02. Приемники сигналов.ngscript 185.74 KiB
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      "name": "ijulia-1.9",
      "display_name": "IJulia 1.9.3",
      "language": "julia"
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    "language_info": {
      "name": "julia",
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      "version": "1.9.3"
    "engee": {}
  "cells": [
      "id": "a6aca423",
      "cell_type": "markdown",
      "source": [
        "# Приемники сигналов"
      "attachments": {},
      "metadata": {
        "name": "Название секции",
        "engee": {
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      "id": "60277fb3",
      "cell_type": "markdown",
      "source": [
        "Считывание значений сигналов – важный аспект исследования и отладки моделей. \r\n\r\n![сигналы 1.jpg](attachment:сигналы 1.jpg)\r\n\r\nВ **Engee** предусмотрены следующие способы отображения сигналов:\r\n\r\n* в графическом виде,\r\n* в числовом виде в рабочей области,\r\n* в числовом виде в файле формата `.csv`.\r\n\r\n---"
      "attachments": {
        "сигналы 1.jpg": {
          "image": 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      "metadata": {
        "name": "Название секции",
        "engee": {
          "isDisplay": true,
          "isParagraph": false,
          "isClosedParagraph": false,
          "amountHideCellsInside": 0,
          "codeOutputView": "col",
          "codeOutputHidden": false
      "id": "ab085022",
      "cell_type": "markdown",
      "source": [
        "## Пример: Фильтр нижних частот"
      "attachments": {},
      "metadata": {
        "name": "Название секции",
        "engee": {
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Модель, с которой вы будете работать, состоит из генератора зашумленного сигнала и из фильтра, который выбирает низкие частоты с использованием скользящего среднего значения (EMA)." ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": false, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "f1f97983", "cell_type": "markdown", "source": [ "![глава_2_задание_1 2.jpg](attachment:глава_2_задание_1 2.jpg)\r\n\r\n\r\n" ], "attachments": { "глава_2_задание_1 2.jpg": { "image": 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} }, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": false, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "f745ff47", "cell_type": "markdown", "source": [ "Моделируемый сигнал представляет собой дискретную синусоидальную волну частотой 1 Гц. Шум добавляется путем наложения синусоидальной волны более высокой частоты (20 Гц). Зашумленный сигнал пропускается через фильтр, который усредняет текущее и предыдущее значения сигнала.\r\n\r\n<br/>\r\n\r\nВы узнаете больше о том, как создавать подобные модели, в разделе \"04. Дискретные системы\"." ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": false, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, {
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"id": "ccf33b9b", "cell_type": "markdown", "source": [ "### ✏️Задание 1" ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": true, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "f83506b6", "cell_type": "markdown", "source": [ "В этом задании мы будем представлять результаты моделирования в графическом виде.\r\n1. Откройте модель `Глава_2_Задача_1.engee`. \r\n2. Запустите модель на выполнение.\r\n3. В окне **Графики** откройте **Меню сигналов** и проверьте, что там выбрано построение графиков сигналов `Сумматор 2.1` и `Зашумленный сигнал`. В окне **Графики** отобразятся график зашумленного сигнала и график сглаженного сигнала, полученного на выходе фильтра нижних частот. " ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": false, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "8a91cb22", "cell_type": "markdown", "source": [ "#### Проверка" ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": true, "isClosedParagraph": true, "amountHideCellsInside": 1, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "d7d77c4e", "cell_type": "markdown", "source": [ "![глава_2_задание_1_график.jpg](attachment:глава_2_задание_1_график.jpg)\r\n" ], "attachments": { "глава_2_задание_1_график.jpg": { "image": 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6h/6Nr1uvGv2O9Etbr4bas0kKsR4gv1BPoJa9X/4Rux/590/WgC9RVH/AIRux/590/Wj/hG7H/n3T9aAL1FUf+Ebsf8An3T9aP8AhG7H/n3T9aAL1FUf+Ebsf+fdP1o/4Rux/wCfdP1oAvUVR/4Rux/590/WuH8BfHT4ZfFH4h614T8O+JvD+seJPDpYajp1rdB57Xa+x8jPO1/lbGdpIBwa1hRqTjKUItqOrstvXsZVK9KnKMJySctEm935dz0avmH9ufwyfjr+0J8DPhk8TzaVc65P4u1oeVDNF9l02IFFkBdZFEk00cYZePnJ+baRX0h/wjdj/wA+6frXzn8MNG0b4p/8FIfiPqyQ6HeD4deHNN8Oqx0yVLyzuLl57l1E7/Kw2cnZxiVRn72fUySTpVKmKX/LuEn6N+5F/KUk16HkZ9FVadPCP/l7OKfml78l53jFp+TM/wAM6fZ/s8/8FV9XsYZEttO+OfhkaqkJP39V09tsoVUh6NbsZMySfe83n5lWvqqvl/8A4KQx2fwk8P8Aw5+Jokhs4PAXjCzbUjNfXNvC1heE2k5ZYUcyFTJG+0r9xJMbidjelftgeNdK+CH7MXjfxLKljHLY6ROlmtyJTFPdSKY7eJvKO/DyuikqRgMTlQCRWayjVoYfGVHypx5ZSe16el7+UHC4snpyp4jEYGiuZqXPGKWrVTWyXVuop2t9xwX/AATx8P8A/CQaj8W/iXLatb3PxG8ZXTQmbSH0+4FlZE2tsjbnIkAVHbcAPnklznOBP+wxbP8ADL4j/GX4cOlxFa6B4qfXNLW4vLWQi11JRcFI4oVUxRrN5rAMMgTAdq8Y/ZS/aUvv2Wv2Wvh/D4x+Cuv+G/h7b6fDDJ4nt9S/tDMsnzSXU1qR50MUszs4LMeHAQEFVr0a98ReEvAf/BQTQvE1td6N/wAIt8VPAU5fULfSswST6dIbhLiTUFOwK1rJKDv6C2iBPKYjD5/g81r42lhZ3XLzRvFxfLTtyys0tPZqVnZrzN8ZwtmOS4fA1sZT5Xz8snGUZLmqX543i2ub2ji3G6l3R9W18mJ/wVN8PeJP2lk+H0XhPxCnh668Rt4UtPF7bf7PutWhOXtlXGSu5dgcE5JBwFO6vLvj38ZfEH7Rvwz8e/EfTNU13wR8G/AdpcJpDaYZre/8a6gP3UX7yNWdLYzlEyoI+Y7sEMYvHvi18PfEf7K/7Llt8P8AxbZadqNtrtraeMvBus2OmNL9l16Exzz2Ukf7p5Wl+dFaQbv3ynDEFU8nIc1wVXlrY2jL6vWmqUKt7JSdvftvy3cUm9HfVWaZ7vEXD+Po8+HwGIj9boU3WqUOW8nBa8ik/d57KTlFe8raO6kj9ZaK5b4a3+mfEb4c6B4ht7OaKDXdNt9RjS5i8mZFmiWQB0DMFYBuV3HByMnrW3/wjdj/AM+6frRODhJxlujmhNTipx2Zeoqj/wAI3Y/8+6frR/wjdj/z7p+tSUXqKo/8I3Y/8+6frR/wjdj/AM+6frQBeoqj/wAI3Y/8+6frR/wjdj/z7p+tAF6iqP8Awjdj/wA+6frR/wAI3Y/8+6frQBeoqj/wjdj/AM+6frR/wjdj/wA+6frQBeoqj/wjdj/z7p+tH/CN2P8Az7p+tAF6iqP/AAjdj/z7p+tH/CN2P/Pun60AXqpD/kYj/wBew/8AQjSf8I3Y/wDPun61UGgWf9vFPITb9nBx77jQBs0VR/4Rux/590/Wj/hG7H/n3T9aAL1FUf8AhG7H/n3T9aP+Ebsf+fdP1oAvUVR/4Rux/wCfdP1o/wCEbsf+fdP1oAvUVR/4Rux/590/Wj/hG7H/AJ90/WgC9RVH/hG7H/n3T9aP+Ebsf+fdP1oAvUVR/wCEbsf+fdP1o/4Rux/590/WgC9RVH/hG7H/AJ90/Wj/AIRux/590/WgC9RVH/hG7H/n3T9aP+Ebsf8An3T9aAL1UvD3/IJj+rf+hGk/4Rux/wCfdP1qpoWgWculxs0CEktz/wACNAGzRVH/AIRux/590/Wj/hG7H/n3T9aAL1FUf+Ebsf8An3T9aP8AhG7H/n3T9aAL1FUf+Ebsf+fdP1o/4Rux/wCfdP1oAvUVR/4Rux/590/Wj/hG7H/n3T9aAL1FUf8AhG7H/n3T9aP+Ebsf+fdP1oAvUV598Z/jL8Of2d9NsLzxx4g0Pwxb6nP9mtHv7jy/PcDJCjrgDqegyMkZFddY6Tpep2UNzbLb3FvcIssUsT70lRhkMpBwQQQQRWsqNSMFUlFqL2dtHbez62Mo16UqjpRknKO6vqr7XXS5H4/8YW3w98Ca1r975os9DsJ9QnMUDTyCOKNpG2xr8znCnCjk9BXwxpH7Jt94u/4JUX3iFLG5/wCFn6pezfFOJ0gvhdx6oJWuI4oFLm6V/IAiTY+S7bwTuJb3b/gpUYtI/ZK1rSrC10yTVPGd5ZeF7GK61Y6b5k99cxwLskAJJXeXZR/yzjkY8Ka9n0/4WaFpvg2DQFsA+lwWS6esUsryloQnl7WZiWb5RgknJ7mvfwGNngMJCvT3lUT+VNLT0bn6Ox87mOBp5jjZ4eptGk186jav2ulD1VyP4NfEBPix8IvC/iiIER+ItJtdSXMLQ8TRLJ9xiWUfN0JJ9z1rxD9tu9h+I/x7+BnwxGoJbtq3iU+Jry3S/ubOee302F502tCuGAl2vtZh88UZGCNwi/4Jp+HovCnwi8T/AA/vNONvc/DTxZqeh4GmS2MJhaY3ULRiRmLq8VwkitnlJYzyCGPmfjj4v+JJf+CmXikeCfh9q3xDk8G+FYNCjs7XxLFZaZbmaQXV1PKZIikc5ZbeILvyfs7ZzwE48VisJk+Oq1a07Rjzcm7lJyVocsUm29VKyWyb2Vz0MBl+Pz3AUaOHheUuV1LtKMVFp1OaUmoxWjheTSu0t2kem/8ABRP7J4B134NfEm5u7Owi8FeNba2vZ7rULm3jFjffuJwEiBWRgRFJh+AImGcMyt9MV8gfFT41aL+2R+yf8SvC+hWOveE/ibo+nPJN4blCQ6tbXUREsIQSAq8byIilgAdsg+4WU1N4+/bAk1f4Q/Dbw/8ADfTv7U+KXxP0WzvbCC+kSU6Lbywq73t2UymVG44xglWO3C7D5WLznCTySlj1PmjCUoaat3s4xUd+Zyclbe+9j2MDw5j48Q1srlT5ZzjGbvolZNSm5bcqioPm2tqr3PVf2yP2v7f9kzw34fMHhvVfGfifxdqQ0rRNC05wk99LsLsdxB2qoAyQCcuvGMkdD+yx+0fo/wC1h8DtG8caJBc2dvqgkjnsrkAT2FxG7RywuPVXU89xg45r4FP7P/jy0/an8WeI/B/ii9+IHiv4D6dZzXMurXsV+NWvLqOdr61ghV/MtVMLbEj2nLROAwYrj2r/AIJheO/DPi74ofFXTtBsxa6Dr89n420q1kns1MC3qvDdQrBAqsvk3VtLES4yVWFjxIrP2UKtCeHlgsRRdLFQhGrrJNShJpWVna8VKDa+JO+6aZx4vCYilXhmOExCr4OdSdHSDi4VIJtOV1e03CfK/haS2kmj7Toqj/wjdj/z7p+tH/CN2P8Az7p+tcB1l6iqP/CN2P8Az7p+tH/CN2P/AD7p+tAF6iqP/CN2P/Pun60f8I3Y/wDPun60AXqKo/8ACN2P/Pun60f8I3Y/8+6frQBeoqj/AMI3Y/8APun60f8ACN2P/Pun60AXqKo/8I3Y/wDPun60f8I3Y/8APun60AXqKo/8I3Y/8+6frR/wjdj/AM+6frQAtv8A8jDdf9e8P/oUtXaxoNAszrtyvkJtEERA9CWkz/IVb/4Rux/590/WgC9RVH/hG7H/AJ90/Wj/AIRux/590/WgC9WD8Rf+Rft/+wpp/wD6WwVof8I3Y/8APun61i+PdEtbTRbaSOFVddU0/BHb/TIaAOoooooAwfiL/wAi/b/9hTT/AP0tgrerB+Iv/Iv2/wD2FNP/APS2Ct6gAooooAKKKKAPJP2NP+SZ6v8A9jDqH/o2vW68k/Y0/wCSZ6v/ANjDqH/o2vW6ACiiigAooooAKKKKAPOf2u/jIf2fv2ZfG/jFJbeG50PSZprVprmK3U3BGyEB5QU3GRkCqQdzEKASQD8ZeJv2VdP/AOCfvwZ+BPxc03TzaeJ/BV9BF43uFlMz3tnqQYXpmaGOYSrBJLwUU/LuKHIWvoz/AIKIXMniLwz8OvBEV3e2n/Cd+N9MsZ/J0X+0457eFzdSJIpUhFzCrljjCxsT8gevU/2h/hBa/Hn4D+LfBdyRFD4j0mewV9hYQOyERvtDx7tr7W271B24JANfW5Xj1gMPRU/gqzfPvrTS5Ldn8VTvqfG5tl7zDE13D46MI+z20qN89+6+Gn20O0rwL/gn+l34g8KeP/GV63iVJfHXjbU9SS21gwZghidbOAR+UDhFgtoY8Fm/1XB7nzP4Zftirb/8El9R8VXqWt14m8K6Tc+FbzTRD9oA1aE/ZIrd44pCzKxaFjtfcY33VL+z/wDHC/8Agx4I8K/BP4UeAU8ba74H0S2XxJdfbP7J0zSbqRS8qu0gkfznm80tGQCGLf3WC+Rmrp5Pg6sMU/elUVNWTbly3cuVK7f2Xottb2R7uS0a2e46jPBK8YUnVk3JRUedqMXJysl9tata6Wuz6M/aW+E5+Ov7P3jLwespgm8Q6RcWcEodlEczIfLY7WUlQ+0kbhkZGea/Nuw/aN8Sf8FB/HHwK+DGpaVqFnFosgPjexbzUaV7N2jnaRzL5gCxR4D+Zu8y5z8zAAfYHi79oj4+eL9AuPD2g/BK58LeK71TCurX+vWt3pWlq3HniRB+9ZQQQm3r1Dbdreh/snfsjeHv2WvBEUFtDa6l4qvEZta8RSW6/btVldzI+6Q5fywx+VC2BjJyxJPzEM1jmEI5f7KToxl7STkpQ1SaULSSbTlyynptDl+1p9m8mllEp5p7aKxMo+zhGMo1LRbTlUbg2k4x5o09b80+e3uK/qOp6Va61pk9leW0F3Z3UbQzQTRiSKZGGCrKeCpHBB4r4K/bw/YW8Dfs+eBNG8YabJryeC9O8U2cmu+Gp9VvG0m3sblzDdTQRQRSTI43Rs2GA8qNwMtsU/ftcr8cPhHpnx7+D/iTwZrHmLpvibT5tPmkiA8yEOpAkTII3IcMMgjKjINehTwOX18VSnmFJTgnrfflfxL5rps+p47zXNcLhKtPKqzpzktLPTmWsX6p7PddGfP/AO3Hpum63r/wT+BmjafHBp3inxBFdX9pZpNGtjo+nKJpQGt5Y3h3t5casQV5c5BUZ9e/a4/Z60f9p34H6l4V1j919oeOWzu1jDyafcBgEmQHuNzAjIyrMMjNeR/sU/sCeKfgX8VH8Z/EfxzD4+1vSNCh8LeGvLtDBDpGnpt3EK2cSvsUFhzguNxDcfTfiD/kGH/rrF/6MWvVz+jg5UIZZSkqlKMWm0motyetk7Nacsf+3TxOG8Tj6eJnnFWLpVpSTV2nKKitLtXTvLml1+LU+KP2Of2p/HXwu/Z8h8BWvwi8UeL9c8GX134btL3SrpJdKuJbW4khkE9y7EwFXVgAVIKhWG1WFd14w8VftQfDbwJN48v0+H+rR6cDe6h4OsLWXzY7RRl1juSxLzKgJwMgkHbv4U9B+yRqNn4J/ah+PHgOGbwpAY9ctfE8NhpdqYLiL7baxeY84ztZj5cTZABLOxJO4Y9Z/aC+N2j/ALN/wV8SeOdeL/2X4bsnu5Ujx5k7cLHEmeN7uyoueMuM14OP4YxLxX1eGJqyclHk1XN76Ti20lzvVL3rp9Vd3Pqcu4zwiwv1qeCowUXL2mjcfcbjJRTk1Tjo37tnHo7JIn+Cnxg0b49/C3RvFugT+fpmswCVM/eiYEq8bejI4ZT7qa6qvz+/4Jd/tLX+kftFeMPh94j8LTeAYvGpXxV4e0CfUBcjTxNF57RxkKoKyRHeAApTymUrnO39AaWDliFGVDGJKtTbjNJprmXVNXTUlaUbN+60TmdHDRqRr4BuVCqlOm2mnyS6NNJqUWnCSaXvRegUUUV1nmhRRRQAUUUUAFFFFABRRRQAUUUUAFUh/wAjEf8Ar2H/AKEau1SH/IxH/r2H/oRoAu0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVLw9/yCY/q3/oRq7VLw9/yCY/q3/oRoAu0UUUAFFFFABRRRQAUUUUAFFFNllWCJndlREBZmY4CgdSTQB8i+NfgDpv7Z3/BQPxrF4y0241Dwd8NvCcfh6xgurECBtQ1OLzbieGQyOpeO3aIbjGrBpF4HlK0nS/8ABLvXNT0H4J618MdekuJdb+DuuXPhh3mjZWmtFYyWcg3BSyG3ePY2xQyBSB3q1/wTZ02DW/h3448dRp4Xkf4g+NdX1KO80OR5Ib23iunto3Zm6sWikYFSQVdT1JAx7idP2dv+CokAFvb2ehfHXw/5XmRRJEsur6d5j4fZCWZ2gkJVpJVzlxgkKK+3xVSdaNfKr3VKEXFdpU179vVOpJ92vI+DwlKFCVDOLWdaclJ941X+7v6NU4rsn5m3+1tPa/ED9qL4EeBJZbKUHWrrxTc2V3oj30cqWVpKI3EuPKiKvIQCxyGeMjnAb6Kr4s8aftV6J8Pv20vip4/1yTULjR/htoth4I0iytLu4LahqN27Xc8SWzosfmt5cQLqzAJbISTkBfSbb9p/42WGmW+pan+z3eHT7tPM8rTvFVtcX1oD91ZIWRCSep2n5R1AIxXxuf5rhsHOjgKl+aFNSklGUrc7ck3yxdrppe9rp2R93w1kOMx9OvmVJRUJ1JRi5ThDm9mlBqPPJc1mm/d01XV6+Jftd/HG8/4Jw/tbeNfF1joizaP8X/CkcsFxFboscet2LtGpmbksBFPvP3chsAMRkep/8Ehfhrf+Ef2RrbxHrP2iTWPiLqE3iWee5YvNNFMFWFmLIrfNGgkwS+TKzBsPgJ4E/Z58VftXfGhPiB8avDdhpfh7Q4Ht/DPgm6eLUIk8wYkurwcxtIQRhcZBAyFKDd9RxxrDGFVQqqMAAYAFcEMa8yq/X8RS5ZRjGnC90+WOjk4vVSn7sdbNRgtPeZ6mIwMcow/9lYWspRlKVSry2a55axgpLRxhecna6c6j1tCLPG/2oP2LvBP7R95Y6pqsWpaR4itmS1i1vRrn7JfrCx2tGXwyuuGPDqcZOMZOfEv+CWfw78H/ALNngr4tWd3Y/ZPE3w61+90zXNVmsGhll0+IedbyRx7nfyXhxINqrv4wGwDX2Nrn/HvB/wBfMX/oYr5M/a1/4Jo+IPjd8XvEmr+DfHVt4K8O/E3TbXSvHOnLpwkfUVt5g63ERBC+cY8x5cZALckOQPWybKcoqV5vGKNOUrNTtezTs3onq4OSva7dlex4eeZ9ntPC06eClKpCN4unzWvFq6WrXuqai7XstWlc7P8A4Jh6RqWo/s/al451tZV1f4o+IL7xRKss7TGGGVxHbxKXiicIsMSBQwPUkEBtq+M/Gbw7Z/8ABO//AIKA+HvGvhTQH162+McV7p1zoGn2u6/ikjMM05tT0wz7JfLJAyHAwNu37h8G+ErDwD4Q0rQtKt0tNL0WzhsLOBBhYYYkCIg9gqgfhXin/BQPUbrwZ4N8BeMre616CLwT430zU7uPStOF889rIZLS4V12sVUwXMo3DGCw74IvGYSnnOZcybpyblyOLs43TUY7SvF6RlFpprs7NRluYVchyvkcY1YKMfaRkrxkk05S0cWpLWUZJpxl3V08mP4p/Hr9oPXseEPCll8J/C9ufm1Lxfb/AGjVL09hHaI2IwMjO889nyCtaf7OH7Sviv8A4XLqvwn+Ktppln42sbf+0NJ1HT1aOy8R2WcGSNW6SLzuUHs3A2HP0BX51/8ABS/9ryaD49WreBPB17q2q/Au+s7zW/F9tcL5GkNd7l/s+SPYd6SDaGbdlGDDHDV8t/Y2YRhLG4WpOrKkueabVnBWUko6JNX9y3vSlaOtz7Snn2VVqsMtxlGnRhWfJTkk3KNR6xcpaycW17/N7sY3klHlP0UorC+GXxE034t/D7R/E2jyNLpmt2qXduWxuCsM7WwSNwOQcEjIPJrdr2KdSM4qcHdPVHzVWlOlN06itJOzXZrcKKKKogKKKKACiiigAooooAKKKKAKVv8A8jDdf9e8P/oUtXapW/8AyMN1/wBe8P8A6FLV2gAooooAKwfiL/yL9v8A9hTT/wD0tgrerB+Iv/Iv2/8A2FNP/wDS2CgDeooooAwfiL/yL9v/ANhTT/8A0tgrerB+Iv8AyL9v/wBhTT//AEtgreoAKKKKACiiigDyT9jT/kmer/8AYw6h/wCja9bryT9jT/kmer/9jDqH/o2vW6ACiiigAooooAKK+T/2p/8AgqJ/wzn8aNX8O6d8Odd8ZaB4KtbS78Za7ZXPkp4dW4ZdgETRETkI8bna4AD4JG1tv1Po2sWviLSLXULC4hvLG+hS4t54XDxzxuoZXVhwQQQQfQ16GKyvFYalTr142jU1i7rsn0d1o07Ozs09jzsHm2ExVaph6E7ypu0lZrq1pdWeqaurpNNbo8J+KVy/jP8A4KG/C3RQPFaWvg7w/qviadraNP7JknuALG3E7EElxG17gfKcuhBI3Cvf68C+BttdeMf25vjP4huLHXrS28OW2k+FLR7nUFls55PI+3TmKFXOz5Lm0bJA/wBa3cuB77Wua2i6VFfZhH/yb3//AG4xyi8lWrv7dSX/AJLan/7YfAP7eH7DWifCC+8X/FU+NNVh8JajrNv4kuPAbWcU1jrXiAfu7d3kkfHkNK3mSxMjAqHxwFVfqP8AYp/Z+/4Z5+BOnWF9ifxPrBbVvEN6wzLd30x3ybmwCdudgyOi+pNeefGG6P7TH7dvhTwBCXbw78KkTxZr4H+rmvjsNjCxAzlQ3mbSQGDNkNtAr6er5uWZ4nNsc8RiZ80KC9lDbfTnem70jC7191q9j7B5VhckyuODwsOSeJftqmr219lHXZayqcq93307XCiiiu88YKKKKACqXiD/AJBh/wCusX/oxau1S8Qf8gw/9dYv/Ri0AeEeONcu/hr/AMFIPB9xJLrH9ifEbwnPoEipBbCxS+sppLu2Z5GIl3GKa7XaoOWeLgjJXm/29rYfHf48fBv4NCL7Tp+r6ufFfiOMj5W06wwyREtER+9mYAlZEYCMjB8wEdH/AMFHPgx4p+I3wp0HxN4AsYL3x98Ndcg8R6TCUi868SMMs9rG0iNgyI2cDG5o09hXP/sPfDTxp48+PvxF+OPxF8MT+D9X8UJDoHh3Rbp0a603SYMMfM29GllAY7jnKHAClM/Z4SVKGGhmvPFSpwcbXXM53tB230jJSv8A3LHw+MjWnip5RyScKs4zvZ8qp2vNX21lFxa3/eXPN/8AgrV8KdZg+O3wX8feD3MPi1NQfQ7fy7W5na5lXNzZoShMaL5qyRksFyLklm2ISn0x+y7+1x4Y/ab+H9rqFnd2+n69Cvk6volxKEu9MuVAEkbI2GKhs7Xxgj0IKjmP+Ckunvb/ALMU/iWFvE/neAtY07xKE0GdYrqSK3uU8/liAUEDzMRuH3Bzxg9b8QP2Ovhd8ZNcbW/EngLQr3VrtFM88tuEnkOP+WjRkbmHTJJ6AZwBXxGZ4Kuo0cxwVuaScJxk7KXI04yuk2moz5dmnFJacqP0PKMzw0vbZTmSlywaqU5RSbjzq04OLaTi5Q51ZpqTk9eZnp+aK+Pde8Lv/wAEzvjF4f1LQLu+/wCFKeM75dK1XSbq5aaDwtdyEeVdxO5LLGTu35OPvZJPl7fsKuHL8e8Q50qseSpB2kr3WuqadldPo7LZppNHdm2Uxwip16E/aUqivGVrPTSUZRu7Si91dqzTTaaCiiivSPGCiiigAooooAKKKKACiiigAqkP+RiP/XsP/QjV2qQ/5GI/9ew/9CNAF2iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKpeHv+QTH9W/9CNXapeHv+QTH9W/9CNAF2iiigAooooAKKKKACiivM/2vf2nNL/ZC+Ams+ONTs5tT/s/y4LPT4ZFjk1C6lYJFEHOQoLHLNg7VViFYgKdsNh6mIqxoUVeUmkl3bMMViaWGoyxFd2jFNt9ktz0yuI/aV+JX/Cnv2fPGnidb+00yfRNGurq2urqIywwziJvJLoCNw8zZ8uRnOMiuF/Yw/bLk/am/wCEt0fXPCN94C8c+A76Oy1zQbm7W7+zearNDIkqqodXVW/hHI4yCCc//gpVrs8X7Otp4bs9V1LR734g+I9L8LR3FlpX9pSCK5uV+0/utrcLapcPnGcoACCwNenhsrq08yp4LEqz5o36qzs73V01y63V1bU8rFZtSqZXUx2FldcsrdHdXVrPlafNpZ2aemjO1/Yz8Er8Of2UPh5oy3dpfrZaBaAXNra/ZorgNGH3hMnBO7JOfmJJ74rL/bN/ZFs/2u/h/pdiNauvCviXwxqkGt+HtftYRNNpN5Ecq+wld6+q7hyFOcqK9grzf9rX49Qfs2fALX/FTeXJe2sIg023Y/Nd3kh2QxqOS3zHcQAflVj0Brzq+czwlaeac3K4tzb003b0tZ+lrPax6uFyGOOpU8njDnU+WCWuuyWt7r1vdb3Pkv8AYW/ZF0+P9pzVojq1/wCK/D/wm1G4uLjVrtMJ4h8UXe1rq8Kj5FMSqibA0jKY42LZbFffleT/ALFHwOl+Af7PGi6VfmaXxBqQOr67NMxaae/uAHmMjFmLMpwhYk52Z74r1ivHy/6xVjLG43WtWbnP1ey/7djaKW2h7+dSwtOpDL8v/wB3w8VTp+kd5a9Zy5ptvX3gooor0Dxylrn/AB7wf9fMX/oYq7VLXP8Aj3g/6+Yv/QxV2gArzD9tL4bv8W/2UPiBoMMslvd3ei3ElnKl8bHy7mJfOgLTAjYnmxpuzwV3A8E16fSOokUggEEYII61vhq8qFaFaG8Wmvk7mGKw8a9GdCe0k0/Rqx5B8Jv2oNC1b9iTRfirc3Nsmjp4aTVLr/iaLdeU8cWJYGuH2h5VlVomLYJkBBwa8o/Yj/Zs/wCFhf8ABP8A8Qf8JSEl1r46pf8AiTVbgW6SuGv1JgdFlllRtkflPGC20fLkZ3E+L+JP2e/jpfQ61+zVaeGLyL4Wa14xa/HjJ7x3ig8OPMbmSz+/kS7tqbV2BjvUqFcvX6MaZp0Oj6bb2lsgit7WNYYkBJ2IoAA554AFfU5p7LL6ThhJpurPnVmnaEdYJ9m23dPX3Vc+Ryj2uZVlPGQaVGHI7pq9SWk2u6SirNae87H59f8ABLb9obUP2bPDOk+AfiWt9oGh+JXuJfDmoarshht72Cd7a/sXIZkjxcxyMoLDO7JAMqiv0GstQg1GASW80U8bAEPG4ZSD0ORXzD+y58EvDepar8cPhr4i8IeEp9E03xvJqsFkJftu9L22injmdXUGKTYy4K9DuAJ27jofFf8A4JneB7rw++ofDa1/4Vz4604edpOsaXczRBJRyElQMVaNsYPGQD3GVP5/mWCxeV4irSwMI1KF+aEebllGMveUFpJNJO0btaWTfU/UctzDL87w9GvmVSVLEtclSfKpQlOPuOpLWEouTV52jLW8ktbH0pRXkP7FP7Q93+0R8Gxda3atp3i/w7dyaL4is2QJ5N9CBvIUHhWBDDHAJIGdtevV0YTFU8TRjiKXwyV1/wAHzXXzPPzDA1sFiZ4SurSg7Pt6p9U90+q1Ciiiug4wooooAKKKKACiiigClb/8jDdf9e8P/oUtXapW/wDyMN1/17w/+hS1doAKKKKACsH4i/8AIv2//YU0/wD9LYK3qwfiL/yL9v8A9hTT/wD0tgoA3qKKKAMH4i/8i/b/APYU0/8A9LYK3qwfiL/yL9v/ANhTT/8A0tgreoAKKKKACiiigDyT9jT/AJJnq/8A2MOof+ja9bryT9jT/kmer/8AYw6h/wCja9boAKKKKACiivPf2s/GMvw+/Zh+IGtwWLalJpmgXk/2Zbo2plAhbIEgBKHGTkDPHFa4ei61WNKO8ml9+hjiKyo0pVpbRTf3K54v+wv8INL+MvwG+J/iPxLpF43/AAvHXtVuL6LUtPisbp9LZntrSBzA/IW3G7cGDB5pME43tL/wTJ+Jlx4b/Z58ReAPFNzNL4i+CGp3eg6lI0btLcWkbPJbXGwL0aHKqFMhIizuO7Fe0/su/DI/Br9nPwT4Yex/sy40fRraG6tRdtdCC48sNMolYkuPNL85x6YGBXz/APtgf8E2/Evxs+MHiDxN4B+ICeBIfiPosfh7xvbPY/aRqlqhRRJGMgeb5KmPJwdpIDAM1fWrG4XG4jEYXFVOSnKSlCVm1HkfKlZX0dO606qPqfHPA4vA4bDYvCUvaVYRcZxuk5c65m7ytqqiT1to5d7HV/8ABMqyguP2ctS8f3Nnpum3XxL8Qap4qu5oLWazEsc11KUkdZiWHyLkHO0oVIJB3GX4uf8ABSDwbpKXGh/Dp5Pid47nUx2Gl6FC93B5hO0SSzoPLESnlirE49Adw4r40eAh8YPid4N/Zp8KyXem/D7wXpNre+L5oH2O9nEoS1sdw25aTYjNjj5w3JQrX1P4C+HehfC7w3BpHhzSNP0XTLZQsdvZwLEgwMZOOrcck5J7mvzzNszxWa4/ESwLVOmpNczXM/SKul7qsuZ3V7rl0P1LJsnwOSZbhf7Si6tZxUvZp8sUukpuzb53eXKuV8rT5vePM/2J/wBnC++APw5v7vxJcpqHjvxnfPrXiS7Ugq1zISRChA+5GCR3yxcjggD2aiiujB4SnhaEcPS+GP8AV33b3b7nDmOYVsdiZ4vEP3pO76LySXRJaJdErBRRRXScQUUUUAFUvEH/ACDD/wBdYv8A0YtXapeIP+QYf+usX/oxaALtFFFAHF/tG+AIvip8A/GXh2a3vruPWNGurXyLOcwzzlomwiMCMFjgcnBzg8E1j/sa+LpPHP7Kfw+1GaLVYbh9CtYZhqU3nXbSRRiJ3kfcxZmZC24sSd2TzmvTK8A/4J06G/gL4R+KfBr6brGmjwT401jS4BqOpfb5JrV7j7Vaur732j7NcwKVzncjMRljXq0nz5dUg94yi16NST691HoePVXJmdOdtJwkn6pxcVt2ct2j0z9ob4QWnx8+CXibwfeKhj12wkt42ckCGbG6KTIB+5IqN0P3eh6Vxn7B3xZuvij+ztpkGsOv/CT+FJZPD2uQ/deK6tWMeWUqpUsgRsFRgsR2zXdfGX46eEf2e/B/9v8AjXX9P8O6R5y24ubtyFeRs4RQASxOCcAHgE9q+ffhB8QtG+G/7bTnQr61v/Af7QOmDX9GvbWbfbS6nbhvtG0BsKzxkMx2As2wE7lIr5TMKFXDYijmTi1Tm/ZSdnbXWOu11LT/ALfPucpxFLG4LEZQpJ1aa9tGN1fTSppvZw97/uGfV1FFFesfPBRRRQAUUUUAFFFFABRRRQAVSH/IxH/r2H/oRq7VIf8AIxH/AK9h/wChGgC7RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFUvD3/ACCY/q3/AKEau1S8Pf8AIJj+rf8AoRoAu0UUUAFFFFABRRRQAV83ftYInxQ/a9+BXgTz7UwaZqNz421C2kjvFeUWUe212yxMsQAmkZyshOWhiyNpZX+ka8B+HLv4z/4KMfEjUPtHin7H4L8K6VoMUNxAqaU11dPJeXPlPsy7LElj/HwZZQQRsx6+Tv2c6mI/khJ/N+4vuck/1PGzpe0hSwz/AOXk4r5R99/eoNfocX+0ukH7M3/BQL4Y/FQu1poPxAhbwF4kkwBEkzfvLCZ28vC5kGxi0qjaqED5Xz0Xx713/hYf/BQD4O+BYJJdvhqyv/G+oiDWGt2SNUNpAXtwuJgZZMDLcKZeMZz6P+1t+zXpn7WvwE1zwPqdw9h/aSpLZ38SbpdOuo3DxTpyDlWUA4IJUsuRuNeB+Cfhz4h/4J9fDr4nfGX4q+No/iF491awtbGCRFNpaslvH5VtAseQN0krbnYLnqQMlt3oPNcDSy54/FVLVKNOcLa6p/DK6092MpXu/sxSTuefTybMa+aLLcHT5qdepCd9NGmuaNm7+/KMbWX2pNtWPof4z/tR/D79nqNf+Ey8WaTok0ieYltJIZLqROfmWFA0hHBGQuM8da8G8NWus/8ABQj9oDw/4p1HQtS0X4N+AZ/t+jwapA1vP4n1AZCXBjznyI8BlyMHkHdvdU7P9iz9kiP4d6D/AMJx45t49b+K3ixv7S1bUb2NZZtPZ8FbaEkfu1jXap2nquM7VUD6Er81hhsVmMYVMbaFO6l7NLV21SnK/o3FLfRto/WamNwOUTqUstvUrWcfat+6r6SdOKV+6U5SemqjF7FFFFfRnx4UUUUAUtc/494P+vmL/wBDFXapa5/x7wf9fMX/AKGKu0AFFFFABRRRQB4D4a05/BP/AAUo8UMNP8L2ln478D2VybiF9mpXdzp91LGWkXYA26K7VS25jttYh0GB79Xz1+1M0fgP9rH4D+Ldng+2W+1W+8J3V5qb+Tff6XbNLAkD4+bLwSIFLffnQAHeSPoWvWzP3oUK/wDNBL/wFuH5RR4+Ve5UxFD+Wbf/AIGlP85M+ZbyCL9m7/gotBdRgwaB8cNO8ifhFji1ezBKEYZeJImIPysxkk6gMcfTVfKX7XXxf8E/tQfDbxNoPw88aaPq/wAR/hdOPFFvZ2E7y3EMtkxEoVUI8zKu8ZA3jLgY3ba+gvgf8WbD46/CPw/4u0zAtNds0uRHu3eQ54eMnAyUcMpOBnb0r5LC4epgcdWwFaLjf95FNW0l8X/k3vf9vo+5x+Jp5lluHzShJT5f3M2nfWHwXa7w93/uGzq6KKK9c+eCiiigAooooAKKKKAKVv8A8jDdf9e8P/oUtXapW/8AyMN1/wBe8P8A6FLV2gAooooAKwfiL/yL9v8A9hTT/wD0tgrerB+Iv/Iv2/8A2FNP/wDS2CgDeooooAwfiL/yL9v/ANhTT/8A0tgrzvS/20tA1X4h2WkroPilNB1TWpvDlh4raG2Oi32pRbw9qhWc3IO+KWMSPAsTPGVVySu70T4i/wDIv2//AGFNP/8AS2CvkLwD+xT4ph8caHoOv+HNb1H/AIRPxm2uad4vvddt5dHs9KS8a9igsbJJBJDeuXEMkjWwYr52bl02RkA+268z+Cn7RV38bb7zLb4eeN9F0CQTG213UptK+xXflyGPCRw3styNxDFd8K8LztOAeg8NeL/FGp/FPxLpOo+D/wCzPDOlw2z6Rr39qwz/ANtu6sZk+zKA8HlEAZc4fdkdK8Z+Anwk17wx8dbS98PeFfiL8OfBdnFe/wBsWHijxeusWusSStugFjaJfXsdqqSb5GdTbnDKmxwx8sA+kqKKKAPJP2NP+SZ6v/2MOof+ja9bryT9jT/kmer/APYw6h/6Nr1ugAooooAK8E/4KMaTJ4z+Amm+Ek8O2/iaLxn4o0fSbi1nvBbIkIvI7h3JIO7iDbtBB+fOeMH3uvAf2n/Dy/ET9q74CaBNoE+pWmnanqXiue9W/wDISwWytRHGTGGVpD9qu7QgDP3TkFS1erkr5cZCq/sXn/4AnLuu3c8jPk5YGdL+e0P/AAOSi+j79j3u3t0tLdIo1CRxqEVR0UDgCqfijxHaeD/DWoatfyrBY6XbSXdxIzBRHHGpZiSSAMAHqQKv18+f8FFvFFzffCvRvh1pN19n174r6tD4fg2y7HS1LBrqU4YN5axDa5CuMSBSp3ivncyxn1bDTr7tLRd3sl83ZH1OTZf9dxtLC3spPV9orWT+UU38iP8A4J1eEp9R+HniD4m6nbSW2ufFrVpdclSRAjRWgd1tIwNoIURncuWcEPuDHca+h6oeFfDVn4M8M6fpGnxLBYaXbR2lvGqhRHGihVAAAA4A6AVfpZbhPquFhQ3aWr7t6t/N3Y85zD69jqmKtZSei7RWkV8opL5BRRRXceYFFFFABRRRQAVS8Qf8gw/9dYv/AEYtXapeIP8AkGH/AK6xf+jFoAu0UUUAFfNnwZt4fhV/wUg+K3h0Wmk2Ufj7QdO8XWbW8Fybi8MLPa3LSyFfJBWQqdoOcTRnnLBfpOvnj9tf9mTxt8SPHXgH4jfCvUfD2m/EbwBcXEUA14ynT76yuYjHNE4jVju6EEAdW5BxXsZNOm51MNWlyxqRcbvZNWlG/lzRSb6J3PFzuFVQp4qjDnlSmpWW7TvGVvPlk2l1asef+IvDNh+3N/wUpn0/VrW01z4efAKwAaCT99Z3mv3W1irjZscwxqNyl22OgG3LuBw3gL9lvUNe+HfxS+EXh4vpviD4J+NE8TfD64ltbm3jit7otdQRiWY7WUuLiImMKgeNZOQcn6Z/YV/ZXn/ZR+C0mmaxqa694x8Q6jPrvibVlLEahfztl2XcAQgAUAYAJDNgFjWKdGuvBH/BTJLyHSLx9P8AHngRxLqB1X9yk+n3aBk+ynPOy6g+fj77Yzl69DNZYfMMNiMmUr0FTSj0u4O7mr7N3nJddVpoefkn1rKsZhc+5eXEOo3LS9o1FyqDte6VqcWno7PXU1/2U/20NA/aF0lNJ1CRPDvxE0wG31rw3ffuLu3uE4kMaNy8eckEZIBAbBr2qvL/ANon9j/wN+0zpbf2/pMUWtRJiy1uzHkajYOPuOkq8nacEK2V46VxX7EXxm8Sy6v4n+E/xDu1vPHnw9kULfFstrunOAYLvvk4ZQxzkbk3fMWr86w2LxOGrQwmOtLm0jNaczSvaS6Sau9G07PbY/U8ZgMFjMPUzDK7x5LOdJ68qbtzQl9qCbSd0pRur82rPoWiiivdPlgooooAKKKKACiiigAqkP8AkYj/ANew/wDQjV2qQ/5GI/8AXsP/AEI0AXaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAql4e/5BMf1b/wBCNXapeHv+QTH9W/8AQjQBdooooAKKKKACiiigArwD9hGVfFd38WfFwn8Vy/8ACR+Ob6JE1qAwqkdqEtlFupRT5a7DHnLDMJXIKsK9o8f+LrTwB4E1vXr9rlLHRLCe/uWtoTNMscUbSMUQAlmwpwoBycDFeXf8E8tCutB/Yy8Bm/uNbutS1SyfWL+XVofKu2uryaS7n3LtXA82Z9uRyu05PWvVoe5l9ap/NKEfl70n+KiePiPfzKjT/ljOXz92K/CUj2ivnD9pexPx5/a2+Gvw2aKSXRfDmfHGt7WZV/dF4rNSRHzmXdwJBkbiVO1c/Rk86W0LySMsccalmZjgKByST6V85fsE23/C0/EXxF+MNzA0cvjvWWs9LMlv5bf2ZaAQwtkxo537TndnAjXnO4V8fm/76dLA/wA7vL/DDV/e+WL8mfe8P3w9LEZm/wDl3Hlj/jqXjH5qPPJecUfSFFFFe2fNBRRRQAUUUUAUtc/494P+vmL/ANDFXapa5/x7wf8AXzF/6GKu0AFFFFABRRRQB4D/AMFLbO/sv2VdR8TaW0yaj4B1Gx8UwtBpceoTILS4SR2SN2UDagZi2eFVs8ZqL9vT9pm5+F/7G9zrnhRpn8UeN47bSfC0KbvOmu73AQqyZCskRkk3bguYwN2SM+3+N/B9j8QvBmraDqkSz6brdnNYXUbIriSKVCjjDAqeGPBBHqDXxp+zR/wTr+J2gfFr4fL8UvE3hjxD8P8A4IpcDwZZ2aSPcX0rufs9xdq6KivBHsCbc7GjXaert9Vk9TBSoRli5Jexk5cr3mml7q/7eik79JN9GfIZ3Tx0cRKGCg37eKhzLaDTd5Pt7sm1ZauKXVGf40/Y30X9gbR/2evGPhjTBJf+CtWtvDPim8tYY4X1WDUwbeWecyTLGE+1SqBuL7POTDBY811vgPxev/BNn42av4R8S/aLT4OeM799R8M6wUL22gXcmDLYykf6qInlDwBt3c7pGX17/goL8P7T4kfsZ/ESyu4NEmFpotxqMT6tD5ttbPboZvNPTaVCHDA8H2zXYfDvWdI/aD+BOh6hqCaB4k0zxLpUE90kUS3GnXZdFLhUcsCm/IwxJGMHkV4PEkMRmmEoZg5/v6UprmavdStLllrqm3Ltaya2Pp+EsRhcmxmJyt074atCDcE7NON480dHaUUo6tNO8k/iOq0TXLLxLpMF/p15a39jdIJILm2lWWKZT0ZWUkEe4NWq+PPiV4Eb/gmt8StM8c+Dmu4vhF4gv47Hxb4fLvJbaK8rbUv4Cc+WoYgMvQnCZwybPsCCdLqBJI3WSORQyOpyGB5BB9K8DL8fOvKdCvHlqQtdXurPaUXpdPXommmnsfR5vlUMNGnicNPno1L8smrNNfFGSu7SjdXs2mmmnqPooor0zxAooooAKKKKAKVv/wAjDdf9e8P/AKFLV2qVv/yMN1/17w/+hS1doAKKKKACsH4i/wDIv2//AGFNP/8AS2Ct6sH4i/8AIv2//YU0/wD9LYKAN6iiigDA+JSl/DcIDFCdT08BhjK/6ZDzzxWl/Zlx/wBBG7/74i/+IrO+Iv8AyL9v/wBhTT//AEtgreoApf2Zcf8AQRu/++Iv/iKP7MuP+gjd/wDfEX/xFXaKAKX9mXH/AEEbv/viL/4ij+zLj/oI3f8A3xF/8RV2igDxr9juxml+G2rFb24iH/CQX4wqx8/vevKmvWP7MuP+gjd/98Rf/EV5j+xp/wAkz1f/ALGHUP8A0bXrdAFL+zLj/oI3f/fEX/xFfO37b/7RHjn4beMfAHw5+F11o938SPiJezC2OthDaWFnBE8k07qgDk/LxgEYV8jOM/S1fO/w4874j/8ABR/4ga07LJp/gDwzY+G7LyNcaeOOa6c3dyz2m3bFI22FCck4tlJzuwnr5PGmqk8RVipRpxcrPZvSMb91zSTa6pHi53Kq6UMNRm4yqSUbrdLWUrdnyxaT6Nlv9gr9pnVP2qfhFfTeId2h+O/COqXHh/xRpcKxhLS9gbBZAylhG4wRnOCHXLbcnn/Aul2nxT/4Ka+NNXiuNNvZfhx4RsdDF9b36yXdpNdTzzNDJCF2LwjZz8wwv94heF/aO8dwf8E5P24v+Fr6kl+vwu+LlgNN8TvaQNOum6taov2W4ZQMjzIgyYU4b94WXKqT3f8AwTiu724+BPiz4v8AjD7Vo9z8UNZu/Fk8eouo/s7T0XyrUFvLRhGttCm3cXGzawPzGvdxeFp4fDVs0oLlpVYpR12lJ+/H/t3lmtfsuLe54GCxdXE4qhlFd81ajNuem8Yr3J+s3KD0+0pJfCfRz6fNGhZtSulVRkkrFgD/AL4r5c/Z6uZf2vv2vfEXxNivrm48E+AIn8N+Fp2RMXty203V0mBtKfwqcHcroeCuBnw6r4+/4KZxXq6be3Xw9+BskzWv2lIsax4tjUlZNhbiKA4K5x6g7/mVfqX4b/DnRvhJ4G03w54esYtO0fSYRDbW8fRBkkkk8kkkkk8kkk9a/J4VJZpWp1IK2Hg+ZN/8vJL4bL+RfFd/E7W01f7XUowyPD1aNSSeLqLkaWvsov4lJ7e0kvdcVfli5Jvmdlf/ALMuP+gjd/8AfEX/AMRR/Zlx/wBBG7/74i/+Iq7RX0h8aUv7MuP+gjd/98Rf/EUf2Zcf9BG7/wC+Iv8A4irtFAFL+zLj/oI3f/fEX/xFH9mXH/QRu/8AviL/AOIq7RQBS/sy4/6CN3/3xF/8RR/Zlx/0Ebv/AL4i/wDiKu0UAUv7MuP+gjd/98Rf/EVT1zTp00/Jv7lv3kfBSP8Avr6LWzVLxB/yDD/11i/9GLQAf2Zcf9BG7/74i/8AiKP7MuP+gjd/98Rf/EVdooApf2Zcf9BG7/74i/8AiKP7MuP+gjd/98Rf/EVdooApf2Zcf9BG7/74i/8AiK8C/a58JXOkfHr4C+L7bSX1q80nxZLpMl611Dbvptvf2c9u7KpT5xuKORgk+UBxu3D6KrwT/gpVo0M37KOp69Jo+oa3N4I1HT/EkNvZXjWswFtdRtO4YOoOLcz8MSO4BYLXq5I/9thD+e8P/A049137nkZ8v9gqVP5LT/8AAGp9n27Ht39mXH/QRu/++Iv/AIivm79r7RX+B3x5+G/xdg1KS0t0vl8K+JZmWFA9hdH93Ixyu4RSjONrn5gRjYAfpu3lM1ujtG8TMoJRyNyH0OCRkexIrjP2kPhavxr+BHirwuTKsmr6dJHbvEzK8dwo3wuMOmdsqocFwrYw3BNfMZvhZV8LKNP44+9H/FHVfe1Z+TZ9jw9joYXHQlW/hyvCf+Ca5ZfcndeaTOp/sy4/6CN3/wB8Rf8AxFH9mXH/AEEbv/viL/4ivOP2Kvi2fjV+zL4U1mfYNSitf7P1GNZFcxXVuTDJna74yU3DLZ2uucE4r1SurC4mGIoQr09pJNfNXODH4OphMTUwtX4oScX6p2KX9mXH/QRu/wDviL/4ij+zLj/oI3f/AHxF/wDEVdoroOQpf2Zcf9BG7/74i/8AiKP7MuP+gjd/98Rf/EVdooApf2Zcf9BG7/74i/8AiKP7MuP+gjd/98Rf/EVdooApf2Zcf9BG7/74i/8AiKpjTp/7eI+33Ofs4O7ZHn7x4+7itmqQ/wCRiP8A17D/ANCNAB/Zlx/0Ebv/AL4i/wDiKP7MuP8AoI3f/fEX/wARV2igCl/Zlx/0Ebv/AL4i/wDiKP7MuP8AoI3f/fEX/wARV2igCl/Zlx/0Ebv/AL4i/wDiKP7MuP8AoI3f/fEX/wARV2igCl/Zlx/0Ebv/AL4i/wDiKP7MuP8AoI3f/fEX/wARV2igCl/Zlx/0Ebv/AL4i/wDiKP7MuP8AoI3f/fEX/wARV2igCl/Zlx/0Ebv/AL4i/wDiKP7MuP8AoI3f/fEX/wARV2igCl/Zlx/0Ebv/AL4i/wDiKP7MuP8AoI3f/fEX/wARV2igCl/Zlx/0Ebv/AL4i/wDiKP7MuP8AoI3f/fEX/wARV2igCl/Zlx/0Ebv/AL4i/wDiKp6Fp076XGRf3KjLcBI/7x9VrZql4e/5BMf1b/0I0AH9mXH/AEEbv/viL/4ij+zLj/oI3f8A3xF/8RV2igCl/Zlx/wBBG7/74i/+Io/sy4/6CN3/AN8Rf/EVdooAwvFuqxeCPCupazqOr3Fvp+kWst7dSsIVEcUaF3YkqAMAHqQK+Lf2dv8AgoF8WNZ+KHw81D4maNpugfDT43z3Nt4RmtYCt9pkyufskd1uBDi4jCFWVQGMisNq5Fe8f8FJdSvx+yH4j0XTIdbm1DxlLbeGoRpUEE05+2TpC67ZiE2ujNGT1HmcEH5gn7X/AOyFD8af2Mbj4f6FFb22reHrS2ufDMsMMNsLO+swDbmNQojiDbTGQoVQsrAbRyPqcoWCp4eP1yKftpOHM94RS+Jf9vST81FrqfJZ1LH1MTL6jJp0YKfKtpycn7r/AO3YyXk5J7pEX/BRfW9T8K/sieKINOm8QX2qeJDb+HbGDTZLaG5kuL6eO2jVS4Xq0oBC5OGPQZYeweFPBb+EfC2m6VBq2pzw6ZaxWkck4haWRY0CBnIjALEDkgDntXwZ4C/ajk/4Ka/GL4H+CZdAnSTwFI3ir4j299pmINN1K0SS2jtyko3KWnZyAGJCyjcrFG2/TX7Uf7VGr+B/GelfDn4caTb+Jfib4hiM8cMzYs9DtgQDd3ZByF5+Ve+PdVfzeJrZLg6eHxuk7yk0tW3JqMUl1b5bq3SSex6/CMJcQY+riMBrC0Ypt2ilFOc5NvZLmSk3s4tb6GD/AMFBviZqmmeC9M+GXhbUrq58dfFGcaTZwx7A9naMf9JunCLuCLGGGcjGWbOEIr2j4W/Ci2+Enw40TwzpV5cRafodlFZwhYYU3BFALkBMbmOWJ7lie9effs0/sf8A/Cp/Ft/458Y69ceOPiZrcXl3mr3CBYbGM8m3tI/+WcQ6dsgcBQSte218dluHrzrTx2KXLKSSjHflitbO2nM3q7eSu7H3WcYvDU8NTyvAy5oQblKdmueb0uk9eWKVo3s/ilZc1il/Zlx/0Ebv/viL/wCIo/sy4/6CN3/3xF/8RV2ivaPmyl/Zlx/0Ebv/AL4i/wDiKP7MuP8AoI3f/fEX/wARV2igCl/Zlx/0Ebv/AL4i/wDiKP7MuP8AoI3f/fEX/wARV2igDG1nTp0ghzf3Lf6REOUj4+cc/dq5/Zlx/wBBG7/74i/+Io1z/j3g/wCvmL/0MVdoApf2Zcf9BG7/AO+Iv/iKP7MuP+gjd/8AfEX/AMRV2igCl/Zlx/0Ebv8A74i/+Io/sy4/6CN3/wB8Rf8AxFXaKAKX9mXH/QRu/wDviL/4ij+zLj/oI3f/AHxF/wDEVdooAzL/AEGW/sJoHvpZEmjaNklhieNgRjDLs5HqO9eJf8E47u41H9krQNJl8R6Vqd74Nub3wvcvo4i+zobG6lto8qdzKzwpDIQxyRKGwAwr6Arwf9juK68KfE341+FriDw3ax6X4xbUbaPS2IkMN7bQ3CNMhVcPtZRkDBIYAnGT6mG9/A16fZwl914/+3o8nFXhj6FTo1OP3pSX/pDPS/it8IrT4xfDfWvC+sXl1NpuuWj2s67I+Aw4YYUHKnBHPUCvMf2APFWs+Kv2f4tF1u8u4Nd8A303hW/Tap+a12qhy0KEgxGPBwcjknOQPe6+dPDUUXwO/wCCiWsacoWLTPi/oi6nDtiUf8TGy3LKhKxFjuhLSZeQAHeMElRXyOP/AHGMo4tbP93L0l8P3SSS/wATPu8qbxOXYnAPeK9rH1hpP74Nyf8AgR79/Zlx/wBBG7/74i/+Io/sy4/6CN3/AN8Rf/EVdor2j5opf2Zcf9BG7/74i/8AiKP7MuP+gjd/98Rf/EVdooApf2Zcf9BG7/74i/8AiKP7MuP+gjd/98Rf/EVdooAxoNOnOu3I+33ORBES2yPJ+aTj7uP/ANdXP7MuP+gjd/8AfEX/AMRRb/8AIw3X/XvD/wChS1doApf2Zcf9BG7/AO+Iv/iKP7MuP+gjd/8AfEX/AMRV2igCl/Zlx/0Ebv8A74i/+IrF8e2M0Oi2zNe3EqjVNPyjLGAf9Mh9FB/WunrB+Iv/ACL9v/2FNP8A/S2CgDeooooAwfiL/wAi/b/9hTT/AP0tgrerB+Iv/Iv2/wD2FNP/APS2Ct6gAooooAKKKKAPJP2NP+SZ6v8A9jDqH/o2vW68k/Y0/wCSZ6v/ANjDqH/o2vW6ACvn7/gn8kPinQviT45WTwleSeNfHerPDe6FGMXFnZzGwt/Mk3N5hYWzzAhiuLjIxuNe0/ELxHJ4P8A63q0It2m0vT57uMXDlIi0cbOA7DkLkcn0rzz9hHwZJ4F/ZF8B2k9npFjc3Glx300emLi3LT5myMqpLEONxI655PWvVoPky+rLrKUI/L3m/wAVE8jELnzGjHpGM5fP3Yr8HI9XurWO9gaKaNJYnGGR1DKw9wa+df8AgoFcX/xOTwV8HNIkkgn+Jep41SaNX3W2lWu2a5YEYXn5FwWGc7cHdx9HV85fAa3i+NH7bXxM8dzQxvb+Cki8E6TIUyd8ZaW7YFokdcSPs+8wJMmCV2k/IZ3+9pwwS/5ey5X/AId5/fFNerR93wzahWqZk1/AjzL/ABt8tP7ptSt2iz37wv4asfBfhrT9I0y2js9N0u2jtLWCMYWGKNQqKPYAAVfoor2YxUVyx2PnZSlKTlJ3bCiiimSFFFFABRRRQAUUUUAFUvEH/IMP/XWL/wBGLV2qXiD/AJBh/wCusX/oxaALtFFFABRRRQAVxf7RvgCL4q/APxl4cmt727TWdGurXyLOcwzzlomwiPkYLHA5ODnB4JrtKK0o1ZUqkakN00/uMq9KNWnKlPaSafzPMv2MfF8/jv8AZQ+HupXUOqQXUmhWsM66lP5920kSCJ3kk3MXZmQtuJyd2TzmvTa+af8Agm9ead4E8PfEv4Zwrp9pJ8NPGWoQxwW91dXIhsLqQ3dpvluFBLKkjRHBPEAYklsn5z8Y6F8R/wBvy3+Knxv8I+MvFXh3Tfh/cPa/DHT9OumSz1U2LK9zcuuFWcXBRkXkqGcozMIiK+olkUcRj66lNU6SatJr+d+4rJvdO++kU301+UjxBLDZdh3Cm6tVxd4xav8Au1+8d2ls1bZXk0tL3X0b+z5fN8Cf21PiL8N7yVhp3jIDxp4dTc5RPMZlvIlBdgv7wFgAF+6xxjaB9K18s/Gvw7rP7V37Ofwy+Mvw+ATx94at7fxJpMA2p9ujmjQ3Vi22Rgu8ZUrvblChPzEj1r9mD9qfw1+1L4GGpaPL9l1Wz/c6to1wdt5pNwOGjkQ4OMg4fGGx2IIH5vgr4DF1Mpr6NOTh5pu7ivOErq38vKz9YzNLM8BRz3De8nGMalvsyStGT8qkUnfZz5luemUUUV7h8uFFFFABRRRQAVSH/IxH/r2H/oRq7VIf8jEf+vYf+hGgC7RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFUvD3/IJj+rf+hGrtUvD3/IJj+rf+hGgC7RRRQAUUUUAeBftc6TJ46+P/wAA/Dh0K71awj8UXHiW9ni1L7IlothZyeSXUOrS4ubi2l2jI/0cgqQxr32vAri1h8Z/8FLIfO0TWt3gfwH9pj1JrnbYq99eNHGojWTl2S3uR86f8sW9EJ99r1cxfLSoUe0L/OUnLu+jXb0PIyxc1bEVv5p2+UYxj2XVS79bMzfEWs6d4G8P6rrV60NnZWNvJfXs5AXbHGhZnY+yr1PYV8/f8E7PBlx4t8P+IfjN4gjRvFHxVvXvI/un7DpsZ8u2t1IJwNqAnnpsB5U1rf8ABQ7xFd3Xwi0rwLpNwIda+JmsW/h+EKyealux33Eqq0sW7ZGuMBhkug43ZHuWg6JbeGtDs9Os4zFZ6fAltAhdnKRooVRuYljgAckknua+PlH6zma5vhor/wAnl+sY/wDpZ97Cf1LJXy6TxMrefs4WdvSc399Mt0UUV7Z8yFFFFABRRRQAUUUUAUtc/wCPeD/r5i/9DFXapa5/x7wf9fMX/oYq7QAUUUUAFFFFABRRRQAV8++HkTwJ/wAFMfEkZtfCdjF8QPA9lcpJFNs1W+udPupkLOmwb8xXQUtuYhbSIdBhfoKvnP8AbED/AA7/AGjfgV49hjiSGPX5fCmqTJoZvJlt9Qj2xM1wGBgjWeNEJORm4z/CVb18n9+pPD/zwkvmlzLb+9FHjZ37lKniP+fc4v5N8st/7smfRlfPn/BRfw9fab8JdI+IWiwedrfws1aLxCijGZrVcrdRZKuBujOd20ldmfWsH/gpB8U/E2onwT8GPh/qNxpfjT4t6gbabULZis+jaRDh7y6V8gIwT5Qc7iN4QF9pGD+xt4Yu/gD+0V8Tf2efEet3vivwrc6XD4m8Mf27epdXc2n3O+C7t2BYlo1lUrghf4m24kzWGO4Yli8nqVHUUZyi5Rj15VJR516S1S68sn0OvK+L44DPaUVScoRkoylfS8otum1/eho305orrp9W+DfF1h4+8J6brelzi503VraO7tpR/HG6hlOOxweQeRWlXyH+zl8S5f2FPiRJ8FvH909v4Vu7qSfwH4hucLbTQO29rGWQ8LIjPwW7sRkAxg/Xma+cyrMFi6N5aVI6Tj/LLqvTqn1VmfUZ7lDwGItB81KfvU59JQez9VtJfZldMKKKK9M8UKKKKAKVv/yMN1/17w/+hS1dqlb/APIw3X/XvD/6FLV2gAooooAKwfiL/wAi/b/9hTT/AP0tgrerB+Iv/Iv2/wD2FNP/APS2CgDeooooAwfiL/yL9v8A9hTT/wD0tgrerB+Iv/Iv2/8A2FNP/wDS2Ct6gAooooAKKKKAPJP2NP8Akmer/wDYw6h/6Nr1uvI/2NnEfwx1gkgAeIdQJJ7fva9K8L+MdI8cacbzRdU07V7RZDEZ7K5S4jDjGV3ISMjI496fK2uZLQXMk+VvU8m/4KKi6uv2LfHmn2OkW+uXuu2kWi29pPcCBGlvLiK1Ry5VgPLaYOOOSgGVzkeiSa14W+A/w402PULvQvB3h3SLeDT7dbq7jtbOzRUCRwq7lVwAoVR6CvIP28NHh+IXif4L+DLjRLXXIdf8dW95LHLqf2R7eOygmuZJVUfNIFRHOARztH8QrlrfwJbftsftt+IL/wARWkOr/Dn4SINI0/T7mMzWOparIu64kdWXy3MQ+UrlsfuicZIqs7xtTC5dhqFFc1SrOTSb06K7s3pFQk9k3tfUrhzLaWNzPF4nEycaVCEOZpXd7tqMbpayc4L4mkvea0d/dPjR8ctI+Gn7PniDx3FqVlc6Zp2mSXlrdQzRyQ3LkbYQjbtjb5CirzyWA71z/wCw38Mp/hX+zH4atb3B1bVYn1nUiDx9pumM7qP3kgwu8LlWw2zdgbsV4L4z/wCCfXjDwv8AEmw8G+EL5n+A/iXWoNX1nS3uyJtCMLeZJDETIjmKcgL8hYqeSPlDN9qAbRgcAdBXzWXPE4nGSr4qnyOnHkS3Tbd5OL6xaUbPfdPW6Prs4WDweXxwuBrKqqsvaN7NRirQjJdJJufMrtfC1dNMWiiivoj5AKKKKACiiigAooooAKKKKACqXiD/AJBh/wCusX/oxau1S8Qf8gw/9dYv/Ri0AXaKKKACiiigAooooA+Rf2vf2Jfit43+NPiLxN8IfGPh/wAL2/xI8PR+HfFserPctIiodou7TYrBZxB+7wCi9W++29foj4K/AvQPgX8EdE8A6TarJoOi6eNPEc6+Z9pUg+Y0gOQTIzMzDpljxjiuyor1MTnGJr4eGFqNcsOys3ZWV315VouyPJwuSYXD4mpi6afNO+7uld3fKunM9ZW3Z88f8E2ru10H4Q+JvA8F3Z3Evw58XavockVpo76ZDaqLuSaNVjOVIZZRICjEYkXnuav7ZX7MF5FdN8XfhiBonxR8LxNcv9mi/d+JLdVzJa3EYx5jMowp6nAXP3Cmp8CdYHhb9uT41+GJfEF5fvrcGkeK4NPmsRGlm7W5spikqoA48u1slwzH7vAzvJ99rj4rwFPG1ZKr9tRmn1UpRUuaLstU27NL7z0eC81rZbThKg/4blTcXqpRjJx5ZK7upRSum/ue3Gfs9fGvTv2ivgx4f8Z6UjQ2mu23mmF23NbyKxSSInuUkVlz3xnvXZ182fsr6c3wF/at+KHwz2yJoutSL410HMLKoWfbHdRBvLCnZJsAAZjtA778fSdeLlOKqV8MnW+ON4y/xRdn8nuvJo97P8DSwuNlHD/wpJTh/hkuZL1V+V+aYUUUV6R4wUUUUAFUh/yMR/69h/6Eau1SH/IxH/r2H/oRoAu0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVLw9/yCY/q3/oRq7VLw9/yCY/q3/oRoAu0UUUAFFZOp+PND0XxHZ6PeazpVpq+ojdaWM13HHc3Q55jjJ3N0PQHoa1JZPKiZsM20E4UZJ+lU4yVrrclTi7pPY8E/ZfaLxh+1R8ePFSN4q/5Cun+GoRqKyJZLFY23zLahhjaLie6Y7TgmXdgFyT77XgX/BNvzNb/AGbG8VyzeKZG8e6/qniKNdfjSO7it5buRLb5VUAK1vFDJ1bJkYhtpUD1v4tfE7S/gx8Nda8Va1L5OmaHavdTnu2Puov+0zEKB6sK9DP6kaWKqKbsqaUW/KEVF/kedw3RqV8LS9mryqtySXV1JOSX/kx4yk7/ABq/4KIsqvcPoXwi0MEqGkEMmq3u4ZOGMTbLfjkBwzHqFGPoivA/+CdvgPUdJ+CNx4y8QRRr4o+J9/J4o1BtnzRpOAYIQTl/LSPBVWZiu9umSK98r5XI4yeH+szVpVW5/J/CvlFRR9pxNKEcZ9TpO8aEVTT6Nx+Nryc3JryYUUUV7B88FFFFABRRRQAUUUUAUtc/494P+vmL/wBDFXapa5/x7wf9fMX/AKGKu0AFFFFABRRRQAUUUUAFeW/tnfs0237W37OPiLwRNPHZXeoRLPp128ayLaXkTCSF2DK2U3qFfAyUZwCCQR6lRW+GxNTD1o16LtKLTT81qYYrDU8TRnh6yvGSaa8noz5i/Y6/Y+8feEPjPrXxT+NWv+HPFXxButLttA0ptIWRrTSLGIEvsMqI3mTOS7YUYLPg4cgb37RVpceDv2yfgj4rgPiaSHUJtR8KXkVj5BsjHcW5nTzw2JP9bbo/yt/yw6dm9/r5+/4KUadHB+zxYeJW0nXtYk8BeKNH8SrFpF2ba4jit7yMXTZEkeQbR7lMZ4LqeNu5fcwmYVcbmUXWt769mkkkkpRcEktEkr3/AB3Pn8ZltLAZXKNC/uNVG225Nxkptt6tt2t+Gx638W/g94b+Ovga78OeKtKtdX0m8HzRTL80TYIEkbdUcZOGUgjPWvBf2SPFmvfs7/G7U/gP4w1S51i1htP7U8D6pcgtLeaeCwe1kc9XhAGB6K2MKEFfUAr53/4KH+GJ9B8FeG/inpasNZ+E+rR6uxiQGWewciO7hHzISpQhiu9QQjA5yBX57nND2Nszor36fxf3ofaT72XvR7NebP1LhzE/WObJcQ7063w3+xV+xJdru0Zd4t32Vvoiiqmg63a+JtDs9Sspormy1CBLm3mikWRJY3UMrKykqwIIIIJBzwat17yaauj5WUXF8r3CiiimIpW//Iw3X/XvD/6FLV2qVv8A8jDdf9e8P/oUtXaACiiigArB+Iv/ACL9v/2FNP8A/S2Ct6sH4i/8i/b/APYU0/8A9LYKAN6iiigDB+Iv/Iv2/wD2FNP/APS2Ct6sH4i/8i/b/wDYU0//ANLYK5ey/aw8B6h8VV8GRaxc/wBtSXkmnRO2lXiadcXcaGSS1jvjELSS4VQxaFJTINjgrlWwAejUUUUAFFFFAHwv8dtR1nVf2ItR8DeHJLyLW/in46m8JxPbQrK0VvPMz3TsDNEQgtops4LZyFIAcuq6f8NNI/4Ja/treDz4dWfTfhH8Y4IvDN5ZecGg0zWoVRbW4YvjBmQOCQx3FpSRwlc5bfFDwt4Z/aE8FS+K9V8IWui/DyXxJ4xu0vEeTVInM0VnbiABsZeWYFRtJY2745Ar3XWviJ8Hv+Cn3w78RfC7UJdYt5bi3ivGsry2bTtTgUFXivLbzFIO07TkBhhsMpV8N9LR4hwmXxw+VYqolGvGTnHS75m4ppdXHkUo+d0nqz5mrwtj8z+tZ1g6TcsPKMYTs+VciUpJtLRS9o4T8mm1ojkvjN8X7C8/by1/xFssNQ0z9nvwHc3c5bSxctb6lqDcILhHLROYYUG0xghTN1DZHsP7Cfwqn+FP7NeiJqAm/tzxCX8Qau864nkurs+a5lzHG+8AqpDruXbtyQor5x8c/sl+H/gzfeGvgh4e1XW/FHiD4veI08R+NNV1m6S5vbrT7Q+aWn/dECMuuE+6WdCu87mr7sghS2hSONVSONQqqowFA4AAr5XMcTRxmbv6s+alhoRpxdrXk/em7etmuvvNM+zy7CV8BkMfrS5a2LqSqySd7Qj7lNX/APAk+j5U0PooorU4gooooAKKKKACiiigAooooAKKKKACqXiD/kGH/rrF/wCjFq7VLxB/yDD/ANdYv/Ri0AXaKKKACiiigAooooAKKKKAPBvG2qTeDv8Agor4I3+JdMtbLxr4O1CwXSJoFFxcz2NxFMpjkL5JZLuRtoTgWznJydvvNeD/ALZc974X+InwR8TWsnhq3i0jxvHZ3c2qFlkWG8tLi1dYWGAGKyscEgFkQnOMH3ivUx/vUMPV/utP1jKXl/Ly+Z5OXe7iMTS7TTXpKMfP+bm7I+df21BF8Kfit8KfimHgtYtD1oaDrMzmJM6fe/IWLujN+7cBtqYJDyDIzkfRVcL+018MT8Zf2f8Axd4aQzrcappsq2rQyOjrcKN8JBVlJxIqEruAYAg8Eisz9jr4uD42/s3+F9bfauoC1FlqMQcMYLuAmKZTiSQ4LIWG5yxVlJwTivkqH7jMalLpUSmvVWjL8OT8T7nFf7Tk9Gv9qjJ03/hlecPx9ovuPTaKKK9k+cCiiigAqkP+RiP/AF7D/wBCNXapD/kYj/17D/0I0AXaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAql4e/5BMf1b/0I1dql4e/5BMf1b/0I0AXaKK4/9oTxofhx8A/G/iFbWW9Og6Bfaj9niuTavP5NvJJsWUAmMnbgOBlc57VpSpyqVI047t2+8zrVY0qcqktkm/uPhqP9jD/hv7QfjV8WTPdDxxe+IXg+HV+HmtZtFh0qUrbhUlSMI0zq2/cXUblwUdCa9L8Q/t82nxN/4JU6p45kk8jxVqOmt4Uv7OKK6hkg1yVBbyQIIlaaNiz70xyu5PmzzXvH7E/wsuPgr+yb4A8N3sF1a6lYaPC+oxXF79skS8lHnXAMuTuHnSSYwSAMAcAV5xq3/BKr4c6v+0a3j9r3xIlnNrUfiW48KLdIdAutVRGUXj25Qkv87Mfm5Zj/AAkrX3M85wVbESo41v2dGadK2vux93k8lJRi77Jpvrc+AhkeOoYeNfARXtK0Gqt9Pel73P5uDlJWerTS+ykevfCPwlpn7NX7OmgaRez2ul6Z4O0SKK7mkvHlgtliiBlbzZcMUBDEFgOMcDoPna7vdW/4KgePrCO1tLzSPgJ4Z1EXNxc3CmObxtcRN8qIhH/HqGHOevs+BHv/ALXFvcftYftD+HPghZzTJ4Y0+JfEfjhowyGS3R0+zWm/jHmNkkLk/dYY2GvpzRtGtfDukWthYW8NpZWUSwW8EShUhjUBVVQOgAAAr8jxcqucYupCo/3MZe93qS3av/KnpLrJ3T0Tv+4YGNHh/A0qtJf7TON4dqUNoyS/nkruPSMbSWrXLPDCtvCscaqiIAqqowFA6ACnUUV758kFFFFABRRRQAUUUUAFFFFAFLXP+PeD/r5i/wDQxV2qWuf8e8H/AF8xf+hirtABRRRQAUUUUAFFFFABRRRQAV5z+174O/4T/wDZa+IOkCPVp5Lvw/eeVFpYc3k0iws6JEEBZnZlACgEtnHevRqbKhkiZQzISCAy4yvuM5H51th6zo1Y1Y7xaf3O5jiaKrUZ0ZbSTX3qxxP7M/jiD4k/s9eCtdtpNTmg1PRbWZJdRVhdTfulG+Td8xZsbtx+9nPeum8ZeFLPx34S1LRdQTfZarayWk4ABOx1KnGQRnnjIPNeK/8ABNfX4bv9lqz0GPWr3XpvAmr6l4WkubuyNpKEtLuVLZSuxAf9FNscgHrgncGx75W+b4aNPF1qDWilJfK/nbdeRz5Li5VMHQxCfvcsXp0dl2vs/M8M/wCCeviDUrj9nweG9ZMjav8AD7U7nwtdO5mbzfsxHlsrSojMpjePado+XAwMYHudfOHhR4/gh/wUa13R8RQ6Z8XdDTV7UqkaltQsyyzR8AyMTExl3MVUZYAE19H181kc39W9hL4qTcH/ANu7P5x5X8z6/iemnjfrUPhrpVF/298S/wC3Z80fkFFFFewfPFK3/wCRhuv+veH/ANClq7VK3/5GG6/694f/AEKWrtABRRRQAVg/EX/kX7f/ALCmn/8ApbBW9WD8Rf8AkX7f/sKaf/6WwUAb1FFFAGD8Rf8AkX7f/sKaf/6WwV8TfDv4JeMdS8TeGPBmtL4/TWvBfxBfWLa2g0SSw8L2mnrqEt4dTa+CmO+uZ4pTF5bXDFWmP+jRtG8tfZ3xlkvYvAMrabHby6it5ZG0SdisTy/a4dgcjkKWxnHauN/t742f9AHwB/4HXH+FAHrdFeSf298bP+gD4A/8Drj/AAo/t742f9AHwB/4HXH+FAHrdFeSf298bP8AoA+AP/A64/wo/t742f8AQB8Af+B1x/hQB8OfAr4PT/tQ/wDBRXVdN1P+z7/wb4Rk+338MceCxguLpoYJX+bcTPcuzJ8imNMHJUE/cP7T37I2m/tDT6Rrdjql14Q8d+GZBLo3iSxiDz2vOTHImQJYjz8jEdTg4Zg3gP7DPwx+JfgS++IXinSNG8GXF34s1+b7Q1zeSfuvJYjamEDYLMxOSc4Xpzn6A/t742f9AHwB/wCB1x/hXkLBwxsatTGw1qNaPRqMEow21TSipaaqTb3PoqmZ1MunQo5dUsqMXqtU5VLzq6PRpyk4WaacIpPRFH9nX9k69+GHxH13x34z8Vy+O/HeuwpZ/wBoPZLZwadaqciCCFWIUE4JOedo4GWLe015J/b3xs/6APgD/wADrj/Cj+3vjZ/0AfAH/gdcf4V3YTB0sLT9lRVlq92229W23dtvu2eVmGY4jG1vb4h3dktEkkkrJJJJJJbJJI9boryT+3vjZ/0AfAH/AIHXH+FH9vfGz/oA+AP/AAOuP8K6TiPW6K8k/t742f8AQB8Af+B1x/hR/b3xs/6APgD/AMDrj/CgD1uivJP7e+Nn/QB8Af8Agdcf4Uf298bP+gD4A/8AA64/woA9boryT+3vjZ/0AfAH/gdcf4Uf298bP+gD4A/8Drj/AAoA9boryT+3vjZ/0AfAH/gdcf4Uf298bP8AoA+AP/A64/woA9boryT+3vjZ/wBAHwB/4HXH+FH9vfGz/oA+AP8AwOuP8KAPW6peIP8AkGH/AK6xf+jFrzH+3vjZ/wBAHwB/4HXH+FVdY1340Gx/eaF4DCeYnK3s+c71x29cUAey0V5J/b3xs/6APgD/AMDrj/Cj+3vjZ/0AfAH/AIHXH+FAHrdFeSf298bP+gD4A/8AA64/wo/t742f9AHwB/4HXH+FAHrdFeSf298bP+gD4A/8Drj/AAo/t742f9AHwB/4HXH+FAHrdFeSf298bP8AoA+AP/A64/wo/t742f8AQB8Af+B1x/hQBgf8FMdK8/8AYy8V6tHa+Grm/wDCJtfEdkdci32sclncxzHGBuDvGska7SCTLtyAxNe0+EfEtp4y8KaZrGn3drf2Gq2kV5bXVs++C5ikQOkiN3VgQQfQivIfHFl8ZfHfgvV9EudE8BR2+sWU1lK63czFFkQoSAylSQD0II9Qa+PfCv8AwUN+JPwZ/YKktDB4dn8WeF9Tk+G8Fu85l1UarHmKICOMCJ9ibWBXKkIBljmvo8Dga2YYKOHoK8o1LfKokr+icNX0vqfMZhmFHLsdLEYh2hKnf5023b1anouttD7z8MftTfDrxp8XdQ8BaT4y0DUPGGleZ9q0qC6Vp4jHjzFx0LJn5lBJXByBg48d+DWsH9mH9tzxZ8PNRllXQPie7eKfDEjl1ghuiXN5aJklc5G/C7cDb8uHXHzF40/Y68dfsVfA74b+OYNA8JDxJ8LtdTWdY1yLUlW81cXkix3iXUk5VHRtyIGyXUKNhGWJ+lf2lfgR8Tv2qvAlha3em+CtP1DSrmPVND1rT9SnFxp1wuGWSNsEFTgZHQ8EYIUjweLsnpQhRxuUSc3CUrc1lzOOko+SnFpxvs7X2ufUcDZ7UnUr5dnkVTjUjG/Ld8qlrCXm6c4tStvG9visfVFFfIHwj/ay+M8fxU/4VV4w0PwbZ+PLKzFxbXF1LNDD4jhUfNPbsvyM2AWZVAxtfCjYyr7J/b3xs/6APgD/AMDrj/CvOwOOpYul7Wl6NPRprdNdGv8Ag7HoZpldfAV/YV7bJpp3jKL2lF9U/wDgOzTR63RXkn9vfGz/AKAPgD/wOuP8KP7e+Nn/AEAfAH/gdcf4V2HnHrdUh/yMR/69h/6Ea8x/t742f9AHwB/4HXH+FVRrvxo/tk/8SLwH5vkjj7bPjbuPt1oA9loryT+3vjZ/0AfAH/gdcf4Uf298bP8AoA+AP/A64/woA9boryT+3vjZ/wBAHwB/4HXH+FH9vfGz/oA+AP8AwOuP8KAPW6K8k/t742f9AHwB/wCB1x/hR/b3xs/6APgD/wADrj/CgD1uivJP7e+Nn/QB8Af+B1x/hR/b3xs/6APgD/wOuP8ACgD1uivJP7e+Nn/QB8Af+B1x/hR/b3xs/wCgD4A/8Drj/CgD1uivJP7e+Nn/AEAfAH/gdcf4Uf298bP+gD4A/wDA64/woA9boryT+3vjZ/0AfAH/AIHXH+FH9vfGz/oA+AP/AAOuP8KAPW6K8k/t742f9AHwB/4HXH+FH9vfGz/oA+AP/A64/wAKAPW6peHv+QTH9W/9CNeY/wBvfGz/AKAPgD/wOuP8Kq6NrvxoGnJ5WheAymWwWvZ8/eOe1AHsteDf8FI7KfxD+yxfeH7fw7F4ok8V6tpejCxku1tUYzXsIVi7DHDBeOOvUYre/t742f8AQB8Af+B1x/hXiH7VF78U/Gnxo+CfhzVPB+h37jxNL4ihOn6jcx2sbWFq5Rrkh0O1Z57eQDDAmEg8Eq3q5JpjadT+S8v/AABOXddu6PIz73sBUpfz2h/4G1Ds+/Zn2FpWl2+h6XbWVpEsFrZxLBDEvSNFAVVHsAAKku7tLG0lnlbZFChd2P8ACoGSa8o/t742f9AHwB/4HXH+FeS/ts/Fb4teE/gDqOnajpfga2PjOaPwxaiG9JkmlvMx7FEw8vlN+d3AUMcjGa8DH4tYbD1MTPXlTfr/AMOfS5Vl8sZi6WDp6c8lHyV3v6Lc6/8A4J/6DP4s0Txd8VtThK6p8T9YlvLZpIysiabCTDaL80SOF2qSoJYFDGc5JFfQ1eEfDXw/8XfhZ8P9G8OaZ4d+H0dhotnHZwgXcybgigbiFAGSck4HUmtz+3vjZ/0AfAH/AIHXH+FZZXhXhsLClL4rXfnJ6yfzbbN87x8cZjqmIhpFu0V2itIr5RSR63RXkn9vfGz/AKAPgD/wOuP8KP7e+Nn/AEAfAH/gdcf4V3nlHrdFeSf298bP+gD4A/8AA64/wo/t742f9AHwB/4HXH+FAHrdFeSf298bP+gD4A/8Drj/AAo/t742f9AHwB/4HXH+FAHrdFeSf298bP8AoA+AP/A64/wo/t742f8AQB8Af+B1x/hQB63RXkn9vfGz/oA+AP8AwOuP8KP7e+Nn/QB8Af8Agdcf4UAena5/x7wf9fMX/oYq7XjWq678aDDF5mheAwPPjxtvZ/vbhjt61a/t742f9AHwB/4HXH+FAHrdFeSf298bP+gD4A/8Drj/AAo/t742f9AHwB/4HXH+FAHrdFeSf298bP8AoA+AP/A64/wo/t742f8AQB8Af+B1x/hQB63RXkn9vfGz/oA+AP8AwOuP8KP7e+Nn/QB8Af8Agdcf4UAet0V5J/b3xs/6APgD/wADrj/Cj+3vjZ/0AfAH/gdcf4UAet0V5J/b3xs/6APgD/wOuP8ACj+3vjZ/0AfAH/gdcf4UAc5+ytq1z4c/aW+O3gu71HVr77Frdp4is0udMFvBDb6hb7/3UoUCUCWKaPJJP7g9w2PTfjT+0H4K/Z18Owar448S6V4ZsLqb7PBLezbPPkwTtQcljgEnA4FfJnxV8d/E34A/t5+DPEuq2Xhq1f4q6U3g2NW1S/k043MEontlZceVHITLIseTk+bPgDLk8P4C0zxx/wAFFf2tNd8e6h4c8G+IvBvwvjufCWjWt3NJJo2oXcm5bu6iJB807dq7hxjyiOVzX18stp4iSx+IuqPs4ybVruS9zlXS8pp+iu3sfFwzSrhoPLsNaVf2soxTvZRf7zmfW0YSXXV2Sep9H/t56RceNfgN4f8Aij4GubTU9T+H1zF4t0u6t5RLDf2PlkzBCA6OrwsHDY6KCDzz7b8KvibpPxl+HWj+KNCn+0aVrdstzbscblB6qwBIDKQVYZOCpr46/wCCduo/E74beBPFvwk0uPwbrR+FeuTaWyX1/M80FtN++gVmWNEYYaQcL1RuBkVnSaT8ZP8Agm7ba94j0jQtD1T4X6hdte3uiW08lwvhtnI3TQD5XEPqPmAA5xjdX59n+GeS5pUrq8qMrcztqrawqW7OLXNbZKL2TP1LhnEx4hyelhHaOJg24JvSV3adK/8AMppuF7JtyW7R97UV4j4M+J/xY+IfhTT9c0XTvh1qOk6rAlzaXMV9cbZo2GQemR7g8g5BAIrT/t742f8AQB8Af+B1x/hXoxkpRUou6Z4c4ShJwmrNaNPoenW//Iw3X/XvD/6FLV2vGodd+NH9s3GNC8B+b5Me4fbZ8AZkxjj6/pVr+3vjZ/0AfAH/AIHXH+FMk9boryT+3vjZ/wBAHwB/4HXH+FH9vfGz/oA+AP8AwOuP8KAPW6wfiL/yL9v/ANhTT/8A0tgrgv7e+Nn/AEAfAH/gdcf4VBd6t8Ubm601PEWkeELbRjqlj9olsrqZ51/0qLbtDcH59oPsTQB7FRRRQBg/EX/kX7f/ALCmn/8ApbBW9WD8Rf8AkX7f/sKaf/6WwVvUAFFFFABRRRQB5J+xp/yTPV/+xh1D/wBG163Xkn7Gn/JM9X/7GHUP/Rtet0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVLxB/yDD/11i/8ARi1dql4g/wCQYf8ArrF/6MWgC7RRRQAUUUUAFFFFABRRRQAV5Af2DPhO37SH/C2j4Qtf+E78zz/t/wBom8vztnl+d5G/yfM2/wAWzOfm+981ev0V0YfF16HN7CbjzKzs2rp7p23Xkc2IweHxHL7eClyu6uk7NbNX2a7nBftTfDiz+Lv7Nvjrw1fvYw2+saFd2/n3lqLmG0cxMUnMZxuMbhZByCCgIIIBrO/Yu+KMfxo/ZO+HviZLyxv5NT0K1NzLZQ+TALlEEc6Kn8OyVJEwOMoccV6dXg//AAT71/zPhb4l8NzeI9L8Q6j4M8X6zpFybSJYGtQt9MVWSMO5UnJYZPQ45xmu6m3PLZx/knF/+BJp9O6j1+RwVUqeaU5/zwkvVxcWuvZy6P1RH/wUH+B158R/hDH4q8Ns9p45+HM39v6LdQQl55PKBaS3AX5mWRR90ZyyqMHOK9T+CfxVsvjh8JfD3i3T1Mdrr9lHdrGSSYWYfMmSBnawZc4GcZrp5I1mjZWUMrDDKRkEehr57/Yes5fhN4x+JvwrkWRbTwhrI1PSB5Z8pNPv900aoRFHGAHWX5VBAbzACQtfGzgsNmUakfhrLlf+KKvF/OPMn6I+/p1HjMllRlrLDPmj/wBe5tRkvRT5Gu3NLufQ1FFFe4fMBVIf8jEf+vYf+hGrtUh/yMR/69h/6EaALtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVS8Pf8gmP6t/6Eau14v+0T+2z4C/Y58NaJJ4xvL/AO067JcCystPs2u7qZIsvNLsXpGi4LMemRXRhcLWxNVUcPFyk9ktWc+LxdDC0nXxM1GC3bdl2/M9orwHVbhPG3/BSnSbMT+Kk/4QbwRPqDxLAyaSZL25WGMu5TazusUu0BgT9nbGfLcD2P4b/EfRPi94C0nxP4b1CDVdC1y2S7sruLO2aNhkcEAqR0KsAykEEAgivHf2X5p/G/7Unx08WSf8JTFAup2PhW0i1FIls/J0+BixtguW2m4ubp8lufOHAOQO/AQlSjiJzVnGDWveTUWvWzf3Hm5jUjWlhoQd1OaemukYuafpdR+899r50+JGqH4zft/+DPCtrcK+nfDLTpfE2riKQgpdTqYbaFtso+ba3mYaM/Iw5xJx7J8ZPi9ofwI+G2q+KvEd2LPStJhMsjdXlbosaDu7MQoHckV5J/wT38A60ngDWviN4thMXiz4pX39tTRs7E2Vlj/RLcKQAu1Cx4GTvG4kgY+MzKar4mlgI91OXlGLuv8AwKVl5pS7H6FktN4XB181npo6cPOc1aVv8MOZvs3HufQVFFFe4fLhRRRQAUUUUAFFFFABRRRQAUUUUAUtc/494P8Ar5i/9DFXapa5/wAe8H/XzF/6GKu0AFFFFABRRRQAUUUUAFFFFABRRRQBwn7Q/wCzT4K/ar+Hx8MeO9Ei1zSPPS6jQyvDJBKuQskckbK6NgkcHkMQcgkVqfB74N+GfgD8O9O8J+D9It9D8P6UhS2tISzBckszMzEs7EkksxJJPJrp6K6Hi67orDOb9mnflu7X722v5nMsHh1XeKUF7Rq3NZc1u197eR4D4TM/gn/gpH4t095PFM1n458GWet23mJEdJgms52tbhEYAOJAklm2Du/10mSAUA941DT4NWsJ7W6hiuba5jaKaGVA6Sowwysp4IIJBB65rwf9ouGPwn+2P8DPEpk8VA3txqfhuRLASNp7pcWplVblVGOZIUcbj/yx3YOzI9+rtzS04UKr+1BJ/wDbrcPyijhylunOvSX2aja/7eSn+cmfL/7G0Mv7NXx88b/BK7uV/sSMDxN4NjeYEx2M8knnW43YZtkgJ4DD/WEkd/qCvnf9uBH+FvjT4a/Fm3zFH4P1gabrMg+6dNvcQyeZmWNNquUILkhXKHBAIP0NHIJYwykMrDIIOQRXx+TR+rupgOlN+7/glrH5J3ivKJ97xHP62qOa9a0ff/6+Q0k/WS5Zvzkypb/8jDdf9e8P/oUtXapW/wDyMN1/17w/+hS1dr2z5kKKKKACsH4i/wDIv2//AGFNP/8AS2Ct6sH4i/8AIv2//YU0/wD9LYKAN6iiigDB+Iv/ACL9v/2FNP8A/S2Ct6sH4i/8i/b/APYU0/8A9LYK3qACiiigAooooA8k/Y0/5Jnq/wD2MOof+ja9bryT9jT/AJJnq/8A2MOof+ja9boAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqXiD/kGH/rrF/6MWrtUvEH/IMP/XWL/wBGLQBdooooAKKKKACiiigAooooAKKKKACvC/2dTqHhf9rH466BdP4fFlqV/pXiqxisgy3S/aLJbOXzgTj/AJh8T5UfemckncAPdK8E1LT5fB3/AAUl0u7i0HQ1tfG/gW4gk1UTCO+aawu42dCmzLjZdW+CX6Kf7gz6mW+9CvS6uD/8lcZflFnk5p7s6FXpGa/8mUofnJeR73Xzp8c44fgv+2/8M/G6pBDa+OIZ/BWpy/uELSvtmtAzMfMO5oyBsGMooJ+dQfouvIP27fhle/FL9l/xJb6TK8Ot6RGutaY6SvGftFqwmUBldCCwVlB3AKWDc4xXyudUpTwkp01eULTXrF3t81ePzPtOGq8IY+NKs7Qqp05dkprlv/262peqPX6K4z9nj4vWvx6+CPhnxfaFDHrtgk8ir0jmHyyp1P3ZFdep+7XZ16NGtCtTjVpu8ZJNej1R4+Jw9TD1pUKqtKLaa7NOzCqQ/wCRiP8A17D/ANCNXapD/kYj/wBew/8AQjWpiXaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5V+EPg23+N/wDwUR8e+KdTsbqey+F2i2vhXTftlhLHAtzdrJc3XlP5nlSfuJYt+Y9224j6KFLfVVfPf/BOTw46fCzxX4qutIm0fUvHfjDVtXuY31R74SAXTwxkZO1NqRLHhVXiNeOgHsZfUdHDYisnZtKC/wC3nd+fwxktO54uZU1XxWGoSV0m5vf7KsvLSUotX7HhfwO+OWi/8EtPiF8WvhP4yuzp/g7TLefxv4BeZ1eW+s5FJl0+Es6q8iSptSNijM3mknaQ1eu/sM3Gn/s2fsDR+OfF8dtoMuum98ba95fmBBLeStKqxpJLIc+WYI0UN8xC9WY59p+LX7PHgX48/wBnf8Jp4R8P+KP7Im8+z/tKyjuPIbjONwPynAyv3WwMg14r+2Nan9o74/eAPgxBJHLo/mf8JT4uiWYAvY27qIoG2kuokkbBJ2/wYbPTLinieLy9yoQft6rjzXekppcsdtdW3Od+qujq4M4Rk81jDE1F9WpKbjZe9CnfnnvpdKKhTt3SZifCP4NeI/27PFGl/E34rxPZeCraX7b4S8E5Ii25Pl3d7/z0crghTwQeyEo31sBgU2GFLaFY40WOONQqqowFA6AD0p9fN5dl0MJB6805ayk95P8Ay7JaJaI+ozjOKmPqLRQpw0hBfDBdl3b+1J6yerCiiivRPHCiiigAooooAKKKKACiiigAooooApa5/wAe8H/XzF/6GKu1S1z/AI94P+vmL/0MVdoAKKKKACiiigAooooAKKKKACiiigAooooA+f8A/go3rEPgj4O+GPF8/iHUPDMPgvxroupz3dpai5Y2z3QtLoMhjk+VbW6nk4UnMYHOcH6Ary79tvSZNb/ZC+JUMeoxaSU8O3s7XcsPnJCscTSMSu5eqoRnPGc84xXTfAr4gQfFT4M+F/EVvqNrq6avpkFy17bJsiuZCg3sq5O0b93GeOlerVXPl1OdvhnJfJqLS2783V+iPIovkzOrD+aEH805Jvfty7JerIP2hfhTB8cfgj4n8J3CK665p8tum7YNsmMxtlkcKQ4UhtpKkZHIFc7+xT8U5/i/+zL4V1S9aZ9Ut7X+ztRM0ciSG5tz5MhbeiEsSmWwuNxIHSvVK+bv2fLgfAv9tH4k/DqUJb6b4y2+N9DUKFEjyYivAMJy29FJDPnCghfmJr5DGP2GPo1+k7036/FD8VJesj7vL19ayvEYX7VNqrH0+GovucZPygz6Et/+Rhuv+veH/wBClq7VK3/5GG6/694f/Qpau17R82FFFFABWD8Rf+Rft/8AsKaf/wClsFb1YPxF/wCRft/+wpp//pbBQBvUUUUAYPxF/wCRft/+wpp//pbBW9WD8Rf+Rft/+wpp/wD6WwVvUAFFFFABRRRQB5J+xp/yTPV/+xh1D/0bXrdeSfsaf8kz1f8A7GHUP/Rtet0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVLxB/yDD/11i/9GLV2qXiD/kGH/rrF/wCjFoAu0UUUAFFFFABRRRQAUUUUAFFFFABXzf8At03Fl8O/ix8CviDcp4Xt/wCwPGP9kzX2qTPFNHBqFrNbukO1SGOD5mGI5hXtuNfSFeT/ALcnwn1f41fsqeMNB8PTXFt4ia1S+0mSCbypVu7aVLmEK2x8ZeJRwuSCRlc7h6mTVYU8bT9o7Rl7r6aSXK/wbPJzyjOpgansleUfeit/eg1Jfikbn7TH7Qeh/stfBDxB458QOPsOh2xlWASKkl7MeI4Iy3G92wo+ue1eT/sY/tr+Lvjd8T9b8C/Ej4fv8PfF1npFv4jsLZLhrmK70+bapLNtGyWN3RWQkHLH5RsNeDeD/jzJ/wAFb/i38LfCsGkahbeCfh/DD4n+IUd3FJAh1iNXjh08NgM+2bL4yoZCxI3IFHvf7XukJ4D/AGrfgL8Q4V2Mdcm8HalJHpEt7J9nv4W8gmRWCwqLhEjywP8Ax9buiFW+h/sihhYf2di6f+0TjKV7u8OVXhGy0vPld7p6Si1Y+b/trEYup/aeDqf7NCUI2srT5nacrtXtDmVrNaxknc5XwB4uH/BPf9pDWfCHiZ3tPhZ8RdRfVPDOruoW00a9lZmmspW/gUkjaxOAFUnguU+u0kEqBlIZWGQQcgisT4i/DbQfi54PvNA8S6VZ6zo9+u2e1uU3I2OQR3VgeQwIIIBBBr5t+A1/rP7E/wC0ZZ/B/W9RvtX+H3i6N5/A+pXrl5NPljGX013PGAoGwDjlMDLlV/JqTnlVRUJa0JStF9YOT0i+8W9IvpdRelmftldU88pSxMNMVTjea6VYxWs49pqKvOP2knJa3R9XVSH/ACMR/wCvYf8AoRq7VIf8jEf+vYf+hGvpD40u0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHIftA+L4vh98B/GuvT2T6lBomg31/LaJJ5bXSRW7u0YY/dLBSM9s1y/wCwv8M/+FO/sgfDvw2+ljRbrTNFgW8shMJvJumG+4+cMwbMzSNkEj5uOMVz/wDwUjkjvf2S9b0R9M17Vz4rvLHQ47bSJPLuJHnuolC7vMQhG+6RnkNggqTXsXgnTYtF8K2VnAHEFpH5MYdy7BVJAyzEknA6k5NerJuGWxivtzbf/bsVbr/ffT5njxXPmkpP7FNJf9vybfT+5Hr8jUJwK+ev2MEl+KXxP+KPxSu0lK69rJ0HRmkSRQun2OYh5YdmXa0u8sYztMgc4B4Hbftm/FeT4Nfs0+KtYtjOupSWhsNOMMbPJ9quP3MO0LHJ829xjcpUkAHrWz+zb8JYvgX8CPC3hSKOONtG0+OKcIqAGYjdKcoqBsyMx3bQWzk5JJr5GvavmNOl0ppzfrK8Y/hzn3eGvhsnq1+taSpr/DG05/j7P8Tt6KKK9k+cCiiigAooooAKKKKACiiigAooooAKKKKAKWuf8e8H/XzF/wChirtUtc/494P+vmL/ANDFXaACiiigAooooAKKKKACiiigAooooAKKKKAGToZIXVSFLKQCRnB+nevBf+CaniC5uv2WbHw7f3V9fah8PtTvvCU9xdaS+mGZLOdkt2WJuxtjBkgn5twJLK1e+18C/Gf9qZ/+CbH7THxesbrQ9UvLP4o2cXiPwQlvHPdtqWtsqW81