEiQ4tHszVTtGfqKnKM+X3SbmqwSIYFQ8AgxJ3IpOuDpyiX29+bs7c25efOYGzePOTlZIscrhiGRdeoSGU/KGekCJWf1haOLolZlH/Poc0acZzNElqu1fp2sGOIKJ5HZfMGli4ccHBwwmy0gZY6Pjzk+OuLmzZv0856S4Xh5gqx0G9F7lsOGfPMFYtEBXUPKrIfM/MYL+Nkc8Y4cek5WS9YnJxptOp8zn++Nza6UyD33HvLgg/dzz/1XmM97comU5MemV9H6vVpmxG+jSkVjS53TLPn2WBFBfEfnHN1ir8ZedvVxTcZxPoD3tam14ERUfIteIw5d+3nntrMZ6lcp+vxpz0b7f0teKjDaedrPTnRGghfRNKhSWA9r+r7HITUfX597slxzdHTEfWfxR2YYhmEYhvEyOTMP/ukEm5wzscRt1vy0QVGmnYdCCBqTScmjwBcRShVQpYpBXSvkSZpOuUOgwW71fsdrPX3l9Lk4xNXKbK3aN/HmABc8ImHM8m82oeTUzjHEXBuLM947QvAsFnOuXL5I3wcuXbrIzeMlzz9/g5sv3Ga1HkgJnOugD3iZjZNeEzp11jnBeY9EvWMRXMA5x9HxTVbrJUdHR7jOceXwEo41V+65xIP3P8Dh4aE2oWZtal0u1zz11FOs12ut9DtP53ThNAyDJsGIR3ygOGG1TqzWN+DmEcx7+vkMuXkTEWF2cDBWvVMa6PsF+4sZPiUu3XOJS/dcZrboKaKLHnwAqRGq4+gCvVOT25zjoj87L0j11lMKzgdC1+H7Dt/1lHoHqIguxrTfWnBF7Tjtd85Vu5ae3G01f5LSNL1GRITZYj5eo4ntVFtqD0nfdXpnKrU7BG0SciamSCpQgkMk4LzgccQ4cLxc8vS1r5nANwzDMAzjrnJGAj+i4lboOk/wMor+gubjq6qrw6xcmQguN4rt0v6VTC5ZK/+lEELYEd2MQ4vGBHzdkSbaaMJ9O3CrbqA+rS4InP4WVz3vpU3S9WrhLqW+Jo+V32omopB0u5LxeahCtlDSQNxkiujC5cLFPUoR9vf32d9fsL9/kxsv3OL2rSWpTtrtO6EfHLNBBa5zDqkCfCCOkY/rYWAz3GI+n1OksNgPXLi4x/33PMg9ly9x+fJlQggMKRJjZu5nzBZzHnrda/nKV77CreMXwAVS39c7JDDbW+BkrmLcqdVlKJniBAkenGe9OmHv4gUODg7UUjNoItDe3h4H+wsOFnMuHR6wfzBDJG2r7KKzDvrQaVU+N2+8o4hW4ZM4hpLBebzzY+O163rCrMd3nZ5BVyvvdXEo4vQOj/N6Ttx2AXnajtOaXe+0aZV63frxEVcXk7HehXLO0fU9LkZSUe/9pkZhxs2G9TBw+b57IASGLBTv6Lo5fe4I8wUEC8k0DMMwDOPucibqY1qh997f0Qy7SSuA8bHpa6bV9kIZK8RZsyI1arLzSN6GmpRRiNcm21qRhirqTlfvm/XiRfY9Qa0A1zjNshX6bVFScpP1QgL1i5O1YusSXQcd6t+OeSClAZE2bTWwXg0s9nrmNe5yf++YGzePWJ6sySUym3nw+wRXhzOh6Te3b99mfbJkPp8Th4Hbt28TQuD+e+5lNtOqv5C5//57uXjhgMVirsJzHWtaTUfoPQ89/DoGMtm34+G4ffs2m/WaTSkQI3kT1QPfefysx3eBEhy4wmJ+wHw+p+975vOeC3v7XLx4kf29PUJwLGaBEBzeQclJE3tcwTm1Pbku4ICCI4tGk+qiyiNOzTsEj3M6+Mr7Dt8FfNfh6uJOnN5hcFIjLZ1W/HWIlYz+/XYdTiltuNXOY9trSKNdI/iWjLNdIDjnRo9+WzhKTdDxIrgQ6GYLBjKbuMEViF2h72cc3nOZ15aH4fkbL/tvyTAMwzAM4zvlzAT+aJ3RYHFg63lvlpCSmgVHPeDNa+5aKk1rah2l+FTsb4cPFWnOjl0rzov9v/0MjB7vFhk5Nvd6RyZTw3/0zXPbVkGC199RFyk4cAGK2jG0Kp3JOeJyncoqKiqLA3EF70UFaxfoujkXLlxgtdHFAD4ioTDv+zExaFirZWdYbzThJReWyyXOOe65coW+7zk5OSGvBw4uLJgFT86RlIZqE+rwXsVqN+t5+PWv4/4HHiClxDAMHB0dcXR0i9VyoMSOGDPrFBEPft7TzTqKdyQSly5fZL5YcLC/YG9vj8ODC1w6vMC86ylkShnIJSJFj5XGAcUxSnJ7PloVXcU94snAfDEjOfASdMJt6OvdA7VPFTTVyDu9o6DnRXCiA60gjhYd2ndQnzyQarTleE4ni89SJotRymjxac22QWozuHN046K0jO+fnTCkyFDqAsYJQyqUEukWezz4qteQ/u5z38mfl2EYhmEYxrfEmfoHphn404FAi8WClNL4NU4VdSrycxpwRT3NOWeKU7tPiSoM16sVkCk5I0VDLkW0IVUbJzOU3WbI00wruMWJvmRcBJSa5qJCsL6dCkInBHGUIuPCQC0fKjTFCWmjTblFHC5srSA5R4acmM1mlCyUnPAIF/bnXNjbI4um8ayGY5zbvq6UghwwHsPNcqXHcNAhVm2a6/58QRc8kiJSIGb1ursuaCJMKgybDaHvuHz5MoeXL7Ner8k58yp5FcOQWN5a4pmxWkWOl7fYxIHiCgSnqUckDg8PObxyyOXDQ22GTQlyYrVeknPEeyGWSB8CXQhI8QwUvO8J8746rer5oiB4srRqu9DNZ6ONyncdrtfPl3L9TKXgSkZweNF0Gr1aBHKu7qmMQ5t51bKVAQ9kHKKZq+K0H6BAKanuV6bvfH3+9jrJKel1JI6uxboi5JgYUiQNOq1WfGBdCsU7+n5O5x0lFpbrJZ3XOx7L7/gvyzAMwzAM4+VzNhV8KYgDJ+q7TjVLfCCTJWuzLIUsGbxOpk0lk2OECF0IxJRIrerr1WM9DAPrzZLgHWmIDHEgJxVWzkGoVozNOtN13ThkKKVEqIsLzd93E0tGM+LrHYBAoHiVguNzXLXnyDaNZ5xPVUpNSanPzZkw7/XxUlRA1jsVOEeoiUBSE4RUXepgL5fVwz8TbTCeWoscqH8oZea+p2x0YTQLvd5lSAUvQfP+6xAn1/V0Xc9ms2G5WuGcY7aY1VhRjS+ddZ6izQf0wbG/6CgJYMZVOdApr+hnTehcgn42q83RSdNwvBur4b7rkOAJbqEWmVrl7npd1JykRDdbbO+ueD0vveu0qdWB6zu6ao0pNX5yKNqc3c+7aruq3vgSJzGmg97JqYOqnPN4LzXKMjFs9M5CiS2ZCWLcAI6+D3gXKBTSEMcG7lTUXuXRKv6wXKlHP+kCYTw/wW8bvJNW+mVTKBIpRfDFkWPiZH37Ra1hhmEYhmEYrxRnIvC991r9ztqk6UohVetDzIlAUI80TrPEqyM7peqhrznm4zRctg26zjm8E8hea7ZBRZwDUhrIUYVjy+Fvtp8mvlyNSBwr84L66sfM/Ta1Nu9ko7ec/VGUj8O7tvGboHnxw2TwVSkt8JNxu62JU/JkgTHi6Ptu5/HtQqRGSab683gXYis0i0AXNN5zbDCtPnHnHLPZTBNgxn3mjm2FftKAOhH44MYsdyeCdyBexhQZtSAJiA6tagLfSZ0m22wvXT+ejzbIKgRNBSoCm5zJrvVjbJN2tFG3RWfWCjvtvG0/P64e8zQQ9aOO11I7ls55QhBEdMiA+vTrTIZ6J6jZiURak7haw/pZN7lOdo8dCEEEKQ6X9e5RKRp5Su032bbwGoZhGIZhvPKcicDXnHP1mruWIZ40djJX0V9QO4bgNZKyevZLjSJsg4ZSSgypNmpWwb5Zr8gxkeKgdhmElAvDEEmbga6bM2wSJOgXPa4LGv8IuKARh63yninjkNNm71Hvdm3UFXBTkY/ecVC2Qrsl/ozdAjVinSr8q9NcFx0tFrS8mMAvdH5rzck5q51n527DdMgWNIEPTfBmbRZuDabeqx++/b81jbYtTvbBldJs7dWmBEG8tiG0xUxMmjsfPOI9QWrDq6tJOMWPCwrxbuduRxZ0qBXbyre+jy4Gcik478lexgZpV0+QLgBke0cDxoXZ+PndVnifFvXjEa7XWOv7aLS7PT50o7AfF2Mi48KoRb22BvFpr4eIwzu1j6VqJ2ppT9kEvmEYhmEY3wXOJiYTtNG0CE6qIBIVxiIQc51g6jQ1xSH4kkcri6se51w8cTMwAKlskOLwJZOGTE4q5oeksZuu6NAhQUXbOg/bKbmwI9hyzhPBKluPvmj5tzVNVh09Vt/bIKTiZGyyHfPTUU9+kW204u5BOSUwy6QyX7ZDk0CtPKUk3Z7oRNtEwWUVyB6p01X1M7jiSEUz+lMpxBS1ol4HirWkl9Yw6r2nmo5UUNfPJ+3TSm0SnpbHne5Hy5h3IdQvj7gw7qu4QOfCdkJts8tIGybF2DjcJti22E+9W1OQrttZdGmTsowLlrE/gvFDbH/OZTz+0yr7VORPe0LGhVut0k8fp+7TNCO/pei057XntPeVev5TrguMmHa2X0ph9s3/hAzDMAzDMM6MMxH4qaj3xSGjJ9o5EK+V4BQTgiNTLTTitEl1zLVHBWlxBGrlNw3knCgp0vc9KQIpsVmviStNk9mbL1gs5pS8FWwpJVwTYN6Nk1Rp1fhSarW9ldy14RK2orQp/PbfsQJN8+BXvoHAV3vP9metyhea28eVai0pWoGOKQGZXFrFmupB0e0StILt8FWLa7YMWRASDk9qkt07ndzqHUEcrguUmGoMKHo8aoVdCmSnFXTQJtZmvdHKuK+Z9rlW3bvRVqPP87r46fw2Z37SLKzLBmqWveKCH0W7Hmv19OdJxV2c09x76kLLO9qU41QyotMVthX1YTpXYdJMXQX2NMmnVeWbYG+/a9cO7fNPFohTi9P0PfR10PmezKDXbLWKTZ9vGIZhGIZxNzk7gV9NFElHjILTTBO8q8k4Kv6yoJ56J9oQCaT1ANXykqlDklwAIjHDXt9pSkxZQ8qkWMCl0dN+slyrEHRO899zJvS16bY2uzbrEFJtHlXge4SSaurK2AS7XQy42nw5LSA3nFcBe4cvu1Xmxydu7SeUQsn1GNW7CYkILRCy2lE06acumHDjd5zeOcil2UU8xWVyHtoeqDWn1Hx5Ss2cr+6hut22i1KbaWE7V8CJ2/r9BbqZxlY632lFv6jALkWf54LGXQqMlfe2kHBO2MRhzKkPOJwTSh3mJaX+v1lrRBc9Y6JQPV+ZdtdByFIXhRPR3qrt0z6KdkcnhDAuBk6LeOccOeUdgT8dmPXfvvYhfvDBB3nDlSvMQ8dqGPjC9a/zX//lX/jsV/5fRLTHANTKNNrBpN71MYFvGIZhGMZd5kwEfsuXT2gCiorFWnkVwffdKKip9hOpthMRgRCIMWlCTtHEmW7WI2S8qCBsYk1E6PseJ8IwJOLRMTeOb3Ph4iXm+3MdliSeLszAO9bDBh/C1rvdSvFjBb9oxbuUOsz2VNpOLjWC8U6kamfgzqpt3m3WHcVebdjdDt7KuOLZTg2gltchS20GrtamGv2jwhqhSO1u8A5pp1K82mD04FJw492EVhWfVtjFFYYct3nztIDJ1sAq+G42evBLzaaX6q9vtptxweC2lfx2RyenWD96qaK+JhFlTVMK9fzktjhy27srqU01Hg+6jNNu22cg5e25m3rwS8EhGmlZexFKynVSMGM60jCpujfRf+/+Pv/xP/ww9+7t8cy1azz1uf/KMAx0XcfVq1f5uTe/mR//3jfyu//lb7kdM65kSkmkNKh1TFzdORP4hmEYhmHcXc6mybZaVE6L41wKHvBhdzNFnzxWfV2tsKr9gjF3vBNP8mskZkRWaOLMDD/TWMnNcsXt5YqbR0fM9g/Y977aOxy+79QetM54rwJ0x57jmgAWiqSJuFbv+1Tg51hoEnPHi18fG20raXsXIEvtL6C9TanNCpMhXCJqS+plrJ5r5blu329z/YXtQqp4bSjI1eHS9zOkJvm0dJpmU3LOEaNGi2a2jbTj/jvBd35MLtKqux+bUqU2zrqgU2ZFhFxjR32r1LMV3O3uiEwWdP18PlqZ2vuC9g/klmzEuK4Zj2+isI3E3L7vjudeBN+pcI8xjmlK7bOLCMMw7Py8PdXljsq99557Dw74n37kHRzfPOLjH/vY+PrGtWvX6LqOR972Nj74znfyG5/6DP96stxe/5PPYBiGYRiGcbc5G4tOSsQYxwp7CGHH97xcLgkhjPGIp4XPaKlAoCRcaosAbfxcrZZ47zi4eIGSInkzMKw3+L5j4T3fc+kSXT+n63u9W+CEk7XmwHfz2daHj5piQghITeyJ6w1SB1A55/AhjBX9lBIlJrzovpeiE2ZTSnRVSI8+cJq9RGMiQ/V1k8vYZFrqfID2mvpCBIiDPhZCh4MqKnXIUhOgiK+JMh5XCpISqUQIQig1Saao1cbV2ErnHDGnHWE8rVbjHF3viXk7hKydK++78XyqTaZFjnqc306MBcb0mlyqkNYNaYJS2TbCZoEY89bj3gWOjo4IQafYTgW5VL/+9Bq5o2G2NhZv4zDdHUL+dMpOu2ZPW3racfmPb3krxzeP+PQnP7lznYYQxsXSMAx8+pOf5O3veAf/w1vezK//509ywblxUvBmUycRDwP7L/cPyTAMwzAM4ww4M4E/rYQ2ppXW7XTXvLWI1MdTyVrN1UeJGaQkShyIm4GDixdIqw3r1QmbzUDcrBGKivHeEV2H9EGjFmvVF+80mz34aglqfm61BoVq9cA7gg+MjnUnZCe4Ijq4KoAUp2KzvlZyxnlPEPX81w9G9rVqTvt8UJx64kvOlOahT1vxKSLkEgGvPQXBTb7rvngXtJcgC0k02jI79eQ76avYVptKpozfUy4MKeJC0AFT4sbm2iLgRavzq7TGec3j75wnuGpnKds0mTYYrHjBiSNV+079FHgRYs74qQCXbeSoc24brdn88tXC1XV1mFUupLJdjHhxNWFoK9y3jdHbKn2J27sV7ZhOq/PtjsFU+L9YU27Omce+53Xcu7fHxz/2sZ1r+erVqzz66KP8xV/8xU5F/7/8zd/wrne/m7e99rX8zdNP69CvEOj7nk3fjwsCwzAMwzCMu8WZCPxpVX5sMJw0PU6jB6fV62211SE+4FIBdFJpijokq5SMdAFSIg8qeJOG4hBEBXo/m4MPFOfIriXneAgBgicPQ03uaY2uTqvQzuF9ogudWnHa4kNqc6to82dOCXH6GUO3HaKlIZ3bBJ8xPrF5NMbHamyl1Cr0TjB61qm0evCq3amaXqrJXySoQz4xVsURQYLDi2bKaFVd7x5QCuRMkQw540NQ21ITyNXr7p1DPPioIrjzQSey1qmx2uwLRX03iNMEpNIGjTVvv4be75z3JvAb7e5CjHErrJN+70M3ivEi4LzHSxX4iNqbpo230x4JET0/Y293rfhDHTaliUZCswydungL2yjVUnjzq17FM9eu3WHLuX79Ov/4j/94x+PDMPDMtWv8Nw88wGee/qqeF6/XtEfAn8mfmGEYhmEYxsvmbCbZ1ipr8J40GWCldmwZhaXQEmlUYI6xlM4jXgg9kANSEqktCERYrjeUnHD9jF4EN3TkYUMaIqnAfN5TqmCfVoaleeOr777UfWjCUy05Pa7zkDIlbZN2Wgus854hRoZcK8GuTVuleu01KUanrzZhXDeQdcJpjqnaSGAU79ujN0aLjhN2s+C167QOjNLFhpMaF5lyzYHXhUiMSZtfS9GYzElcJmhqj1bsdfKsK/W78+Ade10gkSBlhkGnAzfhHUJgGCJU0VpaFI+rXbVQrT0q4Hcq4/VOwWw2I8ZISnFMmWn9EKUUDhYH4+LIIQQ3seakjHeOlDJxiBQnOuxMGC1UUraLqmle/Wm//vT7tCk6hDDu0xvvvY+nPve5O67x7/u+7+Pw8JAvfelLd/zu2rVrvOkt/2GnXyLTGqTNh28YhmEYxt3lbAZdDVETWFKmlKzTa3PG5YIEXxNZRCMnS1ELigOp1dUWJeicGwvMHhAp5OCI6w0uOIIEZBboonr+42bFkAqu78D5cVLpdCBRzDqptlSxN72DME4urdabLC3fvaVJtpWAbIdfOb19kLP2B4hzpElyi8gkHUjqc2vVujWJnk5OLAgiHZI1flKkqJhP2miaNgOuC3S+032MmU3tecioqC8UYh0elqv1pg27KinXmQA1X76m3VAXQ8UVSNXSEjNpiGrj2WTWvjaoBq/DvSQguVXnW5Z9jRZti7pphX1SIfdJj0mqajxnXaaUukBo9p7gnL5lrer3iwVxE0kxasNv53VRGRPrGNV6VIemtXM6tQJNz814zCf72JJ/SinMQ7ijSg/w9NNP8/rXv/5Fr/9hGJh3Aec7iqvRq6Xg22Tdl/NHZBiGYRiGcUacmX/AIxTv1TeuafaAinicivvxeaKVWrW5eGJKtCT9Vhkv1eoQXK+CTZVgvVOQCLMe2Z9TcMTC1nITAl6cZvMPEeq0Ut9iEl8k5WT6WHu8LUhKKfR9rz5wcduG2SoYQwhsNpvxtaXuexO+pZQaLamfXcbVAzvTbtXSUiBpNd676j9PiQ01sca76nVvKTNaKe5nc3KOo81ke3dB/fjdrH/R5tMmhJebpdqTSh1EVqMlN5sNwzDQ9z3S63ENwXO6Jr2N/Nwe0zpZgFIK6+WKIcXRj+693jlwVaS3x6d9Gu17qrYpL05HcUltHq4WHodGkOaJ/au0z3GqqfgbUcp226sY6SaDuRo3b978hq/vuo5VjMSSkaz2MHFOY2JLwVz4hmEYhmHcTc4mJvOU335n2I/Izv9Pp5tolbwAboxqpORx6qpDCJ2vFVpBUkZ8215BfFDbfi3Ml9qYSRFcqEIzZ6QK15xrxblmdIrTiMrEZB+nQriUahGp0T5ORssL1VrjuzB68EvzyKMV6Jzz+H6nK8jNypRLjdOsVX5wuOrdVvtO0KlaTv3o2pScd6Ini/N4dsz9W7HdhfH8tPMB2lBcnOwuWoAQerwENmlFjJHNJhLE4YMuAqaVcRFBUhor6IjsDP9K9X1bylKbZOvEkUtWK1bK48In50Suk3e10VaIm81opRERcqzpQaWM/n0H5Mm1xuQ6nN7ROZ13n2Fr6RLhn65f5+rVq1y7du1lX/9Xr17l/7n+PENNB0p5d/H4YjMUDMMwDMMwXinORHvEmBlyImeq0GWMC5zaHaYif7RQkOm8o/NCcOBr1RnJ25jHGMmoUPN9h3Q92QsZYZMi3azHd0EFMKVOr20WFB38VKT6xl0dvtQ80kCu3vniZKwsu5qn30R3oQ7yqlaYWBcFWaqA7sKY3JOl2YMSMW/jGJksHpqVJwtoCr8DXG1o3Z2m6kXtSqXUtKIct+LaB4aUanBQR9f3zPoFs/l8jA4tk3hLtRrpz7nogmG2t4/zHZtcWKdMRK1V/WKP2d4+w/Tz1uMkYzOpkFIav1qlfvrVdR3drKfvt1++73BdqAk3ulelqCjfbLS/okWMrpcryJngHA6Imw3rzYqUIz6opcd7P8azttQcXZxsxsjTF/tSAS5jU+8/PvOv3P/gg3dU8X/gB35g53uj6zruf/BB/uHZZ9F1RCbnSEoDcVgzDOuz+BMzDMMwDMN42ZyNB5/aIErRZtDg8bIVSLkK0jHusLpUcqoDmCYOCgdVKFUzPtsc+QzVw1MFcW1wHdNXQs0hzwMla/Ov7z2upsJkwPmAY5sBjwikhHO6v1p5rYI+JVIu9MHjanqO5sbPCFU0rmJkbzankHC+7gvqzffeEUSbRlVkDtqDAGMspXOOdAxFtH+g7wIlJnKOBO9ZzHskaXOp3pxwxBwY0lr96l3N6JeCFLVHxVpNd+LxIeDEgxS1MrUGXB/0WDhhGQdkb8HF/X2kwOrkhOPbJ3R4FocXKX3HkBPrkhmGDfPO432vsZkCQ0rsLxZ0Xcd6vebo6Ij1MDCfz9k72NcG377TJt6cGNarMRVHvCC9RoPmnGtD9GRIVBZ6rxapNERK0WQgR0Yy5CHj8IR6jazXa2KMeO/Zm88REVabNc4J3uudliEnUk6UNgAs+nFGw5NffZr/7uGH+eFHH+Uzn/rUeF1++ctf5umnn74j9vKRt72N51YrPve1r9GFbd6+LsAgW5OtYRiGYRh3mbPJwS8ZV5w2zjpfp48KpWguvkwSS3LOd0QVfrOJny1aceohL0V99iVmnN/aX5p/nupFV00rO4O4vNdM+1iruKFWfKd57SKiwtjpMKaUklpuKOSsld9UK/SbWAdYlTzac3DqFwdYx9qoOmn0LEAqkRRr6otrCTVlbMRNaYAUWSxmtQHY1WZVr02vNfoz5awV7NNWnJo7v16vtWlVavIOmhKkiULChYuHnKyWDEOk84H9w0Nmiz2G1ZqYMyfDWo+lE2auphGJivuSC4vFgvV6zc2bN0ml0HUdl/b36z6KetPTrjUG1xJuMjEW8AUvHpFMwevaLkHKAxICJIBMKomYNrXBWDPzg8zGRt7NZjNm37fzPa3Ga5P0tvHWFU3qaUk8JWf+9898mg/+9+/isR/5EZ78279lGAZu3769c012XccPP/ooFw4P+V8/+Z8pOVa3WcFX+xZO8EDGMAzDMAzj7nEmAv+OfPsqcsc0lUlTqThht6X1m9Omju4K/O1kUlert1NOe/2nvQBT60+bSjtt0Gyvn3rN2+9Ob8d7v41+bFNbm9++VqLjel0FNzjRlBVokaGM3nqk3cGoleCUWNfqvb7/7kTWUnQ5MZ1D0BYobS9LKbhQj0/7jBOr1O7r9LiEEFTs1gbYWa2ES/D08xmh78HJOP02p8Rqs2E9DPgu0M16Fnt7+tlj1FSeqT1LhNyEtRSdIiyi59E5tULVaj9ALHnsuch1mzFVw1TRKNV2l2e6kGuD11zYLuCA2vDdrFd1YFptys058/zJCf/z//l/8D++/R382I//OM9cu8a1mo3fdR1Xr17lgatXeW614n/79Gd4frm8o8n4mzX2GoZhGIZhvFKcicAfBWkT3LUK7SfiEeok1DLW1b9lpouI0/8/PTV3GovYPNktSac9t4nZ002Yp2MVY4x3PN5eC5A2TeDX7ef22ryz0AB2n1ftQNqcXOpAJ6p/KY89DFL7B4L3mh7UCa4PakPyntlsNnrPNV3n1ELEyXiMWsrPtM/g5OQE3wUWiwUAw1rTc8Q7Ft1Cc+KdaEW+bmNIUfdvvWG1PGHRzzi8fGk8Js0m03XduJASETof1H1Vpx+L04q/E836zwlEVPg7tz3+moSktipHx+jcL2pNmi5U2l2aaVV/2mDbznc7H4vZfCdW0znHzfWa/+Wv/xOPfc/reNPVq/zQW9/KPARWMfKF557j//785/mbr30NVxcnNTV0ZxFoIt8wDMMwjO8GZzPJ1qmQilGFVEKFpw/bHHaA1Ca5jrqnDjcKd8YSTplW4FtVFrZ2j9OC/LSojjESQvWqTxouRYS+73X6K+yI+NNf7X2n2xhtQ6FV2Gtl3TX7hz63qzGbpfYiJNFKfuc9gq9HIZNT1KFYpTAMazarE9brNS8c3cR7z2K+z+JgH+dndUGlTb6hiuXW3DsufqrVaD6f6/Fvn2UiPEV2j28Twt77ceDUcrPeSejZOTaiMZz9fM58sVDxPwwM1VblvacPnQ7QyhnnUftUSqQYgUzvA6Vat0qdg6aLD118lfF6ktqHIeC1SRjA5TBeB21x2e5qlAS5HZ9TU5TbZ5jevZmeb+ccT37tX/jsV7+6bcimJjXVa6AUauvxluliA6q7yDAMwzAM4y5xZjGZjRerXm4tLLWKmptg1u+9f+ndOG2TmW7TTQZNnY6BbLQq+Ci4qsAfIyZPiXjYrea3ynjbflskjD7u6oVvlfmxyTLr70O1AI0xoFO8wxfR6jWFIUeGzYbNesVmtWKz2Whjp3OkIpTgCF3LmFc71MnJyTaVZ3IsWiRl3/ejwJ1mzDvnkOKYz+cs1yuWt08opbA3X7C/WJBz5vbyZGxi7orO4BXv6L0mF+nxcQzDwGqzHo9X13U4VOzP+xklJWLO28VdzJRBF1nL2yd1AnEV5XXeQEvGcV3YJg+RSHEgZkGStAukRqBuk5emVfq+78dEn7EHY3LXZhiG8TU5awQpoDn7k/c5TbsbEzebnQXf9EvvqBiGYRiGYdw9ziZFJ0eoMZYt+lKEmo1OnVYLJG3KbM23zZz/zawMzVM9FenT6utL+e/b61vF/vRzNN9+134zXSiUUhiG4Y7BSTtV39GAXUbfPaCxmaVAzXl3oTZ+1sFKKngjTnrN9icQiubA+y7QM6ebzTg4ONDmWt+pB75baH67aAZ/3Aw7orbtTztemxh3fPcZ3c9Sm0JjjAzrDcvlkmEYKClv7T6l0M36MXJ0egejc6HeJdBG4mEyyMp7T4nbKEqdPDzgMngR0jCQN3pcbx3f0km9/VyHcoUOEY9zgeI8IWxbVfUOkCYx4Rir9NvLqYzDsNq1EZynSB4r7y0WU8/v1uqTaqU/5lQXGrW5O3Q13ac1Jruda66cWuCOi8N0p0XLMAzDMAzjleZsUnSqeB4TXOrE2ZJV2PWzrlY7m3DevvblCKBcU2KmIraJdk3lubNqP2XagNnE57Q5Ntas/mkCzfRruVyOFp+dAU/1M8fWROq2InDqr49DndRah0qRdxcnPgSc00hLcZrL3vUexx7OOWazmVbyq09/GAb10YeAnPKWNwHfjk9Kqb6/G8+TsLv/wzAQgnrwc86sViu6ruPg4GBcXMBWBKeYx0WX+vuTWoVmfV3gqUdfqjUrx+rXX62hLwSEuBnI9bjcPr5FWMwQPL4LhOJG0Z1LhlybhqUN03I4p1GjzjnSelsjb3dUTt/1acdjSvs8o53nG9h1dMrwpIFWdt+7TTo+vehs1rSXNqAZhmEYhmGcLWci8PuP/18v+fupQ/nFDA8vpxUx8dJe5nxqO9+I+BK/a+9x+jn9y9yHb5dvtE8vtj/l1O/b7wa+Ndr7TD/PrH41Vi/zPWD3vJ4+RieAr1+g+z0VvQ+een47zt/qZ2oMk9cKsKn/n26z7ft2zNb25915wN98P6bXnbzI6w3DMAzDMO4msl6vLerDMAzDMAzDMM4J37iD0DAMwzAMwzCMf3eYwDcMwzAMwzCMc4QJfMMwDMMwDMM4R5jANwzDMAzDMIxzhAl8wzAMwzAMwzhHmMA3DMMwDMMwjHOECXzDMAzDMAzDOEeYwDcMwzAMwzCMc4QJfMMwDMMwDMM4R5jANwzDMAzDMIxzhAl8wzAMwzAMwzhHmMA3DMMwDMMwjHOECXzDMAzDMAzDOEeYwDcMwzAMwzCMc4QJfMMwDMMwDMM4R5jANwzDMAzDMIxzhAl8wzAMwzAMwzhHmMA3DMMwDMMwjHOECfzvIp/+9Kf50z/902/79TlnnnrqqW/pNX/0R3/E3//933/b2zQMwzAMwzD+bRO+2zvw/2ceeeQRcs7f9uufeeYZnnrqKd70pjed4V4ZhmEYhmEY/54xgX8X+Od//mf+8i//klIKjzzyCJ/61Kf4xV/8RT7/+c9z/fp1fuZnfoZbt27xxBNP8Pzzz5Nz5rHHHuNtb3sbAL/2a7/Gu971Lr74xS9y48YNfuiHfohHH32UD33oQyyXS/7wD/+Q97///TvbPDk54SMf+Qhf/epXWSwWvOc97+ENb3jDznOefvpp/vzP/5zNZoP3np/8yZ/k4Ycf5rOf/SzXrl0jpcT169e5cOECb33rW/nc5z7H17/+dX70R3/UFhWGYRiGYRj/RjGLzitMzpknnniCd7/73fzSL/0St2/f5vbt2zi3e+g/8YlPcPHiRT7wgQ/w/ve/n4997GMcHR0B4L3n+PiYn//5n+cXfuEX+Ou//mtEhJ/4iZ/goYceukPcA3z84x/n0qVL/Mqv/Arve9/7+OM//mNijDvP+bM/+zPe/va384EPfIB3vOMdfPSjHwVARPjSl77Ee9/7Xh5//HGeffZZvvjFL/JzP/dzvO997+MTn/jEK3S0DMMwDMMwjO8UE/ivMM899xwxRt74xjcC8Nhjj72oLec973kPP/VTPwXAlStXODw85IUXXhh///3f//0AHBwc0HUdt2/ffsnt/tM//RNvfvObERFe85rX8Mu//MuEsHvD5vHHH+cHf/AHAXj44Ye5cePG+LvXvva1zOdzRITDw0Ne//rXA3D58mWOj4+/xaNgGIZhGIZh3C3MovMKs1wu2dvbG3/e29u7Q2gDPPvss/zVX/0Vx8fHeO85OjqilDL+vuu68f/OuW/q3V8ul8zn8/HnxWJxx3O+8IUv8NnPfpaUEjnnne3NZrOd7bXti8h31DdgGIZhGIZhvLKYwH+Fmc/nrFar8efVanWHVQbgwx/+MI899hhvectbAPjN3/zN72i7+/v7nJyccPnyZQCuX7/OpUuXxt/funWLD3/4wzz++OPcd999vPDCC9/xNg3DMAzDMIzvPmbReYW5cuUKOWe+/OUvA/CZz3zmDv89qOB+4IEHAPiHf/gHTk5O2Gw2L/nezjlWq9VO5b3xxje+kSeffJKcM9euXeP3f//3d35/cnJC3/dcvnyZUgpPPvkkpRSGYfh2P6phGIZhGIbxbwAT+K8wIQTe+9738pGPfITf/u3f5sKFC3Rdh4jsPO+d73wnH/rQh/id3/kdjo+PeeSRR3jiiSd2fPinefWrX83x8TG/8Ru/ccfvfuzHfoyTkxN+/dd/nT/5kz/hZ3/2Z3esQffffz/f+73fy2/91m/xe7/3ezz88MM89NBD/MEf/MGZfXbDMAzDMAzj7iPr9frO8q9xprQKe/Ov/+qv/iof/OAH6fv+u7xnhmEYhmEYxnnDKvh3gd/93d/l7/7u7wC139x3330m7g3DMAzDMIxXBKvg3wW+8pWv8NGPfpT1es3e3h4//dM/zate9arv9m4ZhmEYhmEY5xAT+IZhGIZhGIZxjjCLjmEYhmEYhmGcI0zgG4ZhGIZhGMY5wgS+YRiGYRiGYZwjTOAbhmEYhmEYxjnCBL5hGIZhGIZhnCNM4BuGYRiGYRjGOcIEvmEYhmEYhmGcI0zgG4ZhGIZhGMY5wgS+YRiGYRiGYZwjTOAbhmEYhmEYxjnCBL5hGIZhGIZhnCNM4BuGYRiGYRjGOcIEvmEYhmEYhmGcI5xzpvENwzAMwzAM4zzgnMOFEDCRbxiGYRiGYRj/vnHOEUJASinlu70zhmEYhmEYhmGcDf8fYDZjHvKmo3MAAAAASUVORK5CYII=" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9ebRsW1Xm+ZtzrR1xzn0d8IAswSSlFYRUpCBBRRTRojGlbEBFRBD7DhHTTGFUmYUNoqRgliKNFiWIVZgMkcahRZtpCogPEBFNTUCENCkZKN17794Tsfdac9Yfc+0dzTm3e9zHA2t/b8SLOBG7WXvtFXHXt+Y3vynu7qUUzIwZM2bMmDFjxowZM2Z8ZkJVyTkjIjd1U2bM+EcJnYnzjBkzZsyYMWPGjBmf+TAzSik3dTNmzPhHC52J84wZM2bMmDF... | 0 |
math | grade-3 | identify-rhombuses | false | true | Is this quadrilateral a rhombus? | 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" | [
"no",
"yes"
] | null | 0 |
science | grade-3 | read-a-thermometer | false | true | Select the temperature shown by this thermometer. | 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" | [
"45°F",
"70°F",
"60°F"
] | null | 2 |
math | calculus | identify-functions | false | true | Look at this graph: Is this relation a function? | 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" | [
"no",
"yes"
] | null | 0 |
math | grade-2 | even-or-odd | false | true | Is the number of unit squares even or odd? | "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" | [
"even",
"odd"
] | null | 0 |
math | grade-8 | similar-and-congruent-figures | false | true | Are these shapes congruent? | 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" | [
"yes",
"no"
] | null | 1 |
science | grade-2 | identify-earth-s-land-features | true | false | An island is a piece of land that is fully surrounded by water. Select the island. | null | null | [
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math | grade-2 | greatest-and-least-word-problems-up-to-100 | false | true | A bus driver paid attention to how many passengers his bus had each day. On which day did the bus have the fewest passengers? | 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" | [
"Friday",
"Wednesday",
"Tuesday",
"Thursday"
] | null | 1 |
math | algebra-2 | factor-quadratics-using-algebra-tiles | true | false | Which area model represents the factorization $6 x^{2}+5 x+1=(3 x+1)(2 x+1) ?$ | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAVUAAADjCAYAAAA16IfyAAAMWklEQVR4nO3df2zU9R3H8dd9r6XAlbaRFixQfrQgwgCByozgJhgrmWJMBDfNppvJNrNgMmemiRn/bH9oJJk/koU5l7lsmbCZ4AwMJhR/MHUGMS1hAYZApYPS0h4/WriWtnff7/4oNFChP9/H5673fPyjPWK/H19pnv0eV7hQEARBQ4d0uFU6l5DigQAA/ZQVksaEpRmjpfEjpFBDexB81uL6WACQ/m7Lk7IOtXZ9UDxCmhnpKi4AoH/OJaSDMam+Q/qiVfJa4l2... | 3 |
math | algebra-1 | identify-functions | false | true | Look at this set of ordered pairs: Is this relation a function? | "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" | [
"no",
"yes"
] | null | 0 |
math | grade-5 | adjust-a-budget | false | true | This table shows Chloe's April budget. What could Chloe do to balance her budget? | 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" | [
"increase spending on scrapbooking supplies to $50",
"use only $120 for vacation spending money",
"spend $10 more at the kite festival",
"spend $10 less at Papa's Pizzeria"
] | null | 3 |
math | kindergarten | subtraction-sentences-up-to-5-which-model-matches | true | false |
Which picture shows 2 − 1 = 1? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK4AAABKCAYAAAAi2W96AAANiUlEQVR4nO2dbWxU152Hn3vHdxiP3z228RvGjjE28RoGEG9ZpaUbNrRUgWRLs2rZABLJt6yaSuyK8GVBipIl6ipISbQronZTKrLN0gqXbBQWbePQhoANDTZObLAJGLBhjG08tod5n3v3wzB3wDO2h7FhPJPzfIHzcs+c3/x/Pvfcc++cK2maptm8cMkJYwHwawgEs440CbIMUGOGuUaQbB5NaxlNdLcEgthZlQ1p3c5gosQItRlBVwsEs42xAFy8Aze90OUEedQ... | 2 |
science | grade-2 | identify-living-and-nonliving-things | true | false | Select the living thing. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAAC95UlEQVR4nOz92bNtWXbeh/1ms7q9zz7d7fNmZmVWXygUC0JTBCCCpECKjQwaClt+8rvCfwb/DYVDQb3YwQgrKNs0rbDCEEFRFAigSBRYBVRlZWVbmbc9/dnNambjhzHn2uuce27WRSUZIUdgRZw43W7WXmvMMcf4xje+of74PMavzWFh+MvjL4//VR6XHt5ZweMeDiz8tX35u/5Lw/3L43/tx8LA1+by89Jv/67/0nD/8vj/hyPb6RC3f7M3PfCf/umGEALOOZx... | 1 |
math | algebra-1 | perimeter-area-and-volume-changes-in-scale | false | true | Look at this square: If the side lengths are tripled, then which of the following statements about its area will be true? | "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" | [
"The new area will be 3 times the old area.",
"The new area will be 27 times the old area.",
"The new area will be\n1\n4\nof the old area.",
"The new area will be 9 times the old area."
] | null | 3 |
math | grade-5 | mean-find-the-missing-number | false | true | Betty has the following data: If the mean is 18, which number could x be? | "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" | [
"13",
"25"
] | null | 0 |
math | grade-3 | is-it-a-polygon | false | true | Is this a polygon? | 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" | [
"no",
"yes"
] | null | 0 |
science | grade-4 | animal-adaptations-skins-and-body-coverings | true | true | Musk oxen live in the Canadian Arctic and Greenland. The musk ox's skin is adapted to help the animal survive in cold places. Which animal's skin is also adapted for survival in cold places? | 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4wkGMCiWhcAC1Sk8qEWR4pAeZQoHFWonfMUQqGcVWUoPH70MpEyIRK0kmghQVlpPKpPjj737Fzu1NCFUWFHIBYoWG8vJ6rIUWRCIBIpGOWCrL4b2bsZdUU17ZwJsvPUJbyyE0BhNqlRy9Rk2+UYvNoiHfYiYU8EJaCpksbUMDgIC66lLGQ15uv/FW7vrTw+RpxcxrbGDvgYPkWUwoZHLa2jux5BlYdeFlKHR2mo62koinIBMgPD5GNOIGZCiVKkZHHThd45SWVGKwGbFYrKQiPsyWMqLpLIlQiKP732bijPOonzwTZ18Xo94BCgonIFeIyGQyaAxFCNNZmra8gM/vQqMroriqlojPjdFew/hwK5GQE6OtjKnTliKSKxgYGECjMRCNBIjFwiCSISSOTmtGpzciEIgQ/H+TtfpcA+x85wXqZ6zEVlKEe+AYGmMpIrkEpVxHVgDpWJhIOITX52Lc7UdEFJFMjkQmIxSMkG+txGC24HMOcPjAO8TiUtQ6NXJRms7OboSZBKJkkqOtRykpL8Og0tDd38Gis1ahkMrp7mxGrjFhtlcycUIdEnEalULLvl3rcPhi5OdZcQ61EPI7sFoKEYrS2IrrObRzPUKplCnTFhLzj6Iz2nCHRaQFEp7856u5HvycnJycnJycz8wZ6cGXiKHAVkVJWR1bmrbgco5xw5e+jVqlZWSwm3DQzYhriNrqqbhdvWx/423+54En+PoNV7Ni3lmMjTvp7W6nIL8Ab8CNQafDaDTS0naQ5jebWLpgNROqJ9HS0oRWraWt8yiPPfU0HW09LJg9n/q6qYy6Rkhls5jstbicI7R07qe8vAaN0cL//PFelPI8lp63DPPUWWi0eYwN9yIRi1CK9YgFEkRiKVqLDbFAjNFsIxyOgkiASqfG44wzNDqGvaiY393/OC8/+yg/+sGdpHSFhFM+QsEkhw+l0Wr1TGlciNKoxx2Ksu/VV5k5a5xYOolarUQmkRCNJcnTgkQqoqS4mFg8zZSayWzZtYvqkkJmzlzGlv3tuMe9mPOMDAwPUV5SQF9vF0KJmlg8wsolF9PS0cfadW+hMy8gJdSxb+923L5h8tQ6hvqOIZDpmbfkS5itBWQFAoYHOglH/AhTSQzWEowmG12tu3EE4ijESsSSLCVllSgUWcKxJEmBEEFWhGe0B53GgMKYj1KuYnSgFb1eTmlRHSPDQ/jcvRQW1xIa7yQjk1I9cTVdxw5zpL0TtVZLIjjOnu1rEcSTBL0DhBIJzlr+RXR6Ozu2v0KBbSLWwgpcY6OQSTFp/ip0ujzSKSH2iulkAQEQCvtIJpMYdHnEY1FiWQG1kyaBQIaQLFKZmNbWo/QNHEOuEBNMBKium0x/VyuWwgoaJjWycHmGcDiOxzHEklUZRAo9RpMauULF2NAwI4Nt1M9djkpjw+cZoKOnGXthDWqDhozKhDoTovPwZoJhN3WTFtG0axPV9bUMDQ3g8PqYWFuPe3yc0TEHnqNH0KgNaJWqM3GJ5eTk5OTk5OSctjMS4NfXziAWT5FNx5g8cSp7g+/iHBslky+goKQUekQE3B5aUgfo7+3kyouuIRF+kWQsRVoGOrOeeDTBqHsYUVZAKOojlFdCnsHCsaNHsOVXUFY9BZlax+ZNL1Jsq+DLV32Ze+/9DROKSygosjLUe4z8/DJ6O/YzMNiJRWfFqNTiDI5z7RevZ3xsiJadbyPNpFAbzAz3HcLrHsNcVIvZmEfPtmYUcjV1jbNYt+4pFFIpDQ2z6WxrIc9iQa034XWNEfCHuOjyr6EQwdPPvEIslkUgk5IWpjnWcohwPEF5RRWrly1Bf5GSDVu3ceDAfiL+KHkmC7ZCEyJAIVcRCHhIZsXk2exoNQriWSirmsTmfW3I5WpKbVY2bt7EsiUrGOvrpqOzlaLSCgY9AXyRAKXllYwOdLN/x1oKiiox66tJJgREUl30tO1BptRjLChn9rzzmD5nEeFoiGQ8hWNskPaW3biHWglGY2h0JpQqDQmpnnQ0Ssw7gMVkoqioCMe4G7nSgEQiIR4JIxZkkKkLcMdTmCrmYc4vxGYvxe/sYWxsjIH23aiEYTRiK5HQKMKoB0F0HGP+RCbPnIO1oJJEIoGAFHZzOV1H9yLKZnA5hxHJlRSVTiAcjKFSZ5FKxaRS4PYcHySt0hiQSRW0HdyLXKNHVCwhGAjjdjvJy7egNxrR6/VksgJS0TiO0X60Cj0arZxIKIxcrSSTjiOTy5Fr1bgcbgZ6RrDYC7AWFiBWCMmmBaTiCeIiJUKxkHVvPMmBra+zbPklWEwWPONBLHmFhEM+uka8JBIHMOm0iKQaonFwj/aRyETobmvFpJdT17j0TFxiOTk5OTk5OTmn7Yyk6KxZPQOFVMuYowu7tYKS4koONzdhybdh0BhJJI9vIpvO0Nl9CLu9GFuBlXgsQyQUJitMIhDICIf8xKJBMgIhBUWT0GhUbHz3nwz19lBSUcu8+WexZ9dbuF0O8ozlDI0eY3JNI3K1nv1NG7DlFTNt5jK6Og/h9gyy/Pyv0ddxEJlEitFoZaivjdHBAfzRIBq5GKlcQjoNRYVlDA700NPXhdlaSDqdpLSggva2vTidTmpqajDbqlGrDAx0H0RnsTF95tkcPbSRbEZMKhGlqnY63QOj9PY0M7lhDmpRmsKSQlq7O3jl5ddwuxzs3tVEx4gTUVbO9LoKGqdOQCgRYtEriQZjOIIh7vjWrTyz9lU2vruNNSuXkkVIV98gkXiMikI7GYGQdDpOf/8gRqUCjcXEdV+7i2QWIkEPjtFh/CE/douZRDKF1lBISUU5sWiKLEnEcgXJaAifexiD0YxQIEEklxIJRXnmrz+kumEOZbWz6Gk9QFXdHGy2fNpajyIQKikuKSSZyR7/cuIfx2S0IZGkQCAhC2RTaWKJKDKlGiEZBEAWIX7XKOOuXvTmEkbGxkinwsgVeiz5hZBNEA0G0BqsCEkxOjaEXKnBai9DIIJMMk1/XzsGkwmdzkI6lUAqFSNARCgaRCJWMDLcT+fRI8yYP4+BvhaG+vuYO/c8xn0usmo9lfZCEICADGSFIMiQRYgASCRieD1udDoD0WgGiRhi8RBimZJkAtzDfax/7R+olSlK7FY8gSCZZAqjIQ+RTMnOPYcwWOz4x9oJeUcom1CPWqUhEAqj1mgoK63lH29u/9xSdA4fPszMmTMxGAz09/cjk8k+UObWW2/lgQce4Ac/+AF33nnnGdluS0sLjY2NvPvuu8ybN++M1Pl5uuKKK/D7/bz55psA2O12vvWtb/HDH/7wU9nep9V+X/rSl+jv72fTpk1nrM73GxgY4J577uHtt99mdHQUo9HI5MmTuemmmzjnnHM+lW1+ElOnTmXRokX8z//8Dw888ADf/e53iUQin9n229vbmTRpEgUFBXR1dSEUnvkflf/ffg2+/xh8mGw2yz/+8Q8ef/xxDh8+TDQaxWazMW/ePG677Tbq6uo+ux3+Nz7L8+h02u49XV1d/7ad8vPzGRgY4NFHH+Ub3/gG4XAYsfiM9P9+rj6va6CwsJBvf/vbfP/73//MtnkqZ+QIxsNx8nRGLOYSevubUSjVFNiLCYVCjERHiEVDiERZ7LYyikorEUkUjI35SCRiFBQU4XY78QfGKCwoo7NjHIPBTDQ6TiodYVLNXGqrp3Lo8BaaDx1g3uyVHDi0lUwqS83EBiLpGPJMFr06D3/IR3dvC/m2cvRGA4PdR/B6HIwM9DKxbi6W0nriCEj2H0NrryMrTqMUZolnxRhLqqievJCjzTspMJqw5plJM5W6yQrEWQkuVz/h8UEyiSRDPa04R4YRICOZ9qHUmGlp66aurg6VNExH5z5KS+uJDI1h0Fm55aZvodSp8LpG+NXdv8PjDaJQKdm5cyeLFy6iZ3CQGVPnYQyO8+eHHmDzgT6isShOp5Pa2loOtXZBJkNWJEaSTSEAtFotw8NDqKJp1m18kcryBmwF5dhKpEhdTvSFlZhNWoQI8fkChEM+0hkotBchUShQFFch4P/eVDQ6OV+99R52bn2T/ZtfR2MupK+vh0wmhVKpRqnRk84I6WzZjcViobx6MtksIBBxpKuHw80dfHH1OShEKgRZICvEPT4CAilmsw292UZWAMFADJu1DpfHRSaWIJFNEs6I0InEIJBQUFxFJBLjwJ5tkAoRiyYx59lQl1QjFgoQCoREokkUSsgmRcRTIezWIpRSGXpDHnL5NErLG1CqjYgVEkZHR+lu8+LxBtBq1VjzLSQFEI0KEEmFFFgsCAQqNm14kzyTjvyicqQyNXqVDoEmQyqez9KVl5DOZDDnGUhGI8STWYwWC/7xcQRKG9aiAkK+GWSQUlRYitvnR6dXYTCY6GpuOhOX2H8sHo/zxhtvcPHFF5+0PJVK8cILLyCXyz+nPft/029+8xvq6+s/tfrtdjv33XcfFRUV/1E9V155JStWrOCaa645Q3v24fbv38/KlSvRaDTceOONTJw4kbGxMZ555hkuuOACfvOb33DLLbd86vvxcS1evJh77733M93m448/Tm1tLe3t7bz77rucffbZZ6TewsJCtm/fTmlp6Rk7hz4v2WyWa6+9lueff57LL7+c66+/HpVKRWdnJw8//DALFizgtddeY/78+Z/3rv6vVlBQwLp16078v2nTJu655x4ee+wxLBYLwCk7fnI+ObVajUr1+afnnpEAv7i0DoPBgFavQSgRIxTJSSXC+P0OUtkU4UAQiUCGVKxCodLi9wUx6HRkM3F8Ph8Gkx23183Bw9vJNxficg+hjAbRac1IZTrMtioasgICficDI72UlFUzPjaCe3wEiVTOuM+BXmdEKFXQ0XaEVCJDbUMjo4Od2ArKKSqZSFfnPhJRH9GAA1k6Scw/Rs9AG3qZkvziiYhEAnodh7Ba7QTGR0iGe6muWUTrYD/ecQdVNZNIRvwko2lkKg2ZeBLSEdqO+QkGoshUSV554WGyES8aSxXdfd3k55dQNauep//xECUlFUybNoef/PiXJJJB+hweXnryIYYHj2E2F+NwDrNkwXyaHnmerVt3MamuHLlMjVZnwuMPICONECmZbJp4PEFBXh5e5xiZVAydTMNQ+25Gh7opqZpCnqWQTe+8wPTGhShVOtLZGCqlFpdrnLa2Vkx5ZuKJDGqVgkQqTiqbQCbSMjo6ijeQxOEYxRWQEE300dx2lNlzliDXKhGKs2hMRQQlara1dLLprfV09LjYue0dIskI5yxdRL5GgccTQCSW4QsEcAx1M2rKx2ipJJEMI5CK8UXGiafCpLIqIqEosXiI1rEx4rEIqUwMe1E1cpkUfzBCVigkEA2ya/fbhH0h+ns6KbAWsHDZhRiMRiKRJFK5lPyCQkKhEPEEGI1m4ok4SrWR6mo9qXSGbG8vR3bv4uFtrzJxQikmvZpxrw+9tY4jh3fTvG8zWp2agtIK0mkZ+bZq5ixdQnFpFXnFpaiVSmQKFWJBhlAocXymH5me0qo6RkeHqappxOUcY8+W19HqdTgdUhKZMKLM/45ZdObOnctTTz31gQB/w4YNJBIJKisrP6c9+3/TF7/4xU+1foPBwA033PAf13Pw4EFWrFhxBvboo6VSKa655hpsNhubNm3CYDCceO26667jG9/4Bj/60Y9YvXo1paWln/r+fBy1tbXU1tZ+ZttLp9P84x//4JZbbmHdunU8/fTTZyTAHxgYwOVynfj/TJ1Dn5dHHnmE5557jkceeYQvfOELJ712/fXXs2TJEn71q1+dFLzmfJBCoeCss8468b/D4QBgzpw5/+uuxf8WKpUKtVr9ee8GZ+S5oFgMTscwbV2HSGfFpNIxJFIFKpUKhUhGPJkg31ZKMOwDoQyTuYBgxI9SpUer1bN123NYLOUolBa6elswm4vRayz4vC4Ghzvwe51o1EYUKh1ymQqxUINKZyMvv5hxzxgOxygZgRilWo1KrUcmkyCRqrHklyISSpGoNOg0Vrp7DjHmdlExfTFKpZxpdY3oNHZEiTAmjQLHSC+97e34fAH6BhO0tLUTHXcTGzrG3//8a3btOYi9fDJysRDSMYRqDWKTBq3VTlV1PcsuuI7Cutl4RtpJD7ez6fUn+PGd3yEjlJGKp4gEwgyOuWg61IzVZOeuu+7lkquuIxx1Y1ULqambRTAVRiMDSSqNyVqIMc/OhLICCm0mnC4X4XCcjFBCNBmnoLSceCKKVAoT62YTDrgg4UOj1HDheZdiNptRKqXYbaVkBZBKh/GHPOze+TZPPvRTfvTdL/KHX9zG7/7Pd7j7J1/nlad+T19XB/WzLyaVyjDY3c5w9wBtRw+x5c3H2PD6qzgcDv72wAMsnHUWP//pr2jfsxNpOkE05OOGm25i+5Y3efGFR/jDH3/IunVrObivmbv/zze575df4sW/38KdP/86Dz78F55+7BHefP1p+rqbaN72MgNdh+lsPcj2DW/R0rSPSCzKse4eZCItFeW1TKxspLxsAkZDHiOOERwuJwhAJJbjHB9mcGiEoYFBPGN9xCNRZFIZQkGWQccIzUcP4hk5jDg9xDU3fB9rfi2tR9sQRMPs3/QKWomciy76IstXfJmlZ13BJWuuYd6ChQjTAvwjTpyDvXS1tzLa348gI8A32sfR3W+QSviIxvwUFxcjEYPJrGbespXMmHMus+cuYMnCC5m3+MIzcYn9x8455xzWr19/UgAA8PTTT7Ns2TKy2f+bqdfU1IRMJqOp6eSnD7W1tdx+++0n/n/00UeZOnUqer0eu93O5ZdfztDQ0Ifuw29+8xtMJhMHDhz40DJ///vfmTx5MhqNBpvNxrXXXnvihvTcc8+hVCo5fPjwifK7du1CLpfz8ssvA8cDzbvuuouGhgZ0Oh11dXU8+OCDJ22jqKiI+++/n9tvv53y8nLy8vK46KKLGBsb+9D9+ld2u51f//rXvPPOO8hkMvbs2XPS6/v27UMmk7FhwwbgeKB9/vnnY7fbMZvNXHbZZfT3939o/S0tLchkMnbs2AHA1VdfzVVXXcXjjz9OfX09JpOJ2bNnf2C77yeTyejt7eWrX/3qiZ46ALFYzKuvvkp9fT0ajYbGxsaTjvXptOG/evPNN+nu7ubuu+8+Kbh/z913382ePXtOBBROp5PrrruOsrKyE9u4//77T1rndI5TU1MT5513Hna7HaPRyLx589i4ceNJ9ezcuZMZM2ag0Wior68/ca6854EHHkCpVJ74P51Oc+edd1JbW4tOp6O8vJybb76ZcDj8sfbtw2zYsIGxsTEuvfRSrrzySl599VVCodBJZQoKCrjvvvtYtWoVWq0Wv98PwN69eznrrLPQ6/VUVFTwwx/+kHg8zpYtW6iqqgJgwoQJrFmz5gPn0Eet/2H+Xfu2tbUhk8nYvHkza9aswW63U1RUxK233ko6nT7tY3AqDzzwAPPmzftAcA+g0WjYvHnzScH9X/7yF4qKinj99dcpKiriBz/4AQAul4vrrruOyspK9Ho9CxYsYMuWLSfV9+/KPPjggxQWFrJ3717mz59PXl4eEydO5LHHHvvQ/T9T5/gnabv/VGdnJ4sXL0ar1VJaWsoTTzxx0uvPP/88c+fOxWg0UlxczHe/+12i0eiH1vfeebJhwwbOPfdc8vLyqKys5Nlnn2Xfvn3MmzcPs9nMjBkz2L9//4n1jEYjf/zjH0+q6+tf/zpz5sw58f9nfR/q7u7GYDDwwAMPnCjv9/tPnPcAl19++Ym0qMHBQa666iqKiorQ6XRMnjyZv/3tbx+67TPpjAT4vX3dyGWwd/cWjh7aRMQ3jtc7jliqJt9eRqG9CpdnFJFIQsjnIRF1EwqME49HSaeTiARiOtv2UFhQgnM8wpvrnyNDmjxrGW7n8Z5doViAVKbEkleIUCwgHA0hlWkpsJYhk4pJp9OkkymqJzYikEjx+5ykshmEIgHJeJT80hr01ircvjBvrHsJtd6MSJdHTAaBbIT2jiPkWyxEw37SyJCqzXT1D1NYOYPZy65k7pzF2M0WhgZ7QazF6Q8yODKM1VRJWVEhWRJIZAomTJrDpDnLsFdOwKZXo4m68A4eZe+BLbz6wuO0Hd5ENOxieLCHY/2DnHPOVVx2xVeYMvdCHM4hKm0GFi+YTa/Dzc0//DFDI06Wn30W0VgCn9+FRCJCo9XicLnIpIW4xv0ISGIrKaO0spJ0JkEo4SMQTYFQjlarR5BNIsik0ajlVFZWctaSlay6cA3nrjif+QvO4dzzzueCC1ex4tzzsBhlbHjpXoJjzVyw+gLOOX8lFaU2KgsKaDm4hdde+APWVA8Lq+RYzUZSwgiibAZxOIa//SCbN2xiqGeAY3v3032kjUw6TnFROWHvMO1HdiPLCKiunIxSpkQa87Dn3XUMOgOEw1nc7iitXWM89Y9neO7xJziwcwevvvICf/7r/Tzx2H0o1XpmTJ9LKORjoPsYB3dv5cWn/8pbLz6Ha2QYpVyMPt9KNJ2m9eAWnnj0Pgb7ewh5w/zzsb/x0gtPcOTAZrbs3M7WI30UlNRx6ZdupH72UurmnUtFbR0OpxOx0kDphMmIpCoEShkIJYyODfH6S8/zg+9+jd/fdye7tm/gjRcf47nH/sqf7/sT//One/jD3Xfz2H0/4N21d5HOxJCpFbQd2XsmLrH/2Nlnn41CoeD5558/sSwYDPL6669z6aWXnhTgn47t27dz4403ctNNN9HU1MSrr77K+Pg4V1999SnLv/TSS9x11108/fTTNDY2nrLM008/zTe+8Q2uvvpqDhw4wHPPPcfBgwdZvXo12WyWyy+/nBUrVnDzzTeTzWZJp9PccsstXHzxxVx00UUA/OAHP+APf/gDt99+O01NTdx8881897vf5e9///uJ7UgkEn7/+99TW1tLR0cHBw8e5ODBg/zqV7/6WG0AsGTJEiwWC6+++uoH3q/FYmHp0qUMDg5yzjnnIBQKWb9+PW+//TYej4cVK1Z8ZHD1fhKJhJ07d7Jv3z727NnD0NAQZrP5I3toe3p6APjjH/9IW1vbieWDg4M8/PDDPPjgg7z11lsIhUKuu+66E6+fThv+q23btiEUClm69NSDyt8LcN5zww03sHv3bp544gn279/P9773Pb73ve/x2muvnfSeP+o4xWIxLrjgAmQyGW+++SY7duxg1qxZXHrppQwPDwPHb7yXXHIJJpOJnTt38vjjj/PQQw99ZCB+77338rvf/Y4777yTpqYmHnroIdauXctPfvKT0963j/Lkk09y9tlnY7fbueSSS8hms7z00ksnlZFKpfztb3+jvr6e9evXo1Kp6Ovr47zzzqO8vJy3336bP/zhDzzxxBPcfvvtzJ07l6effhqAPXv2nPJYfdT6p3I67ftenvb3vvc9vvvd7zIyMsLjjz/OAw88cCIQ/STHwOfz0dLSwuLFiz+0zL/2kEqlUkKhEPfffz8PP/wwX/va18hkMqxatYrdu3fz8MMPs3v3bqZPn86qVatoaWkBOK0yEokEv9/Pr371K5599lmcTidXX301N91004m2+Fdn4hz/JG33nxKLxdxyyy185zvfYcuWLSxatIhvfOMbJ97n2rVr+eIXv8jSpUvZu3cvDz30EC+//DI33njjR9YJcOedd/KnP/2JsbEx5s2bx0033cSdd97JCy+8wPDwMCaT6USQfDo+j/tQRUUFd955Jz/72c9wOp0A/OxnP0OlUvGLX/wCgO9///tMnz4dOH4ejI6O8vLLL3PgwAFuvPFGvv3tb5/o/Pk0nZEUnQOHNrPvoJRbvvULerqbSKRTBMJhsmI1fcN9aJUmNNosyXiCSGiYdNqIQZtPJBzA4RhkQtU0PF4HTkcfdXUNxGMTGRztQSlTUVc/jf6BDqZPX4gslSQrEiKVykml4gR9Dux5xUikCqKxEIlEAIPYjFCkIhTwIpdLEcvkZNMgyUZIRcOcd8l1xENRXn35b9TU1KDVaBgYcCIXiXBHIigNVoRKFUKxGJ1cyNp1TzKhZgZqsw2lRIJjpIfNW5qYNnURSqEQn8fB2+++xexp86isqUAkUFJYMAGFwYK9thGrUsZgTwdvbHiR/KIS6iY14nA5GR8fRSoT09XXQfnk2QizUjoPvUNFdQXXfvHLLFixhpRQhFIc5fV3dtA9NMb8GVPpHepHb7SilipJJBJY8+14PB5CvlG0KiNudx+dbU2YLGUUFFQgLZ9EIhomlUqg11vRavUA1E8/h/rpAJmTcvGnL16F6PFfk04pmTR1LpFolPFIkFBGQyyRJeDzU1JTwXdumcPeAx088+JaArEYX7ziKuY21rHnwGYqKhoosZ1PIDGMSitDa6oAgRhzXiVpoYZ331rLjBnT6epqpb1zjIkTjAwM9hGNxJk3bQoezwgGcwF262yCQR8jjjEk6BBLlJTUFfO92nvIphIkMmkmTp5GKpnk4L49dLc3EYqnUZHg0N536XUH8Tld9HS0s+9wL0tmTODYgQ2MDjmoK5Rx4OBGQjs30DDnbOYsXIpKIiMey+D0Rmk+uo503IO5uIhzV66horgSu6WEvJ5Shvt72LP3XYbefJN8g41EJowgJSQV8rP8nDqmTLoapUBNJpKivKL6TFxi/zGZTMaFF17IU089xTe/+U0AXn75ZSQSCeeee+7HHlzb0tKCXC7nmmuuQSKRUFFRwdNPP83AwMAHyu7du5frrruOP//5z5x77rkfWuef/vQnzj///BMDk6qqqvjjH//Ieeedx65du5g7dy733XcfU6dO5YknniASiTA0NMTatWsBCAQCPPjgg3z/+98/0etXWVnJwYMHueeee/jyl798YlsTJ07k2muvBY7nLS9fvvwDTyxOh0gk4qKLLuLVV189Kbh75ZVXWLNmDSKRiAcffBCBQMATTzyBXq8HjvcQVVdX89JLL3HllVee1rbC4TD33HMPCoUCOJ5ff9111xGJRE7qgX6PyWQCjgdCRqPxxPKxsTF27Nhx4vVvfvObfP3rXycQCACcdhu+38jICAUFBUil0tN6L7/73e8QiUSUlZUBx4/1X//6V9555x1WrVp1otxHHSeRSMT69eux2Wwn3sudd97J/fffz65du1izZg1vvvkmHo+HP/7xj9TU1ADwt7/97SPz0q+88kqWLVt2YoxFZWUla9as4e233z6p3Cc5h3w+H6+//joPP/wwcLwnevXq1Tz99NMnjZMQCAQolcqTzqlHH30UhULBX//6V0Si46l/oVCI7du3I5FI0Gg0AOj1+hN/v99HrX8qp9O+77nkkkuYPXs2AEuXLqW8vJympqZPfAze6y0tKSk5aXkqlSIWi520TKFQIBKJEAgERCIRvvWtb534nFm/fj0HDhxg/fr1LFq0CIDf//73vPPOO/z5z3/mL3/5C++8886/LQOQSCT4/ve/T2FhIXB8wPovfvELjh49SkFBwQfew5k4xz9J2/2nUqkUt95664k2/MlPfsKzzz7LwYMHKSgo4J577mHhwoUngtnKykp+8Ytf8OUvf5m77rrrRPucyqWXXsqECRNO/P3ss89y3XXXYbfbAVi9evWHfuE8lc/rPnTTTTfxz3/+kx/+8IfccsstPPTQQ7z++uunzLtvbm7mxhtvPBHwV1RUMHXq1A+c25+GMxLgz2mcz7MvPc9d9/yUyZMbGRvroapsAnqNCU9MwLajGzn/3MvRKFV4vV5C4SDhaIRoNIpabUQsUlJe2oB7fBiZ0szg6BCJaBaVUoNCoUaukBCNhDDrTEQiIUQiAQX2UkbHBshKFYTjCQzGfEglIZsl7HMhV2nQG80MDXZBLMG4e4CiwnKaD2xBp7dSUGAj7HUR97sJBJIUT56C3++FdAaT3ohcrkaqkFJstTEwNMjQsAPnuAOVSkVNWT2dnYeJxhIsnLuQTCbDunXP8wXdGlQ6C0KBgoOtu5kxbQlBgYa0roCv3nQPQ+4hxn1BrIUTUUSdJMMeupo7sZU3EEklKKmcSUokJxYP0jilGpW2hMk1DWzctBGVQoRELCAUjJCKOxALhDgCXirsRfg94zhHu5AoS7DbagiHfIhJMzLURld3C8vOvRqdTgeCLNlsllgshtfrRSwUYTAYEIoFxGIxxt0O1No8LvrSj4gEw8ikUoLhXohFKbbIueTK6/GGRbS0tCCwFrHyslmYFALUKgETp1bR3X+Q8vwIpQYnArGM7HgQwm3IFUlqG4sYH/My6vQwrdSAcLwNadLP1AlF6FRppCIvGrMSuWIcvSqDwzeIWGJgQlUBMmEYZZ6N3v5WBsfSyBRKSgoriMVibNu6E0kmzUD7IZyeABqpHLlUirl8HoayDGaTEZ9ukGKzCrFQjNE0gaL8CkIhH1GBiIrycvQaE+++9U+MRjNSuYrQ8AijPYdRy0VgtrBlyyZsJjku9yD2AjU6VRn5ymUMDgxQN38py887C78zwFD3IZ577gV+cs+TzJ62D5E4w1kXfPDx8ufliiuuYOXKlRw7doyamhqeeeYZLrzwwk80wHbJkuM/aHfWWWdx7bXXctZZZ1FaWkp+fv5J5QYGBrj99tu55ZZb+NKXvvSh9SWTSY4ePcqll1560vJp06YBx2cDmjt3Lna7nbvvvpv/83/+D6lUinvvvfdE+snhw4dJJBIfyGdeuHAhjz76KKFQ6ESv378OkNXr9Xi93o/dDgBr1qzhwQcfpLW19fig+EOH6Onp4fLLLweOp+vMmDHjRHAPxx/Nl5WVcfjw4dMO8CsqKk4E98CJVBiv13vKAP/DVFdXnwjYgBPtFwwG6enpOe02fD+BQIBEIjntfVCr1dxzzz1s2bIFt9tNJpPB4/F8YCzIRx0niURCIpHglltu4fDhw/j9/hNPojweDwDHjh07/pn9/wVHcDz95VQB2XvMZvOJXryRkRGSyeQp3/cnOYeee+45pFIpK1asIJVKAXDVVVdxwQUXMDAwQHFx8Ymy7wXM7zlw4ABTp049EZzD8dStD+ut/Fcfd/3Tad/3NDQ0nPS/Xq/H5/MBn+wYvDerUDKZPGn5o48+yre+9a2Tlr0/MAeYNWvWib/fS5VbuHDhSXXPnz//RKrf6ZQ51ft8//V3KmfiHP8kbXcmvD8F5v2fD5lMhqamppOeZsHxz4dsNsvRo0c/MsCvrv6/HV7vfQl9L+CH45OHxGIx4vH4aQ38/bzuQ0KhkAcffJDZs2eze/duvvzlL7NkyZJT1rly5Up++9vf4vV6Offcc5k/fz4zZ878t+/tTDgjAX5X2zEaqiayfX8TBw8coMSehzQTx2g0U1LZgFprwjE6QkQrIxROEQz5USvUjI31MWFiA2lhAoejF6lUSyQSQqNQI1Rp0RvMRKNh8vPKcI07yWQFhEIBMukENmspOq2ZRDqJ3VqBSAoFhdX0duwnGvZSXDGVjCCDc+gYzYf3MnXOxfSMuikyyimrKMSoUdDV1ozbP05DfQ1Go4VJNQ28u+kVgn4B2UySQCTBxIp6Skqr2LNrMwXFlUiFIhyuPiZWNdDW3syzLz+P3VJCkdWMx5UgIxrHYiwn4B3htVcfYemyS7CZLETiEUJuB109rQTyyzhr6cX0dx+lv7cDjVJDcLgft2iQ+vo5dB99Bykp1m9czzNvTKWqciJ5OiMdvd3oTWZkZHB5Q9jNFkIxH65gBJO5mt6eA+iNxZSUTGNwqJnSokk0H93Es8/8DzNmLmZk1InJUkhNdQ0Wo4F0OkkiFSQdFSNTqrAVVxIJxxFlIRn1sX7LdpYvOp/y0moQQGEqQ3frXrLFUt5++4cYFHoM+kLigiA7j+zHqFAzee4CErEwYy4HvpgLr3+EZQtWM9A+QCQRpKJcz9iom+LyAkpKy3A6XTjdgxjy1RiNCjo7eggGMzj8ftyuNqaUFeIPJOnrOEA46qNryIlQIGLYnWDc46XYrKQk34wu305laQkFJQX4YlFUIhleX4Cx8UEKymsotuejMNqon76IVNDF2Ogohw4dYjwQQ+EOcuzQu8QT4A1EKbFbjucvD3mIpWNMl9bwvbvuY2yoj3MXNqDV6pm97Fouu/G7vHerNFk1mPILKK1dxN133s7Y2BjnX3gZMrHiI6+dz9KSJUuwWq0ngpctW7Z8ILXkdFVXV7N161Z+//vf86Mf/Ygbb7yRmTNn8oc//IEZM2acKPftb3+bUCj0bx8ph8Ph47+W/C89j+/9//4c5SuuuILvfe97SCQSLrzw/45xCAaDwPHxBgKB4MTyTCYDHO+5fu/m+v5A+T81f/58bDYbr7zyCrW1tbz00kuUlpaeCNACgQCHDh1Cq9WetF4ikfhYj9o/bJ8/bnrVv/YyvddW2Wz2Y7Xh+xUWFvLyyy8Ti8X+7RfGZDLJ+eefTyqV4ve//z0TJkxALBaf1CP8no86Tl1dXSxfvpzFixfz2GOPYbPZyGQylJeXnygTDAZPWcdHzXBx66238swzz3DfffcxZ84cFAoFv/vd705Kb/t3+/ZhnnzySQKBAGaz+QOvPfPMMyfyxoEPnC9er5eioqKPvc1Puv7ptO97TnXM3zsvP8kxsNlsCIVC+vr6Tlq+atWqE6leDofjlF+OdTrdib8DgQDxePykZXC8l9pqtZ52mfec6n2c6vo7U+f4J2m7M+H99b//8yESiZBKpfj5z3/OL3/5yw+sNzo6+pH1nuoJ36kC+dP9TPs870M1NTXMnTuXd999l8cff/xD67zvvvuor6/nmWee4d5770Wj0XDDDTdw5513fupTkZ6R2tMiKY2TF1A3ZQoqiRadTse2PbsY84QwJIZQyiUoVFZi8TCCTJBEJEz3yDBTp05DodQyNtyNUJAmmRKQyIJEJMMX8ODxj6EUq1FotMTiYTLxIZRKLSOjA0QiUfILihntakGvt5CJJBDSjd6cjzGvmHgyw6Fdr5EMOrDml1FQWMne/dtIC9QUIsQ9PopMq6LWXohErkBImkPNO6mpmUYw4KV3oI3iwmqGR4dQyiQYTEYymQxCgQSp0kBZ+QS0Wj3V1Q3s2LuTzq5BWo+1M2NaPSFLiKqyRpqPbcc/PsTBfVtpnL6YkpJyCuyldHa1smP7q0yomc0FF9/C8GAHSq0OkUhCIpWkon4Bd9yhoeyFl+hr3smBjj4mVU1k5qRJbN5zhEwmhT8URqmUo5RLCYy7UBoKsBZGcTmHkGkl5BdMQCQRUlU/mwPb1/Ly0/eyc/sOlIY8GmcuZ+nZK0kLRLh6D2PWShgbGqZ00jzUOgt+hRihREzQ6cPj9TPuddPf341KoUWrUGA0F7Fq+R0gCCDAgCqvCJEwS75Vj0ptor9viPIpSoaHjvL2W8/y4subaayswJafz7ZDraRFWaaVzMLnC6DU65lcYEdt1OBLusjI5dRVlFMVjBGKuRAplWhEkM6okKml1ClVuIajJFUBTFotMxvqyCQ8JIVxhr3NjMd70cpEDHliSERGJs25iKpJC8lkgGSYdCqAzlqMQKFFpTciTKXILyjk7JWrcDuGaD94EKFcTV3dNI4076Ozs5Pu7nEqiktRy2Qc7XEysQz++ez97D3aRkVxKVmJCJ1Uic5gxVpSxnfu+BnZrIh0JsNg95EzcYmdESKRiEsuuYQXX3yR/Px8TCbTKXOm3x/Yvd+/DqJqaGjgscceI51Os2PHDn7605+yevXqE7nfcDzdYenSpVx++eWcd955Jz2afj+VSoVIJDoRYL7nvbSR9wc7d955J3a7nWQyyV133XXiUfF7ZR577LFTTmH5nwRHH0UoFHLxxRfz6quvcscdd/Dyyy9z2WWXnXhdp9Mxb968Dwywgw/mEX/ePmkbLliw4ERO96nGBcRiMe6++25uuukm2tvbOXr0KBs3bjxpikO32/2xZvV44YUXSKVSPPnkkycCzH99NK9SqU6cQ+/33qDVf5VOp3nsscf44Q9/yFVXXXVi+anq+Lja29vZt28fjzzyyEk9snA87eKpp546KcD/V2az+QPXx8fxcdc/nfY9HR/3GMDx62L69Om8+OKL/OxnPzsRCFmt1hNB978G/6ei0+mQy+Xs3fvBsVDvPck4nTIf1969e8/IOf5J2u7TpFQqkUgk3HTTTadM13v/YP4z4VT3ov8t96G33nqLHTt2sHTpUr773e/y7rvvnvL3LN5rr5tuugmHw8HTTz/NT37yEywWCzfffPPpN8YncEYC/Kw4hdFWSCJjIpvIoDRZqJpQyeGje8lYK+kP+ykuqkAlkyOVCdFoVPSP9OMJh5FF4ygUCsRyNT6fG1HMx1gowbjTQUG+hdGsl+RIikm1U/GHAjiGj6EWyzCoNIhFUgqsNtQqHeHoOI6RXtRqI53dzQgiXioqqjnUMo5CIyMSGmXerPm8ve01uru7sVhK6ew+hEKjIuB3MzTcSzASpqxsEvl5xXjdDjq6DnPBuV9g45a1tLW1ct2Xv0MiE6W0opZ4NEIg5KeivJb62nr27NrK/kN72L1zJ7PnLCGsieAb95GMighEgxw+upNzll5If/8+CmxFhOMh9u95i4m1s9CbrMRjIUbHevG7x9Bo8jAWVvGTn9yNgATH2jt45+2X2Lj1XYKBGNMm1dPjSOMec2Awa7Br1Hid7SSTGYrKakllpaRjIYaHjpFJRVi8dBVb1z/DDV/5Mn5/iO071vGquwOjNp+de3ajkCbJU4rZs+Mt+l0e9GYpaaGUapuFe37+FHa7EYUigTemRqu2U1lhRaXUo5eYEcsThP2dxKNidu5qo7y0AaFAQnfIga2omGm1y9g0/BIH+10UBvNQCHRUlZdwtGmIAWcfYoEUi8GEwjLM9r27mVxQjz8YprNzEIfXT6VVzaDTg1xuxJKvJBWVU15tZpZZyxvvHmJ3axtKoQStRsDUWbMoKq2hvGwyiViUpj3r6ek6hFKToL5hOn5fiI7OVmTK4/nI5TUNSFJ+9u7cTnnVDNKRYZKxYUyGCUh1EeYtmEi+QceePfvQKIsQ2VWYbAWodWr6Oo+x4803OKxWQCbFtKnT0ecX0d03RGFhKb0dB9EpxXgdH92j8Vm78soruf/++3nooYe45JJLTtmD8N6H2HuP2OH4jBDv753Zu3cvmUyG2bNnIxKJWLhwIT/96U9Zvnz5Sb0kl19+OfPmzePaa6/lG9/4BjNmzMBms31gmxKJhEmTJrFz586Tlr83S8x7+YtNTU3cd999rFu3jlgsxsUXX8zFF19MY2MjkyZNQiaT4XQ6T3rs63K5EAqFn+pcz5deein3338/7777Lh0dHVxxxRUnXps+fTpPPfUU5eXlJ6WxdHZ2nrItzrSP08P/Sdtw+fLlVFdX88tf/pIVK1Z84IvAd77zHZ566im+8IUvnMihfn+a0O7du+nt7T3xKPx0xGIxVCrVSb3H//jHP4D/+56rq6tJJBIn0tLgeE7sh/XkpdNpUqnUSWMW3huM/kmDvfc8/vjj2Gw2rrrqqg8EAplMhkcffZS9e/d+6OP7KVOm8MADD5z0lOTpp5/m0UcfPWnA3ocd73+3/r/u0+m07+n4uMfgPTfffDNXX301v/vd7075xed0xsxMnz6dWCxGOp0+aSrU/v7+E8Ho6ZT5uM7UOf5J2+7TIhQKaWxspL+//6TPh0QiwdDQ0Cln0PpPaLXak+5DAEePHj3xOfR53YeCwSA33XQT3//+9/nKV77CpEmTeOCBB7jppptOWs/v97Nu3TrWrFmDRCIhPz+f2267jXXr1tHc3Pwft8+/c0Zm0Tl7yRp27X6L/u4OIqEQXV2t6LVG6msa6eps4ejhg6TiITLZLPG4CKPRyOzp80iEPPg8brJSDVKRGLlMi9ZcztRp8xEJhYz0deDo7ea1V15AqTUwsa6RKZOmUVM3nbQgxUBnEyJBitfWPsnzzz+LSmXCPdaDWSllaHycDfsPM2/Basb9YZ598R8ca22i2JTPjh2b+NXvf0FvZwe+cQeJWByr0QxZEX+677eEwg6KyqqYMLGBzp4WKkonUFpRSzAaoX+wj8GRXhKJCPFYkqHRLnbv2UZ52QTu+O7dTJ00lUwqRklJGYFIjKGxIa64+AayyQS+QBi1Oo9QxEVJwURsNht79rxJJOBFqtIhFSlxjI/i9o7S39NOd28H4/4Uk6fO4zu3/4KLrroea4mNTDqIUa3FWmhDIlYhFKRp3bOOTCpMOBQgERxHYzKTEYnIJkIoRHGWLV6FRS1CKROx5pKrWTizhollWm76ype5YNVlzJi/lNlz57Bk/iyKreU0TpxJ44xzyNdbaWtrxagxU5evoLt5A5s2PUdfzwa27H6Eh/92B92HNiLxHKDBlMA9tIGhjlcZaH6ZTa/eg8DfxrKZ04gE/Iw4g1RXTWdkOMy7mw7jd2doaeslFAgz3j9OhbaSfKMFx1CIvh4XopSQSCiN3VyKUWfENeZHItIiFKgIR46netWXVVBZXozZYEaYkHFs3zbaDm/E5xlk1OXmH889w9Z1z/LPx3/Kww/8gJY9/+Cl539E0+Y/8fZTP+WBP/0fnnvhUR76/R089Jc/s2n7Zl5//W/c/9vv8OwjvyHo3Ic1T0hloY6rL1jNollnc/ZZl3DWWZdRXlVPfe1MZs5ehlJXRkYgI+odwtvfhFkaJeAYoHNo8ExcYmfMjBkzqKiooKOj46Re5vcrKio6kYecSqXw+XzceuutJwU969evZ82aNbz88sv09PRw+PBh7r//fkpLS0/KI37P73//ezQaDV/72tc+NDi49dZbefPNN/nTn/5Ef38/mzdv5rbbbmPhwoVMmzaNZDLJ1772Na644goWLVrE8uXLufDCC7nhhhtIJpNotVquv/567rrrLl544QV6e3vZsmUL5513Htdff/2ZacAPMXv2bIqLi7n99tupr68/acaYr371q4RCIb7yla9w+PBhurq6+PWvf82UKVPYt2/fp7ZPcrkchULBtm3bOHz48AfymU/lk7ahSCQ6cb7MmjWLX/ziF7z22ms8+uijnH322Tz22GM8+OCDVFZWMmnSJORyOffffz+jo6Ns2LCBW265hWXLltHR0XFiZop/Z+bMmbhcLh5//HFGR0f561//yr59+7BYLBw9epRAIMB5552HRqPhlltuYf/+/ezYsYNvf/vbH8jRfY9UKmXy5Mk89dRT9PT0cPToUS666CLOPfdcPB4PHR0dJ3LnP4735r6/6KKLTtnLN2PGDEpLS3nqqac+tI6vfOUrJJNJrr32Wnbt2sXatWu54447mDhxIkKh8ERw9eabb3Ls2LGPvf6/Op32PR0f9xi8Z82aNdx444389Kc/5aKLLuLpp5/mrbfe4tFHH+Wiiy7iqquuYs2aNSfl3P+rs846iylTpvClL32JrVu30tfXx3PPPcesWbP461//etplPq4zdY6fbtt9/etf/1izz/wnbrvtNl555RXuueceOjs7OXz48Ikc9P/kCdOpTJ06lddee43x8XESiQS//e1vTxr/8XnchwDuuOMO5HI53/ve97Barfz85z/nxz/+8UlPDeD4F6Kbb76ZG2+8kcOHD9Pb28tzzz3HgQMHWLBgwRlsqVM7IwF+e9M24r5xzFo94fEumve+STKeonHG2Sxftoqde/fR1jWI1mAFEfgCfnRqE2WF1ShUGlKhMKFYAhFiUgIJntEB5KIkLT39tOxpolgNrpFW+gf7ONzawRvrXmN8eIS+7h5+cMd3aDvWjx4RLUe20OkYQ6rJJxhO4hwaZNeedZRV1FKQb0UqlWIyG1DJxGjUCubOX0wokUAsUWK1VyEVwdxZc3A5+gkFhvGOewgGnQgkIibVTeFw03qiATcmSxFag5X8fDtKuRa3c4zN29bx6lvPUVQxgcYZ8zEYivj69d9Hq5Uy2N3F5Ia5+ANu9OZislkpe/e/idFopW7CZPoHOxCKpYTCXhKRGEPDncgUamQyBQHvADs2vcyoM8jixefxnZt/zKVfvgOZQsaenVs5dHgvTpeP0RE3Wn0eA51H2PzqvRzc+BQzJtbjTWiZvewKbr/zJ2SzWWZOmUyR3UIkGCediGA1K7DqMtjseUyZNodVF3yB6VNnM23KNIzWSq66/vt8+dJvopZZcfvFVJdPx6IpJBQRUWgtY2bdYoKBBAe7B3D5vZglQlLpKCZDJSKRmf3N7Ww72MSl58zmnIV1BEMDVNVWcPUVFzGncQpLZy5GLtHjGRMxrWEWlcXFpARpJteXMH/GZOJZGTKpGrM+H6nAwEDPKB29QwizUn71vW8Ri4dwj3vJIKGz4wAyqZZQIEv7gW0M9w5iL2mku1/Cls19dHT40AjyMGRs7G8a560NBxjo9VFpK8Jm1BEIpSgrtiGKi/E61cRSRbyw9i3Wr3+H3Xt28uDff8Patf9guO0IifEe0vE48WwUlSxLV9chYpFxFp29kkXnnM/+Azt49bV/kgx9+j9b/nFdccUVFBUVMXfu3FO+LpPJeOSRR9i7dy8Wi4WFCxdy2WWXUVVVdSIX+wc/+AHXXXcdP/jBD5g8eTIrV64km83y6quvnvKxqkaj4ZFHHmHDhg0nzR/8fpdffjl/+ctfeOSRR6irq+MLX/gCixYt4oUXXgDgnnvuYXh4mLvvvvvEOr/73e/o7+/nN7/5zYkyX/va17jjjjtoaGjg+uuvZ968eR+Yx/lMEwgEXHzxxRw5cuSk3ns4PhPI+vXrcTqdLF68mDlz5vD222/z4osvfmRwciZ873vf48UXX2TFihUnzeP+UT5pG06aNIl9+/Zx2WWX8eSTT3L11Vdz1113YTAY2LJly4l2ycvL4+GHH2bDhg3U1NRw991387e//Y1vfetb9PX1sXz58tPaz5UrV3Lbbbdxxx13MHnyZHbu3MkjjzzCDTfcwJNPPsmPf/xjTCYTzz///Im2v+GGG/jWt75FRUXFiXP5Xz300EOk02mmTp3K1VdfzTe/+U1+/vOfU1xczNy5cz9yju0P88477zAyMvKBH5p7v4suuogXXniBRCJxyteLiopYu3Ytw8PDnHvuudx8882sWbOGe+65Bzg+EHD58uUnBhN+3PX/1em07+n4JMfgPX/84x958cUXSSaTfPe732XNmjXcddddyGQy1q5dy9NPP/2RYz5EIhFr166lvr6eK664gsmTJ/OrX/2KO+6440RAfDplPq4zdY6fbtu1tLScNBXup2n16tU89thjPPfcczQ2NrJy5Uri8Tjr168/5exN/4nf/va3GAwGqqqqqKmpIZFI8IUvfOFzvQ9t27aNhx9+mHvvvffEk4QbbriBuro6vvGNb5z0xUGj0fDGG28wODjIsmXLmDJlCr/61a/4yU9+8pn8urggHo9/vBFa/+K2225DRz9LzrmSgrJaUlEX27esx2zLY2L9DCwmK9u3buDVt95m5vRpnH3WBQQiQZqPHYKMgJDPz2BfL1+76XbEwgyDrTvoad2PyxfBZi2go7eb+rrZxDMBjh5spr1rmIWzG/G4nIQEIpYvv5BweByxMIU/lESj1ZMI+ugfGaGoxIo5rxC/34PVUsioY5jKslr2NW1l5XmXoVXrGHWP4nT0MjY2RnFhOZY8KxvefYny0joMehWJWIhAxItQZCSdSJCIurEVTUSpMROP+Qn4/BiMFnbvept4PI5cpketVVBSWolGoaaj7ShqnZbyygZ8fgfprJhi2wQ6e7aQSIRQi2U4PT7qJy0nnYkR8HsJ+kaJ+F2UTZxOJgvO8REMajMqtRG3swNfOMi0qfNpOdzEQFcrra2tBH2j1ExbhFgooa/rEPGMmIA7hEqeZOvBo9z69W9z2Re/yohjjEQ0hlKlw+nuRi1V4veMopCrcEUS5JuLmDJ9NuOuMZoP7iIb91M9aR6RgJ8/33snQY8He1kpnqiTb17zZXRqE5t2vM3RYy1oxUZEYgXBaAy9yoA1v4DewSEEAgnWPDXFNhP+oIO8oioSkTjDgwMMOr1UFRfRM+AiHEvT2FBDT28b8XgcpVqDTqFCoxbiD4hwheKMDfcSSaRJJCLMnVSJ2+cnmJRCWool34Zep8MVCCAXpnAMDiISSskIo8izkBDGGXP5KDDbiUT9RJMJkikBKqWERDxOLBFmWkMZheYiBjwp3B4vkXiQ6vI6hBIhJmshkxpnEYtnUOuO/8qwVq8h4HbicjowGE0kEwm8Xi8HD+4nEfYS8/loGQ3yhz/84Qxdsjk5OTk5OTk5H+2MBPjXXX81douNrdvfIJ2VsGD+QtzDPZiNhbgDAYYHWqgsbyCWCCMUK4gEPbz9+j8pLtQxNtyFUpXP3HO+gNs9TvOeN0AYYmLpFIqLyvH6PbhcHgaHRxEKpITCAZZduAp/JMX2d1+hrNxOSXEj40E/0XAY37iLqvoqSosaGB7pRSGRE4uG2NO0C5FIxIplK3jpjX8yf9Y8tAoNUokKuVbPsZb9iMRyzjprNb/9w124x71cffkqyKZJhr0IFQbkSgtGrQTHYAuJjJysWIbP56Oosp5Cs4XuziPs3bWZguIK8vKLGR7uxGiwkhUIKC6qRCQQ0tG2m8KKBspKauls3UIiGUdntNHWdoCaiTNRKXUEgiNkIkEGRl143YPMO/tqYsFxIlE/RdZCmnevpXU4wNIVX6SyxMS+t5/D5R1HKhQSzaopnrKQVCLGji1vctZZi8hGh5hUv4L1m97m3r/cz7kL51NeVoQnJSPfXsaubeuwGC0kYiHsljw6XQlEqSAXrl5B9cRZKNVWYrEIg0e2suWdfxAM+fB4ozh8PibWWNFp80gGZAyNuRFk0oT9AZyuQRYvX0ZpYRVPPfscs2bPwKLXIRSLCHhcdPYMY7bYydNKcYWCaBRG/OEAbR2d2IxaRsbH0RqMLJs7lbGxMZIpKZFolObuITKpLAYNuP0RhEINUlGKLHJMVgvTKwpwuEY40DmMXiWjpsqKTmPlUGsfMkmGQDCC1zvK/DmT8AYzbNpxlMZJDSTiPlLpGDq1hmNHj5ARSMizFnL7T3/LcOdhorEQkxdeQjgWJugfJ89egkYhRSQWQlZAZ0cbFpudaMBDT3sn5sIyJIIUUX+Avzz+ZC7Az8nJycnJyfnMnJFBtkaVhJGRIZRSMaX5BvZtX8e2vfux5Bdx3tIlFJfWcuhYE+PuEHpBAqNKgloqp625nzwjzGmYyN531/LK669SUVDInLmNOJ1OsmIDxnwjmeEudAYNuuJK/C43TQebmT1vKSvOuYBjHbtIZxIohCnEMjEBoZBnn3uBX/5sEZMn5bHh9ceZMGEqi+csZtznIq+gki9c/g2cY72oNEZkShWhcICikmoOHNjOnv07ufHG2xgd7SUajZOnNZEyRxkZOEZX+yE0+gIMegWFVgNjDg9mo4U9O9aTbJiPyWJFn5ePXKVDqVGTSgvw+fyUlJSRiIcxG22YLPlkUlHS6TRqnR2HqxtRVkEmk6Gjey+ltlq0RjNq2xQkqg72DLUzNtxDUUkdUe8A/jEP06Yu5K1Nv2RXVoCjvJQjxzqxWstRazXs3/0uDr+PJYuWcv65Z+FyR8jGpGzZ+E/2b91ChS2f+WevRKvXkE3GGB4cYuXKK8iGXITdw1RPP4fmP/+afIsa73iAcU8YX7AdqVhD1cxzsNVO4di2f5IYH+btbQfwDAXJ6CSMuiM4XCEEkhQXn7+Qxhl3MDZ8hKf/8RoTyy3MmlzLwcNtbN6+hQWzZjGxsoBwIkr3gIdkJonYkKbYoiMb1OKJxJk/rRF/wEVrSweuQACpREal1YxzuJ9QPEndolnkm0X4PH4UMjnhRIxDe9eTr5hJoa0YVa8Q0iFCsSQjjjbEYiEisYDqygmoDfNBkEYtCPPtr8/FXlyI1zFE0O8hIxRRWDkJnThIYUk1vlAYtb2CzEgHrYd3YrCXUD1hAsFglFgkSUYAibCHqsoa+vt7ESs0FJdXc2TfdqomT8PhGz8Tl1hOTk5OTk5Ozmk7Iz34VfYMEyuqaO86iiCTZtwRYM7spbjCTo61t3HJNXcgV0m5/7c/Y8/mV7lw1SVkhSo2b99OcaGNqtIiDh48yILZ89l7pIWSYhOOsQHUehPnnX81AZ+D8tIKmvZvZceefUhVeiY3llFSMJEjR3pYMKuOpuZD2GyVnLVwGZvfeZGYECbVzSDi99DvcnOss4P5jTPoHuymyF7K0Gg/k2unEYxGsOdbScaiDI0O4HA6KSmcQGllNUqlHqk0TSKaxOtzMz7WR2tbEyqdnZJiK2qxGKlKjtPpZM/+XUyonYPFbKanu418SyFWq51N2zfhGB7gvBWrsNjKkMmkjA71kW+2Y7LYaTmykXQ6jUypIB7xEoxnUciNZLMhqqpnk4xG6N2/gSFPP76wkrGxIbQSMYsXziUWjvPsC8/Q3OtnzfmLaD7WSlVFGeVllajVajRKCVKpmRdfeZ7qqlJUOiN9PW2UlZWhNZpomNRIYUk1ArUF96iLv/zyOqbOuQCjtZCO1l3EA3HkGgkShRaFRkdJcRXxJBSVVuF19nFo+2scPXgAsViKxmLA705gNIlR6pTYy+cQGO5m566jzJ8xjf6+FpBLmFBSjmc8iEAcZ3J1DS1dHWhUchyeEEKBDKVOw/CQk1RWgkScIRZL4A8GSKeyFFrzyaTTuNwe7EV27PlGIv4g/lCScDKILBMlI4BIXITDGUQpF4Mogz8YYsGUCWSEcUKhDCqThbGhfqRSKYU2Na5xAQlpIRZjArOxhFXXfIMsaQ5t3oxIJMBSVMbu3bsZ7m/Gll/IwcP7SaYSFBZV0N/XgXOkn7mzFiOQipHJ5eiMJiY0zCDPXIjLNcr9D/4t14Ofk5OTk5OT85k5IwG+0HuYssoyRsa87Gs6zPw58zl/xSoOHDrIcy/9A5XWwNzZS9BIBLS0NiOSC5kxdRJtbR0gkiEQiamurCYWi9LV0YreIGLqtMXIFQLcHi8WSyXRsI/25l1Y8svwxKMMDh1i/vSVHGo9gNViRWPMw+VwMHXSLJzOUbo6j/Hla2/icNtBzEYjzUdayGaiSMQpQtEA72zbzdzGGVRNaCDfYsFmq8DnHWPnjm1kSJOfX4JSo6bIXkR+YTVD3c1IpMcHILY1H+VY5xFmzpqPzWwhIxDicrnoG+jGaiuhv/cYKo2JQls5R1v2olIbkEghEokwe/piRBIpB5sPMHPKbDRKOW2d+4glYhTZK3B5vIyMdGM0GlGpVExuWEzYP8rbr/ydTdv3kkkpEGSizJ03nVgowKjDw8xZ80lHPYRTYRRKO739Axi1SmbOWoIsm2TTjk24o3GkCKmZUE1zazN79+8jv3gy2UwarUJATXU5YqmIopIK9hw4glyUZFJVJaE0CIRS7MXlBFx9DA/00+9yMXnafOrq5hDx9PPSP+7HHwyzYN4sAl4nXd2jCFJhUBpQiNXIRVJC0QizZ9WzZfs2MgkBIqkGuVoCmRQ9Ay66B8Ypyjcgl0kIx9IY9ErEQgEikQSFRIpQkCCVSVJWVEwmK0OtkxPwRlCZ9PR0D0A2yeypDQz09eKPhAiHBEyvL+WdHduJJrJcdflq/H4/vYMDaPUGispqaZy2gIMH3qF3wEFJ2UxCQRdllWWUFZZz1y9+wtDgMFdcupopNTV0HdvDzl3bUUq0dPd2MGHG2UybfxYatRwRAta98Hc6DmxGZbaBUIvcYEMjE1BUVEJTtzMX4Ofk5OTk5OR8Zs5IgP+FC+Yy4hwlnkrTcawDq9WM2+vD73VRW17BweZOYpEQK86/iOmzJ5NJi0gkEowM9SKQCBBlZdRNmkFfXxtalRqt3kQknkImVZNK+fA4x3A5nOiMSqyl9Tz9xH3kqw1Y8g0kpXI2btzE0gXL8YwP4/E60JmKOXBgP/W1lVx02Q20N++kOL8SkVyNSinj8Sf+iMlQTGlhPmNBL9a8UvIsVgoKiujt6WDP/m0IsxKC/lHMOgMzF68mkzn+i3MB7xhezyheX4hYPMDUSbMQiGV4Hf1IlBo2b3mHyoqJ2Gx2mo8dwjEySE3NNGpqptLcvB21No+JDbPZuf1N8iwWGibNIRny0NKyj8KiEnq623B7XFRUTEGtVlNcWotGbeTQgbfpPrQbS14RsWiCwwe3kmcrIiPIkM1IyLdZmFheSnt7Jx5viOnTl9DRsZe9hw5RXzcVjRrioQh5+RaaOweJJNJ0dHTQP+xBLFGycnED06dPI6+gDoNGTTzsJBhMEIh4KClrQCqV4vYMo1Qa8bmGcTudxFNhFq+4BrFUxo9uu4yDe/axYO4CQETbQC86pZ6asnzIxkgkYww4I5QUltHT10s8mmLY4cNs1CMkismgJZURkEynkInVmAwy3O4A3YPDpLJSFjSWMLGiiDFXgK4hD9lsnCWzp9I/7EeYDDB73vmYJ81DLRPjd7k5uv1tAuPDxJBQOnkBcxYvZ6i/nUw6xcRJjSQSGVLZDCqZGLKQyWbYs+EVtmx4kY4uB4eOHEar1VJaaqZx8gTkIjldPYO4/R7mTpuGUV+AoaSYCdPmkU3CXT+5hcjYMeprptB0+BiDw34m1JYgSwQQly/MBfg5OTk5OTk5n5kzEuBfvHwGYrEYx9gAWn0hQrkC0mG8zmEsFisl5VNJEycQ9hELhRAIhAyP9bJ04flkxXK87lEOHtrNtKkzyIiAdIa+3na0BiulpbUMde5FqdCTkSuJBgPk6Qx4vF7GxgeJRCIE/CHCfg/mPBN7Du3h7AXnodKZ2Nq0nSll1Rw9vJ15Sy6ipHQCwmyK1rYmensGURuNZBNBNFozNrMFnSkPkUJBz7EuMok4IpkQvcHMvv1bmTJ9CUVFxUT84wSCLvy+MIcO7UIgUjF/7kIsFhORaIgDu3fT0nmY227+FXsPbKG3p4eh4R4uvOQLWEyFdHYcxmItIBjykacvICkEtVyBXAJu1xg9vS1odDakYgkKpRqNSo9GpyWZSDEy2ok44iIVCTHqi5OKpfEHx+gd6OO8ZecT8Llpa22iekIDZZNnc2TPVtQmGxMm1hP2jpJMxTCZqtDq1CiVoFRo8AV8+IIpookosVAcgVSMRCLD4xgkEAwikavIL6ig58gGJk9ZhEihQqbUkGcpIxL1Eo/HMBrzyGRS/P7O29izfQsGcwGWPDtKGXQNeUmn0yysNbK/x82C+YsYGu4jG42QTCaZ3DgHm0WHymhHX9CAWqdEIhJy5NBOvA4H8RQc2PQiCKF+Qikvv72bYqsFe3ERxWXlaLNCBvoP4o6qODboobSigiVz5xCN+RjobKW4vAFbeQ1b3nmdkgIbi5atIRAP0t68E28gRPXEmezaup50MsWCWdN547kneGX9en78k58RDPhY+/o6fP4wwx43dVXVVJUW4Pe6SSWSyFUi7NYCxj0BugZdlJWVIxcKQJDinOWXUNgwC0dXM8+s3ZAL8HNycnJycnI+M2ckwJ9Tm4chz4rbNUomm2Xu/BU43QOIkKE1mIgkghjyrKTDacbdvYSjIQaGupk5czn51iK2bfongXCEFedcyuHDW3A42rlo1c2MuYZob9nB/qZmFsw/iwk109m+dS0iqYyCokoUCgUdrXuQCrJIpVIkSi279u9msL+fL1/3VV566SWKCopRaZQ0Ni4kL9+Gc7QPg87EE0/8GYM5H7NOQyQpYFJ9HdmsCLlCjV5npKu/m0gkQnlJJSNDnXgDQaRSKfPnnEck4cfn7kcilPDrP/2aPEMh13zhWqQSMBhsbNr4MgqtidLyGrrbDyAUSFHr9EgVYiQpAQPDA9Q0zEYmkSAUi/H4XUyYMJ2gz8Gxlj1kBZCfV4pIJifsc6FRKDBYrIgVZkb7j9K09UXMahtKhQJ/NIwgEyYjlFBaOZtMdITC4gp6h0ZIZdK4+jrxR11Mn7USx0g3DreTNEKseYVoNBr2Ne0jX68mnYlhsE2kqm4GImkWv9eDRm1kwDFK1D3Irv27WbxoFbNmLyYaC5JMJlEqtKj0WuKhCGIJaAyF9Hbs4r5ffB/vmAe5Vst4RIJepUGlipPJCpk1fREymZSWo7vIM6ponHE2QeQUVTVSMaES98gY7vFR6hoaCUc9xKMJlKTpaW1h7SuPYzKZmLlgGRG/h2dffhWpKMnc+jIOtA/Q1elApZRx1tnLmTZzMhvfeYvBISdqpQqnY5TqmlrOWXM9IfcoQ/09CEhBSkzbscPMW7yM1qMHmX/+lcRGj7JtzybCnhDDA6O4xgOEk3HiiQQlBQXYTQYQZPCFghTkmcggwFpUyvSpDYx709TNX4nOoKWn4yi20on84Lu35gL8nJycnJycnM/MGZlFx2yxYsqzUFBaTjYNw/3H0BltSLUS4qEw2VSG5qYdhMIeqiumoVFKaJw8nw2bnmPJnHNwuLw4XB5EkjhvvLEW13iQ0soDGDUK2js76B3qo3xsmHQqQsmEWuLRCMfadrNkwRqKrZV0dzWhLS6ne8CBXCSjpLSK//nTH1gyZzpLll/AV2/6PpFIjKvWXIzD5USj0YNIjkQiQ63KZ6inmY2bXBj1JrR6BdNnzKeiqISN764jHg1TUlhJNDaISAQ7969nYvUUUmkhOp2a2dPnc/ToUdzj45iUMprHDnDxld9ipL+bkZEeWtpaaJg0l0mTZ9PZvp/C4hpcPg/JVBydwYBrpA+z1kxPbxtGoxG1XMbgQC9KjRmLSk9UKMTnGicjFIDAi724HslCCcd2Pk9GrKe2ZiZSuYSAx00i5kamMdPd3U1WLMGkt5CyJ8k4FBzatYlMOklRUQHdfcdIabX0+8eIRXxUL1qKVpdHW/Me/P5x5Co1JYUVqA02QkEvmvo5TJq6lO7BVsQKDTq5gu6eA6jVWnxuBwKhGElWRnS0h9Kqmdx611/4xyP3YlSokUlFaMRpRlx+mrt6GR7s4tixY1RUlpJMhQmlskT9Tp5a9zVWX/RVYgIpo44xZIgw2csQCFN4U2l6BntZdNb52EoacLsHiGTFXHLV9ZSX17PjrSc5+9zFXH19Ib3H9mO0lhNLKbAWVFJZs5D+jkOIxVLKJkyj7cB+ymqnojJ42bP1XcaHB0hkBDhfeIysQkWlx8PCRZfwP396ANfwCFMbJ5MSS6nVmxlzj9M10Edrez96tZJpjdVIFWL2HeomEQsTGHeSEWVoOrKPQDBCbWUxfUc/vV8qzcnJycnJyck5lTPSg3/5hfORABqjHaFUglggIpZMkMqkyKYzSKUyFGI5475R9uzbSuOUeZjzjRw+sId0wk9xSQMSqY5M2seOTW+z73A7NXWFlBaU8Phz65gzZx5fXHMBibQYT8BLKh4jEo9hNtkwadUMDw7g9HvIpNKk00mGB4apbaind6iD6fWTee7Flxlzerjx+m8QF0SwW4rZf3AHb23cypTJjcydPJ2uvnZ27tnLtClT0UoyzJ2/DKFSwxtvPo9OZ0OUFZBvyyeNnFB4nLmzlxGN+HA5BxkeHiaRSB//FTeJnENHdnHOvEVMapzPWxtf4d777uFrN9zCOcsupa+vFdfIAP5omLy8ImJBDxJSBGMhQv4AkyfPZ2y0H4FUiHOgG59rjMKSanRaE6lkHKVSTjqRxeMYRCRMYjQX43X0ISRDUiIh5guQV1qOQCIj6nWTFQsRydVEgkE0kiiFxdUksxnGxlzEMglUCjW+UJqsWEhVxUQO7NuMRGVCn2di0oQZjPvddHccprq6kXDIh1ptxFxUTTw4RiKeRafTkcrGSCezGMxWIj4XkqwATb6FwY4mMgl46YVHaDnaytQpMykuL0MgkzBp0mwC0SSOkSGE2SQj7btpbtrHvCUX4g+7OHjkEDXTz0al0tC5fxP9jjDnrTwHpVyDTJOPraKKdEaMRJBi3dqXaDm0ma986RtkBEpG+jsJhZzU1s7EHfDh8XhIxwIk4ykUWj01jfPRGa3seOsVXn7tcSQSEb1d/cxfuIIik4mWvg7GXAEykSAypYw8g56MUMTOnYeor6lEoVYRCHiY3ViJVqulp9/J6OgoYx435YWluNzjpFIZZjSWoZfL6Qibcj34OTk5OTk5OZ8Z4ZmoRGOwYS6uRSARMzbay9BYP5lMGlFKiFIqI5FKEE7EKCmbxIIFKxGIJOzbuxmFTI7VXoNSpSaVCrL53fUsv+ByrvnS1aw6ZzUTKydQVF7C8y+v5ZFHH8JgMlNgtjI03EehrRL3+Cij7jEkKjVFhSXI5XJGRodweUcoLS2mtKiSto52Vq9ehUImoLO3i8VzVhOPx5nWOIfV567g8IG9/PON17BojJy9YA4FBUUkM1kcbgeI5Jx99iqy2QyjYwO0tB4kHg1QVFjJ628+QyyRxGorRqfRMTI2THN7M13tRyguLKGmYRJDw71ccOF13PXj37B+3XO88cZzRAIeVHIJCokYn2uYsN9PKp1FK1VRlGfFHxjHnF+If2QM76gTWUZMIhxntK+DoLOf1oMHObBnC26nm9FRH4f2bKettZmOnm58jhGUUgmewX5G21qIBnyoxCoyoRAqQRqxQEwyIyIU9KORK7HZJhJPQzDkpfnoAQZG+jjn3C8SDvkIjnuJRSOYjFamT1tCLBZBgAiXb5j+Y/vIkEWpkuMPeBFJlCjkKsIBN0pDAeFshogvgC+YYMTn5Jqbvs/8BQvQGbQUFZczoW42vmACsUzO9AXLyC+ws3D1tzn3uh+jshVhL6nm3NVfpa5mJge3vclTL75GIp1CnPJikkWRpEME/R5effLPvPzkX5heU8GlF36R5o5ugiE3vpEmxGRJy+W8/fozHN67i1g4hdPjxB/wsvvd9Tzz6L10dXVQXdFIbfVULli+gmQ0SkYqo9hWxLxZM/nhT3/J6tUXk2/JQyHJsOai85k9awazp9Qzd9Zc3EEJGYGZ8opq5i1czqIFSzBolKxctohlC+cwPOLhaI/7TFxin5oHHngApVL5iV8/E9v4tLz00kvIZDLc7v+dx+Cz2r9HH30UmUxGKpX6j+q54oorWLFixRnaq+O6urqQyWRs3LjxjNZ7prS0tCCTydixY8enup3P6xr5dz6L9/9ZtfG/czrH4JZbbmHq1Kn/0XY+jesoJ+dUzkiKjtPRw/AgmAwWzAY7455RfN4x5EotsZiYdDzC6LiTeDREYUklId84kUAh0WSUUCiCWCjCH3Cj0yuJxRPo9Xai8QRKpYGvXX4eg/29/OWJdQy53Nz8rVuYM2MBHR2tpAVp0nEBEpkWp2eENFKqyycikYh46523qCgupKy4isL8chomTyIYDuDy9GK2FNHb24LL62DFuavo7Oli47ZtLF48HUt+Phq9nkGng2j6MBXlk5g9YyFvrH0aq7GYwaEewtEk9jw7Wza9RuP0JTRMn8PQyBCpZBKJVIZCrubNzbvxj/VxuKWV81ZdhTm/hNdefoRYLMKcOcuIDbXhDQ+SCqcZdA4jF4vQm/LxDfYDQno6OtGqlESSaZwj+1HplUgkGo4cO4ZMJkOMk2gsiFYhwh9JkU2lMKpl6E06JCSJpYUUVVQi8DgRS4TEYwEEai0+xyh+3wgIxeiTMUSpBLa8PDLpFO9uXEc8GCQTDzN1ysVkxFmOtTdRM3E6wmyGaCKMQnT8AzASCqO1WvD43PQ3tTFpygIy2SRBZzsihZF4NkvDzGVsf/dZrr3obL72tRuZu3QV6157mWx6L/n5E5iy+Bx0eiOyuoVEAn7mn7OKg3s24+g+jKXQhlSp4Mov30R5ZRl6SZaI38PjG99hQu08SO3B6x5leuNM9jXto7Sykllz5tK8bzspkYpUOsuuDa+jUuopKqslnZVRVDEBnzNAxO/hyL5NZEVSqmpqEKSyIFXiS/soLy8nmYW0QEBCJMdeUYdILEUsETJn4dmIlSpE6QTbNr4Dff34Xf14vA7KyktwDXXjcIwweaKZLucAqXSU/IJiAv/RM7LP1+LFi7n33ns/9zr+N/nLX/5CU1MTf/vb3z71bV155ZWsWLGCa6655lPf1mehtbWV1atX09HR8Xnvymmx2+3cd999VFRUfN678rn4LN7//7+3cU7Op+WMBPgjw/3IpBpSST/2ghrUBgsigQhhFqKZFGKRAq3WQJokDucwKrkWrcFEwu0gnUow6hqjrLSYfJOedEqAXC1DmlXij8dIpRNctvIsWg4N8PrbB+kd+imzp07gikuuRKpUEQh6UJksqBIxxt0jFBVNQECG5vajeHx+wt4wAhFMqZ3BnoPbOdq6n+kzz0On0SIVidFK5WgUcra0d7LlwBH+9Ms7kGUiNO15lxmzl1BRLkSv1zO5cTb9gwOUFFWwdfc7rDj7YowmKwM9reQZTVyw4jIefPLPIFBSrpCz8a21LDnrHNqa9xGNRlm4aAUXXPRV2o/uY/u7rzNp0kwk+jRNnXtJxlPEEnGCh45i0Bnx+PxEo1F8sjARvx+JVIAyHCcUcyNXmwj6xvF6XBTb8hhwBhCkE9RUFBCOehgZHUKn15Ofb8Mz6iZrTKA26nE6PRjiGaLDw6gVStRqMclEBI3BTtDnhVQUs0GDzVpCnq2SlmN7UIrFSBRKAn4vSrUKsUSBWCoinkriHusnnUlSUd5IMhrh0MF3mDbjHJQ6FYGQk1RWRCQQZMq0s1l1/ioEUgEaQxF19dPZ+M7rOP0djMciyCRi5HIlI937KSxroKphPoYpM5DLzLR3tSNTqbnm5j/gdQ8zMNjH0YEorUebkCn12PLtdLU1Yy80IEk4ad72MoFAEJc/ikicRSoUsPjsC0ilEhzas4Vjh3oR8v9j778DLavqu3/8tfvp/Zzby9zplZmBoYNU6WIBbChKJJbEPBZ4FDUm1vgN2MEYjQqCiSVRESNSpZcBZhimz507t9fT2z67798fN8xXBGSSTJLn+f7O6697zt57nc/ae33ufq+1PuuzXFLJLl57/sUEYlH27R/GC4Tp617C3PQku/Y8Q1//UsrlPE/cfyfJ7j4uvfxP2HTcsQg++AK4nsm6jScTjERQpZW4lsXk5AGO3XICkfRStLDGuy/eQFhTcSybG2/+ztFws/8R1qxZw5o1a/7Hy/g/ie3bt/+3/tb/l0b7tm3b9j9twr+LZDLJn/7pn/5Pm/E/xn9H/f///R63afNfxVEJ0QlqMbp6uimW88zNDBNQIniiQLE6h1Er4UkeHV1LiUaS1MtF9u7dSrFcxnR94ok0sUiMu++/j/HZWVLpKFMH9yBrITzD4uDeUc485TV87KNX0tkdY3Rkjq//3Z18/3t/R0J1iYSyLMxNY1ounu3g2TVS8QTHbzyJ4dGDPLJjK4cmRxEEgYAWYueOXRza+wS5zgFOOekcKtU5mo0W5512KkEtyE/+5eeEw3FWLlvLAw/8msce/VfK9TrHbzmNVDLKzt07WLv8GEaGd5FOJpmbOcTzO5/AwOWs015Ls75AvWmycsWKxd6Tr7Bv19McOvg8erOJJgcRvCa7tz/Cju3bqNebVBsGh0YnmF2oMjw6ycx8iZl8mbm5GSTBoVjVmZzMU6vWqRaLhEMqsXSCQrVBvd4AwWG2WKbcMNBkjVbNZGpmnpZRwzUNnnliKzt2jbDv4AylcpVDYxMgBhAUiUAgRt+ydaxfeSxL+4eoNhvMTexhbnY/xdI8Pd2DaAGZWLKTYDiE7wsEtDCdXb2oksqObfciKRrr1hzP9NQIkzNTqFIEybaYHHuWmZEnuerPP01tbpptD9/FmtVLiUUFWnqJhfHnqBYLdPf0s3zFsWC3qBenMEyXpmsQDaoMb3+EW//uS+za/TyyFuYNV7ydK976Ds4+8xxOPP0crnjftVz6nutZftx5RDJd9K/YzJbjT2XDxpPoWrUeUXIJxVL0L1vB8adcxLv/7LO85nWXs/6Uc7jg8g/w/g9/miuueCe5rm5WbVjPQF8PleJBVq5YwVve/HY2LO/n6a33sG3bk1RLBebGx/ntz37Kgw//gouuuIpVG08j2bGcrpVns+Gct7LptPPJ9iwlEMmiRTuZK+SPhov9h7Ftm4997GMsW7a4XmDp0qVcd911WJb1sue7rsull17Kxo0bqVQqL5m27uvr4+abb+ZjH/sYQ0NDZLNZ3vCGNzA3N/eKNvxhGY8++ihnn302uVyOdDrNmWeeySOPPPJH6/GTn/yEE044gXQ6TXd3N2984xsZGRk5fNxxHD70oQ/R0dFBJpPhne98J9Vq9SV1+8xnPsOaNWuIx+MMDQ3xv/7X/6LZbB4+J5vNcuONN3LNNdfQ29tLIpHgsssuOxxGc+6553Lrrbdy2223oWkaO3bsABaF+MUXX0x3dzeZTIYrrriC8fHxf5d9f4imaYyOjnLNNdeQy+UOf/+DH/yAY445hmg0SldXF1dddRXz8/N/tCyA4eFhzjjjjH/b32GQH/7why86/mp1+H2ee+45NE3jzjvv5LWvfS3ZbJbu7m4+9rGP4Xney17zuc99jj/5kz9hfHwcTdP45je/efiYrutcddVVpNNpstks1157La7r/odse4GFhQWuvvpqlixZQjweZ+3atdx8882Hj+/btw9N03jwwQe57LLL6O7upq+vjw9/+MOHf/sPw0fe/va387a3vY2bb76ZFStWkEgkuPTSSykWi3zsYx9jcHCQrq4uPvzhD+P7/+/U3au131fj1fz4q1/9KqlU6kXXTE1NoWkav/nNb4DFmae+vj5+/etf09fXx0c+8hHi8Tg33HDDi66zLItcLsdf/uVfvqj+n/70p8lmsy/53/HlL3+ZWCxGrVYD4Kc//Sknn3wyqVSK/v5+rr32Wlqt1ivW7ZXu8a233sq6detIp9OceOKJPPXUU3/0Hm3dupWzzz6bRCLB0qVLuf766zFN8/Dxxx9//PDxVCrFeeedxzPPPPOK5c3MzPC6172OeDxOf38/n/vc5/7o7wN84xvfoKuri3vvvZeNGzeSSqVYuXIlt99++yte8+yzz3LhhRfS3d1NKpXilFNOeUnI2uzsLO94xzvI5XJ0dXXxtre9jampqcPH8/k8V199NcuWLSORSHDaaafx0EMPvaiM73//+2zatIlEIkF3dzdvfvObX1RGm//vcVQEfjyV4t5776BcLCHLKrXqLKqkEo1lcD2D++7/Ofv2PENIi2I6LYxWA9HxKM/nMS2PtavXUC6X+eRf/S3VSoVn94zwkY/+GaXZAyxZugxflAiEZVb29bC0r5N0JsLo9DwHJkap6QuUStPkF2YJh5IYnkqlkWdiai+KFOGYFWvRJIHf/PYnrF29kUvOfyOxWB8N3cBwTAaWrUWUYP3aQX76D1/mQ//rYzQclVWrj+F913yc7dsf5oH7/oW9+3aQzXSzesV6ADxBAltkOl9k+75hGvUqfb1DnLjlBJrVEutWbGB2coz+/n7WrTuemckphnc8y+j+/cRDKRq1FhPj81RrLUYPTVIp1anWDArlCqIskJ+fw9Bb6LZApWXTcizK1TL1eoPpuTKzC2XGZwrMFuapN21mZmYwmjaVusFCrcbY+DT5is49T+9k12iBlidTbZlMzOZp6jaHxkbY9fzT6KUpRFlBi8YZGFzFb3/5QwQlwAnHn08y10UgmsY2Wni4eEB+fgxVkukaWE9x/iCPPnA7zUaRWlPH9WxMvUKjWQFZRVE0jHqVx++9hXUnno+Iw33/ehvZoMiKTIC+7gG2nPgaksk0m869nDPe+D6koMb0oQNM7NqBaTQ54/wrOPm0s8hkMki2iWEY9Kw8gdUnnsqm085i2ZoNpFKdrNxwKhe/42Mcd+YbCaaWsHzj8WzacArlhoWWyLL++As449K3kRpcS7r3GBIdvZQr81imjigarFi9mte/48+44pqP856PfJlzLr2aky9+C2+8+louvfSt5DJZ9hzYz0yhxIZNx3H8SWdQqBQwTJNwIsZJJ28hk0oQCgjE4grzM3uYn58gFE4cDRf7D3PjjTfyj//4j/zd3/0dzz33HDfffDP//M///Iovq2uvvZYdO3bwq1/9ikQi8ZLjiqLw5S9/mTVr1nDgwAG2b9/O9u3b+eIXv3hE9jSbTd7whjewevVqHn74YR599FHWr1/P6173Osrl8ste88wzz3DVVVdx/vnn8/jjj/OrX/2KZrPJW97ylsPn3HDDDXzve9/jb//2b3nyySc55ZRTXmLTN77xDW688UY+85nP8Oyzz/Kd73yHO++8k09/+tMvqd/pp5/OxMQEW7du5bnnnuPaa68F4J//+Z/ZvHkzV1xxBdPT06xbt47JyUle+9rXIooi99xzD3fffTelUokLLrjgsMA4Evv+kEOHDgGL4m3fvn0A/OhHP+L9738/b3/729m2bRs/+clP2L59O69//etfJCj/EFmW+dCHPsRHP/pRHnroIV7zmtfw/ve/n+npaYAjqsPvoygKANdffz1f+MIXmJ+f57vf/S433XQTt9xyy8va8NGPfpQ/+7M/o6+vj+npaa655prDxz73uc9xwgkn8Lvf/Y7rr7+eb37zm/z85z//D9n2An/6p3/Kk08+yQ9/+EOeeeYZrrvuOq677jp+9atfHb4nANdddx3XXnstMzMz3HrrrXzrW9/iF7/4xcuWqSgKjz32GPl8nt27d/PYY49x3333cdppp7Fs2TJGRka4/fbb+da3vsU999wDHFn7fTX+vX78cqiqSqPR4Oabb+a73/0uH/zgBzn//PO54447XnTeAw88QLVa5c1vfvOLvr/iiiuo1Wo88MADL/r+5z//ORdccAGxWIw777yTd7zjHZx11lls3bqV73znO/ziF7/gAx/4wBHbqSgKjz/+OE8//TRPPfUUU1NTZDKZPzrKPzY2xoUXXsjQ0BB33303X/nKV/jhD3/Ixz72MWCxc3vBBRfQ3d3NI488wkMPPUQkEuH8889/RZH7J3/yJ+zZs4df/vKX3HPPPRSLxVdsFy8gyzLVapWvf/3r3HXXXczOzvK2t72Na6655mXD0gzD4JJLLkHTNO666y4ee+wxTjjhBC6//PLDvuk4DpdeeimHDh3iJz/5CT/72c8YGxvj0ksvxfM8PM/jda97HU8++STf/e53efLJJznuuON43etex+7du4HFQZUPfOAD/Pmf/znPPvssd9xxB8Vikbe//e1H9Eza/N/JUQnR2bN3B/19S+lK9zC8fzcbj4tQr84QjmQJRzNYTZNqtYQgSUiSQjbXRTScIRhPcnB4B4LQ4oNX/ylxLctbr76Gk49djWMaFAtzHByz+OU9d/PIU7tJBhQ0VSCZDLJ81VpqTYuVXTl8F7aOP8j4hM3V7/wotUYX9z/4N0SCcTpyazjumHX8409+ztj89/nK579GzTBwrRZaMEY6nmKkp4ut25+mv3c5me4484UprEaDgaUC73vvJ5hfmGLf3ufZsuU1dHYO8vjjD7Bz1zN05nIM9i3lxz+7jTNOOZOlQ3GCWohNm49jbmYSwTIIYtLTt4rhg3sYOzCM4ClUayVKxSqWK7N33/P4tkMkFMR1LGRZplIuEQoGMD2RvaNzKBIQ1rA9B9sw6EgmiIZVdFWiZUo4uIS0MKWmhWmaKJJMwzAptmbxBYVUPEEsnqFYLuLaBh4KoYZDb08Phfxivvzsso2sWX08J09M8ejv7iST6WflsmM4dGA7nV19BNUIWjqMaTWJhiP86AdfZee23/K5/+dHDB/cxfPP3kUk3smGY84kFAkjKQpCtUy6dz2O5xJNJ1l/0iU88qvvULEOMnzoEONP3Me+/Y8xOLiRSLKDTLqLWG6IvmXHUc6P0qyXKRcX6FmyEkGUKeWnCEcSuHaTZt3CtkdQlRDRVIxwqAPLqYHv0tvbS9OqgSjy2ouvpNEsYNsWz+/awdCSVaQScbp6uhFY3JTKQ0LEx0fE9zw8DwTJwwcEUaazZ5DC3CzPP/c4q9eewOZjN9HLKkRcsokMY6MjqJJIpqsPRIFsVw+iD64DPvbRcLH/MLt27WLdunWce+65AAwNDfHb3/4WUXxp3/7mm2/mtttu4/7776e/v/8Vy1y1ahVXXXUVAL29vZx33nk8++yzR2TP5OQktVqNt771raxatQqAr3zlK1x22WVomvay16xYsYLHH3+cDRs2HBZlf/EXf8Eb3/hGFhYWyOVy3H777VxyySWH7Vq2bBk7duzge9/73uFy3vrWt3Luueeybt26w+dcdtll3H333S/6vY0bN/KOd7zj8G9fc801fPGLX+Tmm28mHo8jyzKappHJZAD4+7//ewRB4Ic//OHhTtEPfvADVqxYwc9//nPe+ta3HpF9f0g6nQYgEokcHp39+te/zsUXX8z//t//G4Dly5fz1a9+lQsvvJAnnniCk08++WXLchyHD3/4w5x//vkAfPrTn+bHP/4x27dvp6en54jq8HK8/e1vZ8uWLQBcdNFFnHHGGfzoRz/i6quvfsm5oVCIYDCIKIqH790LnHPOOYdF4IYNG7j55pvZunUrl19++X/YthtvvBFJkliyZMnhe/Xtb3+b++67j9e97nWHz3vTm97EiSeeCMBZZ53F0NAQzz77LJdddtnLlmvbNp/85CdRFIW1a9eybt06LMs63GE5++yzyWazPP/885x33nlH1H5fjX+PH78SgiCg6/phYQ9w+eWXc+WVVzI9PU1PTw+wKNhfqNcLAhFg3bp1rFq1il/96leHr5+YmOCZZ5453AG+4YYbOP300/n85z8PLLbzz3/+87z73e/mc5/7HL29vUdka7PZ5IYbbiAYDAKLvnv11Vej6/rLLoT9/ve/TzAY5Nvf/jaSJAHQaDR49NFHgUUfjUQifP/73z/cOb311lvp6enh9ttv5+Mf//iLypuenuaBBx7g61//OmeeeSaw2NG+7777XtV213W5/vrr6erqAhY7wd/4xjf4p3/6J/7qr/7qRedKksQ999xDV1fXYX//zGc+w80338wTTzzBZZddxoMPPsiOHTvYtm0ba9euBRZnY770pS8xMzPDnj172LZtG/fccw+vec1rgMVZlfvuu4+bbrqJv/u7v2P37t0EAgHe+c53oigKS5cu5Uc/+hETExNH8DTa/N/KURH4qViGnr4h9GaFcDyA47oIoo1jGOh6g2gkwsL8PAsLI+TSnczOjSPIIlEtSybXTa3mMDo9x6f+8mNoQZvbfvIzBnoGuf+xZ5ibK3P6lk28/eJzaDTqrBjo47ePPctjT25ntlDl3W9RWLb8WM47K8a9993Fl27+Mk69wsb+LkqWwz0PPcA//cs/0hVPsGTNcjTVI+hLWJaLqKi4osKSwRWkUt1UDRd7dobBvlU4NhRLs0S1Bh0dS/F8iUphnqmFMTRVYsuaZVSLC3hOhbNPP5mxkV0UZ0foH1iG6XoEFY9UOk4+X8R1n0OVgziuz0JhHt+TsYwWEzOL4jqZiFJrNNAkGcGBRsNA0DTKtRZ6vUkkGaFSMUglI8TCMvGoRKWuU641ERQwdIty3aNl6nSkE0iqRi6ZYaC3j1K5SiisEY2H0S2TgBAmHNeIJBLIwTiBaBijtMDCzCiGI3Hx665CCygcHN3D4LJV9PQsxfGhrJdJaXGWLdvI7NQwXbk4wVMvJJZdQq5coTg1Qncmw9TULtKZATq7epAEB02L4nkyj9xxG8bpNZavOJY9LZ3uLpve/h5K5QKe1ULFozI7htGoEQoFkAQNyfWpzo6gN/JISDh2C8+yqFaL+FIMVRFoVkqYZovc8vWcfMb5SOE4pfIMiu8zPjtFq6kzMDBEOJEmFAoRiQRIZZKUSwV8TyIajyEKAqajMzs7iyTIpDvSmLaIL4io0uLLIBhLsnxwBc3iAluffBZF9XFsgxu/8CXyYw8TiMRZtmoTM1NzFGtN/uyDH6BzYA0DA6uOhov9h7nooot497vfzZVXXskb3/hGzjzzTFauXPmS8+666y4+9rGP8ctf/pJjjjnmj5b5gkB+gUQi8Yqj73/I8uXLWbFiBe9617v40z/9U8455xw2btzI6aef/orXxGIxxsbG+Mu//EtGRhY3oHshTKBcLpNIJBgZGeE973nPi67bsmXLiwR0JpM5PAI+MzODbds0Gg0ikciLrtu4ceOLPq9ZswbDMJiZmWH58uUvse/pp59my5YtL5rx6OvrY8mSJezYsYM3velNR2Tfq2HbNjt37uTyyy9/0ffHHnssADt27HhFgQ9w0kknHf77BVFZr9ePqA6vJKL/MKPI6tWr+ed//ucjrtPL2QaLoVKNRuM/ZVskEuGGG27goYceolAo4HkepVKJZcuWvei89evXv+hzIpGgUqm8oq2Dg4OHRSIsts8XxNnvf/dCCNartd8jEfhH6sdHwgknnHD47wsvvJBQKMSvfvUr3v/+9+M4Dr/+9a/50Ic+9LLXvtDhuummmxBFkV/+8pfEYjEuuOACPM/j2WeffdGMGMDpp5+O7/vs3LnziAX+0qVLD4t7WIzTh8X79XICf9u2bWzatOmwuIfFzucLI9Tbt29n8+bNL3pukUiEFStWHA6z+31emDF7ofMKix2kLVu28Nxzz72q/b/vF6qqsnTp0pcNyVIUBcuy+NCHPsSOHTuoVquHZ+JKpdLhugUCgcPiHuCYY47hn/7pn4DFjoqmaS/6HyqKIqeeeurhup155pkIgsDZZ5/NVVddxdlnn83g4CAdHR2vWpc2//dyVAT+odF9aLLAc7uHiSYznHnWEBPjowRTIf717p8QV1QyuSh7d+/huBPPJBAIUC5Mo2kJYpEshlQhnM7y05//hDWrl3LmGWfx5MOPsrx3NQE5wIG9z/LpT32Wvp4VPPHsIyztOMSydIif3vsM79s+yqf/4nJW93Uho9IXbtK3dAUPPrOPidkCKcXn+OO3cGCixGTB495HH+F1F1yE5wXJ5+dpVEqYns3s/BiZjk5u+fHP8HyBb3z179m3Zwd4JlOzB5mfPkhXbiVYDvFkiGVdq1golFm28lT27HqO4vDz+Nk0ViZLYWYCs6ETioTQAlHqFZ2m3WB2voRtuywUSzQaOrVanYAqUHJrtByo2DrRYICm5eAYNpWmQToRxdQNPM/Db4hUai5jMxUc3yIcDCLZIs2mTyAo0JXNYLYMOjs7yObSlAp11FgCX/CZmCuwkK+QjcdpNkuk0h1Ynke1qJPqGsD3JeanDyF6Lie95lJmJ0fZuWMrA/3LCCgSrarL9pkddPX0I8oB1m08hVS6h0P7n6WjewmbE1ew//nfkUhm6e4e5De/+iFGZYFIJMzU3qdQgwmefuguegdWYBgGyZ4Blq3cgCZr1JvNxdGlZplIrBPHrFEqFzBdgUAwQrPWxHc9TFOgOD+GodtIoRbRcIRKIY/tgBScYtujjzA2Nkp3Xx+KGiAejmGaJuFYikgsymtecw7g4bge4xN70ZtNenr7MQ2dlmEhiwoITbLZDgQJSvkFtj/3PJFQlP6hfjafcAbD+3eiBVQEQaA0P82qFQNsXHs1PUuWoQZV9EqRqakpnnxyK+elV7zoJfU/wdve9jZisRjf/va3efe7343jOFxyySV84xvfOCwsPM/jne98J47jsLCw8Kpl/mfqJEkSDzzwAF/+8pf5/ve/z6c+9Sn6+/v567/+61ecLv7Zz37GlVdeyfXXX89Xv/pVYrEYjz32GG9729uAxdE+3/cJBAIvuu4PhfuHP/xh/vEf/5FvfvObnHTSSQSDQW688UZ++tOf/tHrXhAUryT6arUazz33HLFY7EXfW5bF3NzcEdv3ajSbTTzPW9xv4/d44fMLgviVCIfDh/8WBAHgsJh4tTocSZkvfP5j4viV+EPRJgjCf8o227a5+OKLcRyHL3/5y6xcuRJZll92VP4PnwvwR8OdXm6m6Y+V8Wrt90g4Ej8+UuLx+OG/Q6EQF154IXfccQfvf//7efDBBykWi1xxxRUve+3ll1/O5z73OR5//HFOPfVUfv7zn/P617+eQCBAo9HAcRw++9nP8oUvfOEl187Ozh6xja/0P+aVnku5XKavr+8Vy6vVai8rZqPR6Mv6zQvf/aEdR+KzgiC8pD2/kl8cPHiQ8847jzPOOINbbrmFrq4uPM9jaGjo8Dnlcvklfvb71Go1TNN80XOFxVm7zs5OYHEm8uGHH+bLX/4yn/rUp/jABz7A8ccfz1e+8pUXdWLa/H+LoyLwq3WL2ZkJwqEA27Zv5co3vxFF1miZDuFgjBOPO4ZCvcrIeB5fMNACCWQljhYIIHgm3ctX8a0f3cJ3bv4u173zUt50/pmozUnimsDqgRxuaANecpDZhs3uGZ2qHGVpIsj7rzifXzzwFA/c+wB/f2iEVLqTP33L5VxxyfnUW/9Eq9WiIy5y0lmvZebX93P/HfcjOAa/uftBNm/ewEc/+kUmRnYQCElYpTl+99uf88Rjj3DWaa/h+afvYd/wQVYOrcFsVElGEriiRyyVxbMblPUgvmpguT7JRMdiHvuBFRwc2Y3ZMogk0uzZewBN0fB8l5bl0zJcDL1JsVShrtcQfA+vKeJ6No4v4eHTsk2ioSBRNYgv1DBth6ASombqVEollmST2JaHCMiihKqFSSYFcqkglaaF7QjgicyVaoxN5YlFDdLJEPMLJSRBxHJ1enp6aJg+Dz/xDEt7u1m54Xj0Vh3PayGHQsxOjaCpMp5r0WwWqbRaPPrI/Zx4yoUk4lkWykWUQIixgzuJRDJUivPgOkiWy/zEMNVKhVZxAaueR3A9Npz8RuLJCK4NgWgSz7QRRBfLdjGbJfRqA5PFTbemD22nWJinZQlYpkckGsPzXRBkRg6O0my2ECQZy3fxfY9auUpHRxeZnqX89Ec/oFlpEEvH6OxewvqNGxlavZKm2cKvi/iCRzQSRhEFNFUF30URADVINpslmcgyMT9BsbxAb98Alh1A03wE2UH04JltT9PT3cmSJUtwPJn1G9ZxzgWXgueDKAAePiKCDwgepWLjjwqF/y4uvvhiLr74YprNJnfddRfXXnst73vf+w7HOPu+z0033cTWrVv50Ic+xCmnnMLAwMB/mT3ZbJYvfelLfOlLX2Lv3r187Wtf4+qrr2b16tVs3rz5Jed///vf58wzz+Sv//qvD3/3+4v2XniZvrDI7wV+/4Xqui633HIL119//YuE1R9eA//vqPYffn5hFPEPicfjnHLKKS9awPkCkUjkiOw7EsLhMJIkvcS+F8r9QwH87+HV6vBK/KE4qtVqr3if/jtt27p1Kzt37uT+++/n1FNPPfx9oVBgcHDwqNr3arxa+z1S/pgfv9Bh+30Mwziici+//HLe9ra3USqV+OUvf8mJJ574ivdo5cqVrF+/njvuuIOhoSGefPJJPvnJTwKLfqgoCn/+53/Ou9/97pdc++/tiPx7yGQyL/GL3ycej7/s8VqtdjiU5vd5wWf/cCH8kfis7/s0m80XifJarfayYY8/+9nPcByH22677XAn8Q/DZrLZLPV6Hd/3X/Y5x+NxAoEAW7dufcmx35/RWL9+Pbfccguu6/LYY4/xV3/1V7z+9a/n0KFDrxge2eb/bo6KwP+LD17L5Mwo9XKZZYP9TE9PIWlhEokoWiDEz359N92ZDLFoFNFxsG0LH4mRkZ3seOZJzjzzXNTiCMf3BNi+ezdDS1Zx0Vs/RCyaZPWqYzDFINFEGAmRD6zZQst2mN6/jT177+ezpx5LqWTzyS98kamJSb7wzZu4/ae3cMbppzE1nWfTxnP41Cc/yezkHFdffSWaEuDWW/8JfeEgQU3BcWyS0Ri5dIrxqUkuOvNMPvyRj7Njz3ZO2LSasUN7CStx1p18EQcPPU+9qWEbGoYPaqQTWQwRT+SQOzo4MLyf0lyBSq1OsmkioPLsszvozHVQtywmZvM0ajVqjQaO75JLJBB98JCw3QauB57jotcMmmKLoCbTMBxsZFRRJhJNEIlEmJ8pUq/XSRkOtldiWVeSqt6iUncJR6JMlouIgobdMpHiDrVqC88RCMZkfEGiVKxRLVeIRWL0DAyyUK+wfMUaqqV5poZ3ketZSirVS2dnjdnJUeKZblatO4a77/sFtquzftOJVMoFoqkctVIJIz+OUZ1HlmXCWhSzVmb9ppMJR2P4vo9tuXh2i5ZTQZ8+hO8LKIrA7MwkeqNBs1knlkgzbVnMTE4hiUGqho6CRrGYx7ZtDEsmHA5RbSxQKFaIRcJ0dHQR6ohTrte54+f/QsuoEY2nUHWHydGDjA7vYbC/H0n08QSV48++hJPPPB1NhNVr1uEJApIPCNA0LRB9OmJxvvCpv+Cav/g0fUNLOOvMC8H3aVk2oiwRUINUajqeayIQJxQOMzo6guMKdHV1IasStUodWdEQRR/D1I+Gi/2HufPOO1m/fj2Dg4OEw2Euu+wy9uzZw49+9KPD50iSxJvf/GYuvfRS7r//fq6++mruvffef1d875EyOjrKrl27uOSSS4DFkI6bbrqJ2267jd27d7+swDcM4yUv4R//+MfA4stU0zQGBwdfMtX++5koXNfFcZwXZRqp1+v8+te/ftFLEHhJRp9nn32WcDj8ovCC3++4HXfccdx+++0MDQ29KARgeHiYrq4uRFF8Vfv+GC/8lqIobNiwgccff/xFx1/ILnLccccdUXkvx6vV4ZV4+OGHX5TGc9u2ba8aOvLv7fT+R2x7Qdz+fujMk08+yejo6OGQpv8uXq39Hgmv5sfRaBRd17Ft+/A9ev7554+o7PPOO49gMMjdd9/NnXfeeXhh6itx+eWXc9ttt7F8+XJyuRxnnXUWsBgWsnnzZsbHx1/UBizLYmpq6qh3/H6fjRs38q1vfQvDMA4L5R/96Ed8//vf595772Xz5s3cfvvtWJaFqqrAoljfv3//y84crlixAlgMe3shfMy2bR5++OGXZCt6OR555JHD6xQajQYHDhzgTW9600vOMwyDcDj8ohmgF0JvXmgbxxxzDJZl8dRTTx1eK7J3716uvvpqvve973HcccdhGAau674oHfH4+PjhTtXWrVvxPI8TTzwRSZI4/fTT+au/+ivOO+885ubm/ksHdNr8z3FU3uCxcILOjgFqjQYdff0YhsnSgVV0dvRhCxK33PZTfvfbe1i+dhO5vvUMDK1h9eq1qPEM4UiSmf3bWdPfx9/e/D2u//zNbD7zdZx5/hUcd8q5SOkM8UQYR3cwTYtqqYjse6w85gQuftPHWHr8VZx9+Z9xy+0/56q3XsSVb3w96YH1bNt9gCUdEbYs7eHNF16I40k88NDjjE5MsGH9ajavO47f/Own3H/vQzy2dRd33P0owWCSdC7LLbf9A9mIwkPbRvmXX95NsVrmyaefwLJlOjv76RtYQVBVyOW6CIU18jPDjOzcQVBRaRoWlu2x7+AYByen8CSFiclpZqbzlEolqvU6Lh6arFAqV2nZDpLsEYlEcByLUqNFqdGkobcIh0J4vsR8oY7rO9i2SUO3SIQ0oiENSZKJBkJIisZkXqdh2kRTUfILNaami9TNFrIYpKkbRJNROrv68T2ZfKmEKGkkUhmmZ/PMjI5TLFTwPbBaVRr1IlWjxsDgMjp7lhEMBNiw4URWDPYyOzVMYW6Uvc88xK5H7kYvTuE1GnR2ryDXu5ZoJke2o49QQMFo1anrdcYPPcfEoefJT4wwPXaAWmmeg/v3MD46yvCBg5TyC4yPHmL/8AHmSjrFpkHLtDBck7GxSfKFOrVaGReXaDRMKhZBFEX0lkmhUKRWzGN7PkuXr0PwBOr1KrquUy7XueOu+7jnnkd59qkn+d2vfswdt9/CQ/ffw/79+6kUy5QLCzx676+488ffY+eOXeiWzfGnnstPf/KP3Pzt7zI2Psbs/AKT49OEw1HS2RS4DtVyjWq5xkP338MzzzxDoVBgfn6e/EIRUZLwPA9RFFGko9KH/g/zzW9+kyuvvJJHHnmE0dFRHnroIf75n/+Z00477SXnBgIBbrnlFp566iluvPHG/xJ7JicnefOb38zXvvY1Dhw4wPDwMH/zN3+DKIqHX15/yJYtW7j//vvZunUr4+PjfPCDHzwsmJ599llarRZXXHEFd955J9/73vfYvXs3X/va114kqFVV5ZhjjuH222/n0KFD7Ny5kze84Q2cf/75lEolDhw4cHin19nZWT73uc9x6NAh7rrrLv7+7/+eK6644vBLOJlM8txzz7Fjxw6KxSLXXHMNjUaD97znPezYsYODBw/yN3/zN2zcuJGnn34a4FXtezkCgQDBYJBHHnmEHTt2YNs2H/7wh7nrrrv4+te/zvj4OA8++CAf+chHOP300/9TwvVI6vBy/PrXv+anP/0po6OjfOMb3+DJJ5/8o5tyJZNJ5ubmePTRR181zeV/xrYNGzYQCAS4+eabmZ2d5d577+VDH/oQ5557LgcOHDiiULSjxZG031fj1fx48+bN+L5/OIPRgQMH+Pa3v31E9gUCAS655BK+8pWvkM/nX3Fx8QtcdtllDA8P893vfpc3velNL+ogf+QjH+GXv/wlN9xwA8PDw+zYsYN3v/vdnHnmmX90hP0/y3ve8x5s2+aqq67iiSee4M477+QTn/gEq1atQhRF3vve96LrOu9973sZHh5m165dvPOd7yQWi3HllVe+pLyBgQFOPPFEbrjhBu6991527NjBBz7wgcOdgz+GLMvccMMNPPbYYwwPD/MXf/EXAC+bNen4448nn89z6623Mjs7y7e//W2efvppcrkcO3fupFarcdZZZ7Fu3Tre9773ce+99/LYY4/xgQ98gFarxYoVKzj77LPZuHEj73rXu3j44YcZGxs7nJb1hTZwzz33cNlll/GLX/yCQ4cOsWPHDm6++WYGBwcPzyy8733v48Mf/vB/5jG0+T+Mo6I+xmeH6V+yjvligcL8LOeeewnz5Um+/vlvsOf5nZx7xms476LLWHf8eciCQiazmPnmkvOv4JLzLscxTHTLxPIVTKNJb2cW23XQGy0M3cQXHCQ5gKpIWJZDZXqOWDJMKpwgFQ9Rqups2vQajtn8GizLRhIUfvKTW0nJdQxzgUYxz//z+b/l/vv+Fbtm4NoqM0WfVHYdobhCTJaZnp3B0A1mp+dYvnIpd997L7v27+ftb/1zhpYPMjZ+AEmGRrOMZ1ikkxl836M0N4MoirSMGrPzC+QLLXTDpKEbNJom5XwBFB/L9HDx8QQfyQNf9KmbBobnkq96qIiIskgsoKGqKrGAgu+JZBIajmkQCWjEQgFK1RoBRaMzEUfTFFRFpNl0CWqLOeonJxawHA/X8cB3ODB2CNfzEfMLLBTKRCIRFDWC4cD0fJFKpUzvbJ5AQKN3cJDBZZsRfJ/y9BTB/iXkuvs5sPc5gpEkJ51yATOj+xl9/ml8SyfdO0Qi00mjMIvrurhGjfmRPfiSxJLVx6KXFpidnKBlmaiiQDQU5cD0CNNz28mkO0nGo3hOCd3VSKZlelM9lKsOU9PzBFQBKeBhWRamLbBksJ9SvkS1WkWWFmPzi8UiLV0nEo2SSUcpFvPouo4ngOaAYdqkUilcy8YUFEYOjTG8bz+GYRGJJch0ddCyTKrleTYccyw9fbM89cS9PPHYw4REgW1bH+Hrf/WX/O/Pf+HfhME+li9fSSyZQhAkxkcO8OSTT3Ls5uOYmRhF8D0GBwdJ/ttiQNd1UdX/WYF/++23c9111/HWt76VarVKZ2cnF154IZ/97Gdf9vyNGzfy6U9/ms9+9rOcc845R92e008/ne9+97t87Wtf4zOf+QyyLLNmzRp+9rOfvewCVoCPf/zjHDp0iAsuuIBoNMp73vMePvGJTzAzM8P73/9+ZFnmU5/6FIVCgY9//ON4nscFF1zAF7/4Rd7ylrcczsv+ne98h/e+971s2rSJgYEBPvOZz7Bly5bD2WdeyIn97ne/m3K5zKmnnkqr1eKiiy7iq1/96mF7PvCBD3D11Vdz5pln8uMf/5jXvva13HPPPXzyk5/kjDPOQJZl1q5dy7/8y78cXtB4JPa9HNdddx033ngjv/nNb9izZw9vfvOb0XWdr371q3zyk58kkUhwySWX8Dd/8zf/qecyMDDwqnV4Of76r/+a2267jfe+970Eg0E+85nP/NHY8iuuuIIf/vCHXHDBBVx33XVHFIf+H7Etm83y3e9+l7/8y7/k9ttv59hjj+Uf/uEfmJ6e5sorr+S8887jZz/72avfmKPAkbTfV+PV/HjTpk187nOf4wtf+AKf+MQnWLduHV/72tc4/vjj/2j7eoHLL7+cf/zHf+S1r33tq4bSLF26lM2bN7Nt2zZuuummFx17/etfzy233MINN9zAZz/7WeLxOCeeeCL33HPPS9aOHE36+vq48847uf766zn//PNJp9Ncdtllh9OILl26lN/85jd88pOf5LjjjkOWZU455RTuvfdestnsy5Z566238v73v583velNxONxrrnmGt72trfxy1/+8lXt+fznP8+HP/xhdu/eTU9PDz/96U9fFFf/AhdddBEf+chH+MQnPsF1113H+eefz/e+973DKX0lSeLrX/86v/jFL/jIRz7CW9/6VmRZ5rTTTuOWW2453HbuvPNOPv7xj/OWt7yFZrPJ4OAgn/jEJw53Lj7+8Y9jWRYf//jHmZmZOfxc7rjjjsNhP7t37/53rwtq8382gmma/6kg4Y985CO8/U2vJZbuIhZWkaw6v77/Qe564HEuf/MVdKYybDruNDQ1RLVWwrFbCBKoWphQKIToiVhOi0gsTn6hyD333cm6Nes4dvMJGC5YehMfl2A4Rr5QpNk0SIZDZHNJ8F1K1RqSrxBPhmjaLjMzMwSUGIKocMevf8UDP78ZxTVYt3ETk/MFduwcoa9vEM/SadYbrFneSzwSouladPUPcd55F6HIKtVGna5cDJQwuuESCceZGN9PQBaJRGLUaiUEQaFcmOehe+8iGIjgiwEOjk3R0i1m5+doNqrEozEMx2J6dh5RkrFME1EU0dQgpm0BHslQEMO0cQSQXI+OZITOdJRyXcfzLHLpGI6vIuNTa9Zp6DaG4xIMqHSm40QVAU9TKZVNJuarGJ6LpbeIx+MoAY18oUSr1aKvb4BYNIGu6wRDGtlMAk1TUUWBZX1pBgcH6e0fxNZr4DnkevoJRIPYrohtm8gsppDE9QgFg1i2w8zkOHqjQjQWplEqYvsCgWgA2fVRlSAtz0NRI1iWjmPb5PN5tj3zGCIqx27eQrFYpGnpxEJhwuEgo6NzFMplOnNpWqazOEpfyqOKKrKsIkkKsqIyUyggaQECWhjLMpmZmSERjyMLIrplEU8mcE0bWRQxXQfbtEhEIpTLZUrlGpIqoWgBookOcrksS4YGiCZTGHqFgOJw0vGnI0qwZ//znP/6txIKhKk3dCRZoFFrUi5VMa0mvtVC9H20cJSBZatxXY9Go46migSDGtFolA9+8H/xla985eh4bJv/Urq7u/ngBz/I9ddf/z9tyv/RvBBO9cADD3DKKaf8T5vTps3/EXzrW9/i2muvRdf/Z0Mz27SBozSCv2/fNlLpbsamxlm+cgVPPno3pfkab73iXQgCWLaL3mwSCoep1z0auonUqCMiUWk0qUwfJJHOYXoSa9cdj2fVGdn7FFJskHA4Sq1S55Ff/IJwOEh/ZydlLb4orhSB/LzO3uceZGJ6gocfeYx1S/roHxwgHU8w8vQ26qUKic4Odo+MYNVqrB5IkO2LMzZTZ6i/k2qjyCknvIYLLnojlXoFww5gmlWioSjVqsNCbT+qbzPWqrF8xamAR6NZRFQ1Jg+NUJ6fIRJLsHf/DKVqHduzaDYsivkKlq0TioSxdItMJkOpXFlcWOoYBG0fTZGJhkM0mi2atokkyJi2hajI7BlfIBHXGMxlOThZJxRUMMwWiijgeR6S76P4PvvGZ+jLpmmYRXTdJRCKUysXAR/btvEEyMSTtIIhKpUKetMgEA6hV01qjQaZVArfE/BMF1P3qBSLSIKLpinU61USyRhLVq0nmu2jWikhyzK1Wg0bEUSVZn0eCQldbzI2Okw8mSASG6Jp1IikOpmbOEQiYlMqFKjXdZKpFG+8/ArGDs0yl8/jOQYgMjNfIRGzqZSLJCIRCvkStgtdvR2k41Hy+RKxVJqmYZMvVJC1MKIsU683kWWZdKYL3/UIhcOIVhPXdpBlmXy+SCqTIBKIgySgxYKEfZdwOIIsq5TLC9QaNQqFInqrTjgSY+nQKkLJeU4951wuXX8iszOTGIEGAgqVlo7j2ZSLk+x87inSqQxdfUNEM2kef+x3OIZJS2+gSJDp6CWdO7K0cG3atGnTpk2bNkeLoyLwu/rXEY+neW7fGHtH8lz+9g8gSTJPPfkwvb0D9PT2k0jEmJ6ZIxyOkUqo1GoNZElhqDeJns1RXMizkJ8ll+3j8d/cxxO//RYdS06hLkSYnJlCr0ywdKCfWLaPZDjMyNwMZrPCG1/7WhyjQV+gyUnLFezWNH5NYP/UPpYNZnn9Gz7JwckxFDlMZy6OKCiU9QpvGVxDJp7m4MQeerqX0LBFanWdQwcfoTO7gmgshOMLmLUSW59+im3bnuGqa3zS6STz8/PYDhhVk/37xrAR8fAxTZNKpUJdb9LQdZKxOJbp0tBNorEw8XCYWDSC1TJpmg6e52HaHpFYlEbBIKTJOK6JJ0AoFMB1HcZnF3Atm8RgD4ghFooFcqkUoqUzkIvT7YfYP1PBESSUQJi5QgHLXYzxrzSaNJtN+np66chkKZRLqKEQ9XoTXA8xGGZyeh7R9xCFLkzf49DUNLlklCX9Wcr5BRLRGN29vViWi+u6tJo1bLNOqVxGkiMk0p1EYykO7tuNFkvR2d+L2WigAqW5CbKp6GJu/8oskVAC0XGIB9ME1Hlq5XkUUWFspoAgCGSya1FCEUan5uju7iWiyDTKVTzPp9ZoMFep4QkywWAQvdKgUq0Rj8aoVUwCsRhLl63A0puIdZAEn1arRTgaoVrRsYI+sVgMxwRJ0FDkIPVGFdu0MO0GlcI83R0ZSgvTjI+PMjU3SqvVYsMxq1AliaLgkUxkyGQzuJ5HLJ6ko7uDiCIhKgme2/4kz+14mnrN4OTTzqG3bwg1oJLKpF/Vf9q0adOmTZs2bY4mRyVE55s33fTCPqDgizQsF6PRID83zdLBpbQEAccTcfQKP/+X25gc2cuKTWexZs16ujIxxqdn2PncTmKxOBs3LOdHP/guUweeo7uzi4MTk6iqQmdHD4VqkabeYOngAH2daZ548hlyySjB3kEuuuAi0qrIA/f/hjMueRfBUATDqDGwZB2yqlCcn0cUQdOCNBo1ZqZ3oikBBpdsYs/+5zCNBrlUmlq1hC8KJOM9RGMBYvEIv7v/QT73mWt511XvZsvG4zh48BDheILpmQr7hycYHZ/B1JsEFBnTNFmolnB9l6CsEgoEKdaq1Ot1cunM4uJLWaWht6g1GviuSTqVpFpdzGUbCYZoNloct24pTaNFodpEEy1EUSWgyOC7yLLMXKWOIIqcsKafiek6DVckmogwNjmG6Szm4hU88BwfwzLJZDKEQiF8USCgRZCQ/i29nkA2m8KxbQLBIAFNIRXSiIZkEGySsQhBRSSeCLF23WqiydRiXm9rcUGiJ6qMDO8hoEXp6hskGAwytudJBN8mkuwgnswxNzOJZVn0dPYxOrqXQqGE4wooahDb9dl94BDhUIhwJMLUXBGjZZKMhUklkpQqZWTJR1EDGKaN60Kz0cIXJQzXw/cBz8dwLAKBACPDh5AkiXVr1tLZ2YllWYyOj2FaFtlcmmgowUK+TLGUJxIJEYxEUUUNBJfJiWESsRSerOL7Pq7rsnT1Jt599dtIxoNYlkFnVw/xaIpyuYoveAQCASrlOo1GnVQmjSRJiIqI4PkIeAg+fPqv/6odotOmTZs2bdq0+W/jqIzgO5aBbfkIEgg+mIaJrjeJxLLUDZ077/oNDz54BwOdWUb37GehXGTX3j081T1IqVxlYmYUBQm7UeS4E0/AlwOIqRRT5SbBWJJMUmR6doFsLk08Eqdeq1AOaBx/5oWMTx1iw2A/2595imi8m2TPAKMTw2RTnUiaxj2//RcSoRCWPommBIgnUqQ6h6gVFrDqNarzE/z6vrs4/bSzaBTGyRfKDA6twE9CqTRHs66SyoZ47Znn0Ns9gKiIGC2HgxNjHJqcp1Ep02g0qJaKpFOLG004jkMsHqel61SaDQKBAHrLxHKg0dAxnCqWY6MIIpqmYdoWAUkhFAsgyzKO41BvGuiNOgHJJx6Oki/XcByLbCoNnkBUtfAlEUdQsWWB6bkF4qaBJgVxbRvPcwgGgwRVjZZpU9ebqIEQkieiBBUCoTC262HoOrVmg3AgjG27GIaF43jUDY1apYzgzdKRDtHdEcM1Lbq7c4SjMWKJNIIqMTU2imCblMpFaqVJOvuW0tG7lGatTigWpWW2sK0mkXCElqGjaUFSqQSTk3nmKzpaNEb/4ADDe0dYmC8gayF6u7swWlWmZ2fI5NIEVYVaVcf3PBRJoSOXQ7dM0JvgiiSzGQzDYHx8nK6OHKVahed2Ps9Qo85xmzeRTMbZvXcfRsuh2ZglkUgg+0kULUg8l2Z+oUgqmmTFsjUoosBMYQFP1YgFIuzf+RQ3fmmaN15+Beefdw7JZIhSucr8wgKCqBCKO8QiATq6OhcX1coy1UoB1/OoVJu0TPNouFibNm3atGnTps0Rc1QEvuv4eKKH67j4nkQkpBKPJiiVysyXi8we3M3CwTGe33aAVUu66O/q44xNAzwzPEq1McVl55+F7UMu00m92WDTMRuo6yYTE2N0ZjN09/bw0IO/Y0V3llqzykQhTybXx9mvuYhqfYGaXqfT9VDkIIoWYHT4GfxGgaUr1/H4PT9G9U3ecdWfMT43zvTofsb2bCfTv5Ke5UtYGN/H+iUDRByT2blRsr2rsVs6c3PDDPatw3UbpGIZOjs7KcxMMTM2R77m8fzuvUzPLqBpQSTfIxwP0bRMatUGSkCmXqvSqLdomhZaQEFCYj6/sDjCK8soioLnuLg2CI5DKhFGb5l4nkciGma2XEIRfSRXYs5qEtQ0fN9nej6P5zqsW95HX0ea+ZqNZXs4jker1UIQRTxcJGlxFNnQW4iKSjqWIKioCKKKaTv4rRbxRIy+gT4ahQK64yHLGmAiBYKkOtKEIwqFfAlfDTM+XWVkdIrB/g6W9KTJpXPEO7oozBcYGBrAMupE4h3YrSZzM5OE4wmKM1Ps27+TbKYb1zGIRT16+pfw8GMPYwigN2pYhkEykSGbS+DhYlsehfw8qirj+y6tepMaMr5tEwqFcSybeq1My7IQRZlISMNuGSSSSRwXYtEolmOwb98+hof3I4giG9av55yzzmRsbIpDI2PUK2WyXR0YpkhxroChl6mpKuvWrGHbtqeRtAheq4ESjJHJ5FAck+9/6+/51R13cOW73sFxmzaQX5ihVKqhqio+AgMDA0RiEUKBIKIoUS7XsSwDRZNe1X/atGnTpk2bNm2OJkdF4O/YtZfOzk76ersRRJhbqFItDJPNZtm1b5xHtj5Jb2eWk88+lnBIYnjnTqpqjDPOex1bahXWH3M80WAYWYTndz2BGo0zNNjHmvXH0WyU0cJxzn1tgKmxA/R39dE1UCWV6md0Ygd6qYAaiBBJZhifGqFSLDCQFdm46iQmp/exbDDHQN+xzJfLFAt5UskOKpUSwVqZTPcQOw9OoPgGkcyxrOtdQiLXjWkJ1Ovz+L6O6/v0LllPJreV3dt3UjVlphcqKIJCIppANw20cIi5yTEkXFLxBK4HRd3A9Bw6smkKlTqWY+ILHq7lElYUsskU5WoF07QRZJdGU8KXBVpGi3gwTEDV0I0WmgKe5yDIAUTPJ6x5BIMqpVqVTDyOJIOqBkjFIpQbNWLRJJIgI8kCetNA0VRE10JvNRAkEQ+bYCACnotjWlSrVcLhBKZeBdGjs7uHaqnK8IExlixdwspjhhgb2UVYVbFNlZatYngB9o+MEVkoIQRC/O53j9Hb10Wy6eA5HpNj41iWhawIiIJMPBrCcSzq9ToLhQJT41MEAgHWrV7Gzl2HmJmfJZXOMT4xhST7xGIRpqfnkWSNRDKEJslYholpGrRsm5btUKu3kCSZSt3ANg2CxQKbNh+L43jMzc3gux6JZJSx8RHmKkU2rNlINKiSycZYWHCYnppH1BSWDq7Adjo4dOgQTz3xBGpAoWkYmIYDjQqiZyMEwuQ640wdGuamr32Tyy67jL7uILVmgU1Lt6ApCoFQiFAoTKtl0WpV8TwXLagQCf/Xbe7Spk2bNm3atGnzchwVgd/T2cF8ocihQwexzCbxZArT8DBcn6DosWawl217nqVrsI+BwZWc8CfvQpKC6KZFLJwkX5on0NFFMBRg85YzmJyaImCXiGoxgokgI6MHaRlNgrEcC6UZBBwca5bp6T105XJEwj6l6XHseotELEAwO8CCYdIQgvQt24KkBCk1TBw5SveKjST6lrO0dx3ThQlWrDqBaDSOF0wwtTBJw5oiGo3Sle0hGAyye+8z1Os1AlqMUCjBXLmIFggxNzlNJKKSDYcpFiq0Wi1kSaLValGu1IgnM/iuiKqqdCTjTM7OIasaiWSYektnvlgik4hT8yvg+liWQyqWQPB8XNdBUwOIgk1AlghoQQzToWVbDHRnkBQZx3IpGQ62J1KuVrBcl2g4SqvVBMDVHfBFEH00LUg4FKVerZHJ5Gg1a4ixOL4r4DdtfNslnUhQbTWp1Kr09PUyMnqQHdt3MLB0CYoWx7Ftst1pqkaFR3YcIhJUSTU8HK/C7FSe0fE5Tjp+PbF4mGKlSrFQpre7k46OLKNTcwS1ECImkgJbNq+nUqlQLOaZLebJprO4Tot0LARIVBsNevo6EQWVRt0gFg/T0Jvouk44GicZChGQgiyUixTKRRLJDI5jsXvHdnK5TjpzHSxbtoyZmWn279tHtVbn+WefpHfJCgRBRpA04sEghUKBPfv2EopGiIVilOtlgp5GQFFxNZtELEkunWHPnj3EBZE1x6xldN8w3/zqDbz/I5/gfe95D/gyvgCW2cJ0RXzKqEqQWCpBYbZMLNLeArxNmzZt2rRp89/LURH4vf09WAQpVWrs2rGNSCxGJL6U4QOjPHb/j0lEBOLRHHo1z7/eM8rY3M84adM6YhGNkZFRqrrOsRu3UG2U6V+yDk1wyU/v58TTTmRmZp650VFWrFuLFkoT1SSkQJpSaYbujiH61xxPSJUZGLBomiairNBoOSwsjLJi2THMzY9TKJXo7FuKPD+HrGbQXI2W7dDbv4Tu7l5qtRoHdjyM69r48gDFUp5CfpqlyzZgNhvse26YXftmyJdqaKpIXBaxkzFahkG10qBu6fiiQKPZoqE3UBQF27YxzRZS1cfybdKRGA4ChmGQikUxWwaFUhHHNgmqGqFQCNd2EH1QNRXfBwEPWVYJBjW0QAC30aRY06nXTPr7cxRqTeaKVWqNJpqiIssSmCKiKBKMBdAbi7nnRXExd7+mBdEkkVAixNTcDJ3d/SzpH6RcrVKqVBGBiqPjSzLJZBpJUqgUKiD7xMMpyrqP3rQwWwayGGTGMglo4Egypu6wd/88sbiGHFAIRYLU9SZyRaJcroFQIREP05FMYDQtQsEYk3Nj5DJpBvs7yefLxGMxREkimUlQq5RwfQvTNSiWbdSAjOJrIEgsFEpkc0mO6V3JzPQC+XyRwaFBqtUq5XKRbDZNS6+jN5skEynCAQ3dcijMzdKwXToyOWwHYukkes1g7OB+kqkOgloAw7aIxWIYeouJiUkMUyeXy9GymxTnCnT09iJIIl/7m8/QqBtc++F3ge/i2CK7d+0gl+tiaKiPRrNBNB7lqSceOhou1qZNmzZt2rRpc8QcFYH/3X/4PsWKiWlANjnIzNQY9uRWHvrdb5HMFuFMD67lsiSbJBlLMjv9NHu3P8YbLr+GSy5+Gx/86Pv5p+/dxHnnnsPuwgw1w8BoOTiiyNCS1Zx+3puxPJP9e57luBPOJxiOMj81gqyFyFfmabYMNN9hqLeffKmBJCv09CynWMzT2TVIz8BajFYTs1pg9/aH6cx14FhlYmYPalAlGe9h9doTEX2DkYlDpFJdhIIDPPbw77CaDtu3D3Noag7bdUgGZXxfYLpQo9looarQkcoQERQqgSYT+Tm60x0ENJWGKWJ5FsFgkKZuocoK6UAUQYTugV4mZubI500k2UV2TVQlhGFaGJaLpkokIzFMt8XsQplwJMjQkn4OjEwQjQVxPZ9wOIyXr2E5LvgunmsvLto1W3iuRCwWw9RbGNZieEw4GMIHwuEwq1YkmJsvUqlXcTyXbDaL5zgsDA8v5pDv6CIajWKaJvVamZpfItfRjeQm8fUZ6rUKmhZErxuUK3Vs2yFfHSUWlknFgiiqjGXUMUyXeChCpWWgz5cXR+RDGqFECEEQWDHYhwlMzswTCkXo7cxhtZq0mjrRaJTuZIjxfBNJUfE9GUGQSOVyjE1NEI2lWLZ0KfFwjEatiYuA40KpWsM0Wxw8eABFDWBaLVwHurq6SLo+oqxSazWRLJN4JEpfZy9zpQKW6SAHFaKCgCarlIwCszMOXR1pFEWj3jJQAhpdXT1EIhF+9oNvkslGedeVb6JWKxENBQ9vxx4NBYmGI3T2dB8NF2vTpk2bNm3atDlijorA/9mPbiEWTRCLxSjHYvT1ZqiUpzhx8zoatoTbEuhMehSaFYaWruCqJZcTyXThuxaWvsBNX/4Gwwee44zXnIvr+iArNJo1GrU6HV39+KJEvjhPIplmcmoPqiiQiucYnx1menKY9WtPJBbvIhBLEWQB2VOJxWJM1PYzfPB5lq3cRFdnD5beoFLfjYOLKCgYpk4wEEANy8TVIWrzE2iAXqsyNzrJwV3D7D04RqtlkgjK6LqJhIQY1NAbDeKhMPGkjOy7IHkM9vXgeS7zpTzZRIpkIExD1xF9n6ZpUK3XyQz2EZAl8vkCnucRi4VwHQfDaJGOxYnHY5SrFRzbwXU1BFlDcCAYWRz17+vqRFMlZhcKWI5POBCgXG/geR42HqLs43kejYZOQFMQfUglc1i2Tq1eRFFyhD0RVZDo6+1mfHKMnu4BdF0nmU3TN9DPyPBBbNOhb6AfURbIdXRTqhRZmJ9FlRWi2R4svU6jVsY0TcrVKpIkoaoKlguVpoVsmAQUkBSFYCRIy3ZpWS75SoNKo0lM14mFIgQ0mbGRcS468ySaLY8773sIfJ+AqiGHUgQDKrXqJKVSiYAaxLctEh0dLF++nOee24Ea1Dhm3QYcfKoLCxiWTXV/jZ6eHlatXkutWmbfvgOEIkGmZ2fo7RkiHA4RDIdwLBsEBwcRTQkgqALxWBRZVfEDCt1dvTSbOpOzc2iCwuBQD/OzcwQjYXK5DAIO3/zbvyGVjHPJRWeht2oM73meb/ztJ1m2dj0f+dD1bDhmE/CDo+Fmbdq0adOmTZs2R8RRyYO/pkvj3IvOI5nuZO++54lEMziuwNKlSwmrESYKYwi2TTTRhWHozEwO09E5QL26gOdZxNP9RBIJdm1/gqimkM0NkS/NYFgGhfwsbrNCtquPRKqThcndpNMDhFIdjB/ajRyMEYvk0GIxtECIeEhjZvIQe/Y8xelnvol0Zx97tj+Gh0xX9wDhUIBnn3mYkBalp6+XUCiCYRvIKMzPTNEoTjOy/yD7Rw7S0i0EdzHv/MTULIKsEYlE8Twby3WYmZlDtyw6E1EQVOYqNWKJOMWFEoZlUW3UicajJCJhytUGumUDHmFRRlIUXHxEH2LhMJV6Ddd26OvLYVgG1YqObbk4gk9AUenMxVEljWBQY6FQIZWJs3vfOILo4aPgujaKomEYBoLgAx7BgIboSUgBlXg4RL1eI5bIkkxlqFWr2LaJL8DQwHLy1TKyrJBMJimXy+D5jE9OsHrlKkKxCOVCDVURCIYCTE5M0dPVRSCgYJgNKqU6rtXCaLUoFIsEwzLRkEYiGCCbjhMKBfF9l3yxRCqZJRKJMDM9QU9Hjt6uFFMT48zVTfp7BxE9j/G5eWbmi4iOx8BgD/FojIOjY6hqAFGUEBQZTQmg6wbT8wvohk0qGUeSRAKahtEyQRTo6uohEAhQKBSoNSrYpstCqcrGjRtRRAnL8bBth0KpgOd45Ivz9PcPEo7G0HWdSCRCU68heCL5/AK2ZTDU14eqhak0qySjEeqlPKYY4Ks3f5MlQ30sjB/kwd/dQ6q7jxNPPRccl7/+60+38+C3adOmTZs2bf7bOCoC39YncHSd/v5+LF9jenaW015zHKqkUpifYfXKpShalNGDI5z+mgsIhBWeffoBLMtg9dJj2HVwJ7FoClmyUdQY4WgnhlkjHo+DoyIqIqqsUCrP0dnVRzCcwPY9woEgtfwctu+CKOO6HgFZZmr2EJl0F/FkhlA4zsLsBONj+wFIJDMc2rsH27ZJJFP0DQ5QzU9TmDq4mJ2lAXPzBQ4dHCEajJDriFNrmMwu5BFllWazRblSJRyLkC+V0OsOkYiMIgcp1Sqk40k8DxaKRbqyHURCGsVqjYbexHc95FAQXddxDIOuXAcVfXFXWUlarGMkolCuVDBMH1EU8TwP13XpySXJdaRpmQ7xRAJNCfHk9ufRdQNVEbAdj2A4io9Nq9FEVQNIIsRiMWq1KrlcB5ZukUhn6Onpodaok18oLm781WrQ192DYTs4tk9XTyeSIjF16BCqGsD4t30NEpkMHV2d5Gfn0Vt1li9fTq1co9asoYoS1doCIyPDGIZNRypDVy5JPBrBdiwCARVBkMB2CYVlEFz0RpOOdIazzjiZu+9/mLGJCTZs2EhAi7Lv4D5Gx8fp7RpgxZI+Do5OYvsCoizRbDZxbEinM+iGwcFDIyxdvgxFUdizaze93T2UykUsx6eju4euri4co0WtXqfZNGm0dI47/lhqxSrNloUkiSiaTEDTmJ7Ok8t14rpNtHCIZCzJ2MQkkVAQwzBYWFggGQpgOw6oKv3ZJA8/+CDLN5/ED267lVg0hCjY+CgcmpzGM2y+/o0b2wK/TZs2bdq0afPfxlER+PXiOKX8HJ7nsWblKlYs7Wb1xuNYKJSZm55BsScIRXtZd/JrGd76G4KRIOtOfBOy7zO/cAhVjhKOxpC0OKoiMzW5l0Smk0JxlqnJMc4461JwHYxWi0g0zuzUCM9ve4hNm85CDakszM+SyCQJyHFKpUkOHHyeRDxDZ7YXy7ORQxEmduxi9+7d1Jp1QsE4ttlkoVBCk1R6OpM0KxU8SaBY0jEsG9M0CakiwWCQuUKFcFgjFo1w4OA4HhKWZWH6AoKokC+WaTRrSJpCNhTH8Vxc0ScXjWHYBnprMQQnEY/jA6qiMFss4Ps+sWCYiUKedCxCQFJQVZWGrmMYBsGAghYMIIs+6XSWoSX9yJqG0TDYt3+EsmHguxaCL2DaJqbtEQwGMfUmyUQC3/cwTQtZlpFEhVgshuD5pNNp4ukcoxOThMJhorHF/PKaqCJKKsFIEE0RCYRDDA+PEAqFsB2HarWKIin09PRQKOZxXZdoLM7M9BiCoJCIJykV5qlWF4jFYsQjEVzHIBiIUSvPEQ3H8H0X22qQicUIBAIUqw1cx+fUE48hHNDYtnsftisQCoTR9RbFWhHPg3QsQbFaR7dcYuEooiLh+B6eA0EtgGUZ+L5Ps2VgmCama9JoNGi1dKKRFL19nfi2gCoHqdTKqIEQp55+GrNTB7E9lYCmsGf3fk4++WQK1RIL+TwdqSQBOcjOAwfo7M4R1YIAVGpl4gEVx7EwURnft52JfJ6//fqtnH/B2Yzs34uqBnE9A8dXueV7N7UFfps2bdq0adPmv42jIvDP2LKEE046h2g6S2l+EkWScYBYOEYs08kzj9/HfH6WWK6L6ZEDdORyxJM5WnqNRKaDTCKLoKiEoxma9RKN6gJ7hp9l7ZqTiSUylArTxDSFULyDpm6QnxtHb5QpLczS27uMRK4TX7RxDJN6rcjA0BYee/TnxMMhzJZIsTBPfqHG7t17qVbL6E2bWDyJIPpYpo6mRXFxsZt14rEQsixSLNUIKCqOZzMyMceygS5atsf0XJF4NEgmk0Y3XKqNJobeommZlCsVUtEwkiRhOC6W7eA6Dj3ZHJVKBVkWkVWJgBpEU0NMzk6RiEawbJdWq4VtO2QyaUJBjXypgiCLJEIB9FaD5StWIYoy8Xgcz/N49LEnUIJhbB9qtQqaqhJQVHRdRwlo+I6NJEkkE3FkX6TWavxbZh6JeDJBJB7BdX3spkckHSMdjSOJCqbnUK7qDC7tJxoOUC+WGRmdIBIN02zo2K5Do9Ggr6sLWVMplsrIosTc/CypZJpVK1ZQzk9zaHKUcDiKgojjWqiSgIqLIAgIsohnW6RTCbo7u3Bdl8mZBXLZFPVaiXLVoKK3SKUTyKiEQyE8xyAQDlIsVMgXKsTScXRdp9XySWUzhDSVcrmM44vUyhUSiRj1VpVKsYgvqNiORyAcoNVqsbR/GYlkDNd3OPHYExgZG0WVRHbvP0g4GiPX3UlAVjFrDWw8PMug2TIJhELU6xVy2TQKIrVagb7efqZnZ3jovt/SObSen//mbnCqFIotOjs6qFTn+eY3v9kW+G3atGnTpk2b/zaOyiLbi1/3dsqNMr+77yd0d68iFIkgei7F4jz68A6S0RSZbAcHx8bJN2osX3cCq1as5Le/+SfGxkZZsXojsmiwfOk6PLuFLAXZsPokBF/ANXXslkHF1EEJ4zo28WSadK4HSdYYHd1JplxB9x2i0TA9HVkUySWb6WduYoKFqWmGDx1ivtygUKwQVGS0gMz0zDixWIJ0Oo1lC9SaOtVSg3KzhWOYSLKK77dYKOdRlRCzhQqyrGLZHvvGpkhWmwgeSK5HNBXDA8xAGE/SqDebGIZBPBYhm0xSNw3UgEIyHGW2UKRluMQiAku6u8mXC8hqgFwwgBaQWKjpzE0XCWsacVXFtHQEUSWfL5LNdeL5AqFImEgkgicIWLqBIogEVQ3HcZBUCde1kQQBfB/fE1EjQUKuj42D5EM0EKJabrB0aDlil8jBAwdwWoudi/zCHA4WpYUgSjZHq2UhKxKNenNxNsFRCQWCzBfyRCIRMpkMvucu7ijruXiiQDieJWsY5PPzaEqAaDBIrd7EsVtk0jEEz6XRsqmOz+H7GqeceiKleoudu3Zx0fnn4Qsiu/fsY9/Bg9i+SE9XJxISgqShBAPodovZ/SXCsSiZRJJSvkBTUYlGo4zNTtHV00M5X8B3XWwcfBeiyRymaVJr1DkwspfN6zeRTmWZKZQ4+ZTT2b1rBxuPWcuDjz5GKBRi3YknMjw8jFkoksmmiNgO9YZOKpXBdUDVRBRVZWZmhnAkzJaTTuXu397Hzd/4Ol/84qfJpSzEoEw2lzgaLtamTZs2bdq0aXPEHBWBPzUzyUJ+GsdoEQnGkFUF29QJhSJEQ0nqepl4qotNG5KcfPIpHBzdh+E0OfnUi3ju2UepluYIx2Pc+8DPSccSLF99PE3DYH7qEIlEBsd1iaa7EQUVo1nDMFtYXglVC9JsSuza+wjlQplULE7PwCDR5G6Mco1ntz6F6drgQL1QwmiYxLo6iYVVVEnG9WUqNZ1qpUHTaOG4Fk3DQ5UVmrUKtm1j4xOJBmiYDq7exHJsEskM4xMT9OQ6GVy2hPmFMi3TJhhSCYU0HNfEF4MIoozeNGn5DpJjI6sGQ739TJbyzFYKeEICwRNoNpsQCBJPhFFqBrKoEQoEiUVC6JaEKAWxTAf738JtSpUa2e5OZmfmCAaDuLaD73qYZmtxhFwEHwFRDuD7AmbDwHBtwsEQjuMhyAq9HR3s3bebLcedQHe6k92Hhkl3ZFm6dCkCMDE+RUCUadkW4XAY1/NpNHTSyRR6q048HmV2bgFFDZKKRdBtl5mZaWp1nbVr1xNtZRZj1udmcbw4miwiCioIKoiQysRwTIOFcpGnntvO0JIBouEw8/UmsujTkUnT09nFI1ufYnZ6mnUb11OvGkxMzCFJAdJJBVFRMEybjlQcT5KplMss6++lbprYjkcqlqLWrONLCogCgiDS391DuVzk2d3b6Mr2ICITUEL09C9n5/an6enI4VgtfvOb37BqzSq6u7I8v3cnvb39pNNJTNPG0Fs0Gg0kUcSwWiyM5envH2Td+tV8+8YvceElF3PKSRuYnq1g6PWj4WJt2rRp06ZNmzZHzFER+HIgSP+SVXT2DCHhIsoaQihOcWGScDxORS+hBHwOHNiDIgisWraJarlONJlh03GvwbcNFC2MokbQa/PMThygo3cZma4+8pNjCFIAkTmC0TqCoDE5PsbB4b1oapSFhTyFsoEiBykU64yPb6Op1+nuyFGuNBmfnqKjM0coqNFs6pTLZcpVgVgkSrFYolAuI//bws1oNErTaJHXiwQCAaKRMC3LZKFYIByKEtRkDLuC4Dp0d3ahN+vsOzSCJKg0WzVEAUQ8ZFFGEDzqepNkNILdsgkHg9TKdcKaRiykMldoUVJUcFyy8QTVRp29BydIRuPkklHAwxcFwmoET/IJRIKkklEc22R6epqabhAIxXBdl0jMo1Kp4doeoXCAgKLgOS6yKlOtV0hF48QiUUqVKslEmlarRSisEgkFOXjwEGuXr0QMgt6sYjV0ZFkhm0tTbzSwbZvZYp50PIXZaqEHNTo6O5mZnqSrsxPTbCHLSSamhonGkqiqyvDwfjo6OujpH0JVVebzeWLJFCFZpNWsIUkS1WaLaCxCOh6hVTMQPQVZiXBgz0FS2QSRkEa9tEBfZy8zC0UkUSSVijG8bz+m6xKNJYjJAarNKqPVGhu3bEISRfRGE18UGRzowzENfB9wPYxajaZh4oWD9HR1o6giU9Mz1Go6e767h9e9/s288eJL+fUv/4n7H3qUJctWEo/FyE/OIMsy9VqLRrOF7/sk4nGC8TCTk5OUikUyqTStaoUlg0NMTk7y+Y/+GZ/89PspTB1k+7PbQBo8Gm7Wpk2bNm3atGlzRIhHo5CRvdsJaiEMs8nB0QOMjAxTLI5huh47D2wlHkmiEKSza5BoooPh8V2UKwWK81MYrTq63cIwG/R0D3LMptdieQLzs2OkomlMV6Bl6FQqNRq1Ji3TpGUaFOYLDO/ZT2F+Add0aTRtClWdfGGehXyesdlZHFEkEAhQbbQoVRt4novke9imQ7lSo2k2kUWRSr2OpKq4gkC90cRHIBAIYLkOmqYRCgVpNHQs0yWbyuJ5Ho5nY3sujYaOIEEqmURRFFxfxHY8rGYL1zJx8EiEo1QrddKpFJIkIeMz1NlFq9HCExRM2yCbS5NIJDAtg2RMY+lQN6Io4IsClmMTCoWIR8P09/bQ3dGJ0dSRZRlBEJAkiXg8TjAYxDEtZFEim8kQUFVkSaBUrdBoNAgFNDQJli0ZZHYmjyQphGIq+w8dIJVIs3Sgn3qjyuTUIYZWrCSWTOA5LoqiUqtXkRWJQCBAvd4gFIrgeR6VShk1EODYLcdSqZQoFYq49uKCXJCIxTtIxVMIokYglEILR4nEE3R0dFAslSmU62hBlSeeeZIDI3vJZZOkEjEs18JwLcr1BqFQgNJChampOZYsW0IsGqLZaGA7HlooyJKlQ0xMzhKIxNFNY3HtBBINw0YWRAKaQiSs0dWRJh4N05nL4Ps+0UScrq4siqLw4AN38+gTjzM0tIaB3h7y8zM0K3Wy3Z1ks12YpolhGEQiEWZnp7Fch+7uXnxfYHhkGN1oEY9GWbd2PXt27eFfbv02B/c+QX7h0NFwsTZt2rRp06ZNmyPmqAh803HZd2AHa9aehC9AqTCOb9hYlQnMRpmZ6VGazSoBLUIq28u6jWeiWyYzs+M0KwuEAkEMq8XowZ3Mz4+y5cQLyaSXsGfX4ySTXajBILppUViYp1acQ681iMViGLZO09Ap5ReYODSJY0EoniAcT6IFwpSqOroNlu3TskENRVBVFc+2UBWBRCRCOBwhnUgSDgRpNBoEwiG6u7oIKxpGU6fVahEJaMiyTKFep1CpoWlBHB9C4SiBQABJUgCIBENEgiFCqkIikSASiVGt6DSaNQKRAKVyGdfyqTdNOpNJ1q5cjuC7iKEwtVIFFZ9YOIIsiIieiyCIIIsoWpB6q0mxXKXZbCLLMl0dnYQCAeLRMKK4KPQTyRhKQKNarxOORAgFg3SmM6TiCWq1Gv3dPQiywsT0DN0dORAF0ok0mzatZ3jffvbsOcCy5cvRNI0nHn2EYFAjGAuhSDKmZSGKIoos4Tku1VqdQDCI7zk8/NjjZLKdLFkyiN6qM7cwT7Vap1IpUawW8QQRwzCYLeSRAnGKjRbJTJaNm45FUYMUGjpaKI7tChSrDWZnirRqNqoYRFQDWL5EZ2c33ek0gUCIbK4LT5SYyM8x1NPPYF8vRqPJ/uF99Pf3k59fIBQKMbRiJblUjkwyRb3ZQJUlwprM83t3MTE7T73Wol5vkk4n8ewa3/77r/P4009x/PEn0qzr/OZff0s0nqC7qw9RAtexsEyTwcFB6vUqhqGzdGg5oVCUnSPD2K0m3T1dRGIhxiZNVgytYu2aY4+Gi7Vp06ZNmzZt2hwxR0XgL1m2lnA4yeT0Ic4+4w2ceMqFmLgIcohgME2pVGF0Yoxmo8b4oQPs3/scGzedRCSdZXp2irFDI1QKCwBMT46xdevv0CIhct2rKRanEHwRNagyNjbB+Ngs5WqNZsvGE1QMA0RFRRA9dLNCJBoikUhRa9SxHItqvUbLNLFsB8P2qRmL8egLhTylSpWG3gDPQxFFQuEgsiBSyucJBjVCoRB6y0BTAgSDGpZtIMsylmFiNHVqzQatVgvLaOE4DiIigi8iiQqu7yAqMqFAADUUJBAKEAwGKbWa1BstpgsFcokEXbkkerVJNtOJ7/uYjomDSLXSRPJEXNuip6efZDK9uJ5AlrFcF18Qse3FdJ6JRArHshdTcSbiIIk0mzryvy087e3rJh2NMjk1gyjKLBTyCEGVzlwHVmsxg08kGuLgwQMUi0XWrN6A5DuUFmaxXYdgQGPd2rVIksTs7CyKphIMBmg2GixbtoJypcjdd99LLJYEPKLRyGLKyvpimkrfg46ebkzHYnpmnGQmye6DB5kvlVi2bBkBSaXZbNLZ3YfjCRRKZWxEPFEmHNJwXIvRyWl8UaNaq9FsNujtzpFKJCg1DKZmCqiyBLbN6OQMkhZiYWaczmyUWCLO1OQMgg+lUomR8TGCwSCKL9BqNjFcE8F3CQYiRMIKwwefZ26hQG9/D75k8shDD2JZJul0nGgojO+71Ot16vUmnuehqiqnnHQiuUSGp3ftoFwu0j04yL7JWe5+ZC8B8ahEwbVp06ZNmzZt2hwxR0Xg797xBKbVojOeZnziAL4ks2zFZhwliqZGsR2YnRtn/65tVMsFJiZHyM9NsXRoI3IwwujBvTRqdWwLJElCb5aYnJ4gneshl+uikZ8gEtAYGFzGU9u3MTI2zejoLDPTCxQKRRaKRZp6i3yhzJ79h5iencLQdWRRJpXI4Js2oihQLBapV5pYpgOyhqQtLlBVNBXXdVEkGc/zaJomC8UShmvj+DBTLOA5Jku6u5BEH1HyCQYXs9aosoJhNgnJCpFwiEKlTMt3EEURo1EnpGiElCBOyyIYiyK5HuFwmJlCkef37iapyEQ0hUKlhKCodOWS5FIJBEFElAHBpV6qoCiL+ec9AEFgYmqKhr6YvrHZapFMxXEsg3BQI5tKMbcwv7gg1DCpN1vEEknSiSR6vUYkHMM1fWr1JobVwrJ9kukO1qwYwjKb7NzzHD39AyxbMkQyniKeSGDqLY7btBlF1ajUKgwO9C0u+C2WyaWTFKsLTExO0pHrpV6vY9sG6XSatSvXkC/mOTh8gC1btpDKdFJaqLBx3VokQWRiZp7eviX09PRw4MABlKBC31AvcwvzCKJMLBz5N5HvYwsSnblOFEXF9316czkMx2SqNIMQUOgZHGR6ZhLTahKLpzlw4BC9fX0sW7mKzs5Oli1bwWD/Uhq1Bk1LxxMcIqpGKKgRT8ZY0teL79k88OjdFAoFZDWEZevMzk2ybGiQQqGAbbRIJGLgwtTUFPnCLPligd7eLiRRpVHWiQeDRIIxHn7sIBPF1tFwsTZt2rRp06ZNmyPm6IzgL1/N9qceZNvzT1GpN5gaG6Ver7N8xXo8UaYjmyMVS1Jv1ajrdQa6l3DgwD7Gx/eyetVm+peuolop4XoWoWiERLILQ9cpFYr0Dq2ne2gVMwefJ5cM0t/Vw5NPPk2pUqFWqWF6Ni3LwHQ9JC1EuVwmX5jDw2d2boFKtUrFbFJrNAiFA8SSESRFoaVb6HqTSDyM53lY+Cws5LEtk3gsSqPVwrVdgqqC7bm4+EiCREgN44kytucTD4dQVAlFDlCoN6g3moQ1FcF16MjlCIfDGM5imI8vyfiOS61loikqKwd6aRgtpubLrF82gCJCpVbDc3260mmWDPagKCpBNYwv2hQKBTzHxzYcJsdnGOzvx3dNsskMom3j+QLReIpmo0Wt2UBUFWpGg2azid6ogeijhmTC4SDNRo1oLEw8EaVUKiFKkO3I4SORikVZ0tvL7NwCLU+kUizh6Aau64IkMjg4AJ7I8zv34PoOqqpimDaqINNolIjGIwSDIQrFBWqNOoVSka5cimqlxp49u9h8zEaCwSDT0/MsW74SyzbIl8pk0p0Eo0EcVyAUTtLT3cdcvoTpBli9Zj2uYDM/P8vQ4CArli1HUoJYQEjVsHWLzu5e4rEkg/0DeL5AQA3SrDcQlBBLliwhle6go6eXZctXsmn9sfRlu4koKolojM50Ft+28T2ReCRBNBikWJ1nfnYSQzdxWyaT07MsX76UmalZFmYXWLViOZlUmoH+pdRrZVQ1yOpV69G9xQ22lvbmSCY19u4vHg0Xa9OmTZs2bdq0OWKOisDfuOEkevq6GT64B1GQCYdizMxMobdqZLNpbN8jEs8wMLgWy3QYmxpBVVUc06LVatHbtwxRkbEsA8+2SCVzBMMhZucPUasUGFx5IgQT7N/5JG+4/CL6+vqYGD9EIKrhOy6VSpVarUGjXCYaDhCNxBfDV+wGougQjUYxbBPT9ShUarQsg1BQIqhqNOotKvUaut4kFosSiUQXU00K4APBYBgZAdfzmS8ViEXDRALa4k634SgBOQCuRzQYoFAto6kKiWCEUqmE7/uEtACaIqEqEi4+yVSMQrmCh8zqJQP0DnSzf2qKVUO9LB/sptoymSvmScdjiKJIzbAIBEKL6TBdF9/3sV2LVGpxoWo+P4/hGJSKeWzbIhwMEY9EKRaLVKt1LM/HFqHW0BfFqmcjimDoLUQELM9gbjpPo9oi1dHB8/v20dvXTSwaZN/uXaxZvZLe/h4URWF8fBzPdQGPSCQMgKLK9Pb2Uq1W6e7qW9zdNholHIwwMTaOiEBv/yC5bJRwIEI+nyeVStEydfbs2UN3Vy+SIvLszp1ookoqHGM2X6F3yRK6sinGJvZRqlYY6h9CFHz2jxwilkiyYe0aVCVA0zRYtXoZc/N5KvUGa9dtZM2adZTqVTxfoFpZIJVK0dHRBYj09vZy0qmn0dHRxUD/ED3d/ViWiSIpZDIZQpEY0UiCns4uImFtcT+DVJKRfQcpFEqsWL+GWquO7Zh05DLMzM2STHejIGK1asQjESxPpOFANp2mVl04Gi7Wpk2bNm3atGlzxBwVgf/QI7+hM7eEgb5V6K0alt0iEAiwMDtHMpkmnkxQrhQAj2wujWPpFBcmmJsaxrYauNgsX7GRWCyGaRjk52fBd0knsjimzsLsGKefcyXJvtVMH9jFReefge1J6KZHIBQlGIoQDofxfAeARqtFpV4nm82STidp1qt4uCzkCxgti0QkTCwUQlNUFEV5UV0EgUXxHgrh+z6VSgXbcjEdF9txME0DVZIIKCqtlkkgEEAOyHgCxGJRCuUSru/R29GFYRhomkY0FMKzbTRZJh5a3BxKN2zqepOOZBzHFNEdSOeyJGJxfFllz/AhYtEIttlicmKaSCRCMBRhoVggm81SKpUWs/k4Fqqqomkapm4QDAbpyOYIBoNUG3V0o4Vp2kwvzFBp1IlFE/T39JLPz9PQ64iuQMto4voOsqSyeeOx7B8eQZVkEpEw0/MLmKaJZVnYtk2jsRhXv2TJEtasWk2z2SQWjTI40E+5XCYSiSDgk8vlkGSRlqGjKBLZTBeNRp3hg3sp1+osXb4S22lRq1bJ5DpJxKOooSDjMxNEVZlms0k4kSaX7WRydJJ6rUYmm8X2Ye/IMANDS1i2dCmpeApVCVGr1XB9h+nZOZBEPGy0UJB6vcnM3Cwd3V0oisLExAT5hSKCrKAGQyiKRjyZRJIkwqEomUwnrisQVkN0d3dj2gbNZpOOdIq5uTk2bt5Mb28/27ZvR5EEVEVgdmaKWDyCEtBIxROk41F8BExHRBTaMfht2rRp06ZNm/9ejorAVxSNWqOKKHkEA1Ecx8HzF1NMmobNqpXHoMgB9EYVVZLp7xtCliTqtTK1Wo3dO59DbxZJJjr5/7H3X9GSp+ld5/v9exs+Ysf2e6errMry3V3tW61WS43UckiMpEEcEEgDh+FgBi/sgBBwQBohBpAAARqMQEcIkIRaLTXdal9d1eWysip9bm/DR/y9/5+LqFNzeeoiV1/F5yZXrpW5c8de+a71vO/7vL+n19/n7PwWYimSpT5lAaIIRwc3eO4Dn6CzuoEmzFhd3yBKCtw4JIgSZFWi0qhTiDIlIkla4vkpY8fH0izalSZV08TUFZI0pzeccjYckOQx9aqNKskYqoZlaNSrNqZpomkauq6SFTmKKFGWJf3JgEq9RqNWx3VdZoGHIIqcDweokoxumUx9F8dxWFtaJstSprMZlmES+QHD4Ygoi/B8B0Ov4TgOVdvgwc4x+/tnNKo14shnPHVJ0pTN5WVarRZ5njObzVBkDVVVkSQJzwswDIOykGjUW5imSRTFBEFAvVajZluMZ1NUSWZ7Y5PeoM/O4SGyYWCaJr2zPoqqoxkyaRIgCiV5IVKrtVAUDUGWiOOQnJLN7QtIoozr+WxvbxPHMbKiYVo2g+GQR69dRdc1xuMRpmUhSRKtVoOTkxMePNjHsipUqgaXLz1Ko1Gj3+/zvvd9ANNUef3Gm2xc2KZaraLJGqVYougSQZzQaK1SqTSIspRCENFNA0U2+M+/+mtEScjW1gWOzs5ZX19nY22TvcMdXnnt68RhROiFaJZJFEW89NKLlFnK7u4u12+8RpxGNJt1LMtC12xW1zY464+oN1psbGwgCBLdpTUAZpMpyytLbGyu8JUvfBFNVBFFleF4zJXLF9hYW+ds0KNZq5PmYFdrbC930DUFNy4fxhJbWFhYWFhYWHjHHkqBbxo1slQgiiKEMkeSJChFSnJmzoggirh8+Qlmrk8QR+wcHBElJaZV5/7OA7LYxXVdBElhqX2JdnOFJAqRJIVCKNF1k9PjQ/79v/nnZKJCe+0SiiTihx7jsYMoygwmY0Yzj+HYwX/rZF2UFQbDCYlYUgoCuqohiCXD6ZTz4QhT02lYFWzTwjYtJBE0RUaVFeIgRBIFEEokVSLPc2RZBVHi+OQU07TZXN/ADVwCL6RZrRHEMQ2zim2Y9MZD4jjCMkzsaoXD8zPiJGV1dZUkS2g06riOR4TA+kaHlZUl4iQnjTMeubDJUrtBkpWYpk6ZF1Ss+Y2CpmkIgoDr+lCKrK6uEwQBAPVWE0ESmcxmiKJIvd6kUa3hui4UEhcvXgYKZrMZdqXB5SuPEWcpcZihiArn5+fcvHlz3tZTQrVeY3tznSwvGU3GWJUqa2trdDodRqMRX/vaCzQadSzLxvdCtra2GE+GpGmKZdd44smnee9738P62gZ7ezsEgYPv+7RaHY6Pj7l37x5LS0tce+wxPD+h3Vmh3Vrm5HTIbDwjjX2GszHNlRVW17bIihTPmVHmApKksLu/z+HpCZcvX2ZleYneeZ/lVgdnPGI0GDBxJsxmM+49eECWFSRJwspql/FkyHQ6pigzfN+l1+tRabSxKxXC0GdlpYtZqaIblflkX0lk4jqsr66ye/8ew36P97zrWY7PT5mNZ5R5yvHJOXGcsL2+xng6YzCZYmgSnWblYSyxhYWFhYWFhYV37KEU+Gkeo+gGkiQRx/FbrSMZiqKgGxWG/VOazSatVhvHcQg8j+l0iqLqrKwsc/ni4/OBTkSY1Sr7Bwccn+xxdHTE6fkJ/dNDFENnZ2+Xv/e3/g9++v/8t9x5sIcqa7SqTRRFQVVNkiTDsHSyLCMIPESxQNEMpo6LGwZEeYrvRciiwvLyEkmZcTgcc3R8RhB6RFGEMwuI4pS8SJEkAUWSyZIYQSiRNRXXDwjDmLPeOWmezFt9DJ26VUHMS6aew3AypgT60wmO51KmBVubm3hJQprEXF3fRFc1usttphOfmRvQaTepVC1yEcYjjywrQChQJJmyyCiKgmazyWw2Q5IUGo0GWZ5QrVapVm2Go/68hSYMqDbqdJdWEJHIMwFV1Tk6O2U4HNKstyhz2Nnf4+jsFNOqEIQxGQIbq2usLLfxfZeN7S0kUeHu/R0kSaLf71GrVVhe7uL7Ps1mi4sXL7K794DV1VU8z8fzfNbX17l79y6j4QRNM5EUGcvW+eBHPkwUZbz49S9y48YNPvbNnyAKE+7f36FmW6yvrXJ3Z5dELNlc36RIJR699hRTZ8TzL3wVu1anUqlwcnaOpMhcuXKFshQA8P0AUZY4OT2mUa+y3l0hjkNGkyFlKWGoBkVRsHd4QJqmrKysUKvNbxEA0iLl6OiIRrPG4eF9bt58g6Vul8OTw/lsBLvCcDojCiIev/Yog+EZnjuhVm3ghRlFnqArMif9ETM/4PKlbfrTGSfnY1QhfRhLbGFhYWFhYWHhHXsoBX6eF1iWgWHoCCWomogkaRhaHVWVkQSZ2XTCpcuP0qi3efrJJ3nkkUcxrAqqrCIqKpZZJQwiavUmly4/RqPRxjRNZEnA8WZIZDz51FUOBw5vvrZHnEZMJiMmzoTJbIphGNi2SRLFpGnK1HXwwoA4jslKCLIMP8lAVpAQ0CSZPCsYDMfEeUGcl/RGY6a+R5SmzDMqRaqWDUVJmqYMh33IQZUVkiRiNptQNSwk6f+eNjuLAqIsh0JA1nRGnovre1QVjYptcto7x3NdapY573OvVTk5GzMbO6RxQm8yYvewh6pbzGYzoijiwtYavuuR5QlJkhDHMd1uF8eZ8sYbr1Or1dB1Hc/z8IMAy6yQZQWGaVOKAnFeYJsmiqLQH4zwfJ9Gxebs6JAoitBti8lkAorE+voqeRBwcniEHydc2L6MANSqVY6Ojtjb28NxHEzTxDYtyjzj6PAAVVY4PTnm4vYltjY3eemlr3L9+qsUObiuTxRFPPvMc3zkIx/l/t03eOH5L6PrFkvLHU575xzt7/HIxQukaUq9U+fo/JQXvvYSm+tb5FHC5z/7OZrtZTrL69y+f5fxbMwTjz9NHAVMJmNOTwYYpkVWpLSX23hBRBBEjAdDEAryPKdarTIcDt++sSnLklIUqDXqxFGAM51QliWTyYST0yMsQ2MymTCaTgjDmHv3HqAoCpqhEycRtqEzGA0pZYVLm100VeSl199gMp7y2JWrSIpOb+w9jCW2sLCwsLCwsPCOPZQCv9HqkhfguFMkWUCWVCxDJ89iwjAkzTOmzgREme7aOoPxAKtSRZAkwjDA9WeI5ORpQr3eRDdt8jwnCTwkBJaX15kMHX7rUy8wHvaxW8a8eJUExtMRcZIwmQyYjMb4fkiapiiqTuBn5HlJFiTkYYyhmSR5hpMFDD2PNBdoVGzSsmDqB2SI5AI4rst05hEEIWkWY5oWFdui3WyQZQlZkbOyskKz2UQWZUQB0iIjFQtC16Nq2YiizHK9Q8Ws0Oq0GbpjNE1lc32bpMgJs4DxzCEJA1aWO/S8CVGcYiLQ7tYYzEZEQYkXhBiGwfb2Nr7vk2Yxk/GM4+ND1jdWiOKA8/6A5e4qK8trpHHGYDDANHU830FWFZIoRtJ0kmLebjSeDDk5OZm32zTnD5s1q0Kzs4phVtm4uMn+wS6aKuMHDmEQ0V1aZjqeUBYFs+mUNJ7/bJ988kmiKMCuGNSrJrffvMWVK1d45tlHuXf3Fnt7h+QZJHHO+eCUtdWLfOLbPsnu3i1uvPEiw7FDGIaMRhMcx6NiV/GDiM5SjTdufJ3RaML3fs/3ECY+v/OZz/Ph93+QpU6DL3z5S5z0zjCtCiurXSRBRJZEgrgkyxSeeuIJLEPH8xxs02I6HdMfDpg6DoZhsLk5fxQ8GAwwDINWq8H5ySm2XuXChQs40xkCElevXiVNU9zpjCAKMfUKtUqdW7fvkKcJo+EZR2cDUkGlaRq06xY37tzBdV22ttcpJOX//wJaWFhYWFhYWHiIHs4jW2QURUMRJfwgwAsjZs6I0bSPLKtohk1RFEynU5q1NqpiEAchlmGQ5wVpnFJtLDE83+H8+D5PPvl+ojAhDByq1Tqrq8uYusFwOMVPQCwLyjglS2IkSaCiawRBRJSkWJaFaZrkZUGQBEhyiagqSKpCnIRIkoQqa0iSgqrJVOo1FFlEU2WatSpiCUVRAAVhFNEbTkjSlJVOm5VWC0NXkGURx/EwVQ2zakGao2o6umax1GgikRIlPpols7WygpALqIpOs1LH1DVUXWM69UjSlMF0TBzHSIVAFPtouo7rhMRxTrVhE+cZu/uHzFwPVTHIsxLTUCjilCIq0HUd33Uo85QiS2g3mvhhwMiZoikqrUZ9PsgrTcjzFEGSUTSDUpJxfI/RcEK71WE2neCHLmGWMBpMkQQRoSgJnQCKgokzoN1uc2n7Ipqm0Rv1MKsm7fYSq6urhBOPi1tXUE0dTYJOs0OtUefunTfYP9wFEcpC5pVXXqYoCj7yoW/mmWfexYN7d7jx2g10VWN/b4csT9E0jSTO2L54kRs3b3LcG/GBD3yIKPF4/uWv88ST7+HRR6/x+uvXKQqBOMqQNAnbNhkMBsi6hq6ZXL5wmdWNdZwgJI5DBr1zZFlld+8Ax3HYXt+mYlYY9Cd0Ois0lxoc947Isowo9uj1egRBgCqLZEJOUuTs7O8gyzKaojOcjFleWaKimxwcnRILApe2NtjoNOkPeownU9ZX1x7GEltYWFhYWFhYeMceUg9+hKyUaIZNEEyZjHpEcUqR5TjOlDDykFWdNPaZTgZcfOQxvvS1z3Cwe5tWtUkaRwwGA55417cQBC4Hu6/QXFqltbxOWST0+/vc3T1mNPWRRQnXn08iTZKMbqvJxPUQSpEij5k5g/ljVBRUSSTLcyhKwjAky+YxmpIkoSkqAhJJkiBLOqIo4/gBSV6g6AaiogIioigzcVwOT0+Y+R7t9hL1ep3pdMzUnSFrGqZtI+UFRZzSXFqlUu8iCjr7eyeUZUG1ZmBZNvd3HiDrCqqiY6oKrbrJha2LnJydkSXzfnovSUjyAkPTCUMf25zn8gMoikJRFIiiSLvdRlZEDMOgXqmjqyrDUQ+rbtNdWYNSpLOyTOAGlGVJkqXzx7qGjkiBpkhUbRNBFjg9P8XUVM6Oz/DckGqjTb3RIkkjCmE+BTj0I5I84tadO1i6gSwI9M8H+GFAo95mloScjs6Rcmh215BEcEbnrG2sI8kCezt72BWD7Qvr2JbB0dERh8d9Lj/yCM2axme+8GlKVSUvCm6/eZ3j41PWNy7w8Q99hNu33uDNN2/Qbbe4e+cmt+68SbezhG2YRElInmecn54ymTrYlkW73caq1tja2qLTaVGWJZVanTCezw+QFZGdnT0a7Q5RFHB2foLjTFla6tJpt/FmDq1aiyQOee21VxhOhuRpRhR4BG89yl1ZWyXLC6YTl5XVNoJYMh7PsKstrEodwzQJw2De+rSwsLCwsLCw8A30UAr8yJ1RrbfQZI0iCsjSiKKAopRQVR1vOmE6HiNLcNrbJ/JmvP/d38xs5jB0B0iiShBM8aOYS1ffjVXtYFg6vZMjgtEJ5+dT/tW/+S/0R2MksaQoMkohIwgCbNvm4kaH/nCAF5UkacloPCBKE7JcIM/Lt/PxoygiSRIEQSDNYpI0IgxDfN8nCpO3C/48nycB5ZRkZUFZCJyNxsycEM/zmUwmCLLE+XDIzoM9FFOhWrMRxYw4jdBNE8M2CLOIB4cHZHmJrsk06pX5CbOqoOomYRhTljm1Wo24yIiiiCzLmHkuqq5RtWuomkGt0cS2qkwmE5IkQRRFNF1BKGFtef5gNC0SHrl0lclkhmnpUBTsHRzSaNYgS7FNiyRJOD8/R1KUtx4Qi3RbbTRJ5OzsjL29Hap2hWazSZwXuGFEp92l2+3QbNbJ8xxFUbBtm3qliioreG7AcHJOvdnEtk0KIeELX/wqTz/7IeqNBrt379Npd+m05puiB7v7HB4eI8oSN2/fwHd8Hn/yaa49coXzo12uv/YSsqqjqDqHh0csLXfYXFslThOCIECTRA73drl3/w5BEJDGMbV6Bcs2KABd1ymLgu7yCpIk0e12UUQJWZaxLAtn4lCpVEAU2N3fw7AtZFmm3z/HHTtsrqxRrVbJ85zV7hK6rjMeTZFllYpdQ1EUTk+PGQ57rK2tkSQJs+mQbmeJwI8YT2aousFoNKJSqcwnAC8sLCwsLCwsfAM9lAJ/fX2dztIap/0jZr6LoWpUTQM/cumPzlE1jTiaoaoakZ/xx/7oHwShRNUMJr0jkiLEVC28UY/T4xOyVERVVYxaDcWo8Cu/9gX29g+p2BpTZ0Icp2RxhojE9Tdvc+XCRf7wD30XF1aqpGmKptsEnoOQZ6iqjCjOv56u65RliSiK8372NEUURURRRJbnfy4vCuIkIYpjBFGkKEssy0JTLfwwJU7mvefOxKEsBTRd4eSsx95ZnwwBWZQY9vu0Gzbry12iNGPqzCgzgVplXjhqpkkUpwwmU3b2DxhORgiiRFoUpHGCJisIyBSCSJ7nqKqK67rouo6qyYzGA9I0ZXNzk9D3CRKPV1+7y4ULl7l66QInhyeUZUmW+uwfH3Hp0iUoMkpywjTB8zzG4zGu7yEIArIisrm1jmma3Ll3hzAKiMOYg/1jFMOis7pMkiRYhk2r3eTKo1eo1GvUGxWKPGc4HBK4M+RSYePCNhVL5ag34N3v/SYMXebk+BhFUQijjA9900dwvQBKmWeeeJxbb7zCqzfeYGvzEnIBceAQpxGNZo3ZaMDnvvglqo0mH3z/R1hZWqEoClRVptNaQhZEBoMBD+7vMhyMUWVlPvG3KLh+/TpZWdDtrrC9fZHZbIJtm3iex+nJOVN3SlZmDMcTqtX55inLMuIwwrINVFVlMpnQ7Syx1GzRaDRYXltHEGW+9Vu/lXq9zp07t1lfXyfPRMbjMXZFZ/9wj6IsqdVbDAZDNE17GEtsYWFhYWFhYeEdeygF/q//+n/j1qtfZH/3Nu7M483XXuLBvddRypLf/cxn+NN/7i9ysr/D3TvXuXLlCk+9+5u4c/MGVbvGl77yEndff5U7t1/la1/5HHdvvYafeDz1rg/wfT/4xxHtS3z605+nWjNJsxBBVKlV2zQqLVrtGooi8enf/QqB7/HU1QtoqkgUx9SbTRRFIivyt2M7ZVmmKEuSJEHVNIqyRJQkylIgDEOKosDQdQQgTRJ830cQJBRJII7nj3cLUaLTXeHatWuUWYpp2OiCRFWfD8qazVw0TUFVNWpWA7FkfitQ5ownDqIokUcxoiCQZgWCoqBoKlmWIYgipQBhGOL6Hl4YkpcFALIskyTzFJ0gCPA8jySJKUsIo4j1tU2uv3kTy5oP6VIUBbGctyN5QYCmafPPp+nIooiiaJz3h9iVGpIk4fo+Fy9exHVd9g8OWFtb4/LFSwxGA4aDMZPJjLIscT2Pz33+d7l58ya9Xg9N11nprhOGIafnPfrnI65cvECZR8iKSGdlHV1RyQoBSZK4f/cB1558AtedcfniFba3t7h983WOzs5ZWtvk4sWLZKHHwf37XLhwgapd5f6DBwz6QxAVDKtCo1YjDkIa7Ra6phBFMdVqjU6jRhTHzFyHC9tbuE7AYDihXq8Sh/PbG1GRsW0b8nkuvqqqCIJAVpR4gcvx6Qnj8YgLF7eo1eYzBJaXmlQtk+l0yurGJo7rs76+gWVY3L97D00z0FUNXZ/PWdg7PGBrawtV1Qmi8GEssYWFhYWFhYWFd0x+GF/k537hX/Cf/uP/B2cw43B6wrd+13dz886rFAhsLdX4xAeu8ti1J/jaC1/i3r3rPLLV5r/8+q/Sbtqcn5zSaOl8zwc/TKXeZWP9Ms1Ol1/5r/+Oj3/TRxhMC8ajEaalUJQCKyvLiEKJM51QFBmKLBCGMf/9d76AZVmUpYCuKQgS+HGIhEq1ZpNmGWlWUJYCWVqgKAoZBXGcIosKmqYRhuG8MBZk4iScT4+NpohvxWIWRUQpFOR5yebmOmtb2wzHE3JS2kYDWSoJE5cgFYnjmLW1NSoVi93DY64+chnLNDnv9YlCf96+AYymY/K8oNPtoCkq5VuDT5u1GkIJeVkSJTG1aoOp49Btd1AUhclkQpqmyLLM6uomaegxHA8YOzO6nQ6jyYyV5S2qNZNeb8DJ+Rn1eh3bsDk6OePSpUuoksxnP/8FnnrqKdIso9cbsLm6QkqBE7g0anV2d3bI4oRn3/Uebt+9w9nhEY16jZSEg8NDREXk2fe8h1dffnn++d2As9MhH/2WjzJxBrz6ynWCIMQwdUSpJAwjhsMhTzzxBK+8ep3LVx9lZWWFV19/ne7qJrVKld7JIWkac2/nAfVKFd2u8Nrr1+epRbKM53lMHY9mu0XdqlBvL6GpCrHvUK/XMSyL0HPQdYMoipiNeyiKhjvzWF1dRtEVGo0Ww2EfuSIilxJpmpILEBcZWp7jTKeYhkGt3SQNA6azMdPRlI3VNU56Zwx6Zzz75NPsPrjPZDJidXWVV6+/xlJ3BaffY2dnB8PQcJz4YSyxhYWFhYWFhYV37KEU+JPDQ/7Tv/+XbK9IrK91+cQnf4Bv+eQPcHK4Qzjpc/XpD3B0dsDG6Rl3bl8niWP+1//tr/Do5YtcvLCFbK2hSSIlGQIiUGAqEiICL7/2Mq47QDOX0BWLOHBxvBm1Sp04ySlLcf7os1bB930AFAHyKMBSZAzTwo8CoihBUXXyNKMQS5I0AkBAQtMUJEkiyzJ830dVVQDiZF6c2bpCp72MLAoYikwpSBwcHHDl8kXKOOXBcY+1pTVUUaZSschSgYpVxXOnaNI83eXuvQc89fijjCYQRgluEBImIY1qjTBJkArIihzfC7i8fQHf95Dl+VTdUhAYTyc063VGZQkzyClJi5zAS5CkGFNX6Xa73HuwS6veIgkjJoGLpq/SabVRFIm9vQMss8L65ga9Xo/HH32M5557jlu3b9NqtLi4uclgfE6QJWxvXEKRZZ54+il6pyf0en3yPJ+nFBkWy8vLvHb9OqZucdbr0el0GPRPCcIY09b5whe+RK1R5ZErl7h37x7Xr19nbXUdw1Tx3QlH+wesb21yfHzMSqfJI5cucXB8TJ6mtDorOAe7QAESjCdD6rUqsiTiBS5xnFCvVJkNp3iOi27Z5JmE53h0TAvfdTk7O6e7tIQf+qwsd9lYG/Lqq68SxnWCs2PWuytsrm9wcHRIq1onz2N8N0DTFe7u7NDpLFG1LYIso8ghTTME4OWXXuQ7PvlJ3ixyxtMxV689xtn5Oc1mk9XVVfwg4tL2BYbDIZ7nUQrlw1hiCwsLCwsLCwvv2EMp8P/VL/4S48k+mmXz+Lu+lSCIMA2drY1LsLkFwObyFhu//48ilFACglBQIvJ/1z/ZvO+8KBBEke/87h+mFODFrz0PgCjIqIpC6Hmsra6yubnJeDDkqHfGcDzFykQqhkmaZeRFQlYI6EaFHIE0jgiCADGKkGWZPInf6svXibKIknyeNJMkyIpInMwTdyRJoNVqsdGpU5Ylpirzofc9RRAm/OZnX6AMQi6utbh2aZXxbEqSlFR0G6+ct/PI4rxAXV3qUmQZb9y+jSAISMj4SYBimPMUHkEgzBJkZNr1Ov3zc7zAp9FooDUatFotxoMxruuiqipBEFCtVnFcl7OzHpcubtNcWsHUKsxmLsfnh1y5eIXf+u3fZupP0ESdjbV1VlZWmIxGPP7YNcQi5wtf/gLf+Z3fzbufeYLrb95kOKuwurJJfzQkCELCMOLi5Yv4vk+JSK1SQ28oREnCzu4e3W6X2WTGbDpFN2w6S2uU8gRVlFDknP2dOwiyTqe7hOf4nPROWVtbx7aqnJ4eI8vr2LrCl55/kU6zxcbKBrPpmHZ7iziN2N/dQ6w1aVXrTN15fr1l2JiGjSzLxHFKkuVUKga3bt0iCBIkSQJFIskyDg/3aTRqZO06lqGjqjKDwYCV7jJFlqAoCoqi4EUeuqZSJgWKoRClCS98/WU++W0fZ3Z0ymQyQdVkrIpBrWZzfLDPxe1LTGZT/Cii0WgyHA5ZW1mlNxqgaRq1ahXHmRJ4wcNYYgsLCwsLCwsL79hDKfC/9ff+MLkAUZxhajICUBSQpSFpkaOrFpIoIAClUCCU4ry4BxCgICeLY9IsRDcqlAVIYsmd/T1e+fpXqBgVFFkmjkO2Lm6BoMxbH4wqhjbhXZfXmboBszAiiROmkwgkGasiUdfASyW21ruIbw0dCp0QJ/CJ45Aon/fmI0ggSGiqTF4UGIpCq1bFqhgkZYpQSDhRzMtv3Kc/muAGAcJ4yMwBXVN4/MoF7u2dUooKqiQxdKdYloGQiURZhKQqyIJMGHiIgsL61ianp6cUeoFqqIx7Qyq2DbZIkscgieRpTrvdZjZz53nsqkoQx5jmfAquIsukaUyalEwnDnJX59LFK1x//VXyPOfbPv5xvvDl3yU3S+4fHHDtsSdw/Xkm/MXtC3iex6uvvsz73/9+LmysMxoOkWUZSVZwnHnP/cHeAfVmAxEJgZzhbIYi6+i69vZkXdeZUq/XCUOfvEypNjuoskKYhMiZyCOXtjnJTzk9P0FTVKoXL3Ht6fdQ5CkrKxsErkcp6cRZTqvTZu/gkOXlZQa9PrtHe1zcuICia9hVC2/iEoYhogXVVoWKbjM4HyCSARkPDvYwDZtOZ4n+YIJzHCBJGtVqjZWVLmdnPcRCIE5zBpMxhqZzeLSPZek06zWq1SrPPvkUD3Z2eOn161R1gzTN6a6uYGgyk7FDfzQlLXMubl/izVtv0F1aQxJLJrMpcRghCiqGaaLIAq4XPYwltrCwsLCwsLDwjj2UAr+kRELA0uT58TwgigWipKFJEEUBuiEjlhKnRw8oBIUizREVCV03yKIAWRFR9AqKpJPmCaZpsvvghEGvT7tepV6tIIkZWSlRsRqEwYTnntziyY9tgZRx1hvxhVd2efNOwB///R8myTM+98UbXHnq/bzrWZN7+zuYio7jhXRbTfqzGbt7B8iigKZpGLqFqqpMnQmKLFOt2uiGPn80q8hEcUGQuNw/7CPkCdWqTp4GPDh3yZOMk/6I7c1NFFHE82OEoiQJgnmvfZoRhsH8lHp9lcFoyGA4wrRsFKFEECQMXUOSJAxVJ9FN2obFeDwm8Hya9SZQMHVmZFmGLuuUhUS1WqXZqDPsndMbDfGjkJW1ZUzbZjSc8Ojj11hqLVEgkiQZvZNTHr3yKP3ROaU84qMf/QgvfO1lvvjFL/Md3/EdVOwGb966zcra6tupQ67r8k0f/RBf/sJXUWUJ2VCAEnfmUqna5MTUag0sy6YsU/Yf7DHqj9jc3GSpu8atW2/y5LWrtJaXaE5GnJ6cUKvVaLfbuDOP9vYSZq2GrutIApwdnxAmCWdnJ1y6dAnt9Iy0hK2VZY7Pe9hWlUajRm/Yoyglqkt1xpM+vu9j6CaOFzDwfUzDQBIhCiJOT0/xAotms81kNCVJUzwvwxlPWFrd4MrFS/SGfc56PSrVBqaisdztcnh6gt5do7vUpFVv0Ov1AOYbsqlDcPM23dU1vOmMbreDXVYZj8f40z6d9gqGbmNVrYexxBYWFhYWFhYW3rGHM+gqjfnK81/mx3/8x3nz5g1+49f+I7/zmU8jCZAlMbIssnv3Jp/6jz+DOz5FkiRkRaKUBCy7il1vYtVWkRQLP5ihSgWCIPBf/+uvUZIhagp+6GHU1ojDMR9+1wZ/9899F3/hj3wb3/d7fx9anpIEM2xV4c/+wW/mn/3Hf8+//OV/y8//gx+jf3SPp59+gq3VLd68+QDHC/CjkDwrsfQGhlkjiTNEQNM0HGfe+27bFq7vk6U5ILHaqbC9skKzptPudihFgw9+8Bm6nTq6riCrGlkB3W6XOMuIs3kEZxzHFMDy8hJJGpHnOevrqwS+T7VSQdd1+v0+hmFgmgaSIM6TbzxvPtE1S2l3WoROwGziUEoSWVlwcnpAxbRYW1tHNRVKUiQEFGRMXWdlZY2iFAjiAEvTWel26I/6jGdjms0m/bM+juPQ7jQxrQqvvnodw7aoVqskSYxhGPOBYIaO64Wsra9ycnLEeDjBcVxW11aIogBF1oiiCM8PEEWRD773Ofbu36PfP8cyK5imyQtf/xp3bt1E13Xe/e5nefXrLzIeDUAQuHPvPqUgcXx8SBzHJHmBLAoEQcDx6RlL7S6qIpEVIAkicRSRFLDUWSOPI/aPdpEkic3NbfI8p9PpoEgykpCzvrKKqaukaUzoekwmI3TTQFNlWq0WtVaT3vExkiRiqToiArfu30UUBZbqDSzLotJqYRgGYeAxHk/prq6xvLyKoigcnR7huiG1agPXdciyBFGUkUSFLMsQJQVF0x/GEltYWFhYWFhYeMceygn+//Uvf5ZPfepT7DzY5+TGbzCaTXniXd/KJz7xHYiyBKJAIUpsPfI+rj77UUpKiqRAViX65z0EIip1m1ICXa4iaSrH5wNeeP5LWIZOpWKx8+AB250Wv/Gbv0R7SeHB81/i/t0HXH62xbd9+8dpvbHDlQsn/MEf+SMUqUHv67/Bt330QwhJwS9/+vNsrF3mE9/+Qd68ucdk4uNHIUHkUrFt8qwkKwrOzs6oV2vohvr2QCzDMCjIePfTj1JQ0GzW+dqrt/ny86/zwsu3EZFZalQw35qcmoYeG6ur7BwcUAogywq2baGrMlmisHNwyNraCo9cuEicJvhJRLfbJcsLTM2gUqsgyiKnp2dUbRtJFvACl2azxcHhGYYp0l3tULFVdnd3qDWWaNYaCJMxo/GAJ554gtOzQ1x3Rq1So0gLTnuHPPP0u3nsymUGwz6T2ZhGo83tuztsrK1QrcUURcHx8TGIcHJ6RK1eoSwEVF1nNBrRbnVYWlqmN+wxGA5Zbr8LQZDwfIdGvUVRFNy9u8Pmx76ZT37y2/nS818jz0sMw2LQO6fVaMzbV0SZj33sYxwcHyErGnGcUKvb2HaV/f19Wq0OpVBgIVIUBWmaQpHx0qvXefTKFUQywjjET3IatSZTf4aiGSiSQKMRoZtVVlbWkEUYj8c0Gg2G4zH9UR9DkxElgSgJyXITsSgQVZHTXg8J6HQ6nI8G7B8e8PiVq2iIBEnKk48+wc1b18mygslkwtbWFoZhceHyFucnp3Tf9Sy93RMQJDa3LtDr9XAchyAIWF5aeRhLbGFhYWFhYWHhHXsoJ/i1+hI/+fd/mjdv7/Jn/to/5s/+jX/GP/wn/44CEUVVoRC4evVJHn/uo8Shi4iArEj80i/9a/7yX/wDnJ4domsqQp4hkCEKBUeHp4x7IyRJ4sGDB3zvtzzHL/3zH8fIprz8qf/Bzs4+rW4bNXWot1ZZ2X6E97zv3Zwc7fHVX/xLPLjxRQ53D/nED/4Bvu8TT+FPzljurON6ITPXx5l5UObzlhfdRFYV0jTFsizC0Gc8HCIjYFkWk1mA64Q8/dSjmLrB1toKn/jWD7F3cM5kMkazqjhuMI+uTCLIE7Y3VgHQDYOyLJlNfWR5nrLT7w9JkoR2p0lRgO/780x2Q8cLA5I8o7PcxTBM4jjm9OQc07ao1CvUqxUoYDSZoeg6WZagqQYffP8HKYuEL3/l8xiGwe7OXe7efpOPf8vvQbMsbt65jWHpPPbYVWRRQUCiXq+jaBqqqnLhwgXW11eJ45iVlRXu3bvHcDjk8OCYmesynk6wa1UUVUfTFW7dvYPv+zSbTRqtJpZtUK9XuXXvPu3lFWxTRywLNEWlWa+TZBkbq2t89atfpT+eoJsGw/MzHr/2GIZhcHh8iqLpBJHPzPVBnKcV+XGEValwZWsTSoEgzllq1Wm2alRbDZY7S+zv79M7H2CaNr4fcunSFSqVClla0O12WV1exvM8fN/HNi0MXWVnZ4ckSVjudPDcgKnrMpyNefLRx9A0nfPxiEalgedMOe+fsbq6RqvVQBBKPM/D0CtsblzCCz32D/eoVJuESUop5fOWNN2k1+sxm00exhJbWFhYWFhYWHjHHsoJ/p3rX+bj3/29/Odf+8/82i//Mo9sLPGtn/hOrr/8Ig8e3ODihUcYTUN2bl3nPc+9lzdv71KtGTzxxLt4/NHHeOzpDxAm84QbSZh/S/fv36c/OKfMI37wuz7On/vRTzKZDbl/8zZBWvLYe34PihhTVwv+xxdf4qUXX+HSiklRuHz4276b3Bsz83xc3+C7//hf4e7J3+Tv/B//Cc1WUVQogpyyFBBEFU2bF/eqJpNEAa7rYuoapmkShD4zx2PqhxSFyheef43A94gziUbVolqrIIkqiiFwdHTApa1tas06p6en1Ks18iIjDGI01aQME9ZWl+n1h5wM+ugVi5Vuh529AxRFQTM0poMRuSBgDfVGDAABAABJREFU6zqSKkMpkCQJ4/EYw9IxTZN2o4k3mfHGzTexalUev/YY5/0eF9Y3Oen1adSavOfZd/HgYIeszPjAe7+Jr3z1C7z6+nU+8oGPcmn7Ejs7O7S7bfYPD+h0uhweHlKvNWk0GoSRjyormKbFtcefZjwbE6cxcZKwvLzCeDxCUSVWVla4c/sesqJx6eI2/f4pe4d7yIrK6uoqu7u7LC0toZs209NjDg8P2dzcpCgKNF1FFEX6Z6eoho6q6uimTdXW2dk7QBRllpaWiNME265gtVRevfEGUZqhijKKIqNXDFrtBmdnZ0RRxFK3DaVM4M7bm+r1Oq1mh0qlQugH7O7fpzfo024sIYkKpSiS5wVWvYpY5MxmU/KyoFpvcnJywuXNbZzeKYcHezz33HMMx0NcP6Tb1Xjz3k0M6xmee+/7uXvvNo16C7tSQxZEylJAVhQ6zQZJuEjRWVhYWFhYWPjGeign+L1Jwqf+23/l7/y1P8PXv/hprr37vYydCY3WMhWzRrXWxg2mNJaajIKcv/zX/wpxFPHUU8/w6BPvI3ZdfDfA9SJcP6BE5LU370Ce8mN/6Pv5n7/nwzw4PeHu628yGc9Y6q5RFBli4XPntMev/fff5eqVZXRDYGX9AmUaYykKS5tPkkUTvL19PvnhJ6k3ZAaDEYaiIiJRFhKCUKJoKiLzSauqKlNmOZ7rE0QhglCiqSKfe/41vvjCm7z8+gPOBiOSKEBRFHTbwPMdNFVGkGTCDNIcarU6YRihaRqXLl1CVkTSNGU2m2GYGpZlsbu3T7/f55knn0LTNO7cuk1ZloiiSK/XJ8sy6vU6kiITBAGGZnLz7j1eu/E6ly5d4rHHHsX3ffqnJwComoFdMYnjkNZSl0qlxtnxPjdvvsH2xia6onP79m0kSaAQMsbjIRWrOm/FUXR6vR6maTIej7EsiygK2djYoNWokecF4+mUs9MT0ixmqbNMkQsksc/rr11n0B9hGAYnx4ccHh6wuX2RlZWV+aZNUnjqiScZDHuc909oNes0Kw0U3eDo9Iw4COm2W7iuixckXL54EZGC0WjE4f4et9+8TVFK6IaMKhfs7D/A8T0i16ff71Ov18ny+YTf1lKH/mjI/t4h9VYTq1oj9AM2tjbZ3NggCiKSLKVSqeBOZ8w8l0qlQs2qoesGOwcHuL43f4OgiIiizOUrV9k72J+3/FRrHB8fYxoKvd4ZcZajayZh5FOS024tM5lMiOIAo2IQBIsCf2FhYWFhYeEb66Gc4P/5v/q3yNKUP/kn/wLbG2s0Nx/j+is3+PjHvpWLly4RlwKPXH6a/mxIEiR89avP0+508dwIJ3TRZYlCFInjCE0SEbAxVZmPf/gZPvT0Vb72wg026inaapsrTz/HyvajnJ/vcuGxq/zW7/4Kjz/5KO969zVU00bKS4Z7t6heex+ttUvs3XkdbzTgwlaTn/6L38f/8mf/DbvHZzTrNURRRJAKAs9HFkXSNEapV2m323hegKLpyGKOWMoohsTT1y7TqRh8+fp1Qs8nyQtaZo1DN8Z35v38g8GAxHNpNiosr6xwcnyMrRlIcoFu6YiSgiCWpG8N0YqSjNOTI3RdRyznCS26onN2eEqrlpGlMYqicHhywnA04ZFHHsV1XfaOD7l06dL85kHVCAIf1x+xudLhysUVvn79DucnI55+9iqyWLJ3cMzGxhYnJ0dkecSVS5e4v7OHJKsM+uc0m21kWSZJEjY2NojDgAL4D//h3/Gdn/wksiwxHo/w8hI/8Lh7/x6XL17ikUuP8OLLr3B0dES73WFrc53ZdIjjBiyvrnKwe8za5jph6NJq1UjygoODAy6sb7O1vsHx+RmHh8e0mjaKJjMcTWiYOt5kQmt1naeeeIIvffFzvPaGzNbWNp26zfHpAYenA2YzFduUyUuJdruN74Uo2pRKtYphW5z3e5yd92nX7HlSkmGgaAq1SpXBYEAQR1iWSeg6dJdXqeYpvuuRpjmdpRZBGhNFEQenp/MBaLJOu91kSZGZTCaMB0N8XWcwHlDkMXa9RX/UByHj+OiUjc01JFl4GEtsYWFhYWFhYeEdeygn+JcuXeLqo9f4o3/qL/PMh76Tle4yV68+zng6YjycMDkfcTbsc3p8hihLXH3kcYRSJk5CqqYFiBiGQbfVprO0RFGKeLMhxC433niDpbbJhcvbrGw9QXf7CkmWUwYTfvO3PsvnP/e7XH30EolkM3QcykIgKSWGozNe+cJ/mw+10mX29/t89ye+jc/99s/y7NUu48mMyPfm+feIpIVIkYskTohl66ytdtle32A49ahUdb7lQ+9hd3+P7SvLPH71EQ6OR5iKRi5CkiQANJtNRKmkVGROhxPKIse0TXrjIXFSkIQJcRgR+TGyICEKApKoMhpPyeOCVqOJ58asLal8/EOP0ncm9M97HPdO5tN6RQk3cFlebjMZjtjd3WN1fQvP8/A8n06nw729E6Bke2uDaqvGK6/fQJV0TNUmDEOWl7oM+yNURScMQwQKbNtG1XTa7Q6KolCp1plMfS5uXabVrPP8C19lf/cQwzBZXV8lyxLOTw6ZzWbYjQpXrl4kzwvyLMXWqzz99Lvp9XooqsnEGeP5PkdHZzTbq5imSV7EDEZ9xrMpa+srbG2vMXKmaKLKxY11XnvzBmmZMuqd4och7373u3EmA/Z2d9g/PqPR6tJutpAQiKIIVRNx3Rl2xeTs7ATHceh2V4iCkJPjfdrLK4xGI/KspNVokmYxiqZiWAZpUWBaFfwwRhBKcrGgFCRszYIkRVRE7t6/T7PeQNNFXGdK1bJRdQM3CEnSgGa9jhsm7D64x9HxAa1Wi8Cf4bsOUZg8jCW2sLCwsLCwsPCOPZQCvygKKCAJI5q1KmUhY5gVRFElK0oEsUQU4bHHrrK01GY6dXAcZx4hWRRUqlUSP8adeQgUzNyQ26+/SF5E+EHCYDBAVjQanQ5i7DE73eXG/WNefPE1Jl6MUaniOTPkOGc2c7GrNYLhiDIrkXSTPM0wTYtRZvPu3/PDfPlXf5Jnrm7iRymqJKMrKggJqq5RSALO1KUoYebOGA2mXH3kIrOpx+989ouYaoWVdptO02J5qY0XJjSbTSq2zdHxMQIioiAgiiLnvT4Vy6bb6ZIlGY7v4YcBKBKiIlFQIMlQseuoekkQhZClvPz6IdsXVrl2ZYWZm2DbNvVWk0euPg6CwmTmU2u0SNOUs/MTapUKF648iqLJ+MGUz335Vc7PZ1ze3qJi1+hPHTqdDq1GnfZSh5nrcHJ6RLvdZDia8NTTz2JXjPlpdhghCCJe4PHa66/RbLfmGwFBQFUVbt26RavVQtMMhsMhBwdHqLLGYDDg7PwcWVOpWvPNhOu6PPbYY9y7f4d6vUqZp4ilSJ4J6JZJv3/OsD94a3O3gqQqpGXGBz/8TYiSwmDUZ/feffwgYWWlS6dVQRYLbt64iaZILK20WV5dJ45ShpMhB0dHXLhwgTjyuH7jNd73vg+wvrrM7/zOpzkb9LF0C1MziOOYdrsJRUkYJYgIxGGIIEgApHnGLPQZTac0Gg3WVlaYTEZEccLO7j77+4eMx2MuX7lKmRfoqkbNriCLEtPRmLIsqVarRFEyH6K2sLCwsLCwsPAN9FAK/MnUY+a6OH7ASe8E05DJs5CT03PCKEHXVZIkYjod47ouaZpi2za2bSNJ80eksiKiaDIlOeenp4z7J7S6S9RqOrJSMpmcE/nnfPbLX6bn+mxuX0VWNYQCJDGlZuu4g0O82TlZKWHVG8iaSv/kCLNaRbbrmNUuJ9dfxnj8R/jp//3HKBGRJX0+hEsQkGWVrYtbdJot4iji4OiUWq1CmuTc3zvkW77lW9g/POWN19/k0oWLVJstyrIkyzJMwyaOU5Iko2bVqFUbZGVBluWQF6ytrdFudzAMgzLLcV0XVVawLIt6vY6m6MRZSmepiaza3Ll3ylNXr4IiUBQw9XwcP8DQLURFZTydIQgCYRQhSCKaVCIJKiAgCDme18edzug2qri+j1mr4Ps+vd6A5z7wQQpRYDwe43keURShayaHh0f4vk/FNlhdXuG83+f+3bs063VEWSDwfBzHIYznbwtURcF1fI4OT0HICSKfPC/p9fr43oT9gwcEfkye5whCiWEY8/kDlkVW5HRXljk/7+N7MY16HYqM/cMjoiji0iNXePrpZ5EFkdFwQhiG9PvnRIHPs888xZUrl/ADl8nMIfAc4qSYpxVNRviui+d5FOQ0Gg1kWQVRwAsD8jxn5nhkGfNbB+YTaF3fR1EUJATKMmfm+mQF9E7PEMV50pHr+mxvX2Y8HHHe72NVK1jWfCCZKAgURUESxSy1O0R+QFmWtFqth7HEFhYWFhYWFhbesYcz6CrOiOP5cKSl5WVERadEZHWly1KrjqZpdDqd+Ul3pUK9XqXRaFCpWNi2jamp1GoW1aqNgIDnubiuS5KrqEaNWqvJmw9cXnr9jPWtp3CCkBe/8kXO+iOGk4ibL7+IEHtUGmukecHduzeYjfs4rsvK9gqbl5+hUu9g6hZLj30Ev3/Oxz70LH/i972Lw6MTFF3DNGxajSa6rpPnOUutNmGUsLzUIEkLZl5IGof4fkC12cS0bEazKd5kjFjOM/2bzTqSJKHrOqqukec5eZ4DJZIkoogiIgKtRpOqZSOW4HkegpQRxSmBH1MUMp2GxdRPOTrrk2cJmmrSOx8giCKIArIsM5tNmDoe3c4ye4d7hJ6PbVfpdrvoisj6UhvH92jUOyhiwe7+Pp3uMhQld+7c4dl3vZfuyipJGnDr1i1OT07Y2Nig0agjlPOhX6IooGoykiRzfHyMKIrIiki/3yfJUhzHoRRAVAqKLEdXdDa3tpB1laV2GxmBqTOFQuCV167jhyGPXL1MURQcHR1R5NBoNDg+P0fVFWzT4Mr2RYb9+WRau1qn2qiz1G2jyAZLS8uIosjR0QF37txhOBzizDx00ybPS9L0re+pLJFFiTdvvEEQRLRanflpfRyhmQYFIoPRiG63i22YZFmG74eAiK7OW6GyrEDXTSqWzenpKZIskCQZhQClUDAZDbjxxk2q9QYrKysYpkmn06FWqxFFEdeuXUMQ5puKhYWFhYWFhYVvpIdS4HdX2nSW2hBNCXoHiCI0O20aDQvNMhBFcZ41L6sIgoCiKJRlSVEUxHFMlmUkWUqWxoDMo49fo7G0RBILBIVNf6QSZAalbNI/2+fgwT2iVCBJCgxb51d/+wW+9MIdjk4PyTOfhlXBdUakYcT1L3+J53/zX2PVlpHqFxDTnNjpI6w8zd/4m3+Jtg07OycIYokiSriuj2HbqJpEo24TxhmO4+B689PvrBSJS8gp6ff7yIKIAARBgK7rmIaGFwZYloWp6QgCIIkkSYKoyOimiaZptBpNFEUhCSNmY4coTTAsnVIqkKWS8ThgZ6/PhY0VPM9j2O9j2/a8Lef0FNM0QSwxTI21tU1mQYLjTdjY2GDq+MRRQafZoD8Z8cyTT9FttXnw4AGyrtHvDTnY2+fKlSvoqsF4PL9ZmU4npGlGmhQIFCSxTxwm9Hq9tybcpmxsbKCqMqqqznvW85ysSJlOxyRJRBAEbGxsMnUCJEniYP8B7XabzY1tbrxxmyBKWF5qY+oWRVGQ5TmiDGGccu3aNWqWTpHDcDDlYG8P3a7QbDaZORMUReHqY48ShjFnZyekUYgolCiKwfpalyzLGE1cEEWCwOPk5ISp4yGKoKo6BSJIGo1GgzzPkRUFy6ogiiKKpjJzXZIsJQ5DsjjBDwPW19dJ85JWrUWjVmX/cA/k+QbIdT1mUxfHm98YVKtVJEXm9u3bIIlYlkEURQ9jiS0sLCwsLCwsvGMPpcD3fI9eb8Srbzzg9u45p/0ho9EEEBFKAUGQ3i7ogyDA933yPCXLMiRJQpBE8rxEUjS8OOc//F+/SKPRJYkzJmcHVM2Sj334EbbaOnv338R3XN68e5/Qj9jYXGE2zbi3v09GAaKAXTeIooDzwTnOZIwomdy7/jscvvrfObnzWdprF4iTKstPfQd/+49/jCJ2KUqBIHQY9EcsdbskeQKIVOwGBwdHNOoNNi5c5OjkjNnMYzyZIQrCfCNTrVKvVZFEAdu2ESQoy5yKbRPHMZqsEscJaZaj6BqT2RRZVdjaXKdeq2CaFoqikOUpk7FDWpZ0uw2KIkcSdcoyRxAE+v0+nucR+gGbm9sAnBweoknzYVV5mqHLOn4QcWd3F0NXiP0ZcZTz3nc9i2EoZGQsdVq4zpSTkxOeePxpHG+GZVdoNBq4rsN5v4eiqUiSxNSZoGnz24g0n9/U1GoNTNPE8VwC30WTberNBo475OaNl/nV//zLeL7P0uoarXqLvb37WJbFe9/7Pnb3DtAMi2vXrlEUBYJcUBYZu3sHXH/9JoPJgCgLsO0q62vbqKrMaDih2axz794dbt68iWboNBsNSgpEEtrtNkVRYFkWmqrj+yGaIkGRYRgGWZG/1Q4mQVGw0u2y1G6/tfGK8P2QNI3Jy3mbz2g0QpAFNMvkdNBDlmXCMMQ2dXzfpShLDE0nSxOSt34mx2fHjKcTiqJAlCVeffXVeWqPojyMJbawsLCwsLCw8I49lAL/jZt3OTo6pt5dxqi3CJ0x+w/ucnx6xvl5D8eZcnp6ymw2o1qtoqrqvLgTBNI0Jc0zdE0nyQt+4Pu/m5/6e38bgHanyeOXujx77TJZWTKcjOcxk4JImuYcnY15/cYelZpN7zzi1v0RX3xph9/+8i12Ds/ptHWuPrHNJHJ5cOdN+qc3GO6/zMHXfxVRFCkKnR/5U/8r3/L+LQ72TyhFgXazztnZGZ12F12ZT2017SphGHJ0eoQkyWysbiCUMjW7gqKqmKbJaqdLWZbs7u0hSRJRGKKqKrIso0jzE++yLJFkmUq9Rq/XI0piLMvC9V3SKEFXNeIkRNMUsnR+Ol+KObpuUgrCvN2nKBEEgclkgiiKHJ4cU0oZaezTqFjUG1Xe9cyznJydct7vsb1+gZP+Oa+8+irvefe7WWo1OTg4II7nEZDj8Zhrj13FCzzCMMI0TQSxYDpxWFvboCxzxuMRezs782I5Lzk4OMC2qmxvb9NstHEch6KUKJExTJVm3SSKg3kbTlFQrdkkacRkMkZRFOI0YTDoEYU+3c4Suqoxm445PDnmrD9/F6DrKpqm4bsuhyfHFAIo+vxEXCgL8jyn2WiBUOLORojCPOJTUcX59yNAmIQEQUASZwRR+HYLlaYa6JoJeYHjOxSihKkbZGmMquo0Go35W4PQJ89zarUafhKRZRlB4OF5AYZhkWUZ5+fnaIpMkWVYloUXBoiKjGkb3Ll3l/7g/GEssYWFhYWFhYWFd+yhRHxc3t6a92DbOoZeYdg7ZzAYcfPmTQxNpdtdwbZNdF0ljkOKYv73iqIgTVM03eT8fMgf/dE/wvP/43f4lm/9OGmRk0U+n3v+JV69uUet3mL/4D6SqhAGKZ6fIEhQqeq0Gw0SBH7jM69z7WIXx59RMyWWOi3MmoU76dE7vEGWjlhf32Q0foD48q+w/Ph3YG7+Xn78f3uN//79P8FoOGFzdYUoipAFhUsXN+gPB7SXWuzs7CFkoBjz03JNVhBNHVmWcV2XbrtDt93hbDDg/PyczY0NDNPENgw8z0XVNSq2hTuZsLWxycw0ydICu1bF9UKWl5c56w1I0hSxEIlIKfIUd5pyNnSo1hso6rwQbbbqTMcjkiRD1Ux8L8ELfAzbor8z5sLqBZ5+8ilu3r2PsxFx6dIFXnntdabPf50nHn+Mq1evMnFcWpaNoigMh0Pu37tD6Afoqo6iKeRFiqkbJFHMNB+jaRo3b97k8cevMRz0cByXja01emd9TEPB9wPanSaTQZ+iAEGI6PdO0HSb8WRGlhaIokhWlESxB0XJ8fEpjVaTZ971bp7/ylc5652iqiqdeps8T7m3c4cgiJBViTSD1ZVN8jhAFktc16XVXsIb+5wcHbN1eZMks2i1OqiyyHAynEeB+jNUxWQ0GqEpKlPHwY8TahUb27IgBz+OEMUCXVaQJGl+0p8nJHGMlJcomk5WZvi+hygI83QcUyGOQ6bTMV6WocgK56dniOQkSYKqqoThPCVqYWFhYWFhYeEb6aGc4C91GrTbS/zwD/4wX/vCZ1nbWGV7e5urVx5FM0xc30HTbaKwIAwCJElAfOtfNk0TTZH5e//wH/KpT/8m733fexhOxuwdnfDSm3f56isP+JXPfIVf/vXPcH/3jCyT8WLYOzsnp6Rdb3PWHzOZely+vIIfJyx319D0JQ4GKi+8ssPMjZCsR7i5L/L1V+8yOH5ALiZ40x2C4SHv//hH+fBTDYZjB3/qIAkige9wYXObJM45PT1na3MVL3DnbRiIxLlPFCVokoyIwGgypFapUtNsNFUlikJm0yluEGDaFoquUWbzE/gkSdBMA0lViPyAimkiaxJxEqCpKlmRE85mJIUAhoEfhZi6xuH+Ed7MQVY0ti5ewVAkZtMxvUGfWq3GeW9EkcPMHbOxsowsSsxcn9nU57Grl/CTgJdfu836yioXL2zguD7981N836XdbJAmAWkWoaoqs9mMKIlZWlomTqP5hF2gf96j0WhwenbA7s4OZ+cnkINp6TjTGUalSl6WpGmOZho0m1VarRbD8Wjerx+FUJSYpkmtVuHu3dscHB5jWDqWqVOWJU4w5ehgD9/3KQWwFAVLU/HdGUmWg6igyBrT8YRGtQ2KgOuk5Ck4zhTDNsiyhDxNKQWJIA6IIw+RDE1RCDyfshSYf6ICVZTI04K8FPDDkCTLKHLIsxJJ00nTmOl0Sn88pmJaRN6MNI8QpYIyT/HiDIQU1xsThgGypFIkCbIsMpzOHsYSW1hYWFhYWFh4xx5KgV8KEpICk9mQP/6Hvo+T40PqdZtGs8kzTz3Llc0riCVIkkRRCiRpSSnMHypKksBk5vG53/o028tLTLyA+/unjEfOvAhTBGRk1teXaXTaNFptLmyt0603GA5m7J8eY1s18jxlb++AB3vH3Lp3n9FoQq/nsnMw4MuvnfHGwZj7hw4v3875zS+d4Q72GR+9gte7g1B5F3/9T30PLTPjeDyhUEqStMB1RqwsL1G1K1SqdQajCaqq43ke05lLWuSYpolVmfd3m6aJruvEcYwkSdiGSeC6IBSkcYhtWlTtKoPBkOPjYwShpFWvIUjgOB6dTgdNU5lOHFqdJWq1GrOpT61Rx3V9KvUKbhRw/85d/MmEixcvce3qo+RphufOqLfqDGcTvMBHEAQuXLhA3ba4eet1BEnjYx/7GNWazv3dPbpLa2xvbVAKEoqisLa2hiRJ9Ho9PN+h1WohixK2baMpKrqukyQJ571TBoMehmEwm83bhMI8pcwzoiii0WyyeeEia2sbKIKC4wRvbeJU0jRFUhRs02Q6nZLmGRXL5uzklNFgOE8fkhWKHARJIU5CHGdKXhZMp2NmsxGQIasKnU4HVVXZ3l5nubPEsH9KnqcIkogk67SaK+R5Sp6GSLJAngnM3JhKrUG1apMkCVPHIwgS2u0mhmVSFAW+H5JlBZKkkGUZM2eCG/joikqRlSR5hqQqzKZTOs0WQRzhxS4CMrosEaUJFcNElVWSNESVFjn4CwsLCwsLC99YD6XApyxBEPjR/+XHOOgF/OO//5cpSgHTNJGkEsUwMSsKVlVH1SyEUkSR9PkpviDwT/7FL3D//n0KRHqDCWmWoWoihqGhyQrXLm+ytrpKvV6nLEuiMMWwbRqtBqpmk8YxiqaDIFKxTSqVOmeTKV999Q2+/toDvvDyHX7z89e5tXPIvf1jvnbT4b9/5mXy4BxJyCgymY+97zm+7d0NxuMAspyJM2M0dLi8tU13uUMURUiSjGFopGlMu730Vh9/jizLZGmB63qsrHYxVBVd0RBKMA2NJElIowxBEOYPQQ2dWq1GHMyjReM0YbmzNJ9WK4hcfuQKg8kUx3FZWVlBKKHRarK5sUGZF1QqFUqxZDabMXEdussd8kLE0g1sXWMwmmDaFtWaTVqCpBgkYUal0mBlc53xeIzveYSRi2mphGHIdDrFdV2WlpYoy5LhsM94PJxPilVVJpMJJTm+P8/Cl2URVZWxTQPTNOctQoaG4zgkSYIgKTQaDTRFZjQaUKlU8DyPSq3O1HHI8/ytSFGTssjI05Q4CFFUiTyfvzMwTR3bNkES0Uxjnr2vqniOi+M4rK6ukiQZpmmysbGGKIqkcYJlmLTbTcoyn7fJlCVV2yRJEvwgxrJqxGlElCU028v4vo+maURRhCiKSIoMokCSpfOWHVklyecbizRNyfP87QfjRVGQJhFRntJsNsnzHCd0ERQVy7CpVqyHssQWFhYWFhYWFt6ph1Lg/5//9O/z4NYbfO/3/AAffe86s/1X+Nl/+LehTElSAT/00GQbRRIpi4gomhGEIWmeIQCtVouszJj4IY7noqtg2/MHlY9cuMr2hU3Ozs7Y3z9iMJqgWTaD4ZDxaEKeZlh1m/W1TUy9gu9nPNg94bg34mQwYBKHtOoWplHSn85wfY/j0Tn//L/d57c/+wru5B7HL/8y0vqH+GM/8sNI/oiDozFLrTZnvTOiNKRWq1CxbUzNnD8KTlOWl7p0m238YB6RmOfzBBbXnZ9+CyWEYUCWZciSimlbxHFMUqTkFEiSRJ7P23+SJCGOPFxvRhzH81/ThCBMcZwpRVEQhiGhHxAHIUmaEkQhaZEzHI4Jw5BKo06v16NVbxCnCVPXodvtzucPtFv0B6e8ev1NavUmFy9ucuPGDQbDKYEfIQjSfNiYLOP6HkEQIMsyrU6bsswRmbdUpWkMFFSrVVzXJUtyVFVFLCGO5z8XZzJmOBgQJSG6KrKy1GQ8GtFe6tDtrjAZjQnjiDhNkEUJqzJ/B2BZFqqqvp12kyTJPH2pKAijiGq1yqOPPoEkyGRxwvb2NpIkcevWHURZpdqoY+oquiwRug7jYZ9CgDjNoRCQRAVRhCDwUVQVWdKRRA1FE8my+YAqURSJYg/HmZKm8VuPpeeTboMwJskzqpU6eVbiuD5u4M83VbLBaDzGCSKSJMUPAoxKFQSZJIkfxhJbWFhYWFhYWHjHHkqB/7lP/1N+5T//e5Y6NX7gD/9VLL3g8obKz/38v0bXJDrtKmlRctLrk+Qqnh+iyRKKoAAip4cHiORYho4gzAcWyZKFrFvsn57y5edfpD+a4YQRSVFwcHCAJElkeUqSpfiJyEvXX2UwHDP1AvwsI0MgTguEooQsplOtsFS30GydZs2kP+nxy5/a5+b1F8iziFJZ45v/pz/Iv//5P4aajzgeTpFUid5wQr1eJ8/njydt20RXZabjMb7vo+s6hq6iqipJFJNEMePxmLycn7QXRcE8KR+yYh53GXo+aRRTq9XQdB2rUmE6dea58Fk2f2z71rTbk5MTBFmi1ztjMnWot5poqkww8xmORjz5+FNQygh5hmlXcfyUIPC4e+8BYVjgjOePemutJqcnZ/RPBly6dAlJlnFnHo7jYds2zXodWZaRBBFBKCnLec6/HwakWYypG9RqtbdjHxVFIwgiJpMZnjPFsixked6OUhQFZ2cn5EWG63mIoojnebTbber1OpVKbT77IElI44RGo4WkKPhRiFCU1KsmIpAn+XyWQF4w7A05OjpC0wzWNjcQBIGVpS6PP/IozsRhOp2yubWCqsqUZTm/5SgFTEtHKEsc36Hb7SBQEEUxTz/9DLI432S1Gs15v39ZAuC7HmmcoEgyUTRPz5nf1hT4vj9P4tHmNzMAdt2mWqlwcj4kyzKW2x269Tqj6YQwXOTgLywsLCwsLHxjPZQC/zt/z5/gkStP8tqrL/PU+z/E116fkJ7fY6MS8Df//J/hpa/9Bi989Wf51//o+/nHf/t7uH/nRcYzj1IUOO5N+Kl/8A+w7XkWvKZpNJttdM3CcX0kRUS3KwhiyebqChXDYG9vh7E7YzB1uLOzzxe/+Hlu3tnhoNfHT3yiJGQymVCzTNaaFdqdBpoi0a3XqCkVupUKz117hEmW8yu/fh0/iDh77b/gjyO++0f/JJ/+xT/BnVs36Q0SosjhaP+AEkBWKIoCTVPIy5K8zBAR5n33UQhCSbPZpChKxuMRqq4hyhJxFBB488hFRVHx/YBmvUGZFyCVVG0bBJk8K2l22jRbS0iixnA8pVKpsdxZolqvcXJywng6Qtd1KpUKSRpz0jun3mwQpQlFWlCxbTrtNnEcU5YlmqZxcHBEq9lF01UOD/fZ29nBrpjUmzXyJOXo6IharYZlWUjSfGbBbDZD13XSNEUQ5u0qvu+/tQkpaDRaKIqCrs83ZUmSkJY5jUZjftsQhozHYyaOi6KqxGHEcDyi2W6xvNShalewqxV836XXO5tvlAyDosjQDQXLMrDMClmW0e0s06zX5t/78T79yYjT8x67u7tsbqyw1m0zHU0ZT10KBE5OTuj3z2lUa2ysrpCmKZ1O561/w8KyLKazEYauvjWATSSOY+I4RpHng7B836fRaFCrWHiBT5bGKKKEIEGaJ2iahiyIuH5Ikvp0Oh1EWUEUBQ5Ojrm4vcZzTzyBZVYexhJbWFhYWFhYWHjHHkqB/zuf+i3+xT/6a/zCz/xd/tnf/Qt89Lt+mJ/82V9m55XfRIom/I2/+ON89jP/ge7aBh/45u/ikUefQxBTANp1m+/5vu/Fcee58ZokIwsiJQnNRgNNUmg2aiy1G2xtbhJFMbVmA98LSaIUoUxptW1WlpeQRBHHmxGHERdXV9habaOaAjI5FctElBQsXebJJ59kZXWJq5cv47DOZ37rU9Q3rlKWGve/+Fme/o4f4hd/4vtJBrvc3TlnOnXQNA3DMJhMJvi+P++l1zQCPyLJUkRJwq5UCOMIXdfRdZ3pbIwsqYwmY4bD4Vs56sG8kFQUBEEgCAJcx0c1dAzbmvd5Fzmj0YSCeeEcODPCMIQyJ08L/DBAlMA0LBzP5f7ufURJYzwZYigi1x55Ak3TuHP3TexKjSyLCL0p9YaJokp4bkQaZ8RRimVVkGWRB7u7tFotyjJnMpq+fWOhKToIEpZlEYYhnueRJBGj0QAo8DyHPE+xKxUM3cJxHAxNpV6rUKvYOK47/4xv/ToajSjLko2NjbcfJJf5fJqxoVsoioYkysRZSlqk6LrJ5uYmtVoDWZYRBIGT4zM6nQ4XLl/ixptvUOQpV65cIY5yAFrt+Q3B/EZCJssSRFFmMvXIy4yiTBn0R2j6vOUqSuK324PSNAVRQBRFJpP59FxFktF1fd7jn87/3wZBANL892Ewv7UxNJXV1TVG0wn3dnZ5+rHHqVQWBf7CwsLCwsLCN9ZDKfB/9hf+HX/nH/083/6938//68//Jf7uz/wTfvxnf4Vf+A9fwlRO6LQv8Fv/JUdUfw8f++SfYXPzAp1Ol6LM0DWJv/UT//t84JMzRNdkJElg5owwNJNHHnmUDzz3XhTV5uXXb7B/fEQa5bSqFb7327+Jj77vGUhlPG9GkoRogsKVzS06HYv+sM/B0ZA0TSlEhRdfu45V1Xns6iX2T3rIUoleq/Pq7TEHN19BtVRaW48z2vH4Q3/9J/iNT/9zjo8P8TyP7tISWZIymcyIooTAccnjhGq1xmw2Q1ZEPN9BFEVEYV6IpnFCFERImk5W5CRRTJal+FHAzHUYTcaUhTDPXackDCOGgxFRFGAYBs1GmyQNcOMQSVTmjzsp54OcigxZU7m4uYGmafROjqnVagwmY3zf5T3veQ+90ZBxf0Cel9y8c5PHrl5mZWUFRdfodFpMxkNETSBK4vmD3cnk7VN8WZRwZw5hGJLn89YiTdOwbRvgrQnEICkiqmWQhBGUJV7gE6cRy806piLi+s582JemYlkWQglnvXOm0ynqW7nzhjkfFrbUbqNIMoqiUa/XCSIfVdc5Pj8jK3L+wA//CGvdDZr1OicnR7z2+nUUw2Q4mAKwsbHBdDJgNh6jKBppkVMKIna1SZqmeIFLnGQ4M48syyjK+aTbshTIy2Je/JMzm03QDH3+GDmMsU0TURQpxRJZkqAsibOUJM3nP59CoEgzSlLiKOXqpcu8eeceu4eHON4iJnNhYWFhYWHhG+uhFPgra5f5wIe+k+/5gR/h0Sc/zGg84Pf9T9/FT/zcf+Knfv6L9I7v0qjL/NRP/DV+8Ns/xj/+h3+frz//Ap7jA/DElUd44t0fYDByUHWNIiu5uHEBUSyoGxp+EDA4H1CxbbzIJ0wjLmyscXltmWtXL5KmISXSW+k0FVQ5x5155BkoikSYlLx5d59HLmzw1FPP8Ob9A0J/xnKnyrh/zji1eO2F3+Zs/3UMq0Gaukwe9Hnvx/8f/ND//EmG0xlSmc6L+CgkDRLyIibOM3RJQCgUFE0lS2Iqlk29VkFU5HnLkS4jCCK2aSFrEoUApmnhew6KLJIWBVN3Su/0jNlsiqRqTGc+rjuDMieIsvnpsKph2hYiJaog0R9O5wO/3Cmtap1cgKnjEacZcZGQJBkXt68QZyHrq0sM+iNu3tqlWq2Shh5RFCBIEPoRiqKhqjqqLDMe9pFVgVIAw7LnbwhEEc8LEFAQxflptq4piEiosoFQyLi+QxKFrC6vkCUlWZagGxJSqZAXIrZdxXNcbFOHLJ3n5wsF7WadNBPxA5c0nbcVJUmEqSu06w2Kgvkj2DjDmc2o2rV5W5AscHh8ys7eCamYcnp6zN7eDmkhksvziEslZ55pT0lRFMRBiERJtVpF0xUGgx6CVECRz/vx04IyB1XQSPz5LUtJThL7TCcOoqAiiCKyLKMrMkU+P/k3bIsgDpBEjZKcNI+ZOh4H5ycsNZsPY4ktLCwsLCwsLLxjD6XA7/fPmXkOrhcT+gFVTUHIUn7w9/8QP/XP/w1fe+WImXPMtce2ODo74Gd+5mf4kz/6Y/zJP/Ij/L//6l/hX/3Tn0NKQqx6g8F4xsmgx+t376DKIn7ss7u7j1kxCcMQsZCwNJ2V1XWOBiNu399FVk1WOm0aZh1d0VFUDVmW0VSJ5eVl4hyeuXqVP/On/gr3btzgeG+HVrNBOJvRas3bXHbdNjee/x1mJ7eptjfJUon89HV+9qf+PBurDb74lZcIvAmiUJKRIAgFmiqxf3Y+T1+JAjRZw/Mj4iQgCVwCP2I2cXjumWv87M/9PHlS4owm8yJRUqk3G+QFhGFMTollVtE1k+Pj07dPsZM4xvMCFEWi1azS7/eZeFOqVZssSYji+cPP7c0t/NhHlGXyFMbjIYpUUogKsqyysbHF0fEeo9EAWZn35ffOT5EVsAyTIPBQNI04zfEcH9PUSZMAKOb58kKJrIj4voskiPOWIUAQSsIwpCgKFEVhNnOpVm3KssQPkvlNRpJQqVTQTQ0n8Mko0Q1j3h4TRcwmA3zfh0J4+31BvzcgCAIOj3bpLq/x2BOP8zv/47fIypBut4tYynz4gx+EIuGsNyIIPDzfoSxL0mw+IbnWbMyz7Gcz0jzD9T2WuivEccxoOEGRDeIwI4rmj2UVVSBOfAphPn1WVVXiKCXNMsIwJAjfOvkvCoqieCsOVMS0ajQqFcLIp9Goo4kaRZkwm83efpS8sLCwsLCwsPCN8lAKfEXRkCWVPM+xTBPNrBLFKX7g8Yd/7A/zS7/2q9w/mvH69TdY79R54tpF6k2Z0ckBr734VX7jv/xbemdH1K06RS6TFyKzqcvBySnD6QzDMFhZbiLLIgIStVqN09NTbt7codef8APf8REuby/jhx6zKGYwGlOvVKnX68iazp29Q55ZzfF2n2e1tcx7nnkfl1bXKEoJfzZFkWRevzfihRt9zvdfJ4/7CJKC60t01zb4qZ/+W8xcD88NsbUKkiyThAllniPkJZIEoR8glCK6WlJmAq4TIiolsyCjIUx413ufY+XCJYZTB01V5rGaecFw2KcoSur1Bq4fvN37rqg6k9kYQRAoy5I4TfB9n3qjiiyLHJ8cous6smrieD5L7SampnLv3j0kWWXmuei6zsVLVzg77VGtVqnYNY6PT/EDl+XlJbrdLoeH+2ja/HHzzt4+ne4ypmliaCaqqiJIzAeOlSVZEtNutoiiaF74pilB5L+VMDMvpH3fR5Zl8lJgMnURRXH+dYQS462iPgxDfN8njucn4Gtra8RBTJ7nRFFEnue020vYdpXVtTVeePHL9Ho9NrYukWUF7XYTSRI4Pj7Esiy8IJxHkCbzv2tZFUy7Po/bTCNUVSaO5288/MDl/PycwPdZ6nSwzQolKUWZgTDP5ZfkklJKEUURWVbJKanUqozGY3q9HqqmIUnS/PMHHtPJAE3SyfOUyXSGrsmosoQsy0yn04exxBYWFhYWFhYW3rGHUuDXaxXiKECWMkRZYOh4TL0Q34kIA4/v+d7v4+XX3+TKE8/x1a+8hjc8ZKNr012rsrZq0+5UEVSDSqVGpVZlpbvKylKH8+GI23f3uHn7PpQCum4y9RwODw85Oj7g4qVt3vue54iylP54ilmZJ/H0Jg5916XTXubbP/Rh/vT/80/zxlGEmLqsP/oIu70TlrstsjxiOp1SFjG9cZ+ToMF/+9Tv0rvxKey6jWTXGNw85Id+/+/lT/yR7+F85GFXdIqsRJAlVFkiyVKiOKAsBZzQpUwzijInz3NiP6UQBUw5ouQO29stBhMHSRIYuS7D8YjN1VWqtRoPdnaQFIXxdPL2aXEQBAhCiWVZiIKKJGqYmk6eJbieRxBFZFlEISiEYchyZ4k0zZm6U4o0Yzye4rx