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<!DOCTYPE html>
<html lang="en-GB">
<head>
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<title>maths-net-tool — Dyslexia-Friendly User Guide</title>
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) format("woff2");
}
@font-face {
font-family: "Comic Neue";
font-style: normal;
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) 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font-family: "Nunito";
font-style: normal;
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B/TLkKhKURyFXMn/SRMlaVyzi2EKnfyKpEpkvYfSdqnL+rY/22EvGmJnlEUS9EJ6x7LEElw/iX7mwz0GrXdyR4bj4uTrZEDbd70T6DwDOcOfBRS4wMyyoIbIYA74GKifV3WLnnK5UrO6tb+JDlnWouO31Mn0aV/hCE5LJG+lCt128Fclc6sftTkyDT5w3ni4GdJeiIJGoWjVMnNbh9WyZFzxyYZF26FdeZKT1D2pqdXqr32cP1m40xJa6cBzzXstykDRLOAc4TlqCcuJa3IZr+vTyRPgXYS6ZrI89wWXuRHcEDrtjXxlec5Z6IP6cGtneEjc2fHI6xvHGmYy8k7/jDXzHz8WX4EuEPvj3KgN0uYI/7Iu9V5O/cD/qeM0v33cQWkIyjI1e4uR9GHLZcVCmR4ZPjZtd8rFqdH5chdnvA+IeEqcyMvrkRs5kQmcF/hTAat8qjjvniKtC9Yc/RlqYpdR5t73inwaY2ziPpgm2rW0w7BHQmCQft5F4OyOF5+OWeSX6Z8EKrptOhju/eXUA024sbCOTmAlQmye3kqZ8v84znPXo8K8dYc6XepI6CHrB0cN8CLK650pHSqDW3uEV67MD8EqdTl4ocGL1dQo57O3VqO93LsErBe4c2FHYwnyXWmCI5wPGNyOUcxiMDM2PGlPKZELI2SujXwFuOLqAGywSvT3dWm6TW54y9T7l3ML7l3T2xDR+zLtV60TnZsirKxR3JroTlECV7ZW7rFfX4ZvO/uu3LvHomiPHjP7SdRGeu2PHvUxVDUQXeaC/OwkzNkSVN6m2L7uReLNuBEaJNxAiWOAX1sYzyICIKDiTT5nLmT2JV/+PX2T46oabBPcF/miOYMDoHLGJ3HyLAvbR0oy9Rp9CB9Z4ua2/t4lwaW0U7rlQqinP/1ziRqggfP3313sa7VimxT8bJFsycrwDogPczfGfeoVT3TE1zPkhoYKImerCHHir/JQ0rhW5Oti6M+optnss927EK9o086BfrLVKn+vtRvf/eJF62F1wd5Kv+fXuFrRk+5n7C/smhB2Lvbl8ajgJni3i/vJHisGrRzJ3Va98I5TysDvxWFWtKnHPQ+M5Gavvx7RKPc/XmNJie+/688/fnrnsezP/CzA3fr56oLRmKJMBovGTHnsWdfjzZHPz12ZFwn9iHsHXZeB3xLhm9Z7idktvscV+AN3py7c7bqMBdLZ+0xfsEVggTuMlp1u5pcoezB+RpetpulJ+wwbtErl0rg+Slp+Zn60m+HvQu2ACG3oUlW7mij6GdhV3seh2zEjniHn9uGqdAYtul7R2IOzOOdPV+TdYu4R0RjIsmfw9XAf6CA9+4dfVh3iiptTACJXaKFXI6PQk9bYo29VtjhiBJWV5Rr0GiTZq22aNepTrdHdnviO/XeeusCDN0LsBGYfS9qSiU30KpNIxNcp5Ixk2Rq0bhM46nCJBEyJIZvQI0KbFajnGw4xJQUfDSEVIpOQeilIIWUkma7AoFA86zfoRhGHAXOF7V2EnPJVa5jiHABEqbDNx3gfH+837QMCcGSQ8j+HCRoYjFHXjVX8RchYCGLvgIv4I83vBgGIGck12abOuZJQipQl5Ny58GbD6EJA8yXUQmRkVJRBip5hnIk7czlg1AwPkHPiwmh/bjFAlPypDm0bbmy79AUpugp7ESKwhW9OfZyjYqBZG2NKEPxYWJTKQElBqBmvoTMmaotrhc+OswJmeKQFwI6QLYmMVDDAffImHHgBw4jwwoltxZ8AlH4lpgbsByQPI8LOBpePjlnEi4CYzkXQYKFiyAy4a8NIwUAECHjQgcuEMUylJb4eHDmoxhG/BB2c30vgbHT9idKZgJA07EEZ26FK/JXRvlpjXA4vPJEvNqzd7U6hYF1Tinn+LwQDZMUAZWCQsIiqkRVGzBo2IgFllhqo32sTjnrohatu3B0eD1wc8tGSVEAWHAOjwGgiqYwgBYggMQsUtOOuihFwZJ9zZHtq/OkCmjSTe0bAmpboSQAMvlfMICVGMQQhPUokVXGgNXYip24tHaeyF0vilTYQi0HpmI6ZmAmZmE2jsGxOAvn4erXc4HGJlcwKrTxVK7jgl1G78ExuoE38ZaF+d0LOBjJP5+nM/RkQcAUq7CBXRFMjXIbeBNvRUA9BiGG8SjBfMzHfMzHfMzHfMzHfMzHfMyH/Eoyec5LlnQR+I6ex6GcpAFZBjJIxWixVCymYvSGAIzayO6mxxEaecJU81d/NgSI21ZIKOi9p5aXivvrcaAJ5Ai2zYuPjiYO9AmbPKT7oTPaN7PLGCoWcE5jdQGUlzs8o3EVTP93Bs8DBleYBEHrCscKqFww1zRxzVYNgDkaEykA0shFHjg0JbBExAzCBPHeKV5fxrErnZAZbF9PlIkt32dbcjPMyoXEPdKE6NVk1hZxAhSy3xDJlIYTeFhKFQ4TB9s3T6HIASukTgMogngs5OC8mEZGf+WcfgrXXqmMtQDnTntzrMWzpGpajvQRiGvpfMxd/P1M0j3SKcqkcLbCVoCEc8qRUcIPmLHdtOU+Q81pr+IjNlxBhkkGyeCQYhtciVfutiX2BGwaufQ1gGhQA3wci2MXMsg8EbayJnrKbEYqkDlL59UQjc6dY3xHyv071yejoJapxs+/B0eFRSIs2KSIW2UXbjI4DJJ9GY0UKb4I0oBDxCixOzMrvK+tuToDB30KCrKFmOszd2E/KAD/dfO/01/5geV75m49m39fiX4nSbhVZHBYYM80F/FOmThQcSSRxiGyyKOI40CO3S+FQArIct73p4AGIDepZ/MB85PPIf+G1Bi+/xFRC+TiEedOLE3USQajpE4GIEemWCNGStJePdLc+sqZ2MFN4a0RwxGlgNohzrpwjgYyplowJSF/WkSlt1BwIHbP7nBqlaku+c+0PvEP+7umiDEAjldLiEWCR2f52DIMocjx45QzkqKPrM8w3HiH50xdpngkww9IIgCmUnVkVwtzxh3qzITvx9MdsXIBIcOXCOXD5cieAYLz1BaUUkV0I4tJ+BJtKaC1zgaV39tJTB7AMKARzOAECYeniOxVuUNu/CqcUO5vUhGHWY1xvok1UFnA3XpwhwqIqVTDD2L2jAitF4tzJGqasCccKiUFd/9Vh7W8sEAKUcIYRHv83UnDKwSAXABUAGQQAADp7eBTGcCywjMrTa4xtcaLG7y00fRm67bas8f+/d484uJp757xwTkfX3T1oquX/O86PQAYAIoEUyKUMdIhukSPOklbjM+6rM9FfHR2j7om1eWm0lQ7Wk8f6ENjZGXmmjWz10sirD/BJ1IavsxMspCsZDvFQXFSPTQHzU3z0L10P2P+URxgVDBDrEpWkB1hV3Gi3GpeDb9OkBA0CpulXfI+xaCmaRWc6HPdZIXpRgH8eLMBGDpz6BhC9A9DdhFSYMa0ISEvJlP7RwLOAP2Ywrv/zwFyeUzPAHoFAKBv2gJAi4AulTiTwGtshO/5mVkd+6vGE2teH05Kw1uUZAG12gxJAQCooBtorEMmIMI4JKqZhz9wXtgH2dC/L85u2c+7f39Cmx5AlF5uDcXRgZhyEPOJ6+8PuOjd1yAaoCT9RguKjz1BK4B33wgh13lLA+DiSFlCfM/I2sbdgqkAvlohf5EK/YswCkxam9rZZ30xiCAJHmF4RrRn2ntbtU3btUO7bY/sbaFep3ZZV1jJyDxNHWUf+qa2cTAQHcEdeGfLtn7mlj3M/qkD5hL9UrAjuzPHzdo/v0r+EPmDxxmaEPwt8p9AP45+6U3c2or+F/oF9L3ob9361t/dukBZxB4jyisGQLZba9Dr2eXrYPRyap0tej7bfLXHnXPfVT9656EHWrW54menNLNqcNoZf/rdHy7ogzD4hERk5BQHCs+n4UpLz5uJL7/0q0OFFa3vL0qnRl3eaIlarCQWNg5ePv414/XFVKtRKy6pTbsOXboLRzHU7X+jLvhWh7+dcN73+v3gpe88jsoTRW577Zqn0XruL4cdibO3HrkUnUMs7jhgv4Mu4sBI3NxbCzgk6/1BSk3JiQpLx52BkSc3v/KwmlFhoognXqov7z7EfYpJSCvJKyjqFL1fbdYYASFT2B/KtKAzLDErbhIbMUTv3wDYQsJNt3TrdUMPlGs0RmS4mNkXTSfgRy3xgyU3Wc0QGhFCzBPDjwwJgJ4dflQoAPRrdnQ4AMmhdkzoGRhEY8O9WMytD6Fx4eFpPxp/ETW7RRXM/jAA3vCpaUC94BZdHwDyawbKJ6rtK3IIsKLtHYqO3e6mJpKsfKSXP0ydGCYiJwKsMytIIJbW+WXfKThZwLvIimEtl3kZiLi+Te4KBCyydTtiZ6KBTrcun3SwoxdLsqiDGceSeWdHfpyWDJKgJOofIIf+i/nEgnqk+jDg8LukUN7szRJstbptk9TIVWyWXMNfyKO8uQvY9bxDjpZSiXSz/6yVcza7kgfYbV5Vch3LzOEFvEEd+iy5gGWOsCuXyuXBm9vXKUmkG7MavluMJxWrfKYWuN+Dlm2c3SgmYUaDeLs9epyqcGZNzhb2iGA+xGbBxmdhXti9xXOGGPGLnXo9WRYVHEddm3OInbs0WeB4rws4yCZHGp/DAnY8gj4vHzlBrmJX8DXGERSOrpGKSUy4DMO+Jpndx3JifL1WOquErJSgY9oRdo1go2u8Y6sgsuZsdpUJMXBYgcI/bSY7o5adyZzXTJV+ZlnEZ/CfGF4d4usT5PXMxnRd/6x0A7sud33LZlUStRuYpTkb1ItozpbV2pIITGC5XCJwiYqS+KanYcgW8c4BOb58AasOABa0RnMcu0Axluq4Yei6KWQc0GwbWesrjxW4Jy0r4U+/jkvZwoCsLcYW3uh2Hl9tUT2f9HBeb+9Ax48uK0BlE0OSCla5DluQ+mfEuup2mu0YdjFFoLv0vQGv016lB792iMl22fY5Du8hH1k36lz90g8Mg8u7hQ9hOZFa0FS1wWU87MkS8rHO9q5PSbHEYklmuoTOZM2B7Hub6D1mtUdzzTXo9EtSQoaqKk2MAbk7bufOKtmhK0B7lOkXhtfgf245NApHN4xsl2Vy9xOrPuVXjCRD6zeQm5yeoeGjW0zTsnx8evrOUJa5d6cme5k2lKThpuN2zQB60rXyGRis40xhW94x0zA2w/cLn5qWYy4Y3Me6fjeoBHpXBVSJesSVy92vJBCcv2xSNyrj8P574F4txff0O1RGSrn9Qdi1fLqp4pyrX1nkJW1ce5x+hphRwR3BM/4Yv29Lb9MpvIGgsWanAA7bUjU9pJtsNml4K0j9ZjB5krNpehJcpcqeTtSGHGMwy70n0+pgomDuBezXqSMTe02dPQRvdi6ModnxTtQsZLfZzYG6PzRoc9WBoa2cNRbQDqshPF8AkxcCgZrMGwqOvFHUdbmgoHeJDZ5zE986sFl4Bt9VkY745Dw32KE2oS9kHfyXE0qLuzFQNrbGqr/uy7zxPgpqKi2ZI0PHysSp1bjLoP7R1YA9L3+GaEvKqWy7zs0I3ZErvr6mUgthNRz8gCBy4L0RoRSLbX1Tfl6+j5v/UKa2SHl/Na45VgvIS+QcQ+nNC2tp/XpO13u3jP15q+G1BoX1mQudc5Je4w2vrhtv6bpp0s8cWeHIxhLge0O+oKsiVGJDYARF9Qrm0swvTmFNyQUZidIU7rM0HbmixaWxpGkgRr5r1MwFudfTVrpmYug8iJzeL027kUOwugX/4OgVB88/z25NxgLpPAj4p3nk3LFA4AHyyGWFdMrhQNEydwkPmLXj95mgpWBiprA3DZBcT4itPf3NZeO7wF/ztnMBWuRQCfr9CpLfL4GyIuJVaEhEH26pHCGQlwNK0J/jo7AeqLbGzGMH1NcNabTE+YfO4Z4/xaLLW2FfGJMwpnCUPwvjiVub9BTh034M0vuTsSCzr2VdE/f5+04NRAFTTiDQX2xGfSoYMyP9Xjt8xDeF1Ul12zjyRI0GNp3ECQFlRK6TJUTUbZApWYyeVOpape4p/OExfeBuFuYHjolrWVBTPrG4u+xUhPXw+D78Max5K2ZG9KPhI2GDckV2kXosPDKIX7BNGU9klCsQG13BDz+Q8evC0pZUCL6KuWzjPYCS8BoeRH+EDm7Dpm4/U7lHjvVDV7PJrb5MBnSNuobcdkuu/4QvGXs36oi8USh0zVyU3WbPh5RYM2ze2r9pf7gwbQR/JJJMig0TPjiA4Rg7DQ0HExLB8XW4dWJv9ztsCT6f+/sxEbHY9pSgoINW/xWVEE7Gj4fkYCAvkPTFCFUko6yihbKj7FDfW4dPeLaVsjQLRqBJCkoVh3Rq3jfbqSVe3DeyZe162rD/yhElZtvBUY7extf3Tz9I9YO20jU2a2b6NCKI9coTq4q0YKP1Z+jj55i/s+3Jk86NlRGK8yVFM3FZ4mx9/wNwbQ2W3MFPTSU5zPfDT8a6XgfdH9WQOxbJNSh1XsYxVHq3YtTsOpE9v+B8f8pG3v3JIWZvdXUwvtVtPqIKL3rRrRInm4+plZ6P+XnDiyNBcftBmUrhiv4uTsfYWw8fBL2t68bcCNjxrQ6pWxt6gs6Wjdk3FL4GeLTg6CmkDbbDQ9KqG0j3U6nSrKd8hXGvzm0x9qAMGo3s0vzq8XYrKd1WspDMDlrEGZpYWwjntjzzk0Whl/hPHVYzB97027NBNxsI/1ALIHkjHYB98ajrBO92JNla4dJTsSRBArqhmUqkWfra11LBOAUZCguumyGoPLOkDvpzABjbVYqdfPAE7b8YaH/+8+dVZEbZQ2K1jXvDL8RNNMoi3UQ1/XB8XDVwawR6rdb7OZhQ5FCTtYvfv/PKdWw5KI8By//gAdJQxkmC58RveFEn0OpkDnl7c9fU0a38Dy+A/zX2NSrB48iuBFL6onDLtiVbBpNL472z6Di+6aarYTFVIf8vnuaPc9/zNiN1ciunwa7NBhv2ZoLtShuthWDapa5xrsiDniZxvrCVe+kzdG7SHsgh5y9LA+6IfGITfclTzf9JpXdCkuIjize8q68/QpYTo0vWv73BQlySq0qZgarBtGIwV2HGT4z8+ZyRNewq8Zs42RBfjO0HaN+jxGkKIF4hhvDRGizyK872jrhIacEcnxaYCoQPvVLwLm2003RtXxbyy0+wpyik/ZlMXnHvkCrlz8KaVcx3anjg4KKMdSPnHSsUulE/b6r0boiuv/XO86L1lr8dNqa9m7oGt6K2GGy6nbYOacKdUuLyllv6G8Uno3M0Al75l+KX1SbnghwzOpxM2/Y725PZI5BTtkjR7FiR+a3k6+oKS5/lbW6QGAldpbXexcK1/uFRHtGXCEE7IrWSpbB2l9IqIef6B6NfUz0uSei66LLdUkTO6sTkFxYGwUJGYqy7SCWxwhmHAYgxNNYamWwecdF1EKxTLfqSRetQbcHfr3mb+Czuq9p3WMVAyf45Ji+pG8WYeWzwSKJNDTsWJc1ebAyODRyOx9UwuTS6HowMfwVlnHNewor2KLPq8fc+dXzoREVq4f0V7UIDqVqTp5TrCwHsp5fGFobn/aa9XGW4Mtwo/VuFs7D0crJUuUQKEVRKiJt/lajUIirF26opzsSXytOOlWiDTWLUPJTVXmzo3+LLbjNvSCGnK7Xl6TPDfuKLp4NZLNX/uyeRDtASmRBokWW6Xjn3nmdTcEMY7vNGtpXCNIH7AovmUpTyYhFSuyzgQxczCQE5mDYuW7giW891X0i0UPJ3YuEwVt+B9oYbjbBGp+1lQToNUJNbRRnisE3YIu8z3h5LYjXU45DICKIuEnGD5Wd5OcP3gfJF3/+iPQDH51VXvVzlBzoQoHMsMyfTaPPRL86gQq5WGDahZ/B66imIR1l7dl6MIxnMNNzeU5MbYWc4/NB5Lgs9C9nb3TPF4ye3Kl4Zz/m2Dk8ti3xWubRBWfrZUp1nsOjjRVW5ZmJzuRe65Qy9u/mHv36o2L2NqQL+3pp7yOVlV96HzXp/xKKH5v4EMHToVirQ0tEbj7zP/73ptfTP/hNG/52fPVD56GJfxDiJz4Y4SX909ix8dbuJjwauXjxz4vU5JNvakDjq2/p9d1v7r7//75+/QOuaIpFdYIXgfczz40fjY1sDU+RXGb1hIzbNgYhEXbWD8a571HvV1TaXu9pafY/2abTGYbHW2KOfgkV0w6qQY2tPJWOZr3qg3GEaYEw0a5xrPh4aSJA0oWGH+rmm5saUryWkaiAvG/pojZPYdLyXMdBbd