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RY5UVgzxJqjlJu6L46xLfCUQbb6aZku5qsnsGhEaloOy1hM37gpc0pWIcTZMhT1T5iDB+ps0lTKKw7MG+HPn+vIA0UIX6etd+1nHhwD5WHv3jBVTn6PqB9tp3JIAKkAxBMZxpkqyWBmMxeMpNCscLKSmpYWOivbRECO1i4rrMxcNwz9MXF8oY/zEOai2V9blRLZg+QfiUBPn745aVmaGsBG+10/C2y0v5D3T0LnSYo+T9l5tse/DXldinHuyyIOrUM7Zvpec6x9a41F9sIdynXOasmzCsF2BV0V34hDToBaT02kERe+09FkwaHa9T0yT0B9HBSSVjk4ZuY9Nm0w6bsB5+/SWwGAt+SpSYqgLWWE1WA/kZpm3m04PXSjg6pSGiJ2T8ULItdErxCUUViuNtxF4ybdTkjAch2hXt3ZBzDRPQLTo/6YkjgFzen+iZUFacvqPSVSAc+bKofFp6dmVLSFtR4u49udIfkfPgsSVmAcO1ZfHcNVsq5sgx4X+Cy8a2amADfXMV7QDHnH1T8RvQej+NI7QQ3/mcxLTY3Tk4LG4dkH4Zj7fW4hEVnfnlZR+9aMrWi0MGQ29oU0NCwpV3Ma8Ne+sjHLGA262W+aNLLUv7/tyQtMaEa41V/MrTzY/WNWneopGbyg/yj7aNW6cerP44TC9z2L+NYwd+qNVI31fnMUYC+Te4nN0GaRI5oSeTJUrlLQ3mRYoRah+Vn7YmsZ31V1aPUogltHrvZxyHKrpsAaLny1VFgEv0bcRzr5pm5WRQtcNc+adx0d1Zssd5xSInfDijWmVypqx70aIiw5CNy5f/gChw3r1Ai9C+M/l9XUXHy40RaltlGJZMW9R7jv3mgS6/+cCMq/9gXRHdrBTmkSjRD9Plqgisl24qejtVi/k9mmeNh0RfMbUsYwzH7efgHzmGMgDJeBWSUFEnc3xnqMMWI8Dbfsh0fvSvxPn6gcjSSvjhdkuj/A+klx2eiY2vlKNVibTczsaDVvgEmgFuiRpVO9TW1NHGILsOjK25PVvpA+Wms9NArJ/OpMjKsVhRqudT1MshNL2Q3Hlzn5eu262EkNXJ5/Ovfx07VaXWn941eEiKWIZLzAbHrm51X9z6yRWHIwcf6YtXg1a/BHwVmd0Vdd35/KPwTyDX681PDhdynpAsSegbhD9vS/eR67S7XXIjL8OIXjOTaHTDaX5N1tVx2vNblldPhctuwCBrpyE3+hujalONVLEyueH4U+whukU00rj57lIvRErIis4SHJmyH233GnmSh1fJdcNhcDC957OSZdWyzSTya0dqOW2E59J9gXkPGoFbqG8d+eoH81ZAxHHKrP4ZDm5LjiHNzyM1pzpqmhazByLKs10+VVsWL+YKyeADxbolnq6CRSFAEshoHEKv/QgxUxNVGX9kfH9jOh8qddR3kIa0kdMDjtFc1/Nny+8BugEEl2PoVxno+K0wVHybE4Px/HcNqPVsVk/NHufS7x+uGdx9ejnbDf0p/3qrJ6/cIMrI+HjIIyl3YkcQAL15Sn34Bn1AxgTEFLNH3umbE86izDkobR75qahk7iaGsoQS82P4IS13KHZwI5RKz1m6IF3tx8eeskPqn4QGVZf0GY2fAxVPhM/QeMdd0Eki/bAFfE5w758gdEQZeYNTY7Y7f22qlfRhc4gF/Rp+QI/k5xLT4bbY8DT27effVrh3bL5C2SB/d3VUYLNSPaif569qYjZBmLxOMcCjlos8o/2tdpw/MMU0MdeZOvTXCk+5NbzvPt5X+zp53svFPfVpeeFTx8lsJvgtPFd8PlK/IphCuVa6RJFkFSxDBYX9qnfbNWpqV0khUaZlnNJfdRSUHOqivtpLMaix8P/0EiKrn9Ts7QNA5wLMpuEGH/pxoCYfUFc8ANvNVGQLdK4NJ6D0cz3KaeBhw3y6lyoskJd68vYwfifZdtBWKOAzpsLM5s96ybjwcOaeGOSXWAYx9sQHNs6t0UQA+a19U9E3BPJwNe/hVN5WoSNVMeilwuKVv0Op/Om7FotsyZlvKTLRg5Ar506cYpzWqeSZ8ychCVFDdcpiBlWkaNriXdM5sZVBPaOvmpVdGFAA13QYQb/rOhOUWvyrRKtv2SFtJfX5WCzdocUkg/ZjaSzudXVeZOgnNKuW9qt2H8Yg4HzzPoe5ZTXt3vbS9aOXu1GFF8sC18Xmf6uQzsOMaECuFRrPNUs+MJzrSfbvQLKHUDhadVur3286kelkabT9ePLbJIG26OiHwuTr125+1AkWn454DW/2AXSis+y1lBZQS9dV2RJbUGEGyzQrTIiyHkm+ovq23fhHlwN7UG6cs1cssJCEnhVvGzU/FLgcU8BMGBYejLAvcpR7VlTI+indeAuLppSECRNBSwX58unP5iq3QF6AZMi72TnZ5VvNvG3pidRZA/3SmKlFiK2fKqcF+5X6MzY97OuOuorfFk1LDln1iKdEhB7IjBNFS4aLtO9xJfbE+ToJD0ST3EKwrI4VazFDksp7G1MKYpkGBxu37WzUuLxp7fn+MURlwd8pbT/Qe2O1spRLxUgCnaEx0AMo6Mx4hwQPaLf7zpMabQK9hDWNBiCHSI91X3+1cthO9vVlrXbngZUJl6PTrx/pkrszCj00ZFvIvjFoecet08Hp9TcGqq0CHxxEms7sHlrtaVpcfVB1kvijZZAkdrkCrE6k7mdyVO1pdPgcQSuQi0a3QF34bfIn5/DzUq2kPSJdmd8haR3p+dbn/Bm6yhS/FwtauDEdC3XTifn28IW1wU2wXD45dMM1CTElAqoI9tSAX+K4IakV1iWESYSh9OkKk7FBfxw/JlMK2K80B0OUwhskJK7687yjZmdY+lfpK32htvGZK7j86yD5ymwFE/ZFtvPt6gAbWwHzxwogcKdQwojnvT2nQATlRAj23hWUcZ+fjEBt5BypR8l3NW2ZVGVgCMWBda63SCVcoXnZhxz+MOyMeCT9Bg7sVvTjbMHolfGNoXB6cpOo40hyD0n37YF3+km28q2w1rW+SHNONt1MX6CNdZuewSD54enadsQ0zF2STrXNo84N/lz80aSFL7kGneqb/iPzs6Yyp6NeKbx0X6l71XwbfghX+G7j5oPw9wgFWBONcF+NwfDkJHRHQt1rv+oAO4QGL2PY/jFWtfjxvnvTz+Jvk+9+LT7Al+cc4f55Z/ZvNf2TT/sjyqBI9tOQEN2pjkhQm9+Hzr5L+ZGqzpu4iqnBn+Dzhv/MtYiHsgJ8Qv6OkcyCWvXbNR0LRAR5zkTNVUkm/KwllifcV13Sc3ioeW4xdXMthaQpDNKmoZD7v9p1/JR7i1gCb/Zr1m1QN/aRFRO9ocAL1zHyUSaBpShb3biitzSDJi0SN2ULZIfQbzbNp/9XJmmBMOTQZcQVAAr6bc8C16AVA55QUw/hMUop0bV0nc3Tt59TKhWr/uY9KqJj9i4++OdsU4laZ4sC5ElDRKFMajYEOVYsYukEvXssioXUsqgJjOp0k/mfqLOdyqgMaCvfigw8PbDr6uh8odJTtI6/skZqwiZ4qyGY0WoS+iUIqK+82HHQv4U6uA4QkumZZGiRkTh6CpJSwMcAhAVktbXcH8Dt6joIojZBAK8FTJn8h5X8scvU8/J+3LZA1pzY2ELJ2IBdr+AaaddmFXTffNFOLIvZ46BrffeoWfO7eKIeMnoeT4+LfM/sE4tihOh4ZCBxLRsETO9dF28wasbeMn+n/ildmO++iQC3qJ9omb/O6Lqn5Wpvj1LHYKFJcKE6br+lYGSPl/ox9P6dodSyJ1cjF0iYuujokxPHn+ae/OUmumsdorZVb7xkItuOT5MLFzCH/xWFv4qeT6MnFiEnrP6SI09s37Envm0S2iY46Miqc3BY5v7qH5eqZo94/lxs5DDud2RRHRTQm9BvONhSbHzlt3JWkth62D5hhj/HzzFrGLj1/d62fxx8/gIrLSoSIDu7jf/BLUwzDpOF5OeuqSIrCNoj6yYSfTsuZCyDMN3VLVUbtnHzQQoRXyIoRNhuCc25rl7dPUE3XRpin/5DiVP52M5WG+JCjAveDRefUVlEbThE03ne6lf4HLx0wbudMUXYy+SWa7zfB63G9WC1OLC/iJQOZ3FIq5zVIBTZEIXfA58JsSwb1ESzoJlz8Uk1aT1lyUi2oSj1cdIr79Ihe7+Vn71uD97afbJZXPx0ijQBYremM6Ved+b3kdmIWLZ5QsbGg8eZyorrS3dE/muUb7A2y2cKxfYrZZNSF/Bv+684+DLHa7RrymTeF5Xaunzy3jT5n7oZAc2amQE8UGGIl6/ffCisvmCh91HytVptYIYKkBQ23AZRNIP2SK138O21UDHH5ka25kixpW+ku83GId9611X/JfH6df84H5GM0heSQjU/jfqBbIWt6R+Lrqd84f0o/7t5L9ds8BF/xxDjXzQDwkLbZo6YgNaN01+9VH0l2hJkwp3KHx7y85AdtPoTNpTzvChLmNJhN2A8jyLKck0sHxOdxmdBJWfVB16XyM0bkxY+FMyUV+pooiYXJ/FKRmz34oPk4i33pOnGSVZYOhIkithSRDj0sVqIY0URcXzQJgyh8J87juwbYZyKDDc+ruyRlaVKb99fIRVTtW+g0HPOW2jhbVDokt8I3sGORL2cTLOmkpZX52GXzxu2t3hM1KuhcuE6AR/S796fUu4UtZB+n3bT6aDjfXZyNn51qYRvRKPUjLUfI4Ch+fhKg5+PXO9bpIt5VGxeacZ+9lVl9CGhdYQ8MvCm9AbuXbT/l+n/fdrrlo0GOTFt9BtWjn5tDzQF/8gp0oXMRPLKclrZbSvnAC8pNApE26u6Nit5JZWmj/lrfRkVq2mj1ubu2eZS0OqrpWr5B3uZ8M1VnBICJLCMj817OJfW2s+B7RoMz3R8j7Z1/AuTL7HLFv48v+fXp0uRFrq7dLUXEQ3lv3O9qv5En9T6igLuJAsJdIgIv6Y7sblR29p4PoRSnFku40zaWJtFWZYh03chmgQ48e2VINx0erL0XCVHi3Mfh3f2uig3dx1+7fMs5W/S0a8Gzo8RNeClXQOJ988l5+L9osVN5qtYi+Z1Kt8Y31TLeggwGBrawt4LbsRcgqzhQWxfc6nAs6FevtwQKwYF0x4lvSeBOot68sLm9P5USWqLo50PP0i0by7Nt8BGeVxIxgQhfx/j6Z9LXKo/Tb3srGJH3cRCS64BllLvOEmCPHydje/mZoJ7j/TPpuAypFg5IckOkxYrLYg5pyB+eqojar5RTotPulr8CbY33NTTH1QeaW+1cdlePMte5d2w4h2hB2OiQqgLyOAtvsrwxEQO0LU4UfkKIQ/MJC9CCsLFUB3xq32rAqtKhtxqrUM2Lp0m7wNGpaaVvAcd4q8ij2za5XPNEP4Tx9von6RhZKPEw5Dz7Vf0T90I6xfVLjnEMgA8wlghflVp/M1YNPjHeOziu5WsAx98P8LUqS7MFdc8OHD3b/JsFTUcg3qIoRRo08N1UJkpQIItdqmpeFWq8EdqpvjW/xzsepjToqpfGkK4xXg8kJgm/Wa511tbitzRZk2KkBNfLhk80E0zu6gCJYZ8DdaQz88t4tjHtmLbrRL50hoRNNR/Ai4701RcER4FaYUiSHTXiq/dvixzRu7x77DHWrOTtMf5ccHDryanyhbG4TF94+wQxhIXjXhg/0nNZ1xmAL2OcROSbm5wKAP8+m635dPHG6gG6TcMxYfQkJPAS8igGHkK8Whc6oRz2WBAT8abeeNqklz3xVmidbt/1bv8OmV33PxZ8lv7lt9/vgQIV216nReeuVLjhutzQw/nDcUWiog4+CUd/c0ncK7tzxQRtYIj8F62HVKxw/dJbKecbiwWI3KjEF0q8Cj9FRAkv7n7OW49fanzwvV/nXH8M6QI9NFqYBuIx3ecP4uVzai4PSXyUYqQJiUM97TBJudth1XQyz2987nfFSJ49RXeKHwJq7u20qIllYJOltZB/zi9AgUuRMXnBVQpnFmCg1oHdmJ/oDnsYuHzoIIlvjzgvwtvbuUiOzjEPCxzYMc5oZpmhXzP1dDJ7rOahgHPBUdlf749mvYq5aXUi/AwyFUAEkpYHujlKSlN62azgMWu90wrRgAv7G8yIzvSy+TTrUdd40ud5Aq5JBWWlayxz08lhGZ2FOEIHfRlOTV3Lay/qiI+TORk8OGAzSTj6tszo+DOzctJkBmn1wc1SbrH/g9FZVK/abl7IVnFTpGYoEU3oCezot/2oWrNsRZYN6wRE2ZNxQtMNbvphUB1utnaIdwAqcNqH7IoEmOrhQY6Lpud280LgL/ErbcvkRHqiqkAnzCvZYTcE+wotedhz0CVNGxrdmLrSOsaTyjgpL09wav1Guuy/3seqnLC8lcPwyd1HIa1oKyfqy1UXqDTm4lT5VN3TsMJkEUDpxgJF1t4cPoUJwam4nytpNfXtrPGyH5bg1cRgKZovVdmUEWnacF2vQVlLsp/bk6Fwlxg8lfPvhfmfIcrUE/fGPjkrx12+L6ddC7S7N0ydhOubNFKC1Jg7jXi2JHtH0sPxjh/OeY35lp+Pf9s6/f+HBSQTES2U/fOn9N41NHI44FBPdG4kAEO4uEAqEnBNxgAoSFrIfe0JEja220tlIuE/kPPQgjyJ/NZLtZbbhEFcNe2LP5PS+RifHGmh9jU+Q5UKqja/7dxaKwBiogAXZig4Z/OLjDiwUyUAG+4tykkUMEcbqngCdcS/ePP0T6i0+nZONEMJxzqPLq14CooGha+UHpzy3x+mROd5q3UAJgwYMcIu5pWkQFaEG9xTKfR1VBr6mRVHuSa6q31PNFRncQbHqbSwM9A/zNLS3Nbw15241KPi++oa0sl8p8DlDbNaQAsw6tgaIcr/lXNF6KqY7aOWT1wQiZGylfL/vkSTfuDXc9bT1meT+mzhxnqrLz0E7lxd8tKoAGNRrTmn5z/owZVKnTVdg+NIhuEu+FJ6Drf5cRS0Hc9ptoNtWaawcVah2iqMbH+aORP5gSwvKAiyMmRCDXeRp5dQqSbnYjO69MadORDTdcxcf9hM7wj9pJGlgjBZzfZFjj2IOpV3zXv9S53wV43fqK4JtAOh0HnFnsiFhnmmuWIfPno7fwOvApVScgp0/mrC9fzvRUUFp9dyDXEE/M7V55Wg6JkOphICY9vrFA2CU8Z7p3ThSZiC/cVQqxr75iOp+4W/bkF3+Ukk24jLjsPi+4G6pYT6QCYho/h5mF5ppPVWNQiFC9VKLJqz/Z2jGIBIZ28vI6LvALxO/0a6cCRG1cFXVpdgvE6B887+K+eXjxSUM7eMsCoef3wdNH5CKxuVVGJq03D8lkUJRim2l+OtZqQfS5VCaoa6xVFkBiDOHvTefQDYvS9NZUsagA6VcsGTXdYGxtS5RIxt5DKstdXGFeVyhU6xbWNw1ZNuM6Ms/87SdskjMG7p/weIWT9P7b6mDr+alCQCXJUorjKKay6QVNjaMcDD5EyV1IPkPBO+J414BNhjgQBjUTdehLtOi34Hfc4s8XIaTesIhiz2YNcqn/ofo8LUlyoIxNQkbpFqOgtrjROBzYGExSotXWC5+6m572I+OTCNfNfamoPwiz2pf7iBM04VztqB1lWerzACxdg8iWZxOugqdvOwV1sWh+tgcb3FtC0ES2OOScND//tOVc964HV6nDQxGPl0ExDmfsp8UIC4GzibOrpNACjnYLz2KS68DtHW2L4CfJP32KLxKLTcw939x/Oi/1bNV1KTj7cp/fNfGoAGD31emavPGayVcbqKxj9TGKNfnDEmkIM5LQeaX/ab7En2C/ENXj/snKTXXLRRafl3JSdzdDOwXSehkvnEzFFxU5bHE8mw7NmTb47Rbo/zTJuVv2AhO35OpjwXhD7QLHPVBSQdNIDzxWR8JP0oXYmc5ex9dRGu6+YoFQjo54Ur5p2trDkvjYLlznD3CysbIcvQS3/upb23amboFvsBgtmxHL38KRtOAts/CsGzs64t4ake9y6//l3c/NcumHSeG9BDN23HVFrPkGHiS+lEPZPARI2HBwQLgJXrFQSXDn9bF2SUzazf7Oa0aFU4g2M6WLIaIuV1zqFPt7yjMfJwMeboe+epX8t1MIOg0VJlWQrSgPSIZlDuAMUhbGpjY7otp54R7XzK+8VCtTf4nAy6Fa7tHzGc8NL/wV2o8OOyc7cdVxv8tgnmVODYl9SOtqWfu/r3IkvGIGEUzy15RQtQVpr5Z2lEtQx9LHi5EfTtJ78KybZ0JNo7UUra8u3oe2I14BbmqxFn4XOFjujkp5hlYKuBTJMTDfcH6cYU1q68oT7+Ng+1EEnlPPrtng9ttTCMBJtjRl+dAHCb8uu0B7a4W2va0XhizoRXNDx6HXSE5ihd98l3j+7J9CV6zzd4eDh5oDpJrf3MK8feDhY1NTvMTqy8P7d6cCBYbPZ3XB6tK3iVHEm33ITN9I+uKpP8WO95v2nJcE8ZcbGTil6opiM0OU9yiVwhUAroWps736vTDkGn8D0uak+Lzti6Utc8Tni5wrBypg+1zbw+4TprLX2qmAJ2PV7g3IPZFV9FCaTdiNv588jmpaiQVvUARL5VegBqkTZ9glHcVwlh6zmuLMGZj31qU+ZT4V3p+iM34l70SCv1fD5rjPmLPJOmc/IzliDiwSgTwUDUyN1uAh4yMC7teaw5XJGr2BpWAzoevySU9u3yJjc1Xqo9Up++Ss8R+HLFrz61QAI5FiAa0OEIFoEqiAPpzYHWBfK18aVvhirWSbqZ/5T61mK+/f//4yXXkranG57m2k3VA+53//ZYR+F9Mmun74uiEu2n45ugqsEWg/62Qo+puctPo848uvu54fXgoewOFyLS7vaqgAdtTQXSu7+kgq4P3MV6PL9qM2knd5bQxoX/2hcZiGMo/iKZc1EtbHgn80sqTYfss1y5wU+u0UapXGct+gV9DqUYWAxIpAbQAWNLBlQUta6dXhbkBoDqZo24/98CwdvJ7ys+Hl4GHV7PuY+ovtM+/eVjsaf72rciwgjmDE5S7DZoHLCamUEPgmU4VjOL9Z8wR+f1hpbc7M5FGcqXagvlRdRRaAUj00XnN/IcK5pAlFiIYVP5KUUS1qWaRokfww6Fgxlm+E9dh9Nv6eM7Gxot3qxo4rA/Ly8qo/tJ7ESz/SzTTnYTeuaV3TZiNm9QIvbQdvqA6DTfKizReVrjQ6/fNopsmCjpXjvgv+ZhIRCxwOR+MEzxm4PUmQrEBxJITFUEAraDZ7V1KbVftYcXt0gEX8UG+Dk9448DA1c0Fm9tWc5QsmFbfATLlN15uNR6itgF+/+Z6vv5lCYWDfT5SSV3VYKC8IYThBwsl0fz4tUSdphYMVbaxgO1ebEZobmsvGkybySkrPpqn12607+kEoGioArMwMHT0PS7sFFsaS5rhiQchpqSRFHj9tuGF0FBk8wtaVIvOsouOina1cpMelrgdzccf79W27JtPQPHgHL++wv2vt0LTLnWBY0B315D3YLPdhwR/YMypgFtlNBfBAbnhV+8xxpAUfTDyrCfEuij+5OKTySs5QKrEmW1v+21GtBtaLwqt86EdSI15Z6RGTJ+EIRb1nV+s/OblsTC9dbUyOEgxKy3pNBbS4LRg3vvrRVfXO2Wu7hOjnpmcSuP5msMPSQQiZ9qwRT7tASqZTqirtfjyX6mVmgbjz98pNieuVXr8UUMFKYR5PasIZt+Hna21CMMSBySakdIxt+jI+pZOPqBHfKNuuf5uYELMTfLFWUfpTV5rQAu5jDqMw1uZxTWOdLXOmP3QY4tLBDcuEBTGMpWv9RzA+giL2NZLbpUvC8b3TjgbIUp+T31mQfJfh7IN6Z6cFpSDEynOb+LvLbybyuQjxWcvibLP/5vhyy7xbDQoEkqcGemYVa2rewpgNXsqlP6b3HjVy0484wtGR7Sg3Tt+pOrEZYgP6OBjDaQdtPtRsl04fhKvut2fYBUk9tXX5y24kqnIHPAj0AJIUUNtbZG8fHSEqIPYJFhS7j+ckNRmkmBGaqmo3NuAm3e9l1eucjX7+5n+uF4aTfFHx/YK49qcnVbrKIUGm96ON9cO9cBrny8JEkNmuIBr2njFPq+ITNamA5HazMmffQ01QbLt4OSl5A/c489bqh6KGZIP7djnXTQE6blsO4gyo5bICDqgqJHQUKtz/hWJPgKdo63uGlfvkLCkTGOCYPlT8xOXPhVHfJe1m167qZaVtbd2/c04xXagAFvROA6qIiYziz10BRx+dL6cN7yD0D0pof2QWuQxM7bwMts37fJa+HM2Hd+lEjhca+6+9nuPL009yyTDF3Xv5q+iO0ZZdJwfErIE0ScjqOVMZ94M/28fz+fC1DlfzJ6cEstpdKv5ef8HrLsaZlve91y2ZGhan+RL4Xkfnmd0R3dj0VhSkBtb2IXrdUJ/nIY1+hMsRLgzTxjGv17vs5ABOw54a9nCRprRK4pW3/9a9wfkJOvzK9/q4pkkpVLke1PaasWRLqL8sofFjFZlcFSUsLJuHXVvD6vLYEssVfm/30T+kkcp6Sc/vnFxmGB0tnELOA//lg/wWtUHx5JHHHzToQxqCzhf+62keDuWTeMYP65kh3NzM8q4Dc27WkdLNouXscta3iTNShStBS3W9iZxMu9/dn+tH8eNAZJN/BXVH28dYUJKOZN2Umih3z5/BwLCAEkOeXP90Of1dhXqDBIa75s7P2VWeM8GvFBjCumdPf+mgZVyAvCFHpZHSvESZfhBJUS23N31O2ZEU4kZwwtql1DaO8N1brvK7ZzrRKKsIPzBW7Z/UfovMJRglKzoFZkwYZsujQmkOlc+lhqU4gLR+KEZADi5CnVB0JJk+wtzQZ6ubCk1sQcFNb4uXDN8zPA126coWfiXFmhdobrnuFIU6VmmH7o+7VrUy6Ti8QGkcqRdg8451fh3lyQ8fiM9l9ToG4NxKKULeBw7aoArSUxhfkf4zod8sArVcMx+kFt8FSb78Ar+lTXQENorj6DD42SxM9ZI8URO8u/Hc+Z6vtcEfvNrHwUwvzoEqPx+eBnX7V2/fi25G5MoVGCLPLqxQASVXOwy9fq1MBhxdg5oB7yELO5+dJqKWy89oTzuhshBdQllMuxoRaNhJAivYnrSfyRAaT7RpfW6S4/agIR/usrpnS0bXFl8THKyngEnH5+2koSsrvADLn0JRW05n79ri3nRcKzlnmu9n5wUiHHRDu3vS36+89PaTrbiTj4L2uO4Fvtm6V1vYDj98cdp8xg6dHtvkhCiRCpYDxBZ85MQO0fenJNryR9kBEZIGSuXGXe7qmRcZJSZRrGcTS8JEL5wNFh5z+G2TCiBkhwN1vxF5KcPPdHoPo2a93vA43ONeW1v8YWBzbCTf7MX7c9wSbIdcQP/9yDtm7sK/OQZKMV2LNONdpQLOJR7O7Qt0NF+T9BlzKm4+raCsw0N6T7Kzida7ZSXf9tWP7Tc5SKTWUVKEuIsRvi0cDn9YMmpaZAw3qC0Y1kqvSn80B60y6CQUJhNFnxyeEHTSVlBpS8LeascI0EtHNnhiu6lIaEWTEzjFuLaQ75cHreG1AIneZzQvf3QPP1gX0P9p/uMqunChvMcqNHm78zCTPG90uCmfTPIi4u+SPpPv/ANxu0WlKfecHL5iTLI8oLdfRTTkLDgzvJNXqbD/bc8g8XjXFzg7fphL4McFEoosiIO9IF4fsRuE0lKHxxOqx2GlB7e8F43YRJKhu7dYO7pqpJkMXpRO1S2GbsCHgc2/b1rF+iqWNOCnLbK08mThDKP//VCIZtLWXUGn6AjWE0WstkAMtW510+4ZRcj4qIrHXCWIxt1WXYXZ03HDdhXjuOdt7z4tjHWcyFOys6kA3qMifb7D/eOO9IjC9pFD49MvcJjPOTFq0lFpI7ypWZ45MBbdrlFj4i1uQdzy9r8RFz4kKRtecj/zNt99iTj2sw92ss1tN2/9MHbVoudNIsoPnsB6ChIcz0uw2tOMYDjbxrRQyYoBTSArpyr8pZHgXJmg5JarExY9v9fVyX6aqa1BzMdycA9hzrXUzKLP9XvF3wN2Omcqp0bfv+HTyHpRmSR4T6v4cW4Gb+mW3dw0FYCEDx3Nznek8Tj5SFd1dNqiFkNg1vPe8JtTQDCQybtAXJuOsBRUrZwElfo3PbeTJjhe8ohvyp1OI1+AEfnM2fCVHHw4+9azayn6pzXad2qhM+dcrlt1/GCm3RKDZ5klNUXNPk4Knq3xr33alCaZ9UtF9SvGr2uAh/Z6319m46ZcuyjYfPs0ucUTZmCosvriXw3sc83RnnKHWJF+BB7HRnagXD/NbL8DrqRYkF4tUwGAGdB3t8Zc18mvdeQnqXxGsamsqTQXYi+8+oE93yxn5+nxH4thcd4CsbZHY8TFNkKtjvnthPgq2DbnjH8wyaYlpSUK0ryUenHrdvG5ZPx4HJm2gbL+Iwt/3w767/kbkjCGgwGiOw3DSOda1REYyudoo+OlMygOVXIGTmaj3Y/VWEoy7b96JL7NNKr8xWB0MJJABTSapxBRXUtXJig0arlJCA421wXvoyaG7buKiFu0x1MqDyr/1RepD8h33PPwen0X4TyEODOfO/FF7Ln8cZEHVYHX4CFbReSCp5FsvD8pgqTeIkgIgR6VGGz43umH6lSY+jQz17pZ22vb+LWxkAtxeYJFmRqAjBZ2JgGZytLJl7KFyXd5LPUB/184bzfEoi3lPqls2czQ6nJwXHNLnbEIdGf+YfP9N1MG/kkt0FHaTAPXjUuexZYuuEfTjSzivN5IR/8yT5/yjelRVX515MPqPwsGvaxvUpnrM7ovPP4jFAIEQtkp0aTLmBGScm4a5A4mgI9yc/zADITp78wILPMJO3w+HIXlnVaTT/knduu7cnTMmkmx4O2hEHijDq2rfo1D+Efbb34n7A21w2HFKq8l8zjkeDLtyQKrzaZJNgM2Uw+X3y5PupHlwu/gxUzTSSZ4XImC1Di83aXK1SdL0kMg/7dTDtL7W+Bqo+eNgQXm/VsSpvZcshlP3qgxJxYxf3kOEI3jOZ0LjFmSM129tnfGob+6VmvjhZP7WbZ3C0VhYBbXKomaBUNTj1NWOCgl6GWv06wCASpg42kM6L+vW4OpAC8/wxWNFHGMRS8+vUDoQDkFJYav2d9Sjm86Ocgi2emN5f7kP0k7qJ8TTnwm+Uq0/umi1Jjs3YXyU0bSLFnSieJGWl3GJ+bkaxDLXrebLddoPBxT9PwzbZYpX+U0q+jx+arpvOlLKPjWc2s3cQ1tYhkh4FCb5EbWodwnJqS0Cy6n0d0lWqTjXc+lmiYCgTp5WiGvvtJpO/Rs8Xua0V3jy7pqcp88mQMLZtdQnzdvS/8bn9ypHnNcBCEC/R+iTSMc1VGVUYoFdiUF/eftxPCOJpuJqJUFJySIdIpFpcDYVY8hd1ZGYs9UiAwFYQFFaFlmz9ezipczTSMgHYcNxyVi13JlQpdRnxzDtu2isPgUcc79KhRrOB1GqYposcIfr/qq2HtOStO2inCm/G0WjGUxrXIT1hfhCxw57Kiu9Fd0+6D+eRUVRXEii0OUiWgcIwaVfIJ8BbkdQZTpuTHEnoVVb7SZUDzf9klvv1/3ePgGY3N0Qak/NNMsEMgDW845Lws66iR0n44kMaFXlLFvbiS5LOqzSbTZegu30eFhU+339MtGyHuezxKGWDLEtRv8K5CalY1IRAG4YsAxwmQxJMHgIEAuMPXaz1Qof1SY61bywSoqM3NRchlNkhAfKGDbJFACSRVR2EU7C8J6bxqdBWEHXjxMZLQiQoJc7HUVf1dhL2Ly1lb7EUPZfDWXevvp3olrMZ8akzSIBT0Fjcq9iuIDUEYiQy62gHmLEF1kMbG/0Td1dC2zjFUrnrW6jN7BSOKSvrs3sD6sF8hMsR3TDiwJ5+hptUtRZWM54/ysZV0/XtiUN/LgJ2+D2UsarmNfzsBY4dfLN+miltO3t5YDZhv0J/fRNOEgI0J+Adz3SAh32vQZEC+fMv+adZxXhHbekO6/pzBtJ+WudURBNcKOTShTtn/DktfS8gZ4FkLx8DI507UaMCotarjCBVgAXG4TWogEUbiCVszKMspdlrZOBEeDt5yEBeEy7e2tGZdf87yRfir91/NhYOq3H7zHHViLObgeKZAAW0HiWNRqizAW3JTbp8XBKK5wr16da8hoeYfpmX9z0WlTeU3FqlVq/Wn9P2yutTBMPX/lJN7Gi9XkoHDHLMMSgD4sIyl/ILf+lJCyospHqtQ7wtYWF3pDVK/rSv1JcsnhuzHfV/TTZkBYQIncslFaaWKHmMxyKi0zB5vlfwtra6pajEQXFr+rGGBzkZGvqS1h0q3aaQR7Rh84ir9HN+bXYNBcsO6WTs6WP9pgDIjLt4ALIY8X3DzJLk1tRX2ubdRMSAz4EotYbGxS0Vfgujteu7Gc5vRM97v8Hsf2AVninOVunX6lRBXOhGthRvo+omMJ/1pTVXw7eb6N1ey3uchFhzuS3OV9pFpZ/KI0ddkJq2bVNz5AIXZ4kQKCBep1QveZ2h93khdGXlEeKzq8uINiy37bCB5KaVOvb/7sqghnrXfSzshNLHJ3YH+xbUYOmEFh+tNGUmSQo8p+/u2BmC0O5i0N25PJfTt+zZDUIEOwkEkDY9yKU1Kdqr60dL1ztpXShkl1YQ3Ujp5SK68fmp8xamj2cdS3xDoz+9ZYJP7XyY/bpYeRQfJIeL+f6xtgbo6VI8npjAlOVp/RQ/NTlMtBFAOi0kcMnpWiOal9o6SmhOJYWhXCmRPtyNiU6qQPljN4kql2/PNl90uxy1izm92OR68bO7TsSF+JsO4z/gZCWR+Ow2YCenlTyBUZ8XVJt/xf4RpDrslLwyCfwOCdzGc+Yvfz72bWPoJvh+Ap3MLLVxsITl1UADsCFO8qRmR81SmyZFzuramEXNtsyjniYooZkltoL/AJ3VuTWoj44KV49M33vOYWkGQSumGz8/2tSohlEGADytNOWPEdLhksHdbmy4MdFr81htQ5Me7aeIC9n39VH+DmjL0Qo5Kuul6TtY50uq2vr6WxFYUsQc78/vj3Lzh87lTZx8R2NGJgTjGgtOwnFYAI6GfTGAASzDniqADhziuQh6RpshqoLHa5Ob0byBHi5KKJd57wd4vtLe31C/FRbTBbo3/D87CEzxoF4APlApczz6k1YyrKC5S4JEq6R9aFwEjHhFysK0LBVYuASmjEc884kcAD1xevt3XUn+KyGnMJLqobYcw/WRQSiav22ac+xLDtCELvILpRJ474xJlg8KqKcp/Qn/FtTG1oCKa5YpYSBdyJ8bTcHU6ixdMksr2RA815HRqRvMieECCIhWJJsEigBHwd1FzoDaiYZ2KrHhoz8hAILxAUzniXLW3cLYFjTlYrcVBO6gBmB2kUbeKf7tSUKR8lBuMNVIVnFf3a6h2rtnNVbMOmP3RwAaXOWXE1ipkNTeHNsUhqze3FJ0B5R7U5ls9zaHQRnC/c2NxMhB96ln5QnCqR6n6Q7xHoevGZx+KafqDbp9jQe33nMVOEChkSis6Y+Qmmy4pHaWrz4jwkbnMEsRYOowJYNKx2Q1hufplLpKiolrZ7863JH6/m2F+QSDFyX/GItduGDcJnvDBAHLDGO3dJh2D7AeujreWp9NmNbSIzxd7vb/4UBuvN22de6iRvezxatwq4zkL3oeT8Y2910v1DsTcWMM1RrhJUxcT/tN/tlP/W6KKk7eQ7JPvONX5gT91G193Yg4bderW8ay5BLmeICsjMasURZfw6lkx3f2SndIQfb/0bT7VBMcA7K0E8lv2Qm1TAu16KCxVQb4cBnt4GIw7oI5R7LGaVpjFhOCYsFZCU63qTmJsCMV5hkxu6/x5MZ2EKZtEy3imNl+UaG6PrdTVhMfJwp90bsKixAvWmRoGIWbAKG3E1n+Fnx7CLBsA8LxniVlcujKeTIXy8VxOS8wdNStHrHMMVNz+1t3LALUkpPeLi4ROU4E4lgI+XJg4cqICncNFwQ1siY0LwLOUOIUWfqNxb1eHKMac1EBoZkKQmqjJi2tySN/BPDw4Wf4/ydLKn7ZUeeva48OICFXAfKAJlDAcdviU5VZKUByLBvmdC05L2cD++HbC1JgMb8lfc2F0my7fVGqwV36XE1UhwKuDCCOkyMatLh5kwULZsH1zDjRn6fiYQ06v5GR//8b6K0uwFLp/xu5u1gIW2b4OZTGstx1JltwdxUqj9Etg7L6lc2/HRfr4FTwEDp6vz+6Pz0Nob04Vm4F+jhBebmu6w7vLO24Szgtp/SxKtBK9XahYcm9YbQSOKrS66WvE2EYXJBvQOArcfaLa25hrYBXCc1qLc0TykgDOmo5VTdz9GDI9tk+vFtjafZ1TAuQIT8801qXo6/H6fnBjXuBupe3l3BmMxBKoRUqZw5y4vxZC1wgcxj1y58gLoIXp7QIw0sm0KwdK2+Kw9sG84MFoBF4pb7RdiuOlpw0MLqAX3oQgG6Fmtfihbx59a1NNzhZfhAJpTe1c/S9IZ+Em0zPW5sXhPyELkvbZRpnzM98cRNXUFnSGeoiJjx1omZ6HtjdP+v64j7hTUr09nWkErichsnGgw4nBcL7+CLL4h3sS/bUpIMJ2C+BE1uvlalRMa5zFByyieEczxOvBxmsmwghR/Kq35eJf2dDeQ8KCAJD0di3rGkXyuRZT7FMVXxHEKOkILpB42lh6xK+Nn0r58R2IKKRaNplFVLUq6i2GXmjlEVMRoDfQyGRg3B/tGZmFdqHNK65UCjxOT/mP9iASLKu0vGinumPhXP3f/kpTBo0AlgP461Py2zNVWUEIBh6p4bCfjWPtNTLS4GYEKSGjU8mgY31/UWfTDPfuqG/fm1gS9Dd033lHH5/lXESGNeM8tqR3KWLJxREfobVnrd9f3yztWwCgjhOff+Q5KTl7bc6BAJ2c4hSJMyE8g9GIvLIlMayuX+xiAT0Nn1QLhGwRN6UXEilGprc+XJchM3m3In4RfzPbi74BPPsOwFmkoP3BA/JIgaQRO0SO5kHWWwGYrIG4XvfSrqHL0z5Eykr/DYomGysa3Op91WwPG76mxfl3ROCycde48uexODL403HlT5n+IZGHry9kZbc1+LJWWPfHWQq7rzcA3HToKLcFru5tQZkQA9lIB/xtr5/7P5P//8XWUkCKEUCGVU8opZElOeTOHkC1WyXGx5DSZrZRzknMIySk5zGnONmchyWmyYTZRDmMjXGzm6/M/fH/Yr9vz2uv1vB73++u6Xa+XwH7aMAvDxZJci+4bVWl3P//RkxosFe2e0K9bff36dSFLNWxzgEL56liLxlpcUgzcs+7zvO3UF7a8pc7TJkdFxlRTzeowBS8mkwqeoadQ99voIbB44Iplisc1XWxnO6kJ/sucpsBQZZp0N74LZ8HpaW/0r6I1JO75eUis/zU0Yd0R000OzVjUFpx4Ev74x8VD3wPFH153nmDf4f7gntgt1edHEAXR2Lw9EBIw7KyUk0iJJP/Bs+/KxV6Iv8ZjJnYiBmMvdfO6U0ozH+Kg8WteiXDr7JfPLttsnS2grpCpL14UEpV57NbbTy7/5mz8xhOZohkUO9LAs5yjRC9wJLVGJlrPJQ+l1QV1ayjl6I/lD+mZFHV+T3txk3z9stnnZ+WfkkPj496dTnY7pEF1EHvE1gEk7wIbWNZtSvuOEbFTytY0/nbzeN5L5bmxRLN5OZWOVVDrc+NnX6+HgwKTVcPhIQgy1xkS4t9SzgjEz4fiiopyMsi7QVUtaTQxRjVbEa0IFLFV0Q+AhCK07FjzDVqo7mxE+CcA7tDACiSoNEMOkJ4yAjwHaraU3t/xyVjRhmo8OJBy5wk/1Z/bKsOLFmHLcCk5NTwRg+1OMNrkzok095IFgmJ8Zwap6TPwuiMRqZaK6H0SQ167PFO/fsHI/iGv02IBZWGQzLcpDliw7dB3mKox3PMoBXOWfROTBCw6S9U3Bwf+sgzMYkjUv3sqYm+X4mQXMQdad640kvbyv3dhdy5gzsfUSD/r4e/hqpqP6JESdm+dsn3OzoOCP8NmCi30guFBlsysQ5QGVRR9khXPgIFfNfuCIwnymGH94yyZyH8lUtL0P45E5nwMCwqb4vvPx7hB7dtje0rTQOwn/8GFtGXD2Zx4GQmNQWFgiY6L/JcTwRUYd6mLb5s+jOrqbiq4lTmxqqGb4h3rp78xUHWwotRDC7nOFypgpKNZZDECLVPGpIbrvNjytoUyApeTqm1t1tM0p/Zl8IaF/ISCYpCn3FR5ztxRIjNkltopCCiDGe7l6AMA7jOKpzNb/CdHTL47ki5w9CbEkIUKkfycumWDxdUec9FOFczZeqv2Gu6CmaRW/wnTB3O/6UuMgj3YLcKWPwkS055cXdZ/Vvk2f9O0RNWuD3pfcJKNfjqVbfSrI6R86ONHhwrg+uYzpnsHNW5aHYjL96A+YeV0aispNxt8CS0PBtfIVprJ4qVtb8TcjFV82x0DCxqofwUBltg6KJnNTCY+InJ2D8S/kK049G/KkuJYVzUqe+1WXSCDIC5+PZJMbZ+wnTzluIa/qz7b6Bv0YqIopHzzxVptkqdqICPDMqjkSpYEvrbx91sophaRMZC/MyG/nfeFAwYeMalcXjZzdTOMRVy2Zasv6MuQ0CYif96q/8JIOoYS27knmzLuM/CHZBI7JzskJwZ03t+TtQi30YftgeocllWZtm3YCrFlKlO2HQqP0L9gNouU8cxwf4XPMreoHEMq/yvJsgiIswxxTFSSx/2iB7hFHVareVRVSLTZiJMe6YQakXK+QCnw+/Dbm1ua46d4H9VHj5bk5R0Uvy90TPawcAZLWYvLm8aUNWL6vP50H605pM643k7WLKPtSj39nTHtpNJ/r4eSF3HPV87tgWDWfR2/yrSLNd5+TsqnZ+Vww5pbzpm6SAR7PfCFrHoW/kV9n3J5HHUautKQnVY9F9M4lpNIrJ7PouHCwTXU+HMj535yVGmO6MusRqphdZ1paSljxiKQfOZThAZF4suao53wS7FDhTyLMssK7DuoQzTIsgBTzJJl8g4tRWu5DYmE8vcjvi7Zk/zU3dpPnpV7V+R57u3sWQnYICALXm4rARzaG6WLmMh28nzCTJY023BIWSMix+Zd+/QmUn+utT5h64FeA7am1t3eTfHcpN8EkMblbWODUUvmzN2iKC4vR4kFRTmY1v30T0cb0GJvOtO726cCO54mPeiRy4YefMYnbXbTTN16d1rKeqrgGLXxTYnuDtGjZsG95GdAYnFUCgK68rzOHexa9Pk3NiIzR2GfKI8TvZAR+vy7cRwz91K0MfNiUpBC56DYpJJYxm6+kPpzhJayZLjngSt9Bjy5h0/BP/98ID/Kq2RZZXIhwsQ25WHwYWl6Mz+2bf+rXFNuyFQ7tApytDJM9kCy4y0UmImr99mr3QmGQm/uGB3/8ukhiAd04M7T4ttSLmd69kAHYuK4gcJNxZeVCy6b74EO7jPjjA46vhDbZot/9OXbnRc97ZTznxS/X+2m2DVxh39l+XFTClZkd99u4lKbHdiS6FM/sTMFqVT+msHX1OPc66gSOgZfgrYE0spQs+2bEgPjYf+KXe4zGDPJnRJg/eVLETeCOJ9pDYvgW4RznMvDBNnpv3V1WE/8GPoGSrVm4PYwRGV+oC85wfBhxDvTftm8g6WCsudNBwHH/7XgTFoM+lE5yrZDxy26FH1rdA9UizYKQYqvb4S05B5ObJD7eGn73iMHv4cHB1LMLtVrbd4bx6k3DK85VKduzXHZvgH5fwaQNbNrc5HynKnUTMRFbp8NANtU2M3S50PFc49LljjWdchEgg8RtLg/oPNlyhH7U+Rov3EdqyhiQxF7scf2vdIFWBTp8nHNbopIe732iRL4vv/fIqhhO+7vD6SJHi9d9U2j2KsaVSH4EleJ6fD6MXPqXawvfVVocZNrV4KQqG8OQ9FHjDrFJOVQ0PuzNYlGAcH3FFZ43oLd4g+g9kCzDuEYWYT+6aFVTsDMBx/lmps+97HD/4Aip6rPFYv5wi8njpsphpmVMmQ3NQFz2gC8U+JdCnOwNUOzmN5Q2EDSENC6XVvVMuqWLvfOsSBbzlHC3rHgqAWFuM9C3VXPiNXPxxOVA5uGnHdv5IX8HU4uT40hFbirOFcRxquqA+tgZiVeOVfqNLe2X3N5Q1i6PXDefdpFRslU7YFiMBew7Qu1gAnNQtgOfgYijPX8NTUtTvK+xr3VJdUWZX7C91x4WMPzppJW4kyW81FAlQ3Dtu3n5yMWoiPjK4wDYkFi5cc3dMts2EbV8TaJK2sr61sJEOG+yh71kM7WT4/r+xX6d3TZytxvMgLgx7gIKjMarcLEpNEEBP4gGmbxVLmtkbrpbHqweGF98ssDiQ5B7V9+gA7mdMn8CqLJdEPeZAy+3NiHx2nJzLZpWZJDpw4hwdN7k88JbuU4PDP5oPSI3lawi3HS90k5SiS/dkm3gcPbT9Msr83acrMi75axEGXKW1hi0BMatTox9HQSfvVzbKzD6sXVCQW5lFIMBtMNr67NY5/HttU04qK4JwAdyHE0jBXZcUODXVKmcqGxZbejQ7bLr97HLUv5t/KZs69fgjS+7c8LMOYy98f0BYCFZQV1aEmLMCHLr5m6tCKO4oCgPUsqZ9MuJ3oj7u798gBP38Bi+e+vzkWImxcHFyRUEgMhy0fC30jYvdGsrejy9vaW6OJXO2dKNzpjZ3f2f9ugjYjE7kdSuLQogCucmACKOqA80U//Lf3akDTVcNKR/MbwyRtM00NcqHB08PP2jRDX1iONLTbQr9hHDE/cfFp2aYnTe/u5mad72ffirh7B46qF5WSnaSH75e1cFiI/vyzIb11w03oXFzD46xD3GIMnrkw9BH4ckO0CC6+W6R3ypWdK5hYBiu0ZqUWKE3Aq7LzwboZ2f/Oz6JP1qVOHo85e3c6c1c9jOy3Aq+OjCBcXdgbfaAhGgWv3QFHLHK3PKB8L0fWObK1YSPW68H85kPdOZ572TMiGFOsxD8t4TruptDqslvmKYavjwzQEyQdH6FmDkWUqzaFFCwK5jkvCTf3KcUmmT1C59o8TkC7r1y65g47KgRSl4SFODo34sTV5ycLa5PzZ0uWyQQVPqJq6xZcp6A6hP723hlRnHa8xqrLaewQ1bbEd2bEKXOJ580/1VTYvCXPOg6ADPCpZIlUHT8uwRBOCgr/+ZZF7f0MC0KSlqxFD9y9rVVfdtr8/8REp8u9KRcDh54Ln3m38kZHCPiEe4A5Ds1OC6LtXuDuh5+XCrnuWUj1LgpCyxsNkJ+WaobKp/LjTrozyw+8JQw0CL3S+GIH4D7QewnvfuBwyGEgtaAzeSW8/IRoWFGMeugf6xmHvi+AuwGc1jJFE6wKdqTsYXB5agkhsJv4cjMMjjy1mn0vc+eVIJntuZTzxfubjHHSr8qjB+fPmDzM4v3Yz0BZFnEO7JfriKEj3CODXrlO07xtxZEJLqUUw63Unmd1z0EvwwFvP65RM5EZG1RVqhaMcW2QySf3ht56t2B6Zyq0OcHSOtL9gNOECE5NSDlDa94fObQjPt7vFV8CZ4/x6FHi1R9+sczHMSt+JjcKpsXo4p9iboUAci6dzWn6sWarMPGRWd3xUY0lbz7UcuqDzfY3fdFwC7RDrfsl3ayz3CmeF52JVu59Np3FNbQvZ2fKEZiB3aV/hvs7XZ977vNATAvs9K6+4ivDzRDq4JawhOSJUmmUuK4d7vIsJMR9m6KlidTiarCODaeUcQxJaEFED/8VftplY9mxw3feU5BkfhRToLNYV/jKjp3UPBCiLtVaWeBJ4R37k0WREPuyBaNJAEx0sszohlY0eKb2QCW9Z2wZj56e2RInGBO395tXH8GJGsCf/CZ5GGwOPZvZAUosE0RG3YfX88WUxq6qq2pTZILuatADCcueH991Ot87fP/rQA62+P3Ae3MF9GeNe/7sHOtksyMS26h9hYcI9A1w8sbSsC8pnzvjc5rW/X3bHF/I+tqbvne082cHPrYLaaAVZZkNydL+MI/84tGwGEsJKp0wUqEl7IHkrCHGtCZORI4Jt288KF/hhlOSmN1DEkrECqtm3OmZVo6w1X9GwPAsEcIuF6gMSUpatUZ6DLMydkPOxdD537FKVcDfiLxhQGOcIhUB239GZ4Kh5IJ01AmWdiPtk6BL6GYHRaxr1P5JeZn/D7unHD+2y7v0gTqYDT8zW4BnutxwBwnnuT64EgCsHDO+Occ8Bmt1OYEOSSsfAxZTTcQ3fL313MeMdXD24/VLoEMgUZ1IQuTsq8W4VIi/iXza/naPVq5yZWN6SPxKi2tWkSc2LqRtoGY7vodaRXs9iwyuBHjo2CuuxziTSZN7kGLJuhmFdu4cX0uxt6wkV2MufEBRdAKrd1YyTy/F4f/rcle6pHo6wDjaGoAzwYGfjY4MyPkqMd8Y9X+0km0Ss2lzl8g+rHNPUQYhY/Vd8zCHJV/5JShqAGCZc5fZng3Y/NTvO7CK6p8UrWRp/XuKFS/5exqyZIx4FV3ye3P1Yl7j26bH11JnuX0+utJ6iDpldMtrCJs01baArnc08WaZfCey4Rkx0fnNicybXbSRwzoHTsdvEPcmxAva56giVGV7ULhiTwyzWcy9E87eMnh+d+/mJ5K1xbPxBOLRvnrd+7YlKfuPJv9Z319TgSECEq6K6/HRfkCr8BSO5VwBCo9Qw1YNs9L2WIE3yaX1vcrD/WZWe792mQ2LGx53qW8tTZ/dFxnWcIenN8vznTT35lHNTIfzRGGYc3FvY+6xOlSeJ2HsjXaQumdp9yOVCU8yHNqUrHcRVOHf64++y0JrERvLS/IotQZYCgwQx31xY9d6IrYOF9jPjN+8Ddv9bet1tqMmSoV0B3LAiqJHuxohYliEsrTXDgykYGRC//ApVq2PXUmrtlW2ZczICfGMlN8zsvkBTfkrJ4n6XKfW032OacE4tWTEHu3ExEjmduGhb+FdUkE31O7jAFCrpXursC6hBkefwq2dChy6ZSg7Q5R/zfXmxozW7yjmVs/lstxBzeUlaneX+UoXamX2eHAArU+iS6I5oTPp6WMhCJG5Urffiz9NNlx+DDn88viPWKiOojo2QPvpzP1OgoWkmzKmP9hJPVa//IP3sOhMn9j0h/debM5Pf728pqFP8PhX3yu2OTck1KjKQ1U1mBQoqsIaku3U3b+LXxqj2qVvE5hoHh7t6pPj1XbY7ZmD6FFOL4TDjBDdjQqKR/6hSwKply7t+uuDyIF1Q2CvQSjXCojlQEHtzPLP03EmlMpeEKwMEk6etM7u27PvkBeIB8Mw7mQNgt9nZIqZCpP4lwxBaC6SboMaczBZNM6mqrG4evd/r8qKrdC4DhnpkICtq977RtTZh0+TtHmgmVqb6TydYyLBkCara6W1ohSeEWpIc9a8ApaExcx2vlY5rnKuoHQ+Qvv9A8eTVE4pjepfZghwlJrFtCXngAcpSUASwHLSWaNbUV2tuYDm+W9ac+2Be3Our8lv28jo6pyMm3WiQT0k3sCl29bN1XKPWk2w2Q1k6fBTxtRJ6CU+x/706XgIPzEQAOUytGXCHLhG4qNoNpjj/WyTyYmSpBgJFHTCK0+MVCnQkQFlnTDlZfOpt3foi9OXHvupgwlOVGN8axq7+LpFwjePLrFu+TIuz7dgpCtcXm/TaUXKQOYUO+RrtA6f9PjomQUco3xD+3tLkKT4bcdVA6OkRy2VcPdp4NxxzigPfzeVosGBd+oeH0Iaz1KMUPidB29FDP9TxQsFfWbe+P3I0nIkODH59iB8kMr0vHy60/ZSTEQzI4QVwJhXjHC26pJnSfoGb55XE3mt3yBYvHuOYWA84X7AsuJGPD6wiZC8i7PG78+8CzZ+kMIKypbTvxSYNwZ1xGVP/dqfK+OpCahkhMsnEqj9dA6qbJ4Akth4AmRnvXpXkGDPT4gnnHgDC3dOHWMRwZfWsFz+4MM2mNDsPbpv7ly69py6J7k3rzb8b7D15j3eBZ8qINeFFbUTgEvgdo9nikxf3EpBTjNao/El0Y0j5F2/weeLLjBEloTaL1FMfzjfGETqfJBrbn7xzMCfHk92z6bqfK9Yc0O57fcVpYL01R/BhNas2V3Di9/iGE3QP9GB0WDnsZsIkHKKXoNJ6MmrCwIrHUvHv49woOf53kVKXSkRs1N7ix6h5Nbl99AxKsPoU2WZu4qKd+N0kH6mUlnvb5ewp6DWHB73OS+k5yVv6J5hBHViy1qYQIM8ssv7fG+AYLQ6fh1Kz+5e/SnU8BsxRnQfvvXypA+L6dx9A5Iwvuc7lu567fEN3WgkoY7pb7hKwPoL8aE/uhJOMYyXzQzP3h04Y5GKWQEoizFDyfkXTehFx1PGCOTbD3uy0YEod5h3qOs0hnHvWS2fsT2Sz1qe/Whi5Zm8ThxzLETo+6V4jskVvOYa/Kntl22XJ2ZdlzuVlMYNm4dHooFJUXpsotLaYpfpfxbCekZ/8VN9NRsvbOPns9kTBC6ZPHi8o6crxfwmaOx2WX2TdcK/6ud9zRjCMtpwUMzTNGXnh3Gv1xrNJkXxFzTkhZYXdN0BBQPmW18E/cMD5tJf7bo3kw7YZYj34kHx/bQE/OiGeDr7enuEed2GU0ezomtuf/yu9vas4pyaHKvl2ZepS3CsFl8vgImJ1PMNo/4/bbASe6zkyqV1Q91h/mZpeV+WuzKsIWNQ3IQN1H1FT1wdhNkb2B5JnDzvcZN/AtIGPYZ+wXaV5mMZZRdMFG9NFuyWh6ju15eNa5hIP+sa34pVH1KNP351InnOxHrpVjqNR//fY/k3OKT1X+iA/ADf9yTFhHZ+XHDxFnWiVTbufcVqtR65+psImGPSkUkEuyX4O1S7o0a62XaK4cxO2+HuV1Al9MJKzbkZMItJrzAtSGh/8RSNoukhpQNf+56rziu5Ntx8I8WkSjfHnTspxtXd3zie0ukTYHNM+99thVpWxn3mH8Uz4soMn+z7HiCU1/i6P+ScGfT3vbw6fchLducnvKyrJOQRWgq00F3JKX9VysgCZFk7n8n84nv0IRyavq4pxu/dA/Jhz3CEJsa7QkDayPZ51qH0zot9kDFc3KXWZz4d62LL7UkEvuOWe0MPZQO1yaI2s9cTf7LiybXQz29+B0KTfp9EgTKitNi8YgTj3UpykSFk+zetcXjxb4C+8QnB56LMnfb3zECyzg/wYSLSAdW7tFOSLaZJ+JbfW2ZqmDvF46t8Pu3iQFX5mO7tjs2EEo4jCdVMFwTPZhCNMPKmJvuuJV5VEO1pcNZjBnphqvGD+vAp0tBhtozEhUu9R900uUHYANxx2TVG1jcA7RDgL+FCMmdyEQg+o0XtFpEsRtKCsBpTYKedxsNxM4dVoxiJOC1rzdXRpyHNMF45xEo0ZNCqPlDoWIqFWcCLLuUU5xHtgfqWuMUg/lLm1bDdLfAmukKMe557m2LfggVfP3bJne6ZV8aE+i7D+/tRsLmA4/7m0dPg76+J/HhQtnu1oDrZpN41zhCWz+Zm51WpxneYehrnEOfZT/7xnIOYisEQDH7QoQWXvMDgTVLMxjdvywYXZLCunaZjZXGfSsYkL/KewIRhNtBhznCHCzIQzwW/958eaVemxWhWjy6mLCCT+Fuda8PtG00/vTpCOlqKvABBazqscQfUcXpSuwf+e5mQdP+BdtJDhXUWhQLt1r1wCPTdTKJZLSjQrLlCQ4E788w3cA/FZqK4UeJ/2R2IDtPvNJn76269mOk/2O+zObzSF+LT8QQFFnNO2NCxDcnYwXFqyYveDXsgMNoIrXzWWgjePP+W55Oep+fFcCvpL0vI6rZNgdsZO0o7g0/MbCbhCgCt/ds/ugVoFOfJpe6CUsZ1Yo7v23tRQLG7p2d/EvxiPfcL30Rc1YrmYAuZM8h6ILvPu376dUkVswCe87HUgcTh17AmDz7DHS84kXCkNlZuhzUi935YeKFNjXIACPZepClpO+MQdzhHH6KFgM3WdeyAhD8wxQGZWhg/C7O/0pPOtikA9JGokUKH2ZNGGJhdfhJJNWTNpHqnkQzMwgH/hyjIvRs6KH/La0Uz5erU2+5vGXL5fwmGaPYrwEGN28EvA3zZjgy53tCxweYY6sV9vAuDXihFiDoahb/Lj1F84vypoK5wwkf3YFPXI7tb3Fx+fbJUUaInfhTmtK3ririG4U3Hlaet3nZSiPwYnO7j2lzc6FuGCnRR2x7xhT4G8zVzWfAINDqhQ25GCqByj0Y0meDSRNyCe1/OUY8d5a6U0FgSzwk6RjVN+aPNdEnXkVq8rzwDxySqgwNMaz7tfj1/zvqseS3v1dENS8DVVkAOW03LYKSBVX3yFGwwKunJKeXTtW93RsQs+lvdOTor17iqS9oUU2amvPdQM+YIKMSSwFCJls6UU7OsrYmAMZQWr6lLha2lRpl9z20+eucSjXe43I7NcNyM4gRnptEYJdmjqS+urkMrRRmUDwmbK3SXYZ3Nz9RmO4vmBch8P/rIOt/oKKu6QN58gVGxmbP1JJjsn2MmNOyP8ySU4j8JGSJLl5FctTNXvGMQ2bDyPg91t0nPk6UaSVzffATIBBV46kYwbrJzOHfirZgXfoIJBXyQNG7GKQGiMccSUZRKOlFt+djvGnnY8avj0205mh74q071bEFDueeMKHPcXFKIAwrTakk8ce5J/kKN/w6mMI8PqlMwvdcZbZupCWZF+PSfRTM34obCXtc+uv3WXKuGh9bQT+dFnmT+H0LK0AZ72Rp2+9VgBGUhM9y/TP37ENKGvKy692r03vTwVztwWYl8u2WqW0qDmJVOD+yDuD8unzBpUypBceQXKtsuZPZCSi6RX+R4oG0uutmMxcpbhLOGO8UQU/C6Qns8xbRgp09OdWT0+3ZuH1sEP+yg9irQaDoDUkKGoQBJ1sH4dpyIW2jEpqBbmsy+Yt4gz00h+1PRWR8afqKcBjBf9MwMpn5i1KbTYKZVe/2iV5ax7XtCbA4V5IacrCD6idNcE0jx2Ovgd3RDujMhh/pcTJn2ZhNdtgbdZlO7Hadc0sdhTIhX/xdkjI253JG/QVz9TieGuWBmnRhA6zX/JyrRkDyS4j73ZcB4CH2oQylLoGDz0lyiANsT9Mi+agqNsptS7FM/bDO9m8Uy8nbCOhl6YzX5miRRQsEx8S1AQwUz2XdEad6gmOXhx+p8kwKiZjO/k1b7fZCiU5CSa4+42Ecfmb1qUOYn18DaeIEME4RxIg9PlN+33Jz4N/6PApj7QbhHDWPcDA9DrGTsnKjkHZqRkacjX/vtl/RVVWyAbp52MIB92886TS3V77Dj1IdX9seNE+odUuawY9bm3YhNvXfZAL7uM90C6zlOHgu86UbAhyD+E3aDjlz6/P3La+tb/52f/ttYZH0OQBgxpPWMc86+wBYkHthTKQIAmuiQw2zXi4vuX6JprV49QjjWnnjtokgkc4h43YOuhHVipObRBPvQLQI0OP7m4FqXk36LYTXadm1uOlJOz6rmuW3uAZqDnkIb5KSOkp0/Ea0X9Q4R8W9kIxmEkKYMCyarPSVUKUStzXf3Gpcp7oMDe12q3gj4dTrUKaBYMFq1jW8W/bkduK0hsUDsVB6pcfZ7iBjpTr1ZIkVZWfi8vvraM/nBAHZYlaTHF+D7eaywUuMK4yJhAtxfMiu4UAE0FmN4mxS2v3pw7bSw+4wZW13ik0I4m6emnCDoitIyNTxtY6172nm4Xh7kFeVt0PnxtA8C7G5FvKTYSAR2W/rEL6pSKn82Ye6xwpZyr4rTkFXHbbF7cD2K8zjtcEechUHwkX4LndekKrvUdhB/Iuwcrzm8w/91c/6YgpYm8+Pxi5qngc+kp1vIxWkK9SlU7DstTbD1DtiZ3mCAcokt8+753Ns793ugs/CRqtvPFjyz9HOWUfiOk75GNyYqyZWO+IJcrvBUzPN6JRzIsagqUP/qUja0QLPV+7DiPD5N8iA1ad8GnoZBhMoO0OVLAKFtpKcbOfAFX+6HNkUf3QO0cQHcPxHv7hzK4Gku7WrE+0JbcrvxyPTjn+xF0ArvVd23tymr7vj2Ite+B3up0zRWmfwGK/oNJSSBPtqxGcSTLUEGWSZbheY4+9OZR5XN1GSLrLvKzCRHjAlvBuCR1eHROzToag0e0WIFfgWmPzB6T1ziaNfF3EmdEh53lIYBF9q73277lptJM4boMFzJIep0t8JT5RlqgbrRcaQVPlOTcHPH5d6NNd/mpOhtxf64GVb1l1LXw4W7RVkSQMe/vnvqiYBvbpT1Q3fN1WB8Z2cjwv0HWkJcmsRsysGneMsZJ7kb7zfR4NxX7d44AwtI6hsHbF1r4ZoIYDkziZtZr6zQarjP+ANow3kStjI1y7xTNqKi85nNJXnNNv50Ck6zMKpJS/A0hd3TBa3I6qG/hgrJJ9MjWOEsZvqlBelbgikz4i1Jzmrda2fwIYep5DjPhBqrfuYEMlZmiON09G+se17JF1381i4BPuHeJgoXRFkWoEccx1xiqMTIyFdrzaj7bU1oeXyds8HVy6jwirGn+HV391HXkAZFeJODjO/bPaYrhuq2c5FkypW5BRH2i4oo2cCHqDLd0/GwOpYn256X/Kr+Txf4gzlfLvPUfZGQpo2/MCGA7r7UU9bInXCqq0hlt184dfPgm8ZbM5Z59RNiMZxK7IJGNRTFlkdHN4Ny/ZZdacroIZ0Y5VzaXzj42Se4qplB6f3/V/C8XTUyJWC45sD3BFJvZeos5hL4MYGxnwZ2ChxeyDzHjUlbf6lm4lJARuC+eL952PW7+0XQ0X2nm9XJTvmlz/XsD/7aD1yp2Bh2rWDfrOMLDa+Pd3HMkjkMQHRZeXU9kSRVkpWxtWuYW56vF1jOUy2be3anMQreecyotl9SWm/pcHGKmz4V7Un78uHzTexyhLtRY0ut9k+r0OHO5PHMhREFq1W8hSkVo8XCqgqNsgqFscV+FXpigr+P0dVZqJpPdIfaiG+e76aTfa2h+Lm7Ox9TO7s6RrPSoA/eEzEAHLYJJ1czMGRzDLwhZsqQvCISyDq6Q2ic+pzn+ZODKlZXdDPUOPWWlRTs9qDjM/5t1fw+Eh7zBX8YLRojWagXuOLxRp572jPUrgvZU4j7+93la9lXUTKz0Q96IdSGh41HfUEF/4nQRl431Pw5bN/0jUM9rsRvuwYxV4M8Jkbi62JoN1ou/F2ewiJuZ8DJC9zyIfo1dWbd69cyP4AXnUPZtzITz0d0PGormEBFsu6dy11wyOQouCCjAWAoTjNwrchn7P/zg2EnRs333pH0/nkX3l3O/ZfN5IOdrGoCu/cmwi4v7zLyHce8RlHzvLd8Y8bueUsrTOiLDkD90gHDNt+YemGkPnwC3Zl9n2qcHl2WFPCAyecLwkgw+82bmn0i0ZZ2Zx2b0udR1xyGNOJPB5ElY2CNHKEQpSbI3jjnn5ZtTtnvjQQqRMX70X9C4T8aXIhsruAr7CzHJKzCoNhZDoHjugY7cBuz8SpWTU7HiSq7fpZ9mRLYNnnE08Kq+8e7yxQxvNdmIi66P5k37XiOEWi/3NAJ1XS+CXnIuFy9ltEzaS1jGeSpvML6nTyAPmzqbPPULt1Ng4jrifzVtnq3GknVbpaXH0bzgCBln1pHRCiBM8E1jaOxCdX4Q9M1FLZL+mft38oOPv7Lf0bT9bpp7B7HjvV+P4O5HdUGykMVRmTOAbfs498wIPyawwDfXcUmHW+wr1/Zw+OmF+ujZaNdk2QE5YuOlXHF+pGJXmWl9uzJSAdm/Ol6wsgmtyfanrp51r3JgjO2QN9fNgwqLhhtPEBF0JxW+fhM/kU7r7yVKEP4v5bmjej6Huin3XZ0M+dcOfMUoAq/yUbJWPxkaunlIP7rTLU/oUwRf37iD/n/VywdOz54yUEx9eunYcyMUZFkyF0XDyCzE+eWiBGmD4f5xhnYj8A6yZawEfNHCO9jXU6Rz9ZCJp9fcY3vUwxhXN6tebeNf6lgP7MsdhRg9SAnHFMijKwdZMsdf1mznGLzu4MqP/rte2P5YINhPvdbWQG7ku53LqcS/0ULLkgVJV1pyFbzTfrfoEMft8qo+F8h7omGeY3sg2NKI8Urm1mJeOSrHgtlOzjK3qhzp2v0eaN89HxDLEP7me9asPu5Hz8u8pF8OsdyunGoYRxuAzTCwnTo5nSE4yUmP95plJxpmsxD3whSjXexTJEjzi+bP/lpORrUdsVTLoGM9B19x5YBMtjEazJzOYlXTvd9WL9kAtbMWVTXMhUiDEcb5FBvT7433Ek/6FOLD7R2e9w1/TBK/Mif61ThzFfcZs9GEl8QvUKwsmcnj7kgtb/0t13X9GDxQSWuiRl0H7JXd+iAnYcbOMHl04yOXwNsvgmMS25fTp4vV/7vleDq92Zwle4cZFOXfonqP+K57HWoerdTZ13/282Ghu/wffhVYpXZclbf7dljWpR/7BCZgjfZkObCR+5cXu1qjeqqLRrFA2NZWh+3M90npDy88TnZsO3xCtqGlmXzn0cvnvD8QrURP6st4Vh1dpYyuygPALEgB8CNA9Mq/1VMe+jwjDrYjAcdsvbtK03ZSJguftTvmuddVJmqTDdd02/ttyDUh2sXwUKksxoL8+vDO5zzR7eastEyHkVVIU23tUA4SCOmEYmNrdJ0gdwnVo/8of1MRiCazVA8VWR/DvOIrfSEnfR0UUwGFYn08M61ja9iCHhutWpq4QO1MNXMtOfoeqeh30ETC6Eoq2dr6ngvocWNGcbmjdgKvn5GpohgMSKJRBSYXrRZ1NuNcNOMeN2bnSnUt+7bE5YnZ1ScLHb/zn81LRvhFLfFtC7+cmp6Y88ygtjJ7LlIYwT39RM0EGZxr4K5fpLd6IV+zdmiqQ/2ahd7bis/qT6pNQVeemQzwMU26d4IYtqyj61wxnh6B24sU2vTrIPnw8kwaz6hPh/MS+G8T3Fx0Lg3hwn/NqWpZc1ZzKhMKZTPweyDaPrXnWcKDMkNrNpJddhaoq3Xj08dY3SksmQ5RcncsKo0cSppJvFJ1rarSJG7o5ZMEKUens0eN/7eDmSK0Oc9gTM/kE3cwe98nw62LUH49olQXfIwWS+Xr9JmDnQZrpkKD/6WIWkeNfxP9eSWM+qywwwpF2Xw5yElSfU0E/AJUuVakRDOL7ptSUbHeF3eyu4xQfxixdHEFAJGLujuNle2S1hv3n7rWPU12u/YG9sW9Jf3YgRgDxNk10XOCCQZtDwVz0BeBPVAR5ybwihXSTpCp2AO9wfVsTd9obKhmzr39rBUn3de/e2XtgUg1fvJs+m8ZNfv7qZ53O0csboz6j9+hDmgrho60bI6QfjhY2a4Mb2toYTmJVBIBx+rYHAaM2NeBuls/Mec5/zFVwwJwp4lpBY6IF1Mtb7eatb6XyB6qvuQQ3L56JX2yr4CMZATNKENmL+JnwAyLu+NwJscY1qDqr8u+qcRABLjGWqeKVGcbIZoCPOjpU/99PcZzDr0PHEfuveJKcaxZ9kQ6Nt4PON7RlSFfG54H3GZ36Z/6+ZB1GOtOiKENOxk8qkeYB+OPOdtuhn94/UxI88LkvkpMIOBMBYYA2+Pv0H5UnNbTYlV3YMRJyGaTT6jnktQI8ihXKsPhyOp3TdH2nSOOc0J833yyg8VfZquf61W2itc12wO94NrjmxZTOJn283HhTl8uzu5Sgqd0uZpOw6ThlviRu4qtWIRqOBkSridZslSL9QwN6tb5kfZ5t+QBsYmkzjhLdaL8koxS8nmSSBKKvvzEKPqx5zMnU/eL8P/tFMaNY2ujHUYC4KAFgsiwf6+S/GsnQuPIkfGogHTHDmFlNmZ77Aep7VnChwpZ3wvbwpJ4TCZ6OXPbC79OCbn3D7O6sYvY8v/5D3KCOww+wXnEcrFjiibNUo8sZuv8zLu26Hy2hsQoGqv5J4nxLLP7XhmfHuwqg3oxjoBroMAzyAiOC0uRxk2YiReY+LsPsNwjS+Pkt9CS1WAcPqiuuSabPPExXe7Aqo/04tzkajoaN632sWuWeAYji/Zny3TCJTywEiv+pnpgFuI/pvFr2ipgpN6fdVlpVUPqWrshelCGvCKuT5FL2NYS7RQ5Pm8wcBK9Fqe9SCbiWo6ptgzA+qdbMnhLdMvK07LISXXeeUTj7aD/2NMxTOSEgj0rLRKjwrFiCsbqBZWijePbIQVOvxAS3TlFZC9JpHJWfnhXXEuzgETzndy116/O86++NBngirGQjAOzgic4UuNg2qcAxA2uKmrWnlnWlewsOJTRYzzyuZbk45IxBT10Hf554VuYp1uIH9EPqn+8cjPZYaM2ZxxpXvAViaf2XqSw03AJO8KOWhitESU9ZBHwHBbh5HKvqmHU+9PJBiEDH6bJ9TS+ykD8d1n+1lrugeO/trdoWi+RRK/BiTp60L7JRDufb2ThC9Pomat8kK+LOgGJTghRaz3hT40Rx1zwgYoKyZRzceI8lxPNZnBgF+SEl2oERpP15n9rb3uggP8dVbUkNKHcieEZjiZW4z3yRlVFjNJlv713/vLWZ12/p0PwqrcZA1xFL1hLtHiBtsakkQfyml8Ua1MGNInGoSX3oaqdZcKd+oqkGnPdIZUC2gQNPyq7lmXDW/DGMoH3+JtgvUKHK6WOdj8rJNP07WjIievtOQeI7hBxlC2N+Aot/BXAdgVVe2k6Cyf+IHd0vJzMV6sxvkT3II3/Xoc/fQpTDXc7J5NFdMVNrGBfgc9e+Mk9jTKn9em3FHilkeM7BczbUqGhVV6adYEVg7tZ3q5zU5CnULppp4OY2tdS621hMwlvLZEX2T8o3btad9eghFSvXadwnMK12v275XLOAMKbgekZB0sT9zuXlztQ+ZfKTBIUeQCh8+aHtY90TAuPoc2Cnw0VbgtO/FtCRNuJBKv0nX7C/zuGhlcFLju0T4EhIyvW+pcWDa2qQ/ZAiuaAIz3rLr1PriF7jDAuQPi4BtXOINH0msLj1oWl6sVxF/ZAYS1o3hqgnxlJ46bR72R2BkFPj2ck9vC8KdMY+ercVfQtRr9LP76U4RAkV6Mp3C+R6PBygrMFQJjx/3uzG8ZcbdMZbM9y6YDqJ9C2S5U3zNC8uzXvYWZY7LOqfJ2ijieVNbZ6K9cPkzRLpFtNUbXvPEcRGWpjRUVFikHs8amfQ/KuNzzKgHUj2AoWa7u5OUIfjMT5xx+nXiw4U8uqNs6Q1UOKE91rExfuKYL6/jtlCjw8dsxvUMRnD9RDtkybbbneYTv1lLSRqVt2+welz++PwVOm3GCzQB7iQetVUwUsiFa5TkrDeXDFmPBlnGZdgEBZWVmpoNew8LoTIWqz4usX9neqZ8Dxo887RMCduIlZ03GiNySyw4alFb9SmHSLdYRj1UFHUATlbZZM5e0YzgprdTqHJNXs28OKRKackx9Fpcj9szT/0bcHineozXp7yexHstuWZyh7lyJjNqgDbV0zXTrrW+weqG13KNFsWZGPttqVc5wDqyHmtGdfZO73zKfhcgqkJcls9FGLuW7K8YHDEZoPE0F9dzWP8Wv/dkjkTq6Rl6BH4/PBr9Dn6bAvF72dAqji5Nt6ujO/Zm3Ppq1NQiQ/T3qn5MVotwVeE6I8Frpax9RZsgKUZxnCrX5GtDKYEcs+PRTn2TgdjZDPDQoztwtoiMv/cPdHmlrVpFxM0SMDIVB6u2jK6hqXAOnbuTg1PBxkX/cPz8GILQQO2yMpSzwwINI1DzVuxmS+W1m3G0s0D4+YvtlOmtbjybaXu3Jx3ujsihsyBYYQmcadB6QUqZhhrKR7cz8VuvjCKbxwNtXppn9TcJ7doBH7v62eEV+MTqLzoBMRN84kfvH/SQai2c4cBcDoq0Z8DEEBrc+cWjO9oNlYFOWtrDBt+TNT7r0m3QDkIsdU/Ax4s2xNAHyBE9wj0jbxx/BcGf/4C7uxGMs2u7p29zg9oGJWqKvxmiGoc1+vx9i+TugnpH+hJg54Zg8jlial68DCvNIe+STDeyL9cA5F9LZ83Pdq56ZIvjnxOd/50+uQFAIheTcdS3uIIMiwsl+zFM12v/we3lBWS9dQFacCKj/ooAMmYe0QXojUpF99aNuEge2ZiQta/LfXXidRq/9BBps4N6Xsalxd8YzCRozM+HTIVE83/ASUc3Ws+cn46h7o2Hy0yPJ4nTniurqZ25p826nD65IIw3Ptxcp1c1MJ2Rk3DldGOBvyv2bAE7P1d8PVIW/Bh/W0Pi/JCBA9wKcWMiLq6Io3dX4uYQ6xvEdtW+Za0/oyu7XEHDSr9TTZtQsjL6nuwR95r/35uwrIBrWJAn5MHP3Eey4v8Gqm7ATbsREPu4kwZqrEeep2+AV4yt4iiL67qHVQ+7FZ9m+X5wrvuwzk2y5fvlnG9cS2/buATFUL2dpmbOvugVrHlyGCHMNhPVt6C/ZOZUMwXpXfnF/iozHvKe9pD3uPUd1LJt99ytZEu2dOCIrUwc+jhXfT8FImdIV4ju0j5labvuSYbXdaEFSaOGshshFqqlxjfT8/dWi7WMnqW+38nXqtAx/uUhsu2VH+xk/8oU8Ac8xIc9Z1qJHbFs73cDT/tL+QnpgQpaai9xVBnN9oFi0w1HiWn56sEZa5mMQe4258xSCqz9YUX1KJw2UEYlUGOdE+mJvA3f4O54tjf8aGqRBm6PpCRk01rF9mYsXKGF1gk1vgtv74mKxA87fcIOGYyRE973yEtEBkp/1OSnKGSNcnovkeSJvPz8cWm9nMFEbeuHkEvcREdEzrZ9JNusX9zXE8S9PiBNZGFyGPxnhBMg9U04jITlR3SAh+fSCoMgLmqdceuF2pKkslXEHZYyXRyizpSLefXX4lCw6aV9XzSz3Wbn8riDoc3s8/I61rb6dwiWbnUdLbfq0uMyzJOa5Fn+HUH/a2pNEm8O7zOE7yR4cBuVXAUUyeRYg78iOeb3HnsTldyOGuceMtcvop9c5b19N9haqz0rfv1d2y8HJ45aXDn2HSPfhSWmj9YcMYR76A6gVNbO1KlfSoYT127QW9HJk0Ln7PB/otmFDZxHZHcJEdDMl2TS1VmajmANwC2S2LX+XOvHpTTEjv6InADs/Ta9X+krfAqEMj9mp2NzybSib0dyYwYN9w8btW8xnVeDKjYGJZJKEUtX73p55DnkeQA0wDfjJ4vn3qcdB1pUvS9vIGx74en/vwKs3ox7wV5jlgwdoDQYAQ1iH6Vjga/Gg/8uDxq81+AX7utH7xO0iJmylpO3a/6xXdEfU3rn/Tf1xaqTScEt3M5h7nYbrbA2WlaJt9tE+zrGQVZvGEq5eUqd6ONxvSOJV33+irUtp6ayNd47Wz2VmbGyEvLxycHgtcif2ODm4h+9X1iKgSzpLWa6c0Q54ie0tHRlIfEIjNvyF97D1Q+mZkBNq7EGhfso+EZBWm3SZ4a25DxeJ7P5qcDcc81BJI7A5Subey1IZTAKj7rM4DINh6qBzYcPNd/Qvq0xJ42BR0yRjwpd/0g4zkejRPDU/f/zXg8yF+/uGTvnemIts09kFs2w3//N08dcjpCfQxVoZHqrNGhttoM2QG90b2bnUYWViappIguPkmiDfo2KWngd1nDw2untkJ4pxG3Nq/YAp0t3BVmJbD4KXX//M+/EuzegYXjWXG/xW9phIu1cFHEWT0y9Qkw964g5/UU8Xv9c/2O9iwiniVyU3wzUXvbRV370AyI15QxKYpf5MQz532rcs0Q/hs4eNruPxcCuYosDrbySTFerPEIGPzFWk2EWAhtA5LMOJzQ5hCtJxH4ejTMvr74mylz2pP9X1f/u9wtqBNfSaEc4FYq/DmyT7JuLKNAMEfTLcq/SGWLB3Jka9Ny1mQMKN4i21uFv3WXoT1x557VT97aPl/5w+MmLDyg5B5i2Sf0lQxVVd/koOZdm2WPgdSk1XeIG77bUXRsUtRfhexBxIgbp8ddftzRItEjSFuL3uOyyv0QHg7aIplvhslT0aWGXi+XnPF6OZMXv6g50ra61KPfWtSbPtVrjf4hdCLwsuakczBTp2b80n5S7WN2Vm+CJXMrxOx/ZIbqAl0Ok3PXNidP3L1oMkLTsZuKUZqH8GYbwy8mTCaalizrF/ozd23BGHm0TityPLeBP+my4/G/ow0237ixGO1X+YnPDgZUzb3SvI67fvkpNAEfDWQoxVIyJzw8u9We1CVPYDfUtxdhcGrp/5imhamL1SMrV6sq22uzZ6fkE30sLn1JPzJ4dyAxaaXck/8Xi9YoQy7oUHx6mCG8pWZKcfgdUpwtm0P+9tFlOuZh4JCxrPabd3GBkeJenughyWwfuxEP72dYyxzUslb40xNZmZIIEmjTLYzIznxG8vRBPkVF7tRkiIMEWp93+PrZXj9qIOjhQFbDdMXNjhjy7lJGMeoLFJPaki5WDUMr5ZirgFVZ8pmEJQPbs2N9wPkULlh9+fJb0EN+qb863o/MuoXRwPIVP3sYq8dWMiD7pzrMX7rxH5cCNwciWv6jnn9F3uaA6YLRohOX4+8VxfZvqXzbGzcunngozX0DGdQB6J+Ofo2ugfl9OnsrEjTkXanW4mdS3LPLz0JuGHP895gRXFW9TX2sHpOGJZ5V0rybs0ox6HMgD4gZlRJUtGD0LMMoVMiFCj5QWNmgyvMo7n4ictpvrOyiSePb4W607Ta4OT5FaoDCS3DZNOPTJWFVxupVOdS4A+g0O8RqKMTs6pCjQ0Pj4n30pPLAvPKqbhtz8q7pK2aF9yckW3p6gfj0ZhrKFg71Kc6YJ+WorJlsnWdjLXnhSEI3wuyXT5DF5+s5zs+vnzSZnW+cEw3TS+SoRAq84YjQptSNGOZxHDEQ794Be7Yx3vSJC2umDOMYirYer5wygAoRjtl/rmIpokPo/7Ke4xXBaBYhkI+2M1dCViN3QOJBwwKUlCFfQJu0+MGzIItsjLMYPhtnXDbxfd3os96r+ffNXsHTtVCr8DqvMWwH7FmCEpo5Ol/EAfEBJq7W1PL9gltyUXUOl8aUtZQ1lyhWI3gj9nQSYvT1kpap7T5y99eEzc9F6Z9bqxxhiCPiqRrJjaCOef0zzIhsWUXwwc2SER6f5zonXMKyUPKhMzAxMgj/Wc7xfhethEe3BTrBkspkJRtrfY5IoPUNm/UkEGha+bqDd0xneyV9PCQetl73MlAz0fKk7xWxSWwT+Y0Be1i3EuHnMFsg6U9EGUPJKF/GtCyaMAyHAO6WdK5p08EkRdSU0ciMm7pyE72Io5NdYhbXq+Z/UF0kSEf7FYN3wGHoWWK4kWAiH7nMdmxmeoPRq60WJeSydSQ3vYqI4XkiZhfh9Tzi49VBicZ566+qHNdKCSkeetP1r0QUSzySW1aG1tYQmhML/aUokr+t2IzA4+Hwtun3Onur/xxUeRhnkrmFKkOKVrkV//J6L7ja2TSd7iyWuOtM58evjUkiHDHMQeBfnqZn9GQhoWZ6j++zsqsAIsTeyDTmEWTRLq6ZuJUx+mgL4OIZ4dTB67IXK4YY0IY2FJP6kGwl5QlUoY7tObh0uV8rWas53UA9gygeJs7OPIw8z8U/rJLveiWKq+Ed+ezL4nubqLdd0CTs6X7CvYIF05Qwgy9X0pAbd0CJhRe+bsPc3SxngodU5bwI9C7K7JxlNu1EUsQt2i5KKPTSRTTpszn14Otm69tVlr8b70m+iIB67q9VKQY9VjZQhdZRGesO4WKOT8ZHIIqzlPJijMnXnkG08DHHfuLOzEKqM+ImyZ2Y3jzFreVvlOeQV/MpWKnm9tJZgJf4jSPnOz+/vhYr7QmRoLb+QLSxl4V83AWHkHL0OAgIMdIwj91x/5d5WKdUA1S0tzXHxusW/7nkdzAeayupFW389Pfvz+Rof+cpmqJ5ss506lpTSZZRi26284UDLh4GXOeRUinOcENKwj1Hj7NZi/IgR9j+Xr//Khdf1CV+PX2AZHmsoZv8DTxyb4TeLQ7jQgoIJfHjrGyX+Vy9/3qANpaqyNLhTSkqqInmZ/fSCrZdEtnSBG6KWeNn04V9P+eSqg5rdtisum0m8kVQ59n7pOMEzOozfnMEEeXJWNaTYQI/H1hVBhfNKX3zLxOzTgqVumz1bsnZ5+Cdkeggyl+l5rIA8FUZIviBue/2e/bPmWhnCYuos65BwfuLBMCywzQ/F4crUMW9Xy14ElmP6pLtI9QCNbc9nK+E2CnJN5c13r+/lvcO7h0sxZbB6VyM6RztYxPfPX8yEys6U8cvomSPicn5wudMNTofDOz++0HSG6Gf7yTyr8HcvPgHuQOZYhQwwjinCtNrJzojd5/1JOLVoB9e0dH9okPniPTht6P9Kz4tn/X3n/Mz5N2eN6MT6Nm7Sr8f1sMRKHPpNGJy+5FgEkPOV9nsm6H+5FcMJ1OQyBq6if8/hyJ/K/ptfU7g7UrpTaG/j2HDlCPVn/ZfmQJ/z6TTfUy83TbhJhUTzl5PLD7ozF0WWMP5NPVEgol95ZlWA5sJGLbzPTFCmMRqAqObTasqSnzfCGFo8j6b6dZCNbjLVeIODwSN3lJaOVXtHy0dfNvco/G32yx3Vw9BfpquA48rmyDrwR+Ykns5ARl4MtCHTSgfVD5Z43pk7r6OIUIw2ft1xIvVFX+Ps4xYOaEKemfowCGtKzVtrjH/aZVLMti380x5pGuZbXm4qK2wKEFP46KBNpVlKwXbL+5xrOOXrAyr+emohQ79GUAYfYBzo2fSJwyg6NMA581OJxm2+btImHoghtQ8hmCmQg0P9Rodn9iLedy5o71Sw1r+9dYr3uze6BXzwu5lk5PH+evzJKueOOYdU9abNiDJRzILEOhrbH8tWuxU2jGn87xP+Yjtn1BbItvdRm/C++dJDbWpVf9krl4PfHAL1wm1ms1TAfSKRhN5XUfRZvN5r9+wEo4OTGxVAf1asdWamjp28I+/HmzbNzrYBvWQVD826JqGW8yosy44DmteD/1tOef4DlXK5CybOLK5PPv5sK9chmZIXUh1H/GSVXJ9wIsL++Bfg/DE+9sdHAsdgsJkpzT48rqg+LoW0yTN3hFgLMEs3B3wldkz2mJTEYrllydPPaNJyFmRXEdzj1eycptFmHfR5lbsMAx+mKASh/9hihJynCznCXTkb7hpAd7UDUQVHSfrHRVsCbSLsvZLeHzu2szUsXhXu+OLw0y4TkLz2clC6kbuLmdX+wO2ipDhAaOlegUJUg2jeKjfBgCDEKBd950bZKvWH8ffBvu6qabHC6U+uj/SDuzeCj/ON5PIoQsZd8qa9bIUkxUsiVE2Y1JdtOYys4wRfYthBAqZB2yjJ3Jnj07wxgzsm8z1sEYx/+ci3Nzbs45F8/N83pufs/z+34+7+/3+b2+36QLgIwFjRtngFb9M4AL7GO2zNge6zVKAPkOfiBQO/H7mFKzQVcDFLn/OVrRIYn+i145tcf2xGKZnnKVf8ExoKAbHKYm8bEJTMztwCSRDYxcq8VOK5pMyrg+PSYshieI5aXu2HbTNPJzZL/QsLwxyZ82g56vQHDvC17Fp9bbF/qVQbkfal59vac/AWZDvLIxcJIPc8zadMo8CXxkHrX0akl17Nkdh39pF66QCxv0n9y3AR+pSgXn5KQWXXvhYv4C9ziHajBwBrhIpcs8Hp3HUa55HgSffm8yzFs5h2QcMbMz+/qkg+KU6zE4RsbDW/2TiOIvrpJbme+6SvvzVSXNZy9duQ+xJWlk4sNQaqnfHQpiTr5sIOP617kxEp8Id5Pf8mclXNCV+FU+uE2+odkFKY8WvhosY41oe/uWcKr6dKRaNVye/HQocr4ycXEsNEWTmEpOtHe2XKBl3OyjBWNVLk7WU0dzLlL0SaoHsWQEvll9waVjhtdlIp8E7cp0csOPXgktwGhJ5SWmexWJXscaQi6Xli2m5N8TV7R48sukiEHXBXLsQXVXRci+duDC5KiQwAmykz01iXtm5Z0JLHOUhzltFRAVU78QjOLOtPTiKBN/5dXR/hep3I6D+/o/XtH8ydsGgTodIKK7fz61X05L0n1ZHH1JX5QIEFzv/H/6qTf0X49GsjFVzs9FF8y2ek7goeRLCAFXNe3uiLzsucNnJKc8DKq5qSd4OP16dK8l9gwwnOsv9MJx1zHuac1Aytfmr/ZNRzLHgVsqiCPFBlxwmF3vOwi+JSsIOzmXQ9GIGMGxUoLyKM//axMke2n7REt7Ajqx1bWiQ0KOyfbqff8txvOyxIE5j/3Tw+JQwmSEBZgknilewIka+gj93jzB0gtkm2qV0lsVeTKvY/HalMMsEhThI/09XuGa/Qs6Mx4AM0B6aWJU47r8Zi7JwoSoUYT/CQnibm8L4gadZ2Rrd/miLsjhYYrjgw8UeTyu0RFkvo5kUsG71JaH/KsDpwGI1vuN7Zo8FHnCGSC8oIvLGptAEWFvVe7HxG4fuEIdIt6k5ytCFfwD+YOJ+T5fFziHW9+kPROtUOsRiOYVNDL78I8tMHoHjOnqlVU/MB73Sq0YLS315tnwUu+zzORKram1eGY9K6kO2Em65fjvG7/FJzr9Uoo4WfrEFjuzdjwUShWGP2hE/apxzZ/wUoesxxhYfRoCzACdCBYWMhcu3gOaGfikGZM1F4/irDFH/wuaLTNgHfdFLEhUJD4m8Geyzd+NTdg2lBJF087SZ/RL9YuFA5fKKLy4I+7re17PQbg9WTjX76RN5VOTkIQZ8R+HRlaBX2AnX0SE6Xzkb0vhDV+20kif4uK+em7ghQF4+clNCoDI2g2Op6old1IvjO4HNgqz+Pl/Xp8THn9Zj3ITG2d63G4xMBb77ab/9PT1WLZr4dom4z1yqRQEPgehWtzgMWy4dQaYR+Tsu8DqS74SE7pYGeEPSHIVua4aksSt2lI/vy5lG36WJ/yZWXf6sYtHpFyuGJ/umSbmzddeyq3BE1x8QRGtTAgma4ryXwo8bZvlZ+aPtQn22giv3Uti8WtHWD7pQBvYLcfBkX9dJRzVYdpvcRc9yoNpZ8m3kDO/hSSJyx0npJeYnHDZWBanNzW+V3Ppdf3KkIjhxTh4dS07TYHD1juB1zNgseUgNLJp6x5I22AcLYpCTOJRp6P65FCnYj+cKXFd19uleHVY7G804X6JvweFEf/ySQM9c+ydeh6W3u8L8o12WqRji1+n36iXhpyf4GzJESa/6qTeOP4K4jt2M2l+PlRb9dprNvGrI3PAvlz0GWBy/ygUZ7x+jAgLie4fgbvlrmO28vOn1jDQrYJcRbnvbnQj+vej3tbTFjI6ytzjf/9n1dqL/tP/nJ3xf3dd6KGAydpupNA26byBwrWMGwmmleO5TaPM0m/SuNLYbR/hmuMf27fw7PAyXH/1S0bTcZvB9VgnTvCzdUo28oc7vVkEyKAbahdYwFDVc799y43yL45DO+2d4k25vyIJLvnDj4atfNFDxjvgdxv8ZwDwpO9hVU+T2wmP352uyYCOyu4gt9MqgVfaH35ouqTD5Mr5COJJqo4pcweLlstCtvkPaGr3z/HJ1C9t4WfYgkE5F/nrNNln7nEVcSQ/ckS7P0rU0G/gAFbD21RkpXJa0NPFmtK4hCzngVsSa9tnWJzXwSS5D99n/DyN+WqQKt8L26FCac5P39sODv7WZlQwiBJmOilYXry7ewYIO9eyZ+j3YP4mTyd8Ah3lLVnzPMY51gI7s5N/+PUZjcmXHYjoUW0Vng6emFjFX2grknjvGt24mHAebkRE3lXsYBDUdxUSzEVNj4GeAWhXiGLlHZykR+uIa4OFLaLJnTexLdchsrmnRVuYlYIDkzrqIDvsHYBrWkBl+85hygRc5DQJLkgUbvXlQ3yUkd2TDTjUrRneBppBC6bPADB3aaiH7OZy/dff5gTLYQtYRnyoK78KBbU6ZiLsA0wcRvw22NGDztluW5wB6NADVYlkMNH4Idn4pzu7pfbbwEBk30Ec+PmYs6rFcUfjI1hdSj1c8nLh7cRvDNGR37URoTgapfIPBoEu+BnsK1x78scTrg/Kf3KMhvXkLK0vPZdRqFmkYb8RrsDHkBvrgZ0AQ3wCQNjP3Ko+E7trz/kD9RZTTLby2JvyRWgXv+gKJHxIRvHsXapskYCbEdGtmhdxfjldwaJ/4SJ45O0bTeMo5CNpJv4HWxUF6UqlhZlZKTp6PS/VEh/nH+TsTyM+fYZtIRFDlDPAnf4m4RN6P812Vhjn3HeCMbubORHzyAtpvnRLxsN8hAGPuqqTKJGRCE3SjurTXprVv6V1PS535dvp5yYx1dYzwFUKcIzQMtl0kRC5hEp+MOYB7DNguvdMZNrmE9eLmpNOB7m22zMi03w/5K/+H05Kas6Xb7LOs2KM27n5cO3lAmTNboxyfp+VMQI/4Dxjhgp/U7wknkTvfYVzODr5q9rXd1K5/bmum6cwKuyvQPN68xkAiZ4P+ATXP01vEYQ7jCO9WTnJV9uERNAVH21ssO7Wj7nvtF/ZnDNtLLIX2vJxcbtfDOOi0BO3o5su5vm9knbzkmV6lDFnwA9iPwNUpY5f54mXjH34VJL+Yq9k3wfU5/eQyh+5KT5rOQPqBYdrwouwZPPaWfii//nmKyM/L3Q3T0teQwgUNP5KL5N1SV5AxFkbuFnfuaqmMP6u1MH5ka6YZXwEp+fBp/P48l9BVFu0y/K3gYlZFB1iS2K+62G2cJ3KpI/1ZldtAZaHeeKwCuJTu33XAcoFSviCu+38ssOiYdXuxq/J/CYD/hmD7tEylnxMq+IfqPPl0ldvGDF4kNFoaDh9XclnZW+XqkniGUDiUKHADeRRTUUjh8JahM6Zk67pIjGGwBVDGGKAPyTpfgQa4lfnFs5tkTUCd2WvpM/Hz/FDdyYMn/cOKVB5y/TJ12VeQEJly02K4jBVxu+R4VW7EMLawNw9rXZv2ax+jq7WJNeCD0mWTuaA0kTFyuyP5qdmLZMy1X3r0jaZfTaBWTo60SO8Ti8CC1648TqYvuu4eYftTphpwMUXM27aexKPjxo2T4POAFHdcOnTLKAm0dO6Dj3izSqIHfKkn8Z6D/GvW2/c8L3U2xnkreQ6bbJbHN6l80ZPXeMe+fk3uMGYl0GcT/uJHtln31uaxynbuEqs11NgiMFeoJwfQErnbKq9MAoBjFcVrHNlVNky2ZQEJrsp1H7Vvo4Qf3BBcgp4m9ZRyJ/zXw4HYv5HTtV2azk/juzSeQYQDL7i97wj43mx3ap1d5zSDP+6itOVH3pO6SBGc/ML7/+8DOCznUSdWix7747By0HA9I2UXjcwHfDe91aCvQskEOa5wJ24D/k3Vqbz/Y3t7QseTUMaYrHqDKmqJgx3Y8Xp3qHpER64EOFq3VhNvBAZQUrGW8R7nwFubKGrgPcJMyxGu71P6ZN7Q8yDYurfTf3+s1+uOwk0/Em2hxrlF1quEo6X1KUdPNU6D6L+3Y0XndVZdvht0rMhuThp1pKDoLCZrjVAVp3QWDIvjpnKs4JmAIpxRX2bmX3ocC3JaMDTX3lzoKPyXpK+c7avv3NiepRL4nQUMOMfRftElCzfEayUCb7YmaF8iv3dWG9I33ncEuXmf7fLKQMzuCYplvjrovr3/1pRMFvkJ3+w8hVSHUYCVbkq5Mp/6uY9dWDH3R9hcmOOLxISHRxtnjbz//frYrKxze4+CFFu/Fs2v4GzRQx+52/LbT+5w/Y50dGX40qZ+zSWjmJPKj/1iHrkAd/l0nklXm5QLJG+BIii0ONdiJohe0ghQwvzSbABKn5sTS2vSHZzqZNp6elaMfJGl1VI7Nfsn6jCfJ+U0KC2esQliuBfOP2CIKKDiw3XUkVw0UJ4BxZhwfceu/HdfbX77y0tw0ivOU+Izk/dGw8dQNrXvOs8Sq9ZcJNqDxLI/idKfsGT5uSEhaFLcM2R8i2NHqg/wdBj5kltXSZE83OS0UrpiVmm67225Hjp/jMAfgNcOXQqUPublXI3QPcMIGraEEiXvqXoZ/M0s2MYYlhgqVJFVzWtHQz9O9t9sbLxsWjXfFiiZeFdsYfdNDn55ID2x/XNGb1dgyNQIwTKTp9Wmh/UV/G8/9OHtKDImLp/+GteND9/jV0ff32jAZUhnQn5MmHpHNXeLXW7t/LXfAjD9fj6omKUNcIGtzs59mTI7BShd7R88OE0RFk+Ace2D/JuUaO8JObXlLxSwm0EcU2263RN4Lw8hrsmrR8fCislRogtOfdcZ6szyZqHkSU86ucTIq3BkWh8bss992S3jLiuvIm0VA0OrsO4dyuHtyRSvudupL2kd8iVHOzSGghiJyCurWYzEk+XkKVrKmo6KQUdLg3NzXUGgYGu3Rb+AmFmgj13S3pbx9j/AEPURyLq0uSNx7Gn2xbYtW6VnzhVUPBib06Paw708jl2tqQvIK6AXY8nshxKVtW+skL8nQJphmC+V0PKBRJ/Sa39/vSQlg0igi9vMxTGi2f5u+Vq1B5ApgdaY55NynuL1YpeqLzgKZP9+AGAS7JGp/mz+RIKOU2G6TaMKfM3QpiYeOwIS0tLZtH8fn+5XHxf0RQCkvR/0yBNKyeHjD8JiRH/a4VJ3J3njqxG6rZzoznPgaJClem+xiEhJ1pZVkpMqq96ynaNw7rhffflYbYCWsADkcoxtHMO7drxpaL8WdcWp/gqgjqMa077oKc7q9hmdgar9fbTEb8z6kMNDduRn5TW7Ttww9O8FkEKJ5GPXNBld58I/th0e9K51TsIYlPz65fqhaynN/1BDruqutdnvi7yOIRanoOFJhQWCq4ujyzzSojQ5KLy+p0BzCtrVX257PhJ2vElb2lvpDwtF+BolPJw4o/ssmTeNbt01Dww6ZFpsFhseiQxTIvDpFkgsoupDahdSNHUCoJlD8xCxoFIgilpyaXkdGiyad1uHqw6xtsxYlHGzKfk19GDQf+Bl27CVcYhXrLSrQfmDfIp0HlB8yDYQ+MaI9zLpgzpOqc0sZ5kL99JrdeZn/3rAZymzeaZhE1py0mUrNTo89Et1H3+XurfqvBFoUBhZd/upW/qyQGUvjrmeG3Xkalzl08ePj01koN9UJOtDYMb57vuus/xCymg056Py+01TsZv6S9OVQHf1SwwesWKv8L8YXTt1RDwyuYmlmXOlzNbujYYptTk5K369Li5udHQRs9de1YY3Qy4DOjkCpYe2Wdlt1shuptfXcO8NjH2dxJsU+4sfbfNDkwMreek1KskAaBxsfMTYdLS7/YqwaKlaT+sxf7K+yJUqDCLXVjw8i1iBP5KFtGg3XOlQXbwh5eC1+7qcVB/iaiaqAz3KcfMInPNWmu6iDNMRqNDmkOX750qusL4QxmqfvtbDuFK4kFMRAPEUJhwBZ2/SvqzBeq1trHrhvG4yHSa3mZ0FuUwClJ9RGKJiFY6A6BW0yYC4sozZYS8S/uUgh1NlUzFF0U99NmHI8ycXr55mD+BWhdmcVvaNmlC/UJx6LJnLDlF395R64qpj+R1cXqmngp4556ylYGlq14EGcEIxq3r4CjrueTCnhJIgOFSDMs/88rVUV3e556sn0fgK2cAtTIfoY5s1BC55MB6VJ4irJGCz0J0IFjz1ejQ4Uj5PRE3scFMF+bM8Vfcv2wfWxY5yop6+FSIsEYIRfgTmFjUzaoq6pqrQ05McAcG/uJmqesvZ6nWyakYBgnAvJD7otZHu3XEDmQHCse97TKSWz+uMt7VpyS2zVIHNdjH9lgBq5PHLgexYOYt6DZQ41Dxjr4bkGsIKpAX62EvkDAZ++ntJwVE+xmAfg/LSvhZu3BPAj2G2nRmKDWF1JqDFAc1v1jbSBV/jMuXl05u0PXlz0q9m6pRVrUvz+UWoFLAmbKUbw/xv189mWgz8CZK5tOjZ4ZSRfdu8abe778LVlDUwVtIxfWMJY9j0eao4BpzWE3m5dvDj6QrjyS8WozNlosMCPLtccIEdJjTMKrPv0zGMfVWd6K3bB6x71qMjGmnkkxS5001aelcaZq7ymnEknnVMCrTVB4fSwrGPzi4Z3tfGvlkSQHY5Z/iXJ+kT9NUECj5moNegPmNEOc572VSB1rUSBpZP1xzqiV+n7pYjW85VP76VUGaS3vrHQiM5bj7I05CZqv/0X+TPAGcW9dER5bAk3sfN7BfLG4Vw29baUhbkRuNWpKNxzT+KA0Yycv3R5hVm/vf1OGlc4zWF711HcjoRGfzZmZ8WN91e4bKvyO01r87FC9cRSKvl/g5YsntnQEqUd/czY/z5yJ+5kdMoY6gW/b1tdzGyqW1UhUDNLe5Rh/YiCrY/95CxfB637+5huHvy1KDRNpJbm1OqGSMp+txXE8EMd26xz+edt1Jj1A6/GRuW954VxC79YZ6kcxeQBaZx6aF5o95CwbJTJcZlRS3usluHIbjy4Kn/vwS+/XFVjWj8cYLCzPMe4AU4j2O/vm8brsrENhw0EyIMt/aoq6bT8ShZ2BbcmVO9Rn6dNW3f9cnWbR1ctyMBeRyTg2bBdacnKez8mlpjoYpSZun8DPAfMsGPliCOkC9Ru4r1woiWHo3G0luUnvEv2Co37niArksU+pHk5yq6+nfDmVd/Qe48ui9+n15g5q/e32B0tJ+sjKbNy2vhzB0vH3I9744OvfCCwDg4ns6Y23ZlPCZwC/BjGTYD4pashWUr28DShA0Ajk80/BKCvqxZqbtr+Gj/o492Kwt9s095foXeBJn2CD6bb5ukIt4kQuthQUXRDEz8kZKnmWe4+Cirmv+5Q77WKNLPl9tcx3THifZxTxu5himNz9Z3w2o3Z1dpArC+YjLbSVZRgvaoxj1Uw8TldxCEMgwEBH8ouKhbP/Wrl5FhFMcb29XgTvdM7rXPXioIuyqNlIl6yWmn2vIifOoVstT4ErvJlsyfwiX9qtv8yn0ApfRz9bU4loSCoZ8fYEqNTUV1aOGdz7GXzNJdXb4DaDRBwJugbTBkGA+RNr8fcfN5j9eaFZL1zTVKivLaYxh0dBBSc/1MAdIvY+UfxKb4nYFu6/A15vx789RSf0gsJqcRTAfm+kIlv3rWF8VY9gE4jqSydgZF7K4fdTKTNxye+cYopfPzw0pH2gsPWfEjPYnDXwtX6DeS49HxU9M/QNi1HjZHk13hCVahc8uPhT5YP158UqSjRvZGueJamTKWM2vOgOcJ1kluAZg6LkkVMDCWwRt3bp/NwzFUoWnV3fa2p8Oe6cLP0m9+0ec3eGdOCrK8d+fv50C8YP9tvWyILrtjcXvawgGCmR+PTPLnDDUfQbA6Fo2+SdvJvOPe8E1BnL7olIlqbZSWjzLsPun10DNpxo2MyOr6iz6PzNWtnctJictilpZ36/Ld60jeGfJBR2Tb6Zc3634qF2MURqVMXcJ+1mnY+DdeEdzmkAf1K5DQynMSzYLvhg8YA37zbvtWDmBwjrOTk27qSyY2GjzBcV9+WxjoyM7/1GxIEtiSO7oypbte4WVfV1bksr/roWv/x9r4T8zm9PA3aD73h7Ycqfvl6UUKqeDGeX7DNAGzTrkkjYMIh6ojMhdm/iEWw3Ib8RgZ57W6xPemH1OeMRYdtHs9BOc5S13xObegBQrs1s2T1zur1EldT+Z1z9Ygpzgxp8T54XV2oQb32vpf01i2DteQsFiqax/4cAG1GE0RdklXzOD6yDIiGFzpvddEuFRa7AunU3O55ArLKIbW2jkGWAgpeTvsgZN8IC5cNXpQa1yNpog63liD/0eff8ZZnNUdnO8w4d4xPb4CSzVjemJ46fqUtVNhpJc7taHP+C3xoAK+G0Ov9C2Q+5K2wGuegfBz5i4mCFPsT6lV0tzEM+IlLaoG2+u7UlkjJHdSDFtmnxeMVlarXO3iMsxMjJb1oOEZZ2x7+hwxjGaYfWOfs7fTmL6f5jvLlU3aZ7TSCcaSu0d2zs1PlHZMmAaqrTNwznWJwg5KkIlHGMSP98VEbkZnmnbAg7PISrTjh+lIbqPWyJu0G8M4yG46Wz5j5jNJuot4oe/ae21Fe6vWzwK3G+yq361t5z0LDyqkWJOfq9mlhClWaXaXh4bgCr7TkDT+Gl1+B7cjoEEIg30Qpb87LGNvRbeMiLYwf5NCZTvNRN5f2zIsNU1uCo+S721RahyRCmGSVb6yehLAxt16btcTIF6Jo/y3na9l7r5HmAGAFyS5sf7tm7Szy/lFNqsvMGFltipfA/yRBRh3S18kz/rHfa89RRNahGJV3pmG/bY7Bnng7LsaDVcoZV1q/bzcaCW/Q+Q5cPAIBc3jZK3BwaSy+kOkJ6m2rS+2KtpCLl7wu7/NuMStJUXhK6f+1NO8IDdVRLnVmJx8F/cRS+sjWF90uBO73Z3xgtVruSuTqFbIm7tIiU0+Xq0bA95v7sfmeNd0PunrkOOVcSa9AK/kEPz2tHS6+PekoTwnQN1L5uYvBjf1Eq9S8uMzQcheqCBWMfRPU1WS79XvzGrNSoBQRWp+v0qf0tN0kV9knQx31j6N/q7i5xFd9zH3jE6MOcp/vpz/R+70bcnAyBhJfIhlRGH9FsnaJQQtE9/UO+67qxlZLX8rPFRsbuqMmHsMTgx3LnsmqRnen1R98tWv0Lz112LlgvBvzE5vzUj1YzqcoQ0FPx+TOpXnHtF9wQUqCjjsRmqt34tDpLb+jYsSedNj2LNA9qUI2NPUvnBNPnOiTI5FadNjiN54hPeK8f02QfSRUQBnzvk2w5dcH4o1Q0s7A9LnHzD0/tr6FI5nOW0lMpJHd0sYg1Hc1CFKVpq8qneF/A57FZruJe7qv7BsOl/CPng7plG3qmpFdf8H01qoMOJWeTxjA5VqwR5dDztM3IIji8ZeuGtoU4O+k4xJs5m6EZ6lQi6PE3VW1Q5fBPFps8fJZLoeQgSNBvv4rUy+0B78UXTLWLb5G8EK64do1FA0Lu5s2gJK0fFxLk8q3XpmZNA+2N7k1M4uE3eq2wSUN7gc0jiQv6cslsz5/LF9JdfyoHeb9OVpUTx661yJDHHVuTeu8x4OW/vUvWtdyWa9ynd46qjDvT48vYgabxqqKySLN8th0qU3OJyekH2kpVAj8zuk39NlT0i6k2xBurqHPrKBvgzQBuLOj4hCq4dlGe7dtvKL3X95BFUtBdp7+bTiQmMvOqxkuHzcqQQJpv19AOXvri/qjfrVbcGowr7Aqw7l8rkcVHia2h+limknW/7Ld/VNMy3CswVeono5heHS1Q0krESlVM+hC4r3w4auk0q2PgwjxYgl51YZ4D5V1UbvoZAUMQzQLxy86W5pWffgZMhvVs8GabF3/4896SzTf4A4o6mXlmlypw/E7432TKBxBOb95GneTF+o0N3ZoosO0aGloDYd509zi8ZX3lmR+iSuHIIPBJJbceDx+o2UbIugf6pZuGuU6WJFaZvVn6HP/9zPfTZFLlPb4wiwoWGFq/W8jEfhFBln0h/DtSX7YVdlfm2ofD5qPZirOfXF3vm01bHNpbolGppc0yQR86QDlrnbSquyi4llxxojBrxhgbqjlWXgJ6oQ18xXs/Yl4MNrsdM7BKSJL72peuQMfe7LynmiJn9Ok1qkn57oumGuwJ87C3Mu1Jj8Wzt6uy6ou5B85Mt9eGgg6hYxmuBGfMwab6b715cB6c2M9mQhHLwyPse+/wn6kwWGfzeGUve0SpJVlySn+6wqQLjI3NL7hTyil5uNB4aJWKwLXagT6kYhAXlDFC2fCuQiDAcbzn/kiPHgSenWnoVgYJSEy7gilUNt1MK6fqzpyOFcbzYr8W6NZoy+qrp4A40TTWYDW79l/KWOe1YN0rJCeLvUX30WHOGK8w2KJ70JBEotb103b5BlVcHtEO/sfJd3RqrWd5d/mZ7ifMfgusM4IzjgeuTsgYL8ijB5Np5acaFxyD+h6NNCsqfaSXpUsqrAzNjK/5tfYlNfp8bvd8r5cQpK6q04Uffip5K6wRfEiEOpNRuCpNqLYiHYQs1NaGPx7zOAIxBSUsYuhcG/o4RWvEL9tqXrcStFP688UdqRoIrhZoJiKiM7SigMqmP0N2eQhL4NAt2C6DLCd+SyXb9Fj/75Mr3PGw/T/e1lx/kcGk3dIyCKqPrayX8YWiKJuJLaqaQJhF94EoqeA/0dCpxR1fLd7HyT1nDdr1AMENiqblqY+Jn/zinXBtblrwIIdueXclBC6lAkPR8QYTSXeBTmU0YdAv+akcDCc9I+TMmxxQOkJ1MX+6oiLDn6Fq7Qc/+8XdZWbQx6PSii/cpwuK2Bi9FYTiYze+J7NWHtXUhXbdEszKWdiAzmVGO52YwANzaGRC5wzEkUsXhr6wZB6fLozweRcp6xxjXPHQotF77JJ9B2qhHZUl82Mm7WmM5/Mvvbisth/SraF9f07VSKgTW+M3f99T3pO3Xnmb4sXw4BVZGju/t65mAP63pKbL1H1HFaDdUau2kSjWaTcG/uQCXaiXzLtF3aoYd03fhwo+XPwLNfj4sJcM6Uk1XMVkfOz/6+uzcsoiL/vTmoUgIi8P/RW2+pO5Hsv6WemVCOEW5wE+1fcJaJ8HeKW/V2pER4uLkQtMKc7ss+eK/6RmPn50n/4AL0csa7HDOUSqbbukAy0EJcl1DpAWqZT6hrC+SdEA1/M6mEMehFH93XERvQVvbbLU+PbPiRxZ2Zkvua4mDapcG22jwdT9j07/7MXrbe0g7jIF6n78il2vWk8okBpHr2Q9pfZT74EqnmXARYuazusYRqLLV1haM/xkkDmzTMiFmEx720s1kayklsV+PLeV6yp/7RoENktYqkyCNB/vDe/cgwuF6wVKzfrUmDdS/6OjhaqyUpqiuULL7opCTnYFSsr6A0+yny+2Xw0Cl4KIf0SrmVHTJ+hoLFpsNJS4cOI5Q+SiGDSTlGlT5XJoBeaN6vbzyNM2AexLi67tY/UZ0h1dC+5VLKqjuyOff8ojrj4TK3GFEe4T5Sdj/Q/sVYUFE60O0M5TedBJ1Boi0QFcub5SQjPqe/sWcASxJqgnbqUNWZjVxfeLD33DpInqJPhVfhUoqHoXAa6mMySfClnZkXXxCpLLm1PLBU6JTd8S38BmTyQ1vnjKgTa67uf6i3iaASNGTm1iS/4Lcpk2zEp2vxdgpka++JVl0/8WSS0BqaR/3Sgrlq4dYbKyDMqbLbmJWlfcyp8sw9yzgbid1LzZkBZJ0km6VwxnqqsilcAe8PNsQPkv3eSorWU/GbsrOLfh6/P2oJYNL/1y3OqQX8zuMCph4Ulz0cuPshA8DvWt7J2twBN9axy3siPTJWt+Pkz1r6YNakLJ7j+hQRLDa6hmAQxmH6V7QPogjyXc14ELlvNQ1r6y+mXNrkB1MuVJ5eBjDWRoDc6AbS1XZfUKSZurI3OQa0ZYZ4X6Afkz9I8wdrETeJcTlR8TDLYhVHWpwa9nxrkZ7/BAtzrU2W2hMpJGr4sHuUMmcTPE2C5knjJGrsfIiIBAWg6v0xiUAPZSDmDr4XCJeMv6sstT/EVQ8Z1UqB4Nd92FSAstjtuzTP7+sqGl9rffWF9+9cY7hlz27c+2IuGjvt2/LbJUnY9NeaDcJyeb0sufP0CkgkSO0URcflHAnhYgwMl4IG66MNl3J2A7CIAKD3YctAqrX1u/1QHy5ZxxTms2SVrLLDRM4SdTwnGpsbcRPErva+FBci0hL2s/Vq3X1o3tBwjpj4oEh0PqobNe9QyvnT3dKwJGhdIyCAeXvvbDqRqffKAhiYVfDUIgjsSarRD93jb8cuncGqDEIgsh+49iimbDc/IxEzxpW0oHKOAOZWKcL2oWESLBIoPYPufwffsng2rrQEx3+VTlEJWa+ZEAsC9WTOjH9L0Uk1ViOrUqfr7rkBqdFe05l2sdq4QgNGeJ+/1VyKPXqeBqVA6QFYnf3td7tYQjLwDvrhP3VoZERevbh2mvLFA3ryBLTfzsBvlAxyMFoem1J8jQWZWTYe1hTYjeRsu2xqfGixgA5gY4AC2k6ski05wjO1/7VuKJ95UPQQtArkBQDlcnWRmJq0VDHT3biFpV7Tq/tbvQFYQxsHF76o/jmAP0KekOeiHh6mqE5n0Y9T2048euIcLv76MDhYoi5Bp2Q0Jidc1PK5qKC3UrGq1l/ttnirs2f+S1mKTcxl8ez5KksJ2SRwvOMHRcJFCFWbXL73h7gpojgmKsN1SRHOJ66D9u2+wrZiPTvTCglu9LRpGqt4BjPAPOpLbxkdqIvQSIEyCL8AUjvsJBp9sE7h9lPaNJwUiTFTvcq9okgsiyd+WMnT000T9RLkakZurbhXKl3vj64EirqaPpYGxZQ/NmnmdJAtcsaSmpRhENIrK1ngJm5MwC+/wxQndZVTwnyLlsR4hrZZ4S1cD2yeNocyOtEb5w9eP+JvqrtrLDiROdwU50vN1sNrqxJgnSn247l9CvQJH+WvGBOMo62J78Hsv8kZ1pVj9o310YvP6tFGUTEYzBMFknXstIB7+kdH/RO3zPUojIiCbLPTyyGTgs1NNEHc0i3sv/GdKJbQwebUCeqifJ89H21G6lnACm8cdof9UyNCCLiQCv09xngElx7foiLXGJHjs0WnfBAxSDBpnpKWP05K64X0OMAmzzPx3/CxGv1rKw4P0uzjF9Lye27b5YzuPtzo9G1OBA317LValUzlts8Oftd2RdnZwhM0xqi8gYPBF8lpXVtRwckxT2RhGvCCsh2fR0IzB2VCs5ZdgNvX6+MUIUvNTD7sK6dnJVwFdpb/53vrrTowGot6G60zwtzuSMFMhIivaQNTqIcYnoNIpLEHKQKiCXLfoKhF5Inqpqen9wgQzpwV84hhe7ndwLoTuttpg9FK6kBUYwEBfWjpNOG1Xa7XjstET1z/NMlN+CC5Dtp4wXW1vsuBKGYPEs/MAEcF3xNKy8kh/TEciUppvCgOM+jIT7HL7qQe5Fdyvue6MvLzcnrtfhAtOjMsFxmvVLpPhQ8tFe5O+xxfNAINJhfjtFQckPwa8hiyFq/NZmVhxhyhHuW1gK6E8qrkfp3HOyXNqtidOrjahIaMxPRLYOoNbDAltfJNoYVLxb/8287tAC0pnE92i3fcsEmEjlpHKUv6pSOeiq5LFsbS6gzvoxo1WgCz8dkvYLKH/wknwGg4uhClaJgRBWQixrUpyvw+gygGjGISxLlsWVN+6k/VOKXduA10uRdDFcbgz8sWg+YKyLOrW9O1Hr2XJMtHoRm0xwmtgu81d9VHGRnZ3cOlzADyz64kS/1pqUi9uYZYHOqUz3AxjB7cicN4WZqsHnv3L9g+tU5IFjZOiLz/DVPN7ZDSCxwkBByYXWfqx7SGUvetg66XcXhcxqxiXBUiJ2XSPn18m2nP2v3CViAXLJQG41hAVsT84KFiNpYXFg+cWfKsCSdg4DdEnseCPN251vos+S0w06z834w//JxX1D6QIsY/oHwYsxrvVzALbHb/2Bv9HWTW8nMqpv8F9EjKMe/BxVcAm2FN19aXrsRb7Egv7FfTDEhBUD4VDs0r8HvN4Fur6Jf/5Wpnt5WSZ94Pvgd6n1ptJaWh8n3SjOxuv7biafbsKqRvkbaYQblVAlqbVzeuDby1QYE3cLtzCCukZWJzzvsWMib+LteYAzTAiK6GswzPUteNgU9Gm17Ow26iUoS9WTwklxmeifedTODy4Tp08OlFu0zQEgd+c5zshghgdOvd5Qwl5MPIod2cqweqKhkbEcCbwlFFamkisfr1jeSJlLyolr+kJb0ZKtueH6xOXwf1EycpDIullNkSEFlyALq8BmA/59NoIGgcqnjKFAg1dNyujqO5eefPVGFzpPphztPPbRO5x8l9lEnhIlGQ5HnGkPfaYN1aMdxKwkzuKryta1XWJZFlM+svQUhnNsL6qC6+qQrmdKPTNnarherCn9puaRUnNa4cQySl9zV6RtNEVvnL7lh6oPWaNS0ssIe797TVNpv1ICdr0n6HnnoRMu9oSVz4USebQauWX3VbrqPIH3u7xFqifVCjhydCzg2y5lBxxCdT32vKyvrMToH9muIWokwRKXGLXf01X0DhLDNajAtBGmsTST4dXcgoCTvxSaZNAuf1FTfniuZUIErf/P7CiMz061d24CKqrnULtwvi07NaciC0zk87WvGUIVJwVFl0zZTaw3eS4mEmJNlAwQKqOncPE4xLOKHzdkmrYk4ej+gKRHc30TznQFc9Ki312qOw8pjgIbzpzrqvNWNMXE3ZTX+gad7e4dgSqoHtbcrt569E2Ed88DoqQ+aHHxeFsqqtTk9DPbRnxvIi/3OH6i351ObHb26v72OGp9NKQ8bWGB53tYQ15L/fZXKiLLkYrl0oyjL5lmtYSywb+jz48qiWyd1i1nB5hqeHgsETbLkbI21alt+y0QLF9yNxDolvwFFITgokuQPwuGUOwgfTN6ro8Ec7khZccinPpXD7Dmti/JD9/SszU4af8/RTFA45wMHVJa7js8AMcpWsQmwkvWJVCHveqcL17qdYJCrN39hQ77H68nHOsSSYSeSWnhDXW21uVr5KC/cZRslNbGPNXMvTAyVZAWxpxMg6rj/vdQFRcHCIvXiLia9HceRd+iCocCStdGtzUbjuSddnzd53u1NLs5UBttZrA1pnMY2PUfCuYn0HfVA+3n52JaLRJ8YuPeA0EI39TaK5LQ+HRR9QenWWyFkkW1SVfsbwj1hD4kHH5N6m9C//wTfOF9vcM68JifEJ0Q4vKFqraEsy7tA37fQhufLQG7+5kZyJUgpRoabti0RX4qFT6wFfyAmbByyRjSJlPtpHJrVTQIvFtvw2wje3LecXX1W552KlRtvR9WZhojZL2mH05iDZV+VQE/Eyb7tdvz1lUQkFT1/cmqkF19SNoWVXWpEaglRtLwLwWKd/SVRPNLpwKku2ne60eIznx0bxGBmEJWTEnFMS/E6aFF39s124IEb0iK3cW7wYKIdzn7ungdJZPkgDgimNlQ5U9b5ULtpbI9nMzZONoySuqtEsyYdOXGvKXy+BAi59YygPQfMbdWsyGlHx+J4gZDzRJmdVBBbfW6n7s9WJvnA0XCnknU+j1yfCZ/JBGCD90C7FS079lFhFM13aZHb8O6qlTNABIJVCRGmwfSLSP3gLKOUpXxZi/vLTr1YjHpTvNW/RGz6nK6zr4+zs/MrY/4F8HRSH4gcS5UlHkY1mc2zsuF6XnsHZtEYPBdqviYg6mt++Mz4IkdO4x1Rtzcil0ukPhoibXJAGRSvyVHdAgMsCAnCGMrfBzb6t6QFHoGNxU/RZwDnMRKiHQxwteMiaUQRW0bbfe905mm5FawT7+6UinvXoKCsViNCtDauEkeiiT9eFtKU0A39Sztnhpg+En93hkp4DjfnTZJRgRMeS8PQIglyZ7WHBEBlU9mdXEhO5eZ35Pj0OKQjLnj+ZVg4RZ+WatCTcxYSQvf8gMKEOPo2662Yovt7qhmDH+RqXVfFUsa/JqKaLHwSstKemn1sZ86Vao8+uvr4XIjuwu2Im+EfWNCbLPbyFJG0gKDFYtzDhdNHE7pV2bcIHOcSjTHQZ6uW4lOJcGbEcF9+bGIw88Q7hbC523yUg3UaLS8yUypgGB7Oo4J70aqHAcLP3H0w5e2asQgaL4Os56f0J/LPh+UcRptO1JlOpja+pYoc+GY8r9aFev2p7JGWOJxK6s4nd5PuWBDLwvDb3ORXBjB2Pw9p8suJ15svbJXHUzqKGBtrExV9Z+4wPomNiHO2hU1ZPO/AXZon1xLRT/9SAmWsa/Jf/7K1XePjx66IwRxslTtztd9NqrxPmqerc2YUEVEPh2JVw5rkC/xE2tWC4/KsZlYx5slQwaysPAYOaVeHZ1F8hSvF3wD3S6xqb/V6+vqiywM3W7CbyFHFjy9efqdzggT4bNfupe8WbGKJCR3CXHD9+SEmt5xrTb74OqB3ubWNcZ5baoZM6htrK2fq2juP1+I5MjV93IqfccCXRaYvjsvfJ3SALnZ+WjlskPvgj+f3lMoK3u30NC4DCVRYBCqPJl2oWwiru3BtnvWzrBcHXHrUQ0Oue8EqrynHvGaEXxsVr+8Jc6FNlhlVcosXMo8HbOj/qY0E3PZ9B76Cdi7ZDmvYyjpNIal2L7RlPNgppUgrWT9ucOTCP8mv+zJ1WveDGSrrBV7kfXVXgYVbem3mlKPloKbFEDXMfd/jRLQ5AIfar2lO8wm2PgO0vjkDOJ4BWFgTcGxwfXx5mDU8/KR1Xa4iyI1YBknJMbl04AYTopBFrEL0+e7Ns8gExOUWRUbxPpEuqES0cqKdNJn9RBYSYimGhRSpkT0wJ2Y1NfQBuoHsoBIql13skbTc0wy7RH53zU2740mPgGdvb6xVjaTJJoIbMR+lydCiTHmLJtlV4YXDWKBB9wf2MjX4VunNM9YWfDNFDz3iWP7Mdk4OovwvMlcnDPogXITJoqztrNP8C0YxhDPABT8wPgs5kc46PbC//b56f1J2ga2HjSstFeykx/sxoj9lPsPKLMv60eVNPzC2PdU4dyb/WN6QO7+de7sPOwnLQqLLyie6b5EUNaM0eZH8D39VjVCZKc9HqTdtZ2Vxod7kJi2WsSK8m7gVZcD4Sbzo7mPiw+sqcbFpzJZbQmlnAFo8KRtFcmjLFiH5nwNaQtQc47jcjaq/oiS7tNypNa4qmyiuvZTR0te/n99hCDHkfQkFjX1O1O8kI/87JUySj/FePw3UIcfka0YC9bTWFzqtWQ6K8kGaW7QhmIm+579cbySp2+jZMYpn3LqJilVrBO4YTlPoTr/AA+dZY0U6s2VI4HbpQxWWggHo/DatuwaPzRgTxwMX3QmP+S9tFZs6fgY3VcYceelMg0SRP0AbI9iAabf88h2nIOu347hRg9ryXCju3xbm7SyZ0SM5eDhHYJvLWCG88aflL5nphL7h0ryZ0N/C6CHBqaVm6c6Mp1Rp4jg1x77MnY9u9s8rkK6Rjb9cKTi0nssvP8aHgaA35TnSdAboRFT+yyjvQII7Mlg7NIXIElQOnRAQxGjYKGMio7RC51fUF6zVkJKpEuM17W+p8qmiIldUs9Pa0RerNS9SZFqIaRHBWPyJOtmDy2DGIDXo8dBdDacFW4PmxQaZzv6RNB9EegxfGlEdBm06DZCbqSjYzh89PjkDyN9Zzpl2wRck7G2TDVvEVoVuk+g7BrQ6NcTqQp/+IpnnF6ykclhZ3RhdqEsCaRrMzWDm9NkYplWG+KHMTDkvyOsEBJtbDo0Xi0GHfgEZbGXMSfYDd+etP7fFPOSH+LjdPM3H17qJuH6JYOWIvUPD8G/dL+bg5ag4ER2mdAZgWm+5QUa8nc/SPBHWHVMSgYge1IjZm9fc8qfruBIrOy/apN0ayenU52LaN6+RVuJnoDcKhLyV6JiJu0J2N89IiNrb1DCI3OKMin+WekD8XS4UrGMZynwxaXZ8U7Ku+eYC2owrx6gMgyv/VGsRBPPGHI7axUDVYL6ehAR2Cs1pDmrzjg559L8hZejLVBHXhrIKwiYf9Pkz4mBOact3pePN/gYbmUodqvPBh037VvW8liju7Q8g3y5ceJpmFfcGnni1NcAjtGx6buXQ3IfDGJ+JlJrUHV6uS5IUty+wBT0Qd12sV7TheYWoUnoEbsh+OjeaS233CdjPO/ZN2J8glUfYj+0L2jwdDkubkoXKweTlPOL6G0VdMpZE3vVdy0x8JZkkCpHkYEFwBvd6+o22ZdD9LCFgdc3Hm+TVBDWft9ToC+lZPKtqosGzfUuF1uizZlx+K1Jhqt//roCebm7VC9sMn0mGNdRgCtzNk1K3JhDKUGCSeW3w+dWtYup3SChrdiCc5MQj2DWEXecYA5O981d8qDxjMkBBmGxWE9dDDw+vxnTnaF1/X2NgpbOS2x0e2gQP8sCJ+hmg/TlFmgwmDOgewE+zNNT9opfbVZCFawiOLYdfdZU45nebtdI/1vgTsYvOJv+Kv75UWagdh2ue3IEgGKiX/JLbEFcout9WfDFZJ0P5IIj1tWNUdsrrvmuvsN8MZvydZ5gDOal/I0QVWEKQGsgTeaxf7u8WQaIRkpCeR0bkrtQ02H3Ps5o+TV3okL3MMO3hAe+yd18ramBIVXmt2FT5eJP97eF3N5h7QLP3szSNhmaMYXnUkbtOdC4EMjZz5J8mnuE1Dn5c7RNI4T/XFMrp52rhuDkOw4foV8JTLfwMcANf5YHNuSKBDCQybmBmDjNEq0mMgybJV9g+mDgPFq9Xt+e0PPROHQ760roQRBxXQHbEOYwU/M6+RswupkqMyMh6qVaOWFuWPrHuAhsG5vJ/DLf5NnlTb6ExXO9f+O3fp/akOwcIGJtfUl/HHPukGNE4VmlGoaDTn654dsqdq9gqt7qlWuwxUaRK8bVffmxTyD0Hjl5hiYOQ01RNvK8BI2p8U4k2x7h5ZP+FocxTZT15sQpVqanEy2nhA99ld29bVTJIKpbkmwokQC2Qe9OrNc2joy9i2vuSytV3JiuNDowm0QbrPxvuN6kePCQnkA76OoMvEiOiKWBigkl0m5sX1rP9GPbem0X9xa/RzVIuva3OfxljJEpX0F32A4fUBimF6l/jp8UZywsJ4cGyVjjsbA9nWRGEuNyGUbKg31g6Pp7721NoeDkH1xt+EpDXmCS50dT5QmYryED7NFkerrxgCYc5LagvkmMCDojrx9UTHza8+xiwX9yW/tzVexmpLz/dq5l5VcElCaE4bzw9dHLf78kyYc1vtXo9lHCX6ph88mh5I0Y16W9QwUa2y3TL6L87WgcJ8oM7CWlolz6Q8prn2EHSZOBM82gDrKHBYrpxeqcEr6OYT8fj9QQnfYo5mLslUeKDV4pT65433rTCa14ig1WEhEku4fsGM1mXuWAVq0MOstGdb6HcszXmJ7aRq3zFev1xcb0G/hEfEI6aNGTIAZIYN9neLE5AcJElXjSgyaGkKxbGm4aBQ1V1JvnguevmLSmL9bU5GxvM5sMzjx98PE23WREO06waTCOiOxrKI53H9nHXyI224eo2mwib7Hsw0drIimiGEcmFEIYXjcJyDLnmznKtX1OBqr/lpxo7hAGoOKVO0uECd1S1oIbbcvKjideU21D5uVdbm8CJY6BqfJc+3yPCvLqmzEAqveSq5HplwFENthHlsjsMl/48AqbNbQiAIyEHaJcgVTLK7h7J4QB9+m2PF+hLAF9pJ0KbpPHCUVxCNKPVQTrdptS/k3SLi2FJA8prxovTPPktzD4zIP/IiMi4QMRGOUmXcKWWRE9gDdEQnfNTtZqEc4vnAK3Lw6szs8RH1pj6fD7pTIxiQWpNMIH3dV8imAtesT0cnTgDOKCZ1893e7VVOWocRWKNe93k+25V6dHjFlRzVXO8krgi7SUDydBbdNFV7+c/WSCJ5W2Cqm3C1yhWhHW37RxTUqyPyVy3dFHIDTf+buFUmnBeDsGZ9MoHXVJuctbsxoRKNPUC0xngH2V7tO9BdlUyeEA6ALRzfqPm1FtD4y8akoCBdFprtoOch6m0Mxi4JckjH88ib5ypO25nKAbFj22JjC3Vc798Ckcq11rJKGy5AOyui5b/Iksc5JFSE0+k4OYk1ugfxK6SBfkw34audLGuFKhcZv46B6ZDLNyEdrT/4E+b3vjYkLhKBWsIYIOifiJIdmlXo28PUmPa9J4ngwhM5RxuhqLDXHV1dbVjsliJjpdK9sq3/jCwLYr0sfGoas/j3gfQh1Yn8K6eSIzLAP2LsWsYJIra88qnPk4k9fp33a3ob/w2b//9y4js1uWulQYf7OOhvtaem7helSKU35P7o4gj02MfqlC2cUlysAi+fLpKmwTbtIE5lOv7Es79no78MG/Ce+bIamtp3Jv/C0Y1xOz6NFBhqn9VsDb1ps24FNttWUTrHMPYGQBSPt0rzzrn196pkqohQOr6nj+7hjGqR+SuWc9l/VxTVenjba7M4H+/UfGj56YesCuq56TDIlf75NZKBnd7epMCvtmzK5izckw+eLrYbhpiinXHdL1iq/YEY48ObbsqrifdM3Wd4Em9x/7iMhoJv4iqId/5Sb7YZoGcT2Cx1uX8GPVTR/vPr2daM623XreLhl52Ocq78LXI6nJv6mZv0sSA1evygQHfReEwafWuNYzoCLREfxsNumdrbQORj2qWlbY6OJp8eJoUzOhubR5DWIGhXTMhCJ61MwAxTrtYtesMwHMr/VX2mrq+4yfIY1T1SPgOg4x+c8IiWKECS17G15G1TzThKkThKNT6NpsVos3e3cMb6vA8Y80E4vJWo5y9rr4hJf+TruBn1yGZ2H62VAnx5pKOHAa4OiEnrNJPLkiRB6jyOqlN2uDpDNPd3Ms3d3hv27tG5+r80dL5E5vHSfsuW+I04zlhsnWTtS2HTXl9+2rfD/eajPQxJB6kBjXYqL1pmYRn+2wv+uRmHQPHvZQlmrtJxrJu6oZWKwXcO4b3G1DOlG2n8brJFHT1gtiqeFbpid2c++RePSFnur0dzEaBnQEYBSfKF/ABYnEd1rAEZaRG61P7B+BKG1C3h27f7kXeWQOPQUMv3LXzEPlCTqC2+moe3ypJIGluxOGFr5JzTcbDhuL23Paj4CcrXpq87sfayLF8n3RmrlqFriQBmsHosg6ajkTQf6OUuKMpYoUrOwPetHwpX2uMZTheuU48lrSyDA0H/ONg1UD1xBRIfbEaid9UXvSJL72vzfxUysBxovl1zpEwMLhHg38CHkhMwLMUdMiHU4XH8MNAhQK7lRbx0fLc+toPEyOzm9lzbwWIev2cKSInT/0/CObp6pHWENW6H5RhAn3zIvnWpyUn3J0Havn4XRNgpuuEiQilw4U/4qLo8ntIGdl/vgQc3gL4S7nnINZRY30pB/ZzpmmDzyKeZ0JZ7gGg4vKd95cCL6d18XEORTUp+Nu7lK7ZCTU0JDgGpGanbns7I9A8ddGWUWeAYBWBvXItXhNjtrX2vKO0rPz+8nWIpshQm+mb9uI7VCOLRb+dxgAQqqXgC+VGiDp6hn5BcE8yPnF6hc9xtHAV+AxrZC8x7tAQRpp6yhpQcPKQvGAKi1PTjVCKM9qaUIfRr2OWygWrlxQrwkKYTDv1nBxkkqpfM2iu7Dh8786Hy5Gf/6AIEvvcAgSudl+b5LDDGnt6io2Pn3ZEKBoDR+7oy8T9nu1/w/nC3uyBRxwxtD3jShUBqoMzBNeSO8dRMelOSW6wR7qLeU5ZUZaJTHRxb2Ka/zwDReE7RlOemP7MLpOFYyqPJMp/oFANm+2DSms6UNcMhDRuG1Lg21jT4n+iFvw3lQ/9IZjXz75MWZOD3GhCbMlElCrXnxi4sfc4VjIhH5nbL/oP5j9TUOzt7y/sEygXHsj5/6jFYnIYgpn9ns8Lf9hsUp0fuPiUOBfl1ms91SZiAQc4eh7mJdbEjdyT63BMguSQJ0/UdEkRZufCCrciwOjXFKYG8mdt3djdDm9SB83NA/2/o1H/g7n3imri/8K9Y0VERFFAQEDpCAFFilKSn4UuIKJUISpSQ4ggJUhILBTpAgICQpSOlAgEQk2kN+lNQgkE6SUJzQFCOPzv39t3nTNr7cuZ9V0ze+/n81zM3lXBSV4fYi9hMn3776w1PY5k2k9yZvtuTsCIJp1ESpmrRCqPcUNoaTwp7M2YXvHu8gEoa8KuDT89WvskkFHWZLac2DqNST6b7tC3Rtg30YbZDlw9r7Ycxlr2RyROQx5JiMFjZA387yHwnTyUDw3xy+TSfyH9SDGW02CxRK+WnW9KYvYUVXB8nBjrnSe+JxAi048oeiHtz2VHpXQUGjxqUTkFfap1dQp6DpCf3menHpZwC55W5GUmP7osKvWz9NOYfttxN8YfHae4+5HqfMJ2pY2/L/MxyJew9dc3cRHQ4yp4HhS5haSc1JTiFFywCKWQBEd8YGesuxSz1XEKMXDnN3gFuSsPEzfGDd+dHB43WZr9qqSqiNsvrNh4VL69U5BmZa2bGv5Gni1gO5aNp3pE/6Zhpz7tBg4lZs/8UUIbzeAvGDsgc04Va+nkAvT7snGFfzNcJ+UG6VmXbsRsRmDBYp72aJL2/LYK0RS4x4L7xvmTKaJQ5uXgiBu3Y8zTz4hM3Pg7daQF1OyC6aaWIkMOQE6adW5IniV7tUEcLHpIMbUpXX6wVkc88Ku+QGfqw3T/PtMUag2v/7P1H1kl7u1Qh9kPsOHoNKYYzSR0GnsONu5mSRIcUFwpKowckaxr1PGuIFOu+8eVdaBTCdfWxgw/VBC/xv+YFZudZb1gL7fsYzbCIy+/6gtK/GEI83YiHYD8/ZHFrT91lE1SYxNGpLxyJa5Mxfx6Dz3t40+Nhjp3BpCDfCGCDN2CAAYFxnMi8Oj8fWHw5uLDcxHgPHH5vLP6KMfj11/cMTiqT3rnXipFeOGk90X2bFswX+rlT5ySZ7bbd1NCEe7IPixsZGuDiR1DbvuWAgegqVURSUCGYTrj9D178uYdB6a0T0XZQKa3uMGzpL2bD59flb90Tfy/xrgDkCzHVM9ozfajAYgUywIoyLbFNOB+7jelwD76/ZcSXR0GIkZfWpHaOy/K77W9HODwptD6hfhzpXZCYSkmCf0UCChmGVWUD7hrWftMB/I+F3c7AI1WjPkYNWn6tp4YRdu8Vw/1icpuPHb5U3VoIYwf05nCfeiHWTecp5OLWZx5KFGxMpSfWd9dhRT34+J1ZZLhfV2IK9FQZTm+Dxf1hB2jb/O62vC+rti1nUs7AK0/mXfa7t9S//3ZYpl9FhfT0RlQgx7aQwHQ5hRsS89b9mXAcUaJH6XW2Gj5acKNxM+ICgnZtlFL5k7YlAeXPl30493/3tt5+frsizh5uSFxa5BP+346BoxG9b3s2wxQEkRLGouZMbmzKNLvXk8J76gGWt4fVJxLyxXoLFIQ1y+ikbxog8XgO6MbQfh8jAzr5DBJEmX030umdFIGMKAfv/p6ucJGbG1NEVu2tsqv827e6YlejauZqPUNoquMp9tfAv7PMxSmx3Bwky5AtUJRGyyO6TGKC7hzFLy5VdHlQtg/xEMpehKiRPAvFXT0ORv3nwPxHNy4GBmwgw+kY+1TwPTcm3biNDOTLqy4UXbhZPRk0eKE4tfWO0WTi0RyRfdXSlDi9gYKWb/e+mLjQZ5UvFk1WPyKAtetGAPwr1sP59+lTAB+e6oov2li+AGIqLJvTjsxu6zbZvmEOUz8QbnukbtCVPey/bBw3wHJoGUzeVbo03RB9PN+tGehHni7JGvB780potMBKAzNfEpASMYcaXMFGZy/FGehmRr8V39Ib/oAtJI7HRMCuVJC7vcREzsxcHPbSJgsDBdIPHc0MhXTpdp5v+2YSN5Sxxe7777FN6MGHUTHqZF/D0Ay2LRqu6qK8ZSxidLNSEt2wu8DkGhuN7YcF0WevrBfsTV0mDfJe/cBjm6GfQgaH4I7cwCaVgrZEKju6fI6AP3RyP3U2WfpbfvOobwk1o/NuUXDAYaHnEkNVz4ANfgwc1vTYUFaGjg4ED8FA+7jVw9AA6qZs40c27rJc83U3+tZOxHcLIRoHRO+bcJUajKNIrJv9GJUWTqAW9IuODpWDTedpn4nWZGbMBIXlh1oZFrrjitP4BJLPNlgst/oTi2jrxQVo/kBMg3HDyfza7kyITNNb3TTsloP+6w0LsvWNBecNVLKiskZpei2zTEYTP4TPN33TlgaGW34H4DssKaJjUVFt3W1/bGcOqQJHDZ1cIfWeZ+5+m/lHzP+yTBGhKWe1LibHkXb49RyVIpS8oHywWx01L5VbK9TurKDz+HHzwfWxUnufTs0oTzvxEqpjUqj8duF6yRh9G2GTONCOe4kIeU9Cv4fod9iJ279epTse5WN03R3/m71yz6qL7CANE89Ql6H+aQ1lC0C8OgwR8LBPi6OzFyWhK/XcrtahsyF3/+e8/vz0MfPvTyO7zCRH2SJHT548hSQUAw09Km61urQbj0n1lbWDSORL8JlQ/jlXWQSpgmRuOS4CQlLZPIHdZX8gISrkA6DncmbMRP+MMfFwSf0W4byBeSJa0g6AVyzVcIUa8JxHn4xzr27VizdIW9smE1Cd3a+7QJF7F18C/tK1dD0wJYwUJRFSht7ZMut7aF43L2CKNOBKnKIvJTD20J2VA/DSIyiRYeUHBm5oXqRRl8IadKt1vCCW0/CJR89He+8eDxIKuuzblDQo5KdYgEMtllpNJh0BdU/Y9ePDpiBHp+AZZdSm7NsF9VfwbTLkogJ8Q9LqzklHcO4+bvvxsf90POfwnFPoswbLKoRbHIBKn1twvrlkOqtVYeaGqmwE8OUS8+PH73oHqZ70VlGsgs3lKYyMbS6sEpEmGO3txMtDDq68RrsQ2lImihAVLANAGPGvyaMLMO0YcwboDMDpmf/xWiBRcv+orD6jBoXSmJOH1fBegw2e2I8Ij/d1eMBQu7E8exbYQ3jgB9j5DEDz+LltZOxYvaE1/5vCrrM+2fvPMo/ei84DYDXCr+/Hbu3LW/kfeOK0zVHyySF11dnRPey0deY0EbyaK4eA/kBbfDtDyr+Tr/7Zo22s01v9qC7QbCDXpzRreLVCaJ4xcWnxf2/4uoNy533k1d8sKO80KCU4mw/7QiUnZaqZ741ftT5VsW51I8hsM5XulvHK/o5wNHeX4tWb/Pv+S/LrJf3L+ZQnnoaMsuIiy8TWHtbfjuXBVa7plYtDz3SKbCiSowo1sGFh8bD3XrG11eNeNxQteZKnJ7Ku6RXgZUnrL0qr7zXecPRHGWrD2jvacDuzMDOAzX2FXDznPZAxNVy5skSlabWyxbU0XwP2prus9j9BIfAMcOpqMGUfysT8EIKiuOesc4q+vyUWkWVMf8tTKAhradzjzMlkLr03Jv3S4PjbPRJRT6h29rSLkGMUpFft64Zlpj3fL8ck5eP+zUjUIP1Dd93n6x2i6tYW5Q1kBGASyEBhKYrHp+/rtcQcwLbeBvoHqERIyD8ORF+NL5yxjjl86SERjd5ekGRLhF+qzjdXAZ3/ssvx2SP2WeGtCs/5khV+EuA6d4FF/Lp5yk9bF6sAJxyuYxirxiTVx5n3eqJuJGuGbMJd3kZ5yDdEmdgR3HgFeT6ZEBkmm+7DmKusjx7WXZwmpE2RARcGNGoliTVvFU9Nq7VnWgp7ylEifjUIB/V2zl//7sJ6FIBNVEJvt+5VVa3WzO5WspLVKlm+/Zh+O0NbHNIVToXH3++aKYD+v8lLNvIRPV3m6vyrW+SPq6xBTGDk4qECEOBEQrxHUTZaDqKt1nc4kxOV61R7jWNDKRv9Bjc43iN2oq/H+tCfGMs2pLR2oDntUMr7JeuOFeVlFfXMJXCSKrjEy5U93AlqupwCtpMpdkGNSE0aXQhRPNlGOhZcbiPUiAYztopqiMn0OGbpO+W4zu5yAQ8FY4nm28qhrOG9gu0njPlm2Dl0FYc15If7AzLfCqVfmJ0wdPaaKqz5snQmmjAaBHhNt3kuxfpWfiivQGpWdwwxMdK/Eba5Ls9DrQIoyipFXtmqWBPnN1JPe3DSdCcsO+BMVQHLauHQxW89FylCI17p5t+dTtVfvycVvbXpPLZpfcpc7Pkx9T0pH2+TaSxb3lH+nKczTqBtEkKqEEAE0rVeXhR4PnzAtbDAYzMhA1AbKqWcJtUqCwbWFv9bd6e2fwycdtLqtDPzOhoQSdC83LLL0L3xBtf6mmM6CFu8ags5/lgRQB8q9dTfVHNKF/qgxCjhyfVrpQQKh7l4rsLX4+flQO/yJ6Q+Ze1uoTPm830XEo1bc91BjIxB6AmNSH7bAfH1wGuSP/8mlbn42XXDHzbgkcdHnnNmll/FPx1fJPPi6yMdqJUfGfiG9WF8JG1WAeaJNO+DP4aqRRU6y/VkpYzrpa9/YyblHnZ9GKXs/s5Siv/IVieM5QMpzqxGweW1cVAxSZl2KKlqH18XoRmnUWnWVk6rdeEbXSqXFCq5vFoFMk9Wv/v5fPWhj8eZ5sXmmN9COQudLCST/bEWM/jiX2VvZUAYz6ghGH5P8Do8WRYNjxy+98PAVOfLVJSFxIRfshilmR/sY+L9HXpzZqEWgNhg1fC4no3vjufMSx+BdWHPg/oQh7SwHtH9KX4+hRs8NaqCfSYy/vuyRmzeP3+edPSu1wKJXe8+3J+fz6qLubtLKbq3YG7lsDuNKKTYZ/+FkF05meJsZvafOsnYiLYtyfYk0JfS9CqAMRHmOeIjVRHTJhQyHFzNwHpy+Rt/pU5TtKjb37HWb8CVfNRrZaM3Ibk8glY44A9XI3/5Bpdl7F5AKIoG4kXz4WMzuqfaX0v4KVr+45wIbxb3TtBb/gAFJRFvoifDTjUQb5+OzDQcogwY0Xz8DQw35w6jKA6mUQTgerWMcq3SEVFqC8LKe4QV7kApwra4taV5iNWcUfvFciOaezYhr10WmO5Ch22W2uRexLWvwsLlU/JolQT3pC6IwtsHQMQfUZDLiPGa0RjAZNrT/g06WwEJmYkMMUpjW+DyLowT9vvoq+sMsoaqnPf11pPj9IYFnHbGh8oUsOxP3QrHq6h1hAUnVAAY/T9eKRpW/QRifkDEHDNJIyR2QQtHw4WaMIKsNvYF1J4ODgI2GhRbgLzjJ/hSNlRBUhfvtXHUUPcTdd4zfirqIkKcIDQZDu8MGF71GCVOlFOhElc46GY+dhHSa6S1uSxe2/+Qe+64FtNAWmOYNLZRRJ0/4sHCzxD/hNgzUzVCMw0ArBTRuCbrWbOd8gbmL4AUbyn/Cp0ucytZqy4O+Gf6aoZ80IzRIUR2oxcCfR7whjGTd8Gs6QydHJvl1cOqy7/WQ26afAK+uannupWxrW7ZhFZeyk61yK8glPCh5YBFfx8gZFJkTjBfDZx2JTuZXEAarfdZGEyMmoD/hvEY06ze9nCjFvDW9rIRja4T4nuPj3k0TUxl6AdQQkZ00pOccm2zbDt9hcUUj09BnPbEc3dk0FRacEtSdN4MfYA9lJhrXF+B1su5n4fAXkakuZUIRRc20t4ZPCtbfpFwsp2YX9ZFQfkmWWL5dN2b7+9xMNE9tq0IQjLk5Va2WfTa57uboczYkZDf7HV+msd4DQOoGsGFiF2lnXvm//2fNOub4Tza1eUY2RLXzEux/rWSQlZn1RPi9Nq+SdJnkDMDMJSZ/87C3oIvQcgXowctgFUXQAENPDHwDOiYI/jdlHP0pdaH0TowWsiHnadkbvystLqfmmB0eUlYx37hzEbmLOrkqyxsfZxVUIKjGcmVy1tBY9V6dvl0kGP7bnp/UCjD8+LYj0a2OLhoAK+M4/750rKBnz2ImTi/qLf35Zeb/57Knp+rf0yVXb/LzgxnKywZfpOyO+tFucMNHRkkid8zCa+maIV890aLUuqHiieHKZahsUkIxhDKu12Xf0qDyh2o7FXfI3eHte5+brM8wDEXUuXJHNN7Hc3Gi5CbXdswGywtXb1EoZuBjvK7sCdVIW9hTEeQKNET6eMGDIm84iUtDi9zOwftn9UZ6Py9HQI/ZtfEt6mWQX/fFvg/Mr3BHUCizTmaRVKaqiBw3jGgUcjhjFNosIvU81CaAEf54w9mj9/1tXxHs+PrTMQDpl6BXe92y1fHXEA+hWHXCP3tIV7zY/VwF6X7m1h7J17CZYcM0UeM//rZFsFVNRMqxpEuPLngHSgUbONcZDveddWjn3pU4qUVb4k+XKpm0d/HS1KK5+mHq21gwaxxSmovZabLM9QA6bWQxeNJz1h8+uEv3G0Wd4LfjkNDra2+S9Phc91yPbqn+t48CU/6uuO0r62wOSmHez+yuqj6lDoVjb+nww2saIaUpTnI2JI1RuYr6lJF7a1taK45iQ36J2W7bx5Ywp0RDIdxKfqL9MyhgceYKBodQa4P3MhJUgoJqz8lLUXMdQkQPU9/9Yd7b/mDjW2Mrc6SpeStub/gf/b+v/Yg2mKT4a6Qz9McjI5oiQTkBgwHMq7tezI7mRQQ9gKQGbjcHHe8RdzAQFcQNEq+NxU5+tZL5SZQs9l5C92C/VILQd8uid4xF6Wqdfqgkb8cKGY1Dh6FqFfMh1bkmlGyeAXVbEvwo31x0xLTW/YD+v/uzSj0EdAVFbb71Pvj8wEVpAb1uRIsOUBDKVOE+feBws9ADGe2BltO9Ttl6tG1LSTxJ62peynLMVMWwC3Jbu87sfac03j583U38+GJs/PTTz0cOeT9Du86T6cZ3S5EUcYTkNmdzIa2byzA/iT0ZSokYawrXj0xo1jD7BcZbAL29JfH0hr3mXgZMUTL/xr1yayJLCtjpPLlUxoNQKZgQ2oIKWSKNvQZy74ZAL1NGqGRl/N9X+dh2ptLHMhc04l3jobOx1SkSKcpteRtBKj8C/p9Mh5ax3+HQvZemO92Scys5s9IaKqTOdmZNAjoHTsMWMuAUGr4+W2bHT1z+igfyMM1w/CTtSO+Z7/w7+eTr3CdzxwN1izETe/M0YvIxq9yajyKd/DQIfJczHGGWTxTexFVM2MWEOUFEmCpQEIMku7x2hn64pGUa+bMCK4xmr9AQ8PxQMQLUDit8+nti7POsu2qGnOV5HrpSFIAvmF0oefAFe9GO8qS4RhOSWzsk8Dys9nRuCP20TB9IYkwym3HVKw1zoNEqfuSf0u+VJaYydldkWzBC8/pN1vegAyoCO+Fu5pi9maJA14OOEXKKSkCXm25fhuePjOSEsFlY8FZ94VO4rC0lRbIrA5i71uk1JM7uLgl2DE93QDifeUjmHvL6lh3IQVe+vkq8ZZrXKxd9cPQIIQZTcS736c6FhLElthAFlcLugNk7GNHthzaDkSkffOvuXWo0lwk8JAM7K51qvWxE+qy2nMrJq6MUzFGe9m/6jTVU+SH8NPYDtnJ4pMC/PwPUpR2LLP6VeBrJ+AFbsX+4LpkCqc7M6WQhEbehcsH5alVnkHKho/OvU3SG9DUoqXIhX1QOl1c1mg+QxPhJ85wPPr0MLi7ErIzMQcFS47PVg/Ury2f+r9pOuaYlbIFq9lUnuFT1TOcZXSlhVJu44h76Hh6jH22TpVm1WPamW1hPQUGJujeKnTtsD2CfZlBsmwP5vJ8YHNz3IGUrOBkWYBZZS61WD2gIDlUFZ1yeCqd4HLTA0xneP3uUJixQi1tiJa5r/OD8E3cDDgO5ODxmS31QCuU0ohbJm+La7j1enIC8Dav8Z/auvqV/nlA8V37HwTNCPDvfTH3sXZWauOQlmcdm98Jik5NfYpZUQgqRssTbK0tYNnTk4W6aDv7HGyfA9VxJURvmQnMy32a5iA5HUjEnnUm+1MJp/CYEZ5reItJJFYO1GutpdRtT1pIlyn/pTK1LLHhIKbYxr8DOhog9wFjaDXVss3F28uXJc8ZyT4aKCz8HrwC63vf4pbf+9V/r2WFHk7qTM3N2Pj52KzYa7EAJtjefb1aB4+gTz1ZVKByROmJeLzHA+vdg4rZsm5ngyFFAhEdpd55ivc4x8Bw0/UWlznfNEpCKY8Wq0S+dewVEMlBueUzNidXK4vQc002kjH0+zkEu3A6CP5qEzYCUlBUsUeH03lrozLaf3h7pKOPCORju9DBLGaou2NJdLWvo942t/yAfKTMcyP/Tdsjj5vy2B2A1TAA3Id4HhcNcSC56FimquN+xdJEv0eYATCgbG/rsuVdaP1uLmCcoFC/vb7dcQrYYfQKPSx7fFDpEYy1eit6uTzkCuusNMQfjcyxfKGfjVflno14UYb2bH/RWV/Du5hAIo1/2ftfnzpxxxeW+VwIl2CYwRv5LdDNYkahT2+Nfnwc5LR4vwYfXLEVXplJXBe5xX1FNr/B6rzbu0BKNy5WcgxLcizNYeK+tSI8MSjs3ZaLoJVTr+qutB8scrptzzBefYAFA05C8S4MsUaS5fFeGYQpjTRSu9Ul00kxbJFIzC7ltY9t/qlnjvSTOdceL+JuGmt5ezfWI0Nr/9NFMVM3NVoxI0w/re2FRI6pmJ5Yg/imq7Yq3WmGhZO0Ba7p+H7RwHTPCN/CLdGWlazc9Wk8vcvdtj/vugvTRQcEiSlYqRFjNOJ0ROsAqM406TwTaZhNl/60Ted86yBB7qh9HE7ZZErN1uPX011uR137+J/a5/NsULvl1+SsMN11StcU6/f2GIPGWnEPnSE8Ni3T4W/L1N/Q1nWXOKt0F0O87cnTX8eo5BcADDTDRlMvUxSpvRMxfDBFt4kNV0Re9qnMPAwpNuij/CJnzYprY4uEauN5nR42JyF+iX9MWBIBLpG/Gd4jQpBNoyVGJSfgGpiuNm4ok1IakbtxnZ1NT+0NLRpMTnzjkDQliX4yqOIiNsmJms3tmjV0KBJMRgnS54xnBg2K52abUO55rl+alrnWPStVg85PXv45uwONeUA5JM0eXuvFjc5dwiZ/lgIsvH3gmyxBI0ezHKkWbu3hqIRucBN/XA5k1zZ3sQ9s9frXyic2UltQbK8Hry2XTVeUzn9wu1YJ9zo0v/WfX9HHYCaofyY68Ak9dE5uMaJuu2as1EX1X5b2PpVhuqGtAjHiyOcwl0mr+NnE7wEx2Pq1svZfiy7VMvy1Uoj/QnkPvbBrm74Dp19Woyp2YLlwlywWRJSsBceqL1VPRmSQqoLpKWmSc8YRhu/6FZ/ftli1jHU4bz08pc7uq+8NNYA85mJ+fBa2LSdhCnTL1jVqAB3g36fJDyo0gnjrY9i+8b7SOLPhMi2+VpR/t7imPsospSxU0FHLrO2lyeb6v5sQJd32dWiPcaJT95L+zne/886Ofrou8F4e6M9fbTpEIEqgDL/ZaNzAGKJ+4lq+X+HXKuMeqCBipRTG66pjzY2cXS6rnflD7/crLxS7F8jKksNQGahJRlPYkI35Z0rBtz5Kjhl/GcTRiPaFUrbbAwc/Zz8Yv+Uld28IRlvDBdF1myxq3etSxYlcfgdTE5Fcv7Yso1P3Wxak7pvkmdhrylXmETypaPFhbeu3Tl+vv5kLl4S0EShRfb0WboM7R9Zb6TqopNpNbJPXlV4ufFSm18Lvfulm9Kc0wLZ/52r9VbbI/rdEH65kzEomxEO+n8lDqUzHMepZcAcabq58GZrLTUHraIXVaygIBVnewC6mDMERvquhFdsBxMVPrXOqSyAXM2E9O3wjNAmMjdJpqcIOPTlBhocH5G8M/aM4XySvE9ysgV8WW7G4vqD9sS4k1EZ6TrcX0TmEk0fZQRnFw0wKf+2iJ0+Tp+MJi2wjEl4T89sRWgPjI/siD1HjpzD1V9HOVH/q4l/QK4pqRtUBKcvrQ2YkYeeJuo7tuL8VfP9NMNMtRDd40usy/upWqYMeVrgHNmxeBFy1VTkaTk18kVNudrdySn5UqPsIN5L33k11wgJ4zcfbPg3OH0d3wu+OC3DLYCbgeON+dMOBTca0VWxO0Y3bN/d2Vr2RrXE7InoZS2Jatd+aEmXHUCyYPic8lz7RadLMoy/bur7KVKxUiEv4clIZyRE5gzS2vBTWDS+wf4I06+x7oJNWq1rIfreUC7xABQWiPt4IiTZ+WJBbd6Ge6HF/bPW98oU/pw6/e2vur+OoYWFXdxeHCwwbsRvmPaG5DxE/FdB7VhdrMjtPgCdgzpBRYHUhpFq1pu1KE/mTbMhhNKDWMNdX1yurW2z1nWKrX7v+M91ncH1ndL7c9Zp7fqxw7cqoA7kD9BzEC4XjeIwWpEhhX43XFaiLwOB8HFdbWgqUXkeb/Iz+hSfeIw7/EJcl0SSYHNA8MUqifZb3ofN0wsWtxzoMy5F96rySMBvkOeoncYEyFNAj8GxnQUgGDGNosKmkWKgDONj+uUD/GqAccHE53MNsW+dDkBB4Uo3hTEHoATRtZoLmnrF7N+w01vU97jS3HdowXyq601UUqOoUFm/BxL8PHbFfknYJyrrvpPlDeSju4kWYy135uqEwodfe3khV90OQKI1W1zL2OW1PzTIGbTwASjYTrQIm7f0DyLJtAzz4KdbDa2JW9VuPxm7fP1+1TmbpiqrjE6+E8mTBqIGMGJG+Dsph1AgkPE+8FhLdWg4S6eA5zzwY1e6NGQWjOmEZ/+hn62o+Il8LVTyxN8u7W/ykNF1/elwRbLVT/ZQv0eRnz/WNZg2Ebk6fqobKlSmc39asHG0E25Lp+7S8808lOdt6ftYW5fXYsdJl7ENX4Eb02Kn9sv29Njn7fh79PZg8X/3C1YYkhCnri6i7+/Vcc+vL7cKySdZ1+sGMKrAWIvG50RdhC+lUW/AgeiHvNbQ5xT7oObtUYvK2hoZD916Acm5mmp5w1IfRzlTS3nq/D5GsuXajb+2rgAW9m6D3ngAGj0AtWKOM3pW9qeVygDD5f8AV8SZFHbBfsmrpBAat3KASvTwyEqwVBQlsMVA5uM3+/MbrfDXe2AXIkwwJvJsfvGplH1VYu+xO/vxij8SqS/t7oQmzBMaQHnnuv7O8prKd5lJvUFcVPfrGoG1sgqLFtKXZpJq6YrDO/CdDc3d8orQZJYScCLw0MyGWZI0mNiPB6BpMDOtK3T7CeGn1QHIebFaNdlTot4ZMWe4OFetu14bb7jWp6t+TVx8EjBgkM17WcbFKGKzOr9lOph5LnpiuK2qrN/9ubPa9kOBI1/l4vT8rZ9kx+lqmvHfyqTnZSYv/i3aJdet7U788xMlku2wnWsLFRZ2sfNkbswlOPQ0RHz5oeuIBvoAxLNFTH0S0mHhU9unKujIo/Vq2rAdrqlV9jzZRtAoeEMiwYKaDLTvqaMKWsR4PWrvTWMvAFATdl+EiYAFW5JR1FI+a/D81YhaEVJSYBvBG2YbIOEfbn1H2Ku+LiPcyMQ2MI1kGzgB/a1BpO7+b2QzvqknJF0JCN67RUW57T1hTGbSaoA4Ofq3gbkBlUUsptCwwbEqDjpx5kzbzvP0I78YmjGA+L96kddNA8spSfVKb0thMKDEJyLiJcMkvVfv2ScVefdLY7MU3aZ1/odn4q7/vVayJxRuLAN1HWGfxqbsq7lDOkP1cidTWKmsnvTaC3uKAM5uPxFyFYDahTbgeMpxwgav99MQ00b5qiKajTci9MHurKS4ycH22QgXqnO8UEyl8smZQVTBtt9gOfUMS4vx0ia4kuEcvKbgI+K05Cq4pW0fCNF3Lv/IXfPkZVWUTMqLWfLr2SDIawOx4j7Lrh+BVdh1HZf9sR0C/lV/F1gpkFxHZp2dUHBGxTek+EUUXQ19VFJWZ2v7kQ4m9XnEB6bQpHkutl0+VyoB6vjT8ekUXoQhs4Kn/VEJiOJpoZ43b7EXjltr2AdHx6tYRnnCX2/HrT819fNMSOgXYbbEtmQoi1t9eBaQxiev57OPtbCvGBStCX4lJsQWddMYLpvG8QGYW85MsQ8ejnHyri/XR8zL0rRqCozng5yO3j4fI/ryfMi1yJaaXVkeiQsmDI+0TBHYw34C4qbREOtORMROIuXWbF2aw/nMp1roto4fBXG2p78deyufBkAZHlBuTHc6B8M53H0T4YbldqlGJPRf0mnOHKc08u7Ehl3kPR67pnvt0nOTI8Xb4fxJRngltlEABsng/rfBMj0BjDLUaTItuPBXS/yWKervsNNCBi8Y1DD3rZq0R0t/TM57SCKkVr8TNijXzSRT4AkfvSTEDfiq6aP0actwyKmxnumxCcsHTJmQT51+rj864u4UdXoq5BhE0aJ6xw0kauNU+gLT7jyL8Lh4VFs5XGKtQGmZVT5iFFiv5D/xPxpfQpFbxEZP8wi6Jm6zL6c2WrwKJD4cVNqkX3QpQ8XoD3koSVqn0+AOPkf8MxMEOpw+FZqVZYi/D9HEHTsAOXRxTbXWnwQCFPE0sQsoixn9UAOc8VDx7+3v/BKXJx9Ca8Pl7tQTrbW+DN1tiS2emqzSOf/P3KiIzC3AUs999qZcpnrfjr6Mye2yhJXmxtBZsDc4CuT8h7vVdl4NctkbeGlC2VC5nGLxxwpUk7LRXx3nM26rsy09mj+TH+vIZLK7YByq5NGNO0n1XVjXIpS6gY4G935TtE9mXdpcNLA66im9Dlu1DYrbCe3SjbVxrdMI94yP9LegDrAUVymr7iu8/1KRNRiDupXaPcRIoKkaEMEwtalhstg3GNCw1VowLWICIqK44yMiv2dpODgVYi0Z1OVRWq+eLIB7dT6jMhID7ETIPuZCbkcCsB/o54DgD5RHB61eVfMAVHZeZY/29suaeELPkdE7p/5c3jqmvUzKyBl++m3Lz/kX7DJ2Kn3yKtDD7Oa5tIQroa+Y4Z9mbw0NZ/oVAOkGeLTenK6DgWJarcLfyh3YnOt13WOe1aQvvRCQm+htQHCaW8aqnwD7QLrKeFlP0CeJLj1cskgX1qfFUW6titJNQiSEbdqYXybbrnGesn9yOQB8UUfKdHRzgLE+xuAM6J/DYGPyZyDX9z9lMp3fb0JBxaRdZEOgYjcXfPUopTd1Fdv5wka+Zj42wtZQbacky0ghF7MYrr/wRiwSc4guzdp3xc6OLtn4hdZy+4CEhiYKS9OcH961fln69sRjgp7xt/HCGMVhn6irr+LxGX2PqcqEcksknc629R77z9Km6ACkZArV3qU7+WMjSZxuohdGiljGjEEXikWVa+69rJ4se+QH/WH36Z7YY18SompjPZ5fXrycyjdhc/tkbyLpFotvCCIJx1xi8oRuTUD/N4deqjLJJN68P7ooB0fQFf/c7lF25+qr5FPMLmHFeUFHX/OFwUd+AbtsMm4rL84IaTqwPjDQd9myARlCZPPH0S2Ztxn2+TPG908pqRZxNCIyhQteKvTdX5bq+l30szY0+WPn12t/5yVosHrTc1S0LlYQEGgWcg5BG/vlNGZSoxx0EA4mpPIQ6+xQbzlPxDUj4XHT8jifR1LPFoC76ck6PLb+fH5ONfT1MphPQt0ZWOgw5OoAWgbBE15uLGw9cpFMUdxMU7RT7n9olTB6PEng7Be7b3NO7ccZZ/vmyQS/leUi9POhVfqmtl/jG+9WvbpeJQT63vROeap8hGam4BfdT5M2RheLZn8k8X6yfF91unFENnNVzgc2i2wPc0mhH1q17tfTIcm0CZnGKIHILfLZ5V1y+m+ihmKYWqy7eMOq+Rmi3wMrkVHk9aOnhHWVvcQBTc8fLE/RmyOqmfk5sUip3FDvvKL7/JS7HXkyae1Orms41ztKbfnnZWPfr9fWDV2k49W3/oCzwzHiHx5W9yo59HsgFMoNrviUVdZUwPOufMn/s36/VLf/ijvv+/sKR44k3RZ1/IZphVxMaoBcLWW+MZrZt23x1BH76BPoIv/U7ai00hnPHydsXZ572VyaOiWBbuNMSNfdSrnmjsf+z+mdGA1mDDQI2B9hqOEy7eEpuWHSA7HfhaKzzIrXJM6gyaqfZf0eU7KZSfKV68ZOaDBgfgA6PdIEuU3ew45hp28yObbpSX/9sQ4HoLuE8vWySvoBKMZu7yd5+UZMkszPjILkjdtbblTpAVY/X8LnN0rr8HX3eiCXsdZK+9codh5l+hgeNIA2zXm6qI44diLhRbp0WAfvKe7yaE6O9KG5XYFfsI9siZKSAXQgE9Jo3qeywSWM5ATeILnH3dJh92sq4WPJZxzfl9giy9bqLcDCKs6jedkCHWu1ZG7yjc5JQ6XsA5AwjF66F+Q4mSUa+sHenAGdEgiDgJYsNPhjZuSN6MEUu6zEbaGzuZmE3YoUdR7xSz58lTpqP3Pb8lUJpQlcyd23t97I2mjil9nCufAaD+ECUeieDrt9fibm42agW2uzTU5ovqvlrk87sdI8b9G8GR4g0ilL8HsS4neqTfGKy1/hkAOQ6pEwImw7UAjfogkVgNsrMi0/SvR5ONb1qWjWO4imZjw1ODZGKPHn7+uR8Ff+/WH1giEo+aMgRe97390BnXngUFeGWsYC/icvrGMSrZhjfSQZQHfvDvNkKrzAVegzxq65qMHD4OQdjsHrzwStnhXIXnl/pJAchOEYYl8C5Ahppk1+bEX+1x3eezV/fpFs774+c6HDamddF2J6u6LsbfY/yI5YQUYU3oM8srWx1lyHH9hlk+xif6GFAT9sNiqpafLGSIYt9jyqxYpvld/s2qKvWkcn3LXqP4vnc8bysZX+ROVrNRlXi+NpJgmFcCqPT40SzxJnFpzoe/Ne7mQ1h63B6Knou6ckZl/wXJuALC74LmQNDZFgI1t4s1zn1z1kZzEOgFhvf24QXGurSk5V/Na/OOwJT9KY3/bBJ/B+TNmdu5T7NdnC+qa4o1bvu2QzeK9Lxo9HVXJWh/b53mnZjLf/twMSuJ9Nuop6v9H8hh68Uh5Rd5JLmHzc1Bmbjbu2fXJQdafIQ7mr+vbF1qNvYwTvCn4oyG/2JzZEcdDSQ5kX6nthmF4sn5bdD7HLbjaKZd/d3lgGv/jJ7i4TuMnpuKcYxd2xk7j88o7BAE+AYPfZgYUDECF0pTPfjXStktkdD42otSxqLwKcvHu/DRYVgsGFmxMPnlbq/JbXRCQuVkwYzryW7s2+OCh6DhCYoZ9moXAz3E1CxpM1tLzv/T6403e8tKLETE9eL6WM/zQDL8jmTKeZOet/i+TbUzCWaCxnGu1UH4BC0gijOYPxi0M18soZtU8tkfUTmtoKQztJKaXRRK3MFhzjYWrMUTQKCK82DWdxMY9uNG4Upzpnuk6K829HyBl9QOaOiwd+X1U8HjspnFp2IX9Pm3Aj/1P7RTvnlfg9fdZzMkDMc8GdQ5+fitLUGam1K3DttV+EncNvjRVBAgJ8k9qN/DdTHdVa2z7Lhz1+/0q8xQ0aDSsNbcIKHfoJ9d5JezcxSuxY5+lmdIZwm87cj4hnWu1mGesIPNi5eyL9pYLA3G3R0GK0TCB0Gw947gdPiZ2zdWHzDczBe/iwrjYHICctqFN1iLxMWHHX+IiR5Nwd+THl4EQYdc3PItwy/NHSDOKND1az2Zr6ZJmuZTSXL6s3HRFhSkokZmePGcHhNmLXXXFiPqtG2x/DZyFymPH23HEgaQXmlDpFKHFxeLAe1XCDe/rcQsh0cOZNw9Ig86s4F277mD0QWhFhEkA/Z4uaoWWX/508MVBEF7BgVuDxndr7LE4/xQKkY37PawTvVa7L3BdFbfWJLmYJR0fUc9j1bImK/W80ptn+V6gzoBTalLy1DYSJlpxn1lirFSnQHAS29S+P/bxLpkjVZg74rcEpZCfce9g5iDBg2YARZyIG1eMBzV99C9XOHwgIiKzSlYSiFcqSfMQoUoir6sGwm7jjnor+5RClpnd9bI6bfUVaq+0FbKR/RfrkOinyR8y/gfAhNTInec/vflKnsdk6uZmHUglwtGKO9JOncw5AiGVHpn2VWrIyjAUKF44IMoasTYEziO8Hu9RTz1hbDd+bTRZ2OW2HSQRkmGJNGjIr+zMx/AC25QB0gSQ3uRhgI4+NZItCz34vtfpsoCnfOD1mzcLLRQhCOl9lZ5wShHhpIO5tewxjXRCP6E3kc7OiYoMzZWokvgFC8rAr+sqD3p7tgdt28VSV4e1ujPmZF+d5w57kxGE+3GGMhGPAh+2zAXrR2wil87WitPPHgt93b/yFlnjk6N8y4Y/3/I3mx/SFtOP94VpLMO6C+kZXSLVKOXV2yH9hMstOLt+GCYtJ6oGPFolslrNPAMg9HSBpOxjwY1xDfhTjYd+C/9vtCZ4jfNAHHJnv9/TroheFrsgMZVeSe/+MQ+NffX86LiufkFDba7tEDiHJfvgl9tMvopx8goJ+yDAp8fPB5ow2MnmavYCyJ/3lnq+829rTZx4OStwAd8hZ9U9naKV9q3FOYhBXmpk3m9hiSTqp90LrbRK/f3OxsWRJzs11O/flDnwyoUReb/rtVAsPcwhRiT+3MtDY9rvmStKgKk8Q5hbTciW0EDjaY9RbK0Wjc2fxTwoPOqbRVRB3aX20yjLSNZHi+8YKLo7h5nMnefPinlc4VxLyIE+K6/xqv9amDfWPtBfxRxvsOUrvvZHXAZf37cCcuwqj/9FMQyEySxrBeNbV9OsMtTBHvursXyNoKZ9CU08129chH8wIj58idnzVNataQDVMB5ox/pAaqR4jWwabcwkW3cYWPTqVtcSS5MEYQuflFzDpCX2FnpunPgXugOaquvSmQ5voZ+xs9KaVPmpIVr/05R+Ov0OrO4qw+dvJGwQPqgxZG5/7T11DH5/UfvbtanHPI1GFAYzgeSe0ZiHQIa/6cEOB4pTs4/NWcPuDp4LZhbgL3pEnBTz3hj6zBaUOQDyLY52Iked6KCpxC0Ons0y1ASZ+SfTCfvIwUgAY2xOwvnnvGBX1qEH/7/Csq6dIUVqZgSTNesTth94Nn9dNwXd6MuBv5jKnyKF317mFm0QVBwtXMw9A/1UEXNoS/rfzpCrOCnxv3ZrkbXJ2sqGSGkwui6RAIxAsh5muAPaFHrE7wnpIjDu7OWfBbclCf3MMvB6Y/JRXSC/ONpQD/ruNTyAXmJjiignHcqlieWyVgu22rBL5Y5qqzw9v5pu/SbJeaer173h8jiPlGy9nt1qSfNZqDQtaXKcJVhxHoHJL2Xi2XcD2U2ojkgI5ALWQL1xlFJczRlrTjw8qbnZGWfTbeQWKu3hkEBMn5e6mCu8lnhFaEhV5fM6Es744k4ZrUTrLutT7ncw8+63i/banqwPiMkJ7LvfVrwRixbsjcf5f5M9fdusKlrl0PObsfgr0eeC97YD9jCnmyzd+vyY0jZBnYa4CXFNIkHrQWnaKbargC+WY8qdFTc8Rsy02NwU9jtE1Ie8rGfyhfjO2SN7OjEVlVHh3vxFX4JOVGfWftvod9NPGUcvCyvIXOY7nSb66RngVGog8AL0zpL6Z3aN7BLX889sJ7GTzsLgm/C1XAmgHoHMs359DbGnUuy07QdXUmjrhB4yvZZn3pgEFpAf46+8XvtHw9uywib8WshGzTcmn1rsmljViolV6InYf2Szu8udP2enyh6zrJKyWa/NPP9K7cK45s+r9XV7tHxJx0lfJbwrRP7Blfg17B6APVK7osPwuZ+2R7eGSPHq5rwurps5kae1G4hPNoNffPK5fun488gJPi9L7FFxL1IvufnrzLilmihAUdU+vr760ZlhSZq0LXTSXTRp3unXcpFUzW/aBd2KUFJEFXQaWJOuGZ8kzA7MHIFB8A1TkOxDG/GDOoIduLqoaCzT+7OQvoV38Ak4rzigV54Yo8uCUY1R+P3535L5uZ9XjGTIcFjaAvgakMdwAYhj1QWpTUp+bRYqkgGXcRIOK3d3/RIfHVZKuleoJBz32PXGEK9a+aop60lXsbK1crgtErJ+wynO/H9zf32r6s8IIbnvr4XOJaJUjZqDD62gV8jAT6SxPpt50OtFV9asv6cxwcbnwYPIfAwWvxaTEcIkj+uC5p1c1w6O+RxuAzq+6kHHYZaRJ0dLYyKH1YO3a3oNPtzbH8LBgDK9lksDganmXdoSuzUSJ5KNc6vv77irmcjs2t49Wq907cSV8Z2MmZjWWKdHAvg3YueaizwE1OWPL6fIICJu/hpEV+pgoZP8d+iloqevnzqdm6ZUW36ZGv64SUmbymZ+loS6dR48VK5NmrsT8tgzFrzTmo7At2DMrKj4DqY2iZ4Y9tMwL4H67HyDEYrfX1lRb/ZfvwIn8yuXzKQOcj+WMw04Z1xjfpg+YAtDQhTg/B2xj3LKr7UjCOlttc2jCanw/WYKJ2GqN8EHy2QD/9NmDg02JQrAwnKFTWZBu5Xo0zue1qLJv4EL9+as3/EOs5xsYPat3igAcLTSE0LZCyNuMgrWIXmEMxq3EZiWCNQQ72oWRR2y73/XVW3C4tmiM+DxnOLPPKZ0CchrrhZJYEn6QK5Upu709iO0xsNDSk6MGVyvG38rfUv7yL1i5pgLi23OBJvYnZ3KmAXZ2E3GsxV6aUYs5Vl1VFf+QcM44f6lljnOmyi/lsaOBU5xf7KzVP0eqc2Kz9Ylc9tGEau/hvUW4f779SB+vndI2Hgv2JqYNrM+Wr6wF8CfTjKE25EGwO31lbc07eZiye8nZWrI0IdPgvlfebd0b7cLB7iKlcgt38DgMH3vQRqaxJwrGtwkVXNaYSzsGLFgvaoTkcw8sDC9RTL4suxELhSiDhFLIn5eozlqyeInbP6VQMW4VaBCGl9jL0s5tzXUdnsW5+MYZ/PWyMchJaI9zzXphNxubYiCYnJwcJnNsqud/5ReKuQbEBAaofi1BkZvFxnxfcDi5fGd3l5SPST8G7a1m3ToR0l/795OI5rWizb/woY1DAyu9z5k2zrvctWuAydvoAWRzoooB/LRp8Kbp2cAchK0N80lalu8rYPkx4+GgQEfapMzgZlNApaUbf5PLXjhIl1Niust02w8YdfyODqhk/xqSgJxIvIMQZ/+BnrcjaFeLZFPXLo6+2OCWS/03p1UbJbjDZ8V+ixmElUWn7j0GCn6RhJl+QZumF1na/UrFqvtOIzYVRNJPcrqmK7gIIVn++Xq8kve/I+GrumUmfsojv8l82Km4AxBn7dUpbLT5ArkU2UDnc7OXJFuhheFZKPPGT+NWrdIxzsj5phHj477MZlRZW/1TiJ+GRNmZZh6vR8iCQ4Jvl5gdrdseXny69CGigAMcZ7ANZFExUd6LCG8IHghl3rMhMAU+sASnsT+xDca0gNtbgsjyU5MBgdca/twtG1cx7Ohv639q2xJWd0S5LFFcOWpOjIutgqI24E564z5SRsJeMmEh5TjeushtYgV/b8/ZVEjhsJqAL94j9sgekZiiP2ttnfBFXgJUtEAWxDrvB9D45qLyAHjzAYgRsqxWrTMSSvcg/Rop3Fa3NzJE/Eq5yk3RrkVcXJG637kW8l+jIERhP3UrRsRN9BIjQCYUrc7wqxfQ8JkoTn4uSRTYZZasZxGIqV6SvomMnovuT86sXg87gvpcDSkpS6zbWvVAdiZSlPyJ4BdxzmdF2h9G2lDkh7dhUWPrFqZVacyYR8CiJ9PITlSE2dqgFAo5WaoRmJj6moY/YQ+3FCoaaj91t4e//GVYcvqtOKhsmSZIMOLI05FGsbOYPhxnUsMb7dZmpSAqn0rMWTcN33c0WTCaM290OeNoLKeiTF0SrOpJ5XkNk+apF9P1FPUP9sRDdTq+jOOD3FiUy6NEadaLnq2MeRxxs6CTBr4vt26gI+NYXoKYwYgaBUe+DTt1s5WGP4UK/UUWRtTaTqeKraYpNWVQjZiQREVeweenmp8NrnYm6LoERca36LtetRrlRPEL0pKqaXudDFMjaia6fdtYs8AOYflEanajxk6bD5dqbF3Hgm8vAhFMI2smy/4E4EhLU9SqR/4A3o+ZMsqb1wq+W+kofemRWloa9tTbxis0XraKtoh8WuvRxS8/fOiVkBSHO8DeN6uKUPwBqME9ScjLDUEDK92tKuv1sLibLfHeT+mC/rHnGQZZqI7r8fBX1nsmaKEhjPgCBbt9Nmxa6VxTStKYTwwPfMTLddfvY+un5zGrF3SQr2w7ILY/DI6Ht0gel7vv2Lf/Bf2/JbTH0OoDLFUajBtl25gIEfxJ6N8M7mOZeharMO4JJCWn2HJpRx6VmbCcSNyrBFXb3DWLX/bZMNndCaiA0RZWeTOMm/HLSEBzx3WI/UCpFc+HFgLmabJoO2Y4vd7LjR8iH2+KFEBbGsus9hkh88cW+5u556Pmnwp/50hczLQKcvnHQTyfgMw4AE1FsBWZfhEYFTebhAPQR5YOTezUsr1gurHGGpa/C79IJPL/+6Qnf+8qMyZMnCr25Ul46iP1qTDsLA57+J7qVfAQVatmP9otksSC+raoyFDrKIEe/mYOB/fMmzAQH2vlLo/atb0fdpau+l4mxfm/egawhRz9MGWRy/CbeVKRgJjGi9mgbBsmBQJu4IHMFh6a0mrqWG5pwgwhIHW5YDBcrEy59PfPlkvsRWsDt688Nbc2NiNiOhOL8PMBb4jCV1/gZSe1HX/vI00Oa07rc7GP2Ilanxk5Eie3BVjN9NKSEO5jeZWE5eCjsZUKPfOavWsnPdv07+ufVL6x+vDw+BC06QyZj91BOl3NHErE8c24WJzkWtjaKbfteijsQ9Xui5tUUrTw0LeW7jZQSilgpE6Tm2JGl6f8IopeqKWrMrXXyBi2UJmAOKXVtCxlNjg3vfvxD92i+aeXGtteX4l6+Sw8UGZqpOEzYMy42Qg5Dd9L09GCZoy58ryx/p6y3BH8wtUr1+vmMyL3J1OOyIGoHWGjLKz0AYgbl9q/7VuFdJ6g0vff2GYsEHf2WnCitXrQlqpNItAMR2YC8k+t0fqTFxn3jE6mwSt/p2C+q0QFzlZ9cEn8G5ggcQR3o+QUJLffB26HNawglVQR60rrwmSIle/vSJq3/FKuvt7meOX9qVtXRsJQMtMyTdj39tAIPYYd7p048OTIehFhET9LTO+Q4LrZOVv0Nc7U+5/7yzhXj7YEuzCdeGX1HBYv8Jyj3jRIVJARVd5oVz9dp8x9W/rl6NzHT4pTVZp3WrniCc+cwz0xsziWKJG0n1BOLEDEy2tE4Zdt8V2bKwQDQRihp6mGHkQ9qQq2NLQyKfH0dM5aLFJei5avGat0n4odARKk0i4V696Njf36cesIdGWRQTUpY4y8Z9nOjFj7mvIn+z3f3kl756q4JkWurjAQpCYiVmZxazOSdvvf2AJGzPjps/hvlHE953yDv5OuRN75TiKpIkUz1VoMlBahdYO/VfNOC4/q3cNqP4fpF+Xo5QkrVC3i1+QC6OVQnm6Jc5NP78T9NDFUTztqwvvE5YtCyKV2heDYOBLpBxs3RD8AeUxSrgdCsIHkAvTq4M7S2HYSQGRGmAM90wXIYKqQSu5Aeacd1DC9f6YhYNMq1eBnJepylL2cGDrecDbzsz7/M4kUGbOyBagQu4/MQ3bmlmmkYJtgYfb8jIrMfBuxUmL4Vie32sbjG9c4s7iqb018rkauJz1TvA4Sr8KexPweId3sw0jiPvqmGGePNHFjwE7CgTyPUv4uRCEdnF2RWgLIM2cV+Yr4HX3C0BXPjiBqYsrvCIYc1/VNSPhP8ZfH66VXoPZt0EPSxerFA1AWfgRLtpgIhU/uH4CgS1TGyHqawDYACNC0X4yYDrBVWNJkMikZvFpUVAvL7VRtKr77Q1whq4z3P9CZOHgm0Mo0nJmuyJ1KtTVyUZxjOodd7dOq4jxTQhC40LYYQ9Of8p2PlCumVCLMp/6SpIDVHFSjxdDkWmujb5zOdxfm2I6Z1cSDosv/4iA0p89N6KxpC5U4j0vtCW/sIflklXJi9/DO5rjJdlKKq796NtuyrjaS/pZ82baFeoxwALqIKqbf73eqGlwjtMbarlQUiS89GrXN2Ilu0ooskbVrKqs8lsfHpLaIUYxmtOmrY3nGGTbo131o1Wkk7x+Xc66TyKBDwUuoJQpJvg6LjayO71If89Nlv9RVTVS4VP+VJ5/NwW4RgjUUmXDtO9sN1br6ZbsJjFRftAnXE4kJxQy8VvmNKOo9scG8ebXqc7uakI5e9G0hjZ17282AIzN0hqPVWuweoMfsNGLgQlXbkCofN8Hq0zoTXwf4K21XbcRWw5yro5e8k/56Ofwf5r79n8n+j399OqiEklPEyrGcVjlV2FIhJFGZQyxJDmvkPMx2p8ghdiOEG3fOcliOy2nLOSQ5Z2I2pxzG5jAXm/nu/v78/QO+P1y/7Xrsdb0Oz8Pjer/fl5L969zUJ081Ry4SJz0Hxyzgfya3nS3V0mqUxqwyBxohjhoB2Ewoni3ECk5oesQxXraJw8eRTg8E/JJepgsR8d4vaosLRxSS/Gd/7TgrDMM+z/i+rAp/74BChnmYm//7NhlGJzNcWF3tGsUAnuaUUP7SwNW3TBEqN2ygdiTPN98zA57oTXxV0WSWp/QxvcKA7VR1D/ozeqnwxCMyoBLcBovZB53AXvY82JVzFKrW6x0QWUUc4xq5MKcGqa1DAtlmtuCVM7kNHO1PA/FRF8khGyij1Io8dtZe5JYIpfpGE/M5gdn/lZKUI7qUMVIUa+BS5NnQl5qGClrv7EV5Lauv+XVXft0HmTySV9G6Fv+vZ7mAqtepZYlm8BWHtYI6J/kMq+f/qEgN++P6ZPgqObHZYKc8xHtq13mdj+WXoVe54UCyb5EnWBJFG0SpYxRciiduhU1zwmT27Mz/p/SVRGTpls679obTkR6y32PbvM8g5/cspn06RUSNmXmPhjab4fcrWWOxKkTHzr1y6Dk73eYDn4crTj2vixqgfX4wq/ihLuRmjZlUj/6l3Q12IHAevJJVhE4Ya4FVLbTh31I6Rt+tx1EP/F5MtEMmfxUZL3fP+re6XtOiclLxREzazs7Ol6wHvKMdTIfeu4COF18E8ISBzPtMdulpoNe+iRmVOnZ91tWsOcoxLi1JY/uIRfe5xNfeSsxZN7/rvkIPy3/UWLDmk3ERFhmMgEGKuqfKca13xLmgdS9wZvI26k/WCNWRc4orMzrLhHTgDgFsvqqxSupvZwk6BgCZ5QDd8qKjxdC8mUatk81Vwqn2ssFPn4pjulVD+sJMVzpYKveBImbQ4D4Ivj5hP7RWKyRinaTzK01SV7L6V++VYtptvPcPsWea3GczOnPkqrdt+rBx/xaqWCGT0CIAuOctYS9wTCJpGvJt5rW8ATVXdy9NCUOop8ZHs/nIhB2nM/D596Y/DIPZIYA9rIXwpiEoJiRQnF38vGG41uLDw7IHVKffvcEBA683jn7f6K65rC7pofi3pYUXHFmDg+T0zwXUmJcNmm3jmDgZ+13KbnVtbtMa+28Sqxwfqc1mOhVWBp8ngSlqeTj3rPuO0flqbF/sIjL50ptridVz6brxHfah5LfB0pPUv7TNMBaHs4jRs59f1d5BCT+J/dNJ8uvq3jm42qXyzi90WONBeNSmZ7Cux/8Hqyj/31c9JCb74nAZYRMleMtDYYRrpB3HTn/w3en6qOKkzo8fen/f9S1WkVl490/xub8Ca+CtGUWMtyyVrzlyWDCA6HAWYKlEBuBjpi43M+FvA7dZ7+HZF5qS+lT+XoI7yNjFHS1zt3ja8e/7BlNV6LCm7l4cs7pTkqT2c5U+klv3+vGAj+JQoGLd5GxNsXjq7RNmj1JVYu/nVxpdsPkO91Xw1PTYBznCHrFMw7wjnFd2lMhcCVJop/mypaFwRuyOFTtrsAIqj2uxIB0HoGvtctpDTVph0wSxpTEH7Ft6lsXt2PWlqWUTO8XMlQftbr+qv4P8bmzIJCC/4jx8gAvkzv4z2KEg5wNAWAka1zJkz308ypNrU8ywWfJdYk0AFhzbI/UJN6WeLtmtn0uSv42ejDDKdlsZ5mbuqMZm8fWhcs0KQqGRsQ+iXONZ47Q2P8Vyf+39tQ9C9VPUZvCd5HE65CR6jUaI0xaJk/vfCAZFR8m1tZxelMRKSeROjWtE9k8sCO+DfL5clkA/iPPEWnYd68ZI7oMiFtH7oDaoIes34hRGaK8Ip/JuopWi92Yzy+euVltx1s2xu3GWQ5qPW9OYnYNdhiMra9JdSlxfVbzqjYyrlNz8qQr2cvAZP+3yxnlLz6Ks3w9+7IMaA0PVEAtyyImixlKyZVAz+dEFwg8RQBnPldDrAMtCDzrzR/YGSqS9ARfZZEH/g3EkLGU8lD68Rcr6ZFhilpC93tzw1fnCbNAbUXl3a2UjmDYazBNWA9ICIR3HVrluHN0lfypgZc9yj6rJ0uuAS25DpZJaW5I0rokHADa79qsuyH90OmmC34JBxW+vWSrhVush2gRiTiOkYYKyayLUm+Jd0LsxxB3r3p1gU2IBFbYAUM6yYk8xcZ0foMrA2B2W3muMAs4z709Df0T5Fvgw1ezTredE6XdujFqBtJ4Ie/rrvSfCzO6UzgPbeEDJPW4LB+ajuC5PABnKLi1ZzhgtnW6+Ms+5P+yd39DYnF7+syap9zxEoXK2WtRsCelubj1vwzHAz+kokzdzOqQ6vczM9fX3lsa4ew8s7baXLhCS+OamgMqE40C4luubFvGq6CKWaXtmPNTwZlfbz9M+KM9D1XEehEC1hf9Ntfb2u91S/3FM5WgFukzF2gg55qM3LnNT2OrWsrnaehj7Mr/I2w6YsyyNtTc4D1gcTASq6eB8Q+cPSR6j9Qax6Hwmweri86Etff0APYmfRv6qxkIbJt1XLMAZA9CVFVwLHPZCJI53aI/47wBGkAV7yAz+C4UF/8lodFxcVcjYth6uzWwU9JU2pjX7LYUouRHjXe/kgWaSHMXz6TMXjJE/Vsqn+ibGTJqmxiyvPCWc6d2xwSnT+f4rWZnjlZVRuZtsjIXwk6dPRuVQIGz8HoF09s82+HSTf+GfQTTx4VAtSq/zpDkTiBizOF3OaK7GH16sVN+5HV4emmxywP682bFHQ3vV5OnK//ttABxwYZN3Mo4OftWkRUMHGprrMueJntP1fVlNtp8FXQ2q0HU/AjfiZN5LWroqu4EUlwzyHcLSOGa1i4Vk/cU/HY1JiOfdu8tFPWPY4r34XLIB7wA/trtQeQxqr75JcrpkYaC8pqQWf9aO6lF30lEw7pf2sob8jNVG/kaF+DOh8CtpET6qlp+M3M7AFDB8lxaxD8KEDlm1F28izzTp42iQM+iKcYYORGgcqLO8LnS9c9QjoMtSfu7u5Y7zaX3k9PyY2/lvk3vc4Idmp8kZqsiBnsucvdlNUnbQvZKOYQCX3jb/Pqc7jABfrqXsdeSStXBPIYAapN0qhlpL7MhSoOvmoQTa1g79ydYcTV4hHW0YovTIgu0cdTx8nqXe2YL89nZft8bUH+nsJuTM/vdlS964HGy4rEI7Ex8HY8Y4o+PLGbVkYV6vQzuVIgdO+trvU9quqZQim+1/1tkEftzhxnoJyFQ3Eckwthi4dnV5w2pEeWQw6APn96Q6Zae4RD9UmYTSoJAZKeJMPFe0i73Dcm/v/0XtgrD8bVkpYx1rUQ2Y3X1QrDrm1rSngUZ4nuNjjb6OlPpXH2OU1Q5JXZFHPb1OnvIWmRHgimvRc1p9AAXnVzPh8DbEKR/SJXQXTZt06XWHszjzKvlnjSCReKV9O7LX6IAxOj3VmPJV/9DXC4Xy1rmFs2vfcifJTYUjBJ/ZtLTnXTc1y/LEi7SQq758sw2IYbZ+7anmNsmwTfb4nUh7jm13gHVAojP0oklnJuz/VE4tbUOvJPRbBcdr5CU53YhWTro67Wef5mvydU7yFULYGdfiw9MBwr5C9YHSEsxJVvhaCzg6lBEVw/R/MFQRgHRyeFTfUabVXN43RikISw/63SZoL1s87u7x7dlo7bUH5aoSTWnejPUOJPKaoXwWwX088aZ5gTjCg8QzX8cmOnSX5pdPIrb8YneQpkAlHQ+oFK0s0tRw0XXgM6SrQF67Xj97katAK2m6sev2PVox0bzz7t/jO9ku+L6QQ2HcSuX2dyIJq7jpzzhR0jUiQ4OG0ucr05rUTMhbjIWrCy3oJ+/0pLOXtE6mg6OFrzvm85W+s9WSHxQ6u7Wte8VKz+1Y3iapSC274TpVqTtXdlDhkPuNb9wVB72nwsz2QQzCAtkRWzOAuMy13fu8BnNbe0s9hjlG2xPohElBL2FuDA0aChqPFL42H9Z0IUboNg7Xxr06GdsjdatTKTDyQ6+q/O2V32j3FT6ZHU4B8ATudeZCOz6GepSrlo+RY5m+W2BeQRe1YtXTHoVLM3Qkh542NhCzB6m6p500R7IvnvlbHHLyN4hkMcz2XXMbXF26jqE4N3in69Xq2Dg67INe45J8hh5sQmO5TfwG/8hnbMxLnGf/SYweAJkpd7xrFYWkxcM6RnlniYMFIz6BGv7turqVFMe+4vbRn33iSb/9FY5ye381fT86cRb2FQKo7oM6GydhNHzElqUzY0sff3ax7npdedn44joSnhoM1RkLcK+slyhhn1tEFraWK1W9I9Hx705fDWTQ7r3cB6Ulz+LLtzeXsaOrce2EJ0UX96I3YGqFjOWC5nBZsvMfQg9k4hZP0IiFn1ZheHJM0aZ3mMbsLIE2n8i29gzDwqKwj5MTv3qF+n7yxlKvepPG1CVVR33jXt5N9DFB54p82d4HfTbliql05dQgGArTOJElGB8I614YWLmHfaIsEsnVqfW0O1wjpNdHb6GKIv9is+M7Vooh4QlabzoXrM3T1sQcOGbkpPe5m9R7JlMZGlsN5uTVTJtFnnUYgz24tV6NyxuGL/CrjvivXCzcax19NqDPLL3DIkRukmXtMDrQCyxwDNikapRr5B+QSnAvvCXetD6pVJNwe4OYGuuS7npajOC3l47zbrbqyjkFPce9DhRNdwCBLC1aQpZP+ZJtnXQc8vq92gKr+egt2eszPbGeTzUOfRpoOqbo/T9aTN8pr4d7nwAcLNDCihNkjqBhqMJ57x+7fdseYqEg3PSr+6C4SaAGmpBLViOjEMDVIlpBdj3zGeYKqz9BO8wRH90QIHc5ARdFyajlRbh8QX5w1bNVTFOv9AVtRP8YBLkiArFdOURqm9UE0WTMh3R2SXprRe5sxgU+K9Vi9Is9+mTMy7prvWnRX87LvP8mtXBGbEbygnnuuG5OtzF1aKoqfOi2ubnW/bCanKnZ8uXVqcmMcCv33Ka4u3vNJCEk6ZyTvhXfsIbfMzPQCpyRqnjh3dEX35mM1DLyDxQfDvs38WmKeUNe6l2/f/2dY5jbdIkYlvvXBtOYJp1P9shs8Fi5AnmoVvDa7c/OLfJRZqfeHrY7aZRfC0eMlmN9k7binM5YTWIIOMB9R5uHrK82xljtgw5R+Z0fO8FF7uXvgzxyorAGQBotDi8N6NNTS/LQ8LYH/W5uJUKiUv9elvr3RtJv1W9Dr88LUy/8Dg9FAKp6jDGVlfF90PE2Ws7rpluuBRgEMEln6LdNycET1GLUNYS+P9/dyU20Ny87n+vUdsR+ZqXs5j1WwYVlhthZHGMzw/kTO7z2WFhFbmp2fwbvcfzkrmfgyGLBJrQ6l6wf2A+oSnYJ4mI/Y27ETaeWC3wNP3i3+WfgmhYd8he3kn6q2HGi1Zm51Ph0vT/nYPsz2438eHNvqTIyoApnnObc9yBpMx/nHFttCp+W0vE52Btc/KdOTriRdWBwqyQf7K4nGQQ9M4YqsPvft6qJDl9Bs/duiZLCiz0/3+2DMvZB7zM4gw3EDRM26X1eiLneBHcQ5x+6q48gLOqIA0bMON7xMxwPrnvt6JasSGeOJK76ReDDgZXVZ8zDq4QX7tVfLntd+VINhBr8mnVDDx7UKWOvycRYyAksmnbggQvUuDWoIdcUeMRsnEa0W0WHbv+1uXzMZwulZ/uz5pc6+H6tZ7lVWonT15U25LMXT44/SfB9ZMssYkg0/iGOw1LWChgVCe02mI2XoY7kcrJAM2HOfzlUbZoQgWBa4+PJ1WNtiIips3t52IPcm0NN1vQ9uBnTtmRGYpR72TByqjooKITq/rnJ/c54ysTcqxsHz0p389tgiK9f7mC1sG3JaGXYMTTM9CdXrwyYMB1K68zoiqspFdKyiRw1q6jhRDbEUzqc5BOho9apBmruWTW2tbopq//saNbCh7A9g1bNGVWo/JNNuZO11gtERyTPMsgWVZOM3NSM3SHyjuVwMLf4AHEAcKEjTmlsty4W/Nwar0