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Los nuevos marcos técnicos normativos contables establecen claramente el tratamiento de los descuentos en compras, los cuales son tratados como menor valor del costo. Si el descuento se negocia con posterioridad a la operación de compra, tiene efectos en resultados.

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8LGbqHd5P/lWD/eo+Z7/rGSm20i7DONldTyb1qD9lW3LJkj8xRuzIqcLAmg3E9Cr/kPs4MS6lZHaGL2oz+e38glpDjT5QFzTN6crVRe8TJxwo239peKlyHsayS4HSEpUko+vK00xDzFBYMoPsTT0ZAWqofua7LtuDgfUUsc3tgN48g8KPbP7JwsZEQMJbHwfcMLscISwdaSeXXW5KQvFDbTl0jK/HyxvgHd03olBYhNaJh4K7mSSQ00/o/4/+9co3hwu3cLKLxqFqZj+PBkStmfiqlQoVr4tY/HdQZl7moW6WaIwVwZsURA4hkeqmIhJhUtSlIMFDq8L0H9Fk81tYR/IdgvozC08Jhby8Y/pBKvJoOmyGhm5mKSgM4CnGT71mDheMU82mYqllqMmC4CzEv9hi3CKp6kYX7qfwfvaDB7J5TYu+8gYZK14i8kTApIM2qcLtCUhDqYifzQakg+yjQjRyAlGbUmTlEHCEqCGp3pov3MUByrPgjUWUK7HGsazUrvzBsppEkKEOwNGGZtIg6VAKsbehB4Dt+kRqQKuaWqkQwE2hcNN+2x6lK4L/JrcPi5+r2X9A2InoHAwd1ITm9c5dUmuYymhq98zXqxWBCPwN0fgeZg24G1ujX6Yn+dMSGR/c6Xl1xW1PaPFDAYSjA0S3myWiAKy/zfvzZxrBXlJvqYCL1ez1QDnJG3ZuMA8W9Cl0fuccnI65yIkl+yZue86kbm/W5Lsc1coZIgwU1bD0HnSPQgNXm8vR+kcCrKbiFQhLtTO4Zf2aCkROZ0jGDkNRteCS7KVOrCmowCkEHNdQvAsZws7JvwFcwiBb7QsRi6JQ4ZhtzFqEVQ5mFGUtNqhT93KCEuLZLq/c359z5xsNzU/Ku0UYvic+kpvDguyXdChDwmz4sRtI48IovAPXN2xU8rXVa4xMY4ju5N5jeeprdVxzIhMsJ/6VjMBZJNZjU34BJCDH7uO15Zwf8oozQwhbFdYJKGs/5svvyiPG5zPxpXj3QqE8h6FE/ql9OqbaY4cMLgL70M2FY0gd5Y3YhJX+Jm2HvpofRP/TCMxGU0R1eHtQY/CgTvH2PMxxWBiQ6wCB2QUWcfkkv2Az3PGxvkKH4+Uh0cOI7YaCY5KFLpSvwF8pGNSlN1MYCCmY29s+n5SmdMUpD81TqwqUdQtwLr1BGF8redLzn5jeY3vn6B6vbgvCUiEnj8Qg5R3WQkL9yNBiTF7wtiVcPQFC0yUgS35tfYh7wHoNMGcWsKCOGOob7x/X8wltyZCu4bdjLI9PYo5rAlyN/lGHB5tdMItrNbVeIx9RInomp21QfO/MEnOB/2poR5RYgR2xD4KNl6dA3ZzMKm3xkzi6VadPmCaAMKzJVROwTF+oOkZxfx1y0XTeFTzZ1Xe9ISpMMgvGJYwzT1ANaXjopUx8nzeRNJosRpbqe3ia8B1jAWe3XHlj7Hfidranp1ghtcwSuc5+dReJhZ45F9HzzWMNigurfxG4RXeFXYqS4/VoFvj63QSrNNH0jVhRFaRtlcsPM4wZDa0SbxM+w53SAucpZcrULpaGqmAXlUDqBuTWjTT61c1sIn65hsEE5ceocX9yBvkQ00TGIK8WMG9LmGgd7+eyFordv5NMqbAWGGZcmpFmBKGGhdxB0CfK0QukaIqVILJvu3Vecm2BQY2QNmRG9yBzPHEQcIX9fw0GqGrzHbS4J19p8N+6LY9u6C3uB3bpWehI5GK1TA3AAxaX5Ecfl/WuRv5r7ZkSycgTHwCid/sE9r/LE9+5Ar2c63cVw3tSAJ/6vpoG7Y1GaoN6yUS3WaCM8u1Ul+pecIAykoO3pC2NCCvBrvJa0rMsbmmJOJtNDG5u4l74AzJFcEhPy/4HH35KExFuB9Mcbj5TUnTGVmtodsxnxNplDBt9XxlDiy9/CHmoZTmrUoyIVJjM9mUnuWf/iNq88XDoOg4ww1ZSRVXPZn/w0IS5642fTWGUhC0MnEvfqhPmkqFGJIsoyKtKf6FHcYrn6m82Zu8CKelL55fVMo93WcS+flVHylvk1SNPa7LZvg4Ap7tLGL7pp3/EK7rDUzpv2NO+hzU0lVqHSUZEFBMQuNeENfhPAvVRo52gxlgey3tMPDs8fhIC5k6uDqJsjSAP6JBbP2JnwpW6abbrpECkWExLA0THIRLhUVpfBIrNcrG7OyZKtM6lFysd2Ad8v8ZEBbib+FvU81ctDP7HLQ6gNMm+xfpXzklBmE0h537B+YHWdjG5hy9oeGnjpF22yFrLeVmtBtRYZn1OWxpk3t4inz/HUr6t1+X/SPdfUvu7AwszY3KZZIw07WRBx/ZR8s4K+DF7mR9nDx2+zK47Ybl/Z0MAiDmnqNxoQ8aHHYYK19k3bpCh0VsNlUa0e/0FYEPuaosxIvTwIxFAlf9778RYJfuGVuuFKL8FV2eDqUYjODNVKSpg3SsKCztSSlv+7tI2WToCKY9uY7RWYzkYYqUcMyaRy+woDsU31pnbVs5OQ6lliqI4mXVSJaBn5YjmaI97/WlYhZEEA9bjoP6cDABRsPBCr5z1gTb+DdUyd0rv/QEWRFQbho++tBltUiJ3LyP4Gi/90b4eZgbSm+TB94bOZavrj5yBGCOgEMLrOXqVdpfKmjBUPHSlEwRYekaZheJURoyp6xyMIj0L0FDw0pRuHZTm0jdw2YXqFK/VRqXhcCg2ZgD28/dmVg9qIAqi6eOaUWxr9Yh4qGE8iInAhVhwGCTqZFwlW/hS87VFhXuVX3KyxqdkmLPBCPABPR56YTQsy2ToqJ7iOePXu4z3Qkicxq4oZYpJV9FLdOxUDGmmqPkA3IBoUVpbwH04Jy5g/rEi2Gg2p3OhzG/JsBufc2MBAXxW+SUfC2U4MI5VSeSi6+QE5tD1TfFmPhboSivzLwBhK/In+KoQ/XuS9e5d7pJxXNNVTkSojVOFBP3fjjT7SKGvHe12jmy8pe6M6Tjx5wPln8qlGaJa1Zzbm6VkbZXVrBI1Vadfy1/H7rc0TgEHMgMWLhWSUsH0NXtiUVuVPTAiG76sr1BBEKSS54acAvyuLMa/TXxxzKyozgFq5dmOUAe5K4zsUWx2hOOGH1oqBZpVnlRCGn5UbleEbozAIX6oGiGjsyXGyEzL1gT0eGJq3i8oIB0IhlxiuAiwbqMmeuz1VC298EglDtsDCtkLcsfOIsHvQJsZS0tCZrUVRWlHkGIUirthSlzPQnsXCM8NsOdfFvFomR3v7xBUoyYW5o+nzahbK1mBhSu/4mmABRSz11N3xOBw9G+No/aXFZGfD7AqzT13q18QtMvIi5LohDfOsPtjqlqUW/rU7LT347sfcfthvMWHi83Qezc0Zab0YrQVLl+QIYCI0tmkOJvYFiAPidqQUP9i4GxttmAZKFJ/gwDrhZ02F9cLCEXXEk/Nafo7hgfWiGbvu/wBg+3V8qXYm0rqwai/7RYWx0ORUzWNA1VyYZ+FEm4m04/WusKsrdfjJycv39Zo8N9m+Z78uknLO23nhBmdw4qWf2sD9FEzy8inK4gvMnGBRfCgPTuhMtyn1tIYDOAAMjruwNCrT5XdYv2+ZEqN5bBuqzFkeV7lGkBwgFevBmmLBC7Q0FOjxF6ZW29elga2YM9XxDc+Tar3EEhWgSk/YJz1OeU0ClS73eYpO7DmQOKhJ14IQZg63zdA9QlOH0IIlKi+R25aR8qq+u1f1gpu8/UMRvaFLkgf3bChvz1gWv7DCQjMWaRmzohBUtTmZdAPUep9eXSXUQFnCA1fJFGar/o6REi7qxwApANwFIbXrx/29+VYz9LYbDQ4RJPH+mgG2aM0tV0wNlXvUfH67Rl6sBtMUYZ8HE23vsqq/gGng3ZhxX+hsCKWleMPQfQS1qY/+TlyQwPFVXtcsC9VI/I+4CjWDEZCm50q78PHCsoHjk6PGJZp3K/2iZ/VQavZp+bRvQhCsGXYTy5TF9EEgfW8qjyxdJNPH6gnmfnEKB/uFGM0Mkr7RyGPHHzLfYpSdLPwlOSizoLZDw//f2hG4YVEOl+jN94HN9oH3VEIu10SyuqflYwaSRUE3S3VRf1nOWlPVtf5yrCLHtD+bPJV5wF25nwf9YOK8uHFqIPSxBvGgp4RR+PfG1HFTjNZ8a4FrHyE4bY6tJp8+nGKsM3F13WsFRXYDcn74Bn/I1eQq7A/XkqQORrs2wf5RYospGKr6f1myZCKS0P1oXFHWAP8377nAAWE2n3YOmMJED4IHVy6zmMe6KqPnFSXCMNjroxFK0XCUuc0X+smlpSxC6JgfAMfsy0Ph2Ijne9BP7Xs4qd+79Z7GXQEg8El0ZDpxGNqQLM4ADpNy1tCfyAFyOXImUUQMg4X/PD+SrprhYw+Xu9HBRXPlBVC39BE3wzPzSRS1S0Sj0Hi69GikOR0ul1CMnFBn5bLMJ3szxk+uOZiv433+NZWbQgNcq470b0o2CKwYn4iVRzSfJh6l9VIyHKcuVo/c4woMw7VzduZRKDtaWrkATL3KaHL37Jl7oI/lDok/JqVR5XlqBwpiLDEDKDgzbnIgKd9mmxImipOKFA/z8pTOQRS52lMP6Bw7PxTbkwQSCL8OO+hLhYzb8mNPCvhhTVb+hVSQ6xh2bX3+c755PHomj15ySBztJMqnxlrR8PbtkEUGHGGWlGsoxIr802uW5xxNt107zp55cQGv6kJftiPQCS8l9LKE6mNWDLqB8Yr5Ilb3HM6sF+12ln1U8jFUtd8s4ZSLty9A8jz2bEXx1xQUZp/HLj5Qfa8GcfWck74NKTdBdh4c4R2gcCGtvvDr9qr1jZFzROV1nwg8eCd918v4zMh+JdWer9GIhMgzvV4rCHitwUs8djE9Hwrjr6HbakawIOJi32sB6dgqjr8rzO9dqBXEu+ZeYniGWntVO37jWMgy4P4mvGonfJGTsLZlskOe8q2NgWU/4dKPTBE4NXTsfaBOZM31OoisFPE8gFjbevwMdAjYqo0uI+ICMWEd+JZmxa6uF7ZnIXEC0N8hUxkRi4i8sv40KAIVRuQPpsjp2Vo7b3ivjPwitg+ZhBwXZs5pfFD+ob/GlfFseXBPUT0vBCt4gRnrEvmkkURmDk41zYOfwwLB0PS5EkAyhz1lnH9coHtBeTZp4DY9dQfBuVPZ+TX2Jn+cfeWEgOMb522qLA43Xdm0daTeY14FSxX4BOyJCZ1gDVnxNxcvXIb3dCdV89FDxLK+mB487y9iIhtmynNXN3l1jzKc3rymOV9OdnPAr0AWO+jhPwx7oSZ+UkGnto7XX+aCpCRXVpdC/uN5zUQKx+LiPM9gG97JdMpzBlE1H8mp96NvE1i0qfVxutOLcgmA/1aT7jxiR+uEfgtNCdjhNM7Viszo/oHBLMJrwWa4vdy22z40Z2KrjUzAVdnu/nI4T30b6FhVcILeXQmpikI0fKNQ1jbBo1zp5rJnEKF4q9Ths5z1BhQdirpDq3x2gMdCh8BnZ5C937KTVgcNTTpG2cnvmwG3d0T6/9ZGCcUAP+vhrPl+GFhAF+hNX5LtqCBArilRNsW6fhwKIjQ0/GxFaEnxVXnXGh+ie2DQMNZKBKtk001epkvrBfQZf1aAevmOXCtzKTzeo0EJUpIEo2FK0uwlnia/3l6vvFdyb1Wi5nkWRjh5KK4Ie7ma9RCgYGQkbCa44W6sDFrLs8PYQAmIPMNkxOBgX3WSWaFCzLnAQJwO6FghsMY8XMsBaSWtx3/FOFobImqFRk8rTlh278wOJKlNeQdRumDSl0mCSnm5iUUI8Kmzta0IMtLDCP2DfhAk09hCE2EU0Se6pujrFos0Qqi3CPMGu+IeoN+9XdadEQtsZUJCmhEn7WWP1H2ctJBpfhYKj5eqEd+IY1nIFexIyBSkvKhA7w91mr5FtHEL7MHQgQ7nlhnGiOd5QLMEZI+GL3syphUD5msZgSNCt748aQV+igqdYcu4d54TujXtwMjkNa0KzofxGs9nTiOslqfq9dPvHupcoDSuIL30DuxbcN3QZUBC1eHlPCj0cGtjEYqkaUe4JCYY8/0cKl8Ew4/so+h5jo3/UGhiTsdAsMOTqFHIULFTsqHPma3tP3Abz52Dw7bw4KE3HHrZyemBVHPSccR5qafOWWQnduYOUFM+pQpbwzUFmgsM6xgmt1/bweti5KKiLc/XIOtt+YWnrAOPJqqSP1oiwhB+RS+gZ2RXHnZX2a5iClJrHmORuNCsefRJtOgfQshm2pNWY4gKRpOzDBLOrLsPWU847PIo7oGOxD9zjaXVie8MgrSwNmupcugHaErO/6eDdlUl8sbRsZJtXA0bqiu4zXpc5N8NMMiWmnzcRa9SiUIjbCwaWVKZKR5gMDTMXOTzDPmJY4uBRk588I41l77BV4mUsdtZZWanghCALlz2lp+ZisY8R9UsEMvER5sYLAxZqLK3hZBFouBJ/liBvdvnPJ0xv4gE0pOg2Jv61XpJ5JsenD4+X0RSp9NdFbcUS33mNKlhtAdTCFbyCIghp68aU72l/L3Rm9M8avbSRf4cu+uk9RSrAn+pXsh1AexECGLYxln1p8TuuRv7LERTIn73F/MT6b2thbVWhsd2UKl+RZvLDCqla3LrbVfpVkMN4gTxLJ/p9cGbrWLExsnRyMMKVvAa77pJMLAXji4wcrdAEAwsMc90Q7eSTMF7xQIZ8afLMzOUElgEC+VM3blqUZx0DdiKqQWm8Zr2iKIo4NndGCnissq3GhbmvF5eAyqbPg4or/szOyM4AncPfJQEMiNnjcKuY8OiGmeLkT/z7fBnjeMjozY5crbhMauf0ld1L5nRFK20LRYkSR5BGLQRykLt/IlbrdQk8/Vgw0MGFrVboWEAGAFR7DjqyCNY1RFLCKjYA/bMQbIIuo4Gsug+Gz+0pdhm5id42s/qBtuunF2ZMrXh/+T41oE+WlcYkQlFqSRF/C5+z9G8xegxHoqILrw51vTkGwjj8N1qCWicsL7oBpocTKVYsLkbW3t53m6rrG5+tiYGqgjmJ2rKsdGMhkBZjIgkDoY6qWDRdDUZxze/E9DVjafXkcOZCnbXcOHdvOlyVo4CaLNJwlnuEEjcn9YEMv2ZUOFXOyVhBbVUyF6qDu9Hmmk0Zw3SA0nHu/fFpBsOiLDSocZiZE10SpN/saSUNQvrnxfiQwQLyCVo4UOltKJGn7hUEMlB+9HGbr1zYmMbV8TPMZOmpZmcpy7Ib0IW75XxOCuxooFspo6egwmT74jvdbDUyh4eMCH3uiX7aXned7m7ApjuC8m/jcKRqA3YSjgcmG1Wj8lrt+VQ8dsiPLgR4AwP2/v5nvh92op/qwegRyS/VStiQFt8zMkzdn413vUMOCcF83EmkIrGP/hBDsxDTwlUW9Upyh8eR0Sr8Xz5DKE+QfhSa8QFFrFcAQrS6+jorXd6MrVtSP8ErQMaPAYn0rIZyw4Dv/llU5vwospTn44BqWpliOK9IEvC00KbHS34vYPxRz2kfDQ4eomd71c1SbYR9TsgO0tl+Q2EzRS6Ur9hKQMaTvuxnNAyZEU5XOSMuLHfuySdAelmf+bXHpYU4vTUf8b403tFZ+4UKS7AWI1ZFtHHVBQjNDPan7S0K+qfW3Brxm0dmp45yael2S1DuvEgUqp/kBt2Tb97GxMBiFi5aGu26MYFG/jseu0Wxk3gMYbXd4YITKYcqf82WVLHmS7v/4/W9SzJsmxsVdxNVAFVjfvTdjcVxiFAG+yrQ92ECQOAdu1BPqwGqvGSVU1C2KzyfJsguAUM7HCOcdnl8pVjyOkC4ivXlt9XU2bYMpUoDQFPpB92KZu/OBOcOrQlxZeGPTLraquYu2cbMPil+8qwlpjzn7y4YU8E01OlMFv2eQNsJk5Mkd0mGL56EvX9u1eS9u6+Dq2/E369lCUSKC+aJoEDmYWfVMlSgaI0qW91EJdgLfG7YWh/e64fHk1zh9wdUAskCVU2vPB0Izfuwtghan4UYPuitlrtLC3Y6TKpPpIDLpSR0yI9D1+IgsBKDPlIlp0+GpJ176dhmlQ9Ne5jymDfQYRHgGF0rmWfWv22e17UFv4wvHWk6xPeDjkL2vqU4bEEAjmSVQZn/p3WJFjJaywpVsaESABilwXKtTfVCHlygx6oAxIOe9qwLuwnP5iUYLqii6Q8ThCIiKIqB55GgIK5rfTLTN/XV9oOjhtPH7kmGi1l41sq5keUHSNwRc84jDV7Rf9W5g+WiQ3lNHf7hBE/0NEGIlW+U7uVnqZK8CfhKhCbnl+sU9wZkMipvUMJSQouWQUaSKjdBFHiHBp6v0Zg1bCB+k7VwErkvBN1KTTxRCBJ9eM1NJqCQbARuAvR5gcd83IFADaNXN6WzmhqOgXXnvKUjAQhuu2MQY2TL0/Mfix5lyoFW7M1/gUZ92e2dqzbvwuq6Cl/ztBzF2VZg8Xz+5uwaHu/QHCWcS8LSfwxiNgPKK3GBeGZ1YjSGbv/cyVzTo4wPUy2rr4T5+cmtU4F0xUCp/7Zx6SkJiTZdXPnSE86O6B1kwj3rVW5AmbIilKPDOK/MncylWqVn5ASebHinpHeaI7lFgsWXlFS0Pb68KcE2/VE658mayPZtxB7eswgfe6qakluYYhpAKaCuXcCsqfuVTzetTPTgJ6uLtbotEcakKpZaIX9bpzTVIRRDJgqzxzj9IADL7tWVKpHSsC5HIIoDC9kDX7LkKTg81KjAdWCmEzYtcwCTlYphvs6egabOoLeYvXFaetRo13AcL8ISmidcjDujGdAh0Ka/C8lSrtQLciXTilJ/b8OkdD3KUEqDEr967mcEL6arGJ7eErqi8QYw2uCE3poXrSzYqSKCUDpQjO7DgiQyg9m2Vgl1aDFlt5b0gjlq7L4dsctk36wzm1HNR7G53Mdfoz+QuOCDa+VRQsfGrRu0UNt5GhiaBM+mG/yPhM2fTsv7QYHStvbhWHhRlrFRzyrFgRVIVghnUnAU5CYVLQ9tZjAUeev6q3IEtM+gGbgvEDR2fUvm0t1idNjsOMtZlV2v0o0XYmrKOiV9gk7i4IR0ljdZWmITLeJEJdFwg+L3KwyfCD5L4lBWQ0UhxRE3SOP7qC8Sg8CpwnIVBQ7kA+4mRHiQ9x5KJr8U65Eq+uNXiheAhr/XKD2WVxVtKfOb4/5htiFWinOwthvIpYe3sWn2B9oRmI7JrWIDo2diqmIJkZ9X2HqdahcVTyTaqFjlT5mLPD5XzpR2BPgdL0Hp4+okMZpi6+PuyJ+P63W9OBl10VBZiVi8jI8mdD0FZj6eabqMhcSHvnxKJWKJmtKI+95l3ISGL32m6n31+8Lx1qEd2yh/lWPFeNWOe0aRfVLjqrUq9c9aSkjFwLyS+FP8vwkoyluHkePU2++3o7HARawGUJYkB9yYF8uxeEA7I6FeFrE8r64oAxRgiFh0y0wQU6AcAr0j0D0h21e9L/jLFAhG30LEwGcmkyiW/3TDO+UFuZVGOPy0aA3EWkYpxX0TN1zKVkDrtuoTmr0zPuFzc4B/AI/weboeeORlPuX/Bru6PbIm7StoS+umReNPFhjVZkRJaCz8rJzW2kgzuGVqLR39dXSxOlACDcsAbqVKMO2Yp1OTRdITZFdOf3ua1gPpj4aKlVvwlFEvvPA3iSGQGzJZ6TTmfP+d1pAfW5IOToGQeLhkvTamzVgd2+QMbDkdiMayZ2xuBQ2RLQiO/gXpxucu6Lca5lSfyinYvD9xMHuBMEa5xSl9C8YDrqo1GOlG41nzOqu0xv/LHEFo+tGfR8xsGJAlwUHYvSX3aPz5M+LYfVeHyIU6foT78SXrMgiZCGdfneYRPvBDqQrTnEmSs4uxrFnA3BLchVm0XMpKo9w1WWWZ0btdTnokFxoLgCpTop4Hlrgow+dcIeL+xUT3k6XuJvXfG8aHgirqs2ZhbeswIEb1yguzrTvw1FogyIquLSv0yjhHisARm9KfD3Z+Ra1yVYPxsQ7CN2BzmZJ2KJ52Xol9w3D6w6JUSzHfP90s1prez9dsJylMzhMoYf0LRK8uvb865OlVd7HoHuFjOa0AR13RdICdkNzdgALuVz1eDxM4pxP58bF2Ve+PWzjalGFFEPcsQgp2zRWPNvTS7+eUaVREyBc5B09xN5mOdy077/B0Jedi8a7S4FjwnGMB8iEfPk/mSzj7fdtY8KbNl9uFSXqNslalzIRdZybIdkOejgo/M7E5dlJXag/O9me0AuSLL5lW8CLLR63h8mXz/M5IeUq/maxQ407B1KthlqwZ5vSNi/mFi74+S+rUr598/KwzCNrHWITADBuKGExIlenBhB0A0gcbtoYklTtYHuQMgHllPBWPFcwjbp7HfAWlcH0FEYWe5/JQxEv2W58re6PL3b1HdTY2GPVNDJHIWDqf3Bs7p+WbyUdWguHGsxogUia/XRtqJT8gEsjo7dw3ZWrECAUA1XqU343AkfGmE7h6iE3j2U9Zim4MG1OnfkrJB2Apb7kkjslmO0UTTA1EE8mgkt1poc67a7mRKQ/nhCzNYmUSvnEvevzI9TmT2Gwo/qaWTWVd3PLlNZinV0GijC0qbQ/nkAO7bKd4otzajO9mVBGLbsZCKiOP7X9Ql7ACog6fwQf3WuQXE7TafpKV7A64bfqbR2CFzcb0A4m7iUZHWgDbpsmY6URVq2v9IJjEogV/BQ8eZZMJmiDe6Ko2k9gzTwpJdk8oc326Kik34S5Z/eWuZIsZNUoXSTRRBpCAyXq2lInng9fnKNqlmIAR5c8Q/53U9Vvh0ebMrRoOiXKA3CIErAcOU05li89KFxE07nS8NGgli0mN6U48tA9jst0aBxBu63ah0nhe1oX9ewoIpL1PCctwNYEREamhCHiy/1mB8d00e3QBnexLjqwutPvJ8eD0XSzv3sHqQKlTFBRzdy+UTuekFwSOEv6Asm21lMP85b4Spe7wWRElakI4UrfGXxhhYawUXf+ZwQYusj+g9PnDoEn8ntOl1UZRLyQh77g+O4tol8PpZ7dUI8SJMGx07bS250/RvS8lcwRlhdobnFhhCjKOxhTNONi+IvvzNs3jzbibwc1J2lgB4tnBQUZLV9zdbUmkCElOc/Rnsoit02aIq5hLrgRK+E4B0NQIcxCU4+2yFSbkvwnqJDKoG6416jqIwI01I1RqxJTpXN5APbfjlrG6oy17BHqJs2XMWmnJaNNPaEsZbjDoWOvhgEgB3GR42EV/dVwv+LPW6Olc6qH9Tl59te4RQaYfzGvdPJDvPWgK+2PINEM4UL/0G96HAj/XrofjBUhZ2sZ2FwxOei47j8gfWIX1Y9TPZKDZb43cJNeuZD5IxyikSPTqTpMbj5LdADMf7VLk3U9zN9Iyfzb3RMXhKTkRYUQoDPkDZaHyxIeT0xdo7KEoKrFLRxGgVB8CJHoZgqRISpGnZHYYQ01uv93j84oOGp3cajmlXw7r3iue+FXcyfS8pfQpAIcjzToDutzG8vdrG0D1cmueU5DS3B2w60CJTEO7srP04fvTQeFBQvD3ku/tHJOFuQ0E4ChwyXARiueyiQB18Yq0VXNvL0SE4zv5by1X7KuIK+IK9J9TF2dWpsPMipOvABNfVDRqp3HjwKzSaOq+HBlv1oNI1uXzm64jrYqe41sHrnRloMuRhQ0IlKhyycmLNkhiVKh4XJlODpKev+3NGX1XqhYjQAAnmIa318A591RMvQmm/JHPkcOfsvP/DzuSEpOOyklDcCQJkYoH46JyfrCUpuEqnq6j+Qe741up6volimbCCIQS+HTIWnJTKwV80dbb/Pkr4p45bhIN2Oq5abl/E5T3O4AAhcmp3r9Et3FcoLo+Dk0rq9FUW63O5Vgahj2heclMUVdkL/CERLEEeq+US7rE44uPsdssKrEEhERvNXI8uOzF9PVuAHAjKV6zowI4R8pChu4ecK9z0kGV4Sahd22zaaI4uo84NotiokGgxnUSZBZS/djCbYB90GX+9e2ywkTURuDlnd8sEN9vjtiF1vkdoiDlSKBywnRdrUwgHHaLtNiI7q5g6+Ub6KzabPouKzPJe/bKgpHurX2x3tm/kq2IE4fwU5krT/GPGnnGGMtQTiypmQVYGEznrXO6hdqgg61/3gcLmoeiW5gRWiIBclg7pVuGMFHqyVpetkKdUjsp7kFWZEN1jQD3k3xgyHLkPAaUh3s94mdMlLotx8dsEGEoQG3reS2CbINa4TzG/68BTscCFI7/UYnnIvMvPhV3swu4D899Sdk/CsUV66FEO+ts9Ljxk41c0JrOv4K1QieSF1+36vM+uOmFt3R1aNLHnAXcP3Tt2dp9E6UesFxaCAe4zOsLjn8zt1hoZ/hdyIXwCJNKlMJsLqCltVaxNrMw4on2M5mqdSVAEyPLROFANdL0RgkgrqeqkyeLFx2+WqIQmPdVcl+E5Evr4HiqH+GxbH6GgO7JRY8fmvD+hrPUgceOiSDTze/DA0sxXPVFPjjBFqFBzqsJhfpJX70Ra2D0jCnDXS05Awer2wKXqtQ5mfa3ftm2cyEyoy7uOFNCV1J29avXaQ1IDKsVtXzQ9B0zXKlQ+ewR1IhPyo8Zjdw1hJRXOiroY3rpXwnUKq4qztLX+YClsjwM2W60UambBO1yFXLPN/vk+Cf3ydawupgrGX5lqlYQk7hgE9eJSYcW4eqpJb2V3Q5xzoTk1Fp73KEE+6/Qg21h3+psHWiNjPJDtUDZ2/t29EsFNJHFeVpehf5TP2Yx9fXSzprmgSf0oJCZILGxgqWeZDWWGuwNx0W4ZAxWnQgzIcRKL+Ukm3T1NIzqw+94ZCrNCPJE3zBmScn/jc/RgRpDgjbYCXLLbfgPZGHNlNAudfVsbo6rBolMfzTKBNN2nBkbdEDZQi4oprZ8Jk0qACVW/84NaCRkSdGnmqZZ9WiUc+ViKxMb62grxH9p7gUAf76ELx0gutPuT+MBlkcTAtZhdxkVRfoR9dOzy8c7yxm0pOc0tn5bR3r0uii1SXPLD1w+XiOHoWnAndAIIDE9Cz+37kPQZ67iKxhQvCv3wSkYG3h1z+FSlcBFtt/42c3S5pTGGN9jZKMlOButWQbr2DAPYVMwAXbSeoghydKfxteZkXhRZ31ZAFXrCaZbyyEae4tCV0yLUA+WZtrC1cW+FEGnVP48g3CTgtFUAF4N2op7AZpnn0cfhjZu+14kgTuEX6n26x+evzEE0R/410MXGekc996jlMK+j9W0/5+vevzDnXySRyFCyvg5vbDp9brAQkTWSmyH2s8gZ0VjeJiOfwgEju9Si+7b9Fu7qOT2HPaTt7jGpRKHJDdr78cRG4ZUWrGymP+r9dRwXcyZuxAq7ZavbOpYuZW1X/cw+8fA4QGRldU3GbOmHxFtIO1adS2o/cbS7nY1Rr2w0ogHBpkR5RRG4a6wBhRp+0mZ2CZRtW+1T3hmyAEDAqHy7vsq2sog5ibSH0HLYbqBLxi09QwlMjWNJ6peulabJsJYbYGVoOTHdf0+lDDPozKYXmbLOTJv1CZP60E0xovyXNa3RuoGkRdNbqQ0064NqZ9D92mEDgdobWsRVbC/0DkVpzj01h+BrgilQF7xW/ab3thKBK3gy85eYpXKoDNKzFtYOMLVNaFkBCSVQLHU2ug2ZozHYpJ+04szEybtcwPar4nGQWfRV7pSTCeDMTpHdoTj6OcSAXqPk6ltBHvY3MtoU4Pdoja2ygA6YgK51zxTrV6xD8Kn5A/ELKab5FU4tF/vP2pgVH5DWF38Q2ChXn+8U1uX1Txuj5NH+xN0J0KhTvwbAnEX7PaFZw/bXi/dzrg/Voh1+0SR1o4BCVu4F/7p/XgoothwNXXwflL9cOb9YKYaRvUMHIaLRrBhnel0Z4lyqCx/ai/x9eHIvBO1xWoVAKIfEOw1bhwBvIBCwNVifYbbXZzaMLo3iXwItnKroyRjYGG9eQOOuFXqzbrylElX20BTk+pvEq5ADa+4w6npQmWQUisxdoL+4gfaSxF1qXgZF/NIVEO1TodeooOqSgnOKrhpUwrocnqsMWs15rmoxwlfij7PiKWBTyqem1fFyyEZIr3a1GZEb6ZUnB1R3rrXwpw+vbYvSUGXR/edLb1Hg6OUK5eRnhNoc18WrIln5nAqEdepsV3cQp+7uL4T9I/3QWUkHBzGm+AjcEekgLe0YWBWf6Z7VgAhHQ1TpV0BbcUSa/LTSWes5dp6/sODFlebygZ7c5H/qMtP3I1dUuMqo3pRe9rAJ0gRmh0YhNfmNUGbgRjOztTfCWTEPFoynU/zp5WcSJ792nJENyA7jKaOvCx3w/Sh24Ur4v/uTG2psk1cHonSPT9PJ6ZpUQf5e4icOy0zCpLPoTFLp6jBSN0Mu76Qpay9MkTn+p0s6RFgK3ix0HANtkwWpCw48Ue7jEaA9mz9ISYZ47EZ1GLDf2c+o3rjHxh6To/7shVxi8QgokyKx7Tr5q+E7ynrPK46tFToXPVQvuXIgVHW2zm3AmjMBPijRENRxf0nfVnhArQ49gZn66gY2ZOxxuRUQarrvi4YLP1l1LpSTNFxVM+KuE9RO+ETf7I7QdkZwLbvAQfM6DPcJMRxhPZAQpndEKUaQoKHsDr1IEK1WwhthuLZpVQoMXOKq3M29EdVvgO63uZO5Tp6HCR4wn2P5cqHmuCf0ZNIHZ2bnn2twL2udSDf3qvHd0KqXvifUmlQc1VFqW/8YtecXy6Qlb2a4XysBi2mfjfTZgEm/9h3CF0hM8SWLAZSYAmHn5DO+IMYCvzjiUPYDNxQHstNMiLVXeiOkPy38rnKahN/WzgsDofPODTfDXveJJU3HmIj2Qt2Grxb48vS371ALGvEOM7LJbh5ArffTszlA/3y/vXm80Vy3InlmewYtmqNwjzqsTs7bAwD3GjS5glXxltpxrohCAksx1kDG9krb8gt9YyZI+nwNmZXTzhBDqs0LeKc3IEfaQR7m+DexmnqZ+J0ZaUwodgR029LD22o88eV/7qWh0D2EYk8FD4k6+uFZMkvnebNq5wlCup11ecM5ChWdzc4txSwxY5ELeEawpt6ZzYfSTkcB73q7zE7OrkdIhtWMjtwDwouesdZZEYflLjBCpRVpzZorcbIqZkyarefDCGkTuq2mhmcPJZWYaAtKmUZxO0iJ6dOpSTCyqU4CB2ynIpqx7UJf7HmRgNfTweGwrmqCHGZL//TH/gSCf6ch9g9R8wH7VWr5QYkFP85Lf1KuBpK0IDMRlk1Px56sQv2z7AJasMP08PLuD1MBr7cog2vARbjH6XOsn4yN19yMJEVgB1ay5czTECSBvzHAkhnTNJKTH15hnR9+iO0VycDGNsIka1R9vEQA0BeZiy7dGfPPVK1hA4W7fYqhzQzKOHtW7DIoBEd/8ZdyW5CpkloQjvmWb9/KXN7B3yP/+39NXqqh4wO0LH/f20HHjTH4wqPn5lpxhlefxKBnf3BwZIEoCeBg4DP5/m6kJ54nYUen3GpVkTHzmeRFvAJBpc+Dk2JRfpnUlg6F0KxIPDHRwh1/jql9bMS3tBEAGVSBzhNanhfUChFe7C31jNkP+f8OIn7p8hZvqbuS7qRSCn4hwwUqLz+cocRRYMOESHGQQan1VFUWnnUpVkbDO8+/ayYmlNetWy7j4jIm2Dt8Y2TDHZ1fnr2eHbY1ZJrOf8YTHAVqZwb8ZGW6TKtcTNDAgcJc46+u1Z+RcZdcUEiqRAPI9dyeDEnkbYNj2HF33b9fotujkBj0joEciWxlOGtWfDjDNO6FF7YjgnHTXLLQOckV8bYtXtjPMfIzHabFNIdHvbSRHwtg7+rfNBWfVrVWv3K62L1EJ8s0XUevISLSeWTSVshk7ItUrxT3XNU5yk/q937FiJpdm9Sg6HHMKbzKkSWR/6pEEUhVH2v923uObyexl72aRG9aBArprc2LkO8sHwfO0D24oRvWGZoT+b0D25ivaOg0KSINmA2NaNdRSh5g9RZqUVNusb8qv6fKzFTybrpADimu78PZUrG9jP4e23SpzqqoZE1uN35vFJ4GU4OuXPCu2sJTsmgbD/Fpc6ezoTrjaJ3xhBf3GqivTckEVLtbFGYaB2Wruacvq3mhZieZud1l8D7Cnvz+gZ1ccjZw7+KXZwKh6USKjZ1gVw++qsCnt09lm8KBxsk14T1nf5VepZSSy35HS6H+ldEN4B2KJE7valNcGyWlJzCnItsyoqlu32FmoP1aqhq2d/T71HTUxLcyAAaQxljQPFd30rFjZL89dPcwkBTC+X/VgeRus5LPNN17r+1r/qlX+TiIXo8J62/H3jCuAR9Zo8vgNp0/iQPjFAOBNMCxEOhmfNOsr/o97cVvm94WCcPkjm0lPCdENvStpI5vHc+5HwimgF0Zz61FOfWJt1KBkqIRZTcjthnPPcNt3ixa993OXcBPYf1pw+LDTKXc5ni5W9Zk8YIEycGgBjhXkbz5dJltbhi1Bw3teQ0rwrKcxrPhIloyblO3ydZgd3wI0bCbNnvm0rgKdgnYpYvQlQOQmYrUtYNmj8f81bR+wPyBfmwoFR3BTygXw0Q+cUjYsEalJFtkXYeIXGbOosgWPF2ZbZLCaXkMJnSVEJK4qUPApE5O72NLkyiKB3gVOW5m6ro6gAZbob5RCGdXUrb87/fInGbLTmwabwfUafL8BxXJ5N71wkZWym7Viuoe6hiz7XCXQwNPCkEA03PpAJEJRN0bIkvzpMdqWOWBE6Jl+n9Vevftm7iGGZy/Hpa0h72oPGHHX3qlPuoyFADqsBamHkKbYaick8AsQfw4rpW5CdbzaLvfme9ZcWlGTUyP1bs6j+y7OsEVKr6t3VptMege+VhI/1XNY37DT+CEXX1tWtEGLw45GilbQPZMXVXDoPeTz3Cr5Gsz/IOlvgPmuF/wPCD7YdvwktQ7KORgk6QxF/csfQH+Wn58Tc4GAll1/Z5stjy1Auihr8m3+5GhQ0r2BJBYyihmmFbqZiJCHGDQOGJrFfFvQ0v7oPyk3wuBZ+uM+nmsV5D1fKVYNx7uS6/Mu70wgerTYdPFKh+XSjG/z/vDuL/600c8WOZo+7P6vSZeU/vBCpw1Epec50iYLiqS93zkwnEl/lBKn8opjKiv/0Oa5ZjUdDssnic0xY84Ih8ZnjXh5T4Yec4CDrq6FWFB8UJTo26+0WFZPomUPY8K6X6Fqkt/F6p9O5cK4+sLA3TLILVdnbEpr3Y/75uZDVI/q1UWcRhN+vj7P+slPCxZP8sLhE4oq1t7NjY0JJqDI9ID2zFy/9WoJvDs1gsw8sK5rV1g1r8yZEGP3Rz/9Vf2X1pt98im2CsBol74nPELVCXMQNlCT19zuH0dTaXvFluso4l72kS+aHgpvGwig2E1uWEJ1ofF4k2Fiv+7FPJWlg74yy8VFk5jHwcvvxWP2hoOLiEaoAOkXfUigAo3rxpMifU24kv+aYZJzMGKA0yEi+JVxP3y+CbKQcIXdEopoH2XAL/7+PLY8SLWn7OWRyrXydcKGT5uMMKGyIEivuyzqKHQrju9wCa7gUCNayX19/8fYaEOL1gmgqgEo3RjMbKCFu1nxWZHSVfMIPrX0DPQHhtMHKV5K13CU3L5QvV+r4ENQ6oRIjNcYpvi7/nqR0D7XmMGTWXq4ZjDjN9a1nVNDMioygXniYgz77n4px4QhiBQt1QBb8BNBEoefYHIvKrpcc86ZQnN13yBVIeoPI7uTEVzXOTXLpqwvVosU4GrcWVyJ8Uvmmey48v9JgOpX0nKgbUwdoPIo2tDxRLjSC4Lo+6C/1fDf1Jl1n0MVVBUmFf+OhWwe3DGGHTt3rB77rI2cFmZAPE7W4TyLI8U2eY3MMbxAvYXWwLutB+6DBwO0oh237tdZUv5CDItG0uGDJ9oZLDBukXBjMkcksjgorbjJZsDMlSU8X+lvCidhY7iUxdi7Octw579tU1s6kjTD8mEZarJrWcT/iHMlnhsAIhP59N0SAuBVvFgITCBbHUlTVwS1oOngH2aN3yEMnRBcLlHndr+yjpEywqh3FdZqvOUWScPmE7FvVp7aaoFh4JaKtP0Yn9TmiKXtRpbse9jVxM3gyOGPYQ5hrUH+Qqubk7jmkgmCW0Tg5yvOKJ74i1yxPXRw4KVH/lUjtq5A3sA1hdxnNaiTEo8qo8Lr/mrC13EzCMHoeaz4QzHirxCsMdOqmXmA436knwv00X292GrXgRloyWASF0qIq0uCPZOtw9EW2Nc1t4g0v7PiJlPmcP7jHSyp/JaCJFbv9Tmm4KRngk73cUtm9TJ8Ag4S8BrCzC2Pcwt1bm2XqvMGYG2br6oWf+lpF0Uidn9Q+6p1ScpBWxIN1yK+vqnwWVirf1G8pYmhzcq04jCc/0tOuIYbsRbnmCyouazsFdbRTcp8zytiMF8hGehxKTztw9lG3b0Tv+xjcjfrVjNXCM36kTXN7vrR9tLWeX0Chj9+za60VNe3D25JpfOhd9T7TGGAo+ioFgo/nOIUrNOKnWN/10ewZ+mmRvWGmAgYludpAqfCmaMLCt5kT3KTgjSjhE8pAN/BKh3IGNqIo15icpu/gbGviv4RvWh6YH6or06Ur6lkzO4D66AJPZ3tINxg6AvDldjk1ZN+ViUxdpG/1Tx/9MNOFNMZS5+BGDvRv44UnvDO7w1Y6/vN8yOa1EstqgYGstvkHxJUrAV/BDNV9KB6obDbcQnvdFdV1qXBPyR/dvgzw7YS/yuyxhKPXVrj9HMODicb+yETg2grwTxo4IyVvVgzjC/zixE5K/j6RHJ1nyUjycKFYTRSdyYoecAz3OOv9+H2sclUnPabRK+jvU2kxfJfd5V7oazjf3DbthVddO6xL+tnhm0JkSkAQdkwSaJCVlPyLJngoUbpMlmkBbllN5R6xqXPV4nP3G7RXCd+LOj68dAKV3UQz5ezdmD4J7T4+wD09OYt4TDWqUayD0gAYyB8P845oJRUhx52ARKhKudl3uCtHpzem6esRal3TKjskhiqsVWhPb99Yewawt5JsyhpAZD3GTqcxSCwONbC7kXvk2aEInC3LWia3Hr/VCUVxcqDaZ/2qWDSUocIRg/ne3OEtom6wH6lcsh+Xt/RSmEYtvVspqOC5qb/TY391YjBegUt6snpXuz9ypsH/+JZo5QkibbXKTHB33qkdEqH5+pnDvAqwqkKkx40lMa8hfYnB4UjtFcWWVxeXIPh6B+QjgXANVuAXzErfJTN8B16F8G8abtOhyTsr8h57kRS/FWIIfPC/LIYMn99vk51i/gB4wOjY9OKS95I8IhEOomP2/bWfj8oNPhhFZkWs4gC8tcC+lkcv6b+q0KfjmKd8aHvHWTlNTKpnQ5Ylb+H9vDrvxLs5F/xVhKwWTUT5wegI2++3+0R5d3CBMGv5CsI3RPhUkpcfhHvUGqYtnsmpy48BBB5H+mThz1WHzieeVLpTJ+cxoCOgr4ASQ+xlzh9CR7k+NbpMmvfm9pHdFxpNYxap28bqwlT9ciQIWre+0H4QkzExKATSiAEwVc8cdOM9v6P34tqTG9/D78ItR4s+7Nf5qIHX4aG1aCn0g2llW0Vbe1pNTxGsZ/VL5K4yy5kHjUek3AmkLIf/xG4Zf9tlalaJahrTwI4lizXGs2CQavkRxQyaU0X+GrdJjA8QV5mt9H5oHm4Zl2Ur9LLgtxql7+NXksBt6k9X3R6kuGUFSMoiG5TmfY3xiWgroqp+k0wyHBlzxR1zqu6eoNUuprzso8mn3XRIYvcawnaTnVgEy+bjGJ6l6Y2PkVzzLS6gI+DHGfxzQgf+ulobep1EaDMQOaAuZDXMDakzfE+VFN7S6dMSIal81WncsH/38Ola0ECys8cLyQ5XDKVSAFz4rMHSs8NLE/S8rkDey6z6jYzfI9Vv63qoDUT4TbmuQWYP2Ryj1M7TLrAIo6NPiRkS0iChR9fe3cA5ya3iv3mRNOEAjgNytL2YV9nMJtoUZbRXqFaRZqxtwE9nu1ktMmoHh2p/QttU4ddFYZ2Gjio0DUMXPF7ZpNkTmdvNe4w6X6NlKp5hDrtO/TB4GuXWYP4HtsPru75IF2FSy/h9CmlcdTnyZNY6Tp98iGPilfvEc5J0mtbe/1aLcv3Cd+baMN92bG8iCKx1lLHLD+iOvp72WJ72bgEuzG3WZzXsL6Onye+Mq9f/Dvb68IN9oaVA9oc3CXZRrAFG86kCAHfviZnKEmID2ufx1B/CXf4QygoGFmONcdWFRA1BQpLqKh3TaVuqVNIK2zJEudutcRPGDO5D7dIFzxfv+eubq+OaVu2JQ/+nA69dtGOLXym22XMUU/anv7Z5nBHHdKM0T0PXaWJv96VjEaVkj8iMzenZITWnKVoSfcHaLFXuD5zwfak1AFkYpF2qBzyh3m4fNePZnCA/Z9VwW9kiU0sGP0/kZfe6AGMFNIu/RU8MIqciiXMMqzGerwXvIvAs1rM9EKJHkXb81A965yKkgPN9/mN7EBuhBF06W/+AZ2uEJU/S99fmnQC9PgX4p290viSAjvBbpCJBGWBdd7QjsDwBKInawRMhhwsNkm+782TV1w5p9f75AJI+iTSm4r2DTtMfJ6AVoQBovuAx6QSAaAJUC9OAfO2BlEZ56Mmx9QP089nXJi889HRoPWnXFeu0vEAAjbjXteIsOav6YYqLzKZ6VfiLUKlX6Q8MLzPAiaPdWPJJlLL4iywSIiEhMy7tuOGEJMP82s/mpHAp2VJRGQpB8/kwikY5pDswnNajOVrGnSGnXzWFLKfR8g/HfSIHwZhCf7TEkIDcm5LBLVN5NBMZU7E0DOD6GYTytUQtj64Z0JJzmLvcgu8LtbBIfwg+TU/UHJxbHusFOGD2mCYRiYrZn5WXkN7A9YX65w9CGkCu/gydeXxNLljajhbOxz2hiLtga0PG0cuLrx7I9YhwwsPZ+/Gy+W2gRV/dP0WSxBYeGAZb6YQkSh0KVelaQIMOfYkT6bkhKn8oQfRKQEC0BLWhFztiOsYTiRGsfZcfcPtZQazLlgwhgoX3jH2RkB7X8yCbSGS1jPPUM1+bp0BiCDqnGDqYW5G9wZUpp1LqlKbDFlQoYX41NsojdRfHd+ITzvR+nSi/Mvg8WOqyyWrSGUg9i5p9W9GLnLufw0Cs/DXPUoOy0JXru3y5nHcR47TlUSOTYaFh1xv95WvdQ9dY5eXuZoZI3zuCIRpy6KdNYKeNzi5sdp8VJQk22Vk/quHMdzuIflVGnCFggo0rFjRNlEjyJ9w8n0GB+NNCDEyYpHgobcrEPagcUDkxmfBx3ZZIk1wwj9ZaMmF0maqAuLRLm5wFU/vnccdPodcQUoGcQG4JnYSfcRydE9AwWiWJ0OgCM2N7DO2zG4lBSiD2Rs4RgzKvQBVvhjKAqhE9QSlFGfEnGg0VHzIjxQpYuMtNqBG/tP6TnOiVGVF72/KK/gcqDly2zRZ1/kqnL8o2K2IHVa8jwpfk6/H6jFqu7qzl1p0e72d9hNZ3byByLGKI0UC1ng45dn7t6jzpT+add4CmpFTucHAkQPy4RE+iqgPD/KEE9vt+C/TQ8R9VyACx8aoIXeti8NTT8m1gLtbasm5M5QgW+4iSM3ekkfAH5Lpo2nAEG5jG1OmROFpSf8CM0S7aI34tLEDvQjUobCtMXtG3DOWb8vsRRcYMhOiJglfgbLinsVzrw2MkJD3a3bqjBKR5YEf0ik1m6cM9wzkKuiKvPN1qedcsWnxVvik9D/3beAgXZJzx/ty6Sib7hNGsRpYdgb8FgztLszuTO0GvHL5M8ISAGuC9jqx3w1OjCnGGKKp8nzyaTmiDrkC1qRgpySotOj4egbS+SZdEPrAuPLr7a1iED2Hq4KT1TMc/ZF5LLrodDWmxlGdeW5DD13tKlpxxDHs05ebgUkCsTzkahc6vyNqF4pMh4DVe9YXVE29i0bnVLI4oeIIvoUhA88jeQP7ns4QujqCGKLU+f9bWGTO9KpLoFmKmsEEVNdJi5ex+r5J21JNSFAWjP2emMhRKtNNDG0myFZmHR4boSAnm4TfUI9apQMpR701OnXtHYMlSQvxo5qTwTIdU4fpn0gc7FYEtBEklu08SBykuUcvdJSRWCbHXYjiCg3oDmS8u15W+fpCfjcsh/9WndYGkMnPXtxvVTFgQPqu3zLy8hg7zear74sD6XH6Fir2h86nbGmP+9qPcfiKNYV5zGP57aEyy3TmP5R5fZoR6Zm0FPaA/pNNGgIc9QRVUfxY9M=||||

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