plpHCAzMJcBFAXKgH90rfQZNgqmPo1cDRV6j5ZRWmvK2mvum5ekbvY+czzHU8vrUcfXdqa5oyeunMlJPt8UFFdbySW52n7R3/BUHW/hj8XPFNj4N+H0vjLwT8K2tV8e62ly0b6a08oVo7ePb+8aJMs55HDZ2Khc99+2r8M9X+Ingvwp8U/hqkF7408CSjWdLaNctq9hJEfOtVI5YSRsCF7/MoGXqP9kH9jRfAf7GV34T8ZJBfeJ/iHDdan4vuprdJpLi+vdzuJPM3iVog6pl9wYxlsfNitj/AIJv6vqt3+x/4X0zXLHUbDVfCZufDVzFetA0ivYzyWpA8glNq+VsGP7ncYY5cTZZluMwE6GFVvZyUeZN3lpdVFfqpxbVlonFNaa9HCOc5rl+ZU8Vinze0i58jS5Yq9pU3bdOE1GV27tSaeunUfs1ftI+Gf2nvDsmv+G7rdi3gjvrGU7brTJ90u6GZOqsCDg9GAyCRXplcb4P+D3hjwV8V/EviLSdFs9O1nxFb2x1K5gUp9rKtMQzKDt3HJywGW4yTgV2VfN4NYhUUsU05rdrZ9nbpdbrWz6s+ozGWEliJSwKkqb2UrNrTVXW6Tuk9LrVpPQKKKK6TiCsH4i/8i/b/wDYU0//ANLYK3qwfiL/AMi/b/8AYU0//wBLYKAN6iiigDB+Iv8AyL9v/wBhTT//AEtgrerB+Iv/ACL9v/2FNP8A/S2CuWT41+J7nxm+kf8ACoviFbWf2h4F1yW80I2AUEgT7F1FrnyzgEDyN+CMoDxQB6PRX52fst2mq6r4x+BnxAstD8OaDrfibXb7TvEWqG6Fz4l8YymC7a/F6YsJFbW80CmOOR5mXbCu212bW++LTxroni7Utc0TTNa0m+1fRQsOpWdveRyz6c8iboxOiktGWX5gGAyORQBt0V8p/sV/DvT/ANmP4laP8O9U+Fnwx8NeM7jwsbpvEnhCeO6n1aC3khile+LWdrNE0sjo68zK7LJlwU+b6soA8k/Y0/5Jnq//AGMOof8Ao2vW68k/Y0/5Jnq//Yw6h/6Nr1ugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKpeIP+QYf+usX/AKMWrtUvEH/IMP8A11i/9GLQBdooooAKKKKACiiigAooooAKKKKACiiigBAMV4V/wUj0Z7z9kPxHqkX/AAkn2jwrLa+IIjoVz5F6n2W4jlZ1bcvCIHc8g4TI5Ar3aua+Mvg+0+IXwh8VaDfx3s1jrekXdhcR2bFbiSOWF0ZYyP4yGIHviu3La6oYulWe0ZJ/czhzTDvEYOrQW8otfetDb0TU/wC29GtLwQz2wu4Um8mcASRblB2sASAwzg4JGR1rxz/goB8Hbv4s/s639zownHinwbKviTQpII/MmW6tgzBVQK28su5Qm07iVGOlaf7CPjef4hfsd/DrUbtddXUF0WGyv/7aDfb3u7cG3uGl3EsS0sTkFjkggnBOK9YliWaNkdQ6OCrKwyGB7GuDOctjNVsBV/vR+7S69N0enw/m86M8PmdHdcs157Oz8mtH5HL/AAO+KVt8bPhD4d8V2ihIddsY7rYM4jcj51GQCcMGGSBnFbo/5GI/9ew/9CNeC/sK28nws8RfEv4VzK6R+DNdbUNLTZiOPTr7dPCE2wxxgbhL8oLEMZB0UV70P+RiP/XsP/QjXDlWJniMJCpU+LaX+KLtL8Uz0s9wUMJj6lGj8F7x/wAEkpQ/8laLtFFFegeQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFfMH/BSPW9a8dy/Db4NeG9cm0DU/ixr3k393a3Rgu4dKtE+03hiIHUoqg4dSc7fmDkVj/sQatr37NX7TPjj9n7xJquq63pNvbDxV4F1HU52ubmbTJGEc1s0uTnyZcABgrZ8w4KFMe7DJHLA/W1Nc9nJQtq4KXK5X9b6dk30Pn6mfRhmH1N03yXUXO+im48yjb/DbXu0up237ZL/APCU/Gz4BeEseLVjv/GLa9dyaOMW4g060lmRbpuf3Zu3s8gjBVZOVYKa908Pf8gmP6t/6Ea8BtdTHxO/4KeXNsjNJafC7wWjStb66GjivNRmO2OWzH3X8iF2LHnaYScBo81/id+2Pq9/4sufht8H9B/4TDx7akpqN7Kdmj+GiXb5rmX+JwAf3YPUYyWBQ+ZxBjqOBw+HhWevLstXKU25JJK7bceX5auyPZ4XyvEZnisTPDLTm1k9IxjBRi3KTsklLm+eiu9Cl8cb2P8Aab/be8GfDi3+z3mgfDbHi7xIG2ugudrJaW5GD+8HmByDtGyQnJIAH1BXk37In7L8f7NPgm/F9qT+IfGHie7Op+ItalX95f3J/hB6+WmW2g92Y4G4ges189lGHqxjPEYlWqVHdr+VbRj8ktfNs+n4gxlCc6eDwbvSox5U9uZ3vOdunNJu19eVRTCiiivXPnwooooAKKKKACiiigAooooAKKKKACiiigClrn/HvB/18xf+hirtUtc/494P+vmL/wBDFXaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr59/Y70Nvhx8c/jt4UTSdE0qxPiiHxJa/YrovLc/brWPzHkjKjZ80GeCcs7jgKC30FXguk+Gx4J/4KT6td23h3S4oPHvgKK5n1eOYLcyXGnXghkV49mW3RXtoNxYcW6jBwMerlz5qOIo94XXrGUX3X2ebv5I8jM48tfD1v5Z2fpKMo9n9rl7ebPbbf/kYbr/r3h/8AQpau1St/+Rhuv+veH/0KWrteUeuFFFFABWD8Rf8AkX7f/sKaf/6WwVvVg/EX/kX7f/sKaf8A+lsFAG9RRRQBgfEp/L8Nwtgtt1PTzhRyf9Mh6Vpf2z/06Xv/AH6/+vWd8Rf+Rft/+wpp/wD6WwVvUAcboHwx8H+FPHmp+KdL8E6PpvifW12ajrFro8EN/fjg4mnVRJIPlX7zH7o9Kuad4T8P6PrGs6haeF7O1v8AxGUOrXMOmxpNqmxNi+e4GZdqfKN5OBx0rpqKAOI+Fvwk8EfA2zu7fwV4D0Lwfb37rJdRaJokGnpcsoIVnESqGIBIBPTNdV/bP/Tpe/8Afr/69XaKAPGv2O9T8j4basPs90+fEF+crHkf62vWP7Z/6dL3/v1/9evMf2NP+SZ6v/2MOof+ja9boApf2z/06Xv/AH6/+vR/bP8A06Xv/fr/AOvV2igCl/bP/Tpe/wDfr/69H9s/9Ol7/wB+v/r1dooApf2z/wBOl7/36/8Ar0f2z/06Xv8A36/+vV2igCl/bP8A06Xv/fr/AOvR/bP/AE6Xv/fr/wCvV2igCl/bP/Tpe/8Afr/69H9s/wDTpe/9+v8A69XaKAKX9s/9Ol7/AN+v/r0f2z/06Xv/AH6/+vV2igCl/bP/AE6Xv/fr/wCvR/bP/Tpe/wDfr/69XaKAKX9s/wDTpe/9+v8A69U9c1bzNPx9mux+8jOTH/tr71s1S8Qf8gw/9dYv/Ri0AH9s/wDTpe/9+v8A69H9s/8ATpe/9+v/AK9XaKAKX9s/9Ol7/wB+v/r0f2z/ANOl7/36/wDr1dooApf2z/06Xv8A36/+vR/bP/Tpe/8Afr/69XaKAKX9s/8ATpe/9+v/AK9H9s/9Ol7/AN+v/r1dooApf2z/ANOl7/36/wDr0f2z/wBOl7/36/8Ar1dooApf2z/06Xv/AH6/+vR/bP8A06Xv/fr/AOvV2igCl/bP/Tpe/wDfr/69H9s/9Ol7/wB+v/r1dooA+eP2AfEkekeCfHHhLf4uv5/BPjXVtNd9WsvLdEac3EIVgiKytFNHJ8o/5ag/dZc+9f2z/wBOl7/36/8Ar14d8EJZvBn7dvxl0GS48T3Vv4mstJ8VQfbLZFsIZRE1lMIJFVc5jgtVwdx/cnJyCTp/twftZXP7LHgLRf7B0L/hLPHHjHVYtF8O6Gsuxr2dslnbHIiRR8zDgFkBIBzXvY7B1cXmKhQV5VVGXl70VJ66JJO930SPnsBjaWDy11MQ7RpOUe7tGTjHRXbbVrJXu2cb+0XrKfAX9r/4dfElLCaHTPFCv4L16do1QRiVkktXZtjHG9Dn5kA2LzgtX0INW/4nxb7Nd/8AHuBjy+fvH3r5u+HPjg/8FM/2XfiH4K8Y6BH4R8b+GdVuNA1S0SQzRadqMBDwXMMnUpu298na45VgW1P2O/2tf7d1Ffh58SbhPD/xV8Mwrpl5bX8ojOtlD8lzbsTiXzEwx28k5YDaQa+KxFKeUZrUwWL91VHeLurc9lzRvt7ytOOvvXlY/RMPUhnuR0cxwN5yopxmrPm9nduMrb+63KEtPdtG+59E/wBs/wDTpe/9+v8A69H9s/8ATpe/9+v/AK9XaK9c+cKX9s/9Ol7/AN+v/r0f2z/06Xv/AH6/+vV2igCl/bP/AE6Xv/fr/wCvR/bP/Tref9+qu0UAUv7Y/wCnW8/79Uf2x/063n/fqrtFAFL+2P8Ap1vP+/VH9sf9Ot5/36q7RQBS/tj/AKdbz/v1R/bH/Tref9+qu0UAUv7Y/wCnW8/79Uf2x/063n/fqrtFAHzvYJe+NP8AgpDqGpy2fieLTfA3gmGzt8XqfYZJr65d3Jt87t7LbqN2B/x7rnolZn7e3wE8W/EHVvA3xL+F9hE/xQ+GV+9xY294Fii1iymQpcWbSHG0sD8pLAANION2RufsX+GftHxT+OvjKbw5ZaLP4o8by2UNxFem4kvbbToY7FS42qEzNFczAdR9pZcnaGPv9fRYnH1MFjYSpWfs4RjZ6p3j78XZu6bck7P7j5rC5fTx2AqRrXXtJyldaNWn7kldKzSjFq6+9Hwr4d1X4hfsk/sz/ELxt4xtHPxr+NHiLbp2lQ3P2g6fLNiCztIn3P5pgj3MqplcBEGMFq+i/wBjv4G6f+zN8D9N0C2tri51OTddavqAhzJqN45JkkZup5+Vc9FUDk5J47xVEP2gP+ChmkaOzF9G+DOmDWLlFmG1tSvABbqyrIGysQLjKMBggkeYM/Qfh7/kEx/Vv/QjXxbxM80zWtmlZL3f3cEtklZSt80oekPNn6FLDQyfJMPktBu817Wo3vJyu4KT6+63U2SvU20Qf2x/063n/fqj+2P+nW8/79Vdor0jwil/bH/Tref9+qP7Y/6dbz/v1V2igCl/bH/Tref9+qP7Y/6dbz/v1V2igCl/bH/Tref9+qP7Y/6dbz/v1V2igCl/bH/Tref9+qP7Y/6dbz/v1V2igCl/bH/Tref9+qP7Y/6dbz/v1V2igCl/bH/Tref9+qP7Y/6dbz/v1V2igCl/bH/Tref9+qP7Y/6dbz/v1V2igDH1nVd8EP8Ao12MXER5j/2xVv8Atj/p1vP+/VGuf8e8H/XzF/6GKu0AUv7Y/wCnW8/79Uf2x/063n/fqrtFAFL+2P8Ap1vP+/VH9sf9Ot5/36q7RQBS/tj/AKdbz/v1R/bH/Tref9+qu0UAUv7Y/wCnW8/79Uf2x/063n/fqrtFAFL+2P8Ap1vP+/VH9sf9Ot5/36q7RQBS/tj/AKdbz/v1R/bH/Tref9+qu0UAUv7Y/wCnW8/79Uf2x/063n/fqrtFAFL+2P8Ap1vP+/VeCftLafDpf7WHwJ8Xx+FLzUbuDVb/AEJ9QWcRGxjubGYgbC3zg7HbgEjYeRkZ+iK+ff8Agpfo2f2aF8SRaMdbu/h/r+l+KoYRqzabtS1ukNx+9Bx89q1xFghv9duCllWvWyR3xsKf894f+Bpx7rv3PHz5WwM6tvgtP/wBqXZ66dj2qDVca7ct9mu+YIhjy+RhpP8AGrf9sf8ATref9+qZp9wl3rM8sTpJFLawOjo25XBMpBBHUVoV5J7BS/tj/p1vP+/VH9sf9Ot5/wB+qu0UAUv7Y/6dbz/v1WL491L7RotsnkXKZ1TT/mePAH+mQ109YPxF/wCRft/+wpp//pbBQBvUUUUAYPxF/wCRft/+wpp//pbBW9WD8Rf+Rft/+wpp/wD6WwVvUAFFFFABRRRQB5J+xp/yTPV/+xh1D/0bXrdeSfsaf8kz1f8A7GHUP/Rtet0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVLxB/yDD/11i/9GLV2qXiD/kGH/rrF/wCjFoAu0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfL37WWuWnwE/bb+C3xFvUW30fxD9q8CaxevPdbIGuMS2DFFP2dQJhMpeTBxMThtgKYnwsuIv2vf+Cl3iTxisbXfg74GWR8NaNMJWe2uNam3G7nUgBC8cTmEpuk2/I/yl1x9F/Hj4CeFP2l/hnfeEfGmkx6xod+Ud4Wdo3jdDuSRHUhkcHoQRxkHIJBb8BP2ffCH7Mfw5tvCngjRodE0S2kaYQo7yNLI2N0ju5LO5wOWJ4AHQAV9NTzfDwwNkpe3UXTT+zyN3bve97Nwta3K9+h8rUyXEzzC7cfq7mqjX2udRSSta3LdKd735lt1PINBs4/hP/wVD11RJbRWvxZ8IQXhiW0u3klvtOfyg5lLNAmbdyGUKufKi6MWMnpfxy/Zr8E/tIbtN8Y+H7LVkW02w3DLsurQljzFKuHT1wDg9wa4j9sSKXwv8afgP4ujPitodP8AF7aDfRaSY/INvqVu8KNcBsHYLtLPJDcI0vDMUx7iP+RiP/XsP/QjXlZ1Sp4vD0ZVkpKUOVp2a9xuKX/gKiexkGIrYLFV1hpOEoT5otNprnSk2nf+ZyPm/wDZW8ceJPgB8dtQ+BnjnWLjXITanVPBGt3r5uNTshnzLV2z88sQU8ddqOcbNlfTtfPX/BRPwJqJ+GGlfETw5H/xVPwsv11y2ddxaW0AxdQ4COCrR4JyvGzOQM59x8E+MdP+IXg/TNd0qdbnTdXtY7y2lUg743UMOnfB596+Rynmw9Wpl83dQs4X35Hsr9eVpr05b6n3WfcmLoUs3ppJ1LxqJKy9pG13ZaLni1L/ABc9tDUooor3T5cKKKKACiiigAooooAKKK5r4x/FbSfgZ8LNf8Ya68sekeHLKS+ujFGZJCiDOFUdWJwB2yeSBzV06cqk1Tgrt6JebIq1IU4OpUdkldvskdLVXW76TS9Gu7mKH7TLbwvKkO8J5rKpIXceBnGM+9fPH7F3/BQab9qDxxqXhTxP4B1X4Z+KoNKt/EGn6fqF4Ln+1tMnA2XMTeXGeCQGXadpOC24Mq9h+3/r13oH7GXxF+wWQ1C/1LRpdJt4DeC0y93i1DCQ9CvnbwO+3GRnI9KWUYijjoYHELllJxW6a961ndOzXnf5nlwzrDVsBPH4Z80YqT2afu3urNXT02av5GV/wTY8LL4d/Y48J3n/AAj8PhmbxOLjxDLYx3IuQou55J4mMg4JaF4j0GOhAIIr2Xxf4psvA3hPU9a1KXyNP0i0lvbqXaW8uKNC7nABJwoPABNZ/wAJvBVp8N/hd4c8P2NiNLstE0y3sYLMTtcC0SONUEfmMSz7QMbiSTjNfOn7anxCb9pXx1pn7P8A4MvDNeazOtx4y1C1xImh6bGdzxueVE0jBQAenygj5wR4vE2cKnOti4q8pyfJHq5Sfurd/PV2V3fS59DwfkMq6oYKbtCnFe0l0jCKXNJ6L5aK7aSV3Y6//gnfoF9f/B7UvHmsCVdY+J2r3HiCWOQtm3t2Ypbx48x1/wBWob5QuBIFK/JXuHh7/kEx/Vv/AEI1Jo+kW3h/SLWwsoY7azsoUt4IYxhYo0AVVA9AAB+FR+Hv+QTH9W/9CNYZfhPquGhQvdxWr7vq/m7s3zfHvG42pirWUnouy2jH5Ky+RdooorsPOCiiigAooooAKKKKACiiigAooooAKKKKACiiigClrn/HvB/18xf+hirtUtc/494P+vmL/wBDFXaACiiigAooooAKKKKACiiigAooooAKKKKACiiigArlPjt8MofjP8F/FXhOcW2zxDpVzYK89ot1HC8kbKkhiZlVyjlWALLyo+YdR1dFXSqypzVSGjTuvVGdWlGrTlSmrpqz9GfPv/BNb41x/HD9mPQbqR4hrHh+zj8P6xapDHB9gvLR5InhMcbMqDaEZRnlHQ4GcD6Crzn4Xfs4eDvhB8YvG3ifw5pR0vVfG3kXmsmK5lMF3OGmzL5JYxq7EksVUZJJPJOfRq7MzrUKuKnVwyajJ3s+l9WtOieifVa2Wxx5TRxFHCU6OKac4q11fW2iettWrNro9LvcKKKK4D0ArB+Iv/Iv2/8A2FNP/wDS2Ct6sH4i/wDIv2//AGFNP/8AS2CgDeooooAwfiL/AMi/b/8AYU0//wBLYK3qwfiL/wAi/b/9hTT/AP0tgreoAKKKKACiiigDyT9jT/kmer/9jDqH/o2vW68k/Y0/5Jnq/wD2MOof+ja9boAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqXiD/kGH/rrF/6MWrtUvEH/ACDD/wBdYv8A0YtAF2iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8K/4KQ6Qbv8AZD8Sami+I3m8LSWuvx/2Hcm3vE+yzpI0isGXhEDufmH3MjkCvXtD1T+27m1vBDPbC7sI5hDOAJItxztYAkBhnBwTyOtU/jD4Mt/iP8JPFHh67gurq113SbrT5obWURTzJLC6MqOSArEMQCSACea85/YN8X3/AI2/Zf8AAF5q1vq1tq0GgR6ffrqlx9ou3ubWRraWSR9zbi8kTPyc4YZwcgeq/fy1f3Jv/wAnirf+kPoePH93mj/v01/5JJ3/APS11PYNY0i28QaRdWF7BFdWd7C9vPDKgdJo3BVlZTwQQSCD6189f8E9NduvBel+MvhFqrsdR+FmrvaWhkYtJLptxme1cku+RtZgv3cIIxtBBrnf2zPjT8V/G/7Rmh/Bn4J6zY+GNfj0OfxRr2vXNjHeJZwDfHbWu2VGRfOmADHBYAqw4DBvLPCHxq8S+LPBPgX9pvTNKTUPE/hqO58IfFLRNNCSStFDKBJIqqTtZNqTbd2NskR4QMT4uf5LiMFhaOfaOMdJxV3JU5395q2148y1btHZcyv9NwrnuGzHFYjhp3UqivTk7KDq07e6nfdqbg7pLmktXyu36B0V5d4K/bY+Enj/AEqwutP+Ivg4HUVUw21zq0Ftd5borQyMsit2wVzXp8cglQMpDKwyCDkEVNDFUa65qE1JeTT/ACM8XgcThZcmJpyg/wC8mtvUdRRRW5yhRRRQAUUUUAFfOH/BSLQrj4peD/h/8NkttTnsviJ4xsbHUjbWdvcxGzt915KsolYFVxb+ZlPmxC3XO1vo+vnjxppifEX/AIKYeC0a08O3UPw48HX2piZ71/7RtbnUJkt8rCF27RFARliOLhuOFz6+RvkxP1j/AJ9xlL5pPl/8mseLn8faYT6t/wA/JRg/RyXN/wCS8xyP/BRbTo/2ffHfwq+O+m2vljwFqyaFr/kiQD+xLwNE5KoSCkLsGCiJ2y4I27c1rf8ABR7XtJ8Q3fwl8D6tDplzovijxSmrau1/pk97bR6XpkRvLli0XyoWxFHlwV2zMT8qsR7x8Z/hPpPx2+E/iHwdriO+k+JLCWwuTGQJI1dSN6EggOpwynHBUV+cXjv9hrx/4Q+JPgfwR4t+IUPjLxD4i01PBugvp9m8b6D4ehlSS7u5+N5coFiALhWRpVLMM46Z53hsNlv16tP99h1JQjrebl/CSey5aktb9H5GWH4dxWNzf+zqMP3GJcZVJaWpxhrWk1u06UdLdVrufQ3w28IeKv8AgozeX3jLxN4g8S+FPhQ88kHhrw9pNy1hPrEKOy/a7yQfMQxAIQHGRwQBuk+iPgn+zn4J/Zz0KXTvBfh2x0O3uGDztHukmuCOnmSuWkfGTjcxxk4610/hXwxY+CfDOn6PpdtHZ6bpdtHaWsEYwsMSKFVQPYAVfr4fLsop0LVq3v1us3q7ve38seyVlY/QM34hrYrmw2Hbp4ZP3aa0jZbOSXxS6uTu27hVLw9/yCY/q3/oRq7VLw9/yCY/q3/oRr2D54u0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFLXP+PeD/r5i/8AQxV2qWuf8e8H/XzF/wChirtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAUrf8A5GG6/wCveH/0KWrtUrf/AJGG6/694f8A0KWrtABRRRQAVg/EX/kX7f8A7Cmn/wDpbBW9WD8Rf+Rft/8AsKaf/wClsFAG9RRRQBg/EX/kX7f/ALCmn/8ApbBW9WD8Rf8AkX7f/sKaf/6WwVvUAFFFFABRRRQB5J+xp/yTPV/+xh1D/wBG163Xkn7Gn/JM9X/7GHUP/Rtet0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVLxB/yDD/11i/8ARi1dql4g/wCQYf8ArrF/6MWgC7RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfLv/BP6S0+GXjr4z/DsQ6bptv4G8UXN7bJAbsr9gvybuCR5LhQpIzJG2xiA1u55Uq7/AFFXyD+2n+wZ46+NPx2vfE3wz8dWPgmbxf4YHhfxWLqB5WuLMSlhJAVGRLt+QjKDaBggk59zJnQqKpg8TU9nGaTUneylF31Sv9nmS82eBnixFKVLG4Wl7SVNtOKtdxkraNtL4uVvyTNb/gmvYj4r6t8T/jdd27pc/EvxDJBpLTW3lyJpFl+4tjueGOX59rEgsy7UiHDKwrc/Zaspfhd+2B8cvBDPcfYL+5sfG2l/aNWjnzHfrJHcLFbqoMKJc28ucknDxk/eDN7R8HvhZpXwQ+Ffh/whocIh0rw5YRWFsNoUusagF2wAC7HLMe7MT3rxj4p3mnfC3/go38NtWkm8MafJ8QfDupeHnMtkRqV9JBJBcIqzAjIyYwFYHocdRjt+uRxuJxUKa92UHyrsqdnH5qELfNnCsFLA4XCTqv3oTXO+7q3jLfo5zT+SPTvGX7LPw1+IVtdR6z4D8JXxvVKzSvpUInORjIlCh1bnhlYEdjXiP7MOpal+yH+0bdfA7XdSutR8K63btqvgG9u5C8sUSA+dp7Me6AEqBxhSeN4UfVdfn5/wVq/arNn49sPC/g7w5e6t4q+FRtfF2qeIra5EcfhWOR1jSKVcbn80PGzJuX5GRvmAbb8DicirVn9cyylerSTk0rLmgvii9r3Xwrfn5bauz/Tcv4ko0l/Z2cVrUK7UE5XahUfwTW7Vn8bWns+a+iuv0DorkfgR8YtN+P8A8IdA8YaSV+x65arOIw+/yJASskROBko6sp4HK9BXXV6NGtCrTjVpu8ZJNPunseLiKFShVlQrK0otprs1o0FFQnUYBfi18+H7SU80Q7x5hTON23rjPGamrTUxuFfM37O3/BU/4f8A7Sfx7bwLo+neJLI332r+wNYvbQJp/iT7Lnz/ALM4Yk7QGYZH3VOdpwp7r9vfxrqPgL9j3x7e6PbXl5rFzp39mafBa26TyS3N3IlrCuxmUbTJMu45yF3EBiAp8N/bA/ZsH7P37Cfw31PwzF5ms/s+3Gn63bzqPs8tzFFhb5QGS42ecGZyvzBSF5ZV2t9PkuX4OtRtib89WXJDW3K0r8z7rmlBW00cup8pnuZY2hWvhbclKPtKml3JOVuVdnyxm766qK2ufaNfPP7L1zD8QP2vvj34o8/whff2RqOneD7SbTI919Etrai4nE8m5ufNuvKIGBvs3BGUr3C28caZd+BU8SJcMdGksBqaz+S4JtzH5gfYV3/c527d3bGeK+F/2EdZ+N37QHh/xLc+FfEPhzwX4TufEWpam/iN/DIlutdubi4eUhIJH27EGAWYhhu2/MVIX5ypmlLA4erTknKrUtCMF8Ts1KT1sko8qTbaXvJbux9Xh8lrZliKdWEowo0rznOTfKrpxgtLtuXM3FRjJvlb2TZ9+SyrBEzuyoiAszMcBQOpJr5i/ZAdv2lv2ifHHxrnSVtDiZvC3g9ZdzJ9khI+0XURbC/vZB1VePnXccNk8efs9/tA/GvwxL4N8VfEHwNp/hLUD5Wp6hoemXEWr6hbE/PAQ7GJAy5Ule3XcCQfoT4c/D3SPhP4G0vw5oNoljpGjwLb2sC87FHcnqSSSSTySSe9fNpVsdiqc6lNwpU/e9615T2Wib0irvzdrbXPrW8NleBq06VaNStW928L2jTveWrS96bSVktIqV/isbdFFFfQHyQVS8Pf8gmP6t/6Eau1S8Pf8gmP6t/6EaALtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBS1z/j3g/6+Yv/AEMVdqlrn/HvB/18xf8AoYq7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFK3/AORhuv8Ar3h/9Clq7VK3/wCRhuv+veH/ANClq7QAUUUUAFYPxF/5F+3/AOwpp/8A6WwVvVg/EX/kX7f/ALCmn/8ApbBQBvUUUUAYPxF/5F+3/wCwpp//AKWwVzVh+1z8KNV8fDwpbfE74e3Hihro2I0eLxHZvfm4BKmHyBJ5nmAggrtzkHiuk+JLiLw5CzEKq6np5JJwAPtsFav9t2f/AD923/f1f8aAPF/gn488d3f7Wvj3wx4s1nTryxstA0vVrLT7C0WO20xri4vkZFlYedMdkEW53IDMGKxxg7B7lXjHgr9mtPB3x91D4gv8WPG+r3+q28dleafejRRYz20TTNBCRFYRyhY2nkIZZQ543s4GK9d/tuz/AOfu2/7+r/jQBaoqr/bdn/z923/f1f8AGj+27P8A5+7b/v6v+NAHl37Gn/JM9X/7GHUP/Rtet147+xzqltB8NdWD3ECH/hIdQOGkA482vWP7bs/+fu2/7+r/AI0AWqKq/wBt2f8Az923/f1f8aP7bs/+fu2/7+r/AI0AWqKq/wBt2f8Az923/f1f8aP7bs/+fu2/7+r/AI0AWqKq/wBt2f8Az923/f1f8aP7bs/+fu2/7+r/AI0AWqKq/wBt2f8Az923/f1f8aP7bs/+fu2/7+r/AI0AWqKq/wBt2f8Az923/f1f8aP7bs/+fu2/7+r/AI0AWqKq/wBt2f8Az923/f1f8aP7bs/+fu2/7+r/AI0AWqKq/wBt2f8Az923/f1f8aP7bs/+fu2/7+r/AI0AWqpeIP8AkGH/AK6xf+jFp/8Abdn/AM/dt/39X/Gqeu6vaSadhbm3J8yM4Eg/vr70Aa1FVf7bs/8An7tv+/q/40f23Z/8/dt/39X/ABoAtUVV/tuz/wCfu2/7+r/jR/bdn/z923/f1f8AGgC1RVX+27P/AJ+7b/v6v+NH9t2f/P3bf9/V/wAaALVFVf7bs/8An7tv+/q/40f23Z/8/dt/39X/ABoAtUVV/tuz/wCfu2/7+r/jR/bdn/z923/f1f8AGgC1RVX+27P/AJ+7b/v6v+NH9t2f/P3bf9/V/wAaALVFVf7bs/8An7tv+/q/40f23Z/8/dt/39X/ABoAtUVV/tuz/wCfu2/7+r/jR/bdn/z923/f1f8AGgC1VIf8jEf+vYf+hGn/ANt2f/P3bf8Af1f8apjV7T+3y32m32/ZwM+YMZ3H3oA1q8B/4KA6tdeBPC3w88bW95rFrH4G8b6dqN2unaX/AGhJNazLLY3Ksm1iqm3u5l3AZBZcYbaR7p/bdn/z923/AH9X/GvMf20PB1v8YP2UfH/h63v1ivb3RbiSyeHUGtWW5iXzoCZE+YL5sabgM5XIIIJr0coqQhjabqfC2k/R6PfybPMzmlOpgaqpfEk3H/EtY7a7pHql3dxWFrJPPJHDBChkkkkYKsagZJJPAAHevlb9gT4cWnxv+CvxO8ceILG6Zvjrq+oSTQ3W6I/2QPMtbWH91cyDHlF2LRtGd0rKCQiOcX40/tkweJ/+CUOn+LNEvYf+Ei8faNaeH9Nh+1kt/aVyRayRtJcRNu8thOWaRQHETYcblkr6V+CPgzR/gv8AB7wx4TsbiyS28PaZBYgoIYfNZEAaQrGFQM7bmbaACzE4r0pUquX4KpGXuznU5PO1PWX/AJM4/OPkeZCtRzHH05R96EKfP5Xq6R/8lU/lLzPhj/gm7pnxn/Zk8D6zZ6D4UufiH4ag1q+0vUdNnkXQ73Tr+2fy1niFy3zwzQ+QT1O4ngbDv9+j8I/tFfEvTtS8Q+IviB4f+DVpBA8tpo2n6da6sLUKN3mXlzNlflAO7yztI5+XGKf+zjq2j/DD9ur43eDYbzw/CniKPTvG9pFFqs0905nRre78xJPljKzxByEOAt1D2O1eo/4KD/FGXwF+xx46udFnabXb+wGk6ZFavbtLJdXci20QCy5RhulBYYztDY5xXzuL4TpVczVCjUnClVcZRgpckY+1tLRxtJRTk7Lm5V20svrcHxzXp5U8TiKNOdajGUJVHDnnL2V43am3Bykoq8uRSlu3dtv84vA0uo/F7TPGPxybUdTP7QfhPUrHxpZ7i32a/wDD8MKwSw20cayq6nc+8hSqgR4IHmZ/X7wt4it/F/hjTtWtBMLXVLWK7hEsZjkCSIHXcp5U4IyDyK+T/wBpr9iO2vf2dvBp8Df2bJ4x+G+iLpcEE6Qwp4hsTbmK6sp44isf78NJkKQuZJACN+4eX/sp/tq6/wCFP2NPC/wp8I+H9T1D4w6X52geVJpTWdloiLK4iu7hnyg2xMmQx/1ituAGN2eYcTRp4aWEzKo5SoStRbV5VKLVoxVkrzpuKTVk3zc3WVt8u4PnicVDH5PSjCGIjevFO0KNdO85u7fLTqKTkpXaXI4X0jf0b/gpn+0B4Lh8cfDHwXqd1oWrjTvFlrrviHTpLa4u7mys7eKWTzFWEEB8Z+VucMDjblh9JaD4u8G/tXfBq/OjanZeJPC3iSzn064eCV1DJLGUkicKUkjfa/K5RxkdDg18rfskfs92nwa/bunt213VdU1bQPBv23xFq1zZRtb61qWo3ReV/tbDzDhYY9ibuPKkOMtIW9M8Z/sfXPgj4r3Hjj4M+MdL8A6pqwxrOj3FuLjRtWOciQwhh5UnPVOvbaWctzYrFZ3hqWGnWjGStzckLqcOd3XvOXLOVrc1lH+63bXowmC4bxVbFUsPOcZc3Kqs7OnU5Fyv3Ix5qcW+blu5v+ZRv7vyB4r/AG39T+F/7Dp+ANu95/ws/R9dufAV2VgcyvZxzBY5UEZlLNOkkcIVS7cSlf4c/pR8DPhfafBX4PeG/CtjBFbwaHYRWxWJt6mQLmRt2F3FnLMW2jJYnAzXhvwb/wCCfvhXSvib/wALJ+JWrWfxA+J76imppqjMbW0sJY0CReVbqwRiiqoVnBI2qVCkZr6T/tuz/wCfu2/7+r/jW7msZiama1qbhVqt+62nyR6RVtLt3nL1UdeRN8019RwdHJMNVVSjRS95Jr2k9nJ31tGPLCF+0p6Oo0rVFVf7bs/+fu2/7+r/AI0f23Z/8/dt/wB/V/xrU4i1RVX+27P/AJ+7b/v6v+NH9t2f/P3bf9/V/wAaALVUvD3/ACCY/q3/AKEaf/bdn/z923/f1f8AGqeg6vaR6XGGubdTluDIP7x96ANaiqv9t2f/AD923/f1f8aP7bs/+fu2/wC/q/40AWqKq/23Z/8AP3bf9/V/xo/tuz/5+7b/AL+r/jQBaoqr/bdn/wA/dt/39X/Gj+27P/n7tv8Av6v+NAFqiqv9t2f/AD923/f1f8aP7bs/+fu2/wC/q/40AWqKq/23Z/8AP3bf9/V/xo/tuz/5+7b/AL+r/jQBaoqr/bdn/wA/dt/39X/Gj+27P/n7tv8Av6v+NAFqiqv9t2f/AD923/f1f8aP7bs/+fu2/wC/q/40AWqKq/23Z/8AP3bf9/V/xo/tuz/5+7b/AL+r/jQAzXP+PeD/AK+Yv/QxV2snWtXtJIIcXNucXEROJB03j3q5/bdn/wA/dt/39X/GgC1RVX+27P8A5+7b/v6v+NH9t2f/AD923/f1f8aALVFVf7bs/wDn7tv+/q/40f23Z/8AP3bf9/V/xoAtUVV/tuz/AOfu2/7+r/jR/bdn/wA/dt/39X/GgC1RVX+27P8A5+7b/v6v+NH9t2f/AD923/f1f8aALVFVf7bs/wDn7tv+/q/40f23Z/8AP3bf9/V/xoAtUVV/tuz/AOfu2/7+r/jR/bdn/wA/dt/39X/GgC1RVX+27P8A5+7b/v6v+NH9t2f/AD923/f1f8aALVFVf7bs/wDn7tv+/q/40f23Z/8AP3bf9/V/xoAZb/8AIw3X/XvD/wChS1drKg1e1GvXLfabfaYIgD5gwSGkz39x+dW/7bs/+fu2/wC/q/40AWqKq/23Z/8AP3bf9/V/xo/tuz/5+7b/AL+r/jQBarB+Iv8AyL9v/wBhTT//AEtgrU/tuz/5+7b/AL+r/jWJ4/1S2uNDtkjuIHc6pp+FWQEn/TIaAOlooooAwfiON3h6AH/oJ6f/AOlsFbX2WP8A55p/3yKxfiL/AMi/b/8AYU0//wBLYK3qAI/ssf8AzzT/AL5FH2WP/nmn/fIqSigCP7LH/wA80/75FH2WP/nmn/fIqSigDyH9jaBH+Gmr5RT/AMVDqHUf9Na9a+yx/wDPNP8AvkV5R+xp/wAkz1f/ALGHUP8A0bXrdAEf2WP/AJ5p/wB8ij7LH/zzT/vkVJRQBH9lj/55p/3yKPssf/PNP++RUlFAEf2WP/nmn/fIo+yx/wDPNP8AvkVJRQBH9lj/AOeaf98ij7LH/wA80/75FSUUAR/ZY/8Anmn/AHyKPssf/PNP++RUlFAEf2WP/nmn/fIo+yx/880/75FSUUAR/ZY/+eaf98ij7LH/AM80/wC+RUlFAEf2WP8A55p/3yKp6/bxrpv3E/1sf8P/AE0WtCqXiD/kGH/rrF/6MWgCz9lj/wCeaf8AfIo+yx/880/75FSUUAR/ZY/+eaf98ij7LH/zzT/vkVJRQBH9lj/55p/3yKPssf8AzzT/AL5FSUUAR/ZY/wDnmn/fIo+yx/8APNP++RUlFAEf2WP/AJ5p/wB8ij7LH/zzT/vkVJRQBH9lj/55p/3yKPssf/PNP++RUlFAEf2WP/nmn/fIo+yx/wDPNP8AvkVJRQBH9lj/AOeaf98ij7LH/wA80/75FSUUAR/ZY/8Anmn/AHyKpi3j/wCEhI2J/wAe4/h/2jWhVIf8jEf+vYf+hGgCz9lj/wCeaf8AfIo+yx/880/75FSUUAfHPwy/4JUT+Bf2lNP1y78byal8MfC/iG88WeHfCbWeGsNRuf78+4s8cTAMmeSRz1cv9hfZY/8Anmn/AHyKkor0MxzXFY6UZ4mV3FWWiXn0tdtu7b1b3PNyzKMLl8ZQwsbKTu9W/Lq3ZJKyS0S2R84/tCXM/wALf26vgx4kDXg0jxdDf+DL1FktIrVZmT7VbeYZCJGZmil2hCcmMAfM4V4P229Fi+Knx3+Bfw7+xQXVvqHiOXxNqKz6L9ut47TTYS5Z3Dr5JaSWKFWIIzPznGx+i/4KHfAzW/jh+zdeDwjEj+OfCd7beJPDTERBxe2sgkVUaRGCuy71UjblioLBS1ebfsR6P43/AGjf2mvE/wAcPiJ4Ev8AwI1po1r4W8MaXqtmsV9DGpeW7lO5FlCGVsIScESP2Ar6LBcn1SGY8yToxnC2nM5O/I7dfj3ttB3Pmseqn1yeWcknGvOE72fKoq3tE30+Da+rqKx9cfZY/wDnmn/fIr5c+Dt1pnwE/wCCj3xQ8HTRWenad8StKtvG2mMbeGBJLmIGC+TeZi8hJAmz5ajmboEDSfU9eHftn/sLaD+2XZ6DNd65r/hPX/DbzrY6xo0wjuUguEEdxA2Rgo6ge4IGDgsG8TJ8RQhOdDFS5adSLi3a9ndSi7dbSSv1s2e7nWGrzhTxGEjzVKUlJJu11Zxkr9Lxbt0ukcp/wTqgj+JGrfFz4qm0gSH4heLZo9MmVLpDLptgPstvmOZigywmcmPgvK44CqifTH2WP/nmn/fIrmvgn8HdC/Z++E+g+DPDVt9l0Tw7aLaWyEDe+OWkcgAGR2LO7YG5nY966msM1xUMTi51afw7RvvypWj/AOSpHRlGEnhsHCjVtz7yttzSfNK3/bzZH9lj/wCeaf8AfIo+yx/880/75FSUV556RH9lj/55p/3yKPssf/PNP++RUlFAEf2WP/nmn/fIo+yx/wDPNP8AvkVJRQBH9lj/AOeaf98iqfh+3jbSY/kTq38P+0a0KpeHv+QTH9W/9CNAFn7LH/zzT/vkUfZY/wDnmn/fIqSigCP7LH/zzT/vkUfZY/8Anmn/AHyKkooAj+yx/wDPNP8AvkUfZY/+eaf98ipKKAI/ssf/ADzT/vkUfZY/+eaf98ipKKAI/ssf/PNP++RR9lj/AOeaf98ipKKAI/ssf/PNP++RR9lj/wCeaf8AfIqSigCP7LH/AM80/wC+RR9lj/55p/3yKkooAj+yx/8APNP++RR9lj/55p/3yKkooAz9bt4xBD8if8fEX8P+2KufZY/+eaf98iq2uf8AHvB/18xf+hirtAEf2WP/AJ5p/wB8ij7LH/zzT/vkVJRQBH9lj/55p/3yKPssf/