mtZcJjvQ2MxP+Nf4jdDSljXPk+0dNkXWOjPGomo3LWqk0EuACO3dwHncEOSo820/BSwEwLTgSr6IhWaHNAvG66tJtaKzd5fdCiXu7qN08XSa2cHJ/VTovLiC+GSj18cM2c/S3K2ZlZP7Qm58b9TdY341m7j4vBW3FMU/DEMh3GaJ4mxKZi1fgMoyYzebATer5q0MCKDhax86SENzcFl8sW/vMkyi19FZV3zlzucs8lLS34D0QNgitmxS4AZFj67FimMaFj7S1UieXTIiRoOqJdDrkHGPlrLLxb1TklHechj7dNpF/q9n1e0eJ23tu6zhXUm1Lvw87Nb5Ym9ToWkGkBjxW+z0ntpfuRnd1kqEjdEbIMmKAN78NVuzPY5NqilTb6Ho42mgKJhp7nQp//3MqSaZdG8XmMz4/Ep3Wx9uWZjL9r6hbTD+ykjB84UD/fJENDcMWJM7BovkvIokrxR7z/FEaGGV4UhTmbZDHdKwvpkNQTRTcIhnyH68UppkYbVwe+4n5e30GtH/aY/ERY3VmrgevsarORzdvODiuWiksmGuFFvd7EFY6j+3jOxxr4vB5DloPC3NhLhE0n8BQADg0vC+TR3/GuNry1rRr7sGjLAqCjyMhYjVEi+n+oiKsqdTHPHjZ63n15MzMCSHtHnm7AgWG0qyyKZ2fb3aG8hmyqaXUybfLHp107xMk/Dn478KCx51SHD0afLBtkrnxJdDnQ/6FmRmJ5zx7jhMmoHZshTb12GHqU1qZSlJMzWU78tVeYS1bFGvKb2QUKwfA5OeI2Vx/4ums42RVtcIveUrAMVaypHdK2cLquhjsV/vdEr0vJD7dYi9I7hXdB85PEGryU00w6q4grgaTX7INksZcXQ3PinwOW7sxRwGD3LO5/W2CwWa5nr4unv0YHu6hwSc0r+zFR1GRW9C8TmRD4kTTKe1xaxh5Uzna7mmNRwCitqvZEimuyiX3dARtxXCIMcYGQxlPiTUoTW0Si9kHHDPQKFv0wKGCAZdPiPqA9qdvXBEEW3zp7UeNHKVpTOmhIPddenkr+8d5goLOyUVQgGvuDyrRHRPPVcRtBGHMHyGLiWxtMW9bE0D9wB1ViMSr07kD4QMWQdbiuWmNpCENjw0VnkGFPT0w/YMMS+ir4cHYpTJNIRHnnoVDlk80Bk9pW19leBBMC1eJawLrlLrJyF2yM9ean0Bw2nZsjyZPD/holi0CPU4GK3TYTYoLIWeV4ptUjVv6UZFKYmTdK05ZOeRjzBkiAXEzM0Gq4e6feeN0HUNnmihHZ0W/ZeUAYmCFSinn6k6tEb1btN82xGsMefowOvpvWobdRdn/cOHx2VvH8maZFRSOVf0Bxc0quQpzFYlOLRrWtIJQScg0JWTO/OF61THCTC3mRwnPAwhvXLVfwYw1qs31W7DGWe+Q+yLs/oUHG8zo1hiSLOc9Ufv3JLO+P9Gkv6bn50nDDmc+1D8/P/48ipnzuTEznb3BK0wTvWBcfhiCsbcYtTgAXy7StngbH9dIsBe2qoOA0R+ZIVLzIG40fKWL97iHpNrN9BhPZht2QXvmkAcIBo5K61CVNhJImonm1kaCb/Miwj1OwD3plmrkKN2NjzWq358R3wqbBgIZAB+QAdhwnFSASgzjGdS1Ew3miljJtclJVOTY/la2OeYn+ubIk6uhk5v5y/bvmbcilQK2jLb/uotbhFfz0G5KnC3HiMCQsmiQ6wHVh8h3IPiiSAZXnav53yCete9Pn1JTXFXUN30OnJibz6/6Opm6P+2jkn31peTVsiTl2mwdcT92ai8OlrEYU1XuH84VK9wXEUHqB/6qD2sbrmTVGKccf+yNHjCSOtnBkwldyAkswiLE55mq8Ej666QbT8bEpUmMAGcH26JX7Zve/2AVfsOY18DNe93aOzJrBxZKchNDg1nL9x5JPPLunLU147AFG3Yn0jPWjj83IwcePdl7ru1rhUa+RTOw39Wkw271stt5tvLq140XYLsTb5tZT48inA6gR5OMGljOybt9DTSO1S8uf7nQ9ipiSSL0Jm76AbDVwYeV0Iqr3QSsCpZiHfP2IOZwHzNhU1o5WPGNVlPu60iz/55gWY/OtVwyl+LJd8ZTAqbXUG2fqcWl62u/z2fF81+bjTA3PmZwneIl6X3bsriHZkicDt3dz7g4g4qURXEnJLpwUzwDAf5UeY9hz5DBgJi89d9xrdOoKcyrdn34+TH3oXpK9kdLW7KWdgbI73x2OfE0RFvZFOPMLdBvmvQbGqAIKzAcdYIHNrAd04fgZnJiHYCAdITTlkfhrKZUoef9j9cNh5Z642cQUJby8Zrk25vLgxVoB7qC1c8XjhgnUg6HgAf3S2XmCErfSD6dYMBYuve7kUA2l5JLBvKu4lnCuy7+8387SAxh9lgLbvI6pYId8Pj+4D6Krt4pcuYay/eUVfLGgZ5TodeKjS13I0793JvLltVWWfPhCgyvW1o4Akaezx/ZBotCzaLgtq4jNx8SF4RqqDGCzZkFi8l6HKXqK1/Sx6+lJtBMb52+krksKRryZQ0JxvzkepRW9tts7yB4GwXueVRTa8zoIx6QaQn5xvGKZkF+CM+CO/hjEiXOVwMg0UuR/QJfZUJnobahK5YjPVvoJQXZcffnKjB3qoGVWMf7cefJbkNwDnqA+xxadx77ADwOLzqHDXm85Okna/9yylIbVPZ4w9RWz3VgK+mxVr3j4pUuS0T/PAqXka4vfK38MWB0kWzqY7SIJj0YQt6S12J8XYhdxhuL8qWjchBbnNum1QA1YwfyxjsdKs4ra8DE5JzCWzJOL60pjbCOnewsPG9tjbz5u75PsmbqlHicf+T/01Jm7ib0C/+0LGYRqAD58QJDZy+SdXdQL8gXgdCd8bOEYar7WXjGlhmPhWf7d5pn2M4Py7H8TLk8lWXbfKiVPZ3JzGetHu80ZIVhD0saiqtocHlD2YSjMwCgyHeSaLGLc1qtPLUzOzJFymuHhw/knw+MsI6YG73xU1n5wXkiLu1Yf3WnW8RLBtMEBqtsxMNe1k9zHTOobrkKel0NRGyKyLudU8sMRlQwLe8VMuC7MJWnq0tv5eKf2CN8I6AzIywfdasHoMIOoiHguBspQB3t2EW737vm9Xe9N2d3gwOq7CcmNdUW/38MFWTB2NBP/1SqKmK3I6orRRh0fMvu5qsMZzXaLJ3W/qMyMyYuuDLp9pVN48teVzmYnf2CLpcUTnOPcWKRWzlfS10600OJv3WcR3uqAo0OVBgZrHRv5+fLoL3W2H7+lHpRxm33YWgOk5fy488zUje8gk2ez73/rY0PHMcPPOA5XGu91L5hu//1upppbMzZwzRhKfB8wvEfOJUOhx3EtNjw1jM3ee7InRHxZTpIJj+IaMWGt8OtvJL5lbAa/tnbSdfxlPJldUug5qH43QuXwgd/gdydObzhn8iNA7RVASBe4ekwWCxdtC5YF/Nacsp/tvceYb+sSjlMSZcs/k6m4YxyjSd9Tx6TsugX6HsMn2OEvcrpLdABjcmPD0WWzR476hMbUfdCuDTdMi+0du/OAd3SL4wiMsXv3UmsJogDbERkfbMrKrqa1qDuDc26EPKn+sp7n+eJ5khmq8JwbPVj9nXm2cTj80QVKf4PVnGIGVyq5EVmNnM+0YhkZowUYyRz/x7weqihUGtAzBlD0nJgpdaBAN084udAjbTc8GfLrX8eY9Nnm7KN/rf9K3JhldF4xRotEwbzxlLfTD8lSGBd+Ad2BjyWAKGVnq1+kSyQGIwVuu64tcUqb+e38sITZB0vZ738lq6UEgGZRZc35Nu/zV5K814zzLHBZHHvDAEiSZYGsY11cuM9uaXCjgx2HHbujxv6yR8Igp8mACqqokxyFEyI0WbhUoOVx4lZqy0G6klDxyBpWoBhD/OtFvwe+3z3MlEAHXvvO7IOYpjmA2jyZ47E8Jc4UiA/sj5DEarxtkdj9UaAZOTNQhgxt7v5Vfrm27nNsz69/7gw6avT2HfnTpnxMp8xVxaFQbmpTD3FRz5ttHcyFuL+Y0y65WcfKWtn1EScQruyh0NRN29idzBkYw3RG5BiuxazpGJN6O4ZgoAyVRfK0WTrvr6O/NDXpbkuksq0ppIdlhWZKO2bn30oJnCAJMg/yjrfM5MSDmbZZt2hb5DZYwihVeAty0BNeRzEhTvdaSiCEJrvDXiZ7BaP8FYMRzz1GtUFnhIHf6vaH0vM44zcvczCjfEn9eIj84x+y4LjzCHzb958CdggfH3z8HKgXi7YpK3unc0lyfAR7jWtx3kKMx1Lp7xFCUFkHrhH4UE30lpUsMpRUvxeX+yf5bpwSKe1E3IlBp6UreSZT5vJdUhny6yUvU6i8PgTRPb62n3L6LmDMKqL9yGJud0EVmSvZF5iT7LcVupUfgahR5ejHX5N6Dzf9nJzYYa1F0s9VOD1TiL1I8OTLgbY/U1mblrtqjOKH21DIMg3xT9I6qWj4IfwrgmlLeAerEWhBxMBEGFBxrh9/qryxCkCvMbMzZpqTc7glvPieSrJemuiUhV/QhOKl33cmUBYnUKJH3NTYAi04ikVrDtjg1kyWSlswUTJ4HySss8D80URwV7SeQChaf3c1k3qRvO1v0uWqO/lVVyb2Ioc57yRju7y67rQbxhprrKPBgswhn6zW5on9v9N+/2DHqqUDfaywW8BhJsGJlRPzvJH4E6PnsT026DBuGXalvTno1vGmJL3c3KTwi+bmF3scz+dPVP1eLCb0rMXjmL5WbXdw3pCIS2jXLujVGsDR141AjA8YA1AlMWsFFmhY9fihOuW5iJ5BCQ4UNPP96jk4FVxNZTQzJ9gZgEgx14I51WhIiKgJrre8ZTNWs5x17MXhhmPKSY+aE5TvDEhd/jv+Q3e/gFjyS3aWjk+3CioMl3x70t8vMBSih/y1laHWBYFN/0s+XLOMk/r9GGPKHJZwBg3VTCKcmpP86oKCHGKjqhrsv63PRTzB2su732XeMYBXtITIMiIeG8n3ilXGKAReg9tcOQp987DncUkvcWtXhJjDFdlAhCrnkv6jQvn/5ASDjCKPO/yASfDD7YolXfKkFBKEG/PbfN18SsaNhAt8xavN3EE3o1GjouDnUkl+93yn+Lc9JPs043jHGjl6ThjLIZ6cHbBhNChhMiq90FFHEWCjd2xB2QHe7iHPnsSdfULy/cvfvGbkgn8vSnc5nFweF3ntXn6JxhAfqshzHzdHxJk5XFEC7/iBGXw0tRry1uAWa60T8T9s/ycn5Rg3ergkXTYhT7m53OqluV2IBPsnpU3VVNE6eibbU+qvSRmdOQTzkRWgCk/AHsH+JEtiBGmChBhpMagcoFCOtNVSiXDT1d2dFVX8vGRNNay0JdqZRX97psvztPu2Iay6rGLuJWK7U8dbeUyd/m/NS6h+ovnI6ffOabH7oK/5uTkFk9Sk8Ef4YWk1lh4buVfHd7QlMJSVADqsXU4LWJ2SxtN/xNBkMnGn+6e7y6Z+LN/QW3d00v2Q45k0Nyd/O0nUxe5llV5WR3gH5wmuxYFBfoqbcJ6hbUfXCOaIAVjE29Po0dGJNgn6glNd6ui8caOe84uBCcfxODdR9Y0mi4ZrkmGyuTEFR0vMVmfJTCnVhH0Qe5lXIzrv3R3w3zGWhdPkdbc9r/CPxhijfdChAH5dM5x5fO11YpMsjLGS3ge9JV1ZCg3viiuvyUL+dywJjJINzl4kdQQ/6/7g/dTu2SvZROLbH7OgCDQY0FRhzLHg7IuZlnVM906+0UeI+GC8/rYD4LfHag5lPqhvEKZ6NdST6kmxg4Od2qp3CYfeKjwtbVT9UDEp5xxIyjF81PzgnuaE9pjJI/2HZLWJ9bU/Q5Yh+jl5NfBEXgdYQgFI4SijLZyagYLpnLjgn56lctUzIieaBPOX4L4VKomH7g10RR26MvfSqKdoEqwEVPMEFVgwOqIdH2WLO8ITRiNsmMGdkJMID+jxMa4nvX4zpMlKNqtmTGsp0d5x/LeZRGbdkfX5xKbxQ5V6SZ8mSs1aOvMKGq02ghA4q8w/397Ul4Q5pRC21cj1GmHgXDH4d9zRfdD0RyqzFucOfpcxVU+ztKCttYtEHMN50qlCv51MsQHLH9RJ42frto9/9EYVxiTS33dGRvnFvYP3kmvBXHFHetoKlZ96H2ZXTKChAj1+H9TZL4bRqGHBucrYs0yBiSZYnnOf9DehFZIjxfFv4TNOQdOrB4ykfvhbv8vn9cStBepcM5ncfI3zLTs3d7Vt55+0IrXY4J1uLBS+B81tIrL1gL0S7CAVtIkX9yIJsBb+8l59eJuCi1spL9tSiy9Or18vn08RvSZV+TjlxYmV+ybh5nWllkOZb4gmYp9U/36Av59L4qNpxHvsRBC1Er6yQfBKXORpNbDEeW8/WXz87eEs3jjmUtkQ8avGbzLk1J3P7bIzSvMHLsmovEYIY2D8O7eWr6/mcc71Ff/CPF7HONE4peToVDbueO2Z0+1wxPgpy9OL7Q5aVqK/08JHX8B7z8dcfG3Xao7qCCDO9O34Ne5WzFfHvXmY3WfGT7Uud60o79cekh/TXjl/mqjv5A4DCtP7oGjEYZKkEetKa8i5YYwxrfxmSA3+FDRN3SW6KurRccjpl89j/Ypmnx23Y41iB6h11L/2QW5quEPGM/q9jYZhdOVat389oODaN85eY9vwK/nPFE9pSdy5tZZqrGT9cLryQnmQ12OCaV+vNzGoNq2UWBGBurARULs22BvGw2Zk1xtj6vnKzmqvkU+5z6xeX0KH0fYy0DkzY+3VynHM5bbLBs6Bc6ybDutG508VlH967vnsfdmTc7ZukxlMWNQ+qHasCzIRzP7AXPsa7nqDVfR17QxXZ0B7HySOMR0pg9SkMwjSjyYO3d9LWmI6NqUdVbYIyU9xI9on2fVUmZmnrSn1yrE5yX5E7MOKPZvfqrzVs+sMXIcS3+HruW3ATP8QLrEIjFqmO40YuxYAOYV5DLj+i8xwjV7TZlh06OoSgxIeXrKXT7r/x7zqn5NXn4SNkKOotdRW3DuSsjTkNU+Fa8ByrhrQbm0zYclm7Q3EYzei6YmZHt+6O494OJT+G+odqiS+08W5wcf2IO5FF44dRvsn94Beuwb8664TqbacezebSvNufsm+7laGvXvl3zCdv0001+Xolwbk86KuqTmPc3Sx46FkhjEnGE00/mlgn9vG3G7lyQzVWjiJLpskCVm0S1De3USiHCi2L8w8U1SrFZ6kJZ3RoCcpZdzMCBSn1RFmCTvjBVN9KxWnt2UeDJSGb5tT1UrZDUuD0M+5pNPAYX55rrDeUSsLxtph4mg9OiThOQv+rulRIfoZINPSX9JfsFgHH7tk37zi0QJXO9BeJu4492DjbDMVUCRyxfB2AI0/pI1DUA3ui2oWgl8zmgST44U9z3obHTChJgg5qfjUPWN9UMbUdU6+88ARqRjFwybLNkWSx4a9e45r7Pgr87ZQOMHx8ZrhmXtjqB61UU2qf1goEgVh74nvzBXiWuxgHpBYco1ppIHsNH58rLXu4ozVsSlgzXQI4zpTr90cipKjoOXNNKcjOulqZyosW4/mhihSHjWNvouopWCe/fdGcJn035IIJALjDLjQGnHCy4nOzh7Ycz7SzkZIFLNnfmA+anfm/o25Cmi/4m1FXdpUUBIIJPxyaSpLz8ZirnrwMSHM/qKmvZ6bJEv71OOhWeesXX81h23v6x1q9ZCohQlt+Jxp5xqgIdkBe8NvWmza9MKghrq6CzOQVJqP86QYBJEuEdNTLcinvO5+3qE8lNBlDxHYfs9XLUq/0I+dG8+p4unzhiQuYXsbYAxJ5nbHyWWeyEAAULs8QvwSNKQzeXhcmtWKUtI8/xYz8PmRr6LcA5rT17HxxosBzc06viPeKUOcfNKFHlWxiuHrtQGNf7Lx7g2U5Ye8M8q8d7mZJ3p9RRtkv01fSfwtHfhcewhuZCx2/1KFFr0i8lNbiceU8s8XnUWf0OFzZgE0eVPlIvdL1gaX9as6k6ISLp6sP953ND5D5+9vWVliB3ZaOJeLOvuFsBSHbTxPnqvLpOINHlUgfi+Ohg5D6B7eTVq5Aq7C6QUtwR+Ni4yyPrklbh1yjDnm/uVCpWr4MjO5tQH/dhO5PIlc6a0AYndqLW+qPdcQqq5StG4t8yX3Rl3Ig0RO3SeNTNYEPrQWCTqulkvsteorJTaGNjvWQ0K9wyf3QVb1GqLjimnGPvh9kFdOHFYc0OM38WNAqARNbp8CMyuyfKfBkhTj4DKvS79a1PuCP4rHONs+0rxZJ3b2H7mrhESeAbYLzNf8zwgTeS050pCPw1gIgHsAVNLBslbThLfZp0OUhoKBUKRaiFtTNoKsqDs6sOKjeVm96rCnoInAcofYA+/jZ8liISncLCvPuokCQsqmrGn/GaOVfRDUVGhPBqYKm05DVOcwRDhy2F/OyixYO+wV5WG2+N5H3pCvm9wrutLwM+Bm4fL9YXKV5qhfMaowdclezuJFEUWxU3j20Q7Egd+v2pj7OV1s+Dr38lDTxWI7zE3mi+t91EiuJNK92DN3SehAEXnQu2zlDdTyfeKShX5n68nVwTtn1pG7grnRxZ0vkxxMU5T2fnWb9zczkM2h1Ey48yC8RKVpDWdb3rc8UWRZA7tKfo77td7Gtuf/WxrQ2k8LjoJe9MwWYXa1lmbpMaQL0/0yTlzne3M3xVOL/t9eacrZlTWNNxX6Lkhq1KZHYqo1Mzme3Jt7Gd41OFkgjP3PyDlWVwteQiV6pcniyGucS1iZ7OXD/9jaUh7/jz2SAf+grvchsdv4vr0z+eWfkgz/3D99UyzfMc7UQF2aFd1zTiry2qfAFDs1B3PnuvsOJPLhicl6LRphnDD9o56jiM6jd3VC4qYuAL7/OSa5a0x2TK4n5Znk4K9WhjtS0XdqySp4rrPhfYz8DZtLJr0enfPnDiyRmaZdorgWdZz7vM3xnAOLiifRCivdiDvWTqJls0t67Hrs46a1hWBYSlnNxPGAnfNSFTlz4utVsdzt44Aj7/gaS6tTToJl9brcQIQOo+Buj5zPGHQyodLIESqj2qUMXcdK2d7uoAzov5VTHaLfWF2Jf4tdoRv7bluK/5gJMXHKwNYt/tndkVHx6A623dyAHcVN51ByOvCvTqMRxiM6uImh1uxTeARLuZYwTuGqNqZ7v2sotSwqs8aLfMMNPk2cr/e/wniuGp2+E86XqHt7qaRLvJ8IYn9MYBHTNE4RCKTHMcAtAxRPB+W4T/3liw3P40qRgn4LD4mNlbXwkVUNjZnUuZNq7QeeaSTuko09A4YfOHS5b6vtrk8Zlk2lDWf56A0GN2wFc5UIYQXlNbBTuGcigIp7J+HXaXYRYP3JmLnRnmqDzunaPm35yXMXHFn7qmAxGL5eO3s9pSPhXfIv70r0jSQ16rkmP5M46ei8Yr4WyScz760lkMXJ3qmfcyyBj/T+g+hM++G1Whnc4T9yss1CBV5BQ/ZNUbxtq6FyV9Ipil2r65eMebunp6p+iyZWY6nW98e0FY4tpeyDmBJ5q7uaToYI+MvQe4Hn81Jy8pPTmhomN4L/NKiBE6mfBVZSOGaYs3tfDC6Hsar66drEMZL4PuiNvyWrMPIjoG/9Ku/kXbqsza7a1S3Bo9O332hUmfmf/l2sFihPQyxQY6hMM8ecIwBiRjiuCCMNFBTbA9fBUg4eoauZbmFypTOyJqyATCcF/4n32eu/9b1O9/xwGNuTN3nSU/VibyO3xNz8UxlxLolD1dl7WOuMjRHOqXeXS3qX5hN4lTJhX64zUZBdNAfhniaz7ZqABxxnBLq0HXGMJ19AeEc6gyY4s5qkO3NwwUU1lKJoUfaQedSUH7vcb9Rx1BH5RMYPu2Wha5XEGwRX5nRQ8VTRQL6T4vWT/0cyAJAtDuxYlIwli4Bfa1LbBx3dYv5zIPij58vlz5jcY2CJ4FKfF4VTp87EHzTZB9W9f9h98UIR+4HFQI/35Er9Sl1tskPiIRoW3pxJaigQx8F7QwKCkSiRmH2QKw4EhNFzViJn1qKkfdp84qGCLD3u+WWaIbIdJxZwWbie/jzMbDrKLPBwqjF5ffsbLlDL9Ojf8iuHNNB9+6DWfRBF/yuVeRMmhDnOgkXo5IhhkMDHIjPm2krGU0ezArRE68Mwty9NDTHZSsSIznOc3kYz7djXMn8hhpZUP/kNp5jq4Dx7vzcW1+s21ddnoLySB8p9HpIDStY9V1ZnZinma831D+p+ULJlOCbcc0wIX3G4lHB1ZnLeNqR1Wh1D65lUT9LiLE8FZu75lt1+Lh71k+b2ocnr5uyJBYPnJL575cuVV0AaC8+mDPD5Y9Kc2go7EPiAHmbpN0F7+fn6SDKl7LRjf0gxI/28pZfd88NKdfc/vzjw7t1306UssZ05xpQSOXR7Z4oxUb6S2mCP6b4f+3HLg6tbvVkX1zMxiVxAFm3sg7hiB9nOLATDh4Y/CLibsdSA4JZRuYvVY1wX2TdVRqXLEqkqDFu2rb+aavugU4dP8/j7NwInRARm8BGIyrV28ERvK6y2P4ZcTbqI7afg232ir/vEkGSckX92oYQiL2nbHNSh4GCJxG+c8gz6CfHwXkXclfiWMzjrPyWF9WczlgH9oWBnXCO+oKL2Rd0qfbeQ5HmxVGckbH1r/A/GkIPj8S1rjVV7Tkz2ESCGeasLJxTQHx2UfXQYK4fO3u7QhSfax+nP16VaWljF/u6em+zSIW0m2HRH3f8+cW2a68TP4QgQT+9/gxMiP8sSaHOAvME9J7y18SBOKbCa5z+nOXQlYLtVp3pRnq7Sq7UhPie1h74vx/fPlYL0sAkDt2VeW77IL/BOs3mf1n3PJqWusbqhSuufazM91HuOW9XmkPkZcZk1t/9mh8oVP8g2GCPpYyecFX9i9Jhr90k1rO23mJNUSvx07QhXxz/MhY6cmPj4KS2DckxeYqBrPs9y3uBF9KeOAaskwJR3jDEDHp+wAw4UEv8yCPanZ/bHBKWmsTygolEigh7XndPpzXA7JIO9DRd081QMLbZAzz/pONd54BB8ZUuM2f9L1RrPbcyB9Wfsg9QgwUM/RockeJ8/Xdz7Ukx+H+KzzaFswSTJPmBAOScGhfPCxVUu4oSbcCyf+0BaoQf8AdBgeFnPsWmX9Jnyt70T/dU76fOOR6dFBlZaHv0+G7rNPe3KDgVaOFDsVDD5ZJMrE9G+i/sLqt5WbAcot8JOUZZOc89WZ++G31sasya2qiPDL9lvGynOS5xyPJvisHcr950aW9UwJCRp/R3pR5ZEz4RaeebNdt5O3SZZDUePNd/drkK9oFgFYN24V/gsfw/zAghm5d2SuziKEZjBvSL/j2tN4BoDvrRwTYs4n1PoHHtSxvw8xdA2DL/5THfQyWrOABX1/IHKmYk12Of+lW6Whf3ep6ZAjinGZ4gLo8GkgV6jKmZ25PSk5H3eIL61wbCJ8NK1vul4jH+gRntkep5TtNhh1y+Ru6uxGRbjlEnxtD4/4oIKOJCIC1QsUy2lmPU4OVFzmr+n5abMJi1t1TPX2vsPYm7ukf8jEujhhH3QVx5/zFsg40WItHahUuRnxdPAdvtNgaixlVPeT1+cM8u+9fJrSELLQ6HI0lXVC0XgoIzCZkRmUCNX1CnJoq8+bETW9E9TUnMafWJ1Amuxscau3IvP28vlaZoyVWjklj8GgtNqpY3NSLpee/dmTU1Q9YjKxpaswu30VxkWWcZ544Hqjk+jNI+pDxRzJlp5Z4a44rRyfZPBF9NDm+XKFH01NbvTz2x/dn5UiBdwe3QftCkeGquwOvRwbGs8FFJVB/cJVu7mbCzgRrZ8Rq3o4S9Su5V2yjmKuBZVEpg3BFXbK1ICaEyMVaAva+HRWBOkdCnjMSUonx0hKBBF72Ee+jChnUi+XB/T8/laCwHNr2Ee9+JwkwuOA1vOlmW6bcfqEAQxdgMQ5XA9q9NO9ovLCwYTBV2rTzT/XnN3e3fqzNNLQuGuxor1LianhsbD9EOH7sO30uS/LME8luqRjGtjPRhKqCZK5JtPLK6a2NV/ejkjIaUA2ws73d/WL4NxrwKq6VnCGx3ZItbSE20n8O4o4qMn+yAPcl0U3cTvX7evZ1T0cNMNFHi7T7zcf5sBkUwcvcorWxkwm5EVXrg9wNX3p9sH9JksOWmtpBIfeHr6e5e1Xuyp9PsgshFIGO25eJXgLm3hhuvMqSLyQGmT82u+xSM+PmP7IGKg5j6IMc/bByn5tIq8pQqu8E7zhhAHuC5F2H5n/UEG5szMhVpDvw0jABwm/ls3z6r5XT1H5VVNej7i+h2stR+XAX3gGoqNxw7jhLluHD/saPYh5iGoxBj3MtPna2hC1gxVAp3KhlTipX63cCb1TWvv7pSV6CrVXzk0PluG7t1ga4iXPZ9xpzxe5trGkxakukPKvbMSfNxXvxQ1XQMD3mvbJWYwlcDnFRifGQgIY7qXhJvOG0RPtE6JjWIVuArAjmF8Tuwm5yLf+x1Epg6EnESe6lI7zDn7U923v6Yk/qPpwhufVLIPAVBZYEA4CN5kwxSxCH11segGKyEe9gqq4ITO7VjBKNB+MVxjWeoB1SQ4KTUss37OM+mSZfkX+MvEcmzdgL3JMT+EsyVpc3DHMcWe4PsFc13mGiws7Z4b4fcQZy14b66P5YV9iW0FV+1tkpn3wYIA4SvsKOYBE0ETaUEc8oKJzA03wV+o11Jj9Gwmjc8F/XU5ycIjP9biVbDuicHHlTduaUGQHE2uGkDkCHHRe5UGSLqhiMMYSWxJ+ne2FtP2Na3xjo4QvH0brrussZgglli4kUJPmLpK7bVVyjx0Er76STUTJ4Zo7r1A5fotJNeNzY94ulEWLzto1CqtbpjY8gklxIa0DxLGO5ItRRJx0xnUE1wfjuI+qAW2tSaKHmt16OhqFxFb4p0DEj+hb1kkyWQuI+M4JYTTdyPjFH2udLriU0HdX9zF1wWioSDsAPbKaMBE/0GuFss9gk/zPqfRVYjoBmK7xs1VCkQArfyDJ1WeEKneNw8tkbZzcGjRaLr0z+ObyUduiI0t94lZqqh1GbuJeyfGl8uwt13Clj0myipmLipN1s2uEv2aJ+s4NkPIXvdnWAyvlXyUpKjCPb1GT1uZI3AvsYLbRGL+RofZRm13NiQU+JT9IWmNbD1qECltwbyr6lWsvpxxJz9S+jB6xlAMnriMhQIfOY95X6eE9hK0EeP9M3pteNHfHrumrzHudMhJDzNXGkRocdTk6Np8LdneoHFG8f6lSI2WKaVD7ztFlsXFza0o1xrt151e5KjoQXK3M3wdHI177pVowp//kxEOh0F0m53oGd6ru42TOdkw5kMRQAkWKcMWYtWlTxuCO/UGbtGJLC5UZJASfpOyD3qYlRdrpTpw65RoWsbsrZOCC1rXBN5hgvm689DgsDcWhtY3iZvO6bAS+TNlOLyVZdUxYKfBdTCNrEEAFgF7FlbVxLAQ4+byr0MBIQpqrnVO60apz9F2vEVra8vrgR8dZFopAZ6KSVhbayeGWMWjve5bZOcSDoXwT/6e0zZMtpYKqFBjsHxovIgVnnwMWNEhFAOBmaiGQYODxZ5wrcloby7qRMynyZYrmYTrhmr9Av2H8uHJ1dOzYykIXIseT5drO+Cdy7Ra2aPnHPllRFhylmfpZpajEyZuW0kC98KyDF80yRx48HJN337R9rmZ2+V8DZl2pzftY6tb4i+T30zeMfSmUnvJ4U+zmyHgV19qFQtEnrObNxdZqHEHqz59c+7iHUCN3b33AQrjDUPPAz6s0mnxsSisOHrsIVPu43RzsAmQ6AOjaAvp2YQhXxscezYov6S7fuOLqbLWV5/GunqcJK5FB6uArqaB23zGVYyYo3E08HgpbThDYzua6xNSpjRaOZNTZU6smnCw62wsd3ZsF9LeuD7jv+P1VYiaV2MTN5tCy7Wxsai2eZ+34HbR3JZUvhz48TTeIOTZFlFjzyZuvfHdQ0zSYP+DjTTecQ4zhAdDZpCjoJLcM8CcPytbu26YgUHQrmW2ycmOOB1y06hF3faSkF8XUYUpRnpqnoP7KHa2L/TzTSruCMaKo4n96ZCPkIUewQQO6yCkkaPHaKX6hiYLdMm/DOQ1ZjtqV4LhDvGTw3Ds80Xn1SU1nOITk8oSZauRnosu+6BATbc9FNG9kNc8/iitBq9Yt7gPEmggNRtaxRuIc65y7QD+jw4nAx9ZupO3YYcMPKfDr6/uMVKPVdRaenc7U/Rh6o33xM+5v79i8jF9IPjslUwY00Lkf8Dg7sZMWuc+SBrQb5c7Mky6hq7UKVdpDa3qkistXLQNujRuv1do8Er8e6/gnQEtTOaI2TdlUmvue0nVIGpKJ+/eY2pojc2f3HL3sASHxp2ibdPUKTwfgZor4m6xPolEIMSh6gC+Dcb8m6sE4AvR/fS0dhRyJjh6Ltno/WK29NDTn1saWmaD7o0295cO2PyUCWybx6S4dC/jplMaIF0iB9FEWlBlOe8H+RTGUK8NMf4Z7dU5ZvelqlpOedi1uTZV/1lyn/wP+0OWnNJ+5dtL3/59Tna4UGS6bf5znZhS8iOJ81GxlvRplZFQ+6lmbh8kEpr4aW1Zm12bXFVby63fK+e6cBx5gwhZ3gF06xBbg2WSJtJCluinW5R6kpTRzibDSRbHGJh8l6D/XdI60v2tNRGBwnYjwDx17gvS6AyQxhRxADSEc85aumjsg+K0s/w5jz6Qtqxd1aMMXz1MAn6w3k3PTFwouvczLr4GRc60hnNym2JymoYb8tO6dRnbdb587wButcDhqQcwqGnH7mzKUGeoEDtS+xvWI2l+kqZu+BXDE5+DgplpMTivtfHqtt3D+yA89DxGlrUQ6SyIOE2MfF4pmcuWuutnSmL/oCnVvM+5fk1C5wok9Ss+HfnHS/VF8+zuBJ/3m8l62F3E00yftJ590I4O4b+9/xYhOe/BVWkrcJbCjBVXjDxj8gWriv3FE2Dy4mhZKm2JALHd4V5MAQKdsDq1zu0+IaKchFp9MWMLT7BTOLORsPDkvsid/17o8drwM+Bj2H45wZFzQC/HyOsy13hIYn35MRg1CKviP+STL8NKo/9WJ1CtLqR+YrVvnzwLeuTHSN6FGF8NI/VQXUpCa1X01lG1RZZr5fMW6cO4Hxmb2yGSpWYqyxO31pG844EcecyLAfm3rbvueJwnTsLDWZ1VF0ESq2OWOTwvKPiTGlPi0B24lyd2Xd2nqAMpN09MrFCKab9hFl+AYKxN3GILxrG/7r1FTI82zpBldUpldS32giRqeb9HjVPa4VLBdvRIt5SPjxsUXewiQAfFNw3FL9sWrWxv11dsjVyYGP2ht7EcJo7DZQURpyYZE7iUGpiigQLnoieupohxgOmA+AtWFRy3D3KfgEXJXa9hQWKwqsDy7TijsS2kfuD7x3Yq6WpLGXHOMWcUU2dXOB1xbpbhD/gjOw/A6eB4GNMSLA4Et/JkRjH2pVPI0IMV6QWe69Tf/WKhff8kJYp5fe+pLK0++0S10uAgwtXawd9TavPd+62lITxttcAH3vgiXa3Hxsm190/zWvOU5STPNJ7Xn8O0WnsDrnrbQZZCD9GIEdrkQ0tT+lFTGl5CCoEVWX4umjbGNTbnYm81rXoMWDw5nZz0kuwd+BMrCovE6uBaS1gLHYRomLDD8l1mYTpNMYTgmvzQjjEPAX9IPHo04bLiYNTJYk2BI6RXuR+LniXX1hGNRzTHLAnZHSY99yydd8l6CwD4El91XCC7EaR4fYjq7egtSDTLs44sStJAkx8Cr+lhMoL4GkdPveDVghdJiB3P2VtnL6eeceqZMLufD3R14AFFGJ7sAXkNrnVaiGvyoaUB9ZzbRsLxhU6OE/cokChtxzN6nuzjwuNOCc9CCia2576ZHNvgRQzcHnarqrKetSUlVpn3hxUXyEyxG3zgfu8XBPrCSN5BnJ5Vhx1/KBIVkFVju+PK/q+FXRYRRzBGnwAOPS16FXsV48HSTNWOd+xwYLw380G5jnH071WeifrR/3+Ye+9vNt//gT/dQ1WpvVurLaqDamuky2qK0tYmbVFCI60ZRNJSe7W8UBStvSItImZSuyhKkEoQiT1CQhEk8fX+nPP9E77nfH+481Nycl33fV3P5+Nx7vt+PnX/u2NnqJT1+YtA96ocqlkfr8H7A67KaaEeZ9+fBLfbcJ69oJWNC3SSglK41HDo5X9GJC/MN2yN27D6ubqG1jH50NkR45qJyECFUSnr1XbhGbTxEMrNlQhRRU33cTcWVx4odIkJb1ntfoFueZf5V9ZEK6yLteGP4Zq47wkQzDGOBPcL0L3/OOI+OzZfORaZc0ZjBSsV7zTLOJomvYDyKXGKzsW97yEkX+QTdkhIEUgATqZShZCSvBHgkZVy3k3kIHkkbHIPELnDRc/WFcYftc8SemCq0/W9qi/1rNj5iwBbi3F8v/hpwo3VoZMXUivnEttx4xIGIWN9VP/2cdv7y2WjQbW4rbW89WObh1jAduqoFO/Euh8KSjOPsgrIvsJG0/XMHEEd+oChDQaSaFqbDWFgNDT1rtz1X3eoNJISH9GMLlqX8Ocv+hdMM4rSyhFFaDBnS+h6UjxB6hkPO1fsSFFBYAtsmZIWbWejnSDlnOqQ0OD5NReT7r1WUBnj9PDqDMeXYKoJsp/N3a7LHK7TXrrog5QNQLr1oZiWUBT91TdmBOkn+HijavGirDb7yzo8iNqucwaSfQiXquvgEWBmxrQUmlU0UDa5h5GY6yZ4wP7mtROqjjXnhOprsA+9CKRjziJ7bwdDFFpw1r8jOzMO17BaUS6/TcBYXLJIm9nPxBtqz1cO4mm5VdYxCIwVkcCGuZIn/mHGH5qM26rL5JNulCijeaqOW/hPVfP0jKoG1BcC0wrzbg8gjoIJ8HGuDOjeYgY4sLRbBc7A7Z9m2jDx3+iecqdl5OzrQo9Xj2JdLzMUb5goDbVI+WWKCXY8nDlDioCAmeaEqE3eSfYLpodGBE9hGHlrHB7ZKqvPWu1wNOyTAguwb+jdbK/sf1hv+ET3O6UFKjRypHO1IOlerpUHNz63IvZpUb/crOUe4KfLjNSOjmeDRRzMJTpr7rRJw24FkC1kkbzhsfM604vUxNPhfgO+AsbeLuKIHpvEtZsfqhbNEUhrCUqM4ASj6sf6jzT68PXY+5qA34qd/Vg+0NEueqPn8ow8N54jMSUXB2ZaUOP3ANKc+/vrTJB9tvVigQ3nBjOrsO4kZcIzdSdkeGjLLj1ytfNw8m/Rg50akqs/TwF2hWIyrIrE20Oyg4N6a6jjFw3U0cqM3uLF4BVTbgVo594IGPGSQgVBv203sXC8E4KsAPoqw2hK5uQ+jx4guBKi5c68Rl6A54EydFrpTQ95IxOjp5MJR/9C1nrcvGYqlR7fSDgqNYQ/zuv733WAACmUB+x1VnLrbbFWGSlaRGKJu+whJjShIqMjd82pvqCvAOUnVK6KF8+zYUxdFvMRfd6zHpJjcMkz6WpMkIFmI0ZEoOWEAdgV015cioGoXPRioP77QpDQdxtu0oAK/NqHjVCNMcS1RlZ/ew5Zhbb1AejOuH+fiAXJCcADWiUf7aTipmLHH+4BfvOIQ3O1D3zrjMObqj3KmaPNZyuND77TA/FOpO3LQi/72/7nJ+7nRhCdX7XdrihmA+p5p4m0AQy/et5xQRR//lOqMa8ZPlo/Kn28ZvYGRNL/8e56tfU8V7i46KHud/IY3morc6MhZYNtl6iiHmk17NqrXzmLrLfHd9nvkhAcki5q8xK7eUojHsgH2wBKQPphejUlSoU5xdrhfnInZbyHnaPxRG5KccOELd0qQ6bqqsZ0YNmacW4T4stJu0uzqzjXbdj6+D/hZzh9GW42go/Ftzm8P/tPGp2rknAFMNuZuUVTji+Gg2ib0XRxIX6YQ33DJ7HHwxXnTlHd3pWrCh83m3P49Ub80ObGeL71ZuVdXYjm9XMJxuMBqiXi8mFDgpYWD3tGO1KqTTD2NeNce1hNjZ27Xkh+qZ/XHsDbJKRLo99nvdWSG7EM9NAgG7X+r605MHQkh4/gJhe6ZkteJGdtpqbaJbalv3bZfRbxyeP49ZpY6Fv5uiQTY5NZKUFjoR9c/v9eKe9I+gk/XCtYzsmENWavzhV1Xca99veZ+wfqUk/boIJUlbb3mekwcn9qTzl6+zN03gN8cNJg5zFDfAXiZAEsK1z5Xw/rHQeyfoNXqz0hGKVLv/XqQ9t8jzQl71L3neaj+P0IEFrO604DSvGOA+M5WrSuRk+WDs00fhMzaXpyBVYNMS9rfHG+ManFUJRkbbU0q0XIammQW3UJsTAQ0bjg3by2Mlx/A+03l0vyMXi262a7SAn4B8WDtcqslpEG+6lWAX+Cc3NgD+ApJ+oE75m0ZhyakpNjr7cR4Ykg1la7+QcfMiEy5fW3CWVC7d1T13t0Lb/f+BW723Z3rXRq31lh/9cTih4/xzCia8RmlLG9qLTf+qczaeOFkQUInSGkigdSpabRtTZQo7o4VSnmcO2zsdJXAtLBIKNZL/CfjAs5Tb9GvsR0+VYlKgzYL9fgAwJcHNdNCdX70rzu47W6Wc6z00Se3R+orv5pBwQ/t45jQh9/QtMle2WqxGnuNokukjYvj2guvMKJWjF/jYgdvKepKXRCpPajqMBV2i/Zzl3b/d+q/E8ZqTXmbXw+tNUTC9n8LLFEBZbWXBtfzpl9qF3CiyY/qiZW6Cqnvv2WFWAk/LtXQfGWwoueVDDJ7gJxfKkbXdFPGw9q1u+3wXaT315Y9wnkLtEpM8oNaMkAE8wH/YPz2bpcLGoyT5af3eDHLGsHHuWdRZxhzqJp1NP27NIjxA2CsBNV80o3vUMbVjV6X6T4r2vrLd/ntbvZkN0QuELnfqwWIOOesXuYbjTZApZO24Te98YhP7Dgor7osG5gKbdQNMoe7t2/nJxPVo/7JDFm9sNU7LOg473cGO7t3LTGOmnHL09TdtdvzKBsdTYHlL94ZSlJPbxubYq+AUrtUlqzCvGDai6TmglMEGaU0JGtRtxHAyk48Wd9YnPOad5AtjxvcKBRQqdTtiSvhexNdpgYUzRy0da2fGVljpe4NvaF9AXZQ2CaYcg6m7bDukDWMfoRTCshXpK6vDTpM6kRli3AzOLUX8C///2mpwQ8RtVI41+iGAi/Puv7QmQz9O/4jo+BXkGv+Xi1s+yO4WVBamlcPoY7N+Nsq1zqGXgLqH3xIjA5yXy6cZXpFrpvwPtp4N8e4C91s4qkL+8wn0aQJEBCFJ5k7AFMmcwkqLaBRX6XcxHkz/UjwZEJ1w71YB8lTAPunEKac0uRKjwS8vb+xnkN96Rp5pzWfbK/7/iO0YxxwcEaEQHkDcbINz/NkaVch16RthN5IakDaG2H8TZK/+e/3dfkyLcvBT4j76rftd/9HkdPxS3ojW/ENK10fxh7GlRbp7PROCYVZL8NdYVKYTNMEbFy7XsAMo7Wv6xQtLSGkGYq7QHaUUeo25KkD8uNBopMeJ4xztA652GW9VWHng/u9Non7yrQ69dIQxPHWdL4q8xXyWXmBR520uSCL9rekPqY3AkbzSjx1iuGvkLK/t+tXnx8Y243lIv9b+xLgTqFQHPbWoUmN5VnxV0cfDol3umC5oH9JzxIDda3VmORB4h4VcQllkb4xof6NBOWbIpfwURBFTR9MkM54U5klYhzIsK6Ffh9dXl0f6/uAbByrXKS4wg9lnWrQJhclUaYF0KQSXzEgguyk8F1WeewtUMVL6yBbuHqaMsLIwZCxq6Qm45fkWEDFmbMEoYYbNDCdOdi93hdpnayZdEyNYRTkQka7tBeSampmyLUYGKQ2mwfWsEH4AHExckcIXir1ZBlhydGxKPSdmFCDufiTRo0kEy/nCLxVNzZ16fxjNlxjA53f1iT6VbgA0gVR4QjO5PeazSlzTiEtgtJ2OoIajxxys7gR99r38wH3PH4YjWOsmNPndu5msSS4lzZJW/7reUMbBpMv4KhDT2RMl0HK/JK6NsK2YHlVkLAT+gC7EvHmneB0fqamS0Tp7jp/1AxKGH8ZfhLML8TvL9N0qOZhjkNOXHFW0uKtUu3NBLqhHrpjp56HuEYY1jEEeLjnfChA9lKpAgO5OsiWEidp7iQrZrRamm/2yvdXF6w7B8Ne1M5LvGl97VuMSfqr2j4CUfGEDfNQBjl93uqMSWnYCypprt3YhcXgIwq2W0XUc8r3cBm4rcgSuQuVRgqWR+Iaj4FdNUgJ08ZElh8ndTjmv2C+0oj1HmjqLi3zONqZlqCYrhAmkxLR22CptyluCkVxSR/giuQrYBZHt09g7DaR1drZoMpMzLGatD+AApWTH008aAh4JvtK195Bpi2rLqQcaFoF+sOIZpR7Ff+qKwu6QVxtoDXCe6E0arN9Lu7BnCMEds+n71ON2Ic1tCXna/spC+BHHVoc+HPo9HLXg4OhyGckdr6htSb/+H3AOr+G51j1CrS8v6Zew8U4PC7yn7Kc4QnN2efqWR6e+4BXiYy1mztO8WvRP9aP6yu+NJcw398bEprwdfC9MKTTc8uMDo3A7zzlBLc1WeK+1Oy2pMBntgDdH0B03pEZLsvdc7JLb+fRCWimKYotop2+7hqm9NxUiMKDUGqDWtiIpwEmWM3SELjfx0dtf+uzHxS/NguXeXQWKXZvxuV13XnLv/ixH54D3Xz0AYzH2RqjIY9JRlEEN5OHqAtoS304WjsscTfr1qmEKpvjH/u/ro6ge/ILUrb8i7kDcbAMA2iyRuIQe8Qe6uH7R1eWgpWOu3d4FuavBmXvJngibk5t2bCaOJmETeLYzoFS3S6wiS07AHi9gDVsHi0JvXwgp1RBLbO1/wU/P493FgHTH/j1NqxL+lzBlbezVZXjvqzwFgNjhDIkoniCJLsmH2E00UsIH2b1cIxxcNOdcJTt5zONQ3leabhqj6EqTde6Tmf++vDS+CVXNw41zgXfaOgD2eFS7K0rNzImIMFqMN+9M23dyYXefGWIvAfEdHQnoLEn0CyBu9EAatsSoURQt8DxGQfYOv5GqIVyGNOcHsaL5zm6Xjk7JPAV1maq4JtOH35puxrrto6yyj4jfLKB84PuVdZcuHVqCgg01wKGAY+rXuMrnGgl2VIXm2duz+s6f5PdVy2j05Lsx5aeR6OKD7a5aVo+dVIk3gv+v2ljN3LMU9RAQ81A+KQ3FWY0Qy6fj24J7DPsnypCIJ0PLvhuAfgt1PA4uxB7nTzOqEPDjsHYpJiLoxFtRt4d7oIWxgc+n+7y9zMiQNKMpBi7ZAish2+ic59fXu+/kj1O4fFUwX3jTtzLpGvzbtmRfxtvbCd9UlOZXK10wRraid3FD69EKTS1uN+Ktnmp52qo5dmx9K4zm+lAty0l0NVi41a1rOcaQL7Ii6GJ2jHcQHzsXF082UL2jr9KLZuRBMcM8H3nXW0QOa3FUnuFb52HUsRtWnMfRHLlemWyBSoMaTQqUyQuQhHADvSeGCyQSBa7rvp5FB178ndx/+TtXVzotY47KmN3PJ39f7Nf736eTCF65o5L70ljQAKdSdfoOAzyIWAVXaZ/taAluhwHOjplN8+T5HSZsoajKr2meUOcDJfTnQP4EqNd1IIM61lykXqy0HEUjOeVaAxC5IKRj7BSnHWMAGyn4b4/Idu0XsP3lKuHP+6HRdwSYd3wm8PcESVnbnrh3hp4zKElGWn/awh64A9Am4rZ34jOy14/xImq5U4T/G/gv/+/Fk4Y/DaKRcxy5NEIGT1g9Mtbj7+qscIXmKIQJPCNo7A/HZBUcsb/4Yd7O3J7rS8tIck30ChY1cccP2KJee7+I6IH15HMUGwCKoQwaU/AS/HVEnU0rshg3JglvvPGQ9j/ExBNiAdnTdWi+MVuk/KDGTyA0wVT3+n2KtebzP8+ezw5PjkIgiiPEVlOAa1l9nnDs+Ll4GTdIqEd0Oy8RDORJYZpmXfh6kxkp0M8z3A8fj+ZvtaXRW9IaTj9IQUa1kSi/6SFn88w8YoQrFmXfRq0pFfNWqnL29OY4bk+IEQqURpeOiKfaY445+7rsILuoZyhwSWr1mpvX0ZJr5G8m2wGr4SLcpoj9Q9yellR+6eW9SmYjVJTmf3ufiVGDuZ1uSIMH9LVwWGSiZ7sMCdcFxM/6bGGSew2jro5oSGfNgVUVcdZ4cQ6K4yW46OL2GB6Fbf6EApNqh1QoMV8XkHYfeaJzTiO27XizaJ0emxDyacWbxh4nr20bJQu26Jk6vbJ5uPJFOte9JUkXxuMFIbnwEZmF/Skhw+jxedTEst6VkFmW2FBBD/oCYLrrEHBU5TITtzYb5sLb1X6jf0dKwGvZYxfhtp4ORHe4B763PRuPtCeQ3HC4/0XBScfP8H2UvFDSFvs8F0lDC8qCPnBPjRH4RKHjs1xJCPlg8JUtvqCajv4M2CYlOi2v4YSt4TTtTmWr0R6N2Jk9T4mROBlx9R0zUohXu2ZouTqu3v5rU9T+IP2qS0Jf/a/HVZITD7QVUo+RUIctbHVKEGpK9H2HzNTIzAi6jEVCdGOWmHWQzqik32H7lbNr5kl5KSLyvdUJXNs2EoZozLPxA0ln+jpNT/uSE95Wfu7YGSbu6MJ7gf3EDb1sIuDw6WLmah53Mx6/vapkNegLQuEJgO1AOedg/WPP7XsXn1aLW/NsnQXV+JAs/sDjZprIn99cRlzeTCJWap9MNS9hv/sH8aEajXjsB21PcaHOt+q+xFpkZbr9GdP14VhbVM7JC1pMvOfzdmwZWovHHHw89nBP9zMDZcXtk3Lyt27O5tCibW7xfils+ujQcPMAwT7poKNo/m6UEaz0do2Z6vIoazcp6OUZz4ouQzxk+tuL4ChSSFaLGMrJhpsQQXWAw5rWWbzsJOxoDQZpRHQ1KP8fVD6urQPxTj8t8LAdP2dyKUT+5+tw24qqQi53qxCY0yRR1x89yotqsPgFLJHVdI1usMXMFW/TCEiNr8zq3YJ+LR1pYzwEzpbHmouVEoSG55qWwQuoKVCg4cFT0ytvK96+Kd/KRugmoIcX6EIPLvlr6EdtzlFS9Nc4FW9y3imKf/kwUNt5MHHWcjFhRSpY8obscUSf/DXGBTp6D2Hf979Q5uNdtyAS/PJj0b8LtVDT+AWu7xBC2Berbzb3W3HnZ3Xpc6SQQdFMh49mSeIEO9X80MQa800HrB7Z8WyPHY4dT0IsgauEeL/ku/b8KSk6MY7mBy1SbX1VaC+NxPBd6+NYubrnZElG8EWOPbbvmCHPX3ADmgHXcsDiVtThHr3CkK05zJoQXENGqVw3ft0kDM+N5/QajRQRWhHk+lsaO7jLc/sOFz/4XkIADf3R3amrlARzaXZj7a0xIkgmlHRTsdZfKqgvkO141o6TjK7T74JpUuZCt8/YLL6cdH1LyFrjQfy+Gc4KZx7Gn9iW50px+lSvH4UtwPjdC5hswnOOZv66O3dHtAkQil35WG/C3nuV+OPv2g8d+6YxChLZWlJnt+APMalmzKLEzASSbUQqHZW0+GENXc4S836BInjMZWGBLrVafe5uZcqcS5d1wkONVUjjbl+I/sKnlboSlQ6CyFUeaYhM8Y32Tyi/FOoidzYrLFYnlnEiURoniWGl6jnjlt94zUxid3jX5c64S6EE1Y5NV6m8fkhVcPMoPUiedbNRo5D9kksfeNd52/2kACgvYA0RtSEA3LjgmDGFUd91/WdXVZzO8tMilGE5/6GJ/wnZQ5uarEDxxnleYyKMiwdv8PtpC3SFpThUt2zhSUx0JARu9Yd3K72stZsiHuM0ju+IL83fMiYxGEzj1AOFJrBH+B3UFtJSuS/FEiutpF+7h8pt0PJsm2En/VJGb5MKlb0f+KUxUl6vxHiY/R/sqyuQ8dSq+wc5CcUtJyHY6QQTS0e/tMcab8iT/Oyx/TRG14hS7sW31SwBbbfTaGMBnQ5fOhm5/K4ZOLlvT2sDvM9JDzqmygwjYLsBDJm64gjLzJOcPIFzY5rxOevp8FYqmM9Cm5g+yWldafQfj3rkXu5JmiiA1QK3PVnrWx0cTJgI7kqSmYDV5+WfszbPnYb12V7N2qDh1TmPmQ/hWOO1MgkqNHY8AMmEYtaNsNdZD1ULnij4RNuPplNcay2lS6lW3y9W20d9n0f9FWtxQv+8NhndQwMX15FilaV25S71L3HuApOKqsAp+QI6jVf3jC8Rtz6F5wDkNdWWJlKJD00OXaAenES6r6cwZu0Z4p3dl9nCaG3yue9VqlJdtmwWkzaQGTPLIAHvDEo9WfJXpwcwievT50fCzzN3XB6kw/vVhtHyErzsfYWJoo/yFU/2099CPpjHTp609fwnWzhqez9faBthpS357YFmwuwE42Z/tof9A1L4AAmZ8QxmyffTJQjoT48ccakxgIMuKVj1LP9ltuoejVRjNB4mwwuOrjd7bPFCpU9kRaG+8sngUhQjee/vk6rBRipuoJO21SBPJRu57reBw5fCK2N0lJh2fNp/z4bRCmFXUCoc9uxSwgNQnrGwQheBljQjujy5VS0Vav3pjXjTMIzHfBE3BY7PsA4663309IGI6/FQTbEmmzThjq8OVE4y5NLD7LOI+jjCdpjK/AKnANpmCz8i3Y37TN+CGCu4D4Is+aIbV7A/F60DfTYNc0sRXKj17VXMh/OwPSbXUcEjZ8pnTg1EObNenXl8bFooGv+Zb2AGfZ3j3N2YKOyNa2ekZHmGvpot03orpGQSh5kQ5RD23VrXyQO+iyLqMQT3lh5Pt8ox/Z5aQwotFogF5ACaZute4BRLQclfk8VYOrn2lnaH11CZ0ViyffUr42BtJq86BMJs0oQAfKz5ren8z5sI9U4TtGH/xgUnCQ3R9fVChPOLFlxy87E8qtelsx0TV9V4/b1JTsYLoJuzxxTuyzkIPDmERenPxLs26rYEX0XDBnJcOipmKNIeYqhVb35/qOIoOKqmIIZCMs+/7UbBhd46hnfV/BRWYp3CwQirh7FKd5g/GtS9pTNST3DkMIk6zoHXn6cef5G4EYKVY/R0RnkhTJ04KffVDJJjItHc+2XSzeA0Ae8dR+BKqTxS1oo/K1J9OVmk+hG+IEw7L3AJu2zLQo0mMWNV73SUEPjbIHiLpN9hCtVxxsV+9Idj2SL/pRkXFW81WAzak+wdHHv89cf632gpmSXcLK2UzEsfJ39Mu+wcHNdtCVxDyZh2Pkcc80bcs7XpcRkQdtvkbZlb9NP1hdaOKgkvrDRNlLI93QMRlpRkIlpI5QHMt+QctuNPDqUZkhFvMEAX0VOIy+Gv6ChFChywi07Si1XjMoXtBmOZG7n6Y8r+z4/SH0+E1dQStlVkfsay3wdetB4i7foSfjAeK8vu4Tx7L6V9biyrWdZ54HSf6px8bsjBirxCtHuF5U9PqWMhR35u5kqI51P4MpZcIqiivnKNH2AHxUNurnhITp7U5HQiMoyt4x1tQ/zXyQ8aEIMcIyUd52Aza4tB0fjFZe459xndlnZw5BBoftzfu9B6joIfHkPCnzD9cJoz70mdWO/nDLJbvkBWjI0YbyhWuXs+M+yVcNraAVjtiORV5tCa+kBkYDDgL+Pdye2gRxUxt1iuZFJ9SGEReVI6fKwILs0PslD6ogQeEzVUvWg/dlegwtKqDpMoo2hVTBI9Ia45rqG3/Ne3zq2HuA3Qd2HBkS53peW8uU1ch0LT5jUIov/iETkvpWAqMcMfhXc70r8bKiccrfrreygj9VnTxp/eyLORFacnKeogFIAfbC0ZjQIYg1mJnX6IH2XpHqEzpbQLtX81tI+Hm2ucUAbwCXcawFlqB/gtW0klU69kh0R2dBs0l53WZIJVT1FqI2F4tNsJ0+OVgn2C5xK+C1tylcLGwP4Ik5TZ5AXPqDTTyF/CN2W7u1rBdkCZphq0xZC0WleqpfFnuSX1bFTVrId64ubao9Ei0/RERuqeXYb1Mwk9UrKzeqof5ELMOP3XCj3t6Ms8URzuOdrJtKHDXaTK9nBoRzbJnWj35UE8svS1LatJ1koHeVUj73zqL37VoTQm9zsu/IcfFDJFL5O90O7UqgmqGIwN17yD/I43+0gJIIvto/jc/K7rvLx/IEs3QssidsOsZLBBKwfMUrj4pe/qy5XoX4uqzmH2TEEb2+2fOd7UkLcW4RkxPyXT0y7lmPivCTEXtUxzqFlB7C5KVZNtnT43Yq4t88vi988Nnt8No7V9q8LvCO7QEOZ3B/IK7TgBTzO8wVDCv5Xuz9YYRWQD7E7tlc2zxWFVQ25VdkBIEeaYCvtkHmUq6VG3+0/3GkpWEtlHmiG5bjZKu1OJxPmuraWh489epTdcBbMy6mYH+Trq7rr7OzdqHsTRrCr4BzjZuzn4CpT5ljW0F6CdVpeMlIg9qhl3HO3g5LVqRXIp/+u7r2KYof96MiljbHiEfDk+mYSM5FemIoUIQnbUKHVStFFGDG2d70bsjz8CJ4FBHrWZcSo3DmUTDSQfSYxN9q0hwbs3vHrpm2UAFFqEyqxqZjyyhucPkRP7for/bncHxvpU8oVpp+Ke1T/++somW5KRMWm0MjdPT0H2GX2s5Kcjf6yiabLFkZrvUmIgV1xA+YLNyZK+mDavEjBYimlhNtHpmDJ5bgq+OUjRFQ0aXxBe+KtZpUlDeMVfMpBBYikvVd/yZveOIq25XV38ITH8SfZeNsB1bnaoO5tpf/PY2YHVGFtqMbGWZihrbTH65maHVHksuNtZZQp3T9xNpWI8nmUdCRcahfpl9DzRVHpSHve5yOpUuIOIkbNU8/rb8xf7IW2ZY42t9BrYZ1qF9/xsK9z/s+2KiFXuIrWaz/MkL+kuTeP8v39A8DPWH7Msn4xXvX9BG+cM/ICwnNknKu3AyD/TiJV2Lj2jJQEVoCR9kHd1rNiP88+e91/aOg79HHxra3el1+6tVretvfw3vnL6sjfZ/aRF9saOkPkcuwWuLZj+tnhD+YUkVjneoLikL05moS8RFF71GQBqmcCEt4Yru+U6RwPQ+TP/ohAqLLRmvxZbq7yKteuWZ0sI6x/vYxrz2nuoU3tAcANN6i25Zv8Ok5rYKq6oZGTE/uAUyrdh98L6vFBucfhIcJHWpbuzApqly7bwlUOncP0EwYbWiXTEvUBBFO28KftN1OTSu0F7cDMQLEkhRND4e4BqdTe3DxRxeuy15zOLBAqCSFYWGRhCrwO1+9IHE0tleldfNG/YerN30jaPtQePRwqMjatRN9F8K/2O8BBOiYdSKS7ESSrvYPHucFYVSha8FZ++Bu7jyJOeVxu6/oJpbom2kL85p7bhwh/qfhx6FsEZOpwcb1R+ymUrjCpjeJp8yuJPPoFzTLEoUqwp1Pnad39N20c2ecaShtao433Ex6HGH1WviRcx73K14axEqc1I5vVDjcBQPG+Eoxzt9yoL30jA2IujrJ5Av7Q0pC/sHr49j7YeJwMzu9RMovxo159IdniY3DKJZo49jprBkgWmVfMsaQjpkfCEvtODAtmUqONxrV4NbvEAwWSPSLinOmAfuiua1esxoIGZkwvFy0G8CxYN6DlzmwVJZ/sAr7W4L0vjfUJPGDmgcdWg8/Tr/8Kkf23K25NzZT9+51Zv0Gvww+xpBijQiE5hzLsYuxPzLiF82oRp2mgG/arG7Yj4ry3RT3srwPOi9G9hZ0rL+ota3HKpt0a90FhmWrp8pFyB2EzsYaNsJncPuQFwwngjKUz9w6lebt8F/N88CzN1UlWmWPIL/whnhHB/0IEUiREQ213Loh3/GA1pGRyp7UM4rkkaxZhqV/aLOwaAejTqJZfjk3I36n63IDELhIWcq97jUYX1+ClK4hznL9/9CL/ld4BZ4hlxBE+PAPFgoW4p3/a/B6HXIbF1HI3MAWFqcOqjf9W/TjfzVxJ9aX97Akyq3nMubSTdWq3WfIsSDCMmVS7ojnMdpENQmvDrsMvbTTaYuvHXyl/xgUCL5D1IpCzAbeAzg++yunPt3c+RlJkfsBLWKo79oh9JmbOftZ+d36X7jbz/r3NVXscGY7wrlotE1DzdmgGmdPufq6+Y5U2BXywXAZz8T9caIXsk8yK0om+fTAdGCrxkl4tni5l1e5rtGukSf1xLLsSJ+vi6fMta6i6MYO2+Q+cuX9Sl2TcxY48e5/JQ/tu62QMT6xEPXqeDI12F8j5dLwORE/8YVFmoQihWoLIz3YzSL8hLEvOeRIIN7SeqAgc5ZROBCLjR1Xm8+bJMVjJph3fZQq/g0r/sDicCeXpH4N/nxwN91lLd0G85VHQmE790NMj9XwiibwEEKbpRKpGet5Ij+4X2zp01KS1kzn6IunRM1VgcVrJvhJcWJ3wKtmpaeHwBl7gCpMPFISHtkhK143gryCODuomQkUXPoIVpPDucWiqn+L3S7P660J64m7epzv3Lrz7nOXJMN704n7i3yyzA7z7hWOVdRKFUYYsM0ny/qF2eYt/fkGLLF2O2QapNzIuWJsrC/7VYFniHRnz50TSX0LAcaZfyJ6b+OXX5Js7Yf91gc89wCnVhbIlmnaBnIdb+N3X1MXfVGVYhxh1JQbQ4IlcJ/ZV8W0b5kQJhDCN3RmRjQQbl/7oc+T26oC+UrglnyemVGW8Pfxl39+qjsV5Y0n/d/d1nt4MWSXrPgI1YlFbe2BnXXvOlTzvhReQXzU8EK1o9TWIV3QH89ZvmWRE8TZj1KhTxbA+xnVrZ9yr9NBThzovAvxCxGaa7Wykj3NDp9canpi1dhQX+l+ztgXc8o9yST5EACjtu1250coyHq+s70h5MkUrA2q0lxj96rEjYYRWByxI0VtBH9WxEbMU645kkdtqw7MVTkoNTxc+Jx6cyYO95libZufouM3ztnYTW0aZwyLd9h1c2+jHCeyGkaVf3EEd58s7AGkeGqjkD0AP/Z/1UZuMwuwP9Jsh6pRZ4yKTV6cU1Tzkp/4cUvK7sr22QNvUz+0hCIpU24d/Xy8PsIpLZg4u8e65g9HL7d9dmz8kbm3iIWwa7bRy9Kor1XXjwCSjrxBAbxc2YmsPQBdIJFG1GLoPBiq7lVoJb8d8Y1FKy9Oj2r9WzdWX3FOeCG7OxnTF/Y2vnvGP7kHOUqoXHZSZquz7NsMGk2nckSd2EE8AYHR8ZcLmneVqoymIZvfO0ortp+7Xto6rXhhsPKIQQTGHa27B8C09gRvFPlSOMD+OcI0FleJkBjhWNPBB++XwDtNKpk8NEqzqrPgrsaXHWjV1bUX2Xd+J75RoMyK96dKV37ze8yILuG41BKBHlyVnxqXk1LtCOEwrV8Wa7hKU1gAjO+1DnPgQ47i4V83db6/dYp3EmCBJyM+sYo2W4nnWOZhX1liEehGQV+C+5Bm81tXfqKHKEYyP+44KFxQzDH/9uQVXZeHDWgzVVgws+gGQbjJBvTwekgItSNfg609n0ACsYvKONpsc3qOKMIGzM+2NmOONg4p11Y2JAUHQ2+IaMz++v11+hJO3nVI9XX857YcWYT//sKat+X9roLIyrIwH5Y1qZJaE1k3Cg5n32Q6/qfq6s/qikKvcO7z0681y1toMvNdB76ER4XqV7E3mGn3zEdBbZJH2ptGSgrdMzRJomWl4DGPa+lQOuRFkklRQJKbiYi0ZlzbNVW3S8fZ63RSJFZDGuHwI7MZLIy88Zet6QAJIsQWMLUjq9FBrXeGytGWf+VNfO0boiviUjfvtJ6q2lZ6Ffgt/N714obhmfkvQKZUAw7j3qTF2KyuG30yu6T0ZNWhBrQHOLjBqMEvAye/JnNecMMbLViwn0GaGSf/GssPVmDPFrL7RrbOdgonGwhE+ulgsOHq5wMFxxR7FV3vrV1fn83Z9xh59kAwK8CK2cVCZ1AW6g1SC9NAu1Ick+Bou8CKPHfykIe+i3vu6MNuqlr4uPXn7KYAa+wfhPOuikAk/jAbRwdKwDPbedrYynoWfzdkAWPnqPcvKH6p67CVhf19NdE3/efzU98D/d8PbJ0ZW0Ezj7XlnEJ5mEcFdUajPBNjeeIDvuYH3dPqI6M2VM0Pkw2E5aAjB2xn0u6JstplB5tryl69Gvt940gJRFs9aWCneHx1EVtJ6O7yKDHRWy3KK87Fb/hBoTMsWRLNnKzRdg3ZhTqNv+IpJhrRMXf3xzDC3vV0mtJ/9yboF8ietS/TM+jjX9VnAy11I7ttnc/l/11axa755wiyjDhCqGYk33f87REsS+XnJlJ08FVA7G9CcI+g1LjM+8f5b6rTromTDt78UpotzAWfeimecszggGFI6WzTQhCBaJpWMR5se8HeYBtljl4tpRYVL17I/fo1N+YC4P+XRyOYPsfI+4rQYVfijxIrGq+Ww0sdb1U4E/d9oybLy3Q4X7BZ0SPJ+H3qUq969cdPQoJVnbe+8ijZ8sONxmozTMNEfnx6CWTHDHcNnmAUbLuyQWmS4K8MieP7YAuVvOf4TUf6hffF5lvFtVy0WE7j1B6gQBX1012qCvJvD6DKA49EDvha/84R2k9SxXuA04hbrOudyCNMQqy+OBzTiRccSF0k3gFL27UGo4qjK/JyzFMvDEK+uh+p1yxX+DTgqth2I36c2rIHkOQghxt9XGFT5hE5x/4J8JsQGGk7Km1NRtb4sOPtug22vlJPkzWqpfs+W9p4yV+02ConOaL0CfJpDSpi9dQV8zVU4UJ2s0FgQDuVTGwlnNjgKxP+QdI1L7VxsvnrZOf+x5D6MnvT/VtNDGQ2SRU+82nuQ1SGhfKoxebyuTI0O4D1BMROxbFGYymmRkbp0A312zvj6JVlpUviqnlvuu9uu9wbwJ8wen793rCPOgGzDoaTPf/X2TkhKWYNE03FJsQz+6ec0iYLBxuNysdNC7vKPJLnd9R5ZdzY0yyZ7+nq8ukpFdKmM5F/T1Ie+ay9IyL7CVJ+sERrsZ2NwiyI3LvLdyVldgvasTMrHZf6/phLGpca+6mef/BrAIH3Nq48eHuRUHZigbARglIgzlfYt8mJqjUCWfb3mMGji2cXkecGN/jtyMapwHMKVcFPPzlURZzuDRQduyh94+GkWw4R6G6NZatg2MQ2vNhIo9LpD16Jf2HdIYULLxWV24/pjP8Qd3iR3/8f8cGAqVqdkqxXJu/GNqNmqqrecT+XLCwHmYqsG8WgJtGoA/qycMp9JikaeZUjPOC3PZ1NbBP15twjHoK/WhGPNTlMyTJ7UDqAoF+v9e3vsUJBcihkGIAjzkyM551hB4PYlG9szOOkYS2Zk0tWw5p/XxrPKL+4HFngQby5rrC2Pn28VUjSQP5iiZYIMtPRA0t5NmZBMiP47GYXDQxZz11O3w9yxeymssYfd3e1xkz8ICc8KS5YdszawvpyjAH2s8b7X7bpSlbiSleuORwswI+w3+8+dCcc5Z1dwKux4iOjq8tADVr1DTGtreSEyh3wCmL0MH1wwjBa4cD7JAOD7UB5luEfn2BVpPYeQKOnvg4VeL+MQIOt88r7H+Q2UjbB3G/9jHPMvlantJaJS8z48eH6fv0s9DyJ7FsT3iMSx62YOBpwUhjfdqHc+PSkly64M5F9MbHZfLRnyurTJEyUY8W2oI2/pJuIWeNGEJAXhePz7uqNbCcbpTetvb9fBCz/evMz+4CPmdB0apyFx0PWsOyuAXx8jsFgknvoufD7/aysvq878YVJWlLmhzzT7I7X15/JhPehZTIhUyjyOUDmuwMpd+W/PNMgK2y2swSWN97SpcKYYvSt2EYtWsMNQh3rdGQILfxHqnBkb0qSTtPLifllqf/CAIrfKLVnHo50/UMx5aZJE1plnj9WNK3TEKJsLp0Q43Qx05ykfxzxmA2FiFSZ1edErXJu6ZX3SdwJtzYb9pqduC96JO/Eh9ffde57g8VRk/mEk7qHmGXtGVsRHOgkQdaDJ0GswIgZDmD/VhTWpx5RbDGtTc+7Bbj6t90nqdoPVKtujsytRYXnVGtH8K4uBogGybPkcjyPZzwphsMsief5Pt5MWpxQdE7euqv+zuwKvw9KnPBaXYOm3pEHORaGVGJjnhIvv6z2NFVp9bmXZtld/KuGZJ3jVl2neJMuMRYqYf67/NAMNL9+D9B6MMB0U8875vVrpysPUxRdShb1aum5Q1jVECmz2saGbFV7kA0ZUpjSYnTyglL6ZyYAkGRe8Cg/90tB7l2pnpdBqu264F1HMkeD+2XDPDr7Ysgxg8GVb8HU0ws74WziLD7sBdzKRGlB85duv7rz7xc1H9tNyjWEeJSdiiz0fdEUGlhg6bZ/g+8IUgaf2NZ31sJvuFyzZR1a7RdxfmvhfDVUf/r+T8Vna3iUGwmWAwOf81G96BscuIrzyyM5z8eozplHE5iWGoc4h9lKefAc+uWmSbmDHvV4wo0w0bRydv1Et05qzXBHVrBWNTEfevte3Re60rZ/xNp6rbYZt5B3DWE3gm2ghucI6J+CN/wcsc4lPSJpacQEjAgtLkwbaGT/sHcPeHuc0isl4SV97d2Y20GryreOGqhkEMqKUBa/IKJCMphr4Er8g4rQqYJAz/j7NL/NWNqovjS8rFPuTIXm05EN9KHms2Sn1m+UlbWJJwHFoBfSn9I/RIsfcPtsuPz9hRxMi6XAO4lm6tByInnSHkGYtv7IehFcWxRaS+omwoQOCjm6yX+NftFRI4M8Xf7tUPvMx8XPL39+dyWbr+N6awiaw5sDmy+oXY7bqmBwshmlAa1lvXM7ZnsCzL6U9lPjNMKYBYtofMJKm1z9oNGoVWzgLHwbl+C7ZF82EwwKTtTuSn3g8qjvsdxn7VRjXXpTAF2uw/QsrbEeiiWOgz3q/35cyHiVc8jRCRzVkuZrsPuj4h+/akr0qeg6UtB0kIHJcrPHttUegDQztDiPuc5W2X3qDpRS85VQIG5QT/fT0Zqeklp4zGFPbsmrZw6gU3+61E751/+IMpktzfodcwuThYIKsNVzwlEvBWTYaS08VbYf3VMPZkCUsiLuAao5bpO9klRwjfptA63S8aW34yZSTY2x4TWQtENXXVNs0hou28J4YNLcaEr3MhW2tLMdoD+Si7fjxqMmS5Ey3DqkAtVd9iRTLsateoCWALV2CmvXPzNSnaXae1bcEqKJ9li7syYufdh4NLLb5tJ3D9ZqNJVpR1kNd7rgKGUxtAd4CWTcLcuSnO3nST7vfFv4sKAt3jfxa+I557Ux/amPP+VPLZeaBFdaBBPYsKXVv593u7pe43Yx23Jfh6x/A3+sMrZDdi3hkW2CBqhdLc+MgMjqjqZaVMQeQEKqI+2Psc3xEU/UctmzGJWD5hMSJ8beHX6dhLfed9tmsO7dSVIVjqXXufxsEm230kKygMq1oaq/ZLwqgoj8PqGr79eYLXcqbuBX/NiZn6F3D2dB53n/qx2fT6gVrccswdbBgVspVtUDaM3dpYbP6tBvdQTX4HTn6GcrEk/Ppz2/1nbh5Il5gExZF9AFSL7fBqyWiajgyQ9wDjyHnq9sImIQElMXdZ/kL25aW2h+Mpch/h2d07EPN7S88XHupkwhjuW8KzVFiuAIbgpc5wnJCDwdwVPmppb3T1iOeWzP2iaHwhvPokRQVcV1KrE9SkC3YSrTlFCnsu11ocvEUSZcJItOFbaHa7Ra16Ong+JGagQlCkD8+sG7qRZDRoePr3VPxET9Dj65Bh7d/b9CKe6EKKTCoC/qFHuR+GgAYxCeXVYCf2JNfD7kYrzlkEWy+mQkHuHw8+kvl2tG8he+3XUVniYnLIE/3khq0KuIWdMgL23mZ266Mgs+7KDCG+/Se52fpaSSBztb8eeG0ClnYZ+JpvmQoNifb6aeJykJvfiOtOrsQx7aN6gWdnK7vgK+qomtTs+8oBliq8m9Zw8+ibjbmHQzTnQ9XUiLGZNzRZFjcDU84Y+34MDv5hJQKnCkZwM86GpyM58KXvqnv5DbOEUnMVTyOOrc7D0A7eVv/d78LpEvA4VNs/MakmM9wp5zBb891RsSNUUTbIaHQstLfeKNge7mxxwRdyJbBT3f9JQ5mG2+DXzTPYLxjVrT+1rHNx1S4GzkAyP0Ho+j3AiFjJZ463XV47TvV+U2rtNzGNaTGmEZu/PkvqY5eLS6FXv+tkF8XxVayv9yyYXvVQn2qYbuY6rHf72MO2qsFclEbRJwbBYdDuVcZ+7S47LlrnUd6YzCOh53t7KylEfkURaF7iI6vV/rO5YxfCIpEWR1fx7hl3fjs+kgrrDl2WrURrEX+btoDDuMvsURWbdnB9NPnE5nBrTvFEVSnmGJ6FUNhNwU9/aiQTb95qFqo5bEM88HXQyTG/QPFs65PlmmVoIZP1QYIoHFC+S5MIT55LhTt3aDORb+pP3Gbd/Unu+i2vX42MI2pbE9wKJ1sIjlz49SELmgyyDXHcU9gArX9kOaWp1r3aqmdRxCh1vXyMcKm2rMFmAim2hUMZvWvOZiPOabR1lJW5WpJqv8sH1Z7ruawSrjtQsOHVfXw5xyJvuj7I61eapm5gh4Zhg2wNx8lFLa6v2mA0wOs76YnK0UEhlidgceK/7mUUEo00GBVaru/PNHgmPqOUCnkkxh62R22ubnuj/4U+w9QMdVOIxhAVe1bPwR+hf8fPET+dePnss0qUA3+GdoK6p0Oi4Ln4lZ2tQX/oPxM7VcI5kRfedlF1dWFp9F8NlYgHQTlu+VloaCzr47oJxCupQ8ms8zBa9tV+RVzb6xLyT16gA7eYC5QXXF4TyCp71PiLC6V5ryudn818/SDzmfM3mg6Ha4dOdklZP2MQaWtsAxLSajWnSmUgarsy5TbRuHqcYUfmxBa9/H3yPtvPEfGWRU5jLlTlzVmRwtf5QI0D0RgOBjihBiGmFTOcfgOq1i3kbCkh11aHvI5lndGDst21m/uNTHD9+NvTMu5A5jNlDrnHt9m7yafe+RiRdZl3uPmvxOqILFcizojvqwRODB8rNGw3nE6gXzNlP1viopO3vzuY7CZ1O92cZvCprdpWa7LhEeUkG3F4h6X970v1F49V7pv07pxMT/roe/LDW7dq/m2E29C5DiEt8g7uIeIJnyVlW7Zyg7Zponxt61YcEJ1SSOajHb3npwVMg1MGmxhXljGQTx/rzu3I3baYuxWEuL1r78ejHnrLomIaYe+MG08JsWr6rQyaNM16KkpiaCDHL/+7A97Kh/vem7i+OVZoYTjlhQ2f8kzi6U9CQvt3GXtsq4TiNET6jz2olqusH8pNTBE1jgIc8gx+RLG+3Dw/lvpOfeKfb49wb2d8DYFzXCkBKJ4hAyMIKnBie18YTFRFs677Nd6fGGHWu8m1t8d4vtFqooB21K06zfhNfNG6iWUbr3AOqYBX88a3QJmUDVnyj68886nnOZ28A5xILRZTNp9lLm0UFmuLJ8tEu2ItuTbn7aflz8Y9f5go5vLw6r0Q5A32+dyX/fXConsQfw4h6iabRD+Zrf7H9RFFexWJ8z6nWkKNRvFP2aIaS3PoFuu3GtU/dt8ilU/Uu8a9vD3+9S+Q3qLqhPUElLfzLLtCkczNamPT6ybsDGbg8QRwWxoSg6XzBfejbJLJWnqvoO6vqx3LUNWvvq2tuwT2tzn9oRwMkctlpawsYe4KinZGoRU2f32qzMUX43kxrq1HFCtZPjffPKtbeBNE+IaydlYL2oPWiuhzLDYaWmKE5P4uwInPT/Nflb+Sdn3JOflUbbA3RpNP6vrvzcphS3uvH+7pPmKWEW+P2xdzDdCyPlCjDGr/ChJ/noxsIfeQvWfNVtrd4/WdmDQhLWeSTC6xCp1j3Aj0GEbV3oSO9Ko/TE5aoBDT9hXPaMQQ7ZauzWseSWleNvzMf1LvaMN+3sT1EHuzXKbc3PMsw7XUHVoazrJcTM8iQRTsz+Drlj/MEtZF4s3VTt+oOt23r/gj5cvHQAr84SPUK6qUoi1yaeRJJ2YAk8JXZwa71RmL6SqViUfOr0YgBPJtkQR1SI54PVRXCa/WN6o4bQDfzLBzoVrRXr6oI+SXQ83ox1HpnPjUkKjaHxdJADspLcL7782hasCyy1gSWxqUeVuD+I6yXwiM1Zn1NVDHtH/YnAX4LNqqKj2HvehoaIqUkjjjCoBSWhheKfT+NJsEsmV8/Cc21fYCtJPCl4JqjaRPSW25mmjdmsI8VpXeGfMenx3d3xyoeuygWS5bnDvzep08FckTbEEzbFldna7iQ9WGjvlmwjloZLMvWZVk4pJN9xrcP7YCujGFDR09SMmVsAyTVY2P/KeAA4zzNGujVOc15WjqgMAavcamAfJtQ9Q277u47K9BIhnofVZxrNZsYUX6w3fj1tvNufqrMPNbi5oorMD03DveoEATayhlHyL1zkN+c5u8CZaU/ry6NDDck7a/2ma1utr4qJv1w+KTz+Niq2enOxNW4YfIZj3jSAvDyPF49sDUqZqSnzVCIuxmqaHD4Z6Qngc40RTYTr2ERPXS1vdlszKJu5M578evlC+R5AFF71iCkXocXvaTek9g+t8BAX3ECh1FldUH9hoLamU3Ow+H8+8xIhwY5Esax/flwi4WWHdK+KftPEOLsVu8Jk/1w9069pcPf9zB25Llj2lW45zwgDUXQBcYfXJPdKAATG7K/60zuOAUbWBm9xQJEJyua7aiZw0/vzCkdPvx7XMjf7ROT3FXEEOoszSdnaVIAFmUdShVf9qMeWbvfHIHT8JkHQ87Mz9ruWK0KFI9I51VVlIgY/oaM6hh2X1gytDK0dsomF9TvaYuyiLTD0Xn96aykkhDULDgOn7shkiawRovcAk6V4GSYwQtM+3vmnnBgD62j+uLImu49Cw8TA0Ojn9SkHjdM+QmAw3dyLgnFXdYRmck/Z+JDhu5uzA/+ooz4dckIcvXyPgWaaXpmivv6gFuqAvUv1i/xUR8N214RxUdPe283n+eNul7QG3XsmO9DEMwEOI+1DRx7yBeCmeI+2Hqqu5xJ5fJhNjBx4HkghfG9DvfheQ+ANJG9mt4d3ZikuTHdqbAr0XguUyrq6Vj4gnTUW8mJylZy61IaqWm3NiQmwslPHfeDYF/ylep4f5GLEjOzb4jp9RPrabBmfxp+NdcqtjPWmCH4eXWvw8a0HI6lp22EQbbF6a85ZTs6/frfcmIsACwPh/6+OAywxRh6z5xnLiKEnMvvtbYFBCGaUPC8pE98GhP1oImY+IyqkSvU4f/8t6xldISNkwB3/T/67rGtgZAss9CECgiq778Zc7WYKtPGfbSWaeNIOnUrFHeogEauDEAR34Avwpc2DLPrrvOKx653zfSWTvXL2I1A/qXFV04YhNQt6TX32sGLGuPSLYen4bvE3d3S3ytX5NoOYAuH/GLf7HzGBYf+WTGXZi6ln7OZH/nS6+t85Sld6ekDp56EgWu2SWdh0/AXCD8XViWHpfVbSUG1KCcUQLuonUD/cgrI1NNPsc2R5A3LHClmJjBOsk+vtSVEbclEZ/uG0Y38UXRp/NP5RGYa9OKPrhaj5aMDfvp6ErrxV8XI7bU4UNfkFBcDzI25zv7rmNKMEeNJw5T1Aa4b67Ccaw/kBk1GR9pbFZ5o6qwI1uzgVzj8taCTyxWA4c6vSbDrQmwLS+Mu7wr5PA0ZZG4agWngyJGV3ZJ/LkOZfL5v2mmejaZb+jOwXCZ8z7nKMbt8mfKjGnHGC4MR2XuUEv81zCMGYp9JHFYMlajSRLg9CnUMSlure+Dec/kDM31ZHpoFVtpvsSUi3TfS5oa0v6Kqq7XwCv0h9fj1aIE1XqcAhy5LYijxH3DA99IhpHq+FkYMTnUbUlWoGi+L/97AwTWa6+KPZ8QxyyMB1dCVk9pYubtQpbP8CCrDyNtNYhDZ12Qk68LDJN0i21OCGBHRCkH4RPddUm7rI/1NC/QkDIv3E+XX8nLBapi23L+az3VULxjYlhcA5cqFgsAcdrhG0tUQo0r69ve6IG9l0+yWrzfTCsS6PbN3lZus+KR2dkMrc1rWn79a1ZVhh3/w0Um9w2IaqkSi5NkKe9xS+G/+V3ha0Nfmn/42mo6ew6QsV1D3iWmpjN3+wFyElWJM04WtzMF7vUbv8xc60tHPHl947tguXN6VVzu9HCp7kPBZUWGGKd+sronBWt7aCtNes2J6m3Bgkn+ceAEt4x9ELZOI2EU2sV5GT8R4w4b/uE2e+B/8/rF1nQxNd2wwqolTpAgJKEekqTak2uoig9JJbqSGEqLRQo/SOdAUxSm8hUkMPHQER6RJKSBCQnlDCCiG8PP/h/bCfd885M3PN7J49l5bMVkBtuMeY3XtnXZddWr60ZYqlefOb9kDRHsJbS0HTDY3raaUI/a5QDhHuRuj4SLASnPdztO+brDtxlKv3d8qd7eWeGCbpCSiMVGTs81pMKtvpcEJSpz34MqcmvROrO15zDfKE3+2SPcNx1besLZOOhYVM0SvQV8omkZOZ/quY4qwgmj5lm86cTA7qHKTAuyYJtcmdstDcELkKZaEPLSFFIfn32pqYTBsc8lZ+RMJsJZr8ZL5qTt39ftUfWZu70qGDP01eim9V7vggw8EiLYq+peDVplBMyfQqXaG2BlFbvjq3uQxXvaaW48bVuHL15otPnPsOb1CX6WcBUWocOYZ8AuoWPY941mfL/BP70ITCngIvxV9Mv1Qd8Cz/Olng2+/vsyHQz3V3nySUEuY9pvBzqEE76Ixjsa5MHC9P9gjY1BEV1nYchIpAMeBcYOqKvAjmE5AFoFRoWgxkdWfzUzFUbAeQlCNhZeX3/nEjihiScKl7pAp0vfDMmZ7Ml33yR3ePzGk3RmoJb8mP6pWK37UwOcOFOg6VHwwMW9k5P4NAr8Wy9LlxX/WLk+w697Rj0TLuMQrw2d6oOQHpjZFPsyzbcsoJ6Pv+Jp2LnJSxwMECwYtEFkEOFWLzZ/RdXhT/tpOsQydwlhiQ4iQYzHjvMZeBQCBGP8tPbiYdstCdnRNQe2Dg3l3I/U7DVh8sCkUY/8dEVUgj9sVpX1/DP8ddCWYhHX2n6R6jiaIXAMWeSWq2Vrqsi8fOZZ8Z48zU53YRDd7Cg0OC1QLmd7DZe3B8eO9TQwpLN3YgZdCNXEOcrytb4+dIzDywSimeXpw1EKLF2xW5zN6s7n5ythSTB02gHGyskA9I6KzpFrMF0/NA6qzHyDpJ3kq3vuV+Sd/lOI1ZgwTtXylleYMHnW8Z2itkO1X+KzUm1qFQzYNIO2jQukSTlvqNcZ+1IIe5bWA3VGEdpjCHwX0P1OlF87dXOdAUmr9RBhGJ2pKAnk6d7gL6pQOvn/bbJ8cW8jmmiVVCbJhX7KTyg4/390RnmunMouSznScghlB5hI45sEQOekLxxUbvm6jC2Nd7Az3VE6zArinaPyc3b743bnj3rXLj08u2nJyOQK1u7/JVdSf0xIZtQgf6aWxl3q1ab+yVgagbcY3/3iXeDDVLVJ+eSM9rxM6d0vVSMh1Pp0dryRh9CuCb06aegMBZHxdPQCz/a29xqr5qiOXBLhEWYJGM7KFLjh/Ea0k9omTmloAdNvRSaA0vP+ZS82qunI00NwVN5ZxaMDNlOL89TaotRIw676BoOVr8S36PsHmUq7AcYknJZIHLXP4vw5fvvUE/FfL5xlTmXNryw31dV4955pG67UuQwDpq2ml2ahLIqJ2Z3jQ3TtT83ixx8/t99wPMwIzB9wWKWV66y/TxCWh0pqbmLwSdvYXDAFoTkz9Gkv0z1Zz87vY9nvpO4Ax+Qdxmp48SXIHpxfJN2WeTfHeCdYoh6sQRn1zmeWgaIzbrVfX9EN8AjdLdwoiAW9HWc2YP+hWnfJ7PzJtvHkOmqSFnN+4gbUVCjm47IuK2iV6axv7+pQ52a02JdRnHs7K8Q8cR/jWSBaMyeQrL75w0wt4uciRno0PHtC+Mh16n/xS9pKlWcMVj/ip5Pr9oWngGiVSpTenrFxdVYn8ji83LMNjt6GvC0kTXH/w9hYtMyt/tpdbNv/WO+j+QdQldiwcbLOcOH/sNEdlMDZOfTuZBHisJGby4Hf+IIdRK7SLPmzPnx22i2d6BlRGohYLPV4Fk4gWXtHbbOUI3DGw5VoHZDhZTgPuOV1G0U5RMS75nMWMpra0J1ZsWkY8COsR5D2Wh5K4uaqbtRNmqKsyJJPB50awmRXPQrlRCtMWJxfWm/Q5g1hrrOshlAgbMtU+hEJE9dZpjIvS7RGf4VMHT9VMnoOmnIUXzUxBwTUGOv5ydTVS7HzGmTyU/a7u1bNsPZ2pcgMFve9/Qz0xwx9TU7BoWnICE6ib7Hfv6PssDskGLOr9xXdrMTXyHbuE+2zFWsAp7IFhYVkl38XzUz/mfjH7u4jaf7M8uq2VR76StzBv94+jhmMYtELqRPB6fZSiYt/TLiG17oFB+HxcbbFUKGA1Q4cyQKkctdHHM52c8RZPzdu5emqXCVc0b3di0czs9hzbFtJvkybSF75p3ocRN9pmuyUJbNgXZC6kDXNUXn1dc82M1OJvAfvnsVHZaJ5i9RWdBWAEqzPJgpNZONhWt0hqZ7jdiZKkcw/f8Kbt4krIAncfsF8MjycFnqKkVP8yfWjMr26PyssfN9O20sSXnzXXXGWxofRNSmz5FqD/owoSFyoxo83uIXtYWDr7WMqX8rnQWKrgd4+kzXbspV/NQyLpw7Fw2ydKQT7VL4oFUykTVlTdEmh0QUkTTH2u7aIPgeFpdDbgQp+VOCU5NK9EvnZmd73fy5c34Yees7aM6ondRYcmN/5F3bdq+aVSLUhGg2EUNfJJc/HtV3TKXeQZvY9P+zQ7fm8+c0vtFpuQKCHQmn6IT7oMUsumBV6zaemHOcQk4xVEnFLjUblAyGTpA6SlTOnN+whcLa9q2P+o8Ry1nDue3oP2uZ8lG+NhXyg5QsIWYsfpcjiQaN4lNiojsnRPturVevYZi3Nv03W9OFgQ/ca09hUxuBilEwQ61D25tCoCztseMbhznxEokqe+J4vlEuVZFBVsg7Mn5QNjpYkYShXW6tHkn5OUUFOR8ArRHAhWvN2Qr76AfyXozduw6P3x17Xmy9xfbQ0EdltX3gLt7f7F1ZVL9CciJT2yO8Vu4F0F2sHcuBzGT4JRg8XuRU4/3noXZW1D7mfR8Ad0HtpVt/vY4Rb+RsY2C3Lk/PyHS3ui93QnjnEr6/p9tao4HXnI3tLjk77wmgCVnEU/XTPb5WCjnWu+2w/jG2I9vv67VjlVWcJsqYbbo+O1XZbDxLIPUZ2IlN0SJcEBWP6ZNjOYIYBf5RjRvLc4xDxwZNZFzCyc+l2T6WQ26ZymETr1+QTnTOeO6Wux75JW7LGZgsRjMg5lqWjHt1GEWjeEgDQN6mlonoIvPvxU2r+tMfzsBuWsaHjwdxv6Q0WD7zWNKSE2fb6o/6t+nyUP/bT2XZxyor447ATHDZrb9W5vFd3fpFxYpsr1YlIDKRDO5r5vj0t+2a2No84Nu/93jJmHhfG4TOM+BVdudqSJHiXQh66uGvFucf5hbpjgpJyDqNHkLFUCe0gVCjvRpomSOBE0l/riNlnvZyT1sTF011l7jm6+hGmCIeruh8TUxcRg3Sjrm/TkX+NgcnGgaSTNeNFHszk6O2jsVC073d1G5ZbOr5MGg4rDLotddzSl/NM7WJl0+zJ4YPbVlHJBVyAsIzAkq4GoAI1kvmv+wibEAsVZJHKaa8J6AAgZH8UjTFagdTEFX8vssFk6rG9sZB5zoF1eO7iPEF1PILSKcFEI4DYYkYt4dwpIajyMrbdcSi+a8/uV9ar+X2G9JTLnY8U///g+aGdktlmZMdFANMv1ftx2mxKtYwOor8qUjTR1IUYxSRmtvb0zp0gZfVEI6lz3/sfo91IBdKC4rPb6Y06UO660+jF+lKpYYwqhSTe48P355zS3x95JyYjW8E3bjUMajm7Vat+cHBuZZjDUMMi9cDbt15aneF5m8knaLU2ezwPBwkstOdbvYNLS21YriU9/kdUdNsG0sBLuTeGedsLBe1CyqhT/1SEWhMsXJvq36Xbasjld+bam0WgTr+hKn94DF+kxDlyDgehQU1mzoz1XMgL3CDb6GKO7VqTI7RtO4yPRxuldUG89U5tYJiC6IckjbmDq/brAjdmQ4OdizfOPTv/vjhn+2ZHolZQ8NybsLKxHanIZotQiaLBHHqhazL6ASYlObe1tIvMyxP/n2GlLeaujjNzWDf07v0hwkVbftZuzaPpdiGsGmDyB9qamFQTOHR3vjFNG3ny+QdeJ1XAf/trHQnk3uD7MDmQGChJ73wNp2n3knMVO6bTCoxH6eUUbchfly35WPcLn6BYISQsMcsCKikt5DssB8wQKnLpsP71r4xeMzZzUl3ZY/ZtvrWkudsdqEV2Eu/E+Dj3GsuUHCbZn+uqJcicHQ8BG9zxPPPQ5VKptU4B1qXj3Q/v5jOLJtFfonGHsCYnQAAuCVyA7tfSSTNYQf/8mK31YLXRihLdJKuZSpYbceFH7lW0chlPVpj+fgssmL13ykr+NbmH7cNI765lSlgqjhDg5t/GBIFcKuD69drDKU1THYr+CZVy8IG4/nmqYp1DUkDsjyGmxVXLx9XpzdFXUgtZi1UUhupn5ONgHHgtlazlLYfJyujfXFtmhBylm4rxOUBo4ewZe2fufUL2rwazEGHNDU/f/XiSQfAjCcgKJ2DU5AfwJvjmbI/KyZPF2/Q9MTkPixr+9dF0NzOyhwaobvnoAAaamuKSD+C/CQLslnme0ZuJXCV0h6yOpkHoeHQZ8kH90eNQUALDSWFS7Rj31p9x+nuHhfDmWXJFIMI52A2AGhUwd5kWbeJkoWja0dumcPUVcZlVPNjHT7bM2ATRoi7nzo5RLCNqR8HIH9juLd54hoES9EnO3E+0V/hWSHxue5U0emrSFUvn4Y1OmcB9edvFjQc92nZ8regkAMtsp6I59sJ/TsBycMjdT2oC5FmHLYoP0vD2Mb3Z5D5TEs+mDvb+qdYbzYVHdT1sYJaNE6mH8Z2emgGhnYdMOQjx/adfbfNYe4slshX5Qu8bw3Ner739cr9+RoFK8nd1cb58SG/D6SfZU6FESEhlMdoF2/qjdjFSqcu8kc6SUKb1W7wgKnCkeM1NVCUKvI3ROQrIdamcPUOvw0SWj89XY8A+CIhNjsyuYX+R5iIcZdaqgXE56uYcbQ5ouv03evZVjeS8JpwrHOMQ/Fb7+HFpZxAmCT6O4aqPRpWal67ZlpToj35b/dnrCVovxh1szW8LL0Hcbf71I9KEJRHFf3ebRq6ThM1/Cr9aVjJHipCgg/haEHwHE6332b8RSm7njy4YFjtBXFMZLVagrM4rX14d9Dk2pE5ERf15zVT71U/pk/a2+6xL6fmRmw+ZK1iQGuFb9j6kRGIC/tqZLnvxI/VrYYZA/YYMPgmmoeVYYuMK9m1jZB8n5tNX/d+29hQ3FRyT9S4uOoAciFdGT17E4NbmOKfHGu39UVCCrg6t6XOP7cRAgjVDF1wKexPUpQFDv9Ek2RzIf19px85iFyhYxOyvKVYx3Y5DY+Z9DDIsZVsJD+LIlRU22rpEmxDrOTiNtDrZd3B+2uJJsOwgcp2r7HX7Rvr52AztHPB+uO7S/92gPHinLXQjcDDfZRPGySX3e/pv4cfjwmyJOLUYTlx02qJs3K1I7Jlm/leu9Hd3KIqnWDWXJmktkR8Z34BPMLirXHHiMvGuOexoXSPMk/m21eS9w2+DiwNVuRX56X7pk/eGwDAyD+5YSguSdbhmg+XCJmtWzEs97WlnA72AYw5m8/AYXNK5ETozDeldATkADtmV+2ZELVJ7zwgz/D6mKyXC+wNgpbBe8Xlwif4+pWdepFon0raXzdqupRpW4v0KuCmaUuTmdn7ees7TxUd+fEHgrWponKqF3nMd95a3ZfjmGPiRyaJhXP7QhTfKK+4RfVocLtiYIavyH+ELOHc2YxxK0IgBZVCg1l9VTnVLzmNytQQTPzbQeQA6dJc/imI726GT5oVQyjZQ018ffOyRJlEYMkxdhNX4O6E1CsWpCmFFHnW/8pXvjQxb+7v8108aYxaP+TSIVmWj3iWw/U3Jb1jFAzOv5Il1pFVvedDpYD8Hckg6M0X5MpaAXFSt/c64u2Y7D61SzL6g7hFjVVjMJkw4Xo4QRGh9kF8RBpXS15uCktC55z5HAoiR7EDVOOuWYwfnvYLj+dMycgSHJsoGnfNnsHxW7Brr9ibWcVGyvVeWz529FQ4V1R8daSIA3l+kyot/GWPa+LG34hJjof2fGgkna/hCYKxBfbnTJ1GoDeB56RhI4tzRjsTB5sQS2jJnnTE3QyUxy+/73rMPln4Q7TqjEb37BRY0v25CgeD9N74e0vYSajMp6nnGB47azcvP3roidPxs1+MYcWF9lBbWE9uUst/H5Zr5WVOpRfGiwnvmNNKI4yv3hO5IKyw46e7EZBq22yIhpTtukyujouaG4eIrqG+oPe3dOMp36kUL/CvkBOOZKOD6fdbxpbpqhGQiC3e7PDVqvtDCUrNqwZePs+Zf75NnNEWzKKEmiTphxvR56AvKAsF5RNjK0bpmisB3yv9euVa+NGSZbNTuJsYfqZi49jnRSaW3rhzdycM8Ecx2mhvPQfUTSaKvC/xrbE1Qm/41oA2lWfbTqjugL/SEWMhd5+3XynH3OvaPNHIf8cbdYeaRG6amc853JuQsf1BNSEIwvogfOPhlWAoCMLBJyk3epUMLMaqjO2bzcbhR2ncVfY6LsTBT66frZzCbu1c5Pd+feKux5sMFv18HcWNRJLxoa1xAvr6DegHCndk1V6I/2vXzPYQaUvmj/a+ci3Wn/pb+aIV+fs9ROQdVmgYnSFphrryOqkqh/n7Kyh/+2ZB1UXXVPi+8UZzyr8MHTVTDVUzi9obEGtFhc7HBhgyTuHyK7DvWmvYw4lslrM13Ft1TURXsp7bCMFHL1V6TvM7GD/KOag6fmik+H5X2W2sz8mq99lWewIn+o7kSV4/1QFz5EzPy7MnIAu2a+1qZCnojXdSHMyO4v3KdEJCl+r68mr9X2/a+euDFA6GJf/2Tq92hp1VrptLPKbeKRhQW77WLmmDlui5joF+Oc/mVIP3p0pSLUeGGkxkXh8/8byXYkHg2EWv30kLA7NLF/BHcGrAQRoW9Ne2kNcd5POKkZl2rN2nWf4EuCr87ZO8Z32XYpUuGYojvPruGfls+cUBsqdybxMBHo247ya6mTHo8gE1VUe6LKznhL4Q9vd4/DQq4iXBz03g2+S3TrgLAglC3J9hApMtUNTntWKeuDd+b7H/8o8U1PKYAubxn2Vid4+5/cG7XJu1GSzMfR+onaQccO1prqmxK/ZAu81vcVZb1d/vnD1/f2FcBuqyNlfe60yUCGYkBG2usEn0w6BFjco9Hn+3PXpTaOK128NFvS+hIwY3TIqWJnTtSuKg6zOzI/Vob1KDbEXOnxghMpKdnrbVhtW2/z41Mq65sCnc+4ByQubSp2ObGRUDJLIPVowAdOUZkv3m/LfaEpliYJq6ZhEGebyyTVN3/8FanhqkmhKYorWlkN23LDqntIWeJtr2oHJQ3hN0kdstw5J7qE9LlcMnldrdS9fE2RHIj5uJxdpMpKRnWBmjO8gigWw6/os1EDR/nodXTFYuPptug0dJEVobLhV9rHIa0fb+kCluAQwNZrY9mnOaVUybWoYua4m6FNjl9+Gko4lKrJwfvjdIxFjtLDp5xgRNzKw8wk18weXpahKALiNR9wtpDY+XVELhwUQspCfniG1jGz3BOfTyMuIlrvwgkHMzO9/fpwe3Jqqjq/sFT+M5N+5F7hpbnD58k/9vkCdRE0d9qzFOSkDALUo/GyRnnI+PwTmLblnubOuRp1xuqWf3yVePG3pZ5CHbYkYEMvy8erinppVft7cuNuG3f/ntztm8ZVnNEKcESOP3RlzaAr4jKToUCPHQtnsrBO9+swbGmHqIWAzB3XJj8rlsq9F8V4FcgOPzWpLVHtFLPulhWCw1sNvvufecFxN2h8GjoiikdqyLByAkeYt4jYX0uWJQgWyzucvXLvvRgeX/rKsZyjTjwZN5r8QgqkGDhCdGkanGvUrrh/S0YWE7yiyNQcXJJQbgJObDqwnNVW+/C5OpLYut1KMnwIQ54i/+BKGuvJzQTGGmucsuov/aAr+K6f+B5QSOfhDpwlMcntg4eAbFMZVCttYvCkH/bfjdeAr4rn7YZK1+2GE9Nkb27c08jcncWaYWjst862BoBxjaOzedGJPQWp3JbX68rwYJfV2hVPqo+8d+A11br2vedNrY3hjXwjM+zpKDQ9ztM7A4x0SPr/k0rb8vdV4hfjb53qG4pvgYRoOs+rpAA7NCVsXUDgqpiMrV8JpuscoTSUScsat6zCqCqpd9RoD2Fny63jk1qNbW5fjKLY3HPI35v9zc0+y1Es5iGbi/UM4G3oRMWh53KItDrQNdg16E8tNRb7XrMlTMN149xg21SE7unQJLMeoQVxTwEWIvvtfCabWdcRzSyVGham2PujIuiBMKDP28a++a3opp6pV4ZTwjelcb+NRXk4hIrTrfiZlwxMmRzBrUPOHnZMVaPpQVprx/ax3hq5Q0hMeVrL0aHDas00BxZxPLkhalh00NK98e+wPfQfp4yI6AS+K/gGu8z91WVnUWqDfhWjYJkjTpCBj9UpfBC2avDno8rPadT8MqUpakq+UylS9bpdy5aYcIzaAu/+66o254iNehBpxqLgPF4s/6JRX7FDVBjWM+TiIySZfmLHtKnQkzNTRph4X/b5QkGK+Ni3cG/A0Ov1qiLyujH/CXWT5KmADm98uvxg08y9UFH1INRSVPQF1PNQ+M4+YoXoBjZWI4W79bnXt3C/z9gCy65tNSLLJ2Mdrcln8sq34nVVnoYw/sjwuTu4Lhs+G4GU38hKzZOi4oX9x87tZ4HUaVdsH6CLXPAJwRwHufLYJ+J5cag6ZTg8KGpJ63jimKK+2Zmktq8ye8PwD3VkiH8Yw8a5jHQdBhlPp8sdJwRZEJOfa4XCs/ItfXmz7PYsPWfG/4q6HZInN38hzny3h0ouJFVsSMFKS3sdHPx1bmKiQqmsKE8qx+4CX/ppxtk/mZpes9ELYaZVvrCg0adH5Bp6fGvppbro0BNcIzhz3ePOy7dtR3wlIMsEJ2CEMnICUdlDU38cfaddIBLyVUZodiupwAoqLYuNwHN9HxoCZr1F4+6LlYRv5b3WDSoVtCd9rM42tLe8UxUl+3Bbm0p+5Ci5YBMQV21GAVGvxO00WTLBilg1FP96TNOJGRkVmPSZP1GIDW9Q4qCG3NaY50ljPQByVm1jXeRJENJdCa8nRb5UVoyf9LQ/ZYwv+vnec7Q/y5kO5CVfbm14bHCCCWDcC5AK0htwA+EJxeLBQSd1yClGRddUKHniYZupW2HEu0Ydy2XGhukQb+uhHJJ1iKfOEXTb/o62ZneHcv6IxaNOIpA9tw/sBmx6zqbVEFrRHGbVYtlm417iTFRUqSh9doU5TCiAU6MLLtfiFXMaiBnhEdik2lTukIsC9CtlpIOBgbWTzI+GyOqj8W9YqRh6jwgFInM/4YvASR2GKo52FEJsl69/l27XqUSfkX+wsyi3xD6WryQXXmf8AzCf2/BPbuBFWJMe08t+I5C5tUQpjcoxclsmEfJ28ulBDnayFwiBc/XuB4aXbdy+0lyjMvoEoD0fQhUZEuwgvR3yObgRLenruGUMREZZNjx2tYy5ctdcX4HRVkflSpvTlms279D3jwznC2CEM4lbuX7KmUE8T52n1tdqxVZQHnvZxlWrEvb2otR5FQW0y5QGipHMiok31Ey6e05JLe5fKbSGwIA07m4rub29cP9owZSZxR6UNmlcENa206JKTOz8rUpIySPJ2XSIiE5r3v15Zbcqdz2WdyvYH79+uzkouPSrwVVaMBUPX/5qghRSz/re1wkfZTPdaJI/ZPcb/z8sZMdVLFWEYmdw6LtT2KYfBzt36KNXykf7H7OrSh4UjkEAsc0Fi4EKb1FxPXvAz8vX80ktND2btfxck6fjDSuzF9KHiao9mce7vDMUVfWJuj97IDzk7dkjHlV9RjTwKRSh2o3i9NNmK10XYJjQDnJsrabzFiL7HTRSXd09Zy1Visv5zz5K/avgpUoAh9kxrVudn2THaa+I67Jlxo125UN11NeanYRct9SwZUibCZcVBAwMD7Zd0Q/8Lfgj0LyCFkB3GoQwIb2J3G9PUHpiFpjfBNtV5zN1pSsRxIRSfQu1Ktmj6oT3YfmjLAAAN8snZTLkbMOMSGks71xJvW01RRf83syfs5pC9beByTl9Z5Lm0RBX11uCrLK7yhPKKrx3XOgp1j4yMivWR+l4OLSiViZwRL8Ltd1azJQstOBGYlpUCtv443R7AJevUica1idLHtUGAA5HjPALZnZ2c6GNi55h5YE2Rw2vyXfpt7MQtE1NRmW3lHVhw9huH3O7wlZVTrQBkVjrh09s9fk3ys/MSFJUj6MG8IC66q+nZGtffg/psu7XUPuV7sfbHGbfzzmXE+lz+k2K6yEErJCy4HaehLp+AVl3Dwbkil4HWIoBAZ576umpK3L6sTzx+Rk2mqH77fG1cWTaejX1rXoeJTdvdfNn3vkS5Cvq7y70HFbqxDGmvTYxeRThR7gzNHVhMKKOyZEMDBZ+bRbiYbeD+PS8+2JU8QOXpMOAWvuGYToMUMjaUiVyfDKVoGLcCGU6vSwHHbUcyH6YAgl+q4CMt2yw0Nby7huiWtEPAGnxWVuxPgcuAXChAXcC5b/NC8fAomkWxMXvKa01L23RsJqmr+9W9F0lBgxctLXc3nRpyNpZf8j4e+V7eoADdbaZfgFIIHad5+QTkOWfX4dT3mWdC7DiTJl0KcBNHwv7iaJKCzoe1w9fR7Ath1l9qq8fQhomfvAzBr6weEM4g4s0mXICsP9YPieDL7qJcbVJ/A1vmeUVAdaPymq9q5v4GfhIMUvJQu4nvRJepd50p15XwdhiUFZC8U7soUzvOvZTdtA15vhQ+etgw3XDQ4uO/hHLRtq1qWina39zqyg6pDzzNLT2uyX/jqYjjJm1h+igS9AdILPAYLEKE4uUfLG+q3P2StNzLIr0UFrBk8OdV1TLff9NLAqYCPQhsOHKhDVU9nLSPilG1RXZvCgZoiz7UGvtQea1B+2p9uOlRSE9v7pUnO/b6PA904SlPAGfQJTXR5P+14/pGiMG9wOAJTwEkiYP97zzDJJL4BDqFIn9AKBBM69sm6CNBhQ4G60dhmjNCsVuwr2qc39vsOS9d+I75rIK65B4qcfzJt/VBn+NxuXIzWCCYi3KaLCPyKDpxwfwhX9fUbW2Oq5cvVuwNImtnvFIREl0X7L+dvWNpO1DzqmANHdKv9mesBLtOUyv2gjrklRSaY6s9prLjdk3ub0xMZvBhBmhYt/WpTg5A2iv6yGp1XrkG0CdunqbJnvlz2KrW8T2kMCQbE24hXzlqeO29oUpCpXGfgMsZscuX3jAMBUZvBBzdF8XjqFZACEW+9t0XtaRaIRPP1bztzZfdw1z9SwHN4ruqK0L1Cq9/WfWiyIbDItO6FCg1hewX7ke/NZKX/JjC+7/jTSetl6smKpWJsNdfTKR1k8BVfRCG+MGj9z/j/v3n0HY64jCdE9CAvI7bCeiIUxlzfN1oI/dGz7hxcQ12GO8dWN5js29EGflUW3a383bQ+gmovm53ygvFcpCmnYy5fFyEg4uC6P2fVck/I0kzOQ1bwaaQMrC+JDZ13YUd5XyQpjkwKodSdre8JXjXv7193XEYHH8CIr9Wax86jTab5QvDfINEAiMCep8Mf0szRnyWGPfRsDva5jE9nxLgLV/qKkPSQDyVY/2pWZ6Du8UgPZwbW3rnYTYLblCPOreGdqlsEm7weP1p3GVycKI+owVLKFrBq6HIjqi36sjoa+PFJ6DIXGbNLFmVls8ME6lrvRoIObdUEkkchJCnoY36I0YZE2LHozBQoPzIF2BaIPQNs9PUJysrn9lRRCJLgbC7L2/W8r2yZvFLvRv9QYLru8LT3nghOJ6WwHoC0kHxIV1M+QCdLkct8tbXr0DozDPArni9aTjmv1MgnYDss+Vvz+0lnyv7kaUQBm28+DK034fvN6dYeP2N3X0kjfcZ0WoGt1BWStEwA5Dk7U68aJjmWZK8rUYrvMsvixv4DckMdMbafkpjvB2Q0oO4VpXm/5G3J+oN5zSHo4qMz+pADpB/NzhfQJk2MWW6W3/HYlPmhs7W6lyjvqmin5XVVnM5PYYmc7rCTcGawJhotJemxgIYz3cCMqRYTRNMJqaIHDG4GqmokDaLPnzbKaQYrdVyml0JOXeWW02pX4/RexzT6qbR+d2CVjG+PEDyohDHud+GhR085S4BAcsBt2cDUr9aKwkwvtc4Y8XsDU5EkY3BUSm0G6d3jKRxASwhiyZ+fT3a58bQwdBywgmoc2i8JffBj7+qeTqsidIYQcbGOHqASybDBbHRyw3T13ipVjS+s31+yFrwpgN5heo+FSqOsFuAR2n3u1FU13sPC2l+2a1DE5n59ZN9jyC51+zqENmGEq8Vvs8ZJOzmyo7+KTW6NZWNDH65rRVU0gsd6ptrXQwN5A0pVE/7+xVpaGww5wfrODSeryuEj+CBZOr/ztBYAkQXOLpNBRGBw8SpbozQ6VO2RFs2TtUJX1m9ZWPXUdhT3B8iYeIdwm3yJ9fowrT4M6kPqSUPv2Vv6yygUBfaztGUyIpJtfC3BG4YDVa5zl14Sjra/RPQxX5KVKlqoZzIc/+DyJUMLjfrjnaDEdrXHSKCZnFcegJyMzHuRDJsKbMAcG2xYeI+0PzlIWYdyY7RBHuXrnV1W8peKZWsYikC/zDXN56aTXHpsCRkD7OnV/36qhPZ0YZfxaZ6zV3BCNnMKfTwbgg/aaEk58Ho8orKFduFOcdzZA4aDwcR130Cwp9fJE5GlzjMr2Wqq+ZXzIP/yYrkOsspZvZuXZTwY72e5NfRydOJHe6VfZdFZxEiR+lcmF6LZUqqk943vewxf3FsD83dVQPFF30NKmoh+cfhu4bft/fDlEv+sPYWxthf0pYHGMm73TpMSNh23DdENDFkJVFRhYMhWG+igiYUAOE+nVMLmDeJKN9y/W6NkO6rJBziksUwU2Gw/kLy75pn5OGuIGFWj1Nj1yJV+RvoIkklwFVy+XSAR3/GCPeTDgfsAjCb2fzRRmr8lpDzK+c5vX0+/rbQ41kJvFSuJVSwfGxhZzRotdWhgfadHVDzem1bp8K4Emg/cKy1qgLLqHWwPQYAtiNPwG1xQ532C/AmIcM2NdU8sFlZoXfI2qVEKPzGlly/PI1TfOOC8aaU+9VPZx19vU9AjF+PszdxkBg6P7LzN1lpLc29Csq5VgUkm4TIWGWubFB+S+Qtes9XdcVwXtz5/vKVLoKJxnm2R5YSRBUEBilq7ZnY+etYymRjiVqUtjCQ34cNJFDlW9FlMw+LHYcD5MdmTHxljOW+Yl8ovPwuUw6WCB0UZW5Tof/AYVXT8mmSYNZhEkYQMfV0JPQG9A3AbSLCQN6qOn6vyNdnhK2Lk3/WP0a61LeiNX7TUJYB65Na53Mk/ZCr1ATGgx89SJ2proHc9UivQPXGJKSTR9HnsRCdG2uE3HHHbNXKiX8CR42ObPmnedSwjQsR3ofjC1ZyId0pnGxjs+9yquwR14ezHpi3SxpDIUs+YTY1R0XJCOc0ZqK/tMo++C1BeEPnZTyBEUK44jNnTDre/igAhJchHlzOrzcslhfvKe6Q6cXwPB5kX3nFfP2YlgZM+B8pAiwknU1d4vbbbLfO4XM0M4DzS/CD0Q2aCWWqM/RcjiVFa3/mX01bWplHhNGuiRbpS3NLfdpg7HXO6keXxZYuN05ROTOphocNlbBAXa3cxoLxlzPVmZUjX2U2wZmbGMkQLZdRAnOzR//MgSzV8PgLBgk5pXe99u1mchJ64fe+ofAGWuUib0Fj3R13r1uRiEHxG4jCR6l3+R5djWSn6Sf8b/cUXXi0VidBv2tekOIWp4ILw9dVRqJXqZPy4d7erEq6YtVwV+zzhtglxGKqwZh3wBMryM42IJccrqm4aMpAEyd/QrF5hUoAg92OKtWjwVL5XRVr2fIZeajPdNJy0MWX0udUOZ/8fl+99fx4ZiGOdjh5AvqPEIViDTY7gq3hOTpMTEkWyZ1gUffUWfenwIHjtzb1s6uqWYJva90Vwk3fvCtKsbT6l57RfyHldtOnQhjXsaSuA3W0qMnO33fwhZ6CDLNtf91qWWnehG9Urp+Jxuwx7hTsJg97tRlG6hys7reR24pLpnW9/Qsch1inBJ0rvtSyk5t7f0S8N7rFdEUQj8k4AcHQ3r148Ab3ohAymn6RPNQXlkPM3RLt/nwdN6oC09bZ+HcvBi+sTvw4Kv9x11VfsdFaWiiBUKtdB6+k97YpmuLdOtWvJ5KnPT3xyzrnEVjbCfj2JxMhfa7jzN6BZTUlOZkw/pcbR08YltdXpRvKbTb21o7BJnzY7fFs296M/ZU2/ObgatBugC0efxhYHHMC8hg626VT1xelzTpUvP4GyOkJvYKj6NbNmj08RjGiP/16KPZ9+f7V963dQQ962xOnXfrUcbVum7IL4GlxotYJKClUHEjt6wzlGpOIk0Ubke/G8WXqJt30kxX9OH1vsTWUDciiX7xWQbt/3EbjrXB3BE1oisJIpkxQEVnyQacWsi9wNjBxK+OFf1G3fJ2WwbxWT+L+moPpVYOCHVhB1IQzFwylUyFKfmIao1NDaMdM4yzA52cQ4QvULI4Y5zoKezxFyHJcDDfqi6npdK6D1Bn+me/kjY2eXkLYGPhKvZZIVP0rjYVAD2SS1MtXsfJjfqlWxh+v9Rfa9HjUgrV1FVG7Pk/UluAZ+GjaI9kj/hPQSDugRD+eQ1KyD4uJoj0Y9mAE4JaHGOwURLc1E5O5bCWpH0vsojgd7y3KrDecDd9iDOYma1CLASeXU0UbAQ7QJhSh9tfuBwRWmjwcFnp4nDdjb5SltjQicRvm+nTwPbueXuDUqRlkdB1vYTjSDZYFdIv/0rnqgRmSDj9iecqInNuWRYLp9T1O+FNf6O0dUPTzQ5zQjcrLsQJTgcVbhHPPxw5WOw2hd+36QyljU0/qTfPstEmoZnPIJi8S/NoUZ1w30Qz5TdUR+N/LMJpGoTvycnJ0iwppmAeKZKyDOrDYjW1W2J1fXr7sGqfrPD/kVfqae4DSJ5FStLzzqXJsFDFGnSVLtW8zB6s3AVVl08FSk6GSJuyoolWRqy3xP5KfIlp6awPy3MLfHM8dUblrz2aC6A/Wkd/gXaZR2jeO6/dhTAtFxRSZPqJicq2hl/KN4CCMNViYYS/HOPGerTL//eLGe2MG5bK0AaM/EQY5+2epY0DOkWqw6nGU3H8A0MSHImdZj23C5JXBvNND8nPL16zC8Br6bP6SJJnwuuc/KyI+8V6P6Q9itMLVhNSm8+Q2e4NN4y2gf7dNQvfHVgNP/S9DRsbRzv6kOnTKtAj6Awcdxnd1noCqdNpntmO0byVbpN0bw8hVuAr6sGgSt7by6mIiXZ/eS3UevntW6rRqZpwiE3f51DiiOGlSJC2kPkVq4/hUX1Xpgza/NCWv0YcpbsmVMAkbtFSbdTLNeO+PT2LquKjKD7scUO9gzQmISdR68NSAdEhqesMYf2Q+s4c6CsdpxLQrnlXFOp8t0XTmTkEZCUI6VChPZOYC7PNauf0DtWpb6w1VAjwq8uYOrGqQyrUT8F+Hbo7HaJoskYBHPgT0VXAxzhTX5mLtYoFoo0xjDfd778uNb15mnn9evnzDfWRCPGUx1Z3LVpQPt/AFxUA/A1VabVMDxsjFnba55TyZfVYUl8TccU925g8F6dr6rxOmFI+4ASZqCvCMhOQGghbByZocFKvOyaqHilHBVk75ufyOrX5uu19xtfGq5UtvcxyveP00YHq3iCPbbId/FgLUjsSC7wOlCyegM3/xUgkqspvSmm6LpuxAqChghK4931If/awpae0G/ZdzUruRWtSc4Hlfmaect0f0LSqzph0GBo5Tj0wd+G+bMEpKGxZ9zuXbGtiaxCkhXWShW1tBihtjpxyxOkbpeILj1VFh2peDH49qQknCIgMmehTlGbviuqhzPnrwusuRjXdfR3Lx/Xf57YNbPM/ozGNkqce/aLBSRHxfIFPYRgsnKQdzwVgtxhcqxDOB+e+dlJPr4z/GQrJEY16J/CU9pedIVxRbMC8wUYRw6wYztCC/QsEcwSwF/U5uC9vnoaqlxG1191nplrhZ+G1lr4ER+0yHgeSl2Es1oerB9gA/RYgoutFFOQE5kLERmuLkoetAj3eeh6Bil3sCmJw8dI7P33L7taat8JgjxO+cVj9zEyJC93VdITTSwkK4TN2L4sE/AUVCLhS7jtoae7nWPTFxj2b7r0xWeQl2KOOdBg72r26tSJtAVROq+2i8BGrAcWUo70MSip32lOz6yYl8QJM4rE8pW6deWgsVrHL47JwdAdFANyQ0XWTRHpdjUImUovEtUl99A4SDFltNSXzJX2wfwl/7uxSu89fjQ8srugRb3mtVcBsV9owbVc9syTgnuX+IZANfPMWvtIpojCC2C45XWpTf7i4X5UFc9PRF0ExJsGfd9XT5kWCTMtvVzE6TB1o33G2dd230eUyYew9+le7kWjhb7nIMizJoCi2aKFGfUlBvN2hBC+uoqDYBiqcfPjMXTsyFdzX11nvV2R2fxyOcxvZzRLH9PiNdQtP2DhWWvzpYXxdxPlx15E4vNMpMfZWQupuOnpCXm5LfD9rZyvuyeCHIlsCcE/9PcXfUcqZtloAFV2NpPA8XCJtZZAAR3o68FCxVLl+PgpR41HNCLb0dEcH2lU5xlBcZkwK3BS7M6v3572LPG9wV5EKl6ClXgp8BSKKWVd/85dYW4F2paZGurxOJ7RbaR4mVQ8kkePhNIqvUi3sdYAWLVyystNUT0Dl/QANOOgFF61zSZFx0WtiO0WGpaxayGFOWfwkzouvxqScVFjvoKmSVQ9WxWa7V1u0vED/c/3U4jLwIdQFyj2Tsacr/26tBYyVbtpKLO9StIlSQwutqoVdGarW4u/gOGbejX4y4WhceydeVrTl6KorHDq1/eBwZ/P4eo5d9as+DDJ0oy7pt2MTYZuFm29Cc7Z+H2Xc80sop9zVmcPJju1MhFXhbVNXns8DRQnIcnW1c8yFRlA8R1CuokD4qOUGI3iZNOMWOnEsUgQ0u36so/u9f0lL7H6shFMepT6vHXaTfoI+3MQHGeQjw4vOmE1A3S4CicvPgdjQ+M+s/+UVzWyJ+607hDgPD41IhvYrBxrf9IgSKeKdg8gblSBv42nY+WI3sOxzPx9c42qIj9PAr5DByEXZvzFDwvxd6hr3Wevxv/tykvc8iGdPOAC4U7OLnnKP/oE3Jmxov8h0QOc+O3N7Jb9D4SdbKMynnmlQzFL4Wx8cPqUvvuqJdAkGZ91Xbt3e9jwx60cub5yqP/uZuwmztmqWcm+oTQz4tncunGE77WXlMbYZkzKOpJqgG1hmetF9voAM4J9SMUKcOlqMDyiGMuOsrGyL1LKCb7zBbl21Rn/fHJMlb0ACI0w97KOS2YpYClkV2vFwmW/UOAxI+OpzBr4mwN0g++7+W3oCGUdUkZq+8HMnp8asH7sZwpDyi3OylID53JSeLM/V5iv1wOwqQFKkji3cFIsNwrqJ4pQ7w2To4I8Lb6FfbNTt3UXYfnUsehz9r3yvn7T5rbLj+ytkwvI+FkVngo+k2uxr1TaJt+trqwHgwhoqhC3PX0e+0wrdWBHoL1b2L6JJDaOqIwgmIdysH2yE5Bm6lSwf7kVEdJvqdmW03JsVGr1PasPzRyvflzG8TPLhOS/tMlIVMxSDPB4XnXA2nIs7fjqqTimoTo486agE2RX1l2FjtKzYQbNMPjCdjKvrQgCxm3LCV5ulpY3COVcQb/FmU/Nqq71H9KO0aGWtLiUyO3PDhYHcItmxqSV05Uj/omcKbzH1SbVJJHxiUUJpt7e5THVo5kxLZLo9iJPNvbBI5plmoUgD8SB84Z7zAgRdaxHRv6liRk2IL54dc8UlZJR7v84A3Qbrfm7HJptrOP/52mzSZ/Lta++IEFCAZ8unfMwe45BNt/5UVJDEK3/cBraALrxscchvt/2m7hu7/juuRx5svHecDU5Td9hNQjdu76xSdbkV+ANohIvxuUmq8bshIiAV+q6b+5k512GZ4pOitPtCU0tHd0Fkkkw501fdCG3+wKVkt2Us5gyMInge95DDsHg3STMnnfy6xcEvI8NzZ99BdOJ155sjANljof0eYAlsz3fjzGFJy7GFWl50wC9VrZMoI9bQ+x3bctQk7oYCmCIQJlcxs6BlKuLw4d0/6HzX36H9/9xNxm0JHF4O5gGclALIHJ0RnrOVzVBr34bML/wJ4CCsYqNzZXk5ASSpIpYrz3N4Zvf2e51Mam0fm8pG5meUJiCcdlR1mlk5dSsA1o0+VZtUnPu0o/wbmCPmxV3iFryI0IvS3aL3aO50XyHDTRVxMYPqhX4SKkJbCLZjXlJWVGr+SnFkf68WsjCjSkhPrjPgbnkXen0AxdXHs2nFBizh5pTObdyrJbSply9dB36gNCw05M21UGqAN3y8b7dxk+TD3FSIR8/il+zrJFJA/6Ex81tF2I22Ro1uRhyYHpMG/2N8vDpYA5Elg5lkPW/+YymULu54gg8IAxTrD+zsLWQPusPeZt84sP9o+lZl5wvTiYyCIPEMiJKvoRA6Tk0nRSS0Qb444TUXRqPPRxQgPWXDqoOlYp1iXVtm9dSkU36NqU3ER9076zk7WdDP01OgZabcdKGcDFmk1r98gCjcWeTnqCulUwsBs2bqVX2Wa8QYKn0zNIw9vRJIHOPiABg83A5T12N49T/m2kRsNbU1JkxxpVzNuD7xdlDj7SXCQPLypgSQp4v17Qs+ktYeKjykrXoD0+weQmlfiWJhSJoT5bppuiyGmqf1Ct6zqG2zMhatqccmo+uENNBlDQm20UrxJernkZEvySuTedpIgXzgxxHGlBw80UTSZbGrqJopVx2ar73M2QRuI7hOvzltwvlcK+XokRu/7fIGM3FQ7ekLjR0a0iQP+15uJDWifbd5VuuSkSqtat4gQLsn6UjnYUI4PS3mSJZR3obH3uUHczzHDgeeteVZ+acbOJyD/JxBw0wpOv5X0z9YrOK5Y3M84cxu7LXX+8AQk34RGKwaur8ETcFhUFyEMeSn0CsLvyMzBaJHk1Xj9nZN3saNNP6z4cWba3EeFj8t6BnF2DYy8P0n5V5ZbZURj6UKNo5XbL6f2bNByfsd57tt57guzr5o/qPK/XnArxfzYnu6i6gAPKYpdKCEfjkhkjejGzCKOLZhz5D/yaYI3I5mehRyohWpSdAtzhMa8X6UwZvKm3+f+/s74seu/hkUnKoyM2yguPLUdWm1q9F+H4DBN7mJAsddRpLaJ0tcVhD77xIG/8/BnPFys7RPe/31Zlthqr6WF3NZL37OBaXdiS56WmrPTqlZMW8BdxdlPwNS9Z3OMN4x8X5iU39W2QwZoWRytQ5F+ltMoC5rEKYNLaTzA1yNRd9wVRZpDMSDUjh9Y+UFRWaor7IlV4/AqVy+oFuNLYSd8+sO79dr2QJT8TPHtK/pPweKeP0A5UQgXFSh5CPGfF6tpOrLIqBur9fhW8+jy1nX33lu0lzgeseMPPsPT4nRehVRlNu7Ow7qsCDrHmogiFHphQ9DhyW7PFD+H5M8J89EKSFU2GOUpc5elb82Nxp28qBahyRB09AQqeBBHU8uD8OOu7H/Y3Mbs35FHV17+/ftSqfg3yzvnFkR6mwqfbBXW1pQ0n4DYC28E/2vNh6xC5QXSStKiZZpSw09A7as/oaOzpVrb/mXypxX8Aa4KeXyFI1xne27qBCSA8aWIbqIWTNSokFG6zKo6iiYxf5kiY6sY/SS7Maf72dz3Klu7GdnNH2kGf8ub3QXkeiysk5NDmULHT0CsnriFJh2R/dI2cQS7vMgRERWJ3sQQwLV20FjzZVqTRJRJxYDAG4bv34dt909AM+F9glbJoRL0gVDpkf1WWXuyMKYnPf5p67fWpOX+4izD8U3P6tXGJ4qF75g0Dfq/3xEXRLYUm2ysyAaeRtyjOYyoGsxfxj+iDOyuOzh14FE8N3J86BniUjDoq53hefCtC4agyNo/ZO11J71/12gxUOrCdPWWxXeB9lV7TCcSf7ZT54ovnH8aYWVJn0S1Z//5LDTFjB/i8QuMeN0n8Z7J53l62UBOgks61/Pc9nc7TDS+fCp2gn4eSFtYeWfVl43qTD4f/ADliKPA42v7xbDjsA1l9K3Kocjc7rJBxqGxDAtfkf84639Cl4cBNT5FnmB1YMqf6KDRQ79KwUZrGpK3CH0nIE6TrRJ8ISa65UXpGocyX7kSn0tziFb6rLjBjyEujeDu7JsnoLZSlWrDY+qbqVrYxR7fN0vTyn+sjifuaM3U7Cf+c2gZ/2RH35xv1f5Hiabx5lADyfx9NqFX1ghccmhNQ2i57pc5w+OcwEOTqHyxLWPZRJMXqjftP39+nFYe9iCj/0xbPKbdFC++KBoTrEEmUGOmanPAUadIqLHA9kWjelDMKnBOIbjwmmBGWynzbF166ZnjXIXKxSgiLDbVTJDzStnlrweKM6QZEn8PCu9E3R33pN8Nfk2+nkzWJ/ZGkuBsfx35KQ69aRC+L4cmf+hOERoZavf8ewR03/c3HtzWs1KEDEYkiUF9f9CyaiKohE3l5tUgKGziojGnjPTGRmtIcc3UttUm+lOtzkt3zMD27y/BBsC1oyD6D2g5DQ5UUcRmqG+B+yVAWk8gMk4luQ5S5XHz/otXadb4sgrL/0IK0zydMswaavicdvk7Q1gWOZJwrorTbiTp45ITkHuzKFcwGJgKWhC+70SBDjm9yK+jlrNI+I2W98kRYTtpsxdtb6/xwOJUHD+OpkP1kq0U7PZwtT64vUIkeb01bTnS2iihnPAo7Z/6E/QJiMx7gGqdWFTP2vxHxjw6LlMhhGPpUnXfKFlRLXc54lR0akkaQrKGzs4WmX9QCtLfeGmNzFWJE1OvWK2WRYHrcbQnZGycjqdp+KFODwcn0HZARMUtVJO1sRS+HSSnPaRo1zBs1akx/XuaKbMRTYF876f61IrpZs2Rli75BERSTAhls0OAT51OLbWUJFE7Tr8V7DjWJlKPWyREW6lZfdNF3kg7GJF2t8mc/Pm7T77CDH5jhjU5qbr0ySXklWcO2nd2ZVtTk3bh/YpxlGndN0/Mj7ggpzStXvLbmh+Jm1g7tKHP0b/j6pwJdVEpJC1LxfProQIjyq3mxmwKVLp7ztELcdck/QvFPp7VvSeg+cRFd+ckG76H1TqXQ2dCBcjYnhOQKMBM0Ke4NpO2o0O5wnv98X5ZxRWjYJvHuwUQT+Oyfg2Vli96Rqn6AkMIDI2HQOzrGg7DkY1qFo7A0dmo+D0014zxr2AWorD2utlYYesEiz6ssH1nepCtG7JcG/rittQg7nV/T7AiiQBctwqvPX16wiIyOvgWOYrgSMlMJsvepyjkEAO0r0EnqW88tv0RWaqrQcKdPzsiXojJDTSnmG619L1aayg1uuVn/NGhsqpQeq6SvjlrsZENhqgo+ya4aBFksWiD3qlNiI0hftOwcKs29AMins7MUUi7fpysDI9HXqJJkTiYE72f1oxu7F0QkW0+fhA0WFdfe3THNeZbuvoPPos4i2Q/YCTjfcDEFI3/BEQ1qAPqXhBNAQdt5hR4bWndQ/R1tKdPDljBYPFIOS3gIz/bstdz5jclKzrSmE90NZrsr9BrwSKnxSow+D4ZTJMicLSw5SNOQPfDjYGgipYNmEvLrtBQc+q673h1J9fzxOmB6h8OTyb/td06/oxzJsSDa4s3TUjJkeq8m62EHkwkkn0fxY5IdhhvUwVWHgdpmW+b6WLbmCfvZ51hzPUkWtY0xBkU+M+WyaClbAt4QgWeW667PzOfWMNCn29u6x3DbqaHfHKRgvbm4Ix/vkmKD7kbWL49DaZGk1ZoPItEq84QReLSLL+IDGUczOu5VcfBgnlHUwkhBahAoS6RRblcA9JCg2aabn63doOsPp0ijuygE+Z/qEYtdycIVtQqT1p1HQj2bHexvZl5XD3O9r1WdWxO61ucNB8x4nFlezmt4GxP8AnoBMR4Dfg/1t4roInue9uOCiJNpCtV6VKVLiA8iDQRKdIRUJASIqDUUKMovUlXEJAuvSahJtKldwKhhIQinYQSIoTw8fsfv4ffyRzNwV6z1173dc+s2dsvFCczz0nUIgX+AvP35t1u08I6AMCxh9YTIdwrLvilYmmBCY8EzHzWQU9boawS4wNZyPvlFawOSe48+YyZlGp9AYhgIuQ9pYySljwgWNEpdfHzVp1xGAkmRun/UHIBeKdP/J56rmVEtA74E4J5iJwxNzbJvfeyHbc6ETpRWXYMDyUi81oGMq3MTWdy0lEu2EdHBwaGO0RY6RFIO3CtZtd82QCTMIo/eOziT3ii5zEAcbGL42i2ChubiQteC02vnmFayn5z/5vuYRr9cBCvDsyokPf4w1YSLcGVzOaDdfhIEQKjumxGoMLxlGsqAu6cmhw42qLp6oTiSuNo6zUXVmprudvM+6YvZJ/mUf3fn+k3w1RIm21yJQtbGSo7uYIoshwQGOwuF6oeJ94XKKtmKCCp8cANraPzgXw3/H/f0KCXpaTzLGmeeyUpqvFcFetSXK0Z8J4IxA5CbkJ7W8+hOA8RsRTKKhCdZpJteWZx1Pp5l/utVoMwX80lpLG0XQleHp1H/hY1xo8klbpzfZ+S88NC8Ys/W6CpBpkmkSNWb/DTlTuMzZH36ZZ6a8Qz0L/8GfBQdpsHNaLOYvCNI8ykq+f5TDWy+X6nStOwjPngKSwLUhiCbMQwXQA8MFdCtEkrhGu//bPi/U8uEadgsgSBaG5r5FCqCGYd5J9bdHH1+HQjdOOb48PWR4XL+7vty0YJGLYwEZKlPuKBXYg4IrLPrK2lCWZr0CCcZhlp629tnSW28l2rtdzjdddXOYdEyBUNZx98BbGftEbg+0v0wUNijmWYO4qs0CH0n7Ej2R/Yf9hAoUNZbxlle1aBUnTzT72qhUUWTxb2LJPf1FyqyvKnC0BtXiTSxSHpAgC9noTjpw/RaCfF/QQX9HspeIh2wWCw05Cg3GRQoE/JLPNt8DsWIC8LM/SZAEvzH65OKVjuFiMU/czE4hA6jZ50MChTrvD3nixeca2CWwIPMMGB8ogOUsxlvr87z0SwVf1BQdyMPmekzoW7QJN6YJac+omF/bE6qeod3u5/OyGk+39/QxKQDUkxFGlSAE4xXaPL4fqwEBcyWnq32vfMwFVbx6MEpzz0+ST6Z+9tuZRYg/DCVcx8KfaSFPdnMcS+85y2x7jRG2R1kvmZ/BZmnjMov3GsyreG0d1eJMJj/nmUhdv4PWYB7mac9WjG5NPb4Y6mLZdr2OIx928Kz2WRciC/JazmSqLCxEggnNRSYpbUkLoQPOkpHquSxjz7ynaQzdSmCwTy3hYcXP0zocuiey/VzT3yAuC/pWvbKqVyKDZXQTayvL10v9r6kcRsteWuIJPO8aLNbqlHxvDcXCm3YlLFBcA5iSQm06kxr2Ux04iJyhVPNZ1Re8wjt6XyorAQ45aV0yj7y61UMXOs61FEB7fzDePca66xRHeyP+kNoRQHidJwz0MronCIKvx+L//t3QuAq2qCkTYpBt9llSUhJWcIPVScN/IEuHk5t6ZXZ4Qusj/V5FyzV12WuRTbGMqjS8fAtBlwOdkau7LjYeMYhmNGr96hXPlUWXoP2YGt25UdprCk71cfD1x7v1W99DpF9+tO/rC6HhFz6WtCNy4Aa0M1JUmgCqWcf+brp5S0PH/kGg4Gc0eBbMMWTRxi9y/HuHe5uqh6SAHYaIQ8+XkjgTdp90Ue/WRvTIUc6ITLLKinp5w+JltgDebkPcTL7xhpcY19JMSRpERQwhJTz4L6isOm8hp3giA7faBSEIIhHMJrpDYcIJ0Cnzivx0Zlf7jy8Iut9yBdlL/YkNZNCJDfWXwfa7KOzJS6v7s07XS47WGYrrglrgFsDflXrrXXrniudgSp578DcZeJhDT8+KDRzR+dS40XeJH71hAnFYYyYJHWW0CExCR/1dEtBucgyRwo4stpdQk3ddqJMCWSaneuCEFhRyUs2xV7km3NOizxRVvWpk/ITVZn3d/cnPpbBFXiCNNndbbzX2HXwNf6wmRJwcsyfKSDrs6xLZXH6+356MV+14DHld5NkfrM8VdWaXO++PKlEzBkFtBL0sszU0pfltGXl7icvohLyqvyPN6nSNrYuN8Cqj9qn8JmaAY7+3BfCWRsc9jCPgh0ZAtn5havuLdJlI0INMltS1qCe7pUt6UY9s8vtvmmj/iZv/gC0tIWLgzlTW049Dgrpxznlg+duRIbz1sRtyldLS5xgQQJ6xn5YMgtA0lFqTfYdiMb2cY3BpG23IHxYIYmaTa+uY5KrzktCp0d3oc4Twgrzg9RItxsrdjK0s6b3ytA4jPqCsW12p0WhNqhETx7ztzmcT4/nLIOR0liJ12MWv/DIK6QN+3nJYgHZFF83hd5jrbmiSO5QoWPbk7K94kVtCVAl9A4+JBqzkdjWeoPDvjnTHNxK5mJGq77l46PLUwybFyDu5igU1eMBqExX6SrGm1DFdDmh9SVv+QJ7+Pqvsr+y+/4s8D0vHbpLE99HLQ2PDy4dAGg96pqHM+0IXx5ZVF9AVC3t63OG8qsbuWDn1ld1vrXEJcLwKwrLgUsgYP3MCp1UERTeqX0JaXlt+fmqlZdzb7KP2h5/W3Bb3QAXN1KVPi//iSuy2v4BtdeKT64zwaSUNmm4J+hkjo//8pWobLmdvIV/ZWE2PpcXk1T80jvSprkMMxlKXmpT7kDjjUKx1xp3ECIUiaWBD/2lWz4f8vq6nzWB5yCxnya86CyXhD05jNlfvJxPirlcnC0YcLWYSN5+HTKkAYLWeMXWImYOrG/HwLEBe7vUS9osCBQ6m9RldXhAsPcYXtyfGPjNzq/PtNv7AomD9hsLATZldQ4V005hbnknomk/eMTXGhI8huC14MMdj2BthnbrtXVahjnEOfzarISXoMYTjLBz5vXo6T99uMtbRJyY6SKHipUtc6iz8ud3g8L1DOJ8bayH2je5nFtJX2u3gq7jdcp+7WBfkS4WerkOTm/GecN2w8bkFsTiqeLen3DbtZ0ljqNpevwkEKvjZ/vQXJqeCXNVvyHF03aV+cEw05sCLbAXFHYxPI0v0HKY7b+VA+NvRKdGybJTeK7fxSITDsOJSHuY2FM+k6Ev+Z46dYVVcYnbnenQyRAClXVpY6tIdkxBWl50liK40aewA8PXJqMinewQujptsdjlVJXlEd5gfEPlZJUUEPbBeB64cTpPqjixIFOXWwjj4vCvbEkiV+bRYwrbJu1NmYCddCL5lMHiaXif2adnZ3v3tL2VTiUIbOADT+cyZPijHUP5aVAOKV4BRmmB6Ebp2/Rx9u/NzQFB99bT4VrWlK91w5VMNuZSJnYVPVveTE6bD86zAp69OSkwf18B40shKJS6cQKvv7/0mhuhmqk52d3g9t4ljoDf22ixuU5FeHGlWMLOl0MifF09ckdVK+nW8SujejulC2ftAVKa2AlkLC02tQXCIJ/VWDJ84SvjsGPPG0WCzr6MsbT+rjfS4wtf5J6rVegnag8JS4QL/7pN8Cf7VTs2h+EYtifmQvA7bBHYFWccGkCGbhcwwqWMJySj7P2VZh8G7s1QzSwFtVPIU4s82eN8LDN6g6PqhmdvQzrdqDX8EiQ0a4jFWO5jTjnwEGguDj64OzvuFjRJljKjOkgWyz/g4HtKIYr9yJvX1XZ5yU74/e7bLu8KpaMGP/UhT7Voo4/MdWnM2QQdeyOtxtK7c5n43Rccf/B493iuvsdf2I5I392Q+Hx6wV32a6rUfi9ohiQJCplTpt3ENpkawn6JRwtuUbrK8gmdqjzwKZic2uVeAGAX4qPl0NVR7ttWNLeBUD0JPCm12welpNY+lHGEgv/fK+FZJXA+cU56lmsCJ7swdo9brt77a0zL8Ko9YeiEkDHHEVm3V8+HjrZUeMEvctKbC8gZYGCDeYrbN9OyfuGP1a0wiaaJwpHSP004XGva4r3svj7OLPbKInCQTL3wOkrVMzPIrGsEwIoP7HdxtaKfqfG9PVExURlp4Ccud21q2Kf+9P5ZYaaVxGclAV7elL7SrYME9BGppfe4FwLki4Nx2f32AjHvtPxWbdb2hyb7+n8EZgivd4Z3wB4ZeuzntSDzNkPPt862atpodmreFzllQ47apgHqQ+NTSCdHKJslPqQbOQXcVotEG7S4DNK99QxfYI9EWuYOfD8lqbQMGN9nbbLAcvjHSVF26zDx5yUG31nUiQHLQ4upQ4ZajfmnKtnnYdGRf+d+i3u5QXfiFznjovmFWmSud33XaItLsU8LcVoTF2NlIkdjchSngoxqtnI5Zmc63bcNkPEjrD0FewnfxyFuS/kSk7g8A2ghDIrRnYpw23361j1ARg24Hv89/kGr+FW5b5HvxrNpIgeXhKg0tJ2KTWMv936ejGxxm/pVOL0rMyh31+HKQHBCo8O49TFejB1Z11W4rvhN3bftI9PTIB+vdaeFeD3CMfJ0n2kFbNNvM3nDt+Zw3Prn2eqA8Cq2JHPfmUYNwTthNQRiDtBR2+1Neu24I0qCZ3oiD886dp3NqjtLr3TyvLxTGmtFwuQecG2g3rwuzS7wNvv1RaP638Iprzb8y7vyex3/O/2CGvYjDp1K/5mMy5B0HSqzTqfFPQ0cutvZ4vwBSC6bfNO5zu4wW2X4BId5WSP7khJ/gd3rzemFf34kVs9jBkgIilUlHfRPQrs1AXjtkdnSbo1iv87ofReiPJ5WU3b4w+Ea50zuaJe9PpqLe8CXj6/F1HyXwpHAo/Qd/NXtOzh6QxNrxkDtyEdpggOkZYW64kwFUb9ZVBxo8Y1Muhvo3iHzX95c6qw687UdfG1vNtT6nfCximcpDL8iRnBvJagFHX0mL2Ys4EE7+LKi7BfdIrXO/gGVQ0OVEvX6U+TyTyoXUx/LYKy3LwA0JAvALe2B6cO2kEUWuEzdXCsBh/9KOAOBue3EJB7P2275Wu29dtvQ3X9d5swq56/H9xnlhX6kPawN7Z9tO9SWSFYo93LZEBndstcBy6J5/3XkNU5oNrvcib/3uBxVXdyIx3u/pWMgTmE37tAq9sMv09/cNL6XTVgrUz+k588tWbFp0nTVDpWUJDGUp84CMuYhGUFuam7YJQsL20TuCTzkidxJKYCsspEiCgIn/17DAx5QrhKqu4c920ieFRIFpgEcXMPzZlTxwh/pXpklNHqleDQ4NBVgzbSg9WS4pb5qcGnvf1DGcQlwbFdPyuP2RXJGBVlU/9qPd6oYl8+NgIse+XtFPfzJlDaxH7JpCd/v6+mmu676MrfNHRzpn+eRVq82rMAEPISLoEdfXfKDxQJawRVgISdI9Zds3C+4Ww3Pn3LyHhq8olsrXxHXiPo/uNG0J4FxNviwOCPpbvh8XSY9Pa+53arq8ylAFuS3pzJakI4u7yi+K6RgvnKTWpSu+z5Gycs8CX+d6jbgEjP9d6dlQ99Niu+/CSR/f9tEgCiyE1NYmfiQgMJ1x/r8AZClbJNbWeh9JHNiBhT7KpVYa6rlMBTZlv3qw+iOVGXJqiVif28dYf1DupFa0pvwEGOsSGfUnkdQH3CP6Xo48BgzsBv2yk/7lB+o9y9PbCHh4cTsCTLlZZHrFByqO8jgCoFDDBe8wpFZCBPbObHKwLlleH4PiQO9q+mnc8Ov0LkI1nj44jRKIQE2KfT4tQhSU2/aN5NqSU+IIDxdi3cakYC7IHWom65whZ4qzc7NnxODcUZejmLqefZx3m3Xrln5XXK0IECToLSshon3cf7f2U2pZx6aI6IBnBzbeGADOCDg9l5qBnTGwJN7wXgBsmGl8Vgnxlooo3Ttpbvp8JOHCg+/PXd2lstZ/I/BPCfkhHd3lA0d3n5SaHYaKVn6m4V2g46/W/LcDIuFm2BzEnPrM6Skbop0YFpyPxI4SO/Iigl+crQutnoxre5UrfDmivQNpKWKuW2+wdt6/zg6gMl/m8ff6Ywf8Dl8UOW4y8ADVG7cgQjK0JpnNoVf4oQ4eZk+SJQXWxGXmEqx/huilulZ36ivuLH4jmDWwChZcuxXE5ScgEY1c1F/F7s0BcaiA0uqpvmEHbMCGBkeX5PJqG421unR1NYq3pZic4fSaDXw/fFHvGynG7mT5ENhcaBdYEsyk1gRzk9+vL0J4IWXj/il1dEYyNTG0I5cpPgySETCccYSEbWKU9fLNK55ippngjKxF4vKzTwwx+E3lHTEEnzoy92rTNjjn6+fTdvT4y6bbiv+ZHCWIg4yQib9ymPST6PFqyqOdEmh82hu+JRupnlUT8/b9OrKi4G8NYXLRNKTdEvAWvh9iPbQnEJAdrj0LjHWi/xUxXXi6kk9WH+C4CRBxhZFZaij4QWHtkHHAr7MVwykSEORW5KcMSLqmotHx9XQAwmRLGD4aBBPD2BdSiew7vQN/rn3mv69vlMa9A2EtNK1q/X1/oX5D+/Nxf6B9VeH2XakLGEE/sLz2Hw7hOI1GeLZ7+L16ShsvwW1o+sU+ocnXX6fZoUFcZGUjXCR6ZWustuoTapGl4ZBPuJLl2ONyB5FACwigBQAz7Yl1TyavJ8/iPY7p3BzxMiU0aS0COwI4oONlqOj2z8IibQhrB1oOuB4O+5JkH9318/frk1D/uqV52bPTCIsuPMbZVeXpxplYIwUra3Zzf8Fun6elSE17+XzaG3VDwLr83boe2eNGj6sZZZJox/srAw1TS9cfer+9CH6EK6n+K/fgNeX3lR8FF50ZIIwSfCCSu6pGyfon+5SmPywVVXu0zPzLr+1Ddn3HeJG2BaU/wbLtj8tXb+439C7KTpM7UQjfMisoJXAVkbr/S5LbQQ/Sruj6SabsG8O2xshD3tWd1IYjnWLnJZLlJQLWsHlEYqJmAuS8Q13419NY8VGTqS+oQFXep2EBSRx536AzCpEg7WSBcFiT1uCVk8OvZAWoZ2Ej3tgs5nyI1HYwc1/6/NPrf5GRG0YLllVNcfsuDy/9afU2cu25dndRstipnUkXm30zJSbz2tuL1kHfcmUFJ/207em9aJoUi29s/dVWbrMAYC4jvhml7GBUC/CZRt5eV59Nc/AtdNhLPYvmjyo4rIuM/5ntvW0yz9bsbxCxnXJglVfR6mnewz1hDJ80g1pl+kAKzR/96H3wCq9BZKV4V9NVDohsNNQzeFslwDefAA6mhjgDEN+wafCF4nbuVlaY6r3sSxU5G9SKGjl4cppO7Vz9epPW28KWIuV1AM13j4gBQpgn3Osgade9B6TQB7ZGqhjUFosI+Iv20HC2fyPA/WXJ8sbkjjACVIZ1KvFTbH4sTWzTNEI80sjbf4lK6seFTKVudHBgKm7U2nj+CD8LXSnzkZSbsOfzGo0FC/hdZXGrusZ8pgOWItyTJgOY9/AzNPuY1ogrXkDu76oPczlsB797xkOfWvzznq/H7H2/SIKnZV+pJSayKJDhzCeCdk4rwZfMYRT4bXkTVQq+MCyOQJ+U9Q83pFOoN+rrejjXLUQnz3w25RljA3Ecok1PMxX2bCFenjptVMw5ZpCh84SmfSj11v6EtHaKAze2VzgkF1/4tjqmpdhQcnVcqgaQ0DfYXNQmQhT2Ob8wYlwCKspSKocO6XoECDvMYdYK7w9HE2Pfefai81Dd8Mm3iDH+ihMW2Vwg9TPfKGfa7snOFqoUVknYlqL19QDczWxmFx00cjjbDTDG1KQft2fXwx5+j3Z3n3j9At/aZ31efqkAnIhxz85LJXOIL+AgC6AHTyXqYQPcmIwkLfACmHOAGNrSDAV+l0LtkD5odCaMDSnPK1LAJ3HklwdAdTRnIZ1Z5C3J7dbjHMhQfg5FwrtzJPfyhlnujIyZ9IfFCNKwj5Raw8m76KvRofe+IQ48AZch/v1NVnSYiKIT/GPr7/YjK4cuvB7PznzfVnA+19YcdjunczHgxoSTCE39RkE3YdgtuENE7ibYKoKYPH5OkLAAfCq3k1yHWHBm+gTciMVtjWiFC/Bp1Ss86viTyuu5lw1RbE9V6Q40QRG/I9jdr831hOOaeqjjgyErmce+k5yaK4BCYrKF46RyQfmxNgSlBPOQlgXRLJK9tivbNXI5AIvMPhkvytgnrI9ptuLYvE3K98VXmUYVv1pTvhDfVjPAqFDGAycrPegS8AO9gz6pD75yltXrgaZhJNF8sGGhW/gKjwUa8J/cXJ75b7dzDG0yXZA3dY7Zo68FEouEjU69nSOMRZJiqM/7zwOC9uZol9Mqq7Kvh5lE4bgSpirfWMTfc+lfNs5f1cq6ecgXS2H0wS60d7T50vAAnHTDd73g9XAi0s0AlTfAYRsfRRucq2gXZfGmxfKEZKKr79eMen6snEzEZlW6bzqrR5dfbWecgFAFCTccxPEqjZQVaFAOGE48sZthM1QVVC7xyDrGQUuLcTBCb2XFkM1WycRt45BXylcaxlHD3kC6wJwdP0JjGQDaeOuRn5zawV7HjDMZuZD/pdf1mF6+lkoJ31k/mpCuup/bruO99FmTzR1ze3PQprz+sP7bGb6yo1+4DhpADASitbJDdwXxdR/a4DDQiGEB3P2P7AwZUO2xdY+09QOnv+zp+/xZfPclf7kjcSznOR72pi6sGjOJqu/V0m9lfW1Xl+5cCsveKCV5jfSD9prl4cv5rYbz5PHADwHlDjRXImuHYh78jTQo0YtmrdT0PbF2Zk5O+Fxzh6VF5fpn3ZJZGUPj4+Vq9S17zCzwPMvTq56+lnvbTEPbjtocLyVf9h4J6wleNzgbo7ASZNCRU/UgAimQL+FouLQf3CfuvTmVn1nHKWAXPWpyKLeSkBYS/WRcoucZvTIalT0AyfFOVXpna1XzTy77SkILJpbPUpcyXsYIhLb3X2Z2BsR+IjkeZQDSInSb+EMoW6AHBb/m6RxLD70bvtYLoD7u1JV+H0hjRfs8gJI4xrnejyQ/s+vMs6zqr6UIm2cfcnmi7a6gaCq4nEffEYV7P5tvK/kpzeq4nZkUHTigvNS6etxygIssY7UHDwz0wWcLP8LLcnPD9aiCExileCpiOPrk0Gv2IyU6P2GNtOo9lKEF5xV2k79c9jr8wqngzd/PvW2DntJGCQ3ya1k//WURKfPegr0FLGRybyWGTCDzCmfyt8zTHW9GPLx2Wh8Zz+Zm+9EfOP7SXgVKOZmmN6W9Uz1dYcET8YIvLOjL5ksduECU/5TZN4bx2sLc272KBbQGFipjkktQFZOE6cDfKYo4hvkmcq9nWpOXcg+AkNtCckvgbLq7iC8z19GyRLCl/t/+ADcsuuY7syWwTY9+gVNl3GxtEdlRf/JCUZEcw/tUzK7Bxzm8jD1kHWM27dyXrjf7LTkpt571j5MRTxaRZNqRmVbKqM5JXauXMooiMr39pyW7uaZeF7W1eZ7z0KrTjk/bnsDc6XkDaHH10AHsIDhk4uAFKcC41qKGL4eWQYa9i0A7MaPQ4ZbU87QTavJisgVDKjPGX47GCsOaXBOtWC2dTm6c6W5m+a/1NDFYFrOol8ynhEccEWrD+4eItYP2dv23zPNfKp2MaHz+FFiUxBw/ianiRG0kp3UElyEUjRJrKw8KFB05vQXlkhcDZNIXXGIwHHooiU+8y1GwPS4O0+Fd0umevuufdQx/Qeok/HPYraEG1NHnW2Tz82yPG/Vi+FPp8KzZOk8DpktCLQx+JqI6WtBCk1cibOlcxDeoSFzB1iw2KWkdRuQZDINgnsoHPDpO/8bXKTlOMd5WtlQik9McLfY4RSDAMvAP87TSLXgarN9RcJvf+SBMQGl1EEt1TCanAuII9C69badGdolvEN6pSnFkJX2v6G7fw4u54D4aso7fC7labtwzUQbpUlStcl6P2AoTRXC6D7hNobrsFHFnbG1rC6H25tepWS1P8dDdtYV60l7ZyICaqblhlPNATWUTFHLr01bo3pAT4yQD8yPBu0xPgFXAA+2doTt52UdaTpbtlv1+t7NNQ7SMz5N6/aXADILC+JYIIHMlFgmsJtDbpF1idQl8aQDfjyyxzsSqqCgaqjXu1vv3+E6wt9jTPvaWZRfpjueBMTdRngd2QDKhJxx54kzhSOYRTFOxObRWMcuk4Q/LD2ifypt/FPUbfQQzVsjGsJP5+Wl8sC7jwiGjGCU7p61fnqphtbm7yOFp9RNUObI+C6ai/y06dOqG6BJLryOMnCK0zsGDcbo1g11XJQlpXIyYuGqfzcvbGrVw4FLKR/fFV/rTL166D6KcI+g9zsdCL9p1RUY0kJomF7fNh6hvEP5Px/7UK5T7PzHT8zuqw92sUr06HOjf/7cY89fKOF/UuQeXHFd7V9RTb4jXtpz6kqBN5k/Mdzq0thIz11eZR7M++WfIzXUXZkMzSSuP8iwM1e0gj0QbhxO8pYz9oxOeAKFLamb0qrAKz+NC03BHk3OhvcyQ/P3GkPxefhGHtLQ/PdHZyVOMe1Xfyug4V0D5mLPq3E6qLNc5WnPyYTb/dTXU4QLYIRrLssE15FVlqG0IODO5b4GoV/TsobqnDT68VsWYilm7EurIi2u4PhPUEBH8n3y7az2hcsuF4kAKWOd4e+z3lR6dnrvvOJMBfFl8nzhqG6W15xZiSuS0QXfrewyr1jYqf1C7xAkwCrHWiJvLN6zdBhCVR9AUANasq3L3lmwre92h3WwqKYyil/+Gn99uNryToIkh1+6xDH3irRgwskK7mKNLCK75jCXeQe3ANTaVyLnZ0Ou0LitEMQ7Ib3w9uEA31WBpWP9lkN1JO8BEmxaHm3lXBCLOsHrsKWcoPmJ62AB4Y+DlwXgHcO10OuEiIQn6vmLzXJZLpaEmV8phEZcq0GnPfnU86KZXrjvGpElI/uXZN7pvPcgOXp/U8aUNEvFwC3wXbH+a46cO/IoaaVUHsjQfQzNIlhocBoPbrICiphG5B8u0tsKXbw2yxrcqzBUkJGmcNkA9nXWXFFyjco6MRhHXHoj1ou/fzO7wLA5F5LMui6tZXLXBsq8aTNUJq6afzdook9eq5zL5LDauW68h9TQWPdqw2No3OZWEQcFsO0yQFhamMGFpEMXqosRTnfjADxIhLC7HWV/Me/zDOsraXH/7q2rvtokIfYMJJRq5ai0sfjbr2YyP7fakow3braFcJkhwb78bDDczw8PkQKZ2fQNRRTjgbaNHKmbsafhdNOKLlEw/p+v5eD1o2ND80fYgjtlPNQvRNTuCGSPswmyE2dPxzBUp/aY4oGe+lMerb5HIIjtzqnJfegJQdPr+yJREumKEdTWbpIlgOoXlvo7kyfSYeonyeps1mR+LF5EfI1NCQHI+GV+jqts35u7uIMHRH94neME3pDu59SPrxyiNVYLuC/2SaBq7LU9VDFUSo+FNoblC4aFYQIElwanP52rwnp7e3Kz3msobFp31Zf39Eb0awxJOkTvJ6SMHjiYA8ff6pJqMh5yeVia5RvrZLeEo10jbRag7UkPsL6pihZ6AtaUBuxFXo6AHkroQe2IRkwMl1mT7/U3tHh9uGeL3T1kqQ03uR9wdSjuiG8YORv9UudUMV5xVhi0OpCU28CnbNNMoU+fedt+9XhIiAG06EVkgY1TVDEwcF2042qqowWKOPUbvRbdG+6VL7cPMa6+zWT7POPvZbnIgwhmAch1f85Ksjz35oFV+jHXgCetzdOvfOUdWyGfneJfc5SCrp/dzlc+bFm+YxMtqsLwnI6yA603vZpq5KIodD+IQedZ6uxn73Y4HqRuZLDeebd9WT6zcyOo5LPfCBnskSl9zrnk1kWZXR32ejdZcuvW3l4ndE5VysSsBT8AvJJ42ZielGrAVB20z0rXvYh9RrnYFzNw9gyV9k9j4qU9xJLRw4xNqLRIZZVbhkBBZeZ0dAF+qW7plLEanAjR4CF/cZB4PNqc6v6ivzXStIB7mZmnhPQ4+NJSAvm3qFqaagl9lw11w9fSnxG8sNrdcOCUBFkiTclIEU+vs+dX925V7M2gF+fHeq+c07+Pvc0RS6lu4E1Q/QaT1S3BkmkpoMptkU6rmQbcQ3aNnnExDq6oqpqhmwNZ60w0kA7N6cLpj89K+mOfKTV13QNftdpUULOgZDxHeuhq9s4JSMAbULt38wrLfyr9DLa+Udvm99BfnrzTmTF98P78PK5f4c+kE37ExJ0IZMNh5vJCTNZQ00oOWAnnWLqz1NCqEvJ4EzccxtDPMFsBEWV43LcuNrsRt1qV5LrcsZl10gnoCRx41vvM05xPfVUqxOK+oQvknczlyt32wVeObfozuG/9DJPhd71k0josge3zfqVcE1VEg1jgvVfAys+fV6nRAXJvT66n976jyMkzsp8bZmqThtG1YLPhEIUSel4ymEnOu/zke+YH68LptvSPyuIV9nO/ZZd8WqArEJzQpZRo07KQ6H9u3sLtDRJJLtLeB4jCeJtV/gSVi4ADOB7vjXspLDxnUoZVgtE8t2YZVtvtczvBS4HxnddngwUfxT0cZ1G8JGtLyGl1eAf+T7Oi4mUxSi+23g2J5+jwz3V0GxcOabn5EJ7l6Go8PXHrkRtXzbhQfhxMVJCxlCR8YRSuf+PIsqJNZr720G5QapbceABZinDCbrdejv5BEZsc5bmr+IfhoxNB3NDwDreqL3pAFep1GEfh3rIziM8knh33G+eKdKeK/W/uO6TLpNp5zzztqk9r79mzBVqJ96D9+li2S39p699lJhxyw9u6SuHDwYHOdheQ4Wd/EOjjmG5WXfC5PAvEgj8nSct/NG+CXL2435i5Ox2DROoQYVt0TZMb4H9Td8TRuMJBBPJ4AnJgT9cMkQKO6hB3fXW98/RDflZp4mJqepJT6nw6C+2+tyKux29EoUF6RmINw2GvmqH2KSdBHzhcuZnv7ybYDlsUtfoDVJwt3t/BTBIJkpyR/JY++3D2tzbhWZpbMIv8N6lvBK2z0i0y3Z0l/YKbqFOj8/JQX2SzDPET40BOQj92G3LBMfgYMUbjG2GXAJsce7p2lSv6bbdylvbLwDVFQceIbPWHucQG5km7CTRmeTFEXc9C8nUdqvFr/ryBtrnioVPoLe6Kv5FOuwKG2ZrY74Z/FsOzI5RbRi2mroAuCIB2/q44za8xhdpFI4NyBT7FK3Q9rn7V3KgOHzO6OhrXchHgybqf0Ef7CLYKqsGJyl3wuL27ML3TrYvADcvAJYn9YjUIvQGlzk0IQHanp6epk/d3sYcjQtXuGLOrHP1FwAA+H21eZ9kgriML6JWLfgCcAMSgcQ+4kh4raZ9nkpDrIV5NEft2qphJHdfleyEFCZKlBVEVTbn4urhMlojl/JoNKeKxezaeWBbIdEIzjqCR+aXY7fjYcWRU32ucRlBC7MUq2s3/tLdxopYPl/e/UMVJMxm3Ghht39Yb3lcbzAu3RXU2k785757AqN4Ncf8DFHE738hv6zazrL/VLDZgop5G2vnZAyti+WuMsdp8hh+EP8FfHaXrrgf/fPKJxuZgrn+St1f0OK6KYGIqpSNboT306HK8ajeJxn/d5ZmbmeVie7xadh/xwtYyr2wET4GUgXB9XfYI1SjF5xUik07yVTnaj97RYC49Ad4elQzZSTW9SMELFkqPk2/D6y6AESr33SIDrsxLf9IgfHlszgLOMjas3GOHNeU3Ms9mEpVyP5nqcl5xKwC0OUSayjSbN+1DiyTQpE11ue+LyOvAzVuhtwrJkE0JyuPElifNsb2GdU1RmtT/2AW08Ml0NCV/wTQ/CfxIla8WFR0WKpfX/gt2//P+6XxU1FmVVwaAs4c7cGf9dRlDXg1jGDjGTO89r4pW+uGBs8XA95QT55HEA0U0uhSxL70E6Ne29w1uoOfBWcZRZvqy5AlHepr4o5u+zn5nH9ejYlKgvpfMz64AASuh2xY7vC3LoR5ZSqcQLq95k60SXkEmv8IfIU+5VKoKLNoqeXvFmgXVm01D/F04SEfTYZYuYTxsru4Jsw1SpcN56fG1rj//QJ69s9Pg0N7hddmfXcnHt2+YEnrx2OaBjPX4/Blofr41Ht45M4ncMAg3cMMfIoXtL0iI09ksa2getbipFiUH+rVyYMMnUANtzMlUuRC6NsIGru2BEjPKUc74eqkFuH69zfYhEeeaj6Vz2FZETNlAcDzYvaEtSGYhwcRnnvDAz29rBN7Jz9esJX/p4ajHkXAnvymBYaiyJG1SJ/5vzRu58j0crm0F4PD0CN91nLaxA+eM1zOlb+/sdgmJEk4crcq3v1XPr0D4YA4L8rhUAmpDpn2BOmEX7rsBTJEXxju8UzJ7u7qfUnZ625rbUCdnWrSGw+kqAy+dKcM6xCVKzmhUMNwAXAH+1M67CX+SUkPRXXXwXA6RZO0XLvd8c6szYfTgzjj+oF6FcXYZ3as9vZG+x6bsIxx78Sa9kf9fkBMdYydx9rb023f7HU1gUHdKNxJTIiSFLrqJIHsSmA5XScuR57pxOWDIeb+egIyQw9oPXxJRWYAfanDZqo/9o0U8QVrN4TweYmaBrZp5bMmnOTbklHj9S4WBmuZ7uZK/ooF28Z4ZKD1dU3VopRlnRERXuH2LEmWBOlSEPZc6dlMyBsAbAYaKi2zc/7SRNtISmmxoz70T+kN7Ikot95dcwcmymgYI76mc9GyIysswgOEXfRX/Xas6huotqi3cN8gxvUbPFty4mrA0N5bp37HwMoJqLT23KldUdUSWnRxcCnUCyq+ADXXDzBaLR72mzjrKzAZt3YLCyLFEV8SYM2EpL7TtZN4dTGD5TxOINHGM9k1IJ/k33cmbbuoc6CQoR163xoJkT/oOJTvCkWiQ9aanZOWLgDYm4SRKPy1FSdw1IpXjwy3VPHUKXXmfGRy4Wipjlq4a/iKXm19U6K3sPOS8D+wOHvk1tE+zQWgQw5xhSxLKImpIalimbqSrm218A4sCvdFqT18UzwINnZR/pty20I34S3zEOt7vncPH/Zr2mXGQ1yqaPr4Gdq8sKqDw/5SSn0o1oUt2TkMt20Tl7m2V8PwbcvoT7fRAwFlqw+UBY5aERUpz0aR8pcmuT8wfbck12LlCw/widK0viIK9Ox/nRXNDnl2nph1TG9N5HiI8jkMOkoNtIH0garE//ZQ7ozN93xe4ewRyTaqa1LxGXSb1GRAg6S3K1LUJ8u1BLJL0OUhl8pjtmkjdpmEroSXnQlloNORBKYEz5AHwgTRaBm/im++29lnoEAL29Y5kZwVvdI0CmGe7uFv9ulXkA5RCrPdecVwO2lOdL4ai2zGEBp6o3Y5b/0LMxu9ALA6ZD09eIPuSz9IpfK4vUtmPWMBM3VcEnaICb4Xxxvcw8dIiD+p34IhhGb2juOyG1svAHZsmQEsCkOxuoB+CWUez+U3pm2OuKW2qpD5kpncZ7KoKoyPTUZaAepQ+9+cDnB7fcF3862GNckQb0lsboVPH+fRkNVJnwJAb96NG1Ru+KNQHBkN93KvwMCD3dXVVleve4Or+Sl0ydh2WYdZV7OJtxONBjlCIHUeGGW0He/RFyfJda/KSizmKNi0wb7vI80c7t639xIzYUKUIcxNxMOtmZaoWDItlokZM9spVbUHlRKg/46N8t+/bzdVmxSgKteYO03T4zBX2onhCKPtwhOtoPw3SfZou8e7y/jhoxaeGX1nH8ZuZtthd6eURa3/4r5Z37G8Z/3ixncJqHOpvEP/s9PdsXLvDz+cpeNO4ZnHTgeng8uYcDWNFQjVEhBzk8KwaTlDkcUfagUUUbrspfCGO4znNcAhm56FXeo4yKQ1W43JdETYR8oMHwvBKzZMgSx6RhMt6evBxxv0tgGu+AT/yp1Gd9paWtokdi9xMUUpUd5vYbXhwWw69/8lNO95q2Gzwy3y+8DGqmej5hEyiAekGnNooIenU1OCM7RtygX+nb47P0Nv9taLB+91G8Dw3xxhcjNkJYif8IAh1kMfaqDJKmYtDLKNM+W/m9Iq/Wr5VgD1X8BnuMpa7FY2JHPln9tMkdSjtmmkRtehpZHWoRxufycAX/g7D29s5/NEg1GdE2QRwOUatadw/3h/Ls+ClAypeGUgtdzckmkxOWA7t2AE901ZFMzwWlI0/+DgDOn4L4S3Uun38CsSBCcTr8bvUwYs7bJR/FyA3uhFWU5JH3qBWLlb6WMsff7E9iqZ641nXwMpBPN9wnd2deWxkLVxv5zbPLS6Z4gWKJPWskgF6OEXZ4Dx77xHcOfE9w8Tvc8wES0cxQS+yZ5MRUO/6s2ZKldntROWft5Yxd1dBslesaL3PTZmJoLV7N/KPz5MM/tZph8MD7CTPLWdfDHo29jQNGJStutEkLCdOaO0L1Yuwe2Z8UisDhwfR/xGgiznGOH448LuuWXpfvFjtKEiMGYkc29mWtQ4OXtJylrNzitLUS/iHnytfb1wkzGIpo/RFqcUI3MswwS2GKQwS3FJPS5pI+QMzRwOtaYj/Uptrq6OND3K2DQV639StxA+0O4VTqEnQX6ry6FCtN5wFEs34JSuE7cuABatU7zGqi1dTGjhD14AIE/0G9rbku8LWkCDevu7wuHmi2x/nPxGZItex1ohgqZe2Z6g0zEBoiIwlEHxX08065MHxRp+weUzR/qQjiNkqJH4+Rd521BO4gOS3aoOh6FW52lYceD9ddv51mzfXNy6xdahgXyKviDMenEuRij11f7uh8LtU1Qff/hDkqttw5iC74yfZeT6oSFlDPoOyOn0tjZGwF/r64t+J6+0N1GPiBAqkpIhyWd5WLALrQCfPUqgG+BV6cUMAdWi72knyl8m8BszhjqhlRRDSwJNVyhnj/pDPAUJcf67ReEIjpr4e1jkUP8d99DgIJJu/uvKOg2vDpPCeMwPd/O0n5XZ/pvF5PhfHZ0/Xp/os1M4bUBjpDDrEJMSkpcRak/Uyf9U6MDQK7TxxsqP7wIJ02j5570B/8A3hL6KOeFruvnnyruwF4C+JJKRpDpTiOw0QtBdZS+dAc2mzjMpON6mVOrgTu+ZFFrG7dqsdNCYsiAPi+6WLfhTr8Xjo7HhF/i3e3QuoNOBnWxyDv3Fz77ZUvg74/AVGNLTAo9C796q01SalX7D+m5h/nl2bOTrG1Qz+uhK8QuAhL2lneWoK4lr889me97xdsn2sGAmCYvFxPhfAOqVEqVWCRkJQFxrHH0zp9V4Y5kkpy6UOaRzRinLRYkudl44eSCGR++le7TR+v5uxRm9G9/j8587VS+XR2OgoEXPla6JTQ8sPw35fpbEPHttTLE0ekED7aW4rTp9fhia/fbZTWN2jUoYhlZ+UObLCR9j7N9Xqc+a63M7ShDT1X4S+9KvsTHNLYHO/twjDPGzv3kB7B2LYV25TISbZeeFOF6tXnWB6V0nkIeESbZ9U20L/rhO4iybpg4EqQ8v/3WgQzUpEJGhb+ZYrC3edi7DeQH4iDEaDFhcWnvm0GpiV5JX2fyOYgHCPxv+4UVm/UyEZBKtzlNrdiQR3Hk3tlndVSJO3U64jCJ97QxMrsx5JCyPMcuPPirQmwxxiqBtWuXapIiGmJIq8DVYPujKovcgdu+7K9ZQZcV8KuSx6+OlUqmjBxWqQipxcW944uMOIhs+tEWMqLsfOURoMPwl2RUvWffjathIBdxxnxWaUZ73mjJ6FD+tFsWwqJbeGaoSXM3LhmrijD7mchDykqTI2pWziyBOWAJVxgwKnTA8kg2Sl0FwR+/Ya4F4O5UkVLqFqZjyYme817PC8sJhiw6+RwK0uqMWlJPgQOlFfYRIiOAYRcnNQjGLHDRobftCugdaXRNYKrlblznYZBvoxNoX9SjWjrBHNx8gnrziUAvfOcfn6bQSjBJDBPHbv/nYCaykJMuxv6GcTxrrm+ptJeYqiard+VnWTwWAvDEBhx8lTZyubdJhFYzmGjpOM3uyITzCkfkl4Kw7Xw4XNm3a17/zlW9zpuR5Ri5Z4RD0t+kKNoXp2P0/NTq+/ufqV+COycTAM6s3AjJFJYIhHed2FwCDuRrJ8yaIC1MEn1IzJPoCwIzgJsngqksLgRI/wRBNgmIC8JftaLCPb/iNfCA2rUtoss2E01zZlJZK6sOS8gUgHEgZOs3sFsEL/y8Y146g6qpCCMjNXnCcfKd4HqOtxvor748f7CVb7T7U7/VZ9ogj4KBf4zkoj853nzXk2YSa4S/D0ECNKNyHEmt9sTP2tIPrui1Wv7mrGd453VyDCSr/l/uudYXUjo8yJPVjB4Ml5hO0DNsnq1ONJ6B2KuaxFwDd1v8GMm+pSoh5VG8MbI3/SdHniSa0FhpqfNDNNFCkEDEY/7UTqavlf70RcIN9fZmWfu3NxbkNsC6ZTZf4YUzDDdh4u+0NVoMOA3Z4/vC7350jiceu9lN7wt8kuXTy2IeMeAwkC5Sy9PXjC768dVuyjDMiMo61vUcyHfU2j7XR4P92tujkl2/WYHdFtRNkjkVgbU2NsbiAT4WNUO86CbUH2rINYm9/CL7jwxL4sblJBNdOU7eW3bYTRVM174oOP6mcIZbejhQr14gUK2cLQGVyfX3uFwv+TuTcZNcFgEahIu5c1JiwuHDyIDQH9YqAgFZ3cr5/V2mJeqmTkM6v8uvdW1eqz2ZVtwdkKpDYeQTFogGuMC8ePBOKrNmu3iK38Gc6wPK6clSxNLsbGLbG0atb6sqEx6Pdt/fCNZcntNtm4oBEPzvLF3j7ml+wfWG0nk4hQz6nu8548zUHCu2VM7UNlYDevKtkPSi+6uTzsWrOszODxIm/HTNBwa9sDUrsDNYVCyjMYzWeC2pCSvvVK2ry8W/FdTdffD5T3sjiT7B8BRp2pFj5xS0G0YPKpquW25vjn0yUl98XFsBwXRcSHzh/MdGMptlpcMaO8pM0LD/3qEuqGH3acYFOhqjsup5n/x0Q1mlPjmhqCSSX2T9QuwAISTOlI/8Wf2kXl99snzI9Ckk2QmGBGvJHG3X0aIsfMzEDFMRR1tGEPjkLVfMQ74nRJWDiwx66PQAFnPq3a8QhGxWuFS98q/6pCQR60Mp8rpW12aUL+vKOwRwyK4jlSF6uYSBVWNVOh5iXLSyBW7v9U2CFNfaLtvwyNm0Wb6GB6qM8EdNwfZ5nQz4Zj2qefV4WiSiwJ22bjKlPY5NuhTz1zbOY8cVF7o8mzkkVfKcaFNJMUUa5PUwf0TfVH8F0QaJsNDqNrm7mcuPPv9WOH0VTcYz9S5C4MtXQmnKg+lByZLWhQe6hUKq24soN6XLmpKqCVEjUyJrZSXXGiKd9HnsmxZDEL7uFZFomzZ3pgjhVIF8onGT1VOPkYngzgS+KJ1eQsDBTLJCyFywMCs6sSzAxlRPqyB6wcBvSeby0i/+84kUWcaDzatPEuUmqyUh/hvzabGkOHp6x2Hf2k2pLldwr+2Y7sHQnfFmRSRyIZNFw/l97hiUhAYGstN5aMYcrVq1vnh5Tshq4reOJvWawLPlvfYIPXwrAlB5s6FXx84SwTKg541cozN+4VjShsXu8T9ChCo4saDttb7i+MktRcuu/LSF1d2UXoVqh9TTPsl+IPLzCMXxu3MPlq4H1YVCYrd+2a2jQxp4f14saUM2m/8mMkuIJzDK5cuyV5t2U+ytv0v3efB3QpLr13sfe/Mxndpsrb2eyYn7DxiEB2rpZc9QYqtHJVbgZtLjbPFUV0W2B0v/w7rXL5+HrRo1P2A04ktk4eJGdMpEcSJo2Gq98G3vMFojthNPH3iHwCW4vOGa1KcvyVtGH+0Bn/3ket8/KdDTsky/L2BYzMKjj2icvpDS2T/+RR4e8mMiCi2e64M6HZ+phi4kvu7Lk6N0uAG6P4V/XV8z+rWZTWB8iFHuZ1fpmndJ2jORkQz/j43CZ0WrsZ+oh1ydkKhWAIda4eXp6qWeMYYE3ix3rgDUfAhRGvw1LPIu8x80h+bxBZOXQpd3rBZ469ztB0JLw1PtV9jnoRf2kaML3kLTEGYMyQfGHX7sX+5tSNOm+XaNR4QzjntyHtoY+A3E/8pNQFobBW8Fmo1SmabK9SQkD1Y7RtTQMTs/Px2MqhsVNv/BVY4KQy/s1tqxvFzEuCAqi4tKhl4DhnQ4xWZiYC4Cj0RXwObJWwSgG/Tf83d/6PNNEVcguaHNnpTn4tdNcraFQ4Pzt3+Lcb2hjL5HqXU2MDbIHM7ffiY6KPNbgh3TeIzxDT0y+mCRfARX14IafBTcJNxlLQwMnOun9whVlBfMDNMTeX9FXNfrsUBuiQasAYaCvicGwtDlhkdduLd3GL0HPv2b5fzGlgX8pRFvZLhqtaQr25gFzPfOzfT6uwM/zNVy8blImltjGj+yC9rvRzokx5T0Vv5d4UdKNEkhF5bUEMzsbtQDmauF3/0wFeV7DJgZ8uxUeNes+Xc1yGOQ+GyxvNTx5NoBuF5dtzLb9hfxRtUdONWiYxjxN+hp2Hax6WcKRblIcga7nJeR7laRy/h1V1bxoG0hXNpLeLhtkvecUvj7Zlartb6VFVXDfrMwwP+CLY8LGpcWHFeMYITjLrho6EqRbZYhyL6+b63oZpETbhz03Lr+LkfC2NWdisbpIiVXH0dblm2QZVXFIIfezx3K/HWqZPlG4yM/xJ7FHw1646aVibGtMtVQ+CiFCiuv2fzExb/huvgoqMR/9iVb11kbFXcErxEyLoyQOssg4+Y2fh1rteco6oynKMgVk9r+O/Xk+y6x5fT8A9fFvAPPT4qA0B70RWcj9Q41DcuWx3IfzRavjtLeZI4oOq61BboHIhEt/tf8xVxRvuF628ijEAvGQwAuP2jsKlK8ItvUFrqT9y+Az/TceDbtj7SncNGSif3hVCfWDMo5hRNwHYaCZH0X52e7hF79Y8AllzUAYSQ+F2qGNPamSTMQyz4nAP9f+6lkGZPh3K70O5VG/5UaDiyKLmNosLII/eSQUsb7CLLzScrrzG9Lwe+8N3BVA45bM9V9FE4xaiwBazouiKG7CLNBb7gNo546WhpYJaPYwH3HmSXy86fqIVYnxn6HKfPzv5c/Wg9+7zlBnma0l2XMl+4WoDKJ8QvMeEb5SjbA0lHhXNdyqpkWhvQDgdbvDuOpQZMtysj6pAScBuUVKPDNOHO3J4sgpGAyLVK7KAO6yGjbmshgiVk1Z19DvtXiQnReAW752tp15LOrjK4YBnUHtmMR9U5zRTVupvVKJzn1X6jYThUbKuyqv0qiHutx6dT89b62e6XZCPp3KdETvW+q2E0KXkWLOlEWCS0UN+/yPQJdTnBPn0qM5eMCdketyCg5zDr9bimH1cYULwAnQKZ7weHcms2xxE+5VFsg8z52Wu2SWIeImaDWrM3DHIJJKdc8fmuZvbGwf0xVsWxSw7wx6zHHiFaAkevhycj/lrMZ/VO6S0JyA/mNkwJS0R5trFbghIOb4zJVzlyX7epINgvq5PoMhW1XOXn01fkSHjdpkEJxKDCFYdmvMK2nX1pP+EVw0lx9zHL6cckkc7OInSOaeF8ROzF4r/Lr01sRe9fqgWCyLHgsj5mmINOna8n443qnLnr9u0lMIbmu9XzvpsNQrlGJCjCujN1INTBlYK/Z3PPjTvfbtmyTSNYke6MBQEyLsdL2uBBiU1ru+F8zoT5l82fKtvsFQmPxSav5ZD5t8pONOIVAYXEJRd4Yh1bMuAJuWS1voCpgOsbFlfhWJbdzE6Ob3hfVyoiP6fle9tJtybSdINwfXbD8JnomcWTq0tVU9i+O2FrLK4PZ6VOUh9bW+0s3/8+/1tjMcdWYiQiwkiHQveGXeTe0Rdli3h9OI5lOKVY2mm3z2dmtwwjO/RR74Q0MqWSFjVgZZEaxwl6Sp7hH8sxpvSYgaPjcn3w32YRaoYthig7btS6nT+Uwnqy/6qV8oxVtfaMr+Hp4jFYe85aZSdV6aB8HGlcn49oegHC6Da4ONzJpec7lf/OqB4PqfO4DI3WGIQaCt13ZxOvReL35tHzlaWrreGMTNfsjUUcMEPvWK4b/tPC7dxl8DdjnrQ3GcJkVBt62lZrtnuIL0xu211xmol3rveBQd0s6vd7cllVYwdWgwHjlEmYKkCq1DE9q0ygYr3WlGUowa7Z79qhEd6fN8IjPQZJJII5Ku4V9Rdj6D8DTOXHRDdi5OT52U/ZJOMVotVDhZMiAchUHOTLqXBKfVecEqgbnz/x93Z/oO9RvH+ymlJEv2JZQlO5WtskybLVlS2ZmQGNOYZBsZpmxZQgghJoSsk2WQZSa7CFmHsQwjZBlmZBlmcfzOk3P+gnOdcx7cD74P7uv63svn/Xm/rntrn71CFbeH3EukMqvHOTmbWr3sfSPTzbzGRt9LXlTxvNhjII8GYyWrmVFhygyjEEioNpcLa68Dy5E+LJCwLsYJr2XyQfVv7svmQKEucg8ydG6Z7PfajuF4seLwIBIxykdTXfCvmHpsrVmdEcpirNytBfOx4NTtIZPyyDIF1+RWQGJaKonntQsfFZToD+JdfWW5G3UIeCvInibY+WvYbqX6Ejm13Qu0Tp1WCHxwo0vuTODbqU4FZZ0KdFH2lDHyEaliyPugenTayRntkyN5ALyU2+KcMqkMrydH0K8yrlJZaRCqOgndDjzBsKJyp35uz/NiSVLVEjyR0EsFfr4icSIO8GeXm/E85w1HL3OG3+J0wicC57KQNQaFVI5mDigdiBCluJSVeREJBOGYbSQ7OHBvyPLEqvyWBPRDp4ou2dnOYOnfx9d61ZYjYsttObodRL7aJH5vfpCL5TztEzjd+p5Bp4fem+SN9MvsaxHiIu3foTEDvPLZajSWOuLiSNhV+MvZ3t0FqxGY/9qXUc0KW4s0N9zQxu+rhR3cvb3ikMarjbUvZVOMpfV8/o4J9/WSKp7NZDybYkylM9OzPja4qF0NGlLGVshitqpN/3+joHDrWncFbOXRfPCh7zsMTON9Vv83DBI5BLQ+0rseegjgMs9fNV+QkqIJWzRRxopyYEGf4TokoSbu4oDdvpo/GrSHD79xSL+9XeLvobrE+ntJdmbkqK7Edlks5hAQc7AepkhFJvrre1oOsaMq18LEqLlxGXJS1uoCbJ3Ce/iHShwybpT7FyRfHGPbfHZQpx5eNcOwkLw0xrhDUkVMWuDFDDLhu9SVA/5mI3kv69PuYJGCazwv/12FvYhiu6wn1So1kcESwMVqBqNIbztQgjRkO49K1qnonaihEfMhsy/JPKoVmjS1wkmBYWlmfnADtNvv9bwrs+daEI60X743vjdlmb6KwwHBBGJksE/d8E/9AKJ5ovxuITOFxbtqoE5RyyENnvw7qwyLcbkcohggJdycezHD0g8SHLpI0KL3Qu8nwP50XZiQtvcVauOXMoObtd2wfY3Q8SzweuURnfAFPHQaqlIOHZ6dnTxlaPL75IP1k7cWBt8eyHdKnZn+GyYzXK7VIv3PNWt4SzBd/mmA/3PJd5Wlve1pHjYneLk8GddoZkUMOYoihfU2hHTFS8xeBvUID9Nq6nG4bTqlv536E2O6z1t1F6D09UEcf+15xOZaPkgVN4/xMP2uOcXCBDFwg09xKkc+m0sNdooRRovWSoqXEmAcxxsojKLdhslhEgw3bG0iB4bdxCNu4Ta+fPsnn026nlbzac77pZ2LKv17QQz+vXbCf8fkn7Rc6q/EXMP0EB2zCHSX31oxlXJgLeXJC99z260aoJbLNqZ6ZfHRDU9+aBYOHKzq3aFLgVlqNE+SqvBjKvLdDldQRxVBbjBuKaWP7iBU+9HS+3eXatQHN0UjSji+75mK8/kafr951HrbLNdvhvmpGOwFxm1aRAmtst9/qt/Ttql2REtE1eoen3LQMLQ8fbok14avI/6y56lfvUVjIg3zzEiXn0E1GHzlIA55IdW6IyRorH54layz2DJMLDyomRdPip3VBRfQdTokQJbh+rp2IzbioIkp0pcQmTH5uJB0U2Bt88RHvTt9WzknbsVYAZxxIMQ5/I56IohiOXMNF4m4SIon37HMNk261fJ7mbIbG5js9BMs1l88G/yPcFMmwZ68yGcqYmNe/uNMEEPXch7PPIuUOnJOdDjxEJA+too7geUBIwEsUfAs/5CPVnyLjpmGyLOxAI4Azu5/z4Kz+xs+ZD6DDkvlGnn6lP+adHdZK5o7YDkwDlgqthk3MiDMDWIOxkCdmY7z/M46wXgRf4f2YF79rcLBblopyBvIq6XObg/e/fmVMENoB+4GYDIyAvSrILEy55ycukqrjP+Yy4JrmW+o4nNLxVRg2yu1jIAFovBf6UHYbi1WIiRUf4e6SIb/+dApu/u3/18EWOVqyQ8+94iIELoATWzNMfeAg3VhRcqrIaSodoh1Ye3ABXU+cXG6sBCzHkiNfvnrsQwg3e2W7PI4uCRs40p6BQxfBglLD6x/lLb5m+DzgFWLYfrjyqAOy704zN4RTqJOGfCBiqJczwJFA5xvhFiyEY1DVPHvtFTvK2ivSfxJ0Vr/Wx2TBbtqFHO38hnz96tt9STWxZFmLarjXEV3rA+5gtVfPmMq/ikqZX97hez+6KbpM/eXq6VXX7YL/p3lp92ZBx6DZ9uN1wI5aUFG43qG6qgy0AT429T06sunOf964sRsfup9l89KIv23YseNeDiGuBKCBid76xhwj2U4DUtMvp1UFxJ1tTc6PcDnOffH85QoILJQWZbOnCEv4yArISdSYBYZ+wfM8TVIywYc2YGeXDDB46CWb9utqTpJG0WpN6knGVbtJMgUj5z1moncY7KL/Fb9DTbxKzZt4cWC3+l+fZAKLzGD96yTlLexPp8zMQF4hCf4NGUzwj3h/ktQn6+eT7xvnU2iwsLJiR4zaIxJ+wgDSEGa/2YpQcI0UkKYZi7jT+I6LzUFeIyoLOxHFVaXfjUhWG991/0S5Pt90j3WvYUqPN+VRAW1Vf8lLDbjha6aCSz0NKYPwz3iDNMV3bKETN2SJQTThtLenBfLCDrdzTrleAhIO5jdhRiVZc9C0ertLEli3Kx8OoO7cdSAE06/Szk/BIfYDCEeF4EgBJ/6fIefXs5zKWPOPu7gS3w1hb+e13NIl0xY3X19KdTPlFqUhIY0pme4l4HrG3Pf9TRGfRE2ld2V6/rD91nu/bc/PmwyhU8YSjSueWT4riJ7hEdgLghVHcK8t2b9/Z3llVwP+8qnKTfRirO94ifedLMdJSRu4DNz9Xl0xxSa3xHiwFzxxyX2WTTS1Sf9q0ID64PCHI2PW15M8be5FOwxlZThY+Gzl94EQS8eqKH0Z18VhuHGiKs7hwC5Fc0Hhqa3DAWsjv0fLKfkqbCFwTdYgNcpGyrxHUNxrkLVqgemRXYhmtefkbzWF5x6o5Ktj29Z/+mtsehnFPWupFOIB5RLmSTUWVpNu4s0ZQBzId5ybLvfmrOJc++qSHin3nP395nH7isCL8ugBbeKyaiQBR5ehjl1fEo/jBB6vK/NF66FuHzwKPci0Q+Nwgz6BNxh5lb/Gn+vVPiDwDehcR7buQj0jBzlidg2wifF4uYvSCrWCJuRjEdwdZyHgDbo132UtxjsgCe7QW0BSv8ctsmeK7X3qZ7+0IpORmfjHxerf3QDBnH8DI3ECWRtO+z/syd0T+VeplXNw97WifWP40jObHfqKEu5WlAH6J0H0QR9tV+ZgO85Oa/j+Nwy+AyE9ywHe32XDwGc//MmLgBWB77U1y7JSVugIDtZcqN78fryd6npOV9BzutGyYwGt8yc3fya82xR1pYAfLeUhP8hIFZsk+xOzacb0TIWnGGtGTckUG/9G2CaM0LL997ah9A748YN66vCV83EgwvhaVEk8914sHQ6mPMzKB/5lCceJ4YIphoNt3cbKNPsSRIGqkKrC87fKMvhsFrHQR7vczPxdp+Dl8c2hR4HRTPO3o6Md5489lpOq793th/0b+dv6voGBn+7KNEb6FGI1FU3z8GHan/f3hGcR7IzdPIQlkmk2qCMjDrhXCVqaJ+LWk55f7H3cV0NyWxO2bqtL1TlBK0fCn1NfDybtpDPDEANDUlZ7nCQj8aghFv9Kh3Nzgc1DsYFmL8MUcy6dDflurqaXIr+l+iO5wUy+sHli5dKQkzKsI/IS8MIbJnbqG3tLpQw7BtmE4jLLdvQ1bfssBFTXYxqWdzJKewqu46pigOn6zR/NNr6uHBicdpYIAnzMrBrOT/VVnnhAZ0boYKBunVbjwK9BgVpEfOBydAyFxcHBpgaIYr2wDRwSXy90TPp/7uMr+GmTEuMj7QR2zjOczDcwbMVyA1HO1OORoIRQtpkoxWb1Y7WlukbdzZ2x6LzOU9UyEw5gZwtL/8bIyklN777LJOaNQ42/CkfJDkbVJ9bFzh88NxTiKiWjttm1DZicRoTSbG1Y9QLQ4l57szK8a5tu/213VTAk2iQum4d+8Ugd9ELnlpJR6FkG4EFwNVgfPDNzlxRiu1b6B8TjzEtsjWXdq+8H0awKDPtmPuPE39y0yjEduIpFwYvs7i2wiiUp2tWlYpKQrOn62nPAvGYkxT/yw5OxIlbJd7Ctlt2vY+tTT3qOVR68D6UfeoJrnUQ5YHlWVp89yGgqjIDRuJybGexUc9R2VFBfiUO3llvvg2dCGI3CmiqbxzeqCtXelzoGG9RbvpIziLAo++0VvOnhzgLsBzRUX7ELEMwuF8/BRpM0Nl3Jo8TJraVN2kKxPWdIjhfe6cOUNLg7BTN83FjVle3bUZXo7edi9Ptc4XR13/NOvaE31UpNbVae39VeYghc6TnhwBePY4iWsEt6qU3FTRPu3N1qLIJb97pCRDHeWPROH938Y2XAlB5lZvn8fO2UUAI8Qx8eLldUqSaVhVSBC9F8q2aB1Q6IYyqHMFCqxJKXBW+EOo172pZt15tSY+dXtOWdAU/PiVWNkKL4k5z3OWlQeYTYI+Fuy2pi1/EovM9Gqb8x8OkQyKUtUb3+MmedScyK+VSzwb1LqsELNpEIH2s4v7buPOQ/imj9MpSEGT/UfbRt2P9HJbVPe5QHPNc06zstDqsnCw/5mPw0+P8PxVosE761r5v+MvNxW4ZslNOVdXfokrbfiImqR15joYnBbWBK7By3mKCUcvv+lZwk1nQeCfClaEAYJaimkzWdQ7zQ0CYvIib7w+tqbBRlsLwEVUGDhqN4eavUg0w5ZYn05OK4CE2KFO83p1QSdnH9uuz022oJnXdjcQTMSZPO4If8pjM7GEatxkBU2W/J7v3ksPXxFlXQUFNuIpBx1JJGapR9hxTnUzAFrgXTnK4vZ52sfh2VzbdME52uoNrUCZfYcA+8+bPC7YDoJr68M/MNAPp1kvfj2LC7LcWMn6vyt6scqWxeKoo5CvUM1fcbF76lPPX1FKT6unN0KmZoM+Vy7vElhvEVsjgKbBNhhg6Qe9JgnD0uurMOewkrI6kW+LcY1fxOVk6WFbf4JHV1k8BH4shWxA+PYOFmfg404Sgg4mOgcigkNzuRztE3gk4yFwnK4dclOOFPm8UUpIu0t6zJqa2dMEjJ+3mht2xn5UP59mjFqaCd7gsux2W4n39vpbfnro7BD0DPrhg1fnByZROLxGpE7PhzbNbmDphHIw8yrzhMbR7U6RnKQiZQEJUZ32sJuSjfP1w82M0wdum7LuVs2HRivbwz5cxwwlHvaEc/GRZhqNJsxG3hStegF2dF5QvG8GtESm45CNt/DfI4C9wyQbRIBU5ZtaU/s3Y5wEnq/CkEU3OCqUl3R4SaNZZa6wDL8yjYn42VqVQpKtH7NrEVcV5KX5x0BmELZU7h7TJQeN/0ERNGxvIK4GklwTAIDBIzb2EP5a1t2pNmaiooBdXRZ5k+fSa+y8u4YzLbR390zYngzO7NpQs97+HBaYeAqYcdgyi87GvjpoGATeuA2vW917Vx/rDzjm40OJdQnRGNKkwdmAdur73vLl65pK2HW/r43tvPgnB8sAYzycWq3+VSvDPo+s0iXUOR3D1kasH88928Ar7maeTOVNBvDruotcKx9UvjWxnl5DJT7EN0ZdSlL1mHmyIHL/N7ibAB+/jvf4H3w6sTZGKztVLa/bzJWVLxaGEyarbTF3Q72ZXZDEtqC1ZZfbuC3MJzC++eIhOE19okVfbjNNMTPsPPO+PFLTiV0NnXOfa0+aj9Okz4r2Tn6QRyBQcI+6UhSjLw2qaOaigdhT/s1H+m2NkLaPhxXNO+2ctZiYJvchE7XbA2ge588fvXZY4Bi2Qf30j6x9IxAtM1w8b2DsClsS1Rp1o4LeKMLxfBYTgRGi795A9JPtjfi5HpZpcu5Cr2l7ynsSfOcZQ5RHbVSyTlalq/0BUXFt8vxIouvF8Vr45JcmmkW6YOguR79WGlGfuHWuuno/tERfIm14Fh1nkuEzp7IHxn2WnrxPIxc4eIkzWFuGAuTx1QxvjSdKXxluNbFSg19Xd7MmV0EV714aE10p/V008LoSfvnZhLGuLi39ucbyYfoNmaU7J6FC1bDfzPPHq7S7uzfr2UlLHxQXPZ2yPkqxOygfrLVxMKwy6mBU4vdisQWbdoM38t+Ub3zZI4F84j70U7vG2Q+cG7i3j8nvaheOc3SEcQ0MEaqrB40bUx6v37G73bCLKCI0QnMsMU9hl5hVv4YYilji8QyYW7hgM5zfAjlROUGszOsPh6Q3jdtB5xG3HjveDvnnOXpSKN+ZNd/MPDkZT6IlERSeuhCZYXy7SkFmg51oKEaobYbDRaorv+F41lJsZyJuPjh4zBfSQ9J2nSyNSq0S/XbOGf3Voujjbu74TXOQIdzAVfcAr9Mz99ecA2TFL7v9Okoa98Shd0Rl/VZRR8iPDJig9VWV370VjtKlMsqmtkfXpJyYXwpV7cFCmjsMw9iztbccBqAMoDjej8xg3XAG/EqxLVlqzVTnTyqFTp6O+ZKpo8sGoL/WCiGwcKewYQ4eKXP9Ohc1LtQdjL8EHu7L4aUpMn+da8fqiF2tYA87ap7Ouq6pULM1Np+3PbJ0elJEt3rwuXzT+b9icOQ4KK8j9VDe+t++YwSDOFA5+VUCrU+u7iYI0264b0ZnuFGMSMvZ5+aSQBMgcR/kTGDSXX+WVvvw4+oVAyttfsdyL106+6DoEtKu/m5Whbsb0p5dRskmnwisiVRVGtcr6uR3dfrwzjlc1Ijl3yybNkPct7HxTbqzz3KnB65kX0VyhFoVf7VZIB0u6yu5+Nzp3Y/9cS5SdNlp2//Hg57rSDoKD/hJuS5chpZdRgY/qqTvYjDmjxtFtELf8O4TxLlHYxbHtZ0AQGOyJeL9SN/SDfMapMSb2e1rRO5l2mVCPuX7P7nEUDybTMrw2QclR93FS+w292QuQsu89NlPMPJ109zf1Amcvhnw6Gch3z8RBpkItEIO3bKIyAhtvyY4ZCtYjgVv/NrJG132wF/5qO7iUhGrXfzH0yOv97W3LEyzWWdxTWv5Tgz9mQjnvYsw1D/1O0LhWtiX3irBDdF4A1N3VnXPaaXr6nnT0rKz1wMb6zcdWHLKfANyQLbbdfkpQjAftTpE+Pt7gworwrCzl5eqrtKU380kxB9gckrPbKmvFZ+rnb6340Bsd+wmczxuibVxfxHEqKeGHUVW7qSFzoEmdhY36yjXQOa0JldqmhrlRhFkxbdlQWIi6UqER7BAUt6M8WaC0KZ2Z99T08uc/hZ7XCZGr6OrszcDa/Ut0ct1S7co/Nxnj/SyQPJroubcvuXII4HFjpiP/LmIByPn2YeC+dAtyHtaJPsN4SdFCxTIE/zuu097ukEgFl3llvbsRlTDe7UXsy7r0FFpZXnxi/kNED/oXnKWohSMfo+CQ3eipOJ16SmAV//2wY8jCSZSOyS8rw6OADtp0heL0cp2yz75IuqL3y3Rnc91+vsWMVL/+qgoM4gtTANta0+pdPtES6e27YqAY9AfvvUxhG9tGt042baNFuoCK9ruTPwfvfk4JHCcuw2i6B05LD1uuPWJBwGuiZtt1MwFV289nFUZUm81gBaZfJ4qqgqCqf4RUX4QvwaW9hk1t9DaeGqVf+MV+LPkY8HL/AQ04bxidTDdhTTYGHjEZUXw1w0E9GkM7m4697hjqMtg3WjvxS2f84Hkg0f19dQ8iUyf9zPeLC08tS8JUnP57WXZ9DemB9pZUy74r1G3+EFrmLSx5YdTj0wcT1UqZVHJSgEyDHaPkxJs4svJroyCXLi1k1iHg4FHKv/G+lg1vzNe5OocwW+ar3AxDRAKloBVEGQjTwNAqSINRJfkztCgoQke7UCdmoAZNe8XZ1ENKVC7+8HO549ll0WeO3+34GmKUvqMrwbUVAUzg6qxtCxryPht2wKrH9Q6aTQo8MJQOj1P4fPz/qTJQT41ODar8WdhZCh729j3uMqRmNfD6yaeiIO6C+ldDn3ku0hbo0itStcJxO0JUzTBJvJ4i2h6cLtb1ptyL1/s9yNA9wC8wgj89BpYOb1XlfF9VN1zZJwuvQ1a50aT7Wl2kKObdb5pl5mCca0CCxkpgLleieIlqfpNwXZ1NjaPlCe2h7uupvpDgd3ELuk+JygdSnZYEs3nij4qHZlVUXBJCeG5t5oWJ/1Son2PdyOLoCQ+2fWWNklRw8rGpTzCnHUHCSNE09Jp/0H4xMgc1zY/o/xdgE5a+yEiho7+TDgHCuKdrOEn4tPeBcIzmIPcPfvNn31Lv0h8319g5zc7eXBfywoIw0+0aCq3u0PCJ96TN9qRJR5bAcpJRyzxOYJW04NQAQYuqfY2H6zkCP8iY1Z1xd3T8wsHH/sZGXe6EER8fG0/F0F3x6OR/jCD6OvbP3r0BWOasCyi8mp7hPKhsObHQyqeTkPBLrKWPtumU1CGcymUdAsnm/EhKvNb5gaLp51D6IRgQO7qfocOFmq0L0uOiGEzNu2SXHQLagOW0rFBL69fGEt0xjFslEMpU4+bWxB3fl7dfg5bOiUz+OJa9aK0bpxT8+DsiZV/OY0/2vcvGZgsLSvwXtHMdFCl1piLsHPzxuntT01iA+FrGqBbU5h+MgAn5eVm2IcPrDMeZ0tLPsr5ffD8/MnxgNn+qdT+Ma2ZNW1usxnxevCRqPLnADPbPi3uRAHf9eBQXcbUvPvyS7SldUldSCDSQZdhQcK0oTuz3BR4+L0mBIbdkt9A7dqPSVRhjH8H71dVf5b8Navm15moNsWRolhb4Zv0ycNZuVLlj4Ux0QbGz3FjhtpqObNW9yIKC46c9ZHnhmntBzprb6811I31uDn8P1g4BpwZDLTWosPVsvzL4ON3ud5g8/BDQCkYiAoyrhsn+Zk3wTTEpuQ0ZCPPGkt3kwr6J6fEndQI+z3cMDGjmwQsgbppNH4uPgzU032Ld9zBra2P4uscYVwNwTQioeC7nW0dX6efw469f6HorrAgyKlWDXzZ1zd7r7YOqfpttxtNNi5f7C/abmlp2sMupK6iagL2oWvLVTRPqeSDlw4ovRJjtwaj/iB804OvqCZM9vpupd7sEPpy9XV2y9ePWhaOc6Mzq3HXRZ6aVG4jBFxwyHH2/Gpd5O6RnPPdvDX6pxVN/TyamuUvBeXLhSqaswcM0te4lNDQ/sd7FciQDElif4THJTkwaoBNbDoiDTddCQ+YW4PULLlGknIePNFZy+cKNhjThFYwG8mah6cWsXbCOlFYH99DdPCujSw3yv9Si1eK7c3kiSMLhAaFnVkPWHKHPBhwVn9V8avXl64kyM1pIc/0UsTaxXeGtqAXfanmja/A02LOVOGl2n2Z88oM6ieccLX3KGAc1Nq0bTemaxRulVSRUCVEmpxw7YhdrP5oX3jGXAXD0zNBwlAcGStNg2/FcGapUBONWXqZNt/2Q5MR0+/nWu0MiG3m5sybEp8F8dyeulCnaWEHq8j9hph/c0z0v1TYYaXCBFlphGVCGeEhdTnySzs9nv5aepXK5bfLUr4cexVOmTYCkzN75pL5P5051AicpiJtUhKTMsJ4zCXeMlqJ7paiv5C/ILcWs6SZZulXWtg5/mbfyV2uka9fSsW8dUnfy31agYGtb0FfgbwdaxAOGmHlw2YYHTeNmIwUXtb6ujmmx7AgKLKl2NnuQOKOG5jadkZ7qFLjwLylF6zy38q9KoBuO29G8YsbrABfD0C+DGKgaaDrfHjYDL41sZk04mlww+ygXeffvMzlJ7fbpe6uP49J2xRToTjPIueL9wr1TFi4oihgjG6TRZ8DL6pHkp6nPzYCMhysR95Hz0qYD6CAmxheixez4Z6639waapVCx8SU9WLSwLlFo8eaPhOM7uNPNEhVwth91BKMmEgQl4mJvqmRY6uxQ2DK6y3IXsQlFyfQmpxklPz4RZfbc2qQyKy7I9chX/DsEROCxf2zfa419qvoy7Ngc89jjnSI8VuSszvHvEka3JD/jxSntc+wRlK52a+BK7oVxrb/D+hCH8S+OLXccToso/aLfPt21r90qJntlP6la8+wt8t8vtUEg/A7L+b3+48w7HQbCI3qOnoLYsmK71UCKU3uwgG3gylVjvasq33rz3hwbvmtrc75M4UL4sUpIq9TJz5SgTh5+ODYU5ojXQvJ1wp6ZHwIm0/W1BzjkU8TthE67MQktv7r9sU+Lw85GAk6BDcWhTKQN/c1q+SGgDLK/tla5CJU3qf2tOfF8HQpdLyfjn1rd4k28ljH0CAA4sPFAt4fydZMk8HFzIwsRHcK7V1bwQb4aF5vCddTFej+T33fZ72oc75F9r3hsQqJXYQq09s1lpRjPkvo3qpAfB1hguFIcLah7HQmnOm60bJSEnIqu0UYV6MVo9mxeDSTqubL9vKGolD2TrNFiZcIWo6dLMeCSWjAoXMieCQHhAxzLtEeeX8Bq90HyHPRiVb45qlzu6jChdvwaqa0OWwG8YFeuz48qMPfHLRTsYwrp4Lo36sH2+2Fi6G6Qc9AZhfzXegsLoPUVqS4JG6IVhuoZ2yz1tdtdO8PX94th8XQ8/bq9PXkpmjW+JOTcy33X9SBhyvTUF5rrXI7ZD4PzEFXbLklpKqbPYjjhjkN0m3KatcDpH9V19fFerTJXNvrOV4mwFeRH5S86IrOb6iEtzo31MxFjM5uHgONEfc1ts6p/HYeAb0+xChgKGRWDCCjRzpmL5Jnv2Ta/IWEQootK7vy11beMaZftSZGVVa260r3Ufj1BxL9xcH1zAShKY+uQ5KXqdERR5aN3Rutrgxop67yrMM8lnrpbmr/1XgAJF2eE/tQl9c3asV9jm/iab7BavcPCVaQ4ympv4naYYegmnCCJGJkCIQrX8ogQvB/Yz8KD7oxphoQEQ8/+bnL56XEh7dtfX9Fq0PtzDdf3MwSF11co7Q40Y0q//+C5tVegmB16hdEh4PGoFpfOvVSzmixI03cfO0OoXGd7V/wS+VjRe8b3wWsSYwKqmqDxegZx56l86YMQeWROxb7O3ifhCCyXMxgnujN4HkKYGN8xa0KuV0ierjDog+aBpzoSzlTuXTVXiUtQ6Uhg3b9offmj/vQQx/xT3dcvHqW5FaNuX5d6YJGfVJ03hATFN4VOQVfbydcDkHjGyUkveHcbciLbkPbw7DiSkkprcvm9mDtM9Q81LE8Z0I0Hv6NOIwsc78imimprptzbGBF53+MUbo6LQ9VYFFB5FhLfktZAfPYrlBXoUxfR2u9q6hXjs/NL/tXfHWPGR52izzn5RINuyJ15AeiufGCunZXxaKMFCfroaNQUJfDA5H95O+UbfZ0HFoUkR6YQ8eFI8bhmQ17ubpvuB0j2tSXiol5yxHdBxnftdIB2V9cLLzajOGXd9ly14WZXrtEsi+Li1eSJmT7Xl+NBitfqG2LjzDjT5J/H/Ih+2JscfhLgNWQoAHjwP4t1M1USVewkUqlePvfBXVF2tVxjJNzrOFnQ5AjHhXHP6AEogs7zreYdYtOI6EBoKVnyyZFVBvzfUgTbELb2eo+PrCIX3GraElK8mr9sNcoovpLdBHEVy4a2n81bzBV6LpUpnWzJDWmqdCdltNdTWWnezzejM8pXdKQgI2gxqVpDgWwxbdO86XyvpwmzOu+qU9BpT5Ot71ow2YwLDARpyvS73v+teM8VSJ6nvE+9GbH7iioV3XxHKpIhmeWRbT97KT64sF2oumIRllDY0NDEm3/twQnee+xPe+hBc5idUe0bG1FBQX5ff84722/3bGyAfmXBHUR8XLm7M57GzcuoddR8jL8iF4tOY+gcAk7kUbojDgEQ4BmGFaX7x+Ak/ccNXKQ/nWnQtXwnTq6Ob1qPO+tD+pUVK40Zwz9HCCOjVM+vkLrUH4qkbP4YQuhR2uzk+gfyXmyZ+gWHvLyVdUAyUlfpf6cw3TH/6OStKKvS0pO3ez+oN5oDdQYIqf8WR6pbUsxM0rRKLtU11qcs1oCQREh9qMe/5S6pfTPcj0G6vMGVQ8BwPztWiPmZu57+KGxWDBSBsCQBeZ1XfocNSUpTKlNkRoswqYY1sGMqcenDbX2y19JJxidFeC3ZsVTmF4ToAlR49xBAM6ZK3aKcitGDzeN4aGYdr4S+EvR3M0/sasxOg61v/sqoD6T/rvgyeSVdxqvnj+3gIUAKN/c2KEyI+YUhT82eU6sqdmDYfKM+w5By3J1ob8tXHWof6m9k+0IFHjgaIVqSe3bX3izWp8FEPFP7HmuYy1ucKW7vu9bkk92hWHwIeF2M9izc1SzRLjCwjA+Yolkn4CiXajeS+A8B4YZwob5uJEa+tT2PlkR6QgW2wd4etCPcEte6b4xXwIAxrHGCHq8lxM9PU2nJTN96UdruN6/0iy/P2X5g+ZGtplgl1i8pEUSQN1aF+ulI1Ys7QkLZlztdrtCcQ1xd6zYOWvntxknvHY3PHqVP66l4M7un0VrhYzltLb2lrAhWF5JiAotFftsjCxB5/XkIbI+o0MGO7vTNhZOoWE2vL/VUiX37XNU75nZxoXEmf5Ldz/GtLAYMdDpQ+3A0Hcl1SLq1KZrm51T/uxk0H/LXYIJ8VvLCENl1yNY+jjXqaJJvXzh8/31Xishg9luPEwt3l5W2p7MIw3WzO44/wTBf+XybPevApbh7UMuUcsH9oCRkoFAcchZm27g0Mv+Kegig3MUR6klRe+266KgteDqx0wZJeQNHddS90n5b4Pg3TG5YPds6HOLkNDNrBmtcmnoYt8R/wyg5toCnQVG+q5KhSjdFcFFOdfMIe1szguvfdmCPUbmrSC0OyySpN55x/2zj76fMDpDJ23id5E6uLw94toM593+KzrP5MO+M4NyAglI0BeF3WLkEmfmMtwg5X8oBkt2r2yT4EFCnFfwMYsTvfQY6fG34BMbOnUO2+8mpRXoBCXYM2dqA4mOdZ6gO+/fBzrEGcYT0Q8CZZtM5SGatOhsuemNjM0D8dMXnrF2WhmZWSlmeqkry3bXvEzIZF/zG9r5eNwyZHTBzqWgctxifUQr1bw5oDhiPr7uoiAsYtRxySE1H+2ejKnKzJvZ4aDKDERXN50g4glrvmh0Vk1h/ejhlpM1FmmpUUJGtKkO/rI9FC2T49X+HLYd81xAnARXu3tZ7jtm2ZJw7BLAegOnAQ8BEbCFy5arNf8tgE21SE7v4rjD9ETJWhuFES1iAqnUbNtVDn3WB1vvM4NPGHsXxJaoXonsV5dLaajJN36c4vtZF0i4tt4F4GezMNwY8cPXORt9hPct5JAf4wKfEzTPOD+wrcKbaeOnuoLjrG1EjD/3YyoPU+DRH5AjmKDjozk1/RwKHdDwKE8XO3PskUD/GXNVljNw7qE19Nb3bSzNmnZmkK4CRQqwLNFinOv0qnLgw9kfsUV1QxoF6J55yX0yu+aqojKn0jajS+3b9GsFv7F5/fNY1BAqy/YWqh60nUB/ujuKfMzh5OqD/vZ5zTCteSr4r8JX5u4JOA2nrP6auEpNIJcKw3bfKv7ngkyMbdcYn7e7ZWBELdx30QY6vIEMw9+pPKTjtGSh2zSfhYGVsym/rFIuDjfKwHVhX33YaY3IIeIqLA/E9X6AGzETnkRqwBk5gSAGhz295qmvX+HGcrdDuw9Z/5U9/Cb/MUM06sGSdiaKbwNvn8Qyh1B8Eiwyq+L23xr/1OMuNX9Rhz2RRGfIwRN0VZsrSivobcGVhHFdNDH49fPUU/E9CPHoCdR44l4WVpiGpGrdoyXQ1eFn7IeA0wrPg73iY6GithPG9kEEOGu5e7UOJnBZys0WKsWqpxmkfadhlNffrD9OWkDApmhwsLsyAYXMIiHw7H102l8TmDM9uw8r+brYvdZqa1uqfGf+WZfilPvl2Jpf0xMS9OIfHEyTu8z5lnWoBIiOTihUhjT6KLcPWswc/gQElZXXfBlPK0iwq1dbW6avmao1QqDQp1Qk9A0IRKWYgQReEITVonVoIz/6BF8uIbTYtI4AbI4+C+7eB9tEfhOvUD30elxv30axzfaZKEIUS+7jdPRtMqqJ7mDnMqkOAN46b1SFVo/7OQBle3ecyitCdK1OvBzl61bltHDyaLYlZUCkb67LPfHxT5Vcph5QkQvhIWA0Q1rQr9HteUhIqBsq0q8A4oRcOtNuHALOk1lU9jaMO85e8/2Dl9/FDAFQ45n2s4YgT38bd+1jrd2Fv8TZKDz4B/denkKqNXnXjfWA/ow0l1S3XAoWBHVvDf2NEZ1AKdnW4GlrYj1CnpUGoBfOn3jJAee0hMA9ShTTR9lv8w7oQx5iFXMF0rSyZf0Y/Lp9tudWD7lBPQLIF8HCyRiXlKXsxAQVf4RE3KepxenKVYBeh31g5GmGq3ZZ1YViGLtMd8FKLM7RQziggXNfokXuyem8svROUCxLHzUW80iE/oIMRnrTChQo/i+iprvobjrTA2ZF2l/PjRdG6ULXZ8QcvCV0JcCq/pmzpVN+3vBMJY50OSo/lPDYafiKyFutzRlHTmTNR2ZG2Gnv5pJFNWfz86NYgTcYllaqK4KSe6kxFmA1r6ov/mBVtoIShkSSoZ2cjeSCjbMpxarrdVzu74lbRHXcIFKaIVDrdmvysNS0wFXQc/nC3ibqBphv8HVl9lXMIiPOH0RzDVKj6y28rRhxoCC3VK+Sd+LIEi9A7lo3pC+ssxFXT3QCrXfLTB7/ilXTDsMhW5SOzk6aDrE5aT6Iazxd3xluyrR0gj3hDwMUbn6Udfx40GeuulVb4td71ZEKk7Le6Z66CX8z+bcurIEphNBl0tzupLz5HnmTZznPW/k4ZfACqHhbhW2Fa3E5ytrb32Yh8KZIX8nGbevZKp7TercWGaed7WX87zHLrGzFpWn+L+88k6Ev+axx52khvbh69KAYPM68wyN7aGjhihAc1Y2tI7U9SVafIwgWsbmIND9mY6mlFse6GUl4ubmfKD7HUaG+7smzjfKBQmQYv6Jdxno0z5n7nuaSN+zIFlvv2a5rlecha1DLWGZk8hhqVh6xBwp2lJRiIWS5sChLgyjeH8O0sgZbcDQX//hsnGmtzHWMymHJfdPhqBqpK2C8E4rGsHhzF9DEzG/cMJsUaeIWPU2HA6NfXCP7jLlIjarUdtVTu9IxnNi3RpC2uZIu8aVMBrNUHjfe/7kI+YsWQrZKXmFkG3HDUXZoZdYQU9mYBLeUd6EcrJunEGfST0ALe6UJDIm7Vpst3E6XUZKoVj+t84HS1Iys98k1w8aL/NNLeWfwAooWuKCVUwt6m6zZ99QtRc3SwMMeZdXbjZ6yjam3BfR7gQ8Az2BRPl1RtEIP/DmkDTQopUwbFAs+iOsO4xgP0OTyq67+P+lfpQUKecwrHv4r58gOW1nfsNbue+q4qsxoHHpxy31Wi3ZlHHWeIUc0Ts0totmYY6ttOy1gD2YxbqVb9zdK7C2aJk19GL6V7gCVntyNjDMYvZojSkXPG61fmgJPdu3cPAVHK8x+1rjXLa+cEuwb7+QV6jmJE1TpQ3k25Lw1CYl1sAxHufi/ybj74x9MGo8ntkV0pyvNdb+ZgHKxpdzOKZeR63rA/xJimUTANsp/4kX/tog7PdXtRmcfWZCFHURl5Ld64gC+l3l9K9g179RgbfY+yUxBVwwT9lKBDgFr+QoFFGNTIQi+OriNQPoVtXAvE/97DfTPKPrUeAKX4Hek1L0sJLjYwOfz4CIMxtdV4d18gSj5N+S71zvlEOxG3WLe70OQv3gI8A8DJpEDcIeDkyG8WL0OLWWUApC38tyO93GcHKekA7+sObIy8wTwoidLM1vUPv3jtbYh+n+B74/oz7mlsPMObUw93Xam2R63L6mslSHUi+Rmq35qab5F0N3kcOpmF5WC6Sfo4Z/R++cwAkdglUrrhXBxonMx4cqSgUgxuav365BwRANcwaaA9KEFoNJlbtuaqUZpOax0CeFyiz+4dX6z+J1pFH1KEaYS/6H2HufcyUWaqD0KeXZ2eqRCfMbbwFA8pIz3my+HxGKuge08lhYEDUnBKQbbps6FHjRKixS4Q45GUh5avgSdrc4QfUZajVZ+MNcPApPgyk411LedXg+bf6Sc4T+WIW0qUVWXZZZlE6N7U+Xosux3LxTCjVYQsSAEQ/r+RXuaXNl2Y5RhxnuP2f7cQPOyh0lDVAKEM8uVDQJthHbFH8WX92ZR7fudDHr3JoqfufmOmsC4gQMzPrLPwwVYDFQorKpgy0N3Ba16yFsiDVEchXSWa+TlNmj8ut+eB+QdeP2EUYxDMeRRNBtc1eILhRUEl1MIIbPM+GSFzJTtT5KttPBH17K3qmMy7jVFrMpDCd1u8P7TJpdXXzhz72k5P4wuRD6RjPQtxLeK3d4cUNr8uTa/Uj5XJTTqsjY/skUOc+2ABUmrIVh+chzoXfHl3mLoZq7VJu7OB4cxRb/v901Oup2lcrd5J88bLKQfUydWtrj3hEk051coJi68lVyMN7LbUaXKb6/oVzqyRo+nhQdV5s407zTBpwI+QBLJsyubBzedeFPW0736cg9FufrZUO/0lUr+wslR11uasiKiO7fTRKBwFgny3OmF5oXO8aT4Wy+fdqI3Ohxv1WWeDxio1VxYbhgIcK25D6zzNRlXf2UrCb8pdVfrXeN12UQv5DE27ZEk+SWHbHaXodIrDOMIGx8clpUYwXMLWNTVUwZZ3I1OzLXnB7jdgkeVsP/mmrjz61FiFYI9fUtnanKldxOnh2KdBzBY5oV1MRrurO/ThjNnMYtxms3VKyHpl88belf8w2IWNlk0J2U34DZxnZ+aHqcKbdpNoqQvZ5ndac9mH0bN97TeEo6WztJqEDxyaCC1frDj2XCzyFt9/BlRrhaDJeUdT7gmVuL5Dd1vFsRtIMNi+0zBoMIinu0O0svud6rayl6rQktcz0/u/DYb1MBNWTbomwm4KYPZTEf/lJWCtcBuRgCQFdWxyho1iRapHsQprKMKNCG/gaeiO+F8V9zaHlVh/Qowr7MQ9wdulCZ2fKpe01ln/nYF7JSXMmnFRpI3OXt6yjMUK4trvFBwCPHzo1yHFDfQg1DIXEQlLW0zMJBKqXMavecnhsORJuvJtHfKgyMzshoU1VN4PNkMP/g7d+HKAPHf93oyUbKEHRDY/vUSmHfgUR1OTigWCeWKJx56MHwI8mZAfKB6cVxmkk4KO3UDYQkI1Zh0cxGPzU3oV6mXPWj+Os3mvEXXW7eaEKA6DYwibdR0CaoidRALnTUr9+kLwApNz90WSBZZqHMOTQK79KtS7MaTG9sXasTnh6sYL6Ztz5fc7R9OMttERUhQTFO2RATszRRNGswMSpCh9GiCzZaRrMIiSyiwagDhB6XdCM2DZTeXfpxI13g/GEykm6jQHNB2Eotkhj4QmumKkdopnH7CPo8SHJvYQNg8BSVF0G8ZG90bg9s81R1KWRfE328WHf1j/mp3Ut16CPO+iPcu6OSjtUxuj15tzFgdhhr3jBy3qVcD1qKMRtqYakznpjvYIdSqqlQs07w2v/7FM4onYUcbxOaymQMS8GhIl6i/fzIbKd1ThMpb6Xpuo8Aj+OwR0AI+q18qTq+YHORAatBHqyHxSu7rUapAniQsVzj//qLFzMaEytkz2vZP+H4dvbwrc0hffPFK59JTtwsLa4MlDQCsQOM/DrDQQRTw68rX1ZClKZZioKWWZrkFXh+1G71cU0j1zlqXUpTy706qwhwDiQibyKc8EsQN4FqtJOwSQDgGdEkhTKqwTJVkNhvgWOrRgM+dnzhCMIeba/bKqF07UmGtU/UrB5SvqaPGARR/S9TYONkUHJ3WD6mtSJ+1N1ey9PC0e66e+G6/+43yjNeQuA3utYmdxVseTi37yCOeWqY4kVkaF9yyQItwFfB2mTHkIuQF8h9Cdl5lv9kY+t4squKXK/NUfY2Mjmw99XtKupjyG806awrcSq4U7kyIluanamSQ603LBNsYyuva6f6jsrKODU5QN0X/+bYbUL4O/gT8Cp6okMtKYyTg3kACrC1ULTFqg4OI1J7HH4b1gxJ1i2u3VfgK9jTDW0bkxPvCiVajLrV8x9s2kDO+bW25Es9FZahFrB0+CdmKKUGfSMHEWeLX+e5CNUAOBVLNBki82cXWXrQf9c5Mm380QEN7Nof2kyxVHGggzJKigDqDoFC2+Qyx0swMd+2oKjOWvvlXmUtFkrP5xjxB3h6+bU65a0ci8aasiaVyMxvkDR7kHI6jvBtWMMrSOdKXTgJ0GvVSFLAU7cB2ljQR1h6Zhod1Vx5J84WqLaCczzSj7hWvTx04AlIWySyrHg9Z3bCzRyH+bGHz1CGnJsnI8JXAfg8216P6NPA10LQNFI2uE4/Q4Tr1DhBZ6z96gG85WkMR5eJsbK1EhL964QHRjZQgpl8Y6iiS2GjOL+MxkE4mZUrXC4cR5FEPQbK54nUhZ3p1mFmF4xIkQK0iY5tGsKiPJfRkX88k+Tb8NXhGbMlz2Fna0kuVqQdT9Sq7WD/vKeEzjp8p0E6v1DE4Os656u4jRwg8CKhI2k8j+nDaNjQGn6205wGnRopceXASpvOFsrA4XBlP7iLSLyPX9EPp5b9Spp5SZP79X9zztv1MDOvE5pO9alfYBEV8vXxX/8ec90e9kqmd6J3eldbTMVLeLUS0ILJ9vOymH2RtW6yV79hYbT5pZPN04BKTT66FTW1P2Livy8yDKS8likknzFUqxBWXnEBCvOrs01Rn0UC2qYhacUlI39DRTjbhec/sfp3XRnzsNsWd1tevIxQu4KffbeM3g5qCXuWIjCOR8i1hbsH822QcYS/gjlvbpVWg+YdbsfKNEVyL+hGOfxtX+XWv88+qMc5ni21O76Ueq+wQUNiyG/MHDTSvrAFG+NWtRBi3G/ImCs/DEA9LUI+rtGbDq0xQN+1Ihzwwu9U0ZOU6PT6moNLUjtX8tqZdKGhUrKp5HTTp2VYOKcuTwsTuWZxwnnf4ON1sKVSz+pYKTwCU+3Ojne/XiwybunuqZdz/VFF8bKy1pkUiBmLWgKyog8qF6M/sPrD44FCvFz5tj67ZGbJGoFJcd1puj3+uAVwJFj2TjDMO0pJzfXj1WE8S1b1U+CXEP+ArujfhlhfLvudpbNnKBO23PJudZYxjqxOnSshMQsdJtwNkntgOoI9B90rRJuMPiqEQdY4BJa2ahHtvmQMvUjjCp36Rv9eEbXXbP6hriun1jzz2tj/n4qJRX9JHRl5MkFi+yVcNAZhUlhNBYkErC1aITsFrOcGmmlvmpuyO1ZqBTXkJ7JsAgX1/Is1971henbfs/fp5tdz1vG2p6+/GqwoqwLpHeqHqjDvNqUrciqF5L7pprSQlEtgKmq3pgX4uxfQXFHAkaTSGDnL3gT8uhGreyuKk/aA/n0K9Zxy3PM25SH6elVew2hcgNO4tLqFuafUiZ5eqDKPfpJZsQ9RTFSuTWwpmZ2OuIIGYKQoMuA88gwTr1YSSbWLqJafFfSYUhPdNCe8PQ+YpnhwDLlA0ChIP8JCry4sI5M67u7NdBysfNQ9no7kedK84SCpuWkto+BEjB6+1oUa6seE93kjr338aVmt8IP6jnC7z2+9XxKR6Ctah93Hzq5pPUNwkJp1gceF+S5dQl/IJwx2as2HIHmCHu539ke/W0CQHYzHyakm7kudpwhWp8UJjLH2F+nWNTzyFbad1camZ+qn/QoaFjitotnqIKFXxvpdP2MSGk7DQm6llG2bvnzItalw5+mhpNN6rH4OYaQbXoLmdI9xXGKWNmjstUp4sqBUOM3M6esXSK7yDkS3iPtrHsaugqby5FNVNhGj/Pngp2qmanB+2eYJZg5RBwakYX+jTi/jcKdzYJFom9iPn9jiWYvhrCmQS0qG/hNu/C9zLzHr1TnzHA/GANS1HuSYBYZwSp9dZ4A334xhzNuM3vvoGIlyR71oIRqp2/yjqL3Dnv9m81FnMXUr9OiZSVjTaS+UTBMfjLFrrfIH1wIqtZxu8QHFI/0DGSV75RPWPO7mVFYhVH5+t+j5iHqtk1V0FlNfS8NmV+WYrX+QAeDZk/2LUM9tMPNG8EO1c8tHqXjdnMd9mNcgsOLdbTtrHZfuiDn7mumUaGwuD0wS13EojsSA1aUHtLjWhzkcA1UrvyjtJWZRl0HurZ9m2a5o3vSC36lI63DblA5SpPEKmNJgT8IzXWRp14djts9Diz5hDAfoB4QpVMpa49OLI/eroVYJsrcG78IwrNQH5UHVo8JFJS2xQ+sNZxUNq3VB5yb9LhZL0Cb29Tm85vMRSDN6kdx+u/GTsu9gt7njKTWENyzMadKXo7z+R/qFigjSq6w44KZlYUzuyDBfvffuQjAty0p3+xz26yOHQPASfej+DmPh0CzjLU8AejNwbj1xm6kjlfWyEFXi/AdRloiW9NueNLU2a12Ix+7aHje9Y9WypeT6dXRSCRi8Xsm54/T1bj93xuFELd84cmvTHD967YlqjWLmePFG+qN/0db2GN78XT4ne/H8lHLLygC4SxyaaOPKIVlLF+sTgpLrHltygF7VglWkgZyIx6PRDa0pgl+L0m7vqzlGsp4wMk4+RIsE5KVHL2+iFgwnj3CP4pNbtXR48qxN+jnJXCADsk1Jz9bEJ9FJ/XhmqTYIqsn4pvf6XMqr5vGymXcW2wl+X4/rEG8d/F4oVjhwCfTanVxk2yL9prVu/388JmDCXpCE7PYsYyorfFg21MbA6C3GpmVo2ESTZK76+480VESxnD8buWlL0E3FMIMXzLO1e1htKy9xY5LxLyVysz204o1yoShelxMXr/uTVw2sLi1fi5pUSxe7lpYrWwYUb/zPZL6PXCjb8fHlkvapX16d0Nxp7YIQd4iKuVKmenNenWzWx8CXOEo48AL4+lxprGHTO44AjBVS/uRqEZ6lSXKtdgz0pIQbtto7/qM5hsI49PtW7n0LGkN7vhrfdeh4DiciVHw3iPZKPl1S768wziynCApciamOBAThlDl2rwtU6sMK0LU+w49XZ0yWQzgtPJ8UrX3/yYC1KXCAewHyiKpZSolxTlAYqNRt0IO+8FPBl2Bn51sw3JwwDm2TsXlf6Ep/+8Opsp0lbCW3dcQ8jsT/oZ8H95vfVCsyJJajL+qPdOMM48b75OqVwm3TXQpPrEItAhQnlu6iCrDPPahNi40y6LT0AK8unSfC/sP9YNW/m+c6+BhMVP9brsMRtGQqYee/YXvfi0AISoLngW25QYw+ihL7exCZg+9LIzen1wYR8JRUvAgUfjz82VHj+nr+sQbwEjxHcX3KtNcSz7S4CjtYO3pi9H3bm5KmNoMmmqNnGQtHuficbKwkNYHPp0afid1sbCnOUuYJKSvwSww+BSuvk9CbFrbo1N2NEiI1+56WTHm6Rrfa+3mh0Hft/aNFBEtnKzJAgMKC1+AcaGEGRmVrqN651zz4d7tt84BESo5g+r7Hj5VBZmbT2Onox0ef7QUDRFFgx8+f0sQPD7HJomY4EiwWiX6ltB4VgdKjquWWuBJ5K307eY1j0/XnlgUFg4u5513TynvcvuLtVS9r7o1d5Xil3Sn7LaGzBB/cIQwsqjslBke18I5Fn5eOz1SbfzGVtNus7y6ytThwB5XCp4Rt9xHzWP7gIRpMyYqEMAGJ1kcJ5ZgHBfcNaZ04nH6ANNhhH2eSun7lCLcr5M3T54nwxVmU8XSlkgK5+t2/p8S6xMObyDqU63ChsFiVZyx1Jl2nK1KaDWwUkiS/CTpOYYA0Sy5NCJFeOc9DAyA9Z0hkIvX5p99Ly0QaXpZp8bGt7HOt2ZB0+aF34TdhZM5EVYzg9O1rRlvbpVhjAYgT5JRIpMq/5sAKvv3A/93K6cMnJHxPJKzgDlNOdfEKZ+3bwibPy/m/Mk4X424/7mwLlTkUsRDuPNqtBnJHpHY9SX0l3t6p8oVf+/k9Y2CbZ+tQpfyHrW+HSe/8Hcd38l9f/x087M3FqamqvlqlzlouVOTSsXKZWaoiLvcqEivMvcqamppSnlNgcOEAdC7tTMHDlwoLg3OBBl+PX9+R++3/P9gcPhXDjc8xyPce99vl6u1NRUsqr6lySuO6TtlK2NqZPvjfPpcxCU+sS6g9HDmIbtGIKikmfm9qzxTxQ/Vxz5B10B/hfxiLY8mdCODicJEUJ9KhFmVofNad8t5Fg2uEF/B4VU17oMu42cONcg2qmqC3GCEQ6+G2C22KPJT/Sd1VXWQ3iCNZ7Gyf+cC2Le+D0NIvYBsbm90ubiH03E+M8s4Sva7p/ON1Hdote0nZsZ+4qs5o6hK4DRSE2EMU28FRwufbWfzUtPmyJ0Q90KPcUwvnnLdYbN3wh9GOpdqcl/3vR+jIy/f8wsyR5u97/NwxyInHKgByWmbui9KvL8GFybqlo7ubzJKBVmmdtG9JjiU9Sm8DcKQed8TE1aegkFHUF3yCYaKeuW1r2to05JBJtR0GXY0GezzsEG7++XMBqwArscL+cyUywDmzLej58/8Y4o4QCvZ0z+IcovpAY7MTL8WdbD4+bfx+CeTjKPqrX3Pm62u10aZV+HBrtF2wm11f2qaDNDTp/ORX5dcJyPZx+IlGNWnCJVxAnUN3NqwjH4kaZ0/kgsRgDs1Jxt4a8Ldu5S6bzNewSXc+eqfF38F6GCXyukyYi9nma1WGfJtCluGO1Ss7O4VVwO9SWm0GHRqsDLNt0QG60Yn+BZDtp9bVTi1qmX2C5z7IiPLPJLJJfnLyQX1fhA7w7LnAx/s6Zp8ajRmulJaQ4U+KlygRj3W/PItQ9xbafvYO+l2Mxcn7BNUTI+YSZR7Btc/OcdMrjoTtDIROeaZ5GeoYPHetfCqrMNu/TSbP6ejCaq8eIWKr78AMwsUF63CC6BtPguswPLkmGa3KrlKJWV4/vKN5gsRRrpzmzpy24XSOi6wSMb8HJM3KMR09e528Pl6WbJMHMYz2iRcbj/JlHXIqmoWLAYwlgtBuFU6FGNgeW3Xo+5eaESy89qhsGOmkpooHURv5qVvRY6exdP+U3Q3wnj/UXSN6vqrLwUoYfUkK/XrwAb6oFKpdDx5dKmmMuFl/97euv/nxcB3TpEoWFRkFHwsbEwTuSUihilVZzmI+svmREbPVllesIoBlg59vPhzDm9iOkuyfCSjyHcaFIHYjztYbBhTzae2geOBX9eFrFrBFafWJWfTIhDn8dZnXnawzJfqIRfugcvjYxEyNDVHlSibWrr4DlJqBWT0qwlgPKw8aVPL1Cavx4Me3sgm4FSepJT+wDy6+VmRynS6pUj8LBmiafJEK5GH1fOS8sRmd038dlqVHPhlGOL2IVY9ZNCL2pm0zw/NmyhQ3Z38BSoCipGe8zfTi6ZCwLPd+36elX3rYR2GyKsaMWMGiaLih7VpcIOjO1Qk9Uqn+T98tS+PqtYiYxh86vn3mfd4f6Y5HIP6Z5s6599M/dhAmzFOsrtBYobaCPsmAUh1PUTTHEj2pOsuguRD/uJshSvDAl9rXaZFxHQqyMSnfeIVtq/YlV/d4nEUO10fP1w632UoV8WGuSQAhiare1E6CnxwHwyblOTQXjT+ZtGuy+1wCY5/FT91cFvz10K7EctgutEtB5ZSI3/wlub5Zu6efGPG59HOo6LUGTBNxqONAfPRyO14OB25EkC3ejbJOks/NGjWIuMFqQ4FiukB+NrmNEWo1Fag07BYqyFc4tUz7leNbL+sYYNYbBIUgGUUA03BzBqeQ+0ivcL3hal27UeCFTEHaYKPcGozx9MDmN8SG7WJkvN5YUUDjNBjUM9+R2irbkmfSUG0hCxw5dCf8u5WdRnTt+2CG6GHECuPgvoQaKVEK8UtFqAW+paseXw5jYdo8xiR0dI5b/OT8KMuF0x8I+XLz9pfmljfvPQHZngq17F+J6MZGdy/nZlZa2a6U1izD5A1RmGhuoshKyKbmQlTPaQ5awkustGub37gCoOhUEH84+OoJrK/ypUiNvaOGt0wAToRgZ/0fovj6jEah7lvzzkhxYkyg6zeWjnkUo1/RpWUY77gBjvrdgRjVFBGPSVELjq94u3QaqnvfTjCLlXUsb1JmReh1koYetr2ucvweqd7o9jZjKQ0U5c0qu1x3Y9QGkghD/K4DTnq4EUM8SYGUJ9lLMsfaGuPGt5lWwS9jRao6vjoyorTONq5f3K1KvxtnIAxWqZb/Ivet82Q+QTv0z2ORbHLazoxChNw0brGSk0YBTyOhw1VU2gYFU/w3J5V10e19Ds3rH9vfEGTwjWLcWh2XcknUCRBGPUxYBoR0W7q62G5jCPJRbSzRAcmlDpgfndMxI2HRlmIIrsleF/Fg30dPu7Haf0pGoQ6t8gSc3H5zl14rWsQU+Nz+BEimDnzrhCTqGrdt9Ivzizs4U5jzzQxxIaaszL3DQal/KDwidjWv9H83j/TAb1Zc5Ru689kqNYGp9okm6/iFB5lEZMVB+S9dHBDzd/VpVAHrXy194LXq5+p1toBssjiaVt9/9iXYzZPcLw5eQY6CAsOXV6TtleyENMWAHc/U7vVr2F47w5M7NwqXqwcncv4RPjH9PsH8ljx3lFfny6u+tJ9I6TNJaxoj+aLogjXhhu959SgeqpZIPh1NHGuvupqR/GPB3rDVEznnaKa0ImL2JuTpGGsx5VhX40nQNw7W0DY7heoLk+cIjnREOyZ26t201Sldc+YFKvZ82OVJBu8CmbUN9ooEu/wb5DBzePWz3sL/NfVTPG/92Ceg8LSrU2ND+9jYbgHUQ0es192qxUsk3F7g/L775likfohdDlGYgDOxOOUGVa+9ILnjKHiTdoawXf4SSzwS0n6cH5pnJQG/rlX1moVt9w49EhhdGoMgKVRTT+ZWmW0KAozQoaMcVRLG2zUp1WMsyQSzAcZhOH/r1YhsGRrVaWlKbtSZPVzoek+WjtsapISbYnjnYpFjeCuJLPTOMKsrxiTXEpWdQJ3UMwvoG0kk0LH5d4N7xXQJD1g87A1SVNfuZVyjs9GVrVNH8U4vkkKtqZZ4B7nBMBFmZ62WD71/zd8A0mE2Tq2MjEU8ee82+G+dKOhd2TSzkK6DC9qRO9UMeh5Fj1Fnn3n8itPdC7zZhuzaX0cY1QQ0NEGYX2hFeU2a3WDGPaoKSAUy/GFs2pUsLN3fmLptpRWLRmThJXMnXgWCbhVbkFHWwF/ed07+V39d5l+MZ9AF71M32Z8ZoZMm0VqWUnRGHbEbhdf1b8hyXIFjdmxQLqxSu+veDLJo/D7nvrNgm6Hjb8oB8UlLTBdmRLQLZiLcy6r1k4D+0DIg7IVsXO/2XZ53U/u186xi0H3Ct9loZvRZ0nxQy1Stg1c5znRPvKNOq9QpzMfnf+5lELLzYS87gkDvSOUdfov7T28dqtzRNP6MutJDEMwgoSNAkUQ6jTZP6F6unsDRZQ+c/CbZcdY5Hs1eMqtj9A2XdPv+8huNRN9pLUVAkdwOTYJBiuL2A5VFvStmHPCTHw0XHbopjhSCyoswYrNk5ZkVFT4hE4D43198BjRDnPPe/K5aQFGG36UcKjuoi1DYityGe26aVE8b3hry+jU4QAX7VTDf0oeEoLLIrsFp8xuR7urNDrTXCZlgTF2musM43y/uLM4Sa8qgXniwsdDaFSdXj+m9cJ60dD/tTkXXIljJMwyxYTb3jNLPycUJjlii1/0cl9QCVwVS2fuQ+400fQ3wfwKHC1hqDsZV5WpnrzUKKjh6/D2lsv0HJk1qpcvcMLN9fU1dmAZ0vnzuzR1xNQOO1WfTDVp/47WzHMOj1UHYSnGSRnjzN9VJzVBLRH3Il1A7IR0097p+JQr1+YumVGm9t6pPTNOn7Py1FSsUM1b+I7179prN+8pfmyDtjAFUfNhFYZIvgO5O085xsKAjvHZDUHi7fUm2wl8HnaLGub+hcxr/6xKopSnTl+ElPKBheaCssmau2mWsiknTMM2HWFlbPdWMZwmR/Iy2m3SfSLX7iKMWNOmcdbcNzKP8lv5IZ/SE8lK/B1nTsfI4HDjQnXjlrbGxxnJuayLWkr6fFhvgxsjDE+6Up20qCXw5Dkt6wrIuanw+SvyB0/9Gb0J+YMfaKedc/LQJ7GiHOjWoVxjw9qbqVDNGr8pO61rHvB+NPmx1RYY8OF9r8Sv467jk54DJ3k1SmFwZb3uFnhiqEjW6Gi0xOatPUWcBiqyi5m1ISuQBEhuKrM1FZntNoNTki/PTRbmOiSYdn/qS3qyM8331K6BEovH73BNqeCY1FY9zg9QVq2VQW3L0BmNFgq5Tum+aBdD7NMBzVNSpM2eIQ2QW80b/z+YMFoqQl3sTV+splzLN+Ukk5xT90HMHa0Z7tgWlsjWAeyymJ3N2knCGXgtatYtBdoiFhkXWfb09HNMiMTV4hXFoGS/jJixGzlycgWcmCk6nacc2C4vSIBef5lVTzl9c+jacdvfApI+Qt4NU+UOagd1j0ISWwfMKXQwMki3uiGFY5rxuflaDVMafWuaAyPED6XdC4bPfK78XvlzxFg5mxmrMiD9JuOCLxzgxp5H6AfrDJqEq7UnEVRJQVwNJYYBt3ZRBCn+sCxgqXUVjg5npRTetddvpuXLNvW+dHhYU4DbNliR0v8P4Ii1/i0ghSP2bpcdjm78eGjcCQZwd/+aHkfIMa2o99r2UM3Y8hWbXhL5TXvdaI4wifDjFYWIXmnf06LZnyxIRfb6BZ08QbnjV6P7gfQ1WvFj0baHnmZ5FO62HvaHrsrMLM0vZwzlaPr+O2hn5wL2cQgZuY0OEoLWDXUHEvi8dgHiLAtUIWQQUxRx+TmVDvpiRa9Igj8tO6t2ueqzQuJlZaP//Fq3we84H8vI4yUZcb02NAxzQnkkBY7R1TMdtxFFa/HdP53yn6hV09iyrzbySvYbptDr59Hv7oIdedQ1VskBXF+A7lTzo91WnE7Hr53s1Olz8Yn4akZQzNZQyGQBuJcNoFlTQ8oCmXZQJAyVQMtB4JpKrbU/HGFoFHbHKTsa0x3l2DD3ZMwuM0R8XOs7IRIohSzqICJ76GD3xvILJEF40h//NAnJiBDnvNr+4DcjqLf7874st7Uc9I7vERV4/cBYa/YQ2MQFUmnJ9htU66F+h8PTBrKCx0mI0Tgo/W0T9yi7QNWJekFlmmW2Pq/3hpK+kqNGw4ggXN9ZPVX2djWE6fyHbqe8fUJp5ZajXgZNgwi5SzUkb2ks2xIyNSknS3NPVYDzAdJGt190ysNh2JB5uUZKem3XD4aXkm42nfx9b2Jfvcaq/FNg/hs4oMBPTWWBdux34+l+z/UlFoKjptn/M1/RzqDu4WzX/XGUJO7gnLo550R94MEf3cIKSl22Aj/Otwgzgj+y71hShfTpGNikOfgrEYJYhgnL385S5CWORh53ne34t3dfk/8so6pcFXxhdta/tCmGCSnzvmAwWGhdZpLpfU8LHxoKRNLerKA06+LYfq2UrBpLQqcr8mtOuhWmZMH1XCMfamwa2qTepYg6wvJcfLU9lWsa9dYLw1Hr6yJjfuInbsgLvxA+iZZVH5wH+BFih5CiewDngGj0wvejrbV2eZJf9Ynfn6tjNGQMprzH8GttiSNWH5fCVCKLt15betqoyjcHWwwKLFeUGDVqjnTPxI/WLQyW4DeXuDOZRXuycWwNQicIn+Z4wg1elokDhZv66hV707NVL3l53Rv+oGAJ62UIFES2DHbQZcDRTX9Yty9L9Gd73g9w30j4xcrmfFgiHuBaczlyaE/8ySjo6EISMHYUgD5SRvmu1VIYAFhMGDVs0ujjljJOmJZqcZ+4C6jdee9jIrG23nfWdYVIDhyO4X4IHX3qQh2DgpUugX7b8eKuYTaBcwRDh7xanofcJKtjQ9rcjyfXLmcJXPkCXdC4p/kAMzLytss61weuZfasvaiKUTbc4/+su2YefQTUwWN1lQY05AoQ/yW52iFovKGrJ8dJy/ueQvKm/Tw9S0m6TGfdFCO2s+X3s/NOWEDUlvihjcJZVib2/Vv6RvF7KIZzswpKiZsH3CYreRFTzCnA+jOOHfpHAWJ458xzE5ziKqzaaaPz4uKFl0HhvL9Y3EvyCWPVXWAZNj0M2YgHdikJYGJ2rLi80hWX/J0HTRo1ViGSTa0ti6iVF70l76J/qT8bsxcw7oiWvTd74JaVYfAqo31HZStHH+6XteB+Ogamt2oXcPa/fcQQuTq+JmG4qW9ORI1Tm75foJD6qh9fZ+/wqDf8Ay0olExx2j+Z9/X8BcQ1UyRDuUNk+XTr0yM/+wlxOLM18nJ5jROVr5sn8b6aSdPx7yoGC1tdQv/o7Y+9nFLAvdCmj6crekZF1kNFGUP4TtVwWlz9eFDDZxR8Nyu3cQWu+fOAUhMrUcir0K4Kptsu2n+yL3qdy6wLalLjTvp/uRaFmnxhqfvtyNfuJM++4CXWLY13ZPSvA8Q11OZXChVJA0QjPnGV/KviKBekkHZazUfpM3O5b4VjA804zf0Vp1wA9nN+A/YfWQaU1/iDkTvv381lqUsR436CZLEfhBt7dszEln93GsozCVR0c0r6G+g4dUP4p01MSYTNsiOeXA1OIGoCdnDRGiAT8O9fnwgLxto9pVu1TfTj1j3r+MuT35y7jndey9Ppy0J5Dim9EYj5tGFiBMQa09L3t10cIjZPiCOc3TLBtWZwUpG5bNkLHqddWld00NxekF5CMt+TZlTcF8zesG/rmIfRhaDt+q6U1Y2ho0DATdMoR7L6FsiRXeWJL8MfVwykODk4n5iQ81BnK/IQ3C7h7Q4LFLx7xaO6f79bmp5t5f/GbVItuIR/8pk3ePPCl2xfOjxRKtip1LmBCW1AUuc6jXYYatwPce3cSuhrwzh+KZ9wFn2IyYsn32nhon/Dldy7tfTfC5WlO+FPE+bbXsD8xWIgKjKw90H1D5hkY5SVMOjpnGElxh4oBmzqozNS5OEENVp4QXRo8b4NPCAJoW3o6iU03Xv3MsYJVCXRhTsRuDzt18PvTXnevnN7gM6MDCOImWG93FG3w6+c4g9NBE8LtrKTLOjp70hntGfZ1sT5em2aEDSGqj+M1s7p1NkzsEcSkw6Zr9z7UT37D/2RxJngFUFBypZBiJzSoMT2FIBCXScb41zXGM17en/zkH2jn6eriVWV2ctTr7ERSuX9gaUYrrkKtrmRx/5/xqCDcFIoGCgrq7B4z1S5+/16nTwwJ5ZzDzBsNALSCvG+KQu36MRCXW+XYyMLaixRd+8YJLzQwU85JvRDJuW+hDp+tu453+dIhg4nRBTTV7D050tHjUhZbESqMjVF7TyPgKwzImQA23FjebGzQnEJ45mDAUeG267hrMeRGSiikPXDbmmOBXy+X3AkCUnuX7DqjR5LyJG6QfJRUYSYUxXi3R1cjfqd6dtwBNaUtdLwMwkqhNIYFm790esB9QsyDMqSv11vaiRyOQpsa9bAztkpRjm7LSTfDNS1EndFkcPn6Rrf84fbZ2q17+zLkXWuiku9kzz24+bmTPhjyd3YwdrKSOo1pdwHOXMknaWgVOIcbpukR/6LBGt+i2f/OCcSqeFW92t1bHG6w7SDnljlUo1ShU2gVCUc1ZdweJGfYD5HpdAKoDZZRN6jOl2UQg7Oomqhc730no1zESZ9pcoq6iqiHlANU2F5qims2Qbu0ci1fe6NkWeSx4Vu4gjii4ABbfijOgEKBVzlBnR+4fXBAs85eTRd3d3pr67cDzy7PShRye+ZH080gve45LyfKuzSSLi00MxRD6EL13EQJXZGjhZq8krI9pRgI8lKuUnMxby8AOrW4svIjbbNsv4/oR1+fWW3NUICRuN6sT3omiGBxABr28lSWiqHHRhC1LuQMv4Y073XMwMBMa+HNoaHY0N+Smf8u0Ds70lEZbw62qrRZEk7T5p41czd7s1MBYZd0WrIZTS6nG1ZyR/H9AAe7J2oNySkac5CtkEl0l8PMFNu1H2e2t+x7TUvUd0MbyC514MKDT151Igyu3271s8J6MBbUb632WYl3qi2YFU0ohdo52zTmU/lQA99aMxVJqkVRz0/YhP/XzdDVDrbGd3B6/CSIfi5l07q07K0M+Cgm0mm90DzSY+pBe0YwR76GWhKtzrjqML3FNDYmAh7XA9gb7GAsc19YvoQgt5cJDPM7JirYybyQ/3X953+YOZeVNRRBWEunjdmZxTS6/uaoLPLDEqecQk/834luJgzyP7z926tVFly6XXJZ5uN9vSqkNUwAWo3+OrI/kG4IkQbY7uKDtjJX3Zr95R6SNTlK4DjEMfZctMXy7ltsvEbIH0n0N3fDaOtfCo/pp092G7H7lZVoYr4nmU8Q7veK7taa+N093/F1d+lX4hIFMh60eRf9Ld40uUffylgPZ9/c3BW7Y/XbNGhNzTOxddjvhmm2p2mhy35333z+Gc9K2ly46m5vildFQYKmtyOzbBeE9jaKwPJT8HjANX7rSBo4ECSNlxiPMNpn4B3Ly1CAI5k1zGFLYeWnfk9RDJkfzkH6f/InmVX/fr44vqFS31NQ+Aw1Y/KFifInqgE53U+pl96StkKEAMKcPtyGgscitbEnAobfkwFpo92uKYhzWfd7b40GaXDOlsbgQ+tb6vP9C3VLoPODEETjP3EN4pRaL/ko4tQ63QGmrD1UNcYf2XbQyoPTN0VWNQJ9YcxlgNeOYvj1RMFNC7GEAYV7orq6roZyNQOWTMUvdwxG3Pt2R0e/0gt/+L5fg+jdfXNh8o6J9wUJ7q9149+l3Zxz1a/uUbxhX/f7763NezK7e+n5T0KrXHv39vEYoLPjbe7wTEbAyFilUbh7NvcjIIDjQ7K25f9V8sUBoe2VynbCBOSyFmV3lU1/l8SpJ9pbfMwCctGcYLK3dIKOT3AeQi51yGkb8PLHIZV2AxmMOoLW6lypyFdz2GejkPfMOxFAlVu9aNIg/vOv36597Ray0xv3/dFXupvGKVbf2kRwXG8QrcaQCNN9iXJFVysfhJrDF/IRNojWYk9W5v438ne00Vrxo4sFt33ZOWft+3qB17XWHy+vjxCUuT7vUYPFKxDyEGJYjmOzxdDqxUycPiLStGIHeq6tbcfgYJXeMRNN40GRW+XqxR9NfaGvbq0QKG2dHBVSnVxGflXYLc2kZlm28t73oERWBYWvegtBMPaBHh38dGPInnPWBbmZ6LiN2IPJGsQHIZYHRuty9NvfDKnPLmZaV6eWFqQTPmPPcPhRfBD0zjb14X80AqVJMGVrsX6u5453uZ/62uiURPkLt1R3/aah/LvqFgUStOLixg1BIGiJ6UzCSkqRx0bcOvKqGjGEQP2ISir8PbGc+ZuGlggoR71Au6c1pOQQSunuNi+Tf/77r/zTVq0uAcebDT6XQ7X8kVCaeUoG+1wiYqjROnu2dZWrXF8M17zJypLXy/hlNgY90Xo6HH8LPkJQnFppyaOs5MuKrKl/D3bd/comPKN1MyulYXCqSEnEiYpYn6uOVLqgcENdXfZYE9RbNKoBziqiAMmSNaVZMHthVx5Q/i5oQktympq9WZl0DXpez2644fTvS0vSLiXeRT46LF1rp7aDNkXFSvCKf6fR8QA+HyfSvSSHeCMjWGqIl04AqGFsJIi2Uk9vsgQEGTocKNQD5vVT3d5/rrbxx1SYIOT53ubsRekaNbflMwreykeA9FVQI6+eqlWkNjW8CVkL/IGxZBUnPfq9NbUzjj3BqL4onmEEUuWplHwIOW5dRQGHFFTL8393Lg7tdbO55XkyGN2wnaPek7pG4Krs91o9SmVxdRiiMVL8HxP1DHKXBfxr/016NMXgda4DsNJ94HNG6Cf4i/i7LOyFsqF3LpzbPa9Gefah7g+lqVrr94vNEG5ON27fW81XuxV+kVjIraIvE99azDhxGA/jDFqKoBNbKpYtLaDmLOIt8r6jl89U8z369vqQHk5lGPvIBtYnXw3hoLXEb2K996/ToUylQUqSd3zQ/Q/JnC9EsWNEyr2jlHL6Q4LC5L4098xleTxasLzhIbcl+GQT6XN7olnj41Va7SeJ6n+kroaq7XPJhmRRkpoCas5CjrBBTRqqZUCFmyrug2om4sNb6Ayi8KT1+Ve6a6huz9BuJ8i00S06qJv2nd2fL9uwAnxPAm0eGWapFa0uD4dnBD6FxyCvmB4rqhkdM6SlcRSVb0WFzL76uEyogtgmmWMMlhbhv4qIFUddHUo1KEJjPDbVrf8pXvK4bDytSgKiz9JqhjrP9s/sMjV8smjSavta2vgg4wgElHt1s8YsRnmA6wr/uQxLf4T0McrxFqM/mwdW6tLVUZceXVf91SAkQmTE/IBqMrPIrezoblV0O75qbPcq3vW54CMax3L86Qzqk3b/OPFDvVH9jdBAjqrNi6qbREJdPXf4pH5X1laM14V9EdvzLhlz1Krg94KPWvZK6cH1JkAbktE2pMY5YG3Ly5gwrjXzTQocFi/EkCi3tvR3q+L3qn7dSF7T66M+fYobanST/KI+xaWML7fYqbmf2u1FJjsHMf8P4LhUrpupv7MX9uJ4At95V0bGcJLv6e5IYSXAafLOEKLaZnZRSwgQPeZKDocv+DTXgYWL1LfklQWUniHu/4Z6ncus3zGPRl+8criSEy78H8OFSMNtn47WSFhe4PeMyyU8PmB82t6yang59eP2yvHH4ia+3w7q24I9i8qa3Oq7uZ/ZskDCxpoXpj0E7CwoGBz9vZJWJQtaBuA004sEXCOFYDLc3U+em5NxF3ZNhTR7bGHLXK0TGy88hJ/Bmnmu0vdLdP8Ny48oPe6Pe9w5xs4llPsCBX2vnO1zu5WqW+ihhyKY4nq4/Pp+8cob1/viZaIemmK59cktCd6PMi/gGPFvweK7q59VLoxFHHPexWYGBDZ/3c3AZ+e5AxUvokpdr4A7ITyUNPayrlYWt+h0v+MOCn4YrHJ+wLItkOr4o1fJ86NTTflQ290S337lzuKC7+T2G91YT0K5Yt8ldwQXs0GzZVj45wFqGXRsb6WwAf9sMQdmfQId8WbziC7hJDW7GLGpVJiBb76TDVbEN10LqD8cDAo+8NBa3LTMoeDg01lGyf4pIw+roLiM8sSWSbjsyKC5Uj1GXC+WIgspAehYVeREVJn6ruh5atPTt1Lr/B+C2ZqnZr2vba7SGzd4Vjja8NEunY4KHILd16zAkPZ6kBXFd91EyqlLl1svnb6XCjxPkY8lRXiee3O+/nPctmz8fHxBSZdqGW2UTbDV5F/DYHGclLM57SXG/2pUKtHAZK/cGCzB5b7vDfi1icF8hkHDqJi7ns4h5w6gPoLq960noD93aTRhdzlJbWEtyTQLg1jTm6JOFEikFcdw/JzwTaGksE4Nz9niWZKKRec3vTUl29knz1pwDPoegdNjHT0BJv4TFI8Sep6A1OEv5bn6N6ISiwzUn9Kb1nBV0Kgqf90OIq0MW+5d6YgD+681eW+HZpMmFbYIzCezn/vRaPeonsRwG7zIJptMg+oFFR2UBRO/ISjilKs2xvSecPL0FcL/Q00Kb5xBaNOK1URbsSqjeO9o89LW4+fR03aTJlMqMk8qaTtNAgkmRmk7QMa/6MtIFM7PSX6+JE9sD0A5M386R0DjFKG2VY9hKFkU1Z2kzUpNo7aQkmuHBJh4/xyS9UxEGxuirYG/k7DegR7bLJbhJEsD7GvOT9LKg0999ofuMNXCz67RA5NHJFlyUE0dlc6IHBvkOc5axWQ3TRCt97jq+fvo/2sGtW9ZGX/MFZSviC/Nhrm//XDlT8n8mEwQwaOMoPsjM1zbPnDj6XopxSuYG1czLY9cZNukzT2x2rfrcBtqHrIGPQTPWu8sOG7dyqcjv/hH9MDo3vMIqvzr+y3QUz4jhhevfoXtOkNqmAZYYD5xNRqZnKO2wZRlWTXr4O8rp7rHfl6/WWsHvEUYmn7QbjO4JJrfF/bcooIb32lu9fpoc+AofU493n51gZNt8Xuz7DCqb2AacRnGnKcPKUewv6XfpxDF1mEvgvURne3kQUx5fHjD6mTSR+93y9e92HJSI8sRrtKxv6Ld8Ef0vxX8Xi3yRXGFNhH/CjWC1cqRDezHBi6n6DRz4c8ofaKvE9agwW/ctNhBrkvNLMIySNlvyJiBmfeljeuZBxt1gAx9AU7dcpe+IGcr8UqqO1trrJxV97J+LRFr+kxRa/SurYB9gaf2Q2T7pHae4DyDALujOaqrYC5uPn6873tB0MT2XM0aVaY69caJ9pSwv83flj7gnuZtM1bQNp5iPqRCzGviCKDZ1U8b2P6xwLTWvStnUM31h5RiLovE80mqoWey6s9Pxfkx0+Yorhy5Qk8OAql+Sfdne2GLqNn/yIUiDp/5ZhpNKQOfQjk/yxWxZylNXgrKK8bqgX/6eK3cobH47PyRoPfFDCbTw2cx0mvhzPq9gUHDpX0HtbGkZDN+rMYegn7OjzsSpGGd8pPzRK5U2ES/YBw+mvTcA78e9yno4ZjFwcNrscf3KA9NEtCRiWJUDnb5I5u5QlyuIfZfNcyXj8B6dRc+dikmsaos6Vfv30E2cjryD5Y/dvt1DVT8OA+dZ3F2dKdw4qc8gSv0B2GeT67AMC0KnpW5umaB12KCcDYUVViya/LP3KND7Icqxfw1lI8kLAXk+Uj8YlWglDW26aI2BYMCHrEHNfwU3Q4GeTUBfeHUZPvk1Pa0GPoB73l2H5LqqJLz3MtYGkvyz3WXUBejxdqc2SfM18D9PNtrxjncWzrXOZVNvRt8phcfZCf2wHGlwcAE6m6LjH6AW9ourWU94HlIZOn/UJ/872oNtlQvMaYQp3RoYe/Uicc088rOUS/+S23bzjlsxJ9nk6OuF/g/Ppj5HSfxGHqGpiT8c6ppb5RT3/8UxLbVPS9QpxUHPH19TZURTLA2AGdld3XQjlMg+szXiThN4FJOG5yXh0TYPqas0sxNTSbBXFoKC1GvyccPSEKCAv4TmVdJytS1O3UGGLDaX7FFPRwj3/5KAY/i3iRpenx+c0huwEL7CyFSJ7FMNO5iAxjCgmqBABoeljIqBr3qtYqJVN9X/z8T2nnecfxLFHVnMAzz4zFFRq/pVLtTkz+XXn4xPw5tzuItMjpRpv4TQ3ZBv6P+vkdNDs0s+nvUix3LP0/GyuWJ/eiWk+3odJt1ZzhvQMX33tyaEqGL9BxOmsPJXX0agfT3zzMf/U9/SmA1KUYqboPTlI3Vn4peZ0P6IyLmJKzedbNT7LxgKbePu8uX5RrQkZcirH4uxuxscxr9HLuURJUVTwfBvqMPAFvwTiOLPLfzru3kPmG+qq+q8BWJrhPiA8sWjcyRMv/k49o1srJAoLbFBp5IGJ8AgKfnDTS/CjgxvVBOFoRkofG+yG6fjKDCJoaqG/O4IqJN7tFK4z5CTnopqFnMHqRXx1T6rlZU8aVBhq9VvHYWMgiH5wWWZmaXkWoZuTn7FZZbVpPgRaC8I0U04hQL3+yyJ0mTjCsTKP1FpQQiXTaKnrIdHpvfhOpHXS5TGtpl9ybt7XeKSn8L4/0Mex64eZ660GF8XT84vLmNUe6XPrD1Ncvbw87p1U/nrqe8VoK9H2yRHFuZSRz+OftgdsHE91wZatlvcqb9X3vNtTXG+t5z8v6W4luEh+0haVJtj58yI23f7l9c6caC3C1YfVAbA0H732HiX+ZhlhePL0MUos24is3MuEuIc1pmvifkWcTDdh6G+PdQs895VLFnhsZC8HuQ15UJpgmR0H9RnCp+wDpkZXA0O3r3LYJP5FBHZ4g/LG4BBduxkq3G6gQNdMzfSnks55CXkN6diGB/g8D+uqqsa+7ZOMDccLVcT0qRPvhwf+HAHwtVGaZN4NdeTCk5/QsbZ2zvL06eN/V6Y+9ECee1bsPlzsvfVETeRV2tis3a9UyMypt7djF7ZsIDc39EtyfFIdEVtmq+OLc2sp/RY+mevz+4DDax2QHaWgE2+555jpy1P8MVxxZtYlQt/XvpleLEwwIy/g78rFCJMc0Lue9LR/CnmUoBuznWbvJUxlI9LCuIKI57S0ZquTuUBBxC21mFK/HrWWou8evkuOTpyVuLkOxayujKDSadNzfZoBH4KUJFZP1y+PXi6ohy6N47ZI86EhiyPHUmOzG4gBJG5S6fDk9kG7pEe2osLEpUXocxXuhR3fr1nYQE81Yke9WM9vBuCudat0ncyLChLi0tKMkyEJ/4zOGOhzUgwUD2zd3xxP2IF/kASeOYghEY0ZhkfMeYVXe4V8Kl2JiFbBM14fAyUL/+5RKD2v8BZz+RpH01AMW0vCLFv11PNXTlG2Kev7gIs40zLjNhSPMlEVcSOsmagV0dxiXdd48ZtQs0pDRI6GG2gndcILhnd/mhEkfd9tFwRfnp2QZgLp7lS18HxaT0tXz0mr3LKcvKVET0foVvIEoTqtKIBeIvebfDPb5ehhtSxTuWM7ptcPJZB6jZ1hS5x9AH+9kWqM/sF5rI9typB9G6W16dWRue2Ti97z8bz50EfmNXRRSiQQm335LnQAeiGdKpQEhVZ83dQR503xsWJYcT7pebH0IWIVVtMFNf2YbX3zJ38RtwJlGA2lsc5OT51OruBOCEyoF//+Nl+/SVh9f/9h2m7oUoz82sQ4CrO0D5DtmrANQYEDOCc1dWuVNUajqdVZDPsXEKEJobemP4++s1kpqtmS/GxkpXDGq5t7jHmkhW8aI4K4TfcvLUvBwCt59Q1GTfCfLDiJ+WTN5tFmvRgzUz/X+pogR722fMM4iTsymZcKeu/2Uva4pLLJ7f7/3trjelhAOIkrHtkCFIBwr3Mbe9kW+Y5Sckr2DyrJnm/ElGIzPlF2XrfPOtrnepy8oEn5dTqma4Ct/od7cZG8DHyPsJq0cHkgcENZRztCdWtkwjt/5HQSZexq/pEw6SbLWYNn5HuBfg9Tqrn4fQBw6ac0aSibAyyuZ2tiDthPA2Ogad8aSL1JlF/QZkhL/W0fwa7HBM+hvV4VjpvKjbbz4eL2QPejz6xrvr2U7n67kcbcho2ETdoW0AKnn1SnQKcwMo5wUNOEeMh1DDOnjZ+qtpoxWlCZMo0NyVguHoiRqbpR+au87Sx30cHUc88g5jLGTdVjl3vVfCODlfas8GOfzSL3FYr1wjlup7/JQBihzUxk6SPO0P1LjPrbiJcahtYpzbYvZkD2iwzfp+XYzZHOFJO/hOWws0FnXAVL3gta5bIlmDZoHuJxuHujBcq3sCByCwSVXTfXUHcKelhiofp4zchbbKqSZ5KevlyYm2Q9u8UWJXUTV5dDlLTG1wj7AJmNkQBWzymaVZNV1IG5JaDEEibrgYcNad+PzIIg/eAumP5HIzH3tC7QLYWsxbXhDoW+8cSr9UKxF12h9MnMR5PaK13f4MKNiwZFZY6L/zBR5vUhL1ma2LcqaC/06aP/GB36kM/+kK0xtvJ1DyeSJ3qzxvzxzia4H4/Sjb/xCq3DRW9zPH/xh4PPrCAFENdo8++2mpUgxLN9q9gM2zRJ8mU5+w/VAMko6y9ncCRD0dz5Kx2/QVU3W42uKrmK/N/cK+hpWkuPyJKt3Z5W+Des4BL3Qroh60HRnGqml5BP+ry75M+LNweE4zbbLB8LBJOnDa4uOJbopMZRocd/eQYXRE48TrMUUnjtGeB7TLhZuF4ZctmDmsj7oeRP1EiOw+moQ/SEFQwrgJnMyODkaPIfHmGip5DhQbnwMPvelw5EJU5Bu93DxbRAsfwVJnzx7k/lHu9z77wzXnyorKxWWiWFZ11roDtHBoqVimIl5mKDLmYUKVavK+bdLqm88MKspELPJlwxhudu6ov6hPnftbRH7SRRlMc+IHIPug8II8h8hV+agrWMUqL2nIbe6R0qg+gM1r9ummx3ufrUoTV/VKP0n30AhKATVtoYB+IhJO4doyU31SVEbnktj3utdJUxY3ZxFneVXqrwVVUqWDeVvCJ1RVzOUQufeEj8O44V8Vm8pL+6U28MVpkrqb+EzdahtKWpNYfq4VKzgi/r7o76y8+AmVf2AasVVKsREJWb4VLAdq9kovJ7pkLQAmOQ5snU4ukO6CpUkde/0OqVS4gAHg/WETVwff54Azz3Y9d4MpItOj0Ne8+VJoPhO9PKMmcQFsRenL7QNMOJrvgr+Lz4UKXjYuW4M45tS49NyvESnl2fiNrwHgvN4PJeogVS21vWyZ7UrilME1gMYXJANT2T2rGIMz7Y3ZUVb7+M4uVuYGfQGuZixKEWb0SerxLA7NuTFyT5RXC5cdv6CGbKuJWP34Tz2eDiqAdQCDUFBpkGSjJV8vrL/Er9xiYeMJxlPMj2Zg8yXMU2fh2uN2MJ3Ph0NHd6VQe3DyhwF8Nxl2KJ5JHj6uPgeoqV/i0IMet1agYRTKKQJktItCfgBJnyg+hYT8NOMVFtzucslMxpEYlUJ7Ehrqgbo1whdWkJdOtZfUPErgv2vX69WZXZVxkNo+OPQgKJvPuAt5XIP8izTFI2XL51H3DGQMAz8BXiUTnTvKgjn1n8MOwxoTa9Qy3jSURHySmVoqqX6OMucSW1P8afirPFcrg8pnQrRjwd09rzvnqRNt9yDQSHmf5hq0wtAw91UdVELI7hRjLJE1Mzxztn82ozfEfbZa8bnt21nHYU++82YjtQBNX4AMs/egr8FvzyT8m2Bs0ToZ9h95h+FntF5V+669duhuzrxE4XAdd9QLYQ4tdU0bPZUkW7gPF+8kTva6fd9rHexe4eRY9bgrG9Fn0jKrqUpB7L6pR5ZPVMLOGj1YEJgqDJzXbMR/uAY/LMQzQaHG1B2wkjgHOYYQ+HvhFiZDnFeq8hg+l+PEplLr6+wYCTP2qf1egdfH8y8wDsEFC6VzsJWx07rQ8h3LnUjI4Z2pN+h3bBV4dYXB5xcAKB5hQNQ0ke/mdmagEw703QPqDa6ofMIbV4vUusO8vck3S7eLYX7WK7DbrZ0T2ylG97e3TCKFHvFYh/u5JdXJ70jeelwqHEX6jGqyR32HnESabkNEwc8aBv1W89mnQOAS5k3x7a0uXJyfSzqxXMI6ZX0pL0tGhN70fIrmqbgptJ8R/SDJaE7TZTTDrF1hWPaVAMC8h2dXUbG96zMqDLFmb7gPG5VwfqCO+3m/YDSHPkj3E+zKnkXluQESIKM9sf0DBshXTtCL3rbgZ5Xx9kCQ0o/nEbUKiuS/o9NfvpaZTzs6WXgmHln0ZnMAfm4m3IQba4V5GDKEGEYg6z+cAuNO8DeMkHGurgKK96c/LChDxhwNXekXpSHl9vCpUVJK1XToBMbk6m7xrwvwWLGigzE5qBtA9sRWZCPryHmtYC9ZoOjJpNvvNxMUui/8WfbRV10z73epuHS4ds/kj6N88hUp53LKMmU+rU2vmPwPFTARWl3N8kQYS+djN4pBzu2TZkX1NZJX1xwKUBl6rrmtwt99vhqAWruOfi/aWfX19mSU7EFUPcRAs48MLZZUVHvTqnev+GkRiCIwOcgIKexNxfNIAGEEulk+k7jL+cWpK7VQz4FEGxlKnEsKobIKotbzADjZLaW5wvwFXK5HGpC7jGEA23BFflQ4a+NQlp5xMqUa6snridLJGBnnZ93SnbzDLeco0Z2sUcVIgHY/T4g+6go6oKlPrwoy7n54j8nFL2cxaI2weW4h6CN/UzVOhGafyNJLEeqnkxhHgR7mw0kGTOs4rIfR5w+Jr68Y6fTYlgKLIDLMNVZnsTB6eZaTR+R6bKGfR5i+cqB0ZbI9OX9eQTcdvaRTlC/83jJOZv+vtJauF4E2J0UxcVmcoHdPZxG4ups1SBuu0D3jibsks7e8yY9XRtC6YSLadl4vrg0/Zc+COzukG1L/72KlMQV3nu4Yha0ognpWVoH3BSgyQA/71hyn5C/Sk3qMl7/yMuK75frm4EdIWXVfM4aieFX9Y2YLZck+QBfJd60DHEw8zRH/hkfVzB+y3J1VOQD+xexe76JvuQf3fZSvIMO+abIvjo5FyyF9XcuI/tNbXsgSUJLa61xuG2TIrl5QWIrkKCc4aXAaaSRZMzPAUY/X1APYydkbEPgDYw+kYrvzv+wQeB9wGKs/uAUe5qgHE3hWbx37h3KamNRLZiRDPdp3uikWdr6Jgw4hXPdO1whKYew9bxQ69szBHBmKM8Kk0lcTdvCKxuxLUPLViNplHjq2hAhjKzdtrqTI9UGWmK//gSeSJDOVG5SKob96XqvsNZga6G43eW1MGiyA4Zmhkmch+A7Yk5gJYO5E2EjPD4U0TQX/913qW9/DStzCL9r28bp2oqCYcuanUrwH75vHhdcuYfr61LVHSzlPA0sGldEK7dYvuS1Uy82rfmF2r51w1u0VraYiFSEXm3pNb4ecqF97Q7JZ5Gvj/6rQMKF++t+00fEEzALmF72a3X7PHitNsVpcbHqVlmOb1+uOqNvkEDncGD4PBHrdPRjOP9aaDq6grmYt6SeJZ6Nb5/amP7ijxtA9xeXlffVHzrkmDNz5sKdOdelguyFy1JPMEMM8QzH7FuURCwchI+yZzVBTsPQUpzu1Lsj73Pmzpu8SO59ubZCwwMGuV+QHxEZU4xEAaOIN6AhXOvMI1p9xj2vdtWfEytoVbP54N6VoU9pyCr/6TOjid1StqfjIeAEROelbMO1ZxM1m32cRpp9R7NroXEj/DK3wd4we1aB4Ug5MyCdNrnF8h6p5Ouz27Lfnx78qhf2ZenH0khho5rNuYWGYiidagyG7tpfPHczcK+UoLL2Y71dRU3RdzO7LZVB/ok4vYBNI2yfZji9NGpyH+5stw2Z0Uao5hu5+CkZILtJyp6pE/kaXg+HhtTzKuev958TnVdNl6xvfvqkXRWINV99RWtYBIfvQ+o0HOh606tv9tGK6oiG0uY8b+bljtfNLpuzCaCIFeHbzaSQ5VmZZiKYLaw5AFZVkSuatMjW1BC27cMrixpH242pV1qCQ2xS9oHtKhMbUcl53YJz4CiFB86mvxk3TNtiOwEbGPIPdyTmyxt5LiMWA69pxUVIYF6r/dELFMsKW1IInNLEpodJCXcFeGXEJF6r95n+ovQbcCVkbunJPDFIR6DMeSlul18ndkODBkY4qDaXVBMTDfIWEjpg+YtcPk4eORphCFdPyv6v0twpNOa417WyZ3Y8n7CExd/fz/mJe9XuXmfJqUB+kqTau8pNBBFDLMKpt/iivRMgc8yeX/ocONonUOG9fiBAiisRfu6p7idnVZ33iJ+KOlT6h9QiWcWKMjXwLcqsF/mMHAyHFUZudJF971Hn3+D5Ic4S9NhEQXajj45Z4oKTRiVoq7Komvn+Dt/XfsR7zUDHO1huNBfNrBuc//YGggwlegnWoIZ9VTMiWU0P0wD5NUtb+Rk1m9RI24z5ik2RA56KwaK/eSadavD+Esm5uLfmwMBr141rO928s6v1S4MsistF14Npd9wBM375XKdN+LGudIeuKJeVONF4GS5zPl9gCc4GnmKZpxA0J3cB6i3OiZE5XIHCVj68eTAV5ACZ4vzieTcOmUxdcKRjriPT6NPONjeCryvN82IPaildu4f7nECM+e7R91Kah3qHfLKOFPSqiJy8iKudDG7V/NduakMKIIOza09yXp36s3MB2UXvgvt+ajGy/uAlyH8I0fawGc0ZKJkqoZWRWH0gnu4ganktkAJTnuUnkQlpUthJ2m0/G9BdbVDeS0ESk0ZvvKPqwta/wBtJz8BJYiy3B/B+GgfAoiObzZQYSbSXwAlnyI0+ynmST333663Cj7d7StJtbFifFK5XeM9doNH/pzN12/kx6uO6QtYWI5PrtAy+wt5a3DVxwA23pMRqJRH1qtC7dmppQ6uhMoceLbfHIKBEtuPg2f709rb63C/q3I9pE9X0qUy2/JoOTbMoMLoeULq8UeQ0FcaSXfFrkffOWVfzj0CRqp721jd6cD0oIaFJ63i9E4ciCo4s7t4aYhyngCealD/ke4ekU2HtTjd6Bv21E6kjFn+Gbbw8oLytVa2LUz9PRuR2HwNeJlz0m9ToGjBiO+KFm1gnj+6CLXoO0vi1MNS8GNdXPBAwv3pfUCuEYf7lxs46tKCcuWPDqa0Y97toMTcs0CjqHO7O87ivd9qrpNBEFOFWNegh6d3LhfrJd3UfdCkqSt/jBhKt/pveZ4+WmCEppQziyHSa9tlhkvdmEqbzv/0q6ItfPgNQ9ryELWhnXGBtlZEy2GEyBxfm002oQObdR00VLSW/LSvBOZ/8+vXPLlzTPjKv3cVHiJNXVJvwE9PgKnrIyGMXrpxc4PVPTTjPVMthJNTYO4i30HLmhNHIwx5Xlo8fndJL+Xucbjz33j59OvJ39jEVW5AA460GbQ7thhZxUhFb+ruVKOVQFN4y+oKigeF9tB94CD5H5sZGclNvMIykT3TPUyjNNuJa9URM44czE+p27xzQXruuhYIOj2Me4rOskCc4qRgiOrwBIY+rRv/xm9cTuo1dU7tPWPjd3Xlu8tNin07Yhwq3blxijQMbCOj2IKaKHfeBuOm9vawKT/iCZaftvA+wDW0ZBhX2TF3lrCupCA0YbviPrMKBiJCDnrgLnKQIol6Jol+Fxy5Cp3iWK1ypSt717BBXKlh8mJlFCGTxqm+4HMfVS/rKgi7efT7zHSBcGeF6F+ZcM2OUHzmOiPrC5q20s5belV6NBCJZN2ljINh3HPS8wdV8/LgD+LUVsJYV+D+iFuYRccTBwZCIj5zqucIaFzO6ZMP5tIbxXoPeynaqPGVAMWA1I2BzQuicyQ8hS06sTO53qhycbTJ8cTqsVx41lCbtHSf2nb9elgdVoscXrVU/ce5xOqVKzTdPOpBsVD7pq5Jttqn0kAwzQ41UrcPoGqvBE4a9hGk1GII0CmUGNPsrFvfVjupoQLr5PsgdTf7aoRhGPS7qfwzvvLj3semfx1kJhdYxcihRR6I3HeBP6QlmP3Ty5h4GTGE0rR7eUW/wgBBfeqcH8e2yemuey0gQzRTbtPebMLBDfrmtueFnO2o5YJqc2LM43Tw1OzHMTTodYOQl27H83VgtM1rFNUzO8Sf8LyLvFrqhO4j4dJWR0Jo2gzQH6SChzNf0lp/i02JGn+s3h23ySvY+0k8Too13KGNltfH36sldboeq3wY7o0IO2hq24OQtiLuczBc+QPnzmcgDy+Ycm6gSh2XMn7wd55GnlgmZ9UHwmQ9tsXr+leFjSoq4W9OTnjxjB7S0v6JzD74NWkBLUC4x1JdrJ44SkuhvFeOjPZ2pzuVpeRA0n83wHKMnE1n+0o1NUNuwe6V3LlfOKN0y1BVBBPx311Ug8NdKJYds5lKDCtF9hMl+y7ROPlvypgwantznHZTF+ZXeNZvKmUltTqm25OI8G46bPJZvPvqN89rcTo4RbXIJ+7947ZenRvV5C5MXWm+oqYZWq2VQqz2HO+zwzH2AcIGkZxS0mS2NbebeHGIoC7TBEuYuEiq6I3POYOfQh0a8yTfVH7/mDeFM5J4cjdHL+Gu0gxweJp7SpYOZGzSElYq/ItGuL1ZkvWDKWp6DsULaD63atog5mZzO3CU6+GC1XUWFypuVQg81itkT000iOJUI8/C23+AZXDr5COP8XR8AuLSJP/hp/DAJufDNL73aemt42s5F0Cs+lhfOZU/vFLZbTEgjzOz9y64zKNpVmjmJf6WnoPQAFAuKOEuahx4aj3eQBTusSCtTVud2XB28HLUbIEp2TfUdcwqDvjGvkh6e+o5PijLUfGsxe58n/Wul9267UOfIRzjdVyYIF4ZmIoCBmTgS8eSSE+g8hd7MAgvFhRxjgml1o/ztoDFDc4uSMx9oup269rQLeJKx3NSTouZ5H7UESopOHrmrPS27xRm1Z+WM60dHRF7QIjR/60mZFeChV4r7yUYu4e+dgETuE9t1KHnzt380Q1Hta8zZSNX8lg2CI8hriycNXX8MxV4lpltPzewfQ4HNVJ/TW/58G1jusZ+SLAtbNb6i+tMkuXQSsFBIfpzMoAv+GOa2/YBp7jiEKIA3Yxs/kxtdVtyMeNnms+WkvLvd1LFbP3wqyA1r4a6QPws6scTNdT4zjJ5H5BJEv7MwaA8rciBDHgtnRStgY6Q+T/Mvfc/m1/8N57uqhY1i6KtVbtVo7XSZRdVW5DWjjRStSsStWcVRUvRmkVJkUitpHYVVTMVM1HUToxIJeL2vv+D7+P7vb+f+4fX9fN1rvN6Pce5zjmv48p6h1VKghlBSbsdolUac6t++gvGir+qopOEL/hFrL3nWhToQnZJ8OC1kIckelxyv6QZTIEeAKI0HGeiNpTVuI/nBo4FTOkKu19f1ny4Fmka7f6KtHB11/CmjM0Wq7z5zeF4f1tQcCwBC4p50QcWUmOGG+UF5Aab1OudoE7Xb/kgdTM5eGZ8ggef8pA+cqpp1KRM0DFlVz8EEmoPAN8sUiXqFleZNC8yvEPlvD3LnAqPwzg8xV8MeVunmYA1lcFm6ucXnSntkY0731UnN6Xx3O5WNcT6zbVMn/Bq0y7m6kYYTDbQYxAM0bPfNrie98IPzK1eslvpyOx0mNppxM4FscVocJZgLmU9m3IA4EC5s3xxI81Cn/6mMw4tnPTX/axmMyh3zLY/p27mASCTvqh5bcroVbl8bZugsNOPoBg45gDwJDUZqb7/BQNMIClX0XKY1mMsWd0UjMqpNmdT8kIJuWn8suZ1Y/X6j4E3nPWl4Hyhz+/X1C5qtycjnVn/CWxX9i8wtuDbwJnJGWSfxPnPG9uoiGkJqmAEXJl1VsrZfEghkih0fjndOMyNL3SpkzBePVLpS/rxEWUCfEwQYeAONWnXAKmOotlBiGFrMjxz1rHksWG1FJOrKtVYK644mA/vkOktGVxTqPTtxC8mf7SjYdXChh8f8cRhUuiLuHD5q53VOL9R6Yqgm8NvSjifDhHQiiCLkmoS3LPIt3HfkHkFEfh1vwgJ8MbLjijBFNXrlMYyqxwdtVtaqks8ApXy/vjdiOi67nf8o+nZzImcOuYDiLh0Ntnl42eGMtsUKBTiKazuLM8h41EzKp3CGf5qCXD549tjwrCSuWmxa8sKEvQrDOBnFu/+e0yVSkdiWkiBDX6k2bDqjtgAyQ2DH9lYV+eM53UCrFzMVrrw+ORsxG5VAcmNov/fqdvoxgL6iYxl9rWxyxnm1Ol3ogLQ/bv3n5ypAyC+vmFt/rhjX2To30bU0CRdHRhHOCvBkwqdxRuVk5faN7USgLH7cOoM2mZ94zeRcZnm9YCxQ/VqQ94cxIlJdonolmI9CBunfS8bP5RA3OwPVO9A9kucLNzPQ3lZHGEc5cxuSWp1kaj5NUYe6PejQwPiQg8AYZ4okbWVMt7yimFrvGjTC/C9nNQbZUK6q2gU44g+v+3Jj/+n1sj/j4RAH8uI1kKMyTatGVqTxI/trBRBPC5W2154liKV8cPwitp92ZdZbiLuQmcBW15m+ohsahOdQsTfQNhltE/zDSIvQYME9+YXY2VpRJZk0KlWVR+NyzHLUpwv1I3IDq7pU75OOkdR2Ygo340SpChjqjmY3O6vmwvJSSnpqLejm13KWMWdv273cPbc95AAV36Mb7KNP4bTOmcZvbnBQLcE24mndG4H/aPvDLKGQWWwvUNiYigUsARQbRJUM+7xlQ7HeBp35AwlWSTAMTuOpVDl8rZkbE7TmO+NvkfQEcRwpg7/xlDzisUhnEUgOcDsyRfBkRmU3dZdhlfwLGrNi2hlc/JJdTj2ieAVsGZva0Q2Rx3ScLqbv1z9kQ/PaD2xX1ZlEO2seYbQlKqzDaa6Euh/9pX3bmyfTKSCSXH03yNAD3TKoV8BHQBipm/RJF42hyFydAeSAy7YPcRR1z+qVYp9ttOoWf+6WeLZ+l65Q/pUHyj1ASOKttJKOIOAHpIJV0hSxwuXNDTiNiHjAXUtpuNrge3XV6fy7ye8yKvpMnaLOV646P9JWW/bOtuud2vYwtmmqTRn8EN24yoTPD99AJBFjgX/XvmEziTMloOpj4RRj1EAhk9vmws/npFN8+rWeh+Ev0j1zIX6h4Z+mri/Ir0/mDh2y4unFd78jldOo8lw85qUnSwVyD7DR1GZaKe3w88hZNnjVFw0W/ACiCKGTkKIhpYsAyF59+55zDsrPj+RfjJLP/B8D//r+30Z9zR+WbUYegdD/jkS4T3OCrvD4UfL1uf6VbLz6C7onyRofRkJY2m9cwDgsQ+xuNsyqm46Yab5YPhxWGVTb3nWBaUn+oqbRqt3K+QjTXkBgAxjTObvIdi40FV0HIH871DsYoGMq3op1DITBprqZUm1/Ui2LO+h3ETYweTr0dJ/I2fMY63TPqZNaWor31MWAiLsStgDBbiTNbRDsTqnGd+fGv2R4UadXt81qR1ZC5TN2t9QPCaKbcB52MVfnXiTeTkg4FlhSL527Lt+g+x61LkSlTdiBXO1KwFjyX5Jb/ZzpmngWwro9vU6fN+eYyJri4E+fKfeITwXqlWpWZdm2hmsd56K6ioQY2lmd7EvULF/hIj1ItH5Dt5C1+VrUpLuNSA65RZeEi7472Sv3mHa/y2oR6+OkwkS3vAXNJ+g11XjBfr4oYw15AP4tVjtr0OG0Tde1577/u3ZWiQ02NzE5jLr1cDYJjgqyaI+r6+lGMaB0qtct6CZr+BbUh0LExVU2/7He4r+/xhfwUmWUwyvjhenktaeKu8YBVz38yoHOd4fnuJUSFXsUbt+VUmhW4qnJgXpmWxa42KWhgvUByCvs7j236rBY8DYU+0tkreH8BJLbBlGMA3uSMvb7Tx3o1MrnF1HgXNN9n56oCZQE+s1+qfRL6TG2HuMIuAtFegV3I7EsoQHd04H9Ls5jCpOPCDQbItJlb+bYsOust7CyCnf5/o3H8d/56/9nEx2iDgbJnK1bN3KOtsMeBptUVtfO9PET1Q3tgnDobostjKm9wV7xI8cZtHN/RyEJPMRuwPIq6Mwp+TP5tnnthq65+NyOfG70yQka2yzqv2my+eTXbNBnp0h4NVz5LH9WqAvWpQ95BdiZ/MLKXRnlikRd6hFu7BlLSndCbOguJbmsRPFn9D8qka/ujlvTl0x6Lt94jbzZ6LctIBuWVVzrrnSP2ZVp1LmxCiJaFk+SLfA47OT08H0bdcJonsmlnBYOpprcjT/2QmGfzv4JJJzGczHcps77ydWXx4WLlhATj0X+uSGRone3DWJmx6Jan0fxWxGY54X1Hix+FxQ0WAhOF4d4UaDMBqYd6D1XWPOL0zhdUsuAtgnUWV/x6LToAArbPFA7vXpPrs+D3Tlp0LxlQXQCtp9T5nkPb3mrAnjyPzT4EKCTFWjK7dJS9rOTizCoXrKZklRCUkHAMiAMMNu1jaTZuiw/4UV5lY6KcG3lC85ErDCHbv31OytdAMh/Bdoaf3vpnq0/MKC/oLOqseeKZuDm3mJcQCgX2NwUNDnWBbws1AX9VHEk08rL+KStivLS77SGr76XVkWSvse0ao3dGUzM0/giXPxmb3GxKvT753sbOD6AavZZofi8N2KAkmnuo7+SnMJnbcGAztPETK9cRnZC+iOAYZ6Kh3BqKRpd7AVRhAQ2pDoAUAAKpQz2qeRLx8rCg319QrNv/kahKipvHWGQwqgarzQgmNzMA81tzvD5vDZP9LsUR4i+YgRR8mivcrJQX70oIS7iJnLuSY3HU95YBkB8rNqqH9t8MIT31L4RqguTlpXDfdjjBWjgnQaJoJYG6g+litttxUcz5bcf8uCzSbonUDcH2bLs3/nKw6ruJtptz/R0aQOt2e9iL5GcgA7dyByQ5VWlRwfxW2YBm/G/qvcJlDKVv3Juai4AjHlZtHiA4A7o3dO+aV6aU3ouclZH03jsh4vmFyqv+HFl2fKQ+bOttoFUYrEp/S9XNIr47LEdsw1V3o9+PEmCnaVwU8brQJWDGr//qsazlnDbZF676cbsYrG9DQQd6kbLNEa8gCAdYeqXFeEAB/q26VDf3ej9Zr37j2rGzrcbnB68TMR1XpqT6DiK0n91AiOQ0M0nBqFPJ1NLmiTOMPwhWQtwLn/0nOeZsivOTheeKT6Leh4NUpk6Wp1I/b94qMix/7Sfd4gF9yb3HD4H//h4o9nAuYwfLj95lG2bfIjZ8Ud4t3Eq5/N7v5PQ9r/QHCL7BcD4dyxEnVclU9KQ3K78wFDgZVVJm0/wzVtaLqlecHQEyNLQqQHzzXWEkWDLx3lZ7VXeSCkDwsxnSXO6KV1d4ifHMRLsdQIIwE9Tz8MZ/V2jtlZrcD9zr/+fK1oXdpoIkbReHvJeXdN6ABwej67naEOFwx5NdFG4o7dAYl5UvYW7ClxgS19zw35btC2vp8HSFxXPLqp74rs19KnYyncYoxNdhvTxOLico1xyfj0BBY74hiIxdhSdQavcYv+WFFrvahQYSbSWFR5VQ4q1N+YcWgjYZzKjVO9Awb0X/LewyA1/AHgxaEma8aa7M58aWT0kCu5E8emTzeMSmJo+jvvCLW1DYlGKMzlR639zcmFt0i6DWlXPL3bLz/7OJLXlMrz2xFa3+iEG/NbDv7S6w/z3rqaT7maDFWMfzf5I9Y+iuda6f2fmmcPBUq3hPjyHjw+IFyojX2koEv8qjZ6FQ0vYsokfchDc5NkWzxc0dg/YPkp9/eV7yuKhPhYQoyz00fGVHQsKGbWIXUUQezRiWXHcSxT8frdsmeYWpzyAcADYysVv9tU024qVa057Fi8j3ImyG7h3HXFWvRcCDkrFUPTNO7uVBLclCFEKeDwrl1q/NlQwahYvkN3ljVrGpGtqY3RtAiXsv3Sr/Im+Vdn3ltVp46SN9efmJJl1zg+sfwZqUjErZJYqnL6JmQ3ey8lb/0dErcUSeMMe1v0+sLPX9bdNdEfs2CDzeqLQMGABpb+3AwPROKkzr2Kss7cKVsZIuJhjxj7Hfl7Glev6QHg+gM4v+UDRyWtyeLOeQfO2zI5yy1xdF8GKpw6M2se89HH9jUkp/8zl7pgfTPTu6EZIlbWtJXH833rx4D2jQ+uQ3ntt0pMGb5F/0KnAv4OjaISpnQVE1hOaQeA2LqVUc2ywB9Y45YwUuLm2tOn83kdMZfvrkqmFD8H9LR9Uuz+BTBeVeiuQnlsiE5MVGiuidJyPC2jJJfy+c6yF33jT/1RqKMatsN5QlRac0oL/GicHdMKIxvHcs2snGuHEVO6iTDnmnFHUtdy1daTkfTnmm4ALnrQpODSjZ9sMfb0Hncn+BVxmmsQoUQTXlObuCmyaNNCNWgq0xdY/WmEgWPsuy96XBq/gamV7dXRttnlxVfR3CjqZW0WsSRigoplaZwRNnRs6gKHitTSxfOLn9O/P1Jz+bz+4aiRAO1U0ixVtg1IOmY0pKKnHOJGtmBJkub7xOUIYzr6XqUhA11BRJGAzd5g3f5eGSWZ5qxLaRP3depTEbygf0gn5BbTmCVBfYVlyoUgINl2LwhxakoWpmOYrHBXmImYgQE+htyYFepi2NT6pi9V8uuWhnFvoWqTyxv3xpIg7AxoOdssg/gvPYwQW4efKsjK2qic7i9BBWILu2gSLAHNtvxzNItYNWeLVqCw24g66N1n7B04taxL6Lq9mQAm/Ut9mloKrhev+pJ88yqidTPKhUkto2S9o2W3CuIvDSk1G3o9CfpZ01nNQB4A7uAfJVtvYPCxotHCp07MHYk9/f0Scb67Gz4u8Y20u9aPdvDZBddgLO9RzpnaNRERwVSXcw7ryuiB3JO54Z8OALD72XZuazdCgzYVVT8HJclmWfW67clRrWZTBtrR45Jt7GPU3SS1fT1nURPc8Aeijm7xnRMYo+iTUG1jx5BC549Zav6q3ZuLfZyRd7YGbXJGJ2DYGeegnQZVJ6zue+chPBqlpDYTnmqLVt0/5LynKrEztcExcCz3RcZMK1vka/2wr7o2VAwEqv/ydYSXX7GNP7Ndz2hiM6rnaPNE54vM/Ji5KkljKrBDRSBkhZJfUA2p1xo55RC2EgYCasngtfLyvoI4L47/W09+8pJ0O0nQPloXt/bUIlWpWYk6dCLdQQdV0dWYXiFotB1mYJq0dfmvZKagtsUu2moy/o1TkfcPYhChqmUemTNN/7v96+uP68HpLVhcmYWzksfUCzHUN2ByDqqbECOimbC9tN0zbIlNdDgA1MGRMxD+fhHtboHvNg6jnLAtgdtS4keOny24wB7WOhWtA/Mv7Ql8HLB2kqOMJvNp98mlX/V3ZeztT8C2Lgy8/3t687GVYoxN4ZbOAcCJgaVaOTDWhGmaHUkzpxlbFqMpKYRYLDAe90J0QOr5v4dfhtJpl7/GhldKeVD85H9wcQW9QtFTccRtC5LyrmVup8t1Idn2R7KxVTrShQ6mYY8Hgn2reMNrRd8G/7Tjc/opGXszjWPTRipt2X/xfXhObbZ6VcWQsmn/Wj3TZ69P7uud8qavmzNFwemphaMbuLTVmeNAb06LFLkrnWWTvyc/c6LmNdw3lTw9NWI9SYUKCR84buFuhQxZT+3GBiqzVZfq9bRp4jHSpdXu1PokWDXY+Z63V3Sn9pR8p0h3o4PM0SGD65/dyXNdpq54kUOOc/jNyOjO+Zn3Ydn2hfLLQwI77mUHs2rPVxf6uZsxxd9Um9/LFGwTfvzWUEutXLrP5ElqbwbC0lhicE+iM2ngGHKkQPizXfuL3Xjp4VW1fqRtbZx/SQao+0Qzj5zl4o/N1gojN1tFvElKw7sjjQn6MpiWXSK+moS0w46lON/ByRmYemZTMKBdHEgTWp9qxrBj3vYGX8CK9jrLtHeNpdt/SDcg6oh+9rb8IishOQO6my7hrnj7T7LdZVo3vamJcUU2ky2AMCauXh5Z3U5DleXJKEBkmxpekc4RIPhYg3uKNZE/4ryf5seJWbRbkDTbCwR3uoYxYfALnc9fq7drVM6ugY1jr5Ucsc1aJl3tKNBir355foznq213KwEXzOI75kTTjKtGgClmN+jXiepT0M6cM9PLqUytnv3KUKm9/jfapY0ZzmnzVs0cNrEeqS98zZjZuk6UqiLcQva/nHuZMy104D09UShSloipLGdZfoDkixWsKdYHjeXUjDiv0cvt3v67rvh8Xfmst8dDAaPXWfJ47f9+2kmSUyNFNEo+rzj6ojXjVlmmyi/PLWSU+oiM1N3zSdj/iBija9T1vQY5CdUrYT6+s3SY4zrngewBfkFWMdVaKXl6klTutkaVREVEQndbanT/LGjr5vdXobLs4WZjDckf/Bei5BBxFy79I3Rwv9QTp8JZfBZzV6kLCSewFENKClcP38OvdfYwohPeI/ZWhv+Eb1BvL++/6Irr04OlFz9nDrekM8d2d7AYtuc2RJaTvNs0sWE+ML9I+rnbuLt2jD5PhSfqCFDEggbuMfBZeJFXwsofWxhmlCaFBhZx8xdowrRMcfe+5owg7bsb+F0bWn3u0OycyKX6rPgZAttTX429CLDTsHV8s8WSo9nnmjQ0RDroDUi5mUr+5M29kHmMvbX294dJ+c+CWCRvSN3szGowTdOC5hWN4Di6/PBLmMoFlj+x2aPQifQ9UiEq+NNKo3s/RKTL/t+VsRCn1Pfn+qCb2Xb7kSwzlbUTH0kQ1HEdvmqGq5nIngFNObMsRGNOP02/M/IdxZI65dmYcPZXKgb0e7K7frZ20iDh2ZmWlTCBUWQK4ceM3nKnNLM6eIpdQD0ALKROHMJofWoUwo16O2QDHA4m12ee67PVhM7lHVZZGxrmL5tdy9P4XrBfzjPzvIu6e6hqfN+dcp1g5lOWFsNPL0OwpHwl1Q/dZFjc+oScZ/Uw11aeA1VnCIdLmvM/77rWeuf4LI/Focc63jD4gVq2mlH8t16wgGNtu0V8ARp2Cy8BHXPEv0OU4HrUUjyKl2xrzIcwH+diB61hZ409H4tC0QztbwUY2Y7fbGnwHXKLW7dQfQ4wbkfXdu2z68h2We3LKzVfmrUFPJjgCYeqwowB3lvZ3g6SPmO1WLvTe2jdltGFicaVH3k7joscshbvWOwDwCB8im6Ih+AvpTpSR0RKqlqYnYFPcQ9b1StJTl88Js8XvpXs2k/8zl9Oroly8YcxfVhqXxhy5ALxkNzOHKGIbbgAJM0nq4ZRYIUdrpY0TOr3nlQreRCvefJ03xGD1kueGEWUJ/c5EoP7DnVrOqTeVIW7IUswrgNHV3q+qgfXhXkkSCX/KbiETm9o6yo62hxF99/PZAkVGdOOkT9r6eNjShlu3W4dqqSlZ/reOoaQwBSTUeUfpf+U5hpyjCJjnecsrF0H30k+ZU8kTqAyh1CaYQeACXzRqL7uAYAr1aXRO3u/Zd5/hi2DsB/C84X4itlZ4WgCa8VbiqcbJeI2dnp6PBQ5Yn8Il3DEAG85f3jN0SP8By/K/j3NwSin3ZU4uVQ+BwWen4QM+ww6rricGtvWTx8TvvLK+DguK82wvf9C12r65LGoFHSKhDimIIrHHmQK+wTFSxM5uwsZYabJZuVQrtzgfz4mFQa5w335tkauXCVTwWf/cbdBVQ71CmMnjIJKaPTMriJ0atbVJNlQWTf68JzuJ2DbEJvaIUd46EWXT8lqu7yhafdjVc+4bK8N79Qn9c9Qh41NNGXWuIFDewRTpNZqCdyfEUfTaicX/b3CVmhAka+Mzg7Ckk9Xzfdfe/7535Pof1xGPX/8HlB3O7VVeBGPaLLRZCzedIOT9HtqctLok9ICiAB07bonpIi/5ztZoRfY6utXQCPep/YPxGLW/DtJk3rig83C5a2Uk4SvzYlDJKG4Z2AtY4PR1MXFTN1bAr3sn+edGBMUww6JeLMnn5Zy7BI9a4cx3ug1lzHK+s8fsmAsRvWIlKtx2fsrjZFurzS7pPg/rBeXNMIPAEcwsK2FhX8qMrdKc6BQ1B9iJtt2/l9+MO0U+8wwtbK1lmWLG8L2K3Q7FrStWKrteUVVy9CUCzfj57d4FyYsYilQtUTv5nKZtLN+Qs6r0TFoh/86sUJmLrJM1eszS0Iiu1oDQM4utwJbxJn6eLjWwuZkF13zyz0/wWFv+xufpmuPFvkK46/9tz1hfOXREkFkg6UfPst4pMDpUTPowSipDuEVLWaKHQBUQp8kqAs7qqcKcp/145OK+BFUKWGyH8sW+KF3IxyvC+polGZnkFv0oL32yEsrLprDgWrpu9ZgRR+RPmP1kROCsoYpPPqXAlN+vEN0G04PgcdSy6rqfafhd4hOmMmi/TAquNKxhFCk95aK7lZSARMRftAA1yEY4nyVfqFZWODzhHN9qW6Q4ExZgNuaz1vZjct7thKr80xQiAU9Nde5ZghbwJWHat+rLnkSWOwIvTbton+iijWWNqUDjbv/9r7Y86/ij4/kls8TvDb4f4cMULq7Nk4v5wjlwcgDfNJTO2NFZ3Ih+ZShafu0Y0cl3DlFBX/ya3E7wZDtSl7hVOEdM9UfokqiYJpgQ+WSy4O7N9ef+qqbliv58gD0jD94z7vcchBMDHoWPWOvT3AwUNnC5722HrxZNULaSVwkDjIbt2Eqkr+9CxOP/z/pe/9/XziIq9Na4iICApsIEIs8+QnQnbOexhsyqAZ+o1ueN/W+nXS9W37pmEviP1Q7mGpLiMpXprUUxKkRxBHqo81mn1yU807Fqm2IQez0rjAtYSlH6vlOO96HjdtXS7nhTovFO+4B2/IVhll+5BWYlWkDqFIUK6N55mEkh62B7ZG00SgFScCPHz++8ehz2m8pPdSV/rGr5o0+sl9xAJj94IhaLZjrVTq6QTbsnhHrCX+MozC/zXBvIO49OQ2RspA3/nDikeX8+tXQM39Ric1e34BUF/gRls0gCtN8g3qPXkPjeqvsWauZA29zNlmf8oo1SPROTov8OJfmIOaf6fH49qXEyxtN98DLM2//vEeqrKD/hPfoh8x0gifQ38An2XohweQxnH+geANFl9OKOGTEyjj3RuPoVPGrZ+68n4c431wv7JqgEySP6YVSK9lnlqhbcw+QYl+pGy9R3qB92U6wV7imHTha7wq7L1+Y/s9Owocpm/lH4PG071ou8ulczuUN1n+3GWP/daIz+IZ0BuAMDrZZ+OLItt13FEaWJdg9u7FKDqOdbLcd1Lux7Njdri00stN0TpOcX78g+nCo0Cm80NR7zXb63nG8c0eGFJekq9Q3mSaJlxJUa3AsGGPYBVWJI8m8o7m0dxJznvsMuFUjNImYzFps4OtunS0nR6lrHQvCllLBHJIfrT19r0YuMtTZuawMZiRysbtsG8ckTocL6YcargkzAxHC+683FGH4q4hHVImIDXU11XHSyosRwWxNy8g7aVeCuL6fvvRF9M7creq6WUI3+AR7cPpIPc0iQseBPCMS4ktLvFf+Nyfabqx6JaUHr3FJa/Fs2YJVK2BQIlRT7NGp0kU7m8AUwYEOrTBHMAkEdmyw9fa94uDm+lnY2Pb4s2/n/97WrZxXSQBTnQjjYeS4LjQXQ3yFsvsSjg7sUSlsHlFkGZfmabenePOFEDLXhX54eY2LyDc1KbC+2krO6Imxhwnc+OuIS820jSjEE/LGBYZel3Zctu0vdNGIEuFZSclDmuCJN1zW/pYDQmajhCboTEnTXuirgTwrpoVpKH1Hy+JcyLE7VK9o119q4XxGQ5gLkt5uw09X5yKH1J5mWfJGRFx8n/z4z1CIKJn+ktrevlLMgN4b0tEtKU5VHV/K8iOBKpsEg853HZ1/m26uaixF7J3mPcTmAdYN2m7UUx39jyGc9NSxZmAFSGktq+wJFd6RrRH8WnXdoeid0hktgT+q6acX1bclVueYdxhu9M8MMTIhPv9s49cWKiFJ6QQ9V4c+AJOqEVTISvnmcevws44119rBS1NpM+soP52lcXA4apYNTJiwdLGDMJ28hQj1eRvfsEOsuzpWbrN/m2HSzDunh0g/TLsw9qOsGbX+BUlenaqPhjMDAsuZCvblSnkHgJPDLCvw5RYpyq4t6xGUCmG1fUGAqXXtEjy+l3JdqAtRVb0+1m17sQUCvXdtcMpDy0btz6//2gKN/mS5MN49oYLIwASWW4V+sN47spnMin1T4qhAWbpoiKOdfbtq+fNPt09E/FQ1dHw3kqK+5r5aVMUMzTxtAh/vdG5RmmyiwI9549Vx2CSHwe0WRwXhoeVxFZhkHmzh3pu0Y1HYkYh7XAY3qxznUF6pKXt2aypUidYZnm3R8LvEe7SuFGj1Eg3clTZZ0tJnqoh0LdKqfPrk9YW5sWIGkbb17dCfe72UoQE7VIQY0FZxsZdjsiPYfhNRTvj1uvprm7WRa1ExEte7AWOZ1uWaZ3LUdnZ+/3yfaVR+z3osPzcv8Hm+JoNvFpWAv0FdjGcZz86cYUR16HG/q1YTs3o0BFvfCDAG+S5ic+6rHBNLyhB+FJR6xwl3SHB+rIv76JKRKwxnGvDbtO7XIWvdNXzC5zvBuoUXAZsGyc4PMyI6YFI8XHfQ1/ZLD6GwQlx4/32gRTzJiApP1jFGI26O6NwodXJwVM9s9KmDboUK3iU5VAsYECn3NN8IfZLyfzT8KBFqO9oCqsVVvuDHmk9IbSyNLY4EZvrPmvHutuNe3CdpZCpnfNKpdXbQLYbBnw81pNuGfCd1Tr17m7Z1g/e5GSKXKX8AaH2CIZCS6BHU3QgU2Qpxj+qOl8oF12FGsJVT4lDPxkEPIzh5wivMT7ZHMobLWnLHwC/D5QDwCTmWf6wWyO+a6ihkN3OyKoaY9HTu5VC4kuPAWs0+tYI5++9NpYBOciSXjH+yHNMBGDRJZC+vLB0AjjVedJ0HumfhsM3MF+v4ncH8uEAvgW09J5qhqq8dafmC7yNhc+5ntyV/vbQ0LRwf+Nz+qaWkblnwVw/s3PD9Uu/CtLTiFLDwmX5+j4ibMmqy64l/kOcRocN6muwBkVMdVcfMidKDLLOPneilMSvH+EDhD1nn1SDzNx4b/TDgr1c11F1pR5gemr5Ehj5ZZTyqHSW0oYiUAUYGroAqk5oqVY4va66RgzGv7wWerKSHFIOEXXMRT6Ufa95nmh7JGfJ7I0NWuuhckBEMLrrfZuKjGlsBCl1je42eb0u7kWljJen7/KTmxSMZy88ArBNalUsv3jv+zIaH+pq2BvL287mJZkZcmmWK/Esid7MEKr8V8KKecnMjBCyOsSC/EBaUJLO7u+Z4Gnek8na48oK2tO37YqKoiP6/CF6DVHGTlLkXvrYI9sAatKwUvQ5KenczTJ+6hDYLYg6UH8oU/RP8lrf/i4u7UXq8DDtyV8lnl5Cwdj2JX74sfZRMeaVFGeQXqad82kjAZSFI/6SDvXzkRtZlA4uj2LnBp5QxjxHbofFADrIpxDfaRCZdyss9pUBYvkryNcc35Y5AdZ9EnaZTKCADNWAF7EAKDLGefAAvOeJzn1RAXnw2O7GWN99oAQ8VVR4zPv/S7lEzz7fIm5XLH/kB104BuEYw/xfswPl/e3JWqIP5FWORiDw+EnhFyAiUlMuf1r2+huWMNlpz9/ybm73GIyflsZ520lFfYHrULOx2Dc02KbB0Ocg251VeON8df2jgmf5zHU+vff/7rVLuIo/BuSNlVnNT2jZgUh2b07hqKbtOfSCW4DHA8XvKwT75H5iatpKkt1J+asorzjxeCiFWAHvzRxBdrHfURb/KISTX9gtsj6uuuj+4WDVSModbnj/dnnlh/qtpgk2XzdjD2dezo0+Y8iG6G+KmqQyTjbUSRalhdLNzpQskQ9L9Qv5PUBbO+4vfPMbjetfkme2bl0ztea+mub1SPxNfdObDM4BYDM+ua7Y7kX1C2ZO9L7T7tFGGb7d4fnpGwTCbNrqHmyq4hGp9bBirc4rqIxEvLsfYopWRz4qL4PI5z0mQF7AeXqFzouMmpxXnIsMcpinz7+UNata6czrxTrWsQ2NyPHv/rY4HU4tlQN1okyBxzh0AugeiCbw75a60mRiWbllIfttMu8v12KWYqbXsjad5xYTIpTLTr7YPHdwNU+U70CsWSQS3gVhxvf2P2ypJIouRaufAFNlYxZTYtGoX0D+iyFPQ+AEgQFQ+NeupkVDI2dtP/R6xh4G1hu3ACQXyHgNMSY1EAOfCuW6NLYiGm/82gnm6pN+71N7B+D6ZXFwub85xvB257LQBarHzCNoOBwX5LpOeoxfO0CslvGo3FqE+TdJ9mODghfDz/2QP0cSD8dD3EMY/1yLMRvASCG1qdcIs6igjw/bVihN1qqSzOwVVp6TW44uVkznjviWZSL3nJrOhqpB09o9krbgsmwNKHQLGSFAfEiLBR+DNkOrfjLJvOYHolMCwAwDDoTE745ND3skRQ3Jaifrcbdx18IBi7bfLxx3vCYlKXSG4sXWR7UCOAwBkH3ofT9uNxAzwGZMn5AJWTvsWv3Fsh0vRcdx8t6uvBKqOO+J+pqRePRJhf7Ffhc3RSZXQZwQWM8yJZM2XH6jsGMoJmnNM4ZIfZcLW4X7htobmu9oKTl7TS6efFyjZnhy5ZV0PZr3JI8ITtGHrm+CsB/ZNxNR8fMrNThDVh7lcQtOXSCmgOqcmss8y5phWCOvBADjn8ou4jgIBhnWI5r1h7DnuR+Gm9lBuTG9jW9dKK/E+MFdt1gxS0VFrkEbIFVTFLx4mhwRjZfbWAeCp9sCq89EQ9QJxhngXt7bB0A53jVIJZrilpbeTO2o7zMg1c3pej6jUlzt9c855MW2X+OpwDl6j6uw60CnZEufVU6P1hHI7idky9IV1CS2SQm7hz/5A6WbzL7rt2bAtVeGLF2/wAKrnvgG/oNtUogk8awib2UN37+1ybmzttcEmI0hj6AqB83yC3ui5Oim7MB6y3q/ap98UIo+cj2q5ioZUjtG3HjmiZi02xdXlU3eRtoT9JgL7iEQj2/APsB3O530AwOyuCXhRc5bbyHq3zGj1u90EzMmWz0vDVw6BuVGwRGpPP3e6L0liXDpW6ZbSXEwiQDje+U8BBjVbgL9JJXZtMBTi1s7NoaNOmY/ocYFDoIbDOveql+S50igqgp1q61sgk3eJ5Lm6TF6IG1tS3FTcYvrFASAu4AAg8Deb5Fnu5lUOacxrIk07Ot+uuxPMWW736v5jm8E3r60jT0uJYxNnTiIUCzhKqdLVMWVLLjzZFhmmIrbZEvTwlpa6cquLV87Fil+Y7bIu/8NjAHnkX3a6E/ojr1FmUkA3GGPtJmoIDpUDm6riNnxMLPRl0KOfyhsqYcFBc+FCsg2w0OytXRqKzNXAVGc9/qUjWrX04mQJnAqm3FdlpHaMEcSbQSXeKcpNXHVqgiVXcPaYd7APHjkUU/3pmlq5aWWp7mkUVZ87QUsohTCbTRC5MhxoJk/ZW7Emskw1CiDVYGg6xHavCjcBK8zao0vlLOsbn1Ebz/DvIL//Xl25s95wmEatDO5q5E9BIAeK7LzU6BWB6TdQciW1GzU1DpUl7gGbQulNELcGzYt5w8KmePOFW1WolzNfZNvQ48NmNF1CDAv4KUHHwzMnqC6sMiTu0RiWc8WdNzpianrSTKsLH1Bi6X6m1ODSUX97ptCOyW/oytWvnWuNsSssy6EJFVvoGpAkZ7skLKf+d7FuBhK48ift33nmWXbn9FWaF4tvi1xdA/+IuJIzxmylZ8spbaxpz/WLLGVWtfblhGMMSFP7T+L/+TwvSmRGsTngzFsOyBEC9a7KSzzXSLPxXCqH45S34FbLASAau4RJMTsbzHvNpiF18YzRvzgaF3b1f9sPDWQP/gwVFhvjxdRkCeT0mteDjEoI1JiU/bnC6l/ujfma+Q7Xx4ylvGTTO7ZcKqnDdBBVtnVjvGuALBundrmUpTu8Xa5mGi7l4mQiWfdatdnF//vwxTj4Wzw5n/toU42NjaGjJZjPTHb+5079DO94wPatv3e6x8t1M8z2Ntd29crmgauHEHz8GxW1duO/Dn6MXhgZlUzAlJbMcse4iAyzJMMouaiE4AU6ike9j6ip9RzsOyWlQVMLIwtbZ/58Nj6w9ArL1GCgyburoGDqHBneUcD3l31tWK3nMnU3qdlMKySWrZ12OetG0K5lz2KXxXqBQvN987bPAnFuTB3kT70T+xl4XojLcYYfOUWhTZx38GFVad4T8d+/MrKCXE2NJcUdDRVXjRWNF5qM3fjufw9+8vIUVAD48mJqW13Wm8wL9UMr2KkJeFXmnyFHkoYZLmhSaMMZogT+2SNVVb2nD9YPDuf9xaJqETvDCibGJmaDI/EaPnjZr2BBEMKMkRR87ksAI6xoP5OfESidY1zbGPMbcullpsv0TB/w2u/FFfjEFvuB1ZzhfnzjDPu1BWimbmO1dVZiHNwu8iptlvvs75Dnw/Yj1eopxmQVpZ9lYdrZWRRKqHBJ/l1zzf82cn5qq3g5HHIA+NZo1ylxFOoiQoQhpwpDYrvCbzys33JRwYD6RQ2vwO8KP09ul78jPBvl9PWHHvGUorrupOO/r5/Q6cbKuLqMsQdL7dYpOk7QpnH1hdW8iaWgCXiPuiiWf2AAzbii0qZCciMHr+5TuTYsGeVkiXjCkWZTKtMcr+VS9ZGTm4ehW2CRsFaluIi7ov31mMbQ7rE+G8DZOfU/KKrtDOnu8OwMi1+iO2ha5pc6ih9hMYIX+f0XXBf0qtF6LwZDGitSH8WXB8Lj+3imDGZcVY0lFU5fOWIxgGFXsqQYNh9YnAwQeeBEiG07U6Vdj3cYth0uMzCQjqoltYp08iPdk38yLa19gxT90o0XGo9+jJc6+ypOTAEncdVVoUEldvMAwJfckLXHHMtEo/uX/R9P/n1U/34stYRCoQ9PIeohjkstqT/CCk6FaJMJa6JMDgQvw+oTA9VJEGWfwAi63BgJEARFfWD4iCkbqd/cWEgukFaWTZfkV90cUn3N/77gHGOLqc2SZewwn7BH6134wAn4y8MEjI5S8H5dcYhbB5hv+0i426eqn2WlU/aG/vNOgl/t3TTIdcfv+ol0i3xXoNe1FpxpVqHOWY6hdXTJLafuNNGk53y0mveCCgQ+55QMhy8tuj/0eLMb3Cvh+OcA4I0el2gFYg0SSpfYKnEdMx5DXukLv72RCqMInWm35OvBw+uPIUe2n3+7+FrV38E6z7jHJrOh4f2MRejmGkmeOM981ASTdX8UGR2ewwi1tgN92nLAbwbPFMMEwvwl0lDU2/CIRr2PTBfItHrc/dx2HF6IyPIrM8gxXN0vZzj+3FFWOb25oR73bjb69iXOc1HVTNga18JjY9pAqpCjJov/AEDfEBEvr4DkrNcxzaBEPYHwK2Oui2SXXPK+r6mff6B3cXlz83DVenP5ulVfyjxcsfBY6u+BlwVUI8JLVJ1XiqL6AeCk9/StIThm4p+6UREqQVy6qS59wcAz3QHmRQiR8fL0hKtqTHbLyubs9BaMp5L/kOxSqi5TveLU5hnp6SqJnsNPH7UtuqgauEGUZSOkao1r4nkFp1veimgEyBJqUxpchgZfjGuGMatKCgfHbzlXDCbNL2YOg0qCh6sw9Y0TLhsUid91bRAqlP5v/yPyOHtAT8FMkoyOaeYrcW6FhWwx4v7ruveutMGgPvJUpkbRtwSd+kotwOzcE9dTuUsSF/BXUK1uKM/9/1rEwKRHPiPuUfpduRPFdan0TJmMD60fIFrzHcYw2OV0G2b4v/qIUDmpmMtZxhfW5C3+crcDfwvNzrQWjOfaMLTJ4DjSySjqhEtdfrvV4NM572HLVyHN75KHYrfc0+ba3jn0vT22MGv3jmV0iPSS7N4ZfvXvO5zomCySUptjq6dhrHq/RbulKf95xYdxSeYNLy8W+3wSfvO64uSzE3L6Jr/KN/SVW8A30vF0SwaMXuQ+HZWUbm65Kx1WGeBUoaWrPE/ThAc5Vjn812qFAEMlSnwpY/HtUlLj9KQROmM7FhLIPkf9lpT8Wmpfo9ArTC0i6ZyNcibY94rZrl/KgFDG5W8/RxkzFFS3BcnUmmrRSZi40t41w4Hd11sxlzjdfAxWHqL5aBhIVvnyNV+X6MgPDZVK3BWJbnpyIxQfEJS4PlixQLA/ALgPMGQPKek3ymF0RyIWf4EwuCMWxF/f0kigcZV9HpAy6sxSD1tJeCfkJ+vDw/FnoakgHlWXGqmnyDL738so5BUzaAeQuzR/sR2nab6eY711yfDdlan50CYDQYNHSxmYanMb78Y6eqbYhC0ctv0+2xxyB1trmuPoIJWnUd6dfqZHu2TY9GZ3o2W6RWWtCXPm+6G+zMhXodWjmXwMi3YCr44QjbsVqc0Ih56K2RmlhZNmnFaEgsZoodm/XBTTOb9Ke0qZiIpGfWJmbufx2+5UNGYEitSFTUB3toll9+TV9t/z8zWCXgQws17q89savPyf9rj/X4Y1wpgC4j71N2NZK2/E1tZ2NjT9+7MjUvKf1h3expy55XobkH7CpZqT8jB2jnIAaP8bKKHCvDnp0u9zkSZTnPXvpd/M/sWZm+I1UaP6ABAqxfYZpPKTWSGj9JzS3CvL5yTrWH0HLv6WwoX1y+//9ByNIXXWR5gFOtpWwqqXsnbr7XhcHKbv101M3rmULjf3WNjZ3l319Z3jz+6guyzG69pzlFOZVofYXbBfQE7AEARZSJpSSlyq2pItMEFkrm8vs/mFC5aTlyu/9vOHzMzEVqg3st+38weyDnFq0zW18xeEbUeXxiXA+cw3a764GxBvuzFx/SHFQfKGPnLM7RGiDZI+xEXc2KhO0g9z+FAZYhPA1GVW9oMPAFIvnHdAnUm0Ffp7qtBq52y4V4fLLZpGwYelnJPZGliEKGL3+vj92+mBuHi1oStZD00knxtWhXJ9/G+fwv4bTPhzmOou/SUD5PZpwnysbsJp5Uu7UnPFhIOYfWTy59OXayK5/BIZnGyuO4zDXIXHgcV1jIuh+ZeHqrBVIHoITTnliVvTz8aw3iqQibfk5q8bH0PIeVHXOGvlOLRt4ocZox4ncGu7EquVUiQvOnDtFkXlNMIms6w54rSSWu/DvarKDpBfeqia9hGRVb3HDe8Xz/MqnM0Ee04PBf2ryEhilreOILOW39IUxuVAq2WySz3mJtO+VpbOu0N9+xZEgnfBCYbbHFfKrOjaizFuwZU998bOlJfGon2YV/YfIY63S2+2ZoUMHqt9d+H1y8R6pRDwHCqG5UUDdbqcHg68409JPd7uoYd1o4c+HJemaE+IrX6UeNG1+Meza9qvE3n1AND6GJu7EVNAtdkQCClqe6HZDoL2BEzpTFWt4z63C9CrvPYLxLD0j2eDzh1zVtTqe+Z4ocSb/FxZ5tkSD1hzP07vYgi6Fa/EkKS92GqfEdpmApNENiIUtw8AvNMhBY7vfNeVJMxSrbP2pZq8p6fZpkvsPumU19JF/8KORwi8PGToPyAXE82lDeNOoIKDs2ZwwBAxU9E14LJ8bokgMTfxUTozFwfVbpKaWZ9JBEJRsdOcjJ4iFnBUx61onNHkgmluqfsSyjElUHQfd+IPoJtPLud6vYHt07yP9fW30KdRrUZ6Rw9nda4OcW0QqczgtGJE43AiftQdPJpvZr8UsODd/HnxxekZyf0McHoBTnOVRp1x3q/Xu+rzYiBRh/PEVFkqpo5y7h5bWGalQ8Q3L2TjbFaWZmP3xAMJAqjJ8ta58+8bswA1p4YIj2HICTJ8rZeK3+p8kZVEsccS4mf4mqU/QgT7snb3uGo00MF+yrVKSXXGMHXs+6zi5PD3uGm/GzB7i+mvckt9xftILhBQL1AcF/RC9mPi/qTX1f2sbLL2zHAarj7bEYPeOwCgQ7LNqdi3X0c2VjErQY8jQeVj/IrPb/fy3GidI312mNb/RNL3gyv6t2pxSKZrnE2XEz57ejZS6zw4Ol+jjgpk8ffOGUZsc/Oj3FgP9j+wJVmwFhxNPK7iR/YAtbIVKT6yAHnqhpFOb7s1i43QVq10bplsgBz5tgdvXSOrjC/ScftovBBLkcquq2YJ/cJfdIA6oqN0Ln9ymgD9Rcp/TV8SNRtG/vg+xjt1Z95o5WnPfG3cP27jaLS+dViPRjbSXo6QVS1k57SSCX5eoX+3snQ6DaK5omlBhebatgyETritNqkw5IVWDwCBoWRRB6Q8A2SGp62iueM+79wCmzeNjsOlaq9c8LJOIwy5pl8LIif+cecxx7UVMK6CW7lf5XPQ4Ak6ojTD1mnZX4hTMPrAefBSY+TkncJ27GSPtvLdq/bFrha3k1+cYYejPMDRwPN44d8IFa0WXLzBO4GZ2I2dsBTRDsspSM0dYKrLTYPSnJcQqjLMVzJBbXfluL8pu/bBfuihO/NgGNIqO2fqwF3AcyHaYBowgi25XMCNF+8hT4E7dvcQM651T0KvtNQ53pPvfjrGfhyrHZ8fOJUQbvCmaCAmL2xFcCxvnRgeNK4bGDzsUDEirx+AIPgbzzRO+WIaG5v02GPA2cYDQK1emvwVVgAVWbopFyhy++uoJuzSNQnPV+YG89+Xj8lJHrfDMsD0Zob/nMp4kEqKCCqhap7hoZw8fUnkT9Zwu8jvCiFIjuYd+YgK47MvY7XsyMBO7uMM09kGmmEs9tBKNd1vpp5vpqaMvSrg0ZNorVRDSr6TzRr7MXQzZnRSs/Z1D/1+Gqdk/PfrX8ENBwAoOKrgPMETzbjUvXaMfAC4GFJmQwxYWrsvLsoezfmpa3WHOtnWNvUUfg7brFGpJkeP6D2DCeki+o53zpzTekU0VmP37wyy3kuHqy0Qxlu+liTECIXdUmNOmIXBA4khpL2JDXDSDDa7feAl+MQhesQjZWlKLdmRO5BtZpiS7fQ09Hd1DtuejPl9ydC1tnkw4jfp2FEjYfW/2H/6hzj/iqFARpNM6Ud/4eVCVCiLXQLUsmR18CmIngT1Z2ZlrtkZGsgOg3sVotScCux313O9mQHxLkozDGKq0DMY0rS4VlSteSq1l44kDukGP3zrTcxXp+EJwRXL+Re/ZIdZlEuaSKXvrT2/D5GKP6bKG1RNakDwvbFq/ETJWPPGBg9TmsL5Jsz8iiff3yIZtxoTtJvGfceyXKBV2xvq3BPBZFhZG7cYY5n7AiSnIBYvPDMNcZFtqHF7FgBtMuD0O/6j6Hotb0nSk7vXnrfq+azqcSEsMYxRarchzexVQRVEY69D/Fnt6GrOT/rgS3lar2iAh8eTTMVkgLuXgS0w6gBQA28jRM/wHNJX0cxZgleVpNEYXqCsbYBvGceWGcmgVFdRzCQopUVPLj5QrLpxxUE0AXEAwLh0Kc2l2The+3BDCZl1yASGtt3W+5V6R0KOGTPiaDPtepK0qf7ptzmn2lE8JEjQWI4Tj1qdz25NL0zu+m3KhZd2yQXax0IfxrTpjCz1azNNn9N9ZnhXvBT+DvmZbNaONGbHmLz2mcyGNxJhajDlimUzktbfsFOp/127QTijw00t0XkC++wjLjvsQbvI5o0V4zbLWV8Otz0ZmN/vRiIQLOQfSUrpxKqmKaarGpCAmFMsftAseLWEEnaOjwLuBJ9gcDuMrFo9wtYQA/lrGnLG36V5nO+JnWgQCxWzflVIkAS6b5yAoOoWW8UkwLTgzg1Sfvu3XQmMZryOSuWKiGYC5s8gRvQtNkE/b7qIj6QTo1x93BWS4c1r9Kf25H34h8P3LNRTMVVhKMom8KrwswfzL2igTgR8l80my8YAceueXqOBmvYbQky93Z7o5Nedrj2nFm5+lrXKStFKcoGhNhMr4SD2Oe/+TLXFR9yrbCA+YGPTeA+zY8Q0JaNYArl0bwaRdsyEWhaNv8nSoAklqPd01heU/oY+6/cPles5Hc9lPyvxoyWDstEZfmzWsG3mfAixM/gAMO4iTC3N06uqmA7ltaCDvB/2KOY7+fycsDFuk3N7dUSdcY/JGxK3xhY69Dnhjqg2Z6bJMt4iBUNgZIbUtUmMsznquvLCf+aG7eeeyp8r5MaavlG9eNE9/D+91HlI5G6H5b36jrZCUTwAYFGJOtqzplNH14eGvyWRlcRNTUsbolZrIAnPabmxmrw3H8TOvDM//a3rbdNQ0a17gXIG+2rJIoPQyqwfzGBJrjcrbXzjn3CwnTfDM2b8LyaQpILC/y6oCC9B2FBPJlBSTs6j1YDnf9+pgBDPHX8tvLaQ4p7Q91y+0UPYfOxhu04E1BN//XAYvsgO1MUDgNcBgIulNYLwYxqFoDunxYcRN6AQv1nQDMeSbdAYjK52P9qpk3cSSf5yRFapbmEZWrVfwTJm3mdYdblIj2K4eVhXqXFtBwAOvRSKfWCVe4+v79PLWXeqITlR1wp89vPu05zvpglIS17Gh55kfG3L9Dq+3YJlytOb80kqodhAWPVqgcYZG4VHj6DTtYOBMKUruNEmKXaQY8FDIncg05Ch2ktPxDIsZOpS44UaORn5YlcdzU2Xem7ioKlqsm8Ab2JIThr2fpEKfajZnAOAuN5l5EjBMXVgPFujFjuEURFeIeakRqzqtY3hvjCefhHknYrsvvEgon/wWXrX6Z/QPwUTLfibjoeFGsy6HEo9jdBqoOXFfeudSMoDdkUuPVUHna++K40zhn0P8VJ0u7p49Qw5luOzeopPwLJMAzoQZlNuEgRthMgpwSompzXy5DOiXNY+7wGnDYQs6sy+Nq0U/d7X+Txl2KVlkFrZ+iS4AjKG2wXdFxx2KjTTmMPA7j5/HnJBDLoAJAXTMYwa6gCbg3tuIwk3fewAEBNMg9+nBtKLp8U1v6yYfnTuEjsea330VhqAb7trMCpfHyHJFGd3EOrs1vwPs+wEUXoYU3Cc5c2woOaSU8dZUBqny9ck54wucbnR4lcUUGWKwV2KQ9Wa0hROMrUWs1o57wazKcBmakL1nZuWMHkbgy7ymigfS5O930HWmYbhzlWw4EgUMFw76BGsEro3RZuYQ8cQPFOj97pf6UDLNVLJ4UfVstg7MNlGplZzkkiBMn/o6cllPZubP80BMs0SFDhLUGWW0AZPbiRE7AAZDprIy4M7b5u1r/w9TFdsi+v04qP0QbjtT+EqpZJXxuy+NrCS+f67m99usliMJIqS6ZwESzSbpsxeoaCSV3VEZweEoFrBkdhy9ZsyGV35YrjR5tzjjTnrwuIhNpwnPOQuC6bldT4XXTgAkLptqUIRhKdix0Bxc8Ht4PggcSVGVCnjpbrzvTlkAzncUVuFoW876jV6afhpEa5u6wFUdmLtTV9bSOEZybT6xaDl592ehURUeFtP1SNEtZ3Z3+FpUhNyqbdikQD3M/UqGYY47JjBqghhbF4kEcjNvoH8OX2RUVnKiB22oAITCxOdgZZj3PTHGf3ZPQkX/hd37/3V1BP9/cYuIlKkI0Slg4AgRWpEOohRlF5io0aIipAAIVGR3gQUBIQovUdqhGAihKIgIl1CCQmC0hNKiJCEh89P9x+49z7P95m19o9nrdnnzOz9es/ZMwNuKGx9a+FEEr0D+NYZSGGH0VOyGKTrrEATXCAwRSfwfGD4kI0S9yFT07bW5rJhaKCr9O25+swzznPbnXxHl+z356oY8gQn10iCxh9L0GXAuqT0N6WlOjIlk7LIh4HjtVMBQxTSpaontvd3hYoe9nzKTnt719pEdhf0d1qRlburhvTnENh6jH5aZloVQvWKHfjQFCvRw97W2MuQ129uJLCR19VqvPPzdIF3zOWz1k6XhJ9Y4t+KDlYttDc+2IxWbYbPNWZ4rqgGh3nKTa1cdHjtb2nQU9wcoRcZtOOp7N7nuQlmlnagGyAvkOcYOHNWcAXrRf91Bib+Kf6zr+1QkMisQXR15dlPfkWqc/VW86rad3HR8k0rh1PQzEecT1x+7i+xnE5i+1q8jCDjNxfokuuQajHssFBlHt3hc6V0bvImA7Oa86+fmchpxJpIIG9wcpEQhiJ1jcSLjvXSSKJ00+zdb71ayj88jP4Iw67OubiNF1hnTovF9WRJ9b8l+eiDLiONOUVIX7oqs57AaTHyLEWkDDERrCUDlsn8qJ2Ye+qxv6K0wz9bzUJOUTTvfMKs9CvMnLxJ+RKm6N9oXzHdVZL5xH7T4fqAV12ghXrT66E6f9/+PvvbpVitpIKWT//tVD5g07SjJ+62oo9K4Q4Tmyjt6F+5pCZJXCda+q/JkaEt53RV5UZ9W17cleLBiwfUv1w0vKJ4ZjbKnVJPXBGc6ScTZ35EM3ipzGb+eCMgzcVt1n74XoyLE1WErPtP3jHN+qn3udcCpjTCf39UsOi2W0aOH5ZklFlSdPBV+nw5Y98FO/qb/OIKqH3gUx0+lPIRvP9orZnstSZm22rppzRagnzysTU7AQJ4V5A7jbrESf+v7lEGwMkxQs9MrEUT+VFiLA0w/XQnNRHDsjMCVSJerFuj60rxrSkDch8zacKfvFMck6eKpxScj9a3Tze8M2h2M1Yfdk/fgP++ieuYr6rKVWl9c7l88+Z8VnqQijqnMSOyWZocKLu1mKD0/n1BghLgf7JVYSURGvasaOq3zTy3yUlXD+EnQs4x1lPSD1Ksf1/FnolbrEmXPWrp6H32GdSpEN+aCG7IDJtLET9nJpdu3eagc0g+3ghwLFx3WGTtw8bqvkQ/PEIH7s9lCtL0RVgBw6nM233FYYK0w5dSCT9TyC8VEEpGuqXKHkI0C5056JEPnW41pu5q8PzVDffKhvKlYErbM5mj9JJfM8lXHB2lnwGcDYgyRuef/oL9aPaXSXsiezGgLib1WvPGccF/8IeH+Vs/8jb+oD3SgtaUVtgaCxhDLhlVMks4yezTux77c7b/JdLsARnOvqB2kgV3HG0ouxProhvm4zJInUWJ5PVUViqpd8MUWlW2ucfVdvWW8k8y5FOw1GSoJ0MxvvHB6Dyjprh60gNR17OqwWJGeFrj8g5O1Iwky547WHay+geqgdGfqg2K5goMG5nSPH1t6cznRVeDYI1q11cN7QyVYl3lM68KCsMvXKm4yL5HTyYVdNMwpwytr5Z52gq55D9DDhcWtiKJhthuyI1IqQ22A5huzUDHE+l2oJdoEa4iut2xwt85HeIxHuCU8+60jfQWoWm7qSWk/FOze9GbHL8MuzpNrbpoxPbFULlBD3SbtpGq3r4iMhGESCAtotoxAGI90G7wPKHBHS1gU1J1tcfTiiOFTJaIA61KilzofiQLiPi8nbJprNEliY6tCclToUBGqufxtUPy+GQNjbsv3+e4FChGFPm4kLReiH2/lvbJYSHfYECHKLyYI51fWzy1FC5pplBcSoKfyXIL/y7x4ZL5qb8dz13K7+gdufxDuZ3RUDhQ8vneXM8eYGV0Lqj/p2RrmMwodE5VcXsc0rxO7AKxzlu1QVIwQuzAWb4nf2gGrKhu1NmPDPnNTC+N1sb6mPn+5QIRd+G7vudpgxeyqW/+yRm8io68zwzhRKGkuH2Sq4XVfmT5mn3G50BcRrI6JIvzqsif3w6vPfjc3BAzd95GaOzHm6bu/LeTLhteeWWIPcDVQaR3KeLJkttgYKtZlXs//G5xb5ikF8TsgKl22tXr29bf09a8D2u8be6iWmBSN9XMPAweSE6nmRTVDORar8n6k9Th6l/gD+78vp8keWPb4ca4QlZpSw6EdQI8NKy4BsmtxG+N9u8BFEK39Hkp47zUwHnirPRdEyDLthvCinqwA4/XyQNdS+h2HL0TQnaCfr16vRtwF7fqUGF6xFSI2wesKyVhf81SI4lRJuIIkAUdErMy2ce0N5EuCbM+UJJz9VqG7dUyLevvv5W+XRb5q+2QcJP1dGHdXePNrxz7qR329No80rF8n/l4CKchbPnh1nNiCVyVBWbO6AffyHIv8tIj+bn18SnPaTd3Ud25+y+kcnHZTvJXPYXrdReM+u3oaPbp+/vEe6qGIDeFCO6CCLaCytiWg9qp/NVMTLm72WNqsqFdivXySsP8Lmh1xLxuruS0/gZ/37P3EbpZjMR2g+nYx+XjrFJSVnhgMZvssf0o4Ma3w3qP8HKj36lNVWWLPV+vz6mYAqLcco4lahNF2uRavIpLF2+aTzyIcH+ZfWOrTeU6n2DCS2/xFTXIZDo6tL9poq64urnFn7WyXbxhV2dyK5d7HE0HuoycG9v6RJBHpNLkK1Qm9r/sLVZ0dS8NL2p61hJHcH8TccdojDN57rz+3HHaZ7Mve4CPXc+LuH3TF1iOsxoibHNWMxUi0R3sX4aRgsbsbI73C8QvD9KEY0zFPajxWnPftE4nwcN99zMYH4x2BPdymR08s0QUnibJdxKSTzUGKnwwuvnMy/wZ6G3Ph9fpYodkjaG1pd49tLGWkeoBrH0L6kVKuoN7NQZCDG5H3t+Pikusx7OpUkiJYez9MWIt6mAHiCpIbw8Ac2Jhj8/Y8DX+/vmuYVuU8cHFy8rQqPvyBbgzZNeR26cLbMS1TRAPB0zLM3DRm3m2CK8dNG/ASrHX9JUUiRW3EAcaj7Py2atVXzuOStTUkGiwmC0IcFFGuJFxND6Ylnd+VGqJI6n6F3OjDvf2Y4L/Hb55uaCb7fVKJx0/XucLurnP80MjupRKQvU23Am+4lvw0WwSmmGZbjslNK7e645137pMiULXj+0Hdl9irNuxl62nqZ78JC9peoOPmkJX14iDocDtSq13vhEHJ96l/3BNFLJRgCSAjmzCEnIsSzI4WMvRRr7zsxaxHW5GBf3ugzMYqN54zXBYmvSC1Ix0ceFVx9qEJb8CFOdfC7cFZcp7tcfAhbE2zss8Qwct3981GUfq09cXd7hZsLLeas9FGXk8d3i4MdLWLrXhW2SwqhL/I19ehZnKGMezB1UhbaA69EujAwwMDZy6fIeAFmY72imF4PGJGZrWgWrfBUwBsK2bSr6RUS/WDeFfNiuUytcouRW4Xmi4q3wQ+aHgNkpm+98a2n1pqXxDNHf/oxWwIgsDgAdFxzpAAh9+on1fpSN8SbPOSQtwZ8FuuZuenh/iWjMsM6wrvv49jn6re9RQIxX40eo52h9D5v+CFkDCNOK2ZulT3PECRFDkPu1SzyTecFJQs7U7q9sLF/Bx+f3k6tHLHs+sGgduFw05LBbN7QFgxnNLfwZ7Js573LI3KbfYUc/PG3PHr7a3xjI/chKMgLtQNxbsGuu5CbEcYXVl2PlWC71Vb9oylWZz6+2tm/HOId81v4qa8jyWMlDferyO8SoorYhsVNNtkm1qSukhX76bfD5G/nhcgsjNK18ApwAHWwkbTHP61NpK+X3GODakjbYCahtCnDc01YaMV3ur/YYnnwNrfN9o/Tp8dEN3Re6hYs6WrRL+z61FLKtUbLtk7DvEm1SImxmCJIB/m5UtjO50YYyLJwWm3KYsf/ad/CqjnxYj4Qo+LGB9lm6KPc3oZ582mxHrAL7QpfDBUKdZWv1UTk1VDo0Ft66VtMxVI5+Jl38x1GNjenky/aglGf96RXxbRflJyeoYrG0qst9xHkhHSwOnG3z5aejxXGp3MlKfGinlQueP0rEHtl3qDKYu8X4WJUM9T7kUapoza7WEo9PEK14f8rssjs1DXdgPjLJBJtqsIdMxnX4ylPk6fak9ZwgRdTVFlXKqys14PMXPzPxUig2v8Pr7U+4xfxRzdk8kqIUFf15D5+fs/G2kXLFRWq+uhmW2hAdsTtz6A5FBt2miznB/gg5qYwHsgE8MxW6omphT4L2hW4zo75qLN6+Zer7wNFC1WG8SvZp7cbETgrhctZZAoVuvRUEkjLypEluRes5RX7i8EzqppEjd7V1Q2+lpufmnnz8NztxOCSMB//nZCr77IJexOSU8mv7HzbB0w/bbTnH9psINh8SkpkaC/RTWauQh89e/WWblPkF7sw05tYSzJFqq2KIXKNFtsOFX1VOep5jTUy5WVNdBn9eLooKW7ZexHlpdGyKBA5aysvcvo3X/u0rWYFHyTWvmNrpxbCUx5L7B2/lGtLj/Pf37Rtq+QW+l/CXOCDz+GdUX+cFC7rVj5sR+phnZVsMvckzsSkszuwVLuX3co0PssFIWiSsYeHSpO9zrdYsaMTGogaWus9XIm3qBYiCR8C7d9KFQx6snUH4mmJPaem5XGqHnNGR0iVNdtigjN6IwusWJcMPv+mBpvAvgvschJkeZJ0SEARVxCRXvT2wZKHNqUC3YDDh04DMkNOOverwJpqBuNzOx98r/bor+f8NqjtHyXqJUWMkzfcdueJK11z0DbnVRFrGlTS7sRLi0uI/TO43tauFZwFikC0iAK0NGWg7ca8qPwPNW6o9ugIcfjjutXfvkEZ0j6u3NF+Ot0vP172pKTUrP9TK1EB+UC+ISLbYT8hLSKEZaYN9DgfgTvFRYs5HU1NPui/3loGdbYF7PRlZdwg994K5ma+XtF091/XzNhOeRB+eJ1wiH3ZNPkTrc+JpmixEwt0zSNfnEwzi/u+/MS+uubtgcLKM6iXjp0loN2zD0a1DwUdSAGESwOgTE67bkrIfLYkxO/CW/zvDPErO+n7/aw5vnEKk7um4uZ8RwSd59p/Um9NYm7oWRWCnbmN7ZlFFiPkCeCAoc1E93/R2qIVen/y/fOdQXfs81OzteLkdp9/V9noBBHPVw+lqQq+HfiXf5OZPV/k7BKfvclZ4L24evhKYWU5g3rAfNuozp1vUSZ+wBEqtDPIOktXp2mU8Zt0M/elCOn8N/joRYpcjfviBqEwd3FFfbOOP8BvmQE8MVh3DHWta+8HAFEQprnRRg630qSAYRATERa9p1jI3tEOynnZP+k0WQd9XOjqr4isc4e/Gk1e+A9gBHDuxPJFu2CuczW3Y2IvkWiSA5xJVn1ZMg9KRxxOi2lafThmmcmLKcIL7MEqJ7rSFQ6uNDsS+AMLE44swzrzOMsXh17llE1CywM9lqdqp6GS4jzko9su46hbg6DViC3fX3FhclPuCRvVCrBbzc+vLNdMDHdGZQbtZ4OGGJ/KPAbp7aF+GlctNe70ktsNXeqiJ0PUv+sie70NDVUDfX6iuR7khMkjnPOrLf1UejRqbUPr3unIaLf3VlPF+wlixjJGBqco0whXHvVjGDkLfcn/WYZffTu1fXL6PMJJvRqpyoPUAAf1whM54O7MD/tzggitUw0Q3gHhwkr3P5jPzztfL5P3ZjXT/ZHVYVqVxMFJaStzRU15MIDcIOw8inucf7ZvrJqrPe3Uk6RIHFnFjmSH6hDA5aZj6oszI8SjbSzRLoPfxK6nGgQvLhabfKY2Fycwc6A9CkBp0J2HNivS8pERzv5EQ4zRJRiA2usjS6UA2njW+mHcD5zeuB/toOmrVYTOjfuXJSdy4TEnAd0zii3EYY/ZNl+M9yzCZiLGFcu1Sy0Ol1sb1bkBBER7widCMQFmE1HdHQ39c/UUpFYcrRbZZGrmprHanjpKuMXETdpJt/ePcK/6zaJdfahkzzdKj4SnX1CzedHaknCxJp9y+vs8hW0H1QoLM0qGgedJsZ+xCDv4vAQ2/KJ2M7wPFuook0Y5UufY2gVidy9YB7xG6U5HfmQqnpUzU7Uanv+JcPrPBLmFQg3UI1NZlgzCqv6mbM0oCxTykJJhqDSHc4NVfapK1BVj6WibidJxdf4+2ze1CaMXn1gOrrO0WgItT3PQDdFhyLPohSSJWB3rCYBQH9p2UZp5o/LOnxGPEUWFRS+uFymm7Z0/w6h9eA5FAeCZtD95rILsCpCH27Iu+Q8W8OLXZBGU1N11VC8XMZXah1HeHwb+59Gv6V6MtTbism7lupf/6snJ7dA4igpgeROqONGnEYgfdjKD3kw9w21Ck6OJptE/F+HOHevqNQrB3e+Jvh9k04y/mJO9l2vU8fJud1vuM8mWcH1MaVHUb7Ysj3memc/HMM306gFFt3ACXmzqLYmDP8ZWTpHhmNw6f9R3dGRtrtJB6k6M9A8a/unkBFRulsgqL/KwyCHOCeYcMZ253gYyw1pBTDjKZTPUIopVUrMEMITRFpuxOJ5mn5vP7ZH+cK44IervI1P0+k9rOFSNTudtB4Ic2Z9PngHqBLcBEo9nQ3UUOUNXFj5Pr+409sqsmTk/1hj7At5slvzy8Lltjcduh49+FHWYTqU/iK8mUledS3ztvzAav2lW72la9f157ZVfeGrXba9zBXaRyMymBvNn4cGOMlxPhRSiWOFxgf65aRpmdWU1NPsbZJmrEMbLz2P6S+v0hmZZiEHWtFXeN+uhSlwcOjvywxmJmdzBySg0pi//qyBfHMXNZjuioVsxLB0HVHR8tIsNDvWV1dC9VckfpFGakr2lDxjnCEHTT0ze/X0SpnHXxCz3BmKaw9APc4qFIv7mmf8xeg6FONY4uSeik+jOh3Y1xejKPAF9wjz3H/abfFR5YOPAVpOQ4xNoc/HdVxkBoiHN2nInUji6NYRjsweQ8g0KrMiGqnyHhNL3kNVCHFQDFsfJnaSnVhuv6YQ96IudPAjMKYKyDklcAR/9hWP5vIZkViaDkMSpmBBkri5/EZ7bZbw78/D4/lxw+DI56mRyzmNeBU2BtjaH/sUfZRzieuImoAJcNJZYNnIMfZR+iED1R9HX5eP8nDGf5c1c8WzZ/wI315/f1z7kYCeFWP425hpFduRLN9AYJJzEC3ue4PhEyUCOPUc4bbmi0jH1tI9oRKlpKM3YzPQ/m8z9n4DCVOWoQGZn2/kyKXPOF/8ujxamIciG6DBrAKqZhnBHG/jF6qxgsvsVF3yBhbwlvqGvJxaF1xBxBGyLH8lKn5qMDVLDPs11l4+8yOYvce4BfuGqt7JrsBfRLR3Q08okgcTflcHkA8pVA/qMN3b65g/d1ka+bQBfwz++/OYZpWG3cfO6S7wK08LxROuW7ohzg9eZeTaiGuFqrh7OoYgW8ODVcqHphS6lqrfJ1T+w/ygS08FIT2wR5A/SScYi3sek0j3VgbNX57AH75n+40mVS+CUhnmNHp8T6Ets/3UHfYb8ocX69MaM0y/xAsDv0xkNIBHt9u9zqATiECN8OQavo5MGF/E7mmesZRQil6FRskOna/9AdopFsKtYIKaqZ7mnGPCxYGtOwBYkL09wD+FHLbGlIKHoz+8ImhnlRo1/zJyaY03vJNo3dI2IFHeves/sw/5KB39diCnzj5KBE3hNdSt5chK1mtaLAnhCju1RZW8UO692HYuRhhlWYy8exZAI8OroWq1EBQLR6cXs1DjV0aixifzHN0dDCu/oMf2wMc+O3l1FL7r35XBN2mwhXZH35XkVCGYRdaKASTwNWnw14aQSoQx8zo2DiCHDQ8AcR82i6VbHbDX721qznf+8m5W2dU+d+8zXvbzHEb0v77NFJ3enDKCB/hMiqeIbfiCDiQ8W0Gjn0HI+6PkwO1HGx3V+oJRCINTMIKBEgmuWHjn6JPIFLsQSSuzqekuw+Gl0MbgjW5CmA1TF4nThf1pvzl3PI5Hr9BZ88z6Ta93Gl45OiEixzWzWEBDpObTvunqjg9NvWxIEFZ+H//2QP/P5pzOwYn1ukJucapXG1YWmiVRs/gNfjk3ywMP1240/jCPflqO/ojxUuiKEFpWkmvtfqAo02BmZTEDYwS6/4sP/8U2/HnqCr/S9XHinENcgMyQx2avSGlpnsAnum6VJkkovdR2iGhCn3LZ8eHvV34GhbkdfYFsyGu+I8SegXHNvQoR+grDlKSbhPd0fYawyqqG87MKkZsB1YQNbwHkEFqlE8hLzHAL2CtYr4fOr01otRXnJ0/ha35NP3889kguuffC9XiMIVd4XgViZE7cV3w8GPL0nR4exNEmn2pArucuKuBVB5W+LkWEmGM/jJ202vJ7UztN+mizCH+ZdXTh/RzaOcdQvvTDKjP7p2A5mZybqHCIZvOA591yGMqETU20J7B3cF/qyu42aeExQKCA+sDrV+IHfhxcHWsw4AZfZeWGvcYcYu0c/0NXP1tv+/9iHPD6qX5ou5Z6dAIvivvbYR0kj/0iPGd24JFo1SGkcqM3Q7KKWwjtDq8FzxwwciseHLa4PNK0aW+kKDRurpn3rehN76prqa1dp/6fuOSUsTA/Bb7fPE/Q3ZOaAApZ474BruRpbLlQY7s8zLIxzqqNS5JTXkttkv1usKqnPSam2zelOBc9cK8f54pC6x+YWV43cD56x6gAd0pgdSbreSPJ5gwgB3AaAJw6H3zIFLqfrG/LtwB4mEv5+fFqAmsOY/Dt9496fSKmHlVjE8x+xHdYhkNIByHQo5zRaQhN6JsGIqd1dc7V3XsJprTf0jhxw/Wm81PTCzHqH0TwpMeGpEE3hSqX7de4vdjciIiyY0tLS3DYJsnIdzGTUL88n5LvVNA0Gfwd2OTCXKcIq4MuBQRTJXujt3S4GElbIgCRbdEB7HpypvFu2Zfc5SuMmCPYqF37DS+vyWFovhYqrN5ZkzIzwbKUVYX+PCiydmxDOdhHQo/K4HSeUF7ochfenk1RPryxNfBc6kXRrOf9MsaZVhvNFdnbNgNrj8e67XDjRtr84FAbRCwcValG8ZmAHLWD1jvONKdkNGZCWnErRzglNKWiCxzUdZfGYGbcPU8nX+iewC9WN2KIkzghMLBry53MU/DNqXdertlRFki9KV2ghrDC1vGIrkwQvIxITXu2k5j8FG6l13ELslfWFM588dQ72sryXMbZ+4csndtwLa+RjGzqE8pr7DEB+8INrp7AEWYGaUMa8KIbSMKITDdEPIoWhQZQZ0yspHiE7OvG5DpqIieLK7R/ldz8bdQx7Xjk6ErX6r4ySlrNHTMBQiEntoBizE5Rv/x5sGDYeeO6UNEhkhH+tHLfvkTznVdpo4uL68v/3lhd6TsSR1eI3O1d2fd+MV/Va48jBrU0LQ2PRRbFJBvwBKbqfYZ6wifLtRNBJH4bJnQtwqjGifrixZowmAWa2PW+wT31vkXgzE2D3aws6nLGVR0qttvAwK+Emlf21rfIFqWL8VKo2nwudXF+Pa6L4z9NF/LBBkqPzn4okPl2RLR+xS8bmwOtuDGWb3mluGPhgwOb6mozmN+QZl29PkoeiU1K7U/jnAxYFoeT59K+fCITOmECENF9S5NumrkrLt6LgqRCdeSrvjFObXdKL6dsAfAEbvQCfmCLGMGFEzPTKX/lr7UFp5S7o+gCKxpT6FGBf2VxKD+otnnkqoq2iSCLroe+1F61t/LpCcod6SSe2Qgqlwuyx2l3j007NwPPKYNEWOtMeOGtojiCyi+wRAgnx/vycwWsQ78lI8faiBVeb4uy76JXHd87nePkGWyxOybmWjqpj3UYRQliBjr8FJmgJI3j5uIKrzbHgNNKIsk5UvmgC4I4cweBPp8lQvd6M6WWpd7cCdNUcpfA9RG/DGmWXyLbGHLG4FSBg1vGqj2E3iQ9gz+zikr59H5gVOxM9lO4mwDjffpfO63DoXlrPpBjh6HaB4vCBGiSk+qb1lsoJNQ2iMmQNQUCjisTTkWMK2ezD5UZhUmk6ZTR7kS5VBL7sn4JtRTGJxeqcBITTvTpIKe+638WR+73iBvjKZLGa5EhtY+GXxX0ojT+LGe9HQP8IUQOvS0v8APq8kC09cnSOgjIUdZISHlftv5Cv5bUMNU0YWd6CHyZN/XiETVeLXVi6f0LL2Uz7z4MTee9wkkOYF0ZmA7jyN5qHuAuDFJNW5uqWklIqtDt0XkVWNTTJhcCi9U1XXwXpCc7lBtmM+DaN2MMyUWJwxLe/YANXsA+PSO6l/JJxtqRLu/XPi/kKFbfytUvxGEkOYMkyi6ys6GF30PkLpVDbXIgSLuDd8CGzS10K6WPw+U/tzC7vbhpJGiNw6niq3l/gkMM7I61llt1+aAvMa4nsaopNUUS6+svsjRzdOLXdksm427Plo37b9uPJJX/X7dperZtxBdL0N0g0CB/TDzMWWHo4PuyQj6sukx+G8P4NVkhw91Ht6FmI9VIe1K1abzwqBov+W/9RPX6rq+J9384i3n7epqvXw76mtlyNy0Zm0G8y4LfILFa0Y3cHOf7Mqy6phWzDVrcrzzsSg1VC1o2tVGoMuos5evEH0A3FeHKJ3V6MiDzsbGsG++Z+t8HFxDOpf+pWdz1RdFB3716qaVaIdmFngK0tLk0z27xFIfYI3iGNY800iHudjZ0tvVLG7UQhg6e1taZIbSmIGoJBFPsHWosNic7eSnkDOL4vWDsoNHSorErSSrMihTAU5jALcv4tbrmjbed+KqBm0rkGtcnj8MXRAvSwsEYAW2RjAusqxugfkDWoY8FjL83O4Idj8a01wUdHcpZoR8muRe0+r/EyT08mvwDY/B105LDOfGXVfdDBTKHF+m3EikEv8ZhruHpmL9sP2UCTxtGkf/wxwY7ipnOM+kvKFmzKi+pViOhVRbfRkbzaz3GreKb7WCRlzIVB8SlIPzPNASvgLwP7y0gVs2ZRBJvIze9iw6+wZL0Hg5Z3BhO7SQOcFwKg2j2V81jFsxmeJkPz5kgfS6LHgX90rlWrFWqPZdUWmDCv5/WNb1m+tu69tTEw9+G+wB8H+4KwR4kjcrGCUJLeAkFhBV0DNllIb+Tl4gOQDBFUdkzXpINsXyTU5LDa6wz1W4d3MKjzRkjqn6AtlnDdIXRTsMmoPLG9QHKw8JVV03Ps3lcWQQu26y4SNGqrPY00jfT83D93MdGgd1YCcCYHflxhz6jXBweDBCylSXqO1wwWI1X0++8PYRWbfb6IiqiH04PbYVeBW3ylXPJL7ZA3ybYPzjxt+EiKEokpiOSuAziCDyEk1D4m/4VON/m1QNJz4ZXZqxbDAIic1crJu0h5f/wNt582dJaUq9taxIIi2kRkNOtlrNRFqGbWHips8z8lp/xlGbiEObE37v9Y+F57r7vX138k6tx+muR6b84SqeewAwyyCUWMgTgc3aWdgx3HFvMcxR/Y1NFYMTpQhqCEw7SpwB6aKcJvvDBZpwgVTDXWOZIVKNqNqoKI5RXfh5QMo7XR/7wC/z4cq5TM3N0va1eAOrTsyRiX2yGhP61VrvVjfZJicmumGqStLW6j57Kt3qQlCSuK9K+FaB7iMHTzR2qfStLSNLlYuB4Xcm//oVJACU/ocbQyMJWDc1loy6+DdnNEFbTc9uw2nJc1I6qJGngPCxNSm5wkzUAKl5qbmn+8uxgNk4VvCuHNt0YFknuzGTHsuMjWdHetNUXzeMqMvF2gyphQRXFGlecvvwKa84ncpzV+jZYvD6CsjhpgXoiWZSaGLL+vZrok7Tt0A8z+7gfCT6W+XO+B4ge2OsEzYO6dCY1S+lX5ORwP1U/z2ksboMC+FN9G3BNwzDtpzl0yUe/5m2D/D8QbvVLxWMMyAeA/n0n2afYGHCsOPQFnDcrW5nNfiseM2K/SvcpxPL6Qt3D8comafsVsvDTw4ZTT/KLtUzoVpctiFZ/GGRl4YsSkNCagpzgwMJTbuDdShCZPiUzM39FDDu0P9lWmuYbfZhKSd1oilAC4EGj5xL+GNF7+vbzA8Z/kkSImkTHs5G8ASJl/kLKURLPx9lydNluSJBWBq/QAB5aiyh1Zc2fi7S3TlfBAdWF7l7pLhBNe1IlftvZQnfh72yRumG9RjTgtcQlboVWOYeYAxVEM7Z5hKxl3qrQT5xRndpEXm+NN0PsNndzzgnMgrzuLRKUj0j0KD1epprvbWM7/PvDuBLX5exWqVvhLGCKyHg2PDrWPoq7ISR3sW/wS7SFzuhYTpV5bC5fxEOflPeZrhnPdTYG8Hur28ywwzQpD1A7i4l1LBR3bt5fsf3S2IuKNUNnODuMHhnP1NFP5VKPkYiS8ekj1Z7i5BcG7pck76nK+0KX9VJEX+hfMeObkEURqoPGxnSabBTbINIvXbf24RM98Suk/vvzuaxal+wcZWcsH8v/rWTqlBr7riHcsJ1ZoK9p+sewBkO34p4CVFP41ZVNUyYRY0RfZMPObAkoDNSB0IK/cMdPze42XdW5dY0lFdny5Dn9SInilNcBq99FTdUnj5z6VAf0o6DQZruWrBP/9TWkIRKotKwCzmfG1c4q8+lGgmFhx0agrsS1WUOhPlsmC9KkPkbPtnIKdXpfRxwhPf92G5Ba6+hN9bqWxSm1zTsdNYD+iIpcPvxuelznHydCazQol6OWCcmzkvk44iCnpB/06sFvUxmnQhJmy/M2ygtBqR5dUUcFCIspBrRCTlyAQln8FuO6eA5drca6HSbBo6kk2mpVXiVLcVAJSYz5Ov45wTLHmnBBwe6fS2Udptw4CX6wkQJKRy/B4AMLVFq/iQvgOo+jqDOVKdUR+om0wIvdRjM1xZAySJdGtppkeWeHh8s042r35Yk2R0ul1P/FuN6sPI2RpjNy/jjzLhWPYOJx/BsavC/vZ9i6ImmfubWo86cFTKcNK1x7ZrIlTtwcOWYxEOfzy8SsttsLvf67gH4OOgv0lvELcrOv23fH5iDhIPcn3uA40ag/65JmmJ7sDQrEe7tzFG3hz9J9NJbjcTWetztpIpJoMC3M8Ha/s/PRY+4/Om9ozsGZfQyfYBCyAOzyUASOTk1FouSt3zYalUOGe+v6DXOcNeptwji+37vqMuvt4wWudC07+qD+jCngoZ3k1Nz+94/2wPYNwlLJc6nLO1wsxNMZPz+dIYHtTxMa8xT6PLUJW/L2Tati4/T5O5oZSboth0++D5Jcr7VYvfyXxk9Vm0gjSJoV85KCFQuyLIa3OJ9tuMUr4Xu7dDtqUh+jJ8/bT9vHRtH1pFzRluA3eMtlNbVmv6FnqD9YdnJ7ctJY1zKj/LdSsipvvc1ucy720XNCcGgXLzxecdxHMU41d+C10a5emRl47oGPRDdJjWqzu8LayvX6FQQmacIoniWnFEgTJfJMYYxLrr1ZkQpqZiiXliMDlhweyfQK/cqu3rURWHj/MbqQW1nwVQKUNP7xPNIhQQnwofBLnD8cgiecnRq4u9OZm4pdND9dROhZWh6cZSnlltb3TFQXxM2Pl++Bwj4RDmG6vUS/+nLHRi9l9Ulo5zJpdzGdEj2FOHWgoPOXBkQcbRD0Fy9byccsR4G6/W4+btyzicUkZG96AVuODvrgbR+OBqCZoNC7yGI1Pm0WXyfZKTTeM3EFaLn9W8n1y8oPyrrSTcKaJMfb62LP3TkUcp7A9VTwP9K5n+psUGMoxPdei1WSQqsrLLcvnuqgWqbu4fE63F11g5i+XDxGLLWd2+5Zp8bUSeMryc4Ufq5x/5pfIL7l6uNsYEbaOPr92n9JGuuMlthzEhpDKcrCNUVcpF6w9nokghlt23MHxp4Q6DLnf4BTWLp0XNpzs+M/OHwagSW+oaZWvEjaEvVXuzLdotn33A72RAx5ZPl1Gx+4tXV4+vWqjJHB+HO1TftdXPTp/6qZxqJ0UrbsEBW7Ow0niZ92pZeZGDRHSNFGq3vpiVWX7qFjyifgebG+i3Li66dfKTS8XW94WXSW90oR9RRbm++EUtwNvKSg4nqz1bvYncy3wmK3eePkYZcQU/V707WT/8VaoXlil7ONH0UYxeToHCpQ9al/+drh+LdhtfhkNUgB+ja66ptW3uFDOEx7XcYdxSPBUowJVc3w38cKIJus0fP5Eyf5dRdYOuULdBZdl2SzIzKb0avWB8afl2oeug27TLKa73WYBwwBX67uNoHnf9qtbPlMhvvzOUx2wMcXmM4L5vNwuLcMHHa4NidI9iE5ad4dyj6ZF8RYbspfStvThIWs6kUK3ZcDBlM5NsoOwAmv75ptx1ga4yeQWdNT0iDI58QNdooO+s/GakTvEw3HKfiKeeQBf5nq0TwHdzJlpTGCje1H9VF47XJxan2fKePz2F6XcgQzZNXjvHKqjxf7vl/TvBqSFXZ2t0DYBeXDSYZFDHuD5RSIyu+aJFwgJGfPZN3GnwceNXgDE70gtvCn5YHCVJ4BHwy9s7aBYcWXL/UOQ28Xce+R40QfqTQiLbG0UUZp/rygPSAsVv9iJ2wYRna9oreY964+2FqLysGzesskxiqypBss7Gym7Zk950pUMtSYGtU9R6gWgS75DOyvaEPfJ4PZChGc8UWRk0u4F9seMSXajXoPfEqEtT+8bONGS+bYvP9pvjsJaOAdfHtj5NdLYtKFRn4T/LedwoSlAE3LYT/p9oBxthKyK4VopBEbHwnczRh0HEQZqQtqVmEKImwmzL9Mxx4kHQG5XGzG8EwRQhwikM75NA6JgszSB7GpU5nkMB7oQm2S4oxsMNAPho/yfr4DVZgppes4y5xjpi6ssLEpY+Kv59q+nNATJ0Y/rmbGcfJqDFCM0JHqoyMj2Kpa8K2WV77gWhe/15ozMa13LsxToakCf/5KcfbZzd47vcGrVNe7gFqfSpLvylgI+iJ9gMhIBZ4WZH++56xUj81UIjileEYdi3te7v0UshjYEaAx5yz7EnrKtVtJYhlEXZhJY/rlMU9mDsQVDmRE2AcCGOL+bKq8RPw+zmc0j0AFJSgvGuHfEQ/0h2rvWTMC6ZLN4yOeUmzUsvayr/y9f15rSbwi9wGq7iW4c4jCLunKftl6bESZIoJqtVCuHeApIw04P70WWYd/eFOfjK8ZkGMYMgihdCkZdbF2W+9XS9kdeS8yAJCUw/Sfh0JelITJZ3VBRrHeQ0QzkN6qZQTEATGdmRNOy9gZ2vtYfLS5ARkUQynUkIzNyxKmnA921Ng9khYIE3QU/ELKCrfgCXLCNh2GtFeUfUcao0wSvfoLvESMDqSlfln+WN2T2RN33ymr7+j7Ft7jZ1CHvOGi8y6yIdDC/BKDnx8ffldegjEFdzXNUqerIWgcqrXIr3m9gBkNI3BAjEmqJ6TlxBRzhkOkeBrWSTJs5nzazdt1EatV5MrBIrP5xwv0BNaSQA2ef9O9sjZNAbSAlez6CkQYUSvWUZ7sHun2kjXW5xd2eSEuURr0f3jKtsncy+dsbwidy9ufcbwsYw83bkDE0uRNALTYEf9TA4xkCZqCX3e+1I0bnXT/bNyYIFmdUOgSDKtN8i16K36+XG5jXeg7LS/mJM6YLGAaZkwI98CRPCVEfPv5YEFS8EBzBXRo+J9asWVRxVDnXvP3kF2XxbIeBy+zz9jbF2qQobdzsQ6F/uTPcWAd6visWQp6tHKMta0saIX6zkw2sgC9n5xD3CmMfDQ7UbJzM+PNsbHWUGUyPxqyatLQfOugNuJSdEHCdV0ja61M2SWVVc4W8gvX25ks/+4X3iP29JOR4vC6xJLAjRbBqFWc008xig9c+VTx/voY0/WUQKcFKOIcv9pQWLLKDuE+slIsQTh1X+Dntf04UMeqKNuIQsYEKrOdNYTvPCQJeM5KRPcsWhu0+S7ZiKIBOR25FBSngZGkEzUfhqdAww+hR6qDBDVsqO5aP9b9dbaAxSANXbOTD8MuP/WTLZkE/HG5sj4j9jzAxt6fzEqbmGhU0uRt+oDVSbXRyKIer6RcI7I5kPWLJW4IkaDkMWolC/lhLNIEIuKpSyZiOUM8slSs7p4V84zDYv8nmGcMml7ALP7j7j27dHBj97XODltmMJqQb4QQT/CQU4q0oJmLwOWQl6KIa85QMtRF1j5S12n/2aJZugU9WljKz2Dnhnj713WcOSXC/R5+G87muijEZ+vSGe3XCCfMTkx3Mh36Oogkaqopxtskmzy7kXo8N0Yhfs6sx52ZzSL3sb65MtYeo8fJpqxAfSu0iLkxah2ggKdgCnZA7SryTmJ1rn/UF/WQVB/0afb5XxztFxUtcDZQo4PbS7yXpp8+FdHWoo4q8DOz7Lt98wZ8L8Engi2ocDalU2YRDuIb19Vai7aF0aGd00fZeWWB0Ak2Hc5eXop9wz6Y43UxJ5jV7akzcBNLivMX+PqxRGXX0ncz0eY9OBOjB0WYnRIoNJYlbOQ+Hhq3qk9ALX0BVKaptx4nL20BBFjVayRtFwKz9cBzg7BEr+lt715GRG69ZAxhxJliTH0qKlduViRheljrLs0T5+baF+9eGwrNKJk0aCxeGT4UtknnKfCrH/0nYTLPz20/SquvuRrjEycBbf32c2K5OXHcz4rpFLtMJohu1DrbI1GP+sDgem/L+8agTfiXYW/9jxKFey9je95rbNNWMES8hxrVj4vt5yTqzChjJInIia8xiIhX9F1mJXyfV1zl9XMuH9tiCuMVMhebr2S4YqGIu+MOPyYH3m6K9678BIRDtYdQo3bRScqMCB3XR1cUWWsXHpGF1rC6BL1TyzNNwklsMj8KDZylu430GgYkZ1366lPoLPdJ1/rcRfZohuip+ywFl6w65xsiMcoO3QOZiQNF0v4MIKUr/JPBmT+kB9omHBwAGVfk3+fI/bi9onF7ImOIG12JE0jVUa0fkCtVW1fLbzM13/ngmUSPlQium/QK3I/WsPOj6ppOHAGxGWRuzHWbV00PaDvkbFM6T1ABuT6D0744qCY3qVInRUOSKEF1kjJR33HHCLIsSrBUR1uYysajFxn+0sd5OJ3OR47Vi/P1w+frR0JCkxXvuYmee1w2pUP3x0Kvd8WKopv7QESMOJsixm+xw83MdEmIEYj/oq8QUw8vMACJiVklWmx+gGmTn12XVY1Rvzek2PJbFlQo0b72om+Ykw0EAAz3yGUVkhYda54GRMDiZ9ax3FcwYy8/d78mR9/p/7IOKubeBLm3lnHmrVpaGSIJW5yNHYNzQe3ksHLBk6YeZvcbNkcQ9fiFJvbZ32VFQXOlyVpR5c0TmpPeOIm1qanc2vK0xrZe4AZDuXPPwRwuZKRQStd0aEvzYQ2V7F8aWsxmZ5aY7fGQsKAJNnro5J2nl1WdpGmJbdDDUMTfT3TcauFry2MgJZQg9QU7f7EHQe3hR3R8hlPS9GYdYs3K43GolQHq9MCnYXNL64KGVfIpiucI4ZXIWvcZ0qXa73pE9T+9kq7pUz0aaT2wNlBsVsfFQQjxJtcfF5cMdUIWq5U6PrLMJ89+X6U2KXxIgfTlXzvx+Ba5w4hdabhZbKZ1UBbHX5UTnG1D1k9X0yY9Ll8+Hq3YbHStZAq8vy2s/PCGH2lJPWbh5sxbCCciwFpGPMYyTLIwDiMuA7oFAt9PeP2ANLwZC1U5pzNi3Hyour5s0O0mX8bShvXOq0FhM0f4t9cv8SsZNWC2kFJmGOwE6yaWVv8SMhlHVXPU+T5fyVx/nCtmPRBvsHrIrNXRWTTSHcqtnSWpvnoPmn0pfac0CgqR/X6z03781NqF57u8j5oaqyPPip0efaKiABgv6mms7LpJEdGahcmpoVT1BLujxLAE5uJNnmdHYSQ15mM488cSvnOqX3CAu4bq+o1ZlEoO+wWXKURZYuDtlE7gT6IvcB2Iygw0LHICPhs9aUOPXOyG/ixeOPAXJxwxA0Rvfb9bCRbqOT9S+/Da+v1x2hBwiXkXTobJfOzqgEWW4u0ZDj0yWcm8vXNl5eQTQHgBs9JSB25pe20/UF2U59sa1lF1OMHOwdb/9D+kCCCU6xdcwY2qmYTs8I50b5xLcNuhOyyrJMIjYkxk8i52B+o0hso6Npx64jTm2vXPV1P1wVs42YL0LmNOxOB8Gq3yH0mT19tgUTyG0GSIUJY1HG2zcemVJKMKiuNqqF1pjHmw8wUUMblguiTEGVkh+egMvlkws+P5ikWb9m5NEgiusE32UiQXgCu5Q6GAifCpd9UYEmQ06yDuzajOtbV6es8Qhvuz3W0fryyZ3Z8ir7vZOW4UXikZJc0W5NWgRhieoyt6GAPaSQ05nLk02fbd4zZYprTP65wvgd75VoXXfkl1zenqnQWawjuQin/V4DogrSFnQJD6aozeanx2kBeF9b9G8NI2MyU2K06/Liv0LewwN88pZ+anWPE70O/pLWnfXVSPvQmRPhfhTIsPDRS21F97MfUSoja049k29zU7e0NZihxNrDJ32VzY9ceMcaEcJ6HYAXY1xhOjTMQafLUce0p8KwhSwfUuJrkr9zUlGg7os0xHhnVH5XPYU5facseTwtjGZL2AHR3/vjMadkoC3QSiGeujr7Vs3TT8zqXz3eYr5fCX9t/jvW6XE7gkISFaz54qnP+2cHsPQAY5EMZT+mfcV7+JxZlIo00oJd+yZDrDazIE50evKtp7aBIwCFuHvk+qBJtszqbcuW20StdijLxcmvg7gHuYI7iy1ZXqsYphN7suQE3e4demxhKJ3y+beVB5l3AMa6oZ4OJa3KGYcPXLp6ph2FmRVUM3V316YTRMTjsc2DdXQtFe9M1eMRaNUcbZ9/aP6RxnA1ngDrQz1BCDAipDzyz3QmF7voaEOOqW+0V0gouWazbqZWOFw6PvOipq7QcU/RpNxrVl+01Ocm+xsIzcMw4RuNaLNJxxp1XHGn4QX8I29B3/0YdzjfrFmflY6Y7aOuDSFLvqfEbV80E3mMqzw/QCPT2XxD3zseHRwumaTy3DWyLdesuGglYmkrzIYjLYbsm08iLDOckNjiyFBp+AvHMdcHNKbUKkRAZvtMNrt1gl+TMuycm7YPxNZr4nN8sWINFtg36UbQbROBEqI/+Y2qW/P7b1oh15yz1j2zjgltZ47QVOyrxywQnCCaGMGuHh6s1OLul4KsWtKb8b5wX0eNjhrTEmH42q+A3euNz7d9b8nTgrgIbMmxkMet5A1FJE62s9GAVn8eQwhWKqcMD711kk/NtHhat356COVs9dV1Fvrnde7DPK5cxRj0JEmFrnLYKLJlERF2BD7cakd+ne5oMObj8cp+0P9j0DYk7N9xSm/zs6YHXkjQ2H72QBkwOMlJT7ChHXq5DyHoZdOUFlyxqoOFlGr8Umhw/Pfb1lTTZzY7XNBdJuxmaVFv+Mvc1lhOIw6TXbeCHbMZN5QnEcDcNq5GlhQdrK0+d07orkTcgZNjySsm03vP80FuPc/mXfy1H58/dQVJwUhth66/u74LSuL+mI59kjTuscQJMmk4oFTz7v8pU54ATYsyPBBYPI8he6w+zmPPGRKDtsbfIXP5zxqGr/iFREj3ZrSSalACjIW7XGgcIlL1gqtOG6gbimPW71ksoQCJXsp+pzziKpUVEuE8Qj7AiSFhO6+6H02Bfnn2AyfFxTTN70TXOXL5wfyZBGbUBW9xe+cucKLu9LULZ2saEDED4uAMQ+k1+0b8gGZQm27COju3k57Ghog+SqshQXToLflPyCadiR7ZiYsIqJBgOyhc6kiDa8IZUhfJuuGc6D+N2g8Se7vMKUKLBumFfwfEzPzByJheGFplkq2SuiDsCajm64njzZGLotMRHf12dDvXDemfTb53LeKSe86fe03EPIPo5HLTIVIlIsdms2x0MN27ZA9j2cRItkJjd69wxjFArz66lvwzfT21i7GiLbm7I0dqaxQxEPqv3aGbbbIJhh70kTZXf5HFH8jmIOhk2bf492esfNTWFIDGq3Yf+ztCLCdIwEgGyb+8B7hBdVzZtHCWKUpy5Bz+Iv4msEjtc9rXcIbF0RaOEGMPNDIcOSw9z8hqHGJ+zKt1qkh9u4/wtUGgKamAPINbqytD7glIZ1FlLrEOodiqS3L5G2Q4hlfljGyakIe75Ok3DnZv3XbQ4SW2iD7scxy6YTkL/8h/mDuUr55oyLJtDqL37zhKyqH1izlGm9I1fEx6Gnsa/3nbLczpbz6qYpyAXhg9IBcq9Es+9UbIIttPFhEC9uG7Jqv3pBtOjkdL975WwfbDj6DbzRljqHuAkgRca/t+h0H79L5umL9Jbh9q5/HTRDNrEmgjF/C7/Y7lQA5+6poXnj5u0mvrfzk+Jjz/fHGvfAySO5UtzEtiOs2B+xB6gmyjcqNS3viD2319N0eeRfOxApstySX3U9aEH1tGDd9ae2cIJZ5Lf+39T9/Ldlz8v30FKytdgxk9P12EUSz7rpGptDeF8B4BWAx7HOjAC7BsDW7wurUAq8CAiYWJ5cczZoD9RvcHJta4t83LBUM36pxNPfvD3JT3OcGaWsNoqkEc5r1sDZ986WzaNtCpTd/M8qmeNRgVtTipYnvrS0Sfe9q8u9gxjsNA892+UexEOPUb5HW4vQuPKcUr4O/HAZdjLxHJWyvatl2+Rjt536ljB168m9WpMFHu/iJxAfgw8Mmu+mix3KqEnAiY8ydoDkCCnNjt/7o/XEwhSp2ZcAcGgpBwUuzzfDtR6oOnupZU+c0/rEwmIecZTh+cSsUtlIbhNInUH3ea8XIYVZNnsXt3HH8jKOfSMxmnE6TYD75q0DzXV5QEtYkk1jeiPdhc+qAU+SPDUGoa9caJdl5MXFbClmSsOse0ZQHs6JpGtV+CZzZ2iVcavVF1VuN1w0WjtE1NK9mEELa/BYY0biIJu/dKo9CTexizCBiD63G4I7g+JmHyxbWapPxFzqhGbUF6xyITLSEV1iAInbnIydxYO6rwOkr91RlAZpPAInxrsietEk4fMWIqMUApJ5mzjsJDUygnPoNElcH3zcMnjk73SX9J5EXkFCZpyJ32fyHKoh2sms5/Y9n1egxkq7AHkujLgODvI/CCbzGYauyVsYMd3Z3X6OzC8/pU0XvQyWnjRSdGV2xuhr5YjpfxA4UCmr41cikK0jyb+SFozT7NTaxSzjlNvFDjD/9xEI4f0X6kJCoiI+u82jl1eB4YMjvp31P3tXX8RaoJhb8nbFYfFGAXFIIkjujlZqtwWVHh4hmhRDRG7AP0baWPxaA/AawRmHPMcXpVloKPY+tTey9SjEv8dWfetwk47G6hs5gu4mZQ3kXpZKuzr+ho5g5nK2G7/HPTHdghG4ENYrWh1kJ3K97Xu/LJO8y+ZiN4bmfEPC8zOq6vPqTuGvugowAcUUna4LSk7ehM73Nb+Ar+yqlXRxUFlB+t5VwGtb8DJV4LvUsDHcDpq5xRDHhUkKIn/H7BG+v/Z2utviHRIvxDSyQBLSj2+kEN4F3Kc0FmDqFgl27kbSw76db99mP1FDx6jd/6SgN89ZEONpObhbAjv00AzpnFrLV2+NCZE2ox6N1uNfSmy0F0qi97ylep8vaUpSeJInSFqnib/IEW27q7QF4WsybICtc7wtT97AD6shiO8JVALtd0LU13bHvcMLFjMMNFmMegG4JPIu2PqNQ1AQVYNWmjqL7l4Hg8t8JgKu2kVGakzRZh49CS+1N00IA3QWQT1vfPgztYE6oeMFMN5P8glHYWJspydcANsa3U15Bm1BMoeoF3aX64aro4pCzuXKfEAKagNkyf0+p1Vl1H63bLjlFABy5wKRKcHjELUCFCfn3/WdEez6v8V73x2m4C6VmI0uOOU+uTuBLZmNSLYmg6KD9kDHEMs9t8KRPW3w5m68LGc6h45G3gksxdv0fL87sn8m+/K22U7BirCUEP06ED2LXqPmskatXP7mfaEgmgmV2bk/pDE/ZiLxRJCXTTa1P3+E/i2I/w9lxVxBXHfyp485RLlC5YbhD//gXPgu9uR06V/qmOXbSrZYAZ430GpKZZvuylB2o8r2IiPRFPvfmY4YdTejONzjFVvZu5M24XwqvybCCwRVy978MZLnomN2g96/6u9M/2Hsg/7/7RISCRb1rKELHO1oGxzlS3ERNljKsSYxlS2kWEqoawhXHGhbGMbgywZw2RPkuyMZczYlzEzljEY43b9Eb/XfT/4PTgeng/O7+s4Pp/35zy/5/cEUTwmOaaMmElk1YBx1dc+jjq6GML2pZtzx6wsyntmxcnQ+OMVFqdKJUgPr5g5OFz+4eQHKVItEAqSydIi95AOAJo6G7Q8f9TAwkrujlL/zgqRMj7dG03kRzkWLQmPI12/k3DRBr4ZJyJPJ6KLl+6NLb3UwTwl+hIas/I74OM9NXUwJDrUIPYF4O8n38CPhwiaVOBZbhtpIeqa0Alfi5lePmvBliW92W5RuQtD8PLcwVNv9h5GIREX3WjPSv7yDmO2KxAsNuNFgZRQlbpJhM3Iygg84LZ0Ixg6wj3qsl1TPY5zGF/Hmi3MyL9Zw2pu7us2yxlU6Yh3Gc5xK3UigmVJRc7/dMoWtCGkK6ZOXv74ezJxu9R8Bt1qDZsZWW2gIvjdDgBei9kXmODohYqPxv7Kc6lZvypSL3hd7lg3K39OaIsz1z+yA+tTzV+jL7DD3xbA5BwpaAkUvIEpG+cy0kqOTJMySSmZejCGukUk1L/R4PTIAHPbqv461/JJ+GwHZbjO6BrM/UaUgKD69wyjnIt5pRIWNZN29nqI6L4gLuu22HDoJ5uZuVa5wcfxTT7hdpPtohZurrvcRg1OZ8kgAxENqpoi7mmz5wW9m5sUhgzAcGrm6BxzCPOO/qvKd0SjVBomvg5XEHhrEm9dxVPr89gkXsHT7hnRF/hOXvgajmT1Xdddji3EBHW6AN+Ur+G0AuHS9xiD4iNvZsBpgA8Fa1j4Dc+Qv+HM89Opmh3habnRQcm0nQD3WAy81kLZE7cPIw9t0ZtoX+fQo3QqvQ13FKlvzEC/Az2hx+mpZJW6N3bgjHAUtTINBTwxOzDt5uk6pTlbZbeW625Vkpfqzg2y8/YUka1UXMdK9xKOc6OQHbLVHWa/ddOwfRhTAl2ByVbvnqr98jhB34L3X+7Dbx8QYR0yX89uFohCQw8ArpglvDseg6z9BJdBl5NT9u0z7qzL87Jh7SBRtI+sfqfLASDak/EkiQI/NLPb/dUr3T+0Aq1vWdVjM6ALe1e7Tt0tGeucy+1RBGU4t5lp32tDN98y4nXjQPo1q3uFuqmLHPCMphGCPwnj5NpbEBbjHT+feTc7FGpaffdVPzBF6arlqIkG5RTass8k4Dn6kOdOHADCSOE2P0mik2sNBwCrNSjI/nklJl3yQcrruOzCJn90dLbKfg7RRz8edggfdKPzKjEZKiMGYMOhCJjdTjqPy9lr2zrUqeH+M9Lm8OMiSjm6l384z+3qxRj1pyPaA93jIF7Ncsqfkf4P9lMPAE+yzDQlLBOoi7D04Fp8WNbHEcZiUDo+s/ttbZ2txgr8VDvhnZlThy1/uWTwAeCYgX8JypwNwcCkfqcbJaFfDOQZa//LAl9S6pXx389+dvGVtVR+rpoZuy3TKTk/Gx8DMxlY52ARK25rU2ly5Vzc/CR5q2oJ7ndoDq/+tzdw/b8o9Rj2AtNyj5IYab/pdpreNnWBuHHPZkAzJjorL3L+RfCVOJ64VwKqULlrGpnbp4cJGzNJQxzlkAJkt2m/q3v9n/MNNfUVZim/0qYoHsp9HgkWkvl//na2leXg9B9bnb+d7c04ACTZNm4aORIOAG8qm7+gpBiImLVHzJRlEvfV1MUR2uM/1Tub5BNLlRDluDrHytjBT7aYqSLNNa2Jp0ms20kZe0AKLgGcSNBmFZf9zkLDDNIcWU9sgWPlio/LxL5L/2Estqn5TEoeWjRIjXe1GMeOpRSmUHTZqQyewPjg5m30acKj/CX3v/DDQNpTUK1NfroLvMpJuWeIbaH1RSdR9KFuWnAtv+OyebP1aW6v+VAg3KZnc5wu6qtyD3ZOxiDN9t2juqgbJ2d61h+++yFaVRZHcf54QhuccX+wxIesPeLdu1YwS/EecV3OmLscvFAdNLCwVu59AHg9+VI5b97OIJpF3G8AEp+A4pvEGPvR0ZB28WAp0/l6HJSV4YfVqR62vaLQU4Bt/Hd4uyo/+mltk69lqYGdSFKU//p2cy8bKJGgjSPBOqQkYrlHkTsGFzztrNz0W7niQ36EexT15yrJX5f7uvjHJpW7edMuFFrrl5h9V9pzMR08XO2h8H6jk2wEU96iz8CC6XG39hv69GRL9rEKJm9kwA/F0NFyTXRN4MnAhnEfOuUvQp+575SnfoR+B1kzHBreEa6zn2ZgNVOa5XqvH3WEkbbc2e4gjHSE6MoLIc62irsYpOssaW9eJXf5ozXnmRob4y6FS+J8572d+h3+lV4o7da0p23/7D0AHHF4qRtaE7A/VK4+iVnTRMviFppK/aZW3DeJ9sSnvWyNizjGMVYnA92C5ltsOsa0+YJdyQgrI4XVvaPWjxTUZbSw5mHQ1UlaR0qAnDT4klWx3DmR2ZSKUjhkrI7L38iEzajQImYQgGXi19qvhYsumqxIKOK5fAzKwO/a/abX+cmwOqm8AtJ0yLtay7Uzzs5W0/IfDwDT9bSZUCApupWl94Q446byN7OQmD81BmZZHwJLj09fs1cReUlKs+m9f6hS2vBA1rp1qGhOo7rMi7xInNh+HOiRIIilt1/NlXCH4b3bwMdQWhXM4ziKvJw7R62SO8C8sWfXXLiU0oEywCekB7VV9RjOfp9QFTzRp4pcOUL/toGVyRjBzxEg3viYxvmdj3bJX/+FzUYbGn0A0+e3a/owDaHmVnsN6Jv3bU2P/a8/pvlfrfJgKqYtE/x26iR+uJyGw3HSEgRg0qKO+EE/r8AEaaT9J8dfyeYmPJ/u+nVfKdI4G+T4qL7PFiIPk68BtQewg8s5Fpmd5GOEGxTQqSnD7ILPoIitSV+f+Xh7kuhQHv7VT3493azTny7xTHy//bkmTJZxj1rT27bPv24IMUtpdVf9Ux7ejF3SfKZl1z/z+JuPN39uaMiZvpl0X3GH1vwXGknKyoHonG6zHG/8OH6t/N/kdOBWID6sNpQV9mmsz11t7yGXJAVZTQllLJOWx20G/QxCZzR1W3Ayu1XOOp/EKB/Dqt8kuAl3xhNVlfaZMevE6ByGoyyIKkF7/ojRAYySu1LTr42Wgskdr2DGkpdwBZPLLvCPdV9L2tJPLKpFGZRWX7B4eHU4FTil8wVb3jQnfgDY/LZbmzzyd+Zdx3QYJ0f3AHBBZTZ1Ks2ImEvAsAr2a7jS3A68TQooUXvpKY5gqlHhgzfKwkws4zvqlCyaTGuqahKs3r9R4xm7W/boY4Pq+ZEze4cw0ewQLhA+1nShvxpxcgU/GVVD1bxRk8Xf2hYuR/xTwBR7s7/ScCxYFBoivOD/d2+1mgagWels1qB23dbOxX1eYKCKJpAbxNnc+rOrE8NOBx8KVCGbJD+u0mZ0Yogrsqzn2Eo/3VP8iWCrlURFZmFXafMf73TAxQ0Nz5Auvzea+GH/2uHFT3UIS+/wyg42mPWZyc2hJJ5B6rdB+AJxIlAXna+UTLAIeWnDimoV5iDdRbvDBzMoK3tcmfXJ62TXK0m1h3xW25V2UXUWh+PvWNczNua3KgYKIqVbkedgnNShqZ8LowGOc71tIPZ1fap5Ky+hfoT4BEYW8ql1lIq7uqzXTo79/KZ3dURBAKF3m6CmoY97geVN1Sg6ctTx/TveRSBbBc0Rbe0k1ya2w3Cn2aXTTyoZ/T+FTpnj0NAJnfq51hcDSvDC29qaEjb3nr3uvupKYFKQQcv8oEbL+1vWEAZiHZIe+KKUZd0RikG0A3u4CM8xlrLYf9s2QdN5xFNGF1AiIGFP4mA1ULCLam3eMmy3LO41N1S+Wv6k9gOp088LmhdyPv3RnTSBP3KXIPGg2qG6KLRHrzTnPhtByfKmxtPfYiexHF04NPQRuuQBJi38V2XN19/lDqaP9qJ+nN+8ITL7UdbmvduuM6gL1ygmWW9902+yCTqGI2zrqa93ux8AIqKMlJD+HWm7PL2rQwq+LmlfxLJTBR6wSTcC/7nzvMs/BH6WfcMLqWny9g4/Hzqo43qBXRwZEt6VUzd7AJAkekEkUffYWdPduAgS5M2W7C3pPvR+LtPqEVTqdqCoRK2442MJh8fH04pGjTsfQbx6VlPJhTnzRLnffb/qPzrQTVdK90FaywcA8z7ISdSZw0ZgsXln6LSrM/JRXFGGbhtIqjt3Weqpi1wexfD0tm2EcwXeVGRZV1C7keDwl2vvvMm8s9ON94SqhVlcw3I95FJWNZoB6nX/vRLQ+sn/+tZNU7FpUA2Eps7Mm+5N1KgmR8t/9SMyE82+Vbh+2gqVP7dIuuRi45lkXR/D8kx6Z28+lQfdAPy+WeRHEk15mb1viuJhSHP5Z5gLrE8MY2RKM7rSMW4rXlBbvUd5jUjxZL8gw3sKfqWNqFU593EtcpP843Qmis+/CeNlxRzeTA/q4n4m+imWd3q4spztsxK8a7o1X9zgHqOOldtVqgnVvD6eemGe4Jq2fgBAEpfxOmt82qKZoZM4k3ocnAbPcUsdNdOym7Oyx/xm1WE3DwBR3iMfHTtAXzEcMXQ7sfp31nSPY+sB4CsiERxNQAgWbKXlcrUZaezVNTFPCUH4fjErJ+3ilMc65/sRaf/2UCEadg/yIPyHMErrG1gA826VewH1dz9KMPCqL/oRt92VlSSy8U/+RtCPoib3e88/oFqwLZaWQsHKokQCKcbdpbrmgvW12VqLrl2l8fCXKrWY2j6ncGH2JwrxnV5UDfQzO8JkeI2giwrocZc12lX/dK20omR+KtDsototvE5n66OPM8cd2+Rl0NONU+fYj7uLkaEUTCwKRglFn2IntqVvB20HsRyHu74s/1lKf625cCnZTM7Ck7xwrPbs28cTNuu2rg01iykp4WmO9Rh1aFMPMDPIanjXaW8tZgdIUeGI3SRYMdHtTcLMQ2kjvssRuMhAvCZSHkGmpiaW8KvHrK4a3L615Khrdw03Z9Ml9SXISYa21/CtN5rMgIAj5JT3P6FuMqUhQwEI3sJ/k7sKSL56FcIrPJS05ZbBBzuPtRuz+85nW9mfZrUsa6Nq1GpO6iWPqR8AZn+D0Fd8x2uzIo/PD3oM5TdBrda+2uw5YwPNJzYdf8kDQNNY9MkDgA94TGSP+jsS244zpWSd7nRiur+noK+26SVGTVH/oiGUHBY9g+Le6wpHzEWOvjqCU2B0ciS6W/G9LSBR2Aj6BPcylDQfifZN09PsjS5fPYHzQJeYYpYcLULCBGuq4UEXLdIuoiKdn/1SfCJx3VJbVoKplV3ePbyviW9wudgV97G4pJTyMlyCo9cUn7/lewAIt4UocPQPm/Qj5282ncHbZqTBDjuM4SttRooMYrwf6lwR8gm9bVcuR2vlPgiKj2FMapf1tV9fP2nBpyV97uToBlEI3fyAa8gunYl+byTjFN5udDWnI/zMQFkN3NXmABCZQmnfU66hpMJnN+5QVaYepr990V03f0zxaoNFoAXu2sgVGL4WHx7x8iLZWj4FnNb7dX7AvQlDHnTsRNcIccS67+y/OwB49Z5kd89IRAbQo7INmH6lgnFGPMMEV8+R598DJeF+WmnLo9anYgUJ3QHNV9c5+cVdkrveHHF4+EX2QHsQWoB7GplJRUejNIs6/9voZI5BdrbqBSbk97u4Til90GTlHcedi1oWP30WOvH3Dd4TtKIV2BQJqxnmkANVp4WJFyf0KKsUHLrLASDFaCKXIDTTyRENpvSuhjBcW+Uusyn+RSjVA8Db5MlZ7m9idYpDxk+fGRGr48nQlnmRn0JTjpcm35eB2BfrOKINpodrHY9S/TrylCM/A+Rd7n2CwGkEagrZJfwckvK+7WB4i9ovEJqObLGqPbpnvG7Dl2u0WSC5PEOc4ZpM9d0LNSTiVtyEClVxMvs1RBgMN9pNycqJPQBQXFC32Im5BevGWCHeMVN0yBeScLC7YWWSV8Y1/eCT9jHFT64L/OT4sHtmDgCnDtXa24OCOOUjIXeGaT0qNYwr90WPrTurjYoPnQ+risU4S93+bhEsDVUIjH75Kz9sPnl5JxyxS36y6bJ4I7SE/hWtTOTo9nqMFv0XOMvA7+XPbMpHcI8MG9yjxrt03mTQo8tmiYM10mMmd52bpdJCZBP/BmjPy1eAaAkghPzY/DjVHvOGYz3dK7TiOGJ8U2rUJNN1wM7BNcxUkRf1/PcrvbIYbERSI/9t6jBrqXS9iRxe69qgU23zE5w2srzatHIAAMPtJkv37MWooKpDexaikGmxM/KybI/We7AMxzgjaV9rDDKiNfv8gHL/lquw81tHOZMIf9dfpfgbvMfPZGFiWLLAtoygOnSRyxh5zG0SehaL5fxlU2XhpW6W/G7u7osEj2Rd/lF9z3t9r7/4prhqBy5NICyuNw7U/WowRaKbieNArvgCrZ6ZOT3NWBgFUe6OLgbjSrOMe7hD3IE3UHsTOad1AlH5tZGH34/rsrylyA2qeXSTuA+I1KQyUo04Dc1+3MrqsWOpX9etm7Rev1I+k3Dihc9iQV9U//NlYheoqxB+OJtIHFfgGIM7MtPZBomekicybBpKkMDm2im1AaAnExuZnUOVfj9FkbC2+CdJZrq5a+cjn3DtxEgRR2K/CIMeTTLS4lhmtr6Ex0e9D6YaWq60bhju50IZZSkhzXd/mGTfOsro2Dj+4YpG8vRlrXpZs9V0R4wzsLmdTB9FYXvuWdKW/BpUdixQm1MLNbbuV/cMwyfD+fcx3L+QmGauaKxbBkLAx0Xl3eygX1l7Y9ZWGu7YhDPhQs7v4/mIeq8YHTtCglloYiJZ9LA/zTj8TEx8eOt+8QHgZFRkKDYs8fe60QgLFpz5c0Ontmf8cgPM40bz0j133zhlPbzq1C4cRrberFhsH8qINHStIdJmM9aHrnG93UxD6KvpzBmuVArLnR3CVIVCRmEz9NOj7Mhr9Or9/DHNQb4rbZ6jmT+jAVl5SgE4/f080HQJ6BjaCxyX9t/5/V7USUt5uSlX8xA4habeqldeUzTRsnNySSy1uj01poK38H7crNQw9sa9osVeqnVpCPYAcNHb0rLMMF+nhutGRnza1BZbN18dOADwJLHRe26cgOjm8KNsNLPbvmovsCMzlNqAO/ZgaUqu3++h+RVj/+cvPJBzp7Mh6XPpp1sviV7VugZhPKC/qSXLh19F6qw4JqyPTG8VFAz1kKPTFtok6ppjC3Z0dNLoGhZeCh0pFmn2G1faLzvXeZ0zzC9v1N8V8w5qcKW/VF4JjyaJOv4gV+I4Ygst5BpIghcjqGAa8n7qJLM+tHsl7NJe88ul95ueaZSnNRZ+XhVR1z0IMRME3wV63cdzs5Jl4NdExgNyJFqGxvEIK1xEC+Ou5QiS/4Er9aFUSmDpdUHhAWmlwf7eUN+N0ZB0h+3n+br8Val1G/xFD4+Fr3yl9aw3Nu1tks0LE9qH6vFuwMzx2V3DrJGAsGJT1H+/cqUeal0+G83lPzcdr7M20tykz8iuCYYHBl+TaDo31JFy6vmDav6z97N/Cjh7PhQj1Oi/niLsPIUt6/lp+ikrsQ5z4oeWGNXPR/8v1jd5kuDaJvj0kpxS9QCuJpFton17C5YpoJoBK81EXHK6eNnsc3WyuQz9UsdnQtT5GIG/yndjDv3Q+9lado/2uu8vNqIDJKmNjkNXCtGUsWz/7y7zBQXswl0698zeD4IFJQ+KHbfy5vnSYJVIAytI5vlImUtcMb6Up6UIrJdYxI2lU6VQYYShJiUn6MguIppj6oEZXVJgdHg2xRwxwL4o1AnwybCqi5eV7bdFzHfQRZManJmg1ZsM144DgGh6p15vi3zkLjE+2fQQeEIprtLxtm7hK7Hp77q/BelXqQ/65tJ45H5edrdU09ydIi017otW79SnLI9vNCDmYPvkUM6hH0a8Rns47BeifXCvdUnpUQaCnw9JuJ2kFYd6FJoP3U0oKJ1yswjyqM568v6fpbRYvjQnZSO3rkb+oztPh+ZBJ43UfeSPonT3DDjwkYWBMgMxHMebnThTCg3Y86qsTrG0PmYfNUZ7lMSUshbMvWb79QDQff/cEqSSe5kd8t/71yToElVQyHzknkVjol2l262f+l+8AuVMgs/w8nqW1tfiKVEzET3+OcIgL1wURBwlmMv2aIecRvFREYJIeG6YosVQgIDVuKxaLljrKuJUUpWJrZH96Im+79+LWovt3s5IlGV+JZv/mBwJoBSS9I3mU+t9u26s5iFyNG/Tx4pXmkqtr4F0iNOfdxfai0CwnHcvO1sT38oLG52HQarNW7Kkm4kCHA8M1LQ654jS+qTsnWXdU2MVPyean2flEP4yw6yJ6KlWh6lQe2k8e2qoo2xl7/KVP9wfGVuE7OvM1sUN5yX8KR0pjzGrgv3c+7baQ5RUY1MBnT8FOfo25IHRmTNmYn/b274CfD+a5cjbpdxdla7LPaZyXaW/70VKkEVXI8T40r9bCjvZ5Qa4/rtxKgidXCwHvw06Ha6MrGsmniNOl0PECUCWfATer56aST/LNpqHnAVGA7N/uCzm3jt0xc5cV1/Iw49CGvownjr1KI0S0d0czhk6C9O4Xw3yazTabt/g9uxyMdNoHu03vjpyJyr7tfes2r8lT8KvqVei/TVZH5I6A8iw94qvhz3t7/YodO7CqcAxCCU6TpP+ZahJBil0P/Z+Y45doxVRiGRTF3wvt1O77XXehbmkM2KTVb+KPicDyhMWKL3ROG1r8V04r1nadmtoVNIzlm013mHxl/Xs5Qft/4x9WO2wf7f4/F5UDIb/eTahwnbL94r1/jqiKdbVXatUK+Q+zFRNdx0PDeuz4DoOoY3I4ka8SP2Zhc4exeYrKD02Om/p+Uq4Lj6LcIExblE5qKIHfD9dM9D21Rnp7fBvm4KykvFRUyOqchBvdwodzD6/3UIUWMw5yzW4wgY1SyHecS6UjS3ibb7Ap+Hqfw+fr8i5U41PU0kev9XnnaybfYe73sP785UEQD8smApkKx8AVgcOVVEY4kuqW2Uyrt4fCrR6r0UHanF4C8DPg6/FuVt4Jn3WWPtlJf7YQikZhp6mr6owjFnBzGiOEkiIK8i5xNAhzhriWDnRBOVHhe4h4DfMnQoTXGVtueP163Kp15HfHg3xNYbIuLq5wqa2quY292LaiFB3e4ffjlZVtHXyIDuUe3Jjz3cFcvwQaDON+KIfsPWZvHcZB4BoFLgUaXYAuM8ozNjdnw3+y3L9ARmMcSl1O+m+X/7lhOSsYrdjYDwk8cV+LQiaKMDt+++gwN7EcNV+A82yBySkRwspftMBJBwuO+ns+mCCNJ5Z9GB0RTwm3Vaj8ktv2uI5vSiZsPfO4doMm3imeotewmuqpuKdkU3Zx5M04Oak5ZAWFvjleXSMUz6PrKQIf8X5hNy0i1dKLZ+TrBH7K0rknsn82ka8VF+xVOCMHUnNfcqxsWlFfauWlNM7H793CXl1RuIw46s4H6I4b6seKpxnyPHvfg3CDcaAtfUFzfn+ze561IqPgWCZay8oS1EsDcpZHPpZYhZ3J6cAzbCGo1tyDhPa9DspxzYfgiYG6r9sdPwbExyjwA6jrMjy791rcDWHuktqXKh778dSKBF+d/P+78vuY4dEkbWfhl4khQPQFEI/aEeuUX06fXWIscDy+UO/1hstB2A4tu7r2ubQdIOypf/QAoq0CkgSv5LOmzjAPwu2nX3FA7Wvv5ulauRATV6H6hP3Qpq855ueiBr+TCoGvfxNx2x55a6DhA149lSs9jxQHmwJpvhvcOQBQI5LLnY9AMDZsLac6p7eeO0wY7NUVBe2sCq7Y3jSvZ1Msz51Z1nunGjrRUrimBApkzXHkFi1xbLlyFS+oU15Ifb4XbiCkEjs0V3x2MC9ylOO2+epg3cgT/1mnniE/fr8pJaguCfJkTskmycQeR8Qv5HUYrZeVgEUZf6IEqsOdzFWSP1Q02+irDz4YczvZnP5dlu25ADKK68L47sbmFCK+fWj32Xq76+tF8xPv807yudg/6iT56ZMzLD9Wdu39rlZtBVYwbrreNA4+HGI68f8yUksuqtmBe8mYlGebh9RpPgh5Hgw7g1xusYlenUhDOOjc5gywjyooA4PqCGulRzNlT6MgoUwvf2hLnvTv6Dbl88cSdYGPr/yMV7xQ8SH+/s0Zzu2hElOx3Nk/CZcjWPMU1yReB92u2c1aK7uH5PRKUXN3xMzBtT6Ejt7zXM+hLoxrLz5ArbBML64p9WNPL3luu3uOIKf4NzeTwRN54BOEqdTIGcIihQQiUW2rSUwRdOyFRiJbaMc73Io91ztEEtjJEN5MYam+ThZ+mPIhYwAvkCZ6OBfkeDQQ1JEEZmIN+jpXPEccQPXGUmOIoUswNFlPsg+UTfgZ0eVtfl9MiBJwabsKIH07/bG2MmdsTkS/snfhUSIAWS6R54qEe0XEIa2GAjsuchQ/VY1qGk3P/WsTBIR3+zQCjAzvyvk28tENB8A+JAHgDa9cFw5G9KKHy7NN2OMTpGXKiYmnBUJdnrtisWepxi32tQA1ZdTfsa5ocmumVb+WB1L2+fjO8lBDfhkdsrLmIj7hfM1RE36cL/dy03rFS8GMbJor5RhzuVrZMxMY5oh4wPTdVGIdMpbdwDDkNZUDGPqAIUuoeHIP4tBab0Uf6yGAt8piSsPIELk1BA51U66okLT4aC8IXHsGA4Ne3c5Rmy3PVN2qxPbe+/yg0UmO3vmXkX/mhOyrk18e6ZrwGvwUYx5RcJxk3+qJLPB+kdNv+P62Eay7PDx1mGSyUvxRLlU72fpQSwrL8m6N57pv53tDBvs24iEUyeMOZMh2IxhwpC72UjLOCxvwFq/08p995bMRI8OMw88Vmy2Vwp5UtMwAolZOwBQ04GX5mx3eLl8j5hklikT05ootngAqLKvi5ztN1Co7cE2U3qFHkDXJ3/0dc2ee/It5iLhU5qunId+BSgkKoTTw1acsQK+hkhtZumzChiB9GZw1DaZP1yp8hvTlFbfOPx0CydiGqQofvdrlyhVv2jGyfUKIbOlUFR8n1EOaSceN5CYoYuPruzS3xoAsTD8A5B31SBis0jLb5W64ZHp+QKfbrrxOOaO2jHU7cn7Z7JMpVJFMSVfY5vwliIRMMR839PkugzS1Y+PfhIzrrhpx6VsbAyP14xDfiDYyrq0z7ug1b09E1+iaA1Iim3FShowknfpKlzCF8YFhPmttJDMEuusiZVW/5SLWFzMsPo0Z/SgJOWBTMd9QbIKR24/3UjVF12NbgVFN4kOc55jjLHInHauUD/dwMJAQko28yQKDEXuYcsebmg7wbt/rn8Vrw/9qFFZoirfr9EkX5HjHnE/VNp8kPY5eVi6I/IO01RR0cCXPXEm43rX3WeWaoY8/qTg78CjUKnG7C/QaRyfK2RpFzvVCPM/neiX4uqra7kUiEw4q/78SpdCl+qFCf0TSmddbhSPBPqWe1J+DtRuD7silJnBoS5UopZsX8Faw6Q2V1p5SeLQyYKth8hzwLcE0ZyqhRb0uHcr91pGN1UnkhF8yI3RKdYRxkyjL/lgdAG00zHdphbfWJOkdeGb+NJR68ofcMz5KHXIVXZwG4gfdc+LOg7mYYd+Ly0bs54WdJ9xY4A7IGfZwx1Oc0yv+CqnSfPij/F+F26vg4I6tD/wPPoWsz//5wDwBBjVJDlg4OhVyDFkGOV4zzS8BxpY89RGwETdFbLv7CRPXfoscXo8wcWtbXZ2w9HgHkPge/YNwp5Z3eE6wCTkTGvqMsPyxidAqfDr32oTtd7SYp4px79UenWFUl+EUbvUh7UlUxANvtvwrYbavfGCVZMvYtYDhdhGQnqDZ5PFLgRbHh7KOZ1ISXx1qFyHiqO5Z+6CTKFEr04WsNeWUPzZOo0ERt073NM77196IBQ8m/6JZeHXnSqzqcp21DtpiDgDtcMAN89IbAGLLINqvNvAb4kimugnQClfEeih7b/rpOLOHABarKfhR69TpdDvteIcc2CflFP95EIdg3UYk3nlQVdG6OhYA4FcJIvULxts1l9T9FRrhlhjtXd7zYFENdjxP//s1o/6649+dDVj7a5celgvr8cuS2vQV8WoBf+LZQY0wKa+JqQkJz8L1SFnNMBVWRbVNLiL5URdHFH10KdLuWf7wq8fAJr1jYSX5HkI9wonw3v0bIifNX9XfmFnu5lt3/0Hhg+ML4hx0+/660xs7Kcphw8/v7rcwvBq72wwN8AM3jagOJLeLuIrx8NuoMrHhF8YrgafQ6YttPCVk5G6LcMb0JfPmHhsmcj+uyfDWzPnrMkkPqWQ2z1oc135Yyix4GlVA3VgBEcTGEnzE1mXld38R/Dt1XzqnLKTTsij4WfKpyQUbn6TnRiin0JpM+hvHmddgx8z7ReZV6XNu6pLYtsqOwo8zE7mXSppUzUA3Jb1/eIzmGrlvgZ2Q/R0BZBzVNSrHGO5MAurhgKp4DqgZhkW5v+USFvzCqIpD+vGsl25/D0UQwkqiHPW486wgf6MqjzLjYGJtsFRrRVbJC4AOYGF4+0iS7tetfnlj2sqkr5LiPBozn0+8grofvm/z/rZztTeOHedEQKIKc3KGdmMB7ZyDaU6X3P4punvk3wrYOKVpHG3p3rxA+BSyGjHvMnla0kdU/cT7sHg8qUOXOF+uIEq/pSLe5ZctGxRpdsNzQ8umt/csm/HShs0ErUmPGQ8xOZzBNAPhV4dAI4RniOoaB7UWbb59AFAxIVX2JekErFJM9oVni6NzFC1H3mmJCN380ZpvKOMyTI2u2S3YcOd3tDnsl1LKNa5k1sQFSmt3lkH0/Zb8qXD3dP9fuwcALj8kCLO+f1/DwBQ+UiixBZEAPWIqdJ5ecHnUKe48u3FFqDYx/FKSdXdRPV9odWfA+d+ZH2IT5h5URbjvGfAbTuMwgcAXwRJoDVHDu1rUbbZY9VyVZp8BKXaR28ayEPKvSgw3ZpdvkVefnTu43W5+66Z3V3nMeObDgHo4JJJnREfclD6htH+lkOwX8nermGGxXbQmC6J5FqbsKTU9N/B7SPI/35VG0sAM4Zn2neFWrEOayRBs+sXmd7N6LMos9u5Hk9vvw5472H1ZKK0oVfp2/hXaYhBHUc6omBxVyUSDdV3O0o2ru6jsPNbSLLSLcFTohXx6KprVBMXr5XGnpIFkFKZ0791ZkeJFouY6PAua/QVWLezmeMBoAstznlTR7+Bxg/s5SnvcvnkUyAMCHF0m1rXkTg6MFOXaKTOsfgqL2Rw5DGCIDAN5jPWTi2YeHM7TX/fF8oX+ulPg+hrnZbIM+ttFbhBXFTOus01ob0T4weAxQIM6ib7PyWNdT81aHCDihUwZ+pG1/gQYmlAh6oE1k+WQUSVk6eD+YNXz74n8EBHnW4WOBnDYKcchof7yu62ihxPULKNtLf9DgAAZC9b5tTzWsPX9lcyaNt+K+5dmiK3L+1txE2tZK6haq2qHF6GkIPGGOntieP3qME0OBPRTj4N8gJHb7ucwHkHcGWY6A6I5CICsyQnA/NGTqmrh9h6D2lRrtzxMLN/Lftao+uC9iZ4Fbh3GunBOsO28P/sk04ivtuiC0O6sGxMu9RQ87chgn2JJSBtfd54gnbkLqro85GUNKMhU+FtxUKa795OiPoKwqq23yfTP5zVtdiAzqxN36qyqA6/CzsAVJo17h3mjeZDTYQZWjXnSHIVORLMzohqEE9Xnm+TFOGex7MNp8knhmbtzTG7gMe3FF/85R/R1TsCYtjSeZCt9w57xH8K6SB0dBEtZ6S0HEQKeu8ljqN0W9HUakJcrp+o9IdeMbg8Pv6j5wVZ8ThfwifFRawEJT2KozsTBmsjBUdX6wuJIJM0qUNbMNjJ3KYhu0nnh67vU41/Kjo8fN1FknwdlzFRbGuZnF/bR0xj0dDqMG+8WXLRpLcrNhnCPuXQuOXouEga+8rEWewnE3iZM1x++T1jpDHFMQr9JFGYTTRhX/ji2h7QdGogEHzaif0JCBSnKNW4dR37JWY/VKen8tHptiI/2Zw7+AwFZn85lJUIBqQFcRR1Ip2ykNCku8hAGu214sPihH0ggprld+NvLc90/bo73sn3sVNyf+bauwbUL2xY53TiW6OzbK/SFVJ0FAdIIQuR2YWbyy5DvzMLW6E6uACzU9tAqYhr+Wjp5KmtPnsLtf77JeoYP7/3ewMfc7HVEBAwVGlE/WpEql72cOYQChjUOGqqG0aanacF0QPCIQ9QgP3CcAF0s3GTOttxGvJmkyzE9uiY4mUEvfZmWrUJyWRAojQ3G1wbQpTqKo/XzJHpzz5U3jczhfpLa9FxRKh8dF0OH3o67TC8cy4XIdMfMFNZEYyB+5U5bsNu8neHsg11vK7+/lFSaKaoNEO8cUNlUQ+DWxSX0/iDC2i0+zlgN6CtKje89ntZLEOgyM2S8ELxaFlc/pt84Zvnh51GwWeiSy2ILzHa42v0beXgXDLO+I5GnvkZmxIX47SuoJiYrWBbV1r/SDCHftgwCtyWcG228h4IdYx5yDPhBhzTJrY/NTGaFPQFxzFgKnaWQZmTvZg2Zm2mwSurR/y32+PU6l2v/5BxHEEz7oJPIFeoEqs3mP4mbA+DWrJwTSKfr87L4x9+a87rIvxWpDrVzptfUDk5+yquuepyxpYQH9LcksEbWU0TujVwbV/CpI+WV1UxsKqZTBruODmo9NxUBFAU85nH/nCej1bD8i4/bw+9jVXUggVb1HKDiEuVafzsYD666nhfDWJ9aSeH73BeQOFq4b8PALW9r5vkOPr9hyqSeArZwAoZ0NDS4srD8EZ5eRYUaJ+twt4dEQVXm6VrCrdnpUcNvAbLPXmpkPGZlvArw+F/ccddhhuYit93s7jvhSIjidF5+PRW/MXyRDGOAytYAlY22iPzp43clEo3SI5/Zp1Z8U5lTTtkjrwaz8jlhtlZcCU5hhnW/o4QYV+wSrTGWI2ghX0q4slF0NSDyKCjDt2v2rxTnKn0dykpfQ118HJSg8UOPGiyf8Tt1KX7CnmydlVuOw5dNWzSeB1+hGnOPSk7jRBEfmVhqwbLuJpLf6aQ3q0siQ9TyDh2tCVTN4EqPgJTq6tJb7vnBPZ6KO37ICzNR3In89HdJo9nRtIJ453cc+w5qjo55gBwVqNJeuWXgds192t/ODeoAkISvhLiUnLFYqltIlCyt17BbMrbqvTVdUlKrOczThlu/7Q78qr5oDYWaJdjMeA9GGCaFLBSrGlbONAWI3JTIAn/18+jtf1XACeqhL4Tj+vGXBwRiiBcCizNsjR8AjfeuyhUYxUmc3RKvzDlyYxey3GrC/pvBD/TqOV588W/q/s4mcnwlfCu/DWcWM+vT/frHzbOhTUFObi69tqX2KFqQVeJ0/GHyZOjyzjGmh7eHNc0v8UorNFMw1IyDwAnrSg5p8d960bEK33SO+a0qsMkwOrH5Z9mSFiMvpfv9jx3HLg8+TxbZv/fJjk2iDqMm6Epfg8X7OcEUiUJ8Y5tQS+Vq6VqMfJd6+CAIuVUdLD86TZU7KL619IsG59bmjDJsd3JuoXSsKBxmGR/4fRccGgDBx/WDTbcfmQq6mD2xVT07pH/X//ni/dg7H8A <_2xComment> 23 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01180383,0 0.089,0.038,1.82 0 0 -0.1274056,0.3550064,0.063581,0.9239565 -4.447501,0.725,-0.3204998 Non Non Non 0 656 false 0 L50㎜ false false false 0 1 0.2 0.2 0.2 1 -4.462501 0.675 -0.3254993 0 0 0 eEndQube <_2xComment> 23 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01180383,0 0.089,0.038,1.82 0 0 -0.1274056,0.3550064,0.063581,0.9239565 -4.615502,0.7249997,-0.3204998 Non Non Non 0 644 false 0 L50㎜ false false false 0 1 0.2 0.2 0.2 1 -4.630502 0.6749997 -0.3254993 0 0 0 eEndQube <_2xComment> 23 eModelTypeComment 1,1,0.8,1 0 0.2166587,0.0282278,0 0.089,0.038,1.82 0 0 -0.3089758,0.3437041,0.1535453,0.8733986 -4.538502,0.7249997,-0.3204995 Non Non Non 0 643 false 0 収納部天板に打つビスは埋めない。 （皿取錐を使用する） false false false 0 1 0 0.1254902 0.3764706 1 -4.561502 0.6749997 -0.325499266 0 0 0 eEndQube <_2xComment> 21 eModelTypeComment 1,1,0.8,1 0 0.4170464,0.04204996,0 0.089,0.038,1.82 0 0 -0.007972088,-0.9135106,0.003549403,0.4067212 -4.732502,0.5349994,-0.2739993 Non Non Non 0 642 false 0 　収納部背板のビスはすべて、5㎜程度埋め込み、丸棒ダボで隠す。 　図面に表示しているビスは、干渉を確認するために5㎜長いものを使 用している。 false false false 0 1 0 0.1254902 0.3764706 1 -4.680502 0.4549997 -0.3129996 0 0 0 eEndQube <_2xComment> 25 eModelTypeComment 1,1,0.8,1 0 0.2342975,0.03168095,0 0.089,0.038,1.82 0 0 0.006110891,-0.2333654,0.008485422,0.972333 -4.426492,0.5020006,-0.1209985 Non Non Non 0 550 false 0 　側板と棚板をφ8㎜ダボ+木工ボンド で接合するためのダボ用の穴を開ける。 false false false 0 1 0 0.1254902 0.3764706 1 -3.746501 0.3500003 -0.8119983 0 0 0 eEndQube <_2xComment> 26 eModelTypeComment 1,1,0.8,1 0 0.2342975,0.03168095,0 0.089,0.038,1.82 0 0 0,0.9914449,0,-0.1305262 -3.7955,0.2730004,-0.8619983 Non Non Non 0 551 false 0 　側板と棚板をφ8㎜ダボ+木工ボンド で接合するためのダボ用の穴を開ける。 false false false 0 1 0 0.1254902 0.3764706 1 -3.746501 0.3500003 -0.8119983 0 0 0 eEndQube <_2xComment> 37 eModelTypeComment 1,1,0.8,1 0 0.1803198,0.02229384,0 0.089,0.038,1.82 0 0 0,1,0,-7.675708E-09 -3.831005,0.5080002,-0.8619989 Non Non Non 0 573 false 0 　φ8mmの棚受けダボ用に棚板両端の下面4ヶ所を加工する。 　左右の棚板2枚を、下面を内側にして重ね、その厚みの中心 に、棚受けダボに合う深さのφ8ｍｍの穴を開ける。 false false false 0 1 0 0.1254902 0.3764706 1 -3.8235 0.5759999 -0.8119989 0 0 0 eEndQube <_2xComment> 33 eModelTypeComment 1,1,0.8,1 0 0.306584,0.0603105,0 0.089,0.038,1.82 0 0 -0.002184951,-0.2503705,-0.008448577,0.9681107 -3.835252,0.4839092,-0.7720892 Non Non Non 0 448 false 0 　φ8mmの金属製の棚受けダボ。 　棚板の位置を2段階調整できるように、側板1面 につき棚受けダボ用ナットを4個埋め込む。取り付け る棚受けダボは同じ高さの2個だけ。 false false false 0 1 0 0.1254902 0.3764706 1 -3.82349944 0.5480009 -0.810998142 0 0 0 eEndQube <_2xBoard> 5 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.5240002,0.018,0.6569999 0.91,0.018,1.82 0.09999 4980 -0.5,0.5000001,-0.4999999,-0.5000001 -3.624501,0.3284999,-0.574999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 190 false 2 赤松集成材　１８mm false false false <_2xComment> 10 eModelTypeComment 1,1,0.8,1 0 0.593464,0.1243537,0 0.089,0.038,1.82 0 0 0,0.1478094,0,0.9890158 -3.535504,0.1825002,-0.624999 Non Non Non 0 548 false 0 収納部 　 収納物の裏側は見た目が悪いので、全面 に背板を張りたいが、材料費節約のため、壁 側の収納部の背板は隙間を空けた。 false false false 0 1 0 0.1254902 0.3764706 1 -3.615501 0.3284999 -0.574999 0 0 0 eEndQube <_2xComment> 10 eModelTypeComment 1,1,0.8,1 0 0.06825269,0.03027337,0 0.089,0.038,1.82 0 0 0,0,0,1 -3.467501,0.6145002,-0.6249986 Non Non Non 0 547 false 0 天板 false false false 0 1 0 0.1254902 0.3764706 1 -3.615501 0.6874998 -0.574998558 0 0 0 eEndQube <_2xComment> 10 eModelTypeComment 1,1,0.8,1 0 0.846617,0.03114135,0 0.089,0.038,1.82 0 0 0,0,0,1 -4.1055,0.8419998,-0.9249985 Non Non Non 0 224 false 0 収納部の側板を木取りした後の残りの長さ（1080㎜程度）。 false false false 0 1 0 0.1254902 0.3764706 1 -4.1555 0.7919998 -0.8749985 0 0 0 eEndQube <_2xComment> 22 eModelTypeComment 1,1,0.8,1 0 0.4170464,0.0559582,0 0.089,0.038,1.82 0 0 0,0.7071069,0,0.7071069 -3.4685,0.4634997,-0.463999 Non Non Non 0 552 false 0 　収納部背板のビスはすべて、5㎜程度埋め込み、丸棒ダボで隠す。 　図面に表示しているビスは、干渉を確認するために5㎜長いものを使 用している。 　釘位置は、反対側の収納部の背板の釘位置に合わせている。 false false false 0 1 0 0.1254902 0.3764706 1 -3.6155 0.435000181 -0.3254983 0 0 0 eEndQube <_2xComment> 24 eModelTypeComment 1,1,0.8,1 0 0.4440881,0.0282278,0 0.089,0.038,1.82 0 0 -0.2701191,-0.3512201,-0.1441126,0.8848231 -3.795588,0.7879722,-0.4444069 Non Non Non 0 635 false 0 収納部天板に打つビスは見えない部分なので、強度を優先し、埋めない。 （皿取錐を使用する） false false false 0 1 0 0.1254902 0.3764706 1 -3.6655 0.6749999 -0.3254987 0 0 0 eEndQube <_2xComment> 24 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01180383,0 0.089,0.038,1.82 0 0 -0.3696062,-0.3323816,-0.1609088,0.8526561 -3.8605,0.7109995,-0.3504986 Non Non Non 0 647 false 0 L50㎜ false false false 0 1 0.2 0.2 0.2 1 -3.8335 0.6749999 -0.3254986 0 0 0 eEndQube <_2xPicture> 35 eModelTypePicture 1,1,0.8,1 0 0.2,0,0.789 0.089,0.038,1.82 0 0 0.6459744,-0.6459743,-0.2876064,0.2876063 -4.281115,0.8464999,-0.2789119 Non Non Non 0 568 false 0 　天板はすべての辺をコロ付きボーズ面で面取りする。 　収納部は図の赤色の辺を、同様に面取りする。 　(寸法線を使って面取りする辺を示している) false false false 45 Regular Meiryo UI true true 1.5 0,0,0 255,255,255 true false <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 1.441194,0.07945912,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 3.300242,0.118,-1.33517 Non Non Non 0 740 false 0 ※　⑪⑫⑬でカットした棚板の内2枚は、収納部最上段の移動可能な棚に使用する 　 ため、取り外ししやすいように長さを1㎜程度、再カットする（473㎜程度にする）。 false false false 0 1 1 0 0 1 4.141241 0.06799997 -1.11917 0 0 0 eEndQube <_2xPicture> 34 eModelTypePicture 1,1,0.8,1 0 0.07399999,0,1.195001 0.089,0.038,1.82 0 0 0.364187,-0.3641871,-0.6061088,0.6061086 -4.133167,0.8465003,-0.5126345 Non Non Non 0 553 false 0 サイドパネルのフォルダを上から順にカメラ再生して下さい（▶ボタンを押す。または[表示] → 自動再生）。 false false false 35 Regular Meiryo UI true true 1.5 192,0,0 255,255,255 true false <_2xPicture> 25 eModelTypePicture 1,1,0.8,1 0 0.1360001,0,0.3980001 0.089,0.038,1.82 0 0 0.606109,-0.6061088,-0.364187,0.3641869 -4.177382,0.2810003,-0.2077067 Non Non Non 0 709 false 0 　棚板に開けた穴にダボマーカーを取りつけ、現物合わせで 側板のダボ用穴の位置を決めるので、実際は、高さ以外の 穴位置の寸法は不要。 　高さ寸法について、実際に使用するのは表示寸法に±9㎜ した棚の上端、または下端の寸法。その高さに端材をクランプ で固定し、ダボマーカーをつけた棚板を端材に接するように置 き、側板に穴位置の中心をマークする。 false false false 20 Regular Meiryo UI true true 1.5 255,0,0 255,255,255 true false <_2xPicture> 32 eModelTypePicture 1,1,0.8,1 0 0.085,0,0.479 0.089,0.038,1.82 0 0 0,-0.7071068,0,0.7071068 -4.150643,0.6640001,-0.791827 Non Non Non 0 437 false 0 収納部天板にジョイントボルト用の穴を開ける false false false 30 Regular Meiryo UI true true 1.5 0,0,0 255,255,255 true false <_2xPicture> 32 eModelTypePicture 1,1,0.8,1 0 0.08800002,0,0.4509996 0.089,0.038,1.82 0 0 0,-0.7071068,0,0.7071068 -4.150644,0.6640001,-0.6993271 Non Non Non 0 546 false 0 　収納部1台につきボルト穴は4ヶ所、使用するジョイントボルトは1台に つき2本。 　緑と赤の穴の使い分けについては、フォルダ[鬼目ナット　机天板裏面] のカメラ再生の説明を参照のこと。 false false false 20 Regular Meiryo UI true true 1.5 255,0,0 255,255,255 true false <_2xPicture> 30 eModelTypePicture 1,1,0.8,1 0 0.167,0,0.5630012 0.089,0.038,1.82 0 0 0.7071069,4.892375E-08,-0.7071069,-4.892375E-08 -4.136645,0.6699998,-0.3518275 Non Non Non 0 544 false 0 　前後外側の鬼目ナット(緑)は収納部より天板が横に15mm出る配置にする時に 使用する(壁側に幅木があっても、天板と壁との間に隙間ができないように置ける)。 　内側の鬼目ナット(赤)は天板横端と収納部背板を面一に配置する時に使用する。 　なお、収納部は机の外側から収納する配置(収納部を180度回転させた配置)に することもできる。 ※　机を移動するときは、収納部天板裏の左右4ヵ所のジョイントボルトを外し、天板 　 と収納部を別々にして運ぶこと(別々にしないまま机を持ち上げると、ジョイントボル 　 ト＆鬼目ナット付近が壊れる可能性がある)。 false false false 20 Bold Meiryo UI true true 1.5 192,0,0 255,255,255 true false <_2xPicture> 30 eModelTypePicture 1,1,0.8,1 0 0.085,0,0.4270001 0.089,0.038,1.82 0 0 0.7071069,4.892375E-08,-0.7071069,-4.892375E-08 -4.136645,0.6699998,-0.2198275 Non Non Non 0 439 false 0 天板裏側に鬼目ナットを埋め込む false false false 35 Regular Meiryo UI true true 1.5 0,0,0 255,255,255 true false <_2xComment> 21 eModelTypeComment 1,1,0.8,1 0 0.3130789,0.04209778,0 0.089,0.038,1.82 0 0 0,0.8141155,0,-0.580703 -5.338726,0.1634996,-0.4364844 Non Non Non 0 746 false 0 　棚板の下端に背板の下端を合わせて製作したが、 このように、床に合わせた方が収納部が安定するの で設計変更。 false false false 0 1 1 0 0 1 -4.671502 0.07449953 -0.337999642 0 0 0 eEndQube <_2xComment> 23 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01180383,0 0.089,0.038,1.82 0 0 -0.1280864,0.4705184,0.02565786,0.872667 -4.700502,0.7339996,-0.431 Non Non Non 0 749 false 0 L40㎜ false false false 0 1 0.2 0.2 0.2 1 -4.671502 0.6749997 -0.486999273 0 0 0 eEndQube <_2xComment> 23 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01180383,0 0.089,0.038,1.82 0 0 -0.1280864,0.4705184,0.02565786,0.872667 -4.700502,0.7339996,-0.606 Non Non Non 0 748 false 0 L40㎜ false false false 0 1 0.2 0.2 0.2 1 -4.671502 0.6749997 -0.6619993 0 0 0 eEndQube <_2xBoard> 3 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.149,0.018,0.5239999 0.91,0.018,1.82 0.09999 4980 0.7071069,-0.7071068,-1.238896E-07,9.580972E-08 -4.671502,0.07449953,-0.5749995 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 715 false 2 赤松集成材　１８mm false false false <_2xComment> 24 eModelTypeComment 1,1,0.8,1 0 0.3491313,0.01419521,0 0.089,0.038,1.82 0 0 0.2682324,0.447299,0.08085478,-0.8493747 -3.599732,0.7205876,-0.5315375 Non Non Non 0 744 false 0 背板が横引きの断面なので、反らないようにビス止めする。 false false false 0 1 1 0 0 1 -3.624501 0.6749998 -0.4879988 0 0 0 eEndQube <_2xScrew> 24 eModelTypeScrew 1,1,0.8,1 0 0.01799945,0.036,0.35 0.089,0.038,1.82 0 0 0,-3.090196E-07,0,-1 -3.624501,0.6749998,-0.4879988 Non Non Non 0 712 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 false <_2xComment> 24 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01180383,0 0.089,0.038,1.82 0 0 -0.3696062,-0.3323816,-0.1609088,0.8526561 -3.624501,0.7109994,-0.624 Non Non Non 0 741 false 0 L40㎜ false false false 0 1 0.2 0.2 0.2 1 -3.624501 0.6749998 -0.6619998 0 0 0 eEndQube <_2xComment> 24 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01180383,0 0.089,0.038,1.82 0 0 -0.3696062,-0.3323816,-0.1609088,0.8526561 -3.624501,0.7109994,-0.449999 Non Non Non 0 742 false 0 L40㎜ false false false 0 1 0.2 0.2 0.2 1 -3.624501 0.6749998 -0.4879988 0 0 0 eEndQube <_2xComment> 24 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01180383,0 0.089,0.038,1.82 0 0 -0.3696062,-0.3323816,-0.1609088,0.8526561 -3.6925,0.7109995,-0.3504987 Non Non Non 0 633 false 0 L50㎜ false false false 0 1 0.2 0.2 0.2 1 -3.6655 0.6749999 -0.3254987 0 0 0 eEndQube <_2xComment> 32 eModelTypeComment 1,1,0.8,1 0 0.1506441,0.01637288,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 -4.347501,0.6970001,-0.3959992 Non Non Non 0 584 false 0 緑：天板15ｍｍ外 false false false 0 1 0 0.6901961 0.3137255 1 -4.561502 0.6749997 -0.384999454 0 0 0 eEndQube <_2xComment> 32 eModelTypeComment 1,1,0.8,1 0 0.1615745,0.01648626,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 -4.347502,0.7249998,-0.4699998 Non Non Non 0 585 false 0 赤：天板・収納 面一 false false false 0 1 0.7529412 0 0 1 -4.561502 0.6749997 -0.4549993 0 0 0 eEndQube <_2xComment> 32 eModelTypeComment 1,1,0.8,1 0 0.1615745,0.01648626,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 -4.347502,0.7249998,-0.5620006 Non Non Non 0 436 false 0 赤：天板・収納 面一 false false false 0 1 0.7529412 0 0 1 -4.561502 0.6749997 -0.694999337 0 0 0 eEndQube <_2xComment> 32 eModelTypeComment 1,1,0.8,1 0 0.1506441,0.01637288,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 -4.047994,0.6970003,-0.8679984 Non Non Non 0 504 false 0 緑：天板15ｍｍ外 false false false 0 1 0 0.6901961 0.3137255 1 -3.73449779 0.6749999 -0.7649982 0 0 0 eEndQube <_2xComment> 32 eModelTypeComment 1,1,0.8,1 0 0.1506441,0.01637288,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 -4.373499,0.6970001,-0.8679996 Non Non Non 0 435 false 0 緑：天板15ｍｍ外 false false false 0 1 0 0.6901961 0.3137255 1 -4.561502 0.6749997 -0.76499933 0 0 0 eEndQube <_2xBoard> 27 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.215,0.018,0.474 0.91,0.018,1.82 0.09999 4980 0,2.355375E-07,0,1 -3.741002,0.02799982,-0.5749986 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 240 false 2 赤松集成材　１８mm false false false <_2xBoard> 28 eModelTypePineBoard 1,1,0.8,1 0 0.2200001,0.025,0.657 0.6,0.025,2.4 0.1 7480 -1.045409E-08,0.707107,0.7071069,-6.302464E-08 -3.743501,0.3284999,-0.8244987 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 235 false 2 赤松集成材　２５ｍｍ false false false <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.5370137,0.03952816,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 4.141241,0.06799997,-1.11917 Non Non Non 0 304 false 0 ⑬ ⑨⑩の2枚を重ねて 下215 false false false 0 1 0.2 0.2 0.2 1 4.091241 0.0179999731 -1.06917036 0 0 0 eEndQube <_2xDimension> 10 eModelTypeDimension 1,1,0.8,1 0 0.4070003,0,0.1889999 0.089,0.038,1.82 0 0 0.7071072,3.884506E-07,0,0.7071064 -4.447501,0.4535001,-0.8119994 Non Non Non 0 200 false 0 189 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 10 eModelTypeDimension 1,1,0.8,1 0 0.3000001,0,0.2169999 0.089,0.038,1.82 0 0 0.7071072,3.884506E-07,0,0.7071064 -4.447501,0.4675001,-0.8119994 Non Non Non 0 193 false 0 217 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 10 eModelTypeDimension 1,1,0.8,1 0 0.112,0,0.2150002 0.089,0.038,1.82 0 0 -0.5000001,-0.5000001,-0.5000001,-0.5000001 -4.555001,0.0370001,-0.8119996 Non Non Non 0 484 false 0 215 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 10 eModelTypeDimension 1,1,0.8,1 0 0.6570023,0,0.5890008 0.089,0.038,1.82 0 0 -0.5000004,-0.4999996,-0.4999992,-0.5000004 -4.148001,-6.26623E-07,-0.3129998 Non Non Non 0 96 false 0 589 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.6749998 0.089,0.038,1.82 0 0 1.167571E-06,0.7071071,-0.7071063,1.151089E-07 -3.610498,0.3374999,-0.8369987 Non Non Non 0 721 false 0 675 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.6749988 0.089,0.038,1.82 0 0 1.167571E-06,0.7071071,-0.7071063,1.151089E-07 -3.610497,0.3374994,-0.3129987 Non Non Non 0 735 false 0 675 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xBoard> 5 eModelTypePineBoard 1,1,0.8,1 0 0.2200001,0.025,0.657 0.6,0.025,2.4 0.1 7480 -1.045409E-08,0.707107,0.7071069,-6.302464E-08 -3.7435,0.3284999,-0.3254986 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 236 false 2 赤松集成材　２５ｍｍ false false false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.2379989 0.089,0.038,1.82 0 0 -6.302464E-08,0.7071068,-6.302464E-08,0.7071068 -3.73948,0.6749998,-0.8374356 Non Non Non 0 724 false 0 238 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.675 0.089,0.038,1.82 0 0 -0.7064334,0.03084499,-0.03084375,-0.7064328 -3.8535,0.3374998,-0.8369982 Non Non Non 0 725 false 0 675 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.6569999 0.089,0.038,1.82 0 0 0.7071069,-1.227693E-06,1.045409E-08,0.7071064 -3.858499,0.3284998,-0.8119992 Non Non Non 0 726 false 0 657 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.5239994 0.089,0.038,1.82 0 0 7.65353E-08,-1,-8.32569E-16,8.932022E-08 -3.853499,0.6749998,-0.5749986 Non Non Non 0 728 false 0 524 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.4739998 0.089,0.038,1.82 0 0 -0.9999999,-5.170212E-08,-4.941407E-09,-3.230398E-15 -3.853499,0.03699982,-0.574999 Non Non Non 0 729 false 0 474 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.4739998 0.089,0.038,1.82 0 0 -0.9999999,-5.170212E-08,-4.941407E-09,-3.230398E-15 -3.853499,0.01899978,-0.574999 Non Non Non 0 730 false 0 474 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.4739998 0.089,0.038,1.82 0 0 -0.9999999,-5.170212E-08,-4.941407E-09,-3.230398E-15 -3.853499,0.3589999,-0.5749986 Non Non Non 0 731 false 0 474 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.4739998 0.089,0.038,1.82 0 0 -0.9999999,-5.170212E-08,-4.941407E-09,-3.230398E-15 -3.853499,0.3409999,-0.574999 Non Non Non 0 732 false 0 474 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.4739998 0.089,0.038,1.82 0 0 -0.9999999,-5.170212E-08,-4.941407E-09,-3.230398E-15 -3.848499,0.5940001,-0.5749988 Non Non Non 0 733 false 0 474 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.4739998 0.089,0.038,1.82 0 0 -0.9999999,-5.170212E-08,-4.941407E-09,-3.230398E-15 -3.848499,0.5760001,-0.5749988 Non Non Non 0 734 false 0 474 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.5239994 0.089,0.038,1.82 0 0 -0.9999999,-5.170212E-08,-4.941407E-09,-3.230398E-15 -3.610498,0.6749997,-0.5749991 Non Non Non 0 723 false 0 524 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.2379989 0.089,0.038,1.82 0 0 0.7071069,5.411863E-08,0.7071069,5.411863E-08 -3.734499,0.6749999,-0.3129986 Non Non Non 0 737 false 0 238 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.657 0.089,0.038,1.82 0 0 0.7071069,-1.227693E-06,1.045409E-08,0.7071064 -3.858499,0.3284998,-0.3379987 Non Non Non 0 738 false 0 657 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.675 0.089,0.038,1.82 0 0 0.7071069,-1.227693E-06,1.045409E-08,0.7071064 -3.858499,0.3374998,-0.3129985 Non Non Non 0 739 false 0 675 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.149 0.089,0.038,1.82 0 0 0.7071064,-1.438935E-07,1.143741E-06,0.707107 -4.685502,0.0744995,-0.3129996 Non Non Non 0 622 false 0 149 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.1319999 0.089,0.038,1.82 0 0 0.7071064,-1.438935E-07,1.143741E-06,0.707107 -4.685502,0.6089996,-0.3129994 Non Non Non 0 624 false 0 132 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.114 0.089,0.038,1.82 0 0 0.7071064,-1.438935E-07,1.143741E-06,0.707107 -4.685503,0.3979991,-0.3129986 Non Non Non 0 623 false 0 114 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.5239994 0.089,0.038,1.82 0 0 4.033217E-08,4.087585E-15,-1,-5.170212E-08 -4.685502,0.6749995,-0.5749991 Non Non Non 0 685 false 0 524 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.2379989 0.089,0.038,1.82 0 0 6.302464E-08,-0.707107,-6.302464E-08,0.707107 -4.55652,0.6749996,-0.3125624 Non Non Non 0 678 false 0 238 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.675 0.089,0.038,1.82 0 0 0.03084375,0.7064329,-0.7064334,0.03084491 -4.442501,0.3374996,-0.3129996 Non Non Non 0 565 false 0 675 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.6569999 0.089,0.038,1.82 0 0 -1.045409E-08,-0.7071064,0.7071069,-1.227693E-06 -4.437501,0.3284996,-0.3379992 Non Non Non 0 686 false 0 657 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.149 0.089,0.038,1.82 0 0 0.7071064,-1.438935E-07,1.143741E-06,0.707107 -4.685503,0.07449953,-0.8369995 Non Non Non 0 560 false 0 149 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.5239994 0.089,0.038,1.82 0 0 8.32569E-16,-4.033217E-08,7.65353E-08,-1 -4.442502,0.6749997,-0.5749996 Non Non Non 0 683 false 0 524 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.4739998 0.089,0.038,1.82 0 0 4.033217E-08,4.087585E-15,-1,-5.170212E-08 -4.442502,0.03699964,-0.5749995 Non Non Non 0 695 false 0 474 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.4739998 0.089,0.038,1.82 0 0 4.033217E-08,4.087585E-15,-1,-5.170212E-08 -4.442502,0.0189996,-0.5749995 Non Non Non 0 694 false 0 474 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.4739998 0.089,0.038,1.82 0 0 4.033217E-08,4.087585E-15,-1,-5.170212E-08 -4.442502,0.3589997,-0.5749997 Non Non Non 0 719 false 0 474 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.4739998 0.089,0.038,1.82 0 0 4.033217E-08,4.087585E-15,-1,-5.170212E-08 -4.442502,0.3409997,-0.5749995 Non Non Non 0 692 false 0 474 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.4739998 0.089,0.038,1.82 0 0 4.033217E-08,4.087585E-15,-1,-5.170212E-08 -4.447502,0.5939999,-0.5749995 Non Non Non 0 690 false 0 474 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.4739998 0.089,0.038,1.82 0 0 4.033217E-08,4.087585E-15,-1,-5.170212E-08 -4.447502,0.5759999,-0.5749995 Non Non Non 0 691 false 0 474 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.1319999 0.089,0.038,1.82 0 0 0.7071064,-1.438935E-07,1.143741E-06,0.707107 -4.685503,0.6089986,-0.8369994 Non Non Non 0 562 false 0 132 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.114 0.089,0.038,1.82 0 0 0.7071064,-1.438935E-07,1.143741E-06,0.707107 -4.685503,0.3979983,-0.8370004 Non Non Non 0 561 false 0 114 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.2379989 0.089,0.038,1.82 0 0 -0.7071069,-5.411863E-08,0.7071069,5.411863E-08 -4.561501,0.6749997,-0.8369993 Non Non Non 0 677 false 0 238 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.657 0.089,0.038,1.82 0 0 -1.045409E-08,-0.7071064,0.7071069,-1.227693E-06 -4.437501,0.3284996,-0.811999 Non Non Non 0 687 false 0 657 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xDimension> 35 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.675 0.089,0.038,1.82 0 0 -1.045409E-08,-0.7071064,0.7071069,-1.227693E-06 -4.437502,0.3374996,-0.837 Non Non Non 0 564 false 0 675 false false false 0 0 2.5 1 0 0 1 eEndQube false <_2xBoard> 7 eModelTypePineBoard 1,1,0.8,1 0 0.6,0.025,1.08 0.6,0.025,2.4 0.1 7480 0,0.7071068,0,0.7071068 -4.155501,0.6874998,-0.5749986 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 25 38 false 2 赤松集成材　２５ｍｍ false false false <_2xCylinder> 7 eModelTypeCylinder 1,0,0,1 0 0.006,0.006,0.013 0.007,0.007,0.91 0.6 150 0.7071068,0,0,0.7071068 -4.576502,0.6814994,-0.6949993 Non 0,0,0,0 0,0,0,0 25 386 false 0 南洋材丸棒 true false false <_2xCylinder> 7 eModelTypeCylinder 1,0,0,1 0 0.006,0.006,0.013 0.007,0.007,0.91 0.6 150 0.7071068,0,0,0.7071068 -4.576502,0.6814997,-0.4549993 Non 0,0,0,0 0,0,0,0 25 390 false 0 南洋材丸棒 true false false <_2xCylinder> 7 eModelTypeCylinder 0,0.6901961,0.3137255,1 0 0.006,0.006,0.013 0.007,0.007,0.91 0.6 150 0.7071068,0,0,0.7071068 -4.561502,0.6814994,-0.3849994 Non 0,0,0,0 0,0,0,0 25 402 false 0 南洋材丸棒 true false false <_2xCylinder> 7 eModelTypeCylinder 0,0.6901961,0.3137255,1 0 0.006,0.006,0.013 0.007,0.007,0.91 0.6 150 0.7071068,0,0,0.7071068 -4.561502,0.6814994,-0.7649993 Non 0,0,0,0 0,0,0,0 25 458 false 0 南洋材丸棒 true false false <_2xCylinder> 7 eModelTypeCylinder 0,0.6901961,0.3137255,1 0 0.006,0.006,0.013 0.007,0.007,0.91 0.6 150 -4.892375E-08,0.7071069,-0.7071069,-4.892375E-08 -3.7495,0.6814997,-0.3849981 Non 0,0,0,0 0,0,0,0 25 478 false 0 南洋材丸棒 true false false <_2xCylinder> 7 eModelTypeCylinder 0,0.6901961,0.3137255,1 0 0.006,0.006,0.013 0.007,0.007,0.91 0.6 150 -4.892375E-08,0.7071069,-0.7071069,-4.892375E-08 -3.7495,0.6814997,-0.7649987 Non 0,0,0,0 0,0,0,0 25 479 false 0 南洋材丸棒 true false false <_2xCylinder> 7 eModelTypeCylinder 1,0,0,1 0 0.006,0.006,0.013 0.007,0.007,0.91 0.6 150 -4.892375E-08,0.7071069,-0.7071069,-4.892375E-08 -3.734498,0.6814998,-0.6949982 Non 0,0,0,0 0,0,0,0 25 476 false 0 南洋材丸棒 true false false <_2xCylinder> 7 eModelTypeCylinder 1,0,0,1 0 0.006,0.006,0.013 0.007,0.007,0.91 0.6 150 -4.892375E-08,0.7071069,-0.7071069,-4.892375E-08 -3.734498,0.6814998,-0.4549982 Non 0,0,0,0 0,0,0,0 25 477 false 0 南洋材丸棒 true false false <_2xBoard> 3 eModelTypePineBoard 1,1,0.8,1 0 0.2200001,0.025,0.657 0.6,0.025,2.4 0.1 7480 0.7071069,-4.892375E-08,1.045409E-08,-0.7071069 -4.552502,0.3284996,-0.8244995 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 39 false 2 赤松集成材　２５ｍｍ false false false <_2xBoard> 3 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.215,0.018,0.474 0.91,0.018,1.82 0.09999 4980 0,1,0,-7.675708E-09 -4.555002,0.3499997,-0.5749996 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 158 false 2 赤松集成材　１８mm false false false <_2xBoard> 27 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.215,0.018,0.474 0.91,0.018,1.82 0.09999 4980 0,2.355375E-07,0,1 -3.741,0.5849999,-0.5749989 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 238 false 2 赤松集成材　１８mm false false false <_2xBoard> 27 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.215,0.018,0.474 0.91,0.018,1.82 0.09999 4980 0,2.355375E-07,0,1 -3.741,0.3499999,-0.5749989 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 239 false 2 赤松集成材　１８mm false false false <_2xBoard> 3 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.215,0.018,0.474 0.91,0.018,1.82 0.09999 4980 0,1,0,-7.675708E-09 -4.555002,0.5849999,-0.5749996 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 188 false 2 赤松集成材　１８mm false false false <_2xBoard> 3 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.215,0.018,0.474 0.91,0.018,1.82 0.09999 4980 0,1,0,-7.675708E-09 -4.555002,0.02799964,-0.5749996 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 227 false 2 赤松集成材　１８mm false false false <_2xComment> 22 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01157426,0 0.089,0.038,1.82 0 0 0,0.6427876,0,0.7660445 -3.5655,0.1040002,-0.3754985 Non Non Non 0 630 false 0 L45㎜ false false false 0 1 0.2 0.2 0.2 1 -3.6155 0.1290002 -0.3254985 0 0 0 eEndQube <_2xComment> 22 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01157426,0 0.089,0.038,1.82 0 0 0,0.6427876,0,0.7660445 -3.5655,-0.005999849,-0.3754985 Non Non Non 0 631 false 0 L45㎜ false false false 0 1 0.2 0.2 0.2 1 -3.6155 0.0190001484 -0.3254985 0 0 0 eEndQube <_2xDimension> 22 eModelTypeDimension 1,1,0.8,1 0 0.07999992,0,0.0125 0.089,0.038,1.82 0 0 0.7071069,0.7071069,-4.892375E-08,-4.892375E-08 -3.6155,0.1290002,-0.3192485 Non Non Non 0 379 false 0 12.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xScrew> 22 eModelTypeScrew 1,1,0.8,1 0 0.04,0.036,0.02499995 0.089,0.038,1.82 0 0 -0.7071068,-0.707107,-8.022169E-08,-9.432595E-08 -3.6155,0.1290002,-0.3254985 Non Non Non 0 320 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.05 0 false <_2xScrew> 22 eModelTypeScrew 1,1,0.8,1 0 0.04,0.036,0.02499995 0.089,0.038,1.82 0 0 -0.7071068,-0.707107,-8.022169E-08,-9.432595E-08 -3.6155,0.02000015,-0.3254986 Non Non Non 0 321 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.05 0 false <_2xDimension> 22 eModelTypeDimension 1,1,0.8,1 0 0.2429999,0,0.02 0.089,0.038,1.82 0 0 0.5000001,0.5000001,0.5,-0.5000001 -3.6155,0.01000023,-0.3254985 Non Non Non 0 380 false 0 20 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xDimension> 22 eModelTypeDimension 1,1,0.8,1 0 0.153,0,0.129 0.089,0.038,1.82 0 0 0.5000001,0.5000001,0.5,-0.5000001 -3.6155,0.06450021,-0.3254985 Non Non Non 0 381 false 0 129 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 21 eModelTypeDimension 1,1,0.8,1 0 0.1049999,0,0.02000017 0.089,0.038,1.82 0 0 -0.5000001,0.5000001,-0.5000001,-0.5000001 -4.680501,0.1389998,-0.3254994 Non Non Non 0 718 false 0 20 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xDimension> 21 eModelTypeDimension 1,1,0.8,1 0 0.1049999,0,0.02000017 0.089,0.038,1.82 0 0 -0.5000001,0.5000001,-0.5000001,-0.5000001 -4.680501,0.445,-0.3254995 Non Non Non 0 576 false 0 20 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xScrew> 21 eModelTypeScrew 1,1,0.8,1 0 0.02500013,0.036,0.04 0.089,0.038,1.82 0 0 -0.5,0.5000001,-0.4999999,-0.5000001 -4.680501,0.01999992,-0.3254996 Non Non Non 0 717 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.05 0 true <_2xScrew> 21 eModelTypeScrew 1,1,0.8,1 0 0.04,0.036,0.02499995 0.089,0.038,1.82 0 0 9.580972E-08,1.016229E-07,-0.7071068,-0.7071069 -4.680501,0.1289999,-0.3254994 Non Non Non 0 716 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.05 0 false <_2xDimension> 21 eModelTypeDimension 1,1,0.8,1 0 0.1760001,0,0.3410001 0.089,0.038,1.82 0 0 -0.5000001,0.5000001,-0.5000001,-0.5000001 -4.680501,0.1705,-0.3254996 Non Non Non 0 574 false 0 341 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xComment> 21 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01157426,0 0.089,0.038,1.82 0 0 -0.01176485,-0.8987172,0.0057381,0.4383335 -4.741698,0.1729908,-0.4192257 Non Non Non 0 653 false 0 L45㎜ false false false 0 1 0.2 0.2 0.2 1 -4.680501 0.128999859 -0.325499445 0 0 0 eEndQube <_2xComment> 21 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01157426,0 0.089,0.038,1.82 0 0 -0.01176485,-0.8987172,0.0057381,0.4383335 -4.742133,0.03700007,-0.4186688 Non Non Non 0 654 false 0 L45㎜ false false false 0 1 0.2 0.2 0.2 1 -4.680501 0.0199999288 -0.325499564 0 0 0 eEndQube <_2xScrew> 24 eModelTypeScrew 1,1,0.8,1 0 0.1,0.036,0.02500012 0.089,0.038,1.82 0 0 0,2.355375E-07,0,1 -3.6655,0.6749999,-0.3254987 Non Non Non 0 325 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.05 0 true <_2xScrew> 23 eModelTypeScrew 1,1,0.8,1 0 0.35,0.036,0.01800143 0.089,0.038,1.82 0 0 0,-0.7071066,0,0.7071069 -4.671501,0.6749997,-0.4879993 Non Non Non 0 713 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 false <_2xScrew> 23 eModelTypeScrew 1,1,0.8,1 0 0.018,0.036,0.35 0.089,0.038,1.82 0 0 0,1,0,-2.674537E-07 -4.671502,0.6749997,-0.6619993 Non Non Non 0 714 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 true <_2xScrew> 23 eModelTypeScrew 1,1,0.8,1 0 0.025,0.036,0.1 0.089,0.038,1.82 0 0 0,-0.7071066,0,0.7071069 -4.630502,0.6749997,-0.3254993 Non Non Non 0 323 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.05 0 true <_2xScrew> 24 eModelTypeScrew 1,1,0.8,1 0 0.35,0.036,0.01799962 0.089,0.038,1.82 0 0 0,0.7071069,0,0.7071066 -3.624501,0.6749998,-0.6619998 Non Non Non 0 710 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 true <_2xDimension> 25 eModelTypeDimension 1,1,0.8,1 0 0.04800001,0,0.107 0.089,0.038,1.82 0 0 -0.5000001,-0.5000001,-0.5000001,-0.5000001 -3.800001,0.3500003,-0.8119983 Non Non Non 0 354 false 0 107 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 25 eModelTypeDimension 1,1,0.8,1 0 0.1,0,0.035 0.089,0.038,1.82 0 0 -0.5000001,-0.5000001,-0.5000001,-0.5000001 -3.835999,0.3500003,-0.8119983 Non Non Non 0 361 false 0 35 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 25 eModelTypeDimension 1,1,0.8,1 0 0.183,0,0.3070002 0.089,0.038,1.82 0 0 5.60384E-06,0.707107,0.707107,4.892352E-08 -3.8185,0.5035004,-0.8119983 Non Non Non 0 376 false 0 307 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xBoard> 3 eModelTypePineBoard 1,1,0.8,1 0 0.2200001,0.025,0.657 0.6,0.025,2.4 0.1 7480 0.7071069,-4.892375E-08,1.045409E-08,-0.7071069 -4.552502,0.3284996,-0.3254996 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 141 false 2 赤松集成材　２５ｍｍ false false false <_2xDimension> 37 eModelTypeDimension 1,1,0.8,1 0 0.05399998,0,0.025 0.089,0.038,1.82 0 0 -0.5000001,-0.5000002,0.5000001,0.5000001 -3.836,0.5759999,-0.8119989 Non Non Non 0 571 false 0 25 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 37 eModelTypeDimension 1,1,0.8,1 0 0.05100004,0,0.03000027 0.089,0.038,1.82 0 0 -0.5000001,-0.5000002,0.5000001,0.5000001 -3.6485,0.5759999,-0.8119989 Non Non Non 0 572 false 0 30 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xComment> 30 eModelTypeComment 1,1,0.8,1 0 0.1047612,0.01930878,0 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 -4.141499,0.6179999,-0.5569988 Non Non Non 0 579 false 0 天板の中心 false false false 0 1 0.7529412 0 0 1 -4.15550041 0.674999654 -0.5749988 0 0 0 eEndQube <_2xDimension> 10 eModelTypeDimension 1,1,0.8,1 0 0.159,0,0.01499912 0.089,0.038,1.82 0 0 0.3481962,-0.6154344,-0.3481961,0.6154343 -4.688002,0.6749997,-0.3129993 Non Non Non 0 475 false 0 15 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.07051695,0.03858829,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 2.227736,0.06800001,-0.2266697 Non Non Non 0 451 false 0 残り false false false 0 1 0.2 0.2 0.2 1 2.110741 0.018 -0.177171052 0 0 0 eEndQube <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.3750342,0.03960872,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 3.400742,0.06799999,-0.07017024 Non Non Non 0 300 false 0 ⑦ 左④と現物合わせ false false false 0 1 0.2 0.2 0.2 1 3.379741 0.0179999843 -0.127171129 0 0 0 eEndQube <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.3750342,0.03960872,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 2.218738,0.06800005,-0.3801695 Non Non Non 0 307 false 0 ⑤ 上④と現物合わせ false false false 0 1 0.2 0.2 0.2 1 2.113742 0.01800004 -0.330170453 0 0 0 eEndQube <_2xComment> 10 eModelTypeComment 1,1,0.8,1 0 0.3066079,0.08770809,0 0.089,0.038,1.82 0 0 0,0,-0.004363309,0.9999905 -4.599502,0.1664993,0.2640007 Non Non Non 0 658 false 0 A４判 210×297 写真集・美術全集など false false false 0 1 0.2 0.2 0.2 1 -4.577502 0.147498637 0.314000756 0 0 0 eEndQube <_2xComment> 10 eModelTypeComment 1,1,0.8,1 0 0.1545847,0.08739054,0 0.089,0.038,1.82 0 0 0,0,-0.004363309,0.9999905 -4.599502,0.4464993,0.2640007 Non Non Non 0 657 false 0 A5判 148×210 教科書 false false false 0 1 0.2 0.2 0.2 1 -4.577502 0.427498728 0.314000756 0 0 0 eEndQube <_2xComment> 10 eModelTypeComment 1,1,0.8,1 0 0.1545847,0.08783512,0 0.089,0.038,1.82 0 0 0,0,-0.004363309,0.9999905 -4.599502,0.7124994,0.2640007 Non Non Non 0 199 false 0 B6判 128×182 単行本など false false false 0 1 0.2 0.2 0.2 1 -4.577502 0.693498731 0.314000756 0 0 0 eEndQube <_2xDimension> 10 eModelTypeDimension 1,1,0.8,1 0 0.1380006,0,0.019 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 -4.447501,0.009499999,-0.8119996 Non Non Non 0 228 false 0 19 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xDimension> 10 eModelTypeDimension 1,1,0.8,1 0 0.3000001,0,0.06299983 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 -4.447501,0.6255001,-0.8119993 Non Non Non 0 79 false 0 63 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xBoard> 31 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.2379999,0.018,0.524 0.91,0.018,1.82 0.09999 4980 0,1,0,-7.675708E-09 -4.561502,0.6659997,-0.5749993 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 6 157 false 2 赤松集成材　１８mm false false false <_2xCylinder> 31 eModelTypeCylinder 1,0,0,1 0 0.006,0.006,0.01 0.007,0.007,0.91 0.6 150 0.7071068,0,0,0.7071068 -4.561502,0.6699997,-0.4549993 Non 0,0,0,0 0,0,0,0 6 407 false 0 南洋材丸棒 true false false <_2xCylinder> 31 eModelTypeCylinder 0,0.6901961,0.3137255,1 0 0.006,0.006,0.01 0.007,0.007,0.91 0.6 150 0.7071068,0,0,0.7071068 -4.561502,0.6699997,-0.7649993 Non 0,0,0,0 0,0,0,0 6 409 false 0 南洋材丸棒 true false false <_2xCylinder> 31 eModelTypeCylinder 0,0.6901961,0.3137255,1 0 0.006,0.006,0.01 0.007,0.007,0.91 0.6 150 0.7071068,0,0,0.7071068 -4.561502,0.6699997,-0.3849994 Non 0,0,0,0 0,0,0,0 6 408 false 0 南洋材丸棒 true false false <_2xCylinder> 31 eModelTypeCylinder 1,0,0,1 0 0.006,0.006,0.01 0.007,0.007,0.91 0.6 150 0.7071068,0,0,0.7071068 -4.561502,0.6699997,-0.6949993 Non 0,0,0,0 0,0,0,0 6 406 false 0 南洋材丸棒 true false false <_2xComment> 21 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01157426,0 0.089,0.038,1.82 0 0 -0.01176485,-0.8987172,0.0057381,0.4383335 -4.741892,0.466995,-0.4189781 Non Non Non 0 652 false 0 L45㎜ false false false 0 1 0.2 0.2 0.2 1 -4.680501 0.4349999 -0.3254995 0 0 0 eEndQube <_2xComment> 21 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01157426,0 0.089,0.038,1.82 0 0 -0.01176485,-0.8987172,0.0057381,0.4383335 -4.742133,0.3780002,-0.4186687 Non Non Non 0 649 false 0 L45㎜ false false false 0 1 0.2 0.2 0.2 1 -4.680501 0.3610001 -0.3254994 0 0 0 eEndQube <_2xComment> 21 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.0118134,0 0.089,0.038,1.82 0 0 0,-0.8987941,0,0.4383711 -4.707459,0.58,-0.3915796 Non Non Non 0 648 false 0 L35㎜ false false false 0 1 0.2 0.2 0.2 1 -4.680501 0.5629999 -0.3254994 0 0 0 eEndQube <_2xComment> 21 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.0118134,0 0.089,0.038,1.82 0 0 0,-0.8987941,0,0.4383711 -4.707459,0.6539999,-0.3915795 Non Non Non 0 636 false 0 L35㎜ false false false 0 1 0.2 0.2 0.2 1 -4.680501 0.6369998 -0.3254993 0 0 0 eEndQube <_2xBoard> 31 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.2379999,0.018,0.524 0.91,0.018,1.82 0.09999 4980 0,2.355375E-07,0,1 -3.7345,0.6659999,-0.5749986 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 7 237 false 2 赤松集成材　１８mm false false false <_2xCylinder> 31 eModelTypeCylinder 1,0,0,1 0 0.006,0.006,0.01 0.007,0.007,0.91 0.6 150 -4.892375E-08,0.7071069,-0.7071069,-4.892375E-08 -3.7345,0.6699999,-0.6949987 Non 0,0,0,0 0,0,0,0 7 482 false 0 南洋材丸棒 true false false <_2xCylinder> 31 eModelTypeCylinder 0,0.6901961,0.3137255,1 0 0.006,0.006,0.01 0.007,0.007,0.91 0.6 150 -4.892375E-08,0.7071069,-0.7071069,-4.892375E-08 -3.7345,0.6699998,-0.3849981 Non 0,0,0,0 0,0,0,0 7 480 false 0 南洋材丸棒 true false false <_2xCylinder> 31 eModelTypeCylinder 0,0.6901961,0.3137255,1 0 0.006,0.006,0.01 0.007,0.007,0.91 0.6 150 -4.892375E-08,0.7071069,-0.7071069,-4.892375E-08 -3.7345,0.6699998,-0.7649987 Non 0,0,0,0 0,0,0,0 7 481 false 0 南洋材丸棒 true false false <_2xCylinder> 31 eModelTypeCylinder 1,0,0,1 0 0.006,0.006,0.01 0.007,0.007,0.91 0.6 150 -4.892375E-08,0.7071069,-0.7071069,-4.892375E-08 -3.734499,0.6699998,-0.4549986 Non 0,0,0,0 0,0,0,0 7 483 false 0 南洋材丸棒 true false false <_2xComment> 22 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.0118134,0 0.089,0.038,1.82 0 0 0,0.6427876,0,0.7660445 -3.5655,0.6120003,-0.3754983 Non Non Non 0 626 false 0 L35㎜ false false false 0 1 0.2 0.2 0.2 1 -3.6155 0.6370003 -0.3254983 0 0 0 eEndQube <_2xComment> 22 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.0118134,0 0.089,0.038,1.82 0 0 0,0.6427876,0,0.7660445 -3.5655,0.5380002,-0.3754983 Non Non Non 0 627 false 0 L35㎜ false false false 0 1 0.2 0.2 0.2 1 -3.6155 0.5630002 -0.3254983 0 0 0 eEndQube <_2xComment> 22 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01157426,0 0.089,0.038,1.82 0 0 0,0.6427876,0,0.7660445 -3.5655,0.4100002,-0.3754983 Non Non Non 0 628 false 0 L45㎜ false false false 0 1 0.2 0.2 0.2 1 -3.6155 0.4350002 -0.3254983 0 0 0 eEndQube <_2xComment> 22 eModelTypeComment 1,1,0.8,1 0 0.04314999,0.01157426,0 0.089,0.038,1.82 0 0 0,0.6427876,0,0.7660444 -3.5655,0.3360006,-0.3754983 Non Non Non 0 629 false 0 L45㎜ false false false 0 1 0.2 0.2 0.2 1 -3.6155 0.3610006 -0.3254983 0 0 0 eEndQube <_2xDimension> 33 eModelTypeDimension 1,1,0.8,1 0 0.09999999,0,0.03000027 0.089,0.038,1.82 0 0 -0.5000001,-0.5000001,-0.5000001,-0.5000002 -3.6485,0.5480002,-0.8119981 