{"info":{"_postman_id":"3f967852-cef9-47dc-a04e-2c80421fd82d","name":"Modulus-Spot-Exchange-API","description":"<html><head></head><body><p>This documentation will give you an overview of the Modulus Exchange API. If you want to easily test the endpoints, click on Run in Postman, and either install the Postman Chrome Extension, or download the Postman App.</p>\n<p>Go to Environments, and change the rest_api_url to the one provided, and you can start running the documented requests on the API.</p>\n<p>Authentication:\nTo access restricted resources, you need to authenticate using a Bearer token that can be obtained from the Authenticate_user endpoint. </p>\n<p>To access all general data streams for BID/ASK Order books, please visit <a href=\"http://demo.modulusexchange.com/exchange-documentation\">http://demo.modulusexchange.com/exchange-documentation</a> and look under DATA STREAM tab.</p>\n</body></html>","schema":"https://schema.getpostman.com/json/collection/v2.0.0/collection.json","toc":[],"owner":"7523114","collectionId":"3f967852-cef9-47dc-a04e-2c80421fd82d","publishedId":"2s84Dmx444","public":true,"customColor":{"top-bar":"FFFFFF","right-sidebar":"303030","highlight":"EF5B25"},"publishDate":"2022-10-21T15:45:25.000Z"},"item":[{"name":"Customer","item":[{"name":"Sign In","item":[{"name":"Sign In","id":"2a8ebf32-97a1-499d-986e-3772f4cdd86c","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"}],"body":{"mode":"raw","raw":"{\r\n  \"email\" : \"abhishek@mailinator.com\",\r\n  \"password\" :\"Abcd@1234\"\r\n}"},"url":"{{rest_api_url}}/api/AuthenticateUser","description":"<p>This endpoint is used to authenticate a user on the exchange. 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eHEvzmqLxmaI+7NEPjJGqYd8syj6y8rKZMmRwiecosMs75PxgdHQVqMbitJWuP4xuZdImTJl4VMmTJgTJkyYFPbIYvdP2Qv7wTfGQUq/ReA7J5xZtZHEXJcnmgwGZS4ISrly/a/OBxTsOEPz3we5hXhhDL8ZRzWXzeBDL7uT+mTisC/xk/GQyXgXXm8mTJgUhIpwGDHmLjKs4ymQGABspp4rI7Dsc4Ev5PbIwkAmFFbJ5xkYB374MJHZKcacYKlfGT6yZDhMqLD5y6HKy8CBk/GTvzl5BMlWd8nBl5RRwZEJHjLrJgCxTtlkrPvCrKY/GEX34yBgix74Q+cCGWccZMswIZA+csMj8YEKyVWS8nnjAsyBkMvtkErKMpkHnBZMnjjCilIO+JkynwcGNNS8uHGAeMDM9PfKcnnKisEJnHhzb7Q7YEtYlJzlw0MaSykwg4xLGWuQnJjIzJfTiFg8lfOTLO+BRl+cuslcYE85MmTAlZffIZdYFZZeVXbLMCBlMb5y+xl+MgEWPDyYwleDV5RY2dsKZkwRH84WFTJkyYF5MmTAmTJkwJkyZMCZMpQyvceMAsih3cBVOMoiy74VJbCv4luIlFnZI7/GaCAN1l0fGEZ46yLVc/LjyIZJR8mVGXNPfAMAy8mTAmTJkwqZMmTAmYOpb2Ob85+9va5Yzy9FvzlHOW5RxlYTJky8KrJWT8ZHCI8ZT2yZMCPfKcv8AOU1gVi9vEXGuJ3tRL+clWFaxXHxOXF6gpXGx7/eI1R12wj7yqwh/rlZVWTLyYRTkO4ZYZInJ+cDo6ytYfWGZUSgPrCzLrImTJkwqZMmTAmTJkwA2AlJeK1AKIFY5LMWxpE7mEpgGXWQbLy8CsmXkwOASQ57YYicZR+OMntK44wxBH1kMC2PfDJCYFi3hGCPHGWPOBeQrJkMolc5L54ypSA5cBlaETAKUiJx3wQWryyNvPOMA+MgoiHjnDDJk7GALAlzXOCEovyYwyVeUQRO+Q5yMfJxlWxecA6yGCN9sK/jAhxkO3fIZDILDLvJ2Mn3gX27ZKMnjIPlcCFOROe/GQy++BSXxlJTxhVlVhFDzz2wzk4wUt5wUY9sobk4xcdgtS4fvDE73gxZ3y3Fu0Gjly7ZPHGDBMgwWTLgwo6/LjCIeAyKXHU91w4xInGWxf6ZZzgSucujIZeBSLkTCyYAe0kI4uWqkY45i+MhYYCSVNS4wxtvLlqJHOADr4eTKDcvxlCS5yYEeclXlmXWAOWfjLDLCsgoyBzlmTzgTtkyJbk8YEy8hl1gAx+MhP2tOHgp7sLoxHtkxKyg2cmFHbGXmnBpuTFuyI97frI7L7GF0zKsPOAq/WWR+cGr92Uq9ssMusAaXu5YGFkwJkyZMCZMmTCpgyjfbDyYCyVNOHgyLyiXtacA6yVkG8vAoyVl5MCnObt52PPnOk5zNjc2vnLGap4crL85MrCsvmslZKwKyZeT84FZPGXlYFZWXlHfAjmfdK5h8ZoeDMwe7YvjJVhkQ9vjGRKeMqqKwox84VeEdsque+WdsrKZEyZeBWFr/AM5fzg4eo92wPvBHQOAwsmTMOyGTJkwJkyZMCZMmTAmAnnDysJVHxhYDw4Q2ZReTJkwOEdsIyjLMMIluCx8nfCy6wAtj3OMKMhDnnIg4nZUe3f4wNC/eCzK4bcRFklN43XEe9ZdEIsuXzjYxImQOKMsPnAnGWHzkocu8CZfjKOcsMCGXVGVXOWGBO2ShyGXgAxrt/bINd8OucjG8gobOMIqsFin+VyEq78YB1k8ZQ3zl4E85KyBk8YEyGQC8uuMCDl+ayjJdHOBffBWjIyfBle1l3bwFyRaC3JS91T4xxAMIDADXET7xxEKoxbGuTjDjKuEwDDIZB+MgYRMlZeWc4VV5ZkrIYF5ByZObwJkrIOU8vGBbkTw5COXWApinJ2yyQ9+HGJi5QH85QXjLMV7mLUu3zhxkPI8YBGTJkMgsyZDJgSsmWZSgd8CzJgsjx3yrXsYBKBy4LsInHP4ymLJwiAeMBTKUuxRi3SybkLWaiIdsusKRrAaSnHgVxgygPbvgxkxacBmWZWWYVMvKyrwCyYNgg4WBMmUoHOXhUy8rLwJkyZMCsGUSRh5MGEkmDUrrGiJZlISEcS3qbLT4wemjJgxkSBHCwAk1F/Gc2XMpPy50tjUH8ZzXuuWM1Mjk75KysJkyZHAmRMhkwKy/N5HKrArJ5wsp5wF7Je2C4nTG+Uw972Dy4euNGSrFuXE4yJbhnBlEf9Mhxl+csMIrJ4y6yVgVWM0F7TArjG9Mf9QMlWe24yZDJmXVMmTJgTJkyYEyZMmBMmTJgUlmUcYWCmUFkyhsy8DiGQrxkDjJ5w5p+ci13ypSI/nAZMuDtgFKXg74EdfubTGRgDzhnGBREO/bJ7TucOEHbIF4AkkeTCJD2yV85Xt5s4yhh2+shzihThMMkLgEOXlGWZBdc5DK73lnbAhzl5QZf9MCzk5y8rLvAlecpBOTLGshgAxTtkJXxIrDOS8piSwLOTjIYDcTh4yfuH9cLg0ye6vvAFl+MMjhMV7l7ZCK4Yc5ZXnAoj2yzjIcuSsIsyOQ4y++BKyMR75MlYFWlU8YyMr74NfOUx+MKZl98WLHh5wyQ+cC8gZZkMCZAyZDAlZAyzJgWZMmTAmVXzl5MAUE5xMoyhzH+2aMCcgOe/xgBHaLTw4yzjnMshmtFfeURRBkpl1caXZE4u3K/ct4MkdYFnOGRI9jIgLkuF7V74dZMASJ8ZYV2yzJhUyGTJgTLysmBeVIHKlIiKoBmPf6r0vTkv3dsYsWkXm8K1+72oP9Mp2xEJIX855frv1j0vT6xjMlKKPH/d9Z5X1T9Z7et2urRL2Q8I8l+MI+oT6nVAVmWF5zd/r/AEmjZ7ZzLK9xfY+c+Tbv1H1+2oz6hIRK4UeHzmd6ue92Sdqra28vbBmvrO79S9Bp3Si9QPFlc4Oz9T9Ho1/9TcXKKiN58glvlFbGT4R4PzkOpnID3e6+B+MLI+wR/VPR7OiNkd0GUjgWnNPS/qHouo1jDcNWJfPHnPjH7pR7pUxXk71lw6rZrE1z9t9zBj7Zq9b6XcjDaItKeM3x2wlH3CV2be2fC9HqnUaYjCaHc5o//JnV1/rHr/22LsZPAUc3hcsfYiQ1T3yxz57o/wD1gRjr9uzWkwoTkWuc73o36l6f1CV/uEULRe2Dc9vS5MCOyMwYo2Xw4Q4VeDKJI5wsmBm2RlqfdDt5MZq2G2InHyYxB74pCL/EwmYLa1rfxnOe+atuyaIxo7LeZnLGLdqg5yZMlWZWU85Musqv64EyZeTArJWTJgTI/eTKezgI2N7AOax0TgcTEuS9+ce8GRQ+cMwQvnDyoo54wjKOe2WcYErIZeVgROMd0x/O8TWaOlOVyX0s9teTJkzLsmTJkwJkyZMImTJkwJkyZMCZT2y8mAA04eCmVF4r4yji/uRC1MB2MuxizWtoXlxuCe44+cOZsY+5twwA+MqMhOHLwC4cmUZY5RZyZPGQyHi8C8gZBvIYEY/WV7fhwsusACTFpOMMRDIHfBYo2d8gMcswCTF5wiQ9nAvtl5TkwCyecoy8CZYXkCsjIO+BO2UyD84NsnjCInnABGXftlmornGgZYVg0j2uts5jhxmSPjGcIjgOsWwpwCD4y6wC49zCEv7wLywyfnJhEy8hkMCzIZKrJhV98sysvzgSrq8r2pyOXWWdqwBJW8uMHjAYjlWx+zAZl4MZD274RgTLMrKZVgEZLwWQd8Bky7dsBih5ymVducEiv+Z4wiIeMAGTL6yGsvnGVl1gCRDsZTAkYeQwFAwfkxkUS8jG8FijccKPJgkvD3wjAhkyZMC8pyXzXnMfqPqWn07pndukEY9+cK1bJmuNyaLDOb6h6z0vRFbdpG+6tZ5f9RfrXRHpSHR7CU5IqdgzwHqHqW/rpEpyVX+xgx7D1H9cSXZr6cEXiT4+HPK9b6z1HW7F2TZW3fhzlbJSE9tyZD9vxgwPbFttH5qvnHRjVt3SQJSVkfPFYmLGM0XiXJitsmYkUBPi+cp1Hde7wvbGrh8oUfxV9rTzi4+4kt0HYDIyQ9p3rl+8vXtkbLiCnB/7xq4m25a6FJR75TsJGshECKrT3wZLGaJZap85cZSjrFa9q0PkXJq4LZtXYDFqqBO+EbEAu2uafBy4ezYyCUiMkMz65DM9z7rEr85NMatkhWV3EoSuEfOVMddSJWS5v4vCN0Y7D3CkSk838mR2xnCoCsiqR5fvJq4OMnbGfu5Xhs/1ytG7ZplJjJC6oasq8SU7Q93tVq14MfKUjWoA3Vnw9/8AbLKWSvT+k/q/qeh3QNsnZriU281n0L0r17pvVNfu1SDsVLimuTPjEdipMGLEtXtXjH9H6lt6XbF1zYz9x3e78/eWVmzO4+7kiQJyOXnif0/+sYyNXS9ZEjK6dl8c9uM9qJIEbHyZbLEl1dX3yUZY5Mik74DrX45zE5v3f/al+MwVzzmo58plVk85b3yfjKyrLyZMCVlZfjI4FZRl5MCsDY+2K4bidzwHzgitRzj3ti9UfLhuRasMLKCjLcIgc5O2QMuson5ysvJWBDtmnpThflzPmrpyoP5yX01x9n5MmTMuiZMmTCpkyZMCZMmTCJkyZTfjAvIoZSLle0e/P5wBlsjE72/BgMlBL5xxEOwYLG3jBjixjWFQ5Rl/75XMLrFsachKUe5eHk+8CiQ4WCxHxWUXH7MoM75eAI98I47YF1lmUPNZZ9ZAQ5PGUZY85RDIF5O7kKyCe36yJzxl5ZzbgB7mPCf1w4yE4cpOOcVNIHfn4wHiZXuA5cQbJpzxhwRe/OXVwz3MuAyyNvOXEOKyysiLIgcZYZD7ycYEy8mTAlGXkyUYEorKY1yYRwVl4AWnfLE4wkE5wGKcjgW5Zxgj88YQ4F+cvKDLDAvzkrnJkMCBxheMrLwIZEwWQd8jP45wJKI8nDgG32tPORjKXfgy46gwJ+6yaCssjJ7rlOtGy7woybB4wCInnvlgBkDm8LAhkyGTCoZKyGTAmTJkwIZeVkwqpA5QseHCyJffAsR7ZSh3e+Zuo6rX0sWU5AHLb2zyPrn6506IT19IjsBLXgcDq+ufqPp/TYoyf3jtE885839a/UPUeqbV2yYxWwHjvmLrvU93Xb9m7dJky5Lf9s5sprIEYkecJIZsiCe5oU8YPtrWyG7VvM7NkrIquC/nLJqvvX548YaxGE+ZEjuWv5w0XiMeHv8ADizbGQRI+4HnCQjQWsuavtkWRJRZXf8AQMFooktfeHrRJPKBVj3wdntbsT2vJ9ZGsM01KUpe0lGQXx2/+Vk9ntkSECRVfPjE61gHtVJcJffNEZKD7WXNX3q3tgiuJ63WwPdJsfJXjL1xFI1Rfde2SQxLo/ivP3kjJYhZb3t+cNK2kZw9rdX38YmOqetFkSIhRV0PbH652NhKuO/bH69uuMUlD+T5fP1k1MIjEsuQK2X5woyIbAke4iUHd7cOM3e1iADxwV2vEyjaJ3oEfP3hcTZqNg7IVFiWi5o0RlISb7uLPjB39PCOgkqTinGHrP2IlgnAi/1/4xpgtTI1soxLFOa5PjJGMNsxkF/RVfF4WzZGWhYohwGDqk6R9yStEV7/AF/fGmGxJ6qfd7i7KbvPcfpr9XvTazp+tWes4E5Y/n6zwmrYkS1S0r6x2mTDdBmqXQeH8ubl+r6c7PuPumrdr36zZqkShIsR4cPPmPoH6r2enJpk+/TJ/wAr4/Dn0PofUOn9R0x26JkhLS+T6TFmdz0ku+2ja1rX6rML3zbvf+k5h7uWMc/aJkMj3yZWUyVkyYE85Ky/GVgqOTJkcAXE7OU+Mc5nkrsclWHa41G8ILcge2Jkic1gEGQOclZYYRZkrjLMmUVkrL8ZMCec16CtZ95kzbqK1h9ZK3x9jyZMmZdEyZMmBMmTJgTJkyYFVkrLyYTEyZMmBMmTJhXCMI7d8EawjnK5LyeOco4cu7yizI8ZByYEYkspinbC8ZDAElTzxhDfbIxE5ymLXDTgFdZeKJJ/mP64YkuRyA8g8ZQ8ZTIO7gGZTIO+B7laOMuMF5W8CMmXBkNVtvN4wCJQZA/vgQiBXjBdQvHDh5d4ADKJSX94yMiRZk4bsymPxgGGTAFj3wxvAvIHOQyVgTLOMgZfZwIZfjKvJeBfxkMmQ4wIxH84CMWztjDnLrAWSHh4wjKlAeVpxROQ1H+RgzWg+slgd8QbJSAaHGRivdwYP3Bxg8rxwYREO2WBgUR8rhEQ7GWZMCGQyGTAnGRiSy8vADmP2ZZIctMpj8NYBZMEa74Q3hUyZMlYEy8mTCplZeU4EzL1vW6ek0zlt2B7S6XnB63rodLpnOaRIlsl4M+TfqL9QbPUuo2e3Y/tyaA4usDV+o/1Rt9Q27NWibHVdEvMvx/bPL7JSkUqry34y+PZa9uO/jKZK2Ai/wBMasgBKBtvzi9qDRQxP7mFSpbSJdYMpd/acnxkakKu0GP+V75cpM9aROEPy1jBhGZYNg0nfK2KzU4JcnGDCoyjrIh3W6MtkXXNvb6cGh2UxaOVy/bwSiKHFuAcYziMWu90OG66kiElKo8uRlPaV7SpeQ7Udsb08ZKkUGPZfnIsjHGDFGmh7ec065UHsH+TauTXq9yrFl7r5rs4o6icd7/FSLyfH98LI0b5fuSVA5ujsYsjYng5V+Mft2BAkHPx/TnAlJdSxLJFK/D4yLhCsX/piD2fj7c17NZqGUkk01z5PGOIBogxAKr4tzNOM4pdMFpX5xqyF6tir7odxM069XIpwNKvfEtQFY2vx3TNcJSAlE4Wu1hkomzXGembKQTHg73XzmViyI0MiQieHHykE328q0ni+Obya9LHfCYpGLdPjGmB1D7ZRKSmy+TKqM2A8Kon9P8Azj3SEpMIhGVrzVnnM0fYCMUYqHPI4MP1MpR9kaZXZfxlhLgkUhdVwZNUSCqPcBrsuFL3CymUDwnZ4y6WGuyMQlGXuDwPPxnT9J9Z2en9Tp2apMQRV7SPJ/xnEjKpiV2Vvm8slsBiJTzb/wAZqcsrnZLH2zp/Uen9Q6OO3VMfcWxHka7YP4z5R6L6x1Hp/V65zk+wab+POfTeg67T13TQ3apiSB48ZqWX05WXe2qsv85CnLrKyrKwsrAhk4ywykwKyZHLe2AEmhcz6y5eO+N2NRcXoOeclah7xhROOcFLcIK4wi/OEGUHGXVYRMhkyGBMmTJ4yiGboFQPxmEObzccAZK3w9iyZMmZdEyZMmBMmTJhEyZMmFTJkyYEyZMmBMmTJgcEkP5wiWLofzkLj2byueGXzl33xZL54cIT5ypgzLwbyXWAdlZMEcsecC8l5L+cqSHfAtpOcVsSJ/Fb+DLZMuI+ckddtuQLJbE/8Yeunv3+MaAFZGJJ7U/WAcQDgyxxfMT5MskL/wCcBg5L5yh5y7wLywyjCMCBkOHJfanJgWl98pK7ZZl4Akk74RIctDBQ7nfALLHAtO+ESHtgFkMocteMCzLMFkGWK8GBdl4PufBhEeOXLIh2wA9q98I1B2w6yzAXLUPJw4JceHtjsiDgAInfCMFjXJxkFOHAPIZBHtkwJkMlZeBMmTLHAhkyZMKiYKI8YWTAob75eUxHKti/JgHkwYyHzzkZEe6GFW8c5z/UPVtXQ9LPdKRURaWsL1L1CPRdHPcIe3nni8+TfqD13Z6v1SHGuKgDw8+TAd+oP1Hu9U6hpf2b4jfc+zOA64pSo3Y/GH+2ybBD5fGSR7KQOPNd8VZCZEaCIgcfnA9wlRbBusdESNhy8nGJnDloLXl+MjeC1e12SZotcX4fnF7AZKRa+TGIRjb3ruZSbJQ4PafLxkCiN9jg4syTkdPalshAfnGWvEUtKv4xO/3TmDaRoF7GFwBIRj7faybusNhLUQUEkdr4vCNCPui2gqvb8f2woJE13EaKa+8VJElJUYlWXx+MZrk6xmX/ACf7ZcZF1V3dcdsqKS/jXK0XxTkakXHYfvPsPb7kAfGUwJ7GS2ravzhMIix91Pdo74zVDVKJGQxRpV4cVcU6oR2RUJWv4QwjXqlYtJQU8Y79rXGQyWSePrBlrDmInlHwZNMXKX7Sa+JJz84uUTYkaAu+HzjXXGXsnVlcqfGDHWG5kvtHnjCg2Rh+21ROJyrw4XTm6OtY2l8nhcCP/V3oVQ3X48OdPWwNE2Ufa3Y+PxhZNc+UPahEBS0Oc0bNco7JQnrpbFPnvlkIuxkSuKlIX+cvZPZvr23QWqeByGM+ySVH20pyr4wf2oyuSNyTvmjbtUEBb/0cKOqEpSjKPtlGl54wYHXGJGUzkjQj8madsdU+mlKxTmjs/WZozX9zWRI+6VF/HnK3DDTEtSKjXx84X0VKEvcWASaFefrFMkWUosngDNLA2B7UJSar4xUousYTSwGzLrFix92okci8/hzufp31fZ0PUx17Z/8ASkhw9h7ZwdgsgglSOUfrDhJg+1LQLfJR3yy4xZsfZ9ae0pGzvh988n+mfXf8SHT7ZLsiUC3Znqoone86S642ZcXk8ZdZMrKZTl+cjgC5StYSc/WC9sBG9oq++TSULg7m5B8c4yHEePOStT0MOcM75QccYcTzgqBWW98vxlZUUcZPOTLwiecmUvOS8C49zNx2zDHmQfebztkrfBMmTJmXRMmTJgTJkyYEyZMmBMmTJgTJkyYEyZMmEeMl6tDWFlvmsfp9S07mhB+Fzz8oodjKVfkfpzh/lsvp1njlj1ZsGPFOQeLM81q63dpSpKfDnS6f1WMqNn8VzrOcrleFjqk3yZZMlXOIhujsLiifThKc8hm9YsPHxeFfGZXYjw2ZPdKSDwZdTD3YFhzlgypcCEQrGD2+MgsAwhwRy8AjLrBHnLJYF1x3yV7j7yGEc98AaTtyYRLnL/pkYj4wLHCMXSPDeWSp/kVhTPvIZQiXeWPxhBDkyhyzAvJeQ5ymQd8C/wA5TEObrK9ytGWC93AH3ooF5IyZPL/TDInfIh3wooxAvDDAFDnkwhHthF3hGCdsswCyVkMmBMusmQMCdsiCc5ZkwAY+1syDzT3w8piJThVHOQykTt2yEjs8YQWSsob7ZeBMsylPOUyPHOFFkWsG5PijIRXu4FsgwWS9hwyIeMgVgwl1MlXEb5GmKSrtfLV5slIiKofnPnf6x/U37YdP0zWzkknPGMVj/WXrz1Gx6PRK9cU9yN8/nPMaOmbLifmu+Xo0y3SJStVtXy51Y6SEQfjv5y41JjFMIhEr7zNsQKObaLzdLTc1WxxcunjVvIZmtSMDUYDLsGUaffacfRm6WqCAhwZDVGN0f85NbkYnUEUQa8uIIRGpcl+c6jojIqqL7GI2dIy4Cj6yaYzbNMNYyi21wXeK2+51hIKSx/8Aw5tj08oFytfD3ytur3RViod8auMWlpEa9vdfGDtj7ZVGi+L+8eamkjFCT8OMOnkpcbpeDxjYmVn/AJST2nPavGNOnlLYChXCHj5y/wDCqv8A2r48mOjpNQReF7vlPvGrIiSiiJZwId8rZtjE9rE90g5D4clmzZcaPach2xmvVCU12rLyp/tkXAR6ojKi1C+a44xkZ8Mvd/GR5L5cKXSaY0h7ZNWGI90ZbHVEsi3zxThMHsZ651QQOKfh+MgckpNERsO9Y46X9w9zISXi+2a5dFHbrhG2PubHtYfGFk1g1dPqVlrVXlEx7o2y1pEWl/i/jNuvpowmsG2PAV4+M2aYwjCU5DUaQTv9ZNWRx9XTzpjMqq7Zt29Fr1RGWxGXCjQ3h9Ru169lEVvhPj7w2nQokrBu7ybVkjl7Ia4t6xkx5q+5itbPbtEuLIVU8fDmjeC+6CXxf5xeiez20RFXi2qyoz7B1yCT7VfDzh7JEl1D/JvzzWM6mn2vtFlzQWjiNeuLJ3qiiJ4wUUR1xARmFH5Mb1USWzWLcZHe/nB1Eds4RkB7WrX5xu3TGhrk4H4MqUjXqASyKXTimciDwNiNfWayMRLFexLw4nbIhtLQ9xxR8YjNhnpnXy6XqDdqWLHzfjzn1L0jr49d0WvaSFkUnmzvnyYpEgUJwBwHnPVfpDrjT1Dp2yQklX/2v/vNSuXPj9voGTKEQTs5edHFHI5MmBHAk0OGmLlxFwMsm9j9Y+H+UzP32LmiB2yVuejA7YZ2ygrvl38YZqGXlZLyiZMl5LwJeQ75L5yXxkQesvYfnNp2zDpR2GbFInKB9uSunAWTJkyNpkyZMCZMmTAmTJkwJkyZMCZMmTAmRcmTA+abSqO3nIHBzWB1LIRicnjFG+kJDfbjPFb29EnTQ1fjAoPuskZxkcNuG/ZiVUNs4Uwmx/DmzR15Xt2X375hRXntkQ4vNTnZ6ZvGX29L0+zTsBjIePnNAEu9VnlY7Ja0YyYv05v0eqz10TLPL5ztx8svVcr4rO47ft9v+VyxTuOZdHX6dwfyp+82CSBGzO05S9xxvGz2hK+2ES4wWIdmsgsXnnCGHKZPvAG+csl8YBj5whwBvCPvAIfjCMEcscCzIl9++QyzAFgjcX+mWSRqRWEoYDKxAtwphIqxMn7h45xRpaW+cKMfbwn9caYIWX1lxj85YicYVfGBADtl1lGWOEWZfOQyHfAlZft+MsMsMChTvlmXWSvjAsMswSzvliOARkMhl1hcVWQy8mDFZMjRgsueDALAmRTnI+5+ssgPfnBhAyivttPF5DYyak1mkiHjBlrJHJhVRiJ3vDIh4xQSh2bPvGRkP5wi8syZMKmTJit+006ZTU/iLzgcP9Uetw9L6GYP/UlxE+8+Sy9/XdWznJkyVa7feei/Vvqn/wBQ62cYUxj3/rnL9P6Yv3Ea/PnLCf7a+m0R1Rs7VdZeyQiF47YkQAavnMm1poqj4w1OwSk09/yYEkDl475PcRFe74xUpsuUqvGZrcg2V8Db8ZTLmvOKls5u0yElb78Zm10kOHxKysMpLG8zsuAWjGRlQc2ZFMJF0nH1hESm+x3xYsue2HGV8nn5yVcVPpySoBXgchq9kbFte2Nh/I5cjGrP6ZFxknGn3Ip9Zk3+/wDefbF9lHOdkjd0dznK2dLDY2xLS+DLpmuP0wOyZMYkvLzeMnthomSpYDShzm+fpxCKapA3aPJha/S/cptkSTmjgPrGpjLo26d0v3AVuhTi74zXDTD3s2JK0F/rmg6LXqSMIkSSWhwGNOllHYDIlCN2VaWcY0kIOni67iUPF+H8Zc+nkEIvBFEBv/XNTrlpQD3Qj2P98fsjHb7Wq9pdBVYK5+qG7XvJcPDytkj4zoAS1wJyiL2P9e2BsgkVIt/F0GZzWknatCJx4cGC6jpdMg92y+KUeRzNH2aBirwPKX+MCcJSl/0wpe/a/wAYnZGayicrXHlyZqFyj7ve7Jcd+O7g7NOun2yaeW3NOp17NbpnrYooryJgPSw1B7pCNpTeUxirYKtlcRb4Wu2DtP29gBR3Q8/0zbt9kg9tg8lnmqXJs0HDYsUb+sGM8YyigncEs+8INkGu3urnNcCOx9qf5Xj5cHbEiRY/ytqjn67YMZNmxPYSs9qBx25xu3QR0/uNcPCnb4Ma6iQvspiUCdsm+L+3GMRSR2PPGCxihHYa9cmKAop5x2raw2RYy9rEFO1VzjUI61nFi1x8ZkkS3JGPHu7q8HGalc6+p+heqaev6HXU/dsiAi83nVz5f+lt8tHqENJsQnyF3f1n03VL3ay22uc6SuFmUeT85MjlZR4xW19sXGLxmffKjjAQf5vrNWs7Zjg3IM2w4DM/a30bkHAZAcuDLfr1iymRr5cbhlvo1cq+cwbfV9EFIyZJ8Zi2+tzb/bgH2uYvPjPtqcOV+nbuu7i9nUa9Ys5kQ+XPObPUOo2LexB8HGZ5Tktykr985i+aT1HSeG/deg2+r9PrH2rJ+jMez1ySJqhX25yRusnm853y8r6dJ4uM9tcvUeomj+4xrtTWFp6jdv6nUT2zl/I7t+cxH1j+iF6vUfMjMTlbe61ZJOo92f5T8ZeUdsvPY4JkyZMCZMmTAmTJkwJkyZMCZMmTAmTJkwPmm3/NVcHm8B1kjkDD2L7uLo4ygv8AGeG+3pnpnloRWNnPjKNk9ae7k+jNVI5TETtxhdLhujI70/eMKbe5ipdOSprkxbHZr5FQ+cDSliOUXHvziY7i+bFPONJEuRvAOMk5ukzVo6/dooJe4PDmQ/HfJ2cstnpLxl9u9o9V1zA2Htf9M3w2x2AxkJ+c8nf98dq6ielGEmL8Z14+az25XxS+nqPaOVTH7zk9P6vQG4/qZ09XU69oMJDedpzl9VxvCz3DSX9MMlgoSMoijY/0zbBomFFvEOz298htZcBhcaGQHcyvevETFxiyr3N40AOMCEV5Xj4xkYkfGUOWYBDzl0PfBPvCwKY88cZLThMK7yZEUI5dUZGI8nDlNxaSz5ygjteEYBIcM7XgWZZlducsbMAgy6yjCDCyIHzkrLrCwsgATCy8mFwL8ZTb2w6yVgwsjfdyyIeMPKrBismXkrCKyVl5MCspB7d8LJgByfeWSHCwWN4Ezzf6u9Ql0Xp8yL/mKAfLx/znoNmx1xV7Aq58p/V3qsuu9QnpFlCDSXwvnLBw9cZdTsWavubfvO10+s16yzmXNB4znen6rRqjt2zrrQFteMsmJuk7UXg8Zj2UW/Wa9r7R/vmLY28N+Mlb4kykW8c4qUlujt94exDnFLy/nMV1kU8/hw496wR5fgwo3zwZGxAKj5w2NlB5wYyCk5+ssLGvnJQ7WGxYkg88uWFNLdecUUVxd97MJkXxxZ/fIsNHmy+MfriybXvxmeCAF8LmmKCVz8Yqw41HND8XhkGKrVvLT2yRUOeHvWM9qxu65yKCMamKH8eae3GM1kZbNzKNSWx7VgCsSNcL/pkbbp5iC35rEDpSJPCFFFY0CKyrmSUHjMzOUGPAtq+Rwjd7SXJSf/Kwh8vaqXddj+uESEQPaFKOY3aUIc9vk/OaCZGqfd7vjCYfEHWiDbduVLXD2lRLvn85Iqp7h7d/jCauiQnzWELdEfavtEPBwYMumhLXUoi9yvGOlEVG1w2DIPk8YXXKPTpQ2EtUqFt85UvTpSKRkjfHFmdcEEQw/wBoBRE8h3y6POGuBsdLHm757mHHWS3MWk8Hbt4zr7ulhs2RZFsez5xG/oFP4tSjzf8AxjRzjR7d6skFq6yGpNoWINj9/DnQ/akh7tZZxwd/vEx6aUXZKZdt0/jJphLGQs5J/QzPLVJAqglwjXfN+tNkQRJV3wDppe5XkiiB8d7x6GPfBen9sxSJZxzeZXQSgEaBSz5zt+0YSGPupsU5zny0+2SDUeW/kyy/TNjnRdvS9US1yRjXbvFPOfSv056gdb0EZTkswpV781nzfdrDbQtyeXvZ852/0t6jDpeuYbZsdUuATi77udJXHnNfSL+ci5z9nq3T6wCTL8c5i3euSbNcK+1yXnxn2xOHK/TtSkByhmLq+ohDvIPPfOJt9R6nat7GJ8HGZ5TX/NJX5c53zT6jpPDfuutH1DXBXmVeDK2eszbNcAPl75yb85fuo4c5Xy2+nWePjGvZ6hv2/wCabE+DjM0pylzJV+8G+ecjmLbfdakk9RByXbxkK/pkzKo/eQrn5ysoeefGNBXkvjteDLZGJzID7cRLrdMeGQvwY0xoGxTNXp0WXX6S+PcZyH1CK1CK/wBM3dF1E4bI7S4seTLxs0suPoWQzF6f18Os0iITDkzYnDntllmx5rsuUWTFkmKD2cZlEyZMmBMmTJgTJkyYEyZMmETJkyYHzaV21bkOOMXKUiS+2y8I2EqHh+88N9vVPQgt+8jHn7wo9uHKS/zgDXzlSi96wuTnI/DgKlqHuc4p0Si3BQ+M1Me2QiXSGDWU2Si/yLPkxpsjLzz8YxiS5S8XLQIp/F+sKKrbyxLxEo7IKiphR2l/zPa/LkwaCvP98OM5QbjJH6cWJIKRv4cIuvr5xEroaPVJwQnyHnN+r1LVtoigvhc8/wCaclo2cP1nWeXlPfbF4S9vURCdKj/XGEQ5OM83o67doQjJQ8Szp9P6rCdGw9r952nk43q9ON4WOoSTucYZITjE69sZgxRvGUP1nVzw0cIxIo33MIkLzgw0cMcWSswjvkBHfCMEcsrAI4yBeQyzAFiP05T7o/ZjDIyI93CAJjwtOGBw3iZjsf4lfeO06mKMm8LhoOEFZeTK1ImTJkwqZMmTIJkyZMCZMmTKJlZeTCKyVkcnnAmTJkwiZWSwwZSAXwYHJ/UPWHSenbdnupCj8vnPkE39zqpbG33Nt+c9p+uvUWW2PTxUIop8nfPI6IktgLa83lg6XQwP2/dVctZolIF5aMPp4ENYNdu+J2J7m+31lSM/UI8Wn/OYdk+F85p3vPDZmObdfm8za3xnZUpMqvvg+3sOG3bz2+MBkDa5l1i0RQWvnCjGy+x5v4xaq32/3w4ya5fORocRQ+ucZGIjTfHbBjIrnxxhQnGUaqn5+clUQA3z/fJXtkpyH9cjK7Gvo+clMkq680f3yLBxbTks5zTq+Xv8ZnIiUl5oKiFFna6xVjRG4nda+cdFt7X9ZmirFJL3vv3zRHZwJVc2mSKKUKVPJzgEkPelpwD8YyM2VHcUKxclFj4jwVhERAZP/wAcF/lxy/nxitoqIr24w9Aogq3WFNjG04/zeBzXq1kwRoGgvzg6osVQ4qlx+vXYIcHKuWRLUjG5JTR2rGkKbAp7j4wokTheD6yCNhz/AEwyAiDyILjCk7lnkyDQccXanfCjS3YGBQRQ5seeMugAj2wqjVINZTHg8H3kEI2NPILgy9ySU9z94ymKsVqrLcqNiMgs8GAmUfd34RsfvFsSSrw/WPkDJeC26rtg+05rvjDSP8ORH2By8j8YMdN+aTxm2MS6cJgJx3y4axGpjFA5S7+cRu6f/pvtobpA+XnOi60bBvEyiUsh+8eh57rdUdTZEWPF+G8w69pq30HtrkHz8mdf1DV7V7pJv+mcbqIw17j2rUREOeK4yzuMWPRR9S1R0fu7JkT7zBs9b2bVOk0ynXZRpxPRaIdT/HYki7C/H3nZ16Y64EYRACgDOPKSXqNTbHFfV+v17CO3ShJ4QU/rnb6bZPZrJTKU5MCWmEm0F+8ZrYxKUP65ytl9NyZDh+8Iczy6rTDhkWfGIl6jHtCLJ/FGTcay1vFrnIyDuhnMeq6jYVGID5yv2uo2h7tiH1k0z9dGfUQh/mkGZ5+oahSNyfrEw6E4tZP35x0OljHmj/zibToqXX7ZNQ1IeFwGXVbVuXt+KO2bY6SPYKw4xK7YzTZ9OcdHKaM5K/bjodDAbS3NpEMiOXJEttK19OCAVnYl6XOPQ69wKSL4O2c6NqZ7TpNRP0zVBLGJnThxltlc+fKzMeU6Xq59HvJRUp7fJnsOi6uHV6CcUuuT4c856r6ZLSs4Fxecz+ndfPotw2+1aTNcbeFy+ksnKbHtKvvl4np+oh1OsnrRHHZ6Jd7jj6XkyZLyiZMmDJTtgFkwTkwjAmTJkwJkyZMD5pL/ADPxgMBO1fjGhxzlkf654a9MJIyiXFsrs5Zv9qkyvvGsT4rBYWVXGVdFGUZAiZdCcYl1AtDH+uXGU4gP8jAeFZGN9uMXHaPDY4wb5O2ALE7nOSl7mHWSu2ADH585UtUZFIYxP9clc4GaWiUeYtHxkjtlHicePnNVcc5GAnIPzkw0qM4yP4phgYMunFuPD9YPtnDn/MYwGx5ye1Mo2i1L+L940CQI4zTU1btulPZJPq86Gj1WcQNpf2Zh9tZCObnLlPVZvGX29Bo63VtBjIv4zUJIzysRi2KPyZq0+o7tLS2fedp5ZfbjfHfp6EU7YRNH+Wc7R6nq2USfa/ebY7IzBETOksvqsXjZ7PJC4YmZ2QdmvrIbZN0cfOVnGolRzle8O3OIisnlx0QDjCiFk/BlkS7ecg4Q4QQBhjgDljgMHLMAcIcNSryZMmFTJkyYEyZMmBMmTJlEyZMmBMU7YxUXkxuLdZJVOcJU9y9jJS93KBj25MIbyIujFbpmvXKUhQG68Y3OT+ouqOl9K2SbR4cvsfMv1F1L1fqeyQkuaEbqvvM3R9P+5sLu/BfGK2bP3NzKipPFfDnS9PjQNKX2+MsSughHWHF+ebzHt5tPN5s2NClAdswbZPcOHKRi6hBeexmWUuLrkvnH9Ql334TMs5D95mu3GKlZV182YFnKuRk3ffBZJfYzDcF4rvhxr4Dy4oeVKp+cOKFLH+2FPiCXQeXnuYYA0tVwg4kl7Q44eMkrEPbzF5rjjJVhxEvjv9cY3W08tv8ArmRkxSiXHb8YTtIotp5TuZFjfEEJJdHON4oAKuz7zJq6iNnPEil+cdFCkuLFs4yVWkipXisv9tixY3Iss+sbrvZBUF7tHjGMShEvs4UuUoiMLOyHZHKjLlin8rtcjFkrG7j8F4ArcgOMIIGVCcXa1jtUYrZRz/fEw90haaX+xjoBGQR5Xjk4ywbIxYh4Tjv4xkSVJL+X1fjEkgCy17mEfxr2hS8c+MaybC7R4fFOCWis0fi6yovuvn2t8D5yMbl7eF8feA49oJ888+cIYykEbp5rFxZCUNxO1Y7WgUNLzWBGLxTZH4+MjIatC/H/ABlkXw8vYP8AjJFAbLe5kBHY4H+uUoidnzlkRirVvIPnCJeU7efkwFusunBlHkQrnGnJb4wUoQfnApl2vuecJXgMW/yefGEIBeUH4+sGUBFO9ZL4y4yabP6ZUcn1ATS0HHLZ4zz+2MWayiRtpDPWdXrJa27eGivOeb67VGKsCmRYJyNYn4lV0Katy1ZEU4/1zc9fNAhDn5c5eiDGWpnP2sUUP+7O7q1Ej3KPu5s7Zy8s+41wsnVZGfU7eD+N/XbLj02yQe+av1nRIROarKovg/GcMdNZtfRRq0/vjo6Ixqg4x4Vl1zgtpZrDsGGRrthESssPjEZtVQHGXXnzl5CuMoqmsnbC/wBsrs4FHfIluEffbI/WBcI2hx3z2vSDHpdce38TPGaj/qAfJntdAR0wPgM6+L7cuf0Pdpjt1MZAiZ5T1P0+XTzZRGl8GewOTFdR00N+tjIETOvPjOUxnjbK8l6T6pLpNwSV1vCOew1bYbdZOEhiliZ4v1P0+fSbZMRrw4/0n1afTS9k1lCXj4zlw53hcrd4yzY7vqnr/SeksTqZPPwXWX6f6/0HqKR0bhk+HhcvR0HT9TH9/dCOxnye4sDOf6n+lem31v6IOn6iHMWPAv2Z37vccq9EORM4XoPq0+pZ9J1f8eq1NI/9x8md7LLqe1HGXkcoyi8mTJgTJkyYHzeJZd98sHti/ai0plkpB/I/rniekdH1lheCSi0LzjSqwA9tnbK9vxhpkrAUw+TBYI3CSVjwcjEXAUbJR4lF/JjIzjI4TLYkro4wJah5SvswumFVxhAcXiCM4pT7j4cOO3mpCYDWPOQj885cZEixH+uMIl/WWRAEcsjfcxhG6wiPbjNSJaQ6IvcMB6eUW4qHxm4jhGq/GXJU1gJTihM4+cZFjI4bzY6R7mBLohbLH6x/KaT+2vbKdT8cY39rbrOD3H+uXGY8SGLixf6Z3Xw4Wvdt0/5ZIfD2zV+0IJSYEtHfjJlncXZfbRo9TIobT+pnT0dVq2gwkP1nAlpRyiMoNxWL8mbnOzqsXhL6enKlzhAhw3nB0+o7tVEyz/XOjo9S1baL9r8OdZzl9VyvCxvJfPfDJX8YmMiRYiYQp2c0ycSwxzOTR5w4yHzhDRwhwCV5d4UY5Y4A5GQecLKZeS8WSt4y7VwaPJeVkwuryYNp95CV4F5MmTAmTJkwiZSXl5MAWzPM/rTqDX6YxR57Hy56dzw36+6hjHXrbBQu/vLErxMdUl9qFyaE8Z3uk6f9npwb5Lf+Mxen9OSkyS0aPqs6/tQB718ZudJWXqEjqL5U4rOdtmRiC03d5u6tsaXhzl7pCd+DnJaRk6iTdCUH98yyLWntj9klFDl57YqRSnc7Xma7cei7t4u8pHmhcYlNlj5yBbQf6ZhuALiVLhxutQG7TveWQE7W5ZBEKqnnxk1qQ+NsAEfPBeWxJPFB4xUJsNh7krzx2x0mhlCRIHkeEyVcXGC7AUo7ONeljOvcI+EarFswYpdSOPi/jNMZLzzRirIwS6OcbYrIOfhyzZOIQkSE8yOfxnSjUjxY967P3l7NRtgtCxPi/wC+NMI0dWwOHhu/s7OazqIoKtXa1zWJOhiRPaMb5W+P7YEul2RLKk9qi01+citRtYxUpJWjjImsuQ2SOz+MwEpxZQmSDscPH/rLlNRjGXe6FrA26pHvEaJFHFU/nGEfcqLaUnczLq2e6FrxzYc85p1SJFxlzwXffCHR1CgyoG7+MaR5GjvV3xeJJSjOpDz244rGRaEI2x8PJhDCXtEjwx7ecuM4ytD2+0pe/OBrl7vYqiPI+eMKQCKFVydsIZGbGaKP0nN4/XJlrWyrrvzmYBRRvw96rHRRiA2V3vt/XBTyNIN1+cKMYjQFfL4+8HWxA5RHkcYxu36qzAFiLyN/XnIi9lPIna8KkAVSrr4yrpAul8PbKFq2pwnjBVQ/1xkqo5tSsCXHIecAGQvakO/zlnLlLXCVXnINFf2wCJXw98see3OCHzZhjdC8YC9sRgq3x2zh+oQJwpAKaXuZ2uoSOtktV5zh9b7FNwMvagl8I9+MT2lnTma4R17IyNhKUUeW89B07esSqzzm2IboSjbFR5PHnPS9LKLpiQD2xKszPk9M8PZrFacgf2wqyqzzOqFjWGFn/GCH1/XCHgxCoB5wjKMjxlErnLrnIVlMg7pgW5Cuzipb9Y/5hfrFbOu1ROUD5XEmpbjUt9snuKzj7fXOn1jeyH4HnMez9T6YtRJSe5RRmpw5X1EvOT3Xp9KO6Fvkz2emX/TinJWfLfTvXte/qSO2LrHsr5z3XpnqIRIbJWPZzfHeNysWzl3HoYSErzhpxmbXMURse2Odgd87S9dudjB6nojv1kEFc8v1vRbOk2XTXfPYxDZst5rF9Z0cOo1pKItcOc+cnLtvjyyuP6J6sRTTtaitC+M9IIlnJnh+r6SfRbV5C7zuejeqmyJp2oPYV/0zHDyZf5rXLjL3GX9R9LLoup0+qdPFJa0NgeTO76f1kOu6TXugiJz9ON6jTDqdE9WyIxkIjnm/RdkvSPVd3pm6X/Tk+7Uv+2d9yyuT1WU5LyWZtEHLxcpB275RsLpG8uJpuS8G/pye5+MYa+esRPj8ZTHnJHZGRwl4YC54npJlrFtOfkyiMonDZ8OaUPIYLAcYaSbE/wAw4yMiXZMtg/nAdR4EfrAZ5yVzi6nE4RPjLNqISixcim1kI5IyHs4QX2y4gSPGWRJHIJhhhEVyyBLpP+1Rwj9yFWe4+scRxhrGqzUmml69kV5/i/eaIxE45/GA6CVWD91kNM4/5VPpzUmM2tEdd9saa/rER2yhROLXyZr1bITCkv4zUYtUa/rDNQ0Vj4a/cGOjoXLImspos7YvZ0kZHMTOkaUO2F+0N2YshK4kuilBuCn1gLOCe+DXyZ25abxUtAiIZixqVyQhPsl5UtNnbN2zoYytCn5MRLRu1LX8j4czY1Kxy0pzWLlpe4ObfcLUhH7yOokWImYs/GpWXV1O7QlSUPDznQ0erRkhtPb9+MyS1c4mWvl4zc52M3hK9Dr3w2AxkOMKfNZ5iMtmluEmL9Zq1eq7Y0TPcfJnWeSX305XhZ6d1mx7t5P8R8Df3mTR1WncCSL+FzSe2Qds3O/TFmezYspHKBjCPzziT+P+XDJ+HjKhxR2y7xZIezhErwSjvLwB5yxwuiykHKvJeDVUnZsyEjzxl5EHAlmXeAicj/TB/dItSKcBt5LxZsi9m8u17GAS58+/Wsnd6lpglgVx+c9+inLRnjP1BE2+saI8IRVr5yz2lcrpdJp1ICXy8ecayq1Sw7YcrivBXnEyT2raHzmkrndZP+SnAcFfnOXv2hZFtXgzX1WxJSL75y9kVW1rzktxvjAS3A0hd1xgsrlzR/zi2NqHHPfFoin3zeY12kw5mXXZwot2ZlGRNaECucKOxW3j5yVY3Rk3Tw5oiW9rovnOfr2xkgteO2bdWzgeLO+ZrUSWm2yxjzd5evg/lFL7vf64r+mao1ME5PhyfsvCWeD85GsZnW8I0X28X94eqU4NSWxot4fjnKkOumqpq/Eb+frD1VISPDEtj9fOCGWyScVPbV18Zo0bVFDkeT/8Vd/64EQT+JXFMbrnw46OglMeVea7P/5cVrBx2e1uSVJu/p7P/Dlyogq17X+lOLlH2ISaZK38p9eH6zPLfMWMaebA49xfIZINfsNle2n2tv4XxjI9MyqUIkhUtOLzn6+p9oqIVV+bOazq9J1hHpnWTJxWwrkxpZ0z7OlI7EAi9/glgxHXGi3nm0us075ElXk78dzEyibBiP8AC+/k+MrIoTYrLmQgW5rNsZB7Xiqr5vMsZNFIhwvisbrkW3/FOQW7wU6MC6n2Oydst1sZKKFeea+8qMvbxxT4eT7MOUwgxEPg8SB/8YZSKyY8Ug1/bvhariUtRjafP2ZJRFNhJPbzfkr5ySP80x9qIofHz/TAfrGSMZErKGu+HGaIPD2U7OK1yVuw80dnn5xpFkici8j3wHf5mxv6xalnPFZdPPKNVfxxgMURHgyiMlOO/jBVQvLVG+zi/dcrv+mQSSBy/wBsuPMRK75TVf7YJK1O1YDTl/pkWnt4yiSDXesH3Kc98oHc0fPHBnI6zphg0ozOfyc50eoksWjn6+M5m2U3XMV7UKYhfTlbBisIy/nEoHyZ3PTQjo5u1ul7ZyJeyMR5WRVnfNfp3VQ0alm033X/AM5nnLYxOq7NDhB8Zx9/r/S6mnaKeDnOfv8A1TriJAlL8GcZ4+V9Ru85PdeoZB3a/OBLqIRO5eeN2/qLfst1wIj2t7Zkl6l1ewSWxjfgzpPDyvvpi+bjHuNnqGnWcyPjvmHd690+p/lsiPwNueNlLbM/nNV8K4JqC2ufvO0+PPuuV8/5HpN36o1imonJvucGYdn6j6iS+3WRvyq5yyFg+cIieefvNzw8Z9MXy2n7PU+t2quxifWZ5uzYP7mxl55cL20UWfeQC+7nScZPUc7yt90uOsO+ERrv28uEHPOMjG0DstOa9M23Hch6HKfpGvqtQye7Xxj/AEj1yWjcdL1ah4XxnrfQtQ+jaYIJI+O+cD9Qfptb3dOVTdGcufj2bPbXDy2Wa9h6X6kFQ2y4ey525SEERE4z5H6T63PpNh0vVqBxGT4+nPe+merkiOvbL3DwOeWbLlenq9x39C8rj3nFaqoTs840zejH1vRQ6vWiF1w1nluo6bZ0O94Yg8JntqzH1/Qw6vUiHuOznPnw2de2+HLOqz+lepx6nWa9iGwKF/7sy/qb06e7TDremH/EdO2V3TyZx9kNvp+/ye1sc9L6Z6hHrdfsmn7gU35MePns/m+znwzuelei+q6/U+jjIT9yJU4+R850rDPHes+n7vQ+pfUvTUjrk3s1rR+TOB61+uuq3azXo/6XHLF5X853ltmX2425NfTxHsjlMaRM+Q+h/qzren9Qg9TulPXJBtvPrfTb4dTojt1oxkCZvLPbMstw0by8G6cscNPnL05dxUyBt19v5ZoDjCA5vPFj06zx6kupFPzjYzi8iOXLVGRyH3ipdMD/ABa/GOzTyslFc4h/d1v/AOIMKPUA1MYuUNIlcZGJXNJhRlGXZHLocBTpLsUchGceREx4BxWWRFy4aTHYWEin7x0fa9ky3WSKQRwTRTcJJjKadEcdGOZou3X/AJo+4+TNOrfCSC+1+HjN8WbWjXE7Y81EjkwdYIU2Zq1xzcjnaQdNZx2ynoorYU/JxnRjC6vGmoe5msZ1y46t2p/hIkfD3zVq6yMUjtiwfvNhoMj00JFSBPsxlno3RQlCZcUT6wmI+Mzf4Ig3qmwf7n9sIlv1/wCeJM+Y9/7Y39U11mA6hcKG6E2hp+HhxlGZs1ZWd0j4xctPHbNlYLETMWVZXM29NGQ2DmLZ0Uo261E8eM7ktd9sRLVfczlb+tyuEy2a+JxU+TBZRn2T+udbboJDxmPb0UW0Kfkya0xS1j2xTrTNE9WzW8NmK/cFqRTk1SUYoixTyZo0+obtKDL3B898FiS5KTFSjXbNS2eql4y+3Z6f1TXsak+1+HN0dkUKRHPKIjjNXV7tMj2yUPD2zrPL+xyvi+49V+GsIknfOJ0/rA0bRPszpauq17gYyH+udZyl9VyvGz3GsmYRK8zsirynYx7Nnxm0ayWQlmU3KnFYwWXdyBzMHvk99nHOARPPL94RXjCo+5+sn7QvLeXeQcAXUDceHCFGnCHJY4FWPH1nj/Vkn6tslCpMddgdhfH+met2lRZHCGeR6rSaur37Cv5IUNhRlntK50mRE91XLl+sydVL2g12Lr4zbtGTR3e9ZyPUeojAkLVHbNEjn75DJ+8yzC0s+8ydZ6oRE1v5fLmSHVbJjJWwujM12mR0/wBuK0d/GR0xqkKznQ6yV8ys+Mdr633NXmLK3LGmXSkx+a84uXQy5YhXxjNXW61Blb8XeaTbGRwlP3mbbG5JWOPTqvHP/ONNOyP+UC+325r1sLAS+/fNuvTHZE5B5PrJa1JHJ19SjSIx4TtWdTRsNmumriPfy5k67oiYzhcZ0oj4zD0/VS07fZtU8X2vGfcI7XUaSMWR2lGk8POc+N69j7lFaHwjx/znU19THfrioUvL35qsxy1m2EoLTHy+SuP9csMM1Sf3EkduG/g/+OdHp4xksJJEk9/hPI/ecbVtkTiS5bbfn7/2zu9FD+YpZKPIc/HJ/vmVnozqOlNsQlEfc1fe3mn88Zw9mpJsW5ESxq6Guf8AbPUbIseeLAT4Xt/wZ5/rq17n23SMUfjhGvwmXEjNaCySVnd4frnNGnXJT2it3TySPOBqkTgrTwhfn/5TmrTq9lxBictXScPbI0Zskyh7oCfI+PnBRBaJUUJYjmvWMYRjOIqoh99nFxuMquyVtVyPhMakhJ0wiinuOC7/ALYWt2QAJiPYTh5zUaYzKDilD4fpyS1ENb7VQQ5ee/hyoE2EoKxOfJjI1IWKyJVY/wBr/vi5Q4JR49pVneL9nxhRjTUglFEs8L5HCHEiTIRHyfDXf/fKu5C9zkTtf3la1UZvuQpa75GTGPBZF5E7mGTYzKO38nivnHRlceyiee2ZBFasLsHtWOJSTiRXhecauNMZcIH4bwQYipWB+4p7fbV+b7YTJiRteOefJhMSUh+jEsk4rnG2c33+8Wg/fHjzgV7rjx/fKBu7v/nKAArIPe+POAYlV5cjwN9/rAWpCUlZUpKKrff+uNXCuo2usbaKec5nVbyXTJHiy+DwJm7qIxlGpXI4ED5zm7vbHSaRFrxzz8YntKybZEQYyIvttHz9GYPUJEunYlkJcduez5/OdLqdUdUAm2xoU+M5fXo6CRZ7XsPAfedeM2uHO2SuMQqgK/GER8P9sNS3izmsKPdXhc74821Ixp5Pzl19cYQOQGg/rWMTUic/XnCAo75A5Przl0VXJgUFdvHGW9+DId8hz27YRL5oyVxzkODtxlt4FBz2/vh6w9wJwvbBO+M1fy3RO5ZeCvqfowQ9L0CV/EzXtjGcEkCfeZvT0Oi0n/6J/tjpSPDm56Z+3k/XP0/+8O7UcnNGcv0v1PZ0Oz/D9VZEaF8Z9BjEmIglZ571z9Ox6iMtuk9sjmjznHn45ymx04eSy49H6L6wSjHVul7h/wAqueiEQTkc+S+mdfPodh0/U2A8SfGfQPSPVTZrjDa2P+WXznk7lyvVLLNjt4vbv16IM9syIeVrGHJxnlP1B0U+r3z1z2Tj7i4I8f2zclvUS2Tuh9Z9c9M3jGMvdOPdO2cSHrunpZEtUmzkLzzPqvS9T0G9jtGns+HOadWq2mWeKbtnaXy31PT0/wCpP1J1fqfTkIzCBwh5+88mDNbq/vNUV3ARFe7Wdf0/9O9Vv2a39lYzSrM6yY526w+nenbOp2wjCDJklUZ9h9D6OfQ+matW1WYW/WZfQ/0/o9L1EmJLchanbO0OLdWTO1peCqOWv1lMvpyLrwtNmWZRIeyYQd88b1If65A54y65yw44wKoypaotiGHV5aN5RmelpWKx/GXGO7X2bM01lkfGMNZ49QDUyn7x0ZRkWJWE6oyP5A4D0ZdxUcZTTgMOMczkd2v/APSMbHqQanFi/LmolaYxXisN6eM/80RytUoyqkc1wjxxm5HOsx009fOqSfTjtfVbtSG3Wp8maoxGrMdDSPjLJ+Jb+p0/VattVIH4eM3FIJ2zE9BCfLEH5OMkel6jS3q2+4+HNy1jG8yZlOqlCjfrYvycmPhsjsLjIT6ca0PJkyYAy1xmVIHF/syj/kmh8PJjsmLNCf3JRP5xa+TnDjMmXFHDrFy1Rk3VPycOZsv0vQqwWImA/uw/ypI+HhwTqA4mMH7OM48s+1m/QZ67xE9fGbbJFiJ9YuUR7ZyrpL+ubt1d+Mx7NBK7LzrbNfzmaervhXH2dOxVgo4plKHE4qfJnU2a+/GZ9mse5eGmJlGXZxbHm8fs6cexX4zNKOzW8PuMolVhR2S1IxUr4xf7pdSKfvCEThvG/hn63aPVNkaJ8hnU6b1DTtosi/DnnK85Yocd/nOs8lntzvjl9PXjFjxSOWCPDWeZ0eobtKBJkfC50un9ZhOjaMX5zrOcrjeFjrE0q8MkPZxGvdDYXGQn5wvbzZxnRg4ll3iSTH7wjYP1kDhMg4BLJ7g8mFFKRGKySvN55PryJv2eyvaqlZ6bqJDpld9ntnk977ti/f8AfNRK5nqPVx6PQyeZyv2nz854X1H1Dd1M1ZNPcztet759V1bAX2R4Ke1ec4W3pZRJKHfhHF6bkc2UZyVRTJfttLDxWN26JVyNPxipa3sFL4cmtZQ/u08p3wZbVX2qX8YMoIolfnAR+KcIbHbKKIqmbNHUbEVk8dz4zJHVJBS/dyfeadEUURqu2S41JXR6fqZRpFa5TzWdfV1sTX7hfbZa9j85wtaSYikWLw/dcH9cdGTH3SFiyuzxyZzuOstj0R1ENmsE57J8Zg6zpTqNYiRlHkk+T7zHq3rJ9qkZPa7Bqs36pMQeETkfk8ZPTe6ydL1E462INnNH/GdER1uw7SKX48Zm16CW2LVLwmaZa/21gWku4+T/AM5NX2xQ2Et4c8tp8ccmei6SYOupsRBE/wC1rPKauOrVlwP+ud7VtY6x5faWJktyrJsdffvlq1+1SRFAfku6zzvX7pO2l5H/AG4/4M7G2cNowgVCQUvhKTPPb5Sn1iyOI3xXfvllSRt1x92gRP5ef6mdPXL3AojEo/PJ/wA5zemB1xItEoqnxznSNkSAAHAP/DktXGiUh1onLf8AeqMVrR6kivMuKfxiJbiSxU/kgP5e+O0xBZByctn34xpmN2uKKQ/kgJfxhr7hPHk+zviJIAie4838OEbSV089/i/kyys2C9l6+TgaV5seLvBNdAUe2LQ9nv5xwkh7U8V2/OX7SS1R5bPHxlSkxhcyrjLgL88+ckorslGUS5dw4r8Y4g3Vl/D2y0bBBU7PzjEINac1SPPhxkY0Fc0Pbvho3zyf85YApw+MIoiiN2eOckl8vfw5arEDlcF/ktrfnAGSh3q8ng+U5ySa5bs7Xgqdxb+8KnNVgSUpPGFd14UvAVPK5FkWU21hCXXjBJV4y2QFvGQYup3kdjCAE5UAnzmDZOOsikRYqKct/GbOq6eO3azFE5Ae7mGMX9xVaGkzcSk9RsP3LYgCreczrZM4PJFS6sGvnOn1e6M9hH2lR7tduM5XXIR5om1QHKZ14Tt5vL6ZIw0uhVf3RoK4rFEeXCLL5yUDz5852eVZ2475aNc3+cgVx2yz7usKgNFlZKvl5wrG15yivsfjCKC35Mt8nbJ9X34yJR2s+8CV5yzt95Dv34MtLfnAo7/OO6c93Uaw8oYou/8AjNPQR93W6SuZSA/vgfS+ll7en1j3Ih/pjGVuJi+2AfWFGYcrmmI2anjGISEeRzNq2jVpmgbOMauOJ6z6JDqdcp6gjML4O+cf0/r93p2//D9SpAaFe2ezSynOV6r6Nr63XJAjMGkM5c+E5T/bpw52V3PS/VY7Ix17UR7N5t9Q6KPWabGtkeYv38Z856TrN3pm/wDw/U37B4b7Z7n0n1WO4jp2yFkfxb7/AFnnlvG5Xq6s2PPeo9NHq9ezTvge6NiJzF+TPAep+lS9O6lKXXJUfn6z7L6p6VHqz97UBuic/wD6R8Z5D1fpY79MtM41OL5OYueiWWd+3n5Sy/6eN9KuPURUUXvn1T9NLt1yknEShTPnXS9E6t5FLRqjnPqXoXSPSenQJFSkW/WLcmEne11Ky8rJmHRMmTJgfPTp5R/ySRyzZtg/yjZffNIfOX7ROQzySPTpMd8VpscbFHsjlOmMu4GLenlH/JJMZQ8q/vCI83mUd2vuWGMj1IoSE+nGwPI24Vc4MJRl2Rxh3yiBXbDic1WQiXxhkcRKkY8+MZ+zGZ/KI385CKN42LxmolIegjd61i/TjIR6rR2qZ/rmqIOaIRELzUjNrLq62Ahtiwfszo6Jw2AxkJ+cr/Da9pUokj7MW+mRi+7TN1vfjtmpKzcroBRl5gi9boKnE2xPI047X1uuTUr1vxIrNaNCWVi5dPrk2Htl8xacYJIERHyZeMCPbth2kTPh4f75f7xGjYMH5e398dkQe+TBQiWNmXiv2gbjcX6aP7Zf8z4kf2cu4GZMWbDs2fSVjDJuiVgSgSKkCfeHkxZL7GWXTArrkxfp4xS7tX+aPvPk75urBS84cuEncbnK/bEb4TsWnyOBIEspM0bemhs5Yi/PnMezp9mu/wBuSnw5xyuksoNkRzNsj34x0t0oKbYJ9mB74zP4ovxl0Y5xpxEotN5t2RPGImUXlajFPUSGw5zNLSjcVM3yOPjFscmDEznrf5RU+TGR2xkFNPxjWJLuYqWmK2fxfrKphlJia261r+RhR3HBIpy6mH6t+zS3CbH68Z0tHrMo0bY2fJnKElyN5dZqcrPVZvCX29Lp6/TuLjI/GOZMv8p/XPKRuLYo/Jm3p/U92qiX8g+e+dZ5JfblfFZ6egIzrmWHED/Nd5g6f1TVtok0/Dm6OyMy4omdJZZscrLOqV1+2OrpNjxaIGeS6pf25EWnteeh9YkGuINKued6pqFr925uJ9uHs0xjAlMIt905/GcbfAkqUhnZ6uTJKeR85zuriyKqojZktdePtytmqKI8L5xEtRVcJ8vjNeyP8qbvFMW3jjznK12kjNLQSQSzxeIelD3Vzfhzchd04CU4lpZGNgxAP5U3WaNcWQSR4714y2I0cXlRPa0KX8OXUkwUbiockgsx0ZMgiqkWjnt8mAHIvjGxpV4rymZtbkN1xjHYJ3kr9LXGbdoiMWiSzC/H/wAcxxCn5jdfnNckZFFMYtHwB2zOtY6fSw/xISqloa/GX1wwY0FKi/aNf64fSP7akODvg9YO2C+YohV2HnGtY4zqf8VslSKiB44M6HTS9ya3j4/LgaoXvNlWPLf4zTq1DuG6FGj8mL2Tppge7WorIaA+s40411svbx7VD+2duN69kZRLFRPHbOZHUbet2EqGSo12b7Y3D3TtCx/csQI0fVnjC/c7H/4S8tiQiyFpL/viZ2jIHtX4ye1K1bWW2TyC8F51+nX20tMa5/Pb/XOZ0mllsjML9vP9M6xrY1VjKIH21/5x/wAKo2hdPhf6/wD5cKO0Ak/3Xj7xMoyZpE5lTR5+cPRr92saJC2V5rEZuNcdlSBsC1vxWatbcSQtvcvMmoK/laWhXczVAY1zZ4vNRmxoYjSg8/3ymJ4R5yGyjltH4wHeD2pj8ecupgn+Jz3vnAW2uLrtgOz3crgslS3zzXxjTBlybaunt3PsykB5bs7+cFkUcinFmSVUojXj5yJgFs4eMi1EbF/vkW/6YuSW+09vkyLipKpzVdsEVTIyDjzlwb4T6wpg0f8AOBJ4Tk8YZ2wZAlVyGEc/ayjtH3e1urzJJ/b1rEUiqvlzb1pWsSNtfy+c57s59rBPizNRmsGxI7BkMiVSAeWvH++YeoqU0IojfJyfhzpT1CzkrH2H8a5v5rOZtkyW1l5Fzvw7eTyX6JQvxllee95A/OEHGdXFXm+TJWT8+ectukwIcdzJ3/B95PPPfJ/rgqq5MlvF8Zfk+ctLb+MIo75P7Xk8Zfi8CA3bfPbjN3pcWXqGgo/zGYTj6vOl6JEfU9XHF3ij3cpUUuZ9nUUgOTfNrjMpcnJasjoaNqoX5zq65MoC5wdAkgM7mhfYYl0sw3XsjKSUgd3CS+MEDxhH1mtTHO9T9K1dbrbie47Nc5wek3bfTOp/w/UKQv8Ai/HOewC8x9d6dr6zWkgHw5z58JymOnDlZXU9L9SN0DXtT3dhv/Nk9W9H19fH3xqG4OE8/nEel+kQ1dJElNU7Z02DGhkocHOc+HGy5a6c+Us6ea9J/TW3X18t3WB7YtxDm35z1kaAAoODAICd3++WQB7ubvbEtg8mUAZKMi6vJZlIOVRjDXjA4+csj/bMo7td1yYyPVU1OLGs8mx6mgKyw74uO7XIKkY057YE9o+MGWmMuEMMGsIjgZXpA5gsX6yyO/XwPuM1BeER+ecZF1nj1QNbIsXNOrbCX+WRk/ajI5Bxb0UZNxsfrEiWxrjTWOjEznmjqdPMJEj4cfr6yWtDbrY/fjNSpXQ1xHNOuOZNHVadle2Q/wBc26+SxEzUrNaNcaDGhgQ7YedJ6ZTAlrjMqURPsvDyZRn/AMMRb1Tlrfg5P7ZZLdD/ADRJnyNP9sfkzOBUd8FpuL8JWNvBYkhJAj4TF/sBzrlKH0Nn9nL2HZMQS2w/zBM+Th/thm6K03F+ErJq4NBKS8H9sP8AKp9HbDyZclQCzO4J9ZRsi8LT8PDjMGUSRSCfeSyz0q7ynF/tMf8AJJPp5MB2Th/mhYeY/wDjOdtnuEmnJipxsy474T4EH4eHCaTONy9xqbGPZrG7BzBu6WKqHtfk4zqzOMzbI96zLpK5GyO6Bw2fDi3d/GpCP3nR2QG8y7NIlIZcxdZVJcjZgMR4cLZo9rcVi4plM4Sz5MsVE5cBPOGbIyPh+HL9o9sYF+36ynVFGwx1ZZHnNYmsjoYtxa+sgyjZKLXzmwhffLdYnJeMTWaMoyqnCI4cumJchTlftbIdv5GMq7Ae1vNGnqt2lPbJr4cXGRdSKcP2iFOamz0ly+zOs6uW41+4LR7eM5XWSY62u/3mzqEikb/ymc3rJ/8ATfxnqnp5b7coucpW2GB1MCOu0ePLjtLEl/IKzles+pxjN1xaB5fGS3pud1j2zjGaXTdfjEy3wOFL+LwY9H1XVVOQ69cvL5vGR6DTr/zS9ynNucrPuu8vWQiXU6xpkf0xct8JKCfnOnr6XpJRP4Qv8GW+mdNsUAF7U46XK5BtI+TCH3W3mnqPRJRF1Lw3+c5mw29PKpDV1dYmUss9tsJI0d8dGQHH+mYI7WQWtfWPhtvh7mSxZW3XMW7qqc2m0kFd0r/XOTHYHC1fzmnRuqh5PxmbHSXXb0beaLtAzVsk3278P4zmdPuLZXdds2x2sqLL+czq2K1kTZEsGS34x2gX2yu0f7c5lkkpcoMVTNOqXtLED48ZVxtAkcFPusDy/wDy8xRiR6nZM5PcoV4ebzWI6xsiiJXGIH2wpMqT2X1Ug/bgDUkKvsHOBtK1gHMkF+sqSO8Ckicfn5y9s2OsaFsT75xEp3RD+3R3Fp+qzft2EZRZHBIs/qGczpNqSZDRS3+c07py3KHarse7x/y4RqiRdcZAWChdW5ljtkbA8LVvi8y6+thrGMVl7Sgvg+/z3ybdhsP3JPtD54LwenV6XYK+66RHOlGJLWJXazPJa/UTptiylYPfsP5zveneo6d0ajMlXgPGIl/WpGI8Pbiu5iZRZJYyfnNwEuQXiu9cYBUZ2ll5cTWWMeKKrt+MP2EWrWznNbERa/OLnACwv7wmsnuWkKOyOUyop4bxr98F4uTZy+eMgW2pdlZEU73hdi23Afy/nCgRv8YcXmjv8ZTdj38YNK35/GAw75ObcElThD5f6YQnqA5UFSv6Zx+o2xgTipFPny/GdXrljqZRUSlrOF1USSKLdvHe81JrNuRn2yvS2qvZPGc+SMlOFzV1D7RjJ93tLv5vxmVDlM9PCZHi53aEDzWE8f8AvI9sn/bm3JS88P8ATJ/48ZfN338ZX4wJ5cgX3pMn4e+WqYKrzlhb2ch2yNnbAhzx4yV85LbV/wDy5HnuZRBrv2zp+hDL1LWnYzmFU3/XOv8Ap2A+oC88LWS+lnt6nbK2sEjbhTOWskbzna3DdEbkfOdrVxAM5fTxtHxnT18GajN9mDThi1eBeWds0yIa5whvvgjkHnA63TcaY/jGpZTi+n/+zH8Yy85323L0G2Lz2whymk5wGXse/GM03DbyXgkhLEye4+cmVdWuRcFTKZHzlxNeSArk5yOqL3DLI84ZHPG9rM9JFbFi/TlGrdrLhL3Hw5rI1lh84yGsh1E4P/Ug184/X1OuaF19PGMYkjkHBel1z5Yl/WMppkUeyOERzM9FOLeqafS5ZPqNTUo2eUwNsY3xjYx+sy6ut12Exi/ZmvXOEgYpI+nLEpkY/WNNcZFIJlRj9Y0jljNIl6dp2cxj7X5OHKj0fV6S9G5Q8PObomNv2xU8GU1zI+rbOn3R09Tqbk0I52YtxH5M8dtlPqP1JphakVUvPZHasvC7bEszF5MmTOqJkyZMgmTJkwJlMRKQT7MvJgL/AGwf4qfR2/tlXsj3CR9cONyZM/FLNsbp/i/Dxh3eRBKeTA/br/Ksfx2/tjs6Mykxa7I9wkfXDlG+F03F+ErJbPsy/SbNENh/KIvzWZ5dNPXzqm18S5M2e4Sxv8ZTnHnJ7iy2MEt+zW1t1tfJyYBvht7SL+M3yiI8Zi3dLCSoU/JxnL06yyk7Inc5zNOOFs07oX7Je4+HEy2sWpxYvzhrAyj34xEoDjmcZdnBlH4zUGWeol4/rizXKP8AlX8OamOUxvNSRNIJpxMT7xsUl2bwvYJ2wXp/MSnNSJabGPOGR+sTH9yDyWY/XtitPD95qRmowvLNf1joxvkpwiPOMTWWWiMikMU9MxbioD2zoe3jnFbwjrV8GJOy3I4nWbUkvH/nOP1exQFq/OdLq22n+rnC63Z4Guc77kcpNrJv6lgKNBxnH1/tnUG3qalCDYd/d+frNe4/cfavDy1maXp89yx1j2u3gD7yNZhXXeubeomwg+2A8AYjW9RPki1+M6fovpnQbPWtenrFlriLIAOQujO1v0advVSenga9UTiPdo7Xmbma3N3HltnQ9Xq0/vTWJ3Fec5p1+/VsWM2xu3PReudWfsOlE4uKfPm880zjGJcbbbXm/jEkpbY6XT+v7Yqbf5RRLc0PWaes1qAPm8H0OPQOre+oaXZriLGlAXA6/ouk/wDqcI+nzrVtBiLzFTkxeP2TnWLZolpksLR5A+MmvZZbwr5zT1HT7+kqO0WIcJmPYJP3ROEtPjMt79xpJjjtezkL85jjKyxMIl7XJY1Ljs9PuqxbKrNmrcUlA3w5wtG6uzm/VuKpecxY6y66mvZakga7ZpJsY8PD3Kzmathd3yZt1y91W8ZI1Wv3+6PCCF9stkgryxq6/OLEjFWisXtmkVGrMqYXrn7t12PHj4y9u3gOAi/3zPCTHY+183w5WydVa97/ABjWbGl3xiEIfyB7HnK6jfMPZ7mJIVrv25zCSCZV2PD846OyMpE9nc+8qYrVonPYbRSMeKDgPtzTLWSjIjFv5/8AfxiHqGSUod0Hv95W3ZPYHPtiFUPjJTCt5s51xiicKF05n0bd3S7iWtR8pxf9Ma7XUpAZI93gwdm6M6ZRPcFKcOalZvT0np/rjtgO1/6nkO/9TOsdZq2TGMgfge7niNBJ1stU1ldnj/XNfT+oyEJyY7I91qlzVnWxmX9eyj1MJCKCPzjSUZADx955uO+aBVSkWfZeadPWyjJL/wApbfjJlWXXV2AStDFfsnKXz4zM9X+4NlIWo8JjOk6kmsVbGucyQUo0K/2+cXVFN5q2Roe2Z2PDxx4wpKUrzzkJPZMtEaWzKocKs5cJaKe14Pm3jCS0TsPJhGX1GXt0siJI7I+M4nVSAJSAilid87HqM/ZrIlXJBv4zz/WS4UOb7PI514Ta487kZN0vdNar3c+MX5p85fPbKe9VnpkyY8Nu3Vcecn475H85O1XhE+Tn7ydueMnFZPy4EcnYyKV9ZOLOOMCB5yBX4yW3x+Mi/wBu+USuOcsquDKcge6vrAs78Z2/05G+sX6TOKB/r2z0H6YhfUbGqo4cl9LPb0Ei3jKjG0Kw5R7mHq1qj8ZjG7caumjQXm2L7QMTrCJ2xo85uMW6Zd5YtYslzhEsIMefrLHkwCXxlxbQ+8QdrWfwOfGGl+cVrQgc+MJ2B5Mxl1ZRIJyuC6x+f74LuB7mLepiDyZZL9GiYkG+5jD2pZyZkn1essZH9XEPqGnWv8yvzmv5tJrp0fBgtZzn1fpwt2H98VL1vpx5mY/mmVzYx4wyPGUGGHzngj3qI1lkf6YQdssMCiN4ZHmqyyN84QOESMb4MaROzlEcYR8+cRCnp4bOJRG8W+mxu9cmL9Oa4xccRoy5DWA19bopJGwPnvjIepOtDfqlGvNcYfV9br6Quci1oL7uben1R36YynEfcXSY/wBRLf0HT9bp317Ji/HnNcosoJE5TjJq6LRqbhqjF+Qx4ccZqS32mvK9R0PVen9edf7DZGPcOUPnPRdJ1mrrdJs1SETk8mPkEhEEe45xep6Db6fueq6AWK3PUdk81jLxuz0W77dzJmTouu1ddpJ62k4lF7xfhM15uWWdImTJkygZKRULTxiDrIEvbsHW/Ejj++acGUSRSCfCXku/RMSMiQMUR8jeXiHpYEl13rfmLX+mWG+HZNh9lONv3Fw/JiP36/8AuQlH7qz+5jYzjIuKJ9N4llQWTJkyiYMokikE+HCyYvfVGd6cOdcmD9PH9sB/xGvuGw+uHNWRzly4S+ullv2x/wCMh2kMH4SstnGRYifWOnqhsKkCfZmTZ0Ba6pMH4HjOFlldJYmwEczbNZIeMmw6nU8nvPkwDqoy4kMU+TJHRm29MN0e1+sRLXs1jSSPhzoMiRYjiZRzUiMRuBqQxcMkII42WokdsTLR7W4qObiUZHGkcyjsh4Ex+vdFQke1+HNRmnEB7mW9NGRyc4UUQRHHRLzcZtZjRKH+RT674cZbIn84KfJmyMa8YRE7gYxNZoSjLgQfhzP6gkenR7rRnQn00J8oD8nGcr1aP7WuMfco28+MSbS3p5/qJNr5zg9Ysm+93a+TOz1MrGLwyGs42+XuKeM630nBgI+14t+DOr6fHWVIBL5HznNkNFf6YWrqHVwS5+cxLjfKW+mfr9P+H9Qdmv8Aj7WyvjyZ0+i3+6FiNlJ8Zk6mZu2e5q5FpmfXL9rZ7oPK9vFZm3t14zZJWX13XP8AdGUWvms48tIlnPm89bslp6vSw32EihrOLt9L26l/bSUL458ZJZPaXjax6tqJAb1vcezmroukep9Q1/tCsUeO0Qxuj0nb1G2MQIi0q57D0n0rpvTdIykMk5VMt59JOOe2b1Dode/pUlEEAus8R1GufT7pa0KitceM9/6h1vSaY0TFl4GzOJ1UOklpVYbHaLd2x/PxmONt6b/mXuPLxCKI2S7Hxlyi0oYWzSadwEiRK0rNDof21rt3vN1mRhjJi+TNmrclN/jM0taSotcPVxWSzVlsrrdPNUB750dUkobvgzhatjq2Ql7WUbPcfWeh0RhsD2clWLwmZszt1l08VGL44vM+2VFPPPfNZGhOBC+cz7YkhT8ZnWsYlrYl+eG8rY2tPfvi938JcKc4EtsQU7mIzZi5tBdd7MXLcxWijwYEtsZFnH5xLMk9+MsS9NMd4WKf18Y+G8vlZflzmMjmqwXd7e0gX7y4n9OvLcSHgeKp7YjasuUE+LusxR6sJdx55zXqnHaXdF/PGMxm2VNW2QgjT3K5xl+3YMR/LfBmzR0kZItImbD0+OyATFDjg7GanKYl41m0dTWsYyf4t0+PxmzXM2ikrYl8HN4k9MnB/wClBrwLjtXT7dc3/psZoAjjZUywUmOzUyhOp32Wr+SsZHro+4ZJEQ5OKcy7Ol2T2NPt2RRTw/0wN2qcQJ0t3wdsbDK7ev1AQWRIeM1CbI3FPxnmOnZWExCPIvP1nU6Dbu1v86YNlj/bJZI1HQlESh5+MBC6xhLuhgebf6ZBVAVllVZ2DLSh7ZcUjFVoBcRLXD9Y2+3cI/5SqfnOFsmylV9vvN3qG42bpyEfc3w9hzmt2rnr4TJrxeW7cS+bfGVVduXxkeavjI9s241HtT3yv98j/rl8XfnKiuMsHsZA4yVZzgRP7ZR3+vGXWU2HfjAjYcd8h34vIpS5G/OBHtkr/wCOR5B7/eXzgTnnzfGel/Swe/a1TRz855vgM9R+lIjr2yst4S8Ul7ehI+55OMdqiD2wQ5w48fWZkW3TyolGWODGXbISL+8qDv6wiXHGAuV7vGJDTSXGWSR474ob4vIS5+s1Imjl1vUHAcdsTLquqeyf3xrKMTlxctkV4ztPFaXyyE7N3Vp/m/1xEnqZd5cfnNTMpAwGVlVl/wAN/Wb5+LFPVul32JmfZ0u6Yv7yX2ozpvN2ZTHLPBfusX5EnqON/wDTdvNbW3zhR9M21zsf7udaucl1850ngn65X5FvqNIYZH6zKR6jV5JHxhHVsa/c1p9hnwZX22oj84RHxWJ19Vqlx7g+nNEWMuRHLosjhkchG8MjhFxjyYyMeMEO2MMqLI4aIOSOFOvY8eMDyfrMnZ1umFqS2BT+c9r0sfbpgfAZ4z1LVN3GyBUotl/nO56P65DqYmnf/wBPdEqnz+MzxuW6vKWyY75kwREE5HCzvO3NMiZMmaHL6r06UN71XQpDd3lHxP8AP3ha/V9P7f8A+cLq2HEoI2P1nRzBCOjf1+z+AygAqcXnOzL19r/0qXrUGXt6fp921fIUYzXu6/cj+zDVF/8AxNv9s6BEiUAH0ZeXLfdFF0X3y8mTNImTFu2BL2sgfhacZY4lgmLlphJugfk4cZlXkslNwr2Tj/lnZ8J/zkNsj/PB/JyY7JxkzPVUuG6E2oyF+MPjAnphs/zRF+a5xbpnFvXtQ+HkybZ7h1T8jmf93bD/AD67PmLf+mXHqdcmvcD8PDmbzn2SHOC5fuEsbylzlbKsLkXw5i36ITv3RHNsnEzpMxHWenMn0ntVhJPOIk7tXc9x9Z05Ru8TKNvbNRawnUReJWP2YwSXI4zZohI5D+2Z5dKxb1yY/Tm50lMIi9sntjLiURMV79ur/PH3HyYzXvgtLT8OalZsHHpw51yT68YcZbdT/KPuPkw4IliOPjEazUrNDr6iEuLp+HNMaaxb08NnMol/Jg/4acOdWx/Di1I0+2/OcD18Jstap/FGnnnOwbtmvjbrQ+Tkzger7Tb1M07UA/0y8O6nP04PUJ7nj8Zytsbk33zpdVKnhvOZPmanN50pwhDELt5zLuhdoonas2oo8YqWuxK+uM5WvRI5zulFpRTz3y47YyLu1cLf0xyij/zmGRPUqih5MXtqTHT1TCnj6MfGRNBO6ds5GvqmKec1a+sOGufjM2NZrs69Gm/8yc3R3zYa9HsPdNlfhc4cet54eDGR6kRF485JcXHU26+gYgwticX85zOr6Lpdouq4vdDs5DdEbBW/OBJntVLDLtqXf1yN3p0YPvJ+58GaYp+2j8c5e2CNDbkISiU+O9ZrWcxilElNXj4MXCHPb8ZslAvnn7wtOglMKr7wknZvSaCVKcS4vPQ9J0oRPb2q8w9F04U1R5c9J0+hjrAHirzF7dJ1GH9rj2iOZ9ulO5ZnadHuFoK8+cRs6cRU7Zi9Ny68t1mpRO1eM5ktacA15z1fUdJwjGvddXnMl0PKhxlhcrhS1S9rVn+mZd8nX/lVXijOx1Os1iNZytie5otc3K5WMK7pKe5/A5Dptk+WT+M2x1TsSKK0Y6PRbpXS/BWb3HOzPbnx6OTf80fBeaNHTdVFHWkh4BcV1Wuevea4yuVW89nFQ6ndBix2NjxXhzWWsSyV6DpOt6jpj29RqQi9wszvdF1sNwe2QD4+s80+o9X0P7Z1kCtoNNcjnS6L/B9dN/a3mjY0gPH9TOdmOs5S+3qNUrRG/kxjAkrKIny5xo7uo6JraE9cf/2mtsPznR6fq9fURGEhK5BzG46ZvZstLdkavkT5xbp9w2nzVecfJJB7Xg8GLr2+5G27p5xqYzPRnvJp7Xtd98tIaRWLIW/6/GOlJWlQ/wBsqOo5vn85dSwyM2qpA4L74ZYJ5wUCvd3rCi2/JlZoivgxHXbTR0k5W3IoA8uaDlowNkZM4kf8xzx48ZeLN76jxm/VujJXXOMZNixQ/vmemr/t959C1651UlTzfN5yPWvRoT0S6jpYEdkOZQCiR5Q+c9HHnLcry+Tw2TY8nxzWXR5/vkqrEyfNXnZ5lJ+Pzk8cPfLeayg44wIr2yefrKrj5y/xzgqfPGVzXJzlln3k4s45yiq/tkCu2X/tkXnwGBPHBTln25T/AK5YOBDvwmeu/SxXTbH7zyN57D9MxTopL5clSO6d8MUxZxVYRLjIphL+mT3N4A8Zd4BkqwrxQ04RK81GTBPnJL+Ip8YF85S2PN8ZvjO4zb1VLfOUc5XbLPrPc8PtKcoKXC7GV5rGriqrvlOFX/vBS8upiJg1lpeTGo6BlsIyOQzJHqpRr3wT5cfr6vVI/wA1Pw5+c1+ixcui1T5qn6xT0Mot6pp/XNcZRlyI4w5xhrCf4rU9iRjIdcjW3Wx+6zYRsy3VF7xH+mMLdK19VpnwSB+80wYvIiZmn0Gmf/bT9cYJ0E486tqfAt4R0Q7YftJFPZzmEut09wmHxjIepkWt0GL8pxjVxfV9CTFic5wuq6FJCWTi8Jwmeo1dXp2h7Zi/C4HU9Jr3xWNX9ZLJYS2e3K9J9edMzp+tatqM3s56eMiURiiPImeP6309jZKNnhrD9L9T6j09/a3Xs0eOeTLx52XKWS9x668mco9R6ref/m/StPaUu2GdN1+8/wCrvNY+I51/vfUYx0JyjCKyQDlVznelyju3dVuiiS2Uf0zTp6GGrUwkuz3d2T3zNPopdFJ3dCV5lr8SP/OZu7LZ1CZmOnl5m6Xq4dXruLScMXuOac6SyzpMxMmTJgLnqhtKnEkfZiv8Mxf+lslD6uz+zmjBhsJLXhp/OSyWrLSz9+KEiMj5GnH+MmTLJiJkyGL2e/vBL+HzktyaGZMzO9h/9zWh8nJjIb9ez/LMX4vnMznL0uU3FbNMNhU4EvyYy8mTllhOmJ6Njbp2MfpbMXKfVaf82s2B5M35ScZwsk9NS37c96/WtSGD9mHHZGXMZD/XHT0w2WTiP5MybPT4iuqTB+njMx0lg5fWLe2JlHqtXxM/1wDqwa2xYv2ZqLTUwWPOFHbCZcZD/XJ37ZqJS2PzlS0Qn/mOfnG1hEc1GaynSyg3qmn08mNju3a//ua2R8maYxxsYj4zSF6ep17OCQPw5qjSFN4mXS6tv+aIPycYJ0u7Vzp2NfDktMjXQ+M8d6pIer3B/H+SGen/AMTt1/8A3dLR5Oc8h6juP8RsTn3Sa4+XN+P3WOfqOP1k6WvHnOfJE4M09bsUPHNomYlfbbX9M3a6cJ0ZGKjbhwgye2JjtrnufGaNU7QBq842u8mh2dISPtzFu6FiKAnxnaiUjiN0RaC7xLW8cN9O9zftefOA+myL9qgZ6N0Eao8YLpB7Vz8ecbUkef19BMe7WaNfp865bPrOqwI3wffGRmHEYjzfbGrjJHpY6gS1+HnAnJr2xALzQjJZS7HYxbEiNd8azYyOsG3v8uJ2clHLj9kmQ13/ABgEObPi+coSa7ef9TNXTaRmCX7vjB1w91t2xbT6zodJobJK8nh7YMb+i6d4Kv2tL9Z3un1EQL+vxnO6SNK8X34zs6YxkETuHeshaTPUWiYrZrIiV3zaxEoO2JnC15XzWSwlczbBZxUsi2feYurgR2NBElznX2QZQHux5zJ1vSf4jQ+3icSzJPxq/rx/qun9nqiOwZRkCV/tizToYEoAI8jm+Wwjtnp6mIthacx/rieo6bUbGJw1Y+E8Zr0kudUPT6IT2nuOL4c6G3pCOtlALReMw9PCWlJStDlTOzqnHbABKrtk7qX9fPephL/FSJXapeDo0wibHaSuKe2u135z0PrPp37G92xjcZPg7ZzY9JOUfcIHkztK43h30X1vu6iTsiso+2geU4wfT/Tup37E6cf+mFp4zpdL0Ut6Q1CzicGe29B9AOk0nuCUpcuS8phOHevL9B6nP0+bp6mL7Tjnz95v2mnqIS6jo9hp2d6Hh/pnb9X/AE5q6nWkANhyJ4+s8XHouq9P3rrffG6K5zlcvp0lrs9F6ymw09RH2bSri+fvOwbiYJ2fOeQ6qO7qK2sWOyPZ+frOj6X1u1fZsGzy5LLJrUu9O7Ns4q3CioBfP1idewlFrvmjXC38YKYnuKe+URYtfOMI0ZTG3vmmUiN/ea4EInukFpzeZiIUvbvnO6zqp7FjGTGPbjzi3IcZbWzrvXOn6Udeo/c29gO2ef3+ubyT7quQiHYsrB9Q9vR8CO2Rb/8AomcdtbV5zt4uGza4efyzj/6z2peeecnPNZHh+cnkeznpeBE88ZL/AL5O3/nJXGBKt85T/XLLqsnHxgUj85OK57feXV98lee2URMqvB/XL8eMp5wJy34PvL5O/fIHg+cjw8dsC43d/wC+e0/T57fTzxbeeLGmzuZ7X0QD03Wn/dzko6o/OWPcMWSvLv5yAyVcZbKsXfNGXfxgMJZZLEjhkuLzUYpl8mRbvB93HOT3B/XOvH3GOV6q675Y+HBETvhGe144uysj9YPOWPjIqOU3eX/vkTJqBcpLeRwkpwUty6WOj7SXcHBl02uRzEH6xtccYQN5+dfomR6L2865MchHqdTwiHzmwjhETxlGWPV7I8bNafZj9fXapcLT8JjSBI5LwZdNqnxKB/bIh0JxkFSHHAZzX08G9c0fgcI1dXqf4yJB4cDpRPrLdUJ37oifjMB1u7W1t0tHk5xuv1LTJqT7X74x6MM2em6NnJH2vyYv/wCn7tZ/0dzXw85s17oTD2pK/vGkrwduNvh1ZFNmsmHdM5L1Wt9Q09MamM5JdnGeu2IxXjtnlX2f/vDqnNIkVpeOczbliya9friRgAUBh4MUQREeyYWejj6cqmTJkyjB1PRyNn+I6ao7TueJHw47peqj1EURjsjxKL3HNGZOp6X3yNupYbonCefpznZ/N2LLvVa7wZTjAuSB8rWc41dfuKntNZ/+iU4cfSoLe7ZLZLzbj+7fUXJPda4dRr2i65Eg7piuh2G3SzE5kqfHOMh08NWthrCImeelLqfSOslshctcm5Re0j5PvM3lZZb6WSWWR6fJmfpOs1dbpNmpEe55H4c0Z2llmxjM6q8mTJgVWK2dPq2f5ol/Jw43JmbJfcXuMr00486t0oh4lyZTs6jX/m1kz5i8/wBs15SZyvCT0u/rJHrtS1K4PxIrHG2Mi4o/hy9mmGwqUR/JmSfp+vl1LB+njOVlnVamVpu8pzG6+q08kjYHa++V/jWLW3UxfmuMNSfjSmJ2a4z4kEj7MuPU69h/GRhNJY5YtYtnQwVYrF+nEurqNTcZEz4e+dFjfjKY5uDnnVIhtgxfxmnVuhMKkLjnWSKkD+TES6DXLmNxfk4yxK1xBLMbGJxnPjp6nSfwkTPh74zX10taG+DH7rjLrOOhGJhhidXUatoMZD9XjxvIl1SFNnGfPPUJ1skV5Wz859Ec+a+pFbJ0pS8njnOnj91i9uT1Ck0eU75le3P9zHbT9tlJWTJWnnEyWgAKeXNV04VDjs4/VL2pT5xC13w9bwXw5zsd+NbWaxTzeVGN8v8AbBgqA+MJUSu15l0kaRur+MCUmufJkBHvYZGPu79u2DGfZJADlavCdQPy1lsGWxkckckroF5+TKM+2XtEOOO2ZpzeKW674zfNjfeu15msfrESrI2i9/P3loHF5UZF0OCy935R4zSC1LGTfCmdXpQi8f8AcI/V5ztERSy86eiDxR3czVk12OkLvtUrDjms6eqLFX6zn9PCIR5Vvj+2dfSLG/LVr+Ky4l9q9tltRE7YG2HZLsO/zj2I+e2VKJKwV54+slWOcR7knk7ODPUhZbx3zXs1hJbt+sGLdCPGTDXmfWPSXqh2aitoXXznmZ9RJh+ztsnrUL7n059G6jR7okoLZzT/AMZ5b1n0Y6plt0RrbHlDz/7yzPSS443S9axamWPhzp6NmvYiNSXnPPS92qTHbFJRatzR0+9OFRezizF9vSxJ7NR7om2EmqfjKh6P0ijs1z1j3AszB03XSjR7mnhzqaPUtjAiUh5Tn8ZZYzZZ6dLpOn6DpddxSKf/AKLeatfqMIldPq2ba7oJmHV6klXASua75pj6jsT+AXfLVXkslpNn0rq9nV9U1MOn11zTy/nOe9NCvbrPcpy+X7zXPfLay96N89u2FqBbat7Y6XvO2L/6cR59pb3Pv8ZUfS9bIkRIy+Q752oavd3L+caajizjHSduZr6AjwF5ojoIgvCZtjrDwf2wNwRAPnFkJrHKIPOLSm6xs+/OKk20XkiVNjWmTXis5jEI7N8r9moV+68Z1dkWWhiHMuM89611B0uh6TVIuVM35+s1ON5cpEvOcOFv24nU7nqeonsb/k2C9vrE8/0ycpz5yPYvj6z2yZMj5d5W3atKHKS6+ct7BlUvL+MqJ4TxkQ4+ci1Xz85O/fvgRae+QfOT8ZfAcecCvrJ5PjtkyV3v/bKJf98lVkeDJXa8CX+MlfPJ8ZKrm+LrnIdvswi4n8uM9z6XR6dqrsl54aH+cqrz3Xp5XQ6gCqO2S+xrO+WuUceMpcgu/jLvjnAvKZcZQZL5wx474oleESyxmmkuMiEuLowBvLi2518ffKRy8nXG1CKP8XjISlFpMK+2RbH5z3WPDKZFJAmXXHGK037f643zmHSdxfjKvLe2VWFqvnKT6wu/NZXPxhGyHV6peafhx8Zxl2RxUuk1TOYh+MX/AIGlYTT+ufne36LptiDhkeMwGrqdT/GQnw4R1W7Wf9TWp8mUbwowgHMUPUNa1IYv3mjX1GqdVM/vk1MaI8YRy4BIeyP9cYVdYEI2Ul/nA2dLq2WSgf2xwYVY0YJemwu9cmD9OUaus0/5Jkw8Ob+zl1fjJqudLrd8YJt0t13Oc4nVEd6shi3Y+TPWsSXcE+8z7+h1bhuBf4ydX2S44/pPrj08jp+rlce0Zr/vnp4yNkRiiPImeS9Q9FG6uJ9ZPTPUuo9LmaepXZoWh8xzXHleN79JZvcevyYvTvhv1xnrkMZFiODu6vRoiu3dCIfKZ32ZusZT8Xs93sfZXuri+2YT1nRsfb05La//AKJxm+EmUBke1S0fGZtl6hmdshv6jW1t0+4+Yv8AxjI9dpUJLB+JFZprBlrjMSQI/JmZLPVNl9pGZIGKI+RxfU9NDqdbGYXXD8Yt6LVdwuD8xayftb4H8dpIPEjnFtsyzVme5Xn9unqPR+qd2m2Pk8Jnf6HrtXX6DZqaf+6L3i/DiupduzUx26LK7xbzj9DrJepfshPXYrVimc+NvG5G7JZt9vSz3a9Z/OYflxX+KJNatc9n2FH93C19Jp1NxgL8vLjqzvlv259IWgpT8ZeTI5bEU5HI5HM1QuUuFguceUWAcGUCQkgT7MZXORzDWsW3odU7Q9r8mZ3pN+pvVsU+HOk4L3yxqVzv8Ru1cbdanyc4yHV65lXT8PGbGInJiZ9Lq2f5oF/Jxmoq4yjI/ijlhfbM0vT2POrYx+nJ7uq0n8oe4PMcso2g+cjrJFSBH6zNr6+EkJjFO9ma4yjIuKJ+cayzy6DVJuIxfk4yjT1On/JM2B4eHNgYZk9pbjIdYx43QY/dWZ4Dry9mxlQXZ959JQSkEfDnzf1mDq6rdGJxGaB8c8Z28fVrF79ONsGS1xeZ5oCl0Oa5w4Hu9qzNuigBavn7zVa4+yYrJbtFsx8ZEe5ZiI3EZHPtcZGYt0Gc69PFsggtPD2xxUq7VmeMgC6vNGupAhx/zmHSD9v8g570/WER5A7ZcZByvbCAeeEXmvGClARVK574jZIVewCf6Y+UaG671mPfMjFpOeavNIyb5KoI34+czTlX/OXt2gvOZvcrY8PzliU1lYU0d7MbFZSVeXzmeNqB2zXp1SkgleDNZ0mtWgbEOM6/S67QTmrzDo0oCHOdbp9bEEbznbXSTpv6TWxLrnznVjIAvjOb0613UGqzbGYAd6+8svTFnZyCWFr8ZSkRbaGvvLhIkUPHOKlRyo/WDFbAXiu92fGQI2EjnBZXKwT4xkak3anf8YiVbEaLPzmHqeku2JT4zeSGJzXNc5GJLsK4xNeR9R9G19UKxCdv8g5zznUei9V0y+yLKB5O5n0jb05JWgrxWY9nSitg28ld8qy4+fRNkEJjFvyOb9G2Y0c/856nZ6dp2We0L8PJ/ZxcfRdP/bAPw9v6ZMXXL1OxpiCfTm3Vr3S7AL95th6RCNMVr4zRp6N1lJXjkyZ+m/jLr6Pc0yePPObNXSe1GV19Zr162IWc42Mbaotx69JlvsuECJ2risnA1yuO9rFcBALLymYGTQX2zNvbcdslxxmTY+XIFzeHFA2+cKbzk1R92wKO/OWM2l+pdbH0/pPc/wD3JFB954fdvlv2SnNZMm286v6j606jrv24P8NXB9vnOMnPGerxySb914PNzt5ZPUC8ORb78uW/ye1UZKBazrHCq7tvBkcvzzlhgD2Mu+b/ANMt/rgp9YEPGWHzxlcPxk/rgqXxyc5Pz/pkS+/GSkeOxlRZx57ecofpcjfxWXbf3gUnxkq7+PGR7fffjL5vzgFGPumc09s930gR6TUf/on+2eF1XLbEDyZ7jRJjogPgMn2h98hkZcYIlX5yLf1g0V3g5S1k/OUEOENYswxwDG+MKP8ArglDhRlbWdfF3yjj5rnCjBOckrBe2XXGVPiL8Z7q8EFqP4i9++MO+BqP4mHXOc7Xaekyk/OFkyWgU5rLTJl/gyaY6YZYN5DLM+A/QrMIiJyDghhjzgA6NcrJRH+mLl6dql/luL9ZpO+GGBz3ot0G9W1/C4ZLq9X+YJHyZuDCO2E1iPUZRa260/pxmjX6hpl/3A/DjXXGRSDf1ip9FpmNxPziqebYS5ETGiJw5z300OdexH84P7HWaS4TJHw5nsdMqsMzlHVdTrr9zSofGN1+p6pcTGL9lYxMbdmqOyKSLvOP1np9WxjY+M6keq1bD+Mx/rhykexWkC8mrNjgdD0+x6g6eM5a4NqDnXh6N0oktkP3JfMucwekSlu9V6mcu0eDO+Z14dzanO5cL16deorXAj//AAlY3Ky86uYWwa5czPXa4zY7R1p/+I4/vmvAlCMikE+zM3jb3Kss+ww3a9gMJiPw4y8yz6HTJsj7X5i05R027Wf9Pep8SLzP9WdWGT6rW5nYxeri0WRefOA7Oph/m1kz5GnOP6l6pu6XqYbo6pBEpE/zGZ5c5suNTjb6ej75eYvT/UdPqOg2aU+4ryObc7SyzYxZZ1UysvKxRHKypCxQaU4fjMbHq9b/AB2R2HxIpznztl9LJrZlSzE9bt1//d0ofMecuHqGmbTL2vw8Zxt1ucbGsynKjOMgRE/OE85D0BynCcqryxZUDJXGWFOFlLQecnnCoy6rLqaVPRr2lTgS/JiH0+Irqmwfp4zYOReMabWIj1ersm0P6OFHriKG2DB+zjNg85TGMipAn2ZC39VDdr2AwkP9c+f/AKiHX6nvBPb71fpec93LotS3EYvyNZ4b9T6jV6ltFVlTb3eO+deFu9s2TOnn2UlPclhb+cRsj7hS8fKXtE7X3e+IVYMhpeOO+das9lWREGq/1crXK5U8c4qSRQG1+HDinFlOcq9HFr1vuau65zX07UUvi+zmHW835rNOqXteS7zDs20AhT95cZFVfIf3xdnDzS81hBz9eEyyJaraXFs4kc/+c5nVTI3bz2eM6W6R7Xg7Zwurky2e2Nt/GWRNYN+1lsYxtDzjdeuoHuQc06+iAtOe7luhEAvnNxmyp0un3LJM36NZ7wP+1wNcPbroEcfoiM+cW5CTa39PqYpRedPRqb7c97zL0xSDnV6bWyCjvnL3Xa3ImrW8h55xkYSC6szRHX7VK/tlyPaHF1lxi0s2088OXJ9xfazjM8500+GzAl1UIpby8GWJ79NEq4f9/GL/AHklVvxQ8YEeoJCLmXqtktUhey2ONZsvpudzbRz3px0NlDXe/nOTHqrbQkV48Zp17xBsriqe2WVLHQnVWv194uUTujR9YEZsgT+SFjffGsmTlQp1xkcwD7TvkNMrq6KvHEV7U/OHED+nGRYQ65L/ABD64xprb5b/ANnGxiI0/nDCPCBWRZCo6vanNeML2glnJhyQi/8AOBKcSS91KrJWpAykQC+CTWK2SE4y9kxo85nlICi6yaA2SFAxEpCt+OMOUu/ziNk7WqxEpc5WtZn6zqJdN07KH+aRR9feOX5zneo7P5EbsiWmbkcrXm98FmyVWTzeJT4c6u2IjZ3zm7NftUO156uF2PF5Jl0mufrJ/wDlw5FcVeUHGdI41H485Dxlv9LPGS/64SInx3Mq7y3nt3+MhzkFfXzkMsOT5+8icOUUncclV/6y2r5e2T8X3yoFOeecv84XH1lc+L/GBOfw5Xl85dN88ZVcnbAb08b36/8A+Ir++e0i+2AUdgc8f0cfd1Ws78jnsSNg/WT7ZoztxkvsZQ8ZfjKql5Mgj5vK5y7wghrLHtgDhXWAa42DZfnzihsrHQKiec7+Cd68/wAi5wNrA2FxeO+Gl5Wz/LRnreLjdHrP4n4wvJeVEqMfmsIOc5u6qHIlZfnjI/WRVVxk79jLycOQNjv3xr3Qs+sZHronE4p/TNQCN8mC6oJzE5z4L9BsVDq9UwqR/Vx8Zxl2RzLLotUvFP1gvRMeYbGP9cHToHOWcOc72dXrf4yEPDhHV79f+fUyPrGpjomFF55zBH1GHBOKfkx+vq9Oz/LI5+cGVrE8Zbi4zi17ZD/XDD4wqzhxhLA5+MhmQdicg4EtGqZ/KA/0yxfOEONTGaXpumTcRi/Tmbf0O7Xrk6tzVdnOngzj7oo9nF7WWvLenddt9L6uf+Jgy17HmR4z1undDfrJ65EoyLEbzidb0CC1Y5g6Xqd3pmy4LLSvMfg+ss5Xj/xbP67j12XmXpOs1dZqJ6kfk8mac7yyzY5WYmXlLi5b9cWmZfxfOW2T3TDMmZjrdS0yY/kTHR2RmXGQn05z/qWmWDxHU9Lr6mDHZEb7Kdsfky2SzKS2XY8rv9P3el9T+90ij5Dsnw52/T/U9fWwr/LtDmL3/pmvbqjtgxkCOcTqugej2m7UsaeEznN4XZ6b2cp37d5oLWszbfUNGppn7pfES3F6eld+qM9+yeywaujNevRr1Fa4EfwZ1m8u50x1Aadzuj7mEoD293C/0xjRhYnfpdgMJsZHZ8ZOXG512T2NBOS8Vs6XTsv3QFfNZnXq9bzEmHkech1/ta2QlH7TjONv7G5L9VH08irq2Sg/F8YLDq9XZNh/rmmHVatn+WY/1xpIkWI5DbPbAdawa26pR+6sxsOr1TT2zL+HNTGKUgn3iNnRadnLAH5OMuLLDIyE4RwjMT0M4t6tqfTle7qtX+aJMPJgyX1W/IGYo9eRa2xYv2Zp19Rr2H8ZD/XEqWWGVkqsIR7ORwmoZMrLMJUzw/6xD/6gJXMBf9c9xnjP1jpIdXDaHOyAN/Tm+F7HjdivHwVmfZP2hYUePvG75SGZFqyrzLuf5FXwXWdqs9l0NvkcOMiKX2MQbGKoV8+cYSVPtzFjvK1xlSfGataSC+43mHVJkc5s1KgoJ2H5zNmOsrXGX8i7rL/cYvCKYhf4nPOBLb7QO/GJCq6vqSOtTu5l6KJKLtkiybL8GZ+u2MuPjtgaeof2gHjzmp0zY60U4qqxc5EfozE9YaS5IHy4EvUNe4CExfpzO1W53HAJWadS2Jy+M4mvY+4t5zodLupOeDFtxeOa9D08lBC18Z3+gQAePkzzfT7wDxnV6fqEburzEuV0s2PRS1QlD+IX8njMO/VIUXjy4o65E5s+nC/xZsak8Pzm9lY/mxl2a5I8L/xnO3apSkJ4753IyjLsj+PjCel07FSryWasuOHriiKP9cvqK2dOku8eYt/6Z19nQxBqh8VnO6rSxokcdnJmFsvcceG5iNKI9s16tpKNxQV/tnO6rW6OplFTup9mM0TRKW34yxLJZsdvpdnujx/FHtfF5thLmNnL4zldNJkEo9jhTjnOhCTKJI89susWdtkWgRsXCiU14cSXR7e3/GHHYxQR581lSQ1sOPGUql8U/OXKKoie3/fBbDnIsUzap712wJSIxoQ+6wdqnBd4mTxSteclWVJSLV5xUpV9/GDKS9ni8XKRdcrkLVbJVVPfESfc35y5/wCb8dsXJQus1IzaplRz4zj9TJnulJ5JPGdPqZsNLX+aXBnMkCfOanTne2TYcUOZd8U8f1M3Tjy8Zl2xsac7eOuHkmsCc/8AGQ71hS4lzg9ufOd48f2jxkCnJV8uTzeBKq+fxk712yN5KasyCf2yIHJkDtlnCZRQV/5yVXhy3vWVV+ecqJ+TJx5MsL5y+2QDZfGQbPrLqzm1yB3+8DX6fH3dbrE4vPXUoGeV9JPd12tefnPVq1iJVdsh5yOQ7VlROa5ynv8AWWF+ctLwId8J7mCcPGX5wC+3NWumJXfvmTlac2awNYnxno8HuvH8uycJv6YGDKN1hCVwW/WWRVtDPTrx8LvoQUH4yzvkPxl1mXp1QfeVWFXjLSu+SrAV/TIn1lvN5Avt/rmdU+PqGt4lcX7MdDqdcu0jKen1yOYj+cB6DTJsGL9Z8F+g6aoyEsRwyqzB/gZR5hsT6vIR6rW8SJB8mDI6A3lsRPGc86rdB/nrU+sZH1GJXuix/pjTGt1Qe8T+2Kl0GmXPtp+TLh1embxIPy4+OyMixH+uD0yPQMede1i/nCI9ZrX2yJH3mwSu+EOZNYjreohf7mlT6w4+qQ7Tij9makHuDgunXI5iP9MKLX1unYcTL+Lx0ZxkWJ/fMcuh0y7Rp+sW+nyj/wDa2yj/AFwY6Q4RyZzCHWav8siR94R1vUav/u6VDyYSx0ZRJFIOczrPT+GUDjyY6PqmrgmMX7M0Q6zTsKJjfjJ0TY85qN3Q7/fpUL/lF7OdnV13U9VEdOkDyrxgeo6NRonsE4L4c0+lR9vQa35LzXD3kOVmar/CdRu53b0HvGPBj9HR6unbgKvdk25oMmdpJHO2hlrjISQJ9mJl0WpbI+1+YtZoyYsl+iWxl/w22H/297XxLnIS6nX/AJoxmfTTmqsnGZvD8uG/rL/jA42a5x+0swdvUaNmtGQ32M1+0rnMvUdBq3x/ykZnJIOzkvHlme1lmtGsrXEPAYzMPT9SwmaOoCMw4fEjN2dONmJZ2mTJkzaKTFTgSKQfzjcBS84eST2s1l2dFpnb7Afk4xT0WzW3q3IfC3m/BTOTctYTZ1ervEmHxhnqANbYSi/jjNVXlsIyOQfyYi2y+4VDq9Wx/jMv4vGkiXZEzPs6LVLn20/Jxif8Jsg/9Lcn0840yX03SjGRUgT7Mzz6HTJuIxfkaxTLqtbTEmfWXHrga2wYv2Y0yz1Uem36r/a3KfDk/wAR1Oo/6mr3B5jzj49VqmfxkP8AXDJj2Ryad/cZ4+oalCVwfiRWaobITLjIT6cGWrXsElEb+TES9P13etYP041Or/pszy/6y1302jZXZTO3+11Wv/LsJh4TOR+pf3dnpibdSMW7OTnOnC9xLPyvne15b5Vr+mZdqF3yjmvfZNHh85j2nB2sc9BPbPJ5uuMskWK2HOBN+OfrCgFKPtSqK75iu0aYtlHDmvSMSre998x67sPvNep9rRV3ZeYrrD5SaK7mImqUvBjlVfF4qUb489sK5/UxW+ODOf73TOm6f9M6+yIl+My7unjO7OM1PxMZ9nt26+XsZy9/TUrCTFO1Z0NnSMb9skPhxRpkPIvzidM3tm6brp6UjvtL4c6/T9XFBjKxzBs6UnbRWKjCWqX8BC/75eqklleu6TrBC0PGdnp+oJRKl373nien2yoT+pnb9Pnu2UHBTy9jMXhPbpOVkelOoEochubteM5cpbYgRuTffxmXrvT/AFLqYktO5CR2GnM4strs7PV9PTNT3RjT/wBzWN6f1jTsBjuJHyN5869Q9D6yKz3W2d1tu8z+n6N/T9UShJixeae55Mtkk9kvK3MfXIdYzpjK/vJ1E/3Nb8ucD0ndslrPc8514y96C93tmdvpbkc71bUx9mxqko4zn6mUZCFc53PVo+/QBydvxnF1RbBezxmqnC9Ol0spRap9suUPnOjonwgcXnN6ceFW1s+s3aVG2+eF+cqVviiFL9OMjIsCr+cyw7d6w1WjtXfGpjWyHi+cFkhVrif3Br3J/XtlOxktdsmmLlLy5nlK1XzhybtX8GJksvOQoZWBbTiZSo+8N7PdxUzyuVKCUiNuCfyFRo85U5FN8h84BsIa5SUrx9uWM25GXrZMthEX+OY0R5zS/wAlZNve8FiSLu3NObJMUzJtXxxnR2xinHfMO2NPIJnTg5c/TBt5nVdzBDjGbU911gFX2z0z08d9hfrIctZaq5DvfjIiuz4/vl0gZbx+MrAlHwZZX28ZE+HzkDj7yikfj++UHmqfGEnHPOVWEXd3f5vK8eMs+8ifOBWQjXLl+chkHR9Giy60e9F56f8A7c896FG+pXuBeeiSsQqvGQMjkOTKi/OQ5yufGF4wQPlyH+bI5DhtwlE9zN+uHu1ivFdjMA8gZ1tUQgfjPR4bkryfJkskqiIFBkqu+MrIxsc7a8smegBkq+2Ej8ZVcZdblUZK47ZYc5aUYalAhlYSfNZK+cxfbcbSQnGESvPFQ9Y63RRKTx8lXmvV+pNsQ9+uz6c+TfDyj7M83GvWiYQmee0/qXTLicWP5zdq9a6TYgbAfh4znfHynuNznL6rqe0e4ODLTCXeI/0xOvq9My4zH+uOjsjLsjmbLPbcsBLotMr/AIg/WKeh9rcJp+HNRI+cMlkXWL9jqof5dnuPF4Ru6vX/AJoEg+M2khwuHxkw1ij6inE9bH7rHR9Q0yq5V+eMcwi94j/TFS6PTPliDkU6O7XIEkP9cbGQnDec99Ohz7ZI/TlHSdRr517lrw4qumcZfEjkM5ps63UNxJGHo9Q2bNxqnpYr58YTG2WjXP8AzQH+mKn6Z087fb7X5OM1xGi8KssjFtnp531b0vdDRejZskDaXdmdf03dr2dJrII+0BPI5rQSnOZ1XRbOn2PUdHxLvKHiRjMuw3ZldXLzD0XXw6qKP8dkeJReEc252llmxmzF5MmVeaRUpERXsZY2XmL1DZKOuEYtMpA/jNh2DMy7bFsyCyZMmbQjqOnh1EGMj8J3HM2vfPpZmnqVYvEdnh+nN+L3aYbtbCYI/OYszuLL9Uyx5xWzqNWviUi/g5cw9PolOWzW7p/twaAc2a+m1auYx5+XlyTlbOiyT2o3z2NQ1oPl4zPLp+oJXHbfmnOhlZmy33Vlz057s6rX/m1kj5HIdcRa2RYv2ZvcXKMZFIP5M5WY3LL7hUOq1T7SMabBOHES6LTK32g/JxinopR517ZR+lvJKZK2+4cnGYWPVa3hJmX/AI2cONupj9heNM/GwLcpiS4QTM8Ot1S491Pw442RkFI/1xplhc+j0y/7Qfk4xT0c4c6tqfTzmsTLvGm2MZs6rW8xJn13wz1AGtsGD9maaHKYRkUgj8mDZfcVr6jXsLjIf65n9W0nU+ldTrOVgp+Tn/jDl0WqSoU/JxgvSTBIbWkpHkcstlSyX1Xyfqxjsbqx4475i2PBQqZ2vXOll0/V7db3hJL+vGcaX8opXms9U7mpmMsosXt55cEu7xiIt4FfGK6StGlurzXB9tFcOYdcvaleMebAjdmYsdZWtlaGVJ8vnMxtGrTngyjfJu6OaMmNbDGnhwZBTZ/XA/cL4eDvgT20cI8OXE0vYDY9/wDbFPAgC+MktpdPloyX7i3Lia0dP0vuUUry5sj6dqU90eOPGI6eVU9yVcGdWGqWyBJKPBmbCUuPRaYgsSjmu2dX0/RpiDGIEuec5m7YQABqu3xmjourb12U3SPfJJi22x23VBKIifRlmgq4CUdsDT1AgnAcf8Zq1y90RkcvPDixJXL6vpZ7IpKHiu2cOXo8o7WUNa9+x3c9nGQqJZlSIyoQWsY1Oeennuj0bNYfxkPmzOt08ZCK1KuDNJAiUAHnJKNPHHgxiXlazdaMtX2dzOS602J2tzsbX3Q/l+Mwz1Ls4e/JixeNF08aD2+M260oEG3M2qDY1mlgJGimLyYLToyJRQ5TxkJt1WLEt7cnjIS4se2DTFLL5yyXtaxYjyORkj85MNHJ4DxiZSATJKXJS/3wJS54ypQsqusVJSre+Ey+arEzRfkwmlzl7kDl7Zj63qCKah7FpmxSGuU3tEvOQxduxnLlk3lk6YvdEbFOHDNj27OAa1eO2PhBD+RmolZpbZN/BmPbtUTs509mqKJQfjMG/URL718504OPk2Rgk3/zgl3hT4lx2wTv+M9E9PHfaqyzhH7yIdzI1XOREfrzkRyBbwZf4wKpDxkD+n4wgt75Aqi+cCkp/wB8iZbVcdsr44+8CUN5Hv3yzJgUdssO3LfxlHb4v5wz88YHZ/T8f+psQ7AXndQzj/p6PtNi+Xu+c7Jy4hQpeWB2yJzkOMJiVzke+Q75Hl4wYBOeMI7ZaZA7uVLEiHuK+c7GviJ+M5EBZl9lzqjwVno8Xcry+f6N7ZKwBcMfnOtjyWImV7fGXZlgLfnJuMW2ArLTjGe2+cCQD3yy6vHntwtOTKTLXnvxlXeZt7eqTonZ6dp2HMA/BmfZ6H08zgr8Z2/8Pxxk/Ya4czsrrOc3ZXnJfp8G4Sa+Mzz9F3Qv2ol8cZ6k1ocl5TEe5kslankz08idH1Wp4Eb8KYcep63S/wAZzK5pLz1LphLuYEuk1SOYjf1mL4uNbnlscLV651cKunns8Zr1fqNH/qa/7Oa9npmmRXsOfrM2z0bXK/bZmL4ON+nSfI5T7atX6i6eQM7j+TNur1Xptte3af1c4Gz0aX/bK85XW6J9CkZNqWZx5fGk7dePyLfb6Dq3R2FxRPrGD5zy/wCn+sNXS3sFZLzSgZ3YddpePdT98Z4uUktj18bsla7wjviI7oS7SH+uMJHhMy2ZKVD8Zzug3PU+pbOKIcGbN7/0mruvGcn0nfHpes2Q3xYuxsU4cl3Yl9PSjl4MUQRscLNyudTJkyYRzut9PZyN/TP7e+PInZ/OL0er64xYdXerbHhE7/ZnUO2cvdGG31eEGIgW2ZJ1evtqXZlNPU3e+3ptMp/aUYRo6vc3t2muL/2x7/3zbGJEqIB8BWFm832zuemPf0Js0kSSSjySW28V0/Wy07Dp+rPbPtGXiWdDE9T0uvqtbDYD8PkxZZ3F3eqeN5ecnX1G30+cdXUrLUtGz4/OdJ2wjD3swjV2vGbnOWdpZg8jwZzt3rHTwUhL3v12zPH1Hd1GyohGNdjvmeXOZkanC1u6K02KUs3Need6f1Z6Pqp6epP+mvEvj8539eyOyBKCIliZjhylmHKWUeTJkzbIUvAeGsNazBt6rZr2o61B4TnOfO41xlrZkcyQ67WtKj9lY6O+EuyOc2rLDbymnhB/OUSE4cl41ML2dNq2D7oHP1iJdDE5hKUfw8ZrvJxkalsYf2uq1/5Zkj4cI6jdrf56mvk5zaZO+U/r9jLHrtS1JYvxLjHR3Ql2kP8AXClohPvEf6YiXQam2Kxfpy9mytBIfOFeYnpd+u3XsU+HK/c6nW/y1+4+TJ2ZL6ryn6x6P29a7A42xvj5OHPGB7VHw3/TPo/6l/8Azr08f202am+Tw8P/ABnz/fH2ySvkz0+O7GbM9sG05a4PNYtQgr2+Fx2yLVlHzmLqpsdaReQ7ZvCXA7OqI2lJ4v4xOzrdkthGLVd1xIMqjG0+XBdVocid3GRva2w6hAqXueG++G7pNK+4TtmTVAi1a/1zXHpdkkQ7+fgxhtWbmn5e+VKXuL7vjNB6dJivuo+awz0+kCVlZMamudKLJLeKus16IktYtrdcZrj0WtEeWJdfWbdHSatckH8mSrCej0t8xaiNcec6JORFPbUThj5c09Ppia1Ar4xHVRdcbLbK48Y1XM6rbKxF9g0nziun6thIWXI1f3fGDv17NgxiMkbUO2Fo9P2FSrscj5HEWa7errkGMjmRY1dff986ejqbIQlK2iyu5nF0dLs1ayhkhQP57f2zoaNpE96c9qDtjpmux7iwGsKuPsM5vT9QyU2vJdJ5zoxRBOP65MPQqtfjLY//AJMokSEvk7/WRkR5uj5cKXsiUH35zNsgRbSnl4zZIEey/OJnG0Hh7fnJVlwrWg0t/WOEkc184lDu8J3rCJe4EqzIomRYXx2MFkQWm+e14EpccvPcwXYNXZgM97dhSeHC/deyc+czy2MVu8Fl7iucgdKZygYskLb2xfubrnBZPYwUcnlRscWtp8mRkteDJcYDKTREtXLIzay9dtYhCPN8uZdUhCzk8ZJ7P3Jsl5XBEjfjGpmHkhaDhySn7QLsMzsq88ZUthVLebiWL2bxse+Y9+0RLKx0gkINZlnokSWlHznXhJrz+S3OiH+UnzeVXkusKUUe3ODJDy3nePJVch9fGUj2q3Lfm8nL/XIiw7Xxkv4rIfWWYE+j++Ssgc5P9sCJ4cpK4rL75OOLwJVfPGSucldr75OecCPbIeA75Ecs4R8/jA9F6Ae3RNW+azrVznL9Ci/4Va5XOqHhyQoUyB3y3jLMoqu15dDk885AwKY3le1vnnCOXvkXmsJVQ/zh2bM6ZQH4zn643sA8ub2qBz0+H1Xi+RcsEPbDMWNVhx7CZ2rzzvoZhGB2MKMiszWOXG3qGCRLzPs3w97Gxfi+cPZ7mLVijWcSXT7JdX7ZyRk1fxnPlynGb9unxvjcry3l1GiHqmrbvdURsUtM1wl7i49s48fTp9N6iEJ/uEhVO5nU06pwge4pfnOPDybbte/y+PJMjsyWFKNOHFJHHfHz1u3V7YlNd0zPr6ecJLJV7fnLOUs7cL47JMMrjtk/bsuuMOMHyP8AbG1R2zN5Z6Jwt9szqE7YDoHtea4lDZkjEZPGP7sa/i9ZWKXTr5wHppHbN0wHArNTnWLbLjE6ZHcc8n+oFesIp2DvnuUozwvrknb6qxvsgZbytl1vx23lI9P6L08I+m6SUS0HtmvZ02lLYhldHEh0uuIVQf7Zj6vqmXW6enLfc81nyuV22vt8ZkxsPSoz5hJj+Gs0aPTnUjLdKVeFzXqPbAPrGXmfSW1RqiHAZm630/T1utjMpO0juOaxy8Jtjg6et3elbTT1luqTUdn/AJzua9kdkCUURLEcT1XS6+q1S17YkiRXJnJhHqPSNpEvZ0y8eWOSXOlzXfyrzmy9Y1oGqLNfAYl2eo9U/wDTDVB8pzmtv0mOuod0M5fTzNnrGxs/jGjHdL6fPVL379ztl8PYxfW+mspf4jpZMN0eeOz9ZLL1SZ6dQy3OX6f6mb39nqD9vfHhi+fxnSvOkssZssFkysvLKF7dcdkGMwYpyOefl0LskwGTAUBWqz0TSYs1B2DOfO99N8bntxI+ikgbT8YyPpe7S3q2N/edigynOetf1XmOt6LqUkziSv4zH6f65u9K6g09RCUtEmrq/bnsJQJCJnL6302OwUiJ5KyTq61ssyuto6rV1Gk265jGRd3itnqGmKxjL3yPEec43pXp8NjshJkax5iKDnd0dJp6cDVrI/dc/wB87S2xyskoYS37KWBrPiXfGpRTzjKykvJZprM6YS/zRH+mLl0OqTcRH6cPqNzoRYqPkxMev0y7yB+85Xp0m3uI9Lsif9Pa/hwGXU6+4SrNeuZsLi394w18WuWS1Lc9sJ1jHjZrY/dYyPWapV/IH7xzAukMVLp9Uz+UTC7KbHbGXaQ/1wyZ85iehgcxU/DituvqNcFhsujs5m3DJXTjIkoPbGZyvRtm3brnLc23WdVzfG7NY5TLiZSZeRy2azGffp179U9ewGMhETw58t9V6WXS9Ts0yKlBT859Xlxniv1j0ZHdr6mMSplSa8nb/TNeK5cazY8RsCRx+eDMO6NiPfOlsPapwGYN8QUT8Z6SMPsjzXH4xe2LGMpDzV/nHsUfrKnH3R5W/jJrTBo6ljsracLw/GdjXvYgxa48ds50enNix4Hw5f7O7pz2i1fB3xUksdaPUJYqCfOPN8Y3IfcCInkzhm3qYtSj7j4O9YzV1bFRuIfWMbmu5GUTaF0HIvjDZMCMXyBxnIOqfYAlCOb9e/8Ac2QZUkSvzxxeLF3HV6LquCJJJIvP5/8AWdGGuHV0X7fdVf1zy+re65s41cYWX5W87fp3UMHRF5u/9B/85mxt0o+m6SZz7lEPuso6bXGPF09z6usqPVca4iDcwvvx/wCnLh1EfaI0ysPxkS2nxhrqXP4vs+Lyp9HZcGl7fGQlGQjwHn4xmucoLX8i6rCMMenekVW75uuTH6tstUxlK7LM3sde6PBSnZzH1HSyJEo9h7fJg9mR6mUtjceJPD4wzeSmxUaTgzmG2cdyRXlovtVmDLqHUEwt7PPfxhXZJLZHueHLlyCnjnOd0/UG2BIkiX3e3yZs17hjQqc98gCVin9cBSPZwtpdJZmeSU88ZLFlFKTTS/nFEmSi0/74LOsFbTGGjZW8uUtVxgMsq+ee2MNMJK8Zdv8AXAGn84ZHCVDvz85l6/cEDXF5ly/jNUpRhBnJoiW5weo6t27mT2vj6MJ7N4Ab7YE9xHu85kn1AHfMu3qfccIYkW1s29TXA84k6pt57ZhdzJ7uSNy7qObkw/nfbra+qKP7cZohtJctc5ytQiV285qjsIpTxmpS8I3EYbAJA5m39ERtgPzlw3KiPOaY7FKebzpLY4c/HL9OTI9rWRqJ2efjOnPVCTaF98x7dRFuLZ/tnWWV5LwsZ6ruUZfHju5DvTkO9/64Yiw+clWZOL+suucGK7ZTdducLnw5L5vBYEKVcj284RXnjKTm6+8JivgMID6/rlf1yy0wPUeihHoSgpXOiHxmH0mJHodZVZuMkWqTnIdsJL5yBlMDX8svsOEHe8ifxXIgIW3eXQr4y4nF1keHvlF6gNgr2zr6YxnFUHOTCKyEzr9If9O8vPneHitl7Z4cJz8slmzGfrpx0UgF4fSzNgNcJeZPWJe5ifeaPTj+J9GZ8Xl5Xx227jXl8XCeSST3WvekNLKgQ+M5fT9TKexGqugzp9d/Hpp+OM4vQxZbFO99sz8bzcrct1r5Xj4zjsmV3YRuI14zznq21h6hAJ0SaReM9Nrj/wBP+meW9X1G31AHsPbPNtvkvf29GTj4/X00+haJa922UtjP3LVt0fGdfqWgr5xHpfTQ061iUy5cf1nBHgefOZ80znY14b/XCV3oqJ8YconcDKjy1WM9tmdbLOtYnKXuQv2j3yUfBl0DV85dZmTlC3jQ0fGWRPAZdOXWXeUMl+mffrjV+TFa4s0Aa+c2sR7mVGJHt2zU58pMYvi4X3GaelIrwgXnz3qR2+u0+dnbPo3VPt6fZL4HPnOhls9YNgW+5azU8lssrM8HGWWPb6z26gPBnDlsjH1rXs2vticC/ObjrZkadaceHMHVBuH3RRfPnPFb290nT1eqZOIxRHyY0zxvQ+rT9O2ENsmWm+73M9V0vV6+q1E9UiRIvhxLrNljQZeUZMrIu+Z+rQ6bYyBAXnH3nO9Y3x19Bs5LSqyW5CTtXo+uM+mNsoiybHOnWYvSokOg1BXYzdmp6S+0yZMmVGHrvTdfVhM/jujzGZ3Mz9L6hs6fZ/h+tKTgn4lnWzB6rGD0k5yBQ4clmdxqXeqbs9Q0a6/mSXsR5cRLqOr6jjp9Psi/90sL03ptUemhP2HukWqZvzUlvdqXJ6Zum0boC79zNfBwGTqNzoLYKeULzTlIPDkvGWdEvfbnx9T0rSsX4TGx6rTJ/jM/vjp9NrmfygP9MzS9P0NpD2vycZzsz23LK0xnF7I/1wdiI5m/+ne3/wC3skf1yR6Hff8ALep8Vkyr1O9H0ESLsSi3N2cffr6j0/Z+9qvZr/7o+fzm7pOt1dZrJ63l7j3M3xuTKxZt2NWTKvJl1lUgkIgmZI9Po27JDAlTmpkRFUAzL0UibskN25L7blslateuGqNQiRPgw8mTKwCZY138Zz9vUT1SSepo8hZnSxPUzNetkg5mz7b43LjFr63XOREu3wma5aHZrRa9xh69cKJEQUu6xuSSfa3l+OQR2elztueiTynczp69sdsCUURLKwpQjsgxkWJSOcx1bfTdrPUMtEnmPk/GPSbvv26uUtZz9vq+nXAY3NfAZl1epbuo2CwYazvxl7vUJxvutvUG9muqRXw5zfVdG7reg2admpVLinhO2b5ddqjxduY+o9TO2ur7983x8XK3cwvOSY+a9RrRSRSKP5zBuiS5fDTnofWenYdVsnEqOxUPvznA3FLno9dVmXe2KUWLV/275SFV4cLaU3xyYK8Bf1krpPRMZe3aVxbznTjqJhJBvOdI9sr8/OdHp5+7SHFPDz2xFO6fpY7diJa8du2aj03ptsQhDiPdfL/4xOtuARfaeXsv1mzpdiISxXbhfqsO30H3c6xPPGKfSOr0Cxj7z6+M9hZDVrIB/wBTz8Zr1dESABV5XwGTXeTjZtjwB0+6pkoMSQFp2pvvmzRtlp3ky6jyF9s9lPpdMlixH2qWGYOo9F07OYfxXvWTS8JI4surrZCYgxJ7Evw1x/bGx6j3y1pXsp/PLxmt9DjGxLwoejRBOaewPbGMXx/hOrqm25IdhHunnGHVgEmVNFl98ZD0KNibJRTtxdYjqPSN8dbGGwk2cImMYvCxtj1YJSfn6zpat5tgDSueY26+r08y0ykPFhZ/pmjpvUHUhIkX8iYrN42Ov1HSxeYhx2M871UnVNY2i8x7/wBTOpu9W069bLdtIlLznmN/rWnqN6apEiMuEySazevbVr639qZISJdJz2e7nY6PriUYkuEvn5/+Vnl9+xE2Fo8V829s63T7JRNcJNyQbfvsYsI9BKQ0C05nk8tdsDpeoNuuUXiUWvzhStfzkWFI+5fGQ7t9suu95GJSnN5FUrXFZZ4wQV45w4xHvd4TVhxaYwGXY4yweyYrrupj0PST2yQQoHy5ZGbXP9X6w1hpilvMi84O3c+HEdR1ct+xnJtlziCbLy1msJDtm1a+cRKTLg5yK3zhRi/GXMbkSMbe/GOiUGVGPtu6y/cR7uVuQ2OyjjGmwe+ZXY81gOxu1yLmt8djfw5p176af75xzdIOHAOs2C2NZZazZL7ejNhIxG+Ilg33zl6PUSKDYudLXvNpdjnTjXm8nDq4QHajIhfJWPlqFEs+sTOLFeM67rxWWe1Jz8nxk5+cgLyOQeLvCI/OSn5yJ5yH3hNTwd8jXbnJd3kqvK4RKyBbT+Mnj8+MkS5HHm8D1vp0fb0esTuZtPGZuiH/AAusfgzQPOZ+lq65yVTl5eUUZbyZAMtKHChieTJKLd+MKJxlpxlZXriqB3vOt0sWOvOVrskIec7GiP8A0xcx5rni/wD614O/Lf8Ajk+rN7YH3m7oY1A48Zh9T56mJ3zp9JGg/HjOfj68Vv8Apvy9+XjA+oyrppfjOZ6ZG7a8850PU+Oml85j9LLFfnM/E7tq/LvUn+3aP466+s8v1x7vUzyD2r+meoH/AKbfxnmd4y9TfzeY8U3yf/1081zx3/judDGtZx4xfXWe2vnNXSRrWZl9S49vNc5n5Hfkq/HmeKPQFnN4ZssoOcGyu+VFtc9Vm+3nls9Iy57OELfJkG3thZFkWSEvK93OC/5sUrbTiTS8rGgbwqMynus5cbbEvvi8VnP9jN6tM1+nbpLVRec8R6BrN3qUpSLIl8uep/UvUMPSdgNMuM87+loLs3TTzRmeU/njb+tcef8AXKSfT0culhI44xG3pGJZzWb4nxlsROTPHe3rnTzvU9C7BABzJ08+t9K2ktYy13yXnptvT3yGZNmrxIsyWNb9NvS+s9Pu6cnJ9rXI98Db61Fs1QX7eMxw6YeIwP7Y/X0Xu7lZe/tnIzbOt6vatSInwYrq90tuj9ucF+W860OiiNpgb+ijIuJS5LJVjien+t7PTthr33LTdW/9uet6fqtfU6yeqRIS+HPL9X6YbBErMnSvWekbSWqTPVfMb8YlsLxl9e3ucvOf0Xqmnq9RKyMg5Hisvf6pp1Ptjc5eCJebllcsrdeYPVk/waKfyQzP+96h1a/tQNOt8y74+Xp7t6d17psl85Lt6WSS91r6UI9PrDwGOzh6ur3+mbDV1Qy0PEdnx+c7OvZHbAlBGKWI5Zd6ZsyjyZMmaRWIjtvqGAdi8dKREVQPtzD0uyOzrNiI0UZi3tqTq1vyZMmNRUgREsfGcjq/T9mjY9T0T7Zd5Q8SzsZTkvay45/S+q69ut/d/hOPccuXXT2rHpta+Le2K26tcvUoDApLeM6cSMY1EA+AxO1uTvGCHQ7t0yfU7lBv2RaH6c6BrjECAFfBWEZHOskkYttqi65yOQVcwz6+X7ktUdS7ItV4zF9bFk1tsC7zm+pdVq/bIEhVLp7GMOm39Q3u2MY//hMcdB05rYewRKV5cze41MlN1SiwGKJXfGOcet3pczl2dOv5Y509W6O6BKCSH4yb9Fn3DcXtlGOtZoCecR1fWx6YQ5mnb4zjbOp2dXsua0dvAZ24eO3u+mLcN2OqCyiC3dpmTb1LLi7f9DK3SZHtODtmVQe91xnpnGSZHO227T5bWQWtJzmaUoye6vi3A2yA7lvcrMk9pY8ic2OVMB6np/d6ZkcsWznx5M8zvjy+6q+DO313WTZR6fUKybkng+M5fU6mOxJCPw5mz7dJfpydkQUecVI55aM0bxJNd/jM7SHw85ius9Akc4zp9jGYD3RxaOV/lSuMNOrCTLjtmzoStwzaAt5zj6OoY3GXI850NG8iLxaVf5y3uNcblej1bfewXtHkPy51dfUunpptf9SaEQ8Z53p9oa1WljUefOdLpzZtkRviBXPm++c7HoldTpIx5ZyP4lrfHyuM6c/xOxkAEmwPjOXr2MtbCKhtl7T8D/z/AM5s1bSG+Y2ftAccdi3ErVtu1I6jbKacAof0zRo0Eo1yvbM+nY69Ou6uX+7mjXuqpFjKQfX/AM4wXnY0HTRiCiflwZdNCQlEnx5xs9v/AEptAgp95I7hiSHlCz7ypebPPREAiFXR+czbYwNOyEoEhLOPOO3bGO2cDspI+nzgzSSxkVwP9sOV5uJ1HpcesQnANcQuNV4zynq/o0en6g2dMMQoQO+e+3bfYMR5e+cTq9JtX3Fv/GNxzvft5Xp9cxCdpFEv6eM7fSy17dhJAe4v+2Kn037ZIDg5PszX0mooqLFOQcWka9Op1yZL7mT3xqrxlxiAVkrm8yuqrxgtL2w3kswSNvbCqjG1+sZCLwBkjBXjzj9cKCznLIzakYt8meR/VXWsuqOmjLiBafbnruo3R6fTPZJojFV+jPmnV9RLqeq2bpKs5Lm5GZvsHuvhcIk8VeKG6K74+EV7Zc1qUQNl98bEDs243V0O/Zr98NU2PyDWBs1TiJKKV8mTHSWRTIjV5TIe2InJEVefnEs2K03jFtkaZSpymYXZmeOxk8t5o1x9w2FOWTTdCSgy/kp8Zp1QhIbkK5UejjMGqfvHnp0e8VH6eMsn6loP8CP+VG+2XDXPSlLxhnT7tT/FUvHHuK9wUd81JGLTtW1QvhMbKJPviNcRaOMdEThOfnNSvPzkpM4MWh4wAQvjv4zVIsWl+8yvHGbl15ucyooHLk4+ach2yw4474c1eTIhV5fZ+8nfhwKBWsPWJI/OB+Mbo52wHsoc4o9d09x0axK4P9secmL1xqIPgDGheZjSmqwo8nOVX9ssGsosOctLKcrLcghwZb3pyjnLTnjKGaY3Izs6itZ+M5OiNpfznWiVrPxnP5F//VP+r8ef/tt/043Xfy62Ic8hnW6aNRPms5PUHu68PNmdrQfx/pknXgtW3fkSMXqymh+2sR6Wfw/rjfV2tIfLlemx/wClH7ecfE642/6Pl98pP9uk0a38Z5pL9TVvvnpNjWl/Gea1nu9QWrLzl8fvyOnybniek6ajWfjOd6ugRv5/4zo6o1rPxnL9Uf5RzHl78tdfB1w4vSEXGxKMNjlVnqt15ssLulrLFw/blMcmmUJfK4D3cYDWVQPJmpcSxUFXnthS7ZBDIo5N7LOnmv1dt9vQxj8t1mL9Myhr6aTJBk4z9XbB2a4LwGP9F6H/APMIST/MXzmPNc446fH4921147oSCpD/AFw4zHsjmZ6L4Mp6WR2s/GeHXuxsakfODLVFbTMn7W2PaSfnLJbo/wDdf5xqY1R1xiUGNIh2zCdRuj3By49bIP5Qf6Y0xuMjG8ynX66/kMX8YZ1ul/7q/OUyr2aCQ8Zg39Kl2WZ0Y79cu0jJIhMSx/rkI4JGEOphrI0ya4z0ejpNOoPbAv5TONLTF9V0hzTeeiO2al1jncQAyZMmVzL3aYb9bCcRjIpEzkOjqPSZs9K7OnXmPdj+M7eDIGKJYnI4s+1l+mWHqfTy0mxmHHZ738YmfX7tynTaWv8A8UuDA6Xp9OzrdqwKi8fnOmQAoAPrEtq2SVzI+n798iXU7mu9RaMV1fp27ppnUdHJZR7xXuZ2sp5yWRJa5/p/qkOrj7ZHs2nDGXDedC7M5fX+mGyX73Tv7e6PInn84npvVpah19aMdkeL8OSX6q5vcdm8CeyEIrJAPlzmy67f1DXTa0H/ALk4wT07Zvb6nayvwNGDF6us07PUkJjRRznVJHjnOR1HpGmWs/aP29keYp3vE9J6js6XYdP1p7W6jPw43GrNd+Cq4rbsn+7CGsu3lfGHonHYLFE+cyS6pj1brKpkGejhJePbjytl6bwrMmgvqt7XZDNmcjpetI9Xt1bouuUlY35Mz5JJJGuO3XVyZBEsyXnIBOJKLFBHhHObs1//AE+bLVKoSOIvhzpbNkdcGUmg/wBc891vUO2bJvloL7Z08fj/AKu31EvKyZCN22WybKSqtqvfJG467UGXOIYylsFWnijNEogkR/y9jPZ6cvZMiuVW+axOycQSi/F4zZtjruz3P3nK6zqBG+K+MhidRtbRbrmjOT1XWbJfw0BLZdWeD5wOr62Uk19NIltlxfcj+cd0XQ/shOaylLlcsVq6KGzUHviC90vhwfVdHugbovMSkPj5zSzl7ZChGuH5zFv6qUNcosvcSEMWLLlcDeKrT8cGYZXd15us6myPuglec522PtujkbM5V2lAv8TBavjIvzlFC12yNxTd/GHDqJa6rt+cHu4KNDjR1NPqIKLSlc+M6/SeqDr4kDJ5R8Vznk5Ra4tyDOL/ABWNeDHVals9PfaepHWTilwSvypzm2EyezdIf8wn9e2eA0eodRqSRJkfDnV6f15jxOEojfZ8uZsdJz/XrpRJexEojx+bxrb0qX7WKSPvn/25wdHr2mQElAARPBm2PqenYobA91cVVYq/1HXN0moyfaSEb5MCHGyfteLAvMb6jqktCyTijKeqZKj7fzkZtbdk4xVkjxSYjb1BbzT9eTMzuZcrz84Ci3xeNZvYpTZPnnzitkCQtC/eWtnevn7wV8D4yaYzS1EksLG8brGIg0PcwiIvP5w2JX9OcAQ7eMiVdZZT2OTLC0s4yooj7uVw4xusIjfFYwAQxIlq4wI9+Wsu6sy+Q7YrZIBXjzmk9uD+rOu/Y6A0RX3bWmnwd88UEpIAq+DPR9do3fqL9Qw6TpkoKF7Hyuey9A/QfS9Ix2dSO3qItillnkM1J0xeWdPMei/ojq+tNW7qZftapcp5rxxnvfS/0R6b0R7pa/35/OznO9p6ZiRo9pGhPnNcOxRRfnxmuozbaz6eh0adZrjphGJ2CJWK3+ien9VFN3SapDzzEvOhWSsay8T61/8Aq86LrITn0IadicHjPmfrP6e630bqHX1OpiXZI5JHzefoKsxeoem9N6n00tPU6yUUq05Psxbvtqc7Pb89Q1cl5s1QQCkc9J+pP0ps9F3s4DPp5L7ZV2+nOLrijzVHjHp6JZZsHrEI8XmmMVKytVUf7ZojEefnLrYY0cJ3yThFOx9YwK5rDKl3xKzZrH+37Wzt8Y6JffvjzVFOGvrI6KBGsrneOlMf4vzmPYEZNZtlFOPOZNoKWImajzeWZCvc3x4cvzfbJVdjjCQC804SBD4/OWd+2Qeasyu2EqPekx/Snu6nWfYf65n585r9PPd1uo7vuMX0zL29bE4DD/2yBQfjJ/25luoYR2yjLDAsMifGSstwKiVhOQyzlwNHSlyDxnYY1r/pnJ6SNzPznZYprb+M5fJv/pI18af+9rz8j3eph4vO1oAM48S/Ul8DWdrXHi8t68BO/k//AMcz1d/6Z+cP02P/AEo8eMV6w8Bxmr0+NaYD3rHx+uFv+j5Pfk4z/bTt40y/Ged6SPu9QW+2eh6lI6J/Q55/0893WSfvOXxe+bp8r/8Azei1laz8Zx/Vn+cc7BKMNYykAHlrPO+sdf0psB3wKf8A8Rmect8txvhz48OHHbj3eTJkzuiqyUZLyXkOkrBY4eTLqWSg9mUww8i42pZHhP1RJl6iRf8Atoz0vpms19Dqj8Bnl/XJ/v8ArUyJdoZ6Tp574aYjEQDOXnuSR18M3cdCslZkOp2jzrcL/GBVwT+mebY7/wA1oYj4wfYPcxR1kF5s/JhnUa2mzJsTLFumD3DKOjjPgKwzbBeEx+hJCiJ9ZrhJbJUtsmsj6aPnFvpj4pzq5M7/AOKOf91xpemTLo/tipdFuiPt9w/TndrJRmb4p9VZ5L9x4vqZdV0vVG6KyY+HyZ3PTvWtPWRISSOw7jxjut0kpr7RPxnK39DFffrPbM7JnC7LY7ZOUlekG+3bLzidF6nPVI09T+Bzqy6nWRtkV+c1LK43hZcOwNkyMVkgfbmDd6hJE0x5+XOfs19R1dk9jSdjgyW/izhfddD0yUNkt04yJe57mdLPE6HrfSOoXWs9V8l56foPU9PW6xihPzF7jiWYvPhZdb1yryZSZawpbzj+ohLrtEaG3njOnt369UVnMA+XPP7fVul2erQ1+8E7K93M723I9BCMYgAB9ZaVio7ooMUT6wZ7mXBlQctgFZi6vRr6rWxnEfh+HGsr5cXKQHfLkNM9E07dGrZDZNlET2r3rMqyfVwV5n/znV6DnQvzJznof/Vz/wDjzvJnGMXu128xdZ0Wvq4VIpORO45se2Dk8k3IktnccrRv29DM09UrBajs/wDOdH92HtGyns3k2aYb4MZxEc5/VdNDpoFTUeAXtnLjw5W/6atmbQeodWbLhB4j5urc5M3j+TbjdjYi0fPzmeUSTYsjtnt4ySZHG3bpmiIvuq07Xh7Up5pruGVpKgqUdsTt2pYLT3rnNVIw9VL2lMuPk+c87v6ufUbXToYSnHu+TOr61sIaSMH+c0A/3czdD0ppFoJybV8rkjQek9NjpCcm5SbV7rmqeyEWpSB7U+Mm7ca1EFrOX1O+mTJTjh7n1lQ/qurlqEhIU5p54zy0fV3qPUNemDcWVfnE+teqKumCxm8qNUfGc30kZ+p6bWy2681mbfpqR6r3fzR7J2zL1Ag8Xz3+MnUItW/k74B1Hu/hJuXe/nM1uTCEqxMELeMLY2898oaOe2ZrrFMebHnLOQvx5y74OOHC4sq6q/vIqQiyBO2W6xu3D1Rqw5DnHmoQsv3ePnJasjPr0qLIRCiv75q0aPdEaofnNGrWKRLDzfJmzVqiAJT/AKOLWsZNOikHv34zbq1TFuk+sbHUsrsox0YorQj9ZLVyRNUZRKV+TnHRijy5UapsrCODjMoYS+O2V7ueKwOa4w6+sojK6yubo8/GWBbd/WCd+MgMPN5fcrKP4h94cRq6zUZqonb5xhHjnKBDCs7OWM2rGvOWXJsrBiXzJ9p84ifWLs/Z6PS7dj8Fh9rj2f7P3b4aIstkiJgavTOt9T2RSDr6aRY3zL+mdX039Nu3UdR6gE9pyFoRfxnqOl6aOqFMSzgazcmd1zvL6jl+n/p/pPTudGnXr2SKVLZHm3OnHWRhEjcReEbc0yB5S05HIREECu5Wa1hIx9pdc+cOsjVZQUB3yC8mCzC7e3fFPVQsI2r8HbGBykeXL74pnJCoWP3lkpPcrLgz+odFr9Q6PZ0+0PbMS67Pznx/1T06fpfXbOnmNxeFO54z7XnK9S/T/Q+qbo7ep1skK4av84jfDll79PkENhE/lzzmiG+J34Htnv8Af+gvT565GqU4Lyc2GeP9Y/TfV+kI7KlGS0gvGHec+N6ZDfB7PP3jDZCSXV5y5CPHDip7JxUt4ybjpmu77RpGvxhNFc5wI9bs1IRWvOadfqatKP5zUs+0sv06OyVCuYtySpjzjDqo7EOOcXIGPGblleLzd9FDx/4yPPbIxoAyX95p55UK5cG23jjxl8f85G674Zqvxxm70k93X6xvu5hvlzoekSP8fBe5yYvpme3q+5eQ57dss+sszLaBlhxxkMI7YIhke+QyecKgZB5y+xlhWEa+iLkfnOxs41P4zldDG5HHdzo9X1Grp9K7dsNZXdkGcfk+pG/j2S8rXF0DL1CTz3vO7rD9sc8met9L03UzmLs717T/AJcrd+ruolD29P08YH/4pNv9jN3jb4pJ7ea/K8Xj81tvWfTp+sp+5EwY+t9B0WsNu4kxO0eX/TPK9Z6h1HWSvqd0pc8BwH9swOyuAA+s14+P8cbL9vF8j/yE585eE9fr1PXfq7XPWw6bp5SJce6SH+mcD/6t1bKTr2Gr3PPtLf7uYZTTvge9Wszx4Th6efyfM83lmW5D9u/duf8Ar9Rs2ndGTT/TM9h/liBlLV3y4HuXnnLa4W8r7uvuuTJkzD9UmTJkrApy8pLy8orAlwK+DDe2I6mXs6fZL4iv+mJ7Z5dR4eQb/Wx73sePw57KJQHwZ5D0uP7vrPu7lr/rnsI8Gef5F3ljt4pnFGBXbKYD3DDyZ5nXaU6YPcMp6eCcxMcZbg2sz0kPFmauk0GqMqVt84OaNX+Qzt4pNY522ZR5MmTPU5JkyZHtgc3f1ATkMGhq6zLPbC7pP6Z0ZxFVDvinVF7h/bPByu216uNkmObsdO2iRz9mFrjroPcfhc2vS61tif2wXodT4r8ZNa/qAjrjLsn98dHSBY4p6AP8sk/DgvSbY/5dyfnGpsvqldR09q0I5yt+ienZ+908mM4+Ds51tnT9TX8dg/nMO7T1Qq05LNNa+h9bJQY9QMZx4/OTqfV5yE0xo+XOPJ3xW9Vv1kN2yL/LTL+hl25lZvGbsN3yntPdtkyXxfGc/wBS6DVs0RmDGZ2ThM3PWaQ/nBj+TB29Z023X7fcHHF8ZLYs6YvT/WtvRJp6pZa7ok+Pznp9HUw36yUJCSLM8h1MdLf8hHEdJ6jt6HcR0T90ZNEFvn6yzlnsvHZse42bYxFUDOdu9S1QWI++b2DnMpq6vrql1Gz9vW8kR5/vm3R0enpj+EC/K8ubnbncjuemMnodcpDFlbT4zCS//nNf/pZ1emjXTwPozkxivrN1/wBy56cySOU912pdnF++MS1Ayuq3R0dPKckAM4uvqndF2KvuaD4Ml43lyyGyTa6ez1CMFIA15Wrzk9VvduxnJXxX1lSmyWv9fGKklKlfbneSSZHO3QTiLz/l+8kY8KHHi+Mie5ttLwl9yt3lFS4iVw32xUki2hx3xklrwJzimmKyaDuuEjk9dqjs261FIrz2ywjGLQlHfvmvqdcZxeeLszJt1hrRlQnb4w1XJ9Q2NoCX2+8856l1p0+iaLKuA+3jOr6hJ1raJEe2eM9W6p39QRBiQ8L3cmrIw7Nsts2c1lKXn/jOp6JEh1RNFUrOZriLb2M6vQyNewTsZnWpHW3qWUKcF/GYdkkkSisfb5POP2ybFX8mZpSb4RXiqw1EOoJIoyb5LyR2slHiszyGCSDj685CT7rCx57ZMXbGuOyi+2MjIk1d2XeZNciSrfbjHa5FCW02VksalbNUmKVw/ObYSGr8fGc3XJsk85pgqCvPGZsdJXT1JIaXnN2ol7bKkfD3zk6pNlN1xWdbUUWtNZmty6fqCV33zQa1KG8zQQbvnHxaLHntxhKP2KA+MhBjx4cs2Hupbctl/vkRUY2g/jCrBZe0vsfOM0yhsG3kOLwmAlFaqsqMWMm6frDlKMQVoxcNsXcQ57X7vFZcKZ7BKfzxhFAfOCyLXsX5zn9V6vp1LCD7k714c1IxbroS2EeLMydR6jp6Y9y3K+A5X8Zl16PUfUAlr1y165Fx2JY801Weg9L/AEs9Gfub4G3dLtJL9v4PGakv2zeUjL0fpXV+rw1S2DDTMV19kL73+M9V0Pp3T9JrjrikYwEBeax2j07dEBmxoQ9vAY/T0MYt7Uk2J5vNySenO232br3aYwPbJkXXHIYUeplK/bqUuh8YzTohqjREEbusM1xBA4e5hAktkgaC/wCuT27F/wA4H0c4xADmgy8gWQV5WzzhgGXkwAYF2Hd5+8tiJSGFkwIFZMmTAlZMmTAqsVv6fX1GuWvbElGQiJ4cdkcD5p+pv0ps9PJdT0g7NK/5TvHPH/uxVNkEYtP1n3fbqjt1sJxJRkUiZ8V/U/p0/S/WN2v2sYSksfw9svVnb0ePnb1WJ06ZjUi/vM0ulYtxR+KxbulCgeMYdSdng85nI7bQxlOFjZ+c0w6hoH++B+7qlV0fd42EISCq585udenPnxlncNJkjvk9r4Lyo6PbHhXCiMVHkzpK8HPjlxTXbzleecJG+3GA9++Vyq/+M6XokB66Pu8Cn5zmccfGdj9PxJda/JFxfSSbXpQ8BlhQ5AckpRgXKQHytGZatk7qHGEHF5k2eo9PEan7n4iXmefqz/8As9YHzJyyWvPy+T4uHux1POUpEuSB8rWcLZ6j1Mr/AOsRPiJ/zmSe9mv7k5Sv5VvL/N+3m5/+R4TqTXoNnqPTarHaSTwcuZNnrFH/AE9dHzJrOK7WmgPxg3Kb5xkeTn8/y8vUyOls9Z6qRUdzA/8A8fH+vfMctuzfK9kpTfLJV/1xX8T7fjIyHg4PgxbPt5OXl58t2+xMg7tvxgS2LwUHxgL85AvJbrnIpV74Lx2w6+cpKMzVlKkeXvg19Yaf3yqo5yOkoUscBG8amVVeLwsr7jlZxo/qfoZNf9Q/McbH1/oGj95H7HOduP1zq5MwR9Y6GVV1EOflrGR9Q6SX+XqIP/8AsZP6hla8mJj1Gl/y7IP4TDNkZHCP4cTlKZR5k9Rl7eg3P/6Lmqx7Oc/1rYa/S9yoWUYtzuEm3K8z+no318pf/hOM9Wds8v8Ap/Xsls2bItHbPQ1sPN55vLdrvwnR+TM/u2j4TL/cmd43nLWv5rQZeZjen/a5f+IA5H+2NheFaMOO1AKvMx1EU7OQ6iHzmpysuys3hb7jUbj4wjafGZTdF7Jlkx7Jm55b+s3hPxqNsXzkdhTzmckPZMlnzj/LU/iI8rlJl2ZTnGtxMl5WRwuLvKZYLLBZfeXVkWq4qYI3zhMu+BJw1hDqj7roykA7GMXEye+GaVsjCV3Ef6YifT6Zd4D/AEx0nnA9spNEV/Bj+bTWHf6f08h/gX+M5EvS46us1ShdEhrPSvS7k4jX54wYenRiktsy+4HjNTx8reol5ye6ZqP4h9Y0itUP9sL3Q1gRBT6yfvKWSqvGenj4b91xvOfTtR2Q164kpAAd3OcMTr5bpIQFR+cxm2V/yePnAdi9v987fzL7c/6sbfVdmnrNBpJoXamcvTGGmP7epZA3zh7NinHY75hluNWwb4k085qSS7GbbfboLRSB94BKy7seDBJClKnfjKZNgnB4MCwYnJyvbC5BbL8Xi2QqD7V+cIRKu/jKIWPPPziZVKYPCc042VkqHxdYickVjG175CJOJIbpEqnzmDfpUTl47Xm8iI2o1idmtkMqQuryVqPA/qHe9EbCIDIQHnvxni1VtVXPe/rj07dt6TV1GqF69auxDkPl+s8JEtxWpDNUaCs2apMaTMsTHQe1ZhuOgbGUabVwGTHi+HFwkpTXGGy4pwsippLWFc33xcSURkAsUUw3gC/xge0bt7c4LARVXmjnNGuQaxHm+T4zPbF485dUN9/rKTpu1bwUkVGXf8+HNnTyjtSNg9he31ecmLSWlPPObI7IjCWoqLw28iZLGpcdSI61o5GnOgdaOuMfbyFLnFl1VBbXHONOrKaqivPfMWa3K7EdhF7pf3jpbgAEGs4cusEu1e/HjLetZbCWyVPZvt3yYuu9HqCi0F+XCl1DHmQp3E+M5T1cYxYLTHufWDs61ikKU7/WXDY7OzqKGueOx4xb1JHX7v8AL7VVOeAzj7d2x2JGSTiCV3x+jour6itcCVSbaeTjEjF5Y3S603QYwW77vYFq/wAc5t0dL1EtY6w2TDhRCJ/zl+iehSalvCLESqbb4T8Z6yPQjrCNBFBooK5rNSMXn+PP6f01u6jcS9Q3MtFD7NbRf/Jnf6f0LpIzD/DwfbGozYin1fxnRhp/c7gRLs+M1atT7X3PDwD4zckjFtvtl0dMaohEG1QCgQzRHXJgNMfdQg98bq1usSgPAPbGBT8V4xqBiIo23yYRGmxy3xg7JJXtFFprxkFqkgDh85avFF4Nc8H9cuvPwYF1/bLyi1vwmXgTJkyYEyZMmBMmTJgTJkyYEyZMmBTnkv1p+nX1XpjqNJe/UNnyZ67BQRHthZbLsfn3f06SSQjHhPjM8unUaXPoX66/Tuvo4vX9NFCcv5AcRXznhvdXcrGfb1ceU5TXPlHZFeErGaupnChtPObAjI5/2xM+nHg4ySYtjV0/Vkjnj5M1R2RkWJ95xzUxVO+P17JBZm5f1y58Nmx1VE4S3FsaxOrdYf7Zq1a5b2oi/edZXg8mcZbepCOznV9G2HS7pbZxakUAc4uHS69IM1kx5a7Zbs5Q4PrFn6+V5fnybOE3/bqbfVtkrIBrP7uYdnUS2KzWS9/c3mZkuVy842T0+b5PL5PJd5U795OzxlOxeVxWQarJtcsEya5ci3Rg3kDG6YIq+cnuXtkI3hkcqWwFfOUtDhSoMRKSvGYqyaK7cZGNnOBEWlx0Y4hbiq4wZFY2XBipOaqS6Ul/WDWMS8pj85l0lAlZSYSc/WXWQ1719AjfE3KfQpRGp53DdBPJk/d1/wD4jPBPLf1+6/ifjz0vQt3NJ/bFS9F6g/ynPis9QTg+TII+TL/l5H8cfx5V9M6qCoP5HANHXa3h2FfbnraPkye0fjH+W/cifxHlo9T6lr7bdgB2vFdV1HW9RrI7ZbJA2CZ611QfA/0wXRrWmJz9ZZ5f9F4S/dc79OamHTSZCMnyZ3A5wIRjACIB9YYhnO3bqZkyL9uV7T4y7yhMydoxPgye08hl+MrBtU64vgyv2IPcMM7YRg2z7Jelg+Mp6WPhTNGVWMiTnf1mel+JJ/XBemmdpubMpaFxiznWN17o9p3lVu+Rzmeo/qbp+h6l0SGUjvXjG9J+oOk6oP5kV8Lm/wDFzs3Li/3Ny5ra7N54HBd+4OYOOh1GrY1CZL8N4dnnOdllytbPxhl1UzvB/tgvWnmKf0zag+DFyhF7hjG5WV66HmzBet1vdrHy1Qe8R/pipdLqf+wyyW+mbZAPVa5NEj++HGLItaHtgR6bTql7owLPKdsazX/Kl12z08PD91w5eT6iw1xBY2/Llu0jYUOLRRJJgkZK0od6+c9E4ydSOVtvujlsUXuYlVVe2F7qO398GSyio14rNMhdh80HzlNEhcF/jwgvymGDIsQowFylIGu3zlEvcWvOM4klYEoqUVeVElJY0FmYN+plHiLm9iRAUxOyJIrmnBWXpNrH+E19w8N982iS7NLzz3zn7YHcUTtWHq6j+dS4kfHZwRtI82CuX7iN2B80ZRsJFDd5GRFSKfbkVVEi5ePjFqSbLCuCuXGAJSWrwvhySPaNgrxgLBZ2t/g8ZTJ2TYoBXOFPaxgo2019/WBCSoPN8/8ArFWVm6/o4dXono2265xYtNNJnyf1r0l9I9QdDL3lWNJQvBn2gIyKkFvYrtnB/Uv6fj6t0TGMA6iJeuTw/hfhzNblfJj/AFx0fxk29Pt6bdLVugwnFpEpHKLKzLUPg8mN7g4iPNY6LR85GojFq3BlFprGnOX7L54xrWaz+xay/YpWaI6hTuPxh/st8F4tP5IIonPtvi8KOuRNjL+KNuNIg03/AO8qez21/K2JR+MS6Zi0klSbrzlSFKsD5zX6Z6d1XqmwdWt/aE906oqwa+U+M7/p36MZb76zc7NcVqEeCR4tyyVi2R5Y2TjIiq+GuXGT17ph7tU1icoLZn0bpP010fTpCOmHuCxq3nxeNl6Z07D2w0kWLQvDf3/fLjOvm8nZYCyQKHujX/nOno9K3b3XH2yjGMBu7Q8LnuIeg9Fq2uwiSnEBkBdIZo6b06E9U4wqJFSqprGJtef9K9Gjq3a5yTal949nPR9L6dCSSBi9x7XWbei6fXpmS2CkgK7U/Obo64UwjTBtB/4yyFup0+iGypCXFAR7f+8Yw/bZsYspNWPA04MXTpZWIFJXFVjHqL2QYn8I8L4+MqGw1RBkNnCj9ZoADij4rMUlWVSSNth2rGalUjJRCz7MmDRBWItP2YEdknYCUFrhEqKC0e2Dsif5jh7d/wDTAYhKKPIlcOVECIdwAvLiVEKrjt8ZYAUFGQT3F15q8usmTAoKAMvJkwJkyZBsvAmTKsur5y8CZMpQyLzgXkyh5rISHyYF5MokSUEUy8CZEyZMBHU9Pq6rRPTugT1yKSRYmfJP1X+nZ+kddKWqCdNJuK8h9Z9iznesema/VvT9vTzC0fbLyOVrhyvG6+FInbtkVilF50PVug2+l9ZPRvjUovjyZjNsK/kXxzksx6tlmlsfcWcOVGLdJWOjLXK6xkdRJPa84icr0DXFUIjahWdrVE0ayEVFLXEdN05pCaXJ+fGMW2+9524zJtfmP/I/Knk5fxwvU91cpKcq4pfnCXj7wBXvi18mRY+ci1lLRxgrzmbVzRjeQbcC6ww4xLpZgiWHHnAIq8Y6MbzUYtkFE4ySaOMMjRitkqustuRzndI27K4vFQtfy4G2Vy5b5xvTlp8Zjdr05/PHWrVG8alHbC1x4KyTKM3J08lu0ib3xS842WLq8zXWdRQcXlJjAo7YEjj4yYsvYLrIV8ZT8ZfbI1X1ljF8GT9uD/2mWZZ2z5mv3xbphfbLNEcMy7wbS3QeFyv2PiSY4byXjIm0n9qR2k5X7ew7Sx95LDGRdpFbT/vvLvaeRx1mUSMYb/oont8hhG2fkwlPGBPbDWXJA+3GHX4I3TO5kN7fI5h2+sdFqalvhf0mTT6x0W9qG4X4vNfxfxneNb/8TRyOX/ijyODGUZAiI9qywHwZjtbJ+COpj8pjDqIPnFEB8GQ1RfGVmyG/vw+TFb+ojHVJs4FypaYfFZl6zQS6XZynDjsknt8j9b9Slt9V6iSqE0H+uZ9Xqr+2kpMaeEe2ZfUYj1e+I8knv+cH0z03d6p1Zo1Vcju59Tjz/jjPzHj5cP65WT29N6X+oNnSVI2Ml8LfGew9P/VXT7wju2EZdrvjPA9X+k/VOg1smH7kY/GcvXs6jVL2+ycUebHjM3/F5Y1P78d79Ptuvq9e0GEhHtWGTzzXoft1dJpZEiwVpzukiPN3fbPJfj3+ur09H+WSd+z1E5cVLadrf6YucleGnBj/ACS2v989PDhOMeflztvZ0QlaS7+XJRFC7yoxiiUj84TIjTa/0zbKTqqsHA5rnlyyQnBT5ctkgqCVxhSwC2Q1lCrwXfhy5NVYl5XuBGTWERpASjJHVEtOPq8KVA0e5ecARH2lW+cCvb7nvWAxQUR/rjFBQcFW6iFYCpR4LtfvKlre5VY2V3aWeC8qUqK5fzlGaUIkaTmvBmLqOnUssvyZ0SKStOMmwj2kKvbCOZr6iWp9u1ZEU5c2R2RkFVbyvzgbenJCiC98wyju6ZZa2w5p7YJXW10RVR5u8KSJYF+G+2Yun62O4YjU/J5M1BChmqR7Ud3C6Xs1gV7lauzKCMCTO18eMb7WxqvjzguquZihyc8fnIL1zWRJa2S4L7Zt1kd0K/cIsjhShcwh7kSr5scavOuK0R7vxz3yWNSuL+o/0vp9W6WUoRjDqY8kg5UOy/GfLOq6Xb0m+enfBhsg0iUjn3gnDb/FaaOfN5xPX/0r0/rsWOwNW+J/HaHc+H5MxY1K+Qa093P+mPiX27Zq9W9B6z0PqDX1MD2S/wAuw5Jf1+frMsWk5yV0hkQEs4xkQeRpw+k6Lf1e2MdWnZIWpMYrR5fjtne6f9GdXt3pPbHXquhTlPx4xJa1sntwEiHOO6fpuo6v/wDptM9leQ4/v2z3PS/pPoOl2Egdko1zNss+u2dfT00NGucP24kYthEoD4ox/P6zfJ+PEdH+kOp6qnqZusFUC0PDed/o/wBJ9BoiM9JtI2+6fLf/AIz0EYRjr9yUS4wvcRCgrt9ZuSRzvK33WLpum16oRoIkV7cH5zVKEYyJ1xK6TFyiEmUJVCzv2/GUy/a1x93cePoy4jRPZSgUxAuqH8YqOz9x/kLTxXHuymM9gKgWoj3+8YaWQyihLuhxX2YwES/bXZVsolByH5xuqftGUj2sqC3xg6tK62x9/PP/ABjowIo1YdyuMYmj1RVPc+5irS+Kx0J+2Q0JdIdsSNyZUx47Pxj9ep0oDYjQ/eUH7PfrmgCqAvh+MLpyMmWstI8VI/zJzeFDTL9yKhfB38fOaPY6xIveVv3kBkfaIRERX/xgAlHFjw/B8ZfMovtaU714w5R9yD3u/wA5FXGpDKglVOF7S2y7waBoEE7/ADlsgeey1eAeVaLZxgIp7YqN3f1eGcmQS7TLwARS7P8AXL591+MCRUAW3ItmRPdwmUBaKNnJgWPNN8HfJFvjIRDg7Hb6y1rsX84EQu3lMoWrp/Dll22leMvAFjaIon+uWFHPfLou8mBK/tgoHYrCyYC9eqGu/aV7m3m8ZlF2/GXgTJWTJgTKcvJgeN/XXof+O9Oer6fUy36+5E5kff4z5Rs1y1qSEe1Jn6HQkIgj3HPMfqD9G9J6prZ6A07wUQ4k/eX37dOPPOr6fHYsoqg/WdT0vXKY7JnBwDjOp9C6no+udG/UntW2uE+c10a4EI8BwGa4cdu30+b/AOS+Z/j4/wCPhe6HZK6wLR45ytj2yl5zdu1+ckFK2sv21G3KG0w9rUK8uSz7N7kJW3jKt75V3l1ReZbxTy42DfGK843XymIzy9NESzDAHCjEC6wZLedHnt2iWjMm+XfNEpFd8xb5CvOYtdPHx2s85c/N5t6QumvGc6L7toHznZ6TXURrnJxm1281/njjVEoMVtaUx0mjvmXZLlrOl66eHhNulSbcsjzxkC3DiUZJHa3IpLxc/JjXFbDjF9EvZK80ZZeUjeXXxmHV9avJdYPfI3efMfvhZLyr4yr5vCCHIpi1+8pXKmmiZFvEkqTCFxhpnjJdYPu8DkZcZZDQbt+vRG5yI3854f8AUPW7up6hj0+6UtfZB4/95t9c9QdnUum09vFHnOPoWWy25c534SSb9udl5Xv0R0vTbbWYnkvNs+llEJXT3Oc6sWP7Z7g7cZi6iSvDQOd/7zpyvDvXQ9D9X26tx03UrKMuBe+esj2sz5ybF366uyRX98+haFlogvdDPL5ZJdjtwtzKaGEcGUZdZxaqPbM/Ul6Jn05ocVsLgn04I+Eerfx9U6mIVU3/AHzV+luqj0nrMJzQPLiv1NF0+t9SHYk4n0rTM2/vIsboc+jMvCS/jzZZz2Prn/1OHV/wgidlecfq6LonWrohKSXdGeI9M6lNgEmKdy89f0MtktfukoPY+ccJOMyROe3u1o0Br117SILQnYxkZkivnAZHLJ5ymZy0J4U7Zpzt00LoTn5xkIXSNPzWJ1rJoVe3BmgGCCqPZO2WkggDhVfmsH2+Wg+cZJAARfOUQZPJxV/WRoMYoFJXfjFsmS1jWPFX7Q7DgpKD2UfJgLlaCrfxWUxF839mQGUlOE8LhSiyOWk+MIBUOOTBC9dq0djGEWJyH5cntk1Ve15X4wAIiXJOe2ShHnLke0OGrye6Mk93AFWYCUk3Shgo9nn7zQif5ez5wfb7Vtt+vGAlCgOH5yEVLVT4wmQRts8LeXGRIQu8qANZyrxX9szbOnJCoteM1K2XTxfftlRfdFLLfOFcfd0myL7tUnXI8hzh+n7uq3b5dPMOEReLvOjPizv7f7uF6TpJdc7JRSESmXxkIR1W96GM59QMIR/zSqw/tla+uh10fdo2Q2a05Yvb/wAZ2PU+ijt9P2ACcgPkeFc8rL9Px1S/c1R/aQu4yR/0w06/tZa6iAHZ+cBkicN3R5vOfql1uqCEzYBTZS/V+c0R6qcR/c0oxeE54+sDoathDtyy+fmvnNGrqITh7ZPLwiVT5zlS6jVsmRhMt5px2neGw9k4rE4bFzNg19f6fp67p/8AD7dcdsJl/tpzXyfDnj5/oXpOn61lJm6V4gtH4Xveev19V+3/ACTlC38f7Zt/b09fpYylSn8ZHYfzlz9Xb9PP9Lq6foYxh02uMIhSBX/5c1G2EZFIhYX4vxi9/RbNE/bMJC2TLpMs1A63s1dVd5U7NZcfw5B8nOEyqM7LXhs+fGSFRS2yi7x8dn7ckGyVEhO5gY6lHTUhK4vvhatUpMC0I8injOqa4giWIV9mZv8ACokZUkhRv47YMI/ajLYkWiJYWNmN/bjISrAqzy49165gMfayAEP+co1kZMWNkmsFZ4ar2LOJEqy81umEdZVLEuj/AM4jdtNXS+9D+IjfkM5/p/qPUdbvuOmRoG7KUD5Hxk9DrsJaWEY0xk3Yc/nGx1yjqvi5HHF//HD6CcOpitpKJTrl3Ph+K+zNRoFAQ9qp/XGmMsdUZJGUb9tNr3rNEWJAEVG+3bL2RjEYgHuHmu+Hoh7YntKjwhgCQLtEJJQ8I5Je6WtZRbqqO594dgsZPK2X5+sIkALIOaOfPxkUOu0CkYpd4UpjMjzYqf0wdmxhuCrJIOQVSUUR8p2wGSiTjSp5seckjgHlv++RkFN8PB+cuUqKvlOKLwKVJiCiVx2MuLS23ziJa2etiSBTuecZftktWNF/jGA5SYpxZ5fjCsO6YBIkInFIjgMicVAkxcYH5MCMlFp+hyicWbC+TmvnIGHnJReDZ7qvxgy2RjayKO5gMwZSIivYwHfqAWYD2t75P3dcxBH2965rAZfb5y8RLYUUPLdh2xe3rSJIIqxL4y4NWS85svUFnq9sFUtFrxidnqe52pCIh/lVofzjKmuuNqNYWcWPWdZJKICFST7e+P1beoEds/c3zRXGMNdPJitYoPuUb74RBD/M3kUeRxLHaKkxK7JiiWyKrIXuCf7ZcGvKcTr2TnG0LDlHzjRusgw+o+maPUtDr2xpSiR3M+aer+mbvTOrlp3DXLGXhPnPrPjnOP8AqL0mHqnQS9ofv6xlCQcvHb+ub43Or6eH5nxp5eGydx8qnlHIN4e+DCSSESxE7OLi/wADNWZX57OhxUlzjNn+TEx5SsdsP4GPpm9WM1898iqZKpfzkX25l0VdOaNEVcy3bWbOnrj6xPbPPqNlAYicqccvGZtsqu83b083CbVTlxzmDfKrszSz4Vc53U7OaObzla9fi4dm9Ke7bz4zvdLH2wKzj+m6/dT8ud3XH2wKzp459uPyr3kDuSnMkuFzRtliKt5zV9uHCZFhffjCOMEAO+XfGI1VOK2c8Y55MTPzkq8fZL3tw49u2UnNmXE47ZmR1t6fVSSmVauZjqZH/Y5P8U1zFz5b99rQrkZZmeq7XFynqh49rgaV8ZV5merA5H+2C9XHuj/bLqNV84V8Zj/xkO3P9sI6vWnd/tiJWswZyIwZPgxJ1et7PGI67rYR6TYki64zUnaW9PLerapbt+zc95Nld84/p0t2veslkRap+M6cusntjMTn5fOVoNcVlI78udtwk6dGK7dYn8bzJssUfnHa+oFqJRlb4yQlqirfON+zO8D6f0Uup67XEFIoue8hH2xiHgrOL6D05r1y2zAZcF+DO5H+XYv8Zz5224SYvJhmqT4yOmZ4zP8AN/E2foMCf+V/GGiNImZur6jX02ic9kgIi2uTFlfF/wBYxP8A94N9c89s7PofUdOdEadusEO9d84XrHVPUetbepIe+EptD8fOd30Lp5erbAhH264tTRoD/wA57pLOEjhOU210/RfR4b98t8l/ZHgPL8Z6ll7QInBwB4MTr1R0whp1RDXEoAzRGJEt5zcmRyt26oPceB+8tiACh5rIxsvx4cCUiUgs+6ystGiKUgVeayi5U0Fpiell7RKtPCd80AS/zFD4MVqFLGXJHg8YDJi+1tPgzSRAafcfGKke1G/PJWRQxkKkng8ZTItoZX2rsYbA91iN4uqVGz4MAYjEWT3ypSYixbMJ4UbQMouSC0V2OMIGMySiJx58YTBeCyvrL9pFqQN9175TFFYqfGAqT7X2q0cW9sKmJS8v1lsU72vd85UVvkUcCiTaxBPvvgyqqWrw5SqLRz4HFKzu0o8fGUQiRACzKp97aA4YN8hxyVl0RtS/t8YQucSSsTsd7wSKHtbA8/OXJJHNxPgy2UZB7X3B99sKRsqIo8nNrnQ9A1yNU9yWTaD4zmdRakYUskPwrnouh6c09LrhbES2J3XF9E9h9UkR6eMTmd0h8ZzNmqcmrIh385v6+Rt6gjG7iN14bzKwmNU2/V5mLSf8MTAWgpr5xM+kgNrY8VWbIjKCVSd185CKSGRdfHN/jGDmnRam2Ue/jA2enam2MUauzOrKMUeH+Pf5xctJRKJdlNOMVxdnSSiLGTZ4WvyY/p5bopW6YnALYf0c27NDU5KjIbHMd1LjvXkyp6dnp2TpNPUBsJlKNJ+PjMUY/s9RUrAumXk8YGrqmKsnlTm836uo17YhsiSJWH3hVS6ElCMoJfe/Cd6zPs17oWuloVsL4/pm+IMQ0yQflv8AplkpxUZiUqVzgc864NaTUlEqIlXhvURnrdmpK7UvnNW+P7yDCFLfP0Zi29LwBCETvwZMTWnXuC5TmSJAp3p+L8YOzqCJJUpeOeXObLoWUEio3wC8mc/quj6qcfbq3pz2XlPjLItrp7d8+vkdJoqpISkchz5z0XQem6egh7dVqgK+cw/p30x6LopHURvbNuSnc8GdmciEFS67Bmb7wjh+q64dJ1GmehYSkKo9q8/8Z0ek3O/po7R9zbd8WZjn0mzqt0pbpCvBGmg+M1HTsokDY62IB7ShwpuyUXYLVUtLWKNkvekVpSvxkOh92xZsuCrvvhnSwYMZMlki8t0YEnI3LGvanZuvzzlS2wEiyiUFq8P5xkel03dCeB8YT0ulK9h89saEy2+1lECJd39ZHqIxfbJixe6NVeaDXrUGIrz2wjTrLSBz9Y0Z47iSxKq7Oe+R2RiFJ7i6F7Xmj9qF37Qe9hhEYnAH9saMmvfHbESiQ+PNYdymso8Wcj2c0ESN0BfejCoDGjNrJStRFK+sH3SjH2e1Hxx3zQsYlqAvnjnAltjAfci9sTsLZMabD2+B75h6jdKNkpAdz2vOX1HUwi+6KAF09zObuls6pYRtbtT4y4m/gOo9R3QGOuTV9/hzPq1dd1exZdTOJV1dHb6zpdL6XFbRkhdrnU0dGRH3jZQYuJGLpPSSDrnsCUykVVPvOtDWRidhOWvOExYxCFcfOJeqiTdcrGu9cL9ZPanyoivbMXUIRVCR3Dyfhw5bySxkcdnnMuzaWgrAsL55yyYWs0/aqi3XF4r2yAKZJ5C7MPZIktXfgPnL1xUEks/9sqGdP7VRSKnFtL9Z0desjrO6HdzNo1QlsUPahfJnQAKqgO5kpEjEgoD/ACbvLpG14rthLVYEtkY2SQyKHZJiCAnanMuzcDcnjsPxlbtoCEvaSeKzBs2kZJFX3cvHGXEtazeRGIiNWdm8dq6oiEXnnlOc5kba55zVqY1Ljn/fKa6sJEoicmE5m07CgiUh2+c0jZmbDXzT9YelnR+oznqEjt/nVcC988xDgS/OfSv1p6fPqught1RWetRIl8PznzbmOxijebl2R8D5fj/jyXJ1ex6xZHnNEz+GZtaEj85skDryx83ncsYUpwZcGHJpcXJK+sw6wA3Izf05ZeYNZczznT0lB2y8YnmuTBrRzmTdLm80bZUPxnP3Tty29Ofi47dDsnUXOfOTLZWaNuzhP+cT08PfuDzd5yvde/hP5ltdr0/XUI8c51XiIZl6PX7QU5zTsaKM9HGZHyfNy/rmzbW1rArCeXlyIYqzqYHLMqss7Yi1HFyKXGLipvHbFXj7AvPGEHGDEtxgVmZG7X0pR8ZOK7GZf8XD5yzq9f8A+LnPma/fdtDE+DKYx8hiP8Xr/wDxZX+K1PHuMHZ3ti+DJ+3F7RP7Y3pdMupBjxH5c6WnpdekKBflzpx4W9/TnecnTmQ6KUz+OtR+SsZ/9Lk/9sT+udccl51nikc/8lrjz9NlAVgJ9ZzfU+n1nRbH2lheeqvOF6ka5bNmuXBJpzN8eWWNTlb7fOJbgVgtDyYx3xSxX6zf6z6Lp6bXs3atrEpUzkekej9f6ttDV/HXfMkzV4XXSc5mt2nayQiN/XnPUel+mb9+sZjHWcqlZt9G/S/T+mRNu5J7Ilq+M5/6g/UZ7npOjlQcKds6cPHtxz5+WSa9P0/p2jXAYrIqxvhx3UdTp6LS7NsiETgPK/AeXPNej/qH9voo6JR92yJQrxX3mL1b1Xa9Xr6jdH3R1NkPGavCcaxwt8k2PW9P6ro6jYawnCUiwmVebbzxev1WfrGzVu1RNbqeTPQdN6n75kNgDXe++WyX0zZynuOhsjGUUl2rl+M+Yfqj1Ce/qtmmO5lpgoU8Sz0n6x/UX+C6V6fp5VsmUyHsZ8y2dTHdsf3dil2h5zfj8Ut2xjlzvqehQ06+t3R6fVFltm0BymfQPSfS9PpHQHT6qs5kveTnN/S/o2vpY/42UK2TP4Cch8/1zu75GsUCXzmud2syZBaj3bFtQ7X2zRGI37ka8GJ6eIayQVKXNY2UW7D213a75hqB2XEbePi8TrkS2NFB5cJWVvb8+cnSjLYiFDRgb9AxLHl75plMAGLf1gax8Dx24w0JAsvahzkWIyCQNRvti9sqsUVaybJCcpUXhrviFFaFHs4DWLIKtPnFSUXmj5xiMYBYqf2cURW4qKeRwLd1DEkxZfJ3wg4ZPeuPrFS9qgCvzlSm+5CyIdk84DGUdnBwj3Ms1pbGXB84osFYkl7OMGNioH9sCEgipJeex5wWSK9sIAaIvLfOV7r73H7wBZRRW+e/HbBJNI8fgw5yEQ7+L84qMrVEs4yi4ya7r/TBbFFofrGW337YMpAfBfN4FMvbAVF+frFtIge0e/3kZl0tx7YE5I8HFcYB9HoOo60BtijX9c9LD22yiVRS1XbOL6Dqa2bw9ytUcZ1+qZR6abGQSezfb8Zm36ak6cuUpSWSIyVq/vClKSjGL254wzWyDixA7+cGC0DYXzffKgWMkA4YvK5YIqnPY47ZJRnJso+L8/1ye2cVVVTxgETFBiNpgTlCR7YpGl4MuJ7ho4+PlyJOMiolHevOAO1hGQChXkzJu6YmEgtaaGrzdNhLW+6Npx35ymJERsBKfrA5G3ppxv28B2HAiuvhKH/TOqrsFY9uS/GJ/wAPGQWEW7swrLo6hgMoySUX8Z0I9USge9bkNL2rMWzp0UjFQ+DvinXOPByfntgdSWyM0CRY8Pfzgy6v2oWNd285pHZFEUY3SPGERZRRaLLvy4StO3qIxFaE44cHoOjn1e/3xr260VXh5usXGEZSl7gKSrLvO/6f0h02kp/zApXF5LcJG04PjMs+ol7n2gw8I8pXcw+q2SjEIDa0p4MyRjakHkGx8mSRpoOoJxYxanGraypzZ+wShS3xR5wTp0h7qVkl38ZbBjZFSI8Hf+2ENlsYiiI9vxioTCR7mrOG+2M17RWKgjVJWG+yJVCB/XKFbPf7h1q/NGMjGTK2xDkvhwNewghdHalxv7gFWBfdclgJ4Q9vD3fjBlBUYyoPGV+4giiHdynb7Qe44ymmMVTniqT5yJVBiJTVZoocUdnFz3RGxRPPa/rGGtTsAFEs+O2A7kjZS3VX3zBs6ncoPfn+mI29RNpDgS+/DlyJta9/VxRjSU3f/GYXeyUBT5W8iSkWpV8j4xsdT7CQCrVnF5TGR1ynLnkfnNejpbVEOLb/ANsfr0AvNp2XNhpKKa8NPjJpgNGr9uIgvubse2aRuy7rBjAgfxsr5wWRFUkC+Fye1HOZAb7V475h39RBEUkWVZ2wtm+4JONTjwPh/Gc3bsjJfcPbsfOWTC0c5w/csoZNoPOVOo8i33rxiT9uTUY29+e9YGyTKVxeHweDKmmguyuS3kMfqjJ2PtK44HERRkSZK/650Ixj7iovPju1gO1hFipcwqk5zStiHD5xUE49x25L4SsYIinke2Sqkphx2a4cwdTtBfddxbEeHD37JN+1B8l5g2yktLZ8YnSUGzcIsW2XfBFknuWIll4GyRESqHng84TGSBKo/nKhoKCJ37fOadcrRUUoD5xOvV7I/wAuHhE/5x+qOv2i8L5vzhWnWkqs9vt5o7maIyBqz8ZkIrstba89nGBP3F0qWD2yUaZRJxRBEpHyZ5P1z9Gaur2vUdHI1bE5j4XPVe4RjItiXlCR7ofGJbHPyeLj5JnKa+TdZ6N1Xp2xN+tIxa91cOClQz6rvhq3wYboRmPhLM4nW/pboupV1DoXvXa/xmpZ9vjef/x3Lf68d2fj5tt4k4nY8Oei9V/S3qHRXsNf7uo598W6Px3zzm4YiJyYs6eX/Hy4WTlMV07c86uriJnK6MubnWEIf0xx9OHn94R1E+9Zztj3+c1752peYNiZm+3Tw8cjPsnXfv8AWbPTNXun70+jMae+YBytZ3eh6c1widg/3ySbXbzc5w4Z910tMfbEMra2cYUSjjF7HvTno+nx53dIe+VfNYUu3OD4vzmXaJ5wvpygyNmESShiZN4a4CZLW5MQOMYDXnBPGGcGIWvdOmD/ANpX4yf4fW/9pl3zkJfGfMfv9qPTwTkM0dJ6dr2SJSjxHFR/kgec6WqXsgBxWdvFwlu1y8vOyZG2BGESMQAOxhEsymzyOET4z1/y8n9Vo92WOIjK3vlT6rVrP5TCvlyWLORXqXq3S+laXZ1WwiVweX8Z44/VcfWfUTXDSw0QVFOV+XOf+t+tj6p6no6HppDI5kj/AJTNHpvp2ro9JrgW91+cskjU23b6a/UyO09pyOav01tj0u6esiEEszKxjOapZHy9jOL6p+odfRa9kemB2Anu8GJNut2yTHd/Vv6qNMXpOkmM5cSTxniY9dCE/wCewZy572/nPMbvUOp6vfKUpoyVXB1PtnbJVeG+c6cLJ6jhzlvuvbdL1KJL3I3YjnUOtN0fZuCR2t+M8do6tjKIPP1nZ6frGQE4onnOtk5Rjhz5eO7K9T6caddmkI33rHnWx0OzbOQERrnOP6ds2S3HT6Edm1oX5cyev+nep+ma63RWMm/dHkc4WZce/wDzTlx37cr1DrNnX9bs2by4K1z4vNHonoujruqNns/6WumV+fgzh64dVu6iMS5MkA8rn0n0n0+Hp3QQ02MnmT8udbZOOPJO7rpEYx1+2iJVFfGY5I7DWHK8v1miUrAhx9vjF6NZHe7JpJuhzi03Rh7Yh2+MGVRlVtVhR5L457NYtJc1zfGRS9sgOEL7V3w+kKPc+ebzLsfaJdrxm7pBIAnisU+2/TOksKTvhJHlI8vnFASaYp9HjDQD/NY8BkUEoRC5Jx4POBMiKh3/ANMkpQi+2UX6XF7fctRQPrAqUhkjZgEiNe21un7yMZI283y4RQnwPOAxCVJXa7xPtlJoGvKJxjZHui014BwYqxBk2HPGACNJbQd65wz2xinuH84DEjNp93HzhR5a4fiy8CpPueOA4twGUbB5XgxtklVK7Vi5ay1j4ygQBaeDuvzgkSN02y813wZjJOGjyYRSBaI1WERoFkg+Oe+R4pLWuXvlSioqWxury4p7Qiiny4AUj7k5e/xituxIyGIONSQDKjnE7Pds3x1wLZOFd70nT+30UGLSrYnfL9UaNQNUqn1WaungR1w7iAJfn8Zi6vcS6tiUft0N+fOY+2p1CYT9oRkJRxzhSkAIhfxgTkULTfJXbB2UAlCnbNIhOUh5ajzx5woykV7Vv75wR9tBIRLaxpBpsoC1HvgVFjRKIso+a83eXKQbIoW3bzi4Dx7RKe640CUq/wArfH/OMNBKLsmBXPLfGU3zGTyHJ5xqRBaXm1vFsdchFYr84w1Wv2Akpe1rgcXLhqgD4bw2UNUvbLljw34+8CQWsZFHPOXAtZIUcS5Uv/TLjEBFD3FcnfGTYCkVKODxgD74ixtqx+MgKOsYlHHdTA2EZHERA4a5w2UYhU2JVYnbuCR7Zldu3CYwO6DUbOrIbAot7f5is7gR066tIxO63RmL0yA6lmfzG+TkPGN67aQ0MT/NLgP98ze7ixUpT2M5EqiVR4/rgxClkAjV/eYzcpRYx5cqUpSBF+1zWYmtsupYRsQCuOy4v/F3MUGm+fnM4S2AIMhC3IHtKe4/2wpst1oyATkfP5wLWlRrxjIwia4k0fNPfnCIsQkRJDw/BgDG6fcl3XDwYTKMYBFbe4+MqEZSXsMu4/GX7Jqki4y7J4+MC4SZCqV3q++SMiS+x9pLhH/jC1aCN9hRAfOBOKRolEbq74MBhKZrYkQCxp5DE7JXQU3yDhylKwkBJa584slFURK4fgwFwJSTg/lwW93CNU2SQD+uM1RDYJIYrx44zSahKi8nde7gZHppWcCx5T5x7olGgBPk8fGP1jrVY96FG8n7sZLGLSU5NF6oVAXhqvxjRC7/ADeCiFxb47ZatIJdXWQDKh9w1Xf7MybJjIQbj5Xvz5zQbK9xMo+FszNvIoMGh4RyyJWXqdkZSfdKvc1WYN+9ijFp+Dvhb1NiHJ2PNf1zKJ7iclWLXPlygySKklXuHOMIiDMVl4vxioArIKZfHjHxChS228DTohP9xZUIXVCBnQ0yjJJFvPD85lhGAD7m0PH+mNN5EYn8iJYBgbTaLcga71zizfEf4y4+ExMdjIGLQ0od8rbs9yoErKsOcmGldQDtUO1vDx9VmJVmov39ZoZI8L+L74mUWUlOK7jxlC4Fy/k838YcdUpKMk5unumQ0ykWoXzw5p0xkwLC48D5fzhB6oiCgp28ZftppiVHh/8AWLZe3f7VFObPOOX2krBQ4fhwJr2ENgNpyFlY2UoRqVsQe3nMct0vb/IH2vCcYiXVEpe0EPD4xImunLqiqJdmmnlMzvVTZkFKG6TkzIRpu23NBEoqpI93vg1oju2NccjmmvdTzdcnziemggMjuVXa80RCPAJXHOTVkQg0iCJ2TOR6n+lfTvUw9+o17LtnrAXO5G/LZhVjU5ePjymWa+Vdf+kur9J3z2Rg7emFSUS0Pszn75VGh5rPsbElwgnw55r1z9I6fUZfu9Omjb2QOE+a+csszHyfk/8Aj7b/AHwu/wCnzDbO8xbZ0vw5u9T6XZ0PU7NG4SUVO1Zzi9kyJyvBma8vDhntr9P1M9nvTg7fnO9pj7Q45zH0Wg1QCjg5rzm87VnThMjwfI5/1cnoy6KxM3lMYtGIm81nSvLxnYVykK4y2sq8y6xY1kcp7ZS/ODFJzxguF2yd3jJWooMPKDCqvGXEte1ZxP8AuK/OQ2xHuf3xH+DDgXLOijfKv9c+Vlf0DY39Kk9nDdZvOO2Yuh6Y1Cl2/ObvOe/xTJNeTyXar3U4RKi14MC+c5X6g9W1+l+n7NjIJpQX5zrbjlmuR+r/ANYQ9J6d09LMd8uOG6z55o/VXqG7cvUbpzi+F7ZzvUd+zrep2bpqsleXvmv0L0439drhM4W0+MzLbdbnGSdvW/p/pJdRsn1u2KMmhkc1npGoQaMHp+njq0kYgESgzmev9c9L0Sa5e2cuB+MubWtyOd+ov1JHodb0vSpLZLiSf9ueE29Tu6qSzkovJ4x3VybVuTJtXlcLp9LEBeZc8cZqTvHO3e6xRi66W7/3xuuX8x5o5weuPbuIx49pyYGuRS13+snq4vua6GvYGyNPK1ne1y9rEuzPPdJzsF5I852tWz3Qvm4uduF6cOc7diGzZp36t2lfdFEr859L9Q6aPqfoko7QWWux+Gs+adBI2bdPueFBf659I9Z9Q0+leiznOQXD2RPKpXGc/LMsa8d9x80/Tnps93quzdsv2dOtHhfBnt4RXlp/pmP0rpjp+i1/wIuz+UqOVec2y2EVIPNcOZttvbpJ0T1HuBY/xO2auigR1jIFeVcxbZynKMZPd7fOdLQgIRt+Mi/a5oNB9ouJkJMprHsAgig/nMsr4W1PnIpG6ATj7U5azo9PGgWwXvWc1WXUxsaOarOnoj+40qBzT4xSe23V7Ual7Xw4LJQJVZ5cMiRX21JCysTO3iVN98iqX3CB/czMwI/ysW7oc0y9sWoqNfGIkRZ/A8WuADJXtynbLIqVKNne8rZI9xbVNVXfIyQeVU4T4wIzGTwUdjzlSkxW1R8ZNciFkqS7GsMlY2AfXjAAISR4se3zjXXFrmlL4e2DGJarx9OEUQUWrqqwK2e1Ej2OD7xYLBHx2TJs9xsEGsjK7oK8F5Qu2Kc0eS8uSK2l/JkWwigvcfrFhfD5v+mATNpiWMeLwGSD7QU/pxlutY0JZ998jqQLQusAZTkwOwfnC9JhLb6gTBTWW38fBi9gkWm/JWbPQIyPfueQUQOcfSSbXfijFlEKlzfa848tzKTskCyewds6fWLHo9jFYyrivHOcvXKLHix7clGZkaqMYzbF7/3wZxFPcWH98qLyhG+b/GBIWbS32KMoJQiXFK8/OBfuZMZN2AHIZYL/ABHmRXPbG64MVRC+FPnCKJbA9kUDvhSkSiRGk7p5MN2Ro9tIFH3ma/dNWLLnij4wpzs9qx5r6wGUnWRQRbp+ctjJkRUF7C1lJO0sSLRgLkn7ntoVQUexk2Ft+1pXt2yMZXZG3uV2cpG2lqXiuTCAZkRQVXs4JsUsSsantpDl4VMQgL7U/jzlBOyQ0rT8eMrp4PU7yMT3e1uQeS8Ru2sYK0Ad15zofp7WyZ9TG5Qnxd9vvF6mk7rvxr2jEorgrOf1J+9uLsCwo7c5u3z9mmUg/kHH5eMwDsQjVo0vlvMT9aoDR7Zgte7u/WV+2WRPckro8OapyP3DWoVwWYL05FZkiolDmgp1xAtR809sJiCsllFOOGhyGs/c/gthbxS4Y7NceT3EWjn77OBUtUVZASAorvgRjtEUfa9z6rjGbEV9iRZFZewZozFY9k4/+eMCj2olC1S9+MaxCBKK2FCna8UeyM5DFCRTz3clBpkkkkHbu4DdcUoUuu794Eyf7gxpLpPi/P8ArhD7olI8nIfX/wCXLB1rLlKtrAzy0LIFqQ8PKP1hGsig1y0tc1946UxXzx2Xh/GTW6pHuKFO981kAENcNgS5bAv5vGrc1i0hS1ymXcbYodrLwv24HFFJTgQmhUhCrvvg7IxA4ROyGSVQnAtkLXL2w2VTOLE/tkC3aau6K/GW7HZH+LUq+cK4pagRb+sTsI6091LLiw7ZYA2TA9s+8UADx5zDvVf4tN8l8Y3bIkITtOYpmDfJitrb4yoz7lJI8yOWsC/cEoxIjd/I4JwEmStUGXAZKRs9pbzgN1xHst3TXxmjp1dgEqF7v4xWiIQqqb7/AFmnQCkmv4rf1gNWJIgvukNlZUZqskPj4w5BbKNB5a5xE4oslse2Ax2+5q0eHg+8LZIkrCXN3V4ljIRiieTz/XJTJaSMqvtgHriv8bQOL+PxlwiyGn3Hdtya9c7ItgtV3xxMjXB/HxXjCF/4eSLEVGgDthX7NbJjTE7j5/8Ay4ZKRYXHlWuLvEylG+7UnizvgDLd7ospBKXmuHFS2RbIqfT9ZNsiIocSbH4rxmU2DcR9y8CvbCaOXUSX2x7VX1kjD3FIivDgaosl4pHt9Zr1Rfd/lrwXlpDdYe721ZEtTNuuJs2e5iJfBWTRqUUAXg/GaI6JRuInte6d6+MzqyIEdYe60lxZ2x4CHnK9pQUUdvrDCjJa1IgVke3GTJkE75T2y3IN9so8p+sP01H1bopdR08R6vVGyv8AuDxnzLo+k2Q2LtixlFSnufOfds8d+qfQYfy9Q6cI+0vYB357mWZb2+d87w28Ly4Tv7eS1x9oGMHnB9tZcVus7Trp+X5d9jk0OIk8/WMk8OKXnFOMVfxkwWXgyDzWTW8W9sq+2Tu5HGiLlHfLPxlh85BdcZeWBXfI8ZWdex/xWo/7j++Hr6rXskEZCvBWZTo4ccLWauh6LWbiRE/j5z5vCW2R/QOVkmutrPbrMteeczdX1+npILtmFeM891f6kdyx6YQLLe+fRkyPDbtdj1L1jp/T9UpTmWHAPOfL/wBRetdV6lvZTH9of4h2rNnXy279jLbJnJe7mfV6P1vWh+z085D5qj++Sz9bkzt50jHlRKzvfprXM6l3oolHGdXV+gPVOqRlE1xUUe+eu9P/AEhs6TTDXGgiVflydRqZawu+cdYP+ZO2eQ/U3Uy2bY6iSkeVHzn0HqP0t1WwfZuBrjnPIes/prrui6bZLb07NbfdHnEslZ53p4Say2d2j5zXoSWwCyvjFOmUZvuETwmBJdciUWs3L9ue6T1iu9v5xEOLvth75XsV5XnE+6k+Mzb26T06fTvtCu7nU6SYIt0+M4cdxFHi/GdXouqhIIyEXi87cLL04+SXNjt9PsNYHYO1Zt3dT13rnqfR6eo2Ozp9TbG64Pn5zBGPu1jGk+TO/wDp/o4mx6pG69o/75rnmbWOFux6PSKIIESufGDtF4orGaYxIKKD84rbIi91PDnnegmNS3Ki+0rtnS1S4AkX+M5/RaXY7JIhJov4zpxjGDVJRw1koGUy6C7OXM2+Uq4eL5rNOxIjRd8jmLYoSfDzzgBoJS3ybE7c+M6kZe2iuEq675z+kIqoFr2zpxioC+5xVgzYhcGk+6/0wXYyUkNvxlwsSLGj5s5yS9ooTqnIqp7o6u92tc+MGUhpAa5wNkQSkC+G8XukxkXa13wKoknuDl8Yb7YgW0ducUJEEXnnC/cInJzLgcqBQ/cau5GESYjEtyl9si0E83hQkXff5cKka5ZDfYDL9zE7VzQPjClIUI0t98u2lAWqR85AL/KS2CfeAnFxS5cH3ho8+4ok/OCL4OLwIa+al37LkaiWxWvrKPdJbuvmu2SKEalL3ZRJbCRREt5azO+4akEi+DyYUikVKe+QkXSn0/OAvZKJFSQfWdT0GDHpWcX3Mmk+PvOP1Mj9uX8RQ8Z6P0vTDX0Wp1lEoljkvonsXqEvbpicr7j+vfOa7aEYof8AObvUJkdmsiMkFT6zBPa+xfbd2B3TJPS1Y+4GwusqRwIsU5X5xZKUhSrsujuZFWmQqZUEEkKefL2yNRQJWXT+ckZHtUC1457ZcYC9iTd8tp94EjH3CRGiqLsv6xwsbsVCz6wYy5kSC483lsmQo09q84UG1Liq2eQ84UAeUpfkwf3Yxm++qHunDhR2QkPuUiNC4FPcPMW3nxgMJRSpVXnjCIkZMmSx7j8ZJRijUuV7VfGApl7pIN/InlxUiBcbE+O2NnJLaJN1d4jZKMpL7UQtov8AreVGP1DmL7KbKGr/ABnpvRukei6CGlAiFiPznn+n6d6/rI6YyJEX3L8Geu1xYwCVWcFfGS3rFk70O5VjGKFtp5wUFOeaovj+zgbIzd05WMYgl+PnBdvtgCFJzki1JxCQ1ch4bvLlsDWlILVh88Xitm2Uh/aGgqu39sTDY7YrdMe9+X7yhkrikoInZO/9sPXskIyr2o2V3ypXRH22SbQKrB1zjPYk4txbpfjAuXElkKSLp7R+zKubrESksXv2x0tkZz/hXuOOS7/+c4EfdKFTisS+QrCB1xknuugUpO/3lSZ614U4HxhEv+mRRC64/wB8H3RkVsKOHl5Pj+mFFrjJFXhboeMt2SsewDfNv4y0jGT7JCS4QyS1y/ikrRv4v6wBjOEwZli0Cf8AzxjIyDZ7Ywoictc1gx1ttiEXm8YN60itxbsfGAYMqEsTnj/UcOQp/F5Pk75njLZAFt5pFv8ArjY7rl7JHtkF14cmCRYygq2xspKpwo3ECVSKs45wZyLql55DzxeK/eRfaqF8vhcYCiGtUCpNd+35zNumMi5MX6eMdt2NxYyoKuziszzDZGpRGXyHn6yxKy7NbHklUnl54rMW5mbBv3Xxz4zXtjGJK5P9fD8OYZLFSShfGEBKDJFPcnb7yiagoDVVfdwpTGXtLK7X5ymJcLFjHu/GAzVKTEkN0dnjNsZHtFAI89ubzNCZ2ADyHGGxlOZTUQtv/jCmx27GdyCnx5cqU2S+6w7AGWQY7OFvxfjjtkgvC2ldq7uESIRVgr7l7vzhawJKD9tWZcdUZTVuIl05bIBIyVWqvCijIeBpV/3vCb1xZMRYl3ioxCQgXIfN+MP3sWr47V5cIjFlrUVL8vNZl2z9rRLkaF8Ze3ain/b24KzJtnFaUb5v5wL2b0uPc+sX7fdRftBu8g2BVPhDNXS6xVke5iXz4fGW0N1RPbatgF/ebtGpjt/lIidz/isX05HYpJ4kcWVT85v1az3hIKCz4cyYvVr9qcqi1bzXzmoP74CI88l/PJjMlrUiZV5eJjNFH8V4vJIW4YyqrGvnKJU03b2wIzZNiVXJkCTsb5HxfbLiabdfeXgFWl/0cs4W3u4UWK26o7dcoTBjIRHyOMyeMJZvVfNfXvSn0rq/aI65lxQqvrOXGXNZ9Q9U6CPqPQ7NKRJSKJJdP1nzLqNGzpep2aNh/KCxX5rznWXY/N/P+J/i5f1xnVDJXtinu4yl74vYVeW+nzJ+Ba4yrRwV55yEvHnM66YIeecvIHGQOT4yogVeXWXVZZG8uJas5yJ8ZOxkv+uGXufdrjxAEyS2zjqY6gjJ8uef6b1GTKl47c5v09XKcvYFt8VknDjPUfr/APJyvVpe70zZ1Ay37GU374/tmPR+neq27KhGi+7nr+h6L3wJbr+QzqQ1xhGogBktk6jctvt5/oP0p02qp9QE5nPJnd09Nq0xCEAD4MaGX4zFtakSqyMqyEryJeRd/BFJgShGcUkCPCJeQUacPDUuvCfq/wDSHTz6XZ1fR6yGyIqHA58o6rU67E7OfoL1qRH0jqWXYg58A6tnLbMiKK0PjOnC2zHKyS9OVtebOXF0JbmuXRzkggXzeO19JDVSvu+TGVdjJqtp9qne3Oh0/tapIr85Qe6TH2cPZwjpJyl/Ebvjhzc6Ztl6dv07dMrVtPaSaEz3/Q9OdL00IUXXLVc55H9MdLs29TE362tRdpQ57YVKDzjndyROEzbTGXtiKrx2zHv2AqNPYHNM1Iq8V2MwdZ7ALW3wZh0dH0+NawVHvTm0BLT3P57Zk6PWOstSju8uaQoUbfDeRYTtkoi+0Mzb2X7b7W+e+M3SZSfc0efvM+2cYx4X65wh/QgBd2tteM6Edt0FhXkzF0kvaillZvjMkWQLfnCwwi+z2rXBSeXAISZUx9190wm/bwNxODCJc8PtK5yKTtjEuMo0Hjw5n2DVIAcVmrbJXhZHmszbEk9kPOEpRdC3LmgxvIJKIfjKhMAA5eA+suc6Eq36yhbAk0HHlw4lH8Tjt95eoZRQvv3vLISjFUTmu+AUiMUY8cdjFyJfuDfCAFd8Iiz2BF4O+ExpeDtZb3yKqTZV+e2D7WWtoRF5PjIPPuTzVXeEPteyHZvjKA1y2VzyVw/OWhI5445K85UlZnsAPvISlaxTgpvxgDMU55a/0xLFX+Mf5HONYoio/AZUpEVux+TAwbfdLfEbpQQO/wA57Hp4kdcWHEUEDsPnPLdMj6hqU9xFtE4D5z1kIkBI2Hc+DJb0scrrketEWw9qPbMsgioqcf3xu1Nu6ewsFunuYuZQ2U1xXnEKXGYVaCePnL1TnFfcNy8JZX1hSgbNgEQUAArA92wakNfF4Q3u3EAS7rLjH2txKXjv3wCdxosHuONlIjTC7qrwCYGyNxD+Xw1eUalH2J8c8/2wNb7pEpxVfGNYhr9tpXNYULEkVJseOexlNkkSwasO2VLZKKAAPmvnJKckoLAbwLkWjQHmsCXviNQsfF1lkvaVJV7L4wJTEaV+sJrOSGV0nKoHb84G+aQRaHD96C888cnGZtki6Y8XyHnKOn6B0xshLfGQMZMeDx5HO9sl7NbLjgXnOf6R00NXSQlFT3WoPF/P5zR1myQwiFjylXmb3Wp6KgsdiyWhuvOCsjY+5WJyWcJl69yNsX2pVvi8N3QYMhGuEfnKFbJI0Pi6H/UyESKhKjvSVhzgMP3IqWcBxX4zPGDIVG6q/P8AXCG7KlKE6RC6vtxhFRnceUE7chlMXUyIHuZU3hRWaisWJbfccBcZTGTuKl2K7OHskz1hBRs5XthOyMkCpV58YucYqSiMZe4sPzz/AEwBZSEpHlLri8jKbXvBYiFfGQr3sdg1J73X9ckowHuiItN4NQZa9jzZIujtX5x2tjsGVsW+Lf64kYNkkWxOKs85cY+2/aqc9zt9Yw00lwhIRuxO/wCMdrIxEjVpeIZtD7E48HfBGmMtbIlICnkfrAPZEVjzFefceH6y4wIlkiSnN/GPEiDPlVbfGKmM5HtH2nHHb6yaB2bQmRjGl8n1i3qY6z2p/OT3fP3jJapSC07mK3BGCyGSHcL/ALZVBKRI9yMlOC8z7Jftogq9w8Y5kISBUoT4zPslyiEVb5xErPt20py+5tK5HEO2MS0V+cZMZSFSl4TvipVGIy7ndMIWyZK2RMvVDihW+eOxipS5ZBwmMhJShQDk84GnVrS1iINFfGaNeljsQSQHD3Mz6pJMRauq81j9UvbL3Mz328DY4Dtde9qSlPBwZGTKKAFNN/6YplEW6j7jmvBlDIGQshKH6wGguxbHiwOf/nnBhF2LY8lc8U4pWISEt7K9/wA5f87VSzydn5wD2bJ6hFtqxxWzYINqxqk74vZsZbGlfalKYp3hsPcCF3hFu5BFZAecyu0kgCsngy3Yy2F0i3T4w9cT3vtOVv5rLqm6Ie5Pce3h5+M16Ne6QkaVB7eD7wNMGQsH2kU7+fGdDRopL/8Aw3Q/2yEaOk0hE/cAfFdnNxEADsYvVAjrjfKGNCu3GZtaiNVzVducigc8ZEs5DBkEhG6RMgK3yVmP3SlsTsDb+PnLdktL7EZR4pvnvi90yGwI8iNv/GakS1qJRC6ASh+TKkyEY8vBz5zCbGVIvfv9Y82zJBIEG/c+MYmtMpA1I58OEjRTeL1yF4RH5xlItf0yKMbyYAqHHPZ8YeRVeM5XqXp/RyNnWbunNs4RWgta8Z1XKS++WXGeXGcplmvA7Ov9I6hrf6fLR492qVJ+TMXqXpEdfSf4zod37/TXUmqlC/kz0frX6c6WUpdUbnRFbkEbL+frORP1bovSehn0vSbHqZ7UJSSoh5q/OdZZZsfB8nhs5WeaST6rk9L6H1/VwNmvTUUsVq8m/wBB9R6e5y6aUox7sOa/tnf6/wDf9U9I0z9LmyiKbIQae3BWcXV0nrGib/h9fVwfwg5JNc/J4eHDJJbs9xk19F1G7TLZq0zlCN2hdV3vED9Z7r0XVPpfROpepGG1H3Eu4vFuL6zpPTPRvT9e7Z0ZvltaLe7V/wDGJZuLz+DnCc9yZt14t447Zdl/Odr9z0XrbjLVt6Ob2kPuifk74fp/6d19f0u/cdQhrv2ocSA4ectudvJPjcudzhZf+OHa+clZt0ej9d1MCenppsXz2xXUen9T0cvb1GicV7KWP4yuV8XknuVi1bp3phAVnXB/xnvfQfSXTrN3U87JHAnbPL/of0p6sj1/UHuIlAmfRI0AHFYt1+pkzumB7e2GOAOS8xZrpKYI5dYu8sUzOLKJPOQXKJX3yxMYuxeFgjiup6nX0nT7N22RGEBVX4yLK81+u/V4en+kOkkGzdwF81nyOTJfcFjzYZ6Pq+tl+r/XNjAlKEVIAcAPfPY+jfovp9AbOpiSe9eM6cLJGLNu1859L/T/AF/q24jq0T9jx7koz2vpn/6s9YEuu3Mnv7YlZ7vR0+rp4ENWshE7AVjrxeVswyW7XC6b9G+jdMHt6UknmXLnR1+j+n6Q9nSaY1/+iZsvKlKhfgvMdrscP1V06px06dUIyOVCsxRtq6DvhbZOzqZzXmTxkG5kU7d6zUmL7Dt2ErAWjMO+Bs2QOf5SLzdslGLUX3X3DMSMuuhEQOV/8ZR1dVRgByrxhbJMeEYqecvVF1o812p7uVvkSSyjIrPLWzFP5fI5k3xPcRKCwzWy8FX+czziO4jQc3w+cI3dNFBU57V85s0sZSCVRXzmfpyg57feaCUbIp55XFWGyuv5JXYcDYvIvAeS8drAe/HxitkWKtjHIrGbm5F8YplJeEfm8ZtkDYD80c1iV/nZFCTyZUo4SpVC+94WxjKiJwco+cACXAVfF4UY+2zvgTXGjhRvs+Maga+VVfD5yoKN8g5BfcXaPl7GRVhSIgp3yiSnF8eayymxS/B8YVpGkfxgBJClqL8phoyFe/gwJwjODHYkqcKCRBLo4cACM5RWRSdzvgzR11/TnHMYqe1X2vZMXIItyfcngyhCjF9tiPf5wbYx571/fDY+60eO9HzidspR1nNFdsI0ejQlLr3bIuFe1U4OM9DsmaenlI7RLObvOZ6Hqlr0LsLNvJxxm31GbDpvaIMuPrM3utTqOby6+UCJ/fAKke4la/HfGEUiPFPfnF7IhK2gOx85QRIEux45+MWIbVH3X3884Mgebae1OXGKPH8bO3dwgklSEQo4rz/XCgRjEWjmqe7+MoVtVrjv4yGwlUEtXzxgFKNV7ZLfesOUVgMZVKT2e2Kj74y9sHvhEvcq212e5gRimuJORfdO9Y0fdAIjLypxRge1kojUSu2QUuykEoe/4wFSkxh7o137y8GKdil1VlPFV9jjdvtnrIqh4/OJlK32oH0dnAW7RQS+3fFyj7tgPzTjpQHmIoHHHbC6LTDb1cI7LYyW78/WB6LptWvVrHUASB/0xW7ZGW2loi0898fCMNOuolRiX88Zhdkf3JVAuTfzd5md3Wr6NSKMhD2vnlHFMZSjKScX2D/MZIsHVIEJ3a1S/BgmyZJDWlf5hbM0GhGUCro4peecA2JYtUjwd8XLfFVD2oClVTltuu1bAQOMIbsk+8lGru0W8kpsWkJP44wY7IVcGlsbO5k2ykkKO7SnFcYAkIizBCVNHnjtkYqjFYtvntgy5V4Ci2++FKPt1w9q/wAbW8AKlGM5SSQNduxWFZNCqaaT++XCUrqcG5CWPFvZwHWK3FGI2LVYDf2rX32iAHjB1iyRjVPe/GFDjZYUxOTxz8YWqXuUGhsaO2AWyZCZ7qYUND2fnGKAAFdlvxiv2ox90e6LxXjDNhxGQVVFHfAL+LEtDny1X1iyLGQv8XvQ9/8A5eUMUGI2tIn+Vy2UgYypLr4TAv3iiliPN1idionuQOafPGXsnLU8ikmmzhMTtXYgNBy2dsAdr7S4lIeHh+8RsVPdV8cHfGzlVR5CXjMe2QhKMhrkLwlLmy91BdPnFSGXM0A89qytm+VgUHA/eBKTKxK/J3wB9sfcxW64rGxiB7kbi0mKjr2KKVfdc09KylcVLl2XAdo0s19wtij8Vy48isGgsOEK5yhaIwfaX2/95ftI/wDUGyPfnnnACOtjqVF9wCP4rC1Tka0YiR7U/wCUw5bYmsjQFUNYgkhOLYLwGAUUdazpspE7YruxgLEiVWW7SUX2rflTEp7QlOVN/PfArbJiMpXxxZ8YrZODwBXe/nB2bfbEpJC8XiYqj7gjz45wLjUZgtL8c5t0Mo7hgpQl4mMAkLEUe+btcSTRGiTVV5wNfS6pWSi+5O9nf/5edHRpYh7hsb7Zn6SDQRfHD/pznQ12RBATjM2tSCCgHLyZMgmBKZE5f7YMtsbS+QvMPVbGAFiyeD6rLIWr2botyi2X/mzNs3/tbB2Xy035rB1HuikEiKKPmsX1RKUDi+bteDNMtOjqY7dxFKJNCdo1zm+IyikgkX38uczooxjEQ5R4G7zqaoktZYnN85KSCNQbPcVwVVY0KOMGMebSl74S1z4yLiha5KcLK7hkMKvKLrJ9ZPxgL2a47tUobIkoyKR8580/UnpD6Z1tBembcU8fWfThzB6t6Xp9V6R07SmrjKuRyy5Xl+V8eebhn3PT5Z0+/bokurbPWvwpmn/6t6gNf43dV81NxfWdJLour2dPsv3QUuqs+cTwPObkfm7y5+O2W2WfT1XX+qao/p51a+oNm3chJG0DlX+2Yul9ehLpDo/UdH+J1RbjIaY/1zhltC4VF5cjpz+XzvLZ11mfTt/tei7uTqt+g7sZwuv6meh6X9jof011E9M2er2KKUt/X9c8G/nO3s9ddnocfTjX7XgZDwg3/wAGL306fH+Tw8e2yS51n69LPqdnU/pt2emyvYBxDuF8h91nlNfr3qPT3H9+cj4m3T/XMvR+o9V6dtZ9PtY33j3H8mdGfr2jqan1fpujZs8zLF/NZJMa5fJ4+XOX9XjY9J6D0h0PpXT6ogMYFh81nWHEaokYEQoiAY0c0+4O8guDb4yz7yYLtwiTg2GQkeMmAxXCHBG8tkRFcliwXuDu55H9WPUeqT1+l9IobG9kjwZ6Wexm1FaxGjpo69s9iXOXd+DEnRtYvQf0/wBL6H0xr06z9xLZJyv5ztDgHBhW4xRXlXg3eS8YglzP1m+Ojp5Sk8pQfLjrzk+p7f3dpqjSx8feMxZ2w0r7ilXthge9UbTw4rUyikNl3F5fGN2LDYyA57B2w1C9rS1Gh85j6YHq1BU83eadgyFk/dZn6RrqJ1ZXGUdM20fy4e3PfK2sJB7kR+PGE1KIEVf75nksVsU7clBkKCQRRiAHYczx/l1QV2xuzYgoAmI6STPqZKX/AEvA7OiowU8eK75pge7XaCvBx2cz6tkY6/alI+M1a6kkwU7cGRVOuUYyGVIcW+cVNeYi28981bZcWQUPPn+uY9myJKgb+HBSZyQtC67GJjJFW0TtXbGbZE+bA7F4pGKci+cppsNkaP43z+MJkrxZXKHnAJclUrhj7h91L4rAOE4yC0D6cjfeKp2VcAiqBGw4se2GSQ/kcdkMKqUSTfHPnGxjKLzIfccYolGjmVV8Y7URjbG0eUcClVeBrm3JIWliy4r6/rjI7e4ge05XsYEdtKxXjIEsmI+x9q+EtwJWlKW/745lBlwc/Zi9oFtX8ZQqUykG/K5l23tSIn8kDNBEmIhwfFc4vR0r1HXa9QoUtmEej6LW6tBqlZ7eR8I4jrdsf8QQk8Ueezm3VFIBLhCuHh+85OxZdVObrWK1ffMz239IhK2NBF5B5/OI2xUsUY+DyZomEth7Tnt94mR7rqXZRvKjOky2NnkD4y4ymNvN+XGsUD3Ue6gDyGKkMZJJRSq8YRFbpWjunONAlP3USA4rEWqse0WufOMjtZIP8TsvjAYNp3LeOe2FG7GDTFvjs84EZFkYoo81lkfavuf8t3z4wHMpSp9w9h4yJKQWFJdmLCBxFRe6uGsQolZHxgInE1KxFb7XdYqM5SFYgjmlL1srJMr7vLmfZERKp8g98ANm2rR5O15q9INU9jHbS1xZQ8/75z5z9iE6kAgPjOt6K6klYE1E/wDWKsdbchpeQsoa7XmGMSxKU4OOHNXWSY6gi0r3q6zETJCxqUikB4XJCrmRERpKy9mxkrDgkggd3tgxqUmL/wBpyZTUaRKObXKB2wl7mguRfftxlayViNNVWNZxktDw05PbUBokSebacACO3gkiIXhzRgMRiWjXNcYUQH2xSl7V3ySjKIMRTz4TAVKKJFCr/wD+j/8AIY2MTZrSUnu8eckpMBFQG6cTJJQJRl7X6OR7f84DJSYkpWSfp7/GTTtUVEe6JyfV5Iox9sj3fIHF/OXLWkTZGSRe5eAtlOMgJJK1aO5jdSbIv8m+Czjj7wZQXYMhF7t9+couLye0Wl+cDUTCpLb2r5xO2UYzQWhO3nnJKNxBBI8qPb8YENTKkkWvN8Pf/fALV1BLZQccCrWN3hJCPeVNX2cA1ftxUCSNcHfBIxkJMLk8cdvvGBcupnQTio97eMH3RlJARvnm8LZGQNU80WYkikCQsUrv4wgN+0kECAEaLPjyn+uZp/tzFBOKKxsliJ7hTsvnMk5RUj7U9rdjy4NK2QgNUdrvviyLynJfnDdhOSc3dHzhGqMuFVHivGBWpJSYxVXgPvNMIxjPigHkDjFR0l/xCLd2HON1wlsUKixS07P5wNn7bT7ake2i3KlGNJwWdz5xWtnHX7JJzxdci+TKlMpGVBx7vGAyUfaRki33/wDOZXYSktoR5XGe9BJCDZV2ZnWrlGmymn/LgX7xnIiBXLWK2bidjyBWT932r7qu64O+IQFrtLnnAGerWqlsYohfnK1jIQCNBXyYQEaV4x8IxFJAnnLobo1LcpqpQD5c63SaJOyJF9rHkv4wOm0R2kI0d7q+z/8ALzqQ6aMURRCjnJasgo6AkI1TZXn847gyGXmLVzE7YDIReSskkj3zPv3AJfDzZlkLcZeo3+2DKL7iTQPcvOf++yWM5XXJx2+sm/Z7UjH5t+MzhI2LFFO/Pj4zTLV0+0aQs+M6GvUbNLLu/eczUgKFF9jOpqfYAjUiwe1+XArVqBBKOwnhzbqCMATkfzzmPXcp3FsC68vxZm3XIlEb5T++SrDKu+clcU5X8reCsu8ihie3gv5yCsRDl/0yK+4A/rgMn3lDR3wDiiFN/eWD84uOwlF9qDaF4cUqnuf64xBcZEyhW7KcLCvOfqT0GPqOl36o/wDXiPbumfO9g6psJDGUWkkUmfZUzxX6t/T0mb13SRu//uRDn85vjfqvl/O+LOc/vjO57ePEU54xhyYiIkqfGOj2zcr89ymC85Zw5WWV5cMLfDkr8ZTdZYnnCPp0e3bCZVkDIRt5w/Yo7E7GV7pJ2cMInLl++I8BeAASfGGCd3K/cV4yxfOQGOL6jYh7TzhMgLzKyZzX7xJ2D1iFvdxpgx8BhmWqIqsl5V5LyCLkvKvJeBU5mvWzXiJecTXJlsnJT+TavOdH1HYQ6dL/AMyGYNYIMe68nzmavEHURipKDfhPjF7E2ACqcLWO2yiCe0bO2c92pNjbQ1/TEbpu2tZS2184joh2bJKcXxXfJtGItq/DhemrH3L/ABVwjfLbLVBiFPa7zLs2Mlsa8q5qlNugG8RKrVu+yYGfYFLGR8VWToYoTkyLk8V4xXUSYqlh5HH+na61kluueex9ZfodEigSiEgOTtmyEiINe354szNrWlgBfg7Zr17fbrBO/AfDmVifuKdy/k85kmxktrZ5e65q2SuFRosvMm243f8AK8FIkPKU/RzlRS2KllvOCykSAC3s4cWZbw885UNjp27k/bgpHwY3/BdQL/0X8GD1HqUPR/TTqZa/c7JARGrzDH9daK/n0syu6ImanDlZsiyWugdNujQ6Zh3UMF6XctuvZ34EXjM0f110MgZatpfgpx0P1p6bLubY/P8AG8Xhzn0uGpKD7WDx2KTJB/ml0vcusOP6t9Jkg75RX/8AFBP+M0a/X/S93Eet0i+JNP8ArmbOU9yrkJYnFnMvjnBdZdjQNU8Z047Ok3hKE9Ww8MZD/thT6XTtiEoCHblyb+wxw2RFWSSey4rbNaIhIzX1mvXq6hhrH+NPL2yz0uW6EJmz2si6qqxGb+MWxI6ywGRxXnH+iade3Zt2i/uRSlyus9M269CkyVcitZ0fS9EdXR65DSHNc3ltyEnbZtl7dMmwUS/F1xmGMlicCpbz2zV1vudRGEFbvgsrMsRIAvtHwlOZjVA7YxUYsfhfP4ymMFR7821h7I+5IyqxArvXjnM+/br0jCVnc4LcotqSW2xODzWZp6mSyJCyXjyYymJCdEiXZv8A3yiiagS+L4wjKapW0pbyYWudLERX5w/dKLanHn5yiR7hYDZY/GATEZMSKRlxY1jSUYwYyq/h84v2mxJ3SPBeGaiWz3vdKp/+d8CD/ESmQ8r8YetkWSCS2B85CMY8QuL2uuMCUZRUQbKTApmEAr2py8Yv3BMZDJlyA4MtkhqQpiSUIt0UPBfbKFdVsir7i6XiuxnofRSD0cQA2RWzyXnmyR1G6oltjXZrPYdIazTB1gFBwc/1yX0s9g6oZSj7UPbzz95idCTigxpGzgcf1E/dvUEYND85mnvlBYgvusL55yT0UXuvcqDzSXzlEp2gEhapPGXEjTKN0dl45wIE5bJEf4sX++UGxjG/cEVOAw43LWpwXxxyZNSMj3hJqkTmsKMQkSgCCiLw8YC2MYJKUrJPFPZx7E/c90ZgS788GIlqJNFDFsPnIxkyfat0chXtwGqSP5RJa3i68YUBaQ9pSod6yRjKOsgjz2vs/OT9yHZoZCIvYwAqENgsqG2lq3xlyjKNsngOC+H6yT0RkxJJwHnE7drGqEBqw/4wD1DsmhIHkp5rJObFoCwC04fOTQ+4ZRkX5Qp5y9jKm5ghyh4wFy2kqgtLyh/tjhYwkyRIncO+ZtkSmVyGjnui449xruMmT3p8uBf7kuAsA4/2y3XKMT2qi8F9m/GJkiHuk3fe7tySmwsJpacJZ/TAjKUQJja821/TAltkxRGJYf0y/wDGEkixJJa8YrbLWxpUe/PjCVn2ziDQXY3mSaKBTh9RsItMqq1fq8zx2uyYHMX4PGAemJHat0jd/eaNWsnIkPuptT4wNUgKYlPFJmnUhBlCNF1+cAyMFUvvSvzhxjKK1QJynZrBIyIlByWJ/wA5bJNaMr7tVgFsDZ7fbFbAS+x3vE7emUFKicpfD8Xlmz2nLTdd64eMv/ES97GVC+Hz9YGZKoCqarvitiaxC6q2j/fNcpRkvIMS6+czTncVnVqduMIySmUCovdTjFiyZU2eMbtlGQgBga4sigArnCrNcnm/HntmzpdcUqQNUN89+2JGMZESpV2ind+s6mnp9fuIgIUvPfzgaOk0GxGCxYqtNPxnV1xYwBv+L4e+Zuk1RifxD2jwj8ZsFVEr7zNqwWUpEVcl8c4rdKMS2r7F4k1b0k5RRvhDznK27UH3CnhXkx+3dYRl4O55zn75kixVj/vmpMZtIluu1eXhwYPuETmTQj4wJTu/cD/TGaQm+0O/Jz2wNXT67ke6KETlzqaBdjJtgFB3rMmjUsRBkJ2POa9BOIByLSPc+byEW64fuMj+L2EKc1Rqn5+TET5lBiPDdJ8Y+HFnjFWDMCTTYWecJeTKUBvt/vkUBIWxLTt8/WUwPcIp9j/vi4hFUf4rfPjLhXtiS4peF5HxlxNFVHuQG6r55ylSSJ/HvZ4cGbKMfac80Pk+8AbGE/5Jyc9/rEia0xme0VOe2FGRIszL+6gIWXVVyOO1yEsbjksWU7BlEkIgiUj5yxEs5y8ivm/6l9Dn0HVy6jVEdE1Sj/L85xY3+c+sdZ0mvremlp2lxkV9mfNfVfTdnp3VOqQ91i/JnSXZj8/8/wCL/F/vj6vthf8ATLOecFbacs4zb5Fi7orJf3lZMI+pe6jB92ERvvhESPfD9gWCvA4RrfOW7SJx3wHYyaP9MAwD84Q4ERDnLusAdsqE+cTrOcrZL3NYcCqxCmmEPGCZY4Va5FylrKvAtX5yDlXkXIOf6lMdmuPLXKYnUlCH+Z7ZXVrPq5Av8QFytcmKXyfeZrcg9sYcsVU7nxnO26ySyicnL9mdHqIDEkXSeM58pMVGxWhxBnlMBY2/F/H5xvRHu1rJsVaxO+P7T7hKfDjOilCOsJFr2rA0zktMRrtx3yEZ/wDbdfLk9xIoiDfe8p2JdNHnAy9UN/yb+rzZ0IGsAEfK3nP6jYS2Nqh3rv8AnOn08QhGJRxdZRthqKoUfkzRGMY6691oXy5njGRH3Rp5Kp7Y2MVv3IL4TjMqXJab4V/OZ98pPtC7j3zVslEiXcmztzWZN2wtRT5vKFEy1baOCsbGMtjCMSmSC/FuKIiXJPnvm3odZLqRLqJdXxeEcD9bdQmzp+lhz+3FUPC8GeRIovu58VedP13rXq/Wep2RbBo58HGcxbOF/Oe/xzOMjU6QkRZU8X584UZUlNvc+sVri+5F4+XGRKsGvj7zoHxk+W3u5cZR8tJ8YFBxIL/1wokZLKra5XIpmtRZF38ncz3v6Q1bIemy37tkpOxatUA+M8DoGWwhEWUkIh5VrPqENZ6d6Pr0DTCBG/le/wDznm+Rckn6rDtDqusCMn+cjmux/wDkzn/qT9RbvSet16OlINRuQl/jOv6dEltZpxE4XxefO/1B1p1vrG/cWxk0V8HGcvFxnLll9Rid13Ok/VvVepdZq6SXTwWS+5itgF3We46cj7YziISDg7Dnzv8ARHSbJ+p7Os9t69VRvv3ec+jS9mnXORRCIq3wVzk80kuRZO2SfrnQaupno29QQ2QaSQhf57Zp1dZ03UH/AEt+qf0SHPmPU9S9R1m3d/8A3Jsj+riSVCr7ebs8Z0//AB5Z77afVnp9MlXWW82cf7YuXQ6ZI8idqc+aa/UOq1K6uq3RI8ASQzTp/UfqmqIHVyQf+4H/AHzN+Py+qY+gS6CDftkxvjtmbZ6bstYzF8WZ5SH6z9Q1B7jVsA5sq/7Z3f0/+od3rO7ZDZpjrNcRUb5fGYvi58Zt9JS9+iUZMJFsWrMEi6/88Ua4sTNG2Utvq5FsCXJ9Bm067pYbpa5dRA2R4YqCXmZLfTLn6Ak1IopQ83jJSdchSy+52zskdGwE/bl9lN5JdLplywD8cZnWscJlKIp2HkeeMM2+4uT7hLE7c51J+n61Pap8+cRs9LaqEhvuJV5ZYZjlTPcLd/FuJ2akFJd/B5zoy9M3xFEkHanOd1WnqI2MEPk5MsQHpEYnqRJPcReV8GewsjBkUAXwZ5z9Pa2O/Y7RPcUWZ3+p2ft6ZICtFfn/ANZm+2p6YVZXJRtt9raYOtUGNjZwlXhsoQmESiT3CnJJikWBQcvnLEWkYoyC5NJ3pxft9uz3QRZcr5cL2khGkFfvBYvuG6a7/PGBUllaAMSkO8jzWXrmS1tRYziKqV2+cZFskRaPB5ytsA1+4gyK+e3zgNIwlEitNXa98AiyVilXVjyBz/8APzlDH9v+MAUae5k1xmryBXNFo/Z8YBylsJAJIrsYqUUlGXAgHbuHzjRICMlY3RXC4Kyup8gd3j6pwIyYgyiy7ihdf/Ly5RJakX55+TJE/bFVBTi+H8YNe8kvHcG/Hm8Bf7U2K12KE8/nGbWCEW1qg/5wSSNkliUV93yOBv3QRiFq1xgSWv2xRVa4f/OA9QwFkj7aH6MkZsS5SKqxvxhzjHaSKBrijAuEoySXCFN+MfJjtC1JC1xmIia4yIWLfHiqy9u2tYqh2U8fnBQ9RCMZXCTdcld3Ofs2TgrOQifHGaJ77uRS/wCjmWUoyH3Ul8D4wjPsffTIBaHyVjdZGKBQtdu1ZUYxtUsODnNOjSExiFy8p2MA4wjtikeWPIHnCdE4wAgxORFxkdRHlGPuO/zjXcRHu1b/ACebwFE5RssSnkP7YuQxBksvoeMIWeslFIypECwcQS9oQbkRap4vAM2CLKPbh/OVJZgNWcln+uU7fbMEGMmlO+XsSSsZe2qH+mAjdL2lCooPHbM2zbaxUa8uO32gRW/IfGYd9B7VPpMCgZTUf4pf/vNBIjVoWf3zPqC+Hh8ZoAnIiRO/nCNOvWw2EmJL2pw52Ok165EFaRs+Y+a/4zL0XTR2XJFCrXzznW09PGIhEfc967ZLVjTCIVIAs8cYzKCgPjItC5ltUpAPznO6rdHllcQ4OM0dRP2qxbeCs5m/qCc2MhjR4zUjNpO7bXK8Sf6mZJyNixJHPCDzh7bqqsTlMyftvvZJdcCcOVn2bCMVRkiVWdDVGNhABaLzD08YsJs3k4B73nT6fUSiHHJaj2MK1afdqqLwW8mbdI8vHPPDeI0RhrEZXCVVf+2aNcSKgcdzJVgZ/wAZt3UvPxl65DH3LX18Ycgo9wJeBKVcAVVp9ZAcdhMscVLaMvYl89zx94ADOE4r7aWjtg7ZuuAwBHmzhr4xIWqkz1bleYVx+co2Etc5NjFavv8Akwd03YXFWHF13MzT3Ro9txTuZpDTqZC2EvI/8OMhsgSfdIq77Zg90hL4L8HYw4xP3Bhftu6cI3e73SixaJHId/rHxkiDHg+POZ9SyiSk0nZzVG4tyC3zkpDIpVBQcYWCSHLO2RtXnOP+ofRj1XpFhxu1ixfn6zseMmJcuseThOfG8bOq+Q7NU9WxhtixlFpEwTnPefqD9OQ68l1HSnt3haHaX/vPDbNc9WxhsixlFpEzrLLNj8v8r43Lwcsvcv2XllfGSrMocrxvqDt+MjKUnCNcTu2mWSDiJh+vDHWypeDDIxPtymSvfKMC14wNkvaOHx5zPtlbQ4IE5cfEo/OJiK/nNBwBgizJeVeUOFWuUuS8mBY1lLxkXF75/t6ZS+DIscrZIep2LIC1/OO1zEbiH5cxQkOyl4u7zR7SYgvDx95ho3Ysf8rw+M522IyTyt85rZ+0pGz5KzBvl7Z/ya+8sGbqJSiSJCne3/jHdJTpGR3OHM/UbD2pIse2aOkkGiHupKsTKjTGEbuuftypntX2onxWG+0/ld/WBskI+27PNdsisbf7o+0bS2s62mJIEW7qs5WiTs6kEf4ttmdfpy1Bq2sUjZrjKER7/XzjJRTWKNLaYWqKAMrPlytmyQJKJQ+Ocism6XtixL798x7JEkBXj+2aN6zUqh+fGZ2JEAG3vzeU1CmkbrhzVLqP8D6T1PVcCCRfuqP9cVGNfanYPOY/1XuOl9F0dOL79srfsOX/AIzXCbZCPDSkuxlJteXLoC7+8Eo5iPPzhL7g44K4+c+ioQAbUexWFAvvZXn4wbFVePK5IbBsiKXzgMijy289zGxSRTwPH5xUUoosXtjQ9zzYRMlWO5+lukOq9Z02Kav+o32K7f657j1PZG4wewK395xv0R0ZDpdvVMadjQpzRm7rpG7ehb7mh+PGeDy3+ueT6L1A9d1B6f8Ap3fvEJMEH7eD/fPlm/Z7T3SOTs5779b9SafT+n6WLzJtPoOM8P0vSvXeodL0zVbdgJ8Hd/0M7+CScbazOo+ifo/oZ+n+mazdy7z3PHl5rNv6l6x6P0fYQansf2wPh4f9M3dFqlp0/tdmNI1wFZ5X9Y9Sy67TpijGMfcnhXz/AKZw4z+/JtbkecSKCF3zimxSrLxqIFAfWDJq/Kdrz3xQxQX3cD2fnFgyUGztxhnPPZcCQjycnbAGVxsKtLz2H6E1v7PV7XspEfwZ42ViqtZ7z9LQOm/TsttoyWVn0Uf7Zx89zhn6zWrpX93r5TTlVOfnPAes9V+/6r1Wwpf3EPwNH+2e76GRqhv3T4NcVX8C5832S/c2Sl5krb5vnOfgm20hujqd2lvXtnBjyUpnQ0ev+paG49ZsA5qTY/3zkHFW2vzhj4vgz03jxvuK9DH9Z+qah909ezi/5RD/AGzZq/Xu6v8Ar9NBQ5prPJLGNgFvm8TKonzWZvi4X6TH0HT+uuinE/d1zh4WhMvZ+qfTOoqMeoBeAROfGfOpSYl9uLp/GV6do2db6np6fWW2L9A2uYvh4yWzpLJH2H0dJaZ2HuuxTxnSnGMypAnw4joqel1sQOKazxv6l9Z6mPqstPT7Z6o6aLgpal+Pznj48LzuRqens5dHpkUxT8Lg/wCChECMkBv5zwWr9S+p6Uf8UyA7TBzfo/WvVER3aYTK8WObvh5z0Y9YdHKK1IReF7mC6d1NgkSgHOJo/WvTyQ3dPOF+Yoh/tnS0fqX03dV7/wBtfGwT/XtmLw5z3DGkhKTbrYqcji2MtYrIuTwVdZr0dZ0/Ul6d0Nh/+jIcawjJGQKecxbZ7hjJCE4lL8qBh+xtl7mIlcNVjXp4vIo3ff7vF/sSqmRIES+FMuxMAsSJNLO6fNYEaQnI5RLXv9OGktasosorSBfHbKY+YyEi82X/AHwJIZQsBPF+MVIYoUWFoPCXjpSlCJGAMX6qsz7KirGTyrSf7f2yhUpHvqMSHCtvH0X84En3KxpLq8uUiIUCd2vOLNYBGPal/HnCGx1x2ivDYBWHEE7tjQ/eVrGlZL8HwfWKf4KzGns4D0indG+TMPU7DWIP+bsfJhS2y5IhR8OYmTKTJDjjtgRkvIVFL/GDKMZhJVfD4+MbF9oCcS+ss1PLT7a4KwmFx0jaNFluadBIX2yGywrK1axlZx7iv75ojpkI9xTkOK+MKhGUkIpRyj2X6wNuqbFSkOefGP2xjAGMVs7X/fEbNh+3JiEWqb84Gc98akDUk4Oz94OzcTSIcxab8OE71KRH4DjM+ySixiKtPjAapKQ2AIic4vZIYtNL3vsuVrjGOtIdxvjF7IxlVigDWArZtNcl5UOG8yylPc2hJOx8Zp26oykIg1V+axeuIyROcvpPZmuNgURar8Zo165GtQUO78OBoiS2EZNHKr4zodNrGJHxLm7yGN3QE4lAewp5+c60Z8KlB/rmfpdTrasQf+M1e09tVZ8OZtagr4zPvkRiiqSvs9sbKRDv2zl9T1DHcnu4SqcSLaTu6iacXXm/zWYtu2kklN1+Mft3Cqc8f65l6hJh2tfGaZLlK15acuIyfaAnfj5wFEYhzG7cbp0nCyRkdx7YGvR0hKJKhDuPzmnptEtNkkBGn/jB6aS6GNsSxX5x5InUUteLO39cEaNYLEePLfZM1iESqrxioaxBGwK/plfukZ+1KVo/OT2s6FsvvxRzhDyj3Tvi5yQLS1aP9sVLdWtVtpqu+JDQs5EkD2gl8d8VGTGTKTwiHxfnJHdCQt2nce94h2xiKNl1T4ysh2bJRUgo2KeJfGZ9nUikZUvaztg9RumPti0HKJ3PrM0pwlIUb4/F4GuUh1lKA0vbG6pSH3CpXD5MyxKARp5T4c29OpsuI+0KoMDd08iSPh8eM2AIcjWYQlrE1tpzS+frD0yZAkqLpvynfJZpOmmwmd1f9MYNtYEf5c1R/vlsowq3v2yNQVGQA7ZO5xxl4UPPnPO/qH9PPqH/AF+kqO87jwS/956PJziWyufl8XHycbx5zY+SdV0m/pd37fU63XLvUir+8S57L9bdHejT1cTmL7U+nz/fPG9vGdZZZr8t8rwf4fJeP0+nMlyhXGmsPN5ftieLcr9KWDh8ZbXxxgvf6wBlL2i5mVk3xjNsq4MVE5+8FO1Rtt7GO88YOuPtD5cJwRHK8ZS85PxhUyGTJxgS8xep7PboIiXJ+fGbXtnD9S2/udV7RsiVxkqydl6uJi8nzeayRE4QvnMmhVQ7feafdFA4DMtB3RlIUG/nMG2PuP5GbNk5EUiv9M5+/a0ErFfxiJWDqoSCyYF9u9Z0ehPd00KTseM5vVyqDXkszf0Nx6aN3dHPhy30rTLZ7bbZX5xe0vXYtye2HshKUVHgzOqCVSN33XAnTxXdJ5qq4c6/TrFLv7zjdI/9RuSV4M7XSSRhXD9nOSkbjaRPp8Zn3SlLkfaV2vhzRs9uyASjTfC5nlGKJGwj4TIrLKaKHKtOU8tP8q4/GRimxSm+awPcgHnzlQ3p4Eup1xFPcgh8Zwf1jul1PqZAisNUa4L5eXO90uzXDfCU2ilOLtzrx29PuGMaV8Jzeb4cv5u4PkrFF9zQnHi8UxRULPrPR/rHZB9V/Z1wB1wBA8vPjPOEluizsH3ee/hbZL+rEYrbJRfGWXHgukvKWRRJp8fjGa5NkYlskCjm3gy00UP4kfHiseQXYcKnBXnPZ6/0LqlogvUJOhbBByun/Re3T1mvZLfCeqMhSkUG84/5+H6s16D0zp//AKd6Lq1pUowFP/0nl/1cR0Q7urJIVG3+ubeu2/txhrBfdzx4DEdHKOnRv6iQRAXj4C88O2239Le8eF/WPWfv+sbICMdQROeL8/65g/Smj/FfqGAvEIqr4Xg/5zL6jvep6nbukUzVT7XPRfoLonZHf1D39wR47h/xns5Zx8eJ/p73WsYBIQhxfznzj1jqXq/VOplxXvQR7A1n0Hreoen9P3758SjrUPA00fnPl0ZyZKlqPL85z+PNtrUNk3rr7/viptyo/wDWGoRrmz4wC21ePnPXFU1SqL5HFylySvthykL9vjAkDR2fPxiAFZL7iy/OfSeh1HS/prp9chiusX6XnPnOrWy369VWykRK57tZ9O9T9uj0+GoaKIn9DPN8i+olcjrth0v6e6zaPMoIP54/5z582PHe6Qz2/wCo5S1/pmMV527AR+O//GeEBBVaPAZ08E/9bSDiCqtfGFKTEDv5MEeErk5U8GDfdviqM7qJq7OOO2BKnnIyqju3wGCy/l/Lh8HfCE75cXdgZ3f0N0stvrT1aXr1FK/eef6iQlln5857v/8AVz0k9OnZ1G0qG9qIneuM4+a5wqX293u2x0dNs2gVCLOg70XnyrqOqn1nWbeom27JKnjPo36j6h6b0LqpjTKPsE++P+c+ZRkexqh54DOPx57rUEyTt2U/pkZ9kvv3vAlIiWcg3lxROWl+uznqxR+9F447Ywnesi8VzeJAjYg13ywuPDdnOMgbHYxkMFJB3OH++b9HrPX9OBq6rcVxS2f2c54EqlJ9vw13w/ciJ2rv5zN4y+4PRdJ+retIjtjDaX5Ef9M6vTfq/pdlHUap6nylJf8AvniywFL83l0Ir2fvOV8PC/Q+kdN6v0PV8aupgvwtP9nNjGMjsc+TPl0QRvyec9Z+kTYw3yZzlrjQCqD5ozz+TwzhNlHf3awiKtX/AFMzTSShISPfjn+pmrqRYDVhzZ85hlJk+0G5FKcP9c5RmlSCMX9tRTkebwZHtUBi+fjG7IkaG2uF84qe1/b/AJKH35DKgJSIiEmo/eZ2ctgwJiPZfjHS9n7Yxptq+/8AfEsfapVMjv4wAlsuATKkjyYhEE91ocvz95onC4CI5nYAl0smlcI1aNkTSvtZSk0Nc/0xusQZSbryvbA1a4smNErOHtTjjRKEUlIr75wodcT337vcx5OO2MJEZBJU7KvHPnFmpjciXINgfWERJROG67S8YE3bD3I33sxLL9xlSAU0mHvIxkWIdru6/OKd0JdqoaqqX6wFbWUT3RfcRQQP9sQkvcKFd/vGznSkbrx9Yn3vuJEiINPm8JRm72iROb548YE90ZcWgcc5JSu/YXfn4rM+2RECQPucqlz90URK83ha4y5Uq8WRZcgtGadaEQW1+cVI06NXumgKpwmdHTr9pGPttW1+Mw6ITVYiMfhzrdPrlsRnrbjyU/2zNWNvT6nXH3PKHBeajnA16yMQ5wlotQDu5K0R1OwiVQsuH6zk9TGKiVJOyPOaOt20pFHmx+s52yRIFG1+csS1k2SkKSQBacW7SVUiHjC2hJWuRpb7uVrjGKCB9ZUFGHuSnl4q81aNACTUZHD8PjFeyJKM4JI9xadzNMf5WyUrsOBq0wYy9uywefnms1a6VUKjwnisy6NqASu/A+ax+pgqKLs5S/P3gate2QcnHg7YaEkkc3xz2rFEgGMuGJQvau3/ADlSGE4sboa4eO2Q1e8TWCcxePxiZSGDfZKs7mN6rY/tvtLTi/rzmI2EYRB/y80+XzlgRu9sfcklZXyfH3ijcShSnB5yS3AspAvb6zIxiyVH3N1zhDN2+TAdYS93HOXqVkLFWPH1iYDZY/xaPrN3SQ9811/y91iPnAfqj7l94CdqzXCM9Wu4hI7qd6wNWr+ftkNefqv/ADj5STZ7YikS0MUOGMtahXBYd6fGTXqixiIjHmjjv84WsjsSQUR4MKUll7YH5fjMtSfa/cCxiWxMs1l22vy5UIewq7+3vh3RhV5MokPbLyCZMmTAx+odHHrui26Jlkhr6fGfLes6efS9Vs0bOJQkiGfXWqzx/wCqvQpbtkOq6SNbJyrYHnjh/wBM3xv1Xzfn/Gvm4y8ZtegJAU5bK8US5pw+M6PUK+cCT7RwrxG6VFGNCpSZSXD1R90ge2Lic3j9JSuWJvZ34yOVeWORQvGQcj3wR5wonjvlLkXjK91mBWyZr1ykvES883PYz2MlpVtM7XqW019Oloy44zhSSuOzxeZt7akatSx7Ct244Y8+5P6GJ6fkeeTveOnGMgabPjjIoJVEasv6zmdSohL+TLzWdCU/2h9z7jtfnOb1WwklPnjESsnVxSD/ACbrtnR6Uk9PAjSB3POc3qKlAss7P050Oi2p08AA4/0y/RGoigA8fGZuo2AIoAXxjSRJpUp7PxiOojGK3Epwo/Tz3DIrlOx4zt6Ie632hRTb3zkdDEjrGI2t3nZ1xLsFHkvJVg4soa5FXXFXeL27CMQQOOxjUIxVGPPPisTsmyFATvadnEGCbckGuf7Zb2oS1u/nLlaqp/bBjHlJcnf84QVHHuqvFZ0/TCLslsaPad85cUeKt8fObeo2HQ+gdRu7SYoP2lH++WTbg+f+q9W9X6n1O5bZSav4vjMJH2qpz8OM5kyEGjvle24h3brjPo8ZkxYC/dBZN0vbOl+ntB1PrnRQCz90Ufg5f9swEQOP989N+hel9/rGzdSftQW/t4zPkucLSx7fret2aNpDURaLkJyfeTV6myAlr5+uMy9TsvdOdl+4jx5rjB0+8KlAS+W8+dkXaf1W39/ZxUWNBfL94/pduk6WOuU4clItd3tmHZAlyCU/3xLENjRwvAlhjE37aeu9H9P6jWyl0+qTXcC/7mK9E6LX02lOlA9ihG+AXA1gR2yj2iUU8XnR9P0kdEZwQjI/mPlzVtz2SduX+sN5q9Jj08VHbsAR71y/8Z4bXFRkUo8Lw56n9abmXV9PopIxivbjlrPNxj7T+RZ8dqz1+GZwn+2oBkxtumXxgQj7gAbWjGfxqkC+Q8OQYi09uznVS3+PF0LSYuQ2l0mdH0zozr/Uum6eQsNkv5fg5f8AQz1m/wDRfRT51bNmp8ciZjn5ePC5SvH/AKf6aXU+v9LrvtL3rXg5z3nrFDrirJpafOY/Rv0u+l+pnUm79yEYoCU25o9Wky6pIo0AHw55PLznLls9Jf1579ZbGHp/R64qe5V/t/7zxrZx/wDiLtb/AKZ6v9cT9vU9NpGmOtX+5/4zySpYpcu6vjPZ4ZnCE9CiN9+/cML+Ni1FpRu7wZREbtPk8OD2EO397zr7BMjhUs/pikLs79+fGR4Ykin5wJPH/OUJ3SWREL5r+ufX/wBI9NPpPRdXT7QNkC+3lt/5z5T6T0Gz1P1XT08O92vwHLn2/pCP+F1+0A9oOeL5NnUJtrzf636mWvo9HTiBtVV80WH988Ox4A4Tl8c53/1b1stvrbpnL+HT0Ac9wXOBsLpFW6XtznTwzOEiqP5Fyr7yyRQRul84C0K8NP8AXKirzTVfOdw5eArjCjad6PH1g2UI1QXXesuMmkBRaWsKJuSxoa4q+2ND2gXfzWCSZWvL4wi5KlXXzw5kSLaqtGGALV0c4AKNFD/thh24s884BxiIK1Y8pnvf030v+H9J1r32rP8Ao9v9M8Lri7ZwjCJckOPK1X++fTOn1R0dPr1BRCJE/oZ5fkXqQK6nbVxC7+Xv+Myx0+0GInuoVcftWQkqS/Hc+8zb1jrjTXZaf9c889M29qYxkBac8W9n/wCGK2R9sWLSS/rX1k3AoMrfzitljUOeTzhFbIkAjEAqwPnM05slPchHhD5x/UKBKxsvM8YSu0/zPP1hEizly1Xg81hftfuKgiNlGHGLIuERYtNc8Y6MiEUC2R8VzhQR1hH+Q++SA328ZrlFKbJJx8uJgEtRzaVb998bLaxA4iAW93AX7ZS5ioL2rhwJy/bGTFfaWnxXxkdk9QFq8Adr/GXOSiSKZHd+PjCUMdhso4tEu7/OJ2SgtSW5dwL7ZYe1siC8lOSU747Se1GFYy4qRVF8vGTbCEgGQWcB5cbLWW+5seGvOZtp/Ivg5owBajFYyteLHEbFUHhs/thuojL/ADWXauJI+6Ur5R75UO1/xAi8nxj9PulVRKHl+ecRpigtd7M29ORJRjd+757jkVu0aZTnXJ4QzqdLCcZBKKlcSvseDM3TgArycWeDOlqj7Vu7aP8ATJVkNOADxidsxGLwPfGcCo/kzB1m1r+HnJFtY+pCOynkeM526RGdDw9+c27OouI8PHnxnM3+yxkgyePtzTIIy/lL2ijzT5xsUmXIBTEL7JJ4+fnCJ3UEoPJ4MDRr1pMrgX5x0IyBZ3T2xRKkeKiUPzjhlJAH5rxgadcJxIq3BOPgx2jVGMlk0BY35+MTGftk8IRAb7fnNermSII0uA0L0XKksUO58Y090heQThP98GOouXslwcVffCCUAQ9oXeQZtk25ynSBQP8Ao5glshKKyezmjqJMiRasntnPfbsgCIj89sqBkAjyl2YqUWWwrgHmsbKDAuLaIU/GTXFmkpCe3lTCAgSNgHe+Lzq9LqlbI5tuq75ljpZzKGrFfNZ1YanXEYWN1XyYtXGmMT21MBXgPJ4wNZP9zZGUeF4T4xsR2RhJKTmskhT2xaXu/GZawUAiVE4OMkpEatC2ucCJ+zrRT2gvPgzmdR1v+JSMECLf5xJpbkbt/VftyIxCT5+sGK7H9xkxK5iPfObs3G7ayuiIKf0x/SyIJIth2G+/1msxnddPVKKVFsOxjcTrlGQsKH8Y0uue+ZrU9LyZMmRUykHwf1y8mBzGHFnOQGsYUNLlyidzjO7zlSfaLmSUmSvjH75ce07uLjrUHHsq4x44xsSjJE4Muqy1Iscl+cG/OWNZFW84Lw5d25S4VF44wRwl4wWQCvYwOT6ptZbCHiJ/rnO5aB5vHdRJ3b5ylyL4xYEXgsXMXtuTIZruKP8AVcfJl7T2283VYvWX9GEylASj6XAz75Wc2Px8Zh6jbGIJQ/Ga9tUry5zuqj7i7ROMsKTv2MoKyB7nPbOh0KGiIlgd3OX1GsYDGXNd1zqenxj/AIeBd8Nc98tRppXh4flzJsEPat923zmuaRKF7f0zNtiKMufkvMxW3oY+7WC0Pkc7OqZ+2RpGPBecvpNUWMOKTtWb9UWDwsktF8Yqw9r9supK/wBXM+xfaihXjGy2kk90a8WvOYts33WWW8eLyFK2IIqhkpkBF8eMBkyf5PI1WFFqSCWFcZUGHtt5s/tiv1jvem9H0dMf/tW2vAF/747pIynvhGTZJCl8ec4n686k2eoaNMZNatdoeFf/AFnTxTecJXmGR7LuuchLiyqlzig91ilHfnjDZEWlUri8+hiqlJuyl8Hxn0D9BdO6fTOo6mZX7kkv6DPn5aiVT481n1H0nS9D+m9ED/PsiSefLy55/kXOMn6auD+5FlsABWvvHRgayocEvjsmLUiftRCVt394TKcaELC7Oc8QSxkikvaryfPzk2SnQFHt5S6xgkmijyqd8RNWTSXdH3hDWRH0+/bTOS0fH/wzq9JqI64yi1CQIfec/qE1bOn1oMYUJXfOpriaosIN0WD2DF9LP14P9T9U7/WtsJUGoIB/r/znJZWI0rjfUZ/4nr9+5aZbFPN8tf6YpqAD3ruZ9DhJOMjYZ9xOb7B4y2N1VheV7lTiw5yEhaq2+c0PQfpHQ7fVnZxWqCofLwf8567q+q26eohDXERLV8fecb9G9N+30m7eifuS9pfwf+3Oh1kl6pYlseDntWeDy3ed/wBFvR8vUzXZPW2NcOcvbP8AxHXCikpij8XhSlKMWRVHfjJ04vVnuDhaR5TMTGLXkv1hNn60xbSOsK/I55ucSNSQU78Z2f1PNl671Mlv2oHH0Zx9m72wqhWuPv7z6HjlnGRqInuT3DEvs4ErJJxxw1lsm1SqDtzWQAZLY8vLnUFr07N2w1Qg7Jy7AWvnjB6rpN2mKbdU4V3sTO9+kNBu9cipZDWv/H/Oe563VCWtjKpAcxQc8/Py3jyzEtzp4D9DdJtl6w9VEvXqKlXPuvPrKHtWNUllf755v0Ppo9N1rLXCMdc7GihfGeh3QlLTOMZe2SIIduM8vk5f1y1Y+Tdd1E+o6zfv2tzmq/Xxmdk9hsu6XjPZ7/0Q0/tdTa//AIir/qZyuo/SPX6b/bjDYXakqvPXx8vCzJV2enAZRiqvHgMqMiKKCfeTZGmhb5L+MCIiHBz3+c6zsaAuNx4ZcFeTCH2nC/dfOK1qtAyIl98ZQIlSHkyhsb4p79sKNyE8X2yhrWoKjVV2yhSySicvNZFPAr20i8HOXGQ1VHm/rKhcgSVrhRiSn4q+3xkHT9A0f4n1fTFeIv7jXwcn+tZ9Am1B7c8c55X9H9P/ANTfuQqIRH7eX/Yz029PaC0PJXz4zwea7zz8TSZBIJRROafgzNMOLALtxkt0oge4REGu+Z921FVJHnj/AEzEZrNKaItX8fWKdkpKq0N0uHtCSANPP4xLFdhGuQ5bswJs1smKIfWMNak5Ny+cXKUowVEbaPPGP1CxYiKf2cCojEXWkfCJw45lFoRDzga4kgaef8x4wttTEpqJw/RgQYEJyh2ja35wiUJQZCi8jXOKZ+05iAtX/wCsrY+6bGL7SvB2wGNbe4ylfMnxi9mtpttlxa5BUEuo+a/1cHZtjJUSQciOAv2yiJGmuKvFs5QkMm2N0h2yyfveD2pzxi5banVt/ji8ILbJjaF8W/WZNm4T+RXN9u2aNkh1Nj7ZHKPJmacShu7+ssCdk7qUeCw5eHL10xAfvgwO6hAIrZjNUWL4u/74GnXEeRsOePGP0R9yIF2/1MXqLBj27IZu6TWX7ocsTkfH/wAMlI6HTxlr5inHCeFzpayolqr3cyaZQIeyiloTxxmweO+StQGyXte3Fd85HVzDZzwdlzpdTtYjQtfGcbZNlsUq/I4hfbLukxhUUt7nwZinJm9uPvxj9+wjK42vennEF8oF3f4yoKUf+msrqJfb/bLlKEtIByFKPLlfusWpcjQfWSQAUiX4wGRu6UkcA/WbNUiL7RpTlzAbJSAI0XzRzjSUo8I1XDgbYSlNCTRdJ9Z0NAyA4sOX5Mw66jrERdnPPis065sSpNHYr6wNnujEqCjHml75ezaus9zS+D/nANYg1zJu/LidjKM0RA7PjAV1Aby4pFHOfuCACinF/LjeqkxVJNqrmadzQGxxokNPumTitvPDfObI7FP5AW0lUYHSj+8FhXfN8ulN0REE7JhBHTylKMoqAUnxeb9UGMQW6AcT0WmWrWk+JPKX3zQe6+QoclrUgwrFbdhqj7vvnK37jUU8X5+DOT1XUykMWVyL9vHGSQtwXVdRKWzYkkil0+OM54zIDZIlXbx94OzZPZIV9qHNfGTVIiH8gPvu+UzTO60xlE1tFc035+TNGj+Mih/bu2v9/wCmZNaSV1UkhoXgfDm/oosQNkUZNPxhHQ1xIALcrsrumaDtidesq2lOz34xvaiszW56XkyZMipkyZMKxfxTnAW4oc+0y5RYtPbBGh8+7OzzZSfatSQQ7jl6/wCUmjGERaezjYRiIAVl3DCmKFJkq8Pbfc8YslzjSOX6n61o9LQ3Ell29pecfZ+t+ki1HXNfhKz0vV9Dp63Wm2BLjvXJnzj9TdHD07fKOlEi8nnMcuVnbrw4Tlcem6f9ZdLtRkIS7W519Pq3Sbwde0lf3nyAl7tZKMka7XV5r6fruo0pMJBHi+TMzm3fFl6fYCcZgxRHyYnq9jr6eSV2rnPBen/qufToTnZxYuek/wDqX+O6YnEAl8ZqWVi8LKSStVOHCTihtl25xdsm0OGnDifyqrfGEMiSifytrvzhu5YlHL34yon7Zb/KznBYqWfx+q4wE74sSxUq6zl9XKmzgc620mwp7/jOP16/5Up7X2ywrHvk01ZKRx8Gdb0w93SA0I0OcjqFki8Odb0yVdKWVXfFG51xA5CuUzJJHZUT2xGs1zkSOBTsZlIsuqj7VoeTA7XRUR5FPv8AGamMvcIgHCPnM3TjEsqNl0+M162MoqSsieWryVYCRKPILz38YjZJlzVt8Ga5e6RSVA+MybYsaqQo4iM8okopIpHisXrkPBVl8PnDZe6VSVe/GVEjFLDjzgbvTj/85JNdloO2eE/UXVHUes9VJb9s6Oewcf8ADnvOkTTo37l4jFb/AAXnzDZP9zqJ7FFkqpz3c9Px53aSFqW+057JjJfyBW7KygIqUi+auskKjfuSuyvnPYrX6X0T1nqXT6Yhe3YD+L5/0vPqfWkR164iESyjtXBnif0R0pu9Y/eRTTFefl4M9j1Oxl1skoIoXf8Ae88Hnu8s/DQIS2AyJJ48mGqyBQKqzAZRjMYx5k00dvvC36yUeJ09/rOATsj7eLO98ePzl6tZt6nWF37rbeKOcFia0FUeLDhzR0MB3s193tH+mEtX7oT9TIyPcJT9Zq9Qk9N6X1TGaShrk+5+aazN0RHd1W4kUybH4r4xX6q2Ov0OcRQkkW+7zf8AxlzbIsjwJJla8r4TtgySTw37eO+HK4xWnh7YBVr3UvjPpRoXuQtb9tZYd5C0c3lIUqU1YfGP9P0PVdTo6c77Zgv0vP8ApeS3Jo+ieidOdH6N00EIvsJy/Ly/75mnsJCj/KT4PLnS6i9fSyIB2ADjjt/tnM22IEfaXYvHGfN3bb+l/CUZFSE80v3h9Dz1KyACqQypMZKpSFFuX0mz9rXv2T/yxit14BcsZfO/Wdru9V6md8OyTx5LTOZuYoXYnB8Y/ZN27Ga0yVf6uIkE9iUIHdz6XGZJGtD7iJx2rgrIS5EqVd7yj2v+V47YMQFSklw34zaPafoLUy39TuTiguuzedL1qS9TslGSFhY/GJ/Qup1+nb9qcS2UX9GB1o9V1brinulJAPPP/rPn+S7zqV6D9Nxlr6d17RXhF54zq9VudGkmVJUG+z3xPp0GHRa7pnEIqnPHfA9QSWyEZSqMT3PzfznC91qdQx9RhGBKUGuynhwPU90dXpXU9SWe3Sp+U4/1zIQ/cABZXVPbh74j9X73R6G67r9xIoeQ5/4zXGbZIe3ziUVavnt+cgVSoP8AthSEbUPr4xcy7JtPnPpRTIyFUEAq+3ONhclXgB74jUCiUry35+8fGTLWjXJZ+cUM1y5sWx7x8Y2MGWwIxZTUKC1/piIqtcn3856L9JdKbvV47JHuNUWTx2ex/u5nnf5lv4OU62L7ZRRL4pMOMPaDXNdnPpW7o+n6krdp17PFyiL/AHzmdR+mej226vdqa4psP6OeefIl9zFF+mtH7XpMJVTsWT/ej/bOhvZCAlfFX/fL6fUdL02vVZWuIKFXRy4E9axlOKq8leTPLbttS+mXa/uapTjFGrR4RzOyiFU/yOF85o27SMGEoytoX55+cybYWiWIUF9vsys6VPWeVAQbcF1WgvY7nbvdYSoFoe1Fau8khlIQWMnApgyWyoHI325x2tOArnt45wo6pOsEKqlG8modawX3e5uq74BOlkhFK7J/XFp/1GNIVVrh7dUZAwZRe7TWRjcVmHuTu4FOoQJSLRpfOLloP279zF7V/wC8ufuYJBKO1/GDLqIARZe7sJ5wFEWKkVRC6cz7RdgRghEtTNUyI1EW+fziJbYxaSk4wgNkpQpsBQSucpTbZIq/vvl7Qm0tVziVlKJ3/jxb2swBaBIpVtjziZyZDQWfGNlECyrOX8ZnkxWjs5RUfc0tPw4/VEJltMngcVGI6/bBBjmqEfdEkJx3+nINGmDFURPAeM6HR6i/dA5ki35+TMmuVa/YVSjdc1m7pIsZAQTnhPPGKR0tcYqJEBOE7Y0K5GjwYOsY640Hbtf+2XtlWtRqjMtOf1W1Eo5HObsqMlkJdjjet3N/xab85m3S92upd/8AczSMW+4qi0Xz8YOulCKNlPOS7UX8GURoq0bvAKUmMBUq758OBGTJ/wAtDitkU2EpS/ieMOMpAIXFpE+MDRHaay2LYdzHaVlsCV/y8Pg85jjKUlItrzXwZodxqpVWg/N4G0CCAiDx9ZuifuEELYtNdrcy9OxlAjGlly/71mzX/wBVIAxAr45+cB+mTsikuFER+vOL6pWFAxTvT3wv2padaMub4vumZt++Z7wj7i7F+cDFss2A8iie7AIrs2D/ABbE/wCax0o/uSjJS0tPjNDrjICSXE7/ADhAaNQLNjd1SP8ApnS16iMwLqXnxRmDTJNgSi/tnKnnOrE91IcVXP4yUhoPDY8YO3YQEO6cYEtjp1C8g1a+M5m/qmavuObpvsfGSRq0fVbFE9yqcHw+TOa7TX7lLsq15+qw9u2SKtH57/GZts4yjSAyKW7rNRmlbZTdkZQSJR+f7YUdbJ9oCybv4frBA94y5rzffHS2gANp2HwYMbOnkatZGQXHgPnNcdnBUaJcBfKfOc/TJlsuT7pDZZ5zbGRKuW/vxgxu0KRGwFqvL85rJFhfOYY/wR/zKifnNkShFe/nM2LKZkyZMjaZMmTA8V1f601spR6fVZ2Fznz/AFZukrEIn1niP30RtK8fWX++8FhfNZ3mR9GfG4T6ezP1X1FtTPxhx/V++KXT854h6hruq9sn768jx9Y2Nf8A4/j/AB7+P6xUqcBvyZo1/qvppV74sb8585/xL2L/APOHHqGrXFxi/E4WddPp2r9SdBNR2g+b4zxH656nTu6mG3pZmwkU03Wcie9kALx3LxOxJFPPnMcpsxnh8TjxuysLvJa4xkAndqms2PrMTo3S6y0TteL/AG4q2cOA9NGx9rX3nK8K3fBZ6q/T9L1nUQhN9vJzdZ9F6fVDRo16oPEQD7zyn6a6E2+ofvI1qL/D4z15EF7Xm5M9vD55/PLA2nbgwo0Ssoa5+8EixVsTDjQiKHzmnCNEVlGkLyxQur/PnAJOsQGQ4LtaaOXw4QG+Tz7aivHOcb1QIgrbdWudXfIC2NWc5x/UGMtb9c18ZYVhlJvnk7mdj06S6BKq+RzhlLar8Z2/TFOnAbRfsxRulNoiHP8AoYjTFOpKQBvC2zC2KtfGD0kv3dio34vA7uqMYlCi+PGGa2AkUFfzidQ6wk94tHGbNO0nFULPI5kLdm0qNIVzfnEbYspSUYtcCVmkl7lTlHzmeciWxtywJajBZFJ3cXEZbEIsvdwfeHs5RG/kHAKi12vKG+qbP8H+mOrkPtZRQfzx/wCc+bEWw7Ejvnuv1j1EtfonTaR52Nv2BeeE1thTy+Bz1+CZLSQVMQithhwkVU+TxR2yoivIh8jl66ijIpC+C+c9Gq9/+hemNPp3UdVIo2ND9BnV1vv2Mq72t/eD0PSvQ/p/ptDYyiXb5eXD1xJJFi882NGfN53baQbA2bA5uPbnC2HtikqU8GXFjRMQ9vju5XUSZQEBO6Px5zCM05XH2iP0tcY/oX2dLu2oR5o48GZpyiJQf0zTt/6XpkYxW5V/q5YUfpcSet/cH3ErPC23nJ/W+1/b6bSPElkl9qM73p7GXTwWB+5H+KXSVnj/ANW7nZ6y6xuOqINvZeUzfjm841HBlNtHj4DIKoD/AJXsHfA2SY/5Sm6w4yYo0cvOe9RqraLRXOd79JdMbvV4zTjVFlaeXg/3c4Nq8Vbnsf0VpDT1O5pZSIlfAX/znHzXOFI9D1siowWr5478Zg3bBZIhfY+XNPWPu3VRRQy+PnMeyRJUqro4zxT0l9k75xBJRbC+DMvX7nT+net3DzKLEX7a/wCc3bqNYgj5c53rmnds/Tzq0apbGUxYhaA2tf2zfCbZKj55NWIBy4pAaQvNOzVs1qbYSgj2RP8AfEFdq/t5z6Mv4pdUqiEirwQp90b45POG8ha0vGArFb88VWVPb6T+lj9v9N65z/j7lV/qn/GZunhLb6lGetP+m2h3DN/QRNH6Y0RaP+kd+O/P/OJ9CjM9Rdijrk08Z87ldtp7eviDEY1SX+c5O5dnUzZNkWr+Ac6s7hrmlHtFK8UZxJbZS1tRbe/HnOUjVP1DLqdbLhk2nz5zi/rvemrpdIWyVT54rO36fI2bx7MRsf7Z5H9b9T+76vHSKmvWCfbb/wCM6+KbzhHmJLapR5PI/eT3XYSLTv8AOV7uKHleXvWRoEFBKs8Z9AOhFAobUpx0o80J57f74uCSCI+3jj7f/OGIyppO+SkFGKA33ezxntP0RoDT1O5u5JEfoL/5zxZGkbeOQz6J+k9Bq9E1yqnbJk/3o/2zh8i5w/6rr7NjHZGJIPd4TLhsVSVWd6zLNP8AFyfcVVUdysZGQHvJKdlr/XPDnSW9nbJEoIKWUIZklN1AFyFOPj84zZuIxRXkpKr+uIltJ6xLC+73TLJhaz7WURu0uuXFSlGWtaSXn6xuxdsxjrsk9l445vFa4sRZce3lftyoU+2Jaidvz94uRM2RiKwornkfrHmqG6LERIigYMtca7sQSvzgaYyI6w2JFOVGhMmt/cEClK7YIEdQzpbTt9drwhIUilUJ8eecBkddCyVRo5xO2SXKMavjlw5MnX7qVS6+cCST5ic12vnASsia2FeDFTI37qpEbMZsiWKnHJxz+MVKMZS5V8nwuBbcUmXIeK8I4G2Eduv3RCLFvnKjfuqCpYU+MWiKEi/z3wKlL3SB/DXnETWFg8PNPjGuzlJlkTwYnbPV3UVOLcqFbVRkcMvGZoySRfd8BjpSuIDZ4r7wNOuStpfisDREIpTZfPxmnTqNu0pQlV12Mza6jsPclWCub9SC+04fD2cBmvS1MePa0P57Z0OjlNIDNkRtBOWsz6ISnF91cpwP33zp69ZrjGQCCAmZtWNEJBACLVXz4xHUy/g2USPnNEEkLdi8Zj63aREAfacGIrldVFUKEvv5zLsYoRP8wdrzTtl77o5+FzFvqQyiAx+O+VGdkrdc5cZ3IFtcqeyN8t8c/WK95GS3z3MBm2UZTCdccGBbDmBdPJid5LbzBQvv8OFAYoq+7gwmn6JMdjKIqlcnbNUIkkjJRjyWYrWl/wAhDs5p1e5ksUQKHwGTVaull+1JYhSlj/bOlrkEZSke2mxH+uc6FosojILF8mb4hLTC7i968ZQzZuGBGSLfC8U+Mw7yQpGwfJjG2ZCYJfF9znK6iJ/JtGN8X4wM8I+7YCqxKA85t263VE91VJq+3jM/SQYjJsvi3xnQdcpxGQJ2MiYvp4QlUabC78OO2sYRFUI4EYfsRAtLEfgzF1vUDsSNvt7h5yLoOo6h2bCKkY1wZimSVnJAiVT2cZsky1krBj2DyZi2bWVkeyIj8ZpE37vcEbuN8HwfH9MTv2RAiAF9zu4UdSa32p/F8c5UokgRFavjtiAY+9SkeGq8GP0aVqMuBbJf8YrjXtiFRvhXgxkdmwbiWRf6YRqNcjYA2yKr7zpdNrGcRLu7K5PnOdoWVTf5PH/pzpdPt9kWbbKT38YWHShImRe48V8ZsglAJddjACOypea4cMj7UoOe7mbWpB5MmTI0mTJkwPz0yrgv4wSXF4skp2K7XkUAqs6a+yb7l885ZKuR5xRIfPGFdJ4+PvGg2Xy5GVlN3gMlFe3zlC8Y1TSXh7PfLit91+cWPz+MK8hoiRL7MOx4e3dxRI8nfH9LB39VqhEVlIEDxfOUtyW1670PR/hvTyUosZ7G2/J4zpjydl+MCMSOsI9ogBkjf7gikv8AjI+J5OV58rb9jl/GwPGSFHcu+2XskXVKr3ypLEeLTzlcz4yBb7uDPZHu1ZgxFiKXWDKDJVoFyhfUBIWKJVqZx+tkftIntf8AfOrMNY8cPejOV1qEFH/N4wY5+pjLhQflzr+lzlHUwUW+5nFEiU/0zp+kpKEuQYtphXQ2RlaJR4Rx/QaiWx5pe9tuZtjOSol/T3M0+nlD7u696wn27Gs/biW+63s4yEbRI0DyBgaybXBfj6xxJBlJ4DhzKqkFvtjSccZi3RI2rat05sZXK7H8uZuonUroo5XKjOLXbm/Pi8skX7Y0skFrteUSJ3I45vtV4XSxJdXrtpGz7rnKOJ+teovqun0VRGFo+La/4zyo+5CKHtaEzs/qvf8Avet7xSoBFPwX/wA5woLHZ7l4OePOe7xTOMBxkRlUWx7PznQ9I6V631XptKWS2Hu+g5f9s5qjsJRPbzRfNZ639BdJHb6rPdIE1a7F+VrNeS5xtLXtevkLrgPETsZm1yYyWSSZdvzk6iTt6mb7mMYtFfBjdZFT2xR8JznzVgiLGpe5jGqeOFyStZIieabxhuSiUfcXavF/0zNLdGKoAc8B5waDb7bYg2vHjD6+z9rTqOYgh+DAiR2btacqll8d8bKUpepEg/jFpfp4yzpL26eggwJxAZB7k45z5r6ntOo9U6qZIYy2IL5DjPo/WbI9P0G/aVGGvWzE+QXPlsVlIVpq1+c7/Hm21qISfclWUHzgVyVV+PvIStS2vLkYklp5Dj4c9ariyFJW298+i/pTUa/Q9aFe+S38l1/xnzw7A8Jyvxn0/wBF1/sei9JF8ahf6l/855vkX/1kJ7K2713bPbVWnb/XFsSQD2W+co1SkNrHm/8AW8HaMRI2qXT5zyxmk74sFqgOBXNHS9VplGMWdNBydnMu2K66mA+E8cdszFARBSXDlhXX3dLp6mL7iGwXsg5yep/S3QbrvR+2/Otqv6dskpe2FQkxkLVPfDj13UQV99nw85ucrPVRw+o/RUVXR1DEvtMvn8mcjqv0p6jpkuuBsE7xc9xq9VuIbYl/XxjZdb08o0vt93yVm55uU/2bXP8AUa0+ka4WhEifij/1mr9M6mEJx2l+4GJIzB6pujuNWrVIkylVHOeg9Hinp8Tj9yPCpzxnLl6J3Wjr5y19KogyQU+HORGX70ZEVUeU4szd6pJ98NapGvcp8jmPZEjriHDd3fjMxqt/pkf47JDY0F98+bfqDc9T6x1TSrsSx+Gj/bPpOiZ0vps9smyIzf6H/rPlO1lLY7J8slVfK989Px53aQhom0keP9cuMiSlKxLHIkQVOe595UAbVQOH/wDSM9itEUYRsBMuMmLSn9MCNl2ccBhRLkStLLqsg0ahkhEFUr+ufV+i0/4fo9Oqg9kAQ+a5z5j6P0z1fqnTaRolsF/By/7Z9Q3yNemSpG6B+La/5zxfJvchGPWuzZNmkVfiq/rh69e6PvqTVfxHs/WX0yxSMpEo1Q+HH7ApjGbFSys85/tlFmPuitcJ5MW/9NYkWUa7OG7El7lUulCrxGybIkgyCkrvHKipbCExI17Rq/C4qO4JJJKkdnDdo6yUoFy4Hy5nme6YxeRFQuucBofxSIiNSrz9ZJMZoRovi1xZu92tlJfcLYHfL1wHWy9tPFD/AHwHy1TSMYpGN2hzWJDYqyEeCw/+c5o1U6xU7ch3w5LEBWVtHHfARGU9cklG3yLxgbPaSUKs557Y+Uf3FSLbw89szSCMgIlhwvzgTaP7SkyTVClYoiyKmI+TGykTQP4i2icOL2FcCgcj54wEbH9uRQ1F4cTruXLQvL+Me7DYkZVLh5+cySmR2e2JZ/sYF7E5RvwpiNobEqJEOFw/2ktHh5wdsiMP5IB5wM8YkZqK28c8VjSJIaL+a8YMkUI1Sd8frj7Y2r34yokRTgE8rmvQSq5DIrj8+MVqY/uEZWEuBq6c265RihJFp4MVWjpYkg9v8ebu+zWdXVJ16xaR5s85h6aB7CMSrSn+udGGuko4Dm/nM0i5xQUaK5DOX1exjsQBTxffOntkxii0PA5x90iU2VWnYxCkznY3EHxmHexIqd3nNMtxIYqC/OY95+4UWJ5POUZtkVmSicSOfrFe1ksu1HBjhaQu3uYmW0pJcKVkiXoGuLGbD3WSbT5cbsuQMY2/J5MRVxL4Y9nG+5SJGQIcmUh0Ns6BBAR+fznS6LWuuMpPuXh/H3nO1XHnYiVV9uM6nSiwDgAoV7mFatEY6psZjSWPkzbCYwPZSSKb5pxOoNtqNRav4wpRdQmqXBXB5yCSjGbc690bSsUQ96Fovx2r7zQe2WtA5eb84pj7faxG5PAeTAPpp+1IbQXlH5+s1xi2JzGlDzeZoL7Yk4jba/WN3bo6A9si0aHAX1XVe3Uwgvupu/GYNYyWU5NvnANsmbKfPu/38mXKMpa1ZUSoKfvADZIhsGmUfBmWSrcojXiJ3zXtjGUkJIBYYiYpYUnZMRkkmxGqD6zPskyQFC+Wu+OlCVkbsShMVsf29aStQujKuAlJm3P+Xb+maIf5LFOaozPr2Rq6oe+aNHt/l7nhOPzgdLoZRIsKH3Pf4K7ZuIsQJUC0H3nM6fZ+1rAD2935zfrjLbr90RaePyYG/p0IMSqi1mozH0xajFB5t85rMzWovJkyZGkyZMmB+cvdwgZB5rj7xY0jxd5d1spCnzmtfZ00l85DzxWCvPfj/bLZcd6fpyiyRzS/OWVL5OMo4O2VfJx9YB2cDk9yFc18Vgjfa6yUp4MGjJe6r7Z3P0108tvXS21/HXF5e1ucELLEz236d6T/AA/ppsRjPby29jxh5/kc84Wfrpqlh2wfc8nIuRF5sX6ySvhD225XyToyjIBQTKVjJu08Yv2gkj/8mHHmV3x2wpnuXmLR5wZKtXeWSaoqnxg7D2qhy5UI3syK0J95xeu2JGrHnnOv1EmPZFDOF1vudwIVfF+cSLvZcY1rb5M2emrESJXubzDcolW1+c3elyrZIVfNuEdGUWPLdfGb+iaiUMkFrMLIldtudDoY+2hClLfjA6euQqFq45LbWhK54xOvWxbIq3ZWNktKgLmVDLTSt2PbjMe3/wC4loV2zZskkQWyvGYZrJ4457/OVAz4Ko/l2zR6ee7cqf5T47Zml7vNWf2zT0q6tG/dI4jBT+gv/GUfO/Wtpv8AUOp23Y7ZJzVltf6ZhOaYx7818GFtSUlVbVu+P/yYEbpBVp7/ABn0eMzjIhoNDQnk8Vn0P9EaDT6Ru6r2U7VCjmgr/fPnkZCh7T21TfnPqnpOp6T9N9Prt90oinZ55zj57nHP0XElE5SLJ5Uu3NMZyoQZFcpwH4xWuyIpfw/GNNlBEKX54zxNQctggPdKHyuZeolQrddnnG7UoYopz274maSseVOLfOE0HS7B2kkLiK14e2bPTx/xM5bS4bCi+zmDXD9p2yKpAzsenk49OQkDsi8D4Mt9H2x/qje6PQN/JGWytYD3F5P7Z871pIU7B8Z639b9Qf8AQ6clfuPeh89hzyRIDt9ccXns8Ezjv61qcKWUPCphe2nnlrn4yihUKMseGTd+fvOwsqSRSrz6oR/Z9OjGPeOsD+wZ809O1G/1HptcgSWwH7Fz6d1fHTocchnj+Re5Fc1l7VFX3PI+HFTk+2tnns4yPulIb/NuL2BJkEi4t/nODINu1Tg9z24Mzxk1SCuRlK0V5f8ATISJPa2uF7uVCpSCu1X374Ere3I84bFSw4vwZUiKAAj5vtgKAbBFO/4wd77tftbq+XHsYUoJIecy7/4jyJ5+soz9PGU+t1kb4bfwd897qjF1xYARTkPOeM9CivqMZvMItK/eezQhFbACwPGZ5Lx+3H6zYy6rYSFCwxREJJIODveSOyU2SC+7mnBqJs1QH/MnHx8mAf6h3/4T9NbQWLKJrH4vv/pefNpRsGxfz3M9x+t+pI+naNFp7pq/gP8A3nhfasUuvgPD857fj8c46sRiqRKHx+MjFjZdl0uQs/iUMhV+OMjZD5o5M9AMsVot8fGM8ciDi4DLtV0p9mFE9yklj832MivSfo3pzb6uTRTVBT6ex/u57rrFIwAG5Dz4rnPK/oPUV1e4PJCzs+c9T1XcsuIN/WfP813yf8X6Y2XuFtiyaT7+sM2Tj7SUlooTxl7JHFAebrtg+5lrbkEhsDz85zZAbGQgqSey8P3g/uWjOKEnh8f1wpRUU/kXxXcaxTJ2iW14HtgBMVWIMfPzX1k1/tuxhB9pJt4r++RJKko0XX8fn7w5aolyJBSWD3vjAVHWRW1knfjjGxj7bqPfmvjLZEYVSkh4MqNR2MoqEueefrAikChSJzeMNzFCVyVt47fjLT3PtQbP7mUSRDYWopL6wBNntFpG1vsmL2Rk1Kgsqx7mDt2gMwZI8Hay8WbGXtQaDgXADZYoNBy4BKQpOViUIYySWvAvB94vY8e0oBu8BUo03E9vPn5+czJ7dnuCmnn5x+1ZNDyjSeHEkoiyL4Oz5wB1ixfdZzw4nfFW1PbE5DzjvcsVEq/7mIksuIp8F4Qsrlvntz8ZpivtAu07PnExikCLFixvl84+JdWg1RRlB6p/9QQGq48Z09eqE6k0Iif75g1a/cWiLxVZ0dfT/ua01l2F28mKN3S6yQpsu20O8c1vuFO4F2NVmHRrlqGSgSUX45zfGE6PdMYpQfOZql7pv7aTKeOQ75xtoio8Z1urlKGtZFD2Lzk7JL2qnnBWTZEnIU5POZtm79o5PcLQ5plcVs4e2ZN0SSkj/wBZQuW2Kj2Ts/JmfZFnJX44MOR7RLUPLiSYgC384S9+zEQCTxXY8ZUYEUlF9weMOIzk2NxOX6woa4qRGue+NMOjEk6x5ipw/GdLpY8q0EQRTkfjMXTxHZAUAlV/0zqaIxKJiMuE+clGjpN0SoyUavn/ALsbHlQSSol8Vlfswi3dlcfVZNRO5tAy4Oe+FXKMlbE4vjtjOnj2ThHv85cR9yii1wvC42Uv2oNoERT6MASUNYk0C+HONs3S3b2Un2kVAG7MZ1nVfvUl1VAfPy4mMCURYjOXPL2rvlBSl7Y0DScP3eAbjZZIRex8PzhzYusIjXI14xBUQEb8PzhDCMu0lum684uco69Ye6z7crZuIpFUX4P7YrYRkkkZEu58Yhi5b+A9tIdsxbZO3ZYovd+cdt9xEY2j3+sQICPdwCj/AC1+wAB5++c16kjIAtkdkszFrixSi+b5zbq1+1RRSm7we2rWMkQvkQzrdLuQIEWNNUf6Zz+kWQiFXY/OboMtJwKyQv8A2wN4FCPI8mPHjM8WVxlKqrn8uPLO/GZrUFkyHbJkVMmTJhX5seaeR+Mr3Kj8OKdtqxHs8ZTJquecr61rSzH8vDhDfZeXML7l4UTCjsnFeRL5+TLpK3D7Tj++Qe59dszx3jYpHxjoyEESnGrLKMaeOK7mWt9v6YPCfL9YR3KytHdJplv6vXpgXKUgB7Z9F1xNOmMBEiBx9Z5f9L9FKW2fVTsIlRHyuenjIouuMPm/K57ykn0YxEUrnnFgRHuHw42MvcWdnvi5PskqWHNOHkLpGrU8mV/J/wArx5DGyj7gQD5DAikdgPBL5yoMSjmmvOMFYKl/WLIRnJpf7ZWy4oPjgwrPviKqVfhzgdYf9dL58Z3d7/FG07557qG+pafa5qJfay5QBQfnNfp57dqL475iJUU8t8Jzmj0/f/1JR8D8ZFjsKWFB9nnOr0cRDm0DvnFjInIE5Hi87vSRoKQeMI6EOET+lOHEsVVHzgRksLOfa0oYTII3wv5zKlSSaEWmPD95llFNj7kK7ZrnEtR8Zl2RGRYo8JlQtkSfH01eX12yWn9P9ZO790E4+yv+crYNntOzTXasz/qWbp/TCDTsQT6v/wBZrjNsg+f7ZslWz7MXG6u1t+fGSTfmz4+MoRKBT47Z9Ebeh0/4nrdWmPecgP6ufWOpIw06tQV7AP8Agz5x+kND1Hr2hTjUMkOyhxn0Dq9vu6piBUaGWeTz3uRdPjH3QFkSGg8cY1ABnE+bO+Z9UFo9pIu6v/XG7pMUiKIcUZ5kDOpLGEaosvtmHaOu2+ZP5rH7ZfxGwZFovbMe3ZKMUX3DVUf75YD1mzZr9seZSkpfkM9D0yS1a5lWgSXu5w+jjI2aJB/GAe76vO51Ka+l3TA9sYMyvkFxfxY+e/qPcbfWt5GSx1vsC+ADkP63nJCm178fWM2ylt2SnJuUpKvzbblCpzVPms+hxmcZFC2nx+MgUIoCd8uQoFfffxgsjsnnhzY6/wCmNf7vrvTDz7Vf7Dnv+vQjrFTleGs8Z+i4Oz1dkhUNa8Ha2s9b6nJJnFgfOeHz3eeG9MM4+7iEkLObwZSuh/kvZ7OU8kQQ9xyV2cDbFNdorFGzwZxZU+2Ct8HNPjB1JbafX4wJCKKXLuf84oj7kCftRrj4rtlDJRlFkPYeEeHKjEi8HtPk5cl0Hu4p+cBjKgi0XZX5yg2XtZEnisvq+hHQxtuufzWJjJlvhrkWykFv25n/AFD64+ndT0+mOt2O5QB5W6MsltyFdT9N9Mad2yE6b5Lzu9Ysekm3y0KfC1mP0eD/AINkxDbfK9z+udCRGWwgpL2lovN/OYvtqenE9xHVXNxafoydJGMuq1e4L5TOpu6PTsWXtpfJxla+ijDeTJFRGiuS8ajx3692kd/SagsIqn5a/wCM8d7mB/LvZT8vxnp/1xt93rBF5IaziuOVc803JK4+L8Z9HwzOEWGkhFDmICfjIvC3f0mDG4yE7+K5/plMvdJW6k8VnTFFrkWdotYUZVJUUeecBj3tp/GMiMiu613xR9F/Rmh0+iilOya/kzrdQylOVAwCm/D85n/Tun9n0PpIt8wvn7bwdnVzjskyAgyeX4//ACZ8vld52l9GLKxUSNXR4P8A4YLrDYSivK2HFODr264qSkgFj8mNlCUtcnXdxF+bfvIhQy1gArfYe+CARVj7b7F9scSDTElBk3yjiNxY0WxLpcCpRfahUSNUnxlSt7JVFiYMWQEdgiUr4X/8uOl7NlACCXzzxgDrg+2MlaLByMYoRYijXxhSvWpFXyGKIO6JMGLHkB5MAyJqJo2xOTyHzhm2KCo8YgWCCWrQ3dGFKRJSCD3/ADgSSLdKVZ95m3tLKI2HD947qH26wFB+XtmKY2Ksl5u8CvcgKVJ7298E3Ng0pw5eyUSmQ8PzgSISWVBfk8uBW1qUmFK88YmUVBAb7mRkSG1H4MF98UI80c3hKVsm2kVivDHwYOs9sxe+Uq7Hhte1ZCSLfBlD9WyMlsTmuTvl37EkjVpzgaz3NKHxjuPak6G6L/3yDRqZSDnnw+azqdP7tOtjERkA8f5uM5/SwnRwWFK/HznZ17RoskBVJ5MEFGUZKkWgtF4v/wBY91SkDGTFOK+sTqgy3SJRQrj4zZFE4KDjJWp25nqEkIxk+5OXOXs2fyAOO2dH1GR7lbqu7nMZErErKzSd+xARLOxmLau2XuEieQx28UuwY/OY2TEaKF5xIauUjYlL2rExgRkCGWyS2Ly5Z2V71hTCPubHnteN0kZXG6nF4vERlUVE/jzeP1e2SI8vHHfGJrR0+qUdsVbpVvtWdvp4kgbeDh/OczppWGnaMS7FM6Gp2adbz7o8N1kpGnVsVkISAprwY7VXvBj7WqrA1VI4oaFfD9Y7ZrSpBSPcykTbEI++LyN5xvUOrls2muE+B5R7uaPUeudOhip7pHNfGcjXF2MRQJckvgrCtGuTLXJKaMOMz9sU/wAvHfu4vTGMSpl+1v6TK2yESEVpv/3hKrZsduwYHtFprCkUInP35y4rHWVS1dfGK2TIpa0lL/zgGw1yAbE73gbIirFoDn85CdROObsV74jdLkW3mwwB2yCDTfnjM0doqhdtfjC2S96nNPCYpf2j2xOPnBTxoR7nbNuqMpsThZd8x62IRZ2rR7vGb43EaAa84I6WmBqinEvIjj47Z7QklkUGvGYOl90ki3V1WdWOgABpkcj8mEa46xq3vzWNCysAjFRsU7c43M1uJXFZTdnx5y8mRUyZMmFfmQi1acYQKHOWH5fzk5rgyvqYjHhARDI9uS6+MIFrl4+cJiXzw4XCmB3PODGMoyWKj9Y/23XP3WT2jzdODFQ3SEJgZq13tkQge5k0fbmZjaVd34ztfpboHqPUY7JR92vVyr2vxll7Z5c/54217D0zojoehhpUZJa/bmojQvgy4vuVaD4whVrxWV8m3bbftUeKEReaMk5Jwoj/AHw0ED4O+C0lPD84QCNPz3vE7GQlXjZSkSt7fTiNmwtB7cvGVD4yuJSxfvJOUpC0KdrMVFJR72/XfL/doBTn65cKTu2IUx4p5zy++S9ZNicW0Oem6iXui/xazy3V7v2upUDv/bLEth0dtcIjXP1j/TweqYnA8v3mGMyUSQly75q6GR/iRWg7OKsd0gfuREvn++drpC0IvIVRzbnJ1Js2F8+3/XOx0i6kSNEslI6GuXsSNIDzeHsiSpi890OKxUZ+6aAUFrh+4Qq77XgK2xLWkY+e95llctgDZ3x+ybaFt8P0ZnlEooYtdzCL2fyEv233c5X633R1+l9LpZIyb4+j/wB514RJMI3TJDPL/rjez9Q1aYo+yHJ+ef8AjOnim8ot9vLvMb5v7MqNsbkI/F98uKsmjtzWQeP5fxv4z3I9b+gdTs6vqd0o0RgA/FuewhW1kxpVXt3zgfoeBq9F373vKaX+ODPQ9NqIlAqfOeHy3eVIZrgqziETtR3cJWSkrQ+eKw4RASPc8HjFDyklt8PbOQx9RKBIIxBfPfMeyckI92SBXjNXUbD9yTRUWgDnMWuD1HqGuMf+6+/jjLEdz0/VLXtJbAde2PBVn9sn6g3PT+i72wnIIFeB4/2zX0UZa+mdbxOC8pxnm/1p1fGnpopUj3z5q6eMvCbykan48lXtkd2u/wBZbFkccX2yo1IbsfGWKIcv4z6KpVIJSHnBlEigPJ2PGW1XCL3y6UH6yj1v6G0n7nVbQ7BE/wB87XqUpR6lWkoA+85/6I1ez07fP/8AFsr+xm3qtrLqdjESlG/NcZ8/y3edT6Z/3oyH3FNdqymTSc1Ku72MraRk0icfisFGMEKb+XOaM6RdiCLeXGJHYyB71RhrQyT2/Hzi/ba0oPJeUTZFtRoi2Xi7lY/6GWybY2KH+uUSopVb75Q3por1MWQXG0X6zzHrvu639X9HpgL+0En6Bt/2z0/SyTZNXiJ5+88/6OPWfrjquoQdWl9ivZ7Ff6Ob4dbf9Jr6J0sYvTwoAQEPLngv1J6jul67tNW2et1VAYqffjPoPsIxaQgFgePvPlHqO3/Fdf1MyxlsW/wv/jNeCS8ra1/pv6f9V+pdLUXZ++PjYcn9c7fSfrjTs9n+L0y1y8sWzPDs6oSk84klKKiD8fGem+LjforsfqLq49b61t3wWWqQA/JWcplGS8FVS/eDKTIAW6obypEbSRdcNudOM/mSKOyIIrXgML29kirdduMFoiMUilU/NZIsnjmTLz93mg33chQB/rjIRZMCILJAD5e2DEGatHteec2+laXqfUum1W87Qseau3/bM25NV9U6bV/h+j1wD/JrCvwZz5ak9saLkW29s6O9Tp5+0tSivvjOe+6USdPakXkz5U77L+B9sIyCSNvj5xmuZHYjJj3bHjKkF9ir7nZy4xIk4rZ/v/8ALyovZL9ttFJUoHJ94pkbGCRpS18V94/VbLhXh/oVinUWMUqI2PkwFy2RkIVGjkfrzhgSionNWh/pitmmK2R4otHt94WplHmKJfFHfnArbZEW/dfKdn8ZQ+1vmk4t85eyRJCSjJ5P6YJqY7FJLrBT6wBiJ/JCxty9g8SoGJaZIr7mK0Np9mHslFgnAhz9YGXZW6IyWu3Hj7xTaVdPevGOkNVH+NHIHfjESYwokKB/r84QvbEUERkcBgSSFKAy4/OHde45KLFeTEzP4NvN8YUtWkSl7V4y4zE/kU9rvJtkkg9o8cVmeUvcNIW3zgM5kKPPhMokSkxlFWPfjxi9bIWMn3A8JxjIv/Uu+K7eXCLNfueAt/vjuUSVq9vOLgXbFfnnHaLkhIpbBrtgdDoy9aJzwF5t1sij2hTY+DMWjXKKHKWc5v1xn+2FD7u35wT016NjICQrdWdsepEVoPOZunktxaGPKON2n/TTlKyWLK5HWy92yQtHIZilF9i+4GPg84zqdvumnw+MzzkpwvPCZUhc9kabicnk7Zg3QJT90ewXWaNyB7r5BH7zFHZYiU3XGFCqyQKR5/GFKQJxZWVsVRi2NGMlH+JZl0KiotlwTkrH9PE1zJHBXzkjIdbcbXijxjtcCvbIYolLk1MrZqmy2RJNXxz3Oc6kZUWJIlXN8J8Zh1aD9wkJ/LktzoEYxiRYcfJhTDT/ACHkE4rx9ZfUdQ9LpdkpC1wLhQixKZISO31nG9U6knt/ahz7eG8hjDu3u7Z7qPfKxO5h6H264k+KeA8ZnlJilFLzeHqlJReUyjdrAij3W8gPuUHt2+sXKQVQtHP1hm4lzLgOVwIi8H8cTviIRRSXGFPqI0qcXeLVkIHK2K9sJhcr9kS+I8FeMTPb7VuStY2U2KEuDzWI2EVU5PvAQ7ziRYOHBsfcivb8YrfKJrAiK4Wtb9qUVSuXUbNESOpWRIHt95t1RZJI7XyOc/XsDYQgWJy5vFNYDQNn3kWOjEjrSSqR8R83m3pZe7YSiLwiPhrjMGubKECqHi/nNeiWyMqgoPd+zA6MZPvBOO9GOi2Hh+MTrQReWR3x4i8ZmtReTJkyKmTJkXCvzURE+ecuqeOLyxafLkYi38vGV9UNc8JThCJ2+u2Tle3H4yA2UX9YEXi3k885RaCcl1nV9O9D6r1CQxixh8pWen6f9NdP02kZHv2R8vj8ZZNcefm48Ot2vKdF6Vu6mQEUHm0vPa+k+nR9P6Rif5pNq4fT9LGEwIgH12zZVq//AIfOWTHi8nmvPr6CFdmvK4yKUPHHnFKi1yuGyIxCuMOI1Evzip/yVePA33xkJAJI47mBsRUAT7OcBVsQ9w1eBKJJWucbKMu3ET4wZDGlK/GVCCRF7pXjHLGUTgV+cVsqVlC5cZcXxxxgVtlQkijPGeoyI9bOPKZ7acf3Y1/V+s8l610Ow6hnAuMvjLLhZrm69vt2cJ7a7Z0uhmG8l4v+2cRuCxkU3m70/ex2nve6Vz5zVkvaTrp7XoglMRvi87WqKpdlcIucT0+UpvJ7eAt852+nlKTbT4u7szCtsYEQj2Qq3tg2wQSiPxzjRA8K9nvkZAPuGTXc4TAyz2UrJtlaL8YiUn2DwjzjNySYkQiD8WuJkkGmqcB/ShLcL9JXHGeI/Ve39713qSJftSPf4DPc9Fqveze1dnPm3qEp7eu6jats5qW/bnfwTbausTJiAnPbjjJrj7qOC+eMqUlSolL575YSES0Xw/eeusvpHoEHT+mumiLF28vy2r/4zsdLKWsUCXu4bzJo1f4boej0gHtiHPYoM1a5F0lU2vhz53K7bWo1w2xmIDFL8cYG+NRJNXXa8JIPcC+KOzmHqa12xe3b5MkSk79jARFO612wPTunlu2PURH+CcHN4jqOosIzkrLi0/0zsej9NLpJQZCx2F0HZcv0jr+6/ZLghI5Hu8d8+Z+rdV/jfUN01WLJIi9gWs9v+ourl0fpG9ZVskkYseEH/wBXnzktVA/lyud/j8fdaW+PagjlyTuC5Qg8ry/3wmxBv+R2c9ahaJWJ+MuKpSofeCqIPcygZ7CIvKAduVr/AJyJr6X+mtB03oWlqveOxv75zNskSksbWSqmdeGs6b001hxHWRo/FZw5JF/jcjzXxnzLdtpfUUrJfdwLQXhLEiFnHOJUVUQOcBSQPb7yoOSLxFS+fvBJRlEK4lxz4wZEpB7ZVXOVBYqSBe5gDKo28HPP1gixFY8XfGHtZRVBBfjxlRuQrZZ3/wCcoZolFJqH8qM4/wCgtf73X9fu2l69uxpey2/+c6W2Uem9M37GgjFbPow/0F0f7Xo0ZbI/9RWZfFD2zW5xqx6H1PZLpvS+p3Ranq1SSvgM+S7ZKsiSt3x8/OfRf1f1Mul9EkRalufYi+POfOGXtKDl4qs7/HnVq4GUfbBJNrzV+MpSQth2/OL2r7z3NMmsjFR5Bvhz1SIPy1yDlJYsgt/+Vgxsl3akd8bORJ7FPJlEjckGgWgfGGRpTjjn8JiYRJI3d98YyKA55BfjFUR7hEuhB4ryZ6P9JdObvW9EkP4DN/IV/wA557UvubTgvny5639Dax9R6iYV7YV88r/6zj5bnG/8HsvUJJqiBbJ5PoFzCyZXV0t29yvn6zZ10mDCR2Lf68GZiJ7icor7uWvPnPnT0X2KJsZjR7buv/njCkS2Q/mF3Ynn6yQnOMGRrEu6+Mk9myMyQiPj5yhYzkoLFbLOzhGqUWl90qqlxnuJDTT4P98YOuyTYiA/njAyySMX3HtuiRfGLfbrFOCh4zTt1BZY2+cSaiimimx8YE2RhJEfcjdnKYg2IvvGr/v9YUZyirdsWrr+uFLZ+6PtRlGlHi8BUpQk+32pxY+MhGJFs9t2j84Gxir/AB9qVyYOyMkEfb7U4e0sC2b7kU5Cq/4xbqjLZatnnwLgRWU1kv8AHwcfjBlKURI/yZd+OKvKgNmttJhy8J5MVsCk4prl75eyUxIzF9y0njFytBkXXJ95BWyREL/k92vGZ2LLYpYPISx20JX7VuXOIZMW5Dw0ZQRrVOw3h+0EI2p3yjYCjd1f4y9drfAPlyIbqqNfxR835zRouy4gSbvwYoijwKvc+cbCzWS1iSXkSsDdHaJ/mq+E8Oa+nkyUFa5rw5gjH92IX7e1p4zZr1SIDCScnJ3vEXW3VqtZSOZNlvjC2hHRJtDvWKjLdGB/H3VxZgdXtvSxlY1yGTFczax59vL3zCz9skf7ecZsWKotnc+sRtCTZw97ypCt8SS0Fvj5zCFKyHl5PjNTtWSLTHs/OZZbCSrad8KKKJwe2nDZLC/HbFyT2j89vzhyikAL55/GBerWv84K+7uPjOhqYy9thz8+cw9PH3SGKicJ850ul9sZJMEidsVK2Q1RYkixi8GajZOxAfk8YrWXUonNdnNHtsfbdHf6cmqHqNxq0M5ANNc55bqNybjYDUmlc6frPVsQg2e0tzz8txIPatSRrETZPbdK0FRC6xuqfLGwE4fjMcWVIFBwXjYdrXk5yq0G1FGr+sOMfdUnvVJiYy/dgJ4cs3GuxTg4DzhKcxj/AN1ZJCClgecxx2y2TojS+HGspixCwO44NDIiSUfc5n2TQRKx3sWxQ+HMm2VjEab84KVr/lFXuchfOO1Dvoqg8uJjFLRu+M0atsdX8Q/kccYGqMCKEauPczZDSSSXiRzz2zn67l2Pa+XNuiTFIxLL5fnCO10kCWkilsbR83mmJKKMZHHNf75l1LrhGUFCRSfeaoxeZDy0h/vhWkfdTN9qNjmiCCnn/XAhESLXjjnGgCNc1V5mtQWTJkyKmTJkwr81yOLPmuMnuaLP65RIkXf247pOm3dVtIaosle31/xlj6lsk2lMiqtT4zv/AKf9D2dbvN2+KaIt0n+Z/wDGei9M/THSdNp1u6Bs291fDnbjrjq1kYAESgDNSfrxeT5GyziVq1x1RqIRAow5RuLlL3wx4DK8m6ShGN/0yg9xw0J/XL2S9yhVGASSrFD/AFyCwY8cW5U2ikOMJbLbUyf5hOz84C4yZN1xd5chZKIjlAxUeDIgjSlZRDbFslwhljGR7S3i7xMg7N8ZAkH8WryANpTdsl+uMG3x2+KwmUVbFfnAkFtKPjKg9WwkSjXNc5l6nVHbbKqMbGXtEe/+2SXtkFyPrFWPN9d6cbST7S43yGcjXq29P1cBFPcUhx3z120FSNI9xbzmdR097igSLbXxjTHpeh9qXVqfPGdvpddB7uzz3zj+nga4jzxQfGdnRFKpGA2nnKjVHW2vMq5vCnGLFVpPDlMrklsTvy4OxiqCLXnIM8qk0HuKq8S6uaKo4t+MbtGKEZcfXnM0dqMiYoNF9nKNOzf/AIL0zqty37IKPzQ1ny7ZtupTbkWXXOfQP1L1B0/6bYBzuQq/C2/6GfPJN8Cc8fGenwTq0+1SQiVIuTwOO6HW9R13T6uX3bAv6sxDFUv+Qf0zrfpvVHZ6300YnMZ+5PAHOejlc42p0+hdZs9uyEYjcYnjzjdexj/GVHuS/LmbqP5dTOVL7UDni8dGFoo3E4rPmtRt3SKGKInOc7qIy9rLWl3aJjJEv2yrRvhcxb5yBJSSubMRE6bpf8d1+uG1qMW1fNeM9N0kJ6eklDklFu5Gcb0vpU0w6guUmQ13QzudT1cek0bOo3Ia4wVPN/8AvF29E7eT/WnWGzqNPTxlfsjcwfL/AOrzy4PAlV2+cd1XUz6vqtm3Yq7FUfH1/TAFBr4z3+OfzxkUJIZd7o7Za9njv/bKpiqFsvjKXhfMec2JKnlXtea/R9Uep9X6TWijtLH4Of8AjMSNcec9D+j9Bs9ajNLNcFH4Xj/lzPkucbTXuetka+nR4JIVWciRHlRB5oPGb/UtxBhFXstBnLlcgnbdf2z509F9kSlyxj2Xz5MGUrixOPb3Asx+yNpYA8vlxPuKUKU545yoGH8bEbe/gwZDajz4vCCwRbu6yL7W+AyhZslQSb+vGVukSJWMbPDlsiV3Fs5/OJ2bCMEkMl5fNZAr1aSfp7eEVZ60IndVoP8AXPU+jaDV6fpYgbPaD9Z5rrdnth0cfb7vdugJ4o5/4M9d0un9rRCEFCRa/GOV6kWPH/rrq06jR0oqA7EfPj/znjpFgjbHs56P9Z7JbPW2Kl64Bf8Arnm0ktHZc9/imcIuFbLkWvuldZD3RORSWTZFb8cHBlRWKRT3N+XO0RZL3IXa9g8ZEV4Gr4vJKoyErk7/AP4fnGiASZHeznkrAkQ18MSzz8/jDYRjIuRJXsFeLwNcR1vL/GrF+8NtSuE8XkFHtEJqkmuM93+gdVaOr2o3KRHn6LzwrVFq08/Tn0b9EamHovue85recPkXOCz26/WSXca4oMo3SfGZ5Sf24sZNnId8LqUl1WxsfaUnxxl6f24fyZWVfHjPDPSW9ppk69YyEJfPkySTYLGgp4/5xjths1B29w8eMyS1upuLxK7bwp0LjRKpVyMXsfeWSj7pCsqpGu+JJSo9qB5PnHDH9smNrwhxXOARIRQG3svZMTtiykSkkSrsfrzklL26y4qK84BsRSNFAU+bcC4krQRFt4wWES0svh+sqXukttXz+Awi5RW1DjjzhCv4oSiMrOH5wGcpPJVHZwmKQGJaXQcGD7pEj3R/83gZ5SkWiW8P4xcZMZFLIRx2yJGaBSluZCMiRJkcdq75RbInH+UXjkvxi2RKQRa9vHOGj718SOTAke2NRGwtXAUyYqSlbfP1g+1ktc0jeW/yVsb7VkJPI8lUcdsIkYkm7L84+MKake5Dt2zMxP2+FipduO1uxQke4Tnjtg00WRcZFgAOa9ExkEiy6/q9sHTGAV7S3kc0B7QZAlnb6yLGjXOGtSUW5cZs1RjHXGKlSRszHriTj7kbXh+XNRqCQ0nHA9nBraNHcfxmHr69tgi98cR2GsYcN8n1mTr/AHewL75C1zJMUSj4usRtiRHirO5h7NiKBwZmnuZDZdcYxWacSK3yJ/XMcosx9kkRL+/rG7/cvug2+RfGUJwhX1lSrjFeGgGz6xuuJKTGbfw/GKkPuEf6ZcZSjMWP+bgoxhuH6osdn8WwQROXOlqjBh7kRvgrMUbgClt+M39FUpo2ByX5wTtsiLrGKl848s0qtFcv/OLYo1rtHsPzivUOolr6GfCNV+MivN+rdQ7N2xJLG6LzLoix0k5Ayf8AL95m37j91ZKpac8Y7RtIhKTQeHxl9pXQixNbfK/OKdkYCLxHu4iU4zPbBTm3Bn/JAX6PvGG76a47FikWh5scWR9tcW/eVCUdgCohzXzj9esvgt/2xoLWRW6bOWsMXWFFku31hatSbGgB7Zew/bbklXwGDQyiyRQL5zn75EVJUt50dqewp7c5zOoky2AHOIUC/tlpzJ4DGaoMW2PMu1+MWyTYIKnbDjKdk0aVpfGEbdB7oApGuaTlzdo2GmcpESTIovOORlLcJNiVyeDOlrmR0hSr5cH27PSbHYJIriz85v0xls1hfEW6e7ffOf00pSiMRGNP/nOhosAOE4UfnCtmp/ie26OKfGOMQSlEqhTv94yMlCyvrM1qGZMg2ZMipkyZMD8zxi2AcNc56P0bVPo5G2NSZd7zmenQHYyQkR8OdPp97CTGS28Fc3mp09PyOd/+Y9x0243aycXueMdsaKOM8/6H1Uo7HTPhkWF52eo2kWlCjNe3i+8WN840sFPjM0J2lfWNlKgKtfjCwuJ7lXveFKLHjl8/nIlc0fTlEiVjf5yCnmlOPzliBwVzgMSLxso+PjAlKQJJs8OATsJSBptofJgsj3UvBgSlantfyYDUm75/GA5l7iqH5cXLYaz/ACqduMXKZFa45rvgfuILdtdnAaygnvV7dsqUhOTjEM5WXTb/AEw7EPIcCZUDOMYtnJ94AiKJbzTxlylQ1Vc9++J9xKmLzLGrIrZI/lScHY5vMUpKvAPjNchC2n5zNtBpjdL5+cg9B6en7MVisuKHi87unXWs4oa7eM4fp0SWnXynAh8Z2tQ6wL8d7ty1I0yiBQ29rxOyJdDaHJjv3ABTjulYnbLlkFX3+cBcn2tAAZmkEjt7le3nG7AS2yfKD2xeqMpb9ZVN219YHn/1ruCfTdPdEYrX32M8hJGXJwds7X6p6h6n1veiJrrWH4P/ACucWJzOJb9fP4z3+OZxhc+kUtUqvntnof0XpJ+se+JZHWtnh7Z55gkUme1XnPX/AKE0ETq9wUAAvju5fLc4VK9DHnZOVqsrT4M0a5cElb7AdnM0Ye3Y0iye998bHaRae48GfPX6Fs2MYcJyefGctib+phBkjOVLfCOat+0L5Avhcr0/ozqurlUn+MbA8v1lnSe3ovT+nelHXAWMgR8GcX9W9aR6TV0o+6c33KccH/nPRa1NOr3PtppPkzw/6p3G71rZCPbUBx89/wDnN+KbzmtRw0Yop37ZXaua47YaXw1d98GVV347me9FPKVdZUpPg/PGFGLb9GCSVDgu+XAtDn2tnbnznrv0NqJbuq3V2CI/TznkFO0njunznvf0VpNfpMth32bH+wcZw+Rc4LPbf6lIl1EYiWHNZgkSSwbi+fjNPWI9Ttl7iStB8VmVWQgUnIvnPHPRfa6tEq6pzOWqsqV5xhJiKAIcmK2MdgylY9rDvhElKDYN097yiQiKIcfjEkSJarbxeX+2xeEB5wLsVsv84nfGAvtKv5wy4r3QHMfVysFGLV8OIOhpIdR1OmNkiSB5pqrz1WqLrjHULcS7fOeQ9A1PU9XIhwxpF+M9hPaw1ymImsb/ACYvvFjxvr/6f6rrfUN3U6vZsjID2jSVnkus6HqeknKO2EtUzks718Z9S19d0+yBFWLJss/vzit+jVv1pOJsjIpEsztx8t49X0bXyR90pJyvCmWWpEikvD4vPe9d+lOk2rLUOib8cn9s8R1Wp6Xqt+mVMoSY3fDTS56uHOc/RpLEi/yRK5O+EDKSyfPBgxlcCLHm+64XuWIMvaXX3Gs6oMGVxebSz4+sJky2MhTsX95RIX3f5lpvw5Ye60Kpv+mRVkGUgtkry59U/TGn9n0Lpo82jJv5Vz5bEf3KO5257rn1307X+z6Z00Dljqj/AHrPJ8m9SE9lbNY7NlgXK7/85WvURgEZcvPB2xWra/tnur3Nsnwv1joylKKCXy0ec8oF6dB9krv58fjCNS6+AWLTb5wU/iqo/eUbZRAQuz3F93ATtakUInf/AM5cYylABE5aHlyHuZLIGi074CmvZE9zFeyFXhVxnKNshYgI1wt1VZJR1sxBBbRa/tk/c9yjNtKU7OJ2z96cKFAuEP1EqGSNtdvDgO3ZyKBEeTs+P9sLVL3P8QGJzfnAlJlsIgINr8YAMooxRR4xbGUZtqt2fisZJlGaxfdxQ1iJTYzFEp5/5wit8lFrirLe2Z5RYzJnD8dzNGxJjEiP3fLmd90YA9qq15yqg3rWlew/GLlcuT8I+TNAjrtS/wDfMe1JbBpAKq+MIArXrZa0uTgDKSggnle7hSjaFFL/AHco1EVt471gM/8AuIqRY9/vNGvYEablKTS/WZhjJVEJPd8uP1krJHcacg09POLJJ2EeQ85s1+w2KJadhznapS/clKRUQpYl+f8A1m3VoizUP8xYXirGqCS7x9pEErzxm7Qk4ILKJyLnP1rHikicW96zVriRFjKyXP4wrXAYlCSDkbzm+psopbfnjNZulEgRBFpl9Zy/VtsmQJxeE6ZJSJWUC+cxbY+0UeQzRGUeGZzeI27IRl35fPyYWME1kc1eSJYco/GXs2RlJ9tX2wFlIihz3frCUxlyB3fnG9OHuPdyxtbxBUdgvH5zTolGW4E9oHfF9EamMf3daXIknB2zpaoRilPPc+sx6tNol8KiZq1NRS6fhwemqKCyS3ON+ouplr6H2xsZNP4ztG2MddAvHOeM/VPXM+p/ZiNRArw3kk1Z25cKU9rdp57Y2XuX+IF+MR0+poS3Oho6dtktcdvnKmB0C8U35zU6/akapez5MZqj7aAE+fJjZQWpKDfHzjT0XHXQKc+MfrkRVTufHnBlIjYWvjGAftvHNcYDBEF/pWJnUtgybvkHxhSfahHxgbBkvaqtckLC1IyWTd+B4zDt2y/cSIRO1ubJwJRUu+4mZ9kRA+P9c0nYIxAJLbK8JlKQAKeDIvuBQt4AwTcR4jfHFZF9NerUe3kpvy+M2dPCRMJNRUrMOrb7tkFX2S4U8Z0dQoUNDf1lqOrrkRfbERar8OdDRKtYJTyPzznP6aEQZybaCvznS0RhIV/i3R+cixrjUmMu5XDhxKv4xcWPtQeTt9XhxkEBeLzNahmTBI83d4WRUyZMmB8F9O6R/YdkY8pVhfGbek6ThYhIjyr9Zxz9R6+m6Z06xTtfw/WJf1Mx6ZhHWDIpf6ZqZGvLbeVsdjpOu3S9UDp0Esb7fed6G/ZO3anuOOM+b6+qlK5xWMluz5vPaen9S7Ok1SZMpSBc1LrjZj0PTyZSC7e+bCkVP79s5/Qy9yoF1m8uJSOKsDKQ2CGLkocI/POGwVUGvjI6u10e485BndgDcaDyc4uUro5q7pzTLSBRa3XGKdd0J9d8BMtkg4QfGKltkNyQrvbms0w/7j2/nvgTNMVRAB4XCMrsbUaPnKNkV7r+cHdu0okUHslZi37kH2rb9ZctXY2O0WxLfDhG4oCRZ485x5bJh/n4OeTMstvVSmx1rQvLxxjKSyvQy2xTkuvOICEnmy+c8/Hq+v8A8pFae9UYyHq/VRb3dLJDvQ4wdiaR5ZVi5SVDilCr7Zg1+q9PvqJIi/fGao+2dN2Fc/8AOIXXq+hiGqFtIAA9868ViiWo9843QgR12iRDtna1ydkY+w47X2wkMdoiSi9rpf8AXAT3QJQaTufOM90aR5Di/Ji5RGKxefFlXgZtgISeU+VKwenkQnPZOVEIq3/rlbFkpJLObrlzF6jtdPonWbASUj2HPzx/s5eM2yDwvU7Xqeq3bb9rObJX5VcSLFKuzj3B5yArJugOF85bKohFs8c59GddQxRK5cvfu3dZ7z9J6/2fQNmx/wD2sk/Icf8AnPAnFyJF+aO2fTOi6f8Aw/6f6bTOxYFr3F5zl57nGT9N+haopyPjtWDsmxs9t+OPGUSYa236EwpyJA2LVX954ys26UY61rla/rnc9J6I1Q0btYrLu32+s5PQ9PHquujDZJ9seavjPSdLqlp6N1yuDF4f+MlT7avcRdjOQxie5vwHOfMOr3vU9Xt3KrskvP259B9f3nSeib5RodkTWPlvj/a8+cBasnmufjPR8ee61ZgWNFi3XbLASlODLlJKGg+MopEWhz1ojHk55rBD2rx25xhffhDnBY+5AOO+AMpIDytZ9N9A0x6X0Ppo17bgSb+Xlz5pq1u3dr1RbZIH9UM+rziaOiYRAIwAP6Vnl+TepFn640tkZqSq7br84BGTsWPMTvfnJsqMmS9jmjBIxkDy08855kSesRur7c5nJFseQPjG7pVIB8Yuci7BQ71gK2awVilXfPnAKC3sd6wpbAQqx4S+Y4smLIGmL4wAdzHlGnwnJmHqpykKiAXy9s6G+jWt296vOdslERRQapcQeg/SnTEdB1EUC0fszt9fsNfSbEoNhQ/nMXoOs09EyiDpkCV8431bbGGrVCcaJN9rrJe6u9OVP+XtYjLmqPOSDsjMNUkV7X3ySSJQve6MuMokgjFFPOEdTpGWyPu3SLi0ufLPUFl1/Uoe4dskfkVz6VGZ03pe7cte2EpvPkH/AMZ8w2yZbJSZB7ua856vjy7asKdbGlD5vLj7lRkROUvL1oleOzzl+3+CIW3/AF+s9mokxAiPF96w9cqFRvt3xYxpuQcUY7XKQBPklwrkDenGe7XGILOQf3az6+n7XSof9sa/0z5N6Pqlu9V6SANS2xV/qZ9Y6mXt6aTJrkL/AKmeL5F7kWf7c6JGSQiKsv8AnGkpatgANcBfnKlAdg6liy548N4bKNBKI97k9884p2sosp8If0MQTjKVU8917X85pZEbJUEvHzmXcMUqvY8L8GAREtkJUSnns+MFHZMVjf8ArhQnBZEimxu+9ZdGwYlBSnzgK2RNixQaDk+coiixBQbFwxTYDR3pOzXzhhGQyVWPFHn7wEwEFjy+R84HuZKDTLzjGLSlnOJlL27GUm3sBgUbmMgkgh47P4y5sJSYrVC2+e2LhI2wGQBFo+nF7JCyZSrmh+TALZpNYo9/GJ/bVJNINh/TLJDZal9zxkJEgi2c23lRn2SYDdfx+MVCTsgq2J3+sfPVa8U3eKlH2xtaL5DxgDIdaJFSPZvzkdpJQ7vfISZVGItZUo22AWdz5wDjGFAtK2g47p5DbG5WWfZidcSSzXimvzmjppMI8RoqmvGKN0UIX7Q5L+sfGMZn8ZVzd32zPrIyFYqnJ+c164jQAcd/vIuj0BwWqHnNeuUYy9sj2/b5+sz6IEiSDZQj55x5Eaj7RLvnAIgRm0cD2zkepHu3IlBzna1kS5F2hY/WcP1HbI3SDsPkwrnK1Ug/OYer1kj3RVPpzoKbEA5f9cx7oGuTxxXbBI5vF0lJ5x+skNqpfBeI2ctgHn84/UFEpLlqYkpRZF91rNfSxPexksuQMRHVZ7kKOazTBjqBLuXnJfwjpaosaiS5G+fzj9mu4rFpzH0+wlZFtE5c1y2xQT+2FW/9PWt3RdOfP+v3u7rtk5PFpzntOu6k1dNsl7kKfznhSZu3Pyt/nA3dNFQVorhzfpkOtG15V+sy6K9gJxHuV3zRqSOwZNW8HwYGiM/cHsEbq0xpBkpIRGx+cEDWpXHdx2qTLWMf+7/TFCfbU+L+X7xjL3cRU+cYezWKvYwGURJAXWEiMuPF/fnA2RJRsWzmjJs2glUqdjvihki3TfZxAOyTEoe/jEqRX3d3kw5SItLxLziNmqQMmQnfjCIHubChcbp1e5QiWd8oGMQt47GadX8lS/lwD6fVGVkuOOxnS6WEYgSl27W9zMMf4yLHns+c2aIGyQkvrn5wrqARhYcy7Bmzp2RFlXCjz85jhrj7ULkcInznQ1Ri6w5fJ/XBrYAoofI4aCcl4iIRLR44/ONhKxaSuOczWoKvGXkyZFTJkyYH5PV5+8sk0Re2SVLZxeUfy9uGtN1LFE+c63R9Z1GnYSgrCNCdyvjOf0kYx6nWzT23bfZz0Pp+rXu09ZshE9toUfBmoxa9X6H1ZvRKSRd33zvRqTVrznjP0ttf2RVfbJEfHOexjOolIeazU9MwXujFVOTs4vbtlIQBXyZU5XsLCnvXdy/bGKAN3fbtkVllKXHe8RsnujXtlV80Zu2AjaB5xQRRHgOL85dTGCWzctMq47YuXT7ZJYrV986Pthxff/XHRCJTS40xy4dCj/NofDjD07WloPxZ2zXslEmWly8fWK29TEH2pxzQ98bamSET6PTAEiSbrkrFy6fXSlAcNVWR6tHh9onbMuzqj3cfyt7GMpprr0x5lUa7hWL2x17BBscRW7atRT4w9eqUEJ2cXWU1yPUPTozWUVi8onfOVr3db0uwiMpQUKbz1O3RKR7mpUfFZz3QS2Hu4eOV4yEr2vpoS06UauJf9s7ev2x1+4vkt5zj9BAjogSECIAcBxnW0Ht11Ql8W/OAyM9YMl4+sAqXMS4vF/GEwJCIo/GCRIlV7X5wMu6ITsUF5rznG/Uu11ehELR27a+6Lzs9QxsRaO9vGef/AFlMOm6PXacKn9v/ADnTxzeUHkfaRrnjvV85cXhEaeLvFe5p4a+zDjcUFq6H6z3mndF0z1PVatMS3ZsCvy59P66MomrXBCMTs/RnhP0tpdnrei6YwWb/AEP/AHntfUdi9Qgv8Qq3jPJ8i7ZErP7kWz3OLlIjBS34vGSmUW2cc+MQ1t3a9Qn8mufB8554a6vpPRLo19Tfu2MrQ8GejiXvteZHb4zn+m9O9OyjG2Mix8fnOn04x18vuReXzi1qTa8z+tup9ujp+nHmSzT6OD/dzxhIeaazufqrqHqPWtkR41BA/wB3/fOFLg48Pb5z3eGZwkLdqpcqff8AbCCo0nPjFxUEq6wmTKX0d86oNSJxV/GUSuu3b4wYjfIAfOFYcXwYHQ/T3SvVeudMU1F9z+Dn/wAZ9B9Smx0AIK+fgzyf6L6d2eo7dzda4V/Vf/Weo9UkyYQC0Lv4zw+e7zk/FzJXNlGSCJXZPnBhEjKVHtZF5e3UNBNqRftOMGLVsleO61nJASZTGKjXZMRInGwVO9+cOyKrQ/RlbVlQFDS4GecSVNVJ85P25D7gJHkO+SXv91BZTS4UVjJOKT45yDNtlGUZc+1vMDFluiSOLBfDedDfGJdRtvxiun6d29VSCvJz8ZYWY9b6dB19BHXsiIdge/xmX1iTt3a9a0xLfznR0C6NJKL+5E7eT85xvUNzt63ZLWinAfZkWFOsQtSzlPnAisGkZPa8s2oBK7i88ZUrQR48rhF+py/b/TfU0US1Iq9haf8AfPnjImWgEaPyZ9C9ao/TG4BqUQW+1pznzuKRJa+Lulvj857fj/8Azf8AqwUYhxEU+cooBQDjhcH92K8S5jxxzlwkPHL5fxnoQbEWUYo1zRl2RQt4Pz/fLBD3MfaS/v8A1wZWq2FfGB2/0pD3fqPpUGQK/ih5z6T1tR0xGv5SB/1c8D+hY/u+tMgshravxfGe79Qkn7ftBbU+uM8Hnv8A74v0TokNxUPb5+cH2sVEZEni+595ZFdUqiDGng84Mo7FFUWzj5ziQUZLtiSQhFoV7Bg75RGyQlcUWODsjNtDv5fnFMZcREqKKf6YFKxU9pIkVSf1yhY7GMRirwLwnxlK+5Pd7UfJkjYwE/ict4NO1LPYiFJYf0wSMoCkhi3VeMjcU9p/GTy/GVKpCxfbZV3xgXEQOVZf2xEopsm+1U4LfGOJf9OIvMSuMz7tv7UlEXs14wFftkZ1Zd0l9jAiHtSSBffDqwkReTkTtiSKJ7ijtT2wLIy1bH2pIHn+2D7jaBKxPL3HJCK7EsOeMkgkpLh7OVATkkK5qNt4C1GPZf8AfCSAMWT27HnFv8ZijI7A4KpaC6i+HLkEtYq3fIcWYPu9qjEaOL+cuKpxVR7H3gMhMnMCNEQ/rmzQspsWRUu5XfMmkJIBb5rxmvXp/cu4+1jwvzirD4yjGTanhzZE/bqQKLVHxiI6yR7Ghj3c2aokUitAXXw5A/p4tIVG+R81eVs1zjLlZFcpl64oe+N+5558mGsmQqA8cdsguSyiJyfWef8AUJfub9g3GnuZ6BWMLjXzw3nnurZHUzZBX1lJ2wbFiiP3mbbJk3dlPNZplK5qg0OYNyhfNXThWVgkga73ml4jUTx2cXrRsEU5rGkimXbmgcB+k9x7Ru80RhGTTHkO3/OZtd1YV8teM16oqjGVPZwG6tdT4kBLlM0KAHFGJjQq8L5w5RDu24qa5Xr/AFPt6KRE7tceM8x0un2yu3nznovXtkI6yK0/B5zlaIx4K4D47YzYNeuMWIDwcuNPYSLqk4cTojCMpvuv3HI+DGaJRnZ7ThrtkitWrlSUbDzjSVNRGj4zL+6ykxipXnNIkTgqzl+cUDKRK+Gnu4qKNBxflw2V65U0nhzMnt1k5N8+M1EOIDsG+Q8YG1I7CJZfPOT9xijGlkDkJAMpco/2yH0z72UUrs9jKIvDOQXwGMlI2WJ+HAmJBXmu2UhxrkAsrE743pIhtf3JJFKsOLzPGa6wZIH+maNcj2cPB5yDR+7GKd2u2benXYEva8JyeMxdPDXOayRE4/OdPp4uuXF1Ip+G8EroamQghVc50dKVdfx7XXn5znaISsB89qzfqFkQRALvxZkGkmXQ4y+MUI2AfGSJIvlaeByNSnZMoy8ipgyQOWsLKo+Mo/KREql/rlkfaK2PjJp5kW3WOme5uqK7ZFZ2SKDz+M9P6Zv16vRNkXYE5XwPN+M8z7V2Ad1o/Oes6T0jTr0652yZA89vzljPL06/6Z6d09HElwyVefnnPU6v5BnF9PgQiABXBWdjSt88GbnpmC3pqCQNduO+ZdnqEQttrjjNPXKdNYXTbWcLaSSxoOaMSazbZW2fq+qJXtv5vMsvWYxf4wa8nGYGCv8AEVOco0SSQRtrGYktap+vPtX2NFoXitnrm0sjE/lxfxiHpH22RS3yYyHp+yQCAPl+MvS7Stnqm6VgU/biDquq2N+1S+KvOvr9IJVcl88Gb9Hp8IIRADvxVY2Qm3242jo+q3L+4pEOxz4851Ol6PVpBAZXVObXVHSsko85l29TG0hHg7J5yW6smdne2AL2a4rxmPqIxJVYNWJ5cRt6uURU9pE8OYtvqEYrKYxbOe+Pa1tE9yLQ8ZndT+6XGkecTH1DTOYExb5FrnNMdhPaW927vjIY9R0QyjCIc0DnThrGRb7fbzxmHoxS1KicfLm2GxaFZPz2yoaaptytC+Lcie44QY8V95UiUopGXtTx8YmVgFtd+POAjbA2TIh5L54ec8n+tNxL1WGpeIawQflvPY6ZGzqY0e3281eeB/VG02+v9SvJFIn9A/5zv4Zt1PTlKx5Gq5/94EontLt44yMhki8x+O5kYsnl5z1wet/Qukl1vUbkEhAB/L/6z0HVSZbpLSK1mH9D9OQ9M3bELnsQa8BnY2entLqkD4HPF5rvOjmMvbBUsMd6R0ker37ZqLEqIeXFdZo2a4pKCnlPOdX0Xp/8Lr0ba9zJbA7X2znKmO1rjKPT6iSxY8I+c1z2R1aZbJURiMl+gvM3uiSYylbsQA7heZP1N1L03oe8jQ7A1h9PD/peZzbI3Ou3zzq98t/U7N01WcmSPhW8Qo18V/rlsrfaN+O2C/Zb8Xn0+MyYmYnPCPmzCLKLf5Nd6yFKJSpVfGUjXPPOUWNr7r5whY2NUdryiqKsfkyxJWy7vNf0wPc/orp3X6dt3PbbPjj4zodbJl1L4LofxjvQun/wvo3Ta5HtSAo/LzmLe+2SjXuVfPdz5vK7ytavqEpKSCqDa5H9sKlQr5yO1iDFF+DxiZLJVCTfa8jI5SiFKA+U7ZkkyLlTVVhykyiCAHLXf8Ys2CoD4v4MCEvcBf8ARwGSWCUN8ZRFlJFLXueMktewRHiL4OXCwot9ytqV9Zo9J6eWzqjYCzi8xu+PnM2yCFC33TtznV9AJR6gnVkhGvGJcLHc2zNcndaRicvjPMrOWyU1LlJRD7zt+pzI9BthHkm0X555rONFdQyEYocV2yIjtVB5rntlEfdreeJKt+MPYQoYy934MSylEIlyPNYE9fWP6X2HNyIhz9mfOYyRGhpvnPof6jkn6bmqy5jR/XPnh/KykrjPb8f/AOb/ANDJSWQkaEtf7ZcJd4jdvL2MnENcUbaCl/4y9ZJRiAXaPGegNJW2dnivjLnHkCrowfcKtlL2PnLY22K+2lr4yD1n6B1p6h1KJIjABPi89j6hP27IAi12855f/wDV/El/ipoioW/jO/6of/nUalVB2/OeDzXedPoTOQntkASsx8VsZPPCV4zJqJT1h7bJfeaY1r1kVpDkc5BW3YgCJTavnAIkxnHvF7OHsl7iTJoOSvz5xOyD/H2rbS/eFM2iFxCwHt3MW++XMlQbr6w4soWMeFr8ZJSNZyhYgvI4ASA1oqNoX/3ZNUWcSPtC784Moz2QsWRfb4xumNj7iivnnAzmtgSjEpebvjAmkRsHtYfnNeyUFT21FO/nMMo+3YoCV2W8AZSZ+72S5Dg+cXCMwkSGTXjw4xPbrX/LIcWbFtFiU8+byoTqikyhjT3+cOQxGTVK1fnL2EYoRH+VKHhythcUY/5fN/1wFzEbAGrfr7xcrRVf7ZdyjMk9qrJcpy/glA2OUSo0WWveskovtsATkvtlSELH3FFJ4ytakyKsi8BsGZD2x/iW3Wa+nWMxlJ5oKzJCRSFnLb5M2aD20+0Q4eclVq0Oucnl9413oTNTrZbSY0h7WN91zMRhTOK8+DucY3VF1vukshasyDTGUpayIvDRWONcpgxSq5vB6cJQsj7Qf7GM165xH+Vttc5DAy1sYLHufOec6tnFVLFz0XUzlHTIUGrUzznUbVQk8PfKRkZe20CpHN5j2SG42047fs9jT2GiszbJErspvnGKVGPt2LG+XkzWB7RoXMsXgQTmrzdrjGUCnl4TFF6J3KpIxRKxurWQ2DH+Ja0uBGDBGrrmst2VzLs9n4wNUxab5e+SMlEYpXZcElGML91tX/TKls90KPPGBwPWWOzrCLUmPj7zPqjGA+5o7/N4PqCS9QfbL3I0vnGxh+40ID5fOAeuZJIwqvn5zVHVKz2tBymK1RNQkat4Fxsdko2ry8Yif9avbARDntfzhySijl+cUPuhyKHx4xUpbJbBDiqBwWpJtb7fWURqNXflyGpRLbcKMniogjXOCBjCMojSU8DgS2VJPb+Txhr7VJX82eMSyuVKU+XBVsQPdFOTt8YjZsSKSBwyJOfMqDwYqRGSHZGh+cIKCykMeR7h2M3wjWujvdFYrp4wIgIsXkrNeqPChZhYPptHtl7vdV9zOz0UVj/1EGLXP+mcrp9UtzcRKe+dbVrXWg2yr+iYP+N+tVqKc8jm4GQSgnNXx/fOZr1ygnuas8PBm7pppUE4LLyUjQRqInKdsYYConHGHVmRqLyZMmRUyZS1lKHmso/Kep9s7GkxzJkUGJjViHbHIcI/SfeZUqMb3HF8/PfPc9LNnCAolFccZ4gGOwaaXjPbenfy0wW2g8/3zUZru9JGgqvs7VnT1y5OM5vTcAX27cZv1dwc0yZ1cWWkBrnn8Zy56lauvvOttLDnxmNiy2VHu/6ZZWbO2KHTgt8vLf3jDp1KAp83m/X05Etb+saazlTm8asjBr6OkO7J85pj0tcVf+2PYgrfbxlu6MRVLrgyLmFy1MYlfxe2AEtai1fdyS2xvmYj4yv3osPMvHHOXDYR1Xv/AG2PuVe95z9uxhdCh4zo7JRkLb+HMcomxVaI8GJOkt7YtrLYXEtT/jOXv6bbNpFFsvtnc26owqXuA5s7OKlLWB/I/i9nGGvObfTdspWFL4POaPTo9X0/VaiU11+47l0LnVl1OqLSe5kcUYXQ7Yz6zWCPuez+cYWvY9LFSy+Dv85v1URpOfGYemJSgkVKR485s1RZWqD2/GBJRdfMX+vnBUReb/3x0tUoxtbErjnEy9qIHI83xgTo4jtnP/8ACVnzH1Pa9R6j1M2xlsk08Vy59R6RrYxkV7jhPOfO/wBR9L/hPWN8QKk++J9OejwWS2Jjjfye9nz+MIfbzwdsqUmSL3+XKYnL3c9Q6HpvrvV+lqdNuWF8xeRfxnqeh/XGuQR6zSjXLHk/NZ4QCmuF+MH3IVZ25zHLhx5e4r6jo9X6X1VIdNuJbJdovD/bO/6frdOqel5nHkXkHPmn6K6ae7r92+HfVD/N8W8/7Z9T1SXRrYh/Kia+c8nOSXIl/Bw1k92mQg67WvKmee/XPUBp6fpx5Vmn9KMXL9Y9L03qvU9PLXP2a50SPNd+PzecD9R+ra/VPUDbpb1RiBfH5zXj8d/qWzpZc6c0knbu98uIrYVRbzi4y4eGSdyu7hQfaBzUeOc9wNW7tXs5GXJ7Xm7cjJtXj5yB3cgskgoL8VmroumOq6/RpiKT2BVXxZf/ADmWNvKWfbne/SHTfu+sQlLn9qLOq7NUf75nnc42ke+3SNXTSoKCg7fWcrYEZEVOeCuUzf6hL26QpkLyD4zmTIwLiWSLvzFz5sW3sqcNdLXLzZ5wIwia5glpyPjGsfbs8S4qntgsYxWkF7XhGTbI1zQkXI4KxEYslJRYvDj92u5kqOAFPH2YmMg2VaoVXzlEhrlG0S7ef+cOW9diSvmjgyAAiUc+ecFkJIiMpUJ94CZSNq2Nx8n1nY9CiRdtiRkXfxnFjJSqYqn9fjO/6ZrY9DOO2xHhPOFqepyjLTq12AWl93OWy/aKQTzR4zf6g/v9UAB7QPxmWUT3ADxzdeMIzsvdyWC1fjAZXaWN0/GO3BOMoxu5c28YllIEkJ7asO3bIA/UMif6dkLYMWj854BfaXE4kds9964O39Pb6D+IN/Ql/wCmfPpPDBEbQ/Ge34//AM3/AKG/ykpE+Etw4yf/ALZw1SPjBjzFinNlP9Mr2psVBX5z0A5R9ukB7X28/wBcKK8l8P8ArgMuLKS6D85cpfz9rz81lH0L9Bxr0/dIE92zhfo/9Z2OslF6lvzX+mc/9FjD0VkcXNQfgzdtn/8AnU6C+4ufN8nfO1Yg0hC07NeD5xsoSYBFJSeBXkxWqfu/jGji1DAl7jdEja0jnMq5KiJTdNfHxhUyi0r8YH7v8ZRY/wCZv7yXsjIYyER4f98IYRkCxVOBvzhB7gP2yInnnnBZSRv4RH/fKNjGJaqByeHCrFiKIU08eMzkvaytZEg5OOcbKSyVKJfPnDjGFPIKcB4wFGyLBvkO/wAjmWVTSRGvc884zae1SqZJyHfEjUfeiEWv64RJpzGLxf8AbA9p/wBqBYo9srZKUllEpe+LlsSoseHKJtWSg1zy/WDsWGsFZEXv832ymPtW+Suz84ralAvtVHnxgCy9ye4avivLltIMRi9nCggFv+VWvnGAULFfdz+cqxGQCIHHA4uUvZrgHdlzfg84zZrZMVKDnnyYFSktRWKvfIg9BGd02y4flzdDShUb7jmLXrIoxfajyX5zqapKB7qmecWqdFNemBKILV+fxjI1LYBIqxDw/nF6yMtie1WuycXmiOsJWB3L+3ID1ySXtkMW/PZ/OP1yR5XntiWJMpaRvnJDZ7f4xRaeLxVD1s2OuTItBzz8q2Cpedvqpf8ARSV35XOJtPbGxebwOfvSSiHHF5z5SYqDZ3H7zbskRZRbSWYmhe9+DAdpSQSKE/1zXqkUK93is58ZOtLGvm82wKIyFqrrJSe26MSaeawp9Oe1Et4rE6th7iQ0fDmhmyoHnzlKUxIwbHtX4wGRHW80BduNlKS1MDjj7zB1+46fot7IvhA+cK8/KRLq9ko/yVec1AxC157GY+liqJFCr/pnQlEjrJCr5H4xrMFrn7ks5v475p0iiNK885n1R9uzl4kcfWaoxiSWyXFIdsKbFDU3XPx5wmZRFOTt9ZnUGg57gYRL3Stuq5wlOktUVZzeDGQa0TkbvFx2R90htPvB2TBAassrzg/4DdKci4tFUvzmUkIMzm+142e1jrb4IqGZ5SZRuNV8/eVDI7IxWj3PzkiEns9758YnXHZJCR7QeeM0kiMvbGJTgaIRqkOHhc0+5D9supcUfOZi64U4zXojGhkK33cDZ0t69dMiM0uvivGdLpRAWpGYIa0nEQeeb5HOlo9mkpefNYqxt0aLncmzkp7ZsjAGwp7Zj1SkDEW0s/GaNUpMRbtXM1Ptq8c5eBFU574WRvV5SXkWsvCqQe5izWRVbb+cbi3Z7WkcI/K0Dn45x+qJVq8nGIE7cqeMaSUAao798y0uUeYBTzz957b0yAaYIBwHOeNIqQlVl8Z7X02IaIt80c/0zUZrrdPwAVxm7U8/Oc/Qse/x3zoaIsuRKM0x9nbOeLacqOoiLF5kd/jJOpWCCHH4wPf+3rpkNf3cBhCWsfaq/eU7bQkcj85z+o9T09NC5SbfA24k39R1TcNf7YnC9/7ZcXW3b1ZGSSkSfHPbMz1oy/j/ACXkAvBj0sZTXbJn7Tk7H+mMhHVqk0UPABxjGb37J2btskTXR5VrBjs30e0AfvhM0SYymhcgLQMAixH3WjxQ1lRmls3yOQ45KcRKW+Qsp+34OeM1uumywfHxk9sa7H1lM1h2R2yAdjaUoXmd6XhZMk++2dKYRWNA9nE7JRiAKvcbvJquY6SJ7UVWhWuM2+ldLrj1utkgiJzlS9qqI0ef+M1elRJdUKCROF8uSq9d08vbCpK8eM3a2MQ5IlXXnOf00rhQcnzm4iEBk+1ePzgNZe7gWku8z77iLQ+PvGxk0e19x244rF7JHtffFqlHAzG6ZshIUBFM4f626SMnp+qDhPYp/cM7kgRY2DyDmf1fSdf6DtGmeoZH5D/xm+FzlKPnEgiHPD5vtgsvcocRw5ICVYFd/OKGyikz3SgE4Obb8YMmga4O9Ycgig3YCW5WrXLbsNMBWSAHdXLbk1H0T9D+nT6Pote+ZUOobR8ng/tnser2x6bpOpnII69WtnF/Bd5zvQdLo9Nh0+0JOmIB80Zk/W/VS6b0GTFqe+Rrl+G7P9Kzwd8+X/SPm+vqJbdk5TVZqr+ebzUWJRQ9ufGZNdPH/bEae1GadUSSEmiKcvjPoyYu6dFaiLZ5wxQbO7zgCHZFe2GS9x/XxgGPcXh8LhHDzXbKaSyre2UWl3ydsgJLOO/i3Pbfojpw0b96WqQHzRzWeKJMuzzXbPpP6X6d6f0PQJTO5vHe+3+lZw+Rc4Z+rJ21dc3sAFo8ZjYkRfaW+MLZulLdNBkSWq+PGBslUCMY9+Ke5nikL3dKYoMiRZfGJmKkpctct48RAjIGXcMTKUYylUf4jx5wlZdmy5gPt+vjBk3MaL/HGN2Sh+4+8L+T/bETI2sZMq8X4yg7IJ7qCXde5gyaH2qMeQPOApsBECPHfvi9RP8AdAfxgOYfuNxi2F056LUj02hb98e5Xes4GmMo7hkWe4tz0cpR17PeIko3T4wOL1ex279jEC17+cWiAKvuO+CsvcTGyXPBxhEZTilrRwfOKQnZF9oc+66Hy+MD2utGUeZPNvf6x81PbcWVJ2exlPtlcxE5UfGQVv0fv+mdVpSmetK/JxnzgkyAkNnHPnPpfSK7GmxO154T1fopdD6nvhI4ZLHnwtn/AIz0+DlJbKOeSIrEH3HnvlRZCqqvFOAn/URWj/TBiMtiKlnL9565UPGMUjEuubvv+cKUSI8cUd+eMU6vZaCI/jDJLRRLirf9c0r6h+kI+z9P6L/7refPLjtrF3KC8v8AbnA/TsDX6J0YHBrv685C6GUmSq8ebz5nPvlasM1yjr2FFLQr8YZsjKa+8EaX4zLH3EkD3F93xlqllAyab5O2YQ6TE2LG1Dv4ctWj+N82hivfCKHufs/8Zb/IJQtDuj2wpsZLMqXF1zgyjHUrG7l3rs4Ae0ipSco+cPcvtWwJHf4wM+2ewT9qPuJIUv8AlM0RkwD3Qqi1xWnWNLJXsHzjpJIRFI8PwYRQEwlKjngf9cVtCSghXHxeFtkatZILDt/VzPNTYqFPcwFARJHuVao+OMTLWs2rR7/bjtiRkTjSN39YjXM9yM6ZCi+MoGUhgCLIezlSFT3ROKvnzk2sY62RzKPevODCRKIyHn/xgWS9p7YpfZvvjgbKlYH/AMMSkQUi8hb95FdYRS2nny4UyciQtoHz4wzbGP8AEFezWUSXW2CeTJVhJomF4BEIzmAosv75t0LFkRLKK/vgatB7YTkoSRK798fAjBY8tefORRG0dgD7V7vxkZSioq+5KT/t5wzQSCRG0eHGRiXJaFLB84DtCS1pNsP+6+cL9mMUY8rzd8mI1fxpRC+3hx7KqlfH1gZuufZobbc4mxYwXnt/fOx6gyYChS5wtqJLk48Xgc7qNpKFv8U7mZTYU2XeO6qm2N9qcTqj74sY0KX/AEwNEIijJK+80a4y1jdyK8+TM+sjs1hSLwrmyMpARk8x7OAILI4KfJ4x5tQYlH5cURbJX7bbfhy/ayt8VhT/AHxaWl+fjOL+oN0Y9J7DvJOA5TOua/brL7meY/UG9es0wjIo785JETpIprLs8lf7ZuYxkASs8nxmTQoC0id80BHWcd3Kmmx2HvTl4x0JmuQeHunnEQqSJQ1yZpjrFEKA5PnBoZ7QVB71hQBQXjvWR1xT2lUc/eFqhEWXNB5wJcIiEbbxUtZFF7nNfGGbgVBLfOKlN2NrxWWF6DOJsGjl7riWJGQccecOUgGkv4vnESLtkqfGE/2eS9qhyXyYQhK6afOZwkH8Gvhx8VAZNtdsDSSJQLo/GO6eSjVNHb5xGiNqJ25L+c16JMQkwOeEMo3dL7pTjZQvF509HtRZBfb6zn6JWjT2sM6cCLpCJ7lp/wDWSrGzVA90VOeP6DmuKlCcmZIbyOsK/nEr8njHaNztncj2qdszSNIiXljZeDXK3xXbLCjgyNIp5yzKs7PfLqzAndwWOWcNZffA/LFRjw84X0Nf6Yt/PGauh6d6jfEtobW8y27PR+n/AOI6EjKyScPnN3QdRLp607Vix45zd0uojCIfAcYPXenPUsZaz27Loc3J9OVu9ul0kHcqB7Tu3nUGUDigOC3lxXSaDpOnjrefaFrxb84vbvZLGKV4TLC9J1fVGu5KHHxnK2dZu6qZHpkAsV8Y3ZF27KWy+be2P1ao6IhEIi2X5cuIV03QkJE5/wA5PKuaNu00iNspdq+MRv66HTa7UVKAfOc4Oq9R2XGLHXdL8ZZGdbdnXxFjEV8hz2w9RPci/wATuFc847pei09PEUtDle/5wN2/TBUkovLZzjSS/ZxUD2gRfKvN4rZ1MI2PjznJ6j1QNiaYynORYArgR0dd1UCUj9qMuUXn+2UdDb1pEsQK7OYp+ppsSA7F4ALrLh6ZGL7psticNvGNlricRiRtsAxqysbu3TiWe1k3SmJ2z3AyjVnjNW1YI1fjjxmXYy4ewjfnIe2LZ1XUwkxC+a5c7X6Y6nbt6rYTgDEq74PnOJskOxi280/Wd39Mq7tkR4iVwf8AOL2enuOmiSD2gP3j2TF9sotXzmfploPa38njNRK0FpqjjlyKIiSqriS5544wNmuUABEPF24eyHtBZAfDiJXykh5vAXtVDvdX+cnSoynrkcTEp5vJKUpAtyHtiv3f29utsKRp84g+f+o6Hpet2aUpipT8XxmH3MZC/wBjznqf1l0xq9S19REQ2xtrjkzy6UcoJ3vxnu8d2SppezlUv8PjOh+ndUp+tdP7Y2wVTwgZzZS55FrO/wDovdHV62SlEf4IcduTnLzucauvqvTyiate4jcpFNeH5c8L+vep2f8A1LT0TNlqifuI/L5/tnu9cYadZrFDbyJ4PjPmX6s2u79RdQSV9iQF+A/955/BN5MuTrlyxa54vHEeVFu/LRiYsZUlNlvzjxItHJ8nZz3KYSYo8FdsbGQoJ7uOMTYtXWM1yIrfPNXWFNjK34C1MOPaxRwIdim/nHadctuyMIRZTkgAWr8Zm0Hr1s9sNcbWaFV5c+rAdN0QRoNcAL+jjPP/AKf/AExHpGPU9YEt13GDyR/P3nd63ZA0sJJbSl81eeDzc5zsk+m51250R/bOVBLD6ySkEiRwHZcZGEQYkmjweMUvuiHtq+2cmCtkk2FhcjuHGLlEsYnEu/5x6vvI1ReKmMh4ajy8VgrPND3CApd5kZEZJIZLXPxmnZsjFSRSd75ozNs/lNe74rKDIiNBEP8AXAUEW079u2Mv2lSK4unLhU0FE80YD/Tpe7q9bIWCt32c6/UxIat4okjj6+s5vpZB6r2PIii/Pis6G/8A+zKM6ZymFnPGByKlGRE7dvwYetIyiqyYnOHsig0cOACCo3Xg5MgmyNn8Y8S/0ybOj3ao06+bpTkrJET2StRTj/bO1s3Q1wZzkRFoVrnLmmuH04x6jW0CUX85xP1r0kR09QxORi/NnJns5adW0JAWSET855/9caYnoXvHmOwr6WzOnC5yie3zmRY8va++KjILGVK97/5wqZAyBPs5xUgdghxIc90gf+4yQpRabbtxhC7IxY+14HnM+vYRrjHRJTWUpIPzl3Fj636FEfROmG6jqH77Zj172Iw2IA3YeMP9N7nb+n9Ba+2KWfBZle6MbsFS6ea+8+dy90lF7ozgTgqSOE+csYRalwp2fvCAClADiu15UtQtqLw8vYzABgElKq6se2NIxjr/AGyVSk8nz8YP7JEK4ZN3fjvgEXWS9yErscqj2xScbWQFON1yrZInE9rFKe14o2qoy47Mh7ZNc2L7lsp4TnIh+qDHbalUlHjJsnHYgS9pFp8c/wD5cXrGIzi2rZgS2S96TD+TaVhdXEORWjsPbERlEWxkyeL8Y6YMX2tA+T/TM8WIiyZBzVecIVtC0TiLidsYygLEE4MYqrKVoo3i+okRk0NJxXbKFyJS1goXfGFGJKMblQVYd8TrSlpF4VO2NJEGKHfg+3CjZH+WlPxkmkX3HPCVjBEtacVDWk6Uq7frAsGQS5Bbp+DC9xKmMVRpxsYqfyQA/vlR18lvC1x8XzgaiRQw7nycNZq6WK7z92qiX2734zLo6djsGMjYUUPhvNbOMVrliC4qpMlGYRkMZNP1/wDkwiUobRY+44q/zhAyL4Chr843X7fae5sO2QVS6w8ybqu3OQmoBYRTismuMlFf4vYe+RixVXh5rzgYevl/00Wy84fUSDXJgW1fGdf1CZICPN+M5PURIa1igh28OBytk2UEkUnJ8pga4t+6IhHxh75FiNJyGDrZcgH8ivxlqSnxlKKIcLyfGbNUiVXyf7Zm1wFI9r7jjzWawBrnxkVp90YwCQJeDKUPbQJyXeU3DXdEi+bMB2g8lL2KyYqpKCipnkPUZx2eqoytKE+M9X1G3261iUds8TLZ+56tsWKEnl+c1Gb/ALdzp9bKJY0PNfGaiMTYMeSnv+Mz9KP7YXQGPhd9z2/L85Bo06/ce7ujjyKg2lNd8CJ7TgLTJGLKQr7S7/OCrY1fu5Hvly2EVA4q8uco3V2nfFLV8d/OAuUndsPbwRu/vAZFRp+suVa5cSF8mKmJXtFJPb4ypaDYEZWWsv8ATLiFMlr6+cAjVhb4XJCKqMivBgMgRkCv9MdrLCi/d2MGGlk00nxWaI62KBVX/bKnsftlFDyd8fpGKNKd0zPTLaW9280dOEtvtFSXBfhyK6RKMAlF4iDx5M3dOy/c1qe6K8o9zOfDWIRmFDVZ1eimatcISAeS/nFGmUJGyiK+7gX/AExuiW0S48RefxjRjshFVLO5jYRjFKbKrnM1Yv8AcpB45pxjgS1kjnv4cKJQC3kaiSLOO+DKxKX7w8FKbvv4wVTJitjXzlinbnAlaiNHm8IsVkFuDX5ZVkh5XvnY9LlDRsGdAFvbnntnJ1SGfJzXGay1aUPgcy1Xrej6+G8CCX5rOz0ESey1v2lv5zwPT9X/AIWXujLt3L756z9Nda9ds6iSJriAPblzcv652Y9DKLSDxVW5i2/yfbF48uN3SlM9kVjEbQ74vZUD+Q88XfOaiBkR162Xevl75ljHquufZ03T7Ns+yQLI/l7H9c63onpL6v1E2ax6WCEkaZNdhz0fWerdF6LrOm0ahlE41w4I/l/+OLcuRZN7rx+n9I9epv6zROSc+wRr+zy4e6J0sXXKLBiUiIn9HOvL9cOtXZ0gxi+Jc1/bOlHZ6Z+rvTkBsKRKnrU+f/hk2y7YZL6rwG/rmSx1LKT2Dm/rA0+j9V1rewlIHtE/0XPSdL+mToer2R6iJIi8IV7jw/RmnqPU9PTP7WqPvlHhDgK8ZbfqEnXbj6/Sd3SHuh06IXxT/tzipLGSFqcI9zOnD16TKp6CvqXOat/S9P6ro98GphRI4YvwmNs9mS+q827FEFLe+I2SJVGLyvL8Zq6npNunZIVEaftzFs6fZJuIDXL5y6yZo6Tf12809Nplt2SKoLK+V7B+cr1D0XrfTtbPqunYa5cDYl/FjRnR9F2wOh63oN+86afUB7dr2KeynYcDqum9U9G9M6iEtWvZ0fUFfuRkSgt8InZ+8m3Vz7ee9Q9P2dJDXPbrYG2Js1qj7h7P1na/SvTb/wBnd1BFNBIiqlX8fPbNPrXp2zrOg9IlHquj0EeigJv3EHsdh7mdb9O+nPT+hOmW/Ru/d6qIujYTAeO55rJpnbr9D0+2Wv3EWngVAP798fLRKCRlFZyaD5xe+bLqpxiVDV/GJXAHGO1y93SbCZZCkvxffG32vQHot0rXSlt1Y4jbrnq2EZx9onwY7Ukuk3sQSzjEsYsUBA5+svYCPTbdyusUj3Vo/FuBv6fZpQ2xQeRSx/rjPVLN508bNeoKHsvdcvo1l0/U6ZtwjB2R+k54yb9mTWX1H0rX6n6fr/dijEXW3z+c8R6h6D1vR6dmyeplo1pewQBXgS7z6XHbH/D9N08kDZr/AIr4b4P69sVr1x6no+p07tZZIJRkWWZ04eS8evosj5GxZJEGS8AeV/3z2n6R/T/XdN1Gzd1nSuuOzWEBQQfKXZ/XOt0n6c6fpev2dboP56tcpa9bzElXDX1mf9OdDuju3/46TPqt2z3fuXa/d/8Ays6c/JssiXI9cRIkdDP+QWP+2fN/X/RPVNnXdZ1j0jPX71WCKA90G+xn0qMfca5SRnF5Tz4zwvQ+ndf6f+odnqXWH+D6SGycpTnICQrQA23xxmfDystspjh+m+k9b6hqd3TaicINKyAH45cnXem9V0MyPV6J6yRZdJL8Jw529PRbvUv0910Og0qy6wmayiinj+gmGdI6vTOj9J66Qb9vVQrUSF1weFa7XfbPT/lv+lzpyOi9E67q9Zt1aa1LROcgF+lecHq+h6jotxr6rVLXNbL7J9PZM0fqXqJ7fVtmn2+3R06a9cDtEKODOx6F0M/W/R9nR7X/AOzsHVNL9o9wfjLed4ycr6pk9OR6d6b1HqO+Ovp4KrypwH257/0X0LpfSdYqbN9c7E7P1mzoPTNHpfSOvREjwrLzJruuK3zk/wDTgIryi3/TPJ5fLedyeiT7rV1fVurWuo9z81wZyduycpEpiKd3/uwthtAVlw9pKj/fGRfd/h1BWv6c5xnRe1DMRBCRbYjhS9pEqLVUt9nJLcSlOGx/j7ku7pv/AGwGV9Mq8OwF7cU5dMP/AGmYe4T2+abczpJZxY0XVpVmSM5AVOVfcl4w/cy0SZytilPmlqsdz2dfTD1GoIsmFj9d8xbNZB90VXwf8Z1P3guMz3apdw7xfkzFHdr6dnLmeyKmsSiL8v8A4yymMpGSpOLce48J9YeiUr90f4g8/f0ZDb7mTNZTk2yfOCTWdCDEsK7uEdr0jWTNsiv3IvF43qpENWt7Ld4v0uLLpP3Il7OymH18Iko02UNfbioxMvbTGQndMvXIlJLV7cYBAk8te04rBCUdh7P5FVZwn3igtkj3Ri/xFC/u8H9XbHV6HY1/1A/3wVjLZGGwYqiL9OL/AFrcfQG2h2B/o5vhP/aK8b0vr/X9FsrVul+3Fulsc2erfqifqvpb0+2IPuGzxWcCX8hR5/HGLT3FDYHBxZnuvDjsuGlMrjclVXvljKWunsHD84D7m4gN8/1yIoct9qzViDj7oqNU8luEJK4g/wBcW2HKyqqHufnLhsbDwtcGLCPof6K6pl6bLp1R1STn4ec6myQbElECSg/V55H9IdYR9Q2aVp2Rs58jeeo6lk7g44R/OeDyzOVVpkxlri+7+A3R5y9gsikqRmbRtIiTqgAv5w47faRBJD89zOQa7H3+1EGue1YRLh9wSFscTObssoovn/jJGLFIva7P74DDXEivEaGx898GagS9xEili98MmhyFWjeZ98ifF8XXBzgaYySFg2PBhSmSBRHjvk0I6SMkUL471gsiWtQti/3wq5RZRUqNlZk2RCN0DddsfKX7dERRQT4zPtlKkSle3/GAh2XL2yafGTZIQFt/3+srcNSYgPenES2gAlNXlEVJI327ZZKUaae2EyjM9zxfz4y9U4yUuzxxhFwkWNXY0uNiX3K55vAdJUElQ8nP1hGokB70V5/HzhTJMtZxySGsdElqRe4HH9MXE1g3JUfON9hsSXNpXLy4DdOz2EUQbqw/0x0RjuTYgJVnnF+2MWEqoPDjoDKI8BV5FadUYbC6poBcB1kdiSQe4D3ytUgv3JXmu/4xnuhtT2R5OR+MAgYipy9n4xSrQvufnNEkaUCvGZ9kfae4ecI5nXnNLV9qzlb5SjBJF/fznQ9Q2qCiGc3fu90W3k7YVy9qD7hte1ZerYO0ixQf9HAY+2SLyNmFriO+LI93u8YT7dCEiUueGsOQhye6zE6xBFA7l9zNJJlA91XF4T4wsXGY92uOzgS2EnmvrKlchZHAd8zxSubC+DzhWb1LqE1pGgeHPGaNt9dM93d73nd9U3yDYe4j7VefOeZ9PqfW3OR7bV+8emZXsOnViX/EezmoLAQOe3zmXRIhqjZw8maicWHuX2pf9cF7PYsYAXRyuXHYUFiPBideyU417UXi3G69QXTzX/ysuEqT5PbFq+bcKH8hJV2xLL2vItPNYMpRmWLF/wB8YaY64smVi1SfeDskhSW4qcvbFlYB998VPa7UR7nDhDYkbsKXgF4yEY90Fj5wALFRT5yFyW7ifR3wHx9qHuVv4xx7xF7OJhBBXtEw4bJbCr9pL/TKjRrPbKMhFzdoiiIHPf6zDqh+1K4lt+POboT/AHHg9rdZFjZriTivmkT/AJzaVOEPdxRd/ZmXWxUHntdZs1wJCXQN/kyDRp2JEjHlqx/3M1dNtWXtmtjRgdJCMSqG+F8maY64xBO5kqnjxgQmpUim8IROMlC25GlSU7UZSe6larm8tS6f7YOz+JfYwLBt4EwFTv5+8smAi8hmKW29iyaOxeXGbX5kFETjCNk0pWsZq0fuCyODNseljSV4+OcxsdcT0v056/ek7Nce9efrPfejdDDotM46xiSpT7zjfp3pyMGXtTmufNZ6fVJL+h75uWWOd1PcCDXucx7pOzYwgJw8nAHzmufFsS2qPtxBD2EibUpd+c1GK9f0LH0j9MQ3ALHUbF+V7L/czxXXdUIzVnKTcl7q+c7/ALt3W+hGiO1lEgAcdzsf6Z5iGuUlEqm1Tt9YnuryuZGXXql1Wwoo+VztekdWem+oaJahIWR2Hax4b/3zNKUdcPbGrl3wul0y39VqjEVUV8AUrlrM99PafqWbq6A2QsnJ9gncv/454tjKSHYGm+XPdeuaJdZ6Uy1fyYpsD5Dv/ov9s8pr6N9/uEU5tzMzG+e6Vq6cgihdf1zZ0LI6uGuFP7rSHa/GT9q0iie7NXpHSu31PX7Vkan3L8V2/wBct9dpPbP690Gzpt+tmiTO52szkSgWkgt7/Wem/VE4y6rRBeYxV57X/wDkzzmyBJQ/k2WX4xPRfZnS6Ok3aNmnfs/Y3yR17VUfkQ7fnNEDT6X6f1kJ9Zr6iXUa2EdWtUF8vizC6LodO/X1E98pxhpiSsiLy1XLieq9N6Tb0mzqek3TXSjOOwppaEpfLineOT+o9vT9Tp9NhCZsdXTRhIPCHZzu/pxjq9BdcEjsNxME+Dv/AHzzPUaNsupjCYnNoxqjw056H0iM9Wr9ucZRYtEURPPb+uMJe9el2MOol+7CcdcpV7yXBfyOF+5rhpdUZGxkjKVUceC8zdOSpfap3WrD6cYyjSoyWgo4+7cmLpgkem2hUZSRD5rFEmUEmMhKSsLbFCHsLZQJI80v/GTWydf8uafGWFVu/a6xJyka90QH38Eq7N4l2a+l07NeqZt27SpIcRPg+cOWs2xVEDuhmSOqcX2xGV9qLXJhpvVSNmjpoxlbHXTTzFvG7Ou1z9P2LIj1UkJV/wB1dn+2ZY6py2moi3KhE7W1aYrqenl0+xjMbipdVf4xhtauk9VddO6PuilNHKOaul06du82dNvjL2thTYfZnF3QnrgEoygpxYl51PSNezUR2xFlLhs7D2cuJv67iIkhPbFp+fz/AHzyPqP6Qdmx3aNys5qRkcct989TvXp9GxgCAD+bwNXXhBjtgxo8jTmuHL+LsLbY8p1Ho3V9L+ndvTSgy2f4g2HstEBL4/Oeaj+90nUQmHs26pEizkRsv+2fXdctcopKRZ914zP1PpPTdZGtunXtQeUL/vnXh5pN2ezt5TX6T0/6i6qHX65uk2V+9rYvKHKPZHPYen9Dp9O6Yhria9cDzwv5yRhp9N6cIxIwiUAf6GY93Uz6gZTKidg8Zy587y63qLpnWdY77hB9uuns8rkdkZbJTiN3wjT2xUY6l4CNldu7lOpicq8NV4zGGmqv+eStVS3WWSA1lNxeaO3OIPdIoBbEcZyoW3HvT3xhqbZBK4xP5LzXjB90ZaP25XbK+3ivnD8HBYdsEheuvdwfGXDQOqCBHcH5HjCl7Y63VCTcm1Sr/GAwYoRFXnnJFZX7+EaTzjDS4+zp1mDLbdAnEftzL/jDVtdfUxZadiq+R+T7x04vuSNpXDmXYWhIFX4usYSlSjA2SISJxvhqvcf1wdSqtCRO95W8famtVrgDE6CQ22N2+LMI9R0MSPSjBb2Bado/OL6vWnUMVUApvxh9FF19JAVf3Cjj/KPfK6rWx3JK0S7vuZRnbJFoEu1dnAJqtFkeCu5kqVBV12MHX/E9w0vAZBbAlu1HttjIVTxZif1qkfQZEokr2CD/AFzVoufUafcJ/Ivn7zJ+vZe30OFHLtH8lOb4f/UHzSTQCq4qMiPuY3zdV5w5qpYR+r7mVXue5z4eM+khaovu4bq8qVK0BxzeN2UgJwf2xXtFCynu+MCEkVtrzfjJfuQCl7/GUxG5FlF9uHLJNgWUjfxkG70fqDpfVul29kmC/Tw/6OfRt8HaDBL8fefK1bJIPjnPQejfqTb01aepkz1R4vlYmebzcLe4s/XrtSiQlFZHcTu/GaIx9qTeEaK/Jk6Hq+n6/XDdpkS8Cd45WuRGc4IILT9meSzPYbLUqIBy3WExBW/c3V+C8kFoLpu6vvg7ZSIPhHsZAMllFjHnzz4xZWtIyH+TeW2a4SEuXc+sPZE96xfaDYp2wp8fbEKKEr84tJfurB9pLijxhWR1hJUOX6waKGN8PHOAuQ6xuTISufzi9nt2gRVa+POaNgyElQ1eYpQlAZx7xHjy4CtiKEhvyj3xcoxB9o/WHJZ2y/ioqfeKBGIJdc5UBGK1FfPlxurVIQA/k+e2LlG2KtC9s0Q8FrfH9MA5jGA2JF5rCjJUmAoXXa8hLWbKRGgL7Y32s5SJFAeP9MKCMmQKU1d/H1mjTFkMr4jVYlCGuKLYdvnNWvaGtgR/zN/jCijU69/aXc+8frI8RVbKExUNTIao58uPPbFhYCGQMNA66RAbvzh64R1tWyDkcHZsHmDy8c+XKhOQIoJbZyP1gM3y9rZ2vtiNs5JxGiuDGy2Gzh7j3wdqIInbCOJ1yynScfGcjdQp2K5M6nVq7JW8XnO6j2tgFpzXesH055KMp/yafKF5NakyVtXRimRGSCd6LxmvbcAFfa1gbdase1o0XmhXgKjXOZenmoF81zjpS9pae5DkcLq5bSmI84qUomtULTuYKG5EE9uZOr2GuDa2vb/nGJv285611DKKCc2c+M4/pGqWzaSCwbXH+t7/AGsrOZNDd5foYxqivc8vzi+8SXra9X00SUQexmo1kngoMy6OEVbA/vm2MiI21ffKD1CCeTnGKUW0X3vM0pkl9qh5DClKMtYMUDsVik6XtiSFFPh+czSQUq35ca/ypGgTFbYXMkNp4yCSogMuSRwYuUQ18KV/pgSnKUSN0x47Yev+UE2JT85Sg18tWt83mnXK32rdP9sojr1CCF8n3la4puZNpJ4rEGsiykVZHsmExI0RjzfFecuO20A5eMKMP+p7i7uwwgtU5R2RZRo750I7I7R9oV9d8z6whrCXLfF85p1xhGMYxA9zzX3hqTI19FH2iyFLOXuGdDV/FQ/kWV+MyMiL7YivbNnSwJalkUxvjzeSnpq1+6a+0pSn8mOibC0V91WPhyaKjEvuln5x5YqoFZLSRIiAW5JTY15trLHxYmCyAeLLrIq6VF7nesDe3GvD8YcZNN98VOQlpT9ZUtAIjx7ke99zB/aZyRBO5eH7QPdHvL+2HCUnjiw5yo/OurTGOsIiV5zRrgVfZPrjJr1qWVx85q1an2+5eAH4vnPNbr046PpHUR0nsmPLxnpNEfcMiqTjPH9PriboKNRTxWem6f1HSVBeartnXhdmOXKdtDB99r2eC8Vt2xCuVe2Ht2ltLz85kH3C1XgVztI51s9N9QOn2S17CtUm1/8Awvzm/qvTdfUrt0yIsuVqyX3nBlKAcNHZ+8vo+p6uOwdG5NbyncT6H/fJZ3sJZmVtfQ+plsPdOEYnm1f7Z1Ol6TT6frVVlLuvd+jM2nqet2UzkROxUe+aI6pLcpMntbzz9HjJlvtZZPTqel+qgunqKjBagvY+nGdT6JGWx2dNIgy5Ypxf1nJY+24ybH5Mo9R6jpBNG5jE8PIfjGX6N/W6HofUzQ2ThAPJa5uZdL6H0q95y5DzNzzuz9SdeiE4xTzGJ/7zk7et3b9jslslOcnlk2p/wZct9myemrruqerls3bWpybC+A8B9ZiJN3E5fK1eZ+o6hiCfyfhP9MCO+cblJrmyzgzUmRjdr0PpO6MOl9QlugTI6hlG0Hn5OcH9/X13pfWaum0nTOuJskipMHsr2+c5HSeqbuilu/aNWw2gTNkfcIN9snVer9T1el6YNOjVNGRo1kfdXZU75mztuWY7PRa9PXQ9P63a+46WLHevxAsX+lH98Hods+tlPqdjctsmVd6t7f07Zglvj6X6Lu0nVQnPrUCEEWIcq12XtWb/AEuL/hNbSKd3i8mGu5Hcv7MIbp6NkAAR9sn54+fvGRimreSiD7iwKLvxmfXunUCtcmFAsbQO3P1hwZ1MZWTbb5VvJi6fKRr2aF4h+2Ej6SnA2Do0z1yaZSefkPP9Wv7YvaTknIsYgB8GL2/ubmLslbEAorg+fvLia179sen6r/704w1IEQaqrb55vMevqNYbyDPXrnL+OyByHKH0fjDd+7WRKhJiUMo2h45xBvnqhISEmTciRZJ+a+cmLpkpbzf0snczjKQGyKjIssfP98ZGXu9R6mWyauomxXn212Q+vjM09s9rCSkSH+UiUR5vgwN3VbnqI74pDZG24lW+VPOMNFt6jVLpN2vZ1GzeypgTH+KPe1+LzpdPt2ROlBWP7Gv+J2Gjlziber2bdTH26tZJtNcA91fL8Z1fTOonLTAkEliQEKoOC81IlrdvZdP0+72SRjBb70+X+mc6O3ZPTsjKbsjwklWv6vzm7ruoOk6RIr7ooClnLSPzmHXtduv9s9kBbqMaHFhL03bSMdmyWqS7qFDhCuaxWjqtkP46lCJQPOJN8zqWY/y8IcfFVkiDNWhq6OMkmFum7upnPYOxWua8DlxYpVly8YkkSQkgLannBIkthKMmR8feVGr2iHtT+L/XL2Wzhy34HEQWM6Bi3VY652qDVfnAaSjRbXFoZCpSavt3xS+2q5eP64ercFLQd1C8CpRlAGrO1vzlR2sWpS9r3r5ME3yZ3IsW+ThMDaG3YbQ8lh5xga7I+8kLI8mDKXtkoAd184yMSgOV4axW2D+4pxbQeMDPtkS5jcVfHZMQSlbdWF0+MfKvbTJPavFd8zTkiyvijnteURSNqgjxmSG2G3cgMTm1xmzqIxssJp/czPGQ7BG3ymQel9O2selGTeuNh+cnWk4uv37FE4TzfjMnpm9jrYykGuKMlexmzq9v72uASGMmxPBlQqgB5798BiExkinPPjCJRBZCkWgPOA6xWcKb+cgPpIsut1+alZ8hmH9fJ/8AStA2e7Zf+jnW6TXH/G60Swe3njOR+vpH/wBP6aF8slr8GdPH/wDcV82YERoKOe+UKpXFnc8Yco0qlnFN9zAbHsB4Dtn0UDJ91AcvjxikYtl8nDWNUrl58Fd3AVNixs5LvAU38A+PjDGy2VMT/XK5VC7Xyd8D2sVB5XtkBxkUo82X95ZI91cV2bwIqnAFd/vJTJSNUNDmaa9x+hdkY6+q1naKIf0zvg/4pjVi3d/LnmP0LIdvUxiI0I19uep2pHciN/eeHy//AFWo0MU2jCpA13+8vbFCTIAOf/eL17IybivJl7Joogkn5zkhUqkPIWonzi5bJ/uVdr5ytsmS0FX27V95XurZFee1f84VrlJQL9xRbl65Ew45jx/rimTsJMLLLD5yaZKrQL3PvAZtsWRTxVfXnMTJZUKA+e2adm0ko3QVdd+My7GMTk4Xu4C9pKNiX54xRIkWJZ5+MOW27oUqszR2yGUGJUuWRliHlyQs5844H9yoJxXA/OZ4rM9pGmON1R545VuvgwGbBEJBY4/VsYT9klky4bwGLKVRGRHkX4MZrgSWaonb7cKPUVtJSSJF4XtWajTEWm7LH5zNHTKbUgp/2xkdjFIxUItI+MUjQ67iAt2J842GrZtCQH8eG+7iI7CVSEoo4zdo2AhVkg7eMigiSItw4833MGfDH2g+55+j5zTKV7LB/becVLZBAKkX4whOyVoB7WLzitmzkX48Y+crksSztVZl21dhVHJgjldXJZKl8+M5W6Trn7ohcvnOr1SSUovOZ1UQFi8BziF9OXJP3Eefc3x4cbqpg88nc+cDaVsGKNHGHpjGNytVsSuMtVo07SMT23374+UWWtRBfvMUdtTuBQDZmg3khGh78ZKmsk90oxdcl70J85k6rasApWuX7zbt2amxS3m35zk9RvGKAqN/0xuJ76eX9X2Et0Yi8PPHfOj6JEsO5Hlvxecrr2M+rUiWo1/XO96RpQLeL/vknd0vUkdvWkUAb8GbIxA5ebxGgp5RfB9Y15eOA7uUNCLIVB7XlbUDgv7wPc+zgtHjjvgbJpFApMFoo7osfanMu33gTaWrL84iE/e02I3zjJpKQRW/nLiSqKlMtErly1h7apHFx1cIcN4EhjKpN1wYSmxl7ip0vi806oqDYByBmaMY0Sea5DNME9nuiU5VhjINgCfnNGslKSrftMzQ1y2SG657+M11Q+26jwrgN1u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\"quote_volume\": 2.2030704,\n            \"trade_timestamp\": \"2020-01-03T05:05:55.68\",\n            \"type\": \"SELL\"\n        },\n        {\n            \"trade_id\": 2882511,\n            \"price\": 1.546,\n            \"base_volume\": 0.0422,\n            \"quote_volume\": 0.0652412,\n            \"trade_timestamp\": \"2020-01-03T05:05:55.02\",\n            \"type\": \"BUY\"\n        },\n        {\n            \"trade_id\": 2882510,\n            \"price\": 1.546,\n            \"base_volume\": 1.5229,\n            \"quote_volume\": 2.3544034,\n            \"trade_timestamp\": \"2020-01-03T05:05:55.017\",\n            \"type\": \"BUY\"\n        },\n        {\n            \"trade_id\": 2882509,\n            \"price\": 1.546,\n            \"base_volume\": 0.2196,\n            \"quote_volume\": 0.3395016,\n            \"trade_timestamp\": \"2020-01-03T05:05:54.65\",\n            \"type\": \"BUY\"\n        },\n        {\n            \"trade_id\": 2882508,\n            \"price\": 1.528,\n            \"base_volume\": 1.6002,\n            \"quote_volume\": 2.4451056,\n            \"trade_timestamp\": \"2020-01-03T05:05:54.647\",\n            \"type\": \"BUY\"\n        },\n        {\n            \"trade_id\": 2882507,\n            \"price\": 1.546,\n            \"base_volume\": 0.2392,\n            \"quote_volume\": 0.3698032,\n            \"trade_timestamp\": \"2020-01-03T05:05:54.433\",\n            \"type\": \"BUY\"\n        },\n        {\n            \"trade_id\": 2882506,\n            \"price\": 1.545,\n            \"base_volume\": 1.1117,\n            \"quote_volume\": 1.7175765,\n            \"trade_timestamp\": \"2020-01-03T05:05:54.43\",\n            \"type\": \"BUY\"\n        },\n        {\n            \"trade_id\": 2882505,\n            \"price\": 1.545,\n            \"base_volume\": 0.2909,\n            \"quote_volume\": 0.4494405,\n            \"trade_timestamp\": \"2020-01-03T05:05:54.427\",\n            \"type\": \"BUY\"\n        },\n        {\n            \"trade_id\": 2882504,\n            \"price\": 1.545,\n            \"base_volume\": 1.4782,\n            \"quote_volume\": 2.283819,\n            \"trade_timestamp\": \"2020-01-03T05:05:54.27\",\n            \"type\": \"BUY\"\n        },\n        {\n            \"trade_id\": 2882503,\n            \"price\": 1.393,\n            \"base_volume\": 1.1307,\n            \"quote_volume\": 1.5750651,\n            \"trade_timestamp\": \"2020-01-03T05:05:54.14\",\n            \"type\": \"SELL\"\n        },\n        {\n            \"trade_id\": 2882502,\n            \"price\": 1.545,\n            \"base_volume\": 0.0936,\n            \"quote_volume\": 0.144612,\n            \"trade_timestamp\": \"2020-01-03T05:05:53.287\",\n            \"type\": \"BUY\"\n        },\n        {\n            \"trade_id\": 2882501,\n            \"price\": 1.544,\n            \"base_volume\": 0.9416,\n            \"quote_volume\": 1.4538304,\n            \"trade_timestamp\": \"2020-01-03T05:05:53.283\",\n       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\"trade_timestamp\": \"2020-01-03T05:05:52.777\",\n            \"type\": \"BUY\"\n        },\n        {\n            \"trade_id\": 2882496,\n            \"price\": 1.393,\n            \"base_volume\": 0.3189,\n            \"quote_volume\": 0.4442277,\n            \"trade_timestamp\": \"2020-01-03T05:05:52.537\",\n            \"type\": \"SELL\"\n        },\n        {\n            \"trade_id\": 2882495,\n            \"price\": 1.393,\n            \"base_volume\": 1.1081,\n            \"quote_volume\": 1.5435833,\n            \"trade_timestamp\": \"2020-01-03T05:05:52.533\",\n            \"type\": \"SELL\"\n        },\n        {\n            \"trade_id\": 2882494,\n            \"price\": 1.544,\n            \"base_volume\": 0.5743,\n            \"quote_volume\": 0.8867192,\n            \"trade_timestamp\": \"2020-01-03T05:05:52.187\",\n            \"type\": \"BUY\"\n        },\n        {\n            \"trade_id\": 2882493,\n            \"price\": 1.542,\n            \"base_volume\": 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\"QuoteVolume\": 205991.73687953,\n            \"High_24hr\": 0,\n            \"Low_24hr\": 0\n        },\n        \"ETH_NEO\": {\n            \"Last\": 0,\n            \"LowestAsk\": 0,\n            \"HeighestBid\": 0,\n            \"PercentChange\": 0,\n            \"BaseVolume\": 15156.16849893,\n            \"QuoteVolume\": 182368.48129783,\n            \"High_24hr\": 0,\n            \"Low_24hr\": 0\n        },\n        \"BTC_SC\": {\n            \"Last\": 0,\n            \"LowestAsk\": 0,\n            \"HeighestBid\": 0,\n            \"PercentChange\": 0,\n            \"BaseVolume\": 0.04527818,\n            \"QuoteVolume\": 56597.72429324,\n            \"High_24hr\": 0,\n            \"Low_24hr\": 0\n        },\n        \"ETH_SC\": {\n            \"Last\": 0,\n            \"LowestAsk\": 0,\n            \"HeighestBid\": 0,\n            \"PercentChange\": 0,\n            \"BaseVolume\": 2.74201143,\n            \"QuoteVolume\": 107151.67765571,\n            \"High_24hr\": 0,\n       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\"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124948,\n            \"Rate\": 0.02881394,\n            \"Volume\": 0.04843985,\n            \"Total\": 0.00139574,\n            \"Date\": \"2018-11-29T07:16:48.43\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124910,\n            \"Rate\": 0.02881407,\n            \"Volume\": 0.23273447,\n            \"Total\": 0.00670603,\n            \"Date\": \"2018-11-29T07:16:42.92\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124864,\n            \"Rate\": 0.02881421,\n            \"Volume\": 0.06968392,\n            \"Total\": 0.00200789,\n            \"Date\": \"2018-11-29T07:16:35.943\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124854,\n            \"Rate\": 0.02881421,\n            \"Volume\": 0.04114933,\n            \"Total\": 0.00118569,\n            \"Date\": \"2018-11-29T07:16:34.577\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124835,\n            \"Rate\": 0.02734265,\n            \"Volume\": 0.07499931,\n            \"Total\": 0.00205068,\n            \"Date\": \"2018-11-29T07:16:32.1\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124821,\n            \"Rate\": 0.0299452,\n            \"Volume\": 0.07499931,\n            \"Total\": 0.00224587,\n            \"Date\": \"2018-11-29T07:16:29.597\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124809,\n            \"Rate\": 0.0299452,\n            \"Volume\": 0.07499931,\n            \"Total\": 0.00224587,\n            \"Date\": \"2018-11-29T07:16:27.703\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124756,\n            \"Rate\": 0.02734265,\n            \"Volume\": 0.26813094,\n            \"Total\": 0.00733141,\n            \"Date\": \"2018-11-29T07:16:20.563\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124753,\n            \"Rate\": 0.02734265,\n            \"Volume\": 0.69227818,\n            \"Total\": 0.01892872,\n            \"Date\": \"2018-11-29T07:16:20.347\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124739,\n            \"Rate\": 0.02734265,\n            \"Volume\": 0.3112146,\n            \"Total\": 0.00850943,\n            \"Date\": \"2018-11-29T07:16:18.583\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124717,\n            \"Rate\": 0.0299452,\n            \"Volume\": 0.69227818,\n            \"Total\": 0.02073041,\n            \"Date\": \"2018-11-29T07:16:15.7\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124714,\n            \"Rate\": 0.0299452,\n            \"Volume\": 0.28987539,\n            \"Total\": 0.00868038,\n            \"Date\": \"2018-11-29T07:16:15.51\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124633,\n            \"Rate\": 0.02881421,\n            \"Volume\": 0.58453866,\n            \"Total\": 0.01684302,\n            \"Date\": \"2018-11-29T07:16:04.3\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124593,\n            \"Rate\": 0.02881425,\n            \"Volume\": 0.16620687,\n            \"Total\": 0.00478913,\n            \"Date\": \"2018-11-29T07:15:58.93\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124521,\n            \"Rate\": 0.02881425,\n            \"Volume\": 0.06515948,\n            \"Total\": 0.00187752,\n            \"Date\": \"2018-11-29T07:15:49.4\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124487,\n            \"Rate\": 0.02937881,\n            \"Volume\": 0.05839931,\n            \"Total\": 0.0017157,\n            \"Date\": \"2018-11-29T07:15:44.423\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124474,\n            \"Rate\": 0.02738664,\n            \"Volume\": 0.28411155,\n            \"Total\": 0.00778086,\n            \"Date\": \"2018-11-29T07:15:42.55\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124455,\n            \"Rate\": 0.02738664,\n            \"Volume\": 0.05839931,\n            \"Total\": 0.00159936,\n            \"Date\": \"2018-11-29T07:15:40.3\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124452,\n            \"Rate\": 0.02738664,\n            \"Volume\": 0.02302191,\n            \"Total\": 0.00063049,\n            \"Date\": \"2018-11-29T07:15:39.987\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124448,\n            \"Rate\": 0.02993261,\n            \"Volume\": 0.28411155,\n            \"Total\": 0.0085042,\n            \"Date\": \"2018-11-29T07:15:39.283\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124330,\n            \"Rate\": 0.02868188,\n            \"Volume\": 0.56098749,\n            \"Total\": 0.01609018,\n            \"Date\": \"2018-11-29T07:15:19.467\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124323,\n            \"Rate\": 0.02868188,\n            \"Volume\": 0.56098749,\n            \"Total\": 0.01609018,\n            \"Date\": \"2018-11-29T07:15:18.19\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124304,\n            \"Rate\": 0.02868188,\n            \"Volume\": 0.56098749,\n            \"Total\": 0.01609018,\n            \"Date\": \"2018-11-29T07:15:13.407\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124295,\n            \"Rate\": 0.02993261,\n            \"Volume\": 0.56098749,\n            \"Total\": 0.01679182,\n            \"Date\": \"2018-11-29T07:15:12.383\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124192,\n            \"Rate\": 0.02819878,\n            \"Volume\": 0.09586705,\n            \"Total\": 0.00270333,\n            \"Date\": \"2018-11-29T07:14:55.56\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124167,\n            \"Rate\": 0.02819878,\n            \"Volume\": 0.09586705,\n            \"Total\": 0.00270333,\n            \"Date\": \"2018-11-29T07:14:50.53\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124160,\n            \"Rate\": 0.02881425,\n            \"Volume\": 0.09586705,\n            \"Total\": 0.00276234,\n            \"Date\": \"2018-11-29T07:14:48.033\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124115,\n            \"Rate\": 0.02751209,\n            \"Volume\": 0.14821871,\n            \"Total\": 0.00407781,\n            \"Date\": \"2018-11-29T07:14:40.337\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124082,\n            \"Rate\": 0.02881421,\n            \"Volume\": 0.14821871,\n            \"Total\": 0.00427081,\n            \"Date\": \"2018-11-29T07:14:35.983\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124081,\n            \"Rate\": 0.02736899,\n            \"Volume\": 0.14429206,\n            \"Total\": 0.00394913,\n            \"Date\": \"2018-11-29T07:14:35.88\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124039,\n            \"Rate\": 0.02881425,\n            \"Volume\": 0.14429206,\n            \"Total\": 0.00415767,\n            \"Date\": \"2018-11-29T07:14:26.57\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124038,\n            \"Rate\": 0.02881425,\n            \"Volume\": 0.47152546,\n            \"Total\": 0.01358665,\n            \"Date\": \"2018-11-29T07:14:26.49\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14124012,\n            \"Rate\": 0.02736899,\n            \"Volume\": 0.02095654,\n            \"Total\": 0.00057356,\n            \"Date\": \"2018-11-29T07:14:21.547\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14123996,\n            \"Rate\": 0.02736899,\n            \"Volume\": 0.05078637,\n            \"Total\": 0.00138997,\n            \"Date\": \"2018-11-29T07:14:19.45\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14123994,\n            \"Rate\": 0.02907836,\n            \"Volume\": 0.02095654,\n            \"Total\": 0.00060938,\n            \"Date\": \"2018-11-29T07:14:19.283\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14123993,\n            \"Rate\": 0.02907836,\n            \"Volume\": 0.02095654,\n            \"Total\": 0.00060938,\n            \"Date\": \"2018-11-29T07:14:19.19\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14123965,\n            \"Rate\": 0.02855414,\n            \"Volume\": 0.1032926,\n            \"Total\": 0.00294943,\n            \"Date\": \"2018-11-29T07:14:13.533\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14123945,\n            \"Rate\": 0.02907836,\n            \"Volume\": 0.1032926,\n            \"Total\": 0.00300358,\n            \"Date\": \"2018-11-29T07:14:09.8\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14123896,\n            \"Rate\": 0.02918577,\n            \"Volume\": 0.30480702,\n            \"Total\": 0.00889603,\n            \"Date\": \"2018-11-29T07:14:02.393\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14123869,\n            \"Rate\": 0.02855414,\n            \"Volume\": 0.30480702,\n            \"Total\": 0.0087035,\n            \"Date\": \"2018-11-29T07:13:57.587\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14123867,\n            \"Rate\": 0.02855414,\n            \"Volume\": 0.44269632,\n            \"Total\": 0.01264081,\n            \"Date\": \"2018-11-29T07:13:57.45\",\n            \"Type\": \"Buy\"\n        },\n        {\n            \"TradeID\": 14123851,\n            \"Rate\": 0.02855414,\n            \"Volume\": 0.0345967,\n            \"Total\": 0.00098788,\n            \"Date\": \"2018-11-29T07:13:52.9\",\n            \"Type\": \"Buy\"\n        }\n    ]\n}"}],"_postman_id":"9ced4f37-fbbf-48cd-b476-5dbdfbbbbbda"},{"name":"Market - BID-ASK Price By Pair","id":"3897637d-edfe-4578-ba13-dc86bb571808","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{rest_api_url}}/market/get-bid_ask-price/BTC_ETH","description":"<p>This endpoint returns the highest bid and lowest ask price for a given pair.<br />A pair is specified as MARKET_CURRENCY or quoteCurrency_baseCurrency.<br />Ex. BTC is market/quoteCurrency &amp; ETH is baseCurrency in BTC_ETH.</p>\n","urlObject":{"path":["market","get-bid_ask-price","BTC_ETH"],"host":["{{rest_api_url}}"],"query":[],"variable":[]}},"response":[{"id":"a94509c6-ec68-4d9e-8a71-01dceefd77f7","name":"BID-ASK Price By Pair Response","originalRequest":{"method":"GET","header":[],"url":"{{rest_api_url}}/market/get-bid_ask-price/BTC_ETH"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Cache-Control","value":"no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Expires","value":"-1"},{"key":"X-SourceFiles","value":"=?UTF-8?B?RDpcR29lc1RGU1xNb2R1bHVzX2RlbW9cTW9kdWx1c1xtYXJrZXRcZ2V0LWJpZF9hc2stcHJpY2VcQlRDX0VUSA==?="},{"key":"X-Powered-By","value":"ASP.NET"},{"key":"Date","value":"Thu, 29 Nov 2018 07:20:13 GMT"},{"key":"Content-Length","value":"110"}],"cookie":[],"responseTime":null,"body":"{\n    \"status\": \"Success\",\n    \"errorMessage\": null,\n    \"data\": {\n        \"Pair\": \"BTC_ETH\",\n        \"BidPrice\": 0.02893319,\n        \"AskPrice\": 0.02762125\n    }\n}"}],"_postman_id":"3897637d-edfe-4578-ba13-dc86bb571808"},{"name":"Market - Open Order By Pair/Side/Depth","id":"ac367bd8-0257-4499-80ce-dd295359fba4","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{rest_api_url}}/market/get-open-orders/BTC_ETH/SELL/10","description":"<p>This endpoint returns the open orders based on a pair, order-side and book-depth supplied in the request.\\</p>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Param Name</th>\n<th>Description</th>\n<th>Mandatory</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>pair</td>\n<td>A pair is specified as MARKET_CURRENCY or quoteCurrency_baseCurrency. Ex. BTC is market/quoteCurrency &amp; ETH is baseCurrency in BTC_ETH.</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>side</td>\n<td>Order Side. e.g. BUY or SELL</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>depth</td>\n<td>Default is 10.</td>\n<td>No</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["market","get-open-orders","BTC_ETH","SELL","10"],"host":["{{rest_api_url}}"],"query":[],"variable":[]}},"response":[{"id":"7b3d2f02-2c2a-415d-9f47-c70a8b758b5c","name":"Open Order By Pair/Side/Depth Response","originalRequest":{"method":"GET","header":[],"url":"{{rest_api_url}}/market/get-open-orders/BTC_ETH/SELL/10"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Cache-Control","value":"no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Expires","value":"-1"},{"key":"X-SourceFiles","value":"=?UTF-8?B?RDpcR29lc1RGU1xNb2R1bHVzX2RlbW9cTW9kdWx1c1xtYXJrZXRcZ2V0LW9wZW4tb3JkZXJzXEJUQ19FVEhcU0VMTFwxMA==?="},{"key":"X-Powered-By","value":"ASP.NET"},{"key":"Date","value":"Thu, 29 Nov 2018 07:28:25 GMT"},{"key":"Content-Length","value":"501"}],"cookie":[],"responseTime":null,"body":"{\n    \"status\": \"Success\",\n    \"errorMessage\": null,\n    \"data\": {\n        \"Pair\": \"BTC_ETH\",\n        \"Type\": \"SELL\",\n        \"Orders\": [\n            {\n                \"Price\": 0.02847098,\n                \"Volume\": 0.18014576\n            },\n            {\n                \"Price\": 0.02877161,\n                \"Volume\": 0.00001779\n            },\n            {\n                \"Price\": 0.02882871,\n                \"Volume\": 2.72293804\n            },\n            {\n                \"Price\": 0.02883454,\n                \"Volume\": 0.42350869\n            },\n            {\n                \"Price\": 0.02883809,\n                \"Volume\": 0.20643867\n            },\n            {\n                \"Price\": 0.0288446,\n                \"Volume\": 3.33954588\n            },\n            {\n                \"Price\": 0.02884508,\n                \"Volume\": 0.51305364\n            },\n            {\n                \"Price\": 0.02884677,\n                \"Volume\": 0.2660996\n            },\n            {\n                \"Price\": 0.0288474,\n                \"Volume\": 0.52353065\n            },\n            {\n                \"Price\": 0.02884969,\n                \"Volume\": 0.21015971\n            }\n        ]\n    }\n}"}],"_postman_id":"ac367bd8-0257-4499-80ce-dd295359fba4"},{"name":"Market - Get Price By Pair","id":"7d510922-9fd0-4488-ae39-4d3a1e0790e9","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{rest_api_url}}/market/get-currency-price/BTC_ETH","description":"<p>This end point returns last traded price (current market price) for a given pair.<br />A pair is specified as MARKET_CURRENCY or quoteCurrency_baseCurrency.<br />Ex. BTC is market/quoteCurrency &amp; ETH is baseCurrency in BTC_ETH.</p>\n","urlObject":{"path":["market","get-currency-price","BTC_ETH"],"host":["{{rest_api_url}}"],"query":[],"variable":[]}},"response":[{"id":"51e27311-165d-4dfd-bce9-05d2efef2898","name":"Get Price By Pair Response","originalRequest":{"method":"GET","header":[],"url":"{{rest_api_url}}/market/get-currency-price/BTC_ETH"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Cache-Control","value":"no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Expires","value":"-1"},{"key":"X-SourceFiles","value":"=?UTF-8?B?RDpcR29lc1RGU1xNb2R1bHVzX2RlbW9cTW9kdWx1c1xtYXJrZXRcZ2V0LWN1cnJlbmN5LXByaWNlXEJUQ19FVEg=?="},{"key":"X-Powered-By","value":"ASP.NET"},{"key":"Date","value":"Thu, 29 Nov 2018 07:24:34 GMT"},{"key":"Content-Length","value":"85"}],"cookie":[],"responseTime":null,"body":"{\n    \"status\": \"Success\",\n    \"errorMessage\": null,\n    \"data\": {\n        \"Pair\": \"BTC_ETH\",\n        \"Price\": 0.02728222\n    }\n}"}],"_postman_id":"7d510922-9fd0-4488-ae39-4d3a1e0790e9"},{"name":"Get Crypto Prices in USD","id":"e7d15533-adf0-4167-8a5e-5ea96e2bd6b6","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{rest_api_url}}/market/get-currency-usd-rate/BTC","description":"<p>This endpoint returns the Cryptocurrency price in USD.</p>\n","urlObject":{"path":["market","get-currency-usd-rate","BTC"],"host":["{{rest_api_url}}"],"query":[],"variable":[]}},"response":[{"id":"a1f99348-1031-4fc1-bdf8-0a40b36eb1d0","name":"Currency Rate In USD Response","originalRequest":{"method":"GET","header":[],"url":"{{rest_api_url}}/market/get-currency-usd-rate/BTC"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Cache-Control","value":"no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Expires","value":"-1"},{"key":"X-SourceFiles","value":"=?UTF-8?B?RDpcR29lc1RGU1xNb2R1bHVzX2RlbW9cTW9kdWx1c1xtYXJrZXRcZ2V0LWN1cnJlbmN5LXVzZC1yYXRlXEJUQw==?