PNP++RUlFAEf2WP/nmn/fIo+yx/wDPNP8AvkVJRQBH9lj/AOeaf98ij7LH/wA80/75FSUUAR/ZY/8Anmn/AHyKPssf/PNP++RUlFAEf2WP/nmn/fIo+yx/880/75FSUUAR/ZY/+eaf98ij7LH/AM80/wC+RUlFAEf2WP8A55p/3yKPssf/ADzT/vkVJRQBnwW8f/CQXXyJ/wAe8P8AD/tS1c+yx/8APNP++RVa3/5GG6/694f/AEKWrtAEf2WP/nmn/fIo+yx/880/75FSUUAR/ZY/+eaf98isP4hwImg25CKD/amn8gf9PsFdBWD8Rf8AkX7f/sKaf/6WwUAb1FFFAGD8Rf8AkX7f/sKaf/6WwVvVg/EX/kX7f/sKaf8A+lsFb1ABRRRQAUUV8Q/ta/EXxZ4r+KHxettBm8fR638NtMtbjQ5tM1ufRdB8PqbT7Y+oaiwcR329wyC3MNydsGPLRZGkoA+g/wBjT/kmer/9jDqH/o2vW68R/wCCf2szeIvgD/aFzEYLi+1W6uJYj1jd2DFfwJIr26gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKpeIP8AkGH/AK6xf+jFq1cxNPbyIsjws6lRIgG6MkdRkEZHuCPavmn4EWEmn/tD+K7Lwn4k8YeJfAmh2EGm63ea7r1zq8MviBbpWZbaSd32MkRYTpBshR3jUIGVlQA+maKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqkP+RiP/AF7D/wBCNePftu/tJad8DfB2j6K/i7w74J1rx1dnTLLWNav4bK20mFV33N3vlZULxxZ8tCfmleIdNxGX/wAE4PijpvxR/Zy0SWx8Xp41n0wXVhdX76x/at1uS8m8tZ5i7sZPJMR+c5Ksp6EUAfQVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVS8Pf8gmP6t/6Ea+SPjX8VPFd58Y/iF4ovdF1zUvAXwdv7WCa3sPHl34dkjjFtbXc9ylraIP7QfExzFeTxw7IkVFLPIT9aeF5hcaFBIv3X3MPoWNAGhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVyPx+8QT+FPgb4w1O11uz8NXVhot3PBq12m+DTpFhYrM6hWJVSASArE44U9CAdDrn/HvB/18xf8AoYq7XyF+yF4h1GD44SaZfDx54ajvvDVjfjQ/FniPUdck1icXI8zUbOW7aQRQKHRDEGim/ep51rAQm769oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACivMv2v8AStY1L9nvxVLpHiTUvDLafpN7ezT6biO8mWO1lZY45usGXCkug34BCshO4eG/FD4o6tq3hv4AeF7r/hYetQeLvDEmq3lp4V1Cex1fX7u3tLQpC9+s8Bt48zyTPI9xEHMKqXO7Y4B9ZW//ACMN1/17w/8AoUtXa8J/4J/eKvE/iT4PXNv4vme61rw/qN5obXD3xvnmjtb25ij3XDIjTuqKEaVkUu0bMc5yfdqACiiigArB+Iv/ACL9v/2FNP8A/S2Ct6sH4i/8i/b/APYU0/8A9LYKAN6iiigDB+Iv/Iv2/wD2FNP/APS2Ct6q+p6Xba1YvbXlvBd20mN8U0YkR8EEZU8HkA/hWT/wq3wz/wBC5oX/AIL4v/iaAN6isH/hVvhn/oXNC/8ABfF/8TR/wq3wz/0Lmhf+C+L/AOJoA3q86+JX7KHgL4u+M11/XtFmuNTa3Syumt9Su7OHVrdHLpb3sMMqRXsKsWxHcrIg3uAMOwPT/wDCrfDP/QuaF/4L4v8A4mj/AIVb4Z/6FzQv/BfF/wDE0AcD+xkoT4Y6sAAAPEOoAAdv3teuVg/8Kt8M/wDQuaF/4L4v/iaP+FW+Gf8AoXNC/wDBfF/8TQBvUVg/8Kt8M/8AQuaF/wCC+L/4mj/hVvhn/oXNC/8ABfF/8TQBvUVg/wDCrfDP/QuaF/4L4v8A4mj/AIVb4Z/6FzQv/BfF/wDE0Ab1FYP/AAq3wz/0Lmhf+C+L/wCJo/4Vb4Z/6FzQv/BfF/8AE0Ab1FYP/CrfDP8A0Lmhf+C+L/4mj/hVvhn/AKFzQv8AwXxf/E0Ab1FYP/CrfDP/AELmhf8Agvi/+Jo/4Vb4Z/6FzQv/AAXxf/E0Ab1FYP8Awq3wz/0Lmhf+C+L/AOJo/wCFW+Gf+hc0L/wXxf8AxNAG9RWD/wAKt8M/9C5oX/gvi/8AiaP+FW+Gf+hc0L/wXxf/ABNAGxqNhHqunz20vmeVcxtE/lyNG21hg4ZSGU89QQR2NeU/Cr9j/wAEfs2abAng9PFthZ2aLbW+n3XjDWNR063RplY7LW5upIFOedwQMMnB5Oe+/wCFW+Gf+hc0L/wXxf8AxNH/AAq3wz/0Lmhf+C+L/wCJoA3qKwf+FW+Gf+hc0L/wXxf/ABNH/CrfDP8A0Lmhf+C+L/4mgDeorB/4Vb4Z/wChc0L/AMF8X/xNH/CrfDP/AELmhf8Agvi/+JoA3qKwf+FW+Gf+hc0L/wAF8X/xNH/CrfDP/QuaF/4L4v8A4mgDeorB/wCFW+Gf+hc0L/wXxf8AxNH/AAq3wz/0Lmhf+C+L/wCJoA3qKwf+FW+Gf+hc0L/wXxf/ABNH/CrfDP8A0Lmhf+C+L/4mgDeorB/4Vb4Z/wChc0L/AMF8X/xNH/CrfDP/AELmhf8Agvi/+JoA3qKwf+FW+Gf+hc0L/wAF8X/xNH/CrfDP/QuaF/4L4v8A4mgDeorB/wCFW+Gf+hc0L/wXxf8AxNH/AAq3wz/0Lmhf+C+L/wCJoA3q5rwD4C0n4Y28Oi6HafYtMtYZHih815NpkmeV/mcljl3Y8njOBxU//CrfDP8A0Lmhf+C+L/4mj/hVvhn/AKFzQv8AwXxf/E0Ab1FYP/CrfDP/AELmhf8Agvi/+Jo/4Vb4Z/6FzQv/AAXxf/E0Ab1FYP8Awq3wz/0Lmhf+C+L/AOJo/wCFW+Gf+hc0L/wXxf8AxNAG9RWD/wAKt8M/9C5oX/gvi/8AiaP+FW+Gf+hc0L/wXxf/ABNAG9RWD/wq3wz/ANC5oX/gvi/+Jo/4Vb4Z/wChc0L/AMF8X/xNAG9RWD/wq3wz/wBC5oX/AIL4v/iaP+FW+Gf+hc0L/wAF8X/xNAG9RWD/AMKt8M/9C5oX/gvi/wDiaP8AhVvhn/oXNC/8F8X/AMTQBvUVg/8ACrfDP/QuaF/4L4v/AImj/hVvhn/oXNC/8F8X/wATQBvUVg/8Kt8M/wDQuaF/4L4v/iaP+FW+Gf8AoXNC/wDBfF/8TQBzXjn9lbwN8R/HR8RavpN3PfzCAXcUWrXlvY6p5BzD9stI5Vt7vZ/D9ojkwAAOAK7bw9/yCY/q3/oRrO/4Vb4Z/wChc0L/AMF8X/xNH/CrfDP/AELmhf8Agvi/+JoA3qKwf+FW+Gf+hc0L/wAF8X/xNH/CrfDP/QuaF/4L4v8A4mgDeorB/wCFW+Gf+hc0L/wXxf8AxNH/AAq3wz/0Lmhf+C+L/wCJoA3qKwf+FW+Gf+hc0L/wXxf/ABNH/CrfDP8A0Lmhf+C+L/4mgDeorB/4Vb4Z/wChc0L/AMF8X/xNH/CrfDP/AELmhf8Agvi/+JoA3qKwf+FW+Gf+hc0L/wAF8X/xNH/CrfDP/QuaF/4L4v8A4mgDeorB/wCFW+Gf+hc0L/wXxf8AxNH/AAq3wz/0Lmhf+C+L/wCJoA3qKwf+FW+Gf+hc0L/wXxf/ABNH/CrfDP8A0Lmhf+C+L/4mgDerP8WeFNN8d+GNQ0XWbG21PSdVt3tLy0uYxJFcxOpVkZTwQQSKo/8ACrfDP/QuaF/4L4v/AImj/hVvhn/oXNC/8F8X/wATQByPgH9mPwf8FNR/tLRLXWZ9TmFvYi91nX9Q1u6gtlkDCCKW9mmeKLdyY4yqkgEgkCvTKwf+FW+Gf+hc0L/wXxf/ABNH/CrfDP8A0Lmhf+C+L/4mgDeorB/4Vb4Z/wChc0L/AMF8X/xNH/CrfDP/AELmhf8Agvi/+JoA3qKwf+FW+Gf+hc0L/wAF8X/xNH/CrfDP/QuaF/4L4v8A4mgDeorB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} }, "metadata": { "name": "Название секции", "engee": {
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"isDisplay": false, "isParagraph": false, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "ef9a0134", "cell_type": "markdown", "source": [ "##\r\n---" ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": true, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "413157bc", "cell_type": "markdown", "source": [ "### ✏️Задание 2" ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": true, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "03b517e1", "cell_type": "markdown", "source": [ "В этом задании мы будем выводить результаты моделирования в рабочую область.\r\n1. Удалите из модели блок `Terminator`. Добавьте вместо него в модель блок `To Workspace` (вкладка **Базовые**, палитра **Приемники**). Соедините выход блока `Сумматор 2` со входом блока `To Workspace`.\r\n2. Запустите модель на выполнение.\r\n3. В панели инструментов, расположенной в левой части экрана, щелкните по кнопке **Переменные** (она обозначена рисунком `{x}`). Выходной сигнал был помещен в переменную `workspace_out`." ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": false, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "acebbed5", "cell_type": "markdown", "source": [
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"#### Проверка" ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": true, "isClosedParagraph": true, "amountHideCellsInside": 2, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "698b0393", "cell_type": "markdown", "source": [ "##### <span style=\"background-color: #c2ebff\">Решение</span>" ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": false, "isParagraph": true, "isClosedParagraph": true, "amountHideCellsInside": 1, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "4ca620a7", "cell_type": "markdown", "source": [ "![глава_2_задание_2.jpg](attachment:глава_2_задание_2.jpg)\r\n" ], "attachments": { "глава_2_задание_2.jpg": { "image": 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} }, "metadata": { "name": "Название секции", "engee": { "isDisplay": false, "isParagraph": false, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "cdad41c2", "cell_type": "markdown", "source": [ "##\r\n---" ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": true, "isClosedParagraph": false,
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"amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "04a9c1aa", "cell_type": "markdown", "source": [ "### ✏️Задание 3" ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": true, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "90605f4b", "cell_type": "markdown", "source": [ "В этом задании мы будем выводить результаты моделирования в файл.\r\n1. Удалите из модели блок `To Workspace`. Добавьте вместо него блок `To CSV` (вкладка **Базовые**, палитра **Приемники**). В парметрах блока задайте имя файла `results.csv`. Соедините выход блока `Сумматор 2` со входом блока `To CSV`.\r\n2. Запустите модель на выполнение.\r\n3. В папке этого курса появится файл `results.csv`. Откройте и просмотрите этот файл. Вы увидите таблицу с двумя столбцами: первый столбец – отсчеты времени в секундах; второй столбец – значения выходного сглаженного сигнала в соответствующие моменты времени." ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": false, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "d04b1863", "cell_type": "markdown", "source": [ "#### Проверка" ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": true, "isClosedParagraph": true, "amountHideCellsInside": 2, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "64db778f", "cell_type": "markdown", "source": [ "##### <span style=\"background-color: #c2ebff\">Решение</span>" ], "attachments": {},
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} }, "metadata": { "name": "Название секции", "engee": { "isDisplay": false, "isParagraph": false, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "18a18a47", "cell_type": "markdown", "source": [ "## Тест для получения сертификата\r\n<noscript><div><img src=\"https://mc.yandex.ru/watch/97656165\" style=\"position:absolute; left:-9999px;\" alt=\"\" /></div></noscript>" ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": true, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false } } }, { "id": "3e12dd89", "cell_type": "markdown", "source": [ "<p align=\"center\">\r\n<a style=\"padding: 8px 16px;\r\n border: 3px blue;\r\n border-radius: 15px;\r\n color: white;\r\n background-color: #1b83ba;\r\n font-size: 24pt; \r\n text-decoration: none;\" href=\"https://my.etude.org/link/fXPvYJ_KvpzVMip5Ey2quyPcCl3FUEXLSkj667W85kDil6looZa5teUt03ffbw9TXrh70Bos4YJIKspmHp-cL2mRpUXkFLcU-VhZu4nXH28bDUdC0NKv0EUElLJsCunfrqTCMjv02pT05C7iNF81PbPnUFJQ1NtaJeCQNe8Qylc=?engee\"\r\n target=\"_blank\">Пройти тест по разделу >></a>\r\n</p>" ], "attachments": {}, "metadata": { "name": "Название секции", "engee": { "isDisplay": true, "isParagraph": false, "isClosedParagraph": false, "amountHideCellsInside": 0, "codeOutputView": "col", "codeOutputHidden": false
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} } } ] }