Non Non Non 0 160 false 0 30 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 33 eModelTypeDimension 1,1,0.8,1 0 0.1,0,0.03 0.089,0.038,1.82 0 0 -0.5000001,-0.5000001,-0.5000001,-0.5000002 -3.8385,0.5480005,-0.8119987 Non Non Non 0 122 false 0 30 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.08,0,0.524 0.089,0.038,1.82 0 0 -7.675709E-09,-1,-7.675708E-09,8.866526E-16 -4.680502,0.6749997,-0.5749993 Non Non Non 0 620 false 0 524 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.08,0,0.2379999 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -4.561502,0.6749997,-0.8369993 Non Non Non 0 621 false 0 238 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xScrew> 22 eModelTypeScrew 1,1,0.8,1 0 0.04,0.036,0.02499995 0.089,0.038,1.82 0 0 -0.7071068,-0.707107,-8.022169E-08,-9.432595E-08 -3.6155,0.4350002,-0.3254983 Non Non Non 0 318 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.05 0 false <_2xScrew> 23 eModelTypeScrew 1,1,0.8,1 0 0.04,0.036,0.02500012 0.089,0.038,1.82 0 0 0,-8.932022E-08,0,-1 -4.462501,0.675,-0.3254993 Non Non Non 0 322 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.05 0 true <_2xScrew> 21 eModelTypeScrew 1,1,0.8,1 0 0.04,0.036,0.02499995 0.089,0.038,1.82 0 0 9.580972E-08,1.016229E-07,-0.7071068,-0.7071069 -4.680501,0.4350001,-0.3254995 Non Non Non 0 313 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.05 0 false <_2xScrew> 21 eModelTypeScrew 1,1,0.8,1 0 0.02500013,0.036,0.04 0.089,0.038,1.82 0 0 -0.5,0.5000001,-0.4999999,-0.5000001 -4.680501,0.3610001,-0.3254994 Non Non Non 0 377 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.05 0 true <_2xBoard> 3 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.114,0.018,0.5239999 0.91,0.018,1.82 0.09999 4980 0.7071069,-0.7071068,-1.238896E-07,9.580972E-08 -4.671502,0.3979997,-0.5749996 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 226 false 2 赤松集成材　１８mm false false false <_2xScrew> 21 eModelTypeScrew 1,1,0.8,1 0 0.02500013,0.036,0.04 0.089,0.038,1.82 0 0 -0.5,0.5000001,-0.4999999,-0.5000001 -4.680501,0.5629999,-0.3254994 Non Non Non 0 310 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 true <_2xScrew> 21 eModelTypeScrew 1,1,0.8,1 0 0.04,0.036,0.02499995 0.089,0.038,1.82 0 0 9.580972E-08,1.016229E-07,-0.7071068,-0.7071069 -4.680501,0.6369998,-0.3254993 Non Non Non 0 311 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 false <_2xScrew> 24 eModelTypeScrew 1,1,0.8,1 0 0.02499987,0.036,0.04 0.089,0.038,1.82 0 0 0,0.7071065,0,-0.7071069 -3.8335,0.6749999,-0.3254986 Non Non Non 0 324 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.05 0 true <_2xScrew> 22 eModelTypeScrew 1,1,0.8,1 0 0.04,0.036,0.02499995 0.089,0.038,1.82 0 0 -0.7071068,-0.707107,-8.022169E-08,-9.432595E-08 -3.615499,0.3610006,-0.3254973 Non Non Non 0 319 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.05 0 false <_2xScrew> 22 eModelTypeScrew 1,1,0.8,1 0 0.04,0.036,0.02499995 0.089,0.038,1.82 0 0 -0.7071068,-0.707107,-8.022169E-08,-9.432595E-08 -3.6155,0.5630002,-0.3254983 Non Non Non 0 316 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 false <_2xScrew> 22 eModelTypeScrew 1,1,0.8,1 0 0.04,0.036,0.02499995 0.089,0.038,1.82 0 0 -0.7071068,-0.707107,-8.022169E-08,-9.432595E-08 -3.6155,0.6370003,-0.3254983 Non Non Non 0 317 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 false <_2xBoard> 3 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.114,0.018,0.5239999 0.91,0.018,1.82 0.09999 4980 0.7071069,-0.7071068,-1.238896E-07,9.580972E-08 -4.671502,0.5999997,-0.5749993 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 210 false 2 赤松集成材　１８mm false false false <_2xDimension> 22 eModelTypeDimension 1,1,0.8,1 0 0.1540001,0,0.2959998 0.089,0.038,1.82 0 0 0.5000001,0.5000001,0.5,-0.5000001 -3.6155,0.5090005,-0.3254983 Non Non Non 0 385 false 0 296 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 22 eModelTypeDimension 1,1,0.8,1 0 0.2110002,0,0.222 0.089,0.038,1.82 0 0 0.5000001,0.5000001,0.5,-0.5000001 -3.6155,0.5460002,-0.3254983 Non Non Non 0 384 false 0 222 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.1819316,0.03874942,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 1.921737,0.068,-0.4961695 Non Non Non 0 296 false 0 ④ 上114 false false false 0 1 0.2 0.2 0.2 1 2.110741 0.018 -0.4461704 0 0 0 eEndQube <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.1819316,0.03874942,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 1.92374,0.068,-0.6131698 Non Non Non 0 294 false 0 ② 上524 false false false 0 1 0.2 0.2 0.2 1 2.110741 0.0180000011 -0.5631707 0 0 0 eEndQube <_2xDimension> 26 eModelTypeDimension 1,1,0.8,1 0 0.06000001,0,0.04 0.089,0.038,1.82 0 0 0.5000001,0.5,-0.5000001,-0.5000001 -3.6535,0.02800022,-0.8119983 Non Non Non 0 443 false 0 40 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 26 eModelTypeDimension 1,1,0.8,1 0 0.06000001,0,0.04 0.089,0.038,1.82 0 0 0.5000001,0.5,-0.5000001,-0.5000001 -3.6535,0.3500003,-0.8119983 Non Non Non 0 334 false 0 40 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 25 eModelTypeDimension 1,1,0.8,1 0 0.06000001,0,0.04 0.089,0.038,1.82 0 0 -0.5000001,-0.5000001,-0.5000001,-0.5000001 -3.653501,0.02800022,-0.8119983 Non Non Non 0 365 false 0 40 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 25 eModelTypeDimension 1,1,0.8,1 0 0.06000001,0,0.04 0.089,0.038,1.82 0 0 -0.5000001,-0.5000001,-0.5000001,-0.5000001 -3.6535,0.3500003,-0.8119983 Non Non Non 0 353 false 0 40 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 25 eModelTypeDimension 1,1,0.8,1 0 0.1,0,0.035 0.089,0.038,1.82 0 0 -0.5000001,-0.5000001,-0.5000001,-0.5000001 -3.836,0.02800022,-0.8119983 Non Non Non 0 367 false 0 35 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xComment> 30 eModelTypeComment 1,1,0.8,1 0 0.2872568,0.02277653,0 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 -4.842503,0.5979996,-0.724999 Non Non Non 0 434 false 0 鬼目ナット(緑)：天板15ｍｍ外 false false false 0 1 0 0.6901961 0.3137255 1 -4.561502 0.6749997 -0.7649993 0 0 0 eEndQube <_2xComment> 30 eModelTypeComment 1,1,0.8,1 0 0.3002643,0.02277653,0 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 -4.852501,0.6099999,-0.6369992 Non Non Non 0 433 false 0 鬼目ナット(赤)：天板・収納 面一 false false false 0 1 0.7529412 0 0 1 -4.576502 0.6749996 -0.6949993 0 0 0 eEndQube <_2xComment> 30 eModelTypeComment 1,1,0.8,1 0 0.3002643,0.02277653,0 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 -4.843503,0.61,-0.4159989 Non Non Non 0 581 false 0 鬼目ナット(赤)：天板・収納 面一 false false false 0 1 0.7529412 0 0 1 -4.57650232 0.6749997 -0.454999179 0 0 0 eEndQube <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.08100004,0,0.1190026 0.089,0.038,1.82 0 0 0,0.7071068,0,0.7071068 -4.621003,0.6749997,-0.5749997 Non Non Non 0 502 false 0 119 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -4.474357,0.5759993,-0.3412487 Non 0,0,0,0 0,0,0,0 21 612 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -4.474356,0.5759993,-0.3352487 Non 0,0,0,0 0,0,0,0 21 613 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -4.474357,0.5479999,-0.3412488 Non 0,0,0,0 0,0,0,0 22 614 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -4.474356,0.5479999,-0.3352489 Non 0,0,0,0 0,0,0,0 22 615 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -4.634356,0.5759993,-0.3412488 Non 0,0,0,0 0,0,0,0 23 616 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -4.634356,0.5759993,-0.3352487 Non 0,0,0,0 0,0,0,0 23 617 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -4.634356,0.5479999,-0.3412491 Non 0,0,0,0 0,0,0,0 24 618 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -4.634356,0.5479999,-0.3352493 Non 0,0,0,0 0,0,0,0 24 619 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -4.474353,0.5759993,-0.8087506 Non 0,0,0,0 0,0,0,0 17 605 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -4.474353,0.5759993,-0.8147506 Non 0,0,0,0 0,0,0,0 17 604 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -4.474353,0.5479999,-0.8087505 Non 0,0,0,0 0,0,0,0 19 609 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -4.474353,0.5479999,-0.8147504 Non 0,0,0,0 0,0,0,0 19 608 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -4.634353,0.5479999,-0.8087505 Non 0,0,0,0 0,0,0,0 20 611 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -4.634353,0.5479999,-0.8147504 Non 0,0,0,0 0,0,0,0 20 610 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -4.634353,0.5759993,-0.8087506 Non 0,0,0,0 0,0,0,0 18 607 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -4.634353,0.5759993,-0.8147506 Non 0,0,0,0 0,0,0,0 18 606 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -3.6635,0.5759999,-0.8147489 Non 0,0,0,0 0,0,0,0 10 590 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -3.6635,0.5759999,-0.8087489 Non 0,0,0,0 0,0,0,0 10 591 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -3.8235,0.5759999,-0.8147489 Non 0,0,0,0 0,0,0,0 9 589 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -3.8235,0.5759999,-0.8087489 Non 0,0,0,0 0,0,0,0 9 588 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -3.6635,0.5480005,-0.8147487 Non 0,0,0,0 0,0,0,0 11 592 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -3.6635,0.5480005,-0.8087487 Non 0,0,0,0 0,0,0,0 11 593 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -3.8235,0.5480005,-0.8147487 Non 0,0,0,0 0,0,0,0 12 594 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-8.932022E-08,0,-1 -3.8235,0.5480005,-0.8087487 Non 0,0,0,0 0,0,0,0 12 595 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -3.663504,0.5759999,-0.3412478 Non 0,0,0,0 0,0,0,0 15 601 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -3.663503,0.5759999,-0.3352479 Non 0,0,0,0 0,0,0,0 15 600 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -3.663504,0.5480005,-0.341248 Non 0,0,0,0 0,0,0,0 16 603 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -3.663503,0.5480005,-0.335248 Non 0,0,0,0 0,0,0,0 16 602 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -3.823503,0.5759999,-0.341248 Non 0,0,0,0 0,0,0,0 13 597 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -3.823503,0.5759999,-0.3352479 Non 0,0,0,0 0,0,0,0 13 596 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.008,0.008,0.0065 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -3.823503,0.5480005,-0.3412482 Non 0,0,0,0 0,0,0,0 14 599 false 0 南洋材丸棒 true false false <_2xCylinder> 8 eModelTypeCylinder 0.4588235,0.4431373,0.4431373,1 0 0.0063,0.0063,0.0055 0.007,0.007,0.91 0.6 150 0,-1,0,2.058486E-07 -3.823503,0.5480005,-0.3352485 Non 0,0,0,0 0,0,0,0 14 598 false 0 南洋材丸棒 true false false <_2xDimension> 33 eModelTypeDimension 1,1,0.8,1 0 0.5370002,0,0.081 0.089,0.038,1.82 0 0 -4.892375E-08,0.7071069,0.7071069,4.892374E-08 -3.6335,0.6165002,-0.8119981 Non Non Non 0 440 false 0 81 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 33 eModelTypeDimension 1,1,0.8,1 0 0.4940003,0,0.109 0.089,0.038,1.82 0 0 -4.892375E-08,0.7071069,0.7071069,4.892374E-08 -3.6335,0.6025002,-0.8119981 Non Non Non 0 441 false 0 109 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xComment> 32 eModelTypeComment 1,1,0.8,1 0 0.1615745,0.01648626,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 -4.046497,0.725,-0.5639986 Non Non Non 0 503 false 0 赤：天板・収納 面一 false false false 0 1 0.7529412 0 0 1 -3.73449779 0.6749999 -0.6949982 0 0 0 eEndQube <_2xComment> 32 eModelTypeComment 1,1,0.8,1 0 0.1615745,0.01648626,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 -4.032498,0.725,-0.4709986 Non Non Non 0 587 false 0 赤：天板・収納 面一 false false false 0 1 0.7529412 0 0 1 -3.73449779 0.6749999 -0.455998123 0 0 0 eEndQube <_2xComment> 32 eModelTypeComment 1,1,0.8,1 0 0.1506441,0.01637288,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 -4.030995,0.6970003,-0.3989981 Non Non Non 0 586 false 0 緑：天板15ｍｍ外 false false false 0 1 0 0.6901961 0.3137255 1 -3.73449779 0.6749999 -0.385998219 0 0 0 eEndQube <_2xComment> 30 eModelTypeComment 1,1,0.8,1 0 0.3002643,0.02277653,0 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 -3.714497,0.61,-0.6899986 Non Non Non 0 583 false 0 鬼目ナット(赤)：天板・収納 面一 false false false 0 1 0.7529412 0 0 1 -3.734498 0.6749999 -0.6949982 0 0 0 eEndQube <_2xComment> 30 eModelTypeComment 1,1,0.8,1 0 0.3002643,0.02277653,0 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 -3.714499,0.6099996,-0.4494982 Non Non Non 0 542 false 0 鬼目ナット(赤)：天板・収納 面一 false false false 0 1 0.7529412 0 0 1 -3.73450017 0.674999535 -0.4544979 0 0 0 eEndQube <_2xComment> 30 eModelTypeComment 1,1,0.8,1 0 0.2872568,0.02277653,0 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 -3.7155,0.5979991,-0.3750003 Non Non Non 0 582 false 0 鬼目ナット(緑)：天板15ｍｍ外 false false false 0 1 0 0.6901961 0.3137255 1 -3.74949956 0.6749996 -0.384999543 0 0 0 eEndQube <_2xComment> 30 eModelTypeComment 1,1,0.8,1 0 0.2872568,0.02277653,0 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 -3.715501,0.5979993,-0.7549994 Non Non Non 0 543 false 0 鬼目ナット(緑)：天板15ｍｍ外 false false false 0 1 0 0.6901961 0.3137255 1 -3.7495 0.674999833 -0.7649987 0 0 0 eEndQube <_2xComment> 30 eModelTypeComment 1,1,0.8,1 0 0.2872568,0.02277653,0 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Non Non 0 449 false 0 集成材はF☆☆☆☆を使用する false false false 0 1 0.7529412 0 0 1 3.21274233 0.0250000134 -2.784669 0 0 0 eEndQube <_2xComment> 16 eModelTypeComment 1,1,0.8,1 0 0.2253759,0.04588767,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 3.994741,0.075,-2.557671 Non Non Non 0 272 false 0 ① 右657 false false false 0 1 0.2 0.2 0.2 1 3.94474077 0.025 -2.50767088 0 0 0 eEndQube <_2xDimension> 22 eModelTypeDimension 1,1,0.8,1 0 0.3569999,0,0.02000004 0.089,0.038,1.82 0 0 0.5000001,0.5000001,0.5,-0.5000001 -3.6155,0.6470003,-0.3254983 Non Non Non 0 382 false 0 20 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xDimension> 26 eModelTypeDimension 1,1,0.8,1 0 0.07,0,0.03 0.089,0.038,1.82 0 0 0.5000001,0.5,-0.5000001,-0.5000001 -3.8335,0.3500003,-0.8119983 Non Non Non 0 336 false 0 30 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xCylinder> 25 eModelTypeCylinder 0.5019608,0.3764706,0,1 0 0.008,0.008,0.015 0.007,0.007,0.91 0.6 150 0,0,0,1 -3.746501,0.3500003,-0.8194983 Non 0,0,0,0 0,0,0,0 0 351 false 0 南洋材丸棒 true false false <_2xCylinder> 26 eModelTypeCylinder 0.5019608,0.3764706,0,1 0 0.008,0.008,0.015 0.007,0.007,0.91 0.6 150 0,0,0,1 -3.8185,0.02800022,-0.8044983 Non 0,0,0,0 0,0,0,0 0 447 false 0 南洋材丸棒 true false false <_2xCylinder> 26 eModelTypeCylinder 0.5019608,0.3764706,0,1 0 0.008,0.008,0.015 0.007,0.007,0.91 0.6 150 0,0,0,1 -3.746501,0.02800022,-0.8044983 Non 0,0,0,0 0,0,0,0 0 445 false 0 南洋材丸棒 true false false <_2xCylinder> 26 eModelTypeCylinder 0.5019608,0.3764706,0,1 0 0.008,0.008,0.015 0.007,0.007,0.91 0.6 150 0,0,0,1 -3.6735,0.02800022,-0.8044983 Non 0,0,0,0 0,0,0,0 0 442 false 0 南洋材丸棒 true false false <_2xCylinder> 26 eModelTypeCylinder 0.5019608,0.3764706,0,1 0 0.0075,0.0075,0.015 0.007,0.007,0.91 0.6 150 0,0,0,1 -3.8185,0.3500003,-0.8044983 Non 0,0,0,0 0,0,0,0 0 331 false 0 南洋材丸棒 true false false <_2xCylinder> 26 eModelTypeCylinder 0.5019608,0.3764706,0,1 0 0.008,0.008,0.015 0.007,0.007,0.91 0.6 150 0,0,0,1 -3.746501,0.3500003,-0.8044983 Non 0,0,0,0 0,0,0,0 0 330 false 0 南洋材丸棒 true false false <_2xCylinder> 26 eModelTypeCylinder 0.5019608,0.3764706,0,1 0 0.008,0.008,0.015 0.007,0.007,0.91 0.6 150 0,0,0,1 -3.6735,0.3500003,-0.8044983 Non 0,0,0,0 0,0,0,0 0 329 false 0 南洋材丸棒 true false false <_2xCylinder> 25 eModelTypeCylinder 0.5019608,0.3764706,0,1 0 0.008,0.008,0.015 0.007,0.007,0.91 0.6 150 0,0,0,1 -3.673501,0.02800022,-0.8194983 Non 0,0,0,0 0,0,0,0 0 364 false 0 南洋材丸棒 true false false <_2xCylinder> 25 eModelTypeCylinder 0.5019608,0.3764706,0,1 0 0.008,0.008,0.015 0.007,0.007,0.91 0.6 150 0,0,0,1 -3.746502,0.02800022,-0.8194983 Non 0,0,0,0 0,0,0,0 0 363 false 0 南洋材丸棒 true false false <_2xCylinder> 25 eModelTypeCylinder 0.5019608,0.3764706,0,1 0 0.008,0.008,0.015 0.007,0.007,0.91 0.6 150 0,0,0,1 -3.818501,0.02800022,-0.8194983 Non 0,0,0,0 0,0,0,0 0 362 false 0 南洋材丸棒 true false false <_2xCylinder> 25 eModelTypeCylinder 0.5019608,0.3764706,0,1 0 0.008,0.008,0.015 0.007,0.007,0.91 0.6 150 0,0,0,1 -3.6735,0.3500003,-0.8194983 Non 0,0,0,0 0,0,0,0 0 352 false 0 南洋材丸棒 true false false <_2xCylinder> 25 eModelTypeCylinder 0.5019608,0.3764706,0,1 0 0.008,0.008,0.015 0.007,0.007,0.91 0.6 150 0,0,0,1 -3.8185,0.3500003,-0.8194983 Non 0,0,0,0 0,0,0,0 0 350 false 0 南洋材丸棒 true false false <_2xBoard> 0 eModelTypePineBoard 1,1,0.8,1 0 1.8,0.15,2.45 1.8,0.15,25 0 1 0.5,0.5000001,-0.5000001,0.5 -2.877001,1.225,0.9490007 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 549 false 0 壁 true true false <_2xBoard> 0 eModelTypePineBoard 1,1,0.8,1 0 0.924,0.15,2.45 1.8,0.15,25 0 1 0.5,0.5000001,-0.5000001,0.5 -2.877001,1.225001,-0.4129993 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 5 false 0 壁 true false false <_2xBoard> 2 eModelTypePlyWood 0.5019608,0.5019608,0,1 0 0.4049985,0.017,0.8579999 0.5,0.017,1.8 7E-05 1 -4.892375E-08,0.7071069,-0.7071069,-4.892375E-08 -5.829503,0.4445002,0.2485006 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 2 23 false 0 合板 true false false <_2xBoard> 2 eModelTypePlyWood 0.5019608,0.5019608,0,1 0 0.29,0.017,0.439 0.5,0.017,1.8 7E-05 1 -3.984885E-08,0.7071069,4.133262E-08,-0.7071069 -5.829503,0.8820002,0.3850006 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 2 21 false 0 合板 true false false <_2xBoard> 2 eModelTypePlyWood 0.5019608,0.5019608,0,1 0 0.2729997,0.017,0.4049979 0.5,0.017,1.8 7E-05 1 -3.984885E-08,0.7071069,4.133262E-08,-0.7071069 -5.829503,0.2986668,0.3935006 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 2 24 false 0 合板 true false false <_2xBoard> 2 eModelTypePlyWood 0.5019608,0.5019608,0,1 0 0.2729997,0.017,0.4049979 0.5,0.017,1.8 7E-05 1 -3.984885E-08,0.7071069,4.133262E-08,-0.7071069 -5.829503,0.5903336,0.3935006 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 2 25 false 0 合板 true false false <_2xBoard> 2 eModelTypePlyWood 0.5019608,0.5019608,0,1 0 0.29,0.017,0.858 0.5,0.017,1.8 7E-05 1 0.5,0.5000001,-0.5000001,0.5 -6.040503,0.4445002,0.3850006 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 2 19 false 0 合板 true false false <_2xBoard> 2 eModelTypePlyWood 0.5019608,0.5019608,0,1 0 0.29,0.017,0.439 0.5,0.017,1.8 7E-05 1 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-6.624001,0.02550075,0.5000011 Non Non Non 1 34 false 0 キャスター40mm（耐荷重10kg） true false false Metallic Material\Castor-40mm (Capacity 10kg).dmesh <_2xBoard> 1 eModelTypePlyWood 0.5019608,0.5019608,0,1 0 0.445,0.017,0.45 0.5,0.017,1.8 7E-05 1 -0.5000001,0.5000001,0.5,0.5000001 -6.638501,0.2935,0.3075008 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 1 27 false 0 合板 true false false <_2xBoard> 1 eModelTypePlyWood 0.5019608,0.5019608,0,1 0 0.445,0.017,0.598 0.5,0.017,1.8 7E-05 1 -4.892375E-08,0.7071069,-7.131569E-08,0.7071068 -6.348002,0.06000007,0.307501 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 1 26 false 0 合板 true false false <_2xPolygon> 1 eModelTypePolygon 0.184,0.184,0.184,1 0.225 0.04564769,0.05400122,0.05447391 0.04564769,0.05400122,0.05447391 40 50 0,-8.932022E-08,0,-1 -6.624178,0.02449943,0.1147379 Non Non Non 1 36 false 0 キャスター40mm（耐荷重10kg） true false false Metallic Material\Castor-40mm (Capacity 10kg).dmesh <_2xBoard> 1 eModelTypePlyWood 0.5019608,0.5019608,0,1 0 0.4279999,0.017,0.268 0.5,0.017,1.8 7E-05 1 -0.5000001,0.5000001,0.5,0.5000001 -6.348001,0.2025,0.3160009 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 1 30 false 0 合板 true false false <_2xPolygon> 1 eModelTypePolygon 0.184,0.184,0.184,1 0.225 0.04564769,0.05400122,0.05447391 0.04564769,0.05400122,0.05447391 40 50 0,-8.932022E-08,0,-1 -6.072002,0.02449945,0.1175005 Non Non Non 1 37 false 0 キャスター40mm（耐荷重10kg） true false false Metallic Material\Castor-40mm (Capacity 10kg).dmesh <_2xBoard> 1 eModelTypePlyWood 0.5019608,0.5019608,0,1 0 0.445,0.017,0.45 0.5,0.017,1.8 7E-05 1 -0.5000001,0.5000001,0.5,0.5000001 -6.057502,0.2935,0.307501 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 1 28 false 0 合板 true false false <_2xPolygon> 1 eModelTypePolygon 0.184,0.184,0.184,1 0.225 0.04564769,0.05400122,0.05447391 0.04564769,0.05400122,0.05447391 40 50 0,1,0,-7.675708E-09 -6.071826,0.02550073,0.5027638 Non Non Non 1 35 false 0 キャスター40mm（耐荷重10kg） true false false Metallic Material\Castor-40mm (Capacity 10kg).dmesh <_2xBoard> 0 eModelTypePineBoard 1,1,0.8,1 0 1.745,0.15,2.45 1.8,0.15,25 0 1 0.7071068,0,0,0.7071068 -3.824501,1.225001,-0.9499995 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 4 false 0 壁 true false false <_2xDimension> 10 eModelTypeDimension 1,1,0.8,1 0 0.184,0,1.08 0.089,0.038,1.82 0 0 -0.5000001,-0.5000001,-0.5000001,-0.5000001 -4.1555,0.6999998,-0.8749985 Non Non Non 0 110 false 0 1080 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 10 eModelTypeDimension 1,1,0.8,1 0 0.184,0,0.6 0.089,0.038,1.82 0 0 0.7071069,0.7071069,-4.892375E-08,-4.892375E-08 -4.695501,0.6999998,-0.5749986 Non Non Non 0 182 false 0 600 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 10 eModelTypeDimension 1,1,0.8,1 0 0.11,0,0.6999998 0.089,0.038,1.82 0 0 -4.892375E-08,0.7071069,0.7071069,4.892374E-08 -4.695501,0.3499999,-0.2749986 Non Non Non 0 223 false 0 700 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 22 eModelTypeDimension 1,1,0.8,1 0 0.298,0,0.094 0.089,0.038,1.82 0 0 0.5000001,0.5000001,0.5,-0.5000001 -3.6155,0.6100002,-0.3254983 Non Non Non 0 383 false 0 94 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 26 eModelTypeDimension 1,1,0.8,1 0 0.04800001,0,0.1019998 0.089,0.038,1.82 0 0 0.5000001,0.5,-0.5000001,-0.5000001 -3.797501,0.3500003,-0.8119983 Non Non Non 0 337 false 0 102 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 26 eModelTypeDimension 1,1,0.8,1 0 0.04800001,0,0.1019998 0.089,0.038,1.82 0 0 0.5000001,0.5,-0.5000001,-0.5000001 -3.797501,0.02800022,-0.8119983 Non Non Non 0 444 false 0 102 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 26 eModelTypeDimension 1,1,0.8,1 0 0.07,0,0.03 0.089,0.038,1.82 0 0 0.5000001,0.5,-0.5000001,-0.5000001 -3.833501,0.02800022,-0.8119983 Non Non Non 0 446 false 0 30 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 25 eModelTypeDimension 1,1,0.8,1 0 0.1799999,0,0.028 0.089,0.038,1.82 0 0 5.60384E-06,0.707107,0.707107,4.892352E-08 -3.818501,0.01400022,-0.8119983 Non Non Non 0 374 false 0 28 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xDimension> 25 eModelTypeDimension 1,1,0.8,1 0 0.04800001,0,0.107 0.089,0.038,1.82 0 0 -0.5000001,-0.5000001,-0.5000001,-0.5000001 -3.800002,0.02800022,-0.8119983 Non Non Non 0 366 false 0 107 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 30 eModelTypeDimension 1,1,0.8,1 0 0.173,0,0.19 0.089,0.038,1.82 0 0 -1.649771E-15,1.486981E-07,-1,-7.675711E-09 -3.7495,0.6749988,-0.6694981 Non Non Non 0 536 false 0 190 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 30 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.12 0.089,0.038,1.82 0 0 -1.649771E-15,1.486981E-07,-1,-7.675711E-09 -3.7345,0.6749994,-0.6344981 Non Non Non 0 537 false 0 120 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 30 eModelTypeDimension 1,1,0.8,1 0 0.173,0,0.19 0.089,0.038,1.82 0 0 -1.649771E-15,1.486981E-07,-1,-7.675711E-09 -3.7495,0.6749992,-0.4794978 Non Non Non 0 538 false 0 190 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 30 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.1200001 0.089,0.038,1.82 0 0 -1.649771E-15,1.486981E-07,-1,-7.675711E-09 -3.7345,0.6749995,-0.5144979 Non Non Non 0 539 false 0 120 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 30 eModelTypeDimension 1,1,0.8,1 0 0.173,0,0.19 0.089,0.038,1.82 0 0 1,0,0,-4.371139E-08 -4.561502,0.6749996,-0.4799994 Non Non Non 0 516 false 0 190 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 30 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.12 0.089,0.038,1.82 0 0 1,0,0,-4.371139E-08 -4.576502,0.6749997,-0.5149992 Non Non Non 0 514 false 0 120 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 30 eModelTypeDimension 1,1,0.8,1 0 0.173,0,0.19 0.089,0.038,1.82 0 0 1,0,0,-4.371139E-08 -4.561502,0.6749996,-0.6699993 Non Non Non 0 517 false 0 190 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 30 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.1200001 0.089,0.038,1.82 0 0 1,0,0,-4.371139E-08 -4.576502,0.6749997,-0.6349993 Non Non Non 0 515 false 0 120 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.08100004,0,0.1190026 0.089,0.038,1.82 0 0 0,0.7071068,0,0.7071068 -3.793999,0.6749999,-0.5749986 Non Non Non 0 505 false 0 119 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.08100004,0,0.2619997 0.089,0.038,1.82 0 0 0,0,0,1 -3.734498,0.6749999,-0.7059984 Non Non Non 0 506 false 0 262 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xPicture> 32 eModelTypePicture 1,1,0.8,1 0 0.085,0,0.4270001 0.089,0.038,1.82 0 0 0,-0.7071068,0,0.7071068 -2.750641,0.6640003,-0.7488262 Non Non Non 0 508 false 0 収納天板側はボルト穴 false false false 35 Regular Meiryo UI true true 1.5 0,0,0 255,255,255 true false <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.0810006,0,0.2620001 0.089,0.038,1.82 0 0 0,0,0,1 -3.734498,0.6749999,-0.4439982 Non Non Non 0 509 false 0 262 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.1260006,0,0.1899999 0.089,0.038,1.82 0 0 0,0,0,1 -3.734498,0.6749999,-0.4799983 Non Non Non 0 510 false 0 190 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.185,0,0.12 0.089,0.038,1.82 0 0 0,0,0,1 -3.734498,0.6749999,-0.6349982 Non Non Non 0 511 false 0 120 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.126,0,0.1899998 0.089,0.038,1.82 0 0 0,0,0,1 -3.734498,0.6749999,-0.6699983 Non Non Non 0 512 false 0 190 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.185,0,0.1199999 0.089,0.038,1.82 0 0 0,0,0,1 -3.734498,0.6749999,-0.5149981 Non Non Non 0 513 false 0 120 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.08100004,0,0.2619997 0.089,0.038,1.82 0 0 0,0,0,1 -4.561502,0.6749997,-0.7059995 Non Non Non 0 494 false 0 262 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.0810006,0,0.2620001 0.089,0.038,1.82 0 0 0,0,0,1 -4.561502,0.6749997,-0.4439993 Non Non Non 0 493 false 0 262 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.1260006,0,0.1899999 0.089,0.038,1.82 0 0 0,0,0,1 -4.561502,0.6749997,-0.4799994 Non Non Non 0 492 false 0 190 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.185,0,0.12 0.089,0.038,1.82 0 0 0,0,0,1 -4.561502,0.6749997,-0.6349993 Non Non Non 0 490 false 0 120 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.126,0,0.1899998 0.089,0.038,1.82 0 0 0,0,0,1 -4.561502,0.6749997,-0.6699994 Non Non Non 0 491 false 0 190 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 32 eModelTypeDimension 1,1,0.8,1 0 0.185,0,0.1199999 0.089,0.038,1.82 0 0 0,0,0,1 -4.561502,0.6749997,-0.5149992 Non Non Non 0 489 false 0 120 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 10 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.304 0.089,0.038,1.82 0 0 0.7071068,5.545637E-07,0,0.7071068 -4.447501,0.1890001,-0.8119996 Non Non Non 0 194 false 0 304 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 9 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.999 0.089,0.038,1.82 0 0 -0.5,-0.5,-0.4999999,-0.5000002 -4.192501,0.2500001,-0.8749992 Non Non Non 0 14 false 0 999 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 0.1699999,0,0.1489993 0.089,0.038,1.82 0 0 -7.675709E-09,-1,-7.675708E-09,8.866526E-16 2.195741,0.018,-0.2516707 Non Non Non 0 285 false 0 149 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 0.1700002,0,0.114 0.089,0.038,1.82 0 0 -7.675709E-09,-1,-7.675708E-09,8.866526E-16 2.195741,0.018,-0.3861703 Non Non Non 0 286 false 0 114 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 0.1699999,0,0.1140002 0.089,0.038,1.82 0 0 -7.675709E-09,-1,-7.675708E-09,8.866526E-16 2.195741,0.018,-0.5031705 Non Non Non 0 283 false 0 114 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 0.178,0,0.5240003 0.089,0.038,1.82 0 0 -8.869546E-08,1,-1.216015E-08,-9.971E-08 2.199741,0.01800001,-0.8251708 Non Non Non 0 282 false 0 524 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.5370137,0.03952816,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 4.141241,0.06799999,-0.90117 Non Non Non 0 303 false 0 ⑫ ⑨⑩の2枚を重ねて 下215 false false false 0 1 0.2 0.2 0.2 1 4.091241 0.0179999843 -0.8511706 0 0 0 eEndQube <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.5370137,0.03952816,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 4.141241,0.06799999,-0.6831703 Non Non Non 0 302 false 0 ⑪ ⑨⑩の2枚を重ねて 下215 false false false 0 1 0.2 0.2 0.2 1 4.091241 0.0179999843 -0.6331709 0 0 0 eEndQube <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.3317465,0.03960872,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 3.35674,0.06799996,-1.18717 Non Non Non 0 306 false 0 ⑩ ⑨と現物合わせ false false false 0 1 0.2 0.2 0.2 1 3.80673957 0.01799996 -1.13717079 0 0 0 eEndQube <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.1819316,0.03942075,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 2.991741,0.06799997,-1.18717 Non Non Non 0 305 false 0 ⑨ 左474 false false false 0 1 0.2 0.2 0.2 1 3.33273959 0.0179999731 -1.13717079 0 0 0 eEndQube <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.3317465,0.03960872,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 3.927742,0.06799999,-0.08617021 Non Non Non 0 301 false 0 ⑧ ⑦と現物合わせ false false false 0 1 0.2 0.2 0.2 1 3.90674114 0.0179999843 -0.127171129 0 0 0 eEndQube <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.1819316,0.03829291,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 4.141241,0.06800001,-0.4651704 Non Non Non 0 299 false 0 ⑥ 下238 false false false 0 1 0.2 0.2 0.2 1 4.091241 0.0180000048 -0.415171 0 0 0 eEndQube <_2xBoard> 15 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.1489993,0.018,0.5239999 0.91,0.018,1.82 0.09999 4980 0,0.7071068,0,0.7071068 2.457741,0.009000001,-0.2516707 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 250 false 2 赤松集成材　１８mm true false false <_2xBoard> 15 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.114,0.018,0.5239999 0.91,0.018,1.82 0.09999 4980 0,0.7071068,0,0.7071068 2.457741,0.009,-0.3861703 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 244 false 2 赤松集成材　１８mm true false false <_2xBoard> 15 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.114,0.018,0.5239999 0.91,0.018,1.82 0.09999 4980 0,0.7071068,0,0.7071068 2.457741,0.009,-0.5031704 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 243 false 2 赤松集成材　１８mm true false false <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 1.92,0,0.6569998 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 2.524241,0.01799999,-0.177171 Non Non Non 0 279 false 0 657 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 0.09999988,0,0.6570001 0.089,0.038,1.82 0 0 6.050944E-09,0.7071067,0,0.7071068 2.524241,0.018,-1.087171 Non Non Non 0 309 false 0 657 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 0.6799988,0,0.5239997 0.089,0.038,1.82 0 0 0,-0.7071068,0,0.7071068 2.457741,0.01800001,-0.4431704 Non Non Non 0 284 false 0 524 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xBoard> 15 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.91,0.018,1.82 0.91,0.018,1.82 0.09999 4980 0,0.7071068,0,0.7071068 3.105741,0.009,-0.632171 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 258 false 2 赤松集成材　１８mm false true false <_2xComment> 16 eModelTypeComment 1,1,0.8,1 0 0.3388794,0.08343492,0 0.089,0.038,1.82 0 0 -0.7071069,-4.892375E-08,-1.045409E-08,0.7071069 2.162742,0.07500005,-2.625674 Non Non Non 0 261 false 0 赤松集成材 25*600*2400 false false false 0 1 0.7529412 0 0 1 2.204741 0.0250000134 -2.457671 0 0 0 eEndQube <_2xBoard> 16 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.6,0.025,2.4 0.6,0.025,2.4 0.1 7480 0,0.7071068,0,0.7071068 3.404741,0.0125,-2.157671 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 259 false 2 赤松集成材　２５ｍｍ false true false <_2xComment> 16 eModelTypeComment 1,1,0.8,1 0 0.7298017,0.04539525,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 4.704741,0.075,-2.064671 Non Non Non 0 275 false 0 ④ ①②2枚を重ねて③と現物合わせ false false false 0 1 0.2 0.2 0.2 1 4.65474129 0.025 -2.01467061 0 0 0 eEndQube <_2xComment> 16 eModelTypeComment 1,1,0.8,1 0 0.5749654,0.04530292,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 4.704741,0.075,-2.287671 Non Non Non 0 274 false 0 ③ ①②2枚を重ねて 上220 false false false 0 1 0.2 0.2 0.2 1 4.65474129 0.025 -2.23767066 0 0 0 eEndQube <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 0.5690026,0,0.215 0.089,0.038,1.82 0 0 0,0,0,1 3.80674,0.01799997,-0.9616706 Non Non Non 0 292 false 0 215 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 0.5690026,0,0.215 0.089,0.038,1.82 0 0 0,0,0,1 3.80674,0.01799998,-0.7436707 Non Non Non 0 291 false 0 215 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 0.5690026,0,0.215 0.089,0.038,1.82 0 0 0,0,0,1 3.80674,0.01799998,-0.5256708 Non Non Non 0 290 false 0 215 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xBoard> 15 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.215,0.018,0.474 0.91,0.018,1.82 0.09999 4980 0,0.7071068,0,0.7071068 3.092741,0.008999985,-0.9616705 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 247 false 2 赤松集成材　１８mm true false false <_2xBoard> 15 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.215,0.018,0.474 0.91,0.018,1.82 0.09999 4980 0,0.7071068,0,0.7071068 3.56974,0.008999985,-0.9616705 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 254 false 2 赤松集成材　１８mm true false false <_2xBoard> 15 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.215,0.018,0.474 0.91,0.018,1.82 0.09999 4980 0,0.7071068,0,0.7071068 3.092741,0.008999985,-0.7436707 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 248 false 2 赤松集成材　１８mm true false false <_2xBoard> 15 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.215,0.018,0.474 0.91,0.018,1.82 0.09999 4980 0,0.7071068,0,0.7071068 3.56974,0.008999985,-0.7436707 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 255 false 2 赤松集成材　１８mm true false false <_2xBoard> 15 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.215,0.018,0.474 0.91,0.018,1.82 0.09999 4980 0,0.7071068,0,0.7071068 3.092741,0.008999985,-0.5256709 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 256 false 2 赤松集成材　１８mm true false false <_2xBoard> 15 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.215,0.018,0.474 0.91,0.018,1.82 0.09999 4980 0,0.7071068,0,0.7071068 3.56974,0.008999985,-0.5256708 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 249 false 2 赤松集成材　１８mm true false false <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.1966472,0.03942075,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 2.447742,0.06799999,-1.18717 Non Non Non 0 293 false 0 ① 左657 false false false 0 1 0.2 0.2 0.2 1 2.85574055 0.0179999843 -1.13717079 0 0 0 eEndQube <_2xBoard> 15 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.5240002,0.018,0.6569999 0.91,0.018,1.82 0.09999 4980 0,0.7071068,0,0.7071068 2.524241,0.009,-0.8251708 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 257 false 2 赤松集成材　１８mm true false false <_2xComment> 16 eModelTypeComment 1,1,0.8,1 0 0.4627545,0.04539525,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 2.44974,0.075,-2.557671 Non Non Non 0 273 false 0 ② 左　①と現物合わせ false false false 0 1 0.2 0.2 0.2 1 2.861741 0.025 -2.507671 0 0 0 eEndQube <_2xDimension> 16 eModelTypeDimension 1,1,0.8,1 0 0.1,0,0.6570001 0.089,0.038,1.82 0 0 0,0.7071068,0,0.7071068 2.533241,0.025,-2.457671 Non Non Non 0 265 false 0 657 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xBoard> 16 eModelTypePineBoard 1,1,0.8,1 0 0.2200001,0.025,0.657 0.6,0.025,2.4 0.1 7480 0,0.7071068,0,0.7071068 2.533241,0.0125,-2.347671 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 245 false 2 赤松集成材　２５ｍｍ true false false <_2xBoard> 16 eModelTypePineBoard 1,1,0.8,1 0 0.2200001,0.025,0.657 0.6,0.025,2.4 0.1 7480 0,0.7071068,0,0.7071068 2.533241,0.0125,-2.124671 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 246 false 2 赤松集成材　２５ｍｍ true false false <_2xComment> 16 eModelTypeComment 1,1,0.8,1 0 0.4023096,0.04551835,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071069 3.454741,0.07500003,-2.557671 Non Non Non 0 276 false 0 ■①②の切断残り。 false false false 0 1 0.2 0.2 0.2 1 3.40474081 0.0250000134 -2.50767088 0 0 0 eEndQube <_2xDimension> 16 eModelTypeDimension 1,1,0.8,1 0 0.1,0,1.08 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 3.404741,0.02500002,-2.457671 Non Non Non 0 268 false 0 1080 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xBoard> 16 eModelTypePineBoard 1,1,0.8,1 0 0.6,0.025,1.08 0.6,0.025,2.4 0.1 7480 0,0.7071068,0,0.7071068 3.404741,0.01250002,-2.157671 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 241 false 2 赤松集成材　２５ｍｍ true false false <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.2956825,0.07288005,0 0.089,0.038,1.82 0 0 -0.7071069,-4.892375E-08,-1.045409E-08,0.7071069 2.153741,0.06800001,-1.237172 Non Non Non 0 269 false 0 赤松集成材 18*910*1820 false false false 0 1 0.7529412 0 0 1 2.195741 0.0180000067 -1.08717084 0 0 0 eEndQube <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 0.1360007,0,0.4740002 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 3.092741,0.01799999,-1.06917 Non Non Non 0 280 false 0 474 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xBoard> 15 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.2379999,0.018,0.524 0.91,0.018,1.82 0.09999 4980 0,0.7071068,0,0.7071068 3.117741,0.008999985,-0.296171 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 251 false 2 赤松集成材　１８mm true false false <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 0.1360004,0,0.4740002 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 3.56974,0.01799998,-1.06917 Non Non Non 0 281 false 0 474 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xBoard> 15 eModelTypePineBoard 0.8509804,0.4,0.1019608,1 0 0.2379999,0.018,0.524 0.91,0.018,1.82 0.09999 4980 0,0.7071068,0,0.7071068 3.644741,0.008999985,-0.296171 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 242 false 2 赤松集成材　１８mm true false false <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 0.3690003,0,0.238 0.089,0.038,1.82 0 0 -7.675708E-09,-1.572362E-15,7.67571E-09,-1 3.906741,0.01799998,-0.296171 Non Non Non 0 287 false 0 238 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 0.1,0,0.5240005 0.089,0.038,1.82 0 0 0,-0.7071068,0,0.7071068 3.117741,0.01799998,-0.1771711 Non Non Non 0 288 false 0 524 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 15 eModelTypeDimension 1,1,0.8,1 0 0.1,0,0.5240005 0.089,0.038,1.82 0 0 0,-0.7071068,0,0.7071068 3.644741,0.01799998,-0.1771711 Non Non Non 0 289 false 0 524 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xComment> 15 eModelTypeComment 1,1,0.8,1 0 0.4556749,0.03960872,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 2.740741,0.068,-0.07417025 Non Non Non 0 295 false 0 ③ 左524②と現物合わせ false false false 0 1 0.2 0.2 0.2 1 2.71974087 0.018 -0.115171157 0 0 0 eEndQube <_2xDimension> 16 eModelTypeDimension 1,1,0.8,1 0 0.1,0,0.6569998 0.089,0.038,1.82 0 0 0,0.7071068,0,0.7071068 4.276241,0.025,-2.457671 Non Non Non 0 263 false 0 657 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xBoard> 16 eModelTypePineBoard 1,1,0.8,1 0 0.2200001,0.025,0.657 0.6,0.025,2.4 0.1 7480 0,0.7071068,0,0.7071068 4.276241,0.0125,-2.124671 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 253 false 2 赤松集成材　２５ｍｍ true false false <_2xBoard> 16 eModelTypePineBoard 1,1,0.8,1 0 0.2200001,0.025,0.657 0.6,0.025,2.4 0.1 7480 0,0.7071068,0,0.7071068 4.276241,0.0125,-2.347671 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 252 false 2 赤松集成材　２５ｍｍ true false false <_2xDimension> 16 eModelTypeDimension 1,1,0.8,1 0 0.1,0,0.2200003 0.089,0.038,1.82 0 0 0,0,0,1 4.604741,0.025,-2.124671 Non Non Non 0 267 false 0 220 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 16 eModelTypeDimension 1,1,0.8,1 0 0.1,0,0.2200003 0.089,0.038,1.82 0 0 0,0,0,1 4.604741,0.025,-2.347671 Non Non Non 0 266 false 0 220 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xBoard> 0 eModelTypePineBoard 1,1,0.8,1 0 1.8,0.15,2.45 1.8,0.15,25 0 1 0.7071068,0,0,0.7071068 -5.747002,1.225,8.467845E-07 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 2 false 0 壁 true false false <_2xBoard> 0 eModelTypePineBoard 0.9686275,0.8509804,0.4,1 0 0.06,0.01,1.95 0.085,0.01,0.85 0.40969 60 0.5000001,0.5000001,0.5,0.5 -5.672002,0.02999995,0.08000087 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 101 false 1 ヒノキ true false false <_2xBoard> 0 eModelTypePineBoard 1,1,0.8,1 0 0.95,0.15,2.45 1.8,0.15,25 0 1 0.5,0.5000001,-0.5000001,0.5 -4.772001,1.225,-0.3999993 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 3 false 0 壁 true false false <_2xBoard> 0 eModelTypePineBoard 1,1,0.8,1 0 0.664,0.15,0.964 1.8,0.15,25 0 1 0.7071068,0,0,0.7071068 -4.207001,1.548,-0.9399993 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 12 false 0 壁 true false false <_2xBoard> 0 eModelTypePineBoard 0.9686275,0.8509804,0.4,1 0 0.06,0.01,0.95 0.085,0.01,0.85 0.40969 60 0.7071069,0.7071069,-4.892375E-08,-4.892375E-08 -4.692001,0.02999989,-0.3899992 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 102 false 1 ヒノキ true false false <_2xDimension> 9 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.9500001 0.089,0.038,1.82 0 0 0.7071068,0.7071069,-3.090862E-08,3.090862E-08 -4.697001,2.45,-0.3999993 Non Non Non 0 6 false 0 950 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 9 eModelTypeDimension 1,1,0.8,1 0 0.3,0,1.745 0.089,0.038,1.82 0 0 -0.5,-0.5,-0.4999999,-0.5000002 -3.824501,2.45,-0.8749992 Non Non Non 0 7 false 0 1745 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xBoard> 0 eModelTypePineBoard 0.9686275,0.8509804,0.4,1 0 0.06,0.01,1.745 0.085,0.01,0.85 0.40969 60 0.5000001,0.5000001,0.5,0.5 -3.824501,0.02999983,-0.8699993 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 103 false 1 ヒノキ true false false <_2xBoard> 4 eModelTypePineBoard 1,1,0.8,1 0 0.985,0.15,2.45 1.8,0.15,25 0 1 1,0,0,-7.675708E-09 -3.543501,0.3750005,1.927499 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 11 false 0 壁 true false false <_2xDimension> 9 eModelTypeDimension 1,1,0.8,1 0 0.162,0,1.066 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 -3.875001,0.533,-0.8649992 Non Non Non 0 15 false 0 1066 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 9 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.3140006 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 -3.698001,0.1570003,-0.8649993 Non Non Non 0 18 false 0 314 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xBoard> 0 eModelTypePineBoard 1,1,0.8,1 0 0.07,0.15,0.12 1.8,0.15,25 0 1 0.7071068,0,0,0.7071068 -3.733001,0.2540006,-0.9399993 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 13 false 0 壁 true false false <_2xBoard> 4 eModelTypePineBoard 1,1,0.8,1 0 0.985,0.15,2.45 1.8,0.15,25 0 1 1,0,0,-7.675708E-09 -3.543501,0.2250005,1.927499 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 10 false 0 壁 true false false <_2xBoard> 4 eModelTypePineBoard 1,1,0.8,1 0 0.985,0.15,2.45 1.8,0.15,25 0 1 1,0,0,-7.675708E-09 -3.543501,0.07500049,1.927499 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 8 false 0 壁 true false false <_2xBoard> 0 eModelTypePineBoard 0.9686275,0.8509804,0.4,1 0 0.06,0.01,0.9140001 0.085,0.01,0.85 0.40969 60 0.7071069,0.7071069,-4.892375E-08,-4.892375E-08 -2.957001,0.02999977,-0.4079993 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 104 false 1 ヒノキ true false false eCutListPartsTypeSeparator 0.6,0.025,2.4 600.0mm x 25.0mm eModelTypePineBoard eCutListPartsTypeBase 38 partsArrangeTop partsArrangeLeft 0,0 39 partsArrangeTop partsArrangeLeft 1.083,0 141 partsArrangeTop partsArrangeLeft 1.0825,0.2275 235 partsArrangeTop partsArrangeLeft 1.7425,0.005 236 partsArrangeTop partsArrangeLeft 1.7425,0.225 0.6,0.025,2.4 7480 eModelTypePineBoard 赤松集成材　２５ｍｍ eCutListPartsTypeSeparator 0.91,0.018,1.82 910.0mm x 18.0mm eModelTypePineBoard eCutListPartsTypeBase 190 partsArrangeTop partsArrangeLeft 0,0 237 partsArrangeTop partsArrangeLeft 1.309,0.705 157 partsArrangeTop partsArrangeLeft 0.7819999,0.705 210 partsArrangeTop partsArrangeLeft 0,0.6500002 226 partsArrangeTop partsArrangeLeft 0,0.53 238 partsArrangeTop partsArrangeLeft 1.344,0.005 240 partsArrangeTop partsArrangeLeft 0.867,0.4445 239 partsArrangeTop partsArrangeLeft 0.8675,0.225 158 partsArrangeTop partsArrangeLeft 0.8704998,0.005 188 partsArrangeTop partsArrangeLeft 1.3475,0.4425 227 partsArrangeTop partsArrangeLeft 1.3475,0.2245 715 partsArrangeTop partsArrangeLeft 0,0.7575 0.91,0.018,1.82 4980 eModelTypePineBoard 赤松集成材　１８mm