1iiwIJVlWoGgWhVDQH5xTrdRptVqEkc/S0hKO4+C6MzRNw3VddG0+mTdPM/I0m5/K+z5JkqGq8w2dLMtI0nyDgChQrVbnEZhZjh+mhHFE1bbwHJc0iUjTGE3T0BSdOIjfegyrU5YlYRxhWjqz2Yx2u40z87h04RG6nSVefvllGo0G5+fn3L67w9XHnuTo5Aw/mt8YZCVUzAoI85P1Wq2B43goijQfXiVJWNZ8tsJ0NkY3DBzHwbIsms06nueRpjm6Yb39AHrmTNC0eVtS6AcYuo5p2sxm7lvZ/SZpkqCrCtVWA6EQ6PUG1JsNVEFm9/CIdrf7MJbYwsLCwsLCwsI79lAK/DRNKUqBLJu3c1iGgqGI1KpVjo77vPTSKyx11/hPv/rr/Im/8OdxA4kv/O6L3Lj+VW68+QJHO69hSvO2Ddu0qNg6tqnSqlUp8pSsSDk8PMZxXTRNw/E9JEVjNJnwpee/xi//xmfZPTgnjxOkssA0Le7vH9MfzRjPprStgmc+9B3cyi7x+Rdf5Gz/LuPpBCSDZr2GJCkkXsrOwQmf/fqYL37+FbLhDfLcRWmukow9/ulf+0N83zc/ycuv76JXLGxTRxYVZE1EVXQkWSWIfMaTGbWmQbvdpixLxCKHPEEoA+SsYDp1sHSbSlXHc0PibJ7K4kcxmq68PXBqNpu8PSk1igIs2yBKYrIC1tc30XWdJEtRZRlNVZm5PgXzR62HR/tUdJOyLBmMzomz+fTVTqeDqqqMRiOm0ylRNL8p8IOIOAlp1G2c6TyxpyCfb35ycd6LXpaYpvlWikzxdgSnpmnUajVqtQYAYRwhiCVpkpFmJbIsUwrgeR6u60JZ0qg1sSyLKEnww5iDgwNaSy2goCgFoijh9PSU9Y1VXnrpJVTVpNPpcHyyT7vb5vDwkNu37vHccx/ANG0ESSQMYuI0p91amsd75gmGYRBFCUk0HzYlyypJktBqtYjiAMSSs94pjXqHxx57jCybt9VYVoU8E8izkpkzIk1TbNtGlmXieD59WJYkZFFEkxUG/SlR7HNx+wJlWXL9jTuopoGqqpz2Rg9jiS0sLCwsLCwsvGMPpcD//00+TZOSogBZFLBNizj2KYoMRVW5feseQRDwk//gp/n1L7zI3//H/5Lv/r4/xsVrH2Dr4mOsrc97o2VJQCwTojBgY7XD1maX7a1VvDDAcae06jXqlTozP+So12fihCRJRllmxEmKIIqoskTNtNk92udrb95hMBwyGR/y8gufYTQ+Z3V1Fc+NMAwTSW2Q5AKSkjGdnHMai/ziZ+7wlV//t5ilj0pGHOkk1hr/8V/+VZ5+eoPPf+kVHC9EEEpsVSZOk3nGvSCSk1NkBQIZkyjHNkSee7wJZczB2QmWLaHJUNFtrJrO0XGP3nCArpkcHh3hum+dSL8V7ViWOZqhI5Tzx6B+GNHvjZEEmSAI8MMYVVcIoph2c97GdHbao91eIkkiVFFCURTyvKTXO6MgRVVMOu0VPM9B0wxsu4rvhfOWHwWyPKEs5tN2Hceh2aojKyJ5kSLJwnwjkkYgFPiex2DQIwgCbNskSSKCICAtSvJyHjcpiDLtpQ6GMS96HcdBEARqjTphHCFrMqIskOQJo9EEu1qfv52IQxq1CkkWUmvUGY5mzJyA9fV1iiwmCQMUQaPIchAKxpMhSTLvlxfKgkrFonc+IssKPGc+oEpAAub99c1m860e/Xk7kyyrFEWB685QVGl+e5GX9AcjsixD0zSyssBxPJIkocwLNE1DUFSGwyEiOa1mnbTIOekNscx5X/7CwsLCwsLCwjfSQynw4zQizxIUeT7t0wli/CjF8wKajQbbW1usrS8z832e//orSKLCD/3Ij/I3furn+Nl/8Wv8wq98mb/0kz+DF/sg5jRbbeq11nzCas1CLAVkRSPP5rnwmmGgKBLVisnaehfEklIAUZExLQPTVGk2bUxD4f7du5wPh5we7zEc9ZCznHq9yfLqBrVWm41LF8iKgiQFRIHEjXjtoOCX/7/s/VeQZOl53wn/jrfpM8vb7q72ZrzFDMDBACAIDAiQBEGREq0oUeLKrKSltNqN2E9L8ZO00irkKG9ISbSiE0mQAGEHmMF4P9O2uru8TZ/H2+/iFFqf7uaiA1f5i+iYjo6aqszsfiOe87x/88dv8t6X/h0qDqoC/Z6PWlrmm7/5D/jRj67wxjuXWdsagqzgxSF+FKGqMqpqsrvbpT/s0Wn3ObVosnL8GPR9bm1sULEa1JstgjhiMPQwDYU8FxAkkSTJIMuxDJN6s4UoC3hegKEXGfSiKBY3GM4I0zSRhGK7Loow7A+wbZvF+SVkVcPPMnRdZ3t7k8GghyiKpGlamFnFIpozSRIODg5QZYk4Tu/4G0gTNLmQqUDRrquqKqOhS5bnR7r8InM+8CNGrsNo5OI4DrquUi5VQRAQJJkoilCPjKaSJN1pu5VVDdsuA5CmKb4XoiomdrlMHMcMHY/BYAASZGmMJAk8/PDDuI6PpmkoqsRhe59MyFBlBdM0KVcq9IcDOp0OcRIWD55q8flohk4UJnfkR3EcYxkmsijhDLusr99GREIWi7IqXVdIkoxqpYmq6vi+z3A4xLRKdPt9sqMbjTAsHrACP2ZzZxs/iJienkRViocjXZHvxhEbM2bMmDFjxox539yVAd+0qyRxYcTM85w0TVE1kdbkRBFJqMhUKxZz0xOcPr6CacmMHI+D/X3iNAIRdjd2kNIcTdTx3ATVkImigCwSWFyYZ2Z6kuPLJ6jVaiRZjCTA/MQUJ5cWkEWN4cBFlHIsU0URiiz6KCpuE/Z2Djl+/Dife+aTTM8dx/ETJmfnCMKUfm8Egsp+p4thWJw5NU8mafzWK31++w+/xc3nfoVosEqpOcV+e0TQG/Gf/v3/yX/8hR/nzPE6BwdDOn2XLFMIMvDCkI4b0O1knD9eZqks4gGvf+V5Lr+1yfxMg8PDQ7I4QZMNZN0ohltVBsQ7bbGqohfDOCKD3pAgzpiYmiYKfExTJ4wTkiQhjFzyFAa9Q15+/TXm5xexTYu1tTVUVadSr2HaFgcHe+R5MdgHgcfezgZ2yUTVNba2dpicbOEFLmEYU683SZOINIvRTY1er0eeCehmkRkfxzEZxd9zpVI7esgQcbxiyC8KoVLiOCZJEshyZFGi2+3SbDapVCr4rkccRrQaTebnlhEEBVXVybIMWVWIogRds2k2JpBRee2VV+m2D5mdm6bf7xLEHkN3SLvbKTL6VQMQ0XUV09TJUhHH84ljHz/0CEOfKA4I4wDTNMnzlJ2dHeqVKpatIwgQBB5JkuD7AfG3P984wLJt4jQhTYuHGkEScRwHRVNRVZU48CnXqsiKyq2tLQI34JF7ztAbdEnT/G4csTFjxowZM2bMmPfN3ZHoDAdouoxVstF1FVvXsAydJInwfRdJkdE1hZKtU2+UqVbrxFGEZRlUKiVGQcA/+8V/gaEUhsYgc6lValiGzcTEBOXaFHmUcPL4Ao1qBatUptJokOc5ewcHTLfq2OUSea7Q7gzoOy5+GDE9NUUmquy1D9jcOCAVdRqtCZwoZW1jn83tPb723NdxvSG6pTNod2k1Zjh3ZhY3TPj3X97kv/3273Dzm/8ZNQlRNJGOk7DX1vjxn/h+fuuf/yz/3//1e/iZzz7NdKNE5McMXI/Jqsk9p21OzRbGztEw4C///d9g5MVEoQtiTpqLxEFMdjRIxmGCSI5m6Bx2uniui5QX8posT+j3DgmCgOnZGVzXJ0tSDMNgNHSJkhCrUiUOo6JoS4TD9i47e3tIolYUbKVFdr8zHCHkUGu0UESJqmnSqFn0B13K5SpxkhEmMZIikSQR7tHAnmWQJSmqIpElOaqs4HkOgpAjCjl5mmAoBrZZYjQakUQxURRQqVSQFBFBErHsKggKjVYTUS4kOhkCYRwxOTmJbhoMhh5JlCMLIlEc0Ol1mZ+fp9FoceXadRzHwfUDhqMQWdGKzy5NABERgenJKVRFYuT0GDoOYRiTpgIiAmmc4I08oigCMnIhw65UCaKUOE5QVAnT1PH8mChKUKScPM1IkwhJEshyiZqtMzXZYuhnhIHDVKtKEPkEYYqqKNQsg+5wQJCInDlxnM3t3btxxMaMGTNmzJgxY943d0U/0GzWEQSJNI0JggjT1PH9EMPQsCyDOE4JwmIDmiRe8RBgm0X8IvCNb76CIgocO3aMMOwTphpDp8/xhRX29vZoijGPPnKRt996k4POkDRKyASJa9fXkGRYWp7luHKM3a092r0uGSlBEKEpKtWygYjEldXbXL1xm/nFRTJETKuEVbIxDItut81EaxpBS1ldu0HZtqmUbPZdn//39/fpuF/lsyOHkw9+jEr9JEkG+0MJWXC49+QEp+arWGmPw5GIqU+hKwlO7LK21efkiQq//idrvH55l4W5MopoIAkydsmg7zl0ux61WgPXdfE8j1KljKZpGIaGJBSmVUVRCEMBxxkWDbf1KmEYUytViKKIfr9PqVRiOBzy7rvvYlkGkiywu7OPprlYlnXHKJumRftqnudUpiaQJIl6vc6VazdwRvs0Gg0O2/sYhoaum3ieRxJnJEnxs03DJIoiojBDUy2SJLmTeKMoCoap0e12MU2TwWhYbPcRUGUN2zS4fvUK58/fw8zUPO32XlFAFWWoMyqSJOE4DqZpkiLQnJhie3sbz3c4f/4sly9fZn93h3K5TJpnyLLM8eVjbG5vkWUejVq9kOfEMbIs02g0SPOMoTNCVjWyLCFK4iOpkEHJKnPj2jsMRi6yKJMrOY7rFw27ooIThchyiJCDIBSSpjAMkShuQlIUho5PSbfZ3tnjxMIkkxMthn7M7l4bUzEoWcbdOGJjxowZM2bMmDHvm7sy4AskaJqK7yfIkooogijKOG5Ir9fD90MqZZtGo0aeK8iyjCAIRcY7OS889yLd/W1uDXtM1iucO7VCEAesrV3l/PnzPPaBJ/i1X/1lhDyjUjIIuyN8z8eLQmYnmoDM/s4epm6wMDtDu9dh2Buws7tHuVanbGkMHJ9arUG9OUGcJvT7Xfb29ohcn2a1hq0pTDYmubaxTT5yWF5c5Nqt2wy8kH/2+X12Oy/w8aurPPyhj1CZPYekVQlFkY6Tsr+9xaXz09SbE2xtbXFw2KUUK4ipyNdf66JrExw/PsnB7gHVYxX29/dJRRXdtHGyLkEUous6GVW+nVCTxsmdzPhSqWhvDQKPw8NDZFlmamqKwaCItJRlmTiMyAUY9LpkWZnWRAPT0omjlCxPjsq4AjRNL7LjHYf1rU0ajQaGYTA3N0fn8BDfHSHLMs4oQNeLry2KrIqbhuHIRVJEbNsmDFJEUWY0dDFNE0EQGA6HhQwoCgmCIq6yUauyubmObZc5e/YiUeQRRQkgMzMzwWDosLezi6IoVCoVXNctYjN9n8nJaSCn0+mwuLhIr9fDcRwQYDQYkiUp5XIZWZbxwwBnWERY5plAmqaICJimWUhv4hDLMoiiEEMvIUkSnueQphmKqiIKAr7fRxQLuZQsy3ihh67oGJrO0DnyL4iFL8BxY4S0uInSExg5ReqRM/KZn5rD94bMz41jMseMGTNmzJgx31nuyoB/+coNsiyjXK5SrZZJUhXP8/D8Iuc8z0FWlCLFRBDIsiJOU5ZVBEGkXq+zvbXB8ePL3HfpLDOT02xs3qa22OATH/8Av/bbX+HatXVOnzqOXatgbB9y5foNNEMlSmLiMKLX6xEEu0y0WjSrdWRBoT8aMhz2cQZ9FEVDkorNqyiBQIoiCDRqZZYWFjls7xLmKbKmI5JjmDaGrqPIMHQcfvNVh/WByZtrv8WD555jYfk0rbkTyFmIquTsHwy5tnaAhE/D0jnIVL70UocglXj6sTrv3VoljkMkBcI0J01zBN9F11VkWaPTPaRUKh3lsYdkerH5lWW5GLBTyElYWFhie3ubg4MDBEEiz4shFmBicgJZlkmShL29PeI4RlMNXNc9eugqjLa6rlMulxkMBmxubFNrVKlV6szNzdHtHhB2uuQCRUKMUOjO81wgO9Lwp2mGKEmkaYRlWRwe7tNut5menkYQhKObmhTbLhptvcAnQyAIitKpPFdw3QGe53F4KFGr1xGOzLyyqrC/d0iWJ8hiYfp1wpAoihiMHFRZwTAsRq5DrdZgc3OTctVCkhTiOCbNM5IwoGTZR+VXEXGa3cnDT9OcKEoIQoeNjTVsu4oYOgxHLrKoYBk2vUEfVZawDI3eKCaVczQkVFXFCxOmJxqYuovr+IXJO4+Q/BBBkDDtMp2Bw8jpUbKNcdHVmDFjxowZM+Y7zl0Z8KvVKQxdRdNlVFVEU0tomkarVQxUO7sH9PtDkiilWq2S5RGiCLIisnfQ48VvfYsTp05y78ULKGLK2q1bnFjSuOeep/gX/+rXee6VlzmzfJL3rq0yPz9LlgmomnZk7PRpRjEXzp/j2o2rKJpSaMCThCSJSKJiA26bOq4zYGPzNmdOniZTVOTZwrA5cLoMBx6aYdKs2hz2RpxYmufq7U0Cx0GXNSQN3MTm85cj3tzd54GlIarxKnOTNdI0p9uP6Y0GiIrNqlbhtasj9ocxF0828DyPURAy0WqSpSKVapVMEHn38nUWFxeJk5ByuYyu6/T7fQzDQhIlsizj2LETbG5u4rkBzVaVLMvu/Go0quzubqPKCtVqlSQpZFBxHKPIMs1mk153gCQVw7Usq1iWDkCWJ8zMzACwtbMJmUDgOWRZimUZhFGC63uoCiRxBgh4nkO5XEaSFDwvQJZFkqTI7VcUpYiaTEXiOCaKj9JulCIlyLZtut02l69eoV5rsrC4zNb2Br1+l26vx8mV4wwGA9rtNhOTTfI8vZMQlOc57W4RVZllGbZtAzAzN8v29jb7+0UsqO8XPzNNU1RVJQgCoigq4ldLJkIOvh+iKAqOM0SpVhFllYOtDtbRll/RVBSpiARVNQNdNUCEKA5QJBnPj/GCENso/CKCIKBKOgdRh6okMDXdpDdos3d4gCJMEEbp3ThiY8aMGTNmzJgx75u7MuC73ghRKiHLEqPQpx0dULJryLLK/t4hQ8ehXq+RkTIYDdE1hSxL0A2LF156mW98/ctcuLDC1vYBnf1dPvbECeanGvzXX/s6r7x9nUajhR/7DEcOb7/9HhNTE9glk2DkE/kB125v8ue+62mq1Sp/9IXPMz09iyiK5ElOtdLANPQij18p4g5XV2+QJSmSXGy+Tc1Eklx6Q5f77r2XaT/m1uoNxDRGknIkQUVVFPrOHrVqk0ie58WNkDz3Ma53UNWIuakpBr7NteserVqZqakpEDJKhslet81w1GdlbgHbUBh4GY4TEEceaZoTRyFJFCOKIpZlMRqNmJmaPiq8Ghxt0oU78Y6iCFGU0O22iw36/gHNZrOQ1gxHR3KeAMdxCpmKJKLrOo5T9BVEQmHG9QMXzw2o12pUyjUkIWd7exNBVjA0HT/0yBSFKIkxDIuyVcH3XQRBKh7UsoQkywnDEEUpHrg8pyiCarVsDg4OSNOUWrWBqkKj0UISFXJSbqxeY35usTBK7+2xvb3N1NQUcZoc3fSIhGHIaDRCkhRqtRppGh/d1HgoisLq6nUmpydot8U7voI0TY+kN4VcRpZlorjI5lcVHdNQiJMEyzaKxmA3QBCkoweRiDwvzMtZEqErKpES4fkhiiSjSgK5INDt9pmo16gIEjfX17h07iJV12fv8IBqtUytWmX/oEtn4FAujTX4Y8aMGTNmzJjvLHclRUdRRG7ePEo4cQK+9a1v4foet25vcNBuo8oKlqlSb1SxLIsspcgWj1L+6I/+iCiN6HcHuMNDsjTE8SK+/sIN3r65ydLyAlGYsbd/SLlUQtUM9g8P6bfbyJJArVYhIeOrX38W0yhx+uRZkigBoDHRKtpWFanQfIsCsixzeHjIYadNFKc4rs9ht0eSpjhDHyGVmJiYYOdwnySLESUDQVbJkpwsy9ANBUXymZ6so2k1QnmS1274XNtLefemgymXsU0Jz3ewdY08zfDCgIpeIycmSkDXddrtNo1qiSxxUOVCapNEIb7v0+v1GLkOYRiSpjGmaTIc9gsN/HBYZMsfRUrGYURzooXrewx6fXTdJMsyDMNgOHDuSGagyMwXBKFowY2Co3ZZF2/kIQgC/aFDozWNrhXmWss0EQW5SMoRRURRplmfRJUVIKNUqpAkCf3hgOZEi/nFJfL8f8RClkolwjDksL1LEoNllhAljt5Hn7X1VaqVOq1WC1lViNMERdawbZvRYMja2hqKotGsN4ooTM1gamISshxBEAjDkH6/jyxKyKKEYRQPGVBs/cMwJI5jDMOAXERWxOKhJA4RkY48BX0UWSSnkDDFfoAkC7RaDaqVEmkao6saGTmSICDlSREHmwlkQoah6xwe7tJqFJ9Fu91GykCWVJKjKNExY8aMGTNmzJjvJHdlwF9ePMb5sxdQNZlqzeLDT30vkqjTbDZoNhu0Wk3SNMf3Ynw/4LDTQRRFVm/c5PqNdcQ0ZeQ6dLt9luanWN87ZP0wQBJVNjbWUFWVSr2GIICiK+SiTMkuUy6XUFUdUUi5fPUq12/dptpsIUkSiioiSZDEEdVyidnZWfZ295EFqRjcSDnoHJDneREdacikUs5Bb5/D3S2yVCSOClmGpqnkeU4cxvhhSBClSKKJqCmUTIHZRoXQ89FkhbIl4vkRh70+qiCRkdHtDEkjn3qlRd9zaXeG6IrAwAmRZbUorZIk0jRlMOiRpjGQYdvm0e+LkihRlMmy7MigCmQ5cRxTqRQm3F6vhyAId3T7lUoF07QLE25cPCgEQUCWJdi2jeu6lEolsizjcH//KJFnyMTEBKWyBRTpMYZhHRljAwRBoFwuUyoV3zsIPAzDoNFosLW1RbVaP9K5R6iqSrlcplyqE4Qerjciz3OGwyHT07N0u33eefct8jwtSrXy4gbDc3ymp2c5f/YCWV60IwPoqkazOUG93sRxHGzbRjkq08rzHPXI5+H7PpIkYRgGgpgjiOqddKIoSrDtwn9gmiaKIhGEIZqqkqYpKSm6KiGIGVESoSs6ZdtG1TUkSUJTJZIwYnN7h+FwSMksblw0VaFWruC5btHyS0gS+ATxOAd/zJgxY8aMGfOd5a4M+EkeYprFQBgGhfRFlGUURcWyLIaDAQMnZGvzNpu3riOKRUPq7u4+ezubSELRomqWLUZ+SBgkDPtdBGLELEUWM2RFY+BFGKrBwuQknufhuB61aomFuXlKlTJXrl1lMOhSKdeIo+K1zUzPMz2/zMLMNGdOnGbgjFBVlSzOQCxMv/XJCS6cOcvc1CS9bofDfgdNl5AVjVzIkCSBVCikG3mcIMkymwebVCwNRVLQ9EKLPQocuo6DacjUNBU/zmg2KsiqgGXI1CsW/YFLt9ulVWuRZxG9fp/O4SGj0QirZKMoCrZdRpFUBoMB/V6Pfr9Lc6JFHIfkaYaqFiVgsqqQpimjwRAhhyRLyUjJSYvWWm/EYNhBVVVKpVJRnJVmBEFUtOZSlDvlgoQXBOiqytzMFCIJmqYQRYVXomi0FamUyiiKhKJo6KqGoamUSxaKotFuHzAYDGjUW+iaia6ZqIp+lMRjU7IrWJZVPJCUaxxbPsHjjz6GZegMekOSKMSyDYajPo43oj/sUamUGPa6jByHiYkJ+sMBm9tbSIqMZZWQZRVZ1VB1jTTPcL0ASZKQJAHHGxFGRfuvLEokaYDrFYk4QpKBmNPpd6hXmswvzGAoAlkUEmcp01MLnD5+Csfz6A1cZBkevniKNM+J8hg/CknFQgbk+y6qqjMYjphuThCEIW4cYhs2cRwSJ+HdOGJjxowZM2bMmDHvm7sy4PtO0WyqqAZWySTLYob9Hv1+jyAIEHQVTZGIfYfO4S0kSUbTJd579xo3rryNValSq5mcOj5H6HnstzuEcY7jeKS5xMAZsLGxhiDkxHFIGAbYlokkiiiizPkz5xkN+4R+wNb2Abe2tvC8IbVSmWq9gaxojByPcxcvICsKI8dD1jSyNMewypw9c56Dwx5JAiPHp9PuE4UJaZqj6yZ5lhH6HvV6jUajyeFhD11RCzmIKOCOHPI0AyFnNHLodIfIqsjQ7eN6MUlSJNIEgYfj9ClVLQRVRJQUapUmqm0iKwZ7O/ukSUSlZJMTM3J66ErhH4gCv9DeJzGKVFgnkizFNM2jKFKfWq1GHEZH0Zol0jSl2WweJRnl1MoVTNNEFEWGwyFZCkEQAIVW3SqVmJ+fZ3tvFxAp2RWAO+205XIZVVXpdrt4QcjO3i6O49BqtQjDGMdx2N3b5ty5c2iaVuTZxwk5RUyngMzkxAxB6HHr9iqWVeKB+x+lXC7TG/TZ2NjA87w7P+eNt96k2WzS7bXZ39+HLGU0GuB5DkkUk6YxYej/TzIYQRBQVf0oyaeIGo0SH7KcMAhIsqyQXqU57f02P/pjn+O7Hn2YdrtNQo7nhTz88IN84PFHUWURzRSKiM0wPmrEzTFUAzEHXdKKYZ8cz/HRdAXLNiEubjBkTSf79pPmmDFjxowZM2bMd4i7MuCPRnt0OzuMRkP29rdYXX2Xm6vXOdjbp9vtMeoN2DvcpTVzDK00ywvf+hob24e89PJrVMsWjUaD+elJDFUhSDI2d/u4XoggCIgixbY5E5BEkSRPGYz6KIpEs9kgy1J2tjfRTY1cKNpW5+dnaU3OEwQQRRHtdhckie3dHSSxMJxOTU+zd9jGNG1mZmYQ8ozd7S363R5ZkkKWoKpqEd8YhUXe+8hBTDMUSSRDZn17F8hpNpuF5MOwEBWZ3f19dvb3URSF/cMOaVJo2Lv9IWEYHsWEpuQCJGFExTAoV2xyKSeII4bDIaIoYhgWul2iXK4iCBLN5sRRq2xWDMxHXQKqrjEYDe8YdX0vxPM8JEnCdXziJCH0fBRFQTONO+kymqYhq0X6jWmapGnK3sEBjuPdMakauo4kSbRaLaIoYne3yKvf399nZ2cHAQlByLEsi9nZWXZ2duh2uywtL6BrRdJMya7g+Q7tzj5R7NNsTJAmcO36dQbDLovLS8zMzNyR+wwGAwRBwLIsoiRmZeU4vV6HOCnK0769Od/Z2cG2TSqVSiHRUYt4VgBFKYzJkiRBnqLJGooo4Dl9sjQlTRLmpmeYnGogpwGNagMhVViamaVVtwjDHvu7B5RLNZaXj3O4c4gqa6iyRb3ZBDElFzLK5TK+7+JGAXuHB7QaLQxdQRSLGxIhvytHbMyYMWPGjBkz5n1zV6aPtfU9Nre32G/vs7F1gKJUKFdqhHFEuVwqYgzLdXRDYmFxkYcee4JKtY5qaXeGsiAICSIYOBFhCqIsFcOZUGTmm5ZOnqeMRiPSXKA/cLhxY5X1rS1GjoehFUVLkiwQ+xGWXUHQNCamJ7AsizwTCHyXJImLwdCyeOTBh/B9n/cuv8Nw1MeyDZI0wnGH2JZBvVaYRMMwRdcUFAkGgwF5njMY9XEch72DDqqukefF1jYIAmRNIQhjJElh5DoEQUC1Wmbk+/SHAapiYmgmuqLSHw2J4xQhz/AcF8usoOgGg6FHGGXIskil3MC0KpTLVRbnl4iSuPAllMp3tO5Zlt3Z3GuaRhJn+EGE47mIooimacRxzHA4JM0y0iS/Ewv57Vz8LMs4PDxEVXSyFHzfR5YKj4DneXS7XRRFIclSPM9jYmKi+FlJwmhUSJ8ajQbXrl3j+rVV9g72KVVs1jduY1kW09PTrK6u0u4cMD0zwcRkk62dbRxnSJIkaJpGGIaFrGtYNOfu7e3hOIVZ+NsegzRN78RhjkYjgiC4k6AjIpBEcfH3dWQqlgWZMAwJ4og0S0jThIN2jxMnTzM7s8zCsRXiLEY3ZI4tL2KbFqs311lcOo5pljm5cp7jp04jKTIf/djHqNVqLC2epFFrYisaOSKWbjBwPaIwwzZMNFVClzTC8QZ/zJgxY8aMGfMd5u6sFwUJQ68y0ZhkaW6Zcq1KY6LBmTNnOHF8kSefeIiVlWVajTqWoVA1I2olk0G7z0G7g++7XLl+i2urm4WRUYI48omSmBzxzgCbhAmSJGOoOgKwND/P1ESNq9dX2dnaIU0iDNMmQ8QZ9alVy2xu7RSNsY5Hv9/HKtlMTE8TByHNegPdNHjt9TdxHAfTNDF0CwGJSrmGM/KQRAUkkMk5PrdIuVpBUEUkSaJarhAlMZ3uAElX8QMPMc/x/AhdNxHSBNf3GXhDqrZFtz8kFyWGIx8xh5JpoWkKQRITpwlRlOC7Aaam06jVCTwXQUzx/SLm0dAtzpw5QxRFZFnGYDAgzWLCMCxuGwQBz/OOzLUmuq4fRVgWDbFZlh1lyXNkOI0KY2ma0u12yfOcbrd71CGQoCgKnuchiiJRFCFJErIsc3Cwd2TI7ROnCaVShTxP2dy8jaIUmfylUpl6rcnu7iae57Czs4OhWzxw/0MoisS1a1fodtuYpkm73b4zuO/s7NDr9e68dlmWuXnzJmmcFKk8QYCQg2EY6KpGEEQ4joMkSXe+PsuL1y+KIMsiiiQTJwFJkhD4IVEUs7iwyL333s/M7DKLK+c5deY0rWad/mGbLAOj3OTiPfdx7/mLLM02EcQc3ary0EOPIkrw5JMfZGpuHkkzmZuZxw9jauUKu51DvCCmapaRVYFKpXRXjtiYMWPGjBkzZsz75a4M+CdPnKRRM+n3Nlg5Mc9Ma5LF2SlmZyaQJRnTKoEoICChGRVkyeI//vIv8eJzf0KpZKHLRTLLYOgUG/o0xnGGhH4AWY4s6ZCL5HmxjRUATRGplHU+9MTjfNeTD5MBsqLhOEO2d7dot9tcOnuRyfoULz7/LSrVOoZpE/ohFy/cgxtGXLl2lTzP8aOQbq+H53mkeVZstc0iJx1RIEkD7FIJxwuJswxRlrCsEqKsUC7bxHlGkhbxj5oKSRQT+BGqXERSOp6P7w6pVsvomsTO/iZu6B71AWTMtGqkSYRuGOimwXA4RJVFLNsg8BOqtRKGrtLttXnvyrtMHCUFpXmGKMh3NtWCIJDnORl5IVfKMkqlEu12myCOmJ6exdCtO4k61XoNSRAZOkW6jSQLd4Zj4M7vv10uZdlFK+5oNLrzX0mS6Hc7KLJIszmFgMTB4Q6ilKOoEpqiMzdbSHCe/9Y32T/YpdWaxLbLxHF8lKAj4RwZaaemJojjkMPDQ8LQJwiCOzcQAKIkIUhFRr5t20cyruIhUJZlPM87+ixyhCwn9D0yUuIwwHd8HD8ijBK+79OfYWFxhsFoiKRY3HvhIo89+BClssXzz7/CD3z2R5ifnmKmVWF2uoycB5w/fQZVlui0e3QGQxTVYn5phQfuuZcMgZJlUynb7LU7CIJArWwRZ+OYzDFjxowZM2bMd5a7MuBPTTeYX1jizJlLpFmMWdKQFBnXHREnMZ7v0esNOGj36LT7SPosw94BJVMFxcAyTarVKoZlEsbRnVhESZIIfRfXGyBKGUgZSRIRxzFIKjdub3H5yiqnz5xEVhRyRMqlEkuLM0xOtnjppZeZnGhy4vgy1Wq10Hk7AYqoMDk5ia7rdA4PkGURTVUQReHOptoZDdBVmTDwUAQFzdQJSen1HeIwodPZR9MUskwkybM7g2i1UkbVZCS5GDKHjouu6+iaxt7eHkEQULJsBAE832c0GlEt28xMTtDvtPE9B1VX6Az6hczGDY4kLBGHh/u4rk+lUiukMkmCLMvIooQiyZi2dXQTEN35BWCaNrs7+wwdhxMnTnDq1ClkVfmfpDuIxfa/VqthWRaSVOTEVyoVSqUSQeARBAGSUngYRBFUtYgPHY76+F5I4EeYponjOKyuXmc47IMoMRj2kCSJCxcu0Ol0uH37dpF1Pxrh+z5zc3PEcXxHgmPbNlEUMBqNisKyPMfznTu59rIsHsWGisiyiIgAeYog5OSk5Hkx3IuiSJ7mtNttVKm44RAQkCSBF55/FjFLMXQVUUpAlJmZmUFTZEb+EMvWeOShBxg6I5ZO3sfC4jF6h/u0GlXuvXSB2BuiiDGGljAxWefU4iwHvQ5Vq4Spq1zduM10o4GEcDeO2JgxY8aMGTNmzPvmrgz4cRwiSQKGaeN5AXGYkEWFjEIUZWREFEMn8Dp4/VVKasaFhz7C0MupmDr7bYft7d1i8KWY7vM8J4hCBEVGEcQijUcAw9RRVJXdwzY31rbY2D7g1devksQpruPguD5JFBBHDoYpc3C4ycWL51FFCaff49J99/LK66/RO2gjk+N4IzRZKYbcNOPkiRUkQSSNYk4cO45lWUeSlRzTKuFHPlESksYZhl5CkBQss4IgZqiyhK4YGIaBqgnkpAyGDqaiIYqQCkV6jZCL5DlkAmiGzo3VDQ67HQSpGGY1SUTKIY5TZFWg3x/iuD6maaPKCn4Y0Gi0KNulO+bSYtOe3JHTmKYJQBiGaJpGpVbl2rVrrK2tQZajaRqGYaBpGpZl4TjOnUSdJCnaZDVNK97DYPA/janf/hnD4RDP84jilCAKCaMRWR7RmpgBQTnajkMS++zt7dDpHNJqtbBtm/X120eJNyq3bt2iVCqhqirD4RDf9+94CpIkOmohLsq1ijSigCxP8HyneK+Wfkd+VNxmFEVYolA8sEVhyMgNMAwDu2QiChm7exv0+z3cQY+yaTIzOcXh4SY1W6FeLvGF//4HvPLCK7R7ba7evEaj1eSpp55iYXGOH/2RH2R37TKR69MdeCzMH+P08UWmJ5tU6zUm602azRZvXr2KJY8H/DFjxowZM2bMd5a7MuBLgkp/OKLb6RCHEZKYoZkaiBKSKKAaOmJSbJYrtRncZMTv/cbv0ulsk2QxaR4hylJhUJWLl5RmEEcOeRSgaArVskWzVEFRFBzfo1kp87f/4g9z8niTYHTAzPQUWZYgpAlRKBAnInkeMzU1zY0rl+n2djFsiyRLEaQML/bZa3cYOYXJ1XULacf6rdvUK1UevO8+Lp07i6FbRa6/IDMY+VhmCeIUWZXwI/+Ohv380hKnjx0jyCLyJCEMEqSjJBeBjJETogoqCNAfDiCBSqWCXTaKIbrvI0oKmlGYjgUSJDnHLtUoWWUUWaTbPUBWFTStKF2q1+skWYxmGUiKTJJkd4yqxTCsYBgaqiKhyCKVaonDw0M6nU5xS+E4xHFMuWRRq1RJ4gzX9TFMjUajgSQVWe+6qiHJMoPhkCgM7/wdJUmG67rFFl0UGQxG7OxsEYUuZbtEtdRAFhWqlTqB57Oztc3+7g6aIlOv1kiimOGgR5T45GkhJyqXbfrdHkmUI4oySSphaCYVu0jKSbMY+ei154Ao5PihR5SESFLRayDlObIk4rguUZZiGwZxEjIauRiKgDv0aE0tUm9McWv1KuVKlTMPPs75+x7n6Y99gvb6DRTNYPLYAh/5xA9yeuUkDduiJI/Y2tjkqY99iocefpwwSTm1vIzrDcglmG3U0SSBCw88wLHFJQ56Lrpu340jNmbMmDFjxowZ876R78Y3cQOfN994hbnZBZaWV9jd3aVSNrFLFRAyBo7Hu2+8AoKK73QobZv4wy7kIoamMzM9yXDgsLW5jiyLmIaGkOVIslaYIsOciiIwNWnRd0NWb2/xZ37yg/zCz/81Xnt3nT//s3+FqVaVKIkR1Zwk9jg2t8L09DRionDs2Alu3LyOLCf0uj0qlsXu4eGRrEbBdUeUy2XCLCLOUo4tL5MmMZ3hkMAfUavYGIaBokhsbu1jGyaIKqurqwRRzGSjjjU3QRzHZI5HJopMTdYYDF2GnsfCVB0niul7AQCmKhVa+Uxk2HeZXG4x8ELSboyAjazJJORkKTijAUpFotWaJI5jdF3F8wKyJGVyegLPc+h1ukxNTeH7PoeHh0dttxGyLN/JwFdVlWqlThzv4wcuQ2eEpmlkaZFfL1CYVNMsLsy0koqAhB846JqJ64yKLXouIoniUfNuVrTFCsId3b7ruoRhTBQVG3ZJKqQ/mqGjaDJDZ0AuFDGWcZohCBJiKhMlKWtra4U5WRKRZRlBKlqKo9jDCSQ0QyeKY7I0oVmr4kYBUQh5lKIqCoooYpgqg15U3EIIMrZhkuUpcX7UgixkpGLO7fVN5ubmMA2Zw37Affdd4vyZczz3tS/y9DPfh2ZqLK2cRvPaWLLLW69+nr2dQ5qLp9DLJufPnGY4HHHvuUW+8JVnmZ5bZHKhwsH+PjONScpKxqi/zKc++UPs9Np345iNGTNmzJgxY8a8L+7KgL+1u8PS/HEESWZ3ZweBhNGoD6LKzvYmeRxRq9WxSzUE+SSdXoe333sdSRaYaDWQBZFut0uaJmSZhChlaJKAoZukSNRKKk1ThRQUUaFcMrhy9Qar127ijgJW1/aZm7Vp1erkRIgICGJOtVplMGwz6I8QBIE4jpBEGA1HeK6LaqgImUCvFzA7M0MQ+MzPzJIlKe9cu8bADZhuVAnTBGfYByFDURTiNCcIAuI0wTA0IGE0ChElGAURFcvG1kxurO3cMb7u93oIogg5CLKAF3mMvAhNM0jTIr1GEkTI8yN5jEFOzGDQwzKKjHpFUYiigCjwUSyZKIiZmZkBCtNpvV5H13W63S6qqhL4LiXbRhByatUGruve2cpPtKbu+AZkWabf72PoFqZZJwyLHH1d1wkjH9s0EcRCy16tVosM/zxHluUjTbyMKBZRlN/WzMdxiOMM0XUVSVLwfR9ByAHo9Xo0Gq07/3+1auH6HnHiE/VDcopm4HLJwtR0Nva2qFQqiLkKCMTkRRKQahCHEaEXIgga1ZJJxdYY9h2yLKNathl5Lo5bpAylaUqWShi6yUH7kI2dbX76J36cy6vXAWjULRBVPvEjf5ZvfPnzBP0uW2vf4Au/9Qrf/6N/lffeep29W2/z7pvvkGYB2zffpFFX6PaHLJ1QUbUSvufR7uxw5vQKc8eXOHP2JDtfGw/4Y8aMGTNmzJjvHHdFoqOIEm4Q8u67L3L12lsMvQHvXXmdV1/8Y/I8RdE1PD+ls3+AqStMTc7juSNkUUDK4KDTJk4TdL1oII3imCAKi21w4OL1HE4cn+X+iydJo5DJWoXnXr3GXtvlYH+DgZPSHw5ZmJ9CFmUkWaNUruIOXfqjAUHoMhgM8DwPL4wYeC4IApah0+v1aDYakESUrRKCIPCN557l+PEVZmZmGA6HhLFAqVqi1+swNTlHqVQhSaPivSkShqkzcFxGbmECVSSJ/nBEmOZYmoau2QiSTOR7CIgYhkEQBcShS5oERSlSJqBpGiI5aZQWhtIwgkxgMBigacqRTj4CUWDkOri+h2FYNJtNsiwjyyDPhTv6+W8P27Iss7f/P+InVVVFURRM07yTvvPtzz6Oi4z9KIqKuMujNluJHFmAPEkLY68so+tq8fWygqbI5Gl21B4b3rk1GA6HBJ6PLErkKQiChCQpSJJEnqfIMoSeTxAO0RS1kBnpEnmaISBhl6tYVok4DCiVDHStkBtt7+0SeS4yUDpK99ENFUOXi38/YYSQ52R5jm2ZKAKkSfGaJFFAECRGfsTe/jaqrGDqFoEXcu/99xF7Lvfd/zDlapPHP/GX+d6f+L/obr3FRLXMK1/9HZ79tf8bp3tI1wu4vXqbpYUpHrp4AUVMqTbnmFk6Ti6JPPqBD7OwdPxuHLExY8aMGTNmzJj3zV3Z4JPCwcEmc3MLyKKFMxzyxluvk6UhT1eXSXFZnj/H0I/5r7/5NxjsRoy6I6YmmneGym9vczVFIs4SkixDyXNmW3UsFUbDAFPWcdwQAL1k8p9/9dfoOQ6mrtGsVzFUnVarheeHbG6sEdWbdAdtytU61WqV0WiEIBTttsU2PCJJIqpWCYFicI3yHCf0sTQVS9MZxSmGnCJJhRSl3+/iuiEIEbIsEoUhnqugmaDKFfI4IVIShiOHLI7QLJ2yZbPV7RLFEaIgE4YxiigdfXgZnjskjmMkVTlKr4kY9SOSjMLkm+UkWYplGYxGI+r1Oqqqoqoy3W6fMPSJ4/hObGUUJZRKEgIS/X4fVVXvDPuKrB29hvDIaFu5k4LTbDZxnMK4qusm/f6w2OL7LmmaUqvVCoNrltzR4VumjiDmeJ5LlicgFO/LcYYYhoUiFR0GuQCCJCKkAmkakabxUatvQq4pyLKMM/BQTYv5+Vn2dnfp9LqcOHmKB5t1Xnv1ZQRV5pEPPE4WRTz33HPs7OxSq1WL9KKSTRAEtCP/KGFHJkpi/MBDV0wUUUSRBNIsAnIMXaCzv4cXhNy4cZlGc5btrR02Nm/S32+TZCInVpawKjanTj7Dm2qObpssvvw6uVJDtZocO3Evn/y+T/P1L3+etd0NTNvg1MWTqLKC2xuQ5RKpqNyVIzZmzJgxY8aMGfN+uSsDfppkzM4sI0kSvu9y8fzDdA8HvPzKF/hn//SvM+qt88STj3N85TwaGdevX2cw6HPx/AK2YXPY6xMFIVmeYOsaQp4gijIjx2OiWQEpJ89zdg7bTEzYpBnkuxkvvvg2/TBkcXmCbucA34s5f+EkijLixpVdXNfFNMqAgCAXW+1Br0fJtDjsdQnDkLmZeRRZotMfIak6x5aXadTLXL15lTTVWFw6Rhg47B8cIACCmKMoAqNRUpQYCRmdfo+F6jxDx8FxihZcSTdxg11mWjWS2GcwdMgp5DAyGZVymYPOAEvTURQFP/SYbsyRxREiOa2JCbpDnzAubgV8zyE/yqMPw5g8L2IgJyen2d93jwb8Q5aWlrBtm/39ferVGs1mk9u3b2OYWtH+emSMDUKPyYlpGo0GrjcCiuQiXdeRJIk4Tsmy/6GxH40Gd2I5JUkkDQOyrPheuq7/j39Q/3+ynW8bdE3bKm5mooA0TQER13WP5EsCpm1gmRUOkkPMslU8SDguaQYrx08QuF2yPOfE7DwT9TqqlPDUEw/zS7/62yDIJEmKqaoMBw6iolCxLDJBIM0yTFVht92lXrOoaOpRMZnPM9/zXdRsjX4/5P5Lj7C7tcZg2GZ6bomzp87w9ltvsXL6Ireuvcn+5i73PfEZBDI++Mkeim6gCDm7+0MG21dIfB+0aSqqwo233uLJDz/BpYsX8b0Qv9u7G0dszJgxY8aMGTPmfXNXJDrVhs307BTNZp3m1DSvvfMW//Zf/yO+9oe/xe7GKnNL5/jKV7/Or/77f8yFU5/hxOlPkWYuUQKu7xaDpCpgiAJVW2d+okbFKBJgNrb2EFKJRk1HkgXKmkrJUJlu1ag2qlSrVXZ225w5e4mSbXKwv0+SpCimjmrqBGnRbtrr9XBdl26/D1LxtiVJYXqyRZJmhGkGkoCYJ0xNTYGicXN9DSHL6feHxGFCo94iyzLixMcuW4RhejRogzN0cV2fXBYIowhJLJJlBEFAUFSCKAYyTLPY6Bem1vjO65AkCfIcyzCwLJP+qNjqK7KIJIh3cuaH/QGlksVgMOBgbx/PGRFFEb7vo+sqrjtiOOxTqxVZ+f1+v7gFiDMCP8IP3MJLIGvIssxgMLjz+zQtpEFBECCrCoqmohkmll0lQybLQAAUqdjSf9tYm+c5URRh6Ba+/z/kOZpWfI9CthMjiiKKoqAoCmmaIggC1WqVwB9hWwaNZgXX8WlWK8xONZidnqFVlkn8ATOTVUpazovP/jFyOuK+c8soqkwcBSiiiHxUrCVkGWQ5ti6jSGBoOo2qAbmArmjoahG3meUiOzs7CJKIpBssnTrP449/hOXFJUqtaWZnZ7l18z1K9VnmFxcQkhiv76BpBpMTs5QrOvc/9hgr5x5n5cxFrly5wkLZRR1s8b/9+Z/h61/5A2bmprl24/rdOGJjxowZM2bMmDHvm7uywc/zlLJVwvV81m9d4Y1v/DYPP/oI1cafpqxkLKys0Bt08TyPR556ht/73W9ydq7FsalJeqMhVVPlAx96iCiKuHLlHR6+/zzvXVnl8u0dVNNEVGSSMGG6NYlbinjt3beL7W+qs7F9ALmMKkucWpkiCDOef/kdFpbmyeOIyO+T5xlZltLrDxFVg/1OlzTL0WSFK1cuo1sWkzPT7G5vUS3b4AzY2zlEFEVGnoumGbgjj8X5eda31un1eoiSQrVeJggihCwnTjLyKKbVaOF5AV7/EFOWqNUn6PSGpHGGLIGoyqBIOG5RXiVJAqVSGUOzEfIMScwwTZvDrW1s20aXZTI1o2zbdLtd4iwm8F1kUSKKIga9DrKsYFnWHdOsruv4rodSLhfDdRJiHBl1Pb94GFBkgywrojqd4ZA8zymVSoRhyMh1UPVic39wcECjOcny8WNcv/weAhICIrKkkqUJqloUSGVZhhf4aJp2tMX372zzvz3YC4JwlLWfYmg6s7OTBIFPrVRj1HdxvAEnjp9g0OnS6+5z4eL9NMsif/jy12jOLPDqay/w4ac/zoP3P8grLzzH0nQLP/SpGBZBHqDKEqopE4XguX1a9RbdoUfFMPDTlJyINPT4no9/F/c/9ABBmBSG31qdX/+lf4mqiJw4+xArZy/iOA6h59GYmCVOEg73D5hfnkfXVXRd572bt/n8H/wKiwsPIssaV976Ei+mV9ltZyjlJtXqLAgaF+9/hDfffe9uHLMxY8aMGTNmzJj3xd1J0dnc5A+/+HnOLK3wja/+Jgc3XuDSo08RCrt85U/+gPSLe/zUX/7PPP3U9/LmG+/x2stf5MTiLPWajaSpaIpCzTJYPLNMxTKRxJSVE8cZuB5pmtLvdHnL9ZhfhKoGE5Uab9/aoGTElEyLKMq4fOMycQSaZjE7O8vm5iYCCbVyjcPDNjki1WqVTqdDGhWbcydwKZdssrwYZBXDZO+wT7VaRxRlbNsuDMRx0ah68/ZtFE3FLpVIkgRV1vCzlDSXkEUJDxcpEpEFQIRmtcrAc7i5vVUYikUVKYtAtLENnbVgD0VS6QyGyKrE5NQcppazs7uNLKmYloU7GBLEEaKYoajghSn93hBNV2jUKgRRghDnR8bX4maiWq2zubmJYZkoqkSv71GyK7iui22VEUQZ3/dptVqYpkkY+YgSdLr7GKaJ5wXkaZGpn2UJaRxTKtukpAz9EaZpo2c5SeYTpRlCGiFKEopQmHf9YFTEX4oyopQgiQpJkiHLEWme47sejeYEmpxSn5gkQmX79nWIoNmoUKu2SOKAzRtX+fBTj/Hxz/0wsZewdmudCyvTTDYVwnjIM594mt39Hs9+9esYtkWlbOAHKZMNnf7QRxJhqmSw2Q1p1XTCICYYxPzgD/0ww67P3MmTTDSaXH7vHX7n9z/PZz/7GebmFlBUOHPhIeI0xnVHiGJRVrV6/SaKUUY1Vc6ee4Rr77zBlSvv8sQHHuLDF5pYs8fw+5f5y3/tZzm+cor/+m/+IRU5vBtHbMyYMWPGjBkz5n1zVwb8119/hU5vA4kYNxux9PhnkUpTLDVrND87z2R9guMrZ1BNkd/4T/8Cr7uJPf8wbpKQiSJpLtDttZlvWYRxl5ffukbD0FiZm8aNhuiqQalkYRtlvBCGwSHNapmqXcIKQjb3XXZ395icmC/iFMUizlKgkJIMRy6iKJIZGbquo2gqh4eHGIYBuUguiORZWhQlSQq5ICFIEPkerpciCaCbCt1+h+mpCUq2Sbfb57DTRpIksjwGoWhRDYKAyPNoViskcUbnoEcSxYgSSIJAkuVM16rstvsAWCWbtY0tBEFAliSiJKE/8JFVjV5vhCzKpKmP7/vYVon+0EWUBUzTJE5TgjDG0HRM00RRJESx0LcrioLruuR5YY71fZ/hcEhrcgJN047aaovNu2maRFGALJtHBlsVyFhfv83U1ARpktDvDqiUG2RJwMgZkmUZtqEiigJZqqHqIrqp4roekiRhGAZhFGFbhblZ101Wls7y8hsv8ehD97J7eIhqTTJRm6TX71Cpleh2BsxPLXDxgdN8/Ut9Iseh77j8yE/+HO3ODrvrawx23uPy9S0+8qmf4vraGs8/+8/RdJEkz0j8BLIQ2yxxevkse519BoOEkgEVs8ww2Ob0uYvc+9BjvPPG68xMzYIkMTE5zde+9QqkkEQJ5ClRFiHFCrreQsghzRNe/vIfMTkzz0RrFt9x+P4f/utkgkZ75w3uve8iH/jID/Enf/ArnDp7P7d3+qzvtBntrFJeung3jtmYMWPGjBkzZsz74q4M+N1uSNB3mLx0kocf+STTE5M4XsD8bAVREBn5OYqUsLVzwNe/8izkAu/eWEcxNBRFYWZiilxI2djfREgC8jikF6ccW1gkGqbYhs7M5BydYYDVqLI4F3Pz5nU0U2MUZ0RZgqab2LbN3sEutVoFXdUwDIMoipAUGdd1GQ6HzM7OEscxSCJ+FGKaNqqs4vo5fhBRKWvEcUyaxgRBgCAImKaFF7goqsTExAQHuwfFhycJQFJo7bOcLBUJvZCKrSPLIqkgoYpSUQoVBpSqVcqNCpahs3/YwbZtUqHQtMdxjCgl9HtDcgGyLDtKvwEhFPD9EFlWsW0TUZKONPweiiyTU+jZNa1I2QmCgCSJEMUiNx5BwA99ZFVhOBximibT09NsbW0xNzeHYViYRplSycJzCwmNKMqIoshw6DDIRwhCjq4rpJFKrVpna3ePEyvLqKrKwf4uYRjTrDcQEXDyItXH0Ex01WLH3eX+ex+iZIrYls6jDz/Kcy9+C1HSKDVKNGsiJy+c5dVXX8OPIxqNWaamZpFknaee/gxRFLGycpFqqcENMUOUdazGPFOJwlNPP82ffPEPcNyUVEyJPB9FFHDdDiXDpG6I5FKFte0+62sD/s+f/VFOHz/G7Xfe5mDrMrMzE+zfepVX3Q2mVx4EMiyzQqNVpd3uUrYMRFHEC0acWDmHgIQzapNnRTrQsROTLM5/D2Eq0O3HPP3JHwFgZjbnwoVzbG9v8+/+1b+8G8dszJgxY8aMGTPmfXFXBvxPfvITtHv7TE7MMT8zQRxGZKnLxlqfKCk248ePLXBrdZ2r168zM9tAj1PqFgz7I8q6htHQSBOTVrXOgxfOMPR89vt9tvZdktxlt5eQCwqiMsRQJURFYXe3QyJoKJpGFokIgoRt22xvb2IZNq3W5J3oyCAI8NKEdvsAy7LutLzqpkmv18P3Q0zTJEkiBoMeQRTfKVsKwpg0SZhqNen1euzs76FpGqVS6SijXsMNQsIgJk0iDK2EaVt4PYfBoJD3mIaGrCosz0xz0D1k5LgsL88z3ZpgOOgRRQGVSon9gzau6zI7O02SZLjuCFko3lsURYg5kKeFedbQIM+QZQ2BjDjOEMVCpqNpGlEUkedCkZ2PSJqmaJpRZMFLEr7rcXBwQKlUQZKKGw9N04BCx591U0aDIRMTU3j+kDgIkSUJ3TDQZIWZiUlMU2d7Z5N6pc6pY2fY1DZYXbtNnISomohtquiaycbmKiVDYbJZxQtTzl94gK99+Q94+ukPcf+FS9ze3GPY7XBj9Qp2+Qe5dM8D3NrYBFmhpkt4oz5RlPCJ7/vT+EFEMBpy6d57WJiw+K+/8p8oWzWiNKVZ1xGFiDxREMWYleOzGKZJErxCem6Gp7/7Y6xvbNEZdhBImG7UaDbnWF29TmPxHJNTi3z1K3+EXZng4Qfu5bXXXsO0LSqNJidOHMN1QnrdLs6gy9TiFKIos7W9Rq1u0GgskBzdqqRJQrNcplkt3Y0jNmbMmDFjxowZ8765KwP+hUtngbOMhg5u6JGEYTGYyipR7KJIMlku0O8eMD9dQTZKiLLAVNPmWrfL7u4evZ7J4nQVWYSDgcv2YYcwSqlV6hAmvPTeNeQ048nHH6HWatDpHiIrCpu7BwwGDpZm4gUuo9EIVdWZmZlBFL+dDOOTC0XaS57n+L5PGPpUq/U7CS+FLAW8wCfNM9I0plGr43keg8GAWqVKmuYkbrHVlwWRJIzIk5RSXWfg+ISRS820CKMMS1QZeT5xmmOqGnGcESQhZUPlluOTA3NTk0yUK3yr02OiNUW3M2QwGKEoCuQ5ZDmhH1EqlYiShDSNUVW5iLHMiq29KIiEYZH9HoYxuq4zGAyIoghN09B1gyBIiaIEyyoVaT1wp3U2DENk2UXXi7QbURRJshhByLl46TxvvfUWI6eHIAhEaYZqKZDF6JrMxsYamqpg2zZPfegxfMdnc2cbWVWK0ilNRzVkFCllYXEZTZV56/UXaEw28F0PXbN49JGnSNOE61e/xmd/8E/xC3/373Kw32XpxApf+vznee7rX+MDTzzC5OQSYRxADnHgc+3aa5w3HuXW7TX8IMewRZq2ynRd57A34uK9K8TBgL12h9NLOqEb8/QzP0in1+bU6Xv4oR/7aToHPcgL8/WDJx4kjmI2rr+CpYq89vqLrCzNcdg5INrxOdzdYWpyhupkHdNscmLlBJWySbszIMl8JMkGBCRJxjQgEw1yID7ye4wZM2bMmDFjxnynuCsxmb3egMgPigIpAUolA9sy0HWVs6cvsLS0RBCm+L7Hgw+eo1lSsDQZS82plRUGvk8qiNilMiWrjKVBwzK4/+wxHjy/wue+98N89pnv5pFHH+Kw02ZrfZfZqVmaJY0HL11iqjVFt9slyzJOnTxDvd6k3myRpim+7xMEATMzMyiqim7ZqKpOvd4kCEOiJCZOE1zfIUpC7FIFVVXJsgRJEckFqNoWOSlhEiOKYOsarVYDyzIol21KdpnRaESappimiR9F+EFxAxCnEYKQE6UJU80Gru9zc22TUsVmfnKKN958nTgOKZUqDB2XPM+RJIlKtUoYhiiShKTIJFmKqMhHOfKQi0IhNYKjnPoRvu+TJAlhGB4VXkX4fpEC9O1GW1WVGY2K3HtFUe58va7rRyVWGdOTU/T7fQb9EfPz8wRhSJonZEJGksS0plpMT0/jeR6T0xMszczSnJjkr/z1v84Tjz1O1bTRtTKnT9/HQw8+CYLC/PQEK8tLPPrEd/PoYx/F1lRsu8qxlWVMPWdqeoLjJy/ysY99jGtvvEhF90jTiOeff41KbZYgDpiamQUhIyNnaekslmky7A9I44g4yVEVCcuQqdqgCD5nlhdIspidvV2sSp3v/9N/iRPHT7O7cYs8Tak1K8zOTqPpEmIq0qg1URWZucXTfOSpj9Hu9jh77hIP3P8QlYpNLqnYItx463nWt1bZ2Fzj3bde44033iBKZLwkJsoyBEEgdbrcuPoKne7+3ThiY8aMGTNmzJgx75u7ssEPQgdJhDCKiKIRreYs9bqKICo4wwFe4COIKifPnObd4xcplW6yvd1BUTSmJ6rc2LjGRM1gebbE/Y8+wZnTi7z66jf53/7Or7B78Aanlif4hf/jL7HXjdnpDHn5pde4dXONhdkyy2fOcehlrK/dot0+4Ps+81lefPFFOu0e4pH+PUmiowE8R9dMAs8jz8EwLFzXxbBM3JGDJEkMBgOGgx6NepUkjo8y3XX8yKdcthGyHNdxcB2HeqNBpVpm9dY6iqRiVgziPMe0LHrDAUEQYNkaSRRTNi1KhslebwiCgCEJhK7DyHOZmZpE1UR6vR6qIhCkGSCiGypkEVmSIlDcKmRRjCxJiKJAnKakfkq5VkWSJHr9Id1ut0j4OWqvLdsl2t0OmqaR5ylRVGz+Pc8pTMYU5V29Xo/BYACIWFZOs9lkNBoRhiGTrRnaBztIIqQIKKLE0vwi9XqDYwuzbG3toRo2ZrnCJ77nI3QPd3j3xm0u3XuBesmkVS3Rmpzlwj0PUL/xFpff+Aq3b9/mwgOPEDoB9TI8+tgDvPzaCwhaBVvL2N7e5AMf+Qid9oh+95DJiQmyJGc48tEsm0qlhIBEszlFEMLCZBVRyugMA6qGQq1WYX5uitm2w+qNd3j0se/hzKkTeKFPGFQRMhlVk4mCkLnpFlffu8L6+jXuffBJOvu7WIpGnoX0ex2CwOOJDz9Dv9/HNBQ+NL/M7dWbSEmMgoeWRKxffon+Tp3DrRvsHO7z3tsvs35rlemFE6DM3o1jNmbMmDFjxowZ8764Kxv87s4NDtt91tauEYYiv/zLv8yv/Zf/SB4N0W2dcrmKrknce/ECt7YSRk7ABx+/j1KtTL1hoeQp504t8AN/5ic5fe9TNKeO8cqbt7l6a4uZKYO9g33+73/4T/ny159l1Dlgcb7F7sEuy2fOMjEzTbfdQRRFfN/l+tVrDIcOoigyNzeHqelMT0/jOM7RhjsDUSaOUyqVClmWIQkwPTkDmYDvOVSrZVRVLdpWxZTeyKFeqdKoVNje2cIPAmyrTJok7O7ukiQRpi4XW3JNx7IsBv0Rnh8jiwqCABfOnkNVVbqd4mGorBvIqoSgysxMTVOtVvE8jyzLmJycJAoz7FLx+pKoyMtXZQkhy/GOZEKF8VUnjmOiOCZJItI0JY7jo7x58Dyv8AtYNmQ5SZKQZcUDgGEUBtLBoEeWJ+iGShQFdDqHDIY9ZEUkzWIct0+pWqJUrpKLIv3+EFnVKdsTbGx2CJOcuZlF1tfWOHZihSgVuffSA2hqETXqBR5nTq3QnKxRLZc43N0mCSMeefAerq2+TZzViUOVUb/HIw89xLFTj7Kxl/P0Rz/J+Qsn2NjYYHt7k7WNmyRhgIzA3t4eWZoSxyFeJCCJYGoq7WFEGGeYuk4QhZw4NsnxmSZGrc47773BjRtXaE60uHH9Mi88+yWuXH2HTqfPiVOXOHPuEt3DLVoTFdIoQBBlqtUq8/OLeP6QPAl55RtfxB30eOIjH2F/f5f1t59FHX6dr/3uf+BLv/cf+f3f/yV+87//Es5gwERrnttrG3fjiI0ZM2bMmDFjxrxv7sqAf/zsYywvTnPq1EVOnzzO5EQFQYgxS2VkwWC/2+fqu+9xuL/JRAt+74tv0nNFZman2dg5RLM1gkThb/7Cv+ahx57kP/zSL/PqO7d4/IF5nnjgOPdeWGB9s8uXv/otfuf3/5Crl9/lnvOLdA/2qdVqRGlClhWNsLmYcvHiOSRR5PbaKk4UUKmWqJSq2LZJEPmIUoYgpuQptBoTOKMReRqSkSII+ZEkp9hWCwmcXlmgUSmxfus2GQK6rrO4NIcXeHQ7PSqWTZiCKIKmKewddEmzGE2TUEWBZrUOacper0OY+qiqSqlS4XD/gFrJZrLZwumNSLIYVZWwNBVVyomCkCjNSEnRZYU8zUkQyOUcKY0Rspyh5xMnGcOhh5gW2fNhHKFIxQNHlITkWUIQhaR5hm0V8inPdRn0hkU0qCjjeCNM2yCKPRzHgTRD12xK5TJRXMiCbEunVCnh+EOkLCFJAyrNOoN+H0m3OX3+YX7/d/+I+tQKn3zmh1CQeeFb32Rmbp633nydW9euIhs1PvG5n0AUhaL9VrMZ+ilB3CVwHU6fOUEY+BxbXiQMQ06snKFaNrFKNlmUcWv1Khs3r3LYaYMMt25eRZdzRkHCbsdltlVCVHReevMqt7YPaVZspqZq7K29x9qNm4iyjdsPcF0fP/RIUoEoEtk/2CYOXWRFI0tl5haXUWSZcqXO/NwCs3PHmF9c4uEHH+NX/su/5Pq7lzm2eJzV9TZ6/Ry9QOCPv/oGz7++QxSn+KmCXqqyuDB3N47YmDFjxowZM2bM++auSHT+2d/5q5y+5z6s0gzfeO6/EQRtvuuxP8Xa7Q1yMWb1xhVq1RaXr7zBsWMzXDx/mi9/613mWzqmWWV5TuXFN25w+cY6n/74w+zubnP23AqLkw/idHcYOQGNeoXO0MMPI2q2yiMPnMINVYKhw0P338fVy+8ShSFXrrzHJ7/neznY32d7e500h8PDQyRZPUqPEYijlCzL6Pe7qLpBuVwmjHNsu4yq5AycEVGYUbFKqDJUdIn+yOdgNEDXdaZbEzi9IcP+EEEQSJIYEZFmtYYiSozcIYqsYeoqaZrQsCpYmshk2aCzPyCMIixdR7ZKdLe3aDgOSZoD4PsBYRii6RJxEiLJKnmSksUxqqGTOz6SqSOrBs5gRJDErJxYJAlj3r58A0gwtSLHH6BUqjByeuR5WsSGxgmiKJBmGXESomQSsqySJTnOIMSyy5hWhUajRaM+Qb/XIYtCvDCgN/SpGgZhmNHut1F1E98vkaQCL7z0IqP+iIODA4j6vPf28zz51Ie5fuMq9z/yQcqVGm+88hZTS8s8c+wUk/PLtA86PPTAg+iqRHsn4My5S9iWgWmJLJ1YQJZ0dNUijMrUyk3Kdon19dv0HJfcb7Nxw2F/d5NTSxZiXngdTixXcXojVtcH6PYOJxca2JaONnWaZrWG19lCaFaYnG2BmGJbVXIhZzQcoMoahpVz2N6nXDVYXl5k0B5y5foraIJFv9/ni1/+EmvbPrtrV4mGr3DP/RX2BylTx1fAUGn3N6hZFq+8tsb9j88x0yqxPbwbp2zMmDFjxowZM+b9cVcG/GdffJEvPft5bm5us7aTcmxawNu+zbnNH+QDH/0UV268zImlSyzMXeCnfuYjXL68TuR4yMYEf/L5X8eqWuwfukw0bD785CN8/FM/QIzA+tWX+MaXbnC47xCmMZouEfkBnb5Ps7nAmZkpvEjh3JlT6JpNlLh02x1ef+0NhqMezeYEQRAQJwmCKBfb7TAkzwXiJGNmtkWvNziKzBSRBBBFEcOw6LV30BQBXTHZ3DkgQ6JulzBViYqts9PexwlCBCikMqpMs1IjyhPSNMUyTfI0Q5HEQgZESp5nKLKMaWj0+n0WlpdwQh9Z0fD9PnEYISgK9UoV2VDp9TpYms4oHRGlKUomYpgasijT6/UwSmUunj7P2q3rjEYjBCkjjWJMzUQQJPI8J40TdM1GlkUMXSfwI7zAR5IUVE1F0zTSNCWJUnJCBMFkcnIGw9DRtRKK4lBrzVCOIxRNp2xYhNEEnudw/NRZrNo0qlVlfW2TiWaDodPjxW98g5nZJUbDLoKiIiU5lx68H8syGPoSe7s9Fs/eR2/vkP2ejyx5DN2Me0/O8/KLzyLmEYf7WxiKiSQahRxJyrAMk8XjJ+l2Rgw7Ed/40i/y6itf5+ypi+x2tpGEiIdOzdE+7BJFAZMtDUlN8bwhs2dOoZZKZInP9ffexQlCHvngBxntdUHVWFg+S6lsoIrwi//4/+D3/uSX+As//XO8+I3f59nXX+X+sw/z+vOvg7rEX/+r/ytvvfLf+MIX/htPfeITHDthgxIjpmWOHbvI3vou/d4ho7013jwIaLXuvRvHbMyYMWPGjBkz5n1xVwb8//3v/CM2NtbxQw/NrCHEPc6dO87K6Q9imwYrx08z9AeUzSaaJvFTP/1X+Pmf+2k+90P3EwvP8KU/+CMG/S7f/bEn+O7v/THml0/je12e/fxv8I3n3ybNTOrlMtuHbQzNZmO/y+e//ioffORhup7P629fYW5+As8PGQ2G5CSsrKzwwkvPsXL8JLv7O0hSITPRdR1ZVBiMhsRJSBRFyKJEpWwyHPUJwoQTyydwBn0C32OiXidRDDrdQ5r1MoYkkkUhU60Jrt28SdmyqZhlYgGyLEUSRDRVJfRcTENHlTVarRa1qsFLVy4TRAnVcolRGHH53cscW17AGblIskC1XiMLAkLXRyLD0hUOBy6yohBGEYoWYGgyh70OmlnjmU//GK+88BWCIKdUm2EwulyYihHQckizjCj2kBULSRTRZIlEEdHywnCbJAmu41MqW5hWTpyoCMjIooSu66BmnLxwLztb64w6uyi6hm7VOTmzjKiIVMoN9g83WF45RVkrs7iyzPzKSYI0plSbRtJt1q+/y9kz53nt5VeYmpnHatisbe7Tas0ThyI3rm8gSApb62ucPf8wW/sZg94Qw54h0UIQI6q2xc2bt5lbWOL4YgNZllma+wDPf+G/s7l+wJMPPIApO6xtrtFtdwjTgM2dHtuHLqcWJ2hMrlC1KxzceoMTp+/jlXef5xf/zc/z8//gt/nghz5Ep73Hjbe/hm5ahH6boPse/jDgF//d36QsNZidmOL48Qpl6V4++pk/j5V5/MF/38WVL/Bz/58/5qkPX+VHPvEUX3nuJR55+AmWl4/zuZ9cRlNNdGOK1es378YxGzNmzJgxY8aMeV/clQG/auo88ad/4n/6s5yMOEpIk4RbqzexbIN6qcELL7/CiROX+Nyf/Zu8+MVf5bMfe5THTle5td3m0j0Pk6TgxjGyArpmIeYmThhQt0xOLsxjVZtUq3XSOOC9mxt0Oh02NjYJggBZ0SlVqhwc7BXm0zCj1+uhqwaKIiEi4LkuJbvC9OQMu3tbVCo1VFlj5AwYjUbUajWGgx7lUon9w32SOCRNU6LAJS8bmOUq6+ubeMEmS9MzqKpGmkR4UUxcLVEr1ci8EEErtPqKIGDIIAHN2gTdwRaqIFGtVhBkmU6nR5Ln1Ot1rEOdoe/jeg5Z6tOslRk4Pm4QY5VNpqamuH19lZnF8zz02JOs3niHt15/kUe+6xkEoLt7myRPEMSEJM8wdIskCZGlHEkSEESwLANwCaKYNE1RZY0sywhDH00vU601iHORSn0aL4qoTcyRxzHOqEe5OkdjokUGVKsVZE3h9LGzbG5fJzZV2gd9Gg0olYYEg4CZ5sPMPvFJ9oYjLpw+i+f5yLqB73oYdpVKtcbG+i0mp2fwEpHuKMCqt9BLTTKxxI2NVSyzwrde+AZZNuDj+sd54+AWeRrwe7/zT3jjjT0+8PCDrK5toJBw7uQ8uwcDlhZmeOjiIjv7h0RZnQe/+2d4/aU/RpYP+L3f/0NOHL+fn/7BZ/g3/+Av89WvPkS/2+EvfeqjfPPFb/Iffvu3mWwu8MSTD3LzxhoPnr/EG5evsrblk3o+P/9//Thlo4RRnuVTP/gxfuIv/lV+/d/+U/7z7/wmKyunOH/pIWZmj/NTjz3JzfUt0jDjn13/f+7GMRszZsyYMWPGjHlf3JUBv7l4ktW1TULHp1Kp0Wq1OOi1EbIcJBEEhd12yNvXn6NeLSIdP/TxT9OaXSFw9rlv5YM8kPrcfPtFvvaHv8TFh59CzCNMTeeHfvQHkHKd7rCHpirsHLR55eU3WZqbwbJyer2MNMlJk5zWRJ3Aj9jdXSNLIiYnp8mJEQX5qNBJJggCNE1jamaaJElQFIVcAEZgmSXyTGAwGDA7M8/NW2sEjRBVVVFliZJh0ekOaQ9GRHHIZE1lbrJBv99lFEaEYczB4R6aKpEAfhhQKVskSYAsl/G9EFXTEBE5vTTBja1DDgZ94iSi0qiThgGWqTMMPNBMRN+nZGpEUYKu6ISOB7LKD//Yz3L7yst8+Qu/yxMf/SE+8F0fYffmG7zzBpRVmyiNyYXsSBokkucJsqhgWyVm5he4du0a3W4Xw7RBzBGE/KgELMZ1HTTDYjQYcez4PIK/z87uFk9++DOcOHaGheUpdre3eOVbr/DEBx/jynuv46YCWbeNGu7y8tee58rltxkOh7z12pv8hb/291g4tsKTH/4w2ztbfOmPf4t3Xn+byuQMH/vIdzMzM89gMODBRx7lrTffZXFpBt1WGLk+utlk5LqMAovecJV/9E/+Jh94/Pu5feMav/O7X2Zhapn5E1O8eX1A2ZL40MMrbG0eIqkiH336MeJRnys7AtdvvkprpsoLb77DL//mH/LgI5v8xR/4Afb6Pf7+L/4H/tZPfy/tjWv85te+wblHPkQ2ACVvMFV3+NLzf8LJpRWuv/V53r4m8cnvfYat9WtMTp7k4x/7HOfOPMBnn/lhXn7tW0xNN4nChEv33MdrL36DV178Jh975k/djSM2ZsyYMWPGjBnzvrkrA36v70Im4HoB7157nlef/yLPfO8PcOrck7x95R0UJcVQSkS5xqDv8sK3nsUul1AVndrcGd65eo2dvW3uP3mJ4WiLN77x24RxxsHhkHPnzmDZZcJ0yNpGm7deexNDE0nI6ex1uXLzNqvrm9i2jSjIaHqKoohomoYqQ5jmpEmKZRtIYoIsq+imxWAwoN6YoNPeJwxDBElCyGK6vTbVUhkvCFF0DcMq4Y1cTLtE/yjTX5QELLn4Hhu7OaqsUK7U8P0Ab9hFVhXSNIcM8jzD811uru0gayoyQlFaRU6zZLJ10ObCyVPEUUScJaRphoRAGqX4cYCsaahqSJbGOK7PyZOn6fd2+eIXfo/jJx7kx37mfyd021x985tUazbEOVoqEWZR8b5NA1kBQ9OJoog48GnVKgw6JrKuEoQxURIjiCqmUUNVFfa2V6lYBrtbQwbtPqfv/xi6bvPe9ctMTjd58MEHGfW6CEgcP30Rd+Tx+d/457z17rvEqcDsdAXfzZD0kF/+j/8QJR3y6vOf4djFx3j3rato9hTvvPDf2bj6Ne597FO8/sKzrJx/AFWx2Nq+Tbla4eTKOXrdHoIgcu7cg5SaT9HZO0ATIj7z6OeYmTnB7/yXv09/MIGlyuzt7BNFS5xYnqHTP8T3Z5g6/hDZ4BZf/6Pf4NhDp3j+pbdJowbTkxN8/ktfJMvgwx85y6nTE/zWc1+k2Zzg3PElersHvP36Kzz69Kep1SfZu/kST3/yz/EjP36JD333M2hZzsTsHK+/+C3+4d/+i3z6x3+W0+fP8eY3v8TKqdPcvHqNTq/PU9/9g0RJeDeO2JgxY8aMGTNmzPvmrgz4qzfWMUo2U41ZRG0XWauyfxCQq1fRZZk8k2l3e9RNHT/Jeefy2yi5hmZqKLLF4tI8ZcvEEyRmL3w/O1e+wWDrTTQj5Ytf/AJDN2Fz9xAxU5hdmGN2dppOp8cLq5fZ2m1j2VWOHz+DYZqsrd+kNTFLza6CqGAqIq4zJMuKFJmJyToIGZ1un+WFWRBSDrZ3CfKEXq9DuVzFsCrsHuyytDDL9s4+hgypAGXbRlVV4rCHpFvYVhnfCwiEkPpkDUVQMRSJG+vrKLKKLAhFjn0SkSKhKyqaKiNbFhu7PWxdRcgE+t0ekqKgyjJeEpJLMoKkUi+V6Lp9SmUb2yohSzZ5mvAnf/T7PPGxH8CqtdjdvEyzXuHRJz9K5+AGbncPP0iQQ5lEETFMCVvXUVSVJINhbw9JFGhUTMJURBAELKtEJxpiWhpzswtcv+HguEMcT0bXbA4O9picmmHl2CL/+B/8ArWqxZ/58Z/h5s1b7B5s8se//5uUphb47tMPcenSvdRqFTZWb9LvD/j8H/4umX/Iv/03v4hY/Vc8+tCH0XqrrG2tM5kusbGxweyxs9TqLXSjxNbmNrvtNocHfQxVI5c1XM/D7tVZmp3AblSQNYvnn/sCj993mnK1yubuPuWKxe3tDT7z3d9PMwjxnB6KlFNWfK7v9ui+/ibn5+e4cOIYs6rG9kHE93zicS71r/CNN99m/txDiDf22d+6hZZmOL1N5lo21flzpA98hGd+4Gd466Xn2b99mwcee5I//q3/wvr2Bg8+/hHa27u4bsDFhx7ncH+Lb371S0wunSK9cYXBoHc3jtiYMWPGjBkzZsz75q4M+E4Cw4MuN1bXOLm0xN/4W3+X1fUt3nnrbRpVi1p9hnrdoD/soVDGLtXZ2tnhWG2Z02cucurkMQJ/SKfTYzRKWXn4M8yee4Te7m0U6zLvvv0O90ydQTU0omBIr++yur7LdrvL1NQc1UqLex/+MOXmBIe/8++omyqCZAAZplWlK2SkOcwtnUESJBRRQpLXaHfWSBMJWTcIDw8ol6ucu/gEN1ffQRNlDK2K722gV0poioLrjkhzCUXR0BSQJIHAT9E0jSjKCJMRYp6SxhECIoImI+QCilJCUlR2N25QMksszx/D9xz2h7uIQs7rV97jsXvuY3J6mq31TRBkMjLCLCFPImbmlvCilIpd4ub6DeoTy3z6h/4cmujz2iuvcvz+++l0e5w6fYG1dx06mY8kiCRZzPLcFNOTVTptjzwTiNKIke8zPVnm5mYPNZfIkpBqxUIkJ00iHnrk49y68TaiYnHhwSewbRtdN7j/vvu4+u6r/JN/+g+oNFq89frzDIZ9fvDH/hLnTp2iOTHLIxcnuL0Z8Nv936YzfB1BTBklEisXH+Z7P/enaVQNrrzxIlppknse/TS6CnHkU2tNMzM3yfzMMpevvsfC3CQDL6FkKMzMzLC+vs+V61d56uOf4q3n/5hrLz/L9/yFH8J1fRpllYunZ0hCjyvXXuX0hQ8ysXCara3LPP/as5xaOcHSfJPrNy6TJ7C23eVrX1lDrCvMzKaYSpUPXHiYN/2X8PwB1sQiJ1dC/t3/+/N84FPfw1/7Gz/H6nsvM7OwwJX3rvLmG2/Q6RzwgQ99L6fOnObKlVeQJYlydYKdrU2akxNsru2iqBK90Tgjc8yYMWPGjBnzneWuDPgVvcy+s4+pW6xt7XHl5m3uv/cerJLNy6+9y9KSy8TCEqGb84e/9vdYOXWW2YVT3Lh1nbWrr/Nqa5InP/Zp3nnjNX7nV/8VZy89zIVHPs4oaJJZZ5k5V6dq5Bzsd9nZ88lzCFONsllHymB6cooodmnv3qZq14jiAF3OSaOE0ahPFsPZBz9YbLm33uOtF5+lVS9TPX6eG7dWieMtfN/n7Kl7eeCJp7l1+waaCUOvDwjIioWQB2iSQt8LSTOBLBXJxRRymTgX6Xb2KWkyURITZSKSKFAxZQRR5GAwQBUlBEUjl0UM20AgZmNziK4YNBoNur0egZCjyDJZnpMnAopqkGUq7aHD0vGTLCyuIFp1As9nulZClHVWVk7huH0UJUcVM8I4oWSZDF0f0pxLp+dRpZR+d8QgcKiYJaYmZxiNRjQqMd2hSxpHKCJMthposoZRMjl172N0Dw9AUjl+6iwVw+DGzRucue8R7rn0MC89/0c8/OSn+dATT1OtmHzhj79Cc2GJSuUprl27ytziMpmq8kylRb/TZ/HEBVZmp0lEhY9++j42r73B5XefY79/wMrK/SwtHEPJBba2tqg1phE0i9HeFovzx0mSCKtcotvLWb38Or/2r36Oc/csoVs2mQAriy3OnZhDFEWiKGJ38zITScCNqzepTJ7lncvrvHlljVZJZGu3i6YtkhgBX/3yNRASmpMlZOELhNEB/f2QP/uRP8v09CXavToPXPoLiHmMrJr8+q/8azr7m3R7MaZp0Zg/x8TkHMN+TJ7lvP3W52n3fU6dfQSz3sF1XRT1kPb+uM12zJgxY8aMGfOd464M+KWyTLV+HE2VScjw3ID2QYfZ6Xneu3qbL3318zQbZZz+ALti8/FPfo5vvfQt3n7xq7z9+tdZnjvDyI9Yv3kdzSpz/foVFBFurV+j0jrP2fse5J1n/4BufxvJMNDUKguixubmZbI0Yf7ECTZ3DllanOfc/Q+xfvMm9XIJwyqxu7uLcaLFd33kE4z6Hb72ld/BNE0u3fsRbHOCSJDoHKxiGhVEcto722RZxshrk0UxlmWSxQlxlqGpMpoiIggaQRSRIqBpOn13iKmbyKrGQaePmIMoKURJhq6D70fEco6p6ahaBdcPKJkmgqAAAiXTIslSJFFEkkRkQUCSMzTTICbDFCVMo0qtOcdPfORT/It/9Pd449WX+OgzH6V92MWLUqq6zHC3w8h1qNcmqCsipBrbuztUrDKSGLI8U0UWdGbnWsjyNJZyk7duxKiyhGabDIZtVMXl8LWrzCzfS3PiJLvrt1m78Q7zx05z6YHHeParXyeII37yp/4Gjz3+JH/4B79PGCQ8+cFH2d5Z55f+/T/G6fucPnceQwrZufIWgiBROXcvr7/7DmoUsXu4x4l7P4BRXaKKyukzFzi2chJFETh5NmVje5Wt7bXC99D1kXWZF59/ltP3PEYSRmSpx8ryWXRZou15ZLHDxuYaE80mzZlpBr0+1ZJKv9/n9WsOSZxwbXWD+dYil6/tMjlb4vjyMvEowvUjNq6tcmP1ZS5dahElPn/rb/8ki3MLfOazP8ph5x3eelsiChzmj1/kB/7M/8LNy+/y1rvX2djpEyVvkAs57a7LretrzM5PM3J7yJLO5EyV6+++fjeO2JgxY8aMGTNmzPvmrgz4smIAkJGjCApx6BDELpraQBFTgv4mG4chh+0B3/PMD+BGDoPBgK2NTUS5hpP5vPDcV5lbXOGT3//nODhY59f/xd/kE9/35zl+/gFKtSrrkwsc9PtMTCwRpD6500WVNWxTRVV1mtOT2OUWaexx7ORJ7FID3SxRmz3DzHSLxckm+2LOY0/9KeaWjrG1vo9haUzOLaHbk9SrCaHnsvrea6i5jyBpqLaJ4w7JxAxNKQqhohQkOaOqmfhhQpAnkAtIUrE97oc+Vc2kbNrEaYKaJYRpRqlUIu6HeH5I4vs4sQCAIEtIilSUXOUZteY0znD4/2Pvr7olzc4z3/sfzMywYjFTMnNWZlUWqkqsksVkt9qgdve229xuy7Zsqw2Sti3JYiwVc1ZWMtPKXMy8YgUzRzwR8R7ofI96R+fQUfw+wHN2jXGN+7nnnOQyETo6HkMkUhKLR0jHYyRiMdo62tl/5BDjk1NsP3iQbK6MWCymrqhRqyegIqJQqaOSiBnu7yCZS+KPRJBJamhkMppb3cilcpRKJY79PQhkEeo2Dj7yIeaXVwkHVlhbzDM3N8fO3S1oDXrsajM6lQxRMc7jJ48z3NvL9PQ9Lr3zNiVpnb6B7RRrVa5ffIPnX/wlg1uPEQktI65X6O3fydOf+Ai5eI2V57/PyN17tHdvpcWmp9s1xIWrUeKJNLPziyQC64hUENiMk01F0ZgriIC8P4/J2YY4NctPf/Vz5FIpPT43FrONldVpDBo5DpuTDf88Wq0Oo17PrallNvMKapUgFaGEUSdHohIY2t7B7NwkVy9NIpHI2LZ9CK2mk5t37uE1Fugb7GN4cIiKEObMtdcZHH6ETF5NPJlFVhdx8dx13nrtVUrIefL9HyFVKJDNlDh0cA8+nx2pRMmlyxcQi8UMDvYj1bogGXgQMWtoaGhoaGhoeE8eSMEXylUq1TLxcIbutg4MOj0j4/cIBPyM3rjI0vwcGq2ZZDrB1Utn6eoeoL1niOberahCG7g8boxGKyqjh3QyycriAhlBy5Wblzn77i+QK+W4WvehUuowaiXk8yA2u1FINSikVUQSKSabhb7Brdy79gZLc+PsP/IkcqUKm02Lz+tiYm6GUqnEoyeeYGVtmXwxByItRrUKV1M3kyE/SrGIfKWEUq1Fo9EgVAqoJVWKRYFsoYzBoAWZhHw2h0haRyoVkckUkSsVQI1arY5YIqMuESOTiJCKlZSrBcr1KnKRArVWQjgao1zR4g9FUWt0GK1WkqkYpUKNYrHIlp1HiUU2mbj369t9XE2tbARX0Bt1SKQiIqEwhw8d5Y1XXiWXStDa7GR+aZVK3caO/UdYX10lWxCQa3792m17WxN1Z514JoZQqHD67HkO7N2BoiBFpzOwZ+sQqaISo9nGYW830USS5c51SpUCCoWCwS1bKaRzbGyuEQ5HUakVCEKFRDKDzmHGpdJTKpV45fnnmBydYMeuY+w/dAKny4vR5GHfgZ1cOf8GL7/w78RiFXYffhKZtMw//+0f0Ny+habubrLFErNnX2bs1qvYXIO42nrJRlcx6PaRSoSZG32b//LF36e4fIc5eQxbaxueJi/FbJCunl5MBiNOgxmXq506eWwOH9mVeZYXZ1nbyBOKpxnqH0KlllIVxHzis/8LqgLvnH6D9v7DHD58hMHrF4hvrrHn8FN0b3+ERDbJxso8sVCCYLRApSLlzVdfQKJQ09G7k0I2w+zsHEajkcn7N7l76zJuXydNXi/dPf34/WucO3eBzq4eQhsPImUNDQ0NDQ0NDe/NAyn4So0Mo1KHWq3lzshdTCYTnR19jIzcwWi18MGP/y6pVIJCqcyubYdQanSUSnk+/YkvEkqGifrD1MVy9Hox3T2tdPd1cPTUh0jGNlmZvcorv/oJFdEiX/mvX6JczpKs6FlZXkW0liESy3P7wiscP/kBdEpQGQyo9HYQK/B6W0ilEiwvrWAyqJFZrVy+fYOlxVlmJ0a4XSrz8U9/gaef+RATd85TE4r0Du8lmkqQS0cQMlGKq2GMRhv5fJ5SqYIglBGJxBRKNVRqKZqygmq9hkgkQSQRo1cpqAE5QaDJYiAYLyIVSZHIZWiUKsyCHJnOgSKXoVKpkM/lUCo0pMliNJlpbu0kHlvFbnOytDZHS1svDnsTKp0Jh7eF0ZF7eD0uFAoZ05MTuN1uqnUx8WQeX9cRurvfhaqUg0cPUymVWF1exefUs2XQSzqVoLt3gNWNRZw2PSqNEnVdidZkJJ/coJCOkhH0DG/fgduiIZMvky8IZKppykKdvFAklSvi8tp5zPU0xWIenU6Hf22RF372bYRKkYEd3dSlUlaXZ3jl1e/xztntrM5e4+LZd9h7aB/+xUuUhTof+vz/Ri7n168WZ6K8/fzXWFhYxO5qIRVbY33xLhv+JTSGFoyKCpPnvk4sGqG9vY1D+/bjaXYzcnEUs8mO1z1EuZhiaW2W4MYK3tZe0iWo1DUM73mUE8eeYWTkXW7dvoZSqWTrzoeZnpvhiQ/9Nu3tnURTSTIVKVpvL+uJMqf/6e9wt7fQ1tTK9PRN1lfmcLYM8OhTz+CyG5DItGRzRQr5Ev61ZdyeFjL5CsVKjVKpRDqZwdPkY3hogGwqy/zEg0hZQ0NDQ0NDQ8N780AKfqlYZXZmHK+7CZenhaXFFfRqFW63G7vDhsPhQK/REkvmiMUjZAIFblx5EwVlPvP5/0HK5UKo1pHWK+g0GsQiOYnkJk3eFrZt3Ul7734GeodxOp2MjI1QyghsLL/NvauvojZYiCcTZF79T+7dv0C5KkJvcfPq89+jUhI49cxHKWYTbFYylMpVppaCaK0eVEYbVoMKiVRFOhFFo1ah1znwNXeQvX+NRCwC4gIKmQqxGDQKKeVSnUKlgEQGRo0JAEFVhrqcfKEMSNGrNGQrJQRBoFoXkEikVIpFErkMSpmKg/uPIdFoiAYWQCRGKZMhUyrJ5TJ4Pa1YjQaSoTAymRy3w4lcKkOr1eNtacVst2HVS5GItejMRuKJNBqjHaVCydzYBSbG7rG904tJnicfX6etzcdA7zHWVtaJR5PUKXH8xAliyQPcv3kesUiO2WJDb3JyYyrOyOw0dr2Wg3u3Uq5LSAcCJJJ5itUKa+urnDrxCG0+B8l4HK/XS6lU5vbYBE63hyff9wzTs2Mszvnp6VHwxoV3OXbgJPevn2P06jt87d9+Qiod5m/+5CuceuJxTp56hOW5+9y98jKFTJZssoRCo8e/uYomEyaZCpHfiFGozHFoVy+9Pf3MzEq4Pz7HYK8Pq16KWKFHY/GxMnaWqlSJSKjR19FBOBXi756b52Of+Re6OlqRSnJcfOdlrI42nnnqw1y98DJ79xyjr7+TipBlYTJIX1cHZaGCSStl3+FttPk8NLkc+JyPMDXhwds5xGBvF8l4CKlch1CpkUymMJlUiCUKdDod2UyCVCrDamoVmaiOVqdiemrhQUSsoaGhoaGhoeE9eyAF//WXXyKaTGH3uDDpjIjFUqam7yMU8zgcLu7dusKB/Yexe5oJhcvYrTb27tqLRlbBoKtTqYpIxcrYW5sRhBqr/hVmF5apl6vEYmF6B4d5+fUfcPfyBXbsPUnnwF5CoRCVqhyVQs7efdu4OzLF2vIacrWWgwcfYrivi4nxe1x46aeEQiE2gyGe+uAHeeKJp+jo6sS/EWTs/m1CGwsYLFasNhtzY3fQaCRkkimESgmFuorXZ6FSERONC6i0Usp1AYmojkxaQ65UUKmrKZdqSGVVqtUKbe19lIQC4Y01iuUSQrVKVQSimphyuUS+kCLqX6BaA73WgEoto1IUsFnsKJVK7t2+RC4eBYUIETWi0VVy6RhqlZREyM/Y1VsM7zhKKh5ApZCztppiZX4WUkFU4grhUBWpQcL125dYXzQyMLiN9sF9hCJRnJ42xDIjzZ0mNtbGmLg/yvYdNjQGLScO+uge3M1LL73ECy+9zMmTj7C4sM5rb/4UjdHOsYfeTzqdRqnuxKGWs7Q6TzqVZXF+ga39LfzvP/tjRudWuXHuKkePHaUuAqFSoFRKceIDn+PUYx9CKCXJpTO89tpLPHa4GZlKi39xBYvFgqu5FbtSQyq5SCmvplqt09uj549+93Msza3w5pVZOtxy2lps1KpVpsbvUERCa88B1sYilPJxFIo6no5+XEKZw+EWWlukaKRZfvTT73HwwF7+8A//nNG7I9QqDg7ta2Z5dgH/xgpdfcPs36VkdXWNUq2O29WCTC4hFAoQCscY2rGD3Tt2o5RJWBFDOJpEqFaRyqXEV4PozWbQadBodMjEEgrpLKurq6yu+6lWGg9dNTQ0NDQ0NPxmiUqlUv3/5gNf+cpXmJxbwmByIJGIyObKnDjxGE2tXcSDm1CM4evpIx2No9Bo6e/uQCRXUSkUqVMmmUlisdhIpTOUS5DLZZBIJOh0RpLZDFMLS6wtzHHz8uuszoxh0BnZe/gokdgmhXSafK6ARFRk5949bAaSLMyv4PY4CYWjFFNFpEolvtY2OrqHOPnoY9hsDubnZ9lYX+XimTdIJyM89f6PE4nFmLx/h9a+QcRClbl771KtFVGIRFisRvzBBNlckVJNoFwSUMvqOO120tk8sXiCSl1MTRDoGdyB3mRlfvQGBQES6TiVYhmf1YrRpGcjkmHnvoPMz0zgX13CbDZTEwTq4hqVUhmDw0lH1wCL47eIRZbQm9yo1WpyQg6TuY10LkpNECOTyMnkAhQyaajWcPm82Cxm9JIKOmmdhZUVJBIJNlWZD37wg1iatxCNx/G6fLg7B5mfGeXu1XeI50U0e1yURQJW7xHQehifnMBicxFYnuHCxdc4+NCHeeTwMS5fO0+rz4NWWaJUFrPsj4FYxv7hNjo6mlDr9IhFckqFErFUmk9+/lns9ja+/vVvEFyboyTI2Lqtj9t3pvmdz36A3v4thP0h7k/e5ekPfoTJkXeRi2Rky2Ie2evmj/7ojzBodUzcu8LC3DxicRHKeRRSGVKZCqmsxkDPLrLhaVR6GxqLj+XRd8khMBss8NyvXsfQ1E3vcDuauo5mXwcy01Y8Li8rc3dYC6xisrg5cfIkQrlOJhtDpbFQqZSoCkXKFTF6vY7OznZkUggGw0gRodZqyWbzqDU6Tp9+h1ReYMfu/dy5ex+hUsHrtDI5OctG0I/TasO/NsrXv/71BxTZhoaGhoaGhob/bw+k4G+GkuRTCSpIKQsFOto6eeTpT7E2e4tkdB2pxoVUoSYZD2HTqYjHwjz5wQ9RrUAmW0AolylUKhhMZmRKHfOLS+STCVxOK+FEjld/8S229W7j0rWbrG3M4vTqsZocCPUSuUweqdhAPhkkFI9SpYogEtPm62XngePs238Un9eDCLh5+z6TU2Po5FIee+wxphdWuDsyQjkfR2c00Oxopm9wG3KVjAtvPsfK3EUsegs6rQx/PEEuV4VanWQmQ70KQ32tZHM5AqEENZEMo8GCTKtGItOTiYcJrC8jV2up1kUUkzFMejXHnv4Cn//yl/m3v/kzLp19g2IhjUCNwS17ae3ehsGoobejh8nR+1y59hqBkJ9KPkO+VkNcq+Bwd7LhD2DQKAmHEngdFuRqDQpVjY31CEq5CJdJioQ6XpuOdCGDy6Tnk1/6PXIlCdnkJt6WPnQWN/nYGleuXOHVty9QqotxNO3g5BOfYmV1ltNv/wqNREQ8EWL78BDB2CYyqZVINEQmvc4Tz3yAYwefoiZS0uRyEo9vMrxtC6FAlLt3bnLk0MNU6wLL6wF0qip3bt/k9v1FrA4f7R3NxGI5blx+g86ercyNT3L96otENgJsPbCXz3z0aY7v6UQiUxDeDJBOBCmkw8ikAlKxBIQq8XQGp82I09NGvS5DqAu4undRL1WYufFdzl29w8s3ijz72WfpsNf48S9PIxKl2D7Yj1zq4tylM+g8PszGdnq7htm96xDVahWpWECjM2G12hHVK1TqoFQqEYvFxKJhJHIFFpOZQjzE6soCJaWDSDDB9Pgof/1X/52jpz7Exz7x2yRjIbKVLAqxkrHbpxsFv6GhoaGhoeE35oGs6LgtOmISEdlMiXKlwq9+8l1mJiZ59OkPkinA4QO70EnrnD+/xHe+9z3EpTwyuQaJTExWkKPRaBDXBcR1KT1DQ2TTOc6eeYlcLIpWo6DVqeL0mZeRa50M7tjN8tI8sdgSGo0Ih1XH/MIUUhQ8+cxTdG/bh0yiZf/ufYhlamLROJPTM9itFk4cP4RaKWFlbZGzl89zYP9xTEYb1+/eQ1JPM78yzeLyGNu37kMiEWPQGWhqNlETahRrNUTVDOVSjVoNdEo5wwPt3LgziUotwagzUhTENHtbkUpUlNxt6HQ6Utk41XKNHAItndtw2vSMXj1PMLSMTA7BYAyvt4kPP/sZwvE09y68TWJtnT2PPI5cLeOt135EQlSCSg291U5n+xD5YoRcJIFRK6YqrVEpFVDIVciUBmqiGmIE0pkUNYuGPVv6mVtaxb8yz46jnyAZX6FSKKBWWZCa6/T2D/CzNy+xEQyxvHqa+2OTtHYN4HN5uX31LcLxFIvL9zFpTGSKJfq6XbR6tJx94z859+rP6O3dyee/8AdojU3MjN5gYXGam3dHWJm7QHOLHr2pC0xd2Gxedm9T4XC3MrOwwnokh8s3wNLsZTK5AAvLGxw9sp+v/u8/Y8++w9QKcS4993VmJm7hbnJjsXeSjgXIJZexOltRqlXkM2GicRXdO58lvjFOdGmUpuGH8Ti2sGennkMffRJ701ZW5iY4+Xg7PreRsVsv8v2f/IgjT34UrVjC7OIYx48/Tm9fH4nIGomoH7lcydLqCqGNVWrI2bdvDxqdEofdhcCvD9LKDAbMTh8qrYbQ+hp3RqfxNLXi31ilWCnT3d3H2vo8KwuNKzIbGhoaGhoafrMeSMHPJvyM3h4jGdngd/7wf/OXf/WPLExc5/qFdyjkE7wVXCaZSuPtHuTZT/8JgeAasVwdiUKKx92KQS8lsrHM8toydYkYiVjMYH8PckmVqH+SQibH1kOP8P4nP4rD28rX//7L3Lz1MpFNKdv7hnn247/P9v0n0Wn0qDU6cpkSkzPT1Gr5X098AYVCxdLqGlaXB5VWg15rQK/XUJPAsx95islb93j79C/wtrRw6eoV2jwaertbkEiqqBRKxBIZ2XSOXLaEWqnAZVcjrqXxODXYLXqy+TIIatQaE2K5lI62LSQiqyjEAvOLC8ilGuxuG3OzY7zy0g8o50rEgmt092xneNt2fv6Df8bX0YenxYvWYKe9tYXrZ39BKhlCoTRQFPJE1qKMXvsJW/fuYd+B7dwduY7NqObeyDVkCR0mk57dh57CoxPzix/9I+MLYDWpcdgcIJIxdfN5VEoNarOdTDaMxerAlW+nt6WH1eUwQjVHh6eFP/6jvyWwPkUoNE95fhmHdQt2axKkJdSSEiKRQClfJ5HyE42FqJTKPHziac6e/gHhxBJarZtzC5MI1Di173ECsQTPfPhppIJAIZ1HJ5lFV8gj0/dxe3WN2xcvcfihQ/zsx/+J3Wknsz6PIGSxeHwcddpQKDWszd9EKVPg7DtAdHOaXLGGp3srscQG6zNn8Xmbmb9zgfXFRZpbOtBqtWgqflJJDzqjDmvJhN3bwZeP/oDjT/4JnuZWFpdmGFpYYMvADkKhCPOT4xhtXrKJGDH/OtlCls7OIdRaFfVKlVK9SjGbp0YdvdmEUmPlzZ9+DZHChNGopK9vAKEsZWV6ivW5+2i1OvybSw8iYg0NDQ0NDQ0N79mDmeD3PMQRcwuJRAKVXIJEXODM2Vd58cVXefT4UazNPoqpNdKJHP7ZX9Lav5t0oUQuHCBNiVIwwcJaEKu3i2IxycrsLF29Xew/dIJf/iROKj/N9h4rd26fIfLWGnaLic996c9YGZvgyEMfpG/HXiRiCZOTixRzSVLZEhWhiNGoR6lU43a6eePt81TLWYq5CEq1iWc//nFyuRwjd+9hsVi4c/c6iEWodXY+9vAH0NQDLIyeRa834LQZEcvWuXZnDEldgUoKGrUMhVLGvj19rK1EKIochEMx1HI5BamKsH+VTLqIViFBIZOj1Zqo1kT0DOxjM7RO584dTN67QC6dplKTUBJEhIOrFJRSDNkEP/yPf+CdMy8S3gxQEZdpcjmp1Kt09vXQ09aB3ebiv//x1xm9doXAZpJyJYdCrmTqzkXSHjtdXR3IpVL80TyabB7/8gKtHXY2I8uYy+0oNDZSMTEasxG7w0xHey+DW7ewEZjiuR/8GcuLoyhFeXYPtZApFTh4+BS55CqJVIJUskhXW4F6vZXV9TgGq5uJqUssB/1YdBb8C3727uxhfVXg5sgt4okUemMFykVu3ZnkyNFOtEo5d0bOEg3GKEslfODpD6FTKBi78g5Oq5l6IUJL5x6UOiOF6DpypZZcfA2VxkBVaGZl7DrbNBKi0QKl+AzfeOc6xcgKR44fQWlxoROLWfPPoZNakCgttLS0UUhs8h//+gLDOw6g1cpYnbuP2Wxn5M41UqkUXf3bkSmkxEJhUqkUgY1lqoiQqJSYdQpqNSgVimSzWXKZPMVyDnPLdupV2LtVQ7bbhlJh4N7oBLdujdHVN8DOPYeYGj33IGLW0NDQ0NDQ0PCePJAd/BNP/zZisRiVuMY3/+MbzNw9T6laAmro1DbUWg0WbzuVYg1xKY1UXKRSyBIObRAObaJWKDn1wc9id3ewunSP1fl5VvyrHDn6FKVKlZHR2zz70Y+z98BhXnnzZyRiZfbufgSrx0uukKeYSaCiTiqfoVQpc+DgLi5cuMTs5DRf/OLnsdvdnL12k3Bwk/WlFdq7h1Ap5LQ2uxifmaJUrLNlax/1MojlCvSyLIGZM8RCQdxNrSBkmJqb4q0zd+hoa8ZjsyBUk+ze2o+7uYdQJE+qosS/5mdh+hbuzl0otW7CgRXKyU0WFhfp3nkcuVDjwIlHiIX9XLvwNp09/dy5dQH/RgCPz8WVK29CFTzuNnLFLIjkdHVvp1SpsbI2jc0qw+duZ3F1gVIuTUtrFw7fFmSyErMjV/DHimRyJUwqEce3t1Is5SkJJfrbfXgcOsQKDWK1DkoV7DY3zvZB9FYfI7dv8B8/+iUKqYzpidNEIzV6epqRSGu43G7KhSQymY2quIjHYyIUTOJw2UhGEyh0OpKxIBvzUQ4e6mXTH6RUNRKJhenqVKFWuAivR8iK62ztH+T2/TGkFNg17GRqdoV7E0UM9i7+6Wt/QiSwyeEjD1FOryKTatFYmwgs3UQhkWByDlJIBfBPvYXZZOfi5SsENhZ5+pmPYLCY+ON/+Dnf/MGbTF38VxyeDjYXJ7g3dpXLt+YIBsu0d7Zx7e40Ld09dDXZGejbjkproy5RsO5fRioRkU2n6O4ZQipTkssnEQo1xEKKYg0Gtx6kWMmj0RrRabSkUhnKlTy+9i5E9Sp2i406VUQiCYV8msWlNa5cuku5rmBu+kpjB7+hoaGhoaHhN+aBTPBDoQgKCdjsRv7hq/+L106/w0++/c90tPciVpsxqcWoTRY2QhFkZSOpwAxagxOxSEq1JkGm1BOOp5mdO83q/DRmi4WhoT3odDK6nT5ENTBp9SzO3KeelWIzqrl0/kXaunqwGUyI5Fqml1cxmUxsGepGRYVd2/fh3wgRCsUwm814TSqkNSs1kYL5lSm8rnY2r29y5OAueruaiMVLVEQi1jbW8W/cIxcPksrEcJStvy5uyNBoVNisWnbs7CEVC1Es5smV1ahdLVSSSVKlVdxd2xgY2EGpLBBanSKVjtDZP0QsEsHq8PHSc99DlEtia++kJlTo7N5K77ZDXL7wEr62QZRKJQvTU6g1BrKFIjKZBJFYQqGQQyV2srq4hFCTIFcZGbl7nz3iIrlcjs1YApNOi9tjRy5RU6rWSeVL1MsFvE0mfB43Sn0L2UyObCpMOp9Elwoik6tpbe9jeHAf//hPX6XFbcfVqqVQEaGoiRm9P8eOgU7iiU3WkkGandtwOSWkClEEoU4hEMZq0CBvV2ExG8imUihUCiQKA6mMDLsuz2o5gdPTz0CXl1BomRpK1jYyjE1XiGZEfOSj2/nnf/k3tm7dhsd0nl8+/xLHHj2O1dDElt3HqBbThJdHUFtb8XQfREj76enu58LFd5hfmOJg24dwmuR0tzqYWpimXE4yeneC6cUIyxtlVDIRK0vLmDQi9m8d5Bc/fp7Xf/4qW44e5y/+5l9wNrVRLxW4d+cMZqsFndWLUCpTK0W4dv46g9t34G1pJRgOIJQrLC0sYHa4aW5pIxWPIRdLCApV9Ho91ESUKnUG+gbo62rnhZfPMDf9IFLW0NDQ0NDQ0PDePJCC39XuRiTkqVUrSCtZTh0/zurSBhvry3hdNlyuJhBXcXs6CG1ucv/+Bbq6tZh8XfTuP8Xy7DjzizMoZHL0VietPcMceehh/GvzvHPmXXx2LSsbM2xspGlu8vLhZz9GKJzm3XfeZiMyS0UkwuT0IVf8+g77S4urRCN+jh09zsL6Oi89/1O8bX3UZQoun3uLj3/k41i87Vy7fY+R0RnGxqcYnxihUCixd9dWhjoc3F24x/JaBEGoc/TQASwOHxeu32dtYYX9OwYxGCyIxWIqdcgk8ixtJnA6W1CrDCTSBUr1KkZ3KyKxFKPFiUYQKJfLaI0ONuMZguPjWPVaAsE1NBo9Wwe2YzT7uDVyAa3RQLUmoanJxs3bFzCabXhdbpZWN8jn8+i0ajLpAi6Hhb6ODl45c4lyuUguXSYWD2KzOLB3byceSxNPZsnFkrh3baMuN+Ju2874vXOszdyhXJOxzdSOSgrl1Bh793SjlGpQKOpUhCyhYJHHHj1JYH0Vo8VIR7uVeFygZ7gT1ibo2dLJynyCuUCUWrVAPCijs7mXkfFZnE4rqYRAqhhn38EhFib93Lofp8lqZC0YJ5pWoDd2YbblGRnzs7DkZ/euLfzNv/6cUDRFTX6FNpePTDqJw6zH6/VSlYpQ1MxomnxolQKfeWYXv/9P3+Nrzbv5xOc+w/HDA3z/u7/iV9UCB/fvZ/+hwxRlYywvLGMyGtjf1UsmFqC7x04kXsWiKbMwPY5SWqezfz+CkOT+5ZfZt/dxUtUSl6/dIRYrIJpaYde+vahkCnLFPEM7thEKhMmmM0jEIFOpEYlEiOpQq1fJpOMENtewWK08dPwQFy+98yBi1tDQ0NDQ0NDwnjyQgu+wWrh2bZqVhTk2IyG0WjVbth5CpVIhCGVu3rrLBz/wNP3D/RRKVU6cOoFUJKZYErh5+yJel5NarYZIqsBi9RDc2OCnP/wGar0Jd2sffcP9VDIF3Ls0KHQWRqf9VIU0Bx56mGgyw50b14lHE1w//yMqQh61XMXywiIHZ2ZIJuNcOfMqT37otxjYeQSrWk50aZ7A8iJ6hYFOXzP3791Co5FhMdt5+SffxvRbT6O1NyPfiOEPhFhZXcdpM9HZ7OPixSuM3btJa/cAiPR02jzko2U2/GE08hqhzdtIZAasNi/9W7aTbuonngiiyMVIRIJ4fW1s37GX2ckxZHIxOw4+zpnTL3L6nVdRqIwcPPYE3d27+MXPvo7UoqW3YwuJXB6hnMZoVCJVqqnVqgwN2ZFJ63z9Wz9GpVPT1eIjkkiyHi6jVZRwGmVMCAIqlZpF/wpboxnMbg/FXJy2zu1kC3l0Wiuzs6PY7RY6OzuRiKpML67T39tCoZpEqwjzkccH+O7P1tEqtbQ4tUwtJxGTQSJRsLAawuzW0K+Rkst5GJv0c38qysfe30s4KmHnkIuVtRj5fISUEGHlnopHD/koVKIcPXACtV7PP/zz95hbXWLnthaUag+eHh2VlRnU1g4G9x9kfeEuyWgQh9WCwdJC1D+KhihKtY2NUIZQsszk6A0Wx0qcv3STJG6SuXWampvJpQt4LFIMch/zGxHuzo4SimyiV0lIxFOYzM2UU2E24zGQq1keH+X2taucP/cOdZMBlaQJk1XH5kqN//P3f0u5nCcaT7P34CMcf/gUE/duU68Ucfua0Ru0xCoVtEoVdaFCuVIlFkmiUBUfRMQaGhoaGhoaGt6zB7KDf/zUhzEbrMh0WsbGR/EvzxOJJMjmCiCu0+rrZueuLXR2tJCIpkBSI51NoZLrCYY2qdalFIpZKmWBUhVUKg2T964ydu8WTzz+DOlSiU1/hHhsDZvZitbi4cK5V2hx+Tj22AeJRsNMjd5Eo1Dj6+jjzuhdjGoV1XKearGM3KhifW6czbVVpOUiUqWYtr6j+JcmqdYKJNN5/uJvv4HDN8CPv/dP7N/WxlBfM6HVKWbmxulobycSWKdaF1hdi2JQ1RjYdpQyTi7fuomvpYN0rsT45CRmuwuN1sTywiRdHYMM7T6ETFzlrRd/Tkv7AF193Yzev4NcIaOUE7A5bWSyeW5cvsT+A4cQynHi0SjZXJl7928glipQyUuUs3GkyGhq9REIB5gZX8bl89K3bSvVbIoV/xKdvjZu31vg4QM96NUiFpb8yCQCnc0qBgb62LHrMXLlItVKnpB/g2wZFlbmWVrb4Le/8Ifo5QJ/+Ce/jUTjxN1iZ8/WLi5fu4q7yUpnk4dsOsdmdIn5hXW6244QWU8yMGCmKKpRDJV58n1H+LP/9Y+kMlnaWjvwNbvZXAkTy2Q4dvwg4eU8kWiS48eGCBVD2BRS/vOnM7x95T5bdm7jkVMfo1JPMje3QW9XOzuHfGxGihQLGYTMCDa9Br0kSDmbJ1VQcOXaXfo7DERSBbQ6JyaXjRdfPcOTp47x9DMf4crNe5RyQWxKCRdvTtHa3EahlmZhIYCnZSef/p0/RloXiMeT5AoFtLIq3/7m75ERFclnBLwWO4lsFkHSikYkQhD5qVaVqOoyLJ42wuE0S8uzPPuxT/HMRz6BVKFEp9UhAsrlIkKtzsZ6kH/9l39q7OA3NDQ0NDQ0/MY8kAn++YvXGOjfhs9n57Fjx4mld7OwsIA/kiGTydDd0UyuJBAIhqkKApubUaSyOnpjmTpiApvruGx2KvUiP/rWP6LTyDnxyIcR18Wsr6/z8BNPsxGMcevWDVaXJmiXSjl85ATpVJbQ+irethaiQQ/lUoGO1jYeeuIZfvLj/+D628/z1Ic+z/zKEqWSBJOzDaPdR19fH4l4mrtjd7G5mxnaNkiyLKIcmOf4w+/DrqmSiowSDy0xMzOHQSnFbNGxEdigr9NKrVpGLIZ8Lok/mmVs7FW0iir9e55Ab2tCKObJO6LMT93BajRhb2pCqlQzvzzB0tIYpVwGs6OJ/uHdXL1ymtDGND2dW1heuM3S0gSVYgmdyYpWY0IqySMvJrBppCi0LtY2wgSCQVo7uwkGwzx15CDnr71LKqNCIVei0deBFIGwgEajQiEqkUyV0WnN5PJJltaXmZ1ZRKeWI1OpmZtaJ5nN8MbLP2UtEMbc1EopLWBQaShSoFIV43O6WV4Lcebt2zx0sIdTh4+SihVQecrEs3lauz0kpVm++YPn6GndTiCV5vl3xtjalaW/Q0VP706qSTlyjYBLZ2ZieoJAfBOZuMKhI70cPelj9E6AfGKBkpDHIM6jrAVYvLfAcqhIKLiCz5lHa62zGC+h1RtJxwQUOj1JsR6pVs9yYB2ZVs2ffPZhokULP//5RbymDWQaA+uRFDuHXKjkCt4652f7wY/wuS//ARK5jNnJEapUaO/o5+xzf49cWqPVaUFjEBP0l3DL1CD3I1XbcJpsrE6H8XpVqNRBooEAEmmNgd1HUOv0KCQKBKFGLp9BKZZSLOWRS8QPImINDQ0NDQ0NDe/Zg9nB7xwiEE8gVymZXzpPIpum2eHGbtGzc9sgqUSQd8/fpVoRaGt1oFLIsds9yGQyro++y/zsNHuOPI5QzNHa00NP9yBvnn6N3bv243Ybee1X/87+kx9nx+49bBnsweV0o9ToGbk7hqiW58bN62g0FkrZEtOzUyhUcprsDlRP/hbxvIBSY8XkacJkacLu6iARXcfnNvHHf/6PBFJpjDo1lXqJVKLI1r5mYiv3uXXpAnqtHL1GTi4dp1LMopDK2fSvIJFI6OxVs7CZpmdwPwFXJ/cvvoJpdRG5Qo/ZbGFo+17aP/BpxkZHiMTC9AxsZ3F+gkIqxfLyFBarCYNGwuEDR/inv3+N0bs3cFr1iGSgN5hZnBvF7mijVMozMxlAb5QhSHL0bd/L1771It4mH2+8+Ry3p0Z56bULZDMlLPZFju7bRv+Wh1iavsfS/AIKlYRYtkowmkOm9pNJlFlYXOPQ/m0ce+gZgtECExMTnD57H5PTzK7trQQrq4TXFimm1yiGtMzczrHq99PeOoRC5uWln19l286HSIoVmAwlUkkJgViKTFrAZNPQ4dbxux+z0uy1oHK4uD8+wWowycDOYQKBRdL5BDadm1ihyPh8gD3DXjTKAurcDcRiPT6bmcjyLa7PhxgeHkaiq2BWOBjq6SF1+z52vRyDXkV3j5oXXrtMW7OTwf5uNlai1IaOYDDquP6LP2Ggs4m02ITXJsJurjA5O8PVu6soxD9jZFsP2w8+hsfbhUanZnbsFqPT51ErzCwupXj8RCuSRIZ6XUwgEiRdWEcjNVFDwp3RBEe3qdHLVXzyC3+AqF4ltBlFq5VRqYoQi0QkMjFy+QqeJs+DiFhDQ0NDQ0NDw3v2QAq+t8mOqWInFolw5u1XEYopej77ewwNDXPhwjkuvHuBYycO09reilImRq2Usbi4yK07d1ErtLibWpHU8vQPDdE3tJNkPEG1XsPn83Hh9MtUKhUyyRguhxWFs4OXXnubTDxEMpmkuaOVTz37W5TKFc5fuo1EKiCiQl9XD2KFjvHxcWJChp2PPYPeZEWrUjI5q6C9zYdWrcKet1IVRFiMYiRiBSpFmZnoEp0dXTS3+Lh59QLZcg6LUkZXk50lqUAuk8CgliJW28iFirR4mpA98izqapar7/4Mg96BzupGJDFQqeSYuvUu+XIZr68bhaRIKrbEhTNxJu5dB1kdo8XO8NAOApEguVwGqdqC0+OgWs1hdHSzu/MIXd2DpFIp+nq7MVnMRMLLPPnIM5RPPE7Plt0sLW1w5cLrrK9t0Py+ZqLrYwiSCslYFqPZgFpnxWLxEo/Po1CoiITyLC1Ns3NHD2Nz46isUjzNMiam5hkfC7N/u5duVxvVfIJcNUV7Txt7d3YT8K9y8NHP88jxJyikppmYHAfdMEPaDfTV1yhnl9Fr3WxESozPTNKrSaJXZIjmclw9/y7ZuMDRI0NsRpOsLW1y4dIMz78wynCPnaPbmrg2MobZaOdjT20lmReYWpxAr7GxEfZT11ZIpksszKzQ2t+OoVXDoV19bD3wBAaFgn8b+zr/9sMf8OTjh+nqG6S708P49BIyhZSyrIk9u7YxufQOMXGE//Wnn2PHvv30Dx1FhphX3/kOLW1d1GMptPI63/rXq+ze0YeyViebljPQZyIcD9DU3MT5q3dweR5l/6lHESvVBFeXifrXaOnoQCKRkc9nUan16HV6piZuP4iINTQ0NDQ0NDS8Zw+k4N+7O8LuXdspycs0N9mRSDxcvnqFl5/7NoJYyQef/Tw7hjp4481XGRkdxWpyEYlE0ZtNmF2tDDd7kQglVlaW2VxaIBxe4cSpZ7DaDCD98K8fkFLJCYUCLK1HcDntZJMRTj72CFN3R4iEN3F4XBi0ErwOJ63tA5x750Wunf4lbX2DtLRtZ2lxEYM+SW9PO26biWwuw/zECIMDW6lKFFRFStQaDeX0PPNTN3no6ClqNYF8LkK+XEUjr6HTG+lUyBm9tw6lJAa9l9RKgmw6waFjx6jlS2QzCdLpNGsrC5TyPyceDhHPhFHIpYyPj6HWqth9+Fl8rV1cu/IGUyPX6OgeYnjrwxxzmnFYXSQSMSSSKtdv3KLJ1423cwCdRo1YUiYW9vOdb/4bErGY1rY2duzcyrPPvB+5UsXyxz9APL3B+MU3WZgfp83robfdgdrcSSyWYFOzgtFoolSuotBpWNtMMDkzSo+vGbVGhj8apb3Fw0CXnfnpNBdvrdLe6sTgNiIXMvzox8+xFq5y9eKPCMy8w8bafd73zEe4dus277xymluTftK5DZ5+qhmTXcbZMzdJp8FgFqG1qjly8jB3Lt5gcnST9sEtfOrZQ0hEr3D+6jg7B9uIZ1KIRQpGF4O0Tcwx3OuiWDUTiMZBakdUTKHXSdH1DbC6sUpTs4G5lQiF+g1a7XrMZhkaslw98zptrZ3cGZvB7dWjVam4Nx2k7WgTn/nwIDmM3LszSYutzsrMz7l6eYo9jz5JJZpgaXMZg8nIzsM76Ov0cPvmBE19TqoiOSvBLAp1loceauLU+7+EQhzFH45Tr4qoFtOsCWVEYgGJVIPH28zlS68jlqoeRMQaGhoaGhoaGt6zB1LwkSp4460X6e8e4NTjTzO9uMylN1/l1pWX+cQX/zdCXc4f/c+/QihX6BvaSrlSZPvuPXg8Hlb9QSKBTbQaJclkknBkkWJijXs33mbnkaexG410tHQTjYZZWVjC6/Xhdlg5ceI4yWiYsatnuXLlGlKZjJEb71KtVujs2Uo6FkCtMxNYX6UmtnB/YpqDR4+SKOTIJlMI9SJtnf0EkznqQpJkWo3NDMGZe4zdHsNtdmAxy9m+cy/Li/M0ecy4m3sZvXMGKXVKxSwekwKD3orXYUIoVAim0wzufRi5WEIqk2RpeoKKWMnjz/5XOjpbmBqdpFStcfDgQRKhebZtGeLV198kEwvR2t0NQoV0PEY8sk4iGaS/r4PBwSHW15e5c3uap548Rs+WNjSUkEjrlMoCmUyI2bkKFquB/vYOxMoO5i6/xvJimOH+Hvbt30FTzwnG79+ilAlSK1XwuMzI5CL6hrbT1rODa2+9zOj9axhddoLREJTz6E0qgjEZdaWISiFPOlnkwP5DzC2F+f0vvA+rU0Mhn6UsKWK2trOtt4M6ZUaXa2xGYyiFDHKtl2zFwMLkEluGnPicIl5cXyRWdvC+HTugUOT/+d0/R13/MwqFDHWxjO5ODzZLnNnpDZKJAgajmharHkFcRY6T5VSEdHYNpVhAKOVR67XcuXuGTasCi9VL3i8wMbNJW7MKm1HK25dGOHV4C6nNTe4tLuPViNmIr7P/8DbCYQHSZT7+2Y+jlIiYSszT0eWmmNbT2qFGWguyb6uV9UwGpamVQ9uVRJMxjHoD66MX6e5rRVIqEopGSMViFOwpFEo1pZKfbDKK2erC09LF1XszDyRmDQ0NDQ0NDQ3vxQMp+Du3byWda8VlNSOTGVhdvURNWuMv/uH7NLlaiMWD9AwMYjAYePjofuRyOev+MKViji3dLRQKBSqVCrt37yQaWuH0Gy+zS6xHMT5FcHOduqTO5vIadrePWj7ChddG2XXwGaanJ8iXK6QXx1hemicejeB0NDF7/ybOpnbsnVtIhYMEAhEef+ojaNRQySaQSGX0d+4AaZ3g1CLZQp6xyUl2DLRSDYzQ1eZCZ5RhNlsRi6VolHLsFieFYpZ6XcDjaaIqlBBJCwiZCCvZAClLM0K1TLWUowrYTA5OPvYERr2OSDhKIhmlu6cNlUrN7MIELz33E5R1MbuPHkOlMRJLpcilY6Sim6iVcnzebsL+Ce5E/fQO7aCn1UI6ncZobWbP3m0YDQYKhRzhwBpSpQyZRE6uVMa/MsXFC6dBpSeVzaGQ61HIpXT3baGQCTN++zxdrRaqtTrLs2PsOvgwLdt2ceb6GeTxGGaLnYWogEoup73VxOjELP09W9nSP8C5t99g4MAwpUKFbLyE0+OmLIiYnHuXc+fnUKs0PHFsP7FIhFB4g0cO7CKVL9GRH2BubpPgQor+7h7ikTI/+85fk4wlOPLQKQa39nHr9jWMajV79w5TSYeZXgmyZ+9OkkIStbJMYCFElCz1cpEmvZVoskwkpMVtkRAMKHA3u3ns4YcYGd8gnD5DLBunyePFoHQzN7+O19fE/EqKlTzkU0XujF7E7OpHqZSTX1hCV8ozuPMAy4sZXjj/Ct27HyYTqxBZSeJ12RkZu8rwwCDHDz7Oiy/8gumZ55gP7SMaTNLf68HV3ERwM4DTqUJnsSLRm/B1DlAvFx5ExBoaGhoaGhoa3rMHUvBzxQxNLhd6nYZQOMapY0ewfvhpTEY9Mf8KZqOJQ/t3kczmKBQyRKIVUtkc0UiSZDKJ12UhFEti0MQZ7N/N3L4AeZGKaCTC6vIciVgcs8OCuFriuR/+hODmBksri7T37SCdSBCNrBIMBijkysQiI2gNWsKxMKN3L+FpHaazt4/BzmZu35+kVM2hkCqYXpohky5SrVawe3rozZexMU5bvx3fU4+SyGVYXV6hlI5i1KuZuHuLXGQVX0sTpUIGsShHMRHkwPYBUoKYzVASh0FLtVpFqpBj1GoQqhImpmaRSqWUShViJJFI6sSSCR469RSFXJFUMoNYqcVttRCvV0lEAoRCIYRSgWymTF4tY3Z5hf6hbbS0tEOthkQiZjMQQiqX4HQ1IZHUKZaLqA1qbv74VaqVBJ98/wlm56aZm7pPT1srmNrxr06AUKSjZz+ZfII7165htNpod9nw2YzkqzIsDiMylZREKotIkNBi6mKgax/3719jMVBDujRHr7eTtWCIYjGO2ZTjxeffpqdrG97ONgrZEv1d/fS2GNiIhFDq9ZiNNmpSMTPLQTo9Ls6u3kEsNWHz6rhz/zq7du/j4IG9TIxNcObyPXYN2jlwaAuiigH/7CSbmRDFhBSX00hrkweTwczNVyZZDs9zdJcNu9XN2nqVSxevYXWY2b7Nh0jQIqbGk48Os7Lhx2k246ZKugYluw6VagCZqszaTIyZxTiBZIHDwTU++OnPoLeIGR85i8VwgoXlNTYDCso1NwszEvLhFTR6B4NNMaYXLhKPqwmn1/mnr36TCxfeRK3R0LtzLyqZnmIuQ77UuAe/oaGhoaGh4TfrgRT82cllSrkccqkSsVKO226mksmzGE2wurLI+kaQ4S0CGpWSgiBQyFcYuzdCLJ1keHgrPZ39pFLXuHDxCtt37udvv/b3XLtyj5W1ZVRGD4gV5PNFFhZmKYol+Hq3oVCKWV8ap6VtKyarh87+KiG/H6lSjUKuJbgxR0f3ALl8kUwmw+UbVxFEdRQKHYVyidWpDcRSJelQkNk7Z3jyQAvNTTJ27PoMhVKZu6/8mFI5TyIUQCuVoNWqsdk9mOxt5DNRxNUUgrTCUrxGoS6mWq0giOTIlXIUGh0by7OsTd2gdfgY1uZW8oUCKrWCRCREXagSj6bo7u5EXK+xsrKCv5BFrZbS09VHrSIgV8swGAz09HWTjSaoiaAkZChlU+SLMkTSOk0WJ8VKgUQsgNXVxaVXfoB/7hz93Z2Iazk0agPldICVpQXsA+2YTE2MJs6iz+eRiVW0DwzTNbQHjaxOuSYjnCuRyGRRyFVIhByxaID+nj78/osEQlNs3WWnXlOwubbB+et3aWnxYjB1sfPAJ5HVwuzq6iZbzCKTFtjwy7l83c/evSLK9Si5JGwmCiSiWsQyPVMzMQZ6nciVIlaDE3jsXSiUSpQqFcFQFVtHM2vzi7z45hw2s4WeTgfjs3E6WlqI56IYtTXa2u3IjTKOdg4xuRjm/PUpejvCFAtVSoUqiMWoFCG6PAZS6SSpQoZUrobJosTr0jK6usnDH2jm8usi9Kk0OleGn37rb/nqd7+DENPyne/+mMMn9zE+u4zT3k6lVKOumKaaVeLU9JG0LjE3f4OjOz5OODCLxSCiJtPgMjswmG0sz48hVCUPImINDQ0NDQ0NDe/Zg3nJ1mMhV6ryw29/jeMnHqHrfR9jbPwuVaHG4so61XyZyfE7JFMZ6kioVutUynkmR69g1UhJbt3K3Pw4iZCf0ZtXsRik7N11gJqkikqjY3VmjGRoDV9bD53t7YQjq4QT6+zs208iHae7q5tQPE0suMFnPvf7zC4uYTM8jtlhY2Z6gZoIoqEgkfAKPb1bUcg12O01CvkacqOCFrMJu0XCQO8BisUib739Avl8EovNyfjYHD6XCbdFi8vbiso9jCyzTmx9GZHWQavGyu3RFepUKRRKJHJFjFYRhUKJbLFKIpUkPzdPLpdCppJTKhWoFsuoVSqiG6vI1RpqpRzBSAqLxYbRqEdv0FIqZgn4V9hcn6Gto5Pg8hxyrZ6O7j4kkjpmvYuVlSnsjiZM7n7q5Qjp2H36O7zMLAd46d07HN7ZgcropK5QsDh2AZWtHY3WztLkHXydAxhNdlLhIPauPp44dYy337nH+QurOCwKBnf6ENXF1I3zyLM6PvShA4jrRd5+e4OWzkE+86keTLYuJBTo6Bb43g9u8qszeYb7vVQzce6Nb9Dd52NuOsSBvU2E/CniNTmScgiL2cGxPR7mF+MEc2VaREps8jqn9u/DH4izsL5JeH4RrUJCZ5uX7cPDuExFettN1EsCd26s42nyUa3mKWaVzCfHEYkM7N3WxvjEBO5mNyKJjtcu3GdLexOZ7AqZYoW5tRgDbR4cBgM//eU7FAQNiWQSl05Ek0fP7/3PL/OHv/N/+Ppf/x8++kgHgeAWZtZCqCVSNlYWUbbISZcyCLpuPvY7X+XH//6PhDYLkBDz1b/6L/T2edm269N882t/TXu3ntZ2J9Wa+0FErKGhoaGhoaHhPXsgBb9Wq7G2uomttZv5tQ3OX7xMpVpjaXaMWHgNvVrB/bvj1KpS5BI52WIBh7cdynluXXqLVK5AVVynrbuP21feYfzeGYaGD5DKZ1AppeSKKfz+SQq5AGUE1tZXKWTySMsi4rEYl86dxeb1sXPvKSpCCY1SSsC/wvTEGDKlkn379jGnlBOOJ7h67g26e7YgN1oRVQWsBh1qrZJaTcTLL3yXpu5tiCRyHE43l66N4fV6KRVSyOWgNWlRGtzYfdupqka4cW6KYi1ErZLGZDJTroLCoCAei1EsCdgH9lAuFggFVqgWK5gNRvKFDLHoGsVClkpNhMnixepwYjQZcDjd1GoCK+trZBJhLCYjblcTM1PTmHR65BI5mWQUjcuLwaAkm1FSqlYhvkpi/k2OHXyMwOItbty5i0GvRCOrkitVKWTSXLs9jVwzg12vZiO4QlNdQCkSMzV6HZlUhbupj3bjfZJuM2p9EapZlCopspqWvCDnlddXabOLqJZz/PKXr/IXf/EJNpL3Gbm7QDXrxKxT8Nxbl5ic7uP4wU58zSLkYhXxiBMJFrqHnawvLJEqiFn2x3hk907afU5++tYkb70To/cLGurqMpmiQEdHO/HIBk5vC//jdz/L/MIUiFIUsmXuT/hJlirs9dh469wYOWGdZocGlbKORFRgeNcx4qEonZ12qrUar717nY4WC0+f2Mn5a69gMAq0dkpRqZ102q1IZFKy+RLLY5v857/9jJOnvMyPL/Pt16d57H1bsF5Z5cLdJMNblGwdMjE3uY5VYyK4Nka6OolCWkfvjDGgHaYakfHL7/87N8ZmaXLU2b6lh30nH3sQEWtoaGhoaGhoeM9EpVKp/n/zga985SsYfXtQycUMbd3D7OwsS3NTRENrBDbmUcilKCV10oUQ4qqGcqmOWFYDqQydzkalmEYk1mJ3e/D62pmevM/tq2+QT8VRa9WIkOPu8UKtzMa8H5XaRLlWRVQvURVkWEweOod7OLz/Ya5dPcvhI6do6+zhJ7/4IVajhX17trLijyDUqrR19PH8L37MnZtXKGXS6DUynE3tHNvdSim5zvLCJH/6F38KgsDUrUtEMkl0ZisL45OcONjLtkMfQWztQ6rWI5PqeO6ll5iYy1KnhFQECrmcVCqORCIhmytSKBQolNKIpXISiRRUKkhqZVKpFGaHB7PVRmuzD5PdjFykQCoRMb84Q7lUREIdj6sJk8VMNLSG3eVAXC8gFYsxGQw0NTfjcjeTL9WYvPx9zNISIlGdV196jkK1ilwuJ5uvIJeIae/uoVJTMD41j96goq/HR1v7brTWZuam72A0GqlX1fzwx99iz94uwqEFApsRRMhpaelBpVEzMhMh5V9mx0AbywsRHB1K9h5pYfJmjLv3N/B16Ni2rYPF8RV0JgEBMSO3wnhcndg1ct6+cpuiUGf/Pi8us4tovEqHT08qW+fff3qBwwd20ddi5cqtWfbt6MRsNJIvpGl2W9nYWOPNG9fo7+ijVKoikdSR1KQolWqu3rqP2qTjo0/tYmpiGaWpg2IqgderZG0zwvJSGOpyjh3qRyq38K//8Z8MbXHR3tTEn//j67Q3e/nSxw4yOrNOOh7B3VJDbRSzd+shXn7lAovzcGj7Vsx2GXHROlqFnry/yObSCrouCx6biZZmKUqxg1Jdxjtvz5LL5JlYXEOlV9LXrEHrPszXv/71B5XZhoaGhoaGhob/Tw9kgp+KzpMRpLy7Ns7KyhK5fBaJRIJcJiESXqNWy1Krgl6vRKnTAGLcniZKFTFlhZrm5iZW56e5s7FOS9cQW/Y+Qjy6TrFYhroMpdpEPhXB6dWRzZXxmKzI5XKqiOgdGKTFbmHx3lssjFzA43FRV8g5evAIqWQSp6sZi7OFQjqOSlLhM7/1LAcPHmZ2eoylpSVsNht1mZJYukBTSydL0yPYbQaCsRBmiwG5DFrbPBgMJgKby7S5dxBdn8Rqc9HX1Y4gyaDRqMhn4qxtrBJJ+CkXBBQaPdlsklgkjLhexmp309TZRrPXQV1Uo6m1nVZfG6JKmZHRSRaWZ8nnCtRqoFLLCfiXyReydIn6yFfEZJMJpJI6QjmHTCJCIlZTKmZYnB0jHV6hbcsWlhanyNZFKGR6BtoMnL09RUlpQ2cwMjE+jU4rRSypYTboUSgkaHRa3C0dlGPzvHX6dUKxFYzqYdbKRrZuaaUQz7DoD7NrRzMn9is5c1rC3ekoO/sdnLlyk1w+jUlv4VNfeIp8PMrK4iaFWpGNKXD4nLS0yunp8uHfiNDV3YpOY0ItMXBrZJLjDx9jy5bjRDem+K8fl5PIlRifi+Jr8WDQaPCHIszOzvJiNMyXv/xlnP4C6XQEhUjG/HoSm9VKf4+eP/zCR5lYmeDu3Wk2Iyl2WRzorGra2j1EQkXaOmxMza7w2luX+f3PvZ8//eIzVFAxt7TAyf1WQmkRv3xrktW1Nbb3+1CLvSRCEfLpMgd3HCJdGOH5q2fZ034UuQJypgA2n5fe5i2kU0VKQo5v/MtdWls8PPywj/YWCetrLqzWLHJRBFvzcQqVB5GyhoaGhoaGhob35oEU/Od/9A0sJhNylRi/P4RebcLm8VAsC1DLIJUpCQdjRANTKFUiHN42ymU38UgQoVqkmAqSy5dQarQENmdxuVs5+fDTKBQKxsduYTGY0BsNSMQwen+czdUZzDYrX/ryfyOXTTJx9x7RfBVLaz/FbIzM+jwZpYl4KsuZc9dRysqUinm0Kj16kxaXzUlv74e5d3+K3k47y/ffYC0Xo6N/mIWFRcplC7OLq2iCGj754aeZX1+iqjCSS0eoCglC6+tce+t7HHr8S+h39KJTSknkMtgtWlqaPExNz6HRqjFqepBLajgcDlQqBXqdBofDAWIRbqcLRCICwQBunwOBMmsrIQLBTbQ6G/19w5TKBbLZDKn4JkLJiKRWRCTKotW7efvtt6nkEqwsXMejSeF1mMjn83R19hMM+VGr1RzauYecIKUmVMmX8nS1tdDZ2Y1cpadey6OUQrO3lUjJz9lzl1kIlNnSvU42u8Fodo3jB/qJFAMszE+RzWd46MBxDDYVi8urRLJKrt9N0u2qoFHe4MShPhamI3jt7eQiMeYn19ja6yMYWkWm0rF/106oypFIayyvzPLqGyOYbN1YNBoqlToei5lSMYGv2U6pWOKt0+dZCqf40m+d4ty77/DI4T0ENhdYWkwik2cwmhSIxQIvn32XTLzMvD9IvV5FJV3h859+HyuLflRqM+QyBDZn6els5ebINP71OCePH8PmdPCZZx5jz+FhvvXjs0wvqrFZlaxnNvA5Pdy5NYdcU+S/