="},{"key":"X-Powered-By","value":"ASP.NET"},{"key":"Date","value":"Thu, 29 Nov 2018 07:56:05 GMT"},{"key":"Content-Length","value":"126"}],"cookie":[],"responseTime":null,"body":"{\n    \"status\": \"Success\",\n    \"errorMessage\": null,\n    \"data\": {\n        \"TimeStamp\": 1543478165297,\n        \"RateList\": {\n            \"Currency\": \"BTC\",\n            \"Rate\": 4183.24226885\n        }\n    }\n}"}],"_postman_id":"e7d15533-adf0-4167-8a5e-5ea96e2bd6b6"},{"name":"Market - Depth","id":"5e0ba639-6a78-484d-a22e-11533ea8f1b5","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{rest_api_url}}/market/depth?symbol=BTC_ETH&limit=10","description":"<p>This endpoint returns depth of a supplied currency pair and limit.\\</p>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Param Name</th>\n<th>Description</th>\n<th>Mandatory</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>symbol</td>\n<td>A symbol or pair is specified as MARKET_CURRENCY or quoteCurrency_baseCurrency. 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 \"time\": 1540512000000,\n            \"open\": 32.04,\n            \"close\": 32.04,\n            \"high\": 32.07,\n            \"low\": 32.02,\n            \"volume\": 30323.72\n        },\n        {\n            \"time\": 1540508400000,\n            \"open\": 32.04,\n            \"close\": 32.04,\n            \"high\": 32.06,\n            \"low\": 32,\n            \"volume\": 30987.87\n        }\n    ]\n}"}],"_postman_id":"9033d137-8e13-4546-b41a-093e354c761b"}],"id":"732062f6-3085-43dd-8ede-59966c04403c","_postman_id":"732062f6-3085-43dd-8ede-59966c04403c","description":""},{"name":"Liquidity API (v2)","item":[{"name":"Order - Place New Order","id":"e07e9b5a-ad96-4e36-8c49-c81793ee7291","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","type":"text","value":"application/json"},{"key":"apiKey","value":"{{public_key}}","type":"text"},{"key":"HMAC","type":"text","value":"{{hmac_signature}}"}],"body":{"mode":"raw","raw":"{\r\n  \"side\": \"SELL\",\r\n  \"market\": \"USDT\",\r\n  \"trade\": \"BTC\",\r\n  \"type\": \"LIMIT\",\r\n  \"volume\": 0.001,\r\n  \"rate\": 40000,\r\n  \"timeInForce\": \"GTC\",\r\n  \"timestamp\": {{epoch_timestamp}},\r\n  \"recvWindow\": 100\r\n}"},"url":"{{rest_api_url}}/order/v2/PlaceOrder","description":"<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Param Name</th>\n<th>Description</th>\n<th>Mandatory</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>side</td>\n<td>Order Side. e.g. BUY or SELL</td>\n<td>YES</td>\n</tr>\n<tr>\n<td>market</td>\n<td>Market currency. e.g. 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          \"orderId\": 255853370,\n                \"market\": \"BTC\",\n                \"trade\": \"ETH\",\n                \"volume\": 0.0510377,\n                \"rate\": 0.027817,\n                \"amount\": 0.00141971,\n                \"serviceCharge\": 0.00025008,\n                \"side\": \"BUY\",\n                \"date\": \"2020-11-21T13:55:52.58\"\n            },\n            {\n                \"orderId\": 255853367,\n                \"market\": \"BTC\",\n                \"trade\": \"LTC\",\n                \"volume\": 32.16177749,\n                \"rate\": 0.004471,\n                \"amount\": 0.1437953,\n                \"serviceCharge\": 0.07879635,\n                \"side\": \"BUY\",\n                \"date\": \"2020-11-21T13:55:52.56\"\n            },\n            {\n                \"orderId\": 255853365,\n                \"market\": \"USDT\",\n                \"trade\": \"BTC\",\n                \"volume\": 1.89353,\n                \"rate\": 18797.97,\n                \"amount\": 35594.5201341,\n                \"serviceCharge\": 0.00463914,\n                \"side\": \"BUY\",\n                \"date\": \"2020-11-21T13:55:52.54\"\n            },\n            {\n                \"orderId\": 255853301,\n                \"market\": \"BTC\",\n                \"trade\": \"LTC\",\n                \"volume\": 1.6819343,\n                \"rate\": 0.004476,\n                \"amount\": 0.00752833,\n                \"serviceCharge\": 0.00412073,\n                \"side\": \"BUY\",\n                \"date\": \"2020-11-21T13:55:43.19\"\n            },\n            {\n                \"orderId\": 255853299,\n                \"market\": \"USDT\",\n                \"trade\": \"BTC\",\n                \"volume\": 1.06409,\n                \"rate\": 18797.96,\n                \"amount\": 20002.7212564,\n                \"serviceCharge\": 0.00260702,\n                \"side\": \"BUY\",\n                \"date\": \"2020-11-21T13:55:42.863\"\n            },\n  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  {\n                \"WithdrawalType\": \"ETH\",\n                \"WithdrawalAddress\": \"0x652d38D814bcdF3E0f750A0FaF272Ee96C1F67ed\",\n                \"WithdrawalAmount\": 0.012,\n                \"TXNHash\": \"0x07734cf45b14895a4703ceee3daf44e6a866391b2acce9e66409013caad198ed\",\n                \"WithdrawalReqDate\": \"2020-06-25T09:33:13.907\",\n                \"WithdrawalConfirmDate\": \"2020-11-17T09:43:30.54\",\n                \"WithdrawalStatus\": \"Processed\",\n                \"RejectReason\": \"\",\n                \"ExplorerURL\": \"https://ropsten.etherscan.io/tx/0x07734cf45b14895a4703ceee3daf44e6a866391b2acce9e66409013caad198ed\"\n            },\n            {\n                \"WithdrawalType\": \"USD\",\n                \"WithdrawalAddress\": \"AccountNumber : NA, BeneficiaryName : NA, BankName : NA, BankRoutingCode : NA, SwiftCode : NA\",\n                \"WithdrawalAmount\": 10,\n                \"TXNHash\": null,\n                \"WithdrawalReqDate\": 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     \"orderId\": 198632574\n                    }\n                }\n            ],\n            \"newOrders\": [\n                {\n                    \"Status\": \"Success\",\n                    \"Message\": \"MSG_ORDER_ACCEPTED\",\n                    \"Data\": {\n                        \"orderId\": 198632576,\n                        \"side\": \"Buy\",\n                        \"orderType\": \"LIMIT\",\n                        \"size\": 0.002,\n                        \"filled\": 0,\n                        \"remaining\": 0.002,\n                        \"price\": 33000,\n                        \"filledPrice\": 0,\n                        \"orderStatus\": false,\n                        \"ooc\": 0\n                    }\n                },\n                {\n                    \"Status\": \"Success\",\n                    \"Message\": \"MSG_ORDER_ACCEPTED\",\n                    \"Data\": {\n                        \"orderId\": 198632577,\n                        \"side\": \"Buy\",\n                        \"orderType\": \"LIMIT\",\n                        \"size\": 0.001,\n                        \"filled\": 0,\n                        \"remaining\": 0.001,\n                        \"price\": 34000,\n                        \"filledPrice\": 0,\n                        \"orderStatus\": false,\n                        \"ooc\": 1\n                    }\n                }\n            ]\n        }\n    }\n}"}],"_postman_id":"b0b69232-1cea-475e-87f1-3ae08023fe71"}],"id":"7732ff41-52f4-437a-97ab-b4d9b8c60d25","description":"<p>These endpoints are used by Market Makers or Liquidity Providers who wish to send orders to the exchange. These endpoints authenticate the client using a key pair a.k.a API key pair which has a public-key and a private-key (secret).</p>\n<p>All the endpoints require the following HTTP headers</p>\n<ul>\n<li><code>apiKey</code> where <code>public-key</code> must be passed</li>\n<li><code>signature</code></li>\n</ul>\n<p>HMAC 512 can be obtained using the private-key a.k.a Secret using the following algorithm. </p>\n<ul>\n<li>Prepare your JSON payload (body)</li>\n<li>Sort key/values in your JSON payload in Ascending orders on keys. </li>\n<li>Obtain URL Encoding for all values, refer <code>https://www.w3schools.com/tags/ref_urlencode.ASP</code> e.g. <code>/</code> should be converted to <code>%2F</code></li>\n<li>Create a string <code>message</code> of key/values pairs, e.g. <code>key1=value1&amp;key2=value2&amp;key3=value3</code> </li>\n<li>Ensure <code>key1</code> <code>key2</code> <code>key3</code> are all sorted alphabetically in ascending orders in <code>message</code> string</li>\n<li>Ensure <code>value1</code> <code>value2</code> <code>value3</code> are HTTP URL Encoded in <code>message</code> string</li>\n<li>Finally compute SHA512 HMAC of <code>message</code> string and convert the output to <code>hexadecimal</code> string, this is the <code>signature</code></li>\n</ul>\n<p>Snippets</p>\n<ul>\n<li>C#: <a href=\"https://dotnetfiddle.net/TxhPeB\">https://dotnetfiddle.net/TxhPeB</a></li>\n<li>GoLang: <a href=\"https://play.golang.org/p/LplxEbXyjaI\">https://play.golang.org/p/LplxEbXyjaI</a></li>\n<li>Python: <a href=\"https://onlinegdb.com/SyLYyyn6E\">https://onlinegdb.com/SyLYyyn6E</a></li>\n</ul>\n","event":[{"listen":"prerequest","script":{"id":"468364d9-f5e7-4abc-922b-a4d6cba7a897","type":"text/javascript","exec":["const SECRET_KEY = pm.environment.get(\"private_key\")","const epoch = Math.floor(+new Date() / 1000);","pm.variables.set(\"epoch_timestamp\",epoch);","var body_json = pm.request.body.raw;","body_json = body_json.replace(\"{{epoch_timestamp}}\",epoch);","const body = JSON.parse(body_json);","// sorting the payload on keys","var arr = Object.entries(body).sort(function(a, b) {","  var nameA = a[0].toUpperCase(); // ignore upper and lowercase","  var nameB = b[0].toUpperCase(); // ignore upper and lowercase","  if (nameA < nameB) {","    return -1;","  }","  if (nameA > nameB) {","    return 1;","  }","  // names must be equal","  return 0;","});","var payload = \"\";","for (var i = 0; i < arr.length; ++i) ","{","    var encoded = \"\";","    var valstr = arr[i][1];","    if(typeof valstr != 'number')","    {","        for (var j = 0; j < valstr.length; ++j) ","        {","            if (valstr[j] != encodeURIComponent(valstr[j]))","                encoded += encodeURIComponent(valstr[j]).toLowerCase();","            else","                encoded += valstr[j];","        }","    }","    else","        encoded = valstr;","","    if (payload.length==0)","        payload += arr[i][0] + \"=\" + encoded;","    else","      payload += \"&\" + arr[i][0] + \"=\" + encoded;","}","var hmacDigest = CryptoJS.enc.Hex.stringify(CryptoJS.HmacSHA512(payload, SECRET_KEY));","pm.variables.set(\"hmac_signature\",hmacDigest);",""]}},{"listen":"test","script":{"id":"b5676615-b398-4f20-a943-7f73a262cb6b","type":"text/javascript","exec":[""]}}],"_postman_id":"7732ff41-52f4-437a-97ab-b4d9b8c60d25"},{"name":"Liquidity API (v2 for GME 2.1)","item":[{"name":"Place an Order","id":"b33f02ce-b046-4887-bbcc-04f7079a1116","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","type":"text","value":"application/json"},{"key":"apiKey","value":"{{public_key}}","type":"text"},{"key":"HMAC","type":"text","value":"{{hmac_signature}}"}],"body":{"mode":"raw","raw":"{\r\n  \"side\": \"SELL\",\r\n  \"market\": \"USDT\",\r\n  \"trade\": \"BTC\",\r\n  \"type\": \"LIMIT\",\r\n  \"volume\": 0.001,\r\n  \"rate\": 40000,\r\n  \"timeInForce\": \"GTC\",\r\n  \"timestamp\": {{epoch_timestamp}},\r\n  \"recvWindow\": 100\r\n}"},"url":"{{rest_api_url}}/order/v2/place-order","description":"<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Param Name</th>\n<th>Description</th>\n<th>Mandatory</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>side</td>\n<td>Order Side. e.g. BUY or SELL</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>trade</td>\n<td>Base currency, e.g BTC</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>market</td>\n<td>Quote currency, e.g USDT</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>type</td>\n<td>Type of order. e.g. MARKET, LIMIT or STOPLIMIT</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>volume</td>\n<td>size</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>rate</td>\n<td>limit price</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>timeInForce</td>\n<td>Must be GTC, IOC or FOK. Default is GTC.</td>\n<td>No</td>\n</tr>\n<tr>\n<td>clientOrderId</td>\n<td>Unique order id for every order.</td>\n<td>No</td>\n</tr>\n<tr>\n<td>timestamp</td>\n<td>Current time in seconds (starting from Jan 1, 1970)</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>recvWindow</td>\n<td>Time in milliseconds for which HMAC is valid. Default is 10.</td>\n<td>No</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["order","v2","place-order"],"host":["{{rest_api_url}}"],"query":[],"variable":[]}},"response":[{"id":"2de0efb3-1814-4f70-b7f1-526cb431b4eb","name":"Order - Place New Order_MarketOrder_Success_Response","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","type":"text","value":"application/json"},{"key":"apiKey","value":"846d3c72-761d-41ce-86cb-70204678ec31","type":"text"},{"key":"HMAC","type":"text","value":"C2ACBF6B5A24140E6468192EFB12C828074806BA7427FE8B624BF03DDCB74C7AB895C6A79C4100CEAE261B6588FE8A26AFB1236F165776C04AF7EE5A70AD002B"}],"body":{"mode":"raw","raw":"{\n  \"side\": \"SELL\",\n  \"market\": \"BTC\",\n  \"trade\": \"ETH\",\n  \"type\": \"MARKET\",\n  \"volume\": 2.5,\n  \"rate\": 0.32,\n  \"timeInForce\": \"GTC\",\n  \"clientOrderId\": \"UNIQUE_ORDER_ID\",\n  \"timestamp\": 1557313080,\n  \"recvWindow\": 10000\n}"},"url":"{{rest_api_url}}/order/PlaceOrder"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Wed, 08 May 2019 11:03:23 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Cache-Control","value":"no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"-1"},{"key":"X-Frame-Options","value":"DENY"},{"key":"Referrer-Policy","value":"no-referrer"},{"key":"Content-Security-Policy","value":"script-src 'self' https://cdnjs.cloudflare.com; object-src 'none'"},{"key":"Strict-Transport-Security","value":"max-age=0; includeSubDomains; preload"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"Expect-CT","value":"max-age=604800, report-uri=\"https://report-uri.cloudflare.com/cdn-cgi/beacon/expect-ct\""},{"key":"Server","value":"cloudflare"},{"key":"CF-RAY","value":"4d3af26618fa69db-LHR"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"status\": \"Success\",\n    \"errorMessage\": \"Success!\",\n    \"data\": {\n        \"orderId\": 31111279\n    }\n}"},{"id":"4f7398c1-1ae9-4611-afb8-abed4472ae18","name":"Order - Place New Order_LimitOrder_Success_Response","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","type":"text","value":"application/json"},{"key":"apiKey","value":"846d3c72-761d-41ce-86cb-70204678ec31","type":"text"},{"key":"HMAC","type":"text","value":"1004060544D38EF6EBA182EED4D2A7E6754B829C0FBAC1A092738094F5110D208595249AF63AC47280D423F44B047C40E8A93C89C54D0A3D710B37F6143ED656"}],"body":{"mode":"raw","raw":"{\n  \"side\": \"BUY\",\n  \"market\": \"BTC\",\n  \"trade\": \"ETH\",\n  \"type\": \"LIMIT\",\n  \"volume\": 0.25,\n  \"rate\": 0.32,\n  \"timeInForce\": \"GTC\",\n  \"clientOrderId\": \"UNIQUE_ORDER_ID\",\n  \"timestamp\": 1557313080,\n  \"recvWindow\": 10000\n}"},"url":"{{rest_api_url}}/order/PlaceOrder"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Wed, 08 May 2019 10:59:42 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Cache-Control","value":"no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"-1"},{"key":"X-Frame-Options","value":"DENY"},{"key":"Referrer-Policy","value":"no-referrer"},{"key":"Content-Security-Policy","value":"script-src 'self' https://cdnjs.cloudflare.com; object-src 'none'"},{"key":"Strict-Transport-Security","value":"max-age=0; includeSubDomains; preload"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"Expect-CT","value":"max-age=604800, report-uri=\"https://report-uri.cloudflare.com/cdn-cgi/beacon/expect-ct\""},{"key":"Server","value":"cloudflare"},{"key":"CF-RAY","value":"4d3aecfbeaa269db-LHR"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"status\": \"Success\",\n    \"errorMessage\": \"Success!\",\n    \"data\": {\n        \"orderId\": 31111278\n    }\n}"},{"id":"706797e6-e58b-4bf9-a27f-2ddbdb4d996a","name":"Order - Place New Order_StopLimit_Success_Response","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","type":"text","value":"application/json"},{"key":"apiKey","value":"846d3c72-761d-41ce-86cb-70204678ec31","type":"text"},{"key":"HMAC","type":"text","value":"D0FA554F28B7186AD8C4646BC74170B2E4A686280036E063F3ABD1B0660F9390DDA1F9B00BC0F2D4AAC43A416C23D671FBD49552EDAA614F5A7D74FDEDF09927"}],"body":{"mode":"raw","raw":"{\n    \"side\": \"BUY\",\n    \"volume\": \"4\",\n    \"rate\": \"0.2\",\n    \"stop\": \"0.1\",\n    \"market\": \"BTC\",\n    \"trade\": \"ETH\",\n    \"type\": \"STOPLIMIT\",\n    \"timestamp\": 1557313540,\n    \"recvWindow\": 100000\n}"},"url":"{{rest_api_url}}/order/PlaceOrder"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Wed, 08 May 2019 11:09:40 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Cache-Control","value":"no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"-1"},{"key":"X-Frame-Options","value":"DENY"},{"key":"Referrer-Policy","value":"no-referrer"},{"key":"Content-Security-Policy","value":"script-src 'self' https://cdnjs.cloudflare.com; object-src 'none'"},{"key":"Strict-Transport-Security","value":"max-age=0; includeSubDomains; preload"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"Expect-CT","value":"max-age=604800, report-uri=\"https://report-uri.cloudflare.com/cdn-cgi/beacon/expect-ct\""},{"key":"Server","value":"cloudflare"},{"key":"CF-RAY","value":"4d3afb96cc0669db-LHR"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"status\": \"Success\",\n    \"errorMessage\": \"Success!\",\n    \"data\": {\n        \"orderId\": 31111281\n    }\n}"},{"id":"9a311865-19f4-4121-9582-f10b93d4087a","name":"Order - Place New Order_Error_Response","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","type":"text","value":"application/json"},{"key":"apiKey","value":"846d3c72-761d-41ce-86cb-70204678ec31","type":"text"},{"key":"HMAC","type":"text","value":"587AD0B6C3E3D356F35D04C7696A837EEA5B7D0094A21D1C840A263DED7D8AD6569A35092C8D57715FB7C9027D77941B624979B6C84E49FDC8D2A12D3718166D"}],"body":{"mode":"raw","raw":"{\n    \"side\": \"BUY\",\n    \"volume\": \"4\",\n    \"rate\": \"0.2\",\n    \"stop\": \"0.1\",\n    \"market\": \"BTC\",\n    \"trade\": \"ETH\",\n    \"type\": \"LIMIT\",\n    \"timestamp\": 1557313540,\n    \"recvWindow\": 100000\n}"},"url":"{{rest_api_url}}/order/PlaceOrder"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Wed, 08 May 2019 11:11:23 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Cache-Control","value":"no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"-1"},{"key":"X-Frame-Options","value":"DENY"},{"key":"Referrer-Policy","value":"no-referrer"},{"key":"Content-Security-Policy","value":"script-src 'self' https://cdnjs.cloudflare.com; object-src 'none'"},{"key":"Strict-Transport-Security","value":"max-age=0; includeSubDomains; preload"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"Expect-CT","value":"max-age=604800, report-uri=\"https://report-uri.cloudflare.com/cdn-cgi/beacon/expect-ct\""},{"key":"Server","value":"cloudflare"},{"key":"CF-RAY","value":"4d3afe192d5769db-LHR"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"status\": \"Error\",\n    \"errorMessage\": \"HMAC validation failed.\",\n    \"data\": null\n}"}],"_postman_id":"b33f02ce-b046-4887-bbcc-04f7079a1116"},{"name":"Place a Quote Order","id":"97352fdb-76a3-473d-bf38-a1ba7b7e3f1d","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","type":"text","value":"application/json"},{"key":"apiKey","value":"{{public_key}}","type":"text"},{"key":"HMAC","type":"text","value":"{{hmac_signature}}"}],"body":{"mode":"raw","raw":"{\r\n    \"side\": \"BUY\",\r\n    \"market\": \"TRY\",\r\n    \"trade\": \"BTC\",\r\n    \"type\": \"MARKET\",\r\n    \"usd\": 100,\r\n    \"timeInForce\": \"GTC\",\r\n    \"timestamp\": {{epoch_timestamp}},\r\n    \"recvWindow\": 10\r\n}"},"url":"{{rest_api_url}}/order/v2/market-order-usd","description":"<p>This endpoint places a Market order to buy an asset where the size is defined in the quote currency, e.g. buying BTC by spending 100 USD on a BTC/USD pair.</p>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Param Name</th>\n<th>Description</th>\n<th>Mandatory</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>side</td>\n<td>Order Side. e.g. BUY or SELL</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>market</td>\n<td>Base currency, e.g BTC</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>trade</td>\n<td>Quote currency, e.g USDT</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>usd</td>\n<td>size</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>timeInForce</td>\n<td>Must be GTC, IOC or FOK. Default is GTC.</td>\n<td>No</td>\n</tr>\n<tr>\n<td>clientOrderId</td>\n<td>Unique order id for every order.</td>\n<td>No</td>\n</tr>\n<tr>\n<td>timestamp</td>\n<td>Current time in seconds (starting from Jan 1, 1970)</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>recvWindow</td>\n<td>Time in milliseconds for which HMAC is valid. Default is 10.</td>\n<td>No</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["order","v2","market-order-usd"],"host":["{{rest_api_url}}"],"query":[],"variable":[]}},"response":[{"id":"8a7e7153-8bc0-4013-ab21-96e74a264586","name":"Order - Place USD Market Order","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","type":"text","value":"application/json"},{"key":"apiKey","value":"{{public_key}}","type":"text"},{"key":"HMAC","type":"text","value":"{{hmac_signature}}"}],"body":{"mode":"raw","raw":"{\r\n    \"side\": \"BUY\",\r\n    \"market\": \"TRY\",\r\n    \"trade\": \"BTC\",\r\n    \"type\": \"MARKET\",\r\n    \"usd\": 100,\r\n    \"timeInForce\": \"GTC\",\r\n    \"timestamp\": {{epoch_timestamp}},\r\n    \"recvWindow\": 10\r\n}"},"url":"{{rest_api_url}}/order/v2/market-order-usd"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Sat, 20 Nov 2021 10:50:33 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Server","value":"Kestrel"},{"key":"Content-Length","value":"238"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=63072000; includeSubdomains; preload"},{"key":"Permissions-Policy","value":"geolocation=(self), microphone=()"},{"key":"Referrer-Policy","value":"no-referrer"},{"key":"Content-Security-Policy","value":"default-src 'none'"},{"key":"X-Node-ID","value":"27d1f56a"},{"key":"X-Rate-Limit-Limit","value":"1m"},{"key":"X-Rate-Limit-Remaining","value":"997"},{"key":"X-Rate-Limit-Reset","value":"2021-11-20T10:51:00.7504738Z"}],"cookie":[],"responseTime":null,"body":"{\n    \"status\": \"Success\",\n    \"errorMessage\": \"MSG_ORDER_ACCEPTED\",\n    \"data\": {\n        \"orderId\": 229664045,\n        \"side\": \"Buy\",\n        \"orderType\": \"MARKET\",\n        \"size\": 0.0017239,\n        \"filled\": 0.0017239,\n        \"remaining\": 0,\n        \"price\": 651582,\n        \"filledPrice\": 651582,\n        \"orderStatus\": true,\n        \"ooc\": 0\n    }\n}"}],"_postman_id":"97352fdb-76a3-473d-bf38-a1ba7b7e3f1d"},{"name":"Cancel an Order","id":"4cb05b9a-56a3-4fce-a1b8-a625e2e736e8","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"},{"key":"apiKey","value":"{{public_key}}","type":"text"},{"key":"HMAC","value":"{{hmac_signature}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"side\": \"BUY\",\r\n    \"orderId\": \"31369533\",\r\n    \"timestamp\": {{epoch_timestamp}},\r\n    \"recvWindow\": 10\r\n}"},"url":"{{rest_api_url}}/order/v2/cancel-my-order","description":"<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Param Name</th>\n<th>Description</th>\n<th>Mandatory</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>trade</td>\n<td>Base currency, e.g BTC</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>market</td>\n<td>Quote currency, e.g USDT</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>orderId</td>\n<td>Order id of the order to cancel. Mandatory if clientOrderId is not passed.</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>clientOrderId</td>\n<td>Order id you passed for while placing order. It will be taken into account if orderId is not passed.</td>\n<td>No</td>\n</tr>\n<tr>\n<td>timestamp</td>\n<td>Current time in seconds (starting from Jan 1, 1970)</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>recvWindow</td>\n<td>Time in milliseconds for which HMAC is valid. 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null\n}"}],"_postman_id":"b55c2b3e-a54c-48ea-9b1c-a1f7c28ca17c"},{"name":"Open Orders","id":"fac68a31-7843-42fc-86e8-12f635eaed1b","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"apiKey","value":"{{public_key}}"},{"key":"HMAC","value":"{{hmac_signature}}","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"side\": \"SELL\",\r\n    \"pair\": \"USDT_BTC\",\r\n    \"openOrders\": true,\r\n    \"timestamp\": {{epoch_timestamp}}\r\n}"},"url":"{{rest_api_url}}/order/v2/my-order-history?page=1&limit=10","description":"<p>This endpoint returns one thousand orders that preceeds provided order-id.</p>\n<div class=\"click-to-expand-wrapper is-table-wrapper\"><table>\n<thead>\n<tr>\n<th>Param Name</th>\n<th><strong>Data Type</strong></th>\n<th>Description</th>\n<th>Mandatory</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<td>side</td>\n<td>string</td>\n<td>Order Side. e.g. BUY or SELL</td>\n<td>Yes</td>\n</tr>\n<tr>\n<td>trade</td>\n<td>string</td>\n<td>Base currency, e.g BTC</td>\n<td>No</td>\n</tr>\n<tr>\n<td>market</td>\n<td>string</td>\n<td>Quote currency, e.g USDT</td>\n<td>No</td>\n</tr>\n<tr>\n<td>openOrders</td>\n<td>bool</td>\n<td>true returns open orders only, false returns filled &amp; cancelled orders only</td>\n<td>No</td>\n</tr>\n</tbody>\n</table>\n</div>","urlObject":{"path":["order","v2","my-order-history"],"host":["{{rest_api_url}}"],"query":[{"key":"page","value":"1"},{"key":"limit","value":"10"}],"variable":[]}},"response":[{"id":"9e8d7413-ab9b-4886-8284-966dc03de5d3","name":"Order - Open 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\"market\": \"USD\",\n            \"trade\": \"BTC\",\n            \"volume\": 0.11616197,\n            \"pendingVolume\": 0.11616197,\n            \"orderStatus\": true,\n            \"rate\": 10737.0054,\n            \"placementDate\": \"2020-10-01T08:08:12.8\",\n            \"completionDate\": \"2020-10-01T08:08:26.447\",\n            \"side\": \"Buy\",\n            \"type\": \"LIMIT\"\n        },\n        {\n            \"orderId\": 108265016,\n            \"market\": \"USD\",\n            \"trade\": \"BTC\",\n            \"volume\": 0.10777253,\n            \"pendingVolume\": 0.10777253,\n            \"orderStatus\": true,\n            \"rate\": 10737.3618,\n            \"placementDate\": \"2020-10-01T08:08:12.737\",\n            \"completionDate\": \"2020-10-01T08:08:26.387\",\n            \"side\": \"Buy\",\n            \"type\": \"LIMIT\"\n        },\n        {\n            \"orderId\": 108265012,\n            \"market\": \"USD\",\n            \"trade\": \"BTC\",\n            \"volume\": 0.14600701,\n            \"pendingVolume\": 0.14600701,\n            \"orderStatus\": true,\n            \"rate\": 10737.9954,\n            \"placementDate\": \"2020-10-01T08:08:12.643\",\n            \"completionDate\": \"2020-10-01T08:08:26.253\",\n            \"side\": \"Buy\",\n            \"type\": \"LIMIT\"\n        },\n        {\n            \"orderId\": 108265008,\n            \"market\": \"USD\",\n            \"trade\": \"BTC\",\n            \"volume\": 0.07609174,\n            \"pendingVolume\": 0.07609174,\n            \"orderStatus\": true,\n            \"rate\": 10738.4211,\n            \"placementDate\": \"2020-10-01T08:08:12.517\",\n            \"completionDate\": \"2020-10-01T08:08:26.137\",\n            \"side\": \"Buy\",\n            \"type\": \"LIMIT\"\n        },\n        {\n            \"orderId\": 108265004,\n            \"market\": \"USD\",\n            \"trade\": \"BTC\",\n            \"volume\": 0.06763028,\n            \"pendingVolume\": 0.06763028,\n            \"orderStatus\": true,\n            \"rate\": 10738.7082,\n            \"placementDate\": \"2020-10-01T08:08:12.427\",\n            \"completionDate\": \"2020-10-01T08:08:26.09\",\n            \"side\": \"Buy\",\n            \"type\": \"LIMIT\"\n        },\n        {\n            \"orderId\": 108264999,\n            \"market\": \"USD\",\n            \"trade\": \"BTC\",\n            \"volume\": 0.02784551,\n            \"pendingVolume\": 0.02784551,\n            \"orderStatus\": true,\n            \"rate\": 10739.3517,\n            \"placementDate\": \"2020-10-01T08:08:12.267\",\n            \"completionDate\": \"2020-10-01T08:08:26.037\",\n            \"side\": \"Buy\",\n            \"type\": \"LIMIT\"\n        },\n        {\n            \"orderId\": 108264994,\n            \"market\": \"USD\",\n            \"trade\": \"BTC\",\n            \"volume\": 0.01438228,\n            \"pendingVolume\": 0.01438228,\n            \"orderStatus\": true,\n            \"rate\": 10739.9952,\n            \"placementDate\": \"2020-10-01T08:08:12.157\",\n            \"completionDate\": \"2020-10-01T08:08:25.957\",\n            \"side\": \"Buy\",\n            \"type\": \"LIMIT\"\n        },\n        {\n            \"orderId\": 108264990,\n            \"market\": \"USD\",\n            \"trade\": \"BTC\",\n            \"volume\": 0.19229392,\n            \"pendingVolume\": 0.19229392,\n            \"orderStatus\": true,\n            \"rate\": 10740.3318,\n            \"placementDate\": \"2020-10-01T08:08:12.097\",\n            \"completionDate\": \"2020-10-01T08:08:25.893\",\n            \"side\": \"Buy\",\n            \"type\": \"LIMIT\"\n        },\n        {\n            \"orderId\": 108264985,\n            \"market\": \"USD\",\n            \"trade\": \"BTC\",\n            \"volume\": 0.00315553,\n            \"pendingVolume\": 0.00315553,\n            \"orderStatus\": true,\n            \"rate\": 10741.0347,\n            \"placementDate\": \"2020-10-01T08:08:12.003\",\n            \"completionDate\": \"2020-10-01T08:08:25.837\",\n            \"side\": \"Buy\",\n            \"type\": \"LIMIT\"\n        },\n        {\n            \"orderId\": 108264982,\n            \"market\": \"USD\",\n            \"trade\": \"BTC\",\n            \"volume\": 0.00257084,\n            \"pendingVolume\": 0.00257084,\n            \"orderStatus\": true,\n            \"rate\": 10741.2525,\n            \"placementDate\": \"2020-10-01T08:08:11.91\",\n            \"completionDate\": \"2020-10-01T08:08:25.76\",\n            \"side\": \"Buy\",\n            \"type\": \"LIMIT\"\n        },\n        {\n            \"orderId\": 108264977,\n            \"market\": \"USD\",\n            \"trade\": \"BTC\",\n            \"volume\": 0.01381645,\n            \"pendingVolume\": 0.01381645,\n            \"orderStatus\": true,\n            \"rate\": 10741.3911,\n            \"placementDate\": \"2020-10-01T08:08:11.83\",\n            \"completionDate\": \"2020-10-01T08:08:25.697\",\n            \"side\": \"Buy\",\n            \"type\": \"LIMIT\"\n        },\n        {\n            \"orderId\": 108264971,\n            \"market\": \"USD\",\n            \"trade\": \"BTC\",\n            \"volume\": 0.00261804,\n            \"pendingVolume\": 0.00261804,\n            \"orderStatus\": true,\n            \"rate\": 10741.5693,\n            \"placementDate\": \"2020-10-01T08:08:11.703\",\n            \"completionDate\": \"2020-10-01T08:08:25.51\",\n            \"side\": \"Buy\",\n            \"type\": \"LIMIT\"\n        },\n        {\n            \"orderId\": 108264966,\n            \"market\": \"USD\",\n            \"trade\": \"BTC\",\n            \"volume\": 0.0039905,\n            \"pendingVolume\": 0.0039905,\n            \"orderStatus\": true,\n            \"rate\": 10741.9257,\n            \"placementDate\": \"2020-10-01T08:08:11.61\",\n            \"completionDate\": \"2020-10-01T08:08:25.403\",\n            \"side\": \"Buy\",\n         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report-uri=\"https://report-uri.cloudflare.com/cdn-cgi/beacon/expect-ct\"","name":"expect-ct","description":""},{"key":"expires","value":"-1","name":"expires","description":""},{"key":"pragma","value":"no-cache","name":"pragma","description":""},{"key":"server","value":"cloudflare","name":"server","description":""},{"key":"status","value":"200","name":"status","description":""},{"key":"strict-transport-security","value":"max-age=31536000","name":"strict-transport-security","description":""},{"key":"x-content-type-options","value":"nosniff","name":"x-content-type-options","description":""},{"key":"x-frame-options","value":"SAMEORIGIN","name":"x-frame-options","description":""},{"key":"x-xss-protection","value":"1; mode=block","name":"x-xss-protection","description":""}],"cookie":[],"responseTime":null,"body":"{\n    \"status\": \"Success\",\n    \"errorMessage\": \"Success!\",\n    \"data\": {\n        \"BTC\": \"2N4WaF2q7Gncazx7qDuEC13TNE6QicjgtaN\",\n        \"ETH\": \"0x23d498192F34bE9630Fa4D06C64a13dB3ec78532\",\n        \"LUN\": \"37VBeDAz7E6azBw4K9YDGUtZJ3h97eNw7hW\",\n        \"NTY\": \"0x23d498192F34bE9630Fa4D06C64a13dB3ec78532\",\n        \"WAV\": \"3N6wYmm2pa9whSYuef9mXYuHbEE9kMF6U6X\",\n        \"XLM\": \"GDHTIG5QP45DZ5I4QAF2X7S4DLYLI5HINAQAEE7FUH6X3GIEPSIWQKEB?memoid=3962281077\",\n        \"XRP\": \"rKybwCHYEEJGRDqN4rT4KV8CJY2nJdb6JN?dt=3531083104\"\n    }\n}"}],"_postman_id":"bc0d988e-2ab9-48c7-bacd-05a9f27dc67c"},{"name":"Withdrawal Request","id":"07d627c9-24e1-4a20-9852-4e0e02b7c451","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","type":"text","value":"application/json"},{"key":"apikey","type":"text","value":"{{public_key}}"},{"key":"HMAC","type":"text","value":"{{hmac_signature}}"}],"body":{"mode":"raw","raw":"{\r\n    \"currency\": \"ETH\",\r\n    \"amount\": 0.071,\r\n    \"address\": \"0xE28CE3A999d6035d042D1a87FAab389Cb0B78Db6\",\r\n    \"timestamp\": {{epoch_timestamp}},\r\n    \"recvWindow\": 10\r\n}"},"url":"{{rest_api_url}}/order/v2/request-withdraw","description":"<p>Endpoint to request a withdraw.</p>\n","urlObject":{"path":["order","v2","request-withdraw"],"host":["{{rest_api_url}}"],"query":[],"variable":[]}},"response":[{"id":"99a5bc3c-dbb4-4bc1-a51f-7d1881533d3b","name":"aCoin Withdrawal Request-Success-Response","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json"},{"key":"HMAC","value":"86176361DCD3101A82EE4D4BD736E2F01768EF3F460048CC441F39BB600F72C56F449E9B69CF96AC477899D4EC607C097F45CFE66C6457EEA5D41301C8D5671D"}],"body":{"mode":"raw","raw":"{\r\n  \"currency\": \"ETH\",\r\n  \"amount\": 0.071,\r\n  \"address\": \"0xE28CE3A999d6035d042D1a87FAab389Cb0B78Db6\",\r\n  \"addressTag\": null,\r\n  \"timestamp\": 1542111463,\r\n  \"recvWindow\": 10000\r\n}\r\n"},"url":"{{rest_api_url}}/order/RequestWithdraw"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"access-control-allow-credentials","value":"true","name":"access-control-allow-credentials","description":""},{"key":"access-control-allow-origin","value":"chrome-extension://fhbjgbiflinjbdggehcddcbncdddomop","name":"access-control-allow-origin","description":""},{"key":"cache-control","value":"no-cache","name":"cache-control","description":""},{"key":"cf-ray","value":"47912e71df9730ea-SIN","name":"cf-ray","description":""},{"key":"content-encoding","value":"br","name":"content-encoding","description":""},{"key":"content-security-policy","value":"font-src * data: ;     default-src 'self';                            img-src * data:;                            frame-src 'self' 'unsafe-inline'  *.googleapis.com *.cloudflare.com *.fontawesome.com *.google.com  *.twitter.com twitter.com *.googletagmanager.com *.gstatic.com *.amcharts.com;                            style-src 'self' 'unsafe-inline'  *.googleapis.com *.cloudflare.com *.fontawesome.com *.google.com  *.twitter.com  twitter.com *.googletagmanager.com *.gstatic.com *.amcharts.com;                                 script-src 'self' 'unsafe-inline' 'unsafe-eval' *.googleapis.com *.cloudflare.com *.fontawesome.com *.google.com  twitter.com *.twitter.com *.gstatic.com *.cdn.syndication.twimg.com cdn.syndication.twimg.com *.amcharts.com clipboardjs.com;                            connect-src *;","name":"content-security-policy","description":""},{"key":"content-type","value":"application/json; charset=utf-8","name":"content-type","description":""},{"key":"date","value":"Tue, 13 Nov 2018 12:18:32 GMT","name":"date","description":""},{"key":"expect-ct","value":"max-age=604800, report-uri=\"https://report-uri.cloudflare.com/cdn-cgi/beacon/expect-ct\"","name":"expect-ct","description":""},{"key":"expires","value":"-1","name":"expires","description":""},{"key":"pragma","value":"no-cache","name":"pragma","description":""},{"key":"server","value":"cloudflare","name":"server","description":""},{"key":"status","value":"200","name":"status","description":""},{"key":"strict-transport-security","value":"max-age=31536000","name":"strict-transport-security","description":""},{"key":"x-content-type-options","value":"nosniff","name":"x-content-type-options","description":""},{"key":"x-frame-options","value":"SAMEORIGIN","name":"x-frame-options","description":""},{"key":"x-xss-protection","value":"1; mode=block","name":"x-xss-protection","description":""}],"cookie":[],"responseTime":null,"body":"{\n    \"status\": \"Success\",\n    \"errorMessage\": \"Success_General\",\n    \"data\": \"Request Accepted.