fGY3//a9Ks6BOgbBwIuvj+ILx9h3YD+DfRao1ZnrKbGyGOL2nST7Dw8RDC5gNZrwL8cxGZUUIv9XP8kaGhoaGhoaGv7/8kBWdF5+9RUcVgtCtYq4VkVjMFIsVVEr5ERzUaJ+PzZXG0jlZJN5KuUiUokKlUaBVqOhmIsjkcrRaXS43D5aO3pJRAPkM0kGtu0jHA7T2tJCW3cfTU1NLM6NMj1xl3wmj9bazXpwA//aKlv3HqGWCjI/dhuTy4tCVmZ2dhqdrY2Wpg5kOi31ag2jVk2+UkchkvCBU/1cO/cKjqYW2t1GFqZu4t8IEQiskEjnObirg77OXspATajSsfVJxsZucOP0z9h18oN07fwtwsFlJHIZGqUZ/+YqpXIdCTWyuThHHzpBIVckEAig0qhp8TVDHWrVKmWhQqFQQKszUCpVGLk/yrsXr7O5GSQVCVMVcghCCRHgbGrGbXPhau4kEvDz5gvfoVgssmvYzSef3odEbeLy2dPINSr0Ui29fU3U5BYEkRyFxoyoLqZWLpGNzdMxdJhsJsLc9H1U2lam58YZmX4bi7qJC+fvEQwX6euT0t9vo1xQU8lVmQ2qePz4DsKLZ8jWZDS3buHK9SkWglFy+TS7tpvZ2j+ITuoglMsycm8VebWO027EaFFz484sB3d243M58CcKhOIhJLU40UCOikyBUmqks8VDKOpnYyNKm6+D9fA6vd0d2Mwu1hbnmN8s8MEntvPmhYtIUPF7HzvO8loEndPH2P17vHvpFkqtif1b+vj58+9w6PhhTh3eSTYbYP/eLXz3+y9y7uY9dg91Mz69AWItjx3pxmQTM78RpVgWqKQL+IMltu3aSZ4g0kKQU/sO8vbNm0QzEsS4Odjv5fu/eAeL08KRve1EIxmC2TAatY7BwUHKsRxn3rnCeiRDNBfl8EMfa6zoNDQ0NDQ0NPzGPJAJvtuqJlvKMDO7hKQu4fhDR+nv7aS9e4hYLkMulUMmVZHIpLDZfcQTYYx6DaVCno2NDTLxGKl0lAoSYskE6+dfpSoUkYlUlMQK9AYbUoUGoVJncyPI8LYT5KtyXnz+V/yXp/fgC4T55j//I5JCHqOjCZF6Aq0kyfjkFFqzD4/HQzKZ5viu3eh1GtbWA8QWpxgccJCJB2lubeHQiSfZ3JhGLhNTr6RRaySEogJrG2vsGBqmVpZRFJXJb95hdWWet66to3b6GTwgRaxQo1PrkCmk2G0W0oFFEmURFqeH9bUQYkSYzFasFgPVioBQq1KtgVwhg1KRulBBo1GwdagbjVJCMJIkGE3x7tlzUC6yffdh0pEgoUSOePwugeAqVk8vS7MjfOjDz7Dniad466f/gcvbjNPlQqGU0bf1MNFQhJpYhNbSBHUxOouPRGQVsaiErCbGH84yc+U11vxRVIoKOSHG9u39xNJ1Ovr20N7ThcNq49Xnf4JQucmFG6PYne1IlQoMKglmfZmDzb3s2bWXc9fOoBSZGF1eo5QvMTysIREsUa/XKeYrWI0aVtcDGLVaimWYmVjnI5/Zz9sv3yS4VuLwIRs3b0/g9jhQyjUUajm8Tj1qjZxCKc78eoL+bh9Xbt5BWTcSTcV599oEO7Z3IVNqeOzRZ/nt3/tjnv3Ml3nlzGU++OFHuXLpHvlkGI/DwvpyjHq9zvHD3fS0u1haCPDq9XGS5TS7ulwgU1HMiOlqbuXgHh9mlxWdvoVf/OhF/uU7b1BHiaNFx67tbl559RptfS3oNVlefO0WHc1tLK9uIFFXCGxu8tBDD7Hr0AC90SzXxucfRMQaGhoaGhoaGt6zB1Lw1fZ2KskADz3+NHZLK9J6BYvLi1Rp5n2HHyeRz2A16pDJZJTLBUQiEZFIDIlUhkKhIJlMM7swS10QoVHLmJ6eJBTcxGXz0dTVytrsOJsbK1y/dJprl07zzEc+y5adxzm4ey8bM3OY7A4+8LGPsrkwx8TYDTp7B/A4Pdh9e9CZtUxMztHd34FKnMZmsxDYyCMkF2ht3smNq29DKUdHSzNai41KTQKiFK0uOy12LSaDhniuiEJtw6SRM373eU6fyZAsaylLYHllllwiQ9GQJh8LU0ysUBKgonIgl2kw+toxGHRUKwVCkShyqQyb1QYiSKcSqJVqJFI5U2M3WZm+T+fgNryDzQTWVzm67yvYHV7On32Nl0fXiEajBIMLKOUaahIVPQP9hFMFCkkRGo2G/i0fxtncTT66Aho3Fp8bqcGJuJqlXoFiNYurfRc1ytiR4VteRap08eSnjmM3m0ikksgVOixGC0ajkVIxTzaT5L/+j15uXDtNZ1svu46cQlyrE1i5T1r6PX7+3Rf5g48+hUF8nPM3ryEmh5oqmrKbmlFKS3czwbUo4xNFLEMOkjURQjFLW4eTmbEovV3NSMQRfG4jWlkXmWKNrjYHNrOT7Xt3s3D/Mtduj7EejuCP5zi4rRmRpML6XJLxpQRVyRJK+Sp6wzrpbDsHBl381O+nWMgxtxlFb7OgNhp48fQ1njo2xJFDx1hanuXEQzuwOps4cbSN5ZU43/jh2+g1FtIFgcn5ANNzt7E49Bzec4SqOIHamsCh1XLmwm3i5RLd0hr+uMDOne3kM1XMajc6tQSHU0IwNoHT00E8lGZ7j49oY0OnoaGhoaGh4TfogazoPPzEZwnGInidPlQqDfFMgmIhQz6dIhgKkU2lOHpsPyKxnHA0glKuIJ1KUCyWkYqkWJ02cqUK1KrIAblGx6WLb6ORm/B67Vy5/CZjI9fJ5/NUKhXkMhFNTZ3kiwISmRYRAk2+DoRanUgsxN5jjyOt1agmF4lmihw8dJKPPfskP//Rj9kMrFKr1Bka7mffwX388sffx6yFnVuGUChViJRGktF5NOI6qcgSxXQAR/t+TJ4epm68wK9ePUO61kImHaO7u5uPfe73CQWCCNQpJSNky2XqUjlymQyd3IBKJaO5rZ18Pk8xX8LZ5EBUzLG+vEBz3xY0KjUSiYiz77xGLpdj557DlIpFQpuLaDRqxNS4fv0m52/Mk0kkCUeDSMSQzNY4vK2JR49vw9neRyG1gdnUSii8icPtorVvH2q1DhAjAqhDXShSr0sQycSIkLC2MkUiU6BvcDuSeo1qXaBSB0lNTC4ZoVQtIlPoUSmUaNQa8pUqqegG8c01FBojUqWav/jDLxHfHOeRk8+wsLGA2yJicTWLQulArawSS6bQagV+/tIIf/P3H+PF5y/zxjsLnP72b3N7eZVQNIeoItDRa6FekFHNabHb9OTKZbKZPLlsFLFEy3ooxVowxoeO9+N0OPjuK1e4cese7zt5iK1DncxMTxIJBdjS345EYWVlMwgSKVaDDqW0QCAaRi7W4PX14HUaKFUShEN+KjkVWpubVD6Lf3OTUGyTWlXCqj/JtbsL9LS3cvLwEDLFGlaLjQuXomzfYWN68j4Kow1xRYFGbMGrNzA+t0qZHJ39RkpVJRJBRJfXw2RC3VjRaWhoaGhoaPiNeSAT/PMX3sFstpFLponE4pSrZYxGM+MjI+zYMYStrZM33zjPjm2DuLwuLl+9RTabRSKS4nQ7aDeYUZXLjI3eQapQsxm4QzYapiiO8POf/AP1gkBVLkOu0GPUqEgkw6ytLqFRGxFEeQShSjwUAJmCoa37SAdCLMzeYuTKOzz7uf+KmArf/Po/0TvQj1qrweNpYvfunVw59yJ6aZ6jB/cjlupRmzyI5SYszhZkKjPm2AqR5dsI5Txam5toLMjEjJ+TH3iaF3/2bY48dAK9VkdEHMSk0hEu5NHJ9QjlEg6ni2KhTKkOWr2JQjaH0WxGKpKzsDhCMhbCmW4htLmOVCrBaHbgbNKiUKgoZLLYXF6W52fYWF6lc2A7Zns3l2/coFItYzUZWNqIMTc/zSc/8Sw+by+j/nn++Yd/h06lZO/R4xgdfUQD6zS3d1LNZzh79i16+3eiM9m4evZFNPIqnb17UStVTI9cx2yxI1XIqFZryMQS8pUi9ZqYWjmDmDq1epl8LEmhnCGeiCFKZOju6uXIwR18+Q/eJVk8w0OHdpAqiHA1uVmYXSAvVxOJhVCozfzPr3yeu+eu8anH9nGwr4cfvfQmOw/2kK5G0NS8/PKnI4RzUQ5v2c292SJHDnWjrJTI5EUYjCpqa5soCmGiiVaMHjMffeQIt+9OMDm7zsnjO5iaq5Mq1whkRJjrVfbu3INUkWVsbIzRqRgHDmxhenSc7MQtBvqfYnk5xOT0Em9cDNHZY+Xj73+IHs8Qb5yPUZIY+cwH9tLWcpPx+VXu3B9je7sPq9fEUyfsJMVhWrt2oK7quXBvnpW1KY5sa0ari1GXt2HStbM+P0qkVCUYSWNp2f4gYtbQ0NDQ0NDQ8J48kIKv09uQSMRUaxWkUjFSkYT+rhaO7N/JzeuXkCmk7D+4myvnXqM90ku1WkUil7F9eBiRWMLY+CRrK7OUkhGQi4kEwqxuBOno6qR3eC+hzSg7du4hlU0xcvMSdoeX7oFt1ERKlufvkU1EUGmNGAxm/GszLEzdAImC7u0H6GrvJFPMI5JrqQjQ0uLDoJWxtnyfZDKI164gGYpga29GoTYg1NRQS1Ot5lCbm3BrbVTzCYrRMMNbD6LTXOL0Ky9QqdbYvesQaq2GOnL0WjU6jR1/MIFM58BssDEdGsNld7A8fYdKpUpb33YyqTDJbAZ3xxDXrl1Gq9fR1TNIT08fS/NjBNazyORqROUyImR4WrqolXIcOnGAk48c57kXXuUXv3yBgS4PuYKKnl3HSa7P88tXznHh+gpbtvbTGiqSziZJRUN899+/QTq0xu7jD1Eq51gbmUGtM6NUGwnEE9TrdUQiCYnkrw+ZWkwmDHY75YwIuVpFOhYkGdvA5vCQKxdIRmNQFZNMrjEzU6J7+AD/5xv/TCS0ztztG1RqZQqlIhKJDHEd3I4mtBIN8kqOhZk4Qm0Rt1VOk89JXlqgVoFkcpO2tjaGdMNMTs6yHgqgN5ZodjazGUmzuZ7AbbXS5m4ilEqiWFmmXoUvf/JxJpZnuXr9Ah947BnWAxHG749isplJ5Ut0uHvp69cRT98iEYlj0OkQ15RcuXybzUSW584sYTGrOfXwMJn4Ov/yk1sU6gLtTQ7iHgfPPLaNj0p38uabtwgn17l8a4yThz7Avu4nOV+cYeTGHF67EXG1wOkLN/nCbz3Oo489zdr6AotTEdRKKxevjvFIo+A3NDQ0NDQ0/AY9mIKv0YK4jkIlY0tLC06nk1I5g8msRSyXs7aySHtHF3qjm2yxyNBAN267i0x8E6EOqcAkoyM32dwM0+4w0N7mxKQxsfPAPowGGW+9eYZMYpN0NIy4XsFmN7IwNYneaEAuFlGsVDFIDKQTCRbnxlCp9Rx55P089uQHqVWyFDIJyiINm4ECs1PXsRkFPE0+FEodBq2NH7/8EkeOS5DWxzhw4lGuXLmIUSOhY+AgSq0JuUJFrWTC43Bz6Pgdfu+Pv8V///1ncVh1jN28AlIJCkM7z3/3u8iUCnYe/TBz0/fIJJO89eLPuXruDN/55dusLE0glMtUEVEtZxArZOTzWVaXZyjk3MTjSaiLsTtlLMxPI5coaO0dYGbiPt/56h/wkc/+EZ/45LPEEnH+4Wt/S19HF6//7Lu88sKvuDq2Rt+OXSTKIq7eW0KiushLr76C1Wyhf3AXjz/1eQrFJEJVQrVaoVCqYDbbSGdiyOVaFmfvkU5n2LZtGy/8/DT9/f3o9GpyuQIKuZJyXYbBakCt1SJVaMgmQhSFKpQFnnp6ALPVxuWrF1mdnmN2ZoLN5RnW5ubRO+zYmw8xOjkKojIXR5bY1duO2ayjsFFkbTxLZ4eL7Ycd1CNSutyDZHLN/OT1q2wfUOO1Ozg7cpndu+o4lWosZjGJ/Aa1Egx29ROOriMtl1BSo9fXweULF9HGolgsFr79H9/E5rCjVCpxaZSIDCZWQmHSuRImRZ3Pf+go65sTBOfu0ds5wM4tPn74xh00egPXxqa4P5mh1elm9x4fc2sehoZPMnb7Dt/89l/zgSf2IDUFmZ0KY1CK+Ye//XMG9z7F/MRt1pdjfOmP/1+ae/qJra7xze//8EHErKGhoaGhoaHhPXkgBX9yapRqtUp7ezvUYHFxEUQ1LBYTzU1tbBnSoVLLGRzuIhIKU0yluHDmDcqVAnv3HeSR4/v4yEc/ztnr17h7+RrBWJwPPDaAr1Xg7//hG9hcXVy9epaVtQA1iZzQ5iqPPXIKfzzD4tIKXT3DVFIraA0W9hx9Cofdy/5Dx1maGiWbS7G6ukxzWy9VkRiJUMTt9fHd7/wnn/vk+1kMVTl/K4TTO8/Zc7fQWu3k8jWWVlcQkOJy+zCYHayszmPSSTl56iH+Lpfj2JEjbAaCLC/NUq7VuHzmXcxuNwq1gc31FVYWpzCaXGjNTnYePoVQq1Ap5kmlUpTzWf75e9+io6eTtr6dxFNJ/GvLIJUgrYtJxsNIlSpsDg9qlZ72rm4oFQnEU7jLWf7HH/wXqBRY8Uf4xBd/H5sCdh55iPXABvlEiWJTE1dv3cNi9/J3X/1LWrxe1paXGZ+6i8PmoyauUCnXWZofo61zALVajdDRTzabIpXKoNHICAQXSMfVpGNBOnYdQ6fTEQttIlOpqZezFPNlEhE/GqMdtdbAu288T++2fRw5epKgf4PrF88g02ppaupGo9Exc/c6517/T3YYskzNLBBPSFCJzMysl9h90sZAewvvTkzjdOno67Py21YzkzPT2MwGtCYTe3bsY3riHgubKQa6O9DoDKytB9nevZ2fn77KG//9b3jf8b0Ioipza36OOcwYjEqWN5ZRo8Cqb+P27RmS2ToPHTlMOe/HoZdhNnZRKRUpZEU0e8w8++gB7FYLL7/zDul0GsNJN1rnXh4Z6EZUTJHrH6CqUTOxMMaBhx7jyDErGkkNo7uJ2btvEQvH6NpxGJXegVlvxbbdAY2C39DQ0NDQ0PAb9EAK/tatQ79+WbZapVTMYrXoqFVLVPIxxBoZoooUcSFPuZylyWVlZGODrt4+Eqks5869y+5dO6lVJ/CIY7CliXcvp/mff/9LDg530Ny+BalUhqepmZpUzqGT76OQLnLowDClqpzNg1kAUgELMpODutiGnBoj969Sy2eQUWP7zmOYHA6y2SztbhHn3j3D7Tu3+PD7H+ZPv/YiQqHChQv3qSuMTC9EcdiNpDN5orEEToedctpPITxHYinCRjDDycc/ilypQCR3MbTXRC6Vx2OPsefECXKJBAqVmp379lMt5+nu7qZUyLA8N4FKo6PJ4yISk6BxNBOLF/Dmcxj0XgrZHGqtFoPBQWBjmUomjsXmpVAooFQbGNxzEoNRw9LYKHOz9/joM4/iaR9g/64trK0ucOfOXSRCFHubj527tvHYwSGOPvQEUomUC+dfpZjNYne2UMin0GmtSOR5chWoVQRSqRRyqQKr2UbEv4LT5UGl06NS6slXChQifnImF0q5imgyjLgmIpMMsRla40D/NjKZFFKZGrXawtrCAslUjMMn34fZYiWfWGJ5cY6u4V1sO3iY11/8d6Y2J+hr6UAtKrMQeYeVyRoWUYr1zQTJXBl/MEdXq56HTzzK1PQs+/tdZKNZlGobXomR0GYeo02MRqFjI7aJzVahXm9hdn0Dq8FKNODnpQs1fvLcuyzMTHPn9LeZnZ+hq72Z0fkQ6XQQn1NGNLrB//Onf8nIhev8+T/+H4YGt7Clx8ULbz/Hpz/xfnaf+CA6hRW3ZxCxqMSd88+hE4XYP7yVZO8wHpsViUhgcXkD/53r+Fen2H7wA2zdu4fNlRW++89/iahefRARa2hoaGhoaGh4zx7ILTof/vAnqYtFSCQyVHIZxVIet9NJsVzAZLKQTkTJFbIsLS1Rr0sYHb1HS2sXy8vLhAJhDCY9c6M3UYly2GxWwvEkuWKVtc0o+WSKltZWvvXd73D+6lX27tnJ0OB2vv/D72HQWgmGw5x+5xLbdh4ilw2wsjSBUmmjvb2D1rYuAtE4KoWaukROMRVCbxDx4i9/RSm9gkzXxs17k7jsJswGPT3dnVTKOdQaI1qdiidOHWB5eozr59+kJkoQ2gjye3/6XXq37yQejWKze5BI5dRrNUSiKrFQEIVahUZn4cyrPyYW3GD74cep1sqYdGYkSjmlUhGTwYTB6kIQaozdvkwqk0FvdFAuphgY3EE2nSKaCOGwukEK1UIJvd3JOy/9jJWpO3zyd36fpvZhsskEVpcbgLPvvo5UXMNk7UCvqyNXaCkVisTCfiqVClWxDIPFRr0sEN2YR6bWY3d6SCYTFPNpJGIxXk8rG2vzpHMZPO4WHJ5mcqkY5UoRjdqITK0hGtqklM2j0unIFfP4XD4MVhcqjRxqAqKaiLnFaZRyMelImD/6bx9n14kneeLEx9AaDJhcrdQKCaqCgM5q5i+/8mlWFkYwWe3cH49gNFho8+k4vr+XsthOJBQn5F9hfdOP1+kglRXIluK0tvqIxzKo1Xke3rWFe5N+0uUcvk4bU/ezzG0k+dSHn8Th0vHCSy8jLVfJ1QW27GhhamoZj0tCajNPJJRGZnQzuG2I6+dfhZqAoPDyP/74q8jFFkbG73D02GFCy/PkcjlczW0k4yG0egvVeoW1hTkWlufYd/gUkZUJcukKJo8XjdrI5O13KRayTAVKjVt0GhoaGhoaGn5jHkzB/8jHaW9tp1arkisUKObzlMsZZFIF4WgEQRAIrC1QrVXYWF2hUi6xsR4gXyygN9ooFAXEIjnxuJ9ocAOj1UF/dxsqcYXNeIrDxx7j2LHjFIs5Mrk8hVQCmbiKRKVifmGNfD5PT18vu3fvJZXJcP7iLWLJIpubfsqCArlGg1ouZvTqadxOMfPzs1y7u4hCYUGsEKFX6WhxKEllE8QyBVRqK3qNHrMRNubHObLvAP37DgMSjj50ijpixGI5SoWGUjlLtVolHNkkGY9TrVWIhze5feUcA0PDHH/04yCSodIrqZRKZFNxyoUiIqkMk9VETahTLmRRyJWkc1mKxQK1Wh2n041KrUUkgN6sJVvIc+HMG2wZ3o3V6cLvX4QqVColAMxWF6VCmkqlQk2ATKlAKZchmYig1OpQq9UYpTV09iaS6QL1SolkLkUhX8HhcFIpFMhX87gdTVAVURKKSOVyhGwKkUhE18A28oUSS8tzVAo5akKVaqVCPh9maNt+dEopX/z4s7R29fLf/up/Mb8whX9hmUrNwOD27YhrmV8f4rXYGb/+Nj9/7u/o7faRiOSRSCBXq5BK5inGC+j0GmRaLyKhyEB/L3NzcYxGOVadlOmZFeY3wxi1IrZt2YpeKSBDRr5cYnRyjo1wkvc99giFXI14Kk1nq48rtybIJDLIrRU62vWcvzzLwX1H2d53kESlQtvAXo7s2c7CwizJRJoml5N0PMrrrz/PwYdOoVRrKOYzFFIpisUiruZWXN5W4tEYoc01HA479XIdJAJCDSqiKkq5lng4RC4S4OXz1xoFv6GhoaGhoeE35oGs6CASKJfyqNVa1FoV+ZyMsZEFBgYGsFgspIt5JDIx06M3oV7D4XAwMX6PUq7G1NQUlXIdg8WCRAqf+sKXePTJD7O4soykUsBsMyMSiXjhF9+nVqljsBqQiOXEImvE41G27djLgX27sLtaqFQVSGV1bHYT8aifQi5Pd387er2WzfUw9qZ2Zu6+TP+2nURKHmL+RXRaBTKlgppCjqpmxKXQoTXZkItFiMUCv/uVP2frrq10dQ8gVpsIRuLkY5to8HPv5gj5mhq9Uk7n8BFsNhuhjRVkYg+//yf/hMXqJBaLIBLXSQU3EapVtEYLap0RhUyJVq1BolIgqlSIJTaRVqQokCHUJNhtTgqlIqV6mVQ2Q6Uk8Pj7nsXvX2JhYQK5TINKpaBYLFKu1Qj6N0jms9jMNhxONxaRiHKlSiK2STyZpJhKEBdVyaHF6nAjk0iRZYxUhQISqQKJRIJB6UQiqyNTKVGLTRSLWZRGCyH/Grcvn8Pp89Ha3EssHiAS28BkdrJyc4Lv//tXGbk1Ryol0G90sjCzjMPbjVJlx6bXUMhlCMWTyJVK/KuLyBRmdLZh1tfn8DUdRa5QUVibQqMu8td/85f87Ie/5H/+zf9Lm1OP22tArZZzf3SVg0da2XV8G9tzYt45c4FoJIXG6yIQDTG7uIGkKsaoUfLGW6fZs/swTpeLRLZCd6uLy/FVzFoNC5PLtNpciCoqAqkaH/30FzHqpIzfv4NMJEIrFSPTqPBaOjnx6JMUi0VWxu+g0Ghxuz2M3Z/D1dIHYhEarRGdKUsqFsbi9GLxdJCKpNhcnAB9DYevhbzVCuevPZCYNTQ0NDQ0NDS8Fw+k4MsUGhaWFjHqTchVchLJGNliiVAowNDQFmrrCQa6emhxWLly+V3ml/xYnD4K+RJqq4Wt/f2U6iJmR64hxIIsTtxFolXR3dtPIpFiee4eEiGP1d3G1n3HUSnlxGIxKpUKGrkSndVHMldGSK+i0+no7e1FIdcSjq6zsTyOp6WPXFnA0dRFJH6CorKZL35xG2sbs5RLGUQCGKxOFHI5+UwInU5HrVxCLhGjs9u4d/sKcyOXyQtFJEKFIw9/mFhokxvnnmfw4CdQ6HSUC0nMZhu+PYcpVwWSiRjx6AYKlZZMPEyxnEcqUZHL5fA0eZFJpBTzBUTVMnWk2GzNaPVZFDI5EomMfC6DUqkhl4qTLRZRatSsrC4hqoPRYCFbyFMoFNDpraQzScq1CkqFApvDSrYQRyfTkE8nqdXqdHUNEw75yRXS2B0uxFIpBr2Bcr5Avi5DIpGBqIbRoKNYKCNTyJGKxCjlFgQEfFot05P32QxGcLk78HpbkMskhIPrWGythENxpJowh/ZuxdfSxPTobRTVHMFwgJVqCY3KTGdfDza7m/v3xyiWS2ztP4rT/iz7T5ykXMqxMr8IMjUW9xC/9aV2Dj7+W1x49yy/+Nafs3f3EPHYOsvzNR4+tJe7dxcZHmgnFE4Ty1c4vG8Hs2sBZvybvP3mm2wEs7z6w/8kkyKARD0AAA+dSURBVMrS3L3t/9euvcdWed93HH8/z7nfz7GN78Y2BhsHMOESMBiSQC+kkDYVHUnbZFuTJWvVJlWlbtKu/yxbm0nt9kcbTVqrVFrbJGpCE6fQJikBxpJyDQFywcaAsY0Nvhz7+Nzvz/6ohhZlirKNhfTs8/rrnPPoZ/+eIz3S2z9/GXz7CNs///t84uM7+MWTT+C3mxw+foIrE5NMXHyDfGyS2PwUbjvctuML4LBRXV2NVbZz8MW95NJzDA+eIV928WeP/RO1dTUE/QEcQQder43oTJDo5DiTE2P4fD6mxgYpOrws9/mZHxm8Ho+YiIiIyAd2XQLf6/JQ9hRIZxMUy26KhTIL21rw+QPs2/cyRjmH2+kgWFPPljs+S+fYCGcHz9PQ1EFN2EUpPU+wpomx9esoZEtULWimuiHMVPQKDbXNdK/4ItPrN1DIJ2npWAGWCUDeAodZZnJiEsMJdluYc+feoqamhoDfgdvtYmhwhnj+ApGgD5fbT0tbG8m5cQ4dGMBu2HC4/bgMGz4XjFwZIR6dwk6ZuqYmbv3YFsxSDmf9YsI1C8jEZ5gafotYOoMz1Mm2z/8JwaomcoUyF4fPkcokcXjcRCeniM5NUr2gkWxsHptpxx+pw14ugs1OJpUklkpjczmZiU7i8/lw2Fsp5QsUceN0OUlkCwTNAtlCnkw2Sdm0YTcdhCNV5IsZbDYbZctGvpjB4bJTtnI4XV6uXr5MJpejGK6hUHJgOZw4bRAKBXjr1GEG3zxBS0sbVtHCctpxuX04bR6CfjcTE2M0NbZRKOSYTcdxudw47C5cLg91zYtIxRMYNhO3y8BtFhm5dBGn28WDD/8lj3i9PPfUj/jxv3yPL3zxPgrFMoODQyy5uZds6io/evxxHB4fW7dtx7DZaW5ro6WjHcMoYeTzOH0uwqEIo0MDdHR309zcTF/vesxcHK8Lcq4TjI0Oc+DFfSTSFrdsaOPYsRIv7juBhyt865s7ebb/Nc5eTHDblk2UM3FOHTuMRR67zcOnt32BcHABd9//p7idBp03/Svz83PUVIc5fnqY+NAbrFu/gYZFy+j/6fc5feI4K1atZnJqlJzhp6ZxMcs3baGtfQkHX3yWYLCWYF09xWyGRV3LOHN4P4cP7AHKxDNFVqzoxGukycej1+MRExEREfnArssM/pcf+mMKpTxTU1OUy9DdvYzm5mbS6TSTVybwR+qwCkXS2SROtwenaZIvpIlEqgkG/RRLFlYph93pBqCcy5NIZcgVsnjcdiZGxjlz8gSmrci69ZvJGyapdJqGhhZSyRgjF89it5uAm1RmFrczRGPzIuwuJ2PjU4xcnsQy4Nzp45TLGUpFg6Hzb5HL5XE5TFxeDx6bRUf3MjoWLWU2kaW5oRpvMEB0fJQ1qzdxaXiA+uY2zrz6FA6Pl/bld2CUC+TzWaoX1DM7GyUQChLwh4nNRbkw/CatLUvxen043S6SsVlMp4u6+iamrkxgWWUcLhejly6xZm0fXq+bWDKFzYLYxAC+BQ2YrmooZIhGo9gc4HL4oVzC7rCwsOFwuEhn4uSTabLFPLlCllQijWnaaFx6C2b0NDWxQ8zX3sVTT/2UcrlMZEE9TS2teFwuTKeN6YunyBRNaluWUFffxOzMDNWRCJHaRrKZBCFvkPn4LKlMHvIzHD96ipdfeonbbtvEAw//BeFggDxlsvE0c9Er5KwUo6OjDL5+knIxRs+6Vfzs6d088cNf8qnP3sm3Hv1bkpkkwXCIklUik8oQqaqhtbWdkeGLjI5cpH3REkq5InY7tLQvBgvSmTKTUxf44T98k7dPvoQtEKHa20LW7gQrw8O7djB+eZixaTsrVm3F19hKPjnBfDyLq6qBpR1LePKJ73HTkm5isSli80la2xrp//leausD3LXrAWz+GhymjaOv/Zqrl0dY3LUYu+Wg4HAxPXaJm9ffRimXZXT0IoY3Qs+aPrw2yKQSlI0yZ4+/woXBs7T33EI2EWXu6iTt3es4dOx1zeCLiIjIh+a6nOCnU3MYhoXH7aaxqQWPx0U8HsflclFX30Iml2Fs8hJtC9vJZrM43T4aGlvJ57MkkmnKRYtLlwYxTQ/dyzvBYYDNjt/lZ3Jqhl/vf4lSJsGGLZ8gUyhx4OWnWLRoOdlkgvh8Fpw2CtkCsdhlbA43DQ1NlDDIJOfo6qinuSFMOFzD1PJFTF8ZoKnjZpKJWaKTV8mVIZtJYhaidLR1sXDxTaTj8wwPD2LYDZZ9bMdvQ7emissXT1LKp+hYsopQqJpjx/ZTE6nC7Q1QtAzKlp2p6asEglV0LFpNuZAkm05gGZDOlljds4qLA6cYPT/AslW3kk3N0VDbSK6UpxBLU8jnSeRyjF4eozo2zHyqiK9+BU67A6fLgcNlUiqUKRTLZIppbKkU8dg0vlCYupomYnNRpqaiOO12rpx7A+vYYyy+80FivloWL19FdSiA1+0jnc9T11BPJp2jVNeCzXDTtrSH6amrNDUtJJFMYtpKzE1PknInaG5rJj06zezUFHWhIl1L6nn1N6+x+eNvsLh7BQ6bnXfePM781DmWdfWwpmsNdVWNXB4ZwG338OWH/547P/cQ7S3NVC+opoo6cvkU89EodpubdCLO6Pnz+IMBupctI3p1ikQyjmEZxBPzNDY0EVlQS1tbO3/11//IS/uf41uPPYbZMk7YV0tzfZi3B4Y58PogPrNEPn+VRNzCiHTx53/zXWwuBy//9Ad4A7VE5+O8sPvn3Hn33UxemeJnz/2az+xYxdEDz7Pv1TdYdfM6dv7Bg2TSOebm5pmeHMeFwV2f/0Oy2TTnzp6imCmxdsMa3IUZcukcbk8YyzJpbOlgQVMHTQs7iNS0MB+dJl9IcujY69fjMRMRERH5QK5L4M/Pz1MVqmHZTUsIV9cwF4tyZeISbk8ATyCMWSzT2dFNoVCgkC8zMjXK8IVLLKgN4fMEmY3NYXe46OjoIJVIksumSaeyzMZn6ero5v4Hv4bD48ZlM0mns9y67W6ujF5ibnYalz+MYTiJJ+epqmuiuWkRAb+XVCqBx+3kyuVxAkE/uVKeSM0CPH4H5WyKtqY2Fnd0c+niGXz+bgzThKLF6TMnGT3xDCs2/h4luwOfw0Eo1Ew4EiESDNHauQ6v14vP6+Xm5WsoGhYejweLItnENC6Xi0IuRqkIo6MXMI0yTa3dtCxcyDM/+DvOnj3LJz53P+nsLCUrR8mEy0MDOL0eCoUCdruLxsU9BB0pZs8OYhVz1C5cSHJuhvHhQeqbWrE73bjLRXKFLIbDiVUqUyrmMWwmEb+busZWjh15jf4DGSLb19DsdWJLR9n/6iuE6xvovaWX82dOcsvtn6RQKHBl7DITE5ewYRCMVBEKRsjnswSDYeyeAJmkhc/rJN+4hLzl4I++9mmqG1o4feTfeHX/L6mra2VBbQNef4CJuQRW7DwNLS00NH+KuWgMn8eG19tFuZAnmckzcf4t/AEvhXyCYjaFs7qF6OQUvlCQRYtvorUjjGHamY3PMD89Tc4yGLlwnmT0Ip5wBwF/F49/9585N3Ka53/2Ams6PfzgFy9z+y2bWLGki5NvnyMbn+A3+3+Mx5ZhScdikrkSLe0dnDzxGstWr+Ke+79GdHqG55ev5rZPfpZYYoZk/jucPHOU7dksTqeHuYmT3HX3ffQ/+X0Gz7zO2lu3Yzr83LWri9/se4HDx15h22fuo6qljeTsLMGV6ylkC0xfHSGTTrG0Zy25fOp6PGIiIiIiH9h1GdERkfenER0RERH5sPyvA19ERERERD46zBu9ARERERERuX4U+CIiIiIiFUSBLyIiIiJSQRT4IiIiIiIVRIEvIiIiIlJBFPgiIiIiIhVEgS8iIiIiUkEU+CIiIiIiFUSBLyIiIiJSQRT4IiIiIiIVRIEvIiIiIlJBFPgiIiIiIhVEgS8iIiIiUkEU+CIiIiIiFUSBLyIiIiJSQRT4IiIiIiIVRIEvIiIiIlJBFPgiIiIiIhVEgV9hjhw5wgsvvHCjtyEiIiIiN4gCX0RERESkgthv9Ab+v/r2t7/Nli1bOH/+PDMzM2zbto2hoSFmZmYwDIN7770Xp9PJo48+yje+8Q0CgQDAtffFYpHnn3+eRCKBZVmsXr2azZs3v+t3zM/P88QTT7Bz505aW1vfdW1ycpI9e/aQTqex2+1s3bqVrq4unnzySdrb29mwYQPZbJbHH3+ce++9l/r6+g/tuxERERGR/zmd4N8gNpuNYrHIfffdx+bNm9m9ezd9fX088MADmKbJuXPn3nf94cOH6ejo4Otf/zpf+cpXmJiYIJvNXrteKBR4+umn2bp163vi3rIsnnnmGdauXcsjjzzCzp072b17N+l0mh07dnD48GFSqRQHDx6kp6dHcS8iIiLyO0SBfwN1dnYCEIlECIfDVFdXX3ufSCTed63f7+fChQuMj4/jdDq55557cLvd16739/fT2dnJypUr37N2bm6ORCJBT08PAHV1ddTV1TE2NkYoFGLjxo0899xzDA0Ncfvtt1+nuxURERGRD4NGdG4gh8MBgGEY114DmKaJZVnvu7avrw/TNOnv7yedTrNhwwb6+voAeOeddygWi2zfvv2/XJtKpfB6vRiGce0zj8dDMpkEYNWqVezbt4+NGze+a18iIiIi8tGnE/yPuP8c+8VikVKpBPx2xGfTpk189atf5Utf+hJHjhxhfHwcgIaGBh566CFeeeUVYrHYe36m3+8nnU6/64+ITCaD3+8H4ODBg6xcuZJTp04Rj8f/j+9QRERERK4nBf5HXCAQIBqNAr89mf+PU/dnn32WoaEhAEKhEC6X69q1SCRCXV0dvb299Pf3v+e/AeFwmFAoxJtvvgnAxMQE09PTLFy4kKtXrzIwMMAdd9xBb28vv/rVrz6sWxURERGR60AjOh9xW7ZsYc+ePYTDYdrb2/H5fAD09vayd+9e9u7di2EY9PT00NjYyOjo6LW1fX19nD17lqNHj9Lb23vtc8Mw2LVrF3v27OHQoUPY7XZ27dqF2+3mJz/5Cdu2bcPhcLB+/XpOnjzJwMAAS5cu/dDvXURERET++4xcLvf+w94iIiIiIvI7QyM6IiIiIiIVRIEvIiIiIlJBFPgiIiIiIhVEgS8iIiIiUkEU+CIiIiIiFUSBLyIiIiJSQRT4IiIiIiIVRIEvIiIiIlJBFPgiIiIiIhVEgS8iIiIiUkEU+CIiIiIiFUSBLyIiIiJSQRT4IiIiIiIVRIEvIiIiIlJBFPgiIiIiIhVEgS8iIiIiUkFM01Tji4iIiIhUAtM0Me12O4p8EREREZHfbaZpYrfbMSzLsm70ZkRERERE5Pr4dyJCTn7lNME0AAAAAElFTkSuQmCC" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9ebxeVX3v/15rT8/8nHmeck7mkQTCFGZEQBQRUATrRO/lVosVa6u19Wqp1tqLVq8UWutQVMAZpCrzTAgECEnIPCcnJznz8Mx7XPv3xz45EgGNGEtvf8/79eJFnn32Xnvttfd6nv1Z30mEYRj6vo9SiipVqlSpUqVKlSpVqvy/iZQSXdcRQrzRXalS5b8lsiqcq1SpUqVKlSpVqlT5fx+lFL7vv9HdqFLlvy2yKpyrVKlSpUqVKlWqVPnvQfXdvkq... | 0 |
math | grade-1 | find-the-next-shape-in-a-pattern | true | true | What shape comes next? | "iVBORw0KGgoAAAANSUhEUgAAAvgAAADhCAYAAAC9ZMGZAAAVuklEQVR4nO3dW4xd13kf8G/vc5nhcMhhKJs0JfkCUBcEZqQGdpDCUiTEKFTFFtwCdiHVD4mLBO1D/JDEaC6t1KKRHmxASAKkKVDAKewWBZSgRQAhommhrWBZjANEaiObqi1SNFRdRiIZUqRmSM657j6MhqRMznDOzDn7Nr8foJeZs/da38el2f/Zs84+SZZlWQAAALWQFj0BAABgfAR8AACoEQEfAABqRMAHAIAaEfABAKBGBHwAAKgRAR8AAGpEwAcAgBoR8AEAoEYEfAAAqBEBHwAAakTABwCAGhHwAQCgRgR8AACoEQEfAABqRMAHAIAaEfABAKBGBHwAAKgRAR8AAGpEwAcAgBoR8AEAoEYEfAAAqBEBHwAAakTABwCAGhHwAQCgRgR8AACoEQEfAABqRMAHAIAaEfABAKBGBHwAAKgRAR8AAGqkWfQEAID6+86ZYTx2vB8vLgzjXL/o2Vxtrhlx5440Ht7fjHt3u/9JtSVZlmVFTwIAqK9Hj/fjseMlTPWreHh/Mx7Z7x4o1ZVrwB9GxKlexMVuP9Kl89EYDiOJ4n+/yCKJQZrGYHp7zLSb8cHWxvcuqbE4ahyNGoujxtGosTjjqPE7Z4Zx3/Pd2NmM+Le3tuLu3Y2YbUxkupt26NQg/t2xXrzbj3j6k2138qmsXAP+fCeL7sWL0e4t5TXkyLqt6Zie2RYfaicbOl6N5aDG61NjOajx+tRYDhut8R/8TTe++84w/uOBdtxdgcB86NQgvvLDXvzCT6XxP36uXfR0YENy+z8ty7K42O2V+odXRES7txQXO73YyO89aiwPNa5NjeWhxrWpsTw2WuP3F4YREZUI9xERd+9e/vPCyryhinIN+M3OhbyG25S0c2HDP6TVWB5qXJ0ay0WNq1NjuWykxjK+oXYtK9uHqjZvuFIuAT/LshgMBtEYVuO34cZwGIPBYKQfYmosHzVemxrLR43Xpsby2UiNQP5yC/j9fj/SjW1NXNXMy4ei9XevjPekEZEmEf1+f+Qf0pOocVLUeG3Wavmo8dqs1fJRI1AWuT0DajjmuxO7nvlqzLz87Ri2Z+P05/4weh+4Zazn38h8x1HjX588ct3X3LT9g/Hh7Xs3Pda4a7x4MeLdd/L7oZ9ExJ4b174qFvXveCVr1Vq1VpdZq6MfU5e1CuQrt4A/zt/2Vy5CERFpdzFuePI34+ynfyeWPnb32MbY6D7Kzfr8M//quq/5rY8/FF858MVNjzXuGudfG8Rf/c/eZqY0kkYz4ov/fHrN1xT177jCWrVWI6zVFdbq6MfUZa0C+arGW9rfk3YWY/ehhy9dhC59vbsYuw89EjMvHypoZvB+1ipVYa0C1E9lPqYt7SzGDU/+RrROH1/1Nbue+VpERFy4/f68pgVXsVapCmsVoJ4qcQe/sfDWdS9CK3Y987XY9cxXc5gVXM1apSqsVYD6Kv0d/NbfvRI3PPmbkXYX133Myp+az/7i705qWnAVa5WqsFYB6q3Ud/A3chFaMfPyt+OGJ38j0s7ox8KorFWqwloFqL/SBvzpV5/b8EVoxdT8iy5GTJy1SlVYqwBbQykD/szLh2L3oUc2dRFa0Tp93MWIibFWqQprFWDrKF3An3n50KWnNoxL6/Tx2PNf/+lEPp2RrctapSqsVYCtpVRvsp3ERWhF2l2MXc98NU5/7o9iODU7kTHW8r1TP4gv/K9/PZZz/cFLT8QfvPTEdV/35oNPjmU8rmatro+1WjxrdX2sVaBOSnMHP+0sxs7DfzLRMVqnj8fOw3880TGoP2uVqrBWAbam0gT8nYf/eCx7Q69n5ujT/qTMplirVIW1CrA1lSbgT7/6V7mNte1HPnqdjbNWqQprFWBrKkXAn371uVzuMq3Y9urh3MaiXqxVqsJaBdi6ShHwW6fy/dNuY/HtXMejPqxVqsJaBdi6ShHwi2C/KFVhrVIV1ipAOWzZgJ/2fEAL1WCtUhXWKkA5lCLgZ9P5Pz+5s+/v5T4m1WetUhXWKsDWVYoPurr4sbsm/qzmK3VuvCO3sVbcPLMnfuvjD133dev5oJW//8GPx6f2/Mw4psWIrNXLrNVys1Yvs1aBraYUAX+wY18sffRTMf3/8nmk2+LP/bNcxrnSh7fvja8c+OJ1X7eeC9Gn9vzMus7F+Fmrl1mr5WatXmatAltNKbboRESc/fTvxbC9fUPHjnLchdvu82dkNsVapSqsVYCtqTQBfzg1G6c/90fRu2H/2q9rb48z9z/6vq/1PnBLLB74/HXHWDzw+Tj76d/b1DzBWqUqrFWArakUW3RW9D5wS5z6J1+PmZcPxfbv/7donT5+6XuD2b1x4fb74/wdX4jZv/nG+46bmn8xzv7i70Rn/92x7YffiulXD0faPR8RyxeupY/dFRd/+pfcYWJsrFWqwloF2HpKFfBXXLj9/rhw+/2rfn/m6Lev+tr2F/97vHv3l11syJW1SlVYqwBbR2m26KzXzMuHrvnx69e6OEGRrFWqwloFqJfKBfxtLx+65tfT7mLMrPI9KIK1SlVYqwD1UqmA31h4K6bmX1z1+6tdpCBv1ipVYa0C1E8p9+Cv5fQ/+sOipwDrYq1SFdYqQL1UKuAPduyLwY59RU9jot588Mmip7Bh+29vxP7bG0VPoxSs1XKzVi+zVsvNWgU2olJbdAAAgLUJ+AAAUCO5BvxBluU53IZtZp5qLA81Tu7YPKlxcsfmSY2TOzZPVZknbHW5Bvxuf5DncBu2mXmqsTzUOLlj86TGyR2bJzVO7tg8VWWesNXlFvCTJIl3u/28htuUhW4/kiQZ+Tg1losaV6fGclHj6tRYLhupcWelHucRsfje7zBVmzdcKbeAn6ZpNNMkTi9eyGvIDTm9eCFajSTSdPTWqLE81Lg2NZaHGtemxvLYaI137lh+/cGT1bj7/9yZ5XmuzBuqKJfVmyRJNJvNuGnHdHT7/Xj99DtxvtOJwXCYx/DXNRgO43ynE6+fPhu9QT/2zU5Hs9kc6S6FGounxvVRY/HUuD5qLN44anxk//Kt8Mde6cW3Tg4u3SEvo0MnB/H7x3oRcXneUEVJluXzjpnhcBidTicWFxfj/Pnz0e12YzAYRE7DrylJkmg0GtFut2P79u0xOzsbU1NTI9+lUGOx1Lh+aiyWGtdPjcUaV42PHu/HY8ersQ0pIuLh/U0Bn0rLLeBnWRbD4TC63W4sLS3F0tJS9Hq9GJbgLkWaptFqtWJ6ejqmp6ej3W5HmqYj7zNUY7HUuH5qLJYa10+NxRpXjRER3zkzjEeP9+PFhWG8W8Ksv7O5vC3nkf3NuHe37TlUW24BP2L5h1iWZTEYDKLf78dwOCzNHYo0TaPZbEaj0YgkSTb0wytCjUVS42jUWBw1jkaNxRlnjUB+cg34K1Z+kJXNOH9wqbE4ahyNGoujxtGosTiCPVRLIQEfAACYDJvMAACgRgR8AACoEQEfAABqRMAHAIAaEfABAKBGBHwAAKgRAR8AAGpEwAcAgBoR8AEAoEYEfAAAqBEBHwAAakTABwCAGhHwAQCgRgR8AACoEQEfAABqRMAHAIAaEfABAKBGBHwAAKgRAR8AAGpEwAcAgBoR8AEAoEYEfAAAqBEBHwAAakTABwCAGhHwAQCgRgR8AACoEQEfAABqRMAHAIAaEfABAKBGBHwAAKgRAR8AAGqkWeTg/X4vBoN+RGRFTiNnSTQazWg2W7mNqM/50GcAoAySLMsKSSPdbieybFDE0KWQJI1ot6cmPo4+63Me8uozAHB9hWzR6ff7WzoMRURk2SC63e5Ex9Bnfc5LHn0GANYn94A/HA5jOOzlPWwpZVk/ut3ORM6tz5fpcz4m2WcAYP1yDfhZlsVwOIwsG+Y5bIll0et1xn7nU59/kj7nYzJ9BgBGk/sd/OWLf5L3sCWVRK/Xi8GgO/Y7n/p8JX3Ox+T6DACsX64BfzgcRq9nO8OVut1eDAaD6PU60e/3x3JOfb6aPudjEn0GAEaT+xYdF/336/d7kSQrdz57MRxufruHPl9Nn/MxiT4DAKMp5E22XLbylNJutxe9Xve9Pd2bf3KpPr+fPudjUn0GANbPJ9mWxJV3Ppkcfc6HPgNAcbZewF9aiPY3fjkaR54qeibvc/nOZ9dd4QnS53zoMwAUZ2sF/KWFaD/x65GcPBbNg49F4/CfFj2jq/R6PVsacqDP+dBnAMhfs+gJ5CU5cTRa33oskpPHLn2tefjrkZybj/5nHilwZu9XtTD07Ft/G/f95W+PfNw9++6Ipx94fAIzWp+i+tzvR/z7x88WMvYofvpAK/7hA9s3fZ6qrWcAqIMtEfCTE0ej/cSXIzoLV32vceRgRESpQj4AAGxU7bforBXuVzSOHIz2N345Ymn11wAAQBXUOuA3jjwV7W/+yprhfkVy8li0n/h1IR8AgEqrbcBvHHkqmgcfG+mYlZCfnDg6oVkBAMBk1TLgNw7/6cjhfsVyyP+ykA8AQCXVLuA3Dz4azcNf39xJOgtCPgAAlVSrgN88+Oilp+JsWmch2t/8ldJ9IBYAAKylHo/JvOIDrMZtZavP4MBnx35uAAAYt+rfwZ9guF9R1k+9BQCAn1TpgL/8jPvJhvsVzcNfj+bBRyc+DgAAbEZlt+is5wOsxs2n3gIAUHaVvINfRLhf4VNvAQAos8rdwU9OHF3+dNoi5/DeB2J1v/SfC53HuD07/+LIx3z/zI83NNa57uKGxpubmo07b9i/oTEBALaCSgX85Nz88p37EkhOHovmwUdrtV3nvqf+ZW5jvXj6xxsa7559d8TTDzw+gRkBANRDpbbotP7idwvZlrOaxpGD0Xj+iaKnAQAAl1Qm4DeOPJXL03JG1Tz8n+zHBwCgNKoR8JcWovFcSZ9D31mI5gt/VvQsAAAgIioS8BuvPBvJu28VPY1VNZ7/86KnAAAAEVGRgJ++9kLRU1hbZyHS10s+RwAAtoRqBPxjzxU9hetKj3636CkAAED5A35ybr5UT85ZTXrqaNFTAACACgT8Eu+9BwCAsil9wK+K5MQrRU8BAAAE/LGpwDYiAADqT8Afk2zPLUVPAQAAyh/ws537ip7CulRlngAA1Fuz6AlcTzZ3Y2R7bonkZLn3uA9vu7foKWzaPfvuGPmYs93F+P7pH4983Fx7e9x5w/6Rj7tjA8cAAGwlpQ/4ERGDTz4UzYOPFT2N1U3NxuCWe4qexaY9/cDjIx/z7Ft/G/f95W+PfNydN+zf0HgAAKyt9Ft0IiIGBz4bMfehoqexqsEnH4yY3lH0NAAAoBoBPyKi+4+/FjE1u7mTbPb4a8g+8rPRv+vXxn5eAADYiMoE/GzvbdH7zMMbDunDA78U2dzVb4QdfOLBDZ8z23PL8i8eAABQEpUJ+BERw1vvje5DfzLydp3BXb8a/U88FMnJY1d9L339f0f3S9+M7CM/O9o5P/FgdL/0X2zNAQCgVCrxJtsrZXtvi86/+ItoHHkqGs8/sfrTdaZmY3jrL0T/rl+LbO7GaB38/Wu+LDl5LGJpMboP/YdIj30nGj94KtJXvrvq+MNb3jvn3tvGUQ4AAIxV5QL+isGBz8bgwGcjOTcfybtvRfra/4mIiOGeWyOmZ2P44U9cfvHSQqTHnlv1XM0XnojeZ/5NDG+9N4a33rv8+lNHIzlxLJLOYmRz+yKb+9D7zwkAACVU2YC/Ipu7MbK5G9cM341Xno3oLKz6/fTYcxFLC5e320zvWD6fQA8AQMVUag/+RjWe/7O1X9BZWP4lAAAAKq72AT85cfSab679Sdf9JQAAACqg9gG/+cIT63pdcvJYpK+/MOHZAADAZNU74C8tRHrkW+t+eeMHT01wMgAAMHmVf5PtWpJzb8Xgrl8tehoAAJCbWgf8bO9t0fe8+omaa++Ie/bdMfJxd9ywfwKzKb9mM+Lmj5T/f7uf2l3+OQIA1+YqzqbcecP+ePqBx4ueRqV84YuzRU8BAKixeu/BBwCALUbABwCAGhHwAQCgRgR8AACoEQEfAABqRMAHAIAaEfABAKBGCgn4WZYVMWzpTLoP+rxMn/OhDwBQDoUE/MFgUMSwpTPpPujzMn3Ohz4AQDkUEvDn508UMWzpvPHGfERE9Hq9iZxfn5fpcz4m3WcAYH1yD/hJksTJkyfj3LlzeQ9dKmfOvBOnTp2MNE3j/PkLYz//Sp/PnDk79nNXiT7nY9J9BgDWr5nnYEmSRKvVipmZmXjuue/Ftm3b4ud//pOxbdtMpGmS51QKMRxmcfHihXjppR/GwsJC7N27J9K0EW+++Ubs27d3bHc+r+zz97731/qszxORV58BgNHkGvDTNI12ux07d+6MmZmZePXVV2N+/s2Ym5vbEm/QS5IkkiQu9WDnzp3xxhtvxMWLFyJN07hw4WK0WlObHkef9TkPefUZABhNrgE/IqLVasWuXbtiz5498c4778Tbb78dZ868E3v3fjCmp7dFq5X7lHKRJEmkaRqtVjtarWYMh1m89NL/jUajEfv2fSjStBHz82/HzTffPJbxVu/znpientZnfd6UvPsMAKxf7lt00jSNHTt2xE033RSdTid6vV7Mz8/H22+fjKmpqUhquLMhy7IrAlEr2u12TE21Y2ZmJmZnt8fc3Fy8+eZ8dDrdSNPNvy1irT6fOHEi2m191ueNy7vPAMBocr+9mKZpNBqNmJubi49+9KMxGAwiy7I4c+ZMDAaDmJ3dHlNTU9Fs1u3O53IoajQa74WiqWi3W5EkSfzoR0ej2WzGjTfeGM1mM5IxpEJ91ufJyrfPAMD6FZI6Go1GRETs3r07IpZD0muvvRZnz56NTqcbS0udIqY1cVfe+Wy32zE9PR3tdju2b98es7OzsWvXrmi1WmO766nP+jxJefcZAFifwm4rXhmK0jSN6enpOHXqVJw/fz76/X5kWVbrNyo2m81otVoxNTUVs7OzsWfPnpibm4t2uz3WcfRZn/OQV58BgOtLsoJTx2AwiH6/H+fPn49z587FwsJCnD9/Pnq9XgyHw1r+eT/Lskt3PWdnZ2Nubu7Sk1gajcZE7njqsz5PShF9BgBWV3jAj4gYDocxHA6j3+9Ht9u9FIbq7so3KTabzUjTdKJhSJ/1eZLy7jMAcG2lCPgRcWkLQ923Mvyk5WeJX/5v0vRZnycp7z4DAFcrTcAHAAA2z9/PAQCgRgR8AACoEQEfAABqRMAHAIAaEfABAKBGBHwAAKgRAR8AAGpEwAcAgBoR8AEAoEYEfAAAqBEBHwAAakTABwCAGhHwAQCgRgR8AACoEQEfAABqRMAHAIAaEfABAKBGBHwAAKgRAR8AAGpEwAcAgBoR8AEAoEYEfAAAqBEBHwAAakTABwCAGhHwAQCgRgR8AACoEQEfAABqRMAHAIAaEfABAKBGBHwAAKgRAR8AAGpEwAcAgBoR8AEAoEYEfAAAqBEBHwAAauT/A6P6TbMmE1L+AAAAAElFTkSuQmCC" | null | [
"iVBORw0KGgoAAAANSUhEUgAAAz4AAADhCAYAAAAJS2C/AAAYFUlEQVR4nO3da4wd53kf8GfmXHa5XO7SlL00JfkCUBcYZqQGdpDCUizEKBzHFtwAdmDVH2wXCdoP8YckRnNprRaN9MEGhCRAnAIF7MJuUUApWgQQIpoWWguyxchIpNqyqdgiRYOVqRW5DJekdpfcc51+WC0vJpfk7p4zM2f29wP0Qbtn5n2fR6/2nP/MnJkky7IsAACASkiSpOgplFJa9AQAAACGTfABAAAqT/ABAAAqT/ABAAAqT/ABAAAqT/ABAAAqT/ABAAA... | 2 |
math | grade-4 | angles-of-90-180-270-and-360-degrees | false | true | What is the measurement of this angle? | "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" | [
"90°",
"270°",
"180°",
"360°"
] | null | 2 |
science | grade-3 | compare-properties-of-materials | true | false | Which is harder? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAAqn0lEQVR4nO2deZQdV33nP7eq3tb7JsnabNmSJcs2li3vG2AbYxiHwdsEPCFshwTIcUiAYQKZOeGc4MPkkAMJZpIhGQYytnOMTwwhA04AG+J9kWQbSZZtWZu1dqu71Xv3W6rq/uaPqnqv3uv3Xr9uve5+kut71Keq7r1Vdd+tj36/3723FrV1VGRDM7SaRIq0oBp3Yfck9Oag04LrOrx0IwIy0mKp1YQNzd76hFtINyIgIy2mAv5sKaQZi1OVSJEqK4IyUsMpgjJ... | 1 |
math | grade-1 | estimate-to-the-nearest-ten | false | true | How many marbles are there? Estimate. | 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" | [
"about 70",
"about 20"
] | null | 1 |
math | precalculus | determine-continuity-on-an-interval-using-graphs | false | true | Is the function f(x) continuous on the open interval ( – 8,5)? | 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" | [
"no",
"yes"
] | null | 1 |
math | kindergarten | circles | true | false | Which shape is a circle? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACbCAYAAACao4KyAAANlElEQVR4nO3d+W8c5RkH8O/MXrOn17cdQ7BjO86Jc5IUERIclygRpUBVUaC00EilVftDKxWp/0ErFQlVrVSKCiqi6gEUIgqUM+EKOCRADgjEdmInJNm1HWe93ntmd6Y/OCkJhaT7zvHOzD4fyYqSMO/zoP3mndnZd94VNE3TkjIwmgcyFaCsgRDdvAIQ9QC9IaDVDwjJkqa9N8u7LeJm62KAdyQ/95t2P9AXnkshIXplKsCRHJCQgeE8IM6W5/6CQkaMFPXMZQo... | 0 |
math | grade-8 | identify-trapezoids | false | true | Is this polygon a trapezoid? | "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" | [
"no",
"yes"
] | null | 0 |
science | grade-4 | predict-heat-flow | true | false | Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow? | null | null | [
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math | grade-1 | match-analog-clocks-and-times | false | true | What time does the clock show? | 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" | [
"6:00",
"10:00"
] | null | 0 |
science | grade-8 | identify-ecosystems | true | false | Select the cold desert ecosystem. This ecosystem has:
long, cold winters and short, cool summers
many evergreen trees
soil that is poor in nutrients This ecosystem has:
hot summers and cool winters
a medium amount of rain
soil that is rich in nutrients This ecosystem has:
a small amount of rain or snow
dry, thin soil
long, cold winters | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOz9eZglV33fj7/OObXdrbfp2TSLhASSEIsshAhYMqsMPxsHL9jIBEQUjAnhsY2wRSIMCYnNF0QwNkHg5fEiIwgOfgAbP4HYOCB2WazDHpCEltGsPdPLXWs75/z+OFXV93b3dEsaCQGqN09RfW9tp5bRfdf78/m8P+KLK9ae14KOokaNGjVq1KhRo0aNBwU9Dd8dgOjm1tbEs0aNGjVq1KhRo8aDjZ4GYa21D/VAatSoUaNGjRo1ajw84I1/+Jt/+gw... | 1 |
math | grade-3 | identify-faces-of-three-dimensional-shapes | false | true | Does this shape have a triangle as a face? | 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" | [
"yes",
"no"
] | null | 0 |
math | grade-4 | parallel-perpendicular-and-intersecting-lines | false | true | Are these lines parallel? | "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" | [
"no",
"yes"
] | null | 0 |
math | grade-4 | scalene-isosceles-and-equilateral-triangles | false | true | What kind of triangle is this? | 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" | [
"isosceles but not equilateral",
"equilateral",
"scalene"
] | null | 2 |
math | grade-4 | properties-of-three-dimensional-figures | true | false | Luther saw a 3-dimensional figure. It had a round base. Which figure could Luther have seen? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAHgAAABSCAYAAACfUxCCAAARNElEQVR4nO2ce3hU5Z3HP+/lnDmTyY3IvUBIEEQCualgaEHRlQcUkFit213dcqsFkSIlWKvoQ7vtXmSL7OOqbXe1UIXyCC4R2lItLaBJVSxbVNCitCCCgklqJARynXf/eM/MJGh9SsjFmc734TDPzDmT83vznd/3/b6/35sRxhhzvAkOnoa6VmgxJBHH0ALSFAxPgX4uiOONxuw+2dNhJdEVGJcO+u3T9skAFy4KWfaTiF/UtcKBeni/Cd46DfJUqz0xMkluQiB... | 0 |
math | grade-3 | identify-equivalent-fractions-on-number-lines | false | true | Is 1/2 equivalent to 3/6 ? | "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" | [
"no",
"yes"
] | null | 1 |
math | pre-k | fewer-more-and-same | false | true | Are there fewer rabbits than carrots? | 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" | [
"no",
"yes"
] | null | 1 |
math | grade-1 | flip-turn-and-slide | false | true | What has been done to this letter? | "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" | [
"turn",
"flip",
"slide"
] | null | 0 |
math | grade-8 | identify-functions-graphs | true | false | Which of these relations is a function? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAATIAAAE3CAYAAAApC812AAAbMklEQVR4nO3da2xc5Z3H8d+M52Yn2A5JcGgSEqd2bIiJx0nssTeCqqAWHJq0sKViWe2F0qjqal+sVqt9sS9YVApiV7xZFcoiVJp2VS1aIcgClbNpIdtSsD228TgE104CdghsnBsZO77M1bMvTmbsSZw0IZ7LM/P9SIh4Mpzz+PbjnOd5zv9vSyQSibGIdHRaOh+XYgkBQF5z2KQbSqTaMqnKJdnGwomEfyLXwwKAL8ZXLjmOTFsf3OyS6pZYKQcA+ex8XBqekk5... | 3 |
math | grade-3 | identify-two-dimensional-shapes | false | true | What shape is this? | "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" | [
"triangle",
"hexagon"
] | null | 1 |
math | grade-8 | multiply-polynomials-using-algebra-tiles | true | false | Which area model represents the expression (3x+2)(x+2)? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAVUAAACrCAYAAADW4w/zAAAOKklEQVR4nO3dfWwUd37H8c/OrnlaY+zEBmNMSeyEp1xQwEUEJfQhKReIklRV1Eo5nVTxX6Qcuajin/R6/bN3qVT1qhO6NFIqXS+90+VCTkcqxcFKaeByhaQ2gfAQQ+yACbaxF4wXr10/zEz/cO0YFxx797sM+9v36x+zY5jvTx+sz8547JlYGIZh94j0+aB03ZfGQgEAZikRkxbHpfsXScvmSbHu4TD8KB31sgCg8G0pkxLnBsdfLJ8nrUmONy4AYHau+1JrRuo... | 0 |
math | grade-3 | parallel-sides-in-quadrilaterals | false | true | How many pairs of opposite sides are parallel? | 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" | [
"no pairs",
"1 pair",
"2 pairs"
] | null | 0 |
math | grade-7 | identify-complementary-supplementary-vertical-and-adjacent-angles | false | true | Which angle is complementary to \angle{2}? | "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" | [
"\\angle{1}",
"\\angle{4}",
"\\angle{3}",
"\\angle{5}"
] | null | 2 |
math | algebra-1 | multiply-two-binomials-using-algebra-tiles | false | true | Which multiplication expression does this area model represent? | "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" | [
"(x+2)(x+2)",
"(2x+2)(x+2)",
"(2x+2)(x+1)",
"(x+2)(x+1)"
] | null | 3 |
science | grade-4 | read-a-thermometer | false | true | Select the temperature shown by this thermometer. | 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" | [
"79°F",
"85°F",
"84°F",
"78°F"
] | null | 0 |
math | kindergarten | compare-sides-and-corners | true | false | Which shape has more sides? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAIr0lEQVR4nO3dz28U5x3H8fczs15sljU4Tg1GwUAxuGC3Eqdw5JpKOSClpypVpaqtWiG1Ug5IHFD+hFaqWlVVpUpRb5FyqdpTFSmXSFwiFRNCSRoCbXESQsiujbHZmclhdgVxgNje+fHMdz6vU1B+TeC9w7PzfOeJS5IkWVqH9+9BN4JegkhlNRy0Qzi6E/Y2wS2tJcnFTtmXJZK958ehce1e+oPpJsy10vpFqqobwdUVuLUO/74HQaeX/gnFLRa0w7RlgOUIgui... | 1 |
math | grade-2 | read-a-calendar-ii | false | true | What date is 8 days before October 18? | 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" | [
"October 9",
"October 10"
] | null | 1 |
math | grade-3 | scalene-isosceles-and-equilateral-triangles | false | true | Is this triangle equilateral? | 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" | [
"yes",
"no"
] | null | 0 |
science | grade-6 | predict-heat-flow-and-temperature-changes | true | false | Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAZg0lEQVR4nO3deWAU9d3H8ffslZPcEK6QgEA4JIBIwCLIIYoCLSJYvB4PnqeVtj5Kq4+ooNaixWo9quBjW6utx2M5VC4FUTECCYcEAiEhCYEc5CL3nd3s7jx/bFgJl8FsZpbk+/pHMjs7893Dz87vO/PbVVRVVYttcKwBah1gVxFCCI8wKdDNCIP8IdICSrFVVffW6F2WEKKzGxcEpqwG1x+9LBAb4EojIYTwhFoHZNRDkQ0yG8BQY3fdIGEjhPC0bkZXtgDUOcD... | 2 |
math | grade-6 | interpret-histograms | false | true | The Brookfield Soup Company recorded the number of rotten tomatoes in each barrel it received. Which range of rotten tomatoes per barrel occurred most frequently? | 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" | [
"120-139 rotten tomatoes",
"80-99 rotten tomatoes",
"140-159 rotten tomatoes",
"20-39 rotten tomatoes"
] | null | 0 |
math | grade-1 | ordinal-numbers | false | true | The first picture is a fish. Which picture is fourth? first | 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" | [
"sub",
"turtle",
"fish"
] | null | 0 |
math | kindergarten | one-more-with-pictures-up-to-10 | true | true | Count the apples in this group. Which group has one more than the group you counted? | "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" | null | [
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math | grade-7 | bases-of-three-dimensional-figures | false | true | Look at this figure: What is the shape of its base? | 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" | [
"triangle",
"rectangle",
"square",
"circle"
] | null | 3 |
math | kindergarten | select-three-dimensional-shapes | true | false | Which shape is a cylinder? | null | null | [
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math | grade-3 | identify-trapezoids | false | true | Is this quadrilateral a trapezoid? | 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" | [
"no",
"yes"
] | null | 1 |
math | grade-5 | reflection-rotation-and-translation | false | true | How has this figure been transformed? It has been... | "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" | [
"reflected",
"translated",
"rotated"
] | null | 0 |
math | grade-8 | identify-functions-graphs | false | true | Look at this graph: Is this relation a function? | "iVBORw0KGgoAAAANSUhEUgAAAQ4AAAETCAYAAADH+ejgAAAXzUlEQVR4nO3da0xb990H8K/NxcYmCWlqoEsTY7VdEHgNKOH2YlHcZ9JGA5sSaWFS1xdBrdRN8KrTur0Yq5J1ClVbTQpdNE0L2VZVI1qnSCFLpU4h2vQITMvidSYyU/vYSaMFTNsYiMHm5ueFc45tfMEHG59z7O/nDcaYkz+3b/638/9pQqFQCEREEmjlbgARqQ+Dg4gkY3AQkWQMDiKSjMFBCQUCAQQCAbmbQQrF4KCEHA4HHA6H3M0ghWJwUEKjo6MYGxtL+vGBgQG0t7fjs88+AwAsLy/ju9/9Lvr6+nLVRJIRg4PiuFwuzM3NwefzweVyJXyN3+/H+++/j9u3bwMAfv3rX+Mvf/kLvv3tb+eyqSQTBgfFuXnzZsLH0Z566ikAwL179zA3N4df/OIXePHFF3H48OGctJHkxeCgGD6fD1NTU+L7U1NT8Pl8ca8TgsPr9eLs2bMIhUJ47bXXctVMkhmDg2KMjo4CAEKhEIS7ERL1Op588kloNBq43W6cO3cOv/zlL7Fnz56ctpXkw+CgGMJKikajgUajAQDY7fa415WVlWHv3r04f/48Dhw4gBdffDGXzSSZMThI5HA4EAwGUVVVJT5XVVWFQCCQcGn2ySefxNLSEt5++21otfxVKiT8aZNIGJK0tbWJzwmPNwbHrVu38NFHH+EHP/gBWltbc9ZGUgYGB4na29tx8OBB1NbWis/V1tbi4MGD+Na3vgUAuH//Pp555hkcPnwYDQ0NeOONN+RqLsmIwUGi6upqHD9+HHq9XnxOr9fj+PHjqK6uBgD8+9//hslkwmuvvYYPPvgAZWVlcjWXZFQsdwNIXY4cOYIjR47I3QySGXscRCQZg4OIJMtoqDIxMZGtdpBC8Wec3w4dOrSlz8t4jmOr/3A6JiYmeH2Zrn/lyhUA/Pnm+/W3ikMVIpKMwUFEkjE4iEgyBgcRScbgICLJGBxEJBmDg4gkY3AQkWQMDiKSjMFBRJIxOIhIMgYHEUnG4CAiyRgcRCQZg4OIJGNwEJFkDA4ikozBQUSSMTiISDIGBxFJxuAgIskYHEQkmSYUCoW2+smsuZG/hPIInZ2dMreEthPrqvD6WcW6KoVx/a3iUIWIJGNwEJFkDA4ikozBQUSSMTiISDIGBxFJxuAgIskYHEQkGYODiCRjcBCRZAwOIpKMwUFEkjE4iEgyBgcRScbgICLJGBxEJBmDg4gkY3AQkWQMDiKSjMFBRJIxOIjylNe7Dq93fVuunfEp50SkTOfOLeDWrRUAQH19CSyWYtTUFKOmpggWS2Z/+qyrQgmxror6vfnmPgSDyQcV+/cH8MQTu1BTUywGS7pYV4XXT4h1VdR9fbd7FXv2PIDXu4bV1cR9gzt39LhzJ4i6unU0N+skXZ9DFSKV83rX4fGswuNZhdO5gsnJlZiPh0KARhP/eaWlITz3XDk6Osok/5sMDiKVmZxcgdu9Kr6dnU09AZooNMzmInzjG3fx7LNf21IbGBxECub3hzA5uRITFukwmbR47LEi3Lu3Fhcsp04Z0dFRhomJ/9tyuxgcRAri9a4/DIpl/POfezE390Van1dXVwKrtQQ1NcWwWIpRWamF3x/CSy99Kb7GbC5Cb++OjFdUAAYHkayig8LpXNnQO0j852kyaVFfXwKrtTTl0qrRqEFPzw68/vo8Tp40oKvLkLV2MziIcih1UCQW3ZuwWktgNCaYtEiipaUU588/gsrK7O71ZHAQbSNhjmJ8PJhWUBgMGnFPRUmJGydO1GfchmyHBsDgIMo6t3sVH364DLs9CI9nLeVrhaCwWkviNmFNTAS2u6lbxuAgypDfH8L4+DImJ5dhty9jcTH1ZuymptKEQaEm6mw1kczCvYqdePfd+5v2KszmIrS06MSeRT5gcBClye1exY0bQdjtwYdzFbsBxIeGsOrR3KyTPJmpFgwOohTiwyKxuroStLSUqnr4IUX+f4VEEqUTFgaDBnv3+vHNb1ahubk0L3sVqTA4iBDeX3HjRgDXrwdShkVzcymam3VoaSnFxIQHhw7tz3FLlYHBQQVLWA0ZGQkkvQdkY1hQGIODCo7bvYqrV5eSLp0yLDbH4KCCMTISxPDwYtLl06amUthseoZFGhgclNf8/hCuXl3ClStLCXsXJpMWHR1lsNn0BTfBmQkGB+Ulr3cdw8N78KtffZkwMI4e1cFm0+fNhqxcY3BQXvF613Hpkh8jI0EA5QAioWEyaWGz6dHRUcbeRYYYHJQXYgMjltlchM5OA2w2aQfyUnIMDlK1VHMY+/YF8MILVRyObAPWVaGE1FBXZWrKgL/9bTfm5mL//9u3L4AjR+ZgNiv3tnSl2Gr5BdZV4fUTUnJdFb8/hIGBBYyPL8c8bzYXobu7HFbrowAeV/X3P1fX3yoOVUhV7PZlDAwsxAxLDAYNurvLOYeRQwwOUgW/P4TBwQdxk5/HjpWhq8vAVZIcY3CQ4nm96+jvn4vZ8WkyadHTs4MTnzJhcJCiud2r6OubixmaHD2qQ3d3OXsZMmJwkGIlCo2enh2cy1AABgcp0sbQMBg0OH16V0GcrqUG2S+4QJQhr3edoaFwDA5SnP5+hobSMThIUYaGYs/LYGgoE4ODFCN8o9qi+P6pU0aGhkIxOEgxLlx4ID6uqytBR0eZjK2hVBgcpAhe7zo+/DBy70lv7w4ZW0ObYXCQIgwPL4mPm5pKt6XCOmUPfzqkCJOTkd6GzaaXsSWUDgYHKUL0SgrvP1E+BgfJzu1eFR+bzUW8B0UFGBwkO78/ci+K0chfSTXgT4mIJGNwkKIsLiYu+EzKwuAg2UVPhiYrz0jKwuAgRTCZIr+KTmfiyvGkHAwOUoT6+kivY+Pp5aQ8rKtCCeW6rsrUlAHvvWcCAOh063j55c9y8u8WOtZV4fWzKtd1VQ4dAv7+9y8xO7uOYFCL+XlrxkcEqvn7n6vrbxWHKqQY0VvNh4b8MraENsPgIMXo6CiDwRDeNTo7u46hocVNPoPkwuAgxTAawxXZBJcuLcZsRyflYHCQothsOpjNReL7AwMLMraGkmFwkOL85Ce7xCGLx7PG8FAgBgcpTmWlFl1dBvH9kZFgXM1YkheDgxSpo6MMR49GlmMHBha4o1RBGBykWN3d5THzHf3985wsVQgGBymW0ajBmTMV4n0si4sh9PXNMTwUgMFBimY0avDKKzvFyVKGx/YbGRlBe3s7fv/73wMA/vSnP6G9vR2jo6PiaxgcpHgWSzFOn97F8MiRgwcP4vr16zh//jw++eQTvPDCC9i3bx/a2trE1zA4SBUYHrnzyCOP4Nlnn8VHH32E733vezh8+DDefvvtmNcwOEg1koUHl2qzr6mpCWtra/B4PPjzn/+MkpLYk+cZHKQqicJjYGCB4ZFFdrsdZ86cweOPPw6fz4eVlfhlcAYHqY7FUow339wdtzWdO0wzd/v2bXznO9/BiRMncPbsWaytreEPf/hD3OsYHKRKlZVanDlTERMeIyNB9PfPx5RboPTNz8/j2LFjqKiowG9+8xt0dnZCr9fjwoULca9lcJBqGY0avPXW7pgdpuPjy+jr83HSdAt27twJp9MJl8uF8vJy7Ny5E0tLS5iamop7LYODVK+3dwdOnozc2+LxrKGvbw5TU4YUn0WZ2DQ4HA4HLl68iOnp6Vy0h2hLuroM6OnZETNp+t57Jly6xMOA0jU9PY2LFy/C4XBs+tqEZ476fD6MjY3B4XAgEAgAAEZHR3H8+PGsNpQom2w2HWpqitDfP4/Z2XBhp6Gh8GFAPT07WJN2E6Ojo/B4PPB4PHj//ffR0NCA1tZWVFRUxL02JjhcLhccDgdcLpf4XFVVFdra2lBbW7vtDSfKlLDicvbsPG7dCi8jjo8v4+WX7+OVV3bCYsn4fO681d7eDovFgtHRUczMzGBsbAxjY2Oora1FQ0NDTAZolpaWQg6HA2NjY/D5fOIHQqEQNBomNKnXf//7dXzxxcGY5x577B949NF/ydQiddmYARUVFWhtbUVDQ0NkjmNjeRWGBqndV77yD+zf/1dotZHNYffufR137/4P1tYyK71QCDZmQHRGxBRkcrlcuHnzZszyS3V1NVpbW1FbWwu9Xh9zoXyoK8HrJ/bqq6/GvN0Oufr+eL3rOHt2DrdvR+rS1tQUoadnR0ZDFzX/fBNdPxAIwOVyYWxsLGYx5MCBA2hsbIwZqsR812pra1FbWwufz4fR0VE4HA5MT0/j8uXLOHjwICdHSZUqK7V4663dOHduATduhHsfwpJtd3d5xoWf8sW1a9fwr3+Fh3E6nQ6tra1obGzcfHJUUFFRgfb2drS3t8PhcODmzZsxt9QSqVFv7w5YraW4cOEBFhdD4n0u4+NBrroAaGtrg8/nQ2NjIxoaGlK+dtN+WkNDw6YXIVILYcn23LkFcejCVZew6upqnDp1Kq3XcucoFRyLpRhnzlTg2LEy8bnZ2XX86Ec+DA8vydgy9WBwUEEKV40z4sc/jhxLCACDg37eKJcGBgcVtJaW0rhb9IWhC2+US47BQQVPWHXh0CV9DA6ihzh0SR+DgygKhy7pYXAQbcChy+YYHERJcOiSHIODKIVkQ5e+Ph9mZkplbJm8GBxEm0g0dPF41vDOO1Ww25dlbJl8GBxEaeruNsYcTxgMavH66/MFeTwhg4NIAptNh9Ond8FkivzpDA0tFty8B4ODSCLheMJ9+wLic8K8R6GEB4ODaAuMRg2ef34mbt7jpZe+LIj9HgwOogwI8x4CoRC20xlfbzWfMDiIMmSz6fDGGxUxNV1+/vO5vC6EzeAgygKLpThu0nRgYCFvw4PBQZQlwqRp9GaxfA0PBgdRFhmNGpw5U5H34RFTHkGqiYmJbLaFFOTKlSsAgM7OTplbok6BgBZ//GMlZmcjJ6h3dn6Jr31tQcZWxdtq+YWMT2bNp7oSvH6EEBxqbb8Srt/QEMLPfuYTD0W+cuURmM3mtMsx5KL9W8WhCtE2STZsyYelWgYH0TZKFB79/fPwetdlbFXmGBxE20wIj+h9Hv39c6rens7gIMoBo1GD06d3ieHh8axhcPCBzK3aOgYHUY5YLMXo7i4X3x8ZCar2PA8GB1EO2Ww6NDVFTg4bHHygyiELg4Mox3p7I4cBzc6uq/IAZAYHUY6Fy09GhizDw0uqW2VhcBDJwGbToa6uBEB4lWVkJLDJZygLg4NIJh0dkUOA1DZcYXAQyaSlpVS8DX9xMaSqFRYGB5GMmpsj962Mj6vnDloGB5GMmpsjS7Mej3rOKmVwEMnIai0RH3s8azK2RBoGBxFJxuAgIskYHEQkGYODSEZqvE8FYHAQySr6NLDow36UjsFBJKPovRtWa2mKVyoLg4NIJn5/CDduRIIj3UOMlYDBQSSToaFF8bHZXASLJeOiAznDuiqUEOuqbK+ZmVL87nePie8/99wMzObc3yHLuiq8flaxrsr2Xd/vD+G3v70PIHwGR11dCU6cqM/a9dPFuipEKtLfP4/Z2XBoGAwa9PbukLlF0jE4iHJoYGABk5ORJdienh2orFTfn6F6ZmOIVMzvD2Fw8EFM8emTJw1oaVHPEmw0BgfRNvP7Q+jr88Xc/Xr0qA5dXQYZW5UZBgfRNnK7V9HXN4fFxcji5dGjOlXOa0RjcBBtk0uXFmP2agDhOQ01bfRKhsFBlGVu9yoGBhZihiYGgwavvLIz5uAeNWNwEGWJ3x/C1atLcb2MuroS9Paqc/UkGQYHURaMjAQxNOQX92cITp40qHoSNBkGB1EGnM4VDA4+iDsvtK6uBN3dRlXdfyJFfn5VRNvM6VzBO+9U4c6duZjnTSYturqMeTEBmgqDg0iCkZEgRkYCD3d/6sXnDQYNOjrK0NFRBqNRI18Dc4TBQbQJvz+E8fHlhHMYAHDsWBm6ugwFERgCBgdREl7vOi5d8sNuX47ZwAWEexhPPLGAH/5wf16tlqSLwUG0QexwJFb0kMTl8qCysib3DVQABgcRwpu2rl5dSti7ACKTns3NpQU1JEmGwUEFy+tdx/h4EMPDSwnnLgCgqakUHR1lebPjM1sYHFRQhLAYGQkkrdVqMmnR0VEGm03P3kUSDA7Ke+mEhcGgQXNzKWw2PXsXaWBwUF5yu1fx4Yc78e6791NWgW9qKkVLiy7vN2xlG4OD8sb4+DImJ1dgtwcfzlnsBhAfGkJYcKJz6xgcpFpe7zomJ1cwPh6E07mScDVEwLDILtZVoYSUWlflP/8x4PZtHW7f1sHrTT680OnW8dWvLqKmZhlPPeWHXp941aTQsa4Kr59VSqmrEp6rWIbTuZJwQ1Y0k0mL5mYd6utL0NJSqurvf66uv1UcqpCiuN2rmJwMh8Rmww8gPASxWkvQ3KwryK3fcmFwkKykBoXZXASrtVTsVZA8GByUU9EhMTlpBuBL+XqTSYv6+hIxLNirUAYGB20br3cdHs/qw6BYTrmfQsCgUAcGB2WN0Jtwu1fhdq8mvf8jGoNCnRgctCVu9yo8njV4PKtp9yaAyByFxVKMUGgKzzzz9Da3lLYDg4M2FR0SwmRmuurqSmC1lqC+vgQWS3HM5quJifSvQ8rC4KAYwhDD623Ggwd78fzzX2y60iEwm4tgsRTDai1FTU1R3p7wTQyOgpa6J9H88G3i0DCZtKipKYbFUpywN0H5jcFRAPz+kLi64fWuiYGRLoNBg5qaYlitJeJbhkRhY3DkGSEUZmfX4HSGgyKd1Q2ByaSFyVSEzz//X+j1n+OnP/0+VzooDoNDpbzeddy5o8enny7C7V6F17smqRcBpB5uvPrqOAAwNCghBofCeb3rmJ1dE4cZwq3kYVUAFlN9uqiuLrxHwmIpFocbRFvF4FCI1AGRvuheRE1NsRgWRNnE36gcE5Y7hZUMvz+0pYAwGDTYs2cJTz+9GxZLMUwmLXsRlDMMjm0grGJ8/HE5Pv10cUuTlAJhRcNiCfcehMdGo+bheQ2Pb8NXQJQagyMD0b0HYXjhdq9GbZjag3TnIFIFBJHSMDg2IQTB5OQK/P6QuIKxld4DEFnutFpLUFlZBJNJy4Ag1WFwIPvhAIRXMVZW5tDY+CgnKSnvFMxvsjABGR0Od+/uxdzc51u+ZnTvwWjUxA0vJiY+waFD+7PSfiIlyZvgECYkhWXNxHMOG23+5QvhIARCfX04JNh7oEKW9d9+vz/8R7odY/boXgMAOJ0r8PvXJe+Y3IjhQCRNVuuqfPxxOT74YDeqqpbx/e/PSL7ezEwpgkGt+HZ6ugSBQOT9TJhMQej1IZjNAQCA2RyEXr+OqqrljK6br5RaV4WyS9a6Kk7nCgYHH4j/89+5o4dO93TchiRh2BD9VphvSPfMh1Tq6iI9BWHOobKyKOn9FvlQFyPf66rw+nlYV8XnK0Z//zzGx2P/1zYaNRgZCeDq1aWsBoPZXASjURsTDEajhjsmiXJsS8Hh94dw8aIf16/vBRDf1X/wIIQbN4KSryvMNVRWalFZWYSlpbs4fNjCfQ5ECiM5OIaHlzA0tJi0BxEKAZokf+Mbg0HYAJVsODExscDeBJECSQoOu30ZdvtyymGHRgPo9RpUV2tx8qQRRqMm5TwDEamPpOBoaSkVy+7Z7cu4evUe7t4tx9xcbJAEAiH4/SGW6CPKU1ueHG1pKUVx8ec4dMgsnh1htwcxORmu/9ncrMtmO4lIQbKywyk8Z6GDzRYOC6dzhZOZRHlsW7ZGckKTKL9xxpKIJGNwEJFkDA4ikozBQUSSMTiISDIGBxFJxuAgIskYHEQkGYODiCRjcBCRZAwOIpKMwUFEkjE4iEgyBgcRSZbVuiqUP1hXJf9lUnoho/M4trPmA8krF3VVSL04VCEiyRgcRCQZg4NE09PTuHz5MgKBgPhcIBDA5cuXMT09LWPLSGkYHCS6du0aHA4HXC6X+JzL5YLD4cC1a9dkbBkpDYODRI2NjQCAsbEx8bnR0dGYjxEBDA6K0tDQAJ1OFzMsmZmZgU6nQ0NDg3wNI8VhcFAMISBCoRCELT6tra0ytoiUiMFBMdra2gAAGo0GmofVwzlMoY0YHBSjoqICBw4cEN8/cOAAKioq5GsQKRKDg+JE9zDY26BEtqUEJKlbbW0tdu3aJT4m2ojBQQkJcx1EiWR0dyzlL2H3qF6vl7klpET/D6FyYrGM8+xLAAAAAElFTkSuQmCC" | [
"no",
"yes"
] | null | 0 |
math | algebra-1 | perimeter-and-area-changes-in-scale | false | true | Look at this circle: If the radius is doubled, then which of the following statements about its circumference will be true? | "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" | [
"The ratio of the new circumference to the old circumference will be 3:1.",
"The ratio of the new circumference to the old circumference will be 2:1.",
"The ratio of the new circumference to the old circumference will be 1:2.",
"The ratio of the new circumference to the old circumference will be 4:1."
] | null | 1 |
math | kindergarten | represent-numbers-with-shapes-up-to-5 | true | false | Which group has 5 rectangles? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAARwAAAEcCAYAAAAV9AvgAAAE3ElEQVR4nO3dP24UdxiA4W/9h4IYRJUoHU2SmorrcAAOwSE4AJehoaEmpKCL02JjCWJrUqyQtnJhzDt48zzVrkYjfd+O9Gqn+m2WZVlOv8z8dTFzdjVzuQzArTjazDw4nPnt/swv92Y2p5+X5c3HtccC9t3ThzNH7y+2X369N/PHT9saAdyGs6uZd59m/v4y8+fFzMHHy+0FsQFu24PDbVtmZs6vZg6udi4A3Lavbfl3mTlYdxTg/0RwgIzgABnBATKCA2QEB8g... | 0 |
engineer | grade-6 | identify-independent-and-dependent-variables | false | true | Hint: An independent variable is a variable whose effect you are investigating. A dependent variable is a variable that you measure. Which of the following was a dependent variable in this experiment? The passage below describes an experiment. Read the passage and think about the variables that are described. Many types of bacteria cannot survive on objects made of copper. Dr. McCarthy was considering using beds with copper bed rails instead of beds with plastic rails at the hospital where she worked. She wanted to know if copper bed rails would reduce the number of patients who got new infections.
To test this, Dr. McCarthy had beds with copper rails placed in half of the hospital rooms. Over the next six months, 430 patients were admitted to the hospital: 215 patients were put in rooms with copper bed rails and 215 patients were put in rooms with plastic bed rails. Dr. McCarthy counted the number of patients in each type of room who got new infections while they were in the hospital. | 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" | [
"the number of patients who got new infections",
"the type of bed rail"
] | null | 0 |
science | grade-3 | use-data-to-describe-world-climates | false | true | Which statement best describes the climate of Rio De Janeiro? Hint: Summers in the Southern Hemisphere occur in December, January, and February. Winters in the Southern Hemisphere occur in June, July, and August. Rio De Janeiro, Brazil, is a city in South America. It is located in the Southern Hemisphere. It has a tropical savanna climate. | 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" | [
"Both the temperature and the amount of precipitation are higher in summer than in winter.",
"Summers have lower temperatures than winters."
] | null | 0 |
math | grade-4 | identify-trapezoids | false | true | Is this quadrilateral a trapezoid? | 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" | [
"yes",
"no"
] | null | 1 |
math | grade-6 | classify-rational-numbers-using-a-diagram | false | true | Use the diagram to help you answer the question below. Which of the following is a rational number but not an integer? | "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" | [
"16",
"–36",
"1 3/8",
"119"
] | null | 2 |
math | grade-4 | properties-of-three-dimensional-figures | true | false | Jeffrey made a 3-dimensional figure out of wood. The figure had 9 edges and 5 faces. Which figure could Jeffrey have made? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAMwAAABSCAYAAAAYTjvBAAASYUlEQVR4nO3deVBUZ77G8W9rY5Ct0SsqCkI7aFJAlE7UEkIUHAxuCS7RVFwBI5lyRQbjMqNAFryTqwiaGeMKJjOMwZRgYmJw9NJKok6AkdTgNkrZhiuuEZBVtnP/6HCkFZRuusGY91NlFX36Pad/3dWP5z3veU8fRdbNOunET/UAKJAABYIgNJGQUIAE/r2UKE/+VN8sIiIsgmBIoU+FAr77qR5l0z7lOfsuvOxkRa9uIjSC0OR2rUT2rTrOlzciAV2a4iHCIgg... | 0 |
science | grade-6 | compare-thermal-energy-transfers | false | true | Max lit the charcoal in his grill to cook two identical salmon. He put one fish on the left half of the grill and one fish on the right half of the grill. This table shows how the temperature of each salmon changed over 6minutes. During this time, thermal energy was transferred from ____ to ____. | 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" | [
"each salmon . . . the surroundings",
"the surroundings . . . each salmon"
] | null | 1 |
engineer | grade-6 | identify-the-experimental-question | false | true | Identify the question that Khalil's experiment can best answer. The passage below describes an experiment. Read the passage and then follow the instructions below. Khalil put one two-inch steel nail into each of six test tubes. He added water to three of the test tubes and vinegar to the other three. In each test tube, he completely covered the nail with the same volume of liquid. Khalil checked the nails for rust at the same time every day. He recorded how many days it took each nail to become completely covered in rust. Then, he compared the number of days it took nails to rust in water to the number of days it took nails to rust in vinegar. | 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Gr//0FfZOE5TlIJOU+GCCIyLWew3ujODuu2+y3PnMYn6kcqZxxlPPPc94nKFR0aoFbF65zvFgwP37jzm31QPHY54Lbt68ST4b0qp7rNUajJKMJ7Y6nIwPeBSBbtjkSnJ3OKfWCOm0dJqOjq0pQqOk9EomdcXUbzEoTzicwPd+toOZK568sknLzkjHuxhage+HNMIGZa4jpaQRwOWLPba2Qm7fecB3vvXPqDe2uHDpOY52+jx3/SmiZMgXP3+Nt2/e4Y1XbvKdK99h53jIF3/x13j1x9/n/FMvcP2lz/L4qE//8YRvvVEQVz/hG1//OqYbkCY59VoLx3QJLJNatUJAgaFLZnHB48EHvPPaG3heSK3msb21hi3nDPqHnDmzxO/+9U/z7W+/wh//hSSa/nN++zd/kaqE00GfTqvBZNCHPMM0TTShUEqCaVAVObKq6Pf7ZGe2mBw9Zj6fsfnEE6yvrZLrOVE84Yc/vMml+3coRlOee/4TTEyHw73HNA2HKC3Y39+ns3WOnWTMWyOJoVLC0KFuGGSjY6L5FAwohUavt4KhWZwcHBL1J7iahqtBkeXUmi5plVNUGo3eDCfs8/69HY5OCw5SnShKiaI5dd9FExV5XGEosHTodFx+5Te/wXg+4823bvDm20fcP9jBDXYoSpjG4AWgGWCZOrqpoaOQSlKWUAjIlYFp+RiGgaYkGotOSymJlBLPcZAsWvCyrKiEBoaF7WiYTkkmFEUpULLE1BXIAq1YjD9sIJvBShdWuyGaYVIUFVJIVFowrVLaroeSOrmCeZEzzyrKCpQOlgH1AJqNFS5sP4FlmMDHDJjz6TGz8Sme7TObxFiGTej7qAqUUCDAsRx0cnbuP+C5q9tQ5cyTCUqVVEqRlhJRKcq8IJ2N8DXFubUmV8700IsxWpUhRYmoJGlWoZQkqyCbRhycZAgJvdUt4jRDajqVUFjWYoaztbZKpx7gmop2zaKUc2Q2IYtGKCkZz1JmKcQSZA6iAYYboCyHRqfHONcoKkElFK1uh04LBiMwUGRZRjRPkSza9yyN8Vtg6IpKSVw/wLAsgiBAlgW2Dhe2z5Ckc9567Q1mcQpenbSoCFwblRWstmqobMrWEsg8oua5JPU6x6M5k3nC+hmf4f19TK2i5uuc31rh4ZlNbt9+TFZJvFoHaVnsHQ9p2gJdloQ2xPOU5cDkzLLPQZQgkVQaTArYn5dsTxLWmxqma+KYilog6GCwUllsJnUeZTNOxoqHJxW+O2E9LdjaauOGGpChiRCkjibAtR1aDQMzrnj+2XMUacbDhxH3P7xHb3mNZs1naatDa67z5PWr/JM/+je8+tOfUpk+X/1ajioyrLDN7/zHf5d4NuYv/uxPeLxf8dP3Mzz/J3zx5z7J2e3zTOOY0NcRmsnmpcuMXJ2H9+7wxBPXcBo9fvTa6/zFn36TX/nGL1OVkgoNy/MxTMUz1y9imxpr3Zv8iz+dUmv+mK9/9St0lhyaQUgeRYSeSxB6FKUgzQpUpdA1hW2bTKdTRuMBl89u8fobrzEZHSNsjWH/EN10MJTEsSwUOuP7O6SzhJ2dR5y9cJ6v/tKv82c/+A5/8doNfvawYiIMJjOBBtiAbwMaGCZMYmgFQ7pNcIFQh04INRsw4NG9DNOFvFKMdw5JxCGzHJIKbp/02drwUMKmyk1UITHRMZXENExWt85x8eoV0iohFSU7B0fcvguDbHFzmyZEETgO6L5EM0BpUEmoBOQCYk1DVga61NFZPDAXx0ApMBYwgdIMNN1EN02UBrMKRCnRLQtNV1iWh64rZJlSFRJkigA6yxa9XpdmPaTKYqRIMHUddJM8yZlLh7JSzPKccVwxS6BSYFvgO5BLOB0N2X38mCyeAta/V5D8d48JYOkloadT5Am6qvC9GoHjsNTySSsdTWn4jks9nLH3+BGmAYZSJHlMqxFQyZhSGkTxjNOjPfRqxovXt3n20irpqI8mIhwkhiawbJNKSgohKLEZDSKSROA4Go4dkucaWTFC9yR5FuN5BsvtOmaVgkhJRvuU0TFVeoLKJsxGY+K8IhOQfvSmgmZIvbMMhobheOhKUcUZ8ySm3W7T6TiIUY6OopKSaRSjaQZ5EjMdneD31jF1QDeotTqsn73Ah+/fpFJgOfDezVvsN+qMowzNCCmMAKkJZFlx/kKTXqdOMU1YuqSx2mmiKoHjeKTFFNcLSPKCMPS5fP4CSZyiyZgr2z1ebcDd+wO2znaJ8xyrmFPWDVrhYtjvGhq+Kbl2ZpWk6vPu4xmZ1ME06ccp/X6f2AgpXA9le+i2RagnbCodIT2iwYyqspmWDe4f5RTRCZ2wolbvUMkSTVbomBimju7oiExS5GM8v87nPvMiunrIm2/eR+Ylh4f3eObFMxR5xOBoxPhkwoP+hLUzO7zy/T/nzJUnGU5ivGaP3/qdv8bB41368TtkmeDbrxxTVT/hl7/exjbAqGJ014KNLipoUjo1tlbXadYb9Hcf8Pj4iPvvvoWsKtyGz+b6JlUxw5IRW90mvPAJ5skb/KvvjTl7/j7n1lb58V98n89/+pNEeUanUUcBszghzQVplmFoOmmaUlUVhyfHSCmJZxFppfjg3ZvopoMsoRhl2NIgbwtGJ32Wz17hJE44uvEhy+eusvPd29weg9XWEYEgjRc3VW6ZZFlFmYNjQVbCdAxLDQ2/V8fpejhmCWXG557ewLI8SkweHg64u3eMX8JglrHXh72TlE6nhm34mI5DPXDJoxkSaC0t47gGtm5z5eI2s0+/RD24zf17EeM5mBLaDTBtDdezcHwL21TkIiFLYFqAphxSZSOEoJISjMXASjdMTMOirCRK1zAMC82wkLqBREMJULKkylN0TaAbGrkmUWWGJis8x6HmGKwtL+FakCRzsmiGyBeAqQlJUin6CKYFTLOSeQmFCeZHYFmaIDR479FNcjlA5DF0fvljgMrFMQFCz0QKj8c7B+RZiu81EGVFq1EjPp5iGgau6xL6JtNxiWUZmLpOqktqtRrjcUFawGg8pN8f0G24fPWLn+DyxTqz0wcYRkFguBg66BYoc1EpYARMoyGGYeN7DmUpAJN5lNDwWxR5RKPms9Fr45mAKUiGB5jlBJGNaPsOuhSMxlMqHSxTQ1aKKM05PO3DXLCxsUYhTKJ4MX9d3mwQ+h46Oa5pUFZiMcDWNMo0Jh4PoczRNYWmW+i1Jq3eGpZfp9bootv77B4NGcwy8kmB7RiMZUGn02J61Gf7+avkk3267Sahb9Go1VFK4bo+KI2g3uD09BhD19k+s87w5BhNg6Xr53nryjYPfvSItJTMsgoHhZvpTHJwooxGzcWvCi5srmD4LXZ23yRFkuuQpCljMqahRbLUpjAdhAaOLHDTKde31jnaj3jrbsLh0pxOvcd03ufmzbtU+iVa7R69roOSOlEUoURF6IXoS1uMpxGj0YAvfu4lzm2f5R///p9y+UqX9995l2eff57lVovl9i26qw0OHtzl+9/+Nn9l/RzXnl7m4OiI5z/5c7z8xXfZOZ6ye+8+BfDD1wZY4U/4la98jkqkSFUxGA+YFyWdlTUwTJLpiM1ekysXz/An3/kJ/XnJky+8wPKKhaW7WGWEaxqc2b7AzwcruO53+R//4B3+6q/nfPlrX+O9119jY2UJIQSNRgPbcxlP5pyOxkhVoRvQaDZpBy6WY3M6nHJ6NOTezV10S2O5t8H+wz6yULwmb7OxscWSEzBPK453j9j/yRHKgPNbFtMC4hxsB1QFSVwh0fGdOnGeAoK8qNAMDW9a4ocejfVlNpo+oRJQCpaXuiytrtHo9DgczwlPJ4xHhyQlrJoazdAjsCyWmzXGmiCP5gSWyenBQyxX0K4FfPULn+LJK5d59ZU3ef/WPfK8QknAUDhWhW/ruJ5BLjTmQlEWoLQYvYhJUygFH30/GBbololRSpSmo9ApFChNR9dMNNPANTQ820DJAiUrZFkiRYVnafSaDZZbDTRRItMcTRSErokTNEEJiiSm0HRmucao1JhVOrkm0SyFsiBRUOYgFNy4OeHx/QmBCY1f/Njw8qOWPBojhWKp26TfH6Mpie85dLsujw/HCCHQdZ2VlRXee2efH/3w+3zquctcunSBYf8IN+hi2CVldYTvw0vPXeD6pU1MItbPXWZw8BBLM7h//y7H/RnH/TnC9RnnOc3GMqePD3BRnFnb4M13b+G4FrLKqNUcVlZanFtfBk1AFbHZCzjaixEqIY/mTAZ9pJRYto0QBkmVotsOaVni1RpkoiSvFEqDra0NDk5O+MLnPssP3/0TIlVhoBgPhwSeCyIltHWKaISy6hiuC5aG5tYxwg7SHmOHITtHIzpdE1tvUCYlc1ny6OgOL55bQpoufr3NeHJIs9mgtdSjsbrG3sEprW6HCgtTS9lY3SDwHQ6iIZc2ezj1Gp99/hr7JyPevD+it7FCoTmktsO7Dw65trWEQKPTbNDutdHNmE890eL1B2P2Ckm36fLoNKOrDbl47iJ6IXFdi3a7hR+VFFrME+ttjg4T7r3/gDPLNZAKFOTvnPLCi6tYzgnR7JSNjTWcsM3poxLf2SLsmdT8CXE64NwFh7/+16/xox/domH2KGKbTrvF5z79Mt2VVW58+IA/+/6PWb1wHU3TuHD9KR6eTPndv/MPGA6H/MvpgMPDCaMCvvv9uzQDna989klO9oZElUa73SXJ5lhSZ/vsJq26xxtvv8vVKxfZjype+8lrFEnKpz9xHVuG+LaFGbSoVz6fePmzNMO3+eNv3iaZTPj0888wPD2iOjjg8OiIJ65fo5JjDFMjtAIMx6W73KNIEvzWCoO7B3z/u69iVNBrLlOloPAYlglPvvgSUVbyo9dvkKY5mqaTZRmeXeOyXlDrBQRuSLPRRSqHg6MJdx+esDMZoWGiMBEoZpFgN0uoeU3WN7q4fg0v2WdjOQSrQvc92lc32etPOO6E9AKdn76yT3Iwo5ARy8vLtCwH04M4LfBERDk7pe6GOLrNcNhnJQz55S99kie2Vsmzkna7ixd6KCqSdIJhShzPYDoZsHdwyGCUc/HSVR49esx7tx7TatvohsmDhwlJVnHlaouDozFRDPUGBPUaaZIzHhckKeQTMA0Q5eJh0W3AmVWPtaUWvm1x8PgYWRWsLi0hqxIlKxCS/kiQCsFkVhIri0KWlCzGarAYXyhtMd7wA9joGPRadY4/Nrj8ywozDKiFTd5661163Q77e7vouk48nxHWfELPo1CCJEkwTSiKgna3Q56nzOcJQa2G4wZkWYznwUsvPIFFRjusMR+f0m2tUKYJpRRoto7QK0zHpkwqVCaRVYnvO2RZQVVVKKUQCNIswjFbbK2vQjpn9t4e8fARpppjmSXROKNIMsq8REpFJRWusXhjSimkWmzizqxvYpyMyPOCMPCwbJ3AgkGp0IHj40Nmsxl+qJFEEzqyxLZNpNIoC0HYWaHW7mHYR+QKhvOSaTlElSV5JbBtHVnAYX/Mrfu79OyCrueS4nA8jNhWOl7gs+LUMD2P+TTFsy2iyZijvV0mOzdIsowL1z7Nlz7zIm/f+x5JmuJ4HlFlsLq8yeP+CToShc5R/waNzhI/99RFTOsO7xxN2T/N6AAi7PDqB4944clNthsulpEQNEIKYbK1ZPDEmRoPjiIOHz9i6YlVSgpOTwu+973XeO6ldbpLNnv7D1hbhXZnjem4pJIaYdBAGRGlnLG2FvLcc2c5PtD58Q9e5cylc7S6De7dvMG7b9/m4Ai+9a/+BXYZsbm1RtjYolQ6X/va13jn9VfBOub+vSNmEv7sex9Sq2mc314lyGOsuUa77VNGU3b3B9T9Gq3uMnZDoY0T7j56xN69+zyoOZxd67K8fpFB5bHVcMniGfVWl83tu9y4ecR4OOCXv/IlfM/h+PiQ3f0DRtMJk8mIq089zda580yjGaZhUwqNRmuJz3zikyRRySxKOIliBqM5r9ya8cNb30ZvQJRAksATl5a4fOkq1WzIpZaJJwvKLMeVCStrHb7w9CXS0uDRyZi7eyc82D/i7u4u0xIo4XT/kHuaRBxbfPWZVUQRI0VBt93C913SNMU0NOq+g69VfPfHx8RjhdZJmBzvUfM8lrfXSaMRxUzH6ToEuuA0GjOZHSOlhiNSVntdPE/HNCta7RrN9jqVSBiN+6iWzaeeuohl2JimTfHiBeRvqY840DGzKMa0PTrdHsPJlGieYFkWjuuhlKKqKqSE733/hwRBgG27i0084DgOpmEgyort9iVm0ymWZTGfzihLQVlKfGtRPXZdcMqSXIBuQ6Pjsrm1xtmtZZbbIZc2e9QtaNkGnmXwX7//8YAlfASYVVFhGgZpnLCyss1kUlAoQVlmzKIJYbODZRkoBK4Le/v76JrB6emAKM6xfY1SSA6PMq5f7/LkkxfI4xjXsVBeCFVBmitmUYzUDYQGoRegxjl5VlGWcsFFm04pS4Hl2PihRzod0O40FsOM+Yzde3ep4gM23IwyTxgNxyRRQpokSFEhSkGz7lNWOWW1UCYYhkZRZuRZQlEUuLaObRk06qAPF/SiKFoQbU3DYTYekEYTHLdFfzoiSea03ZCg0cZ2PdBNhIL0I5AGKAuJCez3K8pkn7NteP7KWQqnSVQZEHYISoXICjTto1muCb7js9xrM7y/Qz6fc++917hw9nmeOFfn9ftTLlxsMItzLKnTC7pMsxw1jthc6dKueVSl5NPXzpLE75AOwA4dfrZ7whevXeRkMqVOTHvNw7I8pKbRbZo8sd0CkXB3d0J25QzS9PE9yWj4iA8+eMiTT22zvr7CLCooswErvbMkSYLlGEwTSVkI2q0OTz+9SrOWM5q+x+7DHYbDAMPUeO6pK0zzD3l86xHvL79Bs9fjpa/8Bqsb27S6PX7td36XP/qjP+L0+IgsgsMY/vt/fZtvfA0+W2vgawWFdPBsiyyoM5MGRmMJJ89ZURpp0yWa9rn/wYf47otsfOIqqxJwbCaDE/IzM5o1n9vvvsWrr4x5/4Nv8Tf+6rOYls7pw0fU63U2zmwRJxHzeEar22UyS8nyAtNyeeKJa4yPJrz/4QNsQ6LkjKefW+Wth0c8OgXTh+aKwwe7fUaTip9/8TmWez7J4UPyMsb2c2r2nJYzpFu3WekavPjUBWbZNsfD63xw+y6vvHKHkymcRMdsPOlz8+aQaxc38ese/eEQoTuEtYB2b4XBaIZjW8TRjL3dhN3HM5bbGrZtY0vQbY+yKNCrCsqMdDJmeHKKJjU0pWPVPaYni5pMZXXMaomiTBj2j7Asg9BYBl1jliTUa038bgdZCrAqGt0Aw3YQMmK5YbDSrKPpJhofqXmygjzP+e2vvEir1SIMG4ulbrogySdJuvg6y5hOoo8274owDKnVaszTBJ0Ky5Zggm664Hhojo1pWVimhqVJtKpAFTGyKNClALY/FrCEv1T6CMVoOME0LeI45tz5bYbv3KFW95jNwJ0O6HR7C1VMCI8fZyR5QZZXNJptXN8jyxIMA37+S1/CUApNSQanJzTrIY/2dpnP58ySDKfeQmGhmw66ZpIVMVKB69oMR1PSUuLXGzTaLarilN5qD+ZzMF1c26TIdHR9UeXOo4y8XFCDEFAJRRg4VHlCXsQo4aIhmI5GpFmEqZnUwxBlmPQ6HuYwRQfyCuZZjmWFRJMx8XSKWc+YTBfk5np3QUdyLJPAMQk8HVWa6LYDSMp8jqXBXEIRQVFAZ7VkVXgEfgiGg2ZalNmYoihIkgzb0PG7y5y7cJ4gPSSJI7775l1WvQ4vP3uF2/dfp7//mLWNNWZRzFKtSyoFlqgIak0C1yPKhnRcje22i9AK3tnPSYHD6Ygz3Q5RFJHGGlrooukmti1Z7XokSY3j/oSDwwFrG2do+QZh1SWO53x4Z4iuNVjpNSlFxSwe4doOWZFRlTqe28ayQxSKjU2dl/Xneff2bfb2D6nXQ649eR5Dh2//6ENuv/8umdJZ3TzHUiMkTku+9NWvc3p6yvHjB4zNAcOxZH8K3/zubTq+yxeefYLZeIIKQhrdDfqjCLtWY56l1AObq+c2OTrtc9gf8OGHO5y7fkRSFdTadZbXVnBsg+HxAYYG8/kPuflOyT/+72/wv/hPX2Lr3HlOTo9wpKDd7KJTEc+mKGWQZAmz+RTdgeF0RJrGtDtt1gyNh5OIT77wJOadu9x9nNMvchwLBpMJNz64w5L7NF6wRKvZQhQDRtEAv1bgSwPTNXBtHy+wWG0GXN9+hhcvt3nr9RvcvpVx+92EYgsM54jlnqLdc1habbHUW8F0a2AcUEnBy5/+FO/57/PuuyfsnSiENuKs38CttQgCG8twEQWIssQEDB3SOGY2OGR1dRXHWfAa89kEwzHYXtugkiXJNKI/n9FsNsjznPTwEMv2cRyXSiqSaE6lJJZjY1kWosoRZUVVFWRJQpbMmZclVTImcjyU0qiEtuj4ykUxVvdDTAOkUOjmgtsc1mss6S0svcSzU6TISEpFKjKyMiPPJJVSZEpgoBBFTpHlKFF9/IDpOj5KabSaHUbjCD9ok2UJnudSq0MlctAVQgksC+IxZLnACxq0myEVCt1QfPnnX+DypWsc7x9gaYLh8JhpZHI6PqUUoDs1hAooxIyiBN2QFGWM1ECZOsPRnCirsDs1lOtgeC61ZguhdIxak3Z3hZmKMNQU3XRQpo+QObZh4poVqQDftTESoCxxLAMlSur1BlgGmtIQmEyilFYtxCDFBErg4GTIc+eWKIuMIkuxDJ3A9ymLAlOHdj2g7hu0XIOGDUmy2LKjK1x7cYGKHDIJxzm883CA2zgB12E8mKHLCtc28B0XW9cwdY28LBbLL8sjzoc8df0JPtjbYX31Ir/55cv84bfvIOMRdT9gf3+f1VZI6Abc3z3APLtOp9nm8d4jzm1soIcFbz54TCMw+XB/yNlmxfWLbbK4IAxDbNuh0Arc0GB5tcn5pOSduwc06m1O4xxdlWx0z3NwsMed26/zq7/6ZS5f2uTDO++xub6G0nQMvU7NW0JiMCmGCBnjBJLzZ7dwXJ9H+we89cZrXFjvsNWCH++C3zrk/ts/ohnYbD3/JTAsfvWXf4nb77zOzffeZxT38V2TvUHFv/zWDTZaS1xYaRClJWo+x3YtbFdHlB6BMpGBiaYrZnHGzoN7/PEf/TM+86XPIbSCmh9g2zZuENLs9nj581/kyvU+f/LNt/nBq6/zqU88h+95YBosrywRBB7DyZgsk1R5QlHGPB6POTk9BUen1alRuSbTctFxPX/+Ira6z729jKqCMNR498E+UaXxieee4vlLG8wOP6Aoj9ls1ghCDdsomM+OybIMKUwa9TafvNbl6e3P8uEHd/jgw11+dgt+8uaMTmfGSy/ZlIbNo4Njut0ezXaX1dVl8rzk/OWLKN3gx68ckh4JzjwRkuLg+C0su4EUAjQHx/ZxrIX0Ubd0jo4OaLUaGIaxYFsEIZ1Oh6yo2D8cYDkmnbUOwyhlNBmzvlnD0Q1OhyMUOkEtJM8EZRRTiQLbNPB9n1rLp9ZoUqYRmgKpLWSXvudj2g4aFkIoPC9AsVDQSY0Fa0UttvGl1JmOCiQapbQolUEpDYTUUUqBVGhKgFRUuqAU5f9PQPv3Aph5XtHpdFhdNbHsKZPplLDmM5iOaTRM7LCO45pUVUElFhyp/cNj1joho8mMUuS4rskvfPGXmE8L8kxiOBqOY3J4vItpmxjCIWyscNRPmE4EhhNjmgZFmWKaIHWDQpSkhcI0XeJCYHgBph9ihHVQOmWlyIUgqSpyqVEpm+k8x3NcPDen1BWeZRF4Bqau4Xs2aTLDb3bxHBtRCERVEc9mBL4DgAIkcHg8AN3AMqAsSzQkvh8gZYipxXSaAZ3AZim0WApMJpMCTSvAMBES0ECZC6rFXChun2SUN+4Cip97+XkalsD+6DUFrkelbHRdR+omZtjAz1Ic3UY92KWcHvPchU2O93Z59XaGbGW4rk1WCWZpRc0LSErQZgkKG9Mw6LVqnF8/5YO9jI4N9x5MeXbZpdPzoFSYrkTXJcpUaJ5Nb3WF6p0H9Pd30Tp1WvUGutHAsXPGZcLrr7/PaHzE2mqDaTQlDBugXOJUYlo2fthEt2AczQjrDTYMn7BR52j3HobMuX6xy0QMGB2f8LMf/RChO2w89TKaptFZWuL3/qP/mH/4D/9rjicxs0RDUHHnEH7/D7/N733j8zx79RxlWWCZFYiKVt3BUDbDforpB5w5d4bJrfvcvfU23ZU6L778aVrtJnme0u72qKoK3TIJmy2+9IsFP/ze+9y++zY//8Ulfus3fhU3cDk+OaDX63F6dJ+qkui2YhCdkBslSysrmB74wuCFa5cYTjMmWUXvmWdZb+7x+s195nOJbsDN3T0yoLvS4OzGNkEVEEUR0ekp59Y6uJpNsxmgpEaSJIxP9qjVanz2U0/x2c9/mi8cRPz0jXd5++3H7Ny7Q+CZdLtdPKMkGe2ztr6FttZEZnMubq+RJnNuvj/j4YM7nFluk+QaeWUhKsUszplN54S+DbqG63vE0RyBhuf52G6IUIrhJKYoKnTNwzItylQyGkyI5jFpK+X4ZMju3gHtboeTkz5SLlgFvutQbwS4lg7KAl1R6y5RliVFqdDQ0W0f3bARYrGL6E9meJ5HVVVYlkUhK/I8x3Wdxc9hL7bwho2SGrLSyLOcMimoyhxdSnQdNE37dziiH89ZAGZWUhYK13WxrISqqlhfX+fx8Yig4VHICgzQPhK+6zrcvfuA3gtPk2cxmpWyvNyiHjS5/+FtPDvAMMFyTGpNB6UM5nMNgcOD+zvsH40pNZ3lTQ9NX/w+DBu37qIlOqYfMiunLLc7tHs9cELKScwsLpDYzNOS8TRmlgrmmcA0LWw9o+bZ6Jog9D00ckxTZzQYYDgNdNdDVgqpNDQpWO52cPV9ZnJBddo77aM0Hcd1qIqMJEkwvBDXNNDLirpn0XI1uqHBUmhwagEGYElyCYVa0CCE7iCVQSlTHp5mrB70MZ0QUQ1Ip2NEZmC7NYQOSZoTZxVBd52g0WTnwQOaocd83ic34Jc++zy3br/CcAwXz2homkFaCpywTVLqTMcjQj8gLSSabfPk2S6G3Oe3fvs3+Ol3vsUHD05oWgv1DNLArNdQlslc05G2ydNP1BkczZD1GqW0mMwSwlqDi/UrfPjhm+w8ustf+6tfJ4pTdKO2EB5oGbphEQQe9YZLJW2O+gWmI9nstTjbDahEQZgmLK1s8Efffofbd3epwnfw//gP+OIvfI1KaTz90mf48ldvUYnv8Oobd2mFPaL5KTf2wfnz17EclyfPNDFFTlUU6L6HsutoYROvZuE1S87PZ7SnNt/5s3/FPEv4zd/+bbrdLsfHpwhNZ2XjDFmW0B0M+cKXDb775++yf9THdl2cWoh2qjg62KdMZmRFTiUko/kJQb3F8vYSk/4cz9HIZxOe2TzPw8dH3D0+4JmtDZqBxyvv3GOUQcPV2d3d4/bbN2g/eY5G3SKZFPR3T3HnFo3ApfI0/EaNVmMJzYC8KjgaTijlBE8P+Y2vfY7PP3/C/Xt3eHTrHY41ePLJi/R6PZL9iMvrW8z2Y3Q74/PPXaQav0U8S7EpKEvJPNNJk5Lj4ZzpaELoOyiRkhcF3U6HXChkklGVkKQlWSEAHduEbD4ln06YJxmmbRENTplHEXoeo6UOm2troEl836HdauD5DshqIXk0bRLTpTI0pL4wrxGYaJWGqEBKA9MN0WyHrJghlYYUGnFeIHWNJIlxPJs0TZjNh2RxgawknulScxz80KCcxyhZgiw+gq31jwMrgY8A0681mc7mGAoePniI7vg0l1p0ekvkmsWt93epeT6hY1I6UOVwOhxQb3QwtBDNLOh2lzk4PCVNclzDwERjPhuyurLM3vGIaSk5yQTv7Z8yGudojYx1p4tta+iVwjBdwkYdZy7wApf5bEaj26O9vAWGS1LMMC0Dz6kxTwxGcU6Sm+iaA6JCkxW+ZWGJAsu1qChQmIzHp7S6MaFno7kWoe1TFoqN0qEevEs/grKEo+MBWZ5DzaIqc1SeYnkfkXirCtOz0B0Ly7FxDBO9AgEoTdKsWczyiulcUZJjuSFFtpCjlVJg2zYqE8SjKaUh8fycTBpEVZ/jkyHnz2ygSY/Ni09zPEqYPX5MFEXYtQ5f/4Ut/tl3HnNykrN1JsS0HO7uPGKr12FjqU2WZQRBncFoQMeU/Ff/+d+ks7TKtW7I7/83/x0Pdo+p221y3aLeCbA0G9PMsLSUL37iaf783/yY0WDMKKq4cClEd23GswTl15GV4pU33mNjbQnT8GjUW7QadXTDIykqdM3GrnXxqpROvcm9G6+h8pQz57fY2blL0PZ48cke33n/lLsP9pHf+nO2zpzliaefZf9gl7/6m7/OnZu36fdTdnYPMXUPJVPevpdg/otvUf+tz3P9/BK2JinKAtfTWV5eQimN6eCEbsPh3OZFas0a//wPvkeVJvzab/wVSgEYLktrW9y/9yFb58/SWQrJkgGffP5JAs9isLdPs97i8PEudlUxn0zJq4rpMKFWb9JohkwGExqhz/rWNgePDvFkwvXtFWLdwjAl47Mt3rg9RpQSC3jv7ds8ePs2z19q8ulnr1IaTT7Y6fPEpQsYZUnLAL8WYtoaWTHG1Ez80MU0fXSR0ak5bH36BbKnL/Lo4X1GgwPevH+PjfUOniXp+AYmLpOo4NL5Fo7XwFAVNddFU5CnBVlWkVcGWqYYD1OO+ilnKxeIieOY8WiKlIp6vYnneWhVxpXNFrYmObu1Qq3VxvYDnKCG6wVoxkL5k6YpuqZwXBdRLRY6aArb9JklkkxqCPGRMrAqFiYfuoVlmsRZTlmWjEYjPMfFMBaqOsuyqIqCMpmiG9B0HHQvRJcGSoBWlsgiX+jJi4w0mSOl+P8YQXxcgFlaJq7jUgwj1ntr3Lh3D6Pe5nQy5PDogFCBl2ULRmtgMYtLHuxPuXPnLk9duYqpt1CiyeraBktLyxzv3mY8eEzD0qmSDMuuEyy3+KNv/ituTXI6nQaPs5LuSYRl1MlnU4pMUqoC3baQ5YzZtE9Qu4Bb70FtiYbQCWsV8+mcsQbzSjGZ5Vimz1Jv4au43GqAVjKJI+aiYpSUXNjYph24eLbC79bZ3R/w+MFjrNoK25td+g8GlDnMpxnD+Yx2y2Sl5jI+3qNp1rEci1yrKD2XMqzjL29R3Z1Sb0QkatHOi6ykZmikDkxyBUWEBbgm2FSoPCcwHOZSRysLMHJCL+SdGzfYOx0zmuUkecH+7iOWum2a29d4uPuYaBCxvH0R331MPwNnMOSs71PkOaPJjE6zgYlBMZtybX2V82efwZEF5eM79DTFb3/9Kb73/fc4yKAZ1pmNFG5ooSYnbNXrzE932FpzuXEv4cz1C+wcHrJsbZCbLu7mOVQ+5YP9B7x/+zGfef4C691VJv0JKxuXSaXNdFzSXl0jm+xh1Rq0V7bJJydUWUy35TOKpli+i4nDPJZEmcGffut7KKOi7VssnXmGf/B3/1P+i//j/wWhlxwfPESvQBXw3g788Z//AOPrX2StW1+MSpIIo8qwTJOOr2H3WswmUy52anzj587w4++8ShYJ/sbf/V+ztn2VB48eELY7yAyS2T6feukaT5zbxDUUhaEz7I+xpEU8mbPd6vHO3bu8cOk8568/STLLaPk+STRH0+ZE8wMs06TbrTFMS3Kh8+T2CobU+dmdIQ4gBQwk/PDWBKN2yJNXzzEZHHBimFTzGSdpTJTHrHTqhI6BbXlYho0euuRlgZSSopxTq7s8+cwVhoM23eNjDo/63Lz1DqtrFyiqirSsWNvYZhZlSClR2QyhF5TzMc2ghqh0hqMZt3fg4Qwabz+i3YaVFY+VXo+N1WW2NlZZXe7RDgyW3AzdLMF2EYZOoQwqzSA2FiYYSJ05AllIMt1At2qkhkGcpogso5QGChMlJMhqwbMsBVJUC9s3TVFZBg3PQQdEVeHpFiLJCU2LKu6TzWckQmI4HkpZJFmFVAaW7dEfjcmzkjhe2M5x/mMGzGg2wgqb2LqOa1pURcne3h6np6eYmo7lCCzA9D2SeU7QKBEF3PpwhysXn8Iy6phWg6wsSKIRZRmhUyDKkqpS+M1l3rk/4CiKmSqwtAUPfRRXdO0aKys+eZIziObESuLmDoFj0Wy38YIGuAFlfsx4dMxsdMRoNiUrJY4d0G7VubX3CE0KHFUhNYFm6AtFkWFhWQs1UBHP6E+HDKMSzzKxfI/QNclycHQbwxAkWYofemiiQJM55AkCG6FJhKHhNtvozgzLCxByYQ4g1cLIQ0m16NB1EAZIudiWT6dTqkoyHExBWYSBT1oWDGZDZvOYZneZn739LoeDCfNJztNP65wLmnjNHlK3mKc5m1shg7tzJjMYz6Ys1etkRUmS5rQ8G1lk2JZG3fdohTZJVDKejQkCi6efW+fGhwesaR7mrKLXVlxY28SoUvoyZ2t9iYejIz64d5NPfO7zHA9H2GFIs9FhMqqw3S7z2QFvvXufx40+22cuUBotat01bNdnNp2w2m1x/95tOkGDes3n9PAOChev5bNFg19qXOH/+U++TbEcMtgr+Ol3pnztK18mnYxZ3drgP/nbv8c//G/+W5y+xjQBB2g1YP8EPnx4guv6ND0TS+YkyRRL13AsHd9S6J5BYHvslAlXt5c4ePSQf/x/+7/zV/6Tv83V557jZOc2egVGuYxLQhhYgERTCil08lyjs3yWt15/jcFkSm/dp//4gEpKlFK0Gw2OjvbJRYYfNhB6RZJEVEXBartFGHTRjQPe+mCHRELTgVrdZudkyKRMcY2SeVVgFDFNR0NDomuK0rOpezboOmZZIkSFlBIpCnKtwnUMWq06ruuwurrK0emEOJkxHs6YZ6AZPsm8gCKlcf0M6XxIWcS4nslkd8zdnSkb55r8Rz//VZZWlglDHz9wsXWJqVUYeoWhSUyZkSYRhhIoCkrDpNSh0o2FCYcUyKpaAKImFhZsWUlWZORlSSkVZalh6s5itCYFshAgK3RNYWoajWYLJSVFWZIWBWmaEccxSZJRZgnt0KQsdGZJTlblmHZIhcn+yQmP9o6Ic0FZSYpCkBVw5uMGzKZj4uuSQiuo1XzOn9liWgg8wyLRFJZvIywbv9HALAUBBqMs5sHBKaXponkeytSZzcZEgyNEmiDKiiQrKXXoz0549ac3GPQlBpBMI5SpOHJ1lrZ7WFrBeDQkFxa9jXXqzTpWaNNutpBVBWVOmsxI5/HiqaV0lBALe6rCIEtSfN/G932yKkEUClNBlmWU1cID0fUMRsNTAs+ivt7CqHW5fGGLb719jJCCIhccHB3jfeo6ZZ5h2DamKtENk6osMJRgpdti4B/SqNdQ/06wh9RASh2lSXQLhGZQlYJUwfFIMk4q9FIjiUreee82h/0TltbXOZ1VyGyOZjiIStFsOvR6PZrNJl4QkJcVe8cDrly5Qn/4JgdDePRohn/ewEJydHTE2IK1XoeYilEWY3o6lWEwiGKmSUK7t0z/xwcEjSlrq+tE0xlDVVEzFMtLK6SaQXM54b2jIUl0Qmgq7CrFiT3q0kV3eri9Grdvfci9/SnHyUN2J3O2z57h6tUrrDbb5PMpa4FJ0K4xTQrczesURcHp4WM2tzdpjfv8xmeX+e4PHlDtPaDNNXbunMcKllneusBnvvhFvvPDH6KJgsPdHbQCVjfqXFhpc+bcE4wnEzzNJwxNDE3H0iSBrWE5BoXhMToZ0arV8Np1yoMJ7739Oiub63yj/mvkcUTDUzTDAAcDJRRJnpImOXleMkpK9kuN2xPJ5TNP0FtqoMqIXiMkiiKmJ0cU+uL6r7wGuR2QaRlSg6Yf0GjVsIIlDNPivZt3kBW0G3W6Sy0m4xPu7s44bo1ouLCx5OE7LqZhkyYlUzfHjzNqlcB2DVzHw9ZtLF1gaAITE8OFdr2BbdjMU4mqJPIkYp5GBKZBu+Xz+OgezUbIMD7m4eE+Tz5/nf/l//bLeLU2j/cOMB0bxwHXLFEqR1UxmiyRsqIUFUozkdKiLHUqAcrQQJMolaFLRRGn2IaJIaGsCkRVoWkCUwqkBN0I0U0DXV9UC6XSEZWO1DSEYfDaux8gBQil0DRtwWUWijQrSQrFjx6cMktLhuMJg/GcXIBmOkjNJBcmEhuFgVIaUinOfExgCR8BZto/wW60SOMcDBfPsUmrDN+wmKUxhu2Qaxqu4eAFdUZJjq5BZ3UTo9bAqodkRUI0OiKb9rFFTJamzNMC6bjcvvuY+/cGeOaiq89LiSrhdDKnUGtEyZRoNqPRW+Ps9gapkSMLhe+4VEWOIwWiLBBVsaAZaBqiUuR5SpppGKbGUmuJWhAgohKRCtIK+oMR81bACSnnzm/i2jaO7mGUJlEasdKq0/HgcSpQwP7eIRoGcTTDMEsanYgwNKFI0EVBr9Wg7vs0az6WCRmLClPTDYpSIRRIDAQ6AkEFjFP49vdfYbsV0LR0pFOntuRy/trzOKMR/dGMk+kOrUaDtdUe7XabsszxfA+zciiyPer1DleeOMf4ZzvMK9jfH7O5VmM0GePYGp/89Au0WwGVZTIXJbZtIy2TtKwwtIqlZbj34ZxmELG6tMR8PEUZsHVpm4cnJ7SWQq5eS7jxxgf8wueepyogPh7Q6CxhBiaJE7J+tuDBwx3evDXicpVy/sp5pMh4dP9DrBKWVzdQFuS6ht87hyU03LlEVzk1I+avfeVpisNvs7MP44d3efOnbUS4BLUWZ7Y2+K3f/AbZbEQeR0xO+hyezLh+6QqzWFDOcgwhMDWfXs3BtxWayMnzOSIvaDfr1Os9btw9oNcK6fY9vvk//SGqmvO5n/sESTGDqsQ0FXmakcUFVSUWzAtMjnNJ7LQ4mOVkZR+vStCKkkpVpEmM3fIRRkVUFjiWxA6DxSYYgyLJ6La6/NzLz9Ju2NzbeUAYuHTaTUSRouSMwyOIPVBVCmrAPKno1Fy6rQZt3WR+MiIMXJqNAM23MCwDHQnomLqBLgQ1zyP0TALbJXSmHBwPyQpJYEuyPOLtm3fAdPjcF17mzPkrnI4OmO/t0O4uoVROkSvSeUaRzUBkOKaG55jomoVm1ilLg7yqqFAoTaBUgawEqqzQK4Fh2SihKMsMBViOhaZL8lIwT+fkYiEMybOCPC/JsoysWACybbukWck0ipnO5kTRnEk0I5oJZjmMysV9ggZ+YJELxTTJkeQ0m13GkxlK+8glXv+fgeO6mid4rQ7Sd5hGKdPxkDSVrDQ7KGlzOJ5TVQI9K3H8BpRDWrUun/jsF7DrdSw/YDg5IYkG2DJFq1LyJCbJFeg6aQ6WCcsNg5NIIIvFZnyalRwMZpzRMyxDo9Oq024F3D/oo3TwrMWChSymLBKKLCaJ58znGUIobNshDC04ETTqIa7hLDJ8gLKA8WRGUQlmUQZAGHjohguZSTya0wlNVjsahwcauZKMRhPKskRkc+bZlHq7h+0KqngKVUpom9Q8mzBw8T/K1UFbeG2KvERInUrXKSodNJNKVeRAlGtkymZWlNiNFWaziDv7AwZxjsRiFi1cc1zXRZQlVLCxsYFuuhyeDDgZzlhZWWF9/YhomjKcQG0S0Qgtnrn2FKvbGzTrLlURM5lNUEXGdB4zjSPEPOHSpTO8d2uX9945pP6SxWq7jkoTsjhDFAVLLZfu2hP80w/fpn94wFJrkyQvcA2HSkLNNTEsxeb2EpevXcA24Jv/+t9Q8xz+1l/9XWanJ6TZY8zVhHDtPJNMYJkB16+9wKN3v81GKAnkkP/zf/4L/OG//Au+9VbJY/MOqtXEbvgEDnzipWd5cPuTHO3tUWY55DmHp3NUeYCvF/SPE0anJpe2Oqy2HPRyhihmGBKWO3WkqNhYWcJLBEq3GE9u8L1//ac03Yrnn7qEbYJj2Ugh0BCYhoXrgOmZlFmBCOq8cft9nt7e5IXLFynyOZatWN3oMcliTAtSkWAIF9cPwLGh1FGloCrn1H2bZ5++xObmEqf9IYe7e0ynU9bXAvYexyQ57PdhGicc9xPWVxoUhofmBmgiZ55kzKI59dChWbNphA41z0L3PJASW8TE8zm+ZbO53MA1FKPxjEkaUZkWn/3SF+gtrzOPM4bjAaXQsB2DIo8xjIW3ZZHHlHmKpgpsw0bTFJppgLIQmk4pJZUsP4rGqFBlAaXA1RefUZHlxGmCRAfTYF4UjOYxml1jEiVMozl5trB7LErFbJ4QJynHp0MkOlJpVEohxeKesYOARsuhSkrySUyal2iWg+c6CBLSrCKOY3zf/wiuND5eUtFHgHnxzDmwbEbZhEmakiYljhGwvb5NUuxz92iAphlUms1aL6Ad1llaXeHq1avotkkpc+J4jKEyfFOQxREiz6lKh8kwZjbPcW2HeZqjioWbnQ6kJRyPxqw2NJYbDVaWO3Tadfb7BlYY4DkuVZkzOrrHdNJHyQpD09DQMfQFOBoF5GmJqYOUC56X4/mIak6clRimS70ZYhgGruGi6yaB41OUkrllsrbU4vX9EQCD0ZR4FtNyHJJZH5HNqGKbIp6iRIFl2viOhWMrmq2Q4zQDTcPQFgR5TTMWg02xCKwyDAdZ5dy6s8OVrc8zGhyRpfHCONkMqfU2Fma9nX2SscQ0TYQQWLZFEPhohk230+bgZIDjuGysrVJ0C0Zv7fNwAFedkqefexbHsfB8l1IXDI5jjvd2icYjClFhGjqtVoOvfqHJ/qMJt97fRbvQZqlRYxLNaDYCpMrRbJ0XrtW4ceOY555tEoQt4iylkClpMuZrX/4EbmCwu7fHvfuPOe7DzjznD775Q164dIGmJkiOTthsLOG4NdLZCOmZdEOXeHTK+npA0GvxtV/4Es3NGd+7+Yjd229RlDOaVsWZ5Ta/9itf5eRgn5/99HVm4xkPdk+RwkTGI8r5gKZdMBwucfXcEmtdj3bQoO66jMcT7t3f4+UvfJXi0SGBqfjK55/jz7/7Nu+8+iN+7rlLmKaJZerklaIsK5IU4qRkNkv4zne/h+nVeeNWwd7DBxi6z3LDJ3A1tGROrePR8x2EbiF1k6rSyDKFbvjUGh7D2SFZMsW2PDZX2ti6zmw0ZlRWJPMS3wO1qB3IFUxykMOEabHHg/0Drp1bx9MkuQDDdnBLEzNTSFng5iWebWJaLqZZoes6OhrdZki3WWMSZ/jLK0hsTg6HGJZNI2xTlJI4y1ECjk76WKbOYnYLpmFRVCYy0VCywPMURbUwB87Lguqjjk4KgVFVjOOcIi2IphHTOCGvBIkQjOZzxlFMf5IzncFsvnA4ajTB8RYpBkmakWagWxqGaaHrJpplYDseQRji+SGrjovj+URxwqNHjxiMJrQ9E+kZxPOUoshQSqEUaB9zxq0JoFkhD/cf82H/hLiC2SzBQhL4Fv2TAXkpmRcRum4iiyaXt7bYPr+NJnKyNCOdzknnQ1ZMgVsVjMcDRAplpXNv54jxtKIZ1FBlwXymiIFE/iUtx8B1bVotH9NSyCrFMmFteYXQD8jihMP9R5ikeLZOVegIoVGVijwvmc0yygI0JUEqPDfAL0OSeM40hkIpTMthFs1Rjlp4KpoaIpuhsoqaq6NYvJZBXzAaTTl/5Qyz4Skyj4hGkrKIUbKiMAocE0xN0WrWMA4HaJqJDpgoLFPHxiQrCtA1DMNAVRDWG3z+i7/Azu13iWYTlOlQGiaJsnjr7dcIwxrZdLDIaslz0iTi/r17mJYNSOr1kGmcEIQe5bik24TTCXR6y9RqNWq+gSyzBd+rqohnEVJK1ldWadTqCKG48qXP8ejBDvc/vM08HtEILLJKY8XvIZKc+STiwsZZbt58j6PxnM32MnkeEYSCTz23jecOGQ1PSUcDRF7i+hYPByX/7JX7DGcGLz5/maBlsffgAdtr4OQZo9MJqw04LCpaa+fY3z2gt3GeX9jqoMI3ubV7j9HgPkd33uZBq8Hlq0/z1Z//AuPhlJ++8iYnoznD0T1Cx0AkGXoFB/0ThlHEJ569iFVbwtAtbH/hsTqdDIknffqHu/TWVnj5mVW2zq5hIRBFQV5BkmT0h1OGgxmjUcLxaMRqTXH20gbEc165kfCH377JJ194gjPrbboNn2Q8Zrnr067ZaLpGksGokJSVwjAMWg2X0XQKSqELSSO0eebJa7Qabd597xamoX90PWiYroVp6xS64miWsn9aoEudumvS69bRLQ+0kjiTOHqFaykcQ2O1t4TjhuhoZDLDMnU8L0BoJrZRY54r8jTHtEBkOZNZRJoVeLU6vtNduKlrGqUoEJVgOi/J8oQiTQi8RU5QVqREWUKcLDJ7RFWhC8VsGJEkBfMkJysVcSWI8pJptnBsH08hLhaKOSsFfGjVAgzPwfM0Th/vYyiwWYhZfNvD9Xws28XSJdngMVeuX6NzbpuHddh58Ii0yMmygnElFsskQPt4u3HgI8AcnE7ZPRoxlQrTqzFJpmTjiPVll7IUSCCOQYQpIk+4cPEC5zZXGBzv4ndCZuNTZDLDbYCWpcwnIyotIM8tdnf7mPUm589sUvSaNPxd9vslDyPIgXro01tqEXiC4eiUXM8ZjMacvXiFwPPQ0XBsE1u30BVEUUT/dMxkMifNHYQQmBo4lole6tiui116CAmzCJK0wLA8KiXxHYe0yBF5isjm6ELRbXhogGnqZJkkmad4ziLbKJ4NGU0G+LU6mhSUeoWpK3SKhZIC0LW/NO9SOIZOqRbwqykNQ1MowHdc5vGMWzc/YGmpw8a5dQ7GU0ohUEojz0uKokDTFpknk9mEvd1H1Fttzpy/yHAy43QwRkiNfr/P+nqb0B1x/fp1dCWRWcV4dEgax4z7A6LpDMcyCHyXRj3Ed1ymkzFb611efumvcPvmewxOT0iKlLRIaNoWIsvQioJnnz3Pg+M5pZIYhqDZ8jjav8NSx6Yd+gxsxcH+KeMpeG6beZby7Zt3OEmm/PrXv8h8HPHB4Y959uoF/EAwn/Q5e+Ea/YmkuXaByva4fesdvvRzT3Fm1WGcl7x37z1uCEE8GvDcS5/j9PjnON4fsLZylh/96MfM0wqDhcJsNILpOwlWY0CsOwQy5YmlLisbW5ycDtjcXCdOMm7d/ZBnnn+Gl19+iaoqKIoUiWIeZYzHUw6PBpweTzkdHvHU05ucPd/l3OYvMo//lDfupvzpK7fp1OClZzbx9SGXzzQ5u9ml3WhSc1xySzDJYvKkpL1kk6dgWy62HTKYJLiGRXj5EmFY5933bpEUJVlRUGkVlhtg1wN8s4NWZdy8e0jNheXRjNE0Zbkb0mm4LLdDHC9kHI1x/YIyS/E9F9v20ApJfzDg5gcPmMxvYtl1ikqQ5gVSaRRSodsejWaLRqcHpoVmGAgJArXwtiwkeVEi8mOEzInTlPF8ymQyWYy9StDkQvJbpB/N6y0oNZjnUOlgujqGK9ElVAujIqICtERiOgqpFHEOIDCzFN+tkJWgKnOSaIwhC+wy5dHtkmGtxnw+xyxiAhShA7XOYtH3lwWI/pfo+TEdE+Dm/T2EFyCVw+7xhMcHA/RcYZkTLNuhXg85GMwZnmY8sVKwudwi6e9j10zMQuDrBRUlo+MBnkzxPI9hJPjZGw+o1y0KXSOZTWj4JlfPnWF7q6J66xH3I2j4Np7nkeVDessdhvEUyzTodDo4pks0meHYBrXAx0TyaKfAtjwuXtpkd3fEo/1btFs68+mElfYaUVniuQFoOsOJZGf3gEubSyhZ4DdsLMPA0TQCx8RKFoYOlgZ5JSmAu3fu8+IT65zZ3qCUGuNojqoE9UYDrcoxNFhaavDg4IRGzWcWlVRVSuAuwrXyEnzbIi8riqzAA1776Y/5wfk1nnvmOnu7uxztPSbsLrG7s4cmF16jpu1S5QWJsQiearW6nBwfs7ZxhqIo6HbbPHi4x1Kvw8P7B5w9s0xYq3H//n0ur9YxRUV/74CyLOk02siqxDUciiTBVhLP0fA9i8n4mI0zq3R6TU76pxieTjQc4VoBul6y1mtx/+CUm++8xi/98hfpn9yj1xK89MJLJPOIH//0JkJAp9NAzHwyzWaUprz54JjsD/4VL13b4kLPIh7tsby1hIGN0HxyzScMugyGh/SW61AO2aibLBshRVGxd7jDwPcYb27xlZ//PDsP9vinf/xnNJaWODg9wdEtKrXwS9xP4Qe3jrCWz7IWeuxNUrqOxXw+ZzCbcmZ7ncd7O2yuLmEGLtUswbVNskJSFpKD/WPWVs/y8MExjmnyiScvMs8iWktr/N5f+w2S/+FPeefBmCKCW49OaAcFmilAk6TznJpfEFpN7NAmySP0wqTXriMqnaLMqbsWlTAppcmVc9t0Wm3uP3zIex/cIk0rGp0mCp3RLIIip9ZtsNJuEk0G/OStA9aXDa5d3qZSFqU0cUyHvX5MI3Ch1IiSDAMdodssr66iH8UkcY5Kc0wFtuNheR667VEB0XhCoTSSQjDPS+ZZySzJ6Q+GDCcj5vFHxsHaQvWm6wsRm20suMShDbW2g22aKKmBZaDbNkmRM5wnrK41GURzitOColxUm/FwimbEBEFArVHn5GS2MLpJSoRdIr2FJmSl7SOV5OBxHyH6WBYEoYXtupi6jmUZ2Kb50ezyI335x3gWFWZcMBvPuTc85XQ0JR1lLDc6GF6AkWVEwxNWOtDx4eLZTbJ4xNZGj1QvcXyT3f4E8pgyzxFlTpwJjvpjhAa6oXPh7DaFqFB5hKoEtmGw1FzY4/fqAZpcZIArVSJVCZi06y1qrQ6eHfDhBwfUQ59mq0W93uRhcQiqRCgN0zRp+j6BY6OJCk2BZdvYro/pzkmFROommqWhmxambWNhYRkgyxRZpIvF28JLl+QjLe7O6SP8RpNaq0NQayIFVFmJoUOzHtBuhrjmkEGaEJigNLVwiVEsZq0svDYX3ExF6FpYuqTmm5SaIJtNMBEErolIwPd93nvvPV549il0BWkcsbrc4+69D/H9BoVcuMLHSYzSwXYdoniOZklEGXLyeI+Twz7NZpPl3hqe59BbatMIXIaDQzzLxvds8jzFcnScoE6iclRRsLa9xeFBH9uSYFZcu7jCw/0jPnj7dTY2Oly68DRZ4XIynuAGK2ysF0xyDyd0WNJcXnvvGEPBg9OI6ektrM+u0mkbCDVndXUVjBDDrmFaAa7rkuQnZLOIdJagWyFPX9hmNc65efs29xstXmws8xu/8lXu3X9E+sa7nPaHpFL+29FJImGyKzFuPOaTV9YxgorWZpdm2KTKFgu05194ho21HsWoj+lYnAwGdFfWeXwwoFZvMppMGY6m/OLXPkvg2HiOxjAe0vTr/Pav/jzGv/4L3r475PFxgb4Bd/ZzKjHDdru023UMKVFpH5nlHEcZ3bU1uq0l8lIxm+bMk5I8z0jzknZY53Mvv8BSr8lrb73NyeHhwvvRhJVeB9P1sfwmTccH44RJNOIHrz5gtQNPXN5mpV2n5tsILLxSIfIcx7HwwwYrTp3QiYhni0SBOM2plKAsI2bxmKQQ7B6OiYtFQOAogqRcxD6UCjIBMxbiGT9YOCnC4n4ILfBcG8u2sC0bT9cwEbieg++7CGXRCm1OCwvN9TDM6WKBiU4pFI5l06jV0ZSgjGeIYhGZ0fCh6YMswagSGqH/kbemxLIsPM/DskyklBiVQNP1BeFdffw9+YK4XkqGs4ST4yGzpCL0PPxWm8rUmCZzymIRpLQcwKVL27x4+SLGapt0/yF7R7tYVY6mGRTCQFYOym0SyznnLi9R767jNbrkeUGVB2RZQpRm2IAHmGWCY4e0WjWUEyPiAqUMGo0GeHVMw8W0dKJoBlJjGsWkucJ2XXSrIklzNleX8CwLKSqk1AEdZVhUCk4GM6bzHMs0SQuBhYamabiOhe9atFs1kGCboFdweHhMJRVCafi1kHq7g2H4FEkOmonv+4Shi++ZeJb5b6205EeMB0NbtDyaWoClCTiGInAtDJFTD2ySSnI6HeDo4Jg6mWIhU9M07t+/z1PXL6MQ2I5JNZ1h2CWeY9PrdcmKHMsBx/dI8oyVdhfL9rh2/XnWty7x/q0PmMWScxcvkCUzfvbmDV58+glsW+E6OmWZUskSL/CwfY+oLLE7TYKqYnvJ4OBgxJmOSRXp3N0Z8cKT1/H8Lf6H/+kvwDTprV1lUhxAkrK1VWOWVtSbl3nrrTtE80We37d+esQkn/GpF6+QmVM6YUBbWBitgpZv4VQWRVpgmj6OG6KUYKNdx3riHPNoyNs/+Q7PfflX+eu/9Uvs7NwnStrsHh6jGw7K1MmyRXrTq7cec3x8ys9f7rC81GK92yGJM8bjAZ/+5PNYaz1U/wSl63iex3QScXh0gu0GnJ72WV1d5cmnniVNdun2eshxQjGccO1MB+vrL6H/yXd4+37FBw8X1dYsy/DqFWFNsRaahL7ENhXpRHJ0cMzDB7tIAe12j6XeKs26wWg8wwsdTkenPHP1HFcuneXP/+L7fPhgl0Y7xLVsilIQpcXCIavZpdlpk87HjIZDfvzqI3od6LUDLp/bZrnXxjE0lGmglTqyzFB6Safj0u2uEqcJg/GI0XSKpMR0DFZXIMpBcz/iDCcLS8OqWgCn5SxC0wYxOAW02wG1wCYXJdM0peZ4aChsBIFeUjcETUtgW9ANLMQEtMpAOCaasJC6tUh91HQ0UaBERbPmEZoaqkjwLejUPExVUAtCDNNFCIVSCsPQsP4y0rf8iEaoL0hWCx7m/wxoRUf9Y0qpsHSDbtOj1VzCD32mScxBfwhioc755IsvcObMJkZgc//Vn1BWCdF0TFWUSAnjaUGUZKRCZ3dUcO5Ki1q3S1EqMDV0fOIo4uDomOMToADf0EBIwqBOrCWUZY7p1PBr9UXkni4XVUk8IU0Sjo77nJyMkbLObB6TJGJBSjYWaoFKmcxNE4VOqeCoLxjNExqNJrkApCIXCw98xzJZXe7iuXcWUazzip0Hx2jonLt4keZqj0o5zCMFyiLw6yhHwxgcYWoC3zWpeTooiaYttOOwaG3+snHQAdPSUaJgHo1xHQvdMumPcyzdRBM5lSgp85znn3+eb/7zN3jiSk6jFtI/PmFpZYX+NKZk8cTNsgxNA9O2mM0j0qKF02hz0h8wiUqOZiX58JjCcPEd6K6eISkkeZYgA2vhx1lVlJqJMiycWp1E6jSWlnBNg2g2JhRgbHU43p/x6N4D3nrnAc3lDVy/RSkCzp69wMH+PZBDPvPiM+xPJEf7hzycRwjgqILv3Yhx26ek0iWOBpRJQejktGoSQ9NRSsOwPCzbZzaf4mkaT5w7w40P7hH1d3l848dcPnOBv/Ibv8D/65/8MSenkJQ5RbWQo/p+gziJ2TnO+Fl5wOZaB93xKeYZDTfAqtUhz9EsnelshhvUuPNgl+XVNcaTjA/u3OXK5SeRyiCXNqejBNsysY2c6fghl7fX+O1vfJHyn3+btx8u0hUf9yXWByfkacX17Sbnug61eogYF9img2ZqzLM5x/u7xNMRS91llptN4nxKK1BUyYhGvcGXP/dJPBve+2CX3I5pdZY57p+iSUG7VWOp1cLtujRrdXRVcHxwwMFxTFHscNofUa/5LHXatJt1DFlQdwxMS8eyDXTXBbOGX9MXgGVZpIUkExrTvGISV4yinJNxxP5hyuMhHKaLh71Si7C2hZNRwVLdp9nokBUJwtCxDfAMhasyPFHgmxqOE9IyJH4Y0HTqjCObKCmZRAnzrKBUOUopLCUI3QDLDeiENsvtGlpZYJkmlQApF6mzurEYCUi16CjQF4GJlVAUcuF56/DxHRNgMu3jeQE1AzzPxfMd0jJnMB+TVRBYsNlzuXL5Mm4QMoimTMqUXr1OzfM5OThE6gvN9WkmmaQVj8agD2bMtRN03WASzZjHOYeHhxwd5EwKWK/D2fUVxLzAchwMoVGIkqVGHctyFhZAaUaaJwAYhoFQMJ2lJNkhaSmxHBYO6p5LYTtYpkuMxHY9bHcRKTCaJpw5s4Rhu1jolHFKWVWLas3y2VhxeDQo0FgsFWZxQndtjbSs0O0AZS6WS5glOha6ofA9k2boc2ToVEIidR2pS6TORwT2BWjqfEQnyWLmWo5t1PHDGr5jkuclssrwHJvh6RGXtjeo1+HdG7d4+dPPURQZeZqx3F1iFCVINQUkprXgmiZJwmg64/f/6TeRpaTR6THNIM8V8cMjZDZjtemx1nYxRcKF7VX+38z9Z9BeeZreh/1OTs95cnifN+NFzujcPT093ZPzbOLukiJNWpLNKkuibbEsmzQluWhbNk1KpmxS5VpKS4q0KYk75HJnuLuzOzM7oWd6uhuNRgONHN8cnpxOjv7wYLZU5e87/lehgCp8QQE41/mf+76u32UYKiQ5SSyg68U5zzTwSRMPx3WpN8toqkyllrB1sM/b7+1z9uIqYq6hiwXkTGWpWeYTL51nd+9jvv+jP6G18SKVkskdZiTMb9xHEfzx+7uYxTZC2UPKAoS0S92WgYAojNEMhUwKKFoFNF1j69F9vNGAs5ee5+nTmxwdbPPnvvwmTx99jDM9YvPAZehDAqRJhIBItVLi6WDCO7cfEyUpK2Wdl154ASQJf9hFkmDmOBDFBHHC2sYyWzsfcdTJsMxdrl6/QXu1xaQzoFKSsIs6iCFpNmBtschv/sqXCP7Fj9g5Chh64D8eMRyO2D40uHiiwqnVJfwI5DDFNHQay1UUVSRL56maLOhTtgrsHXaxShUiL6G/e8hLF05z+dwZvv/Dt3n65IhaTaNcLhIFPvv7DvVyiUa9jKUrNOt1hoMu7mTIg8eH5BksLhxxfOMY9bJFrVojTFyCaB4oKVaLVJXiPKZIjhdEJEgsIBMjE+Uyo5nP1vYhTw6n3DuI2eoGHE7mIw8xAYmYNI5wswRDkxBlBcNSKMgqeu4iEaGIIpqcsmgJ6A0DpCq9scNOd8JTf0IY5WRZQKGgk0bpvJFWl6gUbcrFIrNhD3c6Qdc0hCxDTEHI5zdKSZBQJQFJVPDGE7w4w49Tojij/Getkv+jIwOcOL6EKiiMOyMERSeWMnqTCW7gYRZguA+feP4kBbsEskx34nD2hReRPY/p0RG6aBALGoIm4uQ5h/4MV1HY6o0Y+gGWYdDpDXCjjNksJBbB1qBZg6KuIRslqrUaUuogbovU63WiOEUYjhj0ugRBQBTNSCOPNBeo1FokicwsGGMWCpDN/YZCLiFaFnqaIqs6ii7gjHMOugPOBEvEOZQMAzUVEJIMYSZg6CrLSy1ub+1QZG5d6PWH1NtlZtMx5587gazqOOMJWTanpUiSQKNWol6OydOELIdUkMnEnFSISRHIhJwsnw/RJUkijCMwReLIQ8lUdFVCDANUTcaulNnZ3uTw8JDPff4Sv/cvP+bExhGt9iJ7h/ss6yaaplGr1fCDiFu3H3H//n1MXUNWdcZhjhumXLt+myd785fLyZZGuzbnMo4HUJITllotatUSghwiSSaiaqEqFnIsMJ04uL5LtWmTCwlkKZdfucA0usWDhzt88fR5EDKi8QTjWIsnj55y++4tllc2COOMXq/zpy+JTIEwhM4UfnL9PvoLpxGTHH/iMtEFVElGVWUWV+oo0pxxaKgaWeSz3KoSO31sJeLJ1i0eFmQ+/coZdrYfMhltIovzvu5Z6CMhE/gRmQgf3vMY9u/wK5+5hF1tgBAgyjKqoVDKyhwOR8Rpyh985ztsbx3x3Iur9I9GfPf7P+K1N99gabVBlHvMwpB6u8rMCegfdmhWGnzj82/xh9/7kNv7PQJgZwg7Q5/Nqc8rgcAbJy/idjq44ynSQsbJ46vUqjZRNGM2mzAYHXFqfYGx4+MMx6wvVhFlgygT+Mt//s/x3vXb/ODHH9E96HHxYhPLNul2u2Sxz+mTJ0nTlKJdplYqEvoeg94RvYFLEDxAUwV2d2u0WkVWFxeolSxkISZLA0QBFGlutYuTjDDNyUUFxbBZbtRYrVc5PQ75VGJy+8ku1z6+x73tlEEIzgjymU+qgV3TCWIJPwFblUE0yCWJlBQhz1kpG6Q4uP6MmipTXm9Qsw3uPtpmrxMjZxGmqdGoVdHEnCAIODhwCWYTdEUmz4U5uANAlJAkAcQMRJEkl/CTHC/OcYIMP+YXH408dXyR1EtRPR9BNnB1je1eiBM4CJJInmZcunSFF198CSd22X04xE8C5ImDf9RD8CNmUcjWkcftzS6POn1SBHa7MyqFGaWixMxL0QollGKVXHTQ4ghLN5DIWVpaol6vo6QuiqaysNie90Q7HoPRGEVV8f2UwWCA74cUSxUm0wQv6KApCpqmocoKQTpfAkmAKMsgysyyGDeMCOIMxwsoqQYFSUKxCxiOQVossrS8gMgOMC+439k74NyVUwxHQ2TdxBLLCGhomYI7mJDlCYauUSoWUFUVP0xIkEmElFQSyDKRTEgB5p8Yz3K25XKZyJvhzhwA8jylWi5BriDLMkEQ8NzlKywtfMzjxwdU6jVM02R7exuzVEfRLU6cOMHO7j77ex6GljD27pBpBfa6U3oT0BVQJIHH3ZAoTRBqBaTQQzBF4ggCP8XzI4yihRTCdDbDSEBNdWLZJkTCzXwiHdqnl/haq8Xqu/c5fHyVJFCotxbZupuS6iJqYZmBE6BZJkE4f9kYNoymc+GUVYNbj6asNHZh0SIUU7JExRIVbFNEIoPMJwwkZjOX1aVlREXi4eYTipUy6wsFnt59n+byBieXSuxuCRwMc2Qf5FwkFzUmgUuxKDCZ5ow8WD1xmlkYgRRjFmwi3yGbx7HoD0f8wXe2OXlc4sKFS+yYu1y7/jEfXruBYr5Mc9HCTwKUJEM0dVQzJnR8Xji1htN1EYKc7cGYHgkeMBqA96DPmYWEk4trmJrAbNzh4YM7NGsFlpeaLLbKmBqMZkMqlk2jtsLO/pDdg00k1aZQgYunj7O+uszt27d5++1NhBy++PlTLLUXuXv7NsWCjiKLLNSrLC60WWovMOh3Gfa6dLo+W/uHLC+NmPkix5YXqNgyhqSgiCCmGUKWoSIiMIfEyFGCqCroBYuSMv+dK0sn+OzlZd6/84jvvvuE29sgJVCswmwWcBQGEOpk1QJiSUeSdXI5Ro5DFmyBIBwRuCGWWqTcqFG2C0SBTxrvE+YgkiNLAoosk4YJQRiQpDmybRGEGWk+/2oinVdlJ3lGlCbEOQx9gWmYMfHnI4PLf8Yi+T8+c7xbFBD4IV4YYOsFDENDJCHycrIk5wufO8nx9UWEagn3yT4n1o7huTMUA/pxn8IzP153OmLrsM/WIKRYkHD8+exn6KbkAtQtGTKBqRth5SDpBYqNFhgqoaqSUyWWitj1ZRTDAkVGU3NUxUCW6rhuSJQNGTsBO7uHHO53OLFSpVguo+k6oZijaDJmnmBKIEkKMTGFSgPVtMiigNjPCHJx/mYTU3Qp5XjVQGe+KRwCuwddLMMkdl2GR0eUWk2MioEtaaR+dx7/ikIsJadsSUyDCJEcgfmWXGLuv5SF+efp3DakUCqX6fozHM8lk1SEHMrlMtube+RpTKVcw59Nef65Vb733R2ajce8+sk32DrsEgspsphz6eIFVEXi7t279I463HnoMk6mtFZsMtGb02TiHEMHxbJ4sj8hLs09dAcTHy8bEAQBS5KNLgg4Y4cSEgVDQdMMfM/FKJuUdGXOLBQzXn31Crv1Dvfu7LC7/5hITrnw4nPU5RY3Hz1gd/eA5cUFxv4Rg+l82ZUDU89HB54cDGhULbSCSUHS58ivIMSdjXBmCesbF5lMJmRqTpbHnD++SmcwYLlRZ311jeu3bvLqxRWEzOfH1x6wtQfHlpc4e+5lDnt9rt19D7MccuFcky9/5fO4+/cJIxclF3nwZJMwE8kEg24/oFyE56+8wKBzQKti8MZL5/n2H9/m7fB7vP65Vzh17jijyQhFEVla3iALJGJH4Y1Xz2LqBt/56VWG3TEAQQL3t0OufnyP5kuXaS+2EUUffxZgFwxkQcaZeMSJSKu5xMzzCPwZq+0SpirQ743RU59MLyOh8sXPfIpXnr/Ad7//PX74o4csLz7k5MlVysUKg26P3cMeINJq1mk0mngrDt1ul6c7O+wfuezu3OP46lNee+EiZ06sIAsJ3nSIKkqYho5p6fMiMlEEAVISNDEl9X18P6Glq3z99Qt88qWLfHj3CT94+xY3HkFVA8eFfhhgKhnVUpOCbhKLKVk0IcugUalRrijMojncJHCm2KrIibU2w1nA1t6I7ac7tFp1VlaXMDSd7tEBXhSTCjG5KJBnAkmW48cpbhjj+DFekjILUmYBjGP+/yMamWcKbuhQWlri8fYuFgKGqqBn8x7ir3/5TU5eOgGHTxjsPEU3DAhCdvYP0ctNAsHm8dMHPN3rEoUJpgCRN9+iTSNoloqEYcjMyVDFHElUmDoxi8fPMRVUau0WU1Xl/k5ML2ui1TeQ7CJGHJDFPVZXl+n1RXYkBy812R/ssLV9gCnDxXOnGbkuil3gxJWzOEHI4UcfYPizOegD2Bu5SJqFFk9oWAZBmDAIJ9hli4HTZV0JeHEJfrQ/f9Afbu3hDgYcK5dQghBkhSAXyGYesmZTLrWZ9CbYSsRaU2M483GykJKiEQc5Qjpf+YgZVAsySeAxm47JSDk4OsIolBh7M1aOn0bWdbafPKVWNClbGgVNYrVV5bXn9/jwms+lc10KIszCALtQREpCLp44jinAfUlkNnkMHTCzgGJJ57Dj4qUQxhD4U/SiwFTMIZP49rs3KOoql86doyIYdA763L99i08+fwVnMsH3h1TKKpZkYGUyeqHKkTdF0E1KiwucK9Upd4YEQcDhwSa6KnJ5fRlR6NPv9/nUC6d45+pDeh7Iyty2kgObRzGi0uXS8SVETWG5ICIrIQfdfRI/xPEUTqyvIftdPG9Ibkgs1FtMpwneYErbkAnSIc+dtrHKZ/jptX0ePtwlOFrlr/zSr/LGK6fZ2r7JX/7lt4im+1TsHEKJQXdAmEj4eYH3r95lc7vDyy+9xPHlDZzeDu5gizMLC+hf2uBbf/yUn/7he7SqTaxyiyzO0dQmg9EAVcnIGLOwKPCFz5xm+IfvszcFNwRdgLev73Pu2CJLG2UkC/RMxA89en2NmR+zsHKMgRMwGDnoWkoaTdBTj5NVDccbMfUkqkYRXREotiv8yi9/lnsP73Hto6d854c7vPryDMsoIqIwmISIooejCeRphGUVuHDuHJ7nkoYevaN9fu/b11hfusHl8+coWxYVu0iORi7IiHJGhg9SiKaLFEyVUC9goJLFCUEcY5FROdvkysJr9EY+3/neDYYTcB0YdCNM5QhVXaZeK2EVbPSiMucW5Dm6VcIyCohqSBQL5LmDJIjEjYg7D12eHvXZ7U9oL68RxRKBMyOejtFV0AsqfpSz14kZOfMYqcv80vGnycBflFI+OzKApuk0W232O330YhFZVSgXbQx5yGvPX+DKc+chdnhw+wZbj5+yurZOmM6ZjzvdPrPAYXswZRanZNJ87R9nkCISkNGbzgvDRCkhEhLkLEU1IZE1vCzHzzPSMGGv7zPyRbxUJs7BkFOaDRvPmeE43jwGmYooqk4mQL2sYaoymZCTSyK5IqFmMrqQQeASBMGcGOQEpBnoEshZgm5pZIqI54/RxIyKEHJq2ebHPZ8ok5h5IWkQUVAlotmEhmURefPPA12SKRVr1EpVwtkMifDnbx0Ucd6LnsbPOJmALoIsCfi+y2w6JRfmt0rNzpFlmXG/z4m1JaZHW4y6B5xdbVBbW8EZ9rir7nPn9secvfgS5WYNP4HRaESt3sCyLAq2xeWLp0jSh/R6MSfPFLlw+jiPnjzm9mNvDjjxciiAlMnoRRvZ1Hm032HnoEurVmXt+An2RyMunD5GObRwx128vkPmRITPvjA6vQPQSjSWWsi2ybDTI/IcgpFDnkYUZI3VhQWqzTa9oxHhwx7TeZEnkjrf3R2OYqyjKaahYUgSSeBhZgEqInu7h4wHU1YWVBq1IhMvRU49BEzkLKZVqWGURG5t3qalu/zFr77KB+0OP/qjq/znH9/gs197ja9/+lWWKjpG5uJPj5CyBJGcNM2JE4kcE0MrI6IQeQG6mKDpOVo65srJZSbjIe9+OOaHf/g9XvrUZ1ndOE6eqZiFApqUE2cmceaj2zW+8tnzvP3BHe7tgZiDB3zzex+wdnKJ88cajJMB1UoRLTdIOylHO3ssLq1QaKwzc7sMupuQzGitLLOwVOfxYUiIw7jfwY1jCtUqL73wKpXaIpXaLX7w7oiCMuLYqsSlc+cRVJnhZIJpKJw8toHrDRFHKZKlU7KLHGi7jEZj3v/gPoqQ89anPoE4czB0KJY0rJKKJEs4nk80nZFmJpZuYmkaRVlCzAXqlkyroOE0y7x85SzXbz3kJz/7kJ1dGE8S7EIXTRURLJV7Tw4xVYlyuYqoGnPQRpJAnqJJIpL9zEQv9Hm8N2b3MObh/mMywFChYYM/hFSIEFTIZLBaOioyydRn6KXPvtjkeXnaL/DIAJIgzL+jyJiOR7TtElEUUa3KvPjCc8/6OzKq1SpnzyqUyjXuPXqKLKkEvsPRYMLYnRIzn42IakKeQJxnpIAfh2iKQiLM3xGKKlO0dVRLR7NMjh8/jpPESPc3aVRr1CoVZEEkmDpzG1A87zb2fGfOwyQjCqBaKyLJAmmUkCYRURQgAIoikWYxYTj/y+0c9fD9ELmkEscximkhZylCliMLIr7v02rWyaJNIGMwgInj0lptEWQpWRTOoR+ShKIoz3qVS5jG/GdB8BHz+dxUVVW8MEIQ51YsRVEwNAXpmUezWinTatZJRZVIVBn2uiTugJOrTZQ8RRZSxsMBmq6wvAabOxmLJwL2pwdUmotookJnNEE2CzSXVrh/9x7NRoU/92uf4vILL+JHETc+vk1v8K+ZTKBSkSmVSuRxQJrkxHGKM5vgTTxm/T5JGKBpBqPZHfDHbKy0OL62hDsbMZu4GMUKy8sths4cNBs403k1qiXhxRl57LG2uIbjp4hJhKXKVG3wfr5xRUBRdGZOwNHRmJZtUVWKZLIEioVuGEzHU7YOd+izxnrBJhw5GKLHcr2FJguMZxHDmUNFlNFLOnF6xEurBs7lY/zgpw+5+qPv82tfOI/X36O5aKPZJvFkAHFE4ExQTZtSQSOr2mhigjfuUBR9VBn8yQg3yHnrEy/RXu7w4d2H3Lj2HoIssLT8GpVii35vj/X1dYp2mYebuzx35QKxpOK8/RFbXVCEKg+mM/7m3/s9/tZf/wxfeO0so52PEdMhZR30QCXZE5jNUiRTp24fA9Mna0o4ootoTSgqRSRNIx1BOJWRhDLLjQr6y6usr+6yvfuYzc1DPvjoY86cXGSxuUCUw4PNJ1SKEs12jVqxReILtBsnIEkZ9Q959PAWb7/7NqurdTaOtVBSk2AEsqxg2VXKZYs0y5DEDEjJkhxRmNvkJBm0LOfJ1iPOnFrl8nOXeLq1ywfvvc/m5ozAecpi04AowlUUojwnESX0go2kqVSqVVQ7YzD1kS0TwSyB3uXOw10ms/ltsaAL9MMcs6zQXl6mVG0QJyJTL2A4cVGyEVI0Jk5SsjxDf+YQ+UWcH//4x3PBLNgm/cGIdmuBD2/eZ+OEgpBnvPLiC5w8foIsjvGmY2aTMYPRmK3tPW7cvsexE2cwLJNCrGBMAzTHRUpSpEhCjDLERCTNUgQBEiEnylIkGTIxRzF1ckmk1qjTbrfpTcbkScry0hLt1gIGEZ3xGGc0xDbmPSKh7xMEHuPxiJE7F8YgcMjyGN91GI8GGKo2h5QyvwErQK/HPKNak4l8F0GPSOKI5Fk7pCIKNKplJDZJyJgFcNTpcfHkOqKq0+seIhk2SjYPywqCSCaArKqUK1UU5Yg8ms8qVVlBFCLI52Z4RRYRSRDSDJF5rjyNk7nxmBRZyNA1CUkTmA4nkDXRdZ3W0iqrXsqNP97lvZt3eeVTn+ONL36Nievy3rtX6XQPEbKMervNJ199jUqpzP2bNxl5Hstrx3jlxStc/fAGR50ERfEp6CpJJuB7IaqsUi7nOFOfd999RLVto6gSxxZqnCzU2Dka8/TJfdqLC5xsLpHmwrPMvkTRVFALVaQs4cifMPE8pDQi8R2kOGKhUiLLBaZ3DxiloEsKsqLhRjGjacju0RRbUZDqJqVCEdEyMcwctzvioyeHdNFolAyquoI2mqIJGcWiRRQGrDWXkPF5+Gibtm3yja+9xZlLlwi9fdpVi872Nq4aYqop+3sdZl7OZOqx9/QO+0cuIKPJOTpQWSjQqi/hz0bsdUZ097dplKucOb7KTz58yMfXfsbyYgPNNCAJCTwNVZNRNYlisca5Uxu4XkRy7Qnb3ZwAg2ke83/5hz9ga6vFb375OcZHmzRUlYnTJ/THJIGFbayQozD0HJIgxyiCoiVoQohetNG1EvuHCftPtxA0m0q9QeFEgcXFBUrFj7h7+zHXbx7w1D6g1aqw0KiRZjrjsUNPn1G0KhS0AoIsohcMltaWOH16hd///R/y3e/3+PRnLF5//XXyTKDb9yglErqpEHkuRAGKkFE01HlRnCwhqQIrKy1mnovjzqiWdL725bcY9PvcvX2bJ49meC6IYkrRPmQlSVlSNRTDhCjGn3oUiyXcFCqqSb6uEyOhH3QJkhRRs6i2lwiSDDcX6e6O2D88ZDx1/vQ5Pr5+jK3Np0BO0ZT+7JXy2fnEJz7x7GsyiXFmE+ySQuhD5/CAarnImdMnEfIUUdTo9/vs7Owwns4YzwJmrs9gNMLNJOpLJ9mfedAXSPOMXABkCQSRNJ5vi7M4QcgTMARyMScjJUpCqo0qURAy7PbZ297h/KXLSM9goWk8L4uX8wTfmRGEHmHg0e8eAWDoGkKeIZKRRCHOZEKs6fOekzwnTue3nCAH1wvQtCp57BBH0bxvXABZV2m32zhOAfuZwOVBxvbOLkF4Gd2SmE6HaBmE7oQs88jyHAGJOAckGU1TYRYhIaCIEkIGcg6GAqogIeURznRCv9slyxPSNEPUCvORhONQ13P2OvvMZg7l2kvMvJCjvSOMWouLr6acffET/Ht//W9AvcG1H/yIiy++QnbjI+7fu8UvffFzWGmEkGZ89lOvU6q3uPbxXY4OD9FUlWZTZHPbY72dUWxWUWVx/jkq6EhJwnga83h7vsCzzBKP9wdMe7uYmkpjcZ0wFnD8OYnHKlqoikAeh4hpTrlcpFLVeLq3iRx7tJpV2gtNFgczNrcPcKYg5xlxGAESrheyudtDykDTDErlMkUUDKtEpV7h6V6HwYOHXD5/Gk3T6IxnlBQFVTEpqEWcXg9NCVlutLm9M+XJwW3KzWO89rkvoSkZKysrCHlAnMZMfBi5GQcjjyf7U4azBFUxSXAJgwRLlzA0A5BYWV5kc3cPNY04tb7K3uE+N+4O+FnlB7zw0stUqmXuP7hHo9nk2PoyuWwyHE24cv44RrnOf/3NH2OoBRxXQMnht77Z4eb1P+Jv/s8/zSgaoRdlLFskmMUIDAkjnUSSmMxyuoMp66US8cwjzYcYeo12XSUnZ+JOmYxiojRDNQyeu/gqp0+c4+7dW1z/aJPhbIQkQbN6iVa1Tpq6dMdHULM4traMUSgw9USebB3y5mfeYtDtcfWDO/zsve/y0isNTpxYpzfq0Gw2kcQcXcqQFAiiaG6fU1RkxaBcNLBskyiBKE6IwoBKUebFyye4eCbm4zuPGU8DHAeOul0yAWqtNrpRpLVQIxMNcicgk3QUw8RxffwwZDh2GMwcBv4+B4MR6bMJpYBApVxloVnF0DRG3UNk5tHsX/7SG0T/P1L2Z3MURZkLZpIkyLLMcDikYEK/3+dzV65QtC1mswmzcQ/P86jVajRaiwwnDtXWMt3hGN+PqEgCkJFmCWkaP0PRi4iiiCDMb3qiOI9ihWGOpkOlUsayTZr1GuVqGfXgkMgPsE2L0PVQlIQsSvBdB1XQCXyPLI6QyPF9WF2AeqNMwdLw/QRDUyBPicKAJEmeEdnnJmcdmEymiGITSZq/oRRJwLRt4gQUJULMM4oGxGFGBuwedpl5PkYFNDFFykJmzow8DzBFkJR5H3mS5phGARiSZRmCIEI2H1Qrkowo5FTLZdI4YjabUSyYxHEMhCSJSJoLOEFIgkgqKfSnAb2xSyTbbFw4yfFXqnzqK78E7VWGe4fc3dyjbBksHztOf9gjCAKeP3OCce+IvadP+ODDj3i8vc94MESTdXSrwGxyiO+HTCcudqNEoVCEyEdXNWp1gcjJ2O4m+B9uE4QORVVgqV0lRWHmBvhhSBj6BPHcDWDqGpZdQBFFZFlh4makeY6Wz5mhqwtlTqzUmNwdMAsSciVDFGRiBMZBxs7hgHKxRKVcp6CLrJbLXGoUCQ2VW08fc/PGVTY1k+OtJT5x8TJRkDB1PBTLxGgugSxjBR0quohZVpk4M5yJz4mNJUa9zrwvKbMYhj47wwRXtIhUiDKByE/xwgjEEV4S0dBz1usCly+cpjtxydOQFy+dJk5v0TvY5t5thQsXLyIIKUXbolQtM556LDRKFIsFUjHjL/7a8/zzb15HBOLYIsbl6hP43/xnP+QvfLnNyxs1Gos1tFnGaOSTIVK2K3gi7O8dsq5WMAWRRMxJ4xmWqrPe1hi4Mf3xjLJWIRVEMkGiUGtTeb3CQrvJ480HuH7AB1evs7G6hm1LKEqCrJZwgxmHvX0O+0dcufginpsgqQUuXbnAcHTE9u6I/sih3igx82NKRYNGuTjHxwUuaRKh6zoFu4SgqiS5iCDJWLqMrZukhoCrZnhexGc+/QbjWcjh4REHR4e43oTkKKNUjTDtClkGEtk8Tiyq1IomUbNG0bLQBjN2xiGlQgFNUbEsYw7xziK8UR8/C3HHPkXgsy+f4n/97/4mf/db138hggnPZph2wSTPc7b3OxRMhfrCIufOngbmo83Dwy5Cnj1DzUcMRmOKtRaP9zro5rz7JIlDZHGOYtPinDQRkPIc6ZlgGpoMSUIaglEUOHlig5XlxbkPsViioOvYhk6rXiOJQlIhRZXniYkskQj8+T+iKOTEEVw42cDUVOIogDzFNHUk0yIMY/J87uOKM/4U2LC7f8jUWURV5zNbRVEwDZXZ1COKEuIop1ZU6e9H5EB3NGPmeBjTMZJcolgskZsahAlZEj4rpdeo1hoYxhAhhyxJQZjnyEXmoixk+TOYgIJpmjQaDfpTDz+KkUyTUrWBKhZIun0mTsowVli5+BLrZ6+QqUUOxz6OWODpnU08z6Mz8Xj/2oeUDIkwTtnc3EQcddDyjEdPd9k57FFcWOLY6hpOmBJGCesrywz6R4xGEyqWRrNURDEEpDhEUAxyU0VRp0zHMyZTD0yZ8f1H+IHH2vIS48mQJImoNRvUahXq9TqaZTGd+cwGI1ZXFyiWpnR6A2aDKc3ldV44v0GcJnxwf0KUZCBGiM/YykMv4cneIeVymaqpIJZNynrIy8dr6OkRV+9OeTKekXhbWKpF2ulSs3ROnTqBp8rsBz4eNrW2CSKohQKkBTY7LtvbfZ48ecJw4uFEIp3Y4NbTXcJMRsgEbEulVdRIHAG5bLCwXGfs7bHQqJD3R4ynM1ZOnKb8uTd59/oN3vnxI/Is5vyFi4h5xnTYxwsills1xhMXZ5qjHxdp/ztn+R9+5x4HEx9TOEachzyeHfJ//Z1DPn35kK9/5hRXTiyjFGQmhy5eN8C2G2wU1oiHObppoBuQSSFe3CfOc6qGStm22dnfxzBqOJ5Ib9hD03WW26tUq1WiwOfpnYc8eHgbRYZXXnkRSSrx0Uf36PePWFtdYeyO5uGAksnC6ipnlTOMxw77ewcMhn2C2OGw0+NAV6mXDBq2gWVq5MjEaUY080iyjAwRWRYxFAVJSNFkAdHU6AwHmIUip0+us9Bu0O8N6Q3HDHsHbG9vs7x2nCDM0GQJ1bCpFVTKdps0l9g+HDD84DZ+5JP74Dlzr6UAlAwo6LDQADWH5aKEmU5/QVI5PzJAGM6XKkEQcHQUc/Fycw4U9VzIUuI4RiQnSTyGU4fucIRZW2BzZwdBK7B6XENIUyxNJTILhIlPmqckcYqczwVLFSUyEuJs/uu1xUVatRqaIpHu79Hv9QgDH0NXSeMIRZewCya2ZZAlEYHrEHg+URTiO3OOpue4TN0RBduYC7VlkOXC3GyPOFetDCJgv9NnOB5TKIsYKfN4oSTNl0C6hmnKLDWrPNk/IgXcMGHieoj9LmW5iNVuo1Yr+NMctz/B931kVWd5uYp6cxMEyPKEHGX+YSEw97zlKbPJlLr1DNxRLLPXm9AbudgNk0qjyXB0xEwo0j61xutf+w2qZy+DUcTrOywvqcSCBoZEmkjodpWV9eOoecDj3iGOE+GIMVc/vEYuqFjFCvs72xzu9WivbRAHIXEUowoSgpQQBSF+4KJbBqVKGSsTCQYOG+tLXL96n6dPfD79xgqN6grTUZ/rNz+mbBcQxBxZ1QnCmJkTUK3XkCSF6sIigTNmqV3FNGS2948oGQIbSxUGkzq7BxP2pnPQLPzpPwkHvRkLnUPWFwpMQ4Xh0TatcsbLZzdQ1B3uPR3S6QX8zjc/5PwifONLX8AVKjx9OqOw0iaVIwb9LRq1KtPZDM0os7e9S4pBgMXQ8zkYTPAzld1uRJxHJDlUfZc8L+J4ObKqcWK1jZYrjGcOy6srLCs6nfGYMIw4e2KdNAm4d2uLUsnG81zqzSZmoYgu5Sh5yJVT6+zsT1Fjj7/41Zf47k92uLnbQ6CGWTpJf/KQf3MTnowf8pmXOnz+1RdpLrWJd4Z44ylCkJAXdPrOGMsWqbaKiKqKP+kiaToL1QoVu85hzyPxI8xyEUnXGEwc8iClXqxinTvJC5fOcOfWXX7/29eoVK9x+mQb0yxy2DliabEO5BQUHbtsYVt1DLOCLJWo1afoZsLOzn12dveZjVTU9SU0zWA6C+j1R1QaC2SCiCQqiOIcRCwIIAjS/FNeV+dfkmmEpgi0WzUazRp+EDN1Y8YThzzw8WciahKh5BlVu0IqyPQ7MS+cOcbNu/fZH2bkKdRVKNigazJ5nLBYK+KMpuxuPeHtH30fWP8zF8qfn2eOGIE8F3j8eIvVNYNPfvKTdPsDhv0esiggiyKNRpPpzGXmdImTnH/0j7+JXS1wYq3NZDBEzjKKukkU5gjRFCHOkdMc5dltK3JCcuYVqqaiICbZvNgqy3DGA25ce59jK8u0Gw0sTQUSZuMRUpYRxfMtuOfM2NvZIsrmt2J3NqVesrBMbb6NlWUEQaDTGyDKGl7mEwGmBIdHMYpqohsyIJAj4g1HmGaByW6HTiekUtARmP95O8OMydSlWrKQMp/EGyNK8y27KOSYukFvMCFIYxqNBqVSl97YnVucgDwFTVPIsgS7VGQyc9g/PGQ4dTjsj6ktrrG138ERNFLZ5ht/5a9x5vIVKNcAmavvXmX15EXMcpMkFVhrLPDgwSNUq8T+1iP84RHNZhM783nw4DaapiEpOmmWoYoCS80ase+hi4CQUl1sMBn0GQ4mFDUBMQkRsgjLslioFZAVjVPHTA72PEa9LpWCjiiKRH7AOInRDJXF5WVai0vsd3oETPHCiOPry5RUhSwPiWOXY6stMjGmXIBPvXye9mKLf/Wdn/HkaP7iSpnzFfMUbt3dxVZ8wkmd1y+sEaVHJK7LSq2MkOQU9ZBbQ48PnoDwg/e49PKn0SpVWqU2B3u3qKgRz59ZZeAWOOw5FMt1dnf3CaOcyTQgTQR2d3eIMjB0CAKYudDLpsQmDIoWm3s9lGJKPZPwxjMyYUapUkWQXPzBgMsXTlOw9/j4+i02TqxQr1XwZxPGWUqjWmU67HOivkJZKGIxI3qhhiQGXNve5mhiIOtN3NzjvR2Hu/sT7u+9x1/6/BtstJpER31kMcXxj0iTAEUroog6lUIdXSnj+GPC4YBYSFiqFVFyl4N+F01Zpl2uMEgk3P4MSUhQFYFXXnqOUydG7O5tE0c+eQZx4mGaqzjOjMlkgm3PqJQWadRr6HKZ8XSCpEeomox26hxZ6HK095ijwy61Wg3T0mEcoOoa5bKJ73tsHexi6DLLC00EQWChVWHieqjS3PYzGc/QJQndtoiCIWuLTZYWJUYjl8PeHG2npBGyarBat9A1DV06xfbODgcdjyieo99yIUEQQVRUWktNKiWT67fuwbH1P3Oh/PmRAYrF+QNtWRovvPwyaZrSarVQJRmBHLKEbr9Htz/CCWKG0xkHHThV1zh56hz3bt9ClzNyXSROBEpWRBQ7xGSoovisj2OehAGwDRMpz4g8l93Np6iSRPdgl0wro6sKAimDw0MG3S6GItPvjvBmc4tRlmSUnnUiKYqCLEnohvqn+PowjBAkmeSZUMuSRCqkRClM3Yi8pqOqJqKUEQYCnhvgeiEgosvCXNwBJ5qnlNrtFp4zRQgdEtkgcGbkgY+uyiiqxGjokzPPl0uSOO8dYX6LyrKMTIY0z4iDkGqjjWaY7A48Pr7/hFc//SUWjp3i+U9/nlQQQVW5/sFNvvm736Kxcow3axsoYZ8wyXn06BGmJnP2wkXE0OHBjRGqKrDWWsDb3cQfBIynI5AV8kwi8nzSTMAq2BQNmzSJyHSZxIP9/TFiHrO4UEcUYaFmM5vNMGWwDfC9kH6vQ61c4sTGcYb9I0ZTh93tbTrdIUaxyix2SHKJ3tijuVYiCMaYpo7vuyAKVO0CiSBTuXScl156nqs37/HDn33A1VtT4ugZlATY3emjqznZrYATdZWTK3XqNiSxyGx6RKkEaQrv3ZvSST7iC1/+PB9f+4C1psCJhTKqnFKzNA4PJ7iTKY/v32Pm+MTejOcvXOFTn3yVf/xP/zt2evOXtQCEPsgG7G8fMWgU6EsiwuGEtZVFZCmn0+lQb9U5WVzj/uMnnNlYp3vU4XB3l8HKKiur6wTOlFES0W62cEcTyobIxZMFGs0iKAGD6YRHI580s0gig0JjAZIu33lvyubDP+J/+pWLfP7yBWqGyP17H1As2mS5zNPNAwoFm1ajiq1VGI4OycQQzTRYXypTKlj0Rj7DiYchFagvVNjdGRATUTRVLp07xvNXjjOeDLl16yY3boxxZx9x6tQSi+snScKMO7duI4kq5WIN07JJJYViqUlBE9GEOf2r3ztkOh6y39mnWPJIBZFWK6BaLWNXF9EkAT8WCQOfimKQpilekpDF896tgmUSpyCTMe53sEs1WvUSRdsiTiBMU4ajGYPukDDXWWrWWGxW2Tk45NHmNjMnQ9EVytXafIYqi4SyTS7/4mxF8EwwDatAksGZs+d55eXXEEQFJBG1JTOdjOe5br+DF8XEScbUjeYgi0aL5tISTx/fJ0nnC4EsTVAkiSSKSMIMAQFREEnz9E8jc416Dcs0UGQ4PNhFEWA2HdFca6ErAiQxvjsjDn3KBQVnNGE2HROHPuMhFAsQ+RFlS0NR5Hl5WD4vih+MJnh+RLc/JgSibP6QTHzY2jtkraZQVFVUGbIU/DCkUKxixBGmNmPO0plj9vc7XSRBRJdSJDFBFHNEIUWWQLJNbNOi23NJ0vQZPh+yNP3TNEKcpSCKuGFIpWDz3vWPuPT8C7TWNvjUlVc4/+LriPUlnmzt8+Gde9y+fRtJVjn/wmscP3OOj+8+ZOPUaaZOwN7BIX/hN36N2BmQOWPuXHuHJJO59PyLvP/d75AmGUkGFduee0P39un1x2i5hiYKBFlMoVxAIWR7O2YwdqnWipBEHIQusgjtVhm7oDEejQg9l7xooYo6SwstSBOCicPe7ojF4xLjIEYrViiWS+x3x0ROl3azRppnCEmGLMR4synlpgZKyEvn12iUDc4eu0cYhsRxzO2PO+z0IXk6wM1EKovHkMcCdclhfWmdomlBvsXtvZjHEw/vyQ7HH9xhyfRYWl5g2bLBG+NOYqLxELc3whbmrZCJnFJIxhwr1vj3fv3TvHf1XWZugGnKlOwqAjL7+x0ePXhMo3Caiesg2wEn19qouoKYZ2gyrC02SAWZly6f4+a9x3z0wXskYcTqsXUUUcD3InKxQi6pKMKAdkPkMy+3EXOPf/P2Efe7fezyKXq9Z6QpCR4P4b/857e483Cbr37qJV57/U26O09wJx6GoeP4Mfs372KoEkuLTUxFJBj4KEZMyTDI7RAhdfCiPkkwZmOpNb88KCmBc0SUOghiysULK1w8v8Gdu0/oHo4Zd++yvLyKKotMp0Oc8j7HT52mWFwGRAJnjBN6GHaJVdNkVm3SjEIG4ymD0YS93gw/kxHJyOMQTRVRZIH97lOq1TKNRgPREAgCD1W3KOo6umayvbOPaReQJR1FSYiSHCPNybOUKE3Y6TpkSQjinAtRrlbIZJcoF+jOAvJZRC5KFNwcwzJZXvkFKOWzIwNMZi6CJHL5+ecwrAKCpLK3t4eiKPT6A2RZRpRUVM1i3DmgP55hWFAoVRmMZxRsmzAMSBKPmTslzyGOU/Jn9PMwCv9URASgVqtQKtmUy2XGvUN63SNkUhZaFdI4wM9DZCnHUESSOESRBETmRJPZBDaOyURhglEvUrAMLFNHNUxETSdO513J3eG8lCnKRWRSghR2DzvMTrSQ9YhYydFlBVkSKJRLCJMBUp4hMydh5zJs7x8yGo0oKym4YzAlDEWBSCRNE4Q8IyclTkIQczIykuRZfEuEjBxEme5wxOrKeQxVY2n9BC9+4etQbXP3o7tkR1MOxz4PHm9z4coLvPXWW6RZjuMFLLdDdEVlGE/4lV/6ZQ5298iiGQ8ePKQ/nnHp7PMgaXQHU8qqjGIoWJZFo1YldB38yQhDTDBkBcMUMQoGulJhMu4ym0FvNKBVr5JELoZmYJdtkixlugOWmWKbFrVqGV0WKBkah50uQdDHHQ846k8RrRlF26RsVBHRSNCwyzoK8xbPXI/QCJiMZtRLdWqnFzmxWELRVFRZ4enLD7nxYJNv/WSbhzs9DOOAigynSjkbi21KdkSlWqToJ5y7ZLN1v8PV997jb/zbn6eiSDiDCfnUYxwX8WczBp1DqrZJ6nnULZ3ZwTYzNebKyTXOr3yOBw/vs3ZsA0E2OTwaEZ47w7/+9g+4+fSIjdU2nVlGaRJyanmBxB3gTiastlsc9gac2ThGGMT89INH3L51k1KxSGGpzXg8RtEWkNUCQdDFcYY0yxpfePMySVpi+gcPGE4OkBFJESiXGrijHv0c/s3VKR/c/RP+0jcOuXRymY3j54hdl8nuDqmqoBomSSKy2F6h0zlATEQKqo1lWTQbRSbehIP9AbtP91lur1OuVJG1In4kMnUm5BkYlsFnPvkGO7sHfPzRXa6+ew3LgGMbTYRM4OH9j6m2fWq1NsQhWRxhGSayqmAgYMky5668yq1793jw5Ck37z9hOOiRxSnHVtucPX0CPwt5utvhydYhhqlRLpYolwVMc/7UtxaXyDMB1w9wXZc4zdAMk1q5hFEogDxg6scMJ2PyOKZaNNEtk8HUpzd2mPoxfpgiq8p84fXcn71Q/vzIAMPxmGqtTqVapz8cgiAzGA6J45jpZEq5XAZRJghjDo76HPZcogxy2cANEwRVRtZUBDUiThJ0qzhvx5NBlBSCKER4hsTXAd00UDQZzdDISPHdCeQJ1WIB0ogMSJNwzhTMEkxTnzMTlRBJgqWlJTRVRVcNdEXHsiyMYpFY0VB1nVxSCJ8Jl6yYkHqIYozrRci6SYaMH3hohkiGzGjqMp15aIqMZcIkhVwRGI5mJFFIEEwZ5xFiNUeQVJLYx5mNiEMXRRLJknkvT/osw828lpxMFBAVFUNX8ZOMX/vNX2XihSAofPtf/Cuu3dtENkq8+dkv8Nm33uDk8Q28yYjt7W1mrsfS6jEgpVm0yCMfdzJhoVlmMnX49/+D/xV3blzl7Z9+wDRMKJoWYhYzm7mY6gghi7BVgYKUYCkZkqqRkyAVNNZWLO4/djnqRqyuGkhyhqiIFOzivHRrPGU28Zk5U6q2RrlcoL2ygEKMbensDRzUDPa2JpB8jO9uUCpodI5GrLbK1EwFUpeSZeENB1RLZYTUIQ6hmKeIUYClGLx6bo3j623MVpPf/h8+4N13H3Bho8GJ8hpjTyaOMorVCrXQx6hoHG12kAWoV2sk6Yyt3TGCaaBWq/OOeEQ6h128mYPvTNlYblDVBO5d/RHnL5xiraZREHz8KKFeMtGsOs12gz/+oIdSWaJQVrj39AAlCzjWsilZFsF0Sr1oM3ICFhp1nr+Y8GR7l+vXPiQKLrC0soEbTGkvLVBqHEfqyfi+S8Uyef0FC8tq8l/9f35CyryLO5p684y9BJ4h8cBJ+bv/3V1++Y0J3/hKi412k7IE4aBP6vuMXBf2e4i5gmXaZLGI6w5RCjnVsoyIxmpjmXF/ytN7mySpTL2xiKKWSIQcMZXwnR7VUsZXvnKFJEm4+t6HvPfTLkW7y4uvnWY8HlMoV7A0gQSBOItBEFFMHbtYYXN/j1TRWD15ljVZYjwYcv/eLR7tHLLb6XHi2AZZnmNbFo1qG93UGcwcOsN5p49pmpBDPE97gJCTIJHnOWkS0yxplAwRU0nRxikDJyaNYwwhwdbny9LucEIQxnhx/IvSSuDnn+SGwcrK2jx3m6YcdbpYlsVo/wDTsrBtmyBMmbkeE8chiuekFlW32Dh1mnd27yPrMlapgKCKKIZKLgrEeUoWRyBLiGJGHOVYJdAsHdnQSJjHHlVNQhJSquUixYJBlsY4gU8Q+BSLJkkcI4oiSZKgytCsN0iCgCiaF70btooYJfQnQ/wwwvUCwnSeZU8zIBMQZBjPfCRZJckynImDmEpMvIThGMIgprXQYKHxmKfbKYKU0xuMcByHspkRujNkK0AvqAhijiKJFC0LP1WQ5X1UVSbP515TUZzDJwRJJJdF9ILF2PHJJJX+ZMi3v/NHlBaP89bKGW7df8JsNETIY/7Vez9lf2+PL37xi1w+eQy7UmMWxkhCzpN7dzlx4gTLi03e/PRnaFZsAs/lm//0vyFFJcwEdEklY06fUsQMW5fRiPHHPTRDB1WlXG9SrJTpj2+xuQ9PtrZYbZVJkpxSltFaaHMsTLj78U12drqk3pTq+RMUqkUatslSq4FtT9A0DcfpsP3EJ5f2WV5exJZTVloaVqGEhkG9NJ+FxbP5WCcTRIrFIkkcEfQHaHYBNcn42qdfYn/vkPd/tses0+OeJKDJAisrBuVGmzV5xNPtDrYOn3/rZQJBJ81FXGLEXGNnf8heb8zK4jGebL2LEOXs7Xo8d65IGvmIaci4v8/K6ipDJ0DVDWrVJX783m12joZMgB9+eJ8s2eDSss2TzV0soc7xxRrubICmaQhZTKtRp1Cq4gcxW7t77OzsoOgWzfY6UexjFgq0l04zmg4ZjCY0ahqf+WSbwWDAH//wLgfBPClmqRaTyCcIM4yijjsN+Nc/2ef+7u/wK1/8BG88f4pCS8Pp7BPGY3YPNykVbAQpIptGuPEMPZCxSzqaqKKqGVrNJA1DxpOIyHEY+EMESWRptY2qCciaRpp6iHnGZ958lTdezrh5/Q4/eecBp18ICLOAsqGjyQJJQcO2bcp2DbNoU8lF5CBl4LjkiCysl9BLRQadDqQJV9/7AEkWKNlF3EikVikzHQ9xZlNs2+bEiRMIQk6eSeSSOq/NFQTiNCPPU5aqBnkm0bQVagWZ3jigM/UxJA+FGLNaRs1iRjOXeV7uF3dkgKXlVQR5zob/ubFb1XU0Q0cQRQ4OO3N1D0KiJENUIQvnpfOLKyvI2rzsSI9AerpLTIbjR7gx5KTIqowgiSRRSqNdp95u0VhqoZAg6TJRFGCZBu12A1kW5yTyNCVLUsLAx3c94ihiMhwRhiDLKmkeEHo+PtKf9nnv7Q1x3JCZ481rInKRPM3JEIhi6PRyZk6ArMDUcbE0gyiKkZUiuRjRrNYol8uk2wPiFIZjODg44PSlVdI4IklCAs99tvRRKNkqA2+CaZropgHSvApWUkFSJXJh/mMyc8hNg3c/uMbxMxd4uDfiS3/+M3i5zm5nzK3rV7n60x9y/NgxVpYXOXx6j8WqTd+Z8HBzF7vR5sVLF7h55y4l2+DUyXP8nf/s/8h/8r//j7jxwQfMDncJ/RkCOeWCiSrLGIZGqVFGlQQGwx6zmYtsBhhqG7VU4tjxZUb+Ho82c2qlGENX2e8OGEw9yAQqtQbxdEgcBDjjMYGtYasSui6zsVB/NjcWeO/OEXfuj5l6OSeWq+wdjDHJaZd1Rt0+s0GflZUVptMJYRhiFHQEOScDGpaCGPj0nT2+9vpZVlC4fXOH/e0uU2fGhfgYi0s6FTunIE25cKbAK596HdQa3d4ItVjCD6bc3d1k7CTYLY1AtOl0dpA00At14mTEuUuXEYWQ2kIT0UsIhSK7vSnff/sqN3czJE1jbxry3kePaRonsEoRW1vbGJlLtVLAnQypV5rkqkXuxpw8cQJRlBlOpty/e4dquUI3mOB5TWrtNlZtGU/QCUYDhCTiC595FV2x+f0/us5eFBNGAoZp4ycT/CAA5uOj61shT3/rhzz41Ba/8bU3WF9cYyLF2HaKJnoE6RSQMQyTJFaYDDSKpkaWzajUixStMoedHodHA4b9PTTdomCsYJgFRtMJcThvYYxSnyj2OHtugTNXNviXf/Qem3vbFE2F5cUWcb1Glkd4ccjWwT6V9ip2tYZklwjTjGKxyMLyCv3WEb7r0Vo5ydMnm9y4/iHbBx9z8vgy9WoVQS8S5wqDqUeez3PqaZ4hyzKaYaAaJgVNYKOpkocTHB8WyhXiNY1xmLF3NGGvN8aLRURXoijOye+/yCMDlKptNjefsLK+huO4VMoFQm+Kqcl0u32uf3iD1uIqjhvjejFRDEkKbuAz81xqC00a9QquF6JqMlMvxo3mKRtJUYizFOlZdWe7WWWp3WR5eRk/cDE7NfYHYwyzQKXewPM8ZqMBYpYi5DH93oCfQ50mboibzhMbuSQCKaoiUymWSFWZOHQQJRFBFbFLII8lUgFM1SSLQzoT6LsuBU0gTWMMtUqW6UwzlTQKybIMWZwXm5VNnSwP6I888lwhyyISZ4IX9Ym9CZZlEyYio8kYzdDQVQ1RnNNrFHFuWpfJkfIMU1WYjPpcv/ouiBJP90b8nf/T/4Hq0nFGwwl6FvLqSy/wwgsvYFkWiqZilmz+4I/+hEK1xmRvhysvPM/y0gKaqmDpOq9+4nV+9JP3+Mav/AZHjx6w++Am/niIJWWYKJQ1aLeb1Ms2o2mNmx/fxotSXHdGJsmsLNRJk5Cr13tcu+3w/HPL6IKAN+qztNBm/cIZtp9u8vT+Hs26Q7FYoFW1mbkOkmpiKjkvnF7E9WaMPZckilEklcOjHhox5eIxvChAtBr0vZTJNMRzpxi2jaVLiGlI7I7pHx4hNNucXGhQevEMFzZOcP3ePu99fJdHm1u4oc2p1RK2XabRXESzCjTbx9k7vIqiywzGDopWQArg7sf3mAxnfLzl8/WXllleWqKgNwm8DqWqjRPniIUi29tj/vtv/4gPn86rlUfhvONp34F3bj6m/PIqpixzd7vLWUXHMAxKuoXjx6iiwPnTJwkCj+2tLXxnwuHBDopZJBMNFLtEQS1SKNrE0ZRhf8jG8hLRlQ0GRxPeuf6EbuIReBlIoNg6cZIjyDpCFjNOPP7l25vce7jJr33hMl/85Hmy6Q4yHrEXQJaSpAq93og41pFXlrDLJqQpSexRq5pU6gUEOWN7t8/jJ5uYhQrFUgXDLJMmHoqYUiyXCd0xR8Muv/r1L/DT96+zu9lnL9oj8cbIrFOR59XEvu/RWFxBk3R6w+mc3C7I5LqNLGgUSwqnT53j9Omz/OAH3+fm3S3CcI9GU+X48ePMkgGikCOKIpoiUTBNJC1HyecdPqNxD00IkUQFUxFIJdA0FU0qUilq9EYz8lClLCeIior3i1DKZ0cEmLkS1doajx88pX90wNHWI3YffszoYJvdR/dRc4nDnT6+B83WMTZ78xlda7HOyBkx8UL2j3qoqooqinjTCaYCiqwRxHOLiIKMDbSLJrYkokkyeqGOWGzT8wV8uYCfCVjFEqIo4LlTqraFJkHR1IjimEkIehEeH/aIkJAlqNrGfBsnSrRqGmk2JsDFi+foKDmPEZMMVZPoBbA9GVNslDh9ch1bM7AklXDcQyXBmQUEXogJKOG8yH6v6zFLNKIYCrmPFg7IgikZKbGQI6oKcZxAnlOxC2jynFJkaxpynmIIOSVdxiLGzCOycY8FU2CtqKD7A8ryPDXy2muvcfH5F3nprc/x7R+9y09vP0Zvr/DRk01iSeRff/tbLC7UcaZDZGkOArh+4yat5XWee+UNirU2kmZQLBbnhG4pJ058OsM+3cGQhdU1So0qR0dHjHsHlKWY4xWNs2syXRc+vNdH8AI2yipq2CN2B7z45qepn1rn/iAgKLToxTIOErEscOLEAiVpwFdf3+BTz9Vwex57mw9YWV1iGmbc2RvwweaAH9/vcqeXkdROEJeW2RqHpHIB0y7j+z7VUhFTMInciGLZIJcm1BsxX/7iRQZHHh9d7/BwN0IrX2Bx7QppItLbucdiKcHMRhRwSYZDGlqBIhI1SeIYUCLGzEIqlsbGxjqKWaDvRdw/GHK/N6OPyUyFMZCKkItzduqdDnzn2g5PPIW0eoo9V2MYafTG/pzcnidE7oizG20+/6nnWGgU+fHbP2P3sEu31yFwx+TBlO7uU5xBB40Ad7LL+orO5bM2682YUw2RDR0ut1pI4wApS/Ejj0iUEAwLB7h5BP/Nv7rJ/+O3v0WiLJBkRZJIo380ond4QLlk0mgV2D16TG/Ypdc5JM48kGMyIebk2ZNcev5FgkymOw7YH0zpz1zCHII4YTZ2kVOD9foqdU3isy9f4te+8hIvXFghdhze+8lt3n37R4w6hzijLluPH9A/OkTXDdqrxzl95VVOXP4EhcYyiiKRhA5WQefXfvPX+Z/9B3+Vl958iVgr8rvfvcc7Hz/i2oMdJpGAqNtMHYcoCDFViTAMcSWZoyhhlMMsS8kVEauoYhdEFpsmedDDEKbUCgnHlwq/MLGEn/MwdZtud8ZkPCOOJ4iZj0xKFLhIGYhIZBnkgoRpmUhAEMJwMnp2xc9olmocW1snjSMmownlYoHUl3CSAF2WiX0XAVhdaKGIOZ4bMAh9dLtCiIps2KS5QBRFZEk6N75qCqEiMw6n5KKAF85tQlGWI6kKdlEhDH3SNMcLPZLYJ/AnxFmMqoMcZ6hI5FlC/IwWNPR8VFNDEVMMVBRJolKMqIUyqVmg3WxR3RyTJaDoMJi4jJyYkgAKGbYqEiXKsw24gKpryKKEIkqokowIJCHEXoAgZcRhiDMOcCcpVENWmlVCFM5cPENteQOzWOPe/fu888FV3vvwIzbOXqS+uMwHt+7w5379N7h+6w6yphK4DltbT6lVy9y9e5dz586xsrrOP/qv/wn/i7/8b7H75AGPgin3HtzFqag8d2qVo+4BBdOiUm+i6BZ6sUia7uCOhwyJqdoGV86c4mZnH8fz2d07pKZWKFcs/MBlMptiVKp0u10+uPuEixttFusmdlHD1OD4ap3tozEXTrQJkpw7d4ZMpyNOnD5DvdHk2MlT/Bd//79EqQqM94e0axVW21UEOSbJHSr1NkVEHh85PN7Z4cKFM5w/fxwvukGhUuHznz3Jt/7gEVtbXU6eMlhYOsZSs4Y32qc/m5JlEywt5eTGEu+88yHtWoNIyZAEqFULWJaJZuoMZ2NCWWR/4PPO7SdcvXvEre2AUQSZrJKm0Xwpw9xS9qQP5t1dzEKFl84f53DSIxMi6iVpXpcs5SgpLNRtBOEYXqLy0x9f57VPXsbQZSajDiuri4yziCyPicMIz+nx+mvnePz0Ee98MKasgpJHnKqWGEcxXccji2J8QJdF0iRj14Vvv+/yYOtf8ptfvsRLZ49TMptoeUQe+TiTLroQsnfkYhUMqnmBkq2hqipJmtEs67ReOM0HN++R+AGTRCYzDQqGiqIYyLqJaekcDrrEaYStKzRPneTksWPsHRyyubvH04cPiLOcVcVg4kZsXr9Fc+U4b33+y1TrDaajMVHi4bkT3MDHLJdYO3YM1bS49NwVPvnJDv/kn3ybwIfO4YCN1SrVkk2a54iKiiaJjPa6HFtqoOvzGm7fj1BlHdu06A8mnD6+Qbu9hOsnZLnArV+UWvJMMDNE3MAnFyXCOMGQJRR9PrB3Ax/dLJPFc5JRnqfo4nzp0z08onN4iKVrlCyTdqNOvVxCFA4hTwmCEE1SIEvm8UhgoTkHYGRZhuf5yJJClqSUSyVEUSaKQvI0RlElpHi+SXP9gDjJmM1A0+fVD7qmUG8WiSZdMgSCMJrPKqM5eENRIIpiUkBGJclyFIG5N1G3yCIHFBlZNdANA6sgMslzGo0GBfsp3UGMpil0jnr0+0MEI8aQFCRJRhBTgighQkYURSxtDjIuGCq6Ok+ThGGKqEKSpDhJRJJBmmYUCwUebu6x/fgBu3uHRIgUiiXeev0Vto+GHPaOuHDpCn/49/8hy4tL/Pqv/ir37tziK1/6Mnkas9BsEEd79PtDPvnJN7j67rt8dOcuX/j6L9HZekA0qTKd9fHjGEXW5vXBWYqhyViFBpos0j08IAldfB8kM2atbnLzwYRbT0A3ppw2C7iBS3KwQ9mQGRWLbO3ssdKwqZrgpjNyNebk8VX6fk5FVLlwbpnHD4Y8fXyPUkljODrik595k3//r/01/s7f/Xvouk7xxefxIonu7i4VLYdWmdDzkTKF9YUliprBQeeIeDqj7yesNOu8+QmfIFNZXmrQbJQwLQV3FJEQoGpglWV2tvdw8z6l1jJPd7ssnYAX33yNzNLZG01wohB0k6NhxO17B9y5FzHJAQySRJn3IwsxsZigCDCK4fqjiIL5hEq5REGIEEgQhRRRMChaMpomo5WLFKwiuVSiWKzz4dWbGKrG5RevcLTfpdmqEYY+vjNA0ww0TWN5pc0ZN2Ls5DhxyuJSk27vkLoEwyl4OcTJfFQQADNgMoDr/+3HfO0Nh7/89Tc4UUhRZ7vYyZhuf4KTGxTtFklmMOwF1AtgGYAwAdXhrYtFBpOI4URk5uccTVy82Me0Zeo1m3atRhT4xHFMGIaIoshSe4FytYIXpvzkvQ95srlDa+0Ei8fOMB11+G9/6x9w7PR5Pv2Zz3EQOujlKsX2CgVDJXCmFLWUqq5zfGGD83/73+YnP/kJP/7JY3707pCUIdXSNqdOlzh3bJk3zx6jZdoMh2MiPyUMA6ayz9LSCopoo5gKxbJBmAhMHRcGvyC15Jlgbu1s48xcdMNkOhNJszkNfOYGhFFK0dIwVYOBPyPwQ2QJdBnCwGPY77Gy2Ma2DOIo5NLF8/RHAT+7sUWSgWFY+P4YBVhoCkiSgKnrmIaBHub0ByNCP6BUKiELInmWIwo5miSSuiG+H847PrwI14fFpoIq5wik2KUSARHjmcfEDeY4t0xEQkJXZSQxQszm5VwZ8zFCZzAmQyaKUxIhRRRiJEVB00TCSUixWMQwDGJiLMvC88ZMpg5FScYJMgqmiqgapAkgCkiCiGWqFA2VcsGkaIHnzTueJXG+FXRmHqoAQZSQZRnOZIg76jGe7bJ92MENQ+xqix/+7Bp9L+Jv/p//Dr/69S/xw7d/yKsvvsB4OODenVs8/9xlPN/DMDS6vR7Hjp+i0WjwD//v/wX/kz/3dd784lf5o9/pYFkiw6lL1dSRZRlVkRj1j+Z1q0mCIotoojHvSDdUzqzWmM7GbO/5PB2llD2wNIs0CSkVTSRxXqA2Gk7wCyJMRySGgLvYplhtUJYCYiHl5HHYP4QsdtBNjX/ze/+SjTOXOH3mLA8fP+X2g00O9w4Z7j+lIGWc31hhfWmB0HdJkph+9wgv9Dh78hRempPJBWZuytKxMxzfWEEkxZ0NiCOXnIgwmtEb9dk52kfWBQ7Hh/SmMV//0uscO3+Ore3HBKmMk8o4I5/HO30OuhFRDgoKGRogzXOT4XwDnEgCSRIiANfvj4jDd3jjhfOkmYwqC0hijirpKLaGqEioScxyo0oc5YyWG3z4/lWSJOHMhfPs7hxRq9UoV5pEUcJgNOSFFy+DYvCdP7mOqse4032Kukh9qUTYTOmPHTpjmMYQqzK5ajB2AtqtGt/7aJt7D57yV7/+Ml954RiqEFOTNORUQ0Rl0HcQUgFT1fD9KUnYYaFVQDIUmmaGkUn0yJlOHcbTKZ5koZVtSlGEKoqoqkqazi1ypqZhl0qkmcD6n9/gxz+7ysd3b9PpdFjaOMtipUIy6/OzH/4xaqFIvdmgalvEsY/rDJFyD0tTKZgqSibxlS++yYWLZ/jgxm3eubrFwwPoXp/gOB5GFNKpFJEEkbPnTjOdjrlx4zqOn1AqlVB1A01RsU0Dwyj+4gVzd38f29LQdBU/SHDDGboq44UJqm6QZhCmEWkaIysikgBhAros0G7WaJYLFAyVUe+I0yeP0+lNef+jLQqKTJanqIJEnqe0mw1EEZrNBooioWkak8kE1/WwTZs8BbIcBRFJEPCCENcPyQSFwWRGCNSqJWRi4mdzRLNY5qAzwQkjZl5EEgvIooIuCxQtidRNyYnJAEWF4SRj4oeUEIjzjCQK5oJpqmSjydxGZRoITNF1nTwVCaIIQTGJ05REUFFUDUnI0RQTTQNLldGlnKKhUjIM+oKPKM5dBAgyqmWhkzKeuHQ7faQ8Y7lRoVXJyGOHh0963P7gEUIUIcUZ//j/9f/kr//N/5QXLp0ni3xefek5/tk/+2fUykUEQcQPIs5fuIIsC4iWyRe++ktc/fgOX/3qL/OD7/weJjLT0T5yHpPFAkkcMRj0iOJ0juirVhGFnDyNSYWUihqz3ipyMPV52IP8yRHn1xuQjBCzlDQOsCyVwWBIsljC0nWqJZP+cIZaqSCkPkUz56XnVpHYYX//Ma9urOJ4E0ajAZ/53BfoTb49D0EoBmZjjcHhHj+98RgvllmulZgMhhRsjXqljq4axGGIXbaZeSGr7QYFXSYJZ2RpQJr5xEnAsHvA/adPESSb7QOfu/e3WVqA9XPnOJg6TBIJtVBh9/ETDnoD7m0eMBj/vEgrAxJkJJIEEBRAJMwyRDGFLKETgns/QBTv8dzJZWyrjRlleH5MQZUQhARCn8yPqBgCrzx/Ae+n7/OjH1wnyQQuXLzMaORTKJgcHvWRJYUrz1/G8VOu3fiIIEvJRRXPB0FQMAyNZd1goZHjRAlHI5fDyYymZRBNR5QKBTrTCf+3377K/Ydb/PoXXqNhVmgLIcNuj9nYwaq06eY6+wdH6ILOwukzMNiC1MXWQmxDRTU05J5FL9UYORENKyfNIshSZFnG1FVkTSEMYlzHpVxr8pk3XuPUqVPcuPOAnXvXMUs16s0FHNNGKzcIgzEzUyfxZ+hSRrNaQhVzosinVq+QIGAWS6ycOMVnv5Lw7kc3+N1vvc27d2O2HzymZUO9Bl8v2FiazDCKWJCh0iwyHByRTHtkmoKp68CpX4RWAs8Es1KpUK0VyWIPq1Bk6Ht097uMJg6VapNMAMf3QMiwLIssm3+Sm7rO8mIbOYuwNIUHjx4iSRqKLKEqUNQsDoYT6nYBZ+ZQKtvYVoF6tQZAHMe4jkMWJxR0kyiKUNIUKc8Q0oQwDOezQlmlP3XIANvSyBMfWTSfJQZ0ylUVOQjZ6/dIwhzxWaeIqav0Zj4CArIwfyZmHhz1xhSbFoIqEfkeUSIjiCqCkKMpClbBACAMfVREOoMhx1fqJMzNt5KokAkZkqwiSSGqmCNnCYYEhiIhCvNbrSDKhCmUrTJiEjDsDuj1BliGjiqkSIRIwZSLJ1YJfQ9dj2Hs8eTOXW5f/4CNM+d5/2c/4X/5H/6H5HHMaDBA0XTGkxmdTodWe5lMFLny8iWuX7/O7Sc7/MZf+Xf5/u/8Y0aHO1QtnSiJkIUAU1dp1gu0220Mfd5XPp0FJJmPGgc0Sir1hTqdrT53d2Jsa0qoBmRxxInVZcbjKZ3NLQ4POpSWi6hGiaEXoCse1bLN2BmzvtTANBR+9/eecNu+xjd+/S9z5oVP8eDxPmsbG6i6jeO6KFaRpdOXOdx8xN3tI0Di2NIq5ZJJEDrkiHOCVq/HqZMnEBQZiZww8vG9Ke5kjDebEscheQbd/ognT+cOhVdeOcnES/DiIaKscf2jO9x9+AgvSvCChFJVQPQFBtMUBYeMhCRW5+ZZSYYkIsslIhJE5n09P73rkadbVCsWplpBkxIUOaCozjGBFUmk2W6wfTDgs299An56jW/97ocMhg4nT52BXKZSbhJFEb3ugDfffIMgifl7f//3OH5GIUxUUlEjk0RMVcJUFepZQkmXqRkzpr6PF8G4F6LIIJvw3/+ky3sPv8Vf+dpbfKKps9hYQ6nlHI2nHHYOCJMcy64wnoCel5EARQnANlmumyilAHYmHHWP8C0FMZ97RGVRIIkCNE1D13Vq1SJh6BAlOfWizmc/8QKHvSH3H29y8OhjQkGhUG9RabVYajfIkpjMMomLBkGQEAQBTji3bomShiqKlGSVT3/yE1y8cI5Bd8B/9Q++ydYY7o6BH/2YyxfPUFpqo5QL9J0BBVshC2dkiUMcyvzCBdO0DUxTJwpyzpy7SL9b5wff/xMGEw9JD6joRURZQFZl0jxCN+BiW+fF569QKxXRFXCGfQb9HlkqMBr058uPyHvWhZygAdVyBdPSCYKAaqNJGo3p9/tUbJtapUQaJ/P/sIFHGsyIAg8kmTBLGczmnGVRyBATn1a9jGHZKLrJ8dUlBsMJ1z6+RZLkczOvmNKsltjrTZ8taAABHB+e7nZYq58AWcFPIsZTj0yromoyuaFSK9noQOD7qKrAzt4RL148g6lqJCgkiUCU5CiiiiyIaJKIQoYuChiKjCKAKMxnw0GcM576EPtMppDmAic2jlPQVYLYo2KKPHhyl7qlEsQReA7tqsmH775Ns9lkrd3izvUPOHXiOFevXkWUPexSlc2dbTSrgF4oMwsE1k+d4/e/9y3+1l/7dzh4fIcf7Dxk7MW0yybthRpp5CHkGaHvMR1P8AIfVdGplUukaUqSGZzUWgRagaePt+i4MUqcsNbWadSKpN6MoQq7h0N0OUUt2CiGTjAec2HlNL43JU5TNlZXeeHKPk/3pty7cwvUMsXWGqvH1qm0lvnRj37MzXff5+ypkxRLVdLI48bjHbw0xdIFZDnjxZcusXHhAtdv3MbzQ2q2Pi8bc3ymwyGzyYjAC5EkjYJZYf+jHnIGpgmWscDe3gxJ8Zk6E3780/dwQh/TsjBMjSXDIIwFzO6Abi8DAsI8AcGA7OemaJEchVRMSIWcIIWPHkZI4m3iKyfgWBNJEKEgUzRVFFtjur9Ns9ZAmKZcvnSe3aN3+Ke/84Cvft7hwoULXL58malzyO7+EWunz/Hqyy/TqP0em5sTyotrZJIFqoyoiYhijk5EzShybsFi1D+i2wuZKND34MCDVIMHQY2//ts/4q++fo4vPH+MUxsl9HCK5gwomiq6ZLG93UXWVETZRjU0ihLUbIVWTaWcS3Qthf3JkFSWKZjmnHol5IRhCGTYikRB1xAVmTQT8YKQ5WaZVvUynW6Pnf09tvefMBhvIU1XEFWdsFJHVQxERccqNdk4eYqDgyOiwEOWBMQkpazLtAt1egWNf/hb/yk/eed9vv17f8wPbma8f/MuL18BSTvPuY0V3HCCqcgogkCW/aJ46/MjAxwd7ZFENXRV4dKlC7TbS7z7s6sEEThuiFXMUHUdPw+Z+R7VKnzta1/hK1/+IrIsUmjVmA16JFFMECaEvkuWg+vGlE0N1w1YrqtUKyUkBIb9LtXzFxCEQwbdHrVqmXLRRhTyOTw4dMFzCAOPPBPw4hwnnG8xhTRCFVKWWnXsShVRUmksLBLlEjM3JA1zLM2kWpAoNFvsHBwydBMEAdIc3ACOOkO8MCPOMtwwwA8TFB1MU0e2TOq1ElUbhDxD11TGowmIEqppIakyqSRBnKOqKpo2v1HLYoYiz8cUssSzW6ZIkmX4uUjohkwiCNOESqVCnnrIJLRKBYoXz9KdeuRCl82dHkka8vDWx9QbLb78jV/lD//Nt7n38BHf+MYv48cOl557kebiEoPhlOF4hG5VqS4sECPzg3c+4I0vfJV33/4+tz76mMpzJrudLqqQUtRVYE7Yj8KENPGRJIk0ComCEEu3aVWL3M9g+zAk1+HsGhzubjHudinZRSaTKV0PlO6ME8dsptMR927fo1wpYBgm9+89Yqm1wMHRFh/87D1Uu8WLi8fI84yXXnkRu1LiP390j+/95CZLLZmT6yu0F5a4tXPIUqtIFjs8+r3f5y/+W3+exfV1hiOHLIMwjAlcnyBIyBORPJMJvRRn7FPSRGqFDD+EwIsI3JDdoyfcvnOHXATLsFEVlSRLIQmxVR2lbqGmM/ou6LLEOIyIkhRJVsgFgSye+30zcuqmwMTL+dm9mIKxTatRw7IkxFBCVsEYdygUBfzUoVypsiSofOHzb9FYeMI3/2iX6x/u8/LLj1lbX+Hc+fNc/dn7nD53nv/d//av8R/9x/+APE1JkoBUttCsIiXLQE09hGCAGs84u7rAesPlcDBhqx+TjODJDKahgyaZ/NN37vLB3bv82ucv8aVXT3PcUujubpF6Q/RiFT+VkA2DKNOY9GdMRmOWyiZGwWKlWKKeKzzY3afb6WLqGtVyCU2RSJIMZzpDVVV0XUeUFSRi8jRCU1QKKy3WF2uMT63w3rUPOXjwFD+H1uoKimqhmCUUq8L2zhHDYZ/FZoPldpNh74jZuEcex6SzCZqh8bm3XuGNVy7zkx//gD/49jV+dgMe3rvD8xfucHylzGKrRqlgkkTBL1AunwnmzvYWi+0FGvUG1659xHe/+1363R5pLiBpBlGW0R8PsUplRkdD/uP/5G9w9uIlhr0+siwi5yk3b97C8zxOnznP1Y/uMfNA08ALwvnmeBah6xqWafD44SMyWeXcJz/P6Ld+i3NrK4z7PURVI3PHpMM+thjgzhymscDEE9jag0oBNFXGRkQWUvwwxLBt9nt9Do+6aJqBnYkIokoYZUT+GEPNyWcQRTDNYLkOg7GPrFh0+x1kVaHerFBfWseaBNy8v0mzXKJVN5mNPEIlI8syojgjQaR71GXj5CkmYYLreiRJQrFYoF6tko5d6rUyC/UpnWlKlqXImoHrumS5SEJGdzAhFQRCx6FVNPGnArPpjNx3KVsqag4jJ2Vxrcnv/s7vU7BLnLt0BW/ZI0kiltqLGLqKhECxUkLwQkbTGUmW8rf+9t/m9//FP2UcZrz+ua8iJD5PD3dYrRUIJgPKlkqlZCMgUSqVKFaqAJh2EWYhg/4IPYWTG00ePejST6E78ajUTJYXmoychO7U5VHHIdULlEcOrUqFYsHA1iymU4dmbQEniLhw9jjv3XjC4e4216++y7nLLzOZDfn0595kODriH//2P6JzGPP6m8s8fLzN8bUNjLrF7Y/eJZxN2RsOadbm1qSCWWM4dpElnenE52j3kCSckvhTvFlCs1RnNumiCnC0s03su4xHQ+Q8xQ9SCrqBEGUYsoRmmeiaQmYa6EmEkIbkQYiiSsRSTpCGpEiIhkKUzOe/Iy+nKM1xfz+87qGqt8lfeY7lepE081mtZsymXVSrhW5I2JlKs1nnxAn45c+JfO/72/zJd59w4vQeQZBx8tw5fvrOh7z8idf5S3/hG/y///m3sSoVIhKGYg5UKRs6dnmRRkEhnnYhk1hdq7JyXKd5MMJ8tMd2L2Scgi/DtREcfPNjHj7c4pdeO8Xp9iKx22MwuE8oqMhhHdVss7pygdvXP0DJFWzNR1IEPFGn2VhAFGQOD/bI85y1lWUkIefg4ICCaaCq6pzZYJkYqkKWZaQkKIqAQc4vffHz7B8N+ME77/P07i5JDMfOnKezvYlp2VQqFWbDAZ0kpLW6REWX2H/6lJZtoogRrjtFTQW+9sZrvHnlEtdvfMx3//gaP/gQPrwxpr045tixRSrVOiz9YsTy+9///jNbURJw7erPIJfZ3d1jOBgTxymaVWTqhUSMsStlrn98n09++hOcPHOKMPTnGfMg4O69+wyGYxRNY29vj4POEYYKkxhkeS5Wy22dcrnIbDZBVWWOra0BAlkYI6QRceRjqAppGlHQRJQUNEUmizKCVCTKwbCAJKJaMYh9lyDOCb2ApXIDP4pIk4wsSSgYBtWCyTjNMJU5h1OS5ksfBIUggMk0QJBTpDRGludVu8HMIfIcQi+hYmm4Iw9FlVCzjMNOj0LBIBcVHC/AD+ZRpvlyKiDPc1RZwtBV/r/E/WewJVt6ngc+mSt95vZnH1u+brnrXduLbrRFG7gGAQxAA1KUCCo4pEbUSJwQYzijYYxCMSHGcGJIUCHRgQIJQ4mggyG60UCjgdvu9u3b19UtX3Wqjt9+7/SZK1fOjyyAnJjRX/SKqKofdU4cs9f+cq3ve9/n9VwbM0moq5KyNBpSuSzIkBxNFtTCIq9q9g+P8SwDA4VvCUbzEN+EQRtGh0d4Fty5eYtz5y40cpVnnkXpgr/5N/8mP/SjX+DKs8+Tl4pTWxtNeJsGn/7BH+Zv/9//L/zf/su/wt2b1znIMt66vcePffYl0sWU1WzCqZ0dkiRhurvHYG2NPMswbZfLOwOGeHijmOVsyuKk4p3bc9aeVHQdg0p3EW6HsqiZZRrTOMG3QUlFHha4vken5aARI2uTi2e3ODnY58K159jc6HO20+fRwSOee/5JfuQLP8j1t9/ixr1bvHd3xK29PT7w/GXwfM5sD/C7PTZ2TjGfrDgZPaQsml7lbLoizzVUKcgLrekPth0un1snlRl5seC9t485noDnw85pDw1wHBfH8dBrQCmEJmhtbLO9XvPNt3dJ6gqpQ2VbVKZDLSwqoK4VWRqTRDk+jQLpS99csJh/lZ/4oc/RbbeJihW27yNsh6TIyHOBaZucOr1N0OrTbnX4tV97m+s3clar32e6yrj2zLO8/fZdahzSAvQkpJCSqqqwbRPH0mmZbfAD1gZrJMspFBmaBi92elw6s8X+0Yh3Hx3w+lFJ7cIshF9/c8XdO6/zZ37oIh96doftTovlfIrvucRJxujBLqODMRvDdRA6YRzSX++yCFcYtsPlK9eYzyZ89623ERpsbW3RXxsynU4JR2Pa7Ta2bVMUBUIIgk6bteEWs+WKXm/AT/34T3L99n1+/+uvc7i3x8XLl3nf+z9EMT8hTVNIulh1SbRcoRk2p65eIBntI2pJmio0HYLhgO/70IfZ2jrPg70jfumXXuXOHnx37xCNQz77lz/yPSmYH//4x5uCuT7scu/eA6aTFQ8fzXAdi0JWdPs95osltnRIlKSs4LOf/xyDtTUWqxVeEJBkBSejGY8Oj2m7NqYhMS2HVjtnPAFRN8bGfr9PO/CYTce4rkscR+x/8xscHe7zoatnMEWN69gUiwLP0knnK6QsiBLJJGya75YFWl2z3ms3fUJhURkOSoPpfEqepuRxStfz6Xg2q+kEVzSCda1usoWisOR4smT/eExrS8cQAmHo5FmEqnJsAboq2NrocXQwx9R1dGD/4IgLF8/S7vZBF7iuT15VDWX6cShYXoOTS1xbYGiQVyW6YZHICqkJJHBz94CoVAzWt1gcJvhtG5mluHnJo8MppgZlCidzuHB+Hb2GR7sP2Tp9mrfffIsf/5mf4Wd/9i9wPB5z//5dHj465MzZCzz11DPUNXR6fTbOPsEbtx/wmZ/4M/yN//yrFCkcLzM83cbyO6RSoRuNLObWnQfohsHa2hqdNRvfFaR1i4PNAdenIx7O4Ob9JZs9HW/gIvwuta5Y5AXTMKXnmdjCJSklvZ6H63lUUkMiuHLxAl/62rd49au/Q3d9gydfeIlbN97C9312tta4f0vny787YpGDrtdkxS2e2DH4wg//abzAZ7VaYZomy8UcVRlMxgtG0xWqrCiSkjypsG0XrY45ve3RG2ygCY1Hh4fcuD3h4AAe3Ew4f85ACAvXamFbPsLQmoA+VVHUko1AY5HUpBIwJdg1Bc1rJkyL3KgZthw0mVHGOXkC795WbLz+DjtbHyaazVjvmVhKYnkGp86eAb3N/tECVY15+qmr5FnGG9+9za0DOPjN15gnihKDh0cnzDPIhMTOQ0pZ4JgKU2XoVQ6aonv5Gqd3LhLYgmh6RHiyy05L50q7z4VuwftfCNiPJI/2Fzx8NOO7ITz61Xt84sERH3/hAs+d2mK694B0tuLUzgXWW81QTXprtDZPU1QLHNcHmtlXq7fGdq0xm455dHjMMozY3t5mc229sS7HKUEQNPI7pTOJMiy7h6wkcRhy6dwprpw7xe7uLu9cv84/+zu3eekDZ9k+c45JGlLkObbbQrccRodThn2PWk9JZEya5ziGTnfY52qrw9qpM7zwgY/w+pvX+Z3ffZV3bsy+J8USQAjRFMxhr0283kfUBrpmEkWSk+mCNJOkZUVVlIyPQ37gBz/KM889x/7RMaYdMB5NGU9nHI6mmG6AaRnomoHt+Jh2hiKnLBvBuuNagKIoMjzP4fjwiN/71pvIPMOxG5ujYwuWtcQUNVGeNv5z02A0nyNpArRc26LfarOxNqBu9XCHp8nzBYvFjKqSCA1cIRC2QK9SPKf5+kUNlYQoh9kk5WQ057lzO3QDi8lKUdUNumzYb5HmGZtrfWxxH0OryHI4PDmmRqPT61NWFYNBQBjFlEVOfzCkkjVZVWOEKZapo2tQq5Ja10izlFoDXcCDGeweTTj38jWUTElWI5bLOVVRoaqSM6fXqCcJ+/MEoWk8fLDL73/tdX7hl/9nDkdj/uk/+gf80Bd+jLu793lw4yY/+id+nJs3b6PKFNtrMV1G/MW/8l/wX/5nf5H/x9/4r/n0j/40X/6Xv8jvf/s6T5/f5MxGj6JS2KaJ0hMkOr7to5RCRgtUkeGXLjs9h0kPjsZw7xhSpdj2NMzAQxkZURYyWlZ0XEHX7eAZFhoCXdMIXIcoSzm1ucHpzXXuHh5w853vcurMaTa6HR7u77He6/HUlcssw5TX3j7keAwnx/CBp7qc2d7A1KDIY7rBGq5tMV9kTOczFqsQVMV0PCNLIy6eXWfQsei0DDpdgec5rA/Pc2a7y737e+wf5ESRJMnHaIWGO7QZdNcQQjBfTIlmM3YGPZAzVAF1pdDrHK0uMYSJ0HQ8z8bzHfLVktqssfuKcCp5+71H9Fvwkef6pLXNbJ5Tz2fo7ha9gY3n2nTaPmky4kMffInFcsmj4xNGGfzz33qdfltnb6XIgVbRRHcYZUmWxoR6hSxT8jwnTHIuP/EE53c2KStFlqRYesJWy6QbbJF3tnj70Yj1TpurV8/x3u093n5nzL99LeHRw3f51LMDPnTtFBeeOoUscmojw/V0SlXz8P5Dum2NdrvRYEZRSqfT4dK1pzk82OOtt95i/OgQYblUCOIkRJYKLBuJwSotqIyAXFc4hoFl600/X1NcPLPJznqXu2fuc3f3ETduPGTz7DrnLj+LFDaG2+KcsUWcr6jrlEIqKl3g2iZeJ8DumJi+R6UMXvGf4/yFbU5ORnw3/p7VzD+M2U0Y9jsUqWJr8wy37+2zjIuGMagbRHHG1Wcu84U/8RNUWs0ijFCrhPFoSSFrjkZTBus7iDJDSkVSlERJTjswmEWNXMG2bbIsw6nh7OlTbG+uU6QZw7UBuqYwdNVcm0WNqStsU6MT+Kw7LZbREUJAWULg+zimRr/TZaQ0Wp0+R/snFEWG0MH3PdqeTS0UviNY7/p4TkxVghAmhl4jlWQ+WwGnMQwDJVN008F2LFzHxKybF9wxQGhQK0jTlFWc0MsL4jhiy9vCtkzC1RLHb2O6LqbTaFmDwMOxlqwS0GSTh3I4WuJZUFawN5oySwtq02lgzLbLaHJAtFpiGG2qUrK9YTCfzjhZlQwGLf67//a/5a/99f+at27c4K/+1b/Ksy+/zMb2aU5vbtHzHO7evUl26gxZLpktV4hgwK/8+pf4ws/8LHdv3eTtr3+Vh8czHMfhwvYWRZayt3/M5ctXcSwbVabo5QqZR7Q1yfmuxWzNZTJOmTbDZPS0omtXqConz2NGIbimTsdecG6jTyFz9Ezhew5iLjFQPH31Evvj13jjG99gc+sUQbdHsVphBAEXT59lOY8wjA6/8cUbbLbgf/fDn0PLE/yWT78/4GD/hCyNmEznTCYT4rygqiX7swVlAVtVjawlhq5jaJKqCBF6zc5GwOntF1DS4re//C3CsKIoVsQrA9cBx/cwzIpW28bHJElDsqxEaaDrFaauoRkalieoNZgc79MOXHprXZbjMd0ALB3+3W89omVmPPvUE3S6aygEq1hRsWC1WlCVKefPbnF4PGF9o8e5iyeslQZvPpKMVqoJ3KMZRrYLSHOFqlbE0QrXNkiiJUJX3L2dks1P6LoCz/PxbBclSuoso+92ePq0RX9+zGS1YPP5DZ451eLGu494b09y97en3JsWfPyDT3BqzUO1bJbLPYQaE2gGKrdZhRZBELC+sQnAbL5At11e+uCHWa1W7O0+5P7eO/T6XdYGQxZxgUgqTM9nlaVUSUrbd1hre1S1IkmixnY8XOOFQZ9LzzzHd95+j6+/cY8bD77MuauXOXfhErv7Ej+oGgSdZWNYFqWApMpQVUYhU6bjCa7rcvmsy/ntbb77av3/v5r9MSyj+avC9FwqOaLVarG+vsnRaMV8fIJmC2oDfvgLP8rO2dOMJhN6/T73dw8wbQc3cBkMN5mMTsijBVevXqW/tklye0yB/KOsHdtzCZcrnI7JuTNn8c6dxbGbU2ev49NueY+v5QZkJYZWIx9nnM+WITWPWZM11LKkyHIO52PE2pIwiihlRpbE9LoDfNsmLUN6gYOyDTwrZp41WeGW5aGRcXw8YTZfolcx4KFTQ11SlxmqysmiiFYAQtfo9x1s22E8mtLpdAjDJZ1OB2EajXMnzZCahm40J5zhoMPBaMJJWFIkKXrLoagbJJ4B6K7H8SKiZwhMv41FRrvdZmOj5iismM0KEtVYLNf6Aabv8+a7d/jyl7/M+z70QcoaTm3vIPWa77zxLT7w4vNcuXQO4XbQDYuvf+dd/vP/6q/z6u9+mYNZxI/+9J9j9/Z7HE7H9Foh3XaHtufhBB3COMG1m6x0W9X4jiCwdXzXYh722RsdcHcKUQj5aMV2VdGxJYFjgSOIlcYiCqk3u6i6pCgltqMjBMymJzimxwtPX+Ot2w+J5wu67R4ffOH9SFmwWM4IR1PMsmTThY++tM6LVy6hFyGBobEYH7EYTTjan3B0tGSxmhMXkqJSpEBtQlwppDSpCg2ZK7AqDLPGMQ0cW6DpJh995XlGo4i9wzmT6ZKHe2Ms16Y/7DDYGLBcJHTbHfJySlzWSFWhaWBZFp6tUciSU8MWQtcRqqDf8TCoqfIMpOLr3xqxSgSXL5usr68TFBqm1Uhz5rMxvmeSZwte+b73c7SYM0011lfHPFg0RC9NgGnZlDJnkTYZRq4OjiHppnOGaxvMoyVGGdE6vU3Qa9MKLGytQncyJqMp3bUu/uYagZDI2uDJU2c4M9hi861b3L434bfeCHnr5nf50R8Y8OS5IYsoxNdynrh4iddv3qYUDau00+mRZRnT2QLLshhubqA0C2W65KyYRRnCSh73Mk1QNVkSsrG9haHB3vEhrcDj4rmLUFc8fLRPu9cj1RRXX3iRi8+9xMHxmOPJDFNILp7ZQlYptabQNIGmmZRpxSJrooGVUpw7cxpZ5ITLKcvZBNj8XtRK4HHBNIWOpuvUdUUlJVtbW7x9/Q5FWaMbig9++AOcPX+ONM8pZElZVWhCZ3PzFPNlRCErTqZzzm+ts3PqLJ7/NuiQxGA7OmatsG2bsixZX9/B29yEomCxWFCVOb1uGz+wSWWOYQqKZQpKMh2POJEFs2VKVoFjg05zuizznMUqwZ3OKPOEssxZLEK2uz1sS6coaoa9AJWXdDtjDleQlSW+4VCWFePRgjCMcYWF4ToIQ8PQNUxDp9MKmM1mDPttVnFCt9tFKcXx8TFnz51uimQU0W63mywfIRCGhWYILMui3W41SZZaSaUgDZfUNMxDXYOgt0aUVziA1+qwd/O79AOPixcv0sl0FtLhtRsP0JKaNE15OI3Qga9+9asMtzYJWh2klHzq85/jV/7ZLxAeP+RTn/oBdk+O6K6fYri5w3C9zUc++QP8wv/0d/nzX/g0H/n0Z/nar/8L9kcNOu/8mW22dnYYHx1hC5MiWlLbGr5rExglLcfhyTNbjDOL6197wKIyyUcRlDGtDYvWWoByW+TkJFVGlC1xXQ0ha2SVMui1eHQ8Jcslw16f7UHMrbffwxAuOxunWYQpy9GSYavP5Ogen3vlIp/52PshCgnsmipa8OC9W6QFjI+OWS4KoizkaLJglVZUGgRtk2WaY2+fIk1i8jzCcWt6PRucGllmyDLlwrkd+oMe7X6T8b13fECcR2RkVMLA9gI2t7ZxWx2ORiccTyLStEKrQypRU0vJztYGSRSTRSmDTocsjVnFivNne4zGc27enbF/8jbdTsDprSFPXjnHoOfiuAa3b75L0Glz5sw6m1sDxrsnbJ8dcJxPWaRgVVBnefNQBZKiQSHaNGF8i6/fpG3CxW0NwhHzboe1tQG9Xh/TEEznYzSh6LY7nO6dJs9zag3WL/d5+cqHebh/wGyx4uRkzCqqSCqfJ649gVAJ+9GCs5cuogmr6evqBu1Oj42dM1SqkaCZls2FJ66glGIymSCEYGtrC8dxiKIZm+GEIHDQLZduL2C6jLh1OMFtdQjOXkWio7kllDlWrXjp5W3WNzdBFhzt7ePaLbKsQKJhCBsNm1o3sFserU6XBw8fYpg6utmlt+Y+fid9b1aT6RPlWI6BrhvkecLWqS1KGaPpYJoan/3BzzNbRri9PsL2uf7d67TbXRxDMNp/xGtf/zqXLl3ix3/8J1msInYPRxiui6tyKqlouWBRIRyH85eehu2zZHfuEK8mDAdtylqnKGvS5RQjT5pYP91iltaMspL8sVa1Mxii+11a558jKxVOCaZeUmtNQzZNAV3Ddh2y0iDoBJRRxuZam3v7K+K6CSYr9Jq4BE04uL5HUVWNPMqy8L0WW2swPTpCazkky0b4nsiSo+mUGnAsQR6vyG0bFHTabSw9JBYVqZbhGCWOqWHoYGgai4Ui8B2yNKNSYGgFdZaTZQV6scJzXOpaYzFbkOJw5fJlHk1jaifnweECQYMeu3X/kF//4hf5P/+N/ysHJ8fYpsmnPvUprr/+LY5HY9579zb+2pQXX36RybJkYxjw3PMv8O7tu/zUn/tPeHTnOl/70huYZkxy9yGXLl7k9NlzaNEMVZcozaGsDWRZEAQ659Y8Qmnwtev7jKImr2gZ1SS9EqlZ5MoiShLWhcbxJMY0WxhUGFrKhScuksuKo/EKYTqcGu7wv/7a79Lq9HFd93FsgeDP/8yf4R///Z9j2Pf5xEdfIhztc/RoD9swsXSH3eND4ignyyviJOXBfsVCQrsNTt9iHOW8+e5dNjyb7a0ug40urY6FLkrSNCZNUzy/gyl0dra7dAcOw+0WR+NjMplRVyn97gaWPWCYZSiZMzmJkCuQCpQWITR4dPMh/Z5F17WZHo8oc3BtGB/NKRWUMkcXkEYLjvf2WEwe8szVC/iORrdtszZss5wd8dzTFzE8l1EsOX1+m8OTCUKHoNVBs1voVgvLC9A0DUuVtG2NswOXll7QDyw6joFpmrTbXWy3Q5EmPPP0Bcy6psoq4jimripsz0C3asqq4ML5dTq9dcBhtmiu+Bo5psgxBczGK2RRoekGrutjWCaVVJSqBk3Q6fQAKNIU2+8ihEYma9IwIU9StoZrRPGcOCqxvDanB9tkGCRlTV4LajSidAWVQK8kjx494mj/ET3fQWg6mm5Tpim5rBG2pNJySk0jqBvQ8tmz59BEE662WM74XprJG7xb5xTz6QxNF2R5yHh8j80Nm6/fgP/mP/1JikqxvXUe2x+ye+sW3c6Q7cEaN974Nm98/Wuo5Zgf+8xfwhEmtWbRXT9HdPuYOFV0TQiAnqvR7vURgy1uf+cWWTwnWo64fO4sbnuN0TTBy1aEB3c5P3DYDwsSZ4dFLkgT2OyZzOOYlTvAef6zaGnCs+kUT6/46u8+QGYlQVfnZDnn/vERXd+hSCSmEgSaDTXYOkRFiq3XxBXcf3TC1YsvY9UZliuYxSWy1qnihHO9NjOVs1/CZL5ikmVQ1xRayXbXIc8yXNsmJkHLMhyVstMzCUdjjCLjwul17h8WjEYFmuYRxhnuY4iym49Y92xaZc54/z593yfNJWWeUtUFlZkx7PfYHz+i0/FYzBtkqgRe+857/OaXfpsPfvgDvPbNV3n++ef50Pd/kn/7776E5QW8/8pTjI6b1oqBydNPXeaXfv5/4oMvPcNHf/DHeHhwyNs3jnnxqQ4RBkcnR5wWSxy5IldbhMqiyBTRyZyen/DSep+/8PFL/PPffo+DqGmL7C0UKy1ksD1grXea24/eQ5MOXuBjqoQnL20xn8+xhGS91yJMBb4RcGZrg+98+3Xag4D3fehDnDl/mbyMePnZda5cGFIu7pKFIevr65S5zutvPuTu7gTTH3Bw9Ij9o4T1LRtWOUdLWD2MGbrQbhkEjs0804kfzvCPJGsDj8HAo9tvU8i8kcGYLvFqzrDXRa8b19V8ETM9PqTdyvG8gIFn8vEPXuGdd25xeAi9PqQpXLuwhec5VJXk2rnTOI4DqEaX2O5g+zZFEmGbGme2BtQyReYR25tDuh0fYRoI02Z9vcWZ7R5KmJheh6KusFyLoNWhKHWyEmy3RZblJElMyzOgjBsbbV2iipw8y5DlAquWrA071KXkcP8QS1jIWuL6NvNoybC1Ttft4Xguk8mU+fKQSjax2VVV4rkWnW6LrNIRro2mCSJZQaUjhIGqIC8l7b7HyckJq7C5pptCZxHOmgBBV5CkJablklaSJFO0fAdNtxGaRqc7YDyaYNk6upFjaRXYHpQppmEQBA5ZmWH2TFzbQ9guZa1TKg0naGF2PGSRP0Yy5kSL/HtWLOFxwfzdr36TtX6PxXRMO7AZrLfZ2x/z3GUoygTDcpiHCdPoiL29EwLbZK1VkqyWjI8OGXZavPX6a2yfnXLpuQ9SKIEwHRyjGbZcuGhj1ZJC1UQl1I5PkcbkWYwqY7JMUaPRVRW6qNGVIs0l40jycBRTApapo2pw2msMrrzM3v2bzPdv0t/sYAuD8eEJy1DR7xvopkG332djrcf+yRRLO8IGMgU5NYUGcQHjWUyaSQyrQhcK0zSxjAZFp+qKlqnT8SHRBbrlkKUpJ5MxZ7ublElBEcfYpsVqNscWGa6hGHY9DMOgXOp4nofQNSzTRUkNQzR8UUcvCLQakYe4yMbBpGnUdc1iNmeaL4hXKUJr/PZd32YU51iWSVqW/MN/9I85ffYMe3sP+YM/+BqW6WIYFv+nn/3LjKZjHD9gtVpx59a7vP/FF2j1+vzGl77Mj//YT/Ctb3yTaPX73NqbsIxiXjg7JLUklm1hBQ4IjSTKUaKm79kEQvLy2T6PLpp8+a2SVQ3LBJRdo68SjKpmY3Ca8XLJKtdo2w5v37zNtUvbmKKm3W5zMlmxWmY8//Q1vvraN5iOj/Bdi69/46tMju7z4ReGyDohzAwKTSGTkuk0YR4VuK11jiYrJosYNDh96izdqiS9+YBlCkcxGIsQq5b4HQfDNomKgmIyJykSOi2bre117CBgfXOb0xefoN3qM1msMA0fWUGUFAyHGzx6uMcqXvDsU0/z/R/5MIvFiuHaOlajZyPJMgxTx/ddkixFKclwY0icxdimIEtDRN28XrI0obIYdD3SNEHLQTdM6kpiqxLb1Wj7NZWuczI9JkkWSCVQtUkZzqirGl2WZHlNUcZotcQQNYauoZQky3PiVcJoNEaYPkkuoa7QdHCFSYGBWmV4UsdIK8aTFUmY4Hke7XYXwzAQmk5Ra/Q3dqh1DSkVWZqjFOimi2VY2Ar2jyd0On38To/Fck6SpPh+QDvwMETN8XKEH3gYLR/bdElxSHKoNIEoNDrddaaTEXmSoBsKVzcxjJrAs2kNurhlTKFqVknOZDaiqATCdtGLktF0RlEU6LWiziPSJAa639uCeefuA7ovtzFti+liibx1hziDlz50hfWtba499ST3D8ccjcaESYpWSe7e3+X6nfvMFksCv82tW7eYhSmitYZh6KhaogtQskn563RbXLlyhe3tbeaZYrR/nyIvWR9uYloCBw1Ra2im0ZzkioKyLAkXSzTA0KHfabE+6KKKDMto6NcPd++jqZrZrNFntYMW+mPPdC0DFrMpnmvTa8EybDShpm0ji5zxfEUpK3S9QlcKQ5OPrysVoBCGieM5UOpYpkkUpjx6sMuHruyg1RVROKfdGTKe5wirRtk6ludjSwMrhcB3sc2CcRRRUlEr8IEoiSlabbLlAikLXNemFhW+r2AeMV8sKKWBH7hYhWK0aOxgUsomaK2s+cpXvsKf/JM/xfXr16nMmg988Hl2H+5y9uy5BmWnaSwWAQ92d/ns5z/HW699k92HB/zwj/0Eo/19br3zFnd3U4adBL8f0LcUw7pEyzMKmaMMl0hvkVcWQq95/1MXWCW3ePVOM9Gt5jG2vcBVBf12wPHxiLVBwNmtgCoOafWHVLLg8GTMmfNnwJ2RKwNV5rzz5nd59tmnsYyMtWELu7vBsoxQehuz5RCuCu4dPuLB8QTT8ilrxWRWMk5hW6ZsbWywilccjqZEU1hJmK1Stso5G50duu0WvmvQ77UY9NpomoawTLzuJpowySqdRaKoVYZmGTz9wvOEYcj5p69wuJwyTSN2+j2eOHON6XROVhdUsqIWNe22h9vvIgqfvEipDB2UpMwKRF1DXROuVuiqxDEgjRNM06QsC6RqUlWVVCArVFFSoWEqlzIF03IxrYBaGZiGjqlXxGlEy/NRVY5h6Piei22YlHlJFuZEhUTzWvjbDrPJjKLISQ0T0zMJ8wJhdjEDH6cO0IMGqmG4LnVdk5cSVEHbMTFFTV1r6GZJWVZoNC06TdOwfbA8n7quEWmGiUB3LJZpwWK1Yn3nLMdZRrXSkUjSbI4uTIKgTVoucS2TJFxRJTGmBYXKWYUzZgcpzp5NXtfUlkVWVqSlotUdMhj00S2PVRgzn83I0wxdVTiu8z0plH+4DIAwA7/T5eIT57h1810e7j3ig69c5snnX+LJZ58haHfJHhxi2S5Xr10jWS54/et/wBtvvUNVKtLxmDNnzlHmBd994w18x20cFRW4ZlPshKaztbFJu90mqmLGowlRlGDbNq5tY1YZMm7iNVMkRVFgWTZKVdhAXeac2dlgY63H/ds32Bx2uXr5An/wm/+m2dRliedBr99lOOgQz6Yc7GdMxyMswyEILKrHAA9hWMgiZ7YMyWSNJUpkFlMWElVW1EpSUVNRU6OjaQJDGGgKdncfUskPoWkaSbig1+kTBEGDnJM5RakI04y81PEdG8cUWEgqKgRNwa5kTafTIV/OaZvNm0NlOaal47pWM3wrFbbh4joOFRkt12aRNpxGz3P58m//HpcuXeJ973sf586c4+Mf+yT/8B//PH6rxSsf+SiO73HmzBkePdjl2WtPsrO5wT/8u3+Hn/2zf4pPfu4H2d/fR8opN3cnOOYOuQOeHuOLEkczEZZDqhr9I+mCy2fPoOsG09l13plClkE4meEoxUhKasPiZDVC6TN2Bh3CEjzT52h0k4KabqfLwWjOB16+yts37vKl3/g1Pv8jn8Zc65JEK1aLJZlbotUax0cz7t25yfjogHarzaMHK4oU2sCWr7hydsBzl7bwWwG1Kjgz7EKZYhuCwHcxNMjylKqUZLVGWVR4hsMy1VEo8lJSaD6aaWAIg72TY+4/uMP6YJ1Wt8NSC1mkEXbhI02dIGg3PVegqiVYjXSMyGA+n9AxHYRqdJt1lVPGEst0CHwLXaswdAOpSXRNYJoCdIXQDGRRUsgKz3aI0wLftvGDgCyv0YSBrBVZHpGnGUWZUCtJlqZ4tgOVQBYSqTQ0dNb7G2RFjSUbGZ9jWhyFR5hJI/XTNL1BNZaS8WhCURQYQuBYgr3d+/iBTavVwTIdpFIUeU5RSGTVDB4Pj07QdYFuCjStZhGHFGlGXCpyP2c0j/FaATvbpxjstBo3UJZydLDPo8kuosqx6oLaAKvOqfOSMiuYRxG67SJsDTSB0G2EZlEmJdlqwWS2ZD4JKYoCDbBSRRPW/b1ZBsDJuMk1Wd/eYbKc0hr0+NjHP8mlJ58lrnSu33iPLMs4e/YJ+mtD3nnzu9zb2+fe3pi1tkXPtun1euhOwNqp09zcX+BYFkkFQQu2tzbpddt4tkNVSly7GXK0211M00YWGXqVNXSiqqKoCwpZIoRH8TigyjY0+u2AtW4bvSqbCNl2B8+xGU0n5I89+bZt88xTT/Hg5jukywUd32E6LzH0hkRTA1lRYimYrGAexnQcDVUkqLREk2DoFULoKF2gqBFoGEKgaXBykjGbLWhbApnOqWVKqxVQFBlpDKUmKGTztO60W/j2Ep0QnRqdBpp0MplimJfQHAfTECRZymIxY5krSpkjy5wwKpEWmKZF1zWYpDmmaBIy4zjF9R1+/h//Ah//2Cd455132NnZ4SMfeYV/8I9+nhdeepkkzyil5Mq1a4RpTKcz4OnnX+LGvV0+80Nf4NVXv85d7Tr3bo8xnSV532Jo1thOw0asiwJpSNJcYkgwqHlia8AnXt5EvH3Mm0ewiECrFljakJ2NTWJGlIuQK9cu89btBzxz+Srrp85z69ZrnD9/liSKOLu9wf27D7l7fUb5iRGGWxMEbcoyRJMp4XJBMZpxys/Zvtal31/jpz/9HLpp4bg+6xtbpKVkHoUELY8cj2UasywiFpEkKyx0zUDKCmoDw7AopIbmOtS5ACFQCNrDDWo0KpmzWMzxHZ8H93dZLBa8/0MfZjFfsX94zKXLV1itVpQyREpJlMbUdY0fuGiaRr6K8Ntd9MctlTKXJHlOrQSpBpUqmE2mlFWB6/o4gY8mBKISlFIjLzNUPWERrghXAabdIs0VwnLRdJ3Zcsbm1hqqzpGqpEKSlgVKAXXDTdi7cxMLDZVE2KaJruuIUlLMT1isBHoNjmNhGqK5uWUNVd30HEzNJVqtUCrANDyEcKE2KMuSKM7I85yyLBGWidA1siRmsViQZgmW4+D3+hxPI965eZfZbIbrurRaLbY21gl8l2S1IpxPaDkmQhXk4RyqgpZrYwseR2in6NqKWmveJYpDSglRVhCnGZYToAuDQiriNIOdD/7xV8rHy4CGbbmMQsbLBWmheOX7vp/1U2ewrj3N3S//HtN5RGdti3a7zYMHD3j1a9/g5t0HLBKwrIqzG32m0zmtgcEnP/lJfvPV7yJ0UHUTJ9FpBZw/c5pBv0uRZixXOUf7R/Q7Xdb6A7I0xBAKTdNwPQer1hEiwjAs4jimAtbXuliaxLc01no+q9mY8O5bOLZJVVWEcaNfU0px+tQpwtE+kzzC9xzsZYXrWEDWFExZYxiQlDCZh5xfa6OpCkNVGMJEdwzKwiJTNabjYuYmRd2I2JcLuP/gIS89eQldU8gsxrc7FLpA6gLbaxN0NCpTY1MKOt4I7XGxfHzo5vade2QfeRnXMKjLDFkVVConyxsium0bmKKkkCW27eE5NloqEZqOJTTySjZ9Jl3w737jt/iBT3+S1775LX7iJ3+Kv/S//08Zjefc231AGEWkSUKv3cLc3OCV7/8Yf+//9bf54c98mp/6mT/Pz/2dv419MObhcYSNxdlOB8vQKNMYygUmLpZpU9Vw9+59PMvgys4GSnNIkl1uLyFMIS0rplGKIVLW+ybPffAjPLhxm8rwOHvhCU4md0niCMfQCedTfFPjxadbBLZG27egKAgMm8B38QT0XYtBt4Njm9iGSVHIhqokwSjniKKkhUJkNdPFgtp3mkFD20BVOnmmmiGfFeD5HeJUYjgdCjR0TOIsIVUxURRRpBE918AyDAbdAUmUMx8tCKOYJEx5tHtAnudEUYTjuXS7bWpqklWKY9t4bpe79x/S9hwMavIsQlBRejZZXlIryWQeUlUVvhS0RRPHrBclwmjss4bZ7JBlFCMXGaXUEKaDYZmUleLwaIxSEk2AZTloWoGqNGolQK9AOMxWEUmSUJZlw34Fslwh9JqqLMiyDKWaVpUO2KZJGidIVbFcLFktQ8bjGYZhUOSS5TJkFUbkeY7juei6zjIKOTw6IkkTHM9t2LiGyXhZsggTlALTbGJlNEBTiiJPcW2HfreNbenkSYIhBP1uB9+1QZZE0wkGNXVdI6WkLCqqWoFuoAuLXFYIyyEva5arFdvf64IpbBjN5lxBw+/1OXX+Em7QhsWS0XRGu7uG7zlMJyNeffVVvvLV3+PBoxMKCaVqmrsPHz5kKBVVVbG1MUTJ5gjtOVDmMZtra7iuw8lqycHehJs3rtOu9ebjquqPGtqO46BLhUKn1jSSJMEGei2flmvjaBDNpiTxksXBHvF8QY3GPIRBB1qtVqPJnM9QRU6yWtDyAlqei2esKJVOXkhcRyOtao4nc8pzPo4hcYRA6KA7Olmm4yiXVruNG9ZkcY6hwTJter4vPX0V29BQRYauN0/GChPTb+NJHc0R1Lqg4zt0TJ2iVLQCKGMYzxM8v826a1DOxyyjJb1eF8wCLImyu+h+zKNJQigrtLrxwxeyySgyhUWeFrTabX7+5/9nrl26jK7D3/t7f4+f/lN/kt37D9ja2eIjl64wGPRYLZfEeYEqSuxWh9fefJvP/8AP8L5XPk4UZuy+d4vJouD6qCSpXdrotHWJX64Qmkecl8RxTNvR6Xc1dgKND17pUN1dcmsGi+WS+apifQNcT2AG6zz3vg0mB3sow6LTGRLORrT8FpZQPPf0FTa31/GtpscdhgWyBL8d4AQ2lu0RDLpQSZbxCsuwWcYpcZTR6gywbA/DafKYzLxxbtmmhWm5ZEVNXelYloPltjEtlzxckkwjsqKk3WszX86RsiAMQ9quzfzhiDyMePKpp2mJgHdfv45umPTXhhw/PMEwTZbLFUGgMCuLJElI0gglK7I8RmgV1fo6lSrJ04hBt4utu4/hzTbCW0PmKTkWq1yjkAVVXWCaJlWtcF0LGCClJM0UNQZxVlNWEmEaLKMFpcxRj4PDNAwqqaGURq3ZxHVNcueEPM1YLBYYOqhK4lg2hg7hctEMaHRBniWossQQTWErsghbU+RZ9DiewqCua7KsIMsksmqiXVYrmMwgLpuDg+OlaFpKIRu4juM2oB3ZHOIpysaX7rfg/t2UR1ZK0IJOr0V/bY3CXcft9+m5FpZ5n8AEWRRMxyOUjHEfoxNB52Q0IQ1jsqI5gH0vlwGNUPZ4MmX7zHnOWRa94SbW9g63v/kauq6jo7GaL1hECaOjQ8IwJCsanZpEEMYJhpJ4ccy3vvUNLl++RF1XGMBaN2Bnc8ipU0NwLdxUMei26Potem5BkSZ0Oh2oK6oypVQldV6Q5hmFDEgysA1QZUG/5WEZ8PDebfq9LhtrQ95+uEucloQ5PDGw2VjfJF6FTI6PCIyaIgmxggDr8QuJak5EtoCohNF0SZZv4usKS4AloNAVuqAZFHgebpayfFy0ZAkHRwtqTce2DFRdYNkGWmlQ1jqGLtBME1sz6fgmgS2gVE3/soa8hpNJ83tz/RZavKQsc3rDDawARFjSwkXzVsyTfebTiDxNsTUoazCFSVZJOu0ey9US0PnlX/5lfu7n/g7f/Pbr/LN/9s+48MRlnrp6Db/VQSlwHAchBPtHx3z4Ix/ljW+/xu3dPT7xmR/ivXevszg8IFxE3DyOqAybq4MOfRcMFDJZoGsO/eE6gaUTrubIIuPq2U1WyuP+7IhV3Dhjznl9dg9m/ME3vstnPvFRorSgZQvW1s5RRiWL6QrHsglcB1mmyKyZyg97W6xWKzRNIKucPC+JkxQpS5bLmOl0D8t2CfweptdmHmWMJxPanT4Ii263h9Kawjubx6SFhqYV5DIkySravT7T6ZTpYsrm5gZHo31W4Yw8T7h4+iwsE6ZHI5L4LWbzBYVUFKrGC8agCXw/IEkSRuMV+c0HxGFIEAToAo6PD7E9g1lSkCcxUbhka3NI4DqkSYQpNALPJ46jhieg68RpRlUrHMcDobNczmm3u8hCoyg1hG6xWIVM50uEqZOVGatoyTLMyctG2lXkzV4sgLCCqILAaG6Ltg65ajp9JY2U7ewGbK+voVRFkaQYho5rOxhawdMXdpBZc5VvtVp0Wh1M00TTNDSh0+q0OTw+bjCFAk7GY27dPiFJoNuFtm9yZvsMvbUBrVYLTRjsPnzE7bv3kZVG67LG4SQljEGzcjQrpWCFNAMCv01rsMFmx6HKM+q6aoa0nRaeZRHHIRdPbzUzjzTD9QL2vze1EnhcMAdrcHC4QgmTc5euMF5EZMdvEWc5nhsQeC43bt3mvRt3eO/t7xLOlzgmpEBeKlwv4MzmOsPtbYQQ3LjxLrUqEcC5s6e4eO40y+mYefwWVn8bvapJwyUin9JrvYhMQypVN6ZtTZEXJabtEI5T0gRsC3a2NqCqqPKUbmeAJQwuXbvGd157jeliRQFU6Lz59jsMbcXTT17GLFPCJMUaDDnKbdy7U+q8aYoLw2IRFeydjLGD92MbKXm4RJgKWTTu/uH6BsfLDGuRUsucImkE0zfuwMP9EVfPDJjPliyXS4rawA1aIGBxcEJd6Yz3VwwCi7MbAauTiDCGdqspmoeTKRefukCyexvDMBgOBySHE5SSlDJjOj6hKnN0TeHYgqiomoJdlZiayWq1AjQ0BO+++y6/8iu/wgc+/Aobm5tcunKVr3zlKxiWw7PPP8fm5ibLxQzhOLx05SrXrj3FP/nHP8+nPvlxPvXZH8TKY958/XWi2uL2KGU1PaG+0CcjYjEt2Di/wXD7FLoQFBWkWQN/ff7yGYRj8auvPkTWcHKU0Gl3effGLu1WwHbbIcpKeq1TLJ2Qtj1gtRijaRXjkyPmYZetrS3KJIMiQ69sPMtiNY05TFa4rst8uWSwsYkwXGrd4WgWsoxy4lwjniW4rsve8SNUBYXSkVKnVCZlXZMWzST4zr19ZF0RRlP29neJ4ilJuuCJC2cReoUyLc4+cZU0L9FzRdv22N0/oCogKzKiUkc3BFEUkabNVTxLCqJVSFYoNrptbuwekMUJRZFxY/cAWdYYWoMUtAzBYlERx81D2/EaR09ZNm0kXW/2lSwbQIzrBoRRwniiUDSULlk/Drd8PDmUjz/PtHTMXBEY/NGhIM/B0UFrwouwgIcnsH8y4ZknPJ568kmUklSlZNjzODNsUcRLqCt6vR7rgzU8z2tI/FISdNqYSLa3nyWTOQdHx7z/+UaDGgRtqkxysHfA1tYWnuexWIYMn32Gzf6AN999D8tr4bsRj46mHI0KosUh69s5Qod8dsLFjRYrQ+FaguHmBnXextRr6rKR6gWWZO38OlVVE0XR975gmi584hMfZWPnDML2QGb4gcOD+3sk0Yqnu10WJyNW0xEWNY6psXwM5a1cxTKMCK5cpt3pcOrMaVZfeRWlJAq49MQZhCYJ5yNE2+T+8YTOxnlGR3tcubqNKzSUXmHrIHRFXdVkZUGaFSzDkrSCrgt5mqGpCk3VGJpGWZZMTyKyXJJWeiM9cnyEaaOUoq4UQoe2Z7PKIkQt8VwbI5aUtU5VN+KhVVSyiDL6g0aQa+kVge9QaRKl1bi2wNZrBp5LMSiZzBJwIas08gryPMfMMvz+BlUJqzTEdFw2ukMcOSFcpnR9G5OIXGskOVkJtx/s876tAWGcYrsOMi+YTcfs7U8IS5PlPKRSCsc0mpTNMiNLKxSg6j+ED2jU1Agh+KVf/EVeeul9vPvuuwTtDh/9vlf47/7W36K/NsD4Q3xbp0OYJLT8gA9+6BW++urX+BM//CO8+42vcurcOV5/9z7dwTa3762oixmffrZHq1sxOjxpvMWdNda3T+H0NlmtVrSrhCdP9Zg+F/Lt6zNWkwyVK9qtNSqlkRQllSxxHY+tzSu4Iuft6YTp6IRKM2g5DtGqQukRFBGFAcISaJXE91wczyNJc2bzkEyGSKlTC4dad8nKisVkRhwn2KZBnhVkBSAcTCdA1ibzMGaxWhIlCboJx0cP8QODF56/yrWrH2N7e41KwunNy/S6m+w+2qcC9g9HnHvhRWSlsP2AMIwxLYsyl8iqwPM8TF1QPgaBjGYnGIbe5NILkEVOHIUsFguSMMJ2mptKkaWcjEdkWUEQBAjTpCgz5pNxYzQwHFSlYRk2umZwscxI8wQ/cMhlSl0/rpoYSKkDAk2YOK5JXmZoNVRV+TjPqkkCyOKEssjottqoqiRaLTl8eBfPsRkOh6y1A8LljH7bpdtuYxkmVAWaFDiG0bxHpicM2z5VFqFRc3Z7Halq0jxD5hl1Jej31slSye6D2yzDFbphEUUxw16X49GMYafL9vqQ8XzBg4fHLPamEM9wtzfZLybELZfNtQEbgx7dYQ+9KohXU/QqZdhrMZ9NkFnOoOX98VfJ/2AZ0AwiPvGZz3Du4hMkScqjvfukScJyueLCmTNkqxVHu/dZjU5o2QY932O+CCm0pp+2imIm8wUFYL/9FtPFFNezcFSKaxt0Ww62obFYjZmPIoTpkYRz1vvXEJQIqkaYWpXUdUUpJZmsWCxXVEC/38KyLAZrPVptH8vrEiYxDw8essoKZlFMDsjaQFY1cZJBleMaFW3PZhnm2KagHbho0wRVq8fTOBjP4WgWcXFrB2Et0GtJu+VQKEjqEtcyMKsCoy6xhUFZgOM31/kkryjqGiE0XNtiUcZUSiMIAnzXZU5FyzFoeQaeBrEOlQBVwsHJgkzWyLpmPJ7S7vRYW1sjKnTKWYwptCZZxtDp+B5ZpZHKlLKsUEh4PHPXtBrQWa5ifuM3foNP/sCn+fa3XuOpZ57hR3/oBxmdHLG5MeTO7QnD4RDTbGjZz734At96/ds82NvjT/9Hf4H/99/677l0oeT4+JAlsLuEb9ye8+LFDhttjU6nQ+EMKHWHaaGQtUm3WFGFITttk4MOnExhFhY8evCQfsfA2+6CAqffY/f6TbLVEQ/3jlEiY5nmGAubjV7OS0/0oNbQyowsLkjDkKooiaOUw5MJQbcPiIZnGkcs4xlRVJDkBWWpUVeCoqwpJEgVk6opYZIxX8ZEScjG9gZXzj/B8y9c48XnrnDlylkW00NWywm253P/5IA13SCxNXZOnSY4fwaJxnwZIauaJze3sByHqqgoZY5tPo76KEpMoRGuFjimhaZpKNn4nFUlWa1WLGYTdF1nMBhgGYLZYk4Yhs1EvSyJkxVFvkTVFa7lUEmNcBlhGjpCaCyWU7rdgDSLyLIEhYaqNGSpUUkNXdMowiV5UjUFlRodge8aWIZOZhr43hCZFyRJQaulURU189mYR+Mx4eEtXnrhmcda0ZI4XGELgeh38R2Xqixxdeh3Ah7sPqI76LM5GDBZLNFqRa3bKL2N5tbsP3rErd1jyrLEsixkkbG+voaoJ+hlSq/lsL7dZyAydu8viJY1y/wI64xL4WhMpmNm40OGvQ4Xz+zQ6/cxaH4uQwdh1tjie0cqgscF88/+uT/LU08/y2wRslyG1MJC0yWnds4wHKzx7T/4Cge79yiyDC/o0HZM2s5jr20t0YTHPFzhtgJe/cbXG1mD0Bhs2pRljCxjOm7A4ugI1+ownx4z7Hj0Wy6GkqhaouoCmSc4tokmdIRpESXNVNtxPLqtNjvbp3EdH+XYiKLk4GjEfJUyXaVkQJSVJEWTNhmYGrpW0fIduui0JLQDH6UmANSPJ4mzFRxPI2qjyfCu8hTHcDH0mjJNG7YfBSqJkFlNVYHpeYwWCacHNoPBxh/BOJZhjOGYCCGIohXhYkrgWAxaAe3ghJMUdNOgzCTTKCUtK6KkIC8kVVWzNlhHM9s4nRRldMgeHhNOIlzbxXMqzCRHK6v/4OVr9HWlLNkcDvm1X/s1Xnr/+xiub/K7X/4yn/+hH+KLv/0lyiwlz1OyrKEiHe7t88QTT3DlyhW+9Du/y1/7y3+JD3/sY9S/9zuURcRyOSas4LUD2NqEzX6L3nCDxGhzvMxZxDm+ruPbBlUquTzcptPd5K33jnjt3og0CXnx+Zc4tREweXRAFCbcvnuX6eEDwmjE2nYXqbmUUicsdY7CHFPV6HlJnJdkucAVHlWpMUstdhczpNIJ44yT6YLJPKaQYJgCy3KhELRabWy/TZIX7B2dcDhakUkwTVje3+e/+Gv/B1750Msc7d8ljRcEnk+v5ZNJhVGZRGVKXkv2psc89ewLFJXi3JNXidIMXZhYtktRFORZc5KTeYEuC1zTwvG95kFUNnvPNAWu67KWp8xmQ2zDpK5rPM/j6vMvYFgWRZY1E229xrSbXmg76OBaLo92H1LlGZ5rs1qMyfIVSbwgzWJqpaHpFnWtoyqBULCYjimSGE1vbhtQ45gWQtdJohCBRp7npEmE67p0Wj6z2YzbN28xGk34ylff5NmnT/Pk1SsMBgOSOGI+n5PbKY7dfO/hYsliMubSpUsITWc+ntDudHBbXWqjz+HoIZN5iNJMdCGolEZa1MyXMbquk6cJ4VSysdbhybNbnOvbHO6dcDCBO9dTds4fcPr0Np5lMl+uuHEnpdfyaDkWuq7YOn0GzxJk0arh4X2PlgHw2c9/Hr/VZTSeczKaUmRN4NTmzga7d+/w9hvfIV8u8D0PrSpxNY2OZxKmJWkksbYcumtrvPD+lzmazDgJE956+3XqWrK1MWB0uI8oOpRphtUJkKpgfa3D5rCDoMTQFVQlqizAMdA0AbrBIo7RAFlVeK0Ax3GaHHMZEKcl4+my0WplFRIIs6b4yBp8z8FBobcCKsdhVOW0W83kHhr5kWlAIuFkFlHUBrYwkLJ4/CdDlgKqssGdWTq+FATtmhKL63ce0nMLrn3iI9x+9z4BjbzJ0p0mslTTsA0NW5jsbKyxfrLg+v0pMpMImn7SeL5iFcWcPXseIUySJGG1ipCyOdEF3gqNCFBNCqzQ+PfP10aG1ZwwYTSeoKj5p7/wi/zc//B3ee31b1OqkstXrnBycsJzzz2H77coy5LN9SHT8QjPc3jhxRf5nd/7Kj/8Yz/Gretv0Ou8wMn4t1lFNRbw5u6SfscjZYYVKAzbxxI1y/mUlQ6u6/Lereucvfoiiw2HR/vw+rceMPoTh3Ts09RK4+B4Dz+wMHc2yR/GYLTpd9eQRodQFtxbCWRlkcQps8WKVZhS1nOWYcrRaI7fCkhLSZRkZHkTl2zYJlVWUSQRpoSdDcWm30K0fOx+G5GFiKLGtDWKsmb34CH1NzPGhw/Z7Hc4vblGmaYcnIyYpCV2u89guM7m1jrtnU3KxQL0GilzPMfENBXUGjoGeg2l1rSPfNcljlN832uus4CwLLAsytWKvFJ0ghZRvEIqxSpJMPMcpRSO42C325AXhKtjHNMlWDtDrw3RckrLsfH6Lnm2IHValFna6CdNF6FbaJggdLLzGat41ZzEjGbKbRtmc2osco4Pj7h06RJFUfDowS6O4/DUBza5/MIx7779BgcP7vLo6JDdR/ucO3OKpy5dotvvkkURo/GUIssZblQYhkW32+fh/h7hKmJre4dKNr+je7fuEIYhvhswnS3IygIpa8pFRFXUtH0Hw7aoSoktXLbPnOLcRp+T2YK1gwlv3irZvXvIlSvwxIULFJXOeJGQ+xq+beC1TEzHobLq733BFKZNnGQI00I+lt1UVU20ivnON19jfjKi3/ZpBy2WcUJgG/RaAaPZnEQ2BCDT8zhz9hwvvfJ9vHHzFq/+we+wOjxgc2ON+viEOJ7T7wxZlAm25dG2Lfptjyoe4zgOlQaSpvcYJjFRUjCflWiA7wf0egPquiaOE0qzIssL8qqmFhbLtAGxhlFClGZkeY6u++gKHMvAN21cp6bfbmEZkMvGo+0agISjyYIwqWjpjYuhkhkaDZSWqsC3DPptn7DWadcOD2ZLRvMFnrbkBz72fajH/dG25lBpNUVa0PdcZK/FdBTRbXlsrQ9R96fIxwfEg9GMJJe0uwMss8m31oVNejBl72BKokxkURIEPrO0RNfAEDoGTQulAjStfnxdEShVIXTBzRvv8b/+L/8Ln/r0pzk+PuGpp56CuubGjRtcuXyZOI7Z3NgmyzKCIOCVD7yff/Q//g/MFut89nOf41//q1/l+eef4cGDXdI44dZU0tmdcWlH54wZ0HckHbvCsGtypRMtY9Y6bXpOzel1mw+/b8hXvjnGesw29P02qrMiDgSu1WYt30FzfI7GIfvLQ5ZJyuHRFCGaE78wDBy/jWV7yCpADxyu3z+i3XNpdzdxjMaAIGtJmsaoPCarYJKEiGjJ2uYGa2e3UL7B8WhEkiQcT+Cf/6tf5ez2Oue3N0mXK9554zt4lsXG1jpbG1v01oZMFguSic03//W/oFA1JYJ2v49p2ujCRJYlVVVh1II8T9EqhRv4nExnmJaNYTRWQsMw0HWdJElYLpfsbG3j+z6aprF/dEC0XKHr4DoOhrAYrm9x78FDFvOI80XFeH+f6eiIwNKpyoidzQ51HiPTmFpJ8tpAKaiVAUJHmYJltELJCk3Tmge3ZRF4/h/d9vI8bU61MkcvIUkjdB3W1tfxPZvRcZ/J8REHxxPu3N7D0uCJCzs8deUyRSHp99eoap2TkxE33rtN0G7RbvU5OpmyXMyJRwcI00JYLuFi3ky0Wy1sxycvKzBdpIJlUuC5BRvDNdrtNobX5vTVZ+n03+Vr3zjgrffg8OA+l6/12Nk+RSU8FpkkejjCt3QCz2q6Ud+jZQBsbGxxfDLm8HiMISxOnRogqop7736Xmzdu4KAY9noYusZsluGaLoFTY/BYhlMUqLom6LSxXYf19XW63TbF/AAh6sekEdUIdvOS4+MDfM9CqySWrqPVCkPoCK0ZokynUybTksWqCT7b3Nlmc3sLy3IIOj20rW2i3YeUqqasNKK0KSBJUZHlJWmaUZYORZXj2g4yy9BrxaDXodv2CWcxedl8P4YOR6M5syhmq6Njms0pwbQMAuGyXGQEjklsayTRglrzKJQgL0vu7q64+2CXTrvd/Ay6iW4Y5GqFZRj4rstSX6FkyfrGEM+5R1GU1AKOJ5Ikl5zd2GI+foRhGHi9Lrquk6UpWV1RFEWj/q8Vuq41CLrHBf8PwcxKKdAFvtsiSkOELvgH/+Af8MKLL3Lp0kXu3b7FU089xa/95m+gVZL19XWm4xM8z+PU9iag+NhHP8zvfemL/OgPfp4vf+UrPNXt0HJMbt59wMlixtfv58zyOarW6Ng1W25Brlkou082m3H11CbHJ3vMpyN6nR5PXtG5dvUyLa/Pe2+8Rt/XqbUEdB3Ddhgtcr713Rvcn4LpgO8DqgE8G7aH4waoSgelCFyfTMEQjUErQBeKKF4iigxTFPhdg7KGtJAcrSaolkV3sIbdDbCLmEwr2DlTcXf/mG+9fozF23zmQ1u88tKLOLbNjTffw7ZucfbsaYTtsO57tFUj4SqoaKmK5ckJ6IIiy5uwO80gLzIoK+pWwPbGOqlS5GXRRH3IGtM0CQKfVitgtVximIK2H7DW69LxPUBh6gKlKdJ8hrBSSjlluYS8mGLoIVVVkMQT5rMxZRYis4iyLJGFpCgkVAaabuAFLcokaSSAQlCmKSVQOV7Da9V17r75gDzJcV0Xsw44un3AYjan0gSYNsL1cNrdx1bgOckq5tbtA3Z3D3jyykXSomI0nhPnksUyZvv0OaKkIItiloe79I2cSqtZLkOETDC0ZhDr+h1WSc4q18iFhmvYeNJinGoECMrKJDmZ8Mr738ezzzzD7/3+1/j6ayHf/NacC5cSTp06Q6fTwtQEpdJJpPpesjeagrlaLYijFYvFjF5vyHw+ZXp0xDdf/X2kKqn1hjeZpQlhGGK0TLSqoirAsMAwHNrdNc5efIK3332HUlakYch2x8dRNSrJ0Sydw+UY3d/k+u13OL+5gUxjtlou8yxupou1TiZrxsua+aqiKKHVgfW1Hu1uF+F5rG2fRpzaZO/gIVlasAwT/nBobD7OYFF1SaWV5ELguD7JdIGQgjXbYOiaHMDjaTPoBsxXFWGconoC23ao6xpHmQ2xRV9g+B6zxYL5NEa2Gq1a326RLMbce7TPh598ktl4n9i0GW6fRloeshIYjkN30GV/dsJme8hm1yKaNHKrVQon0xkXe0Na7TbhYs40yphMJni2Rac9ZB7t8eDwGOF1sXQdy9Ax9Mf57Br//nquKvI0pG1ALitsE371l/4JP/kz/xHT2YLPff6HuXzxCVRZEng2lSwoS4ET9Dgaz7j45FN8+Xe+yMPRCV/48Z/g3/zyP6Xt2ZxaX2N7Y5PvvPke9w4S/Dzh+XPruK7P/QcPWYmcVtDhnZt30fWC02dPEyuNLJpzcrDH9nObrA373Ln+DdxOl35nyIOTt7l+9xH702bg2+qCLBq9ons/DAABAABJREFUYKU0LASyFqR5QZ6VBIGBC1DXxIspplD4AoKOiykcMlkxSUvSTLJc5ejOhEpo6IaJ6/vYts18NMESFbldkufwxW8c8cbbv8ErH3ySyxfO0AlslklBnRYsvv0Gw61TPDo4wPZcZNXYXOHxkEcXjb+/lGiqxml3eXBwTCRLpCyaE52uY2iNTddxHBzL5vDeXcpK0W63QTcIwxApK2zXJC9ilospvu1wHHjoUtKxDZSQRIsJy1FILRPqqrmeKNUMfIRuYdoOaV40TiLfxxA6lBlZnJDW0yaF0rIQhkFVViySkHi1pCgrsiwHw+bkcERWlOR5gWG7rJ/uo9eS2fEx46MZX/vGPUBn/9Eel65cZmO4Tq894OhoRDQPWcwjfK/FahWymozxDBPDdlhJkLXGIk7RjYBOYNNxBEJJFpMxdNq0fI+dC9scn5yQFyUfePEF2u0HfOVre3z3ds69vTtcvLLGubMX0L2A48Xie18wtbpisZiw1muzXEw4ODhgMRmzWM05Go84tzVA+B5xFOF2OkxXMWWlYwkaVSwWSSpZhTHve99LfPVrX8eQBW1V48UFu7d36ax10XrnqOwOb97dp9vqsj1Y4/C9b9M+dRZlGBitPkkGk7zHNGko5X1Xb7RyhkFhddkdL7k4GHPxdJfXfJ8oyjD1Rpc2n5fYukZNhghMDL/DNJKU0mDNtAlnU57Z6vL2wYJSa1IkadqnxOEc2zlDlkzpdXpUdYEsBYNen5VcIIuMnU2bR1FBmUke7qVs9mCZlGi6xNQj1hwNt844XuSsZMb5jSGZlPR9G0vLef50m8PjuFETCOhtbzBN52x6NpohCKdzNoZrCCvl4fExrilY77VY5BXT0QK/36PluyQyxfM95nGKRtNr9DR4+kIbJQtu3c/4+le+wZ/6s3+Os+cv8eWvfJXv//6P883f+XfM9ncplOLMpacwfJ9lnKOFKwand/jNL3+J/+o/+8u8+e2v8d7rU569dAFHCOxoxhvXjxlN4Iu//wavfOhFzr/v07z+3k1WlYZptOh2XFJlM5lNuXB6jXe/8y1efOoaeRbidtbIs4JX37zDt2/e5+F0SatnopkWWZnjuzajaUyr7TBaJBBK2t0+GRKZpSgDZouUfsuia5n0A4t+4JCFc9xBDzHNoLYYLeekq4SqLRme2gSlmE3m+AOH+WRObk8bZ1EF92I4+vZ7bOwecbrrENgCUxjkeU6eNAF8LT+g5bvIokTUCh0NU9MRWt2APbKMSEJud8nRkWUKssDUGzmYTkVVyibyQphowqEWJlKzULqBetwCKrMlvbbPWq9N2zEQMkPLEzSZNVPiskTXdZSqyQpFkis03cbyWjiuiy4qNL1CZil5EmFrFS3PxdQURVEw6PUI45RcalhugGa4JEVFnJeg5nQ8A1GWDHprdNeGxEnOvTu3mc1iLFtg1BXL5ZzPf+YT3HzvJnXQQlc1hjI5mcTcOW5U9IEQPH31Kb79xlsUmkLzh5SaQyZr+v02262aenGEb1RcWD+D51lMF3PGeYmUJefPbHE8GXN+q8OTP3uB3/v2d/n1b6zYe3PCqfGMSxevELQ6mN+zcvm4YN648R5hGDLor6PpFWWecnx0wHK5IGj7xGmK5fkMt7bI9w6x85rNtU2yco8bD1bYpsX62hDHFoSrOfFyjl6ViLLEKBVmLXDMgNQMePPmPXYPlugvmyxnEyxdsHvvPpXnIvWagjZhYTJdNpzIludw4eIZ/FbAySyi3XKoZEIcTlCq4ffJqqnbFuA7Lr1uG7ftIxwPoSS1XODpgq5V42vFv/d1q0YQnGUQJRmyAlWbyEqg6wZCCAQasipotzx6meA4S7AqDc9rivT+4Ql5cYG6KsijGZbdoeX3qJRGqRWkZYZtCcqiYM3VODeA3SmoCh4e7OMOdTxV4XoBQ8tHYlBoC1pxySpfsViEFMJi0POJ6xqh6UgFWZigG6LRpgL/x7/yBf7UD/8Ak+MDfv23fpu//0uv8d//N3+d/+f/+E+4/vZbHO3t8swTZ3n9je/w6c99jla7w2iVozSdQimuPfcip3dO8S//9b/iCz/xk9y/cZ1hv0Myn3Fu2GHROWayhHcfQVG/wXMvPIumG0glGa4PcSyLsizRNJO6jJkd73Oydw9Tr9B1nSjLmIchmZK4vonttTCcFlKVWLZORTO4S+OcTOZUusTzPDZPnyIKJ8SLkryMcVvr7Gxv0nF0xlWMKnPWPAfdEMgi4mRecrL7CFevOHf2AheuXWI1WjKzbQ7ROdFmyKgir2AWQVjOuXuvccdYAuqqeZAaQMtc0HJhY2Bj6RoCDSpJWZSUZSMMlzrUfqPtLbMVaSSpy4bS5dmNkDyOQemgtMaBk5QNjzWnOVlrPAZLi8bV1rah7UDXB88yiJYN1q+QkOXN5zdCdg3N1JitGoG7o0FgggloEhwBgQuGGP2RxdF0oTYMskpDYmILxfNPnCYvUqJJwvK9R4zmKyaziCJtsoW8GtJqwo/82DYX65rFYoUw4ODwAZPZHGl6TGcjzI7FZDbniScuc/toSmV7PDoZcWdvjmcrtq+scWZniFsmpOGCWhn0umuEWYYpahbjIwauQd9rYwQWX/j0+zh/bp9/8cVb7B8odg9u0GnBZ8699MdfKR+vxhoZxY0Y1zSRi4LZZMyDB/dYhQsunNpGLxvjvmUZWJaFrqd4nsdgMEC7v0KTGW1LUMZL0jLB1CXrawPEpCTOJWGqcGuT6SrhG99+g9EYWu0uYZTQsl22BkNSTSPMU/K4uWgWRVPYNrbWH/eDApbzCUpZHB0d8c7bbxNFEUo11+s/vJ5KdGzbxtQFwjDAAD9wCIyAqCweRx9AUkNVN0UzTGE2b07NShPklQJDIDQDpSmUkjiejetCpZYoZeC7NmadEy0j4rikZXkUtYRKEXg+RaUQoqTTDbALgZqFtHybbqCjTZsNPhuN6V16ErIcr9vDVhqLMKUiQlgutl9hO/Zje1+P1XSF5di4dkqYNzlJVZ3w2Y89x5/96Z+AaEI43uPSRsCf+oEz/MsvP+Kr/+aX+cQX/iRhUXH1hQ8yiiWPRhHKS7ECg8Gwy3R6Qrfb56nzF3nt9/+A45MxP/SjX+BXf+Gf0HMtojxmY8tFq1OmK5gcwW3r7QZxphQtCgpDNFkySmJpFdFqysMHt+n0utR5SDg7ZjE+oEgaiHJdhmR5QpxnKAPQwXE12h3QU1iuUlZhiufnzMKyAf1KSSgjTpIpkTTIBfiWSX44xtMEG05FZUGSQXpyQGQUuPEam60erY6OFQu0rEKXYGWwqEA+7n8Xj/eR/ngj1UAsoUwg6AmE4+L7QZM3n+dUUmKJpid7NJ7QDwKC4TbUkqpI0CoJtUQpRbtVUqNR1jpxJjGTptjW8nFrSIdUQVqBU0NlQK1pqMohkoJcS5s2V9FYHwsJWdXAsKu0xnZ0qkrhdl36m2sIlbM8GVEBzsBhfJKRFZCHUM2hQpLVkNK0h248vINBU7xjGgef0sAUYFTg13CwB1984y0++NyT+JZGXC2IsxNG80MOZwLLdCk1ONjbo90fUuiCRZ7x9p0HhDW8c28J+ZKXLva4sN4ncF2kcChlhddpYdQ54WSfrU6XwNYIo312trc59/J5nj67wW99/S2+/PUls/CPpzD+by0DoNfp4rdaRGHC/qM9Hj58yORkhCN01ocDBr5HlsTUlcS0BADj6QylwVofhEwpoxn7926DWWPrivVBh9n4iFmYMk0VelTxnf3bXL85Q1jQ7XYRZo5p1mDaaEqSy5JlmFPDY6AFfyTw/cOC7jgOabzk8PCQIstZLpdoelP8shoWUUxR9sjSFNcw0KgZDrqYuIyjJTUS34Uwb04S8vEvYjyLyaSGJWzKuv4jTBZCYdoCPZeUZd5EsVZgWzaOrnCdgMl4yeDCJrZeovQaTVXIskAaDexBSyr8zKQTuLQ8A5MCCyjTjF5njbA4QQmTWhfoVjP5V7rAtDy8VpvSruHxBFZoOsPBGtnJiDROsICtYQ+9ynl0/zbFasrJ3XfZ8mw++pTJq//2V7j25FOI3im+8rVv8cxL38cv/uI/5dmk5MrlJygSgWkZGLWgxuBHf+xP8G/++S/xs3/mp3j1K79NPBvTG67R8h30+j6erUgiiKZwdt1kZ2uL6WyMbbqgl1iOgdnpUhQFJ3v3iJYt3rtxk+PRjMWkIDDBHzj4QZeq1snLHGFKhsMBG9tbeK2ArJTs7R8QxzHDzQ1++vMbKCnRaqjLAq0GxzDQVNOOePrCxYaKbmrkdUWp1WiGwEBrcsYrDX29y8XNARfGQ+ZZSlbXLPKU0SphvszIS0VVlFRlTZFDnjSDHylhfJBQdRJEP8dzLJAVskgpHk+lfUNHK1ZE6QxZSHQNOoHNoN/F8xwMw6LWGg7qH0ZQx2lGlpck6Lx2O0SjGf5K1bjBbKvGskDDwO2toeclKivQZI1Vg8grVNTciuJMYRmwttbn+eef5cLOEFevGbQcTq0PuXvrOrPJlOOTMcsoppQVUVZyMpoxmUjUY4hODqCBZrpowiGvFYVMsURBmcDP//K3ObV9lqHb4t6d+4iqxqprdKPG67Y5mR0RyYrFaEzld7lzMGH+GMIxU/DGIxhP5rx4ZcVTl6/S6bpEpcLSaUwajkldV43ONY1YHh1gt3tcO7VF9b5n0OvrfPON+R9zifz/Xk2mj9Hoo3Z3d7l16xbHR0dUUtLudrENk36/z95yho7WYLbqmtVshul36Pe69FwD0gWjvTsIxyBOCnjcADe8Dvg9TkLJq9+5xThqiqxumlieSZ1L9h4dUpgaizRmtaoIgoBut4tnTFFK0e93CQIPyxS0OwGOJZroAxFycJQ99pE3xS/OC3RdUJUSpMRQNY5rk8YZeRqSpSGeY6JlJY8H5WjAyTQmzsG2XSqtoBZ6w+fTa/rDDlExQxcKx9awpUVWqWYKaAccjxac3V7HdXW0GoSoUaogTSPQFVEUYpjQbdsMux5ds5lylElGGiXkVTPhNy0Lv90jaCfU4wVJ1hC6u60ei6zE91yiZYSmG5ha8/Nurzl8/EPvYz46YGuty7m+zbuvfonxScmFjoVnOczuv8PatRb37j/ilU99nOfe/wquAclqRl5LWr11TM9j/+CIMxcu43f6vPqt1/mRH/9J/snf/zksx2JzsMUTZ7foBTYmiipNcU0DpSSXTg3xWx7L1RwhNCzLJC9SwjBkejgmsGo2Bw7dloXlBfQHGwTdQaMlrCS+oRi0Ajr9HsPhEHSN+eIita4RtJpEwSST7O8fMptmOI5HrzegkjXjkyM21wcYpkAzdTTLQLcEhmViajp1pbB0QeC30REsooSkqtAdh0yrieIYx7RIo5g0Sf6ohxmGIUkcoWTJajHDtS0Cz8Mwmr2Vpmnz8UVJlEukpjXwjKJG13U6gUvbt7Fs0VBXNAW6jmsIurZN1W70kqWwWOv7TMKY0XHIaNr4y1dzIE1RrRR/rYvSS2pDNppldCwK9BLMpNn7vgJ7dUC+r6E7Z9jaWmfbregqxc7VNaj7FOlpojQhSTOiKOHoZMzheM4oqrjxaMKNPcVSQipTChTN5d6kRrFhwjSTfPdb93nhwimKeY0oDLaDLXIHatehSCzMVoDrtrl/vOA4LJt8Rw1suxmyHufwtRsVe/PrXLkKF05vUc1m+HrJRn9ARInQBa3ti4RhiG22SeOMC9sbDD7T4/tfnPJF+f9byP64lgFQK8XkeMLugwcsFwuqosTQNGzDJApXTA0NVI3fCkimM4oyI8kqfDdAyoKu38Ilp0qXKKmxmq1whGJjY4OdM+e4c3+X+0cn3Dl6nMP8OKtG1jZpUdEdrLEqUrQsoyhSDKONfEyOdj2bVquxRvZ6PYb9AUl6RJk1G7sJk/j3BbOoFI7tYWgalq5hGIIyjonimCRdolMx6HTYW00afibNk/1oFLKMSnquTa3V1MKg1io0U6fX7TENc9qdkl5PEScW+SJGFiWqrElSSZpJbENrNJWeRaUr4mzGbDHDNME1TSy9wjM1hm04noKuGrJ6t9PDMAyklI0eVTZXOUMHW+jkeYJWgW9piOpxoJeCfiD4i3/uz/CFH/ksh+98k77f4/jBmE6rha+vSJKCj7/wHLlZ4lYR/fYG//bf/C5XnnyKg4e3SU9mvPzS8+iWC7WgqgUHh8dcvHKNuzfeIghOYXo+vmdS5hGz5YLFKOL8xjrXLp7HrCTT2Zj1nU0czyYMrcZTbRs4js3R0RGL1ZLBcL0hdxclRVljmA6W41FrOiovcWuFXitEGqInNlVV4ssSN3AJZ0dE8xW236JrKETLw3YD2q0Ax21hmyamAbZrYdo2Sq8pVYVW11iWgxOYPNrdo8hlw1fNc8q6kTAJy8I3BHadI1SKpZfovgF+i6Jjo1S/4QtYFnVVNhKuugKaXk5ZlhRVRa1bWI6LaTaumFI2/5emjbuqKAqEaCDUQgO9MThiaDpSCJ7BYB4nHB2P2Ds4YjTKiVIep6GCTBaN7KpuWgb14391A1wHogyEgukBvBftw2IfceU8ar3PVCge3r/LmVPbbG1sUtc1dZIhypy+LdHWAsKqQDctai1rTrq63kgYhINnmRTRhEVZ0gF++2tvEFiKjz7/NPv3buDZFve+/V1e/v6P8+y1J/jX//rf4vuC/VGMEE2vvtIADdptHVcopmM42YW95XVezgqeGDr0PVj3O4Txkjyp2dlYQ5MWJRZZllJVKZ6h8+SpLl/c/WOukv/BMgDiVcjdO3d4dO8BogbPMokrhdBAyZJwOccxTTrtFtP5grquiaKU2opRZYGtK2ytxNNrTFuQGTU7631mxZTdvWMeTRNeu/GQjMf9oqKRKUVpgSgk3bUh2aqxjnXaBnXiMZlNCWUjzWi1fJIkQtNqDEOQpTGTyYTVasVaByZLQDMoask8DBtJSgp64GNbBmUtQSvwA4uN9T5nWx1uHa1IyiayogaOx2XTP1zvgG6ghEaNhjB1dAMcx8RxLITQEI1arYkIVToaJlX1OMhMSbK0gRS4voPMTbzHdkiqhJ5rcGF7yHQ6xrVsLEPQCnw0AatlTByFlEVK4Boo5XJs60xPRjitPlWc4okKQ+jENbzy8nP85f/4TzO+fx3XAMOyiQtFbbr0Bw5Vcsi6q6G3BJKEWi65/3CBZwu6gUPgeAx7XYrao6wFnXbAwd59nnz2ObZ3hnz7D36X7tY2fVeQTg/ptl1EFnF6a8jpjSGzwwNcUSPjJWllYGoa3XYLpSS9tk+tegzX2iRZih241HgNEUhYuK5HUSmiUFIWGlLWCEMH1yBfhWAoNN3k0d4d+v0BQctEtzt0dZswKZmnK1qWiR54WK6L7Tg4nocutAYNmKXkNahCcOr8lcb2qhpwr9J1dMsGQ6CrkuXhI+pKodU6prAwTBPX8TFtC8/zyLIMKRvpjtDBsgwc2368FzQ8y0IXUOSSRRgSJxkKD2EOGqtiXWEJA8vUMajRqoJK5tSyCULJ6ppS9Sgub1Ko5ygrGrBL1fRWZ7MZmq6jC6hrhZIVdZWDpqg1k9kyI00KVospebzCtnTGyxWr1QqZx8ymGUl1yDRqANVpmoKuoRTMC4Mb+zHj1KS0MoqqCQtEL6GKSVKJbkuSqhli3Y3hjcN3OP/cALWlUcQ5i0SxNuiwtbON0gX/H+b+NNiy6zzPBJ89z2e+c96cE5lAAiAGEqAIcBBJDRQ1WZZUtsu2Wi675C5Xu2yX3HZ1ObrDdjs8yNVdjuiosFwua7RMy3JJlmlaEiXRnAkQRAJIIJGJnO98z3zOnoe1V//YF5Tsro7oP03WishAZEYkMvY9+3xrre973+etUJoi+e6SCrWiUKgOwjbAnZOE8HAG+ddvI59Z5cxqm25cogiDeDEnkQu6gc9yFtHyLHQyTCXHKP53kBp5fHjEzbdu8PD+fba3t9EUFSkqbFOnHXhYKliGjuvauK6NbdvEaQxZiufbqIpER2DpNYFrIQITvXC4dXzMv/l3n+E4geu7GbrVENzqCnzHJSrm2JXC0XhMXpesrK6zfrbPNPL5/MuvYzyMWFtb4dT2FtPZnKOjKeurzUtoGjrUksD18IuKsJLUZXO1nk7mDFSVlU4L07YxbBXb0+nLgO1cY5a08c0HpGlzfZe1YJFBGOcINFRFa/qnCDRTIysLagR1XZGnCVliNFnShoNtWVSiiWzVkZRpxGSyC7ZNb9OjN+izeDhGlDmWpnD21Ap+4HHt+gjjZEOKwxmdTgvXUqlKnZZroNGCek6dLNDKmsCU7M1jPBs8U2Ms4dJGn9a5TXZu/B6+qXDt9YdUlcIkVshkQa/XxlIkrpqRF1PuHs154cPfz1dev8aTP/B9DB8e86v/4ld4+v0fp79+ijwVSMVgsLKB51m83esT5SWPP3KOu7MhUpMIWTMeT7grcuLRiK2tNeIqbWKOfRfHsZhOliyWNWkcYdgWRZ7h2BamZaJrCoqqY1kqYpkQhzNGy4qirOn3atxWThynuI5Bx2zsousbm4TRgukipbe2hd8KSMolRS0oZU3g+JRSQWRlk/x5Yh0syxxRCSw3IC8LsrIgr2tUxUCRoJQSra5Z7fXIVIizFIlKVdeUVYWQNZqmNXEXmo5pWhiGhmubmGaTD26oMD86oOU6TX9T2qiqQiVqdN1EM7Vm0Gjo2LqCJgWiSMjigrzMKaqcQadNmmckSISiYTgequUjMCiBZGMNw9IxDa3B/xUp1AWGoWGaNobVJ0kykjikyrPmFFwVlGlCnjXIOds0GlPIeEptSHTLbATwScnpU1usng44n6QcTOckAjTHRwBplpBGM9QqgaJiHsPNO4J/85nf43s++gK6a/GhF69gUPHmG9fZ2tqmM9hiZxhx/HDSRFsLScfvErQC0jwlEQ1lqwZGMbx+YwiiwHJbbKz2WMYFdTFifdAnW0x5ePshF89ssNrvIYro21kvm4J578597t9trHDhYklZ5Li2TV02+rM4jBhsbyHqksVigWGaGDakWYGruw1oo9fF0FTyOKTr6KSKoB14fPHrOzxYNNflXDRN9EuXeyRJTKXpZEJjOZ/QHbSZzWbEo4io6DEej9neaIZDx8fHnDt/gekoIuh1SHf2WCwWmKbJ1uY6Q7lkdjTCMhTSvLmSra5uMp/McQwd3dLZ7m8xef0tNjf73LydsVxEGEBVN6BjgAcPd/nw+85Ti5wwiQgCj/F0Rt+xAMiyDNd2sDMAyWy4YDGd8ej7nmT3wUN86TFY6aH3WsyKpqXw+vW32PJW2Vhb4/aDG6hSYGEQAIqs6LQD5pMD2ps9Jkd7ZFHOaqvDXpJQp0tW2w6iKLAouLRhEhUVVuDjKHOy6QHceQtXrZlNZ1h+l8UkItHbIFJ8LUdUIJMFmjRYUTyOrn+JLg67N9/g6uNXuH37Lnu7B5S1RpxGPPXUkxyODtlY6XHlyWd54/VXuX7rHk9ceYLrX/o9fFli+yY7+8cEuoJmmBh6jRd4J5DiA8osJc4TNE0jDSP8oIWq6WRZQZqmKGhkekocpyRxQZwb5JWBHitcu36P1b6Pqlu8+vpN2p0VxuM5izAmygrG0xjH76OYLkm6oKhhMl3S7vUZdDsgJaOjCYvFAl1X8X2fyWSCYZnkomYymyKkxubmJq7rEY4OsJIpgamRRWFj59N0qrqgE3SoaoFtmmRF2kCAERSOjeNaVFVFFi3xDQ1hGYSzmLyoyIuaQlRYdk04CTENg7rKQRS0PQffNkjiEFnmtDrtJjPHsOj4HprpEGeCZZqhGCpuq41huRi2xXR8zHQ2xPdsTEMhLXJ0TSUZ74KoceombE9RFXRXx+wMTtoEMBwOIY54bHMbzbQ4Oj4mTXOuPLnK9TduUYoQa8VFnt1gtlgSpTm64SKVHnkeoGsWoii5d+sui2lMuKfye7/+JmfPbWJ4kM6mzCcL1gYrxHnF+dNn2DmcsChPWmVRhPADup1VjnaGmEDLaMhd8xAeHM4ZHX+DS6cHfOjZp9GKkNuvv8Sl7Q2uPvUos/mI/f0DgnbwLS2Q/+nSARbTGZPRhPkcXGdKy/PotgJano9lGmi1iYqkLgt0XUPXmxJTFIKsyBESKlE3nlty6myJJUtWem3W1zscyQLigupkJm1ojRuiAoRUUXULzTA5Pjjg9bcfskzbjEYFq2dtHMcmipbcevsmZVZy+PAh9+7cRhQlx0dHJKlKL3BYy33CLCJK4f79h3zg4hq2bpJnJZVSIjOFTtfnaHeKWihs+SrDqMZQANlcyxez+YnNU6CpzRXOsEzm8yWK4tBq+xjDgiSeU1Ua3Y7KpYvnEFVBu+VSlzGacCjSJV6rS1kKDNNhsLqGUgs2VleIU0EUFpzfaFD/WRxxZmuVO29fp93usjkYcO/+LuHkEEOWnNlcwTZ0hGo0p3fVoDNY5Wjkki3G/NZv/Brvf/w0UghKJDkGld4iR2cSZ+wcTekulqydNZDhHFDor13g3tvX+M6PvMAP/dEf5WAYI05cJLdv38EPXBZxwmwR8dgTzzDevcfXvvEaG6tbvP6l3+fAUHnywhnyvEQ9OKLdC9g7vo+QNd1uG9u2mYcxWVFg2QaLqPjmO0Ndo6mN1zoOE6KkYj6XSNVBB2aTOcOjMWe21tBqqLSGAJTkJWXVhGZl+QJBSq1o1KqC12kxOtzh+OFdFClRRE1VNTbFoaZieQ3ZPM5ykjyn0+6RxxH5ckkyOSaQEaVImc0XeO0OhuOTV1WTAY5CKQTLKCRJEnRdpdMOyFKbuirIs4R5XjKdTqmExHE8KiFZxjGm1RTVWEp8x0HXdPJCnEBTDBSjuZlUtUTTQEOiKWCZOm6tUIiabLkEVcG1m88/SwyqLKZKK2zbxLOCJnsnyUmSBCEltuvScwe0el0c12c2D+mfCthyHXqDVZyg3UA5joaMjo/4U3/6vQwPD5gMj4nCJUnrJL6ikizDnMk8Z7pYoEid1UGbrfU1OkGHcBExGs+RoxGT44e0+tskyZTe2nnCtOTKmVO8fHuPQAHb9aiynKNlQ85QaLiwOhAVMJ1D7cHNe2PK7Gs888hZVjsD9o5GpGnC6kof2/LZOTr+1lTG/y9LB9jf2yNeNhY1kRVg2Wi6xDF0As8np2r6mXWN67q4pYphwTICoaiESU6UV2zbLpZuEKdTXENho9+m349Qx3NKBEI2pJ5+J8AydOqyoq5V0qxgb/eA49EQy3IwKoO0AM9zOH36NC3P52g0Zn1whqIoGB0P8X0fIZqIUjmLsDVBZelUadV0y2UToVrXoDo6lazorXTJb+1j1A4bHY9lFKJIME0Vs6pZzEaIqkRVm1gHRVHx3IA8K6lrAw0dDQVFSgy9ad7nyRyl3cc0IF2MMNe7WHoja5mVORubZzBMn3B0wEqni06IScHVy1uc2lpD1SRZvKQfuHTbAfuH+8gi5tzmKg/3h0jNYHhwQFWn6IqOECXRdEidp4i84P6tt/n4c5eZzlXiMGYxz4hziWq4pIrHPCuQZUp5/yHLAmx0MtXk4pVn+IVf+mW6m2fY3DyPVHTe+76nKCtJlCYswwWr69s89+x7+e3f/DX0uiYd7dNe3+bOm2+zCK+z2vZpj0wGgw66oaCqKtMox/U9PM+jEDpHhzMCr0Wj8mvillXZuGTCxZJ5JFnmLcq6pg4gCyWVIqlXbXTd5vDoEFk1+d0oKqg0+d6iROoahmUQuDl1uqBMcxxNw9IMhCzJ8oxc5CjSp9XtUKoly3TBJIsY7z2kKgQtAwanO8gqwzbAtzRUrSZexuyHS8I0ZXNrmyickWUZ7cBHESV5UpDFEUVR4XsdklKhKEoUHYqqYrGMsKwSXdfJsqyRPaE3kJu4kdHUdY0RZehKc73WTRtVM9E0C6nqKCUUZUFRVRhFBGqFT4ViKtiWTbvdYmV1gFYb5L6CLypqVUU3HFTTIpI6s0jiD840N0fNoswMyiRsoqatHoUtWNLCG1hY3oDR0UOE3MP3LDY317E8nzfevs1Xv3GNeRxheTa2q+J3DXzZQa8cqnFJnuT4jo0mLKQoUauKVd/htAeHMTiyIi815pMxtqqi1jU9HTYGFqN5zuGsadeJAP79V0Neu3mdH/j44zx+4RIPh3skWsrqyoBT56/ArW9zwTw+PsZ1oNNWaHk+VVFSJgllP8B3bIqoRogSkLiejZ4KFFWlqGpqqbBMK5JKYnktum6NGh+jFxWZ31DMi1pSShVNU1FETcu1KPOYaVRB2lBfKlFiez4XN9c5mpq022+zsrJCuxNg2c30MQgCqjJlOpuQxglClFQiQa0SVJFh6Cr9QZOIt1yGmO2AoN2iMAqkWqHUAsuEnmfStTXWXah1FTQTS2QsFyVFnmI7Ek1rTgeGZpMKSSVEA8hwXSw7bLBWKYxHR1y9ehZPDZFphlKldLwNjqKIVJV0Bmsk07TZ5VsqokgxNYFna5w+swVKhaYppHmjZjZVhTRe8siVq6ytbfD5L38NU9dYzkMU0wY0sirC1HR6a2tsrq+Sps3pIg1r0mVEmcUIzSeXBvO8YrZccM70G1/1eMTxccj6I+8hywuyvGJze5N33rnDw91dfK9FkmdYVmNMSLOcg+M5rd4Wrmkxny6wD4fsDSdojopi60x2D9naWMW2HGbLBXK0oDfoAzCdLnCsnKpqvNeGZkJdEy3DRrqTq+RKyXiR0mv7rA669HtdarfNNF7y2r39byomFNVE0XUEOqJWUXUdy1S48/AmhlpiayqWqqOUJWWeU8oaqanogUuvzAnTjGWY4DgesqjRFI3OxgZv3b1HLVJQTdrCRjVq5lFBUpSUUkEuK8JEQ9NaeG6f0vYaviggtZq6VNEUjTjJyEVCURSEUYYnNVS16YNmpSSvaoTQ0BWduq4pRYUlayy1wlEkWRGT53MUDBynIQ1VZYkiJZP9JWkWUskK17MpbYt4MeFobx9F8dBNB8vzcSwbNJNcCLKiIKsEFRrHwxGd/gDbtjk+3Gc2m2HbNlLAV+/cZ3ttwKDtkOcpi/kYpfbQ9S36Kz3e13ofqaxZZoK0KDjcPyBNZww6HTY6fbavbHGwc8QrNw8w/DVmkzGBbbOsC564eJrF6ztUcYjh6zRu6hodePziJk9cOU8iMj79O68wWYDdsqmsjLdnUH7xTV6/u8eLzz5BGZWkck43yIHBt6NWAu8S1wtBrx0QBB6OY5HGS/KspMhSRNUIhXVNQyhNqiPE1HVNGIFjp6y3AqTuoVoehl3h2waGo5PEEkNtdGmK0pBU4IRDGUeIBGxUBp0BnbbFJJoyWuSMRiMsS2Vzc5M8z3Fdl5WVFRzHQfcsFEUhDENswyRLc1YCG90zOExSqqRmZ+eY480BPb+FafvEYoqiSJazEf2uT6V1GLgm6qkOmuszWcTYiqRMc6LFFNPwKDOVvBLkWcFymWDqAUHQptfT0DgiLwpaFvQHLVq+Sc/x0QmYj/ZpG5tksQQ/YLlIsSoVTXVQZESeJji2ze7uLkHgUFUFpSpZ297m4Tt3sSyb937oQxzce8ju3hGPPPIIx+MFUQQYGV47wLadJvRe0yiqmoPRhGUUQVFjlCFWuUQtGz3sMs1IZjl2D/LFknGc0T33GJ/+95/hR//cT/Pa7fu0OwGXHjnHjbdvYdsuXtBmMFgh003SMKbVWuX6qy/zyY+/yGy+ZGU2Z5G+zs2jJStpSjorubv3ENsC3WrUAuLhEbVoJGR11fSqNBVsw0BFocgKyrwxG0TaAfcPBc5kzCUtY9UYMDpQyLKM12dzbr6TkclGAgaNDOxdALSjwnMXNQJV4Bk6FipVUhDHzYRZseE4nCONA/aGjaXw/GkIXAu9VjgcL6mpibKcUuTEt+YkRUUmAN3ED9okb44pRNVAgVciPNOkrApUJG1bJ58es9ryqKsSQ1NP/JUFnhOTpglra+uMpkuEVPD8DkG7Q1FDKQw6gUlZVqBBXQniJEUUKVmcYWg6sm7+3TRckJcFhqU3lCRdUAoosim9QGLUOXUeMq8ESSEopYJuO5iWQzg7JJ5OMNMh2iIgOjpAFgVetwOqQVHHJPOcSaIQL0ZQFSQR3HzrFq++fovuymk02eb8+hqj4ZBMhqy22mz3+thmxUbXQeQ50dffYnw4Y23jPP31LgtLAVXlkVMGN/ZKcmXe4AlraKtwZqNL39e5+co7nNv0WJSSpNYxBx5uVXI3Drn16pxhco0XnrzEk+0O0zD5NpTJP1hNps+Jg6aRxdT4joutCjRFIU9Sup0W7W6LtKzR0bDtCMt1EKRECQjNRHUCalWnFBm6qqIYoCk1ttk4ZqSUqLJ55QedFp2Wj+K59PwApw7R9QI1Ub/JEczzmk6nQ7fbJgg8qhP8l+u6BEFAXTfWQFMrSfKYrfU1SsdkXkxYLsAwLNqtLkUl0B0HIQVxHNL2O4SpQtc1qeqS1qBDr9fB1kuSnVukSYiuthBlhaboIGB9sMEizFFyBVM3MHQdXS9wPei0bBaLEac6bWzf4u6td1Dts3jBNv7KOntHMyzFwvfaaFra5KR7Xe4/VCmrjE7LJXAMksUCzdBZP3sGmeYcHY8wHZc0L5jM5sRJE4dc6zFlmFLUklanw+liG9VsNIBmvUBNp6jJBMuySNEoFYeZsPn8G/eQZY1igRK9yXGu0rv8RXB9fvuzv8VHP/KdtFo+um5y4cIFNNUkT1O8oMdHv+uT3Ltzly++/AZ/4j/7Cf5lKXj91i3e2o1YnZWYJbScRpysG9DrWbR7XZI44/h4RpU3n52hgqlXDSuTRucqaESFltukl+6PjhkuZ2i7Jq3egNJr4W7llKEkjaFSmv8Xyon2VsAwFQgddMuhHXTQ2wr1dMpsGDEegdmBSgfhQJjAgzF4Vo5raCRqih041GoApsHh/Jidw4gwaxIZJVP+MONeVx+eZG6Db0PP17HyivPrFo5l4Jo6GgKlLjFUhek05eh4yjJKiDLwWh5et09W1hQ1dDseilgQWGqzmdQCvW70t7auYSggREVZltiejet7iChGM1IM10aKmiSL0FUVISWLZcJksSQtBKbn4HpBs7GWGaPRhDSLqPKM9bUVllRMZyGVYjFFxdIAUZILjSSXHIZzjiYh4p0RttPGNobcu3UDV5a877s+whPnT1GkM8JkzNp6lxc+9B385m99hbLKGY4OaXkG0/mUc6fWubu/yzKTSJpN7pELPVa7NsvxAe/cXPLoY32CbsDtoymiFmiGidduE6wovH5zhlJcQ2YXeOTMqW9pgfxPV9OJrxuogygrsrrCt3XMk0JX1zWdTp9W4COiBBQdx3HodrtopIQJHE1D8lolE5AVFb4KVVU2vmGqJuukrk/E8LC2OqDTCqhKD9fzkGFMkmTkecPrM00TTYPB6gpbW1uEYcjh4TG2GtMKPJIwIk8bFFqZ19SyxDYVWrjYqxntMsbzPFTdIIwSzJZFEjeUa0lBNIvpuw4P9/dY2Vzn/CNXsPWc/fweZZ5i6ipFVeH6Pplu0g86hPFBc61UFKCmPDk1SdnY5KrSosgiHEMlSyL8FQfF8fECkJHENF2USqUTtEgqi0Gvy1tvv8mLzz9NnFW0Wm3yqub48Ajf69IdrLBzcExZSZJM4ASArhBnNbmoEQpoeUWcn1wbawVD5vgyoaum+FrJUiosspJhojGd1ng2iAT29idIE37tX/8Gf+sf/g+89o2vYOgKK6sb5HlOkWb4voVje4yOx7QDhw986GP8k//pH/EjP6ry/Ie+kxt33mESf4FAU1gxFS6e2W6GPYslXtBma2uL8XjKcPYaWZLhmQaG3YSH2brZXB3rmiSPcWRC11c4HieUqSRc5gitmdIaho3n9siKkDAtKMpGuC058WErcH0H1hw4X1dYvkvXCzDxseQE01mwN8sw2wbqQKeepxwswa1grRNg1jbz0YzuoMPayiaZUCikQVAIdg/n5BIMXUHKJp6kqvmmjTHKoM4rWgqM5jm+K9A6AaaqUuYVVjPJYTxtiuVkDvF+jNRjkhIKCaYHQm3as54BPU+n49j4pknLNnAMk3Axoygy/HYL3c4YzabEeYFi6pRlhaMbOJaNYdkU75LphUDT9SbbW6nptls4lo4sM1Sl5jgZEi3vcHAQ4bVskDot38a0mmwfoepIwyGtFCqlZnHwgGw+I5vmvPeChaIuKJMHaJR4LiyqglOnNjl/8QIPdockScTF7XWK0iCtBWdOKYx3JQrQbsHlR85Si4yj3ft86MkWeS05GB/h1wLXcUiriCTJUEq4chr2H8JvPLjL+dN3Wf/k49+mcnlSMNOywlFAUTRKkaMWEl2WSGliGiqaIlBkSZWF1LqDpta4tomg8Z/uHi8I0wxRNUmLUrfJBaTxApFF2EaNptcYmoEtK3zLgapkPjomneh0zYJe1yXJLe4fjBmPh7RaLqe2m9jePM8ZHR3jWiVZGpOWBaphMI9yLNOmt9JqohrymI7roKYlk6hgPJ2j6jnME8LJEFGWZOmSxXhCr7VKFoFhaKysDzD0muP7K0zfzVvPMrSgC8BwPCXLc3zbJSibXOnDYwg2wPdbrA56qFKwSCp6G+dYFnqTsb6c0nUsyixHFY1oWNVt4jBD1Q2+9OW7nNra4sXnnuHem6/TbndRUBmOp7TaK3iLghu371OgU6pNsQxzgd9pYekmB5Mp8devMzh1GlVktBQPt79Fe12A2WG4f8CN+wcopk9tGxwmJSrQaWnsLAWTG2/zG7/+63zkxec42N3jwy9+mG+88hq/+M/+F7bPnOfHf/yPsLYx4PXX3uCZ55/n+w5+hL/1d/4BP/P3/iYvfPhjzBZz5oc7XLpwivVOgOt6dPo5yyjmnXu77OwesDfMWISw0qvp6gq+oeNaFn7bxZACNykYj1P6gw75MmF0IrMTAuKkpqgTXDcgyyV5voBaUIiGHaAZGpamolYlignS8JCaiWk59Pt9Ll29ihEE/Ow//xUq3UIoBqoBtZYidIu40on2h1w422vyuP2AibnEMHQ83cA0GpNFWTUno3dB3xIaEXndQFxsBWYJpKLCbWlolo2sJG7g0O9r5CeZ5IG7ZGfYZIjrdvMM5Qm7IIoKJgKWOfTbJi3bIlVMWpqN1baQ4QLF9HBcl1alYZg5UoFQRCzjjGUqKEVEnEqiEOIcoEDVEzwHLGvRpEpWza88bR7E88GMM+IYVCXCMBvpn1RAM5oTfFXDZNZcoz/0rMt3ffz9bJzqE6Yzem0P0/b5/OdfYWcsCFp9luF9zp+9QLu/gtR0xvfvce70GXYnDxgn4EjwTYPh0S4P90q6nRKBRtfz8VsayyzDRtD2m+hhpYJ2G8oc7h/A+reyQv4nq6EVUVNGSzY2NrBwyLIIR1XIREkYzXj0wipVHuEbkkTkdH0XQ1PpdOBwDssCDkb7VOkZeoMeYRUxKUARgu1Vn8EiwppJiqjEUcCQGvPjIQN/hTKOaZkG6XyKbWi0ApsoXrC1vUG32yLLEoSo6HQ6XL3yLDs7Dyilwv2jY/AdhOFxnKa4quDy5jr5MiLL4bU7hzx55QI9R0WmUwxDo+ytMp1FPPnYNrcfzvADuPH2bd46GLK6uUEQnCLzughFJXB1ltMhpmmQCgvTs6miiOV0iuMYhJTMIlC1Ri4hXJPK3eTBIiQtQy5vC2S4j2FY9Fsuw4MhpqmTpBIvcIjSHWYx7BzG3Hr7HrPxgn5vHds0mcyOKMSCQhqYrRXC+pCH45DOygZREbMMNTRDQTF73D6c8KnPfJnHLj/CubOnSeqMt/OQm2/c5XA4I8nBUnIkEt1saDfzpWjoTkLjF/7pz/OR596HJhR+9zO/xfPPP8+9W29z/dpX+PjHPki3P8DruLx5622+5/t/gHfu3OLTn/ldvutj38tXPvc5zvbbnOrZ7LzzFme2z2KoKvPphFJoJKVkGEIkIZ4LVM/ACiziIqRX5XQCg6yYE3Qgyxds9D00X+XeOGa2qIlGIaurqzimRds0qBD0+xYPjvNGoCYVyrxESnjmPc+y2XYwqpiBrzDoaSzDIT/4Ax/js7/1aUZxxSwTrPgdlFxhESX4hkur3Wa5iJBlzge+44N8xwsf5N/9+9/izoNdHr1wmlt3dihOSEIVTaGsgQoFqSiosmZZg4jBEqBMl5zZ2qLbC5AiRUVweqXD5PiAQoW6BQ8XkAgQpklRG4g0RwrQMIkzg1kY4lkppzdXEbrKqY5PAGz1AlY6PnR92p6N4ziM5mMyVXJ/fx/XDzh/8TKvfuMN9o9H7O1mHEfQa8FgpYeqa0zmU/JSoKgwX8JsCeWyaW/YGrDkmy7ygQ1tCx6/bGJIwZnNNVZ7HeLJMfOuy/rGKR6Op2jLCqm2GY13+MEf+yHiwuTV125QSINer4Plr6HpOn2j2WwurbcQScIr10Z4DkwLME2Bo5QYqsTRKkTaIPQcrYGU5/IklkX7VpfI/3jpAMN5ieWUGH6EoakodY3UIa9r0A3G4zGeo+PYJtQ6JBlZnlAUf+DjjvIUUVXMpgvmYYLmtVhdHTDJZ6hKjmOr1JmOFBWqVOm1W/RbLZaiIAnn5EVIqubkaYFhavQHbfqDLn7gMV/M0FQVTdM4OhqyDGPivGAWCtodF+2kfRCPRliaTpRWaJsdpKrhuxZaaVHqNanuUkkbnJLWPAMFDkc5IhmSaiZ+GmBrgqc2DAy9QEodRVNRDJ0aiSILHFul3W5jMiYXkOWCwGtjGAqYLXKlIioisjLCtx1UUqhyPFuCNImTCl3X6fdX8IN9JtMI1XQxvRalVMmykqysEWXOPCnIpcGd/ZD7C/DjQ6aNqw3dBEOHRQz704fcfHCM5bUIo4TJJKKkeekdA2xNRdZVAxShpj7hKdZ1AwT9pV/85/yN/+6v8gu/8PM8/Z4neeap9zCdjvn5n/+n/Ok/8+e4cOkC9x88ZBouefFDH+FX/tk/4bu+80N898e/h9/9t79G3bG5dPkKy+mcoqjQFIU0ioiihM1TXcaLlPEyY280wnfXcXTBbDYmwGClZaNYklQoGLVNZWgsSp1MJsRlzWQ4wlYGdH2fOosoRY2rnwyLqgpLgaevnObURofZ7m36rsLZ7S0MpabtOixG91lpaRyPhrTcLrWuUgdWgxNbzPBNF92zKCrB1772NX7q//gMP/LDP8T/8nM/TxglnNnscX9/2kBalIZBWZQSUJrqqdXYJzEziYBxXGJOQirfZt1RWA88lGrOastkNbBZluDOSu7NK+7NSxZpgUXzPUppWJolEOU51WhEmBogu5wbBGBCGE0xRUFY6rhaj8cvbXM8G/PE5ecoKsnR8YSWknPh6cfYXx3x+S/u0tLAVSqyPGd7pc/xaIjpQV3AZgfs1iq1orK60mZzrUPgwGrL4fLWKls9H6vMiWYjFFGhqxroGr1OB0Xq1LWO4/cZTt5iNg85f+4iHzda7OwNOToeErRajXlgeMz3fvg5fv/3X8ZR4Xd+5zrtDpQ6dLpt6rqiqGloTxLck1Kjag3/VWg1ltkwPb+dSweYZ6AWUKlTdBVMVRJYEguXUlHJagVPNdBtF1uxsFMNy3axXTByKARIqeDYHlWVkWQVgWGhWw6LaI88L0+yRZoBolQV3KCFalqUtaDteSjqiXWtarLJVVUlyzKSoxBRFviug2XoZEmMYxrUhSCPIbdiRJZhKw45kpW1DZaRxLZNFssloamhi4yKmlirSE54iE0cBuyHIENI2MfxXKpJzeyRgE7fRjOaeFVVq4n0BZlsVALdropjj5GAojUXtbquMXUDXddJ05T5fI63ZhMnMZ5lYhgada0iRIlh2az0urQCj+PREEwTr7+CMAwqpcbtdVnGFcksodI0ME+cUjRfLEUHqYNq6ZhVRZhDPM6Q4+w/GlAYGmhqsyWrqoqKQJUKmipRBRR1Qx/57O9+lj/5J36cp59+mk996lP8lb/yV7h9/wEvvfIKX/jCF/ieH/gh1tbWeHD/Po8/+QSPPn6VX/zlX+Iv/Zd/lq9+4XcZjhdcOrvJ0eguw6NjbNtFljWmrFjrd3Atm2R5SJrCcjqh3bNRbQup2UjdwDMNXMCsLJQMFM3AMVR2hhOGU1hoR3hb22imRxgl1JqKgo4QNZKKx69sstmX7L+1Q9906fYUTFWjP9hEtQrKakqawWAlJxMlba+k7encvSNIw4Re2yTwe+zsHvLVr36Vq1evcuHcWW7dvoOhSFZ6NtN5RlRCWZ40UBUVVI26EkzTRiajAKqlEOYCVSzxpEndNtla38BTK6oyZ7iMKdQSxarRLIGzSBktSwoBqlljODpZmiGrmmGcMI9g92jB0xcUTvU8VnyL0+trVEKwmA4pHDCqBCVRKOMc4iWbHZuer2Gs+ajPN2yETn9AWQsef+IJJpMJfuCS5BlXrz7N4WHMMkoxLQXX1ijiOVW6QJ3PyLMY1zZoVzVqLbFUBcc20YucMk9pqxq9/oCzl67wylt3+L3f/yxlpaGT45uSllmTFAX9wECpc5573wV++3N38VrgdAOCVgchSvI8Js/zxquv6aiKDhpIVUWhxtBE819Z8+1cOrybpwL5rELUDbk8MECtI6JMEuUCRckxSolQK5ZJSlZUZEVTLBUV0qzEcQNcw8LNF8h0QZY3J84syyhLFSl0bNOglpKiLBEiJS1KtCqjKDIyUZxQuxVsy8DQVJK8JI1jkBo333yL/YcPWMxm7DwABCTLDNWC0q7AOInPNXSiJGYRhSS+TduxMHRQhEatCqQisLwWa1trtIbHjEsI55LlMiaRMJwuObfWQjdtDMtE1SSaYaDoGo5j0mqbWGZDYjEdm6IqqapG7B4EAfrxkDCMEANBkkYYqouh6Y2bRgoUWWMaCp5lMI9CUiEJghalrqPq0GsPqCZL6klMlhUolkaNQGqgmqCZCop2ApTRQc3/QGYDwAk3s5Y1aSGwTA0ViaIoqKpEVU9AuXXDapKo/OP/+Z/y//iZf8DP/9w/46Wvv8zzzz/PcDLhzTff5PIT7+GR8+dxXBchFX7gB3+Yv/qX/mvuf+J7+fE/8af4R3/vb5LnObodkJf7SJGgqjqDlotJieaZXNz0ODqKGQ5LnLpk7dI60rIYzWdYXQvPMunYBhg1tqXiWwoUFmWUky1LRsYRtWFTKQZZJTFcB5nHKBKMOmF7sIZ4/AJnNlcZ9LpoCiRpzMHOIUWe021DN/CIsgxX0zFNncjPmUVwsD8n6JR0Ap8vfv4L+LbF9338o6z2O4wnU966dYc7D/fIj1MqGiSgaugIxaCmoqJG18GyTUzHRdQqYRwRKjlZ16IVrNG3JXkSN06yjoHXtul1YSuv+dy1u6RNugWpSJqAO6VxgikndOydfUk0jhj5EXE4p+W5+L5PsLB5ZGsNKStM3eTChUtYjkuc5PRXJS98+CMUZYVhGExmUwaDAZYOoqwo44h8PmF+sEstwA5cTM3DslXcoMfAd/B0yCYTXNtEEzWybm6EySih1iRWd4PxbMojV65w7tx13nzjDYSUKHWCqQiWk0P6bR+j1nEtFal4bKyD1W6j2AF7R0Pafpu8UBG1jqHqSKW5ib4LJ7FNA0XR0JQKTf3fS8GkweerNKeZqgRrBpO0pF+reLaPE/gUUqNeVqRlRSlOppU1HB5PiJOCds/Caw1I0pSsrNEM48TPWlHUGbbjnqD6K0xV4vf7yOURqqE3+CtDBWqqqqLKC6oiR1MgjRNu3LxLOJsSz+fkJVw975LXGolIqGqJkAqHwxFC8TgcHlPLTYJ2F1nN0S0LrdLRLJU0DakktHo92r0J8aRCCEiz5uewsz/imUfPo0iNshCkadpM+Q0DR7NpBRWaDkkCSVFiGC620ejevErgOA5xHKMoCpZlfVNWJWuBZRmgKsha4Ng6caZSAIrjE8WNxqzfsjECUG2b5XiJNIzGKaU0BdOwdERdIUSTwS6Vpsfz7uQYKdEQeLqKZRqN9U5RQHm3aCoo7yojUHDdgK989SV+5Vc+xSc++X385m/+Jn/9//I3uHDhAuWdu7z91g22Nk9x4fxZhkcjahR+/D/7E/zSv/iX/N2/9X/j8pOf5utf/jzvffwq/cEWebSgymL6vkslclpuQPfsBp6yxzv7GXtjcMwjqq0BLVVlmZY4ho5jKagKeFqNq0HdN5F5zv0hHB8m+GsaptOlJkQ1LUyjRC8rLm+f5Ux/jaIzplhmvPnabZ566ikMQ6Pf72BbXbbWDAzDZ6W9QZGnROGMsyuglaC3NJI0Qe8EVFnCnRtvocucZHyEXlVsDwKKpE1ZFAzngliCqEo0XaOWCoZtYxo66omovqZBy3U6LmurA3Ye3sfe7NFxDLYHbVY1l2kq0IdLVAQfe2qDN+8dsnN8wlug+R5aJ1d9RUBLhRefWeOJRy6iSYGuND55TVE5nISsrKyguBrjpMBSVJJcpQTUTFBVAq1SSWqN+GiKabXQLehZPqWEjc0umq5g2galrMmLgsoyibSKKE1o93yEFGTJkiyKKMqUokiwXAtVK9H05p3qdFpMp3NKIanLHLUuccw2+7v30DQNRa0Juis8+vgj7E2XTMKYrJLEwwmybqSApqOjo1OWElHUICVd3USnkTkqsvzWVsj/ZH2zYL77ZROAaysUmWSRQ1ipJJWO0+6zcWabolbYj+8gFQVFBcdpCk0cpYRxTmQ32P6sqkniDNtyCQIFc7pE0vTvNEPHa7dw3RU8Qyc+LEljSZ4VqJpGVTdFKkljKlEwn46ZT2KSKGRrY5P5fJ9HTsHVR69wd/eYo92Q0gJP0dGpsAKTMF4Q5TmlVEmjBEdRKdFRMEjjmNl0jigr6rIhsJeyOaHVJTzcOSTJJUVdoakF8XyBFCWaYWKpFi3PwtBgWdHYOS9fxjShFBIhalA0xuNj4jQl8Dx0JNTNJuDaFgIVU4eO7xBlKYbpYgc9kkKSpimuUDFsD78/gKMZluej6Rm6ZaBrGo5lU+QJugpSqYiLGkU0gNZ399/m81SbrOy64g9lTAIn/ThFotDoXkHlU//qV3nqqSfZ2tridz77W3zP932SeRTz0ksvcebsOZ564iq265AsVT723d/DvXfe4d9+5nf4s3/hL/NgZ5+37z4kn0/ouxaWptN1TLIso9d1MS0PV1UQxW12R/DOAZT1mGcePccym9FywVEUPB1sKixFUrdMqF3CNGE6gSLLsOyqGbwUKXWZsNYxSMYj0oHDSmuAYepNRrjVY//gmGtv3qQsrWayXlesDdrobsBcSNZOB6x0Yz53bYjlwMHDI7qBwjtFSDY/4MK5sySiIJEZ24MWtmXi7A25c5w17QyR41gmyBrTNDF1A6WuqKuKqs5Yzgp2d0vaYsGGr+MqLpZh4HomeZVg1ykdTWL5OnLD5mxfYgddTK+N67eaFEgpuHRmk2Q2Zqvfod/yGA+PkULgGR5hkuIEa5itNXTLJp3PEKZJlEpqJLNM4PsBiqajSIV4vsT2fSzdgDQjXIzo+SoKJYqEuiiI45Ak18hzB1mWHBwcoVUllipoWSau6xH0GmVKmqf0bYO94RFFFrMMZ+SFaJimvouiaWxubZ0oRIxGzVJX3Ll5RKlCu+dye9xgFmsSjFmCYWloqoGmNcF0hlAxFbBpSFPfztUAhDnJxXn3Tmc4FHlCVkOpO4yinHGU04kLpGaQn+Q25yWkzbOiqgYSjSQt6LVbqJpFlldN7KiiYpk6KjmapuI4Fmubm2B00MqcWlWJk4Tpck6SNKc5RVFwLBvNtLn29a9ztD9ktXcGzzIZHR5wbrtN4DqkScZ4AV4AmqhYH7TJagUhFQ5GE0bTDp5hNk0/RcUzbSJdw1IkKx2XzZWAw3mGajooiqAMY4aTirRSsZAY2skzmCZVlVFVFbqmYTSadiaLBTUqiq4gssbCZ5omk/GM2WyO766jKM3pVBQVUm08123Pod8O2B+NKIXEdH3cvELUChINJ2ixvqFg3z+mrusmxyUr0XSBoarUVYGiNbG7tWwgrQJQUKhl86lmVYWWSgLPRJE1Egm1bJiKdRP/IWmItKpmEIUJP/uzP8tf++s/zSuvvMIHP/QRzp87w7U33uK1a9fo91cY9Lusrm1wtPuA7//hH+af/uN/zHuefoZP/tCP87P/488Qjma4az0CXUWTNf2Wi69LDK1mreMiL57D8464/SBlOIfjZU5lqPilxBOStmXgazWOXqPUOprRIq01SjVkLyqZjY6xNSjzEAv4yHPP8J5Hr9BvOYzFhLKCzmCNW/eOMbw2h6OU2bJEKhr9vkc4jegGDlcvX4EyZ7xYUOpOk5a4nDEfHWBQoJcR0Xi38YELyarj0XJaiDxjPMxYSqBuhiCWZdFreWgo5EmOmieURcnxAsQo53ve30XVNKIkRVEyfMVAlgUt22J1tc3FK5dZpDlSt6kNj/EiZro8ub4XOWK2QC9KykUElsPp1W2KoiBJMjRFQXMHjCKJKQSZtDA1h0U2QzMMVKkwHzVGhnA6R0OhFAt6rTaT4ZRyOcXPDZJwjDQMFMtuhqpJhu8HdIM2VWagFALHsVFqnSIusVUT1IrpaIJiPmQyXtILHLKsxc7RiFRIlAL2b93Dsy12dxOefXqTnbfe5qPf/XFG0zF/9Md/nEVU8Wu//tscHM/Yn2bk0LQAEVi6iWma1HmNrUGlqmjqf7zxf6uXCmCbKvofmj4lRYmkcToopo/utoiLmuPpklmYYJgu3d6AoK2hnXxhaylRDRMhNTy/gxd00EwLw7AosgRdaXo/ulpjOTbt/gDNcZknGYP1tSYDupakRU6SVCyXS+bzBeFiSeB5ZElKt90mT1Pu3YlY6Q/oBC3a3R6YUKg2uyOYJiW7owlRVTJaLEiKikpAmubEYURZZFAVmGrJoGWzudrGswwGnTanN9Y4vdUmq0CoNjUKuqLSbQd4bpNXnmUZiAxdazaaSjRcP103MUwL1/Xx250GjhunTW5Q3fiJlROfoKbUeK6J6xgUecpisURUCo4T4LgtNMPEth1aQRfDMNBUo+lPClDrGh2JiYqtqriGRatlo5s6tYTqpAhqaHieR6ffa071utIYCJBNsYRGSCgFqmFSC0GSpbzzzjvcePMtzp87wy/+ws/xnice54Mf+A5u3brJvbu3m/cjSZnNl2yfucDWmXP8o//pn/Dhj3+Cx97zXlZPnUMoGkmak6Zpw3pczCmTJWqV0W/7XLpwgbNnfUoBN+4cEFY6s0IjKhXQTGzbxrN0Wo5BzzO5cu40Vy9uYQFJLPDNGlcFD/jEdz6PLCOSeEJeJKiWxvalS2QoPPnc81x64gmEAq1OwKntdaazY6JowuVHzrG23sUwJNtrXRxN8J4r53n0/DbPP3mZJy+dYbpzhxVXwSXHUzJaWknfhlUffMBTQM1y0vmSfHpINt2nWswJDMEjZzo89/Qqzz+3RrvTwXBccqmQVw1XQVV1Wr7L9sYaep3haRUtU8FWcpQiQhM5Hddia22VSxfO8dyz72X7zBlQNbKq5ngeMokzVk5tUwkFIZue+mw2I1osMXWtwcgtZ3iWTts2UOuSQdtHlhmarAjnE8osZzae8eDeHvfu7nJ0vODgYMqbt3Z5+84hh5McoXXJa59lZnLvYMErr9/j5p1DFrGCqHX6LQ+Zh7RaFptb61RSY2+YMkkEue6zKFXsNuyPRqxvrCCrjJ/6iR/jY+9/kp4t+C9/8o/xQ9//cZ54ZA33RDZUAlFVsshL5kXFvKxZCIWwVvl2LhVAq2t6vo3ybmJeUaLpzTj/8HiM6fiUtU5Rg+0GJEXJZL5AVXWKqsHkHx8fkxcVhmkzW4TsHwxpBZ0Ti6GKpWmogO85ANy6c5fhfE7QGxAlBVlRYNouSZIxHjentNu3b3NwcICmaTz99LOUZck3vvENPK9J7nvjjddYWV1H93rszzJUD+4dJiwKQVzWOK0uputhGFYDQIhisuWSta6PqwrapkAmM2SR4GgqjgpKLdAthcPRFMtqXEe2odJtt5ofTi3RZMWZreb3O3tHGKbLfBGR5gJVs2h3BrQ7PV5/8y1M26GuYTqdoahQljlVkSOqgjPbm9i6TpmVqFIjS3IMzWQ2mZMmOS+/9BKT4QRd07AUME8azJqQeIaBb1oYSDRVbfzIf2gJBEVRIKXE931c18W2bQzjRK3whzbquizxO20UYBkmfPo3f4NuKyAN5/z2Z/4tzz/7FJqsefnll5jNZqysr+AGLaIk5Qd/+Ed4/a2b3Lhzlz/+E/8Has0iKmuC/jpO0OGdO/fIi5Q8i/AdC8/WsHWNJx5/jMuXT3GwgN1pzLxQiTEZxwXDWUiSvks3gq2VLn3f4X2PbbJqQLqQKBm8/1Gfpx89RVWNWSSHTOIjNi9ucHPnBleevYz/3GNkxBgBnLm0Rm/V4NylPk5Q8cbbX2X/+B2Wiz0co2TF1zBEhKeXyGyOo5W87z2X6boGNjlqvkTJl2y0TC6sG9iAXsPV0z7f9/6LfOx9j/H9H3qWH/vE8/zR7/kQP/KJj/DDn/wuvvvjH+HS5UfAtLl49T187JM/xNaFR/C7K6xtngFdR+oSxZIUZGi2xiyZs0wXxFWON+hgd1vMy5RpkXNvPGKhQN0KaJ09S2YYoFSstV3UMmKj43FurYVXJ+zdfBVPROzd+AZycUhPL9m/eY3l/j3efPkLHN2/xWJyDKZLUptce+cAxRtg9c8wr0xapy7zYJpz7e4RL93a53Ov3uYzX7nOzqJmKj3e3FuQ4DAeDzm12uPM1ibj6Zx7u3MO53DneEGit1hKm2DlFNOoZDabsXvnBo+dXkVMdzk3MDm35rG90ebP/eQf4+zpdlODANMxSUTBcBmxM5kyzitqr/v/hzL4//vSAR6/tEFZK6hMWGYVcSZQlcbdkOUlpu2RZCFZ3uTvbEQVlmmj6BqDvsZ8JijMsrmumgaO00zwzNBuemjUTXOQpg9VVRVlLSiyClGGWGWFbliYpo3j+lTlkHAZoyk6VSGwLZfZZMnDu8fcvn0bw4BWp41UJLrfYhEXCHQwNPIsp4gLlALCJMFwXIpkxvbmKn5ng/nkGL0oaXkmQhQ4ek2/5TE63KN/cZve1iYPdx9y+94up3oWftuAWpBEMVmWYdsBK7ZJy22gwoUQ1KgYpkucFyRphERjc+s0d26/w3A0oRc4oContsoms0dXDbKqYDmviJYhRZZTn6QQ6opOVRTN5FnVQNRUstndPN/FM03qsqE81XmJrbtYhkolalRAVZroBMcycUyDqiqgbojxJ/f1BorxbtFUVaLFgnbLJ4sirl17m1e/8TLf+aEP8YWvfJVLjzzGn/+p/4L/1z/+n/kPv/85vv/7v5/NrVNkUcTW6XP8sT/+n/N3//7P8Mv/9Gd57D3P8vX/8FmGi4TaVZrGfZ2iqiqeKKmrGlmCaVlsbawyX0x5/V7MoNfm4XDBQs15z9k1kiRkMpmwfvoc+8dHDHyHvKq5vG2ws1uyKGHFNzDVnKuPX+LN116llILRcsLDozlv7x0xeLDDV77+VRzfIk7nmHqO4yhYvo9u1JR5geMaXH7kLGmakcUhZTqjLgoKV0PXwNI1qjxisL6JHXQpFZtz587zoQ9qSN3G9302V/tE4ZIsSzA0iaWoGEqNKjMM3aQwTDAc7h8OyTEZrKzTw2U8nVGLguHxMZUiSEsVq5XR8gPOXtgiLyVhGPHyyy+zvrJKEAR4/RViAUklOTg4xtINOq7Lg4MDiiQGWXH/3jvMpyOqMmW/yNjf3cWhOYQgKhRNIUkShuNjxqqB2x0wVSwKt83deco4yhgLjbvzhNl4yc033iSNG+CvAexFIx5EMZtbq3xg+xSm67JcznntxnUm8xinG1BGIZrpMwwLRByhSIGhqBwdVfzwxx9lsnePQcvh4lqXt4/HrLYNDEfhqavnWWTX2R1VRGneyOQUFYnOJCnIJlNe/FZVx/+NpQNcWG2xjDNU2WY0S9gvIqpCogM7Dx6yf3ELg4LAc7FMj8FggOcFVFlJFDWjcimgEgWWZeG3Avr9FWQ4xXdtDEBHnlzJwXEcvFabRLHJ0gxVgKJZiFriOG4T/FTRnFDrjPl8ymIRslwuUdC4fPUMrU6H0XhMtAxRFR1V0YjjvLFypVCmsLO3QxiGqOGyCZCymijhM/0A8+wZZrUJ/iq/+K+/gKVKFqMjdqIMq21TVjVhlLDZbmOqkqxovOi+54Bq0TqhsE9mgsl0QWstQCo1cRJRqwb9tU3eeOtNjidzet1GC4eq4boueSUwTJtaUbFtSJYLyjQDUaNqGpahk8YJeZKiGyqnt7e49uZRc4OuK4qsQlYFPbeFZllkRY2pQXbyoWqKRFcVTEPD0FWKpAJZIkWNlH9QMN9diqYgK4jjCO3EK/0vfukXeeT8GTZWe7z8lS82AvbTp7l27VWefPJJnnr8UfaznOl0yvd+7/fymX/7G3zmd36Xv/jf/p/5yVe/wTJecPDOPqcGNoqs8aWGqqq4jtmAWTwL3TQ4c2qTo9Ed3rp1QLSi8OTZU4wTiS4MdL9PlAoMVWOl5VGrCi3vPK52i9duQ8tR6fguztZ7ePmlVxCqTSF0Cmlw8/ZD7nz2y0wmIygrdu4d0Avg7PY6a/0eVSHQVZV2d4XR8AAdiWMbbK2toCNoew5pklCWJY899hjdlRVU06OQGpbbRrV8oqwgz1POr/js5xOiMqUd+FiGRhonaNRYtsvG5nmKfJvdh3scLRKknbJcxOwdT7ANha5n0Pc7xEJlGlW8c+Mu5r1jPL+N4wdYqgO1zuh4hh9UxKWg1R2g6ybd1RU+//kvMDw6YmttwObagPk8xtAc1lc3Gp6DOWcRlQiRkWQZQmoMJzNG8xLDUbj55VeYJoJlAS+Pv8zRHJISWrtDomUD2VaBUoVBx2Yvy3jjRoJ+6wG3jnb573/yx+isbBIWOyyymlK1iUWIJk2iRczp1RWyfI5vmvTXc85tb5EuxlSqj+ZarHddzly6yM/90q9yeqPP//D3/ha/+Ttf4uc+9RlUFQopkHVzi5rPv73B5CpAvTjGKkPOdH3ObXQ5v9Fja+DhGSDK/AT3b6Io2olcRmMwGNBqtagrOBl8kSUx785pLcvA1HUsw0RXanTZFEzPcel2u3Q7PSw3QCoNVDXLcubzJaVQqGooC4HluBiGSRynCFFjez7nLl7gfc9/B5bnMIuWLKMIHYkuBUoJLQvW+s2DvXNTcO3aNVA04qRA021U3WIRJhwejSklfMeLL/Bf/4WfwjMVTEoGHYPlMuPh/iGKojAeHqPJGtc0CDwfU9PRRIVjNE3f0RiWUYJq2piOD7pFlGUUNRwdV+zuH1BLhUo0aYKW6zTBWDRhWufPrlFVJXmeoaI0GklVZb6cEaUxqq7R7nSQQJpCFBUsooI0bTSnqgKmpjUidZpiJ+um14moqKoSRZUnlG/lBLX3h94ApRn+IOvGnqdAz4fRMOPG9dd45oknOD7Y5d99+jf5+Ec/Qq/T4torr1CUktXVVQ4PD1EVyU//9E/zr3/9N3C6A37yp/5PLCqVsFaZZ5CrFnlVESYxVZnjWiqeCYEJqx2bj7zwKKKCnV3J0WzJ4bIgrE2EETBZJiiaQTiboRQxHUej71uowGLW2Px2b9zGsFroZsAXvvQqv/RL/5p/+asv86WXDxkfV0QLmI9gOoTRwZCd+/vcvfuAhztDxpM5mgqqUuFYGu12QLvXpb26ytbZczz2nqdY2dpGtz1EXWPbJoHvYWoCg4KWpSDSGYYICXRB11bougbdQMf3TGzbJIxipKbjdvsUqNzfP+B4NsMJWmxsnSKPCg4fHDDcGaKWCi2rRRULhgdThgcTqkyymERMxkuGxwuiZcn+4Zg333qH3/nc18iMgMgImFUme7OUO3tT3ry9y6uv3eKrL18nyRV29ifcuLPP9dv7vPrODq/eXXJ7CA/nBctSIRNgelYDBakafW+Y1s0gUT2xTnoe7ZUN1rdPs7JuUKrw0nXBb/7+V9mdlSitdYZhxfEsRNWaSG7XMun4DiJPMVTBxz/yIYokxndsdENlOh6x2mtzvLuDZ+rcvfkmj547zd/+v/41rl7aQBNNm8y29Sbg/Nu8dIDl7hzNgWBFRU0LHCR5lVOXMJvVqEIiK8F8MmNvbx8MF1EINEXHsyGOm4ZzFC/Is4QoMimKAooSHdlgqtQCE/AcC9d2UDSdLK6IshKxiCDJKfKashTEKRweHjMajmm3HaChsodRQrvTY/vMGSbhEqFpWLZBkS5oawoXN1wuXtigtmzuvPkW1QEcHu6z9ZEPMh3PSfIaxfTp9vvYvT6pFZAJWF8d8Md+7Ic5fHCTL3z1BroBWVlw785dOuf7hPMpvt8i8JtrdxqluKZBS4NMgGX7oBgUVYVuOmhFTVqkzEK4dechL7z/fUgJSV7g2DZ5VpJkEVJR2djYYJgoLOMlLc/HUDXiomA4GZFkKUZgEeUxug26Brat4xkGGhWaZVKJRgRv6womfyARQ4KsS6qT8DVV1SgUiVZraJpEEeKbQiNFUZDU+K6OLCrCCN731Ckeu3KZg90HXDx3mjdf+wZPP/M+PvzBF/n9z32RL3zhC3zXxz7MxYsXGQ/3ePyxR/iOF17gb//9n+Ef/t2/z2d+53d5ePN1jo8eYBkKlqlhJCl1XeDIEqhwTYtzG22mUc5zT23wjZcOeenaAvVpDdbXWVQZvtO8K2Ue0vId5nGIbWpcWIdlJrl15wFqkqApPtdeeYPf+eIO07r5gjvAImp+Jus+bPd1NnqrtNttWp02ncEa/baHQYiuFHS7Xeq6RlQS024GlisrK8yXTYRHHKXUKJiWhakqGIaBrkgsMtZ6LYoiA5lRpCmyFtToLMI5o8mSvAJVswijiMloiu80gObR8RCtkMTLjGkcY6cmZVrj2i1MNHTDIcojkrJCYjAcL7D8NrvHOxyOJhwuY1LTIc5z1LLA18BXa3xVIfEEba/H8SRGyJpC6pRGh7AULNUFoQJZrjKQBlpWYRkaolLJZY04yeLRgBbgOCZt1UAPM0zH4Mr2BU4NIm69vcenPvOQ+xOJUG1u7owIc4nneNRZRM+zSMb7rAU6pwcBVx+5QDTaI9d1kryJs374cJeNjXNsb6yzsz/k93/rMzz9/g/zv/7yL/Jjf+rP8I23d9FFiaWq5NW3d0quA/xXf+qjlJpJjMkrbz9gkio8PJ5QF3vECSRxTKhJDClRaolpmE3uctw4LSwdLAMU2RjzkqShTmuixLZM2oGPvahwKAncZpBSliVFIVEUlVJIDFXD9wOiMqEGDkbw2mtvcPXxR9g7OGQ5i9jfnXPmwllQNHTbQdSS+XyKA5zqB1w52+fsqQFhBcHjZ7HPHfK+Z59EN028VhfFaqMbGt6ZHl6vDZrF29dv0fVW2Fzt8ejpDxB0Wvz6F75BWQhQambTMXalY5smhmpSVzllluLbFusrCvNI4ngeaVYwmS7BMGl3+yhRyOoajKYQRgmDtkeZxtRSIqUkjmPyssL3fUZ5xngybFwNtcN8ueB4OqRSBIamEqYJ3VUTVTEJwwhL0Zs0Q1mjaGBpGrahYWgCIZrTtaHR9KFFiaYbwAnIWa1Q1Hd1mEqTjlmJbyLL8goGHvzRP/IDnN5a49obN3j6uQ8wDxNe+upX+Z7v+0Hu3dtptJnbp7nyyDmyaMQyXPAn//Sf4qf+q/+GT//u5/iLf+1v8N/81J8hxWJ/FtPxDWzXpd2ysDRI0yVVodHu9fHUklOrLZLLM27czHjtrSmq6XLp1BZ5FlEJaLfbBC2HvcNdpKg5fSbg/lHIZz//RfRozltv7HJtr3mGU11IS1hZtfENneefvsq5jQHr/RbIGlFLdNtD6iaiyhm0Bigipzvog6KRF4KylkhUVK/DqcE2umUxG4/Z398nFwLbtFDKkmU4pWfrmDrIsiaMFlRCYNgO6CpZltDqtNg9GCHqElXX8H0X33VJk5B7N2/S9zxUxWSeVYSLffZGS1orm0RZwWSxbMLW8rzZxKc5pgrLuiloUoVYCzFMGxFnZEDQd1BkTTRb4KGy1utT1pJCU4mlJA0TNKdAN2oUtbkpWZaJqqrYlkVbpiRZ8y54Gk3czKCN57hUZcFyNkdKgWLqRAJMAz77jR0UFbIcfN+kFhXJMqdLzPpGlw898xinVwMcTUFrt7l54zrtdsDq5ilElhD0Kq5cuMTdB/vs3L2Dprv88b/0Uf7Hv/d3+P4f/dMkeRNv42jfXvqGDvCR559ikVe8szfjdZHT8zrMbLPRFQFFmmL2Wie5JA1wOPBauLbDMo4oTwCxKo3tLssyyqLAOrFkWYbRhFNBEzmqGyhSxbQc2m6LyWGLZDShKmuEqAlsOMrgK195iSRdkMQhjh2AqqKbBqPphKISxGnOcDjBU2Et0Glrgnw+pFQ03v/sk1zoPsvjZ7aolhmD1QF6a4MkSdi7v4vc2Wfj8adZpoJBS8O2NOLlmKeefAxr8xJf/coX+frX73D2YxeoRUmZZ0gMDE1v/Pa6hu/7SK0g8NvYnoY6i8Fo8GJqlnPm3HmuvXKP/cMjTq0/gSJKKtnIqlqtFuPpDNN1kLOc4WiEbjb36kW0IIwiLM/F9Cy8js9T732GWmhcv34dSkEhCpZxhKJrGK7W9IhVUMWJfEtrhOnwbrxITS3f1V6eWCkVpZmWf3Ojq3BU+NEf+T7Onj5NuFhw+eJZRsNj1lYGvH3nHY4O9nn22afZ39/ny1/+MlvrfdZWBswXU1TT4E/+6Z/glz71a/zDn/kHPP/hj/OV306YPbjFPC6Yzud4uo/XdtAoqdKIKlFZCVospyGXzp/G8eZ8/ZUhdx8esbqyiVLU6DJhpeMSLZbUlcDxPDTTJRAGizTFSkZsnILLTw24/NRzxAXcebDDuVOneO97rrIc77HadvBMlSrP0CyPoLeC0CzCMKTn2xwfHTAPE5KioKhANWxsN0DaAdO0Qi9hlhSkQmKoCkpRkmQpRVGwLBI0ckSZU1bVibNLkGYxy7hAqhlZkZMmJYqiYuk6ZZGSLBZIBYZFjlAlqanTPnWKy1cCnO4q1964wa1798hPiOxxDhFN0ytTGo6mYTSWSj3NcIGNFpzt+/QtHaPI8AyDlcAkzguWVUUULohGC9KMEzlezlEKgatRZnGTp6RDpTWbTwYYiiQjw7dd2r0O0TBjki1xTB9pg9ZbJVqmxFFEx3NAQhknbPdUzqx4fMfj57m8vcJq28ZWm7JyPF6gOC1Y5FSiYuO0yp07D+i3evRtjzdeeYXz/+Y3OPfo41zcHHDn4ZgEMP4jWsK3fukAe0cj4rxkf2eP2f4+q+farAYuHV+hmEsWiyVsbrCYz3j91VfpDlZJljN0VaPKGj95XoAoU6giyjIlj+ZUWUpZCfI4JVmmREBO2VjHkHQcm9V2l9w2GC2WHI8nLLIa2wclg7f3IClv8vyzlzlz9hyqeoxlWezuHRGmKUI2DeGwhqIqEFkj9nXbHZ559CKnV1poZUWne4Ybr7/N7a/fxvU9LEugWAbarODWOzv89r/+d2ytdBF5QlqDuXGaH/yRH+bWVz7D733hHX7yx54CVWLUAs/UKXUVVeQYIsZUoDNYYWWtQyo9wnhJkUeEixmWv8osvceth0c89dSTDXhEFBi2QdvssUgyVKOxSs7jkF7Rwa8r8jxD1hWB72E7Ns88+SSrW+cw7YDP/4cvspxOGB8dshiNKEVJLpq88HffpXfZjYranGYLUX/zz2vZGJVVqdJgDZq/ZOqgV/DIuR4vPPcMjiKwPIsLlx/j07/7eQaWi2tafOHzn+MHfvBHOL21ycH+Lvfu3uapq5cJQ4Odhzt89KMf5csvv8o//5V/wV/97/4Gf/6t15gd3Gd3nDHczzhYmfGeyyu0PAPTNPFtG0tTads6izxnc23AY48VvP32nC9/7WU++NxlnJaN5WsspgnnLjYk+2lWcjnoc+H8KWwxY63fpjU4xeEsYpkKXvjIi8g8ZTHcYXvNQysTwtmYNM3xO2sEvT6KpiJVg7yEvNKQuoUeBNSVJE1zFsMpolIZDAYsFnPmywWGoWEYJuPphGi+wNE0psslssyoRYWq1qgoRMmUw9GY4XROKTT8zoDpPGI8mlPXEC2hTKC/CpV6clpExTtacjCaoRgmJTUrqz5JWZKUNQf7KUJpICx2ACKFUoBtAWnz+coCyjTB83usdrvoMkeXIY6ugG4QZgaOBq4BldWktqaixgrayCJFVSo0U8N1S0xNJY9Lttf6KKJGVyrabYcwMtkfz3BqgyDQ2T0Y0lvZRKlq2q5FOp1i1PDB913hwnqHFVflcPcdyrnH+jNPMXswpuMHnN8+y2yxoBV47N2/wdNXL/CN164zWS549Pw2n/qFf8YHP/4Jzp/a5uBwTFaAxh9uwH/rlw5Q2Cs8eHiTaJFw5dwZVFtjeBhyanWdg/kh+4czLl6sWGsbyHzJYliSTsfILMOxHMIibQLnownJ9AGeY6MpGbmqIBSdtd46gRuRk5BoCos0RglzBqsB0/s3KZcTknBOVUost8UsbMhZqoBHrj7Ce555Hwd7O5w7v4VlOYxmM1576x1cv83onTEhcBgXnI1U2lbNn/z+7+bMeo9bD/dBGhh5yrXrDxkv5+yPh6SqoNPvU/zeG7imxdHBmJbfZe84xx8MiPYOiPKE/ftTACZFiaKGjVxEaigiYmPFxStrnnnmUWpNIa0NWuvnufPSF8kmb4Nq4vUu4G0ecONwRlQquElOXWeoVpdCg1IzqIXK6qlTfOE3P825c6cZDo/QkWwOeggMJpMJr7/yFmun9njxwx/nv/tL/y1xmPD7v/u7vPbqN8iKnFs7DxlYPro5ZzZbkud/YISsFSjLRjgvapVKqkhFkpcpALauUYvGwLzagh/+no9w9ewmw72HnD21DmnE8MF9JuMln/gjf5x//3uf4+3rr/HME1cIJ/t8+fO/x2q7xebZC7zy+i3WNhP+8x/7Uf7O3/m7fPgDz/HTf/2/5+//7YSvff7LbPlwZwSGO+b0ahdV5CRpwaDTYWtlBS+reHh0zLmtgHarJktDVjZc1lZ8tDrjvY89QdD2Gztgq4vb6jCcTDHsNrI1oHI6rAZbdCuVIk0QRUk/aGNWUzQKBr6D9FvE0uN4nKIEHYLgDLYs6XZsZrJkfzRkGYUYAvLRGLesub/7kKIumYucweYGN+68w2KywCgUZNG4vQCqIidaLggXE9KTAqbqEGUlqrFHrShERROTkebN/nZ4DFfOD7BFk1evZwqP+AGmoyDUkmE8R7R8WuuPIOVD7hzMcXQVWdVNkqsAQ/mD3rXrdSlrhWkUc/70OqYUuKZKjcF4IXELl8UcFnUzRPQCFSFq0rBCKJIkLfGcEt/TUasSA1CjJXVRcuHMadbWVqjmYy6deYrTF8/ypZdep4h2MPMYmcXIIubRDXjhvZd58spp9u7ewO5vEtgBvuNw+51bhJMZXVMn2XmAZ2o4bsnK2hrTvdcp5rvolU6Nx7mNFW6+eR3DMFgUzfMZlvstK47/W0sH+PKr13nn7TdRshhTMxHqjCwtcZw2EghzmIUhvuUw6PisDdaYhimiKhE1FOjEZTORNSio4owsnJOXBUWtIKsaagVBw7jTTAORLiGLiMeH6LLEMS1sW2VZqXRXVEZ7NZ4Dim4xni7QdZ1KlJCDrtvkecVwMkco0FlpsTNasl0UfN+PvMhK4HP7rRscxiVS9XjlP7zKchLiBjaGF3AcTtm/s4eLx0Z3wAde/Cgra6vo3RmlrrBz6yX2Dh6SDhc8ebbHPC44tdKnXlQYSMJwwTSdcemcy1NXL5EVObnUmC5iZrMZPVOhEJJFVKJZHd66tcPdh/s8ZgnqIkMtCzJFw3A8as2i7bQ4f+Ysd+/e44mrj2HqJmGacTwOuf/ggLsPDpiEFeN5zquv3+A9TzzJc8+9l8evXODug/tcmT7O9Zs3uHv7Dt3Ao65rlsslUZSSlzlShapuUHWOaSOzCivJyUWNIkQTNQz80R/4Lr77wy9g1gX9losqKl7/+tcZHh5xf3QLI1jhkcuP8errr/FjP/ajnDp1ijfffJNvvPYa3ZUNXnzxReIko9cNeOHF5/k3/+bX+et/9a+wfeEiooj5xldfowUMl5KqnLLW1ijyGFOT2I5Gt9PGbW3T39rGafnM51M6LQfqDFMFp+0jTsAsdZHjqBoba+tkaDjtAXbQA9VBLWo0qVKWCVQ2itCQNVRCoRCwLCqWIiVbzrGMnNHtW9iegegFTOIE3TCwTJUkTLh5+CaBYxKWKa8+eAej3WYeFszGIVoM691VDo/2cRyLwHdxLZOgvYJppxRZRlZUrHQ9NMejVkzcvMYpa+JcMFsmhIuYvaMxz1y5iCsNSBK219Yw9IJFdszFc6fZXxZsXTzd+OrnrzFJUmQJHQt0B8IIzqy2WAyXVGnOuUcu03dLpEgI2hrdwKMoYZkU6KqG40BXM9BVAarKqY0uVIIwzNHKhrQukwrbVOn1HHwD1Fql72ucXWvz0lcOuHd3h8cfu8IH3/csX/nafZR0Qd+A73z/WZ559Cw6GQPP4rnv/wHm0zFHB4ckSYVnmbiui1ZV1GXM4fEQdaZg2RX91oDT6x2G84ICG6vVIlZ8vLUL/P7X3+QoTsj59gIxdQCn5TKPlrR0lf7aKg8PxsyjEHP1JG+7gmkU4ZoVrY5Ha6VPexYjtFvUhoZpqFBWaJqGbhrkcYyUJ9neUcpisSDPU1TAti10FXRTB1kRR0vu3b7NcjYlqhRSabOxscHtvX0GA5N2u01VVdimSRzHaKqOavvUAubLEAnMFhEaUNbgt/vEadEk/rUCXrl2k+kiJk5TdkYHCFMjNxQ008PxWowWC/aGQ5ZFzt29GZNwwatv3kdW0DPAf7JLuEzQ1E2KOsPxA3TbI43mbJw5zWB9gyzLOD7c5+GDI/Z2HtLeNinLgiQc0wksxjM4PDjm6sU1MlGiZBWprHEch0IajMZTtlbWuH79OlevPEFhWKRS4eF4yNduPaQ2AiQWZZiw//o1btx+i6sXz/HM45d59PIp1pdd1gcej53bZDabMZ7OOTo6YjKZkuUlyyRnmWSURYasBOEyoRDNGbSW4Grw9GObfPSD34FpKBwe7GNoCovwPju7+xRVzXQW8qUvv8Tj73uR1Y2KZZzz9PtfoFI1brxzi97qCi+8+CGm8wm6ofLJT34v//e//Tf5+te/yl/8i3+Bv/nX/zKXLrQwi5BBx2KtZXF+cw3HqDC1gpUtn/bKGgejGctohOWbdDotVA3ObZ+nylJEVqAoGuvrp9FNlzgRzJOEyixJqjlWLEExEYWkTFOKeEYVT7EpEbmgrAqysmKZCeZZSiRCNGlQzkOqaUF0dMjO6IC6KqnjiPJoiItCFhUoLnz+FqSk2C54DnQMmxXD5vzpLoaSoyslqiqaVoehUNo2ZS0Jgj7odpPHlC5R0wwPHbcdINsmuwczonJCr7uG49t4gYrv2HTooTomw/EEM53hFwkras038RM5JDm4gIiW2EDHUgh0gVXnaHVKP+ihyAoqSZ7GxGFCVYDZ0jAUSVEUtHoGeRijOQad9RVct0U0nyCKBZaiIaslj109RxTe5+79Of2+RyljRscR0+WS7S60WvD8e67ywrPvwawqbFXl/NY2VVoiMps8MXA9B7vlsqhKMpGjGoLCELx1bcr+4ZCNzVPYfgfVbOE4LlEKu4dHfOXGLpGASnGZJNX/ZxX7Fq6GViRrclFx9sqjfOITn+TLL7/G+CuvsqxrwrK5VsRlyTSqsMZjzlUVTuCjOQ5qWaHqKnXZwHSFEJRlddIr1DkYxk2+t2Egyel12xR5Qsc2KJKYOJwzm82wdB2RF5i2SbfdoeXuEwQBrt3Ad6uyCUkzDUjm84Z+ojbXiaKq6RkqrZ7HcDpnddFi5dQm80nIweEQw3UQYUKU5WxsnMLudSkFDII1otmCr117DS9os3scsjdaktSw2YVe28F12qyvDRCVwmwREyaCuCww/RZB7zSDzU36g1Wu37jBdHKErkqUWgMhMLWCtq8RaLBYxNSaSiUlVV4RC5WgpVGkGa5hcHp9nZs3bjFfpKy113Esk1m1x840I6pynGVBv99lo9/GcXWOJ4dcu77g/n2Pc2cvsbXao99yefDgAaYq6bgGo7bPweGIblfjcDQmKWoECpmpUtYCqTSZLa4BP/pDn2B7Y41sMWEw6LHz4AEvv3KNuFRZhCmmafLaG6/zv/7Gr/MT/8Wf5T986ct818c+znMfeIHDw0NuvnOTS1cu47U8Dg6P2dra4qMf/Qg/9wv/jP/n3//bPP3sU7StiscvnGLVUzFFQjwdsb7SwtZgES4Q0wTP7/L4I1e58OIHm4nG4T55OGcxnzIKG0qP5XbJhWR/OGM4m2AGJtosQlUmCCGpyxpRVhRJSJEuMQ2Ik5AojolzQZTAMpUkhYYimtHucHzMrEqYRSmKhHQKT52FDzz3HHVdo3keifcqbz0M2ZnAIoFIz4hmd7m6AX0P/E4b328hFYUsyxFxSl0KRqMRVS1BM+l4Ab2uR5pXJGlOLkpOrcHB7ox12+T05hb5ckTP8xmstrm/85AnL27hdV3KVXCefhRVt9ANCWrINJyzP1vw6o0EHVhrGzjktEzJZj/AUutGsaKYJ9+XRklhGgYty6a0EkQRoyvg+Sar/Q6e20IrU5bZjCxZstbTmY+PWV1p43oGWbTENW2KJObVl77Mi+89y3d/7AN0XReRpKyurFIlGfdu3kFTDYSiEScCwzEoFJNZJlguQ1RyFklOosO1O3DraI/BSog0fBK5z8E05/r9I25Nmr6t43UI4/TbXzDfvvMOuajYOnuWi88/TyINjlK4ebSkVt+hqCGuaoIaDicT9kcjpOaCaZFVGUVRYQBpmjKeTlCrmk5/BQ2IoohWq0UvqdAPRmysDEjDOf1uwGwyYj6dsL25geM4RA8PyQ2bYhIRtDjxPTfkdU1W9Ho9bMvhG2/cIkqzJkJ0OWv81ZqBohkcjSc8xjmOh2O+8tI1ilKwmIWYnsdTZ9/LpatXuH7nBp/9zKv45nUGgy5FWTAejRjOS5YnfLSqgjAsWCwzslxh/2CEJk0EOn53gO/3iNUeuuPhtQJ27t8nSyJankkUZURxQpHAcryg48Ph7hHDR3o4uk6tWKiajpQKaZqyvnaGZZjQCTpcu3adR6SLcLvc3ptwsJBITbIQCcM45WB4wNVza/S6Z0nzmMX0kN37Dzi9dYbV9TU2V7tcPLuNZlgcHg+5c/ce93cPsGyd6SIhPbkJsFiyjBozwQvvu8zHP/wC8XxEmSd4vXXm8zmj8RTFaREtFxSFwmh4zL/61U/x/u94AVFWvPT1l/n4R7+TZ9/3LF/60pe4v/OQZ595jvliweHwkO/82Ed4681X+dSn/gV/+a/8Jf7yn/+JRgblNhttrSkErRW02mYys3GNFYJ2n1r2KPZj8iLm8GgHz5BE4ZzpYkIYhuyP96hQScsKVXMoU0kdFVRZThoniKyiKgriNCVOEwpqFnHCdBmxTHKSuCBJK6pSoikmdVqxjGoqDWoVNvpg+/DEo5d573ufxTQtjsOIzAlYvzjjX336y8wT0GqNrBIUD2AL6K8u6HZrbMfB9T3aq2ts+B4Pd3fZ2d0jyzJOnapZ765RVRBF5Qm13+P+rZh4egz9Fl1Xp++ZdExoG4L1jTaVLMlbGn1/FVWz0AzYPvMY/qDNw+GMX/7lX+Xe2xmuTNjsWFw81cU2lohyQV1k1IqKoiiUQpLVUGcZqulimxaWYmHqNUIohOExdblE1RL8QOIZOrKs2Fw5x+ntLQ6HI0xFY/cgpaq/xh//sU/wzOOnyaMJGy0T///N3H8GXZbnB5ngc7y553rzepPeVZY33VXt1U5qqbtFI9MgIQ0MMKwWwQzMsBpGMzEswWJCg1tY0EjLsBhJKxDQMq22tCnbXSazKjMr7evd9efe4/1+OKkm1szHVfOPyMiI/JB58773/s7v/zPP06kxPurjT2dIecbcmdNd3gBZYTCbM4kDTiYOo/GMuT1i7xj0agWnyOhpbRKhysHOATsHLkEKQQHNKtgeiJnNYl3//kTKh0cGyvGeZoPdvX1e++rXuH7rAV4YgaxgWCoTJ2bueXRrdbzA4+CkT7W5SE5BmKTfW7cLw7AMkLr58GmWkGUJggBJkpAD1YqBLArIFAh5iCxkZHnCfJ7geR7j0OH4ZIip6zTrdapWBXtwxOpSj/XVFZAUgtffpshLY2O9njOfBCiyiKJIjCZjJAEOjo7YenAPrdql1W5z/vxFFpfanAwOuXPrJl5U1u380CMRC46HCfFDCG8G9B1wyHhPkOF4CRke3WoVxahSrYgIjS6mtkhzYYEHD7bY2X5At1NHFVN8xyPPcypyhlp4LLTg8NBl5+CQK5fOImgVTFlHEEs+6GwyJUpgsbfIl7/9Knsjl1Es8urtfQqB0vkuQJ4nTOchr1/f43Bnj0dONTi3vsZyu0V/OGI0mVKtVmm32/SWFnnqicf5kc98hi/8zu8wtefc3dpl7+iI8cxFkQUs3adumfyRz36KZtVktD9HkWX29vaYTCY0m03G84A49JkMbCqqQODO+I1/8av8lb/6V3nllVd490aD977wPN/41rd45+YNltc3WNvY4O69u0iSxE//zM/wj//u3+Kof8If+bEf53d+81/i2wZLjQqLK6tMZj7uxCaMBJpLNdJC5d27e9zZ2scwJaqWxvbwgNl0gONOKYoMZIVCkEhygTCdkyYCaZAQzuflmqkXEEURthcy8aEwJGZxhhuXWyxJAllc7kWrYkzdqlPTMuLcw50VdCyZRlvkzPoyJD7j6Yhrt24zyWBxeZNeQ8f1Q0xVQRdkCCKmAkwnkI8cRNmh1TY4tamypNeoLa7SLQoCZ4YkScwGJ8SRT6teYW1theGwj7Yu4Zxk9Ld2OPXEJeqaQjgbsrbYIpj3mXgD/LlMrbWGqEoEaUgSCyRhznKnxk/+6Kd4tfEKJ1tHSKmPIVTxZ2MazcrDLTOZpEjJBYkMSNIcIUsRRQVJM6koKnEWkCYhSeGjG+WsqikXXDp1hvl4gLSqknoJBzsppzckXvjIe7l6ZR01TejWW8z6JwxmM1YXF4mEmJ2DLTbOXiSI5yimwswNGB4N2O+PGAxtXA/cALyZR7e3RHvlPL1ug0RQOJ6+w3hQjiAlcTnF0aypyP85zGG2Gi36+/u8/PIbTCcO/ZmPk6nszHMcLyYH7HlAtlCnyODkuE+UKeR5WacssrLlliQJIgKqrhOGIZHjYxgGYWgzGtpIQJ6mtBtV8sinaupoqsTh7pjJdEYmGRweHhF6KWrFol61SpR+klCv18myDNf1yfMC3TQIixIoYMoRvUaNdrOCaSRUKzrh9oxeo46XF+wf7DAcDyiKiJs3J8xSuLQOne4SUS5wMJkQkKAYFYgj5DwlfVgq0Y0aa+ur4A9wJyG6nKHWdJBlNs+fx1xcYuvrX8eqGCz1GowPDxAy6HbaNNWERt1kobrId167ze5Rn9MXz+LPXIyKRCGEKKqEMwuQZZNWq8Xy4gKHE4ftBzPyGJqmzNR3AQmEnEq9QlXOGdsBr71ps7Ntc3rlhFq1ytraGpVGm6kb0L95h+29fRYWFrh47hyKrrGyssS97R0cz2f/8JgoSbh8/ixXzp3Cd6ZUzQqGrnHzYJ8oyXDdOft7h0xHLt4YOk0JxapycOcao+1bbHYr3L3+OhcvXmR1dYOt7W2+8Y1v8elPf5aV1U12th+wsbHJ5Uce42//nf+Ff/C3/88MDrY5un8bSTGZuQkP7txmc/U0g+EJ/WtjUkGgEEQkRSMIvBKFp0r0T44oihyzYhHnIRkKfpwxHE+gSEpvrO+ThSCmkKQw9mAYQSBnxAoUqoSoqkBOlkfIBSCKJKKKpkhoWU4q+7RMg7YB670mi02DPHIevuc2uV2ho+aMKbM0Fyg08C0VU9fJ8xKcvTcKePvkDqp4h40Fi26twnp3haYukjkz0ijHjGXEWUIlKT31h/YB7jBhfDzGwEKQQnTTwGrXqLd11qUmzcXT+FnOYDpEtQQyPOyRR6tebtHEwxO86Qi3JZMmPtRNGq0O82GMG3lkko5hSCi1JqlakAsSo2lKbCoUAuR5SiqEhEmCSYGiaQiCQNWss313h6k95MPvW+Op9zxNa6FJ5s+ZDh1yTcOQRSbTCVuzAZ1uk6Vlk7l3wNAvSLUqg/mcW1uHDKYejl8giAbNbgPLj7i4scx6p0LFgPqZZepazK07d9npF7hROUbVaFRwSn/w9+2UY0VRiueGJDFcuHCJS0aT1+/s8M7BrTIoahKBn5HGKUJaYI9tRNFCKKBVq9KPXbIA0iRCFEVUWcJ1XfyZ8z1Fg+eVG0FpEtGoWownx6hihTyKqFYtpjOb1dVV3t07wrJMYqFkkPX7x6VqU5bZ3d2lP5oQhCGyquNMPIIg4MzaCjU5oVZTOb+5xObKAi99a0ivVmESQdCp8uJLB6RA04ArFyQ2z54jSEQks87x3EUxQwRFxXM9BMpCOsBwOscLM9qVKqELFy5ewtpc4GA6B1nhztvXOTkZ0Gg0MHWF63u7yLFCxdSRhYiuZdA+v8bbb9ymP00ZOgGj4ZxGI0aWQyqVKqKiM3N9BoMhS702hlVhMpkxP4HUTzEBQc2Jc/AnHhGgCpDJcDiEOB1i6DaHwxk7hwPWV1dYXV5EkFTG0xmDQSn2qlpGmTWJEnVTZe66PHrhNI9cuch8NCSYOxweHrK9u0cQBEynU2qWzuGhS7cOC70KjU4bo2Lxypd+i//+f/irfOEr3+LVF7/NlctXOToecvv2Xc6eu8uTj11FkQ0Ojwb88Z/6Wf7Sz/1Zfu/3v84TT7/A2999kyxOGB3t0W012To8wPdLiLMfx+SFhCzL+L6PKgoM44jJcISuGwzHIVv7Y6IMrGabJInQxBS1iNAyMMTStY0oIBkFBLA1LYOabFaRVLOcDw4S4jDHJ0c0gCynoVdod2MW6xXS6Qlq5tNrGBztTFlrm0yHJxTTYy71qpxuigRRxiyMOPFDxIqOrpkUgoira7iOj++HZFHBu0cue0cuxydDltsNTi13WL2wjiHJJIGHamgookxvYZ2TaI937xwiyYusb1aYTsecX+rRWz0D3U2QLXbvb4MQ0Wp3qDY7BLdPeHD7AUUUsrzYQxUSqlULWRKYuw7kCrvHI+5sn3DsysyCDE2P8P2AJMkQIoH+VCFJI4S8/J6qQEuHtU7IZDrCPjlipdvhYz/wPEZFx2rWaHfavHvzXUZHY+pra+QUREFIu2siygV+4lHvLbMzP8ZLCm48uM/1Oz5aRUbRWqQZRIlCx4SVuokUedgzm+XFNh95/kne89Rlpl7ILEx48fXrnAznWMr3d59cBmjWmhiaSVB4+E7I0e595nbIdDwvp/bDjIoOWZJTUzUa9To1q8piU+Lu7slD3wZkcYSqSeR5imHouMWUPM+Zzae023B8Ap1OC0WVIE/ZP9iBIqNZryMpCjd3DlBVleHEp9rtfa+j3qqZzO0pIKJpBoZRYXf3CC+S8F2Pxy40aMgRiT/i6sWnePed19HFFEtSSDWJm4NDJKmcM3zyaov1lWUq1SahKHM8i0nyDKPawI8VMkR0NadIIcih3ukhKCqT+ZSllVVk3SCNEtrdDgejIfcf7FGp1rHkCoE35GDPwZCg2bBYVEARchSt4NzZNt+9Oeb5VKTVXkCTJYSHyg43Ktg9PoI0JYsDOhWNy6s1OhWP+4cZwxC8OC8zdEr1hFAIRIlAQcrRBDQ14Xg8ZudkwuFgwtL+Ib1ui6Vui3arycsvv0gcRqiazObmOutLLTxHpWEpeLMJcVyitDw/QFEN9g+OmUwmHB+lZAFcvGiwsNig3a6xsLSEpMi89Lu/zvue+SC/+a2bnHvkWd77nvfxL3/tX/O1r36Tc2cvsbF+mmtvvs5St8cf+xN/il/7336Fv/E//gJPPvdBvvvyt6i0VjkYHBMGDrIsEzoR/cEIVTHK2bvxGENX0QSBRq3G7k6fIAEnhGkIak2g2ezSrir4kz5tXUbNU7zxjHavzspml7snY+xswigp6+mKLlBkKVGSf28E+mA05ImLF4gn+6y2LJqqyJlHzxHZfWTxNB1TILR9lsyC/uiADdVk7cJZWr0FoihhPrYZT2dYrQ52EHPrwT5DQcExJDJZ52Q85XieMbVzbtgTzL0JlgXLiz3OLPboxDGrFZ1ErFBYHUQxZp7JBCisnj7PeDajUI4QxgGa1cKQZHqtFmkYcP/+fd58exdnHDPeOUQKQy6stMumihwSZimCAv2pS6FUGNouHuU12M9zZBWStAAi/uCyG6agA5ELrgtyss8nPnSKD7z3KRqWQRiUeMb5cMZSex3JFUsUoSBw+vwF4nRO3x4TpCLDgz5bR0NubM/YGwAK+EmBphRUKnUKEiRyTCVHzjy+8oW3+Mt/6QcZ7N5mZX2NsxunCAqRmqHy8mtvce/+8R9qgPz/PDKAolVodxbRBYkciSBMGY5t4iSn5HvnhGFe4vfVCkKaE7gO3txFSFKkIicrl5LJ04QsjUESUBQJXVdZWlrixqFdDtcWGe58xt7eLt40Qlc13Mkcx3VJkgTb9gkCaIlSueOsiZgV43vNH8dx8AIfP4jwQpEoKrh3622evbDC8koNezpAj2YsNCwswWB2OKZq6chSwMoCnFpbYW1hgdncpdHrYUcjVFVGyiTSJCdHJKcgzku83dFgyGiq0akoNJpt9HoT5JSZ63Fy6LD14AGCH7JQ18i8KYoC1YpVKiECnzQO6TTOoIo5xzMYTD0un9lAJSdPYyRJQNY1FpYWccYjaoZEFnosVxUKP8NYgWkAbqqyNYiZAzE5IgaqauLHPo22wWA8wVIhTOCtW3229D4XznZ4600HJc/QVJHHHr1Mu9lg594drl69wpmLZ4miiOP9Pey5y3zuEMal4G48nTFzUmQZ1s+InNlYpFOvY1U1elUZJBFTjEidCY89coUv/Iff5ud//i9y/fo7HJ2MePP1t3j++WfYWD/Dm2+8xaXLj3Px8uP87pe/wZ/4iZ/g5Vdf53A4Zm9nQKNqsb29Ry6ApqoIQoCIR56kaIqGYmhlBn/Z5N72DgtrbY5HU+7sjnjfM3XyPEfXNEQR6tUKS81GOa2RJpxa6eFmkPQnuHZKFk+RZaVE5VHWyHJgMDjhybUFTrcVelaOKRa0ahqDnTs0ahrHByE1MaWx3MI0atSqAo1KRqVTwbUSttIxcdxHLgSe3GyR6xa7I5ud/hRVqlCrJdhugO2W6DRvCv3pgFvvDnhmRWZo1ZELHdIMuQjpqC0CUWUw82jW9RIMklWYOwFuIpAVGWNvzJvv3uf2jsO7N21iGy71wGsnjOwZzaZCvdXlwWCOqFWod6rUZkMGE5s4L9mpSQyaWQ6xFwUIiEjk5W1MgPUF+FP/5Y+y1lWpWgJxNGM6djkZzBHlOkuLG9jOhI21JQxD5/hkn/7whCBPsYOEg7HLy+/M6M/AL0DSy6mbghRFyajqClVFZDIdk0ZzLl9RKLKUi6c3EVWF1JsznTrUpJyrp1eoqwLfzz65DLB/0CeKC8xam8HYZjyZcXQ0Js1FCoSS71TEJElWQigkCTGHIomRhQzlIWxYKDKELCUKPESlbDcLgsB8Pv9eTXAwGLC7W6LGqrUKkRuXzpo4RpMVfBdEAWp1C1ECXVUwdQNZLCnrvhcSBjFBkOKF5Yd9oWlxZqPHs09soCUTMi9AyCMiP2YyOMb3A6pVeOzxSzxy8QKJM+PYmXLpqaewcwGpKLWjnlvWR8K4oMRVwN2dHdIPb2A1quhWhTwMmTozpklG4ATkSYyqyCBIHB4ck6ZgWgaKItEwTSqagpK7LC22iJmytdfn4qmLKEqBLCl4SUSeazTaLYL5iIoo4gcRnYpMpMFmr0UkVokEk/zNuxxMMxJBZV5EVJUGzUYV2xtTr+okQYjjlq89jeHBvRGWDpsrFgu9FquLi0hyQd2qcPb0BvVqjQcPHjCfhQz6Y+ZuQJwUOF7EzAuRVZHFXpWPfeA9rPbaSCQksY+qSoRxxHToYkfX2XjfjxNd22Zve4f3Pf8Cv/+lr/Htb3+bzc1NTm902d9rM7U9PvnDn+Uf/tLf4ZlnnuOHP/t5fvVX/glDJ2f3oM/Uh4dIZnJgY7FOt9VBUxKKIsKejqhWDQyjIE1nLCybjDyHG7cecHG9xnKzhaUqGIZCp2oRBT5eHGI0a0iaTiHkBJ7NJIIkSkrh3cOfcQGMJzOal1apaQJSMkOXFFaWF5hMT3D9Ans2JvYd6hWRChF64iD6GTEKuZhRXZSRVYNKlFFPJBRTp15vsbFgYvsJoqQThAkngwnjwZiZE+M4MEvh1mHKu4xRKNF6hgCPNlo01xfRhRnNuo7vJQSug6o2wM+4f2+bewcPuHUw5sYRjGfQESEWwJ57LC8sUW80CPKEzuIKdhEw7edULIsVFHIlZ2yPcSKI/BILKAAqOSqw1NT51Iee5dM/8CyrbYWWlhJ7Y/zQA8qOe5bHCHJMdaHCiTsgnWTlNVtpsLM/5K3be9zdK3Dz8nUJGiDJFEVKntgoQk692iaOErTmEldPPUKjomDIOY1WHVWVcBwPnRytYmKtLtIxFF76/39c/N89MsDeSZ8sjmkYGlv7JwxnEcfjKRE6GTIiOTkQJQlZliEIBfVGDXPkQu6gigUpoEolJSeJA+QM0iQmjGLmc5s4Luf9ZLnUkHa7XcRM5ig8oigKsiwrUW0x6HWoWRUkASSpvOILD7tjGQW5UGZSUQqGDL1OE4GMesNE8B3kzCSLYhRJZKHb5jvbPu0FWFxaol6vs3NwRLfRYWFhgWznCKHIyeOsJJMjlsXvAiRZ5GgYIigSZr2Koit4vsPMmxALMioizWoN8oIkjTg87CMA1VaNqqVQNzIsTcKLZpw9tUzLesDW7oDpdIpSlalXRLIoIkp9NENBEgXiKMDSFdIipl5V6bRqzEJYPLWJbtWZ+AW7JzYvvnOH2Dumbi6QSimdXgnCtecZdRUUGWo6XDi/zNVL5+l2mpCnpGnMU08+ycrZ80wP9jE0ndl0SujNmQxtJl7IUb9PlOY0uwuc2lxHVAzCJCULHDx3hiTLJHnGzPOZ9QNs8w0+8uEP8Gv/+l/wp/70n+bxx67w5a98jRdffJHNjR/lmWef4Hd/54s899QTPP38+/iH/+RX+Mf/8O9zb3ePe1t7nBzPkABVFMiLAl0WkGQZUZbotmpIeYiul+uOl85fwkkSJq7HE4+3uXF9h5OTOb1qDb3dIEszZr5P1dBomjJpGrDZqyOxhJSHvHM/ZJKWq4Tl5wlkofS0axLoYkEWBph6jVyAuBDx4wjFrGHWRP7gw6GpEhQJ49GERCybSZ1OC8MPGYxsQqePWSgsLbcJ4xxJ1sgzkfliFXvawHE8fC/EzlLe2J/Qn4PjQe6We+U+BVa3gxKLKKaKfTJifBJimgr9cci1G7tsHY85cuFgVga7Rk+mWjcJEx/X87EdkYE9obFmglhS1pM0olk10SyFqhngeD6uC4ZZZTgqF0GefXSFH//RT/HomVUmh1vc7U84t7aIlGf4gYCiVel0VcaOy+HogChPiZOMtJBwvIRbdw74zrVDjhzKF2ZWURWZrMjIsxCZEg5TkUJ6DYFebZkLmys8/dhlQmdKRZUQiwJN0zg5GeKHOWN7yHF/zGzuwoUn/zBj5P/bkQG0WpssCgmSkK3jY5wAHCB6+NzJizLJ9OOMue+gayKtVgOrOiM/OkGVlRIIoIiYuoyXJkhiGeyyLKbVahHe9qg14eLFy2ysa8TDY4J5VNrsvFL/kKARx1A35e9BdossKYv/Nau0N0oSkqSQJmWGUK2aVKsVFKkgTEKkNC6vw0WBKEpIikZSQHOxSy4qJLmAICg889TTZILMO2/fQBVlxDRCJEeTNKIiJQMKScRLc+aRh6j2UEyVIkswUok0zsmjiCyOiOKc6eCQwyPYWIZWp0lNLcjjMb4/p9pbIpZkdAMGY8iyiDQJINUxNZWB65NlBaoo4AQBvW4TO02oNhpIusozTzzG0cTh/v23CVKRxx59kqsXltg7OOT+zi6amjI/2EeOSnahHMMjZ6o8/9yzLC606XTbuO4c33fpdZZYXlmDQmAy94mShNCdkYc+M3vC7tGQ4+GcDBnNaiJqFbw4J564+LMJs/mEnIJMEJm5AeNgwjfv/Sb/zcXHUJScN994lcuPPsHlo/PcuHGNN968wFNPXubK1UfYOz7kcz/5ed68do0vf/Nb/OCPfo6XXnuZuT+gf5IwzwvWlhROra5jDwbs7I3p1k6jKQoL7S6z6ZzNtQu0l9d46btvsXs85tHLV7n7zjuc9I9oVi2qmsbJeIzQrLK60MTzxlQyl8srFqa8Surd56198IAMsRTZFTmtpoQiC9SrFqroYFXrbB/2CYqUTDLwpQqZKqOKMigCYSZRJClhJqBrLaIwxbdTZEmjbdaYOXNsx0YyJNpGBTcYEScFplKQVyLS1EVVc5pmjVNPnOXm1jGH+zaDvkN/Cm7gkmRpSfpPQ/Jc5mjqs//O2+yd+BxMfOxY5cSLMSow8yDNRZZX12mLIZLo4/s+siyyu7tNbixRregsthrkogRSSkM3kXs18thgd2sPqw6f/ewHec8zjxC4Ywb7b6NlKb7jMB2ayIJIFEmIqoAXJ4zcCfMwoFLv4SewvXvIW9e22T6EVACxYhKhERUSYi6RxQ4yMdUKtCrQqyhsNFU+9OwF5CxifvAOQp7RPnUWz484Phozc1O2j+fc3xvw7vYBU8fniQvfl1gJPAyYARBnOdPhmK3jgJTyCZwhgixDkSGoCnGekOYZSZZi1itUahUMQyPLslI8L4GpqWRxgqloSJHEREzxPA+ATqeObhpkWUKtVkMpEk72+2RZVmawUYQINKo1hLxA0+WHCLLi4e/Z9xS82UOPeK3RoNFosH6qi6xrhG5aYrOygjhK2dk9pJBgdf00KxubJYpNq1Ctt3nl3gP2D07I4oLYjxGBNEsoREAAJ0ppCVCpV9EMgyLLCMPyGp4ECeE8KDuumciDrR3GIzi7roAkYFYNtNkMQ1NpNw0O+3MEsaTUKKqEKCRkSUzVbJAFc1I/hiylSDMyQSQTJCTDxM8yto8OaPaWefqZq7zy2ne4d+slzp8/y5Pnazxx4Uneun6H4XjK3j6YBnzw/ed5/PFHMSs6WZYRzm0O9/c4c/4cj1x9jCQusPtjkrTAnjlEoUeRhqRJROSXFCjVtMglhaHtkmcJkTfDtce4zpwgjgnyHC/IGAc5B/Ye//Sf/kP+yv/pv+c//PbvsrSyyFNPXuXgYJ9vfutrLC51OH1mjclsTJSnfO7zP8Fv/Nq/YmVznZ/6k3+S3b1bTO1dghAcN0HVNdY3VtmL7rCzs8NKt0nkzTl9+iyRH1Bk8ImPfoJvvfYWO7sPWFtv0j+Ysn90zJmNdZI0w3bmLHcqdCyDwBtS0+ucaWmM1i1s12XLhrAoyJGQyFHEopxLFIrS1KnpDL0JcrPO0WjOvd1jlEDi9OISmVBwcjJFMjNqjQZzPyZLBWQlRVeF0mclS8iiSKdZR5Ql4iQgSVMUWcGoGphFSv5QpyzpEk5FobOxzI5wSEtxsRQVwzDIqHC4s81k6PL27UN29322hxknIQi6QqrJFDJoSoqoKAiCRLfbZbEuIokug/mYceghk5EnKZamoGoac7dPHs8QxYJgnPITH38Py2s9egtNpMhGl1NajSqDgyNOry0xm9gUGehWhThLmXoRqaChVExO7JTrt+7zxvUpkwA0DYxGFS9RmHglncxURDJyNFmgXTNZsAo6hk7LMImDOZqlEzgBayvrHJ8MuLe9z/2dPpefeJ57u7fZG7gMHbC9/wy65K+/8w5SkeOMbHzKzC2GkjKrqFAU5GJGAgiqTEJKmicgFtQaVULXwwWEIkcSBUSKspmhiOR5im3biCJY9Rqu63Ic2pxbalFvWciqgmVZ5KKI3bdRVahWq8RxTMUyEIFWo4ZpmuR5Xg7AFwWFCJIoUauVT3NVW8WLAlRNIyyKslmgKwRRTGe5Qm9tnXOXrsJsjlFt8GB3n5dffZ1clPBcmzAp34yY/7SrmgOtBVhZX6FSNfGDMgsL4jlBkBD7IVJRdgj3DhyyHKr1BpIi0mjWqOcBHQMSIUJTBdbWV7jbP2QwOKG+aBDnKRIKKhlCUWbylmXh+BGZopEiEmY5iiTj5wkXr54jzueEzpTNVZ1gekKawnuvrGFUrvLWW28RhiHvvXoOVcm59t1XyChwghhF13n00UfRdZMgjkljAS9MCZOUxPcIZhNce0IQeBS5RpTlDCYO/XTCW+MTQi8pNb8ypAVkEqSyQJSLKHrOV7/8FX76p/8YmxuLvPnGq7zwwQ/z+BOP8KWvfo1rb79JvflhTp89xY133uHSlcusndrkd37/i/y5P/2neeLJDxL632Zve4epU3Dr3V0+9v7n6TxR49qrrxEHPqETcOrUEn4Qsbsb8cHzn+BjH3+KV19NGB8VJH5ZezeMIXVVIctz3LlNo6WTJC7h0EFUDc4uN3GLCsHdCbNRQUzJD53PcjRFRhZEJFkt9+/Tgmgecu3BIQ92bCoJIFpU5IIodKk0FVKrYHR8SLfVRsolJvaUaqRjmgaKpoKsEBUColotgc6Kji7qNCoQ5wKakDLfv0dtPmGtvYFoGbSknMQeM+sPCOMp77z7Lkd9j/t7pe7Dqegchh5JLqHLCpHtsNEQqdZqhFFEFEJe1ckSn9D3MFSFmeeyd38XL5ZodVoEwRhDz6la8Ec+8ySn15eI4oyGqSAIOvN5ihik5L6LUNdx5/uouokui9hTj4kT4oQS/VnIq2/d4WAY4cdQb0KEyM7IIRGh3m3jeBGCLiPlBTICFVWnqghYYoWK3uLeyYz2gkJFa7M9Sbj25i3efOMdolRBbJ7n3XuHTPyUmR+TZP8ZENd3dyZIPOQlApIqI6GRZkASgpiQpzER5UiLH+VMH+5ma5pGHscIQIZUSsjSlDxLiLOUIA1oLbSI90YIeYFpWoSBS3/s0ako9BaXmIwHpLJAejwpC8+Cgu8G1KoVEjIanS6CJJIKClEuUghyWS+VoWZICFmEJBYkXkCnUcMTdMZexMTPsP2Mq09epmXpVHWwR3NqTYOD/gk3728TCQZ+KhKTl/7vPEWVCzQFcg82VpYwTRNRUUn8sGxJiAp5npAEMXEgcngyZbcPa1VYXF6lVzfo1A0SRyVVJez5kE5ng0euNPnqdw958GCbleoZJFXFccdYhkUhiIR+jF6t0+/3Met1ghRyUaK3usb1m7dot+toFZOzGws8cfk0zuAQy6zyhd/+NjVD5dnHLnDSH/Lmd18mynJERUG16qhWhWeefz+nLj1CIavU6g0m0xk7e/uk3ozEidg9sdneH3JiR/gkxEJIFOfEcUi3USMWZqgqGBWNOMvIctAVlYogstjS2TsZ8cv/6O/xj37l/87f+vv/gPULZzl75Sz//otf4LXvvML6+joXzpyl22qSJBEf/6GP86u/+qvc293mk5/+Ixwe9ImDmKOdQ/ojj8l4yGNnNhgstRmOx5xe77Gzt09vYQEhz/n3v/VrvOf97+Mn/+gP8m9//TfwTq9z88YuBwcnVE8toRvlNs5cTdElndG4j6gldFbPcVGRORgFHE3miA/J5fMUqgtLWAsNBF/nZO6y77o86O/w5rszpnapvJh4u1gymKZAO7MYx1NEFNRcw5nFHB0NaDcaLC3qzO2QfHhIrdZAEBWyXCQLM0QFUDSSOMad2aw2alRJaS+2OT4+xnVTbt3YRzNybG/C/fsBlQYolkiYK1iKyWalwjzNOD4aUwF6hszGUpuLm8s0xID9ky3yzKHR6+G7OQoKWQa+m6GIQ2QBLl3q8PzTl9HyBMsQEbMCS5XJM5l5lKOaCjWrzt7eHnNnTs808MOAw+MBJxOfvaM533pzTAqkclm2m3lQyDm1moKfF0wmYyRJJi+k8gaTQ5zkpIUBcg2t0sVqamwf7RJ6EW++eZ0sFdg9SGg0Vf7Vb/8eWSHjxyFFXpodvp9HBuhqZRMlyCERwElSECQQZBASNEUgD0DIYWaHLC/0eOfmNmcvXeXam28+pK2DVlskES1UNSBJQhRDRTQEptGUuCilX+fPP8J032Bttcfx3Tt4aUylV+Po/gTDqnLlkkoWCbRqNSajMUuby0zCgJE959ZBn/k8Zj4LkXM4vdrl0lqT9z1xio6RUSk0+vePsSqL9Cd9juYOmAqLzQqXVmqI3jaGOGOmuBxOjskkg50Tj51pTgxosowQZ4hxQR6XXduf+PQn6NTbuN6YJJgTiQVRCkEsQaHguSG7xzPmgNISUCoGZ7om8XSfolplZz7HkKsc7A1Y6Z5FAfYfRNibKTYpklBu0OiSiKJEZLHPQlNlPJ8wdSMS2WBL3GVt4ywLy0tUNAUxtpnaMYqk0z8ZsbS0xCvfeZ1ChKuPPsbu4Jh7OzFuClpzxI/+2Oc58+R76Z06C0XB3XdvQRajiAWDqUOWWlzf8Xj7foSfQVBERERomoRhGIy8mFq1QcM0qKgChiQiFSmh6zCfuyx025xZWuTG1j2+9vXf58d+6sf54n/8BpuPXObDn/w4L331m9y6do2rZ86y3G5z5/4dzp87w3ve9xz/7F//c/6Xv/k3+b3f/Td0q4/wejrm5CDkzjvXeGTBYmNliSCLeXtnwBMXz+PFClkckKYhezfeQQlcLl44Q5yEZEkMacbB1jF+FT7w7NMcD48xFZlK+xy26+IPZihGnatrdZRszhsPYCiDl8LX3rnL0ubHCRyXu3fvIaoi9x7MyHNQzVJ7cd+GPC6bj8p9BxWH86dNJmmbWrNBUa+zFXi8/MoWYl5wen2NDavDbDiCOKTVqKMoHl44QpQFFpsGhqYiaTLjcEaqFpy+eoFoa4f9Ucx4lrF8br3cvQ5m6GbGWjVlVRRAFOgLcHgIz671uLRkMR9v0z21gJJVkJUGrbUzHL67x2BkM3PATcpu+k9//uOsL1eJQw9NNSm0Fvu79xGMGoHrcfvubR69eoVCVLCdFEFq0B9neOGI4Sjg8HjEcOSw0oJYhL5dgsRNrfRcxX6CKilYyJAJZHMfXVbx3Ji7B1MuXL5E98I5Xr15h8Q7wfdd5mHG7rHH/aOH2Do9IkpSDCXHdktp3s/+5EfZ+X5FSx4GzF/6H3+af/97X+aLL/VJC1BFyLWcNCtp3JEfYZkaVU3C9hOEoc1Ct0NVhaqWMXPnmAYYZoW0kCEt645+EjF1PPJCwE9ByAtkZDrdJWTLRFYKfHdMQYwgZnQ7HcbDQ0hz3LlLa6VFvdkgIceNywK7F+UEQYgmlW+gEDv09+4h1BSMeg0xg+OjEY6fcDCasnbqNM888RjrixZ6PsdNbPzIw0184lwgFRQwdIq0IIwTqppGFgXowOUNjfOnVhgenSDmDmnkEvsBgZPhzmPmro8fpDh+UmYpUYGqKwiZy3x6QlGXqXS7GGlCRxbY2p8hAs4MDg4HrG1sABm+71Pr1jE1A3syRRSg16oj6RlHs5AkSUo5nBcg5zlVRSF0bPZ373F0sM/G2Ud57rmneffuHRzf4crVR5Cq+7x1e8jqqU2aS6uksobR7jI8POJ4MEQXc3x3zmAw4N0HQ+7sj7FTQCwBFEUOiSBAVmBUquRigRuGZHGBYiq0ahVW6xWEZdAqdbaOh5xdXuH3/s2/5WfW1zm1ts53Xn6Fq5cf4+DOLlv3trh78w7nzp1jsbfCzvYhP/SDn+HFl1/j//Ev/zU/9/M/x1/9+f+Kj3zoBb7xxa8xHMHB4RadTo/11XWO+zd5+937NOs1Lp0/Ra2mEc7nbN+/j9po8Mwzz9Btt/juS68ga1AgsHcyZKm7iKEpeK7DwA6pNlQW2gZrCzli7pEKE17cLktQb9zcxZ7+K5yBDzGcO2OgmxZmTSVMc6K0II4TQj/CdzKiuGyOvrzl89LWu2VD2IROp4GiStR0lVoo8eDVa2z02rQtg+PjE1xngqFLtHsNArVKHBZESYofxFjVKqIos7iwhGrUWFlVsecOTUtGzARq1QqWISOJOVkcIcmwughqOGaxehq9t8Jo3MeqNWgtLnJ3e5/d/b0SvBLBxXX4Cz/3XyBmMdt3b3Hx4kVGc5conTF3fSb2lDiOCeKAvYN9Aj9iZ+cQXbcQVRU/TBlP5+RpwVK3xUalyok9p95MiDKY+TGDaUyagkRCnoGqqDhBjKpA05LIooy3bt4sm7l5RDCeEoc+TgqZoNBczEHRSSgI85Q8yKlV4Kd+9Bl6NYGd5P9nLPtDOTLAopHy8z/9I/zwh/p84Svf4sU3ZoyDhEhOiAoRqk1cP8SNci6e26BrybiDLeY7EstmzOQ4pNoAw5QJQx85KUrfR1aQBhpKUcNgQq/WRUhCTDmG0KVieGiyw3w2JnFsarUWslAgKRJumtJoNIjSBKLSGJkkGa7rMpu5mCrULBUhDdHUKr7jMkpi8ijF8V3SXMSe2Fx+/BFUVWUynTGaHzEeDTjqB5wMRtjTGa6bkucCpOUOTRZH39PVfuzD76fXqjMfT1BkETFTSIWEJEtw/IC5FzLzY6bTKQAnJxDFAYpSpVazSFQJqcjIswRdMXFmfWRKElIURbQ6XQJ/jiTmCLKJSIakhaVxMyvKPfrABy3Em46ZjvpUNYlzKy0sMUQXEtrVClWzwtLKaWRNQ9YNGu0O7ZV1emvHbF5+lJXlJXzHpb9/wK0bb3O0v0fTMktDpOPwYHeHqZeUjb68DB4ZIGcpORn2PKWiyAi6SEVXkGURUcpLmVou4k1mqGlBVTYYTj22X7vOhz/1I/z73/0KFxfO8bEXPsIv//Kv8PqbN+n2NllYOENKhZrZ40c+8Tn+1T//X/n8j36GD3zyB7n2za/y8Q88yxd+6zvceHDED1+8yNqihTuc8GA05GRms+F66LnKOEpx84yVZpfpzKXR7PLks+9leHzEjTev8fbtXbqLi0z8kCTNSCWFOIfRZEqcxjRbHZ6odgnFfa7f9YkzuL/vA+WNybIDrpzfJPNdLKkgVwoyVSY2VOZmythxsT1QEPCTgoAS+zY9tstykQKeM6ciZohZQL+IyIKAqgGGUWcyPuH+g3ucO3eFme0TBAG6aeHNJ6RRTDr1aLfbVJOUXqNGXrNQJZE0SxCEAsmoUSz43Lvj4gcBAiHLvVNE85C21SXzM/bu3SFyfJIIfvEX3s+5sxewh3PGI5snH30vw+GQIkmZB2MkoSCKIoqiwKhYjKczPC9AkDScICCazh/qTkQqRmnXiUMHQy6QFQ0kjUolQ9NcglQgygTsuYsg5ISAnIGcZ/gJ7O7MUJNb9Fp1TM2iKBTSPEGpaCyaFl4cMp0MUP6A13qxyzOPXMKzR/9pJuz7cGSAtg6CEPLchUUePfMTvHHrAb/zje/w0k2HkyCH3COSRRAljo77KE2VtqZRMbVyIyOFRg0UVSAKAuRCRlUsZGLkXOVwZ4Ilwtn1dYh80twm8CbIuYMmBLQMkUMxJZxPkLKIlADLqtFo1XGLhJnjMZ3NSdKcwPXwQ+haIk1TQxdz6rqOKMT4vo+YlaNyU3tMs1Vl89TGQ0tjQB4l5IJKSkycQJKl5FlGEufwUE6VJTF1BdQMPvTCe8jTCEORUUWNlJzQi0jiFC+IcfxSseCFKYZcknDyPEdRVaxWCx+d6cxFkxUMRaNVq2ABQQx+GDOeTpnNZpw9tcbUjdGlAkWvECcZ08mMqReSxBnB1CaOcuzZhKmY05E3MBsaVU2lu7mBnSS4rsv58+cRJYXvXLuGXmtx9coVckVHpMCeTnjt8IjhcEjTquLNxszGI/Z395jOktJFLT4c5H64BZPmkCQFSZgQigliDUzZJEwFnKAgkXKUTMQd+5hGFSWOOd1qs/PmNYLHnuXR9U2uvfQiP/HHfpann3yKl15+ldX1U7zwgedYXVnirbfv8Okf+izvvPkWf+/v/yP+0l/4M1z/9jeRJYnnn13kjdsnjCdDZC2lZpooisDOEezt7cHKAvWmhVapsbN3SH3mcvXqVUBgNptz6uJFTg72eevWLU5vrmNZVRZ0A8gJfBcQ6LQ6tMRSyOeP3uVgCk5RysWSHHZHsLbq05UFjKJAyXNyRSAWNapVC6Viwjxif+Thkn6vXRgnICUQhSAJHosV2LFDjALOrsGTT1xmY30Rx7XZ3R+wezzm/v0TdFVisSdgmRVUoUDXNLr1JuPxEFOSSdK4FNrlGZquo2gauqKhqi6PPdrDUCGNXDp1g2A25K0b14hmIetLBn/iEx+h2e0xs2dcuXieA/2E/b1DGs0amRCSuD6WVTZW0xwUzWAyGxHFKU4YlVtweY4oihi6Wa6yhiFz30eVRAI/ADmmalioaoMoAz/KMRQB3w8xZSADzy331NsatCwVRSgewnRq5SieJJPLKuPRAGeUUtXhuWdP8ZmPf5gi8Vnudcu0/vt0RIAodDEVkGIHwTnmI1dX+Xv/3c/y1//MB3n/OlTdEDP0aeCiEyArArEoMQwLAtEkK6BqgiobUMgoik6Rg+N4RKGPIsJjlzs8fvksNa2gZckYpogp5+hCQsOU6dUM8mCGqYBrTxDEDEVRaLW72I7P3AmI45QgKJWwTUunYcrUTAl3OkRVJMQCvMBn7rncuz/iwoVzXDx/jlajiWlaaGYDQa0y9zMmcw/PS3C9MjqouoFIqfKUgPc+vcaF06tIWUTouviOgzvzmNkO05mH7QY4QYwfp1QqKkopfERVZQRZIc0zpCKnamj0+yd4zozVhTYL7dL85/kZo8kUWStJ3DM3IYgFslwmSUVyQURRNAQkdh7sMRmPIS9QZYU8jZlORgxP+oyGQ/b3D9na2SOOStTeeDhCLGB5cYmKbjAbT5CKnOHxCc2qxYWzZ5n0h9y7dZudrRlOCFHxMKvUSqmWYYhIklBi5SgDyNCG/WOf3eMpg+mMKJdQzQq9hQaqlFJVcsLhMao35+Uv/Due2FijQs7td97kJ3/8cziezRtvv8Xe0ZC0AFMzmQzn/PGf/lmuvXWTezcf8N/81/8d33n7bXqry5xaUti6+S6FnNNd7nBqaREZOJmE9J05TpjgujGuGzIez5hM5giSxuqp01y4+gjN5SViUWDoONi+h5fGxFlKXpTNR01RCe0xl3p13nuuztmV8kvh5eAJ4APjqU3LqrDasDjVMFgxZRZMiV5dp92pUe80KVSVBJEUyATIJZBUqNRA0SCMYW3N4P0fOM3zLzzN2XPrrK0v8tjjF/nwRz9IrpncOYKdcca1e8ecTOfsngyZ+RFTxyXNClwvYDy1sWcuUZKTCRJBXGC7Ae0WbG6cQVVEIn+IZfho4pimGfLJD13kc5/6BP7EYbDTZ7G9wsHuAUHoYdYVstwvBXgiiAiMJjZ7+4fsHPa5t3PA1n6fvu2SSDJ6rQ6yij2fMZmMKPKYVs1isdOi26iw2K6z1G3QqGhIeYQmJHTrBt2aTq9hUtfLMtpiBS6eqbC+1KHdKDvvrVqVpW6TVtVETDyKwKWqwuaSzsUzp+g06mRJSvafg5e8WdEJZmMkEXr1GroGfjDifVcWefqRn+HffelFvv7aAx4cQVGkmEKMH0Tsj2YsdOoUBZhaFUO1UEmQxBzXc7CnAwQh4KMffpTm0ipNS2BwsEXbBEvxmRwNiB2P6WSMKYm0ayamUcPP+rjunMPjI4ysh+OFuEFYrkVGUBdgqdOgapT4s4omI+VwMp6U14g4pxBhbX2FIPRYXl0niR2cmcjJ2GFr94Sj/gw//E8rYVVDxfU9dIAEPvGR96GQognl5kmeQhSVX86Z4+O4AU4Q4cc5zWad/cEQA8jzDNU0yVIVWRBRFIWTvBykX1xo8+jlHva3B0zmMJm5XFhcIUpANywMSyP0HLwgxjCroML+aJ/7W+DEx3TbdVS5/vD6nCDGkAUZYQxWRWVv7wDdNFhf32RzYxNVkum1qxyN5+iKgqVrdGo1PHvO8cE+znTCck8Cv6A/z3HDkpJWGgxzJK3cgpFlyJLyz50EsilEcYSXjHGtgKunN1ANFyFPMDVoqCKx3efu9e/w5JVzfOuNF1k6u8YPffajvPLGdb7zxsv82Oc+w4Xza7z++lusn1nnJz7/0/zyP/lV/rf/9R/w+PMvsH37bTZX1plNhvQnQ5qtNlfOnWN3a5/dIfgPpsR5gSjrNGo10jTm9u3bPPHEY/zQD3+K46MDDo4PyYqU7a0HOI06nUaDiqoSuC5FmtAwTXI/QFNFnrt8FmspxM5vcv2olMflBYzHMX57xmJNo64q6BRIFEi6RKjLeJLKxfOnubd9xHA6Kfexs9LmOIvL8saZNpw/t8HTj5yniF0cd4JlCTRUi0LWOH35EsKrW8wy2HZg6A2YxdDd36Pd3KPVqNPttTH0CgADZwaOS61Rp9ArBK7PaDLn3HqHqgEKPlWzwsrKUyyvn2UwiahIOhkGRaqwt3vEzHVQNZH1lWXCeQmgcVyPw6MTjoZTpo5Hf1x6xptNCAsfPUwR8wxNEmnULBr1KqoqkwkynYUe7V4PQdG5s7WD481J0wRRKNAVsG2fIoGVBVho16kapWrZMissd2rEucBk7jDp9zk6mZIGcGpF49ErF2nWa+zu7rC+ssr+zjZQ/X7ESuAP8G7zAY16kxyB6XSKqmv0ej2aDZn5fM5/+8d+gB985hRfffF1/s3v2wSDOfVlC73eZOLn5VpZUUPMy53dNItwgzGi6nP+Uo/W4iZ6o00UjxgehlCr4GcRO7cPsVQRBQmrWaXXXSIRO1QW1njlxm28MMCzZ6R5gR/EzGZzMqDXEllfbGPJEVVNZrnTZjadYc/njGcuQQYXLy/SbjeYTUcYrcdRZ1OiFEZ2VA5jCwKNhkLiZqRuRuw5yJRZ4oVTKo8/chHfGVNEPoaqEKYxcZjgOgFzN8ANE8K0IElz4jhFB557TGdpaRlEHUE20DSDJMk4c/4i80jCyVOeefpxJuMvs70L+4cDBEXn7KmzxGlBmovkRclyFHORQpLJUHAS8Pahb8/o2Q6u22K1bdKrNpAVnZpZRVFNtne3ME2TzdNnMXWNQf8YvdpkfXmVw/6IXrtFkSS88p2XcKYTZEHkyrkztPwC63jAYDLD9mAel8GRuER9xWmZZUIZSLwCfA9GXsqBMkdQd9noNUm8gKXWAr47Zrlt8a2v/zY/vPTTtLoy33z5d3juIx/nQf8B7269xYPdK5xdPs3KcouDo0N+4KOf4OXf/z2+8Ftf4Gf/qz/H3/trv4iRZaycu8DvvPRdFparPHPhMTZWehzOBgx90E9smrUG/szmzKk1sjzl6GCH/b11llcWed/738PXv/JlKlWDNI8pioSqVSMPXbIoQioKOpZJ6sypLy5waqHNe564gCff5f5+SaOfuHD/3pTahkyz20YWQBELdDmjIhTUlIK+6yEENiZlWSPNy8+RJQI5LDSgCD2GJ/uoQkKrZmCZOrIsEgcR9V4NqyvhhxlZDEdpqWSYxTCNINydsZoItBo1FKHg5PiEJM7ZXE9KQZkhI6k6zV6HLOgj5DGKkqGpBoOTQ5DbdNpLzCOJ/f0hhWiQCz6D8ZDheEBF1UmSguPRlP5oxsQNmEcg6mXgH7oQSylLlRorKwtc2NxgbaWHRo7rzfGjDMU0kRWVo8EQ15kjUqBIAl7gE0URcVTaLTutOp12iyTyyLIcy1So6OAPh3iTEfHcRUhhtQeXzm2wutRheWWRNApRrDqYNb6f9I2SVpTFzEbHFLKBbtVQK3XmQYqYBwhFRuyOeOz0Eo8/8sf40At3eeXdA7746m32796gWW+j5SDlImmcERcRkhAQpyGtToULj14iETTai8u4foIqKFi1GoxH9Ld32NzoYVZz8iQjLdpMApn2Zo/9uYe+2CPSNQ4nDmmS47tpOcheq9BtmOiCjy6mFHFEHicYFQvFjznuRzx15jTNVh1ZU0EQSROYeyljO2A4C/Cj0tldJBl1XcQLU7oWBC6859nH6LUqZO6QKHAJvRmu6zIcTBmOZ8zmPlGY81D3jT2Z8ezTK/yVv/CzXFi2sI9vEdgh6ysNZFHEns/YPhhyMNpl9cwlHnv8KYb2G8i6xsxxCaKYyWxKEddoWAaSohLFGbmiU210UfURwxD6U5gEOfNghBt38BIJbe7SbRt4g0MOjk5YW1tDVVV6vR7VtoBqVTFrXW7fvc/G+hnGwz53br2NnOdkUYiQJBhZRkuTqPRaRDkcj2b0pxlBUWaWf4D9yvlP9XaBMnsSgDcezImFlJ5VZW9wQh6k5LLMPI55/Y2X+ciPfY6vv/kme/v3ePzpq7z0rZf59d/4F/y5n/kznD69weTGHQajCZ/53I/zW7/2z/ilD/xPfPgHPsGbX/0ykmFw+eIaURShVwzOnj/DOIn4zo0Z/TEUN3e4utlm995deosLCO0qv/1bv8nSyiLvfeG9/MBHPkieBjy4c4/Dg4CGrmEoMkkSEzkzXN/hkVMbxIKAAjz1yHnmecrw6AFiWo6WjR3wwpRC1lGkApmcjBQ1y9CSkFONCg15GbOqY1Y05s4ERcjoNasYYsqpXgsliygCn1qrytJiD8uskJIhSQWynFKtq6AktKWU7UOIhHJBwPbKJuHulo2EjSGVpHhTBmE4RIzgXBeMWoUwzdjd3uf0Shtd1QGVOE2RVZHxfEJ7+SzpPCIajdjvT1BUmWH/CFUQEEWZo8EIPymIBQ21qlM16whzB103OXfuDE88conT68sstOpoQoY97hPlKU89cYXJdMr1Gzf45rdf4t7WFKsmoFVqhGFQ8iF0MNWyZCXLIpKgYygy1XoN33WIs4h2t8XSxhqCorKwuMzyyiKQI6sSnd4Kd+4+wLJqMP7DCo//30cG8OwhthMQCApGcwmrp6CZVQzNoqLJRJFDGiZI6ZRHzqyysbHGk1dO881Xr/Pm9UPGIQ9rjyO0KvhR2fFbP3MRz/dZPr3G3HFIcwmzUiGaOYxPRixvnsfcXCQ+eAcvCGkuNjBkGTvJefK5ZxjEId947Q32948osnIOzgSqpoZrj1jbNDCVDG9mYxgWlWoTPUipJlPOXrpAmidIhcTJvXtsbW3zYOeI/sQlSiRmDqR5Qr2iECUZYgSZV/79H3r+afa377LYMllYWODBnSn2LCTNRMIgQ1UM5u6AOJMIgoheq8pP/tHPIQkiUZYjmS06GxXmrs1sOi2lW5FAkgncuHGLpBD5yMffx8Secvv2LQ4Pj1nptgnDiFHoUbWqeFHKYDKnUEy0Gnhh2Yg5CmFwCCfuiO7JjIsbi0h6wq3rt9lYX+CZZ56h2WxiT6Y0eguEYcTO4D6dRp3DvS1efvElpCJHlyWiIsezx9QqdXJdJEjKcY6mZdGszNnr20wfRshyaQGyQkQSlJKeQM68CMkk+PYtnwuLEWcWltBVlRiZ5kKL19+6xulnnuLUqQ1efPFbfObHP8/6+jrvvP4OL736Cj/4sU+xtrjMy6+9zJNPP8O9+7f4u3/r7/PX/tb/zO//3hfQc5NOpUGqRnz7tZe4cOUq+/dnNASYFGDPoX84Zrkr4U5hN5lRa9TZvX+bc6fWOLWxykc+8D7cUZ/h4RxvPqWqKOiyRJaUdKr9/hhUlaJWJZ6NuLjcpv0jMvPpnHalxmargxanJZzY1JgcbLHYbbGgC7QnLtNpQfviGRaXF1A0BduZEHhzDLmgaZmoeUzsOliGQq1qkoQJUZiimBpZNOPM4gIXlhv8x1ePWT+/RKJ43NieU+l2cKdembaSk4opeZGg5aViY2u//Lye6oHR0JiHIYLSJBO6mFaXPM8oIhvbdzEaDa7ffh07zHD9glmY4I8yxqMEIfOIorJ+XWl20NUKUS6imTWunL7AysoKqiqzee4itaqOHwXsnxxy5eJpLn3wQzCd8+Jr3+WLX/46o6mPbsLQLgiOZiha+TPaXIXV9VXarRrNapVWo45lqgB0Vtd4tN1BlFVyUaTebGGaOmHgE4cu509vAmBWKkxmc9j9/nV9SsmvtUirpZEgEyOiqAb1ehMA27FpVEyKPAIyFEWmWzfpVHVWGzofuDrhP3zxFVaXKuhyQhSGzKdDHHfGZcVk4/RFaPWYndxjPJ2y1FOo6Tq5puE4HsXuIZ4TMByOEfs38QsTJ1fxJJlB4DEcj5BEGd+fl80eDSxdQ1clarqMLglkhYzrhYiSTJTlNHs9BuMJK8s9GvUqztzGNC3STKQ/cohzEVkpa029Vo04jBiGLmECH3yuw4XT60iFT+Ta3LlzBxGZIExw3AhZMYj9AMdxcTxAgc/++Gd49OpVpsd3+e537yCKMUoWcnT/JkIh0l0+j9FcoSa4CH7EQmsRSdOoz22Wl1b5zisvI+YZrapGs1ahQCSKUwRFpd5eZHHjFNuzbaZReVUWKIO7l2fIhoc/nyFLcPmRR2i1uwhiQRCFqL5PIalMJyNG9pxrb73N8eEBuiggidBuNokCD0NM8WKPOEmxDI2lZoulVouVBZ+xF3Pt9g4CEAI5OYJQIIoisqIhyAqSmiNKHrXeJq3lNebHR2wf9GlEKWbN4ku/8yU+8yf+OJ1aC/tkzPueez+5L3Hj5h1Wlk5z5cpjvPDe93Jv6y4/9Jkf5Tf+8f+Vb//+1/jzv/CL/I1f/Cs8s7ZOFsmsntrgi196jSx+SJOi/DUcw2oro1XVaXXaFJLIzA3ZvX+XweE+58+d4enHn8DftKlqGpHnI+WgywqO4zEJE6IgRkkT9JpFT1dodBuEVQtF1CAXiASJZruNUdEwnHJWcbHTZKnZIgpU0kwkcIf40xBFBFMrvVW5M0VRVfIsoabX6DXbpEJBEhcgg64a9Pe2wZnSM6EqySw0u2wd+rgTHyptkGRwbEjLh7z28ItbU6Blwmc/+2GWVpcRo4xufYGWUcO2p/h+QJyL+IWIP56yfbTPLIRCqBAmOX6cM/cSKqpALhQkBaSFQNUqX2d3aY1ub5HHn3zi4dpojj+f0h/0EYHb9x/AnXv8xm/+W969c8DRcdnoanSg29MwTYtms83a2hrNZp16xUQUMhRRpF6zsCoGgqwgW3WsZgdBUigEgWq9hqnrZLFLHvtoski1atJuNgiCAL7z5h9ymPxPRwZ4tS/TblisdJtUVHCmQ8ZH+6yurrJ5/izTkz5xLuLEKXIUUI0TKqrIWk2iJlkEH7jAdBYyGd8jiWJCz+e4P0N46SbffeeYT/7I55jYAn6sMnISnCBCkWQKU2F3MsSduMSxTJ4WBFnM7d0dvKJgkkS4rkueq4wGUwSg06xjKAqqWKBKOYqQkyQpjhPhZHA8nnL1madQTYN2u4kii+RphqFXiGIYDh28ICXPy/GZqi5jVDRqQsh0lPKpj76fJHTwoxI5JqgqvhOToREmIWkusbe3z2wKC4sGzz7/Ah/94Ae5ee0692+/gUBMSkHgTji6s4+pQ8c22Dhl4vTHHBweo9fnhGnGdHJMwzJZWVunSEL8MKJmVRBkhSTLGU5nBE6GH5Vek4ePLKAgTnMcJycMJ/gmXD1tsrCyymQ+p9tucWZ9k1wUebB9yOH+LmFSMB72kYocURDxHYeFVgNdzNDEnF7dIBMkUBQi3ybyI7RcZrFu8APPXWXqBxyPZxyPx8yjmDyKCaMSJOJ7GTIwmSUciBPGBwOCmc1SVtApRBI/Zuf6Ay6dO89b33yTP/r5q2ysnmNv6zVu3nrA+fOXaTVqVCoWumHx3Ec+yq//21/jl37pr/PoU+/l3e++wg9+9IPcvX+XD7znIoqoIck6haxjaRKSc8JCowKiQLvXRZJlJEUkTVOmts3WrTuQZFhmtQSnxBlapYJhVgiR8ZSE2XSC5HgsmgYt2UA2dTJLxAkSZM1if+8YLUkRBQOr0yb2JuRRQhzEZIlEngrlznvkY9RMWrWy3hk4Ed16HaXdpNVqUQgwt6fIuoagiaRBiuhH1DNoFBANJ6yvXIYrdb7x1l3SuQ+iBDmokkBFKucZmyJ86v3r/MgnP8TGRhexSCnygF6rjZIL2M6cWJBwkoQHeyeIpkUQG8xdn7k7od8f4bkJngu+WkrGKppItVrh7OlNLj3yGKfPX6C7sMjMceh1WmWim7aIvSnebMqbb73BvXt36Cws8Z5uD83QabQ6mKaFrCjUag2a7RZp/HButMhRZJFWvU6v28Y0NMJCZNuOEBpdECTyLCOUFeIkIQlyhDghziOS0GE+7nO4uwPUv1/xsgyY//i3Xub02hLve/w8T55bwdIrFFHAfNjnqEgx6nUQZURZJEkCHC8kDlLkxCVLYjaWq5w+tYCuGhyfjHnr2m0e7MD28bv4Mbz29j6ZpNDsdMnyiMm0T7NRoWoqnOzvsNzuMRnaHBzbSHqVaRCxcuYMkqmwuLjI9l4fxy2vH4udNhVDwVBEZLGgyBLiKCNOMga2y8zN6S6tcOXRx1ju1tjb2kIQBAb9EaOxgx/nuF5EmlIOEAsZXUOl2any7JU6j185x3hwSJbHVCoVVMPi4OgQPy6Y2gGzucegX5LIFxfaXL5whv/41S/x67/+H9hY0dg8e4btwYilxR4XnnwUz41ItR5+YRGj4/gJO6NdprM5ziRE1+Dq1XWEPMHSBMI4Ic1KyVu9DlmsIMohiiaQRwLICoIoUiQxGRmpmLE3g03fJ0UgCXwUR2Zyy+bd23e4/s67bJw+S5IJSKKAahqoQBgFpHGCaejkcYCqCKiahqAoOH5KJKeogoBiSjhhiGyCUqhUFAvb9QjTDEESQVIYzzLI4GR3j6P7eygPP1ji/pCjvSFL601++1//S/78X/4F1lsdDu9t8dSjT3J0ZLN3dMjW1n3WVhbZXFnj+tvXePT59/OVb32Df/4vf5P/w5//y/zFP/1T7AyGxF7AI+cvMps7IKpUa22y0KVSFYi8CUf7R/i+iyAI1JotPM8jTVMiJyBLc2RZRihA1i2qrS6NRgOlmZLOHJRGC1XI6FgmeRiQuQHNdg/LlLCjlIgILw8RwgJD1cl9hSSVmA6HiIVMr9fDai4wc2yiJCGKIjIKojBkOp2yvLhEmuTs7O0yns05/8hlms1FkvgYRdDp1DtowgGe7VHvhFxa28T3Et64c5ciB0NWkFMfEXhqw+BPfv7TPP/ERcSirCQXhUQmpcztKfZ0xHRq47ghN+/ucDRwWD59DkXrESfH7OzssnNQlngaJqys6GysrXPpymXOXbrM2XMXaSwsgSgR+SErnRr2tM/BwR7T8ZCde/dRFYmlpQU2NtaIkpRKtU6j1cKoVJAkBUVRqFi1EiYztwmCgNj3UBSZTruJaer4nkPf9hDMNnmegyCR5gJFkpOEMZHjIadR+YSIIk72D3n35g1QXvh+xcsyYIaVNa7tTXjz7a9wrgs/9UPv4Qc/+AyTk12+9MXf430f+hCKYSJpJogqaSEAIqh1FDWmqfnU6hZapYVpmgiSihe/zc6hzd1rGddO9kiARuUBigmzGRgmGBqc9KEm7LCyBEuLi5w9f4m4yLBadYbOiDyMSOIQAejWdLqdDlUrwTIFJDmFNINCJk1SpjOX7koPo96k0W4DMUHgEQcZb731Fls7R+TI+AFoKiy0axhyjpqFqEXEC089SqOiUmQ6mtGkPxgzHM1xvISZE9Mf2TiOh6JAu6nhOzYvfuPrvHn9Hu4MFp5Y4ngw5caDAbWF09QXVxjc28YNVUbbQ6pRQCZozNwZYQJGBZII3r23x/pqh4XuAhkCx4M+gixTrdZQxCqhVufESXC3DwmzhCItMSndbpPFikjeH9JbXqFi1cgShcPjI969eYvReEK92WIyGXPcHxGGKUWa0KnVME2D6XQE1Qoryx28wCUnxbKqdDptumHI2HaY+zYELlVNp9ZUWagaTJyYwShjYue4YciCVq5TCkX5vnbrcHqjwXKnA0DFbDDxY47efotnfuCTfOmVl1la3WR9c5Xtg22u33iDWvU9rFY2WFhc4sT3+NiP/Tj/4m//HX74ox/l537hf+Af/u2/xg9cuMDs6IRIFlENiXg+QxZycqlA1g1WN0/Ra3ewbRtJkNBlg95yjyCIcLyArMjRNA3dMJFNEyeVcNKYaRBgWRZimpEWKoHj4TouFbNDpVlhGoxotAyaXauE8AYxmlLBbCwTJRq3b99GrDZpmBYBMl4WIeYFVUPHECQmMxtpMkGazdja22cyd7AWuii1GhMnQK0votbGCPIxVU3HGQ2RRI3nLqww2rlJGOXEaYQG/InPPMMPfeQ9VHXwp8c0anWiWECSRORCIAznTMYH5dpuIjGZO6DUODjyOOof8vadY0LKxtEj5+GpJ87w2OUn6LQX6Xa7mFULMfXwTnaY2jaj0YijoyM830VVNKI4pGFpSJJEo1EjiBIuP3IFy6pRqdZRVRVRFBFlCVEsUWzBfEJFU6hIFQShII18pv4cdz5j7gRYXYUsjYlSgQwJSdNJ05QizdEUgzT2EDWdVnuRM2cvc233Dz1Ofu/IAHkS0221iaWE67su9/5vr/KFL77KD7z/IheeeIGtwzHtdkGrpaGoEnmekwkCuaIiiyJ1TSR0HOa2gyCZPP7koyyun+HdnRMi9etsHfvc3IVjDyoZWE2RLIOBl+NRDs0GgoAdi+wMJlSrFlKSgCiQZRmzyRQRaDcbGJqKKuVoukyeBiRRRJKITGdzgijj/GMXCdOUe9tb1JWMKIqIwpTDwyPG4ylpIhMl5b8pSwJ5FCAi0m2YnN9cIvHLkYhqrcJBf4wXJbhxTowMsobjjVEkMA0NVSgYHB/QsHRaTRl7YvPOto2vSFy/f8DRzk6pfhC6eDOHdTWibqpM/QxBgIqhIIsJZq2KpJlkSDhBSOI7mFYFCBm6DnFuoMkFspAhFOV+vwhUNQmJmFkAm2dOE6UJB7u7bN+/g++7iIpEmqbED0n51WoFf+6QJgmCoiMLIs1mnSAJiIsURVFRVAFFLdDSDFPNEPOMPI7RDBGjomBUqih6C1GWSj4LCo8/9gy+75NmEbICRZ4Q+w6GINOoNlAlCy8UeHf3gMPbb7FQV/jql3+LJz70MRZXWoyGxxzu71GvtVk7dZpXbr1Drb3A+z/2Sf763/m7/OIv/gU2Ns9w594DOqbOPPLpdEVyuWDmzDFX6kRpgaEbpHmBrBrkSU7o+8wmHqpukKURYZoiaiqaUmESJowmI6auDbqIPwsZ7pyw3l7kzOIqmlojzySGwzG1ToVMjkGOCSOHwIlYbq+AXMNNHerLm2A18JAJJA21YdBZWWSx1UAFvvK7v8toMsMyTBBkRFVlMJygWTVySWfx9CVm17Y4dDIWlwzCwKd/eJerLY3LKzrvbPl8/KkWH/3wC6wstagoHpahIZIznRygq2XDMI3mpFnAaGhzeDwkFXTiGA5OThhME8azsgZ+aRWefuoC66t1NtZXkVBJIo/DfZcsjhAlAUVRIC+/PwvVKrFhoVdMZrbI6bNnWFhaRGs0OdjaodluIylKuSmWRkRZShAEOI6D7/v4rodVNakaBmmWMHPnJEmCJkss1HWIxrizBG8WEOQykm4RZVAUBYllQuTjygX+zGPuf1/i5PeODHChGjAcHRK4OYYBswC+tgP3ndtcvWSz3q1yKRUxLQvLMJAlhYKspJ+LImkQUlFr1KwqhSBSiCmilnDl8VMo7R/hxddvobxxm7duJrgJZL5AVqj4fk5GRHetg1ZRUasdrOYSz7/vGay6yts33uDGzW8yHJaemnq1hlAUCIChamR5ShzHeB5MZw6SotLqdAmjhIPjI9RujSSNmM1cZEEkTjLseVjuTGcQ+T6FmmJWTB69cIZ6RcONfYLAY+7opHmGalQJ4gFhlFEIMr4XoisCpq6xttpFFCUGk4C942PeftumX4CxVOXO9jHHeUacgCt5JFGM6sVoikSru0ASByh4LPa65JrOzPfguE+rolIzVKrVKlEhE4U2Y3tCFoeIablWBqArYEkpsWfTsOCJJ59GU6BStag3m3QXu9y7+4BvfmsPANMCy3hoARU9QlegrpUbSVmRoVomrUZZZzMUlTStsLHewzQ0VlaWiZKQJA7JihhBFtF1FU0vr17OZIDcEinkAqSMKPaZMkZOcmpywuDwLlluslix2Hv3ZT7wEz/D7795k/F8l0tX1jm8EXLn9i2sbo9TzQbL7SX29nZ54VOf4ve/+nu8/d3r/KWf+4v8X/7qf0u12yI7yRD9kEQpGE/HrKx3cMOIIMrY2T2kVWthGRUCP2bQ36bdWSDOC8I8JyxCErlCUhRMgpRZEKGIBZauMbVnNI0eprWIm06Zzm3ccExbDYjTGVGYkaUxE7vMPtOTGTtHM9AFRidTgsgvs/YiobO1Q01XEdKY4we7iFnG2tIirW6HiiwhqzqaUUFrLbLtJrwzdtlxIDamaLIAccrcvs/lM3Xe9+QCZ8+uc/ZUA6uikuURSeGTZSmZmOB5PokTMxqN8dyI7Z0RO/tjClnBTXL8KKPZFnnkyXVWlpe4euUcS702h3vbzIcucTyhWq3SbtSpNquoioBQ5CRRSCyBIoZocg6pR9OSyKM5WVjBHwS4s0nJqH3YP/4DP5fvl/OXaZpSMTRiP8cJPaIowJnPCAIPRZapqSIdpUCYzUntgASdQGtg+zmzIEHVDfI8x3XnHB8eMZuOsZ7+kT/0QPkHp/xfRiMqGmSCSJHIzIlxA7g1hgcvnrBSPeH5qy6CaHLlzCJNQ0aScoQ8JSnANJtESYIcCaTkJKHDuN/HaPpohccf/dR7ee+zj/KNF6/z5a/d4LCfIUoBFalCIQkIucTlS4/w+ONP4voOc3/OvZ0DDo/2yZKcNIa6CK2KhiaAIomopkmOSSyHzPOESACjWkMUZGRJpqJX6CwtsO047A/H5Fo5KjEOytqNrEAqFGhVA62is7K5hh8GKLqClhkIhUwUFsxsnygROB7Z9IdTbLfgwmaNZr1Gr1kr5W09rbxSRAFRP2enb+PnUGnoTIKQMA1RgRlgBwHryzJ+4DN2XbqLdRrNGuNJhKiAYhikRYrtBORi+ePpdpqkosfR0QQ7KLPLlg69qoqbCrQbEvO5zXduvo2pShz3T0iSiOF4Sq0GqgaLixZpmnNqY5OzmxtUNJVeo46fBDSWOvhxiERBs1qlpquIeUaWhAikKIqEmeakGeS5TCEUFEVGFvuEXkwRODS6TQoZpq6NTMFSp04eZZAkVGsmR8dzFKvCfDbh+luvc3rzHN/85jf4mf/iz1BMXN6+doP7Dx6wevo8KwsdJsMRfpry03/mz/Jb/+yX+eQH/wbnn3yWF7/ye5xfWGY8cwjCMYZlcDKYkmUS7UaDo4MxulFgWjpqtUXsZ7y7f4JhVoiynMx2qfsRmqHj+yFxnHLt5k2efeZJFLOOF6dcv3efOzdvIEsJncUq9/pb1LoVGgsd5EqVoTMhObExNQ0XjaO9LTRDIS1y5m5EHIccTANUcoQ4YKXZoGEomO0OhQCe56CoIp7dxw5ivvTOAff398lVOBxmVLWy+x0nHu9/73u4fHYdSUiRxZwidSnymCj0cQOfOIiZDx0M2cSeu/hegmE0OH+uRa3TIyZn89J5UlJUQ2U0GpAFNs4oRS8EVldXqTcM8ry8vQhkCFmCIkC7rmOYdVzfwfVDwiRgobfEaDrjKE1JChFNN4mcaVkrTnK8KGXm+PhhgCjI5U1MFPBnE7IoQhRBFEUUQcb3IoKxw9HJAyJnziQqKMwWmF0ObI+jkUsqqNiuy3g64+jIJUjhc09/v8Llw4A5iEFUKPdhcwlRMUmDGFCwjDq7zgD75WNefv2YP/LJq3z6Y09zaqXJZLBNt9PCwUCtdYniFHs6wZvZiFlBGPQx8wDP7XO62+XMJ6/wkaurfPWb7/Clrx4yij2ahsBao4KcRHjzAZ3lDifjY2b+DFGUEdMCFVipCuhxREMTWey1CPOcIBYY+RnjIuX+JOCTz51HyjOef+K9LK21GU4PiDSdPS/izZ0D5rlKQoSGQCQUxKrINI8421li8+ojzGcTHD8gzQS8gcfa8lneePNr7PUd8kLm+t0B7QosLS1Rt2RMcnQxJRRFNhdaDCcOcTJFQkSUdfbtBAQFXVdJA4cY0LsGmewQ45Dr4GcOC1qDtV6NwUmfONXorqwxn8+ZzF3irMB1ZhReQFuBLCjrT0umgBYHGKbO5XNrzKcjTm2sMxwdc+7CWer1KooqoaoyrUaz1CaoKkkck6UFmiIhixJRUeBJCiIWulAgySKCIiIV5YMljCJMs04aJUR+TpAmiKKMqhpouoYi5MiNFp5rQyJhaD1cP2LuRqRpXjbkIoVZZuDbIZ3VM7z9zgOebJ9npbbGV7/wDT77w5/i9rvb3L99h3q1yQc++GFOra9w/cZ13v/CB/jir/8Gf+ef/nP+65//BW7c2eb6/bsstxp86CMf4zuvvkLFXODll75NqzVDVQ1mfo7R0ngw7rM3nBEkGfHYpVqtoqkyh4MHKGKKKUvMfJeW1aV/4jL3Io5O7tGpj3Azj3ajwc3DYzZOrXN7Z8z05l1SUaYQTO4OTwjjE4S8wJkcgQCpIFJICshaqVOJfIqg4MaDMT/4/k0uP/40Oj7XXnuRjiHQlmJ+83f/DaG5ji6mZH7JlFzvwkc+9ByPXjpHzVQQ5ApkEVHoEnlzwsAhz2JkEXRJx1hfwfdT2pWUJVmjohsosgiiQC4W2P4cVRIR84i1roVaiMiIyJqFUITE3pyUGDErUEUJXZbRZAkhCQhnBbWqiSpJTNyEw4MtEsFAzCUKQceZj/EH25iaClYLQaggyiaZIBAmGUkcMRuMMKWcSf8YRZTw44Th1EE2qvj2lJUa+PMILy1w7QED/5B5KhHkKvMoZez6jCcZQfq/H8j+sI4MJXRB1VRMtUICaGmO/lC4Pg4cFFR8EqI447W37yLkAY+eX2RzscriUg03LgiiBEvVabU7ZFHI8HhEs6qysXkOx7GRFZ2MgkvLXXo//EEubm7x4itvs7Pjs1pPEP0TnKFEd6FCvVqjP5wytUeMRj4CsLzQ4/yZZbpNHVGMCYMYL4iZuylbxyO6izKrK4sIokIRBOxt7XA43uPte/c5Gtuc2D5JVgVEInIsUSB4SJE/dfE8bhIRJAmSrOB6Hve3dxDUAXkmkmYFs7lNDFQbCq12DUNK0NQCwzCwXR8/ScutDQnyOIc8RpAVREkgSxwkQBQhiAM8NyYIIY5hMJmzWB9TMw2aLZNKzSAVEgpFQDFkpt6cdrvO8lKbc6eXSNOUdrvN2dOnabVa5GlCEjq02nUgp9NtYZoaCCnkKaaplQV0UtKsICty4iwmSkoFciRINNYWiJKMLHTxolJPrBUJRR4hFDmH/QGiLJEVBRkyWSaSBQXzyCUOfWpVg/HYJwgT0hyCMKUoQBI1sqxgOBoTxAKSruKdjLCnEd/+0lf5iZ/9s7z21jvsb+/w6U9/ml/79f8nOw8ecOXKFZaXerRqVV789sv8l//Hn+fv/c2/wdv3dvihH/08v/TX/yfWrAZv3LxFnEOYSUS5ysSJiNM5mSBy7Cds7R9yNJ6WX8wwoBqldBo1ijghdmxqmoRpWXz7+pB2Z0qjZjGzHcaOQ1FAosLMDZjcvMfMSZk64KeQC1MkHYxKlWqlbCCFQYAT5oR5gp/EpEW5WqlQktr/3X/cwdS+zWc/9gHWT5/Dmw5x/JhL507z1qGLYNtsNOCppzd58rFHqVoVKopEp9mkSCOKArJCohBUJNFAEmRUSUZQdBJBplI10UURVRQgSxCKBEVX0E2d3kKFKI4Jgog4jhGzHF1RsWQTTRUI8nGJS88gi1KyMMCLUwpK5OFJPyLKcpwkJ0wlRLWJkCgkaUIcurRUgzgOmJ0MGfsnjL0cJ0hJ0xQxy0i8GaOjPWq6zPb/i7n/DLZsPe/7wN/Kaa+d9z45de6+sW/OwAUJgARAk4qmZIqiaI8sy0qjsi3VeKpcKpUk18x4KNlSKVmSZ2xpKFGUSDAnAARwc759O8eTz857r5zXfFhNWbblr4DeqvOhP3SfPmev9bzv+zz///93z0USYX27zcHxA0xdgo5FHAZojTb1bhdv5nB8PGIRBqSSymCYkz3U3crq/7GIfS+XDCAlIqkrkhYRefqwX2iViGFMGD+EjdWBAEpR4L0P77B/9y7PX34MP5RZ2VqiVhOIoymHJ4c4sxm1mond6pNmTWq1JSYLj92DYzJc1nfW+NIPPs/jlzcZHh3ywRvv4vs52TRDjk6jqR0CV+XwJOZ49pDgaIqUekqUB0hJTkMz0GQdv5BIHXjkqU1MVWLh+niLGYkQk8UJiR8SuB7kYOgqDa3EjT2KtGRyDKt12NhYI06qu66kyCi6QlpkHO7dZ+6GpGnMeHJCDkhygaSW5FlMkhfUaibn10+hnkxYDyN253NODio2kFJmZHH1S9aortGGALZmYC/nCCI06zprW31kMaMt1Oj0llBVHUSJml0niBJs26ZWb1CWJY7jUBQFNdOiKDLcuYfVqCMpOlmWICsVMlXTZZI4JM9j4rQgK1N0TUE3TIxaBcuSFQ1Z1xn50UM0iIGsKkhZShmHJElOmuWMpwskVSHLqma+hIBlWMhUXKCJHzJxIMsEkGTiCPI0JUtcfNcjCWNKQcEsFWbunCIsOTg+Ip8dcGrJ5rNP3ucP/NGf5MUXX+T9jz/hrXfe5otf+hJb26e4ceMGzz3zFK+9/nn+wT/8R/y9/+Fv8v6b3+Zbv/ErkMYIWUEmmtwdjkEo8MOMNIPaZMZgFrKIwKi5REnGyIs5mS2QipS2pfL653+Qn/jJP8Z/8//8W3zjd9/kaDJHBrotkARYeD6iJCEKAv1enaUlmSjLCaKUOCuJs5hg4SMK1XRXNzU02UCMM+aOR1FmCEKFn84z+Prv3OXjT+9yZr3OD77+KrFl8saH32VwAk9tC1y8eJGVlRUkJUbMMupCHT0LuXnnNoqioGkqsiwjajUkqUL7qpKInmdI5GgSSGVBloYkSURZiBSljiJaVXtAAVWQKeKcMgpxkwC3jJBEB0kuEAWFPBNIo4woqY5zhSQw9zxERUXUDWpWHVGxiQsJ1w+Yzx0eLAaEYcjcDXDDhDApyQuBtBQpClhMZ5iGxv0TF2cOhgLqdMGp7Q2KpEI59FcqjPTIDYiDjIbRJMtD7h/5iCU0VFhba9F9qLz4fq0Ks1uoFJmArmnIUkYw8fCcaqImA5YG3Y6O3MhZXllhfnzAzEm5dXfM0dGY7Z02Tz5xjpXlNlAS5zFyqeClKf7MR1dVgkijFGqkachi4ZMLEZaWcf5Umw3reYYnC/YWVRDIiTdnsPeAwPcwDBXTTBBUiel8RETERsui1msQZyGZ52GpsLW2Rh7HpKGHIpWIsoqaKURBROzHWIZGlsvoWk4QQ1K54jizs8npnS2IA2ZBwP2DA4q8pN6oMZp7iFJJEC7w/QgASc6BHKOmYjV0ai2bB0f3OBhMiMIQU4O6CrYO3V6LoihY6bboN21aNYWGodHrtrFtG1XRMSyRjbUms+kJpQDLS6tESYUWbra7pFnOdDpHUSRkWf03BM1ms4mu6yRxTrvWw7br+N6Cw8N9SqFA1U3iOGH/YEin0yKLC7IypxBAEAqSNEWSclQTHDeoTgNpilzmyAUUSUjg+fiRixfGKFpOmqZ47gIFkU5TwlI04hTujSbMghBBkCrGU1FQ5iVRmOLMfCRBJolctKggCBNyVDo1nf/fP/67/LE/9WfYG4/5jV//Vb7yIz/G4fCEK1c+xa7X+eIXPs8jjz7Kh598zFf/gx/lN3/1l/nuG2/yp/78X+DXfvWXEbMcVdW4cXDMsVulfIdlZeHUJiH+w7Qg18soJVAkgTQv0REQkowT12cUpnzlD/xh9mYek6NDnPmEUtGwLBVDVytjRBKjCCVJFpIFIXIpoKsahSziRwVlAaptImgmflJQxBGlnJFXnMCH6eNVTuZ0Ch/PHZL8d3nxuWd54qlnqIkhp9aXkVSF2WyGqdRYW1vG83w+eOt3WV5dwTRlaraNYRhIkkRZlmRlgVTmaGUJaYyYJygCCKpIKkrkRUGWRYyOJoiqhqLqyJJGZXzIiL2QNHJo1kvKtKAsSuJMII4FggSirCAtCwSlThJmOLMA15swc2Jm84Dp3McLI8IiA7E6WIll5ZoVJYWsFIkKEScpyRSF3VFVS9otUFSDfq+FPxMIw5CsUPD8hOFgwmgyIxdVPLdKJ9vpCiwtLbG1sUGj0WDxva6S/9Z6eMKMiEOQGzF2zcBXgRpYbag3GxVGtygJphFZkWM3e1iiArKB4y8IFxkfvvUR/aUWO2fWOX/xInGaMJt6eL5L3a6un4UoYFgmFDAdzBBFn27DYrW9RNfuYU0DFnlJkLmY0ohwso/rUDWwdQuJqoGsKDpZGjMaH7G751KzYaXbRdcMTEOj3aozmE04Pjzhzu0HTKcOimjguT5lXmIJVf6jBrz8wvP4roMmgq7rZHmO7wf4UcHRySHHoxl7D2Ict3rohRL8eEGrViMXS9zAZevsDrWlPpuFzEU/48V5jF7r0F9eRxZFTFWhbukoRU6eZdRMC003EEUVSYEoXtDs7iDLMnaziRanWFaGpKiMDw4w9Q6CaFCUEpIko6oqjdYqKysrCJbF4NY9giQnzgRKFDzfJc1zoiAhiHLsTCDLRSQEREmgFCWSFMgFNAF63VXmkynjyTHRQ9ugJAgkiUCYKEycEtOUAJEkt0izlGIcMM4c/CDEQ8XxItK0SiGWRAXLMBBFA0lvcnI0YDQaY5oGlCJ5Cf3lFb7z3Wtsn/8Gl175Im989AmPPPYoF8+fY7qY89lnn/HCy69w/tJFxpMRN+7c5T/+z/40/93/8N/z9//7n+FP//m/yC/83M/SqLf4+NY9Yk0iIyd6yKsP04fJ8Q+RyYiVbTYVRcxmg5KMtz67yvDv/B1aSxtsnjnDK6+8zHe++dvcuX4bRcrptuoIWcTq0hpinpPEIVGkIwiVDnmxWJC7sNQRMWoScRpyNPfIImgboFhQRmBrcOFUjVeff5onn3iMk5Nj7ty5Q9M2WD9/msyfYhoasgiSrFHmBb7noYoCT5w/Q7fTQpZFVFmiKFLi0CUIPYQ4IS8ySlVGKEpEQUQURMq8QMgyJEVBFhRyVSUVIIli3NgndGOcuUvgeKShT7utkuUJUSqSYVCIFhFKFXSd5eyd3Mf1PYZjl+EQ5g9zDWqAVoPMBKOm0tBEZHJUckSxpCxFhELCaja4fusEzRJIyhLN7rC2tcL+/fvYhophNhiOFyAr6IaNLAYcHoakBayacHFri3azTsfSUYT8+18wv/zaM7z97vs8OCoQTZ9aA07t9OmsrJABd+/eBxFaraoHGIQxpVJSlgIXt7c5f6bL6OgO9+/eZzAasrqzwfL6Klqzh9KUCb2IsTfHmc6oWyaG0cGQDQRBRhcsHjzYp9XpYKoStZpBd7WNoUTohcN77y4onSlFTUavr9Jr9qlZMl7oMpzP8CI4dbqJXatV1wWpwsrN5w5Hx2PiqMBxC3KhIAoz8rxEFKqd8NwObK5vEQQRhSxQ5DmSojN3xtzfO2Q0GqGqJj/8Q4+AIGHVNNaWOmwut+k2DAwhI0kjGs02zTQnLkRW44JNPwVZxTIbqJJMs2ZXMo0woigKdN0kL0XyQkRWNZIgpL+yTJIkzJ0AVdVZW1tBVVWceUp3qU8UJpWuLUyYzVwmswcMBi7tdpvxeMZkNER8qO0M4pTJbIosi7Q7fbJcoEQkL1TivOqslZJBKYokpcTtO3s40wnT0YwkihARoRQJ4wg/jiilEsGPKPKY1HPIwwghiRCzhCzLUOw6QRRTFFCUJXle4MoqWS4wd1wWrsdoDFY9RJYlwjBnHuzT7Kj87M/+LH/h4pOcPXOK737nW/zIj/5+Lj/+GL/2W9/gjTe+ww9+4XUeffwJfv2Xv86PffWH+OZv/QZ/82//Hf7Kf/2Xeffdd/n06lWmrk+KSFTm5BWGiKKswnwBUI2HSNSMIs3wwhC9YYGsMJ7MuH5nlwsXLtB/9DyPPXKBcH7C6MClrgzo1E1Cd4omy1iqTF21SNOU+XxOOEkJFrBICrS+S7tlsHK2Tae7zMbmGk3bQkgies0arZrGeDRk97P3UC2LZx+/iGHXmYxn2DWbIA4pyxy71qBuGEhiUfUuU7FqkaQpYRaThAFpHFIUGYokIssyuihXrSRBJIlSHGdBEMbIuonRbPLhp1cQNQPJrKFqFmIpI2o2ek1DNuocLwZMFi4n45DhImXqVwlNI68KNzceJtAXPFSYADUB6h2ZRqfDJI0xbBNDo3IjpdVtjBzyPGf/6ARVg0a7Q7/ZoKGXzGYT6rpKs9lEtTqUsonrh4ynM6ajEEWAzU2DpaUlVFnCFgu01Ed9KOz5fi0Z4Ed/6Bla9ZQPrlxl7zjDiUBMEpKFz+HJlCIDXTfp9luUWcbcdZhnKbIILz1/DpGQS+e3WfWWee/jz/j2u29hNmWefflFHnvqUebJDKUh06nVMWUVWRYIFxnu2GWCw8rGOoplkjsDysSlU4MXLrR4ZPUV/qMfiPnFn/9tLCXGLGMMtY2gaMzdBfNcQqjB2tYOcZQiiiFmTWbuLJgsXKaLCN3s4AUOXhyS5wqSKBAWlc3y1VdfRCgElpfWCb059+4+4PBoyHThIcoazz//Mps7Z7DbbaDaMGq6ikSMJuaQR0hFjXmUI6oWWVag6rBsVf1GsRSwTA1Llwj9mLTMME0To2bhBwlxnKGrGr3VbZqdHidHRyzcOboqMFJcdEVFQOXTD6/ihQFlIaHpJhmQOglBJJJkKv2lVRZuSJnHyKpJunCZznxUWcQ0DYIgoBAEkrTEjzP8KCVJS4IkI44CGpZBkSVkSU6eQZlDkpa4YYQXhcw9hzyPoUxRKJCzGDGNMUWwFJl8skdZgqJUhSpKICrAjWAwBd0G3ZZIBYVS0kHPGHshF86d4dMbN/nNX/9V/sgf/2lOTo4YnhyyubHG6uoyn312hfXNDc6eOcMTl5/i5q07/NR/8if5b/5v/xUfXLnGyz/wJd7++ApRliMpMmWYVpuhBHFW3QZKiar/IogIuo4qCkS+yywJUDOTMvbp1OtMDm5z6xOBRy6c5cLqf8Cv/uK/JpgHhI6DnIpImopg1lBVBUURsPptLp6q5GUNu+olqqZVubMUhTgK8WdDImdGb+kslgSZFNPv2zQ6faK8JIkDDFXEDRO2d86y1Okwmw4ZHu1TxCGmKqIrJY4TIJYxQpFBliKVOYYqY+oaim6ArOKHKZ7rE3ohgZ/gxyl56FOGBVp9mUQQcVOBwAlwFgGzyQxn5uCFEbd2qwxUp6wCVtJ/6ysDFEGhlFIsRaBhqliKjAqUkoKflFg1G9PU0KSqoFJCmiY4bsBoDjMPzp/qoKoKW6ttxNBhfnzIqQubyIhM53PCtGQ8GXL7jkuawcULDTY21kjikGbNxFQlVKkgT73veZH8t5cMcPv6B2yvNtjZ+hLvf3KD3/r2PcaHc9KoxJ95rG9sM3cdgoVP6FcqfVNXcJ0USS7QtZjAnyKJdbZPneNwVvDmRxM+ufMdzrx7ja/+yBfY2OjR1CX86ZjRYEI085ATCd2yGC1mqA0VXdeR5QwpjklmI7QMmo0af/grL3AydPD9FFkKyXNwwwQ3rDID640us8WCKEkQNYVMUPGimOPhgsE0ZLqAoARFzLENnZyUVhdefvlVykJgOJygigJFIdBqL9Ff2UbTLforqxhmjSAKieMQU9ORJIHQS/DzBFUG1bQRBAXVsimjECnNME2dJA4rsbpcDZs8d0GcRsimTpyljGZTpo6HFYSkhYQyGDMaHFeoDVHgzr3bKAJomsbCGROGMbppU2t0QFSZzF3iLCVIY27cuc/RwSFFliCVOePhEVHgYigieZ4znU4RJIUoK1l4AUFckCFVxdP3KRKfPEtIwxzfL3AfBgjn/F76enWr7bYl1pd6NDSVvJQJiwwVgaalI2QRolid7lQBOmaNQrHoL2Xc2p/Q6S8xmfuohkVdU1gs5riuy6XzZ/nonbd57fXXaNcsrnz0Pl/50T/Ic089wa9/41u89847bG9vc/7iRX7tl77OxvplPveFL/E///N/wd/5mZ/hxp27/Ow//5dVglKZU6QVpiPPSkSqgBXN1PH8gDLwKCQqA4AMdVWiJoOeu6Shj3sssPnK4zz92HOI3oh33vgu168EKP2CzrLAxuoS3Vb7oSC7oNfrsbm5yWg0YD6fE4cptaaKqplEQVh52m0b09CoGSpzocT3fRQjoJA0ECUUWWPuOlz79FOulTm2odJp1NGbTdLQYzpfVNItsbpy57lMkRYUYY7oBwhyTJaXHBwccXI4oCgELNMGWcMJU+ZRjJOVzMOI4SxkNAPPrfqqcgm5DGYXihQKD4IQfEQyNAoUBElA0GXS2KFIUnRdoK0btC2Tuq5jaAqJkKEaGqpYkskiWSSSJC7TWXVKvXzGQlULTm32EQqfekPj0uZl5qNj0lJkMp1zcDJjPqvS3c+eWuH8+bOoisTJ4QF1Q8LUJFQRErH4P69m34MlA7z47FMcD4bEmcTLz12mv7zGg+Mxu0czptMF4+N9dKuGN5tQFBmqLDIapOxsmaiaiGnEWLbE3mCO5+W4QUl3qcHN/QX3357wm2//HD/25XN88fPP8NiZTUzRwBGPGO0fcHqzh96xWdnaIJosuHPjJmEBdbNHkixwJ2O2Nnps73Tw4owPr9wkjmpEUcDBrs+jj53DMjokqUcJDEZDUlHj4GiAbneYPrhPWFa7pSwp+ElECbz86kvY9SahN8UydWbTKabZZm2jR6vTrSQjvT4sL+Nfv8rBwR7z6YJG3UJWTebziCSXaTWbeCmEkUoW5WRxghe45HFAmoT4jsvYcEizjDQv8GZTRDkAVcZq2SRFClrJIhyCmpCXBVPXoUhC/CShLAokOSaIxhyc3OVodJ/R1KHVWSKjJPqsYOFEZHFG5DtkcYCQJ8gUiEVKnlVFURBl5mFEEBXcGVQT1TivEpBEKrRy+vBZLHkoNZNl4ixDVUSCtOBgmjOYnbDZ09jodbB0A0FIyNMF5BGWpiEVBa2GhRclGJZKo9lBkA0mYczm6jKaoTOdjKgpBbqYkPkR57ZX+K1f+gX+3F/8L/ng6jXe+e43Wd05y+ntLe7t7nH75k0uXLjA408+wafXrvOlH/5hrl27xs/+/C/wJ376P+b6Z9f49MP36dZMotDH81KWatXJxtIlZl6ADhhyVSjaOpWsa+QyCGBrDTIfQnGPa2/8FtngAefWO6x/5QeYPDumZprYtk2jXoVEHB8PGA5GLNyA47GLj0X7zCkkqQoqMeotykym3ewxH+5z93hGFrqsLPV4+pVneevbbxAVIUkuUavVmB7vkoc+rVaDPDc5nJ3QbrcRRZHbd+6TFTmCpBDnBUUpUm+2qLe7eF7EaHBIEjoEjsNsHJJlUBYByArzKMWJIBLhcALHbnWtbtlgd3SEDLw4xmitkfoBSZlTSiVFXJKlVV4BVEJ7Qy5YXa6zVDeoy9C3Fdq2AUWBWWswmEyJSwHDqjEcO1y5uqAETvWhLuWcXmuhli6qXLLWWyWKIlzHxw8D9o8CZgvY3IDLTz5C3aojSRl122DtiQtMx2OEPCGLfSji722F/N8tGcCdB4ReSlqmyKrJ5uoyvaU+p04FbG+e8Cu/8RGhN2XhVIXn9zC0umrRqbeRpQDTlOh0RYKywLCnxNM5Af9rQvfXf+MWb715ixcv9/na68/z7KMXWF/pkmYBR8f3kdScptHm7KkL5HGGN1uADkurK4SJS1zE6HWFxy5fYD5POTy6gpiBQsnw6Jhmz6bTbZPLIjM/JRdFPD9gOPGQJZU4z0AUCOKCpgYXLpxDluUqhy8JeOTS4xSiwvHJkPkixKr38CYL9j/+lNl0ROi7aJqCoauUAgRRDpKAFFRQLk1XKeIMuYCVbptap8fhwQPu7e3y1NPPkFIQZSVBkuIEIV44J4wSkizFDROiKCKLfMQyR8gT8iSkTCPKvICiYDp3GM8d0lxg6njkgkoQxrhBjh+UCAXw8NSgS5V0Q6+0y5imiB+ECKqMoig0jZzZQ3ZPpbcFQ4fgoU+3YaqEaYaXVpIuLy1ABFmrePP745jZ/IjlpkG/ZrDdapIUCQIadUshF6o0+yJNEeUEdz7C0Gs0awr1ukXHgMiVKSIHP45ZjA6Rwga/9vWf48tf+3289eFn7Jw6w+mtdY4HJ3zzm9+k3+9zauc00/GEwXjCT/zkT/I3/tpf4we/8Hn+wI/+KJ++811kVcEUBOpNjfk8pquCE+R05eqKfnatz8Zan7VOndnwgK6ts9avQzwny3xsq0azaZDMB0ixQdNusnT2NEmaE0Uxi9kcUVIxrDrLqwairKDoJjW9Tr23RlEUpI7D8chheDykrhRIWcnm6W0W40MGYwftxm0OTk6QdZswK4iSlFOnzjCfnCAIAkEYMp3OmS+q4ODD4QzFMHACj7kXEsYZuXyCrBkUiBRFRh471GsGRm8F4gIvSAniHE/I8aWCvXHAJKicZjlV+HCcKKiyRmma7E0WKIaBbGrE/oI0TRAeFocyz2ia0LUVNtsKDb1AyxOamkrPKpEkmcl8iipkpJnEYDjhaDwHCVoGtBoWO6st+paERoJISTQ7YTiZ4yzmCLKEocHZpzUuXnyEbrtD6AcURUHTVmk3W4TeBBGdXBURQvF7WB7/j6sqmK6IKNarI3VRIIoJtiYjqwolJq+/tsxwNOXWzYTxw2mxAgiJyHQYsdxvEJQRcVhJVxQzpVD86sOhYnnEJQxd+NZ3h5ThG0SuyyNn+oSBg21ZDA6O2A8OsLQa3fYSgmmQxSXTVGK8iLHqFqaqU9dEahZ84UWBx3fmaLrN4XSBKNTIswAvSNg9HLK/v8tgJBCFKVEOJZXMAuDM2T6XLp4hiUNksUQuSh48eMBo5nA8mpBkYFy5hixKpElAq1FDoEC1TCQEwqQgzkUkWSEVdWr1JqvrWyhFxGJ8hKYWqJqEopqkpcQb739MJlS6ND+KmbvOw2ACjyTLyQuVKErIIh/yiCIKSAOHPK6GU2VRhTKFKXhRNZn0o5QwrU6JYViJ4k0FFBk0rcIB1DQZXZUp84J5mKCKlT3uiUdOcziccWNvSppWn9H2+VP4js90MkeSVPwgoQB0XcGLq20vSir7j1xAlkA0DBmMQ3aHLmc316h3mriJQ+5N2FhdI8syrl67gyJCu96moZWYYoRRF0BTiBcloaXSO/MEJ15C7i4oQ5dew+K9t9/g6Zde49zODr/zu9/lYG+P5V6P06dO8eZ3vs0rLzzPU888w9//+/+Qv/Rn/hTvf+cbvPf2W4RFikjBuc0OR0cTVlsaeQEvvfQSzz51mQ/eeQMxcvjiC0/RNCRid0S31SYJXHJKBCTSvEAXRTQBijSjYTfJM5cwDCjyHESZXJAIwoQ0WtBbbRD7HiejIWmasphOyEIXs2mxvNRnZWUFuUy4eXzI9WtOZRu2I6aOj6QaJEmG64aoqoyIwDwqyLxqFjxxA/zxHNdL8eOqJysqMbJWYDebNLtd/Mgil2X8XGTmLAgiCT8qiUsFJy/ZdQMSfi9PtVKsBEGBbSlYhgSZQ5GFCLmIraSocYZQVK0VBVg2YXsJzm1a1FSRzAdTzrAElygW8GZjEslk4WXcPx4zXoBdg62NPlt9G9I5iRvQauhossRgMmJw5OCGoFk5r71yhpXlFoZuIYo5K93lyhAyd9ndu0sYxyiKQikrFIr+PS2Q//slA8SZRL3eQNElZt6U0A3IsxxFKGg3dL72Q59jOvO4d3Gf3fsnjE4WOIuYpmlSJiUidVwnYeb5zDwPhJRSBEGqQi6yEmqKzEqngzcecOPulF5nn9NndsiFhEIyULWMIgsI0pRF4NBoNTGNOmGasHb6AnlZ4C7myGWGJYnsbC1zfmOJo+MxJ+OIMvaJ/JxcFPAWQybjAZOhSBQXiKioyMRpgAw8/8xj1AyBMoiJwoj333+P8XiKoJpsbJ+m0W4ymczwnQWGqqAr1fRZEgryLCOIYhzPJ/ETnOyEuS8QRCmpN+bw3g3KyMXQKtnJ8XjIcOYSIRKXEKdVAkwUVdPOJIP5PKPISxSxxJSrE6IugFbl+YIEmiIjSgWOU2AoNRzPI0uouEICSAqomoCly5iqiCkLWLpETdcQStCVBEE3SUqBZrOBrGgYpsX7N/YRJVB0g/Vmh067x2wyYzFziQoQyxSBh838h6t82NyP8mq4E2UqR9cecDJr8szFDWQ94ng0hjym0RCptXp0lpbJC/C9GaoCmpCiGwJdy6YsYmxFJMtj3vr2t3jxC1/mt994l5W1dV558RUe7B/w/rvv0G622NpcZ3Nzm0+uXOWn/vhP8+f/9J/kw5ee4y//5f+KP/GTf4yGpaIKAiv9Hg1D5+zZ8yiKyr3bt9m1FM6uL0G8YLR3m1iBH/uRL/HeW9+lKFNU3UJR9Sr8QlQI/ISFv6CVSWQ5KEaNXJCIwgTHjwiihIKSZ57pEkURu4sxhmFR0yQErY4k5BRZzptvvokm5jiuj6pI1WRYN5jOFgRRzK9/5x38KMfUFVRFwl0sSKPqYBIn1TPQbMO57S2WVtfQTJMgylj4AWGSYPeWORlM8BYVOrpmtShJCaOMaeRWhVICJIkyh7SoxOmFFJMLCmsrfcaDPbIgoW3oSHJGMC2xZFjvwfaqwnq/wdqSiVQWeISUGZRZQhDklJKKGyQcD6cMZ1VRbtQsuq0m9ZrO6V6PbDEgdKcczxYcj0DV4fmnT7OxvUarpbC22iWOU2bTBbKQkSURjrNg4XggykRRjh9HuF4AG9/bIvlvr8pLPhlTSiVqoRLFKYKsoMkipVAiiwrOcErNqvH4hYsst/rcunaX/f1j6gYIaUKZthCKJoqikOUBWf5QDydWE1dBAi/NOJkN0SXorm2zuvMEZussn+29y4P3rnDu9CaXzm5h6SWhN8ELp9iNFu1WE6ve5d79PRaLmH6rQUHEfDGhpuQYRs6Tj57GTRIcb0QuCbiLIZGbkyc5dVVEE8yqP5PAag+eu3yRyJvQr9WIs4xmw2Q0Pub996/yC7/6HrUGnDlzmp2NdQxNZDYfUWYmslQQxAFjN+DBcMxgHhLlAgu3qlzT4z2c0RFNXaRuW8Rpghvn+KnAIs5xwoI0B0EAiqodEycgKgKCoCDIIqUgI0ugydVEsm5WQuVCEHH9hPliiCI1UQQBoczIsxDNlJEVAdNQqdd0GrpITYSGqdAwTGQRVN2kFGUWUcL+YMA8CLlw8VGu39lnmsG1a9c4tbnN6a1tWqZJw9QJ44hb9w5Ry4doDPEhfvbhJigDoqLiopORce14Tp467LRk1tsmK50uoijiRjmiCH4c4XguqQSmXFCTQBdl7t27TWN5q0qhz0smR/s898Sj3Ll5k8efepYXn32Gf/Wvf5FrV6/QqNe4fPkyv/SLv8B4POanfuqn+Hv/4z/k7/3N/45XP/85bn72Ced3ThG6DqvLK7iLBXGY0KibkMYcPtjHVkseOb9J4c3ZvXuLuRMgqwqiplJkEq7rkxGjmjbIFnd2D5FUE92oIahqFcEqqci6jCLm3Pn0HdLQ5+DOPbrLa+QFJEmC5844kkX8+ZDN1aWKq51XyOXhdM6tW8fMU7g1hqgETY2xtOpUV9Oh3zJYsnTObG/QbjdpNBqVnbUokKWIwI04GA8Y7GeMFz6NWptGu8/21jkOToZEwzn5wkdSRApRoiih6t0AZU4YBpSZiF8XIc1RRdBJkIoSQ6k87Y+dtbl4dh2ZDFHM8f2QJM4oURBkg1wRyeSMoTtkMK420p4J/WYNQ5UQyoKD4yF6mSKXCqWi0OpUUrmttR62IbG13MY0JGZhgESCVBYkaVzpekWVrJAYOwG7R2OOhiNWvt8FM5diwswndH2yssCybERRJAxDikwijyO8KECRMxqGwfnT67RslTCIGRzfpCE6mKaJaOpEYY7j5vhutTMqAig6pAn4cUm338Du99DsDn4iM1yUXDtYcHX/XT67c59nHt1hvWNSMyTEPCEPFxxOR5RpzvJyE1UUKBMRs9FCKiI0qaBXX2a6mFIOxqQyGHKKoUIWgJcUFCxIqby9Lzx9kUfObTA5uIcQV+GmRRnRbNfYPr2Cbs9QjDqttk1aJAyGUxqGQuCW7O7FjGYL9kZzjuc+Ux/8FNqNGlKZEbtRpcuICny36l0olgqiQl5khElMloOhSKiSSKmmCGV1SkOsorGyLCMVSnJBRBQ0FFVGFmWSNKcs8odX7BzLssiElMjLmPspIlDEKaqQYaCRaQJkAhQJG5vbzGYzJvMZkqqRhh5lltOyTS4/eYbvfnQHZ1EyH09gbQ0hT2hbBs2tVSxT4cH+PvMwx3nIcRcBWRYegukKyFOkWh1TcNgfx1xYkXnmqcdZ67e5fu0mH9+4jjwYkpQKeZ5T01VsXSJRBWInwjQMithHl3XGsyFXPniXr/yhn2A093j7u9/hpc/9AM889TQ3rl7j9PYOtm5y+fHLHB7s8cxzz/PJh+/wd//R/8if+rN/lv/iz/0ZVKsyMBwfHDIYHKPrOv1ui5XVHlldxpsekAQLitjBcTRWNnY4Gc44GCweFrsMQVGwCh1NVzkczClYUAoSsqohq9q/0ftKZYTgxRRpSBwGTIYDClkjiBIEQURUVGK5xigomY0cBicTXA9cH6ZBdahQm9Bs2nSbDbpNm3bdpFM3adVNapbOUq+LKMF85rB/eFCFsqQ5o8mM/eGYm0c5zZ7Gpa0tDNWi1myhzlxq9RzDcSimM9KipCjK6gMURCghzxLCvODOnYB+U6ZtmGRBgBTBWhcun+9yfrvPUsPED1yKUqCwmqipztQvcV2YBgV3Bi73jz0CwBZga7XJ5nKbds1EFQvyQiIuVcbuAneW0rTAsizqhkzDUjAVgdhzCNw5ZZpV2aOCgijIpFnErXv7HM097h0uOJ7CyvejUj5cVYCw4oKmIKCh5DKioJFEJaQ1Gmadfl1lND4hiVxqtspyy2B7vc5ofMJkuIcbuSTUiMM693cPmY4KyhRsvQ5pydBxsS0VlISljR5mXadQShJBoLm+RjN0+eCDd7n6jevcuXGPly6d5sXHz9BYlogXIxQpo9WpYS43GB4MyQSZbneDydAjSTzC4yF2TWRtqY7VbZEKApI2BWnE9FOHmJIcaNXg6ccvIGQBDUMkdMcUacD21grL68s88dwLtJfWUI16tVkkMZoI05M9xDLDdV0eHJ0g1xt0U5FQ0MmBwd4uTUtFKVLy0KVMQqIQ0hJkq8Z44BElBWkCcQpFnBMLOUpRDcUiSsgTlLIawggCKJqIZZu0WhI1w8LxA5IioytojN0ZimaReQuCLMO2JfI8R9UEDEPDqhnUFAFTVypgnCwS+R7OfEyCCEVKs2bx4M4d1pb6NOxdCjclDkKC+bxKHk8iTKHFo2e2MVWJByfHxIcBaQG6JqBoJkmQkWQ5pSyQBzMyMaOjwOuvPEe7oaLIsLG5hnb9NofThEWUIGkyeiLSLDQauYjk+XR1mXQ2Q9JrJKVM5HvcunaFsxef4MOrtxmenPDSC8/x4MEDrl75jCSKeebyU9g1k+vXPuXHf+In+Jn/19/AT1Keffllrn/8IYYisXuwjyqJeGHAmraEIJTUW3X8OczmU2xdRDMN0Fu4ictoniJrKoKgEUcFi3hBKbi4YUZelCR5QZo99JmIFXxYKiJOLdtkSczMj3EmAwSjzmjuoWoGCAVCUVCkDtPJjMW0ojPWbOivd+i26hhKwcZKr0I36Cq6qlAWOb7vMhk5FddKFAninJGbM5gnHA9n7B4OORqDZsDlnR2eeuopDvcOieOQPE/RNAWKjLIA4feaKiX83vRbevjnHPBiAVMSqMkKy8sSl3aWObPTp9c2SWKnokqaNpbdRSJlODnh/rHDySLi7smEpAAL6PVUVrotenUTVYQ4iZnMfVqtFtbyDmunNE6ttqkrBWXokDgzDqIxRs3ANgziwOPBvXsEMQS5wsTNuXL9kGkEAw++vyrMhwXzrU+usr21Q7veQspVxMIn9hNqVpt+b4XD/SO8IECWBKI0IUp8RDGm3bJo2Gvk8QzPD5gMHQ725gQJqKKCptbwfJelegNZERj5CXZNp7/Uod1tkJUJfhwxjxKM9jLh/AHf+STms0+ucbR/wpdff5ZmU6Tbtzk6HNFMcgI/pmb3KQWJKM7oL60TuUOMuow38/D8GEtT+dyLT3P+vM6Ltyf8wq99m8OBS8uGjiVxcPcOZ9b6uAuX1f4ypWGQIFJIGmlW4s7mpEmOqkhomoFkNOi262zoOmvnAs57IVEukqASZymhO0cRcxJ3QRr61HSNLC04Gk4Zz2M2zhs4YcncTfD8kDSKKeIYIYvJy5RYFMjLBKlIEfMYMUnJ8oIgdHA9sOsmCAmCmFGry8zDBLNu40cFIwfiICfJIQ9KtNJBSDw8WcJRJKaGRqlZ5IpBo7vKjTt3mboZtabMtSt3eOX1BnlWXbOni5TQCzmztYE7G+NOJ+imRtvUKdpdhHzCeOoTJCVpGiLLOg3LYh4n8HA45RYg6yaaoWGaBs7C4/VXXuSND69ye29KmGb4SQY5ZIZO7nv0N3tsrnQ4Ho353IvPgl5j+uAmF86cwRJSrn7wDi//wA9x+fLT/MIv/wrrG1v4UUiSpai6RqO9zHMv/QB/5b/9Gf7ff/2v8Rfe/U959533uHRmBynPOH12FV0pOd7fpVfXK+lXmpFEJWlxhKIFxIFHu2VTa3YYL3yOjgcEcYGoaiCoKKaGLgqUvofvTEniAIkSQ4a7t04ACAoJFIP+6hqpPCXOC4bDIe5iQZmDpkB3TWVpqUen2aHRblFTQUmHbK8aWJZEnifIUtXyiIScPM/JSpHBcMHeYMLhcMr+YMbJpLrMQBVMtbKywunTOzjzBUmYYRoqKQmz2QwEEEQREaFi55QlwsPDpgQYNYPIC3HDlO01hSdPr/LoZoeVuo4lC/i5RipkJGINUbSZZS6HTsLBzGXqp7hFgW0orDRE+k2NhpyjJyF5nODOFiiaCgXkuYRqNGm0VxDjKWkwxLRM0kJiOPGIozkLJ8APUlBqHB2P+d23h8RSxWlHhSL5vtTJf7Mq4fpA5P7gAZt9l41+j+3lLu22wWx2zO27HrpZp7lkkxY5ogzd5goSEdPBIZ47QVcEev0uSRmwvjYh2IWlloCglZiahW43+ez6DZ67sMFKs0WvYXPu9CZhsEAUE1Y6PT77+CZpoZCKGWpPJGjs8C+/e4t+y+LpJ8+jyh1Wt8/jObsshh4NxadMxsSZSGzZTEWZ0l7H9+d0OyaaYWBpIpZq8cJTP85vfuNblILE7tVP2H7xBdq1Lsc3d+k013ASmaCQEGQNrVbDkBUkJcc0atitOkFhcnt4gqHF6LpBkmY0mg3Onz+P3bSZzmcYhs7923eQJInjg22BlhQAAOTsSURBVH2azTbSvftsiBJRUtBq95hO5kxmc0zdIPQDnPkUq26zPxigqiqGLKOIJYYIYpESui7+Ys5s7pIkKaIoEscx/Y5NWiaYakFdBdEE14M0g8EcZvMClYKClJKI1b2P2dneZDKZsr+fYVowPXaIgW988wNiWfk3Q529gwFfeOU1tK0t5uMBge/QsWyc4Yxlo0Z3vcW9/QHzOEWXNXJZAT9GVHSi1EMCFrHC40vbOIN9LE3FVBV+5OUneFP+kLmfotXaeGGOXqtjKKt0DBlTF+lZAcnggGeefYoPr97g3hu/xgsv/gDfubHP/v37nLnwKOfuH/DNt98mlwW+8NILJEnEp5/d5Ytf/sN845vv8avfeI+f/s/+C/7W3/irJGlMtpizH7uc31lhpW4ynwzoNrpkZcFgOKTTsZGTCWt2iZOkuIuIUq6jt9rMFxGJqBAlKfkiIAsXFOECNXNp6AL9ukHdqhF5MrJqERbgRgnz4QGKIDCZjRgNQmwLtrabdBs1LEVmvdtmfblPx25QMyEvKtxKki0oRImsSAi8hOnUYTwLGC/2mPsZflriRwVR9FB9AkgSrC5pnNk+zZ2bN1DFErtpMF8I3Lh3gGaZFEFBmosgKoi6QZnGlGmASIahSCReiAW8dt7mBy/vcMouaKs+lpji+jlTt0Bf2kZorfPBrT3e+/Q6+8cnHA8j4qJqvWlGxsqSxiPrDTpZSXRygBDLbNYbrF88Tb2/xNFkwfHxMXcLgdMbNoqlcjQbIetdDoYhWZKjyQb7h2M+vXaA1Yav/eiL3DwY8v7NezheSSH8O+vY92zJANcOImqaTJSHjOcHuH7CcqdBGASoaQauT73dxm60aNVtCl0jdHMSqUa9t4WhusShw/rmBn/0zOPcuDfmm9/5gJsPjilE0MWES1tdYndK6DTRZZGbN6/jBw5ZURK4PqqsMQkmLArYqffo7lygoVW9rp/7+i9zZnuJLFM5d2qFpJhwsLdPmrjMZiJWb5Op4yIWBbbdRywT5osplCXbqw0kReKrrz1ClgqMhjMm+3t8c/8A3w3IhRoDrwDFQq9ZNFo5sq4RFxnHJyeEtxMuXrzIzsWLWIaJYRgIJYSeTxjkKHLBbOTiKRFhWNLvd6l3BCzb5uyFBltb2wiCgKqq7O7vcbB/hKqqle+6KOj02pyMhoShT+h65HGMJggoQkHguMynE4o8Y+E61NMUJAlJU6nVbQpRYu753D84YTpz0VWDer3OYuEwmUwQRRlDMTg4OOLuyZg0zYklWHgPrdU8lJlkKTVdoUhTBnOPqzc/5dEz2yyvtMgiHVVREMqUW7v7nEwW2AYgiPjhDC+ouD6KoKLIAllWcmv3gOcvX6Te67N/6wpn1lcQxz5ds2C922T79DmSUiIvZLK0ZGN1BUuW2Lv1KfWaQjo9oinERIshwwc3uLR9nt37d+htneOll17h137tV5hOqrzUlZUVrl65x8HhgJ/6qT/Jz/7T/4n/+3/5f+XpF1/ixgdvY9BgZ71DFDnolsb2zmnCOKXbbKO31zgcHkDgkCcR8yBjkQi4pczQTZj5KZkgYzdbqDLYqoTdaNJU29hqgSVR/Y5rdfYOx5SSQG91mcPjYz5+75gwh7On4aXnn0QTIQs9NAF2li02lyxqqowoZcyjkjCHOE3wgoyFmzCZhwwnHjMn5uDYpdXpMBpNyIEXn73MzPX48OPbpAW06zaSALqi4qdzXGeO6y7QdAXDMIizRTVIKCSKsLK4ygiVzjLNaQCfv7zEj7z8GGtGjjDbx9INDEPl5GRGIVpVEIcTcDSasT8YM5xGhJU8l6WWStOSMMSCyJtTKBorKy26Vo9ao4FU19H1gvXlBu26hqloiCRkqUCaSVy7fcDmzgVmwynfevNDBkdg2LC0uo7d7LJjtLgzcSknQ5Ly/6yUfW+WDLA3TUjTkM/2XGSgZxxw6cwSp7Y2eeKR0xwdH7CYhtRjAT8rqcc2ZSFi1FdZXqojpie48xPCuEQ3bZ55coWl7hLvvH+FK9dvc/PeFN2Edk9mZ6XLZDxm7zBg5/Qp8jzn4GiIJMrEcYGlwvrGFv3+Mram4E2HNDp9Pr12k6//4if8xH/4KBfPb1A3VVb6G6RZxOHNj+mvrCMZFrO5B7JMs78DScjw5IDUmdCsWTTbNktqgw+v3ufG/RPiUuPWoUu9tsyFS4+z3OkxWYw5vLdHIRWYdQvN0JFUn0bDIoojpvMITa5xcuIyG7ss91P29/bpdzscHI+5f/uEKEl5/MknMfQecaSxdOkRkCVO6cuY9hBJURBFGUSBdsvmETnDd6cEjotQ5BiKTBYFHO4fcLi/S7PeoNlsYtYsHhzsc+POXXTToN3tE0Qh5y8W3L+/iyBIGIbBZDanKApMs0YQxpy+cAHH8xAkmTAMGQ5GIAqYZg0v9Dg4OkBRSoq0SnQfz+/zyY0Tlrst1paWmC9cmksmZ7Qe2lGBuRCZzF2KUUW9zEhJsxRDq4aw94/uk0iQpTlvffIh3/muzzOP7/DCC4+wtbaGIsncuXOH+XSOKJuImQayRbOpstZvMxkcUWYhSVYQeQvaskARB9y48jHPvPw6Z7e2GB8e8cl7H/H6a6+ys7PGtas3eO1zr/BLv6jwS7/yi/zhH/9D/O0H13EGC97/7BrnTq0xG46ZRSl+lOLtHvHgcEgG3Lo1oiwrLatlgm1WkLvTXQPTNOi2LbIsoygeRn5L4CQlozgmSgRmXoBdbzGbjviVNz+kAB7ZhNdfu8zZU5v4syHkKbkiY2g6K00DhRTX8UiAotbGJWYaOgxGE06GCwbDGZNxiONVSorpYsLKmsnOuTNcvHiO8xfPce3Gdf7BP/6XWIbM0dEBS502giAgilWoi6QouK6LKEBepFXPpMyQSVEpMIGGDH/891+mY0G3rVIzNWKlxCkKxkHCsZszdAbEQx8XjQfX7jPc9/GolBNdW+FUo0vXEqlr1b+faSr6Wgu7V8MwVKI0xEk8JFGjZWmkgYvnRGRBwSKSKcQab318laPdY2YjMGqwvr1Ka2mNycIjknWyoqxCVb4vZfJ/XTKAlwkUiEiUiJSEIRxfGXB1b8QiEXj8wikMTUIUSqIwQRKjivGs6riZwujIYXNlAx0YHByRJTOW2m2++vpzXL64xXfefJerNx3SICP1J/SX2qxtbaIYFjc++YzAj6AsiANY7mqV2j+IycOQ3fu7OF7AwomIUhBkjePhgv3YIc236HWbdJpd/IVDHsQY9RaSoRP6PnnoYxs6ne4mw4N9FmOfWqPPy89d5vylgjc/usFvf+M9TGMfyxCxrRxJzKjrCqImYTZqlQNClAiCENdNcJ2EKJ4ynbiEQU6aFdiWhaaKaJJITknNNFAkCcdxOB6OGC8W6IaJHyckaU6j3aLZrGPXG2itGoVzUoUG2yW6pKApMqHnoOoTRNWglFS2zp7H3NnBvn2LTDZotFu0uh0GRwPKvKDb7KKqOo7nosgHtHtd2p0eD/b3kGSVUhBJ85zZwmEyn1Gh5CCMPE5dWENXSsSyhCJBF0rcxRQ3WjD1JZIoRhdijJpCf9kmFyIoBYQchAlISfUuCmH1QKlFQbPZIppnoNZZP7tOY2mdIM/44NPbKGWGLEC31abVW+aTG/fI85y2paBpPWp1i5nvE3sh+3v3ub/IOf3053nrgw9otZd49onH+eZv/zbXPrnC+e1tLl08zWR6zCcfv8t/9BM/zn/71/8an//8C3zxa1/jn/zdv8XEXdCL+hweHCGKQ6Zzj+Es5XAOzTqsntkkT1IsVaBpyNS1kral0LV1TL2a7AdRhhMVBLlEnMk4icDMLXCCmNncZ379kDiFrgYvPtnjpcuX2OhZyKmDUPjYpo7e7KHpJrKm44UJYZKBUWcRaByMIu7dm7C3d8BsuiBJKveWrEF/xaIsK7icKcW89MxZTp/eYrlVcu7Un+Lb73zG8dEBsedUEDvTRtNjBMll5rhoikSQJIiiSN1UyYO4EqRb8OwjXV59cpPjB9eZjXbRl9eRzBpumDLyIvbnEXMvxgk9nFhgOvQpqFLkBdOg22xhZhH1XKOltWl1dLp9CbOvUVgpsRjT6XUZH48R0xgZjaxMECUZxCZeJOKkDt/87jGk8PTlLhtrGywtrxPn8MFn13GyjOOTURXg/e/DlbwoC0pEJNOumsxFQZwG7C8KvvvBp9y/c53LF3Y4s76EaGhERYJiWJXLJA4QCpODcUhNUzDrTYh8kmCGIpScWq7R/8rLvPj0hKt3DpgtRhjKeTRZ4aOPr5KlApokM3IdCqBh1zA0BWc+xVAV8rxk4brEKTz5VJOV9R2c2ZCj4YLJ4gorK0uc2TlDUQhoioJCiZQECEmIqoBt2YwGJxSSxs7Zc8Rxzmzm02/bvHr5DE9d3Obt9z/gs09+m73dd/nSV36Ei6c2uXr7PvvjYzZOneW3f+Ut/ChDt2wQVcbTGXGaIikqeeTygy8+xuHRHnmec/HSaSRNZzrbZ//oGKNms2o2ibKAqbNgNJlSHAhopoFVq9OwTExZJvZ9otBHLoVqY/I9JuMxi+mM+rkmc8/DdDxa/WVefq2P3uuCIGLXH/D2t75Nr9Xk9NkzzBYLHMehzDNkRaTT63Lm7Fm2z5wlzlIG4wmSqhBGCScnJ+RZxP7dT9lc7VMWGcOTY6IgwFDO4cxnTMZDzGad3Qf3kQWRum3Ta5psrXYpioL9Ow+wMVGQub8/xY9hp94mHocMhxG9/qMEcUyhn6UQBY6PbiNlKZ2WTRAUjA5T4kKkyD3MWp3RfIypaxh2jcyZ8t6772KsOZx+4mWWOy12b9/i9MYW50+d4d03v8OtGzdZ217jyScu8Ytf/2V2nn+eH/jiF/iH/+Qf8Vf+67/EI888zQexzy9981MWfvXQ58D5M3VeffoMvh/yyrPPEjozNFIMMaFwJ8h5gC5mpJ5PKclkRUmKilcojFOZw0XM/rhgMXcpvQADePyszQ+/9hxP7CyDPyYdHSIKCcuWgWVplJJCXBRM3ZCRExHlAoqo8un9EXf3B9y6dZfBIASga8NSt0nDNjHUkuOjY5o2vPjsJS5sdxgd36Dwx7z+wlMUKPyzf/FLnAQeglRxhdwgJC9KajWDYBZWG1lZICYZClVa19Pne3z11cvsX38HRUpodNfIiwgvyShFg8xo4EkzMlWvrvlRQg7UZJA0jVzSKq5V5qNnOR1ri+3tLXrrMqrpIAhTNKFAk2JUIaHIY7K8+n9FhcXhpOTjm8f81o19agrs7EgYdgNZqxGmJcfDKaPpgkRWiLLqdKko3+sS+b9dMoBOQUFBHLiAAoKIZjYoghnDSUQwidiyblHUCyJPxENEtVqodgfNtlla6uEtxkRBwFq3Rn+lTurPmA4PmS6GqKrK2kqT9e0trtw5ZHJyxMHJhKO9IY12D382YXw0RwPO7Wyy1K1TpjmSUKCrIqaucxBQXTfnC+pWndW1LQ727/Pmu1f45rs3uHTpEhd21omjlIYl0u/U0FWFMArQjRozL+Fk6pDEKZam027XUDKfsiHS/6HLPPnEGm++8zE/8//4pxyOoVaD3qqJZn1AmMPcj2j0emiWycSZo5sKjXaLyJ0wObyBqQjULJvd/T1ESWGycAiTmP7yCqPpCEGUyYG0KBEkhVpuI5QZWbhg4AaUaQJFiSSKlFmK67q4zoIkjLh9+zYHRyc0btyk1e6imhbZzZvEeYHy8KQmlClJFNNttzlzagfXD+i226xvbRAnKXXbQJTr1OoWjW4PZ7FA1xQUoeDJs+tYukrgebg7Pp7jYNs2QRDgOQuGR4fUm0uYkkjN0IkDF1UQKIuMvqIj+Rm2XmOpbTNzAjZXV7l/5y739g4oRRVFbxAWKgsv5Ma9I6Sy4JxsYmkqliJyMnE4td2nu77F9SufVAG4ikYqKHhhSFM3uX79Os99/qsczxxu37zJ6uoqtVqNO/fusnpzhbXtdV773Ct8euUqX/nRH2H3YJev/9qv8cd++v/Chx++T7Mnc+GRJba2ttg6fY5Wb4n9kwn7d+9SxgtKf4Ssyhi6TCQUCJJEVgrMw4xcEpkFKQeziP1ZwJGTM45KwgQoEp4+Vef1Zy9y+cJptCzAG+/RUWC510LOYuI4pkhK3CJlHqfMUoGDicvucIaXHnD9/gTHT/DdkJJqmo6oEMYJZZ4wjQPKHF549glefOZxpMxDKTwaasHdz96niCQmwyNMyyaO4wpGuFiQJCl1q8ZwEmLKIGcgZaADz54WefWJM5xZbXMYmeQpqIqALAkkQYKfFSSlhtle5eon1zkeOoRRiZ9U+QSGLCCKCQ0JLp1apa2rLG30WF/u0mhl5EIAuYgqSEyOBnhznzSIyZBw45KD4ZiPPnX55MAB4Iuv77CxugFI9LprHBwNGE9nXHriCXaHY9ThCIKUNP131rHv2ZIBHlsxGC9CnDzHiTMKUa+mgcBmE/7A5x/h8c0WXQ0m4xNGU5/QHRM6U7Rmj9h1WV5ept/tUmYeg9EUTUww6w00QyNNU0azGZJWsrbURZzFOFHJZrfF0XBAES6IE1ipw/ZyB10oSPKQNC0I3AX37+xi6vDk44/RaTaRxILQF7HtFjd2h9waRrx76x3Orn3Cl16+zONnlonCAZYm0el1UU2dM+dXQZTI0wSikNHe3epn1AS6yw0KdP7IH/gif+QPNfjOG5/xT/6/7/HZrYCMPRKq9O7sbtXzygBFg1qzClfFgY1urWJ0+x8jyBK6rqMbBqqxi2VZKJqKZVfkxlKQUHUNWRbJ0phmzaq4P5qGqWsIZUkYhiRRSFmWHB7MWVldJ4h8jo6OsOoNoiQjL0tWlpaYHh0xPNrn7Xffpd5sVOydOGV39z6GZaLqJoPDQzTDxG7UMS2buVvp+xqWySPPPkcRx3hyyNZGjcnMxbQsRFHENE2uf/oRq/0+sbtgsHcPdzJifLzP8f4eqmBw7B5z4rqIsoLasqn1G0S5j2YK6KZCWcLJyU2Gx0eMJ/fZ2Vin01YJnAXzRUZciORKnYkvsDsOmAxHNDp9Rk5EJhks/Iibv/ttcqvH5edf4u79BzS6TbbOnOLWnet8eu06kqFx+vRFbt3dxQtTft8f/A/5x3/3b/O1r/wwf/Qn/hh3r1/D1GWuXvmMOI7Z373P3b1jluoGOMdko10CwwSrxsL1SIqSJBc5GLpMHI95UDCegvfQ9WSZAhcvnmKzb/EHP/8IZjpFLUa0DIVmvQlRwPTkhPFgTKu3jCJKuKnEkZtyEibcGwZcuz/iZOzjuGCKYFsihqYhCSAJJTwMaN5YafHS809SN+G9N77Dc5cvYmgi4dSl01nm/c/u4TkJtVpJkiSUgkiOUPVd8xhLfpj9QJWS/uQp+NzTF9js6DjDQ7Z3znEyOCSLCpJkjrcIcRKZRaZzMEv56N6QkV/9fU2EjinQrkv0TIVT6y0uXz5D3dSomV0UOaJcOIh4kCQkaUo5L0k9kfE8w81TToKQK3cWXD+s/O2vXpDQywg5Dej218iTgN27t9k/HIJpUpYCefFwUPnvw9Dn+QsbvPXBLZygxACivFJ4vXj5NH/pT/5RGskxdjojGu+RCCmZLpD7Cc5iSpIWiILGYjJFymMMDVRJeRjjX1KKGq3lZVZPX+LDT65RCAWnN9e4dvMBdaVg7eJpEnfEHgFtC8rUY3joIxQliiyS+BO6TYmlfpvN9VU8d06cBPiuR6/XQzcOMZsSg+Mx3/okYu/4LX7o1TO8+vwTCIaJczTFti3aksr+/h2Wul3arRqEMlZjiSQJufbZVZbWV5GFHMed8vwzj/Hk5ef5zd95n3/2828zTCtv9+KhyNdQq9CLwRDqBrQEOB75FW8HkOWMPTciYY4E/B7ozjSrK4UoQrOp0KjXKMscq2aQJAlCWaCqKqauo6oqtmVh2TZhECOtLTEcjHiwt8fyyjpW3WY8WXDzyse06zZ5lpLnOY47I0lSoigiimPSNEXXTY6OjjAsm7W1KhQjiiLa7S69Xo97H1xhZXUTQVFBlBjPHc5ffATN0ImiQ8gUGp119oZzDvZGrPfa6H2BcOqidPqozQ7Xb90iS1PSNCKMI0RZoNU0gJL33n8byzCRBZGyTDkenSDcBBGBza0dLj71EnEc8/HNIyaBwjzTKROZD64PmEUgzK5yOA356M4u//D/8zSlUDCZjdk5f5rBfMD+4RGPPnmZw5MBTz7zHG+/8TabGys88fTz/Py/+jrPPXaB9998g+1HL3JXUzjavYei6tiqSOLOGE6OGB8MEHUF2axzMvUJ0hI3Lbh/8tBFRfXCKlR9yjNbdS4/ssTFnR758BqKAXXDQkelSEXSOCFMwS9lolmEWuZM/JhrB8fcHzsczTwOJ1WgRg2wRDCEAikPEUswDIl+u0m3afODr7+KMzmGNMFQauw92MfUBCxTIQ5ilvpd+m2jSuh3HOx2NWOQRIEyTVhuqszGCTJwcR0+98wlHtlepQjnHA6PmEzrtHtdTF3m5t177B1P0DtrTKKCN9+/zjyuDgyaKqEbEi1bZr1ncqZv88jZNbo9i3bDQi5zvOmIKFygSQJFKuG5CUFmMJwn3DqMGIcRR27Ix3eqYnmqB1/70suM79/k0vYSZ85f4u33PqVuapw7tcPBaMwkSomilBJQte9Zbfx3rorpEy546YktjLsn3DmuMJFpAZYmsbm5TLw/oaZZWGULIU+QzBy7YzD04WDicvTgPvnKCorYZRz7qJpEs1MjywqsWo0sEigMlcbSOqZm8uDuHjsrfVqtDnGasb78RZ574gGz2QJViFFlhTIvcGZzgtmQ+SjnlWfXSAOHlm2SJhKKCJ7nIIkCnudTyjqpEnFrBke/fod//Z07vPrUJr/vSy+Rzz3E2ONsv4msA3lMbXMLcoFwNEQ3V7H0ZTTVJA7nRNGCmi3zw19+kseeOs0v/urv8CvfOkGi4gAFDwN2BSAOINFVFE1FlkSSOCSLU+pWFVIrlGBboEkCslRS5NVkuVikRMEMVYfjE+d/s3MKVG6f3/sSJbh1/WPMWpO8LJgNj6vvpxhkRcGJUFkq86yKVZNFEYqSJIoJwxBTMVhbXkYSBIw4wnc9pgcHePIeV70AvdZEkHWa3S6CZpDk8PZb7yOpCsPhkOVel6//y39Fzzbp2iYH4R554KCJMlGcczINaK+d4nDvAUZd5+7d2/y+H/saeRxy49pnyFnMbOSytLyGZjdISplAtJnMHGa7c7quyu3bt5mPh4zGUzwPRHmGE1fi7GQRUmgwOp7wz372f+HP/cW/yEcffUR3pc3zL7/Iz//8L/DdN97lxZc/x0arz/ap87z79hv8yNd+jH/6j/4eH77/Ef7cpaHrrHXaXL3yGaZpVgEqUQxZilNo+IuCxImZeDmH87TSOopQFNWmpwFrOrz6VJ0XnjhL28gJpldYWm4SxT7EGWZzDX+RcHfvhCSX8cU6jpNx7/onnMxdjqdw6FfPj0g1PDGAnQ5sbGjYtRatVpeV5TV01SAKQmJ3jqmqrC2v4CxGTAOX5s4GeZaRRwKba+t86Qe/wO985y3isGA8HFG3qo3Wn0dYavU9tjrw2rMXeezMFuH0GG8ypNWos3s8RTO6jAKH4TQhLi1uXt/lswcx0xSyomoTCGWOIuSsLzd44ekLPHmqT8OU0U2dKFxgKbC+1SQYy9y9dYjjgtJY5cqd+zyYh3x832HkVxbb8OHP/6XXz9IzUh596jwXL57h7oO7BJNjdDFj73jM2uZpgsGELK82rezfhxPm9voKiyhjqRWQijE+Mg8Oprzzzi3+6l//G7x2aYtHNtqcXlpm2e6hLiLmQYHQ0aivCbz91rucHB2RFRmCLIEssMgKBFmgLdeoCRpiLJKJOla9w8ZGiYyAIggUaYKlwsUzlV4xCAImoynz+Zw88Qlcj8iHKHTRVIlOu8ViOmFwPGc0GuA6HlunL3Lz7Ss4aTVFc1LwUphFEjfvD6jlU04t2dRkCTUW8OIMtRajN5bQ6n0uLK3iDI6Zzl0Mw0DVBRbeiDgTWWrb/Nn//Cf58tcG/IP/6Z/z5mcRNbk6YQYPZQ5hnpNFATXTwGrWEIsMiYR+y2Z9uctav0HdUiGPcGYjyGLqloYoFLh+RFiqCLJeKQ/EEvKCPM8r+mJZEqVJZbMTZeI0JUnzCpOrKoiyRCqApFQDstDzScIIWZDoWAaS0Ob86TOYikYcJlDmlKbF2V6XmlEjzgs+vH6da7dv8+H7N1BM0GoGqmmhmiayIjE6vIsmC7Qsg05Np6mJKGWBmIUkKIyDlFLWiPyIIsopE4/FcIQ3GzM5PsZQNaKkJMllMkzmCYz2Fly9vYssHGDJAo5TDTt+r5CYEogq9FoaRr2JbJqg6uzv3eH9d75Lu9Ph3v1bfOlLP8SXv/xlvvWtt7h//wHLK+usrK4TBglJXPDii6/y6dvfRFUURicDbFkhnE1InClpmjOc+gQpCKpGjkqQFWSSRqdjEkURoR8/NBLAhSX46uce5bGNJgQjanHOma0uUs3Ai3SmM4eDwxNG05DRIqKQDEZTn+PRlDDJsGyTU3VYCgNarSYbW+vYOpxfs1np1asgFlFlNFpU1NLhnCIKySWLKIl5EIW0GhaSIHJ4MKbbaVKqBQtvzuD4hMANaPVXaTabBGGCnOf0WyKDQcEzp2V+4MXLLFkK4WLKbDyu2kmFwIWzl/j05n0iFFR7jakz4mA+wUkrdMXvZXasdOCly6d46bEz7Kw0qNUkTF0lDCJsXUMpFuw/OGC46zGbCiySOq4b882rh9wcLVik4FNtPCLw5ZdrPHGmw5mlBsuaweJklzyOMFUJsSzo9TvMXJfBaFj1iwFF/veA6bO6tkU5mdPt5uRGyiwpmLsOziLjN9444J03Dri4AU9dWuX0zinsepdc1ElKnVIQuPDIE3z88YfsX7mKXrPpri6zUm8jCCrTQGCwmLOj1Mgzib3jEXKesd7vUEQxi9mYuMxRdA3DMKjbOraxAuvLHHcaSEKCpk6oWTpllpIlAWWRIZQFsijR6fX59t6AaVSgKSLNmsli5tGuw8bGBmkpcObSUzjjA96+totAQb3RYHm1gVwEuM6U7bUuyAqaYVGWJWWWo6sGiiYjyBp5HPPEhXP82f/0T/L0R9f4ua//NntjOLPepreyynw+5fj4CD/z6TVrdGpNAm9CVnj4QY7nRzx+8XG21/qMj3cZHR9iqKDIAm5ggt5DM1tYlomiVDKWLE8qGxsgKwqaZmDWLDRVr2xzYUJRQKnIjFwX3aohAIHnVygBSUFGIAtjJsMRZeQjpznOdIIiqiz1Ogh5ilQW/Oc//Ud5/7NPeeejj5nMF8SITNwFzmyMrsu4boYIHApVr81UHha0okowFwyDJBfJEx9VANsQ0HJQrSbWxct89933OT4ac2vvHnuTDCcXKJQm87RGXZZxgzE1QNeq01yrZWJYJlmZsba5QUrB0to6Zx95hChLkcuQftvi+s2b/Oav/hIvv/xFhFcVvv3m25w9c5Ezp9d46aVX+OijD3nt2Sf59I1vIhQle/cf0G+YhI5LnlS5obELuQqSIKGoKk1LoSvLiKKI74t4ckzkwnNPtHj9xSc4u9JGTByK3MK0VDS7xe7JCcgaU79k5ob4UYnRXabW6FMaE55/7fMUZYalq+hySZmF2KZCp2EiiylpPKZhW5wMZoiqijsKUYkoYheRktPb29y7d5+bN26ystRHpCRPQ15+5SVWVje589EVZLkKh3YcB3PhomgmQhYzHxQ8sgoXt9do6wqxM8cwZQxVQ6ZkMXeJMhVF1kmkOndHAd+6ss+hWyJVdnks4Nw6fO7ZU7zw9CVWuk3KPANVRTZshHlM6LuMnX2m4zGOqzNLbG4OAq4Px3w0jThJIUNBQUAmYUmEH33paR5Z0qgJKaqk8cHVT0klmzKv0Crt1gq3b97n6MStNlIRRPn7OyaXAXzfhyKj124gGRnFxGGl20SXJgReSZDAB/vwyf4RJkfYdag3DdrdNTrtJi1DZhokFKLOYh5wf3iN9sGY5fU1NrfWKUuYLkLKJII4omXq+GmBKIhYrRbKw+JQFAWSJCFrYjUcoU8Ue+ycPoVtW/hRSHgUUmQZiBIFFWc6K6EUIE8L3JlHDfjq517gteefZnKyRyIY7I5C7tzaI4oD+v0uTxQ1trfraHbrIURLosizKpm8FNE0gzQDZ+6h1WRO9g44tbHF5tYpsqzgX/3KNyCfE3oKimaQlgJRVJKmAppVp2aZmGJOt6ljyAVHhyOOd3fx52Pats7m8g6moTCeOYSljmEaNBuNKjAByPMUUQJJkli4PrIsYekKzWYDUZCJogouIekGp+wzpGWJt3Bw5gtUUaJuWKRhxGw04eDubbIoRkNiNjpBkxR6dYMkisnFkhtXPqBdM3nh8kXcKECr2aSCgBsFVbHWFZIkJFjMcaYjEs8ljyMi38fzoRBEsjAHueLF5EnJrbs3SKIARTPYPzjm5AT8IiMDJErydIaKjCZoWMBKR6TZbKObGqdOncJu1EmLjDPnTvOVr3yFueeSZCkLP+DK9evcT3y21jb5+X/980SLiFc//2U2V5cZHR/QsC2eeOwCd69dIc0yOr0ed668T+am2PoKtm0yHQWUJbSbYPVXCZMcVVVpt5tIIjiLGaksYXT7dNs2zz/zOOvdFoe7d1mMj+k2LNIi48b+DTY319EMg0ahI6oZSpgiazWshkWcBChSRpGECJGPWVNo1SUMOaNYHOJ6UxS9xEnm5HFGHIaUaYA7G0OZo6o6nucxmzuVSlqQyYsUP0w5HozR600kUaZm2iiSyswLcRYLNDUmDTxU4JHTG6w26whxgK0pOLMZcegjCALd/ipOkCEZNldvHvDOzWNmuUhMiZBD14RXH2vzyuOnePGxbZqWQhxHRGVBkogMwgX+YEYwG+AFYzJEnETh2smCD+6H3JoEeLpGpldMFF2VkeOE159ZY6uuUy8ikihlnpacjCekUoab13DCjFz2ORhM8YtqdiBJYvWifx+XDHC8vweyQqNmoyoKWSohYqCLdY7yBZOkuno2TZBrKm6Us7cXku/dQQPqZtV3a7VMvCAgCMAaLrh3f48bV1tcfvJRgtmCmqVjqgq1msbepNo9O60+mTtDKFJ0XUcURQLPq2yZlsXZRx5hcDxE0xTEUmQ+n5LEMUlSBZbe259xcAxNU6H0U3Tg8iZc6BvoqUdNUfn0+l2cUCKtb7H/4B5v/+4D3vr0Aa+/9CxPP3GGsq8yH5+Qxim9Zpd+p4cq62QpNGwF149JhAh/NmXkuLz64uO0Oyb/9Od+mSSYMPNtstgky0J2H8yZjWM6NYOd9SWWe8tIYokflYiZgiCpFILOxDFxPAE30NDrxkNheQFpTklOWebIgoggSfQ6LeI4Jo1D5pMxoigjijL1mk2tZqCvLpP7IcdhSFDmkOUIhYquybSbNufObJEnKWWW43tTPMdl7k5wHIc8z3ETl/7qUvUwGzJ2U0dQZbxEqib+po6itCiyJbJkC02WaNRsFAH8qGB36JEWIkKRELoLijxmtd9mcLRHmWdcerxHuz8izaAUJOJMxPVSojij3dbotTdpN5qYto2qGWxub6HrVaHYWG1SLI4Z3L7NzTu3Gc3mDMcOomHyk3/iP2G5pvOv/9k/YTYa8oUvf5WDkxH7e3eRpR1++Ie/zPDgAasbm8z9AK1uEOY522cvEqVXCcOIVqdJt62TJymqqtCoC1BkNPMStWHQaNpoiszh7evcv5qgaRqr65t0V1erzd2doqugyyKSrdNoKMwWLkESU5cjlKaMJbtAipBFaLlCTa5hSiKJlCNoKsP5kFwQ0cwWi3mVwj4YLjBqPWTV4sH+PpPZnG5/CVXTyNKSVqfJfD5lPJ2gaQZJklIUBQ27TpFm3N+9janA6y+usdq0sVURbzamu7ZCKMrU7C7HwzGCn7OIcm6f7PHxnSGTEGK1oAQsGV56aoc//EMvsFkv6ZolQhZSCiKIMmMvZj4LmOwdQ5ETlTYDN+D67iGfPAjZD8BHoUxSkESgCp0514EvvfQotTKmCDMk1WCRSaitVRbzjKEbM/Yz9o/32J/F/4bcICJSCP8eICospSTLQwgyFEGgo6TobQ1LaVBSoBgxMydhGoCTJJiqhGYqaJKELItMnIA4h6MgQAKaOlVTfR4Q+yc0TI3HH3sE227w4MEDkkKgv7REIYA3calJkIQhVlFQr9fRbRsBUFUVQRAYjKaIqo6hasw9jySIEWQNs95ke9Pg2uCItExJgBZwcWeJmiYSODNazR6LMCdIBbIyIcgVDqZwdwT3T97jt954j5/+8S+y3q+ztbOMqenkSYbrOsRhRJKklKJCmZU0DJPPrt9Dq3f4/MvPMxyc8O6nd5k5BaIoUwJeEhFPI/z5nPlkyu1bt6ipEudOb3Hp7A7N7iqRt+DO7gRZEjAsjaE3QlanFaJAgqJ4WDCVijvd67TJsupaLAoysqggyzKeUUOdTkjv3UVUZLKsIPFckiQh9hZYhompaNy9d5tuu02z0WDn3A5pnGCaJoHn4bk+siixGI4Js4Ras06n3aJu1+jrbWRdoRRAM3TSNGU2mZKmKVkBaVkSxBGrPRtVVfF9H3HJRtcruma9VacsS178XJPFbE6RxKiKAnlB4PmIJdi2/fBlEimR8aIYTSsJowXp4oRx4XBw8yMC1yP0Ao5u36PVX+Nkb8hv/oufJQ1ilCzk2qfv0Ok26SyvI+QWeRqi17u0e23avT6NbhdJLillnbXTZzmcTHD2DpEMgywJaddMDF2jSAMoc1bbNnbNRJZFut0ujuMQxzFmzabZaEBZkKYFqqxAEhIHEXmeYtYsbDFEEgJ6hoFkKyiigCxpREFBFkV4ToqfValBumGQJCJeFGOLOYPxghyD23cf0F0C3UwIokpC1mi1UKSSspBo1U2yNCLLEo6OJqiKTt1uMhhOcIIp7iymv93izOYGdSHG1iROBh4nh0fkpcD61hozv+Bo4nFnNOOTew6joBrGZAls9FV+/1d/gGcvbLDV05CDMXEQYKoqpDmz6RQ/KJBEjVgQiZDZG4Z8dHfA7aOcaQGBBGX5cEqTxrR1kEP48iunOLdlY0QxYZgRCCKjRUQi15mlC44XESMv4d7xnAgokckpkBBRvs/KdRng9FID3/eZOXO8OKQlq9h69bJZtVVun8zIBZcwCykF0DUTXRKIFg7TFBIJ9HqNIvZJ4hJVFSmynKW2wYvPPkWeJpzZ3kSzanz7O28y8SJS3UZUNfIw4kzfIkXCTTKKMMYwNAxVw49jxuMxjV6POI4pFQXNthFVA03T0GstTskKly5d4KNPP+G7b06wVGh2OtVE3jCRFZWaKrA42Wfv1h0cJ8aqQRbDfQ8eOHDzr/4WX3zW4vXXXmRzrU3Tkmg1FFpdiaIUiaOIO/f3yUUfVYhJPBc5Vzi7fpGPPz3GtiKCdEGWFNRMkUbdRBEgCQLGiwJXgpl7hc9uXaHbsOl3GrQadUxdR0x8FBmUWEBRZGRFRJIEJElAkESEAq7fvIVhGJi6gSrJKJKKKIrMxjOSPANZQpZlVFVDlh82nvIc2zCw6hZPPPUk/X4XQRCI/IDZbMZ0OiVLBOaRxyPbjzIZTcidOamXMR/M0DUDOSsZHp/Q6nVRJB0BGQEVUZDRjBaqqmKpLo0ipKbB7cEY2bAxLJuJE2DVlyhKsRKrU2JqNRqtHoYkoQhjAsdhPhyz1FeJIh9J0ZHTjDioqIVKtgA/wsxLLF2kq9oY2+usbp3FCVME2eLRC6vcGQ4Y+CHf/p1f4Us/8vspBGh7DWbTEf12C8Ou8ejlp7l97WNyRQOjhtbqoLkRsmWjSAWSZqDoGqgaklil1+uGiiiUOPMpjXoNvWWTJhFKPKNhFdRMAzEXUSKBxE/wYgcFHzXxIAmR3ZA0zxB1DdmwKOIKG5FIBlFSkGUlVlFittYJp1OcQMANSqaLObtHEWNvl3qjQxAlVX/SnbOy1EVVZPIiIgjnHF8bMnBz2is7UBTs7zsIAvR7Gv1mk9h1GXtjGutdVrp99vb2KCWNuDgkLhUWmcj1gcN9vxruSMDjF2x+/Pf/KC89/SjRYkgWOeRZSVGoxEnBYjpneDKq6AxGjVHoc/vY5crdObujHF+CwlQoyxySDFWQUHJoZXBpB5661EHXPMRSxvFKPCdmd+hyeLJgOI04nCUcLkKCTAJBIXtokkAUULXvr66oOmEaMqpqIZQRopCQURAmEUqZ0dLq9EwVui1kQWYyc3Fcl0SBmiHRtlWO/JSoLInjEgvYXF3BFjPUIuDUUpNWr0sYBtw7HnLn8ARl6nFzb0C72eTypdPcXxzStBTsRovAj/CDuOKeyBq6atFuNDg+OgABmpaB2tQo///M/dmvZemZ3on91rfmYc97n/nEiTEjIuckM5NDkVUUWVWSWkOr1WrBDcGwu9ENGDBs+M7/hu9143bLFizIhtVSS1apVCWKVSSLZDKZQ2TMw5mHPa95/D5frCDVbti3Ra2bAOKcE3Gw99rver/3fZ7fI3SKLMcwYd+yuf83vsff+/2ay9mULMuYnzyj7PSwHJv1ckWZtsfPvIBFCJECTJOeZ9DEGX/884TnL/6Yv/Ldfd5+Yw9D5JhaQ68bkJc5aZZzuVyh6R36nQ0e/PJTVpcZ//lf+9v8o3/xzyhyhZYBlSSZxcimTW4cdSHwdExDR9Yll1cRZycRhg5Kvc6HNkGY4NrgeRq+5+K6No5tYhga3SDAdSW6llFVFUK1T1qlFGVRsLezzXR2yXyxQimF47n0+1329/fZz7I2w8e1mV1etN2h1mB2PG7t77C1tcPZw1d4us140GEerVktZky2J1RIHn71hPH2msFkA9OwCcMYTRMYwsfsuZiYNFWCHXhoUsN3A3pBn9kiwVAWUVpw+/pd0jQlCdfEcY00QUoH2xYoWVPLirIs8W0Px7SIq6J1IfUH2KaFZ3tkSZumeP1aK+BXZYOuGbx4/CXX3n2H5z//Ba7dZbW84ujsnMvpBd/4+Fscn51i2xZvvPMOX3z5KyoEcVlh2A798Qg/cBn3usgsQhcGG6Mhjt6QJ2tEUbSz6E7bUFzNphgC+r0AmRpkZYKoKqQmqMqSoshbi7Gm4Ts+tuESJytAo1GwjiV5LXADn7BKuTifIeWCjmuxWK2J0vYkdLUuqAybQu+jdbaJ8ytkWXH8yWdc290gsDU0WTAZ9FksQ5Q95vJizuGrE4oCrl/z2d3cIAgCNF1QKI0nRxd0HYeLqODdr7/PdJ1wuYj56a9e8jJq9aVdD77+3g7/6d/4fW7sbFDOTxh2PNJaIBuXZbRiOV9QZCUSl9k65eXTpzyNcr54VTLLAN1DOQZlFgMSzwSnbLAArYLvvLNBz6wQVYxQGjqKulFkec3x2SWrQrDKGuZhgbIsdARNWaDRYKLj6b9dXVG79Kkq0DQ6owndySaHJ6fUYcb2eMyqkFzvejgqo2v0OFYNV+uUQkKcNfh9ge4aZElC19XRsoaBBUa64r3bewQyIg0lnd2bnLw8J9i+wWqx5urpS74KFebFC77+5i4nh2uG23uMtvY4uHmPs7NzhErp+zZaljMyDeo8otPp4HZswrRga9LH9T1mZydUacjB9pi39m5S5Wvm8zmvTh6Qag6LuOarJ8fMC4hfz2N9y6aqwVQG40kXUYZkDfzbHx5zfnzMm7dvYWoGtg33375HWpxz/61tzqczwvAK1xixPrtgejrn7/zet/nFF59ycXZC4Hn0u10sU0M1kqrIECjQFI7tomkaURSRZRlRVHD2Oi86p50DWyhsLUWq9DdCaZ3LNogtaGfeVQmOD6apkUWKvfEzHLvNrZ5sbHJxsSY7uuJ0kbB38w4vT8/YyPp0ggCVJURpRt0oZuuEwLQIPBgHBspw8PoGpRDMwznnyxXniwWPj8+4c/ceG6MxmhLoQnD26oSin3D3jdtovRFnaYQ2OuA8ijlZHuI4DtQVGz0f17HYCDwWhkEcJwjdAlOwikuU1kHmBePNXUzTJFuH1CLGNE0MS6coK9BsllWO2R9j2B6226A3iiiKma+uuG6Z/JUf/IB/9i//iBfPn/LO1z7m6PSCh48e8Made/zkx3/GxrDPzTv3EE3F4csnfOsbH/Pwy8/QJdx75wPqOGZx9BBbZlSzExyZ8va9e7x4dUhZdLGsgMJwOb+4oG50zs9mdByDru8x2piQKAPcPsKyUEoRximHyxJFB7k0GG9s8eLwkNlqRaMWbO3vsMpq4nCNL0yOjy+JS8E8h9oecBlZlFHF1cNfUcoKUwfbgIW84q0b+6TrCAzJYi1Z51NG4x2QOjd2LUb9AUpKXh4ece/2Da4SBZqg8nsEtzZ5smqYr0s+ffCSy6j1le+P4JsfHvBX//AHdF2LdHbOeNgjurwAITg6OefscsZ0GWEHAww74LOLIz59EnISQWNZSMukrGpIKlxdw1Cgvxbmm8D/4b98j6/d3WArkNh5zuLiiOUsorv3DmW0ptfxWOQhV4vXc0tZYpoVttYCj7tag9skv6VS2V6tDvP2HZbLZbvKHw6x3YDD4xOKsqQKI+7cuI3nrjmZh0xFiWOAY1ss4pJ1nOB0A6h1tLrBBjxTsLu9we3dDfb3N1kpg8ox6YxGGIsMOY9QpWIITDwHsy6QquH86ITDw0viWDIcbzDodbg4fo4+8GjyBFM1aLJCVRWWqaNXkuVySW/QRysTLBpsrSCwa9yhjq0NkFaXfqx4/PKU+DSnytvOTpUFOuA0NWfThnv78MFbB9TpinC65sFXJ3TdDSbjDn/yJ19hBQ2LLKZRBePRNkJKej2bXndM0DH5+M4++d6QpqlIw4iiyLBtHeG2PMmmqbAdD8uyKEedVhFgWtS6zfEqww4G6AKqIqdjm4wHfSwD8jhC1nW7oJHtgy3JC7I8J8kzYnuNoSTZuuB8DnF8QiUhz+Hs5Dll9o957/4d8nBNr+MCIAyHXn+E0izqNOHO/XvEiyvOZgsqXTDa3Ue4HiermKPzKWlWkVdPcKxDAtdjczzBs2zC+ZrFYoXuOTRKIusKTTWgGow4ZjVbIoSg3++3EQVeB9d1KWtFlK5Jy4YszTG0kqIMXy8vapTm4FoBvV4P07Y4PT1FOgFKNxDdgLEfYFkmZVkxONhntZ7i6Rt898P3+Dc//BHzyws+/tbvsr48Y9HtcPvaDrPpJbs72zx/9AVv3LzO7PyMrmNxfNjSgTaHPRbQfp9nopeC9WLK9b0dpnFFrVs4rovXa7CDAVKzMD0Tq9PhalXg+gOW4ZKvPnvAdLmmMxjS6Y4oypo0SbFOXyLrmvUyxzAk+zc83nv7a3iuwKLBtD3OVwX/9F/9iJ98ccFpATUR0tQpKloyVA7zZznr+Cnb/S6uD5rdI1/PWS3mdAKHwHUo0xDTcxj0AwzbIMwy0iyjMV36I4eiKji8vOJi0TYPH96Gb374Nu++eY/tjkuZx/QcgYPk+OqcVZRytVhT6y6GG3A6X/Hq5CmPni+IG0gUNIWi9QMpHAGeqeOoBr1szRtfv63z/ttvEhgFttFQpgl12bC/t0tp6qwvz5gva45eQliD60KSQVMrXK1F7h1sdrh+cO23UylfX23Mbl6iZJvBXBclrm0xGQ/QhEnQ6/Li5DnvfO2bfGdzj3/xb3/En/zkU/KmpGNrFEpQFTlCk5QFdExwLJO9/Qn9UZ8g8IizmlUUYZk6qqrI45Ayh7ubgs1Rn6YpsG2beRxydLnk5HLO/t4N3n/vHY6PTri5+wFXyxmWIXE1gzDNiWtJVkMYpWxtHFDFNVJXSEC3dHzDbed7tkNtSr71/i3eeEPndBrx5MkR80VD19O5cXOX0cTj2v6Y995+g8vTcz75yRfkkQBGzCObs4sr/L7Gz798iKbD3btXWIaLkB02NraIFmcMjRK9qxNFMbJcYsqKvudjWSaeZ5IkJbpeMOh62E4XKSWaYeJ4Nu/rA5IkwjR0NoZbeJZOHseousLbdlBNTRjlmKZP0OmQVzVp1s6TJRZFZZGXGi/PzrCDHlIIiqpkOrtgMh7iaLC8PGNxJnF9j6AzIkkrpGozy42OR9jYJEYHzbbJlMd6nvHo2RmfPygJupCVc3zbwTbDVmqlC0zdoNMNyIoUyzLwPYeO5+E6DqYu0DQdoeD5i2cEfof+cASaTpwWaLqB7fpYloFeSWRWkZdQy4pKNuR5SZKWOL7H+XxFLRuKqsSKYza3dvC7Pmg6/mBAdHJIcvyU3Y1tbg98qiqG5TnzdcTEUly7dp3ta9u8KCKWloGrSUzb4OQ8JJxd8tMf/Sl7W5uoZIZerLGkg6vr5MuEsdmh0h3iqiKuapZpRSJDZrMZnuMw6FQksyVu4FNpioVyOZcZT6drtHWFZjo8eXhBPIftHjQR3N2D9+7eZNPdZjRxeHz0KZPJNn3P4eCNgJXeYfVZxDyHsmoQr3OeaKBq4NUFdAKDy3XNuNdhd2eTk8OnVEmJ5Wt4HYPxqEMchzz41S+Yz+Hm7S7vvHWTxXLNp598zvOL9rP68UebfPTOPbbHPTqdDoYpKLKGcLVkPZ8TrVfM5yuyvEKzYD5f8fTZCc8OIaUtkR1Xo1CqTXlsWtRfXbbhfgIY6vDht77F9rWbXB4+wLUMskYnagy2J9v88rMnyKLmvTe2GW7kFFaXzet3eXl2yXC8AbKGusDRwLMtjn579bItmOt1Qr/fBVlTVSVhuKIuU1y/g+9o3D7YJlyc0aiG+zd20YTOl89e8eLVDGFLilxh6FAq8B1wXZvhcNhKhNKUPGuYLpdUtU2erEmjEFODO9f32N6aQLUiLVIAXNvh+XHIdPoZ3Y5LlWecnF7y8tlLJqM+wXCTtK5ZpyWa5WF3eghDB72V4GgmGIaNqhsaWdBkDYHhc+/6BM3skleCo+tjptM5w26PG7dvcP3WdbK6wPVsLo9PSdKSSvoopbNahKySmtzSWcYw2YK8hjiJGHV6XM6miKZuA8JVQ9VoBL0+w36PyXiM8Vo2VjclKIFumdS1JElTen6H6zf2GI5dTk9eoivJ9f09kBWPH1wwnZ1RmxbLxQJd1xgMBhQyYbUKyasSvxPguAN0JRn2h+hyiGa7VAoazSfQ2xlsUxWcnZwSRRHD0SbJoEYKC7c7YGNjiy+eviQIPMxgQF5UPHj8nMOjI46PjglsqCPIpQQzJZWwVCG6ameuna6GaZpoOliGiWUb2IaJZbSbfCEE1w5uEGcplxenRGnOdL4k6PTY2t1F13VUXrRdqWGgGwZFXZHnJWhX2J6HYZpIFNNZSFm3ZB/bdqmbhp5nU6ymxOGSF4+esDXeJC0kD372UzrDMS+VxChLvvGNb7D0XFzTYL1YsLe12SajFhW5TPnlg6+4tbtFxxvxch2zOe4T2B4X5wlBV2cVFeSNxmWU0YQ1JxchjlMSOCVnz55hmzqaZ5NoilmWcRVBWpdIrT2OxkC6bkXg393ZpjfoUhQZUkq6PQ1Zz6E0uX2ty2RzTJ7+lF88gLQN5UTSGgY01VoVr04WHOYLrk8EW30DrSy5tuMzHvawDEG36zLwYNwzieMEw7I4fPI5v/zVgvOodS2997UbfP3999kYBNR5SryaU2chTZGxXM6JwxVhGLOOE9KiZpWc8/nDgpPk1+MjcASEmcKhxqH9+54DvS50bANbSK5vjdnqu5wfP+PV44fI7R5alVBWOcvlkhs3bmB3N+hs7HFtVTArFY3VYR3HWKIFzBRpRBmHyOI/giN5FOcEfhfXtgkCH9OQXF5l0KS4FqA1FEnK/DxlGdd0DJv3bl1Hyyuena3pONC8nsXaVhuh6XoehlEj6wbV1GRpTC0VsiyhKdgYws2DHcaDDlWhyGc5TVVj6gLXhH7fI/A8dN/nxz/7GVG4JK8k0j6jUArDDxj2OpiyIspyqjTHMywcHZStYxitc0gIgTBtmmrF9LKlnd/f9nh7c5NBJ6A38mlkQ10q4izkxdOXfP7VFZoJbpATl1CojMUiAx223AHTVYOp2RzsX2MeF+imjRIKU2hg9LFNne7WFr3xhEZWLGdzhsMhUoPFYsF8tiSvNXqDG+y8/XU0PWN3OEaWJVLXEbJhcluntAYsZlcktiIIAupuj6ypiXSBcAyaTkDeKPLVEkdpkLQhbLWmY7oeVlMgSoNBJ0Db2WK+cMnyiunFJVK3cdKGJCuZzRckVYGTFqxXK169esVqPmMzCHj3xhjftamKAk2W6BrtPM0xce0WK3I+XVA1dStnymKiqqFp/sNN9vzpIUkGhguGqVHViu5wQFqkJEWGZhrUSmLbLp1OB0s3aBqJKSx8s8bVTHTdwNFdjMbCriy0WkFeURUastDoeAPmi1NMOyNOS6q84ObeNcpGspzO+PKLL9jb3mG6vceXsznPDo/ZPbjDJ18+w/L7pBmcpAI9gyxRDBrQtYjlfEZZHFIUJX63R9kIpBVwtgaRtRzP3a19BpM+SVHy/MljzmfgdMH0fdIkx3N8LCOkqduCsn37JtI1OUvnDJkwci0soVjLmn6T0XccfveNfT6+Y7N97Ra24xImKYZuUeUVD754SBJmnB1Oub23ia7W2EOd8bgPNGyMe1iWwXqVsDEccH5esFwtSNOGzT7cuwV379+l2+0j8xXpumA07COUydXlWWtPNHWypiaNVtRZQZ7WFCkYCrZsGG2D5dr4ns3uxMXQ6tfvX49+b0gQBHiWiSU0pmdHNOuXXK6ekl+dkOsjHL0h0CSr6TlW/zqV7vDpw+ek0sToTVCaZGvnGmlWsFyHmEriuj5ut8PJX2aF/J9d7ZY86JGkBat1wt7OhOFoQJGHoCr8js9f/OJTNnevMdi4xquTOUeXKxppsNFxaLYqpmlKmLaRsaoB29FBU+imQDcNSNv87SyKkHmKIeFgZ8LGsIOuKrKmxO90GQwKpi+OqEu4ebDHaDDAdV3Oz44wbZdVWvLoRz9mEWcc3LnNzTcUuqrYCjTqaEoRO2Q9G9X36AUmjtvB8xwWixV9zyLSClSZEVgS1zIYuzamlpLWHfRGI17nzFYx2euEqSiPWKclUocoLnFMMC5W5JFie9Tj2r7Bch1jOjWOY2F1fQxd0MiauGgw4gyamnmYYvoBVVWxTks6ow02PA+n2+diFRHFU1bhJUI2jAd9Ateh0h16W9cYbl/jJ3/+Y9aZIm5aIhKaTSfoUWgG8WrKyGk1kovFgkJpCMvCqVvN5Hq54PZ3focbB9eYL1d88dVjTqdrhG4zn874/OETdNemVhJT6JiGQFMag96QcbfL9nCIgUR4Fl3PQWgNWR7juiabkxG263O3bFBoKKWQskFKRa0kjZQ0aMzmS6qmplE6WVURxTlJkROup0znIZUGWQFN3drfAJqmBV84jkVdSyzTQUfgOB69Xg/Lcn7jDNNepysqYTA9nLFYh1iux8MnL5hsbmP7PZ49f8XG5g6/9wd/nc8ePeZsumCyY2EHPZ48fMhkY4Pz81OKUuL3Bpw8P2E5XWFpkKVtodudXKE7At1rsWl5LriaXbGz/yaN7xH0R1w3LPSTc6K4Qmg24/6Q+eUU13TI65xuB9Kq4tXlGYOOhrK2mHS2MVyTQVIzO14TRStGSmJ7Nn4VsTUJiISGbQscZ8C+fYdwGWN99BbvvHufJF8SxissU2c+n3NwsI9lWRwdvkTXdUZ9Dykl1/av0+l1iZKMs4tzptM5jmayuFxgqYKN8YhJv0NTGBRZgm/pvHf/Dn6nxzJKMO0OmVRktYbULDTDYnd7SLU+xBYtFcu2XRQGeVZQFDmyari9t8XpYYYhBO7ODkHgQFMy7HVJK5CWz6Q/4GRZoEkBmk5RlnRe63gNTGwh8XUNy9B/q1m7BoBp+7ieyWqWM13M2dACel0PVI1SDd/55gecnM8wZcGH797l2iLjp794AGnEwWhIkqWEBbgaGKKlpjdNBQikakjTtCXCLFbUeYZjwp0bB4wGAVre5jxbloXv+1Q5OAbc2NsD1SB0uH7zFmGU8PzVS16eZVzM4HTxjOfHVwwCm4/v7lFHV5RxhyLxqPKCuO8jZE1PmsyWMft7u2xt1uTxGlsHXZZYol1SeJbDKldtlOn5nESCbujMkpjLFRhGi5UKeoJKD9BdRWMMeXG+IpxNubnfpa5XlKToto2GpJApYb5E1hWqLNFyh3ixYDGdcXBwwCTokScLHn92QkrG5fwSW9ep9vfxLJNwNsOzbK7v7dLvDwjDkDyr2gKha0RhRlHVrKdLJjcOKBtFojSySqKphkoUrOPkN9HIZt2mTnY6HSZYNMKimEWkZcXlOiKrJIFjs7+5yag7wGhqNAF5VqOqnK5v4bsemqpYL69QjU416tMxNK7OLjB1HdO2sSwLw7bR9BYV12gw7HdwOx0UrUC7qBuyvCTNMzSlUYY1WZaTJBlJkZOXFVlVUzeSStP46S+OSYqYUoIkpOACQ4BuQt20QNu4gp7dIgWL4vXD+6fPuH0w5KOPPuLevXs8Pjqjv3fAjTc/4HgW8avnx2zt7nD+6DF3+pJLKlLbQImcvAq5s+sx8nR8vYY8Y2PstQBoxyRVPrUZ8OS44OzoIc9fKoJuj8l4m0Gvz3J6ShTGdN0etnIwtQZJzltv3UOikVY1d3YOML0uX33xBQPDwrZ9SC3MvKYnDQKhoWchIxnQt0sgQ2Yzhs2S9fyQweYuzVLn6OiMuCx47513SQScH73CNE1kWaKbJrf2r3F4eMjV6THhonUFLaZXhMslNjUDPyBdzsh0RSfwsCyXqzzEFpL7Nw+YzRc0lo7jm3gS4rwmKwvKoqBJBHWegaiREopSUlSQpCVNDYZhYbg+9vAauqaoq5zKdciiEMPoggEXVwv8gcC0dLRMoQtwhEEer6GuWSxmmKohlA0aNWx++7dVL1/nkv/8E779zY+w/YA8maMJwa07dzBEw9nJIYZlc+vmHRrN5JNPHzOdJ9y9sY/WwGePn+ABVgOOBz1fYzTug1aiNCiriiRJkHVDHidoTU3gGNy4tsPGsE+6LjE8h1cn5ywXC5oabl73efP+G7w6OiKJQqIw4WI6ZR1njLe6aG7Iq2M4W4UcjODd3TEyq8kdSZRLtKghq3PqKqOTVJiaSyktllFJuk4ZdX0c30UzfcqypjZLGqETZiVnVwUXEVhGQ1wLhNcukmzfJy5K5tOQjqdj2DUiCvECh3kUkayu0NHo9gI6vkc38NtilWatlXCyyXSd8IvPv+Srp6+4cesmvh9gOBbCFQR+H8vQOTu/Ig9jmiLH1gTHhydkcUK4DtF1nSAIkFVDmRQITcf2epwsMwzLZFHppEVDkSSYac46TukFHt3RhGi9JIxD3MCnq1ucX62YL+eUZYlh2diGwvfbLbZQiqbIsTybvueg1QJVJ5TxGssERwfTgCaLuIhXjLq9ln+q6SA0tKaikTUSgRRgWA6jYQ/LdsmLklrTSLKMuq4Z9oaspwkgaJRGoxRK01udbSPJ65qPv7ngxdExpxdXvDo55dmLjFwCFSQSsAwq2+GsSBEo7F8DLIHHhwueHv5r/vf/2wnulcc//X/+P/i7f/fv8ic//HfMpjN+5907fPvrBwxcA8uyiGqdzx4do+nwB9//PXpGzcRVlMtzPLNmuVwiHB89GGB2J+yNLR68OOJ8GbJYrLlchwSDTe7duU6WC9KwYDlfkcYJOnDj+i10Vti6xfZ4gzyr6Q73iVYhVW1SazaX0xknx8fcfeOAWzd3WF4eMRz7uJ6OENBxXKrM5M7tAYYrOJ8ZHB4fk91MsAyDqpI4pkWRZnzx4Ct0BEWa4bouqqrxHJe7N29TVRX9QQ9VVxR563CaXZwy7AWMOj51GpOGSxxTYOgOUjSsFyuU0tgcbVA3gCzxHJdGFtQVZFlGUkiKEizbx3F6XMwyTNMjTVLW65LBwGW1kMzyvAXmdHosFjPm0xUni5CtA4P+cIOnL16QRiE9z26Ht7IGWcHmb6FSvr4MgM++fAJC8dHX3iLo9ri4muM4GpujHsIwSaII23Z58fKEN27dQ+OMb3z7r3D5tYgPX7ziwcsX/J/+L39GnsC9jw8IwxXX71zDEyWnR8dUVU0UplRFSR4ndB2Tg2u7TEY2x/GUMq8xTLt9KjbwwbvvcHl2hGMInr16xXBjG3Nl0hsMKZcr8rztILo2fPzhXTynLU6NFDx+ekYYR9y6c4fRuM/PvnhCU6b8vb+9QzC+wTKsOJom7Goe450hcZJjWJLz80v+z//kX3M4bxFUsyUEvRFVXWEInTCWVGmGADRd8vT4GLTjFpjcCALPJ/B9zDxHNhHIGsswsGyDYX/Aw9kXpGnKorLJw4SX0TN6vT6ua+E6NaZo2gA0XWCohjrLWnlSmvDWvfsUuSTLElAmR8enVLKhyCucbgd/uMHL03PeuHeXq9MT6kayni+RZcPB3X1SNMxOhyYKuZhNibOKsgbbtRgOOsSzObbQEXlNMssQhkYgNEzDRcU1+9sbVHlBU4YYGhxsdNEtQVrEZGnOqigwLA80nVo2WJaNE/goFFmW07VdLi8v8Xwf1w8wNIFtaBiaIMzWJI6gVg1FUREEXbY2tsmynPxqie94bDSKUa/P/njGuzffIH4/4eT4jMPDYz67zFlIm0IKsDsEliCNlhi00GcUjDrw4NOfMu5ZjCYTHj34Bf/V/+rv89/99/+IybhPHQTUVUHZ6BydTolycF3B5w8e8fbNHYaWhamDLDImPRfDNFB2hUbCd+7s8vG1XR4+e8WjV8ccryOm6wvCPEb3xpgdg/QqwfIMtoKAxXzKptPQsUycRKFbGlWnzyLKSNYxp7M5JQ2JCZGqWNcp3bGP0dHJqhTXMVF6w2A7IJVrAsNnvLnBzdKkrAFhvVZCdFiuU3b2biCVBcJGFw6u0+Hi4gIpJVtbW8zOrzANRce3kY3Ed0zqsqBRDR3fpalaBYshDOpGMux4xHlFtLiikW1OeFHkuL5HIzUkBkJ3SbOIy/mcwVCg6TZZmOE4Lrpr8dWzo7ZY9w0sUdEJBkRRyPnFMWFcooRJXZRYWs0qWTMPS3qehdPx8Bzr/381+0u4DID/5X/1D3j58jk/+slPuXWwy/7OiOk0RJMNqpHMlxFC91pAbd1gGTqzq3OQOgf7W5iOwf/xvxH8mx/+iKYuMHWYLWeMXIP5ck1WNCyXa6q8nWXeuX0bTSrW4ZIoWrPKJBKYL5Z4HmxvjBC6SZLlXNvZ4uRqjh94BMMhaVlQl+DrsLUBrmlgmyZCc0krxSxqePAk49HZ59y4dYDvddnbOSA3hkTJks0b7xDOLqlMwZPTJXffeZdPHj3jp58/ZhbDsn4NB9ZN5usVry3/GChczURDkaWSitehTHlLSdKWEQYRugaG1s7ibL118RTpBaZJe3O9LvamyDCsBYaAcc/A0GosoWMbOq7QEEqiqgpVQla/pCpLsqzEPw+ZzzO8joGUkjqNKOYl6yJn/uhlO9fTGpK8Jo+gu7FFVJQ0WUxa1xzcusGT50cs0pCLiwsy9XrzWjXkZYMoS5QBwrGoHJNaSV4eHWLqEsvUEIViFUcIQ8P4NcRYsynzhkrWNFKiVxq20hGmiVQCKQyU1CjKBilylFIUZU5V10hhEFUNjt/Btm3E62gF3/eRI0EUJXQ6Hcqy/g0U2bIsbt++zfXrN5mczfjv/+xz8HuQRsRFwdbAJV+25PI72/CND99l0A+wmxWrszkOMR9/41t86/17zM7PWOeKMteYZRqxcilEzSqsCT9/yaMnL/lb332HmxsBk26bVVWU7SnJtg1oMg56A7o3t9kdeDw+u+JXh6ccr2LWSUyca3iWCWXNqDvERlGnKbgeA8enJOfl1QWLKiGvUqZJiKglwvdYFyWfPX7CO/duYNoBQjPJMklRlGiag9Adrq5W1Ewoao1Xr87Y3NlmGUZ0Bxtohk/ZFCjdRtd9lmHKdB5yfn7O7u4ustFJswbf0zm/mpInMZ3AZ3tjE6FDGkeUtSTJYoRo38e6Uci6xtA0LMdGN0wiTaMqJVlRItExTYFp2tiGIA4TSpmwXMUIYWDaFo0SmG4Ahk1RN5wuIg5nKy7DgkZYmMrgZLFmMV+xnM4xNEXR8xCmg7D/I+Bh3n/vPXZu7PHzP9eZracYJmwMOgghWC+uCDyX84s5p6fnSM1BtwMuLs+oGx3H89mb9BDaNe6/+d/y//oX/5wnTx9x7a98l2fPH2K6NsUqIklSiqLBNG3efvvtFv6QLlEaxFlBJQWzWcK1nR7bGxPCMCRLa/a2tyiqhkWctV1VEhOvoevD3YNtbh/scn08ZnY1ZXG1BmeIMSh4cRHz6PwQ24KDXRfhDnjn9j6WMOhuBxhaw+zykqNZzsPDJT/8+ROWWVvMdFOjbCp0YNjVMaSkThW1rFG0nlsB1BpkdRtZUVeQv/6irgDZBk7RAux/8+evf76WIF8Xz/O0xtRg0LEY9bp0DAsDhWwKpChJIoGmBGUlkPOG5RLsvCZNYU3BaFhTaornV5d0OxoCRZ23sQd7N+/gBSZhWVJUDY7SmC7mNFLHDXx0LF5ezZGAJaAwoXbAsA3WmJjKJI6i1u+uCxpaKo4wNBxfx3Ek6/klAh3bdXADH0NpVGlMUTU0SrIvvNczbYUwdJRqiUymbuBaLlmYIe0CgIs058x1uXbzJrbXJU0y9q7fIqtqpklKqEvyuqFuFGles6JAo0Jlc3xboOVQLjM6wPtvwBvXtri73RLB5SwDNEqjwG/e4oNbm/yPTx9xlenMQ8XFqmCe2US6SaqXTOM1eqTwHlySGLf5cOuAweQG1GU7BzcNzLqgriJ6XoNuBTQyJU48LBVzsWo4TxVl0VJ4tz0TT6sZDwJ6fRev55OsQzQ9p8hnIHT2r20Rzde8vJrimSb337hHHOeE6zmjXsDu3jbr+ZSTkzM2J12czojjiwVnsxV37txhnWbMFzGWv+Dxi5NWdeAPOL5YUGYF+7t7pIXCdLrklcZgvM10dsLe7nU83yUJ18zihLos8F2b0XjEer0GYSBU+8Aq6oqsKEBU6KaJIQSGgI7rsw4TTs9ekdeg6TaN1BCahVE3CLMhW0dcXFyQV2X7u3kOs7zLk/OE0zkYro4rJFkRMpuuyGLFqGcwryoOwxm6uOKN3R/8JZbI/+/LAFimMdv713j/44/403/7/2YR5Vy7do28KshKjU63Q5XFxFnN2fmU8ZbJ1XxJo3Q8z6MXOzRVzdbmJn/rr/8hf/bjH/Gzn/+U7WGfIskoa4kwHJTM6Hb6DEcTHN9jNW3DphpNMFuuSDO4efMmplCoMkXUJYYm2dkccXj6OasoJY9DHAHjXhuYdm17wrv33+KXn33FJ0/POJwuiaVFIgRrKdFymD3PaNSfcfv2f00dp7x56xpJOCcYbvHiZMGjl0tentcUspXMxFWbzXPnmuBv/tXf5dp4xPGzI776/CXPnk2ZN20eCQoaDdJGo6HVVQkNDMvAtnQsw0DTFEWW0zSSum4LpWjhPCjVyrGUbEnxUphg2FieT8d1cXQwUHQ9D4FC13XqumQ2m5FkKfP5nGxecrpoaHhNxtYUSkJTwMY+5HnO8aoFCFuOS5oXaJhYlo1lFzx6cck0glKAqbU3hFBgaimOkWKZoOp2g61Um0nk++D6BrpVYGrg0WAIjU6nQ68yMUyIs5Q8K1Ga5GT1lKouaaoSoUt0XeDaJp1Oh37QQcslQoVohkmSplRKUEiDwWSDy+WS82VCnGU8ffmK+TpknaRczucsFhFn85bgraQiUO3r4AIf3YQ//PZ79Bydji1bCo8qMb0OVRrz4z/9NyzWKS+ePGaZOVwtCi5mS9ZpSSNMTMfF7Q0wqDldZHz+9AzPD/ja/RuM+zp1toamwHNNDEOgK51ACXbVAMuxebMQXM0Snr+65OmzOUpB0OQkszO2b7/PxmaHxlIoXXL86jG9wYBGKR6+fMbsLMG1bVynz+wqQzYFSlZY5oQ07XByesbhUYZl2PSdgCevHvHq/Jy3v/4N/uiH/5zJ5hbh00M+//Ip3/zmRzw9POfo7Ipe0MHwuphehNRt5lFM1tTk2FSGzypXHJ8vydIE33UIq4qT5SmaVBi2ha7rlHVDkkuqSoEAXSnSvEBpYBo2y6jm8HJFowSO65OmJUVeolsmpm2RxBlnlxFJAr1+QTAOyJKMw0XC+RKKeQb6MWXdKiU0YDWt0QGdNl/pjb/kIvk/vQyA4faYy9WcxjDwekMCw6TB5uWLQ3zbYhXV+E6PydYBtWzIipJ1ktIfDhkOu2hZRjy7JJtMeOftN5FazSc//xmHJ8eoSiMtdIpSUkvY29ylasC0bJKiJEkzikbn1fEpug4725uEqyVFEqI1ingxIy7bCOAqz9GpmfTh5p7H9shHp+Lhs0dcrFfEUrLIG86inEWpKADf1Gmqhl+9iPn5r77gzv6IF8eKaDnFNS0Oz1d88fgS3Z6gjBClajQatgbwX/yN9/n971zHlTX3+lu80XP5if2cP/385DedIgaUjd4G72gKKTQSTaeUClEqdE0hdIe8KahV07amrzvQtmpKAsCSUKxCpqsQrQud7Qmb25uMB13CxQzV1PR6HZyOxabjMV/m7AYd9sYlL+YRF6v2Biuz1+l+wA+++012Nza4PIoJ4xTfc5ldLdANm0WYoekuSQELoMRrC7mUaJpE0xSa1KBs5UY1NVXToBoNs7ExUgupFGadEtRN20VTYDED0T4YdA0cp7W5KdkqKCyzXRjZBviehed5NE0rC+r2Bti2TVY0HEYZuvGE+XJFGKesViEnZxWaaF0vyesPk0vbpTsCtALGGvyn39/lg7vX6JqSYccmDdcMej6LqIXVSk3jlz//nOkqJpyv0BqbTlUyETmWhEQWaHGB5YLt2mhNw/nZCZ+TYdUxb+0PGVgNFgWN1NA7LrVhYmiCgW3iuj6q1tl0Mro17NsOaVaRVgmLecSgbzHY7LAs1zRmzd39PZq8ZLaM2OtO6GtD0FyqXDGNCpIkYXNzg1VkcfHpIc+enuI4Hda5x+NfvuAqzDCDLp89fsLz04jh3nXCNKexbWrL5dGrY4QwGHpdPnv0jLOTI+7fe4Myzzl/+gyv2+V03eY/rRZzhIDAd1seq2i7StO2MAyDupLEWUqWtTyCRjdIlcF8HaOUhtAMwKbX6xE1cHw1I88r6ppWvVC3wJkSOL0EYx5z5z2f/mQTaRVczNdEmQJdQ2iK5vWIzNBbQr5j/UfAw/z80VesFksGnYDOYETHMNsgd2VRSZPFIqUMoCgBw6JWOkG3y2Rzg17HYx0t2d+aYJuCxw+/5ObNm9y4ccA/+Uf/iMvVjFXYcHZVUBt9Nje3XufROATdDmWZE00XXFwl7I8NXNclTVZoSDRZkUVrFusU3zaoaoMiaj8cN/c22B31ELLg088fcxU3rIuK0jCIpUaGhUSyrioC0Rakzx98yc7kQ549u2R3MuD8/JjPv3jB8eWM3s5bxJXOMpziCPgHf+93+Tt/+C5mOWXx4hlyUdGTNntdk30fjpL21SsqsKiR1BiirYeGApo2wkFKsPT2eN7QFg1htH9fK4mp2pxog/ZndUALoXamVHZCrXoMdEFexvR0iW+6uF2XnU6A5UyIG0HvxZzDqzVRFLGYNqQNBBps9XvMT08poojD5y/QdZ3T8ykNNo+er3ACC9m87tBUhaoaGlp4rG7qaIaGVBqZUuiWg+kYVHVDUSqKWiJMC8MZkOdLRNP22KV4XbgBFFg51K3mH8+Ejtu+BqoBZiVCL9H11vtu2ymeD1UFaQp5CWUJ/UH79ZRWumYarcvE9w2UalhFCk3CjSH8wXfu8d3379M1JWQrPF2AaeB6HS5nCU+Pz/FH+6zjhnkEUvPougYbHY9bWxpRmnA5D5muWi9zkhWUtF31xTzi6asTBhaMrw9xhCCJV2SaRPdcep0AW5iURURVVdiWZNR30ZUkSXMWUYWUEAQGHc9gubiAqsDSdJ6+OCGMKq7feJvjszV/8bMvubiqOLi1g265RNOIByczqqoijlIcBy6KFxydvGJ8bcTvfO87nJ2d8ft/83tousXq8Jjx3j5RUZE0imixQLddzk6OmF2uyaoSJSXTZYwerChqRZGn6LqGbVpUdYFrmmxsbJCm7QwTRPv/xzFxIslzKBQUApKiPTm5LgSeQ95AIyvSqiLotgvdqiqRdYmmte+nUhD0oI4vCVwf4ShKS6FSkKoNzKp5HRHcgExB1fIvrTj+/7oMgH/yT//vbG1sMu6NsHWDXJhoyuDajTvMLq6YzS+ZLkOqqmBje0TeVNieTdHUpHlKFC753e//gH/7539B43rUdUlZlvz9v//3+eN/80NeHs351aMXdDcFluNR1hVXszmm3ZLG4zRHN2B//wClFLZtYjkG5+fnWI5BXWUIKcmTNXUBmxuwtzHGEhVJnGN7NufHJ7w4W3K8yJhHtLw034M8pmwaxj4sllOQFRvjHv2Oy5MHJzx/PqVWIEWM5YJXmXQ9k//iP/k7XBukPP3lV4yFw2UcoYU5flOyOzAJtkwSH07PUm73wW7aD7Lvw7DbxfMcTA2kqtnZ2aGuazRNa6HIutkGnCHQDRuEC0ogVI3WlJiywdbBtwSOoRE4FmkSMeh1EAKGkyGaBpbjcLbIKRvBtz/6BpqmMRqNCNdzLs6O2Rv2WE+vMFTN3vY23U6Pg73bNIbPYHJMLg2ulyXTyxNAklcl6zQlLSBvGtK8TchsF1xtCtWvd5Qm4AkT0/A5qRt0owWLNCjqqu0Ya1mRKUm7OwVdaFjCRgqFUiW6ptB08F0bWy/Ic4jbcRl50WorAWrNoLfVwypKqkZRNTWqlmSGSbJK6DuwPYC/9YPf4xvv3SWfn7OOI7Z6PnWR0elvEcYFcWlwPE0xy4ijecnxLKXKMt7ZG+A5gn6vy96kz9awx8l0xekiYZpK1ik0JYhYol/E+OY5FiU3RxaOaWAKhzqH3Gjae7fbQfcUdBXDrk9ydEF9lTLwu/gDncuTl5gyJk0XyKpmOV/TGWyhLMWL8xWfPzoiMztow4qLCjzf4Wo55Wq+oNt3Ea5gsZjDck5dwVY/oNE1tg8OOLh+kz/7yU9IqgIhDF6cnTKfLnj5LCbo97C7AfuBR7hcsF4VLEMIbMEiyljOQdcV21sC1+0zT2Iunp3ieQ4AuibQdAG6h9kFPZA4KFZhRhCAroNlCDwHZB1iKclo22Fnc4PxZIRrW5i6wnFtpKyxbZO9nQ08GwxNUDY6YdYQJiV1DSgNocFqesFqMeXi4ozFLP3Lq47/s+sf/sN/2BbMweYOmmXwqwefsdXrI6qGJ1XNu2+8ydMnTxC0ZHXbtdEtj+OTl2hCYugawfaIW7du8NXnnyC0ms3JgNMXT1itVnzj6x/yv/4H/yX/4l/+kB/+8AWBWaPyFfFC8TA+ZbOrcT5doKmG8cBjb3sLKSWdTg9bh+OTc7qOR1PPWCwWLGY5nQ7cu3+LwWSL6WLK1WrF0TLj+PSMstQYdgNWaUzeVOh1RiMbdGCdwKMETs6vePfN7/LJX/w5f/HLU86mIPownc9Q0sBzDfqe4MbeNqujX5AvEgJbx2gUni4IHMX20OGd+7e5+fE7mHrN17Y3UPGKpshxbJNex8WzLOqyeP3U1inL8rUzxQRNR6Fhmja62yXXWqBsnsQk4YI0bP8tA4ku+M1DRDdN8iJF01propQV84sjRq7Gm7e2mC5D3nn7DdK84uVwgKwr/A6kqwV7ezcRwmAZJZTS5p13P6AxPEyjxmOBb1VoukmpGspGUjQN6yQlilNqBNOrJefnV6yWMWUhqYqKOKpYxytcQJMp5Bm1VCjaJ7GjC5SU6AAKhFSoukBYOo5t4XsOgWOTx1HLQrUzqkZh+wGaEZHMylaALkTr7ila77FUNZOej+d5zJuELQ/+s7/2Pe7fukE4P0crM3ShMVvH2I7JyfmMxy+OSKRJVGuotGAWJYRZiS4bzs+mqACoCvrDAV2/w47uovwcM6mRy4jLZcTZIme9ypmeL3j58iXf/WCfb773Jq7pspxespxN6fQ7+J0A03axNEWet/frF2WKjsZylvHzH/+KxY0NRoMOQjeZhYp8ueb5q0vm65xXJw1ez0bqNraiJYL1BjiqIZUVmpI0dguqFzps72zy73/4p3zrO7/HZ19+yedfPca0feq65OrqiuW8VT7cf+ddbB22xmOmVxc8ffyQn/78JVEU8f77H+K4Ni9evKBIEwajIZ1r11CNpKzyNsa5aVBKoWkamvYfnF0H+5tIVZPGMZ7nsbu5gWwqsiTEdx3euH0dxzaoyhzb0dne2ECqmjxP6dqS7aFDFkfkCvo9lybwqSqFaZp0XZ9syyNPJ6TJPnVd8n8LfzsF8/vf/35bML//N/82ZRrx8UcfoBcZ5eKK2fkZl7Pn9IYWjTJ4+eoEiYZmm3heQDifMj8+4WAYUJoSzdQwtJLp8VOKvGLc7RHICqNO+Tt/8DsEts6Pf/E5TXKC3m9QQufRixnJOubV01fc2h9zsLNB4NikRcXpfIrf2+DRi2MkOmlSUDdQSggLOAslZ1cFWa1zeDYj8HzCJMGqYtyq7YR6Vsm6aI+DPReKDMbX3uSHn77kT/7dZ5wcgd2BvLDp+CM6HZsXj57wne9/hyJesJjOuXHzHq8efE4ldEq9wLBr7t/dQQsMwpeveOPuLebTOR1T4Hk+plDkUUJSzdHKEiUrVvMFs9mMQX+M1NqucrmOuP3GXcZOj5PTY6IspSlyFrMpjmXQ7/e5uJoxW6zZO7iJv7HDVy8P2dnZ4qqwCC9mbG+M0EyX3aFiffqQ4fgavmdxuUrB7ZPGKZvX9qnGIVkcIZRka28LZbqskoJV1qBEhedW+FYKmt5Kp0ybotQZ92z84AZ5XiLfACU1VANVWlLmOaZuYAU+Xz4/JGskeVYyX605Pjnj9GJFlkssC8oaorg9aqtKYdg1llNjUCClRsdvMWSm1yVJc7Iqx3JMhsOa1UoSLUvq/pr7N66z9k2ysJ1xJ2drfud2j+99fJ/dDQeVnmJRU6mMqFS4rstVmHA+X1IFXdbrhLUsOHxyRFyCFcDQMbne7xIIjeUq5NX5nN5kE6fXp5KSNI0xRE3gtvZNzYDUgFcFhA+O+cXLU/7z777PwJYMBwPSNGEehfT8HkIYbAVd1ouQ2ztbKKlzfWuHxc6S4+Njzs5P0Syfi6Tm6dGa4ylsjKC/1yNOC/xugN8JWrgMkqEbcH5xSuC5WEIniRq+9ztvUa2XXNuYcHV2wXSVYtpdlLC4WE65mpcUaQuM+Wf/7H/gf/e/+W9wLQPHMnj33Xc5Pj2nxGJ5/oLvfOc7pPMzYr0kWVwy7jiYpkYqG0zHotvtUtc1aZoyHo8ZDAas12tGwwnXr1/n1eELrl/bZzQe8uTRQ8bDLp7rEHQcyjxBqQrHbmHadV1ieza6qphFEYFj0/Ec6kojzxosoaHXijyMUWWJKwyCwEdhw2+pYN66dastmJPxJmXm4ckeA0fgygPC+ZTZbEGSFnidMQf318RRhkBSpwnd/gDPs4iSjLRKKYqMpm7Y2dzCdz2qvGJ6fsHTx8/w/B7f/OA+d+9c59//+Kc8ffWsTYu0bTRNY9ARTIYdDF0jjmOaqiYtFK5r0B2MOT2/QjNMNL1GN2GdVpzNQ5a54moZ8r0//Jt0Oh1Ozy6Ik4x1kqGbNn7QOlBMuw3U+uzTX/Li5IpXz5+zzDVyTbFagT92SNII1awJAvhrf+13mexMyK+GRBdHuF4XWTTUTUoYLaCs2Ap6BG4PT1mk4RrN0aC2cQ2BaApUVaJVrfWy1+mhGo04yRhvbHMxW2P7fS5nEUpf4OqKosmp6gzfkHi2hmdqOKbAtk0up1f0lYbpuAjDRNdNAr+LjoZrmpyeH7J17Sauq3N8fMyXj4/Q7A6doI9m+SwupnS8Dr5t0ShFmuXUsiWzW0LhWQ5d36SRkBcNVdEgS4XSTKgF63mIUhq6MLH0NnfIsgRCU+gy5w+++SZxkpAWJZrQUeJjyqqhrBpqpZgvFi31Zr0mz3PKIiPP83bYqQuStECSk1c1kgxd11r2pSGRelto48s52obLm7tDzB2PIo0RsuK9t+8yDmwsFHGRoxsmBTqrKGIWlYRJTpTDdB1ydrngYl5RytZWab7u3jFMlK5h90aMhyam32GdFUxnEeswYp0olNZSeLo9F8ex0KgpK8V8lfFnP3vIhi+4ceNGi7hzPKrGoE5LmjLCd108x0FJjbKRoEmqpkIYOrOoZBnmDCcD3G6F5TgkaU7TlASuwWgQ/Gack6wWBKaD0SjyouHurV1uXr+FpeXkZYndHYGXEJ9cMVunxElBLSGpoaPB82N4/vgxB/vbfPHZr7h37x5/9Q9+wNV8TXc45J/+0/+Bg4NttidD1us1VR5heh5v37+LUgrf918rNWp6vR6e57Feh+zs7vLRRx9xcXGL+WxKXZdsb04YDLvoGvS7HnXjIZuCpqmoyhwpwTEdHCfAsodYtoGqBXVYYKCwTRdLa/OfaGrW8ylFXuF6/m+nWr6+DIA3dm9gihpX1KhkzeLiiLpS+F6X/iggzCq6Qx1ppiAbNm4csDXqYqqKJFySZOlrGG1GrkwMaRDnGWUWs1gsaLii0TR6gyF3bhyg64JlFLEMF+TRgjCU6KaNJgyUaNAsgTBKoiQlK0pm8znrOCMpoDNyyauKy+kUYZisw5it7X0mGxsMRpsYts3XPvgQy3ExDINGaQgh+PM//3Ncy8DSDS7PT7h2/YDxOMHwPB69PCdMC+IUqhg8X+fs8CnL1YwiSfBsh0TqWJqFhYdqHAbumMnwgMB0sP0MWYUkYUitt2J6moY4jEiiiP29A1IZMc8kZA2rUsPUBXVWEBZnUK7QZU4/cDGMiiZNKZuUjoDJ/oh1WmHbDcrSqeIryqSh41roiaSrlwR371KbActVxLqMSZIUz/QJw5D59IomSxCjLlpjk+QZeaXQbAelIC9ylmWNP+5gWDYyr5BNK9MpEayVwWTv7d8ctXVdB01SliVVVdHUGZIGQYGhlQhhopsC+zX4tq5r9t661X7va4SRhkSplu5k62CjqIqMRRgxW4Wt6L5WLFcR8+WKzz47p8xBW5+g2TmaUIwcg43RiJ1hlyisWK4qwiinN/TbDXMlyStFVQqqomYxXXJ5VpCUYFg6puUghINE0jgBF+s5F5dLoqxdNERZGwjmadC3W4q6g4mXG7iNjqY0VFMjhMWDZcZzBy7jJRuTIRtDh8lQINDpCx2Bga5LGlVQyAzDk+wf9Blv2CyiAuEuqTSX2WxGWVXYHgSWg2+UhLOTlvsZdBBaQ9DxWK5W1AruvfM+t998n7LKePriOdNlyenFiuenUy7OL7lalBi0p61JF966M2J+foxWxNy5fo0my3H7Dv1eh9/73u+RFxlKKbrdLn/0R39EnueYhsXR8Qll2Qbn9Xo9bNumkYp1GJFmCReXx7x8+RV5nlOXJf1+F9MQhMsL+v0uV+clStboKHRDQ9cEQoAyLZoaLsMKy/eRjSJel+iYdAMLoXSSKObw5QvOjo5IoiVBx4Otrd9WvXwN32gUXdtD6JIqjojCnDipsF2f3mADaRUMd7ts1g3L2ZQ6T5gmMVWyZj674vrBbSaDAVkUk0cR4WJNmWQ4loETdBmPhiwWC5bLJd3+gDduHfD0+XPOjl8xu1i3vD+lsQzbxEOhYBWGXF1dEac5mmlRtXlKdHsDagQXV1NsP2A6W/HzX37Gm2++yf7+Po5rkaYpT54+QpMaURrR8Tqs51d888MP6PV67O5tA/DJp5/x6viYN9+5w9nFKWW+Zq1J0NrhvWma9Dc3ic4vSZMcJXV6nSFZLSjzmmgZU2Uhrj7H1jNMvY0JM2oQSjH0bAa+g2Vq0DRMRgOyImdra4NVnNIZDGiKFGoQvybv6DpVnhOHIaUEy/FAluTREtvxWE3PsAV0N4eESUTZKGrfIi8EjRFQS4iiiLPLBZ7XpeN7VGnEtM5ZGwKlGnTbQweyLKdar+h3BFopydKEKIrBNLGDANuy0WwTx9ZaNB8KSUGDQlgVht6gS9BMg/5ohBLtrDaMWt2kVBq6abTz4aZubzhTYBk6uq7TSEUla7Q8whaSjcBg3B1ju10sr4MUBmXV0PwvFGEYopqa9WrB4uoK37XpBA5huMZ0BuhKR6UFZSOpZUOSpsR5xTpMeHp0wtlFzbxstaaBq2NaBrpl4ViCsKyohEHt2DRN0UpfBOgSDN9H6BayaShrSZNL6qrGMgSGboJwSLC5WsXMijn28ynDjs3e9pDJwONgd0J9dEK/57Ax6tANHAxdIVWF7kgM12Zz5xZX04inomqtpbZNraCqFZfTOUmeEq9SZJVRNu3scO/gGsONTVZ5xcOnr/iLX/yK6WJNlldESUaeVmiAJ2DTh60hfPzumywuTzl99ZyDb3+Tsqz57JNP6EwmnJ0c8Vf/4Pd5+PAhRVHw8Ycf8cUXX3B6csz169dp6oqyyKlqF9MwiJMIgUATNUHHJI6mGEJHyQqhLEzdYTGbIusEHY26rEBKrNeBfSjFZZ6TVAWFLnAHfTR0kihDaAae45OEKWcnpywWC/K0bdZ6UoPfXr1sC+aTT7/AtgSeodHUGUVSYzt9vKCLZvsMgwmzcM10tUJ3bK7f2Gdr0ieLllycn7OYJdy7dgetaZien5GGS5osR1eSNFriej6u57fJlPMZCI3drTG2cZ/R4JygM2D/4ICmaSjKCtVIhGFhuh4dy+VqtmAVQ1yA0nUUOnGaUypB0cB/93/9Y4bDP+ajr7/H++++w9tv3kNoLTXp5OiCf/eLf8X1mze5df0brMOIbuDz8be/y7Ubt/mTH/2IdZKSJAlRU1C5KUdHJ9y/tkOWFZRpiqwkYRihKh1NE+R5zosXL9Avrhj3BLcGCcO+Ri/wyeOc2dWUoijo9Xr0x5us5qfkixWG220tZE1OmZU4ekNdVTSV5OpyyfHlnMCxGPb62IFFtFpxMV2R5BUSja1tB9Py6PoO/fEmV3lrL7xahGRajeEJ4hJM08T3TLpdD0s3SFYFUZ3hmAaO46DqkjyuyGuJUcf4jkOVrbi6uuJiNsPtdNne3SFwh9i2x9Hzz1G6QmmtgFTXNUxLxzR1EA7zqo8XDHA9n0bzaGoDofuYpvE6Klkh66aFKCMxDR2hJE1dUuYJg34XTygaTScpSsIkIl+vqaRGLTX8oEslFbph0BlOMGwHxzZxLJtsekWuUoxAx1UKIQqEbAiGAqsykKZGPwRM6JeADlIosiqirEKqWieOdQzDYpUUXK1bVcCvs7BXSYLtNmiahm7pmLqO61hthrvQAYHu9knm7akqzUq8ecmqrNjP+mBamFpOWrfhgkXjI7SKusoIXJfJZIM0VmwNXMzbWy3UOMu4ms6QhoG33aesFU+PTtBlzfyq5Ypu725xdnHOL756xPOTKx4+O0IphWUYFFnV5lXRFsx33hjzxv4m85OXXN/bwagLPv2Ln/G73/sek9GAdZby8MGXbdLCoM8//sf/mK9//SMcy+DRSUlVPEHTwDR1nHMPQzNIixRDMwi6Jlm2Yjhy2BxPeP78GF3AnVvXyeKES2G0Rgijfb10NDRac4SUUNOArdHkIfL1w15KhdAMZpczXr4MyfMWSOy6BrPLCPPub6VWAq8LZlOUlJVGVmWsljPW6zWmbbB14OGMHW7cfIPo6WOKyxmOLrD9gOD1DNOwXK5mD1CaTU2J4XbY6Q8RsiJdraiqivPpgo7vwq83bELQ8QOCIGA42kSzPIRhsV6v6fYGNE2D4zh4nS41GpWmM4kirKwEoVPXiqqRLKYzlmuoFZzM4Oxff8aTRw95cO8O79x/g/fffgtT1tw52KUT2FydHfLo2UvyWrJ/cJ3JZML3fu/7/Mmf/HtGwYQmTlB2yh/9qz+ho2nI1QqZhARCb3FjVU0jNdK6YJ0kiDKhN5hgmCZxEhFHKXVdU5QNlRTkq5TL8Ajd9pCmxzLJsYIuL0/OCfpDkvkc3fZYhhWzCGxTx28EmQmOFKwKEyl00F3ysqBcVWRRwbrUKPU1y3nbRaVCY1WUlM2ay2VEpzOm2xtS5RnPXr3C1BS+bUHHoW5KkqwgLSsM06Yf6Byez3FUxioKqVRN19HRLQ1kgawkXUeAVtM0NZqq0DUNU+lQSoq6YF2WhGGKLgw0TWv1mYZBXafkUY1SEvG62Aokymi5hjqgVEGS1UjbwrIdDNfCEjVCCYRho9vtnGsdhsRxTKfbQdgm4XJF2ZQIy6YocjzLwu+00iZd1+mP+uimQRglfPe736aUUNSKqKiI4oJllLKKE4q0YHE5Q9N0LiyQTURWtTrS/LVouqxzKtmOXJUG2qr98JhWq7W1dJ0yb6VgDeBZoLsOpQaLOMHSKsK4Is9zirzGMkWbgmhaGEZAVcwJXBN/a4zj2qzmC6p0RVlUmCjsQZeq6JPUitViziqC6cUxz58/5ehyzaIURElNp2NTFAVF1RbLDQfe2DXZG/jcvbbN7LxCFjG9wOfs7IwvvviC3Ws3EYsZs8sznj20uf3GHcb9Hhcnh3z03js8e3TBq5cQuOA4DYYVYertAszUCwSwu98jitYcHx5zftqaJxZXr4iXgISPPnQZ9QcEjktTVRRJhmFZbI036I+6ZGWE5baz0dgBIdpU1FXXYBy0JIfJeAvDdJnNFjz9LRTKX1+tk102GJaD0mzSSnG2WCM1aPw+ojPi5Y9+gqa30Qt1mfLg8y94/GXDuN9hMpyQJBlHR8eE6xUCxc29bTQpifOCSmlg2FzN11imzni8gdBNlsslSZKgGSZ1lZHla6qqYntrizzPMRwHo2xo6or3P/yQ3Vu3ibOS6TJkFWfs6CYvj09wvJwwh47dOgmOj0teHT7g85894NU3v+T2zevYpsXsfM3F+RlhlJDXGv/8n/+z1oZodRm4Y65vCcwKgv3rLC5e8uCzZ/zg21/n4vAZVxfnVEJQiYYwTwibirApQUoKd5eXaU4TScqyxnEcgt4EwzCI4oRlGNMf9JFCEDUlemLxaiXxZNs1KlMnKnQKbUxgmByv12TnU+q6JopbO6NuusRpQlmW5PEaR4dBYKNVrf86LgHdoNsbMJ2v0MQ5mqbT7/YIVwssU6ffCVitDZIkIU5ThGHieB5Tx+ClzLEtgYZsEWCFRXaVYc1ybMtg1OsgZIOpajyrQ98PcCyDNImYpWv2ApusKSiLiAaFr/v4po9SDVmVEsVrPNtCF5KqLJB1jhAajmWidJNEuSSNiV4XSDSqBlAKE4ltQLxcAII4TTAMA8/zUUrR6XRwTIt1lLXz2LQFdeivl4eGYeDZPeaLNcIw0ZTAFRbd8ZBrew5pUZIs5wzevYWpSerXNt1a0zmbLzk+O2Od5RydnZGXJcu4ZrlsBfXQupeqGorq9Wz2NXil04PROMDUGtbxmsvTKbYGw65Fsi2ZjMb4boezC8l8fsT17QGe54Kq8RwLzxrhOZBlBVfTKUoXeDe3CLMKIWtO5yEqW1EnGWUCYdaKuWVW0NRtCuSbBw4f3N7j3v4mq/MXqHTJe3dv89kXX5LlFTs7e3z2xXOivGEyGVDGKx5/8Uu6nsnf/ut/wCeffMLHH7zDJz/7c+5ck2xub+G5Abpl4tkOZVO3zqZJj71rQx49/pIizfj2N3p0Oz6m0GmKCts06QYdekEHyzSJw5DkNapw2OvT7bjQxOgGSClpaJsl23Uoypp1lJKkJbrpkecwG3d5uv7LLZL/08sA+Hf//oe4gY/t+TQKGsunQePocs3p6gHvvfceZZXS5AUG4FouRbLiq8+/YD5d4Dh9KGEdrhh2O/QDnzwJWVxeUuQpqm4oiwIXl0IKTMNEszw8w8PxPQBm83mbWjkaMZ/PMR0bVyr0qqaoGsYbW+x6AcbhEduGzXBjg5PTS+K8YD6PcF2XR1/8Ct/RcUWDLBIef/GUp18+xTBgOArQbZdaM+gON9q721KUScnV8opoGXF2fMi3v/UBTbhgdrmgEwz48xdHqDJD0y2KumAaJcwzyTqHIo3wruZYpcQzLHTdJ1vkrF4csliuiLP2A2XbJ0RZa+06uWhjchN1TmBDVAA2ZFXbmVT5awuhBescGsLfOCkFYGsQ2BBYBYHdzuSaCk6XNQNzysYG3Lq1T57nWK3JhXAZ0lQZRVFxNW8/6MNxhp3FrDNJVLdyrTxrb4jAO8Y3wbNh0u2wMx5jC+j7DvtbW9y5uYnr9VGaR1XVvHj4nFprqOt2Tun7PoNhu0VF1cg8x7RMXNOiakqKSmJrOj3Xxgx65K8dS2VZUhUFZVVSVTlanmHGEaenp9y6cYBe56RhiSsGrY8rXXMZZ/RGO6yjlKpsKUcd32spVnbrMBGyjZnNKkmloDfsMZxskOYVM0dg1SFJOKPKS7qDAZ1+l36gc20S4PgBYRKjmy0dKk3j9qEThywWC6briGlckRYSJWvyuGJ73OX2zU2aLCNerel3babnBU+OSn765SH73UPeeec613b38Gx4GL3k5vUxrmESRRJTSBzHZtALsAwFwiQrK54envHBWzf4mhVwcjnn6OyS6dWCDbsdI4x6AlVJhoHGh/cPuD7u4ouCnRs7uIbAtQT3777Bq9Mpca1x567L2eUFhq744J13ODs9xTEMzo5ecX58yBef2ty+ts/p6Sk918FxTJQGrqEhVLuoKyON+UXDqDtGH+hYukDXdbodH99ySJMIWVck8Zr89RjGd3Vs20TTctbrkMASqKpBCIFlCnRVI8uMqixAVuzubHI5i5jOrri4nIN37y+/Ur6+DIAHTx9ydL7ADRy29g6oMLBsl8F4gqZpVM0XVEXMwLfYGvVwdAVlgcgaZJJTy5QHn3/KeDwmFfCv/9X/SMcPQEneeustDg8PmWzu0tSSTBpEaUVeamxu7aALKJKQ+3ffRErJbDHHtl1M28ZxAxAaphsQZTlSCe7ff4uvnjxF13Vu3rzJ2cUV1/ZvEIYhO+PvkUcLerZg2HPIwgVFnjK7vGC6WPL0xZSsAe3VOcLV2dm7SeB1KVcVQ6/Dxtu3EXVKncdYg1ZacXD9Fk8fPWQwGFOGEVZP4bo1f/0/+euIIOCrRy9o0prj8xlCGDx8dIzruowmdzl89Ji9vR3OZzNqaupEonzABrtuSUfSgkKDtYQ0h55vkOY1SdlmlVsWJO0kAtNso2XTHIRv4rgOeRYReBrbQlGkcPP2dXQatidDPMvCNVsxP0K0x2XjgvlC8u6790nSiGaWcLyoWZc6dlenLgueT2N02u2qIEInagspsNl/yLDrcrCzS6/b5eToGd1Ao2mKtqPrBHQ6Cn9dY9sxttX6ILOmRGtieoFHXVrUGCxOl/gDg1hvqGhBJboQ6EohhERXEl1W3Jx0GdvgeiDrAruYk6YpjSYo4oKjOMHrjfG6LtPLMxZaQyfwsYyGWgkskRF0evRGE2p01lGKLJdsjibsbd8jXE25OLcQYYLr+5i2Q6AEJhY0Cs/u0FQFRZxj5ZJN3cfbHGHu3Cal4TBe0t2eYAidNIzQpMJ3PaLliqNXNXd2tzmbnLFxcsFsKskyePrsFes4wzYk3/jgFo9fHDPud+h4Dh23TR+opaLf76PrOkXV0O0GpGXDOikQY49RZ4/7b9zg5XnI01dHHB0WdCy4v9vn9mbAZmAiqoSuY7Gazjktc/Zv3KOzccCDFyesmpDbwwm+UVEWGe+8eR/N0Dk+uiCJQz7/5Sfs7e3hmBpVHtP1bYIgQKBhGybYBlJoBHYPoetoQqFrAsMEGlitQrI05GB3m9VyznI1o9fpMN4colRDFK5QjSSsBP1eD93UKeuSphH0uj2CAJoo5XyxxvGHuN0GltlvrVjC64J54+51alPwqwczfvniMboBjt8SsA0UQkpcAfcONug5glu7W5RZyM29HUylsbiaYroe3mspj+93EIbAtj2iNMWwXearkNPzKb1un83tHcDmapVSphHkUct+VIqr2YxGSYJeF9tx0XRBEaU4QctLrFQrdJ5fTVGaSccLEBo4uoZpWDjKo8lDpucL0nhJL/D5/R98n9lizre+lbF77QZJ1fDzX37Gy+NTZqdT8vmatWGCUGxujVHViiITFHnMaDzgpWWjhEnVGKS5xvk85sHjE2689RbvfvgdZCGxLZfz80v6uwfYloswDfTehKOjI+6++3U8z6GuClbzGVVZoOs60XrFydWCQnTZ3h+SrFctvLWqSUuwjNaaiNAoGkXZ1Giv37SkVASBgW55NEKCkWM6rX3NtwwGXR9bCEJTo8gbdN2gloq8lLjer+dEets5KdCdTosrcyS64VAXOWUak5cQGG0URGHCQtNbj3eUo6cFJxch4aqd9SnA1mJsu+WAmq9hG4OOYH9vG8/S6QUuVRZjmwZVkeL1QjIFTtDBMgSyzDE0yaDr03VdLF1BXVImIYNuB1ODuqxoioJVFOEOxpiBj7QkRRVTlzmWUJRVu/VvqprxyGMxv6JuEnqjCULmzC5OSdMZ48k2Ugh6G9t4vZK6rKjLCg0dx3EQSqLVEiE0dMvBUBpCSqgrqrIE2bDpWdiyxNRNOq5BVZaoPKRnadw/2AUEO6Me3/r4AzTdpigb0jTn4nLK4atn/OQXP2N7o9smaAqNpmmwbZvRoEOVK3TTxjFqTGnhuopeN2AyKFmFKcskZdzb59okILkfgSwp45iLFw9wtia89cYNzo4OieKQYhUR5mAN91jGBb/47CG/fLri45twsDOguN+wt7vDxsYWdV1T5UVbIIVAoKGp9kRjWSam6bURyabLfJXg+AG21SZ+xmGOISS2pdP1u1xdzTD01kighCTJEzRNkZc5ZV7iGh5pViAKSIsUTRckRQFCJ0wzTMtHNw16gwE7tYLL31a5/PXSB8m16/ucrxIunmUUDazXLYTBEWDINnco/uKK96/Bvf1tJpMJXcfj/PSCWsL07ILnL17hBy5bG5t4nkctBY9//DN2dvfRNI3pYs1sGTNbp68hBB3G/S6bHQ9kuzFWTUVRFggBVVUhFRRNuy6oSklSlDimxenpGY0UuHutBdFC4pkGlW2gdJeSkirVsUyDp48esndwjWvX9tjY2sHxfT764D1M16PKY44efUm4nPLy1SuKpuTFi5DzszP+/Z/+S3w3IA5zojBnuUwRmkNgT/jVz5/wxz/8DNtz2Z50uXHzOt1Oj7/5136Aadr87JNfcPcPf8BoMqYqc148fcLxq1c4VMTRmtVshi0L3ry2yTRqiLIFB0OfqtRYkKEFbWd9Po1IX+PmdE1hGO1A3xIKVRVIWZGVNboE1wRNNRi6iWfpWEJgam2QmG45hGlKlMLWloNm6IhKIOoSPV3TcRUybzmVfcegEZKwaKHHWd0uOOwReIN2Wac8h4vZjGcZZBo06jXYVUnIQctBINvfeybZCdfURYapSagVGyOPMs8wzDl+YODaOppskFVJ1zPYGHQxqUnWIYOOTZkW7O1s0uu/Bg0rmM1mHNhDVskZlaZQVY6JZNDxMOwOUmlURYbjjfEChRIZq9URaV7huC6mWTBfnnF6GaGbPppUraBeKhzbxBQ6qirxbAtsgWfbdDwfTTWkcYKoCmzRoStbipLjOBiGIFytmc2vUCg64w7rMCTX2uA01Wg4pkV3w8X1emjaiJ63T5kmvDg6YnsyoRM4xGlKxQ55Erepn5pCyXZWads2fd/BEgpLb8jqGmdko4YWqIaLs5rzVwtePT8mXV7wtfffx7QckkqjEBbPn73i5w9f8uQoxwQ+eQEnJ0uOL37M9uYGrmcjq7LN1JotKEqJkZYIvZX9WYbAMAxs00JYLlKzMMxWV6saDaF0UAJU23St1iGjYQ/DccnzlOU6RNc1srykzgqyKkWWRavgoEHXTISUCCHwDIOT42Muzi5ZrXLmyzX0934LpbK9DIA0XKI7AZPJhN3knKuopkgUjQLdNqiymp4JooKvf/A1VFmBZXB2ckrTNJyez1gXFatVTpqu8LxzlIKPP7pHXUvOr64IOj0MwyAvq9cLnwzbdtCbXUSiOEtDKtmAptEoSRRF6EYLc7C9oD2qu0GrxeyPsYWBYdvkUYQmK1zbwrLB9RxG/TGobS5ODrFMQS/wee/dt/H7fVRTkhc5jm1hGjVFNsfSY25e73H9xnv0ByOSJOPp42doUmBoLllU8vzZCccvjkgrjd5gG8tqpSj98YCmiVhenfDpz3/MgwefYtk+6yTh/ptvoz8x2dra4sNvfJPf//4P+PSXP+ezT37BZDikF7TOiZevjjk9PWU8asnlX3vjLZbriIfPjnj3zhZ5I1iEMXmtoKlJk4wybQiLFH7NqDSgO/DRNA2D5jc+dNsUmG6PSmqkixVpAb3hCGHoNCiKJORg2Mfx+8RxTJYldF0bzXDIXR3NNHj8dNmK1l+TtdzAx+t2ma5XYIM0ezSl1eataFrbar7OlNUNcBwb5XWI0nOoChxDUFkDwliSrHO2dcHReUYct0Sjg50aTRSUccJyBsNewTvvHKBcn0eHF8znS7Z2d9CFS/hyjjXoUKoKrawwNElRZGRpjSYrijTis8+ftPNMy6OsGxp0hhvbBJ2aKCkZDjapqoqyzHGFoNPx8BwbRUNZlKTRvJVAlSZl4yDrul1YCkXX7SBqDSEVpi7oOD5W4KJyh6IocKgwuw5lXVBKRVGVSCS2rdNUJYFV45jg97sEvsOdO3c4PT7mJ7/4FWWjcefWDdKmXZ7ouqIuC7Sq7UC7nQDLsliGEf0gaEPIigL3YJfNQcDV+QXTi5A//9nPqaTADobURslXz8/47HlOAox9CMw2HntdQn6xwPUcfMfG0gWaqgm8HsK20EwXKXQq2RLWy7pEKySImrxocGwTy7JwbR0hdOIkI0tDGikxkgJNNuRFhmm8Fq4rha1bDHsezmveppIVZS2p1gl1o8hfd/urZUgYtplFv83LALh3cJ0nL09oihLbdMjSiKalKxFnNTZQVjA0oN/v0iQhcZowPT8jaSCTJnEliStI6zawvqygkDqbGxtUdUEURURRBFLSHU7oug6r1Yrzo+cUrsHi4gTTsdne2cF07N9IUbRWHku4WjPUbZpasri6pCkbLN3i1dMndDwdXSgmwxHbOxMcy+TyYsZ0OmV/d4e33nqHpmk4P3qF79nous5y0eaaRNEcy2xoZM50OuXw5RM0TUfVkkHQY9TpEZkpO19/k6/de4OkUijD48nJGcdXM5Rj8vI0YjGd45jQVDm50tB0wcujY9BM5quEpy+OGQ0H+K6N6Y84OnxJnCluXdvi5vaQj+/tc3p8iIbFH/7VH/Djn/4Mma7ob43JpcH5zCJMC8qyxNUbhKxwTR2AVVgjTJhMJniug6HXyCpHCBvPtZG6xVWYsgrXCAM6vR6G4yBDjSRWqHzFSHNxlCBpwCoqVN4GoRmWybv7XeZhSB7BfL5GL03MLYdyUWE1GnEegtT/w12l2k5IUxJLalhNTdd0MQMLKomuGgZmgzIqlICmVkSvafeTbvtAxDRxuw5eR1LkOb/z+/8Z5+eXPDpN+HdfLugenbK12eX47BWlBNOGgW8zGXXYGw/YHHbxLAOtCRj0d1iHK0zTxev2KPKSJ08zdKuhY+tY2Tn5+pKmqfA6HrnrkNEANaajs70xJCsr0HJ0M6FsEvJmjYaGrYYUK4loTPJ4RZ64ONb/p70/DbYsO8tz0Wf27er3XrvNnTv7zOqyVFKpKQmBhI4k4BwwYDA+GF0fTBfGEtjhH47740bciEsQjhsmjHGEmz8OfHxB2KIzkgKDkEBdCVWjKlWffebuV7/W7Lsx7o+ZlZaQSi7ZIBnHfiKqIjP33HOu2axvjvGN73tfA89UoChrE69WC9sx7toz1AMRw7EpWjauJnjp+at02l36y0ucPb1NluUEMXzp+Ze5dnuPU6dOsbzUpddqoFsGpSgJM1GLTktJd6lT57dLwSKM0Cwbv9Wmt7LOdhTzhc99kTgXHN4ZsTscEQpY7kJLM+tRnl4X7QvXpTI0SlMl1QwKKSiLhCqHQpVUhsQFFCmRVYkUJVJKiiyvA6VTt43ato2m1/XKaRTiejZptqi7pWwT3fKoABSwfRdJXRNcZTllVSFrcVVKAaWohV/GsxllJWm2O9+i0Pj10QEcVcMQAt80afs6igwAMHQHUSb4tkKRSja3HKbzGafWlxnt7yI0yXCyoPTWmaYpYQm2B55r0XAdnEYLu9Ggpba4eeMa8+mY2WjBfDjg7OkzLDdcVFExP9pjNAgwzaBeURcVUlXQLZsoTWi0ewRRjKYZ2I7PfLao9TRdDx0BeUkYz2hYGk33JFJUPP/8l9m7s8PW1iatXhdEzmw65Pr+bfIkxtAVWg2PNA5ZiJRut0Wz2cZxPAxdRRMg44J4esT8aIRnunSdJo5SoXsa1pbD/adPgWkxCjq8cPUqaDZxXrFzOCEJEsKFzcnTFxjv38T1GxzducbRwT6qorC2vExapHz+z17isQfP4GsWy77J5cuXOdlvc7TZ53u/93v5/T/8E24eTum2fdq9JaSUhPMZcRTUWqGTDN0ABZVG08PUJJoUpNECShdFCpIkYT6fM1+UdJcM/GYLzdDrjpgIHK1uB11eWkGIWpUmyVKCwCDJClpLXRzTIikKjsYzPEz0EspZippJdAUqtQTxXweYiqwfLkORiDyBKkYVCUlcUOTQsUc0HYO1pTa3D8b0fVhb8Ti1tYVOxXQ4QFYlnW6H/+Nv/5+cPLHNjZt7vO073oUwnuaZ519kEgqkaTKa5qgJzOYZg1HG7dsj/LupC03WI2NFgVbTxm21UFQTw/YwHBdFZER9C61K8H0XS/PI0RGyoNPusLbe5+rVl5CUKLpA11WKIifNKtBAlwm9dgeRVRRZxGIekJgaKpIwCJjNZuRJSCUFum6CoiFQabZbNNptTvbX8B7UERVEWclgfw9dUbn/wfOEcc6dnV2u7z3Bxlqf09snObHWp+U7VJVAlQIUMBSN8XxBWUkMy8MyHJI4Q1oGnUaHd773fRwejXjulRuMsynDIeQLsDvQXl4hSTIS3UZRTCpFp5Rq3WVGLeQbCZUiE8RlgipLRJ5RZClFkUGVkwSSZgN83wKgLEU909H1uzqaUFb1v3W7XXq9Xi3/V5Y0fI9gPiTPEiohME0b07HRVANQkQqYhotwTPyGj+269WrotwkdYH5wSEM38FSVKg3wTIssE4hKoikGi7Rgw4fv+K7vRMYThtMR43BKUhXYjSa3RgFRZWI1LITImYUJa+sbmLbPytoGi+ERyArHMLg9gYP9hI59m7Onz+CaDmv+aU6sLoOmMl8s2B8e0Wg1cTyHOI65ce0meQmLIGF5ZZUsq/D8NlVe0vBdLBFhYePZBhpVnagXkgqJrpt85tOf5tyZk7XYeVlQpBGGpSNzmE/GNFp9ZrMKVVUo8hRNkfimgV4V6FXBmfUu0WyKrZRQxWjFBLcMUXSTcBLy5pNbvGHlFJrlc3P3kOhcj+7aSa7dPuJzX3waJylxaNNvtFjf6rC/s8vBCwOaHmxv9PENyWR4yNbmBic315jPJpR5xmp/Cdd1eeyxS0jTx/RqBZ3xYMBwcMjt61eorlxFKiqySLF0A1Upau+VJEGWFRUK83nMbDajLOHEyZMYtoWoar/4aQxzA/RkD1U1sG2dNE7QPR3HdihmJaoOna7HutfB98d4jQ66YUOao9wt7n5VAVnefbCkAkLWOdBmy8GwdJKwqmsVAdPSafgeq90mWjJmqe1wYnONXsthMRthmTnNhs/WiVXeet8pXnj5Za5/+WkefeydnNlY4fq1a+zuhzSWGxhWVZcMCUmZ12kAy9KwbQ3H0KjyBNu2yKVg9+YRSQZuQyHJJXem9UzK1KHZgKZvYBsKjqGx3PXpd9t4toGlKTiWhmMbeJaD53dpWC6OpZLkAxSZIDWBoiuAWqvRm9Bueui6TpaWaEJH1yziNGeytyAYZihUdFs2qq3Q8ppEUUiwCFnpr3Gm1+cNb/kO/r+/8n+zezTg5s6ASxfOcOHMSVa6LRqOjeMaZORElaQoJQ3XxPEbqE5JGt0VNDEd3G6fB97QY/V0wrMv3+ILz+6wM8xheERV9yAgJXetIOrSNvvuop0s7v57xT2TP8uo/7O1uu3S1AElpywlSVYLpiDrgtWyqK9xlsLOToTXGCAEpGmG1FRSVSGpqrocqdnENCSLcMBotCAIaoV21YC1NZNmu8XKY98+kwod4MKZ0wRZxd6TL7MYD1jqLNHUbAZHI4qywAJWOy4936FUHfKs5MGHH+SpZ75EMslY3txifPOIweEIKetp1aVLF+k0XMo8JUkSqqqi1e3Q7Y4p9rmnejKYzThzcpN2p4lmaGTXr6JSsrrcZGNjjaZVcf+ZNcbTOa9cP2K6GzIPBUEEgwmsrymcO3sCyzaI5Yywus7Scp9Ec4mEwcs7Axq+yXARgMhY7jRxm8uUWUqc61hOl2mQkqYpDd/G1BUQFULkFGWGLDMKKqJ4hmU1sKwK1ASThE7ToW1YMDvAUnUspeJsz2OWVLhWzvrDZzi70eW5l65QlJLZbME8WHBxzeddl8/QX+7hWAaGroCisH3mDPv7+zQ7S9zcO+L/9f/5p/RPnOaVJ59Bd5vYfgupqpRZhqooNJptlvorFFlKuqgwTRND1dAUheKuQLFEJ4wz0iwHDVZW1tA1kygLWEQ5oYROA2K1tnUthSRXSpY7Pr1ml3AREE5DDMOm2XAJZ2PUIkLkMSKTmNRfpkpQG8CpddubIusvkW3UXtUzRRBEAteoDexMW2M8GbMYjHn3Iys0DDCMlGoRYpY5951e4w0PP8Lly29gHi1Y6TY4f2qD8WCPa1dfrhdilJg0TWg1fapFRJKVxBLsAhqKhm5Y2LaOYggWk4yqgrYPzZZGgU6lSdplzmEAiYTxFMS09o0xFNBIQA4xAA9w9bpWtteGzdVl1voreD5QHeJ5gtWlZdZX+3iOg64p9HSThttgMlkwOBqSZRWV0CiFgapouE4b37PY332Z2WKG315B9bpk0mKSVFy/coDQbCIVdobwyhCu7VzncDznwukttlb6LHVdHKuk6TokhWA+nxLGGZ3eEq1uhzxJkZXAcVKsoPYmP3nyJG9/W8yfPv40n3r8FklVv/TqJATkyl2LEQFGWTsCOEATWPZgfQW2NtfZPLFOt+3h6iWGJlHVepGnLAVxkjOZzJjMQkzTR6g6g+Gcg8GYpLKQmkaiaIS5YJClqIZCv9ehtbqF5/pUgwk705scZVEtXV1BOcnpKtm305a8DpgHB3u8cmuX/vI6l9ULPHtjD8+2sbsmg0HKsgnvf+wy0dFt8mzOxvYJxosxasNhpbXCZ750SCEllg1JAsttB0srsbUKU5VYpkq3t8y1K1cZzOte2HMPPMKXn34aTalIq4zH3vpGijym129y/sJbcS3IwinrbshK16R55gRvOdNjnkJcOhxOMvZGMdf3j/j4Z+6woLbevXT/adpLC6IkIi09XhrGOPOEjfUltjdOUdk24zAkiVTUOZiGjiLnqKqoa/wMB11RSOYBssowDZVSFKSKQpXWRl6maeI1lojmdUmEo2nomkkcVjitBoqp8NL1V6hUi62zZ9hab1FVEnNrmTxOEUnGxuoaS60OwXxKKXPCNOPmKy+yfuY+bh6OmaWSL71yG/3OFM1ykKi0Wh0URSEIAlzXpdls4nkeO0d7bPaXODwckMUBtq7QX+qhKQqLRUiBzngKigbdVpsKME2F67fqovjhFKyGxSKCwqhwTI2yqphMB+RRgmVatH0HQ83pOBJHlzR8F+dymzvzjC/sJoxLFR2BXtUPlUVdtI8Eu2VQKSoYtdRYmcDgSoQLPLAF2+suLVNhHsQYpsvqxn2cOnOWlf46g8mY6TQgynIc1+JotuDd73kXH//kn2FPZ0hFQclC+r5D6VDLyOUgBjmeprLs6dhI1tcMVA2itGCaS0IBpeOz7Ngk2ZBFXlBRj4QKRSW5a9WhqmDcrRLxyjqA7MRwMBtyYqZTKQWljCmrmJVuQTh+hVObNic3lji7fYJOK2d3d5/l5WUqVaXMS7prfVRFYTKacDAboikWnbXTzBLJ7VsTAhxUf5mDKOWlm7tcHd91MwVEBOmTI27tjHjg/Bb3n1rhzIqFZivIEpJ5jFQtdASe61KkdW+9qcKSKwmqgDxZcGG5y4UffIy/+Z0P8B//00d5ebfW+IyAwjLI89qdr20rdLWKkx7cv2by8Jl1Tmws4do6cZ4Rp0N6rR6iqkvVVFUlTXMqkeBqoLc9hrOYSZSzSEu0RpuwVBjOQoaTmEUKmgf9VpP7L12gjBZYIqXXcFhbW2cwuUZcSCwVLMfHtf8nkHfzXYdupwGezZJQWem5jCYjqiTl7IrCWy6dZbXlYqGj6h6ablBUUKFzNF3Q6i0xTycURd2NcuHsFic3VnF1FdsyOdrP0HUV1/UpqjGbJ1xKCe1Ol8l4wOF4wp9+7nE67QaPXL7EUsvh+ivPQDbjxEqX5XYT1zZpOTbSbBIUNkuznDPC5b64ovjjP+XWYMw8gM9++QaWfoNev0eShbxw8w5LPQ9TV+i1fU5unODM+gk80yeex4TTI5aXFAyZ4hkGsVFBkVFEAZoOfsMmDBcYlsGy20AaJVleEqcFeZziWQLfdbFthbSEYBqgWTb9pRWSNOfo9g5LfqM2jcoSEAWqAXkyZZwFdRuooeA6DVqra7jNLvlhwt44ZBLXL4FwPkVKSRynmKZJkiQEccJgNGU+HaFmFYE1xVS7WLaH4zqoboOqrMhJORxNCWM4e66DoRkEi4DRZEqc1FPoXMDBbkqZjem2bPodh1wvKKucLAi49MBDqEJFlhVKu4Glq1i2hlzyaff7KF3B9f0xwXCKJqHfhIZfO2IWQKUpqKZGpGtoVPSbJi1HYbPX4KHTK9y33sYzIasU/NYSut2gzDOmkzF5UbK53ufzX3wCUaY8cP9FVL+LVCRJAYZesL7UIU1K4lwgbBMR56QSRrMUVy/Z7jk4loKpg24YaIWGq9gEwiDKdC6d3uL6rT2O0rR231R1KilBqRBSoPs6FiWeoWOrKqZQ6DRbOI0OumlgNDwODncZL+bs70GWpOzv7vK5z+wSzGHrFKytdxCKymQ8w3ddNtbWMVWFcBEwGA2J0oJ5KpnEcBTCKIKgvOtOSh0su67KWs+jawkcJWNwcEA1P2S+bLO61KK5vIZpe1RYRHFBVcWYus5qv0+WLKAocDSXJEkQ5QJZ6jhqzP/7//lTfPap5/n4F57nmVshO0GBFOBZsOqqfOcDp7i4ZHBpxaNrFBTZiDIt6Ta7nDqxyt5ogus1kVIwmc6I01oYWgjBaLagVF2SMmMYpoyikGksmMQVcVE/H23dwnV9NFUQhlNEHKLodQUJukVVpAipIGW9z28nOtTJ8GboMoyn6IrOifUuZR6hC3jo/rO88eGHMMoESoV2p0kuVZquSp8G42iEdlfWKy3rkcX6+jq+6+BbBg3P4dD1GI8nRMEcz4HLD9zPYj7FdUzo1h01o0nEYDRHN1xOnVzF9Fbx2stEZUwTG1XomK6N225ThYKGFHT9Jp3K4Ie97+b3PvrHfOmVKQZACfv7YwpqZ8HhNATqrhVbPaDlfhHH1FEqFVkUvPM73oCrQ9PU8DQJWYYsBC3foaP4ZLmKzAsKldo0TLXpNJrYDQWv5RIUcxZUqLpJVZRoRYFrOyB1gsmAJFJQDZ0iycjLkt7yEs2ldi0MGxvEQYRZqSiKwe5ozuF4zo2dQ0YzWKQLNEOlLAVFOceyLKRUUApJWQrm84qTfQOpmeRCoisKWSUYT2YE8wWT6QjHdbDtiLNnz2JZFhohioT+skEz19kZJhQlTA4TlDjHKgrUWEOXBbJICcZTyiRDU1WqosR0bPKkoJQl3abGIy2L070G83FAz7PZWGrRanhYjkdcVqSVSrPVxrAdPMtgyTdxdYGrVrR9g/lwgKYrGJZJr9ViEeXs3txB1wwcz6fpGNia5Gj3Fm97x3fxiS88zdkzZ/jcU3eggoYBepqiGhqe5WKZKtNZyiwGdVzSbltYhovtW/iqwBNK3dufVcyCHHQbWXQRu/sMMsiqHEOprTEUTYGyQtGgzEs0y6DX9vEMBZkv0A0XU+pkiyFalrDZhTMbNoZSEQcFbRuWWjZpXLCIU/YPKoIg4EXvFWQFB5M6aCzqx7b2u+e/rmt0LY0yq2ja0G+orNiSjiVpGDotR8NzDI7GEUFhYy+mGJ5PZ9mj31yudQqSBUfzkDKJaDgGjXYTzbVJsjoIuW6Lp64+z9rpDX7q/H289NJtPvPZJzk6mnPxdJ9HL5+j55doxQRVDCilQqPpY+k2ZaYyPBjTbPrsDw4JkxTNcAiilDuHI8JCwWktc313yDAoOJxnDENYFPX5VaiYul7XpboWrmkSiIo0zXGaDqqqoBsqMoFSSoQo0ZRvZXj8Wuo6zDhktd+lmkckkzlpOOVwL8Ix4dRmn6ZnUkU501mIEKDZTRAOhmrjuTC9dZMwrHXjfROafoMsT/AtjUbDwzA1VCGYTWa0fdjcWGV8dIhpN2vNTNsjy0uu3bzBf/nki2yu3+Q73/EoJ7YvMB3eYRgmNDwFWxWkYcg0jKmkgmv6KHHE+e0uP/R/vIsz21f41Kef5yipcy4K9cOoUitsqyrEGcQhKNRex75t8P/7L09jUL9N+60mHcei5ZisLBksIRgcjamqnKVlQctz6TZcikBlcjggzuecuLDGLBjR7y7jWw5lnJIXAlMxaTfXWMznLDXblBWEyQwMG6fZYZEEpFGC21piskg52DnizjThMBJkZW0QFufgqAppDmEigKROyteLiFQCNMOhrCRJlqPrOqYJoqqXXyzLYj6PCAKwDJ3FbEwaLQhnY4qk9uVZbi2xCGIqEZMuKhYyRE+g19ToNVzG+zvoKrQaTWxDx7EVFE0jLVUss2R9tUXzviUMTtLzLAxKkihAMxzSrKDARNV1yjKjSuaIHBRHRdMVsgwMVYLUqKqKIk/Jo5A8nmN5TXxLYXy4y0qngalKXnnxy1y78jKnH3wTvZ5GOK1I5lN0oGWqqJaGa/sYusI8SBhHcOMooNIczKZL1zdxDQVTq+hEEQ0l43A65OxGh2bjBM9d22E/rBesbMeuk7JlgWsoaEWKa+msLrVxFEmeRLi6QZnNMcuUfs/j4vYGJ1da5HFIkaWsbWwSpjk3dvZRTUmrZ3I4nDCazAiCeqo/5q7L5l1MwNbrl3OeVSyZsNE1ObXaYbVl0zQrbK3EUgVoNmHpMi9drt2ZMZrusLwy5fIjJpurPaocKpmjC4FuCpQkJUkjSiFwPBfPdOhWXfIspgwjzq/7XP7x70FmMePDO4wOniddSBq2gmWpqBjkSUqmQJ6rpAW8vH8dv9slx+TGjT1mYYxmN5mmJbdv32QcQKpAXEGhviqdp4Ji1k6ThoFvaDRtG319jTgIEaYFQYxh6QjuLiwqEt34n8BmdzwaYnoNRodHJElKv+3z8P02jq7TclUstcRu+Qx29xkc7mG1c4JcYRgUDOOMyWhKktYLANvbHfory9iGgihzgsWMLA2xDAUVOLm1xlK7QdvWScKQgyzH9XzQBarZYhpN2H0pIayepdR8Vro9HCvD7PrkecBiPqMQJe1el+W+jTlPsByDpc4ZtlaXyZOYT3/+Ri0oQV1aklKv2t1dl/gqa/AoLTBUi0LAQSKZpTG6mKMg0dhBA86cbFNWGUsxtBsZq0s6nUbtt14JB6YZsyBDWrBICsq4wDNUkkVIkaQs9ToQFARRRYFBVikMp3PitDYYqzSTMIs4nM3YHQbkZpNmp8+6FpOUAiEEVlmSxhFxXFHKus4VwDPBNE10pbpXxlFVFVVRUNxtNz04qM9VUwVFGiHLhCycoQmgACVPsZTa+9m36jSAq8JKy+TURg/H1O+pbVdS4PoeqmkwnI3QDAUhM5q+Ta/ZxDcNZBZjqCaKouJYFmVl1FMqQ0cYDgYVLcfAM3SELMmKFEXXEXlJGs6pspymY7DUdmi6OkiVeVJw8cxJPvO5z3Dq/GWODg5oNZqU8RRyaDdAs1XSKkVRTVaW2uimydFoztWjjEIP0P0GpuPSdFQ8TdA0K7wG5FGGZue4pkmVtVF3ZoxDII8xLIe8LDFMA8vQcU2tvuayoKpmFFHALEhpWZLNXpPVloujKLi2wzzLyRYJB4Mpk2mGsF0qYTAISm6PaqvZKRCoKkKrhUqUu7qZ5V3VIQ+4sOFwYqnBesehoUsMKhxDYuk6uWYRVSajxORgJLm5k5LcuMVzN494w0MXOHdyhXMne5iOjtQlk2jGbDJCt3SkoWEK2O71kQKiPGEezinzKYqa0esKenaP2d4eXm5iCoNKVMRKSq4LUlUlrDSGhcJzL96mqMD2WyxUg5dfmjJegO7f9ZA3TVTTRlcr1Cqte21lTpELHNXFEBUNy2D7/Bnm8znjuODaKMSw60L1emBZt6h+O9EBsrRE1UsMRaXbbtBd7XP/+e1accSw8EwF17AxdY2sKCmCjKN5yt4kYpzmLBYhKvVJ3Xf/JfpLPVytYj4+5PbNQ0xV5ehwD1HAW974MJtrffbu3GYSzmj4DqNFhek2MNwmpTZhXsIzV+ZE1RM0HPih73s3PaPLbL5gPJrRalgYpoKpVzRcBb9lcXS0oOUpfO93v53z5y/y3Eu3+cLTLzBMoGVAUkEi6rebrCs/QCqUQiUXtRZQefdL3bRcbFWpPUjKjC/cntVXa3cPDbC4wnpXo9PwWe93UccDKpESpg5VXtDyfDZXu9weH3K4u8Njb+tz53BKVSQ0fIf9ownhjQUgWV5eZlKERJlCkuVkRck8rkfrjuPQsJw6z6lrpIlLGIZkaUEQZJQSTEMliQIMp7ZGroqMIC4o0pAkyijzWvqu04UqiUjytJZGsxQeuW+dSvWwGyewHJ+llkbbE1hKgK2mrHc81vptovkMXdfRLJsojlFtG8XUKVUbRQewKIuMKteZxRG+qbG6uk6e51imx87uEVJUeE6j9rxOI4SoiNOUJIkxHRPzrgthmeUgSmxdw1QlZRqxsrHF7OYdVFHS9F3WV/vcePYqBwdTPKteiW/5NqphUMxCNHJanove61Chc2t/zNE8wj4Y4+jQ0BxcK8fVShxfxTjR5iiIUAuNi1tdPMfiuWtHHC6oVc4FaJbKUq9Jv+lgUKCJGIvaYMxQ4MypDU6tr+KqEq3KWV9do0wLbt/exeud4Fz/NKE0ePbaDW4NQgZp/dKOqL3RwQKpolk6ZPX36UQHLp89QccS9F0dTweKCKgwLAddN4kxCYqSK3tjDg4nZKLOe145TBiMn2Fw3zJH+x02lz1Oby3hW7XVda0WpJAnAYZhkCUpeZHWqui+i2210PMcNYloGTYySYmnc+aLiIWAxLCZVwqjVDAMJIrZYrJYcO2FfRYJ2E1QWgajoEC3DVTNAnQKUVKV1au6kvVoWpNoVYVGxepyF88xUYIU+9YAy6k7+GQJkgIhyr/6qPgafOITn6g/t5QOnXafzuo6i2jBtdtXMWyDrTe/kaZjoQvBbHqEqsHKygrjSJAVJVVVl8qIsu517nhw8ewZVASqUqGIgihYkMQxg6MxjlUXtYfBlPl0SLyYodk+8zDG7zdJqopJdnd6osCz14cUgN95njA9Tx4NkWlCp9dGSoUkjXFth+loj1ZrmY7qUeQC3zvL5YfexPbJ0/zZF55kkaWYvgumySyMODwaMoslChLP0QhLgZQFuZSkqsBEIhWVioJUVHXuEvB8iKL6jTmbVGiTOdbtOQ3q+LvWn5PLihMnt5gqHrfGIdL0eW4WUSUJnqYyn8ekd8YoWUqv0cAsZ+iujel4aFo9SpwOpmRJQlYITNMkDqZ4joNIYzSR4+hQGJAV0LA0ZJ7h+AZd30XXVRQsHKOJbVroqsK5s6fptJpEwZw4jljuLQHQ7bWpVJtnr+zht5qs9Cx6DQVH8VGLGWaVIooBrYZOkgRURYymKWi6SpyHxPkMW/c5tX2R0cERbqPF4e4d4qjAMAW7u4c0vSaNVpfhcMx0OkWRsJjPMVSFbqeNaXnotlXXcCqiNrsrajtXKWv1G8ocDYjjmO2tE0zHE06d3EbKp1kE0OtAhoqnqviOhiXBNis8w8GyuiiaymAyZefgCFcv6Vld/JZKwwTXNnCbNpatEqR115qhNCnSDG7NGMR1Wc3W6ipvecP99Ns2MhmhFwuUosFiMcPvrHBq+xwt1yIcDQmGYxRAolJhEKYllSq4cnTAUy/fZDeqU0UFIPV6YaNufakrNVygrcKyr9O1JU6VYqs2rmWjO00Mw0AqKjuDI17e2+N22mR/OGdeiXs1lKWofd1femXI3o0hKy144HyDC2dP0Gk30HUdKQxMtSCZ3QBRops9XG+Z3OwRVJKyClErE9eR9LoajeUu+d4BRztj9oYBo1RnWpqMK4Pd4QHTmaRUoNRgEoLfMFje3uTg4AgTDcpatk2De15DGmArtfZpkYQUcYyQJa1WE6/lYo3nmFadepKlRJRfmbz41vKud73rbqDH5YUXb7GIJiiGIExCTp1epmnpzIYHrC2tcHi0R1EpLPXXmNwZk2YZJSXj2QxDA9eGtWWf9bVlkmCG4ap1OVHL53NffgbXhO5ygysvPseuabLUbtFsOLxw5SrTyiK1XCbBnIQ6YMYSdDQ8TeNjn3kBNJWenbPRd+ktn6TRNLAtlVZ/ibw8RJEFpqnR8hx29wPiecLFMyd569vezDyK8bttDMdmbzjkqS89w+NPPMnVa4cESY68OzyWgJAFlaqAYaKbNqalomowDbK63VOCerdwN7lbJG2otYjv7qBiDtyZ3+HzL91hGsHGms6fv7LH9mqT02t99CxEiyMevnCeh8+fQ6GiIEdzXeJiSCMpUYoMWxMkSYZeJuhlhlpItDLGRuD6Lp6pIlHZ6Pc4t7nE+nKbVsMjz3OqsqDpufS6bVzbou37eL7D45/9HIooaXsmRVGwGB9xa+8Ib2kdxykwTTBNHd9SMUqTbLEgChZY7Q5xHKIZDl67i9lskS1mqIqOY/sc3jliNJjQslsEi5w8idGlyfVXbrHU69FoLJhOp/iuR6vVwjENJAJUBamoBHFOXhZEUYxt22RJSjCfgarR6xjMg5gKWF5Z5eWdIZGqc+LSAzz4wCX+9PGXaIXgmCWm5dQCwoqoHSetuvypfulMGMxgMpkwX3aIXYfcMlCN2t99e3OZOFe4sTPEUQrOrnYps5LF9ZAC6LebPHDpIqs9j9nhFfTSxde6TGcTCtVGN0qqUiBkxXQ+RVF14rzixJlzDCO4MQ545pUb7CwyhK5RaHXVAYYJZQaoIFJ0WbLaUnjoZJ/tjo1VJZw/dQLKjMViwSKK0UwHaVjsTXKuHRa8MBujarX4SlzUwbJlQcMEpS6/ZWcX0mlAMH6RzfUW/X6fja2TrHYsdNUgz3LyNCMtQxJFoxAGpmnRaK/StpYooiFxUWAtr3Kpf5r2JOVzT7zEyy8E3K7q76zjgGHruJaHZjoIFCbzENWwUDUd1Lo4Xa0zkrw6VlQViapCGifM5hNywO03cV23VtRS724rQamKb1F4/Fo0TasD5tVrh8wWY7KioNGElTWLh++7j+21FV6cjEiTEE1TMB2LRRwQpAFBumB/OCUDigqUDO67cA7f1jl18jRqGTM6yLj+0h3CxYI0hre+900kUczGyirz0Qh0eO973sWnvvwSVw93yGSO50EQ1UnhAo28qjCBP/zT51h24Kf+z3fy9LPXeOubLtFotLj5ym3SPOHEqSXSuLbxPHN6i6NRwN7+iJa5wsUz51l7y6Pc/PMv4GgZnN+kDAZYWcjVvZDMhmlM3bVSgdRzFFOnEoK8LBDoGLZGnFdIrX7bxWVt/pUiyVQd16xVY6SA4K4GhTDgxkGJCswXC154ZUEbeO+b1zG9Fjd3DymziNOnVoiDKZZaYWuS8dEhUVZ3N2SLeqXVMgSKqtNqtTBNk1JUdHoruKZG0xBoecTBrX0URaHf75OFM46iBduntoiDgmA2YGtjFURFFgeUZUlV5qwstzF7TR5808MM9q7TbdsEw9uYMmMyWrDc7RCGgkVQYZiSTORk0wk5EiF9JkcJ86MD1FJwNblBHITkWYSWSxzN4eD2DnHDpeG52EoBWYDvaAhFpywS0jzHaXZJEonqdDB9D/SUKJcEOfiqhcgrTL/Hwc415mHG7iLi/rf1eOjyG/jE4y9xGIHfNVk2XBy/vh5lnpFVc3xLISgjHj67zmC24HB3ztPP7mI/3Kfb2uAgCNje6DCbTbCdBmtLTWaTHUgrtnoNZCV49lbMQxfPYuoa4+EAVVSsra0wPbiBolSsbfQ5PBwRi3qEd+7SRQ6OJlzf22O72efpK1e5cjDj5jgkAypxt4WGu+rP5GhFha/C9orJyY5D1yzxtZLVbgtR1fayDcMhVBYEpUKcw41pxSszWO2A5pjMFnltqKdCmoHIYM2Bs1s6a90GriZJwzlHu3PGh3Omo4js7BadpkDXLBQVjDJBRyDREalOlivMHBtFayIaDpVdYKCy6Ureo1tsb0/4jU+8yFEMcQKaWtJsa5iOwSxIiKMFDb9DJQVxlDJPaolClbpjSEhIswJd1wnDkCjy2Th1kliFXruFKKu6uwhougrL3f8Jesnv7I1od1zarsHGRptz5/o0HIdgNsXU65IhXdcJ84pZsmAWh4RFQlrWXREqsLVq89ZHL9N0TObjIbrMmI2O6Pda9Jcb2EaAY5kUScxkOKhFCTyH2XyEaigIraIkv2dAVQIaKhWgIokRDBPYOZzTsSUvvHiHo70BG5t9Lj5wkTv7B5hGgzPnz1EWGllWcCBTHv/0H/F//b2fhPkhZhkQDe5wePNlmlrFieUGu3shRVFrPnK3/1kvQWYFhmmgOj5JVaIJDVUpqeq5U33W0kKoknkW07ANNNvBLErytCDP/qtK+qvTJKp6AWp3OGZtPOHESp/lXhPdADOv5dqKeIFR1V0lUgG1TLFMhYapYao6LU9HyoowjhDRhCwWpCasNdfon1gjjmPScFbb225usrWxzs0bN+rcj5BUoiSLE7I0Rtd1dM8HTWc2DdjZGxDPTcowpGnrhJmBFZkMD8foZgddaTGe5MyTGKfVwHCXKcoC3zUZ7R/WCtmKSVXBPFQwNZ/Nk0t1pboomEwDsmJC8WpFuGYhNZPJyzu0e338Vpvr+3e4evUq40FAt2OyvbXJu7/rXZSojIKCaVwSpiV/9tnH+eyTL6ApsBCwP0/x7IiW18FyTHSZolHhWRJzpYkwPZaaNkYZMRmWvHRjgG6YXNjqsz8O6Lca9LpL2GHGxnIb1ykYLQRDJWezATs3rvDQ/ec5cfocr3x5zOFgxFq/j9f0aHQ6rG5sMtjdRxMqt67fZDAPWN48wQs3b3F1Z5f9oM4t1qvD1GpOSJAlzt1umqYCXb1go9Vho+3TtBQUKUizrFYIUk0SxeDq3iFX7kwJstoczHWh1TLQRU4Ugqxg3Yf7z3V4430XaNsallKRB3Ni16MoKsIo4WhvwtHRmO0zq3S7Lisdg4ZVQh4ihEAzHDTbJ1wkGHYDoRpUhUTKelHzxHqXzlKT+x65zJdevs4XnvwSN3cKyvEEpRWw5LbpNvpMg5R5nBOnKSW1VKOm6xRoaGXCIhcohslkMUPczHBaLVLdJggCWg0PXVVICkmR3NUl+DaiAySlYL3RxnME/f4Sm6vrqFVFvAhoN5rsHU3QTYssSDkYzRjM50zjkLAARa9HZqu9FsutJuFshK+XeK7OeHBIlkQMDwJ6XZuG5+AYOuFiQTgvUVWVa7dvIwyXoirIqtpCQFBrdCoayEoglLrVrm1Df2WTtgWLIGI2HnHi1Hmu3DggiAP6y000w2Q2nTIZHWGoBf2Oi04EBzcpwhGHt69ydOsq7aUVuq6DVdaydZ4FlqWjiooqk5RZQaUVSNOk0Wyi6wJFliRlSVHVodDCwlQqNFej1EqqsiC9WwxuUNekGtRT9qWWiSpz8gRmQcbV/dtoDZ1uf5MgXiDTlGg2Zj48Qq2gYYNm1Sdu6ypt18DW6xxdVVUYQsNzVHRVxSBHEyW2qWFoLgqCLFeZTqd84YknGY/HaJpGy2/QbPqoloOpaXW3UG+VZ28csEh0rr2yS69po8uCXsMjCyzCBKpiCZGpZMOc4WjCJJjjNgOWV/qoKlRJxWAusB2tFnzOKnSttlqIhCQOQuJwznyxIIhrfc1M1AXzpYAohF53F802GY1zhpPaUdA2cj775RuYy9ucOX0O/B6e0qLplFy7uctTL9xCUerp4HBe4mkhq12ftbaLohmYIsc3BautBm5nhcN5C4qE5+Jdbu1Bqe3TXFpBugaeMHAL0Aydtf4SlrEgTacsNQzivOTJP38Jw9Z45zsfu6vrmCI1F9VUuX5rh4sXL3Lu4iVc2+XazV3ioiLOU164dpNbU4h5tTSG+mEWEpS6CNuRcNKFzb5Cz7PRs4hkUaBaBrmu0mh1OJqFDBYR+9OYq7sRexH4PmydWEGJj+hYOZ1VmzMbOlsnttlcXcGgQsYxrq6hlXVeuOl6WLZPkpUMx3OiPOell0f4vsr60oDtVZ/NJYuWoyHLgGQ2YMnpYVQ6UkIsBEVVIKjIZAJlQVNJePfFHm89/V3c3D3i2ZdvcO1OyGQypNLBwKJMMtKybnbB8ikxoBQUCtweJbzNsnCMLq22S391nVmSI8oDdEWl7TXIJgvKBLIw+NZHya9AB0grQZCEdLpNlvs9XNsgzxOkqiLQCBYxqtclzmIOZwGjIGaRSRZ5ncvTgBNry1AlpFlEr1urCFV5zM6dWxwdwH339XFdG8Vx0VWYjUZkWcZstiBwFcI4I8lqAQBdA1StfhFXZd3+JuFNb36Yyw8/wmDnFi99+SZXXnyRveGQ73rvY6xtrLMIErL0Nhv9dc6cOcnyUhPLqvNXk3HCwf4Ot29dI4kj3DQjDmJss+6RVS0bVzfRkWBV5HlOWUmKqiCfjJFaLaRsFRLtrsKEIVK0UtJumwiZoQnoNSxabpOW28CzbAxVRZMCy1AwDQFKQZYHKGqJoESzNZJ5hFYU5GlCOJuhSTBV8F0TU9PZWF/BdwzKPKuNwyQUvkW3t4KmK5RpiK4pUJW4roffaINuMF+E7OztY9oulVQoNBvFadf1qEFAEpbMqzk7e1PC3GS2EIiqpMpTJrOKIk7R1RJFqASzmDzJsVyHKJLc3r/Jy9duUxQZy90eiyhGUWfsHR0yn0sazVopSBVwclOlKgWqCpZrYtkeooQgzoijlGEoOAqp7QlUcHxwXZUgFAxm8O9//5O8/70GQppEFcRFxSLO6/o8CZqiUVExCXJ2BzO6jkrH0nB0CxWBIUvajkJZ1qVKK8sug1nMrQNB45XbfOcbzjJYFGTplH7Lp9v2qYqMtqPARhvFcRjMJzzxxPOkRcz7vvu70O0WQQZNt8WD95/klSsvoSsqhmFRKBrnH7zMxz75WW4e/tc+bU0FxVAphKyLLKnrhZdUOLkEW/0uOgKRZ2RZhqwKRAWLTJKWgiDOmC4i8rLWsHQdgyINubjW4eRqh97SMrbn4zpNHENHqUqUwkMrE1RhECOI45SyEBSlQDNsGo5PUpZEccD1WwGT8ZjJisuJfqsWKVY0ZDyjTBIqDCQ6hm2jaialYiOlpGVUVNkQrVS4tOKw0b6PO6dmPHttj2v7Ebu3MyrAUyHTNdI8q2cYigWuTpklTJMMCwjTlL39A3Kp4xg2nmljayq6BF1yT9Lw24UOUOoQZFPa3TVObq9iKQmykuiqxu7+IVFcoFKxSCSToGAe1Z4zmaxHlxbw0KWzrHSbKDkoVV2ErSsgi4KtTbj84AM4ts18Pq/1JqUkLwu6vWV2jwKiSFKVdbB0LI1KNWuf8gIKIekY8IZHHmT9xCY7N64wXUTsD+DmH13HbLl893u/i6ZT55yCKMS0dDZOrFHkKcPxgFmw4JWrV9jZ3Ud3OhyNAg5GIb2VNv1GkywvIS8xAVfTUBVZW+YWKeMwRLNUNMNEUWovVRUFSzVRTUFr2UI1anM42/RwNAdDM7E0E0NTyZKIyXiAXknaHYcoVplMJ0yHklFLY8Uw0BUT33UxDIN2swAd2r6H57k0PQtbV4nTCJHX/SCqAlQZeSUQRVGXiFQCkRaohk7Tb7DRXaW1usX1mzvMFyGLacq8qEuE5vMFs9mMrBAoRhsrBam7zNOK8SggixPUSqJIhel4gcgK4jDGdTSKsqIqYWVVIS8lX/hSxFTUI+uSehC13GlzcnOF5a4PRYJKVeslNtvkmOxOFgz3RyT5glgZ1HktD0zHotQtDrKMIM1IgSdvQ/qpJ2n4PmmSMxhOKDG4m0XB0FV0tXZvvHWwwDEUzq61WfZcMgHzMKAZh5RpjKOUbG2skskhz18LeOrZEbalcXa1zbnVDl1Zm3h1Gg55v4WbCirDYhKH7I5yXnrlBpbj0nB0tjdW2OgvcXhwE0XqeI0mSZZh202SvGQwmhFTB0qDupdfKhJdEVSiTtM0VTjVh5ajI8sKzTJYWunh+z5xHHM0GiKFSpBljKcLRsO6H99QYXvZ5dLZLR7caGGIArfRxG+1QWqUeYoqJaap0Wh0QFRoUlKUgjiX5LKiUCW6LlldaxBFMBwJXr6d88KVmI3ljIfOn+DCyQYtK0dXA1RZIIRCmTcolS4YS5hmA98KSYuQokyxFJ21hkfL7dNvN7h/keA//iLP34KDHEReKxRVtksplXrBy1TYn0zpbfVw213Gszml0FDRiOYLyOp1AFWCKqq/GMO+pegA911ep92w2T6/SbvnEw4nSErAZD4PKAuDYBozmsYEccUsLomK+q2ZCbi0DqdObOAYCgiVbJEwPjqkKjOyFM6fW6HX6dTSXrqOrug0Wm1kkdNqOcTXZ+SZghSgqTqGpqOpOkIRVEo9Url0YZWTJzcpipQkzzAdm/UTLrd3Y/7Dh59jNBnzve//Hi6eP8/g8ADXNjhz9hS7L93gcDhgMBrz0vXrTMKE5cYad3ZHBJnGysY6nX6LcDEhnEwhzzH0Wt5LFRWlFGxv9rEcHcdxsAwTQ1HRVQ3XtDBNnbhK0Gy91g+tlFrSX7foL6/S7/dJ4pBbN65SZjHtpkO00OjaFe2WT9fUEVmGUA0My6HT6eC2VLKipN3t0eu0mY4OMFyrTn6rCpJalV5UOWUpUFUNNJ00y6lygWpAzAwtLMCw2Tx9EWM8YzSZMC8FlJBhk+k+SZGxf3uH8SIkSWOKImEwGJDEKZ7noAjJYpJy7tQ6mqsRRQFShXMXbd7+9jcSxxFVLnj5yg0yoYJuUkkNz/NoNg3Wljt0G+tUZYoUGplU2Z1EHB6M2N0bMlsEiLvSYrqqY5stgkJwOAvJijr4asCT18Z46hjTgDADSYatajRtEylybFMjqiomMdwezHEcB91wUHUVTZWkaYxS5PiWit3uYTWXCMurPHdlyp/8+RH5QzmrvR5RIZgFC5qmQq/tkI0D2k2bhu/QyBV2hhl//MnnWV3RyEsYDqa8/eEH8S2DZ555mv2jAc2lPk57iTe/7TFe3PkswqpTDAiQQqDJ2mrENqBrQcfz8DwTy3UxDBuhO+QY9YzA9BktFty4PWc8r2d0Z5ahv2Jw+eHzvPUND6IFcwYHO4gkw23rmI5DpkAYzJkupuidFlWZ16Z3VNgNj8qySBYxWVkyHk1Jk5zZQjLPalfTfCxJroy4fjjl7AmPtZ7JylIL0zQQmUIWJ0h1gqFr3DjcY6nt0l9ZBWA+D6jigKap4a+1Wf7et/PCzQP+/IXbvLJfcRgLomhMhYpUBKkOR7MFl7ZXafWWKKKIcJFQpDrhNKDKSgzq7ift29tKXgfM1RMdzpzapL/aISkWZFWCKHNSUQvTCnRGowXjcUyYCBahIJWApiAryaOPvhHTUEjjkGQ+QCYLFCqyNCbLYHv7JJPJCK/Rwfd95pM5nucRL0pGkylZCkWmUxUCoWkIJELNQRQoCnQb8L73vou19SWORvtkRVonwqUAtbZo+MIX9imyP2Dp//p/sL29jaEBqmD36ICrN66zuz/g9sEY1fHIsNmbJHiNVaJcYiQzpBLgNiq0vMJC4OjgGCqGrtBuK1i2xLFLTFWgC4Glqfh2iWO5ZJlGiYrQBdguqtvA7yyxunWC1bU1vvjFL9LoO4i4QisyjDJmzbVY9hysJCNOM3Ktzos2Gg2WGx0Gk7vF4pqGbZq0G02k6yJFSZTEFGmJEAJ5V8G7SHImizFpITD9NkG6xzRM0UyfzVPnCOKEg6MR+0cDFosFRVFQVCVFliILiXO4g6RC1esOlEqAoRZkWcnG2R4Pv+UBZBWThyOqcs6ls2u89a3nGO3exiygZ8zIpYbUHaKsIEsLynRINYuxjC5VUZAVkiIVxIcB2XiEkWc0HYvSlGQSpOlTGh4FCpVVUlUpqBJFVSjzlEqAVymoqqQUIFGwLQtDFOi6pDTq6oVpDDeOJgjZRC67uIZFlKToSBxDI9eg321x4fxpCu7w/JUhL1yf0rWvYl5YRfFKNE/DMHQcR6PnN9guVRJlQq4lHBzNiXK4fueQiyc2+PPPP8Hp9TW2T5xG1WzmccLBwSHN3jrdLiwKBSlUDKGgSIlaVlgqdByLpYaFrmsYlo/ttmp/rEVCNlyQFQVFmXHr+pxKwLktuHz5HKdPbeA5JralYeYzsijGN3xs16eIM/Z29iiKgm67QafTIc9jqjInK1Liu+VDR7OQ3cGERSyYRJI8q3P0jq3T6jgoqsrtMOLLByV/+NyclWWd89vrXDzZ52TPomdVNJUpUoW8u8y0qBgfBpiaxDV1fN8nTVOCZEpDNfnuN13grW+8zBMv3OAPP/MsL+5DgUB3YFpAkGVc37lDx611eaMwp9KbnDyxhaEd0rEmnFoy2d5YZv/bHTBv3HqF86dX0SjI4wTfUEkyySJYUAqJ0Cwm8YJxkhPmgkTWo0tVVdGqirMnT6CJHNNSmSQR+SIERScvCxoNuHjhDK+8fB1N0bENi8HggKoSxHnFrb0hUWmQVhpZpVBUglxWKIpAVeq8oWfAGx64SLftMj9MWV3pMTxqE2c5qrEgT0OyHG7eHLCzt8eZMye5c+cmWRqimzbXrt9mb29BGMNmr1eXBcUFnSWN0XifMIjotUz6nRbNrl+3BhoKDc/CdUzKKsXQFQxFoFQ5WpFjSoEtCmwEvXaXeZKRS4ntephtg1wJuXXty7zy4pMURYGlFOiuRjoL0RCs9Lqs9ZaI05RQGqTSoFAVpKtgNJdJRgHTeUqQSwzNwcGlqFLm84S9gyHjaUijNQNFI85LBCo7+yGTORjOHYK4XgzZ3Gzy1JXbaJZLmpUcDEdEed1oUHd7aHctSMpancnUaLoWSInv2BTplPe+9x20fJvnn7nF8OA2UmQ0XEmcXMByXJbaLkUUM48SjgYTqjjB0R0SWTAbDzi1uU4lVbIsZxrG7A/G7O5FjGOQVp3HNRsdNKdBWAhG0zlZnICiglQoKlBNhzJPiEpJ2zYwywJdlthkOJZEUyoqq562SQmTcY4jRnTtNRamiSIzXMskLVSiLEJpmKwsNcjFCSyvydNfus6TXxqytdSg7TRR0oKWadLu+gRHcx46e5rFIkdRNGzD5Nr1Ic8+c8hDZy5g2QafefI53v89/xup1ImKCqlotSWIArauoSl1/q8qS5AJpgKupdB0LRp+nX5aLGaoqopAUuQh8+mUcAGnTmicPbPNmVMnaPsuhi6wLR3b1FEkjOKEJMlwRN0mqygKjuMQRAlXru/R7/dRNY15aTEIIobzGTuHIw5GdVrNbzTB1NG1AjRBKAQSSWY1kKbJ1atHvByWPHXzDg+emvAdD6zz8FYTYecIWYLfpNJdDL1AQyIpank5x8B3bIbTgOn+TYJS5Wy/xYc+8H0cTUI++dnH+eyLORbgIDFFhW+bbK+uMRiMmYUVWysdLpzcII/m9DyFpmN8+wNmEZVooiJfTGl7BiKJaVgG81mCYpjMw4JAUdkLFswqQQnYlkaeVay0YKvfQali4jjFcg0sfZU8Cbn6+Wf5jsfOkCZTNlbbaIrDwe4upgVBBtf2BtjdDZIgYDcYI6mn7IoiaXoWeVQnix86s8rptR7ReIhIQgb7+xRZhuu6TMYzLL2JZ5bMwpir16/w5sceIixCBsMjbl65xbVXFmxtLrPctplOUxQTHr28zSINabk6J/pnUcscXREYpUCUgiDJSaMU3dKJ4xjHsei2PLp+B88BQ+SIImG+WDAJYqxGA800mU73yAa3UU0Ly23gmBZantfSbLaN224wrQoWZUU2mTKNCxZ4REIhySriBNLJAVluEieSeBpzsH+EoihUsqQoCqJUkpegHkToFqiWxSKMkbIuXdHvqsFsb3bJdJ04LbAUHdXzmO4NsS2POC+JMkDV0RQdUylp2BFRWLFkaSz7LUhDLmws8dCpNZ7+4p+TjBZoucVwlPG5wSG69iLvf9+7uLZzi+7SGQpjwbLSZvjii9w63OXU6fOYTYf/8sVrNHtrLJKKW/sB126FRDl4HYXBTNJp2yRFTpYcEcQZaVLVc3FpgGlBUSGUWtJdQ6DJgl5Dw1ErDK1WWopyOL2pMxyWpBFsriqUsWSwd4RerDCzHTpdl/76JqYhUC2NtaaLZkrQdbQy55XndvjM529g/2+PoCoCLwjZXlmi57YgmPPoVp9rgzEvFQPYMFmMc37zt/+Mt7/tEptnHmA3KRkkKZNwwdLSEkEYsr21zpWbh9iqUs8EpEQxNHzPxO80sDyTLAvp+DaInCiYU+YFugqX1i02H11je/skLb+BomtMJhOSuKS1so5jNxiOpwyTDNt1MFsNrl25SrgIOHXqFIpm0V49xa3hjKgqCNKK2wcJL14bESTQ7kLDM6jKFFPTsVybspIcTqdEOWDZ5BSUhkpWCCrgmVshB0dXeOWMw2MPnuPE6jLJcI5v63imgumauK5FlaUkSYpqmLR7bawcrCwnKwWmltDb8Dj5v7+N//2dCf/ud76I7cGjZzboOxq7V1/E95ucXe2yfzAkHR/SarUoS4Wbd4Zw6ty3J1pyN2A+9ubLnNxYRYun9cqaqJAVKIpKpUjGQcTOYMTBNEMYar06mVcYwKVTaxgUFEmIauRoGhSojCYhZQWuayOr2lzN1Gw826n7jtOSHJ1M0cmkQqWo9aq4rFAriSwL7Lt99qc31zFFQS5rJ0ClKu961USYpknDcvE9E6HuMJvNuL17m/2jfW7duMWTTzzHww+dYzKOODqckBUC3c+pNDAdhabfIFoEGFLB0gW6qSMRVBXEFCi5pNNdQdM0EgGTBLKsxFEElqIisck1i0I6aMKkVAyEWlJkknkwJ8tLFEUjjlNUzaAsKwajEUVRoSgKsyhjlEmSSiFOUpIY4hSSDKK7CymvCoVI7ub0NLBdcH0f228QxBnShqqo+3TVu1YRll33C6uFpCrSOt8JVOLVbgkFVJ2qlCRphmGAr0GVF0wHE3w9p9VfwRApwfiAYDTFcztYZsjhQPClZ2/gN/q88+1vIp6PidMFYVphu+3aytdwyISO1VpjnCrc2JuyczRjFIFmQrfRoK2nqKZFmeUkWUKWyVrBXYJUqjqhphq1TwH1YsfqaocVV6NYjEhCMDVYW4cLZzY5f7JiMZuhSp1wGhNHOYUwmMWCUstoreq0fZeSlNHhDi99+Xl2J4I3Pfw2Lvb7/Jc/eYrPPPkCb3/HI+xM9+m2e5hCwdMULM+mWGqSqRJ/6jJWFpRZwBPPvMTt0ZS3aA+yvLJKf2MFIQQ7Ry+xv79PkUIuYvLi1XIpwMlBpIiqIk3mzLIZVHW3zMmTbVZ6bTpNn267ia6WWFqOrprktkEiFNI0J03mHI1nuJ0ez7/0IjqSfrfD2YtrZGnB7t4+TrPHvFTZGy3YG884nEyZFWD6oHsuiqHimLUvk2nqlIVAoJGUFYUsSauSXFHr6bMGmFDocBQpPH1jyPW9I95430lQFIqyYjaPyIMAZInruvS6K7V6kSZwTAvLVDEMBSlTqirEqRJ+6oceJcwEtmGSJgFVtCDKYspwRjia4HoNyDQMy6nlIr81sfHrogPcf+kiTb9BGIwpqgJdUUnLWmIsTErmYcJgEpBXoKh1N4MqoeXAfee2afgepBGKAqCQ5zm3b90gz7hXwe9aKkLPSYucIIoYjuZMZnOmeUmSpkgp0BQFZD1dVBWJY0OzBSdPbDCfTUjDkCQKKcscQ6td6brtJh2vQbPhoNs5tmUwn8+ZTCaUZcnSUps3Pvom/vRPvsBiEaHqOmkkSESGJWwsy2E+nqFLBdvU8F0T26pVfzTdRjMNwuruyngBVloSaRWOCp6u1fJaRZMitaiqijyXFEXd1jifh8zu5guzLL+rJCSZz9NXv/+kOZhOPY0U1MGw7UDPB6kooGjkZUlRQV7W21cC1BxEGJLmIa5jY1q1eVyq1otkTQtaRq1YZNmQ5CmlMLAAS80xjVoRXVUlTrvNfLagDCEVIKj9qk0D1pdaOKaOoanIu8IHtuWi6iGDYcBTTz9Dr+VBldLxHDTVqLVR05SimuJ2V1hZWWZ2e5/B8JD5vKzTOa+WZhkGQlXIi5IklrXVBXXVSf3nV0twBAoCUwfX1HFtjTLTMMqKU2c7bG1t0u12EUJwsHfIdLKgs+ySizGv3LxDr9fGbTVQNJ0oTQmjKXmR0261aPeXufbK83zfd7wbTWT8zqeex/af5U1vvMTe0QDT9dA9F9s16PS6bLkuhr1ATSHLBUc3Iq5cPUQWCy6cP0V/pUtZVRwMRswCkBq1w6QhMQ0N31HxLAWljElCQdPQafk2rYbH+kqP0yfXaTcsRFmiKZIoWBCGIapikBWCJMmJsillIRnPAxq6zanT55BFTjCbceP2HuPZlMk8YnlDwfB6hNkRR6Mh04VAV6Ht2/i2A3laF/oj7xqWCQpRkZeQ5CVJVb+8uPts+o6NbytomkYYxkSjOdH4iM1+k63VFdZXuliuQ1XWtijjSUApIM1LykqimhZ1O0eFZTksdRxSDLxK1nYaasXaUqs2+wtD1CqhabewdIFnqRitFlf/ioPiN0IHUGVBOJsQxzGaWY9i5lHKNMo4nAQMZjGL+O4IR9xtawJOrrhcOruNrWsopkVFThjEREHB8GhIowGe5+HaJq7lkmX1Cm8pIC4K8kISJSnhvLZKMHUN3QBLU2h5Bk1b4US/RcN12btzhyKLmI7GhIs5UgpEmdPttmnZNp5johk9fN8iWgQMD49oeG2++93vQRQKRVli2Qa23yQsM4ooQ2Ql41lAXghEUaLFJYvExLV1DNvCcjRMxWI+HYOqY+oqlgqmqDBkgVYllFIn1lKSsg7gRVEgRC3JlmUZRZZjmBqKYmKoBpqh0bYadV+qrqOqOWo5QVQlUtZpO+Wus6CCjqrX0mhCCNIiJytyQKLotR1AJQRHwxRTBRGDVdT3yVZBzickEbg+VAtQ9BSbOthWd7uaZJ5T5QMcaisGi1pSzFfgvlMt3nD/RRxDpddp03BD4iShQrC0bCJ1ldk84NOf/RxLLY93vvWt9HpLLOZzFHSyUtJuNkgVlTSNSdMSxwbrrtZE7VBZEue1S2X5FSugivLq/yTIugfZ1FRMTZBFC2Kp0rU0Wh2HMxubbG1u1mVXiophaCgatHpdplGCW4LfbaPbDkGSEA3HjCeHdNo2K90lNLdN23a5de0KvU6T73vXWZ5+7hrRZ57ife94I9M4wdINsEt016JtNclLQdkOQSgojstzV4bcuR0zHLyA3wLHdxhOEpLirrSgkOgatW2LInEUcBWBYyic2t5go9+nv9Sh2/ZpuiaiSEiyDEUFz2sQRCFFJVFVHc0QiFJF0zWazTaHh2NM12VwtE8wn3L27GlOr66SX73NjZ19lrccgjQlrwSaRj0QcRxcw6AoMnQkQlRUeU6WleR5PaAX1C9yqL/zjmXi+Q6uWZvMGQZQOYRRwvWbC+7cXrDa1blw6iRL3QaeY2CUKkUlyNKCvKzQiory7uBBN1QavocIExq+S4zAwsFu60RRRDxJ7mopJBRhSi4KTKVRt0V9m6hzmHlCmBTIMicHClExmgRMQ8HRJOT2fkCY300ryboLpePAfac2OXdilSwY4poghGA2HROHGlUBl871WF7qIvO6yHi+WDBbBMyDmOk8YholDGeCJKnLBjzXxnVNGq5By9VZ8kwunl7H0mA8OKJIQibjCZPpmErqJEmCFCU6AksTCFNlMZuyt1MxHo1QpI6UkitXrtSrhks9LK+BiCJKQ0dYKpUAy7PJ04yqyElFRRoXlGFKIecIRaeQKqgaKgqaFOhlXg/37godDOJJXX+o1m9hUwfTBNfWsGwDy9GxbANTN7AsA891ME0T09RpWCqe2oM8QQhQNJ2qFKRFWct9GWadyEdFUHc9WZaFbdcLBWmakuc5tmmSRHUBe5om2LaN7/tM5zMkCqPZHK/VYzQP0SyHpCipFB0FnTyq0EhY6kW4uo5drWFKi27DYn2piVplUGaUVUEpNCpFqRsLVB1UycHRiIOdIY5ucmJtFc/1cR2P0bQeXc+TpPYuKsBpaOimQZLX9sCmqrO7H9er5NRfUkV9Nf0gkFIBRUVTBa6u4VsanqnTtBWWGw7rSy2y+YQyaBFHAU7Dp+m7pGWF12yQA9MkZXTjFi9eucXFs1ucPLnC5tom6+td2t0OX75ynUff8AAvfOFL7O/ucPFNDzMMp3z2iTFbG3e41OngmQXCTHAtHb/hUhYOylKDXqtNJ5IIBEfjMftjmB2A6SVEKeQV99qHXR06TYuNrsv6ksPmapPlThPdtGm1WliGRp6nzMuIKrsrtXbXOTWOUiqpo2omaVJXSlRCJRYKN2/vMllEBPOAy5fPc/ri/RwOR4yCkKMgZPeFFxjNa5k619XxLBPHNGiaJqW00BVJXpbkVU6YpMRJXS5Y3U2JGSq4jsVSr02nYaMXMUWRk1QSspKVbp8kCBiNE+azkji5xfpym363yfJSm3azgaEaKIZ2d0ErpxICXdexSoln2zR8GzVPqKICR9XQbYOy12C161NVkiwvUMsFSi6//QGz6bkUaQSVRR6HZGnCdB4QlxaLOCbJ6mDpebVPtWsrNFydXsfHs3TSSMF1LOKsXiApcoMsg6WlJVRVJclzkDAazRmN54ziMYPhhEUI01kdhG1Tw/Mc2k2Pbsun6UDPNTixsY6pqxSyIssy4jhkPplSohLHgtlsgo9gqdOnUjRu7w1QdIHnNsiyjBdefoloXtDqtEGaxJXALCocTaVQBVlVoVQahqPdM6Avy5zpbMF4XhKmOYpZj8hEWXeuGLK2F3VVwIBO30CxLDzHvlurqaFpCp5t43omvuXgelZdeKsJmp6PpimoKrRdnYZMUasEwzBxHAdVq6f3qm5j2zavOtsXorj773pthhbOmU6n9JptdF0lDSNabY84jDBNA83QmS3mrKxtMlkErGyeJM5LSlWvhZNtB8OwUVMDxALTHBDOpuQTjyysKJIFRRKh+AbT2Zg4TPA6K+gI7hwOkRqs9nuUecpoVPL001eIz87ZXFutZxaui9R1pCyQUtQjaKUeslRV3RhQCoW8fLXqorZxFfJu3SLcNToXiKoCVaHtNzixvsxaU6OtV/iOSVwWVFlKHkeg1qNx07YQCqRlwebWJoOjCQf7MePZlP5ymyqL0MiJ45it9RWuXnmJR95wmcezL/LEE0+xurZBtzHmU58esvbdJp6mkssMaess6W1c20A0HHTDp5zknNhcxfUdMnbZH9bphEK+qokAvqOyvbnKfadWObXWYqWps9Q2aDU9wqQAVaVME6QoMGwdVVWI45QsiQiDmCzL0QwHRS0YjyOGkzlxnLLIK3YHIdIwaLZ92ktL7O4d8vmnvsjt3QlGw2V3J6ak9p73PA8HDUPTMFQVwzDRlJKilFS5oChK0upV5a76FkgJtm2y1OnSbdpUCxBJQVlWiKJiNk/wLJe1NQtNKdBUhaPRjGBWP59ntjdpNHxc373XsFJVFUJK8jwnjqK6w64q0TWJpanYuonV72GaJkEQESUxZSHQdPmtio1fF+Xnf/7nv72f4Jhjjjnmm+RXfuVXvi3HVbIsOw6YxxxzzDGvg2+vo9AxxxxzzF8jjgPmMcccc8zr5DhgHnPMMce8To4D5jHHHHPM6+Q4YB5zzDHHvE6OA+YxxxxzzOvkOGAec8wxx7xOjgPmMcccc8zr5DhgHnPMMce8To4D5jHHHHPM6+Q4YB5zzDHHvE6OA+YxxxxzzOvkOGAec8wxx7xOjgPmMcccc8zr5DhgHnPMMce8To4D5jHHHHPM6+Q4YB5zzDHHvE6OA+YxxxxzzOvkOGAec8wxx7xOjgPmtwghBF/+8pf/h/bxm7/5mzz77LN/KZ/n85//PP/5P//nv/T9/mWzv7/Pv/gX/wL4y/+cH/3oR/mn//Sf8vLLL/+l7fNVrl+/znw+/0vf71/kl37pl5jP5xweHt67Tsf81XEcML9FHB0d/Q8HzL9MHn30Ud73vvd9uz/Gf5PV1VX+3t/7e38l+37hhRf4qZ/6KS5evPiXvu8vfvGLLBaLv/T9/kV+4Rd+gWaz+Vd+nGNq9G/3B/jLYGdnh4997GPkeY6maXzv934vp06d+prtfvM3f5P19XX29vYIgoBWq8WP/uiPoqoqV65c4ROf+ARFUdDpdPjhH/5h0jTl13/91/lH/+gfAfWIZDAY8JM/+ZMA/MZv/AZveMMbuHTp0r1jTKdTfu/3fo8gCJBS8sgjj/DmN7+ZD3/4wyRJwr//9/+eD3zgA1/3eJ7nAfCZz3yGZ555hqqqOH/+PO9///tR1dd+t32j83rqqaf43Oc+hxCCdrvND/7gD9JqtXjiiScYjUZ8//d//2vuN45jPvaxj3FwcICqqjz00EO8853vBOCXf/mXec973sOVK1eYTqdcvnyZ7/iO7/jvvje/9Eu/xDvf+U5u375NEAQ88sgjvOUtb+Hw8JCPfOQjfOhDH/qq7UejER/96EdZLBZomsYP/MAPsLm5+TX7PTo64qMf/ShxHKPrOu9+97u5cOECH/7wh0nTlN/4jd/gfe97H+fPn/+q69nv93n22Wf5gR/4AR5//HEefvhhHnjgAQD+w3/4D/f+/vnPf54nnngCRVHwPI8f/MEf5MUXX+TatWsMBgMeeOABXn75ZX7+53/+3v7/zb/5N3znd37nVwXqw8NDfvd3f5fz58+zv7/PbDbje77nezh79ixSSj7+8Y9z7do1hBCcOnWK7//+70dVVX71V3+Vf/AP/sFXnfPXewa/3r055pvnf4kR5h/8wR/w2GOP8aEPfYh3vOMdfPSjH/2626mqyq1bt/ixH/sxfuZnfobJZMKNGzdYLBb87u/+Lj/8wz/ML/zCL3D27Fn+4A/+gF6vh6Io96ZW+/v7lGVJWZZIKdnd3eXkyZNfdYzHH3+cM2fO8KEPfYif+7mfY39/Hykl73vf+9ja2uIDH/jAax4P4OWXX+bZZ5/lp3/6p/nQhz7EYrHgi1/84jc8/9c6ryiK+PjHP85P/MRP8Iu/+It0u10+85nPvO7r+slPfhLLsvjgBz/IT/3UT/GlL32Jq1evAqBpGkEQ8OM//uP83b/7d/nTP/1T8jz/H7o3aZryd/7O3+EDH/gAf/Inf/KaIzQpJR/5yEd44IEH+NCHPsTf+Bt/gw9/+MNUVfU12/2n//SfeNOb3sQHP/hBfuiHfojf/u3fJo5jfuzHfgzTNPnABz7wVcHy1c9y+/ZtPvjBD3LmzJnXvD5RFPHpT3+an/u5n+NDH/oQb3zjG7l27RrveMc76Ha7/NAP/RDf9V3fRRRFHB0dATCfz5lMJpw9e/ZrjjkYDNje3uYnfuIn+O7v/m7+7M/+DKifiVu3bvHzP//zfPCDH2Rvb48XX3zxNT/X13sG0zR9ze2Pef38LxEwf/Znf5YHH3wQgFOnTjGdTl9z2wsXLqCqKoqi0O12CYKAK1eusL6+zsrKCgBvetObuHLlClVVsb29ze7uLnEcYxgGq6ur7O/vMxwOabVauK77Vfv3fZ/r16+zt7eHaZr8rb/1t7Bt+6u2+UbHe/7557l8+TK2baOqKo888ggvvfTSf/MafL3z8jyPf/JP/gmdTud1XZu/yJUrV3j00UdRFAXbtnnggQe4fv36vZ/fd999987ZMAyiKPqafXwz9+bV7TzPY21tjZ2dna+73WQyYTQa8cgjjwCwsbFBs9nkzp07X7XddDolCAIeeughAFZWVlhZWXnN/X4l586dwzCMb7iNaZoAfPnLXyaOYx5++GHe/OY3f9U2mqZx33338dxzzwF18Lt48SK6/rWTO9M07wXobrd774Vx6dIlfvZnfxZd19F1na2trW94HV/PM3jMfx//S0zJX3nlFb7whS9QVRVCCKSUr7ntV34JFEVBCEGWZdy5c4d//s//+b2fmaZJHMdsb2+zs7ODpmlsbm7S6/XY2dnBNE1Onz79Nft/+9vfjqqq/P7v/z5xHPO2t72Nt7/97V+1zTc6XpqmPP744zz11FNAvVj06lT9G/H1zktKyec//3leeeUVFEUhSRLa7fZ/c1+vEkURjuPc+7vjOMxms697TFVVEUJ8zT6+mXtjWda9P5umSZIk94L9V5IkCVVVfdUiR57nxHH8NZ/fdV0URfmqcwjD8DU/w6v8xRfh18MwDD7wgQ/w2c9+lk984hNsbGzwfd/3ffR6va/a7oEHHuD3fu/3eM973sPLL7/MY4899nX395Xnr6rqvWuVJAl/9Ed/xOHhIZqmMZvNviYwfyWv5xk85r+Pv/YBMwxDfud3foef/dmfZXl5mdlsxq/+6q9+U/vwfZ/Tp0/zt//23/6an506dYqnnnoKRVHY3t6m1+vxx3/8x5imyeXLl79me03TeMc73sE73vEORqMRv/7rv8729vbrPl6z2eTs2bO89a1v/abO4evx0ksv8cILL/CTP/mT2LbNM888800tPPm+/1VBNo5jfN9/3b//zd6brwyQSZK8ZtBqNBpYlsUv/uIv/jc/fxzHSCnvBc0kSb6pc4D6BfSVgT7Lsnt/Xl9f50d/9Ecpy5JPfepT/OEf/iE//uM//lW/f/LkSYQQXLlyhcFg8HVftN+IT33qUwD89E//9L1A+I14rWdwY2PjmzruMV/LX/speRzHmKZJp9NBSsmTTz6JlJKiKF73Ps6cOcPu7i7j8RiAvb09Pv7xjwPQbrdJkoSbN2/eG2GOx2MODg6+Jn8J8JGPfORenq/VamFZFoqi3MvRSSm/4fEuXLjAs88+ey8f+OSTT/L000//d12bIAhot9vYtk2apjz33HNfN8/4Wly4cIEnn3wSqK/zCy+8wLlz517373+z9+bVkqHJZMLh4SEnTpz4utu1Wi06nc69aW4URXzkIx/5qkAG9b1rtVr3tns1lbK1tfW6zwHqAD0aje59toODA6Be0Prwhz9MWZbous7S0tK939E07V7eUFEU7r//fj7+8Y9z4cIFNE37po4fBAHLy8uoqspwOOTmzZtfc65fyWs9g8f8j/PXfoTZ7/c5d+4c//Jf/ks8z+Pd7343d+7c4d/9u3/Hz/zMz7yuffi+zw/8wA/wW7/1WxRFgW3bvP/977/3862tLe7cuXNvatzpdCiK4uvmuN761rfysY99jI997GMoisJDDz3E+vo6jUaDIAj4Z//sn/GP//E/fs3jXbhwgcFgwL/+1/8aqHNZ32gl+xvxwAMP8Nxzz/Frv/ZrtFot3vWud/Fbv/Vb/NEf/dHrGmW9+93v5qMf/Si/9mu/hqIoPProo9/U6OibvTfNZpN/9a/+FWma8t73vvfeNft6/M2/+Tf5gz/4Az71qU+hKApve9vbvmpKC3Wg+pEf+RE++tGP8ulPfxpd1/mRH/mRr0ozvB7e8pa38Nu//dvcuXOHdrt9b+V6Y2ODdrvNr/3ar6GqKr7v37tXly5d4j/+x//Ie97zHt7ylrfw0EMP8fjjj3P//fd/U8cGeNvb3sbv/d7v8cwzz7C+vs773vc+fvd3f/c1Xyiv9Qwe8z+OkmXZayeVjjnmW8Qv//Iv8/f//t+n1Wp9uz/KXwlBEPBv/+2/5R/+w3/4DUvEjvmfm+M7d8wxf8VIKfnkJz/Jo48+ehws/5pzfPeOOeavkDAM+ZVf+ZV7q9XH/PXm/w8WOVl5ArCHPgAAAABJRU5ErkJggg==" | [
"Do steel nails take fewer days to rust in water compared to vinegar?",
"Do steel nails rust in fewer days when submerged in a large volume of liquid compared to a small volume?"
] | null | 0 |
math | grade-1 | subtraction-sentences-up-to-10-which-model-matches | true | false |
Which picture shows 5 − 4 = 1? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAARIAAABKCAYAAAB3ndsNAAASqElEQVR4nO2deXRT153HP1eLZcmyvBsbMGDAxgmExSQsWaFJmpWUNEuTpqRuadMzpJNykukkZU5zuh6mp50O5KTTmdLMOCwzhUIKSUhIJwmELDYmGDAOi40zgI1tvFuybMmWdOePJ0uWVxl5IeV+zvGR3nLv+33fz+erd+979z4hpZS1nXC2HRxe8EgUCoViUAwCYvWQZYEJUSBq3VIW2cc7LIVC8UVlsQ0M5e3aQnoUzIrRXEahUCgGw+GFM06o6YSydtDZPdo... | 0 |
science | grade-3 | animal-adaptations-feet-and-limbs | true | true | Red-eyed tree frogs live in the rain forests of Central America. They spend most of their lives in trees. The feet of the tree frog are adapted to stick to the smooth surfaces of leaves. Which animal's feet are also adapted for sticking to smooth surfaces? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9ebglV1X3/1l7qDrn3Lnv7e70lHTS6c48kjAFAwmIzJMBZBIBjYqICsLL+/78CYpKNAJqDMogMg/iy6CISkJAZghJyBySTjo9z3c8U1Xtvdfvj7p93wQS0iHN8Po7n+e5z3PvOXWqdp2qXbdWre/6LlFVDSGQUmLAgAEDBgwYMGDAgAH/d2KMwTmHiPy0hzJgwH9LzCBwHjBgwIABAwYMGDDg/35SSoQQftrDGDDgvy1mEDgPGDBgwIABAwYMGPD... | 0 |
math | pre-k | identify-shapes-traced-from-solids | false | true | Can you make a triangle by tracing this shape? | 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" | [
"yes",
"no"
] | null | 0 |
math | grade-3 | identify-multiplication-expressions-for-arrays | false | true | Which expression describes this array? | "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" | [
"4×2",
"3×2",
"3×4"
] | null | 2 |
math | grade-8 | front-side-and-top-view | true | true | If you look at this object from the top, what will you see? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAAygAAADwCAYAAADrcUAuAAAv50lEQVR4nO3dfXSU9b3v/U9K1OhJDNBdJdibyRAk2QdZSQxSbNGZ6dntwS2YxJ5TAW0znJYHq+dmBtRTuquZnG2rt09cuLDy4K6DW8C69ioDeFZRPOYC2ZYiIaNFSzDBKyiEUg1Tw2YiBHP/McwU5CmQyVyTyfu1VleaEGa+pP0jn/X7Xr9PlqRuAQAAAEiK7u5uHTgqNR+ROo5LXfy2fU7ZWVLeIOnaK6SrL5WyREABAAAAkubA593a9pndU/RP37hSyrZ7CAA... | 0 |
math | grade-1 | square-corners | true | false | Which shape has 1 square corner? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAD5UlEQVR4nO3bTW4dRRRA4fP8NwgJzEAsABgyzDLYA0tjOdlBCHOcqZ1YivFTM2iMjLH9frr6VtWtc6SWqlQq6Q4+1aw30zRNl7fwxw1cb+FuwmxxZxt4cwo/vILvLmBz+WWa3l3VHssy9/ZrOPtwM2++v4CfvpoVmi3tegvvP8Oft/D7DZxc3c0HIrOSvTmdTQF82sLJ9sGBWcnuTf01wUndUWyUhGYhCc1CEpqFJDQLSWgWktAsJKFZSEKzkM6OvvnbrwXHsOb... | 0 |
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