\"\n}"}],"_postman_id":"07d627c9-24e1-4a20-9852-4e0e02b7c451"},{"name":"Bulk Order","id":"b422a8d8-98a9-4ca9-8491-b5a9e83855df","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"apikey","value":"5fff62be-95b1-4a4f-a163-31e388091907","type":"text"},{"key":"hmac","value":"C5A7CAD9FA51A15F35BD09636B9E70FA5545CC1FD034420AD774A091D666A0430133EF62A76E788CE228E3C771540DB9D1D1AFBC7A6FCCADB40B20DA2FEBD70E","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"pair\": \"BTC_USD\",\r\n    \"sellSide\": {\r\n        \"cancelOrders\": [],\r\n        \"newOrders\": []\r\n    },\r\n    \"buySide\": {\r\n        \"cancelOrders\": [\r\n            198632578,\r\n            198632580,\r\n            198632577\r\n        ],\r\n        \"newOrders\": [\r\n            [\r\n                0.002,\r\n                33000\r\n            ],\r\n            [\r\n                0.001,\r\n                32000\r\n            ]\r\n        ]\r\n    },\r\n    \"timestamp\": 1623148308,\r\n    \"recvWindow\": 10000\r\n}","options":{"raw":{"language":"json"}}},"url":"{{rest_api_url}}/order/v2/bulk-order","urlObject":{"path":["order","v2","bulk-order"],"host":["{{rest_api_url}}"],"query":[],"variable":[]}},"response":[{"id":"f5cf0829-bf4a-400c-ad2d-9fbe2e8ba6f2","name":"Bulk Order","originalRequest":{"method":"POST","header":[{"key":"apikey","value":"5fff62be-95b1-4a4f-a163-31e388091907","type":"text"}],"body":{"mode":"raw","raw":"{\r\n    \"pair\": \"BTC_USD\",\r\n    \"sellSide\": {\r\n        \"cancelOrders\": [],\r\n        \"newOrders\": []\r\n    },\r\n    \"buySide\": {\r\n        \"cancelOrders\": [\r\n            198632578,\r\n            198632580,\r\n            198632577\r\n        ],\r\n        \"newOrders\": [\r\n            [\r\n                0.002,\r\n                33000\r\n            ],\r\n            [\r\n                0.001,\r\n                32000\r\n            ]\r\n        ]\r\n    },\r\n    \"timestamp\": 1623148308,\r\n    \"recvWindow\": 10000\r\n}","options":{"raw":{"language":"json"}}},"url":"{{rest_api_url}}/order/v2/bulk-order"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Mon, 07 Jun 2021 10:35:04 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Server","value":"Kestrel"},{"key":"Content-Length","value":"798"},{"key":"X-Frame-Options","value":"SAMEORIGIN"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"X-XSS-Protection","value":"1; mode=block"},{"key":"Strict-Transport-Security","value":"max-age=63072000; includeSubdomains; preload"},{"key":"Permissions-Policy","value":"geolocation=(self), microphone=()"},{"key":"Referrer-Policy","value":"no-referrer"},{"key":"Content-Security-Policy","value":"default-src 'none'"},{"key":"X-Rate-Limit-Limit","value":"1m"},{"key":"X-Rate-Limit-Remaining","value":"998"},{"key":"X-Rate-Limit-Reset","value":"2021-06-07T10:35:03.9592227Z"}],"cookie":[],"responseTime":null,"body":"{\n    \"status\": \"Success\",\n    \"errorMessage\": \"All orders sucessfully processed.\",\n    \"data\": {\n        \"pair\": \"BTC_USD\",\n        \"sellSide\": {\n            \"cancelOrders\": [],\n            \"newOrders\": []\n        },\n        \"buySide\": {\n            \"cancelOrders\": [\n                {\n                    \"Status\": \"Success\",\n                    \"Message\": \"Success_General\",\n                    \"Data\": {\n                        \"ooc\": 0,\n                        \"orderId\": 198632575\n                    }\n                },\n                {\n                    \"Status\": \"Success\",\n                    \"Message\": \"Success_General\",\n                    \"Data\": {\n                        \"ooc\": 0,\n                        \"orderId\": 198632574\n                    }\n                }\n            ],\n            \"newOrders\": [\n                {\n                    \"Status\": \"Success\",\n                    \"Message\": \"MSG_ORDER_ACCEPTED\",\n                    \"Data\": {\n                        \"orderId\": 198632576,\n                        \"side\": \"Buy\",\n                        \"orderType\": \"LIMIT\",\n                        \"size\": 0.002,\n                        \"filled\": 0,\n                        \"remaining\": 0.002,\n                        \"price\": 33000,\n                        \"filledPrice\": 0,\n                        \"orderStatus\": false,\n                        \"ooc\": 0\n                    }\n                },\n                {\n                    \"Status\": \"Success\",\n                    \"Message\": \"MSG_ORDER_ACCEPTED\",\n                    \"Data\": {\n                        \"orderId\": 198632577,\n                        \"side\": \"Buy\",\n                        \"orderType\": \"LIMIT\",\n                        \"size\": 0.001,\n                        \"filled\": 0,\n                        \"remaining\": 0.001,\n                        \"price\": 34000,\n                        \"filledPrice\": 0,\n                        \"orderStatus\": false,\n                        \"ooc\": 1\n                    }\n                }\n            ]\n        }\n    }\n}"}],"_postman_id":"b422a8d8-98a9-4ca9-8491-b5a9e83855df"}],"id":"aaa40c1d-079e-4b11-b2ba-0f03339f4921","description":"<p>These endpoints are used by Market Makers or Liquidity Providers who wish to send orders to the exchange. These endpoints authenticate the client using a key pair a.k.a API key pair which has a public-key and a private-key (secret).</p>\n<p>All the endpoints require the following HTTP headers</p>\n<ul>\n<li><code>apiKey</code> where <code>public-key</code> must be passed</li>\n<li><code>signature</code></li>\n</ul>\n<p>HMAC 512 can be obtained using the private-key a.k.a Secret using the following algorithm. </p>\n<ul>\n<li>Prepare your JSON payload (body)</li>\n<li>Sort key/values in your JSON payload in Ascending orders on keys. </li>\n<li>Obtain URL Encoding for all values, refer <code>https://www.w3schools.com/tags/ref_urlencode.ASP</code> e.g. <code>/</code> should be converted to <code>%2F</code></li>\n<li>Create a string <code>message</code> of key/values pairs, e.g. <code>key1=value1&amp;key2=value2&amp;key3=value3</code> </li>\n<li>Ensure <code>key1</code> <code>key2</code> <code>key3</code> are all sorted alphabetically in ascending orders in <code>message</code> string</li>\n<li>Ensure <code>value1</code> <code>value2</code> <code>value3</code> are HTTP URL Encoded in <code>message</code> string</li>\n<li>Finally compute SHA512 HMAC of <code>message</code> string and convert the output to <code>hexadecimal</code> string, this is the <code>signature</code></li>\n</ul>\n<p>Snippets</p>\n<ul>\n<li>C#: <a href=\"https://dotnetfiddle.net/TxhPeB\">https://dotnetfiddle.net/TxhPeB</a></li>\n<li>GoLang: <a href=\"https://play.golang.org/p/LplxEbXyjaI\">https://play.golang.org/p/LplxEbXyjaI</a></li>\n<li>Python: <a href=\"https://onlinegdb.com/SyLYyyn6E\">https://onlinegdb.com/SyLYyyn6E</a></li>\n</ul>\n","event":[{"listen":"prerequest","script":{"id":"468364d9-f5e7-4abc-922b-a4d6cba7a897","type":"text/javascript","exec":["const SECRET_KEY = pm.environment.get(\"private_key\")","const epoch = Math.floor(+new Date() / 1000);","pm.variables.set(\"epoch_timestamp\",epoch);","var body_json = pm.request.body.raw;","body_json = body_json.replace(\"{{epoch_timestamp}}\",epoch);","const body = JSON.parse(body_json);","// sorting the payload on keys","var arr = Object.entries(body).sort(function(a, b) {","  var nameA = a[0].toUpperCase(); // ignore upper and lowercase","  var nameB = b[0].toUpperCase(); // ignore upper and lowercase","  if (nameA < nameB) {","    return -1;","  }","  if (nameA > nameB) {","    return 1;","  }","  // names must be equal","  return 0;","});","var payload = \"\";","for (var i = 0; i < arr.length; ++i) ","{","    var encoded = \"\";","    var valstr = arr[i][1];","    if(typeof valstr != 'number')","    {","        for (var j = 0; j < valstr.length; ++j) ","        {","            if (valstr[j] != encodeURIComponent(valstr[j]))","                encoded += encodeURIComponent(valstr[j]).toLowerCase();","            else","                encoded += valstr[j];","        }","    }","    else","        encoded = valstr;","","    if (payload.length==0)","        payload += arr[i][0] + \"=\" + encoded;","    else","      payload += \"&\" + arr[i][0] + \"=\" + encoded;","}","var hmacDigest = CryptoJS.enc.Hex.stringify(CryptoJS.HmacSHA512(payload, SECRET_KEY));","pm.variables.set(\"hmac_signature\",hmacDigest);",""]}},{"listen":"test","script":{"id":"b5676615-b398-4f20-a943-7f73a262cb6b","type":"text/javascript","exec":[""]}}],"_postman_id":"aaa40c1d-079e-4b11-b2ba-0f03339f4921"},{"name":"Settings","item":[{"name":"Get Settings","id":"86f92f4d-301a-4bfa-8cb2-320067121fbd","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{rest_api_url}}/api/GetSettings","description":"<p>Get Exchange wide settings like exchange Market names, Kyc preferences etc.</p>\n","urlObject":{"path":["api","GetSettings"],"host":["{{rest_api_url}}"],"query":[],"variable":[]}},"response":[{"id":"fb790493-2a6e-4477-8ddd-5d252e1a1117","name":"Get Settings","originalRequest":{"method":"GET","header":[],"url":"{{rest_api_url}}/api/GetSettings"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Fri, 26 Apr 2019 13:15:22 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"Cache-Control","value":"no-cache"},{"key":"Pragma","value":"no-cache"},{"key":"Expires","value":"-1"},{"key":"X-Frame-Options","value":"DENY"},{"key":"Referrer-Policy","value":"no-referrer"},{"key":"Content-Security-Policy","value":"script-src 'self' https://cdnjs.cloudflare.com; object-src 'none'"},{"key":"Strict-Transport-Security","value":"max-age=0; includeSubDomains; preload"},{"key":"X-Content-Type-Options","value":"nosniff"},{"key":"Expect-CT","value":"max-age=604800, report-uri=\"https://report-uri.cloudflare.com/cdn-cgi/beacon/expect-ct\""},{"key":"Server","value":"cloudflare"},{"key":"CF-RAY","value":"4cd8d33a789a69e3-LHR"},{"key":"Content-Encoding","value":"gzip"}],"cookie":[],"responseTime":null,"body":"{\n    \"status\": \"Success\",\n    \"message\": \"Success!\",\n    \"data\": {\n        \"default_Pair\": \"ETH_BTC\",\n        \"disable_RM\": \"False\",\n        \"disable_TDM\": \"False\",\n        \"disable_2FA\": \"False\",\n        \"disable_Login\": \"False\",\n        \"enable_AeraPass\": \"False\",\n        \"enable_InstaTrade\": \"True\",\n        \"aeraPass_Url\": \"False\",\n        \"logo_Url\": \"https://modulusglobal.com/images/logo.png\",\n        \"favIcon_Url\": \"favicon.ico\",\n        \"navBarLogo_Url\": \"https://modulusglobal.com/images/logo.png\",\n        \"fiat_List\": \"USD,RUB,AUD,EUR,ARS,CAD,COP,TRY,UGX,BRL\",\n        \"_CoName\": \"Modulus Exchange\",\n        \"exchangeName\": \"Modulus Exchange\",\n        \"_xrp_address\": \"rJRqa2qrbFa2cjmaf1ttCvEgghLFKTN8Me\",\n        \"tdM_Token_Name\": \"ETH\",\n        \"kyc\": {\n            \"enable_GoKYC\": \"True\",\n            \"enable_SumSub_iframe\": \"False\"\n        },\n        \"markets\": [\n            \"BTC\",\n            \"USD\",\n            \"ETH\"\n        ],\n        \"customErrorMessages\": {\n            \"exception_General\": \"Our servers are experiencing some glitch, please try again later.\",\n            \"exception_Email\": \"Unable to send an email. try again later\",\n            \"exception_BadRequest\": \"Invalid Payload\",\n            \"exception_HMAC_Missing\": \"Must provide the HMAC of the request body.\",\n            \"exception_HMAC_Validation\": \"HMAC validation failed.\",\n            \"exception_TimeStamp\": \"Invalid timestamp.\",\n            \"exception_RecvWindow\": \"Invalid recvWindow value.\",\n            \"exception_TimeStamp_Window_Invalid\": \"Timestamp for this request is outside of the recvWindow.\",\n            \"exception_Body_Missing\": \"Must provide the request body.\",\n            \"exception_Invalid_Body\": \"Request body was invalid.\",\n            \"exception_Invalid_Address\": \"Invalid Address.\",\n            \"exception_Invalid_OrderSide\": \"Invalid parameter 'side', must be 'BUY' or 'SELL'\",\n            \"exception_Invalid_Orderid\": \"The OrderId or clientOrderId is required\",\n            \"exception_Invalid_CurrencyName\": \"Invalid Currency name\",\n            \"exception_Invalid_XRP_DTag_Required\": \"Must provide the addressTag for XRP address.\",\n            \"order_Trade_Suspended\": \"Sorry! Trade Suspended.\",\n            \"order_Invalid_Order_Type\": \"Invalid Order Type.\",\n            \"order_Invalid_Client_Order_ID\": \"Order with this client order id already exists.\",\n            \"order_Invalid_Pair\": \"Invalid Pair.\",\n            \"order_Invalid_Trade_Volume\": \"Invalid Trade Volume.\",\n            \"order_Cannot_Be_Served\": \"Volume Order cannot be served.\",\n            \"order_Invalid_Stop_Price\": \"Invalid Stop Price.\",\n            \"order_Invalid_Trade_Price\": \"Invalid Trade Price.\",\n            \"order_Invalid_Rate_Volume\": \"Invalid Rate/Volume.\",\n            \"exception_Link_Expired\": \"The current page url expired.\",\n            \"exception_Insufficient_Funds\": \"Insufficient Funds.\",\n            \"exception_Coin_Maintenance\": \"Sorry! Coin under maintenance.\",\n            \"exception_Account_Suspended\": \"Sorry! Account Suspended.\",\n            \"address_No_Unused_Address\": \"No unused address available.\",\n            \"withdrawal_Invalid_Amount\": \"Sorry! Invalid Withdrawal Amount.\",\n            \"withdrawal_Suspended\": \"Sorry! Withdrawals Suspended\",\n            \"success_General\": \"Success!\",\n            \"success_NoRowsFound\": \"No Rows Found!\",\n            \"success_Saved\": \"Details Saved Successfully.\",\n            \"success_Deleted\": \"Details deleted Successfully.\",\n            \"error_Disabled_BY_Admin\": \"Feature disabled by admin.\",\n            \"failure_General\": \"Something went wrong. try again later\",\n            \"failure_GME\": \"GME Busy.. try later.\",\n            \"request_Invalid\": \"Invalid request.\",\n            \"trade_CurrencyType_Missing\": \"Must provide the trade currency.\",\n            \"trade_TradeType_Missing\": \"Must provide the trade type.\",\n            \"trade_TradeType_Invalid\": \"Invalid parameter 'type'. Options are 'MARKET', 'STOPLIMIT' or 'LIMIT'\",\n            \"trade_Volume_Invalid\": \"Invalid trade volume.\",\n            \"trade_Rate_Invalid\": \"Invalid trade rate.\",\n            \"trade_Stop_Invalid\": \"Invalid stop rate.\",\n            \"trade_MarketType_Missing\": \"Must provide the market currency.\",\n            \"trade_Invalid_Size\": \"Invalid trade size.\",\n            \"withdrawal_Error\": \"Must provide the market currency.\",\n            \"facility_Suspended\": \"This facility is blocked for your account.\",\n            \"feature_Disabled\": \"This feature is currently disabled.\",\n            \"coin_Maintenance\": \"Coin under maintenance.\",\n            \"insufficientFunds\": \"Insufficient funds.\",\n            \"signUp_Invalid_Referrer\": \"Referral Id does not exists.\",\n            \"signUp_Duplicate_Mobile\": \"Mobile number already exists.\",\n            \"signUp_Duplicate_Email\": \"Email already exists.\",\n            \"signUp_Phone_Error\": \"Phone already exists.\",\n            \"signIn_Authentication_Failed\": \"Invalid login credentials.\",\n            \"signIn_Invalid_OTP\": \"Invalid OTP\",\n            \"signIn_Missing_OTP\": \"Must provide the otp.\",\n            \"signIn_Unvarified_Email\": \"Email Unverified. Please reset your password.\",\n            \"signIn_Suspended_Account\": \"Account Suspended. Contact Support.\",\n            \"changePassword_Same_Error\": \"Your new password cannot be same as old password.\",\n            \"changePassword_Invalid_OldPassword\": \"Password provided doesn't match our records.\",\n            \"gAuth_Required\": \"Must provide the Google Auth Code.\",\n            \"gAuth_Enabled_Mandatory\": \"Enable Google two-factor authentication to use the endpoint.\",\n            \"gAuth_Two_Factor_Error\": \"Invalid Google 2FA Code.\",\n            \"gAuth_Two_Factor_Already_Enabled\": \"Google 2FA is already enabled.\",\n            \"kyC_Not_Approved\": \"You must be KYC approved in order to use this feature.\",\n            \"kyC_Custom_Error\": \"\",\n            \"kyC_Provider_Error\": \"KYC service provider not found.\",\n            \"kyC_Upload_Error\": \"Unable to Upload KYC.\",\n            \"kyC_Image_NotFound\": \"No Image Found!\",\n            \"kyC_Approved_Error\": \"KYC already approved.\",\n            \"kyC_Pending_Error\": \"Your KYC is processing. We'll notify once it's processed.\",\n            \"kyC_Invalid_CID_Email\": \"Email or CID does not exists.\",\n            \"kyC_Not_Submitted\": \"KYC not submitted yet.\",\n            \"kyC_Form_NotFound\": \"KYC not submitted yet.\",\n            \"kyC_Form_Corrupted\": \"KYC form is corrupted.\",\n            \"kyC_Server_Down\": \"KYC server down.\",\n            \"payment_Amount_Missing\": \"There must be some amount.\",\n            \"payment_Gateway_Invalid\": \"Invalid payment gateway.\",\n            \"apI_Inavalid_IP\": \"Invalid IP Address(es)\",\n            \"apI_Key_Type_Required\": \"Invalid Key type. Allowed options are 'trade','readonly','all'\",\n            \"apI_Secretkey_Required\": \"The Secret Key is missing in the Header.\",\n            \"invalid_Currency\": \"Invalid currency.\",\n            \"invalid_Fiat_PG_Currency\": \"Invalid Fiat PG currency.\",\n            \"depositDisabled\": \"Deposit disabled for this currency.\",\n            \"withdrawalLimitReached\": \"Withdrawal limit reached.\",\n            \"invalidLanguage\": \"Language not found.\",\n            \"transitiveFollowing\": \"Transitive-following not allowed.\",\n            \"selfFollowing\": \"Self-following not allowed.\",\n            \"invalidProTraderID\": \"Invalid ProTrader UserID.\",\n            \"multipleFollowing\": \"Multiple-following not allowed.\",\n            \"weakPassword\": \"Password must have 8 characters with at least 1 uppercase letter and 1 number.\"\n        },\n        \"themes\": [\n            {\n                \"themeName\": \"Dark\",\n                \"theme\": {\n                    \"global\": {\n                        \"colors\": {\n                            \"brand\": \"#db2327\",\n                            \"control\": \"#db2327\",\n                            \"red\": \"#db2327\",\n                            \"green\": \"#26bf22\",\n                            \"white\": \"#fff\",\n                            \"whiteHover\": \"rgba(255, 255, 255, 0.5)\",\n                            \"bidColor\": \"#26bf22\",\n                            \"askColor\": \"#db2327\",\n                            \"background\": \"#120f22\",\n                            \"primary\": \"#db2327\",\n                            \"primaryHover\": \"rgba(219, 35, 39, 0.5)\",\n                            \"loadingColor\": \"#db2327\",\n                            \"focus\": \"#db2327\",\n                            \"background-1\": \"#120f22\",\n                            \"background-2\": \"#241f33\",\n                            \"background-2-lighten\": \"#231f33\",\n                            \"background-3\": \"#312e3f\",\n                            \"background-4\": \"#42404f\",\n                            \"background-5\": \"#64626f\",\n                            \"background-5-lighten\": \"#8a8896\",\n                            \"defaultTextColor\": \"##f8f8f8\",\n                            \"defaultTextColorDarken\": \"#d9d9d9\",\n                            \"tableBackground\": \"#231f33\",\n                            \"selectBackground\": \"#231f33\",\n                            \"errorPageBackground\": \"#fff\",\n                            \"footerBackground\": \"#312e3f\",\n                            \"navbarBackground\": \"#241f33\",\n                            \"skinnyBarBackground\": \"#120f22\"\n                        },\n                        \"font\": {\n                            \"height\": \"1.5\"\n                        }\n                    },\n                    \"button\": {\n                        \"color\": \"#f8f8f8\",\n                        \"primary\": {\n                            \"color\": \"#f8f8f8\"\n                        }\n                    },\n                    \"chartingTheme\": \"dark\",\n                    \"modalBackgroundColor\": \"grey-lighter\",\n                    \"modalConfirmationBackgroundColor\": \"grey-darker\",\n                    \"formButtonColor\": \"primary\"\n                }\n            },\n            {\n                \"themeName\": \"Light\",\n                \"theme\": {\n                    \"global\": {\n                        \"colors\": {\n                            \"brand\": \"#db2327\",\n                            \"red\": \"#db2327\",\n                            \"green\": \"#26bf22\",\n                            \"white\": \"#fff\",\n                            \"whiteHover\": \"rgba(255, 255, 255, 0.5)\",\n                            \"bidColor\": \"#26bf22\",\n                            \"askColor\": \"#db2327\",\n                            \"background\": \"#eff2f6\",\n                            \"primary\": \"#db2327\",\n                            \"primaryHover\": \"rgba(219, 35, 39, 0.5)\",\n                            \"loadingColor\": \"#db2327\",\n                            \"background-1\": \"#eff2f6\",\n                            \"background-2\": \"#fbfcfe\",\n                            \"background-2-lighten\": \"#231f33\",\n                            \"background-3\": \"#ffffff\",\n                            \"background-4\": \"#eff2f6\",\n                            \"background-5\": \"#eff2f6\",\n                            \"background-5-lighten\": \"#ffffff\",\n                            \"defaultTextColor\": \"#444444\",\n                            \"defaultTextColorDarken\": \"#333333\",\n                            \"tableBackground\": \"#fbfcfe\",\n                            \"selectBackground\": \"#fbfcfe\",\n                            \"errorPageBackground\": \"#fff\",\n                            \"navbarBackground\": \"#312e3f\",\n                            \"skinnyBarBackground\": \"#fbfcfe\",\n                            \"footerBackground\": \"#312e3f\"\n                        },\n                        \"font\": {\n                            \"height\": \"1.5\"\n                        }\n                    },\n                    \"chartingTheme\": \"light\",\n                    \"modalBackgroundColor\": \"grey-lighter\",\n                    \"modalConfirmationBackgroundColor\": \"grey-darker\",\n                    \"formButtonColor\": \"primary\"\n                }\n            }\n        ],\n        \"trade_setting\": [\n            {\n                \"coinName\": \"ETH\",\n                \"marketName\": \"BTC\",\n                \"minTickSize\": 0.001,\n                \"minTradeAmount\": 0.1,\n                \"minOrderValue\": 0.001,\n                \"tradeEnabled\": true\n            },\n            {\n                \"coinName\": \"LTC\",\n                \"marketName\": \"BTC\",\n                \"minTickSize\": 0.000001,\n                \"minTradeAmount\": 0.000001,\n                \"minOrderValue\": 0.000001,\n                \"tradeEnabled\": true\n            },\n            {\n                \"coinName\": \"NGN\",\n                \"marketName\": \"BTC\",\n                \"minTickSize\": 0.001,\n                \"minTradeAmount\": 0.0001,\n                \"minOrderValue\": 0.01,\n                \"tradeEnabled\": true\n            },\n            {\n                \"coinName\": \"TRY\",\n                \"marketName\": \"BTC\",\n                \"minTickSize\": 0.1,\n                \"minTradeAmount\": 0.1,\n                \"minOrderValue\": 0.1,\n                \"tradeEnabled\": true\n            },\n            {\n                \"coinName\": \"USD\",\n                \"marketName\": \"BTC\",\n                \"minTickSize\": 0.001,\n                \"minTradeAmount\": 0.0001,\n                \"minOrderValue\": 0.01,\n                \"tradeEnabled\": true\n            },\n            {\n                \"coinName\": \"XLM\",\n                \"marketName\": \"BTC\",\n                \"minTickSize\": 0.001,\n                \"minTradeAmount\": 0.0001,\n                \"minOrderValue\": 0.01,\n                \"tradeEnabled\": true\n            },\n            {\n                \"coinName\": \"XRP\",\n                \"marketName\": \"BTC\",\n                \"minTickSize\": 0.1,\n                \"minTradeAmount\": 2,\n                \"minOrderValue\": 2,\n                \"tradeEnabled\": true\n            },\n            {\n                \"coinName\": \"BTC\",\n                \"marketName\": \"ETH\",\n                \"minTickSize\": 0.001,\n                \"minTradeAmount\": 0.0001,\n                \"minOrderValue\": 0.01544,\n                \"tradeEnabled\": true\n            },\n            {\n                \"coinName\": \"LTC\",\n                \"marketName\": \"ETH\",\n                \"minTickSize\": 0.001,\n                \"minTradeAmount\": 0.0001,\n                \"minOrderValue\": 0.01,\n                \"tradeEnabled\": true\n            },\n            {\n                \"coinName\": \"NGN\",\n                \"marketName\": \"ETH\",\n                \"minTickSize\": 2.2,\n                \"minTradeAmount\": 1.2555,\n                \"minOrderValue\": 2.2,\n                \"tradeEnabled\": true\n            },\n            {\n                \"coinName\": \"USD\",\n                \"marketName\": \"ETH\",\n                \"minTickSize\": 0.001,\n                \"minTradeAmount\": 0.0001,\n                \"minOrderValue\": 0.01,\n                \"tradeEnabled\": true\n            },\n            {\n                \"coinName\": \"XRP\",\n                \"marketName\": \"ETH\",\n                \"minTickSize\": 2.44,\n                \"minTradeAmount\": 2.22222,\n                \"minOrderValue\": 2.1,\n                \"tradeEnabled\": true\n            },\n            {\n                \"coinName\": \"LTC\",\n                \"marketName\": \"USD\",\n                \"minTickSize\": 0.001,\n                \"minTradeAmount\": 0.0001,\n                \"minOrderValue\": 0.01,\n                \"tradeEnabled\": true\n            }\n        ],\n        \"seo\": {\n            \"google_Analytics_ID\": \"None\",\n            \"google_Tag_Manager\": \"None\",\n            \"meta_Tags\": [\n                {\n                    \"id\": 1,\n                    \"tagName\": \"temp\",\n                    \"tagContent\": \"temp content k\"\n                },\n                {\n                    \"id\": 5,\n                    \"tagName\": \"demo\",\n                    \"tagContent\": \"demo\"\n                }\n            ]\n        }\n    }\n}"}],"_postman_id":"86f92f4d-301a-4bfa-8cb2-320067121fbd"},{"name":"Currency 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\"decimalPrecision\": 8,\n            \"tradeEnabled\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true\n        },\n        {\n            \"shortName\": \"BTC\",\n            \"fullName\": \"Bitcoin\",\n            \"makersFee\": 0.25,\n            \"takersFee\": 0.25,\n            \"withdrawalServiceCharge\": 0.001,\n            \"withdrawalServiceChargeInBTC\": 0.001,\n            \"confirmationCount\": 5,\n            \"contractAddress\": null,\n            \"minWithdrawalLimit\": 0.002,\n            \"maxWithdrawalLimit\": 0,\n            \"decimalPrecision\": 8,\n            \"tradeEnabled\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true\n        },\n        {\n            \"shortName\": \"BTG\",\n            \"fullName\": \"BitcoinGold\",\n            \"makersFee\": 0.5,\n            \"takersFee\": 0.5,\n            \"withdrawalServiceCharge\": 0,\n            \"withdrawalServiceChargeInBTC\": 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\"EOS\",\n            \"makersFee\": 0.5,\n            \"takersFee\": 0.5,\n            \"withdrawalServiceCharge\": 0,\n            \"withdrawalServiceChargeInBTC\": 0.001,\n            \"confirmationCount\": 1,\n            \"contractAddress\": \"0x86fa049857e0209aa7d9e616f7eb3b3b78ecfdb0\",\n            \"minWithdrawalLimit\": 0,\n            \"maxWithdrawalLimit\": 0,\n            \"decimalPrecision\": 18,\n            \"tradeEnabled\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true\n        },\n        {\n            \"shortName\": \"ETC\",\n            \"fullName\": \"EthereumClassic\",\n            \"makersFee\": 0.5,\n            \"takersFee\": 0.5,\n            \"withdrawalServiceCharge\": 0.7,\n            \"withdrawalServiceChargeInBTC\": 0.001,\n            \"confirmationCount\": 5,\n            \"contractAddress\": null,\n            \"minWithdrawalLimit\": 1.4,\n            \"maxWithdrawalLimit\": 0,\n            \"decimalPrecision\": 8,\n            \"tradeEnabled\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true\n        },\n        {\n            \"shortName\": \"ETH\",\n            \"fullName\": \"Ethereum\",\n            \"makersFee\": 0.5,\n            \"takersFee\": 0.5,\n            \"withdrawalServiceCharge\": 0.03,\n            \"withdrawalServiceChargeInBTC\": 0.001,\n            \"confirmationCount\": 5,\n            \"contractAddress\": null,\n            \"minWithdrawalLimit\": 0.06,\n            \"maxWithdrawalLimit\": 0,\n            \"decimalPrecision\": 18,\n            \"tradeEnabled\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true\n        },\n        {\n            \"shortName\": \"IOTA\",\n            \"fullName\": \"MIOTA\",\n            \"makersFee\": 0.5,\n            \"takersFee\": 0.5,\n            \"withdrawalServiceCharge\": 0,\n            \"withdrawalServiceChargeInBTC\": 0.001,\n            \"confirmationCount\": 5,\n            \"contractAddress\": null,\n            \"minWithdrawalLimit\": 0,\n            \"maxWithdrawalLimit\": 0,\n            \"decimalPrecision\": 8,\n            \"tradeEnabled\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true\n        },\n        {\n            \"shortName\": \"LTC\",\n            \"fullName\": \"Litecoin\",\n            \"makersFee\": 0.5,\n            \"takersFee\": 0.5,\n            \"withdrawalServiceCharge\": 0.1,\n            \"withdrawalServiceChargeInBTC\": 0.001,\n            \"confirmationCount\": 5,\n            \"contractAddress\": null,\n            \"minWithdrawalLimit\": 0.2,\n            \"maxWithdrawalLimit\": 0,\n            \"decimalPrecision\": 8,\n            \"tradeEnabled\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true\n        },\n        {\n            \"shortName\": \"NEO\",\n            \"fullName\": \"NEO\",\n            \"makersFee\": 0.5,\n            \"takersFee\": 0.5,\n            \"withdrawalServiceCharge\": 0.4,\n            \"withdrawalServiceChargeInBTC\": 0.001,\n            \"confirmationCount\": 5,\n            \"contractAddress\": null,\n            \"minWithdrawalLimit\": 0.8,\n            \"maxWithdrawalLimit\": 0,\n            \"decimalPrecision\": 8,\n            \"tradeEnabled\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true\n        },\n        {\n            \"shortName\": \"SC\",\n            \"fullName\": \"SiaCoin\",\n            \"makersFee\": 0.5,\n            \"takersFee\": 0.5,\n            \"withdrawalServiceCharge\": 0,\n            \"withdrawalServiceChargeInBTC\": 0.001,\n            \"confirmationCount\": 5,\n            \"contractAddress\": null,\n            \"minWithdrawalLimit\": 0,\n            \"maxWithdrawalLimit\": 0,\n            \"decimalPrecision\": 8,\n            \"tradeEnabled\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true\n        },\n        {\n            \"shortName\": \"TRX\",\n            \"fullName\": \"TRON\",\n            \"makersFee\": 0.5,\n            \"takersFee\": 0.5,\n            \"withdrawalServiceCharge\": 287,\n            \"withdrawalServiceChargeInBTC\": 0.001,\n            \"confirmationCount\": 5,\n            \"contractAddress\": \"0xf230b790e05390fc8295f4d3f60332c93bed42e2\",\n            \"minWithdrawalLimit\": 520,\n            \"maxWithdrawalLimit\": 0,\n            \"decimalPrecision\": 6,\n            \"tradeEnabled\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true\n        },\n        {\n            \"shortName\": \"USD\",\n            \"fullName\": \"USD\",\n            \"makersFee\": 0.5,\n            \"takersFee\": 0.5,\n            \"withdrawalServiceCharge\": 0,\n            \"withdrawalServiceChargeInBTC\": 0.001,\n            \"confirmationCount\": 5,\n            \"contractAddress\": null,\n            \"minWithdrawalLimit\": 0,\n            \"maxWithdrawalLimit\": 0,\n            \"decimalPrecision\": 8,\n            \"tradeEnabled\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true\n        },\n        {\n            \"shortName\": \"XMR\",\n            \"fullName\": \"Monero\",\n            \"makersFee\": 0.5,\n            \"takersFee\": 0.5,\n            \"withdrawalServiceCharge\": 0,\n            \"withdrawalServiceChargeInBTC\": 0.001,\n            \"confirmationCount\": 5,\n            \"contractAddress\": null,\n            \"minWithdrawalLimit\": 0,\n            \"maxWithdrawalLimit\": 0,\n            \"decimalPrecision\": 8,\n            \"tradeEnabled\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true\n        },\n        {\n            \"shortName\": \"XRP\",\n            \"fullName\": \"Ripple\",\n            \"makersFee\": 0.5,\n            \"takersFee\": 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\"withdrawalServiceChargeFixed\": 0,\n            \"withdrawalServiceChargePercentage\": 0,\n            \"currencyEnabled\": true,\n            \"minWithdrawalLimit\": 0,\n            \"maxWithdrawalLimit\": 0,\n            \"addressRegex\": null,\n            \"networkName\": null,\n            \"fireblocksAssetName\": null\n        },\n        {\n            \"shortName\": \"TRY\",\n            \"fullName\": \"Turkish New Lira\",\n            \"buyServiceCharge\": 0,\n            \"sellServiceCharge\": 0,\n            \"withdrawalServiceCharge\": 1,\n            \"withdrawalServiceChargeInBTC\": 0,\n            \"confirmationCount\": 0,\n            \"contractAddress\": null,\n            \"decimalPrecision\": 2,\n            \"makerFeePro\": 0,\n            \"takerFeePro\": 0,\n            \"tradeEnabled\": true,\n            \"tradeEnabled_Buy\": true,\n            \"tradeEnabled_Sell\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true,\n            \"secondaryWalletType\": \"\",\n            \"addressSeparator\": \"\",\n            \"walletType\": \"Fiat-Manual\",\n            \"withdrawalServiceChargeType\": \"Fixed\",\n            \"withdrawalServiceChargeFixed\": 1,\n            \"withdrawalServiceChargePercentage\": 0,\n            \"currencyEnabled\": true,\n            \"minWithdrawalLimit\": 0,\n            \"maxWithdrawalLimit\": 0,\n            \"addressRegex\": null,\n            \"networkName\": null,\n            \"fireblocksAssetName\": null\n        },\n        {\n            \"shortName\": \"USD\",\n            \"fullName\": \"US Dollars\",\n            \"buyServiceCharge\": 0,\n            \"sellServiceCharge\": 0,\n            \"withdrawalServiceCharge\": 1,\n            \"withdrawalServiceChargeInBTC\": 0,\n            \"confirmationCount\": 0,\n            \"contractAddress\": null,\n            \"decimalPrecision\": 2,\n            \"makerFeePro\": 0,\n            \"takerFeePro\": 0,\n            \"tradeEnabled\": true,\n            \"tradeEnabled_Buy\": true,\n            \"tradeEnabled_Sell\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true,\n            \"secondaryWalletType\": \"\",\n            \"addressSeparator\": \"\",\n            \"walletType\": \"Fiat-Manual\",\n            \"withdrawalServiceChargeType\": \"Fixed\",\n            \"withdrawalServiceChargeFixed\": 1,\n            \"withdrawalServiceChargePercentage\": 0,\n            \"currencyEnabled\": true,\n            \"minWithdrawalLimit\": 0,\n            \"maxWithdrawalLimit\": 0,\n            \"addressRegex\": null,\n            \"networkName\": null,\n            \"fireblocksAssetName\": null\n        },\n        {\n            \"shortName\": \"USDT\",\n            \"fullName\": \"USDT\",\n            \"buyServiceCharge\": 0,\n            \"sellServiceCharge\": 0,\n            \"withdrawalServiceCharge\": 2,\n            \"withdrawalServiceChargeInBTC\": 0,\n            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\"fullName\": \"Stellar\",\n            \"buyServiceCharge\": 1,\n            \"sellServiceCharge\": 1,\n            \"withdrawalServiceCharge\": 1,\n            \"withdrawalServiceChargeInBTC\": 0,\n            \"confirmationCount\": 0,\n            \"contractAddress\": null,\n            \"decimalPrecision\": 7,\n            \"makerFeePro\": 0,\n            \"takerFeePro\": 0,\n            \"tradeEnabled\": true,\n            \"tradeEnabled_Buy\": true,\n            \"tradeEnabled_Sell\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true,\n            \"secondaryWalletType\": \"\",\n            \"addressSeparator\": \"?memoid=\",\n            \"walletType\": \"Stellar\",\n            \"withdrawalServiceChargeType\": \"Percentage\",\n            \"withdrawalServiceChargeFixed\": 0,\n            \"withdrawalServiceChargePercentage\": 1,\n            \"currencyEnabled\": true,\n            \"minWithdrawalLimit\": 0,\n            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\"withdrawalServiceChargeType\": \"Percentage\",\n            \"withdrawalServiceChargeFixed\": 0,\n            \"withdrawalServiceChargePercentage\": 1,\n            \"currencyEnabled\": true,\n            \"minWithdrawalLimit\": 0,\n            \"maxWithdrawalLimit\": 0,\n            \"addressRegex\": null,\n            \"networkName\": null,\n            \"fireblocksAssetName\": null\n        },\n        {\n            \"shortName\": \"XRP\",\n            \"fullName\": \"Ripple\",\n            \"buyServiceCharge\": 0.25,\n            \"sellServiceCharge\": 0.5,\n            \"withdrawalServiceCharge\": 14,\n            \"withdrawalServiceChargeInBTC\": 0,\n            \"confirmationCount\": 0,\n            \"contractAddress\": null,\n            \"decimalPrecision\": 6,\n            \"makerFeePro\": 0,\n            \"takerFeePro\": 0,\n            \"tradeEnabled\": true,\n            \"tradeEnabled_Buy\": true,\n            \"tradeEnabled_Sell\": true,\n            \"depositEnabled\": true,\n            \"withdrawalEnabled\": true,\n            \"secondaryWalletType\": \"\",\n            \"addressSeparator\": \"?dt=\",\n            \"walletType\": \"Ripple\",\n            \"withdrawalServiceChargeType\": \"Percentage\",\n            \"withdrawalServiceChargeFixed\": 0,\n            \"withdrawalServiceChargePercentage\": 14,\n            \"currencyEnabled\": true,\n            \"minWithdrawalLimit\": 0,\n            \"maxWithdrawalLimit\": 0,\n            \"addressRegex\": null,\n            \"networkName\": null,\n            \"fireblocksAssetName\": null\n        },\n        {\n            \"shortName\": \"XTM\",\n            \"fullName\": \"Torum\",\n            \"buyServiceCharge\": 0,\n            \"sellServiceCharge\": 0,\n            \"withdrawalServiceCharge\": 0.3,\n            \"withdrawalServiceChargeInBTC\": 0,\n            \"confirmationCount\": 5,\n            \"contractAddress\": \"0x990f9078d6a314225005f994b9d36b49d2e34da6\",\n     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]\n    }\n}"}],"_postman_id":"75a93f32-d8d4-4e37-935c-361482210d6a"},{"name":"Get Fiat prices in USD","id":"0c8c4e89-33ab-4d91-9496-530d20e4c1bb","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{rest_api_url}}/api/get_fiat_price","description":"<p>This endpoint returns the Fiat currency price in USD.</p>\n","urlObject":{"path":["api","get_fiat_price"],"host":["{{rest_api_url}}"],"query":[],"variable":[]}},"response":[{"id":"cb11de8f-5711-4f79-bb34-8d95eea9d36a","name":"Get Fiat prices in USD","originalRequest":{"method":"GET","header":[],"url":"{{rest_api_url}}/api/get_fiat_price"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Mon, 15 Apr 2019 18:22:15 GMT"},{"key":"Content-Type","value":"application/json; 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\"currency\": \"AFN\",\n                \"rate\": 77.550088\n            },\n            {\n                \"currency\": \"ALL\",\n                \"rate\": 109.999953\n            },\n            {\n                \"currency\": \"AMD\",\n                \"rate\": 484.750037\n            },\n            {\n                \"currency\": \"ANG\",\n                \"rate\": 1.8648\n            },\n            {\n                \"currency\": \"AOA\",\n                \"rate\": 319.444031\n            },\n            {\n                \"currency\": \"ARS\",\n                \"rate\": 41.6513\n            },\n            {\n                \"currency\": \"AUD\",\n                \"rate\": 1.393501\n            },\n            {\n                \"currency\": \"AWG\",\n                \"rate\": 1.8\n            },\n            {\n                \"currency\": \"AZN\",\n                \"rate\": 1.704991\n            },\n            {\n                \"currency\": \"BAM\",\n               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This guarantees privacy in financial dealings, a fundamental individual right, but full anonymity can be counterproductive. Today most blockchain projects look to further either the aims of privacy or of regulation. To be effective globally, we think our blockchain must square the circle by finding the right mix of individual privacy protection and provision for regulatory control.\\r\\n\\r\\nii. Governance\\r\\nPublic, decentralized blockchain projects rely on crowd-based governance models. This allows for democratic control of the network by its participants, which is essential to building truly decentralised economies. However, if they are not carefully designed, such governance can go awry. Both the Bitcoin and <a href=\\\"https://www.coingecko.com/en/coins/ethereum\\\">Ethereum</a> communities have experienced devastating schisms on the question of how to upgrade their networks  in Ethereum's case already causing a split. The Cardano blockchain has an airtight governance model that allow the community to democratically take clear and binding decisions.\\r\\n\\r\\niii. Funding\\r\\nThe Cardano blockchain has sophisticated maintenance and development needs and is able to adequately fund itself, both in terms of running costs and new investment.\\r\\n\\r\\nThe Token: ADA Voucher\\r\\nEvery blockchain project has a token of value commonly referred to as a cryptocurrency. Ada is the cryptocurrency on the Cardano blockchain. With Ada, holders can send value between friends, pay for a good or service, deposit funds on an exchange, or enter an application. To perform a transfer on the settlement layer requires you own Ada, or acquire Ada through an exchange. It will also be the native token to be used in applications built on the computation layer.\\r\\n\\r\\nThe Wallet: <a href=\\\"https://daedaluswallet.io/\\\">Daedalus</a>\\r\\nEach cryptocurrency requires a wallet to store Ada. Typically this wallet is a software application that can be installed on any computer or smartphone. Daedalus is a highly-engineered wallet with advanced security features that was developed by <a href=\\\"https://iohk.io/\\\">IOHK</a> specifically for the Cardano blockchain and protects your assets with the most advanced cryptography. In the future, Daedalus will not only support Ada, but other cryptocurrencies such as Bitcoin, <a href=\\\"https://www.coingecko.com/en/coins/ethereum-classic\\\">Ethereum Classic</a> and many more.\\r\\n\\r\\nThe <a href=\\\"https://cardanofoundation.org/en/\\\">Cardano Foundation</a>\\r\\nThe Cardano Foundations core mission is to standardise, protect and promote the Cardano Protocol technology. The Cardano Foundation acts as a supervisory and educational body for Cardano. Our mission is to:\\r\\n\\r\\n1. Standardise, protect and promote the Cardano Protocol and its applications\\r\\n2. Be a community hub offering authoritative, timely information about the technology and Cardanos wide-ranging potential\\r\\n3. Liaise and influence government and regulatory bodies, form strategic partnerships with businesses, enterprises and other open source projects and aid the creation of formal software standards for Cardano, a crucial feature for its long term success and critical in adoption and government engagement\\r\\n\\r\\nAreas of Focus:\\r\\n1. Cardano Protocol - We function as an objective standards body for the Cardano protocol as it evolves over time.\\r\\n2. Cardano community - We support, grow and help educate the Cardano blockchain community.\\r\\n3. Cardano ecosystem - We work to expand and protect the Cardano ecosystem. This includes promoting Cardano as a platform for commercial entities and serving as an objective organization for enterprises interested in joining Cardano.\\r\\n4. 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Individuals interacting on Ethereum Classic are governed by this reality; \\r\\n\\r\\nCode is Law. This does not necessarily mean that code replaces existing laws, or that only code is law (there are many geographical jurisdictions), but it gives users the opportunity to enter into a new blockchain-based jurisdiction where agreements are governed by code.\\r\\n\\r\\nBy entering into contracts on Ethereum Classic, you can be certain that the network remains neutral. The outcome of transactions will be dictated by code you voluntarily interact with. Unless explicitly defined by the contract code, there are no reversals, no undos, no opt-outs.\\r\\n\\r\\nTransactions are final; applications are unstoppable.\\r\\n\\r\\n\\r\\nDecentralized Governance\\r\\n\\r\\nThere are many problems that fester due to centralization and opaqueness; corruption, unaccountability, nepotism, inefficiency and stagnation. Ultimately, centralization leads to fragility; only decentralized systems can stand the test of time.\\r\\n\\r\\nThese problems can be only solved by adhering to governance systems that do not rely on a central point of failure. Just like distributed networks and the consensus protocol itself, we believe that only truly decentralized projects can survive in the long run.\\r\\n\\r\\nEthereum Classic manifests these values by relinquishing control by a formalized central foundation. The only hierarchy is that of transparent meritocracy and mutual reputation. 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\"2015-07-30T00:00:00Z\",\n            \"lastUpdated\": \"2022-06-23T16:43:22.66Z\",\n            \"tags\": \"Smart Contract Platform\",\n            \"tagsObject\": [\n                \"Smart Contract Platform\"\n            ],\n            \"description\": \"Ethereum is a <a href=\\\"https://www.coingecko.com/en?category_id=29&view=market\\\">smart contract platform</a> that enables developers to build tokens and decentralized applications (dapps). ETH is the native currency for the Ethereum platform and also works as the transaction fees to miners on the Ethereum network.\\r\\n\\r\\nEthereum is the pioneer for blockchain based smart contracts. Smart contract is essentially a computer code that runs exactly as programmed without any possibility of downtime, censorship, fraud or third-party interference. It can facilitate the exchange of money, content, property, shares, or anything of value. When running on the blockchain a smart contract becomes like a self-operating computer program that automatically executes when specific conditions are met.\\r\\n\\r\\nEthereum allows programmers to run complete-turing smart contracts that is capable of any customizations. Rather than giving a set of limited operations, Ethereum allows developers to have complete control over customization of their smart contract, giving developers the power to build unique and innovative applications.\\r\\n\\r\\nEthereum being the first blockchain based smart contract platform, they have gained much popularity, resulting in new competitors fighting for market share. The competitors includes: <a href=\\\"https://www.coingecko.com/en/coins/ethereum_classic\\\">Ethereum Classic</a> which is the oldchain of Ethereum, <a href=\\\"https://www.coingecko.com/en/coins/qtum\\\">Qtum</a>, <a href=\\\"https://www.coingecko.com/en/coins/eos\\\">EOS</a>, <a href=\\\"https://www.coingecko.com/en/coins/neo\\\">Neo</a>, <a href=\\\"https://www.coingecko.com/en/coins/icon\\\">Icon</a>, <a href=\\\"https://www.coingecko.com/en/coins/tron\\\">Tron</a> and <a href=\\\"https://www.coingecko.com/en/coins/cardano\\\">Cardano</a>.\\r\\n\\r\\nEthereum wallets are fairly simple to set up with multiple popular choices such as myetherwallet, <a href=\\\"https://www.coingecko.com/buzz/complete-beginners-guide-to-metamask?locale=en\\\">metamask</a>, and <a href=\\\"https://www.coingecko.com/buzz/trezor-model-t-wallet-review\\\">Trezor</a>. Read here for more guide on using ethereum wallet: <a href=\\\"https://www.coingecko.com/buzz/how-to-use-an-ethereum-wallet\\\">How to Use an Ethereum Wallet</a>\",\n            \"links_website\": \"https://www.ethereum.org/\",\n            \"links_reddit\": \"https://www.reddit.com/r/ethereum\",\n            \"links_forum\": \"https://forum.ethereum.org/\",\n            \"links_explorer\": \"https://etherscan.io/\",\n            \"links_sourceCode\": \"{\\\"github\\\":[\\\"https://github.com/ethereum/go-ethereum\\\",\\\"https://github.com/ethereum/py-evm\\\",\\\"https://github.com/ethereum/aleth\\\",\\\"https://github.com/ethereum/web3.py\\\",\\\"https://github.com/ethereum/solidity\\\",\\\"https://github.com/ethereum/sharding\\\",\\\"https://github.com/ethereum/casper\\\",\\\"https://github.com/paritytech/parity\\\"],\\\"bitbucket\\\":[]}\",\n            \"objectlinks_sourceCode\": {\n                \"github\": [\n                    \"https://github.com/ethereum/go-ethereum\",\n                    \"https://github.com/ethereum/py-evm\",\n                    \"https://github.com/ethereum/aleth\",\n                    \"https://github.com/ethereum/web3.py\",\n                    \"https://github.com/ethereum/solidity\",\n                    \"https://github.com/ethereum/sharding\",\n                    \"https://github.com/ethereum/casper\",\n                    \"https://github.com/paritytech/parity\"\n                ],\n                \"bitbucket\": []\n            },\n            \"links_technicalDoc\": null,\n            \"last_updatedon\": \"2022-06-23T16:43:26.157Z\"\n        },\n        \"link\": {\n            \"exchangeTicker\": \"LINK\",\n            \"dataSource\": \"CoinGecko\",\n            \"coinName\": \"Chainlink\",\n            \"symbol\": \"link\",\n            \"slug\": \"chainlink\",\n            \"image\": \"https://assets.coingecko.com/coins/images/877/large/chainlink-new-logo.png?1547034700\",\n            \"rank\": 22,\n            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\"2022-06-23T16:43:14.627Z\",\n            \"tags\": \"Solana Ecosystem\",\n            \"tagsObject\": [\n                \"Solana Ecosystem\"\n            ],\n            \"description\": \"Chainlink is a decentralized oracle service, the first of its kind. When <a href=\\\"https://www.coingecko.com/en/coins/ethereum\\\">Ethereum</a> went live in 2015, it revolutionized what blockchain could bring to enterprise solution and traditional business. Blockchain was no longer just a medium for new age financial transaction, confined to <a href=\\\"https://www.coingecko.com/en/coins/bitcoin\\\">Bitcoins</a> potential to disrupt traditional currency exchange. With Ethereum powered smart contracts, Vitalik Buterin opened up a Pandoras Box of use cases for blockchain technology. Problem is, per their design, smart contracts can only manage data on the blockchain. Their potential, the ability to provide tamperproof, decentralized applications for uses the world over, is still largely untapped, as many of the smart contract programs built on Ethereum lack a bridge to the real world industries theyre trying to improve.\\r\\n\\r\\nChainlinks first component consists of on-chain contracts deployed on Ethereums blockchain.  These oracle contracts process the data requests of users looking to take advantage of the networks oracle services. If a user or entity wants access to off-chain data, they submit a user contract (or requesting contract) to Chainlinks network, and the blockchain processes these requests into their own contracts. These contracts are responsible for matching the requesting contract up with the appropriate oracles. The contracts include a reputation contract, an order-matching contract, and an aggregating contract. The first of these, the reputation contract, is exactly as it sounds: it checks an oracle providers track record to verify its integrity. In turn, the order-matching contract logs the user contracts service level agreement on the network and collects bids from responsible oracle providers. Finally, the aggregating contract accumulates the collective data of the chosen oracles and balances them to find the most accurate result.\\r\\n\\r\\nUnfortunately, the Chainlink team does not offer a roadmap, but a testnet of Chainlinks services should come sometime within Q1 of 2018. Generally, the projects general lack of marketing and concrete updates have frustrated community members in the past. Sergey Nazarov, the projects CEO, is known for a quiet community presence that favors of behind-the-scenes work on Chainlink. The team may not hype their project much, but for what its worth, they sacrifice brand marketing in favor of product developmentand some community members find this focus to be refreshing. For instance, theyve established an oracle with Swift Bank, and have a few quiet partnerships with zepplin_os and Request Network.\\r\\n\\r\\nChainlink has the potential to connect smart contracts with the outside world. It may allow parties to smart contracts to be able to receive external inputs that prove performance and create payment outputs that end users want to receive, such as bank payments. This has the potential to allow smart contract to mimic the vast majority of financial agreements currently available in the market. With the Chainlink Network, anyone can securely provide smart contracts with access to key external data and any other API capabilities, in exchange for financial reward. Although it remains to be seen how the incentive system will operate, there is potential for rewards similar to those available for crypto miners to be available to Node Operators that provide useful data to the Chainlink network.\\\"\\r\\n\\r\\nCheck out <a href=\\\"https://www.coinbureau.com/review/chainlink-link/\\\">CoinBureau</a> for the complete review on Chainlink.\",\n            \"links_website\": \"https://chain.link/\",\n            \"links_reddit\": \"https://www.reddit.com/r/Chainlink/\",\n            \"links_forum\": \"\",\n            \"links_explorer\": \"https://etherscan.io/token/0x514910771af9ca656af840dff83e8264ecf986ca\",\n            \"links_sourceCode\": \"{\\\"github\\\":[\\\"https://github.com/smartcontractkit/chainlink\\\",\\\"https://github.com/smartcontractkit/chainlink-ruby\\\"],\\\"bitbucket\\\":[]}\",\n            \"objectlinks_sourceCode\": {\n                \"github\": [\n                    \"https://github.com/smartcontractkit/chainlink\",\n                    \"https://github.com/smartcontractkit/chainlink-ruby\"\n                ],\n                \"bitbucket\": []\n            },\n            \"links_technicalDoc\": null,\n            \"last_updatedon\": \"2022-06-23T16:43:26.223Z\"\n        },\n        \"ltc\": {\n            \"exchangeTicker\": \"LTC\",\n            \"dataSource\": \"CoinGecko\",\n            \"coinName\": \"Litecoin\",\n            \"symbol\": \"ltc\",\n            \"slug\": \"litecoin\",\n            \"image\": \"https://assets.coingecko.com/coins/images/2/large/litecoin.png?1547033580\",\n            \"rank\": 20,\n            \"price\": \"54.26000000\",\n            \"volume24h\": \"559790000\",\n            \"marketCap\": \"3.819873E+09\",\n            \"priceChangePercent24hr\": \"4.2959986\",\n            \"circulatingSupply\": \"70566990\",\n            \"sparkline\": 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\"lastUpdated\": \"2022-06-23T16:42:56.823Z\",\n            \"tags\": \"Cryptocurrency\",\n            \"tagsObject\": [\n                \"Cryptocurrency\"\n            ],\n            \"description\": \"Litecoin is a peer-to-peer cryptocurrency created by Charlie Lee. It was created based on the <a href=\\\"https://www.coingecko.com/en/coins/bitcoin\\\">Bitcoin</a> protocol but differs in terms of the hashing algorithm used. Litecoin uses the memory intensive <a href=\\\"https://www.coingecko.com/en?hashing_algorithm=Scrypt\\\">Scrypt proof of work</a> mining algorithm. Scrypt allows consumer-grade hardware such as GPU to mine those coins.\\r\\n\\r\\nWhy Litecoin?\\r\\nLitecoin is a cryptocurrency that has evolved from Bitcoin after its own popularity in the industry, this alternative, or ???altcoin??? has emerged to allow investors to diversify their digital currency package, according to Investopedia. Litecoin is one of the most prominent altcoins and was created by former Google employee and Director of Engineering at <a href=\\\"https://www.coingecko.com/en/exchanges/coinbase_pro\\\">Coinbase</a>, Charlie Lee. Litecoin was the first to alter Bitcoin and the most significant difference is that it takes 2.5 minutes for Litecoin to generate a block, or transaction, in comparison to Bitcoin's 10 minutes.\\r\\n\\r\\n???While this matters little to traders, miners who use hardware to run Bitcoin's network cannot switch over to Litecoin. This keeps bigger mining conglomerates away from Litecoin because they cannot easily optimize their profits by swapping to another coin, contributing to a more decentralized experience. Litecoin also has bigger blocks, and more coins in circulation, making it more affordable and swift when transacting,??? Investopedia explained.\\r\\n\\r\\nAs explained above, Litecoin can transact a lot faster than Bitcoin, but there are also a number of other characteristics that investors need to know before trading. Litecoin can handle higher volumes of transactions because of the capability of transacting faster and if Bitcoin attempted to transact on the scale of its altcoin, a code update would be needed. However, Litecoin???s blocks would be larger, but with more ???orphaned blocks'. The faster block time of litecoin reduces the risk of double spending attacks - this is theoretical in the case of both networks having the same hashing power.\\r\\n\\r\\nLitecoin Technical Details:\\r\\nThe transaction confirmation time taken for Litecoin is about 2.5 minutes on average (as compared to Bitcoin's 10 minutes). The Litecoin network is scheduled to cap at 84 million currency units. \\r\\n\\r\\nLitecoin has inspired many other popular alternative currencies (eg. <a href=\\\"https://www.coingecko.com/en/coins/dogecoin\\\">Dogecoin</a>) because of its Scrypt hashing algorithm in order to prevent ASIC miners from mining those coins. However it is said that by the end of this year, Scrypt ASIC will enter the mass market.\",\n            \"links_website\": \"http://litecoin.org\",\n            \"links_reddit\": \"https://www.reddit.com/r/litecoin/\",\n            \"links_forum\": \"https://litecointalk.org/\",\n            \"links_explorer\": \"https://blockchair.com/litecoin\",\n            \"links_sourceCode\": \"{\\\"github\\\":[\\\"https://github.com/litecoin-project/litecoin\\\"],\\\"bitbucket\\\":[]}\",\n            \"objectlinks_sourceCode\": {\n                \"github\": [\n                    \"https://github.com/litecoin-project/litecoin\"\n                ],\n                \"bitbucket\": []\n            },\n            \"links_technicalDoc\": null,\n            \"last_updatedon\": \"2022-06-23T16:43:26.213Z\"\n        },\n        \"mkr\": {\n            \"exchangeTicker\": \"MKR\",\n            \"dataSource\": \"CoinGecko\",\n            \"coinName\": \"Maker\",\n            \"symbol\": \"mkr\",\n      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\"Lending/Borrowing\",\n            \"tagsObject\": [\n                \"Lending/Borrowing\"\n            ],\n            \"description\": \"MKR is a cryptocurrency depicted as a smart contract platform and works alongside the Dai coin and aims to act as a hedge currency that provides traders with a stable alternative to the majority of coins currently available on the market. Maker offers a transparent stablecoin system that is fully inspectable on the Ethereum blockchain. Founded almost three years ago, MakerDao is lead by Rune Christensen, its CEO and founder. Makers MKR coin is a recent entrant to the market and is not a well known project. However, after today it will be known by many more people after blowing up 40% and it is one of the coins to rise to prominence during the recent peaks and troughs.\\r\\n\\r\\nAfter being developed by the MakerDAO team, Maker Dai officially went live on December 18th, 2017. Dai is a price stable coin that is suitable for payments, savings, or collateral and provides cryptocurrency traders with increased options concerning opening and closing positions. Dai lives completely on the blockchain chain with its stability unmediated by the legal system or trusted counterparties and helps facilitate trading while staying entirely in the world of cryptocurrencies. The concept of a stablecoin is fairly straight forward  its a token that has its price or value pegged to a particular fiat currency. A stablecoin is a token (like <a href=\\\"https://www.coingecko.com/en/coins/bitcoin\\\">Bitcoin</a> and <a href=\\\"https://www.coingecko.com/en/coins/ethereum\\\">Ethereum</a>) that exists on a blockchain, but unlike Bitcoin or Ethereum, Dai has no volatility.\\r\\n\\r\\nMKR is an ERC-20 token on the Ethereum blockchain and can not be mined. Its instead created/destroyed in response to DAI price fluctuations in order to keep it hovering around $1 USD. MKR is used to pay transaction fees on the Maker system, and it collateralizes the system. Holding MKR comes with voting rights within Makers continuous approval voting system. Bad governance devalues MKR tokens, so MKR holders are incentivized to vote for the good of the entire system. Its a fully decentralized and democratic structure, then, which is an underutilized USP of blockchain tech.\\r\\n\\r\\nValue volatility is a relative concept among both cryptos and fiat currencies. The US dollar, for example, was worth 110.748 yen on July 9, 2018. On July 4, 2011, $1 was worth 80.64 yen, and on March 18, 1985, $1 was worth 255.65 yen. These are major differences in exchange rates, and inflation within each country makes each currency worth different values even when compared to themselves. One USD in 1913 is worth the equivalent of $25.41 today, and even $1 in 1993 is worth the equivalent of $1.74 today. Stablecoins dont negate these basic economic principles of value. Instead, both Tether and Dai have values pegged to the U.S. dollar. This is done to stabilize the price.\",\n            \"links_website\": \"https://makerdao.com/\",\n            \"links_reddit\": \"https://www.reddit.com/r/MakerDAO\",\n            \"links_forum\": \"\",\n            \"links_explorer\": \"https://etherscan.io/token/0x9f8f72aa9304c8b593d555f12ef6589cc3a579a2\",\n            \"links_sourceCode\": \"{\\\"github\\\":[\\\"https://github.com/makerdao/dai.js\\\"],\\\"bitbucket\\\":[]}\",\n            \"objectlinks_sourceCode\": {\n                \"github\": [\n                    \"https://github.com/makerdao/dai.js\"\n                ],\n                \"bitbucket\": []\n            },\n            \"links_technicalDoc\": null,\n            \"last_updatedon\": \"2022-06-23T16:43:26.28Z\"\n        },\n        \"omg\": {\n            \"exchangeTicker\": \"OMG\",\n            \"dataSource\": \"CoinGecko\",\n            \"coinName\": \"OmiseGO\",\n            \"symbol\": \"omg\",\n            \"slug\": \"omisego\",\n            \"image\": 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\"2017-07-06T00:00:00Z\",\n            \"lastUpdated\": \"2022-06-23T16:43:11.867Z\",\n            \"tags\": \"Smart Contract Platform\",\n            \"tagsObject\": [\n                \"Smart Contract Platform\"\n            ],\n            \"description\": \"The OMG network is a scaling solution for finance on <a href=\\\"https://www.coingecko.com/en/coins/ethereum\\\">Ethereum</a>, enabling transparent, peer-to-peer transactions in real-time. The decentralized network facilitates self-sovereign financial services across geographies, asset classes and applications. OmiseGo builds an app with our SDK to enable wallet-to-wallet transactions of crypto and fiat currencies, loyalty points, game credits and more. It uses the OMG network to access, manage, and transact with digital assets that are kept securely on chain. Besides, it offers a decentralized exchange mechanism to provide multi-asset and cross-chain interoperability, that is scalable and secure via <a href=\\\"https://www.coingecko.com/en?hashing_algorithm=Proof+of+Stake&view=market\\\">proof-of-stake</a>. \\r\\n\\r\\nOmiseGO is building a <a href=\\\"https://www.coingecko.com/en?category_id=9&view=market\\\">decentralized exchange</a>, liquidity provider mechanism, clearinghouse messaging network, and asset-backed blockchain gateway. OmiseGO is not owned by any single one party. Instead, it is an open distributed network of validators which enforce behavior of all participants. It uses the mechanism of a protocol token to create a proof-of-stake blockchain to enable enforcement of market activity amongst participants. This high-performant distributed network enforces exchange across asset classes, from fiat-backed issuers to fully decentralized blockchain tokens (ERC-20 style and native cryptocurrencies).\\r\\n\\r\\nUnlike nearly all other decentralized exchange platforms, this allows for decentralized exchange of other blockchains and between multiple blockchains directly without a trusted gateway token. Markets may be able to significantly reduce spreads and encourage market assurance via decentralizing custody and increased transparency of market activity. This is achieved using smart contracts, protocol tokens enforcing correct market behavior of orderbook matching, a new construction of Ethereum bonded external enforcement of clearinghouse activity, and commitments to historical exchange data for use with Ethereum smart contracts.\\r\\n\\r\\nThere are several benefits such as access. Through the open source, white-label SDK, digital wallet providers can connect to the public OMG network to enable users to transact any digital assets, including crypto and fiat currencies. It has high security because bonding to the Ethereum blockchain creates secure token custody, decentralized exchange of all Ethereum assets, and ultra-secure transaction validation. It is very stable as the Plasma architecture allows for unlimited scalability with unprecedented transaction speed: millions, and potentially billions of transactions per second. \\r\\n\\r\\nOmiseGO allows for stakeholders, from individuals to issuers, to have significantly greater assurance in the financial mechanisms of society. With the emerging popularity of eWallet platforms, siloed networks are becoming a problem. This creates a unique opportunity for fiat tokens to interchange across a decentralized network, along with cross compatibility with cryptocurrencies. In order to build this decentralized interchange network, it requires not only a blockchain well-suited for payments and interchange of issued tokens, but also a decentralized exchange which supports these activities, as well as incentives around creating well-functioning liquidity pools.\\r\\n\\r\\nEventually, these issued tokens may asymptotically get closer and closer to full decentralization (including user-owned keys) which maximizes agency of the individual. This can be achieved by creating not only transparency in the business process of payment interchange, but also removing the ownership of the business process itself from a single trusted entity.\\r\\n\\r\\nThe OmiseGo team has already been recognized as up and coming ???Fintech Rockstars??? by Forbes for their contributions to date. Omise contributed $100,000 in funding to the Ethereum foundation???s DEVGRANTS which is a program to help new Ethereum focused projects, develop the code bases and implement community evangelism. This indicates their commitment to the Ethereum ecosystem as a whole.This has helped them amass a fairly stacked advisory board. The OmiseGO board lists the co-founders of Ethereum, <a href=\\\"https://www.coingecko.com/en/coins/golem\\\">Golem</a>, Tendermint, Cosmos and even the Lightning Network as advisors. That???s quite a justice league of crypto-superstars. \\r\\n\\r\\nAlthough many cryptos are focused on disrupting global banking, Omise and OmiseGO are actually following current trends in the banking industry. 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null,\n            \"lastUpdated\": \"2022-06-23T16:41:21.793Z\",\n            \"tags\": \"Stablecoins\",\n            \"tagsObject\": [\n                \"Stablecoins\"\n            ],\n            \"description\": \"Tether (USDT) is a cryptocurrency with a value meant to mirror the value of the U.S. dollar. The idea was to create a stable cryptocurrency that can be used like digital dollars. Coins that serve this purpose of being a stable dollar substitute are called ???stable coins.??? Tether is the most popular stable coin and even acts as a dollar replacement on many popular exchanges! According to their site, Tether converts cash into digital currency, to anchor or ???tether??? the value of the coin to the price of national currencies like the US dollar, the Euro, and the Yen. Like other cryptos it uses blockchain. Unlike other cryptos, it is [according to the official Tether site] ???100% backed by USD??? (USD is held in reserve). The primary use of Tether is that it offers some stability to the otherwise volatile crypto space and offers liquidity to exchanges who can???t deal in dollars and with banks (for example to the sometimes controversial but leading exchange <a href=\\\"https://www.coingecko.com/en/exchanges/bitfinex\\\">Bitfinex</a>).\\r\\n\\r\\nThe digital coins are issued by a company called Tether Limited that is governed by the laws of the British Virgin Islands, according to the legal part of its website. It is incorporated in Hong Kong. It has emerged that Jan Ludovicus van der Velde is the CEO of cryptocurrency exchange Bitfinex, which has been accused of being involved in the price manipulation of bitcoin, as well as tether. Many people trading on exchanges, including Bitfinex, will use tether to buy other cryptocurrencies like bitcoin. Tether Limited argues that using this method to buy virtual currencies allows users to move fiat in and out of an exchange more quickly and cheaply. Also, exchanges typically have rocky relationships with banks, and using Tether is a way to circumvent that.\\r\\n\\r\\nUSDT is fairly simple to use. Once on exchanges like <a href=\\\"https://www.coingecko.com/en/exchanges/poloniex\\\">Poloniex</a> or Bittrex, it can be used to purchase Bitcoin and other cryptocurrencies. It can be easily transferred from an exchange to any Omni Layer enabled wallet. Tether has no transaction fees, although external wallets and exchanges may charge one. In order to convert USDT to USD and vise versa through the Tether.to Platform, users must pay a small fee. 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Stellar aims to help facilitate cross-asset transfer of value at a fraction of a penny while aiming to be an open financial system that gives people of all income levels access to low-cost financial services. Stellar can handle exchanges between fiat-based currencies and between cryptocurrencies. Stellar.org, the organization that supports Stellar, is centralized like <a href=\\\"https://www.coingecko.com/en/coins/ripple\\\">XRP</a> and meant to handle cross platform transactions and micro transactions like XRP. However, unlike Ripple, Stellar.org is non-profit and their platform itself is open source and decentralized. \\r\\n\\r\\nStellar was founded by Jed McCaleb in 2014. Jed McCaleb is also the founder of Mt. Gox and co-founder of Ripple, launched the network system Stellar with former lawyer Joyce Kim. Stellar is also a payment technology that aims to connect financial institutions and drastically reduce the cost and time required for cross-border transfers. In fact, both payment networks used the same protocol initially.\\r\\n\\r\\nDistributed Exchange\\r\\nThrough the use of its intermediary currency Lumens (XLM), a user can send any currency that they own to anyone else in a different currency.\\r\\n\\r\\nFor instance, if Joe wanted to send USD to Mary using her EUR, an offer is submitted to the distributed exchange selling USD for EUR. This submitted offer forms is known as an order book. The network will use the order book to find the best exchange rate for the transaction in-order to minimize the fee paid by a user.\\r\\n\\r\\nThis multi-currency transaction is possible because of \\\"Anchors\\\". Anchors are trusted entities that hold people???s deposits and can issue credit. 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This inflation pool releases Lumens at a rate of 1% each year.\",\n            \"links_website\": \"https://www.stellar.org/\",\n            \"links_reddit\": \"https://www.reddit.com/r/stellar\",\n            \"links_forum\": \"https://galactictalk.org/\",\n            \"links_explorer\": \"https://dashboard.stellar.org/\",\n            \"links_sourceCode\": \"{\\\"github\\\":[\\\"https://github.com/stellar/stellar-core\\\",\\\"https://github.com/stellar/js-stellar-sdk\\\",\\\"https://github.com/stellar/go\\\",\\\"https://github.com/stellar/stellar-protocol\\\"],\\\"bitbucket\\\":[]}\",\n            \"objectlinks_sourceCode\": {\n                \"github\": [\n                    \"https://github.com/stellar/stellar-core\",\n                    \"https://github.com/stellar/js-stellar-sdk\",\n                    \"https://github.com/stellar/go\",\n                    \"https://github.com/stellar/stellar-protocol\"\n                ],\n                \"bitbucket\": []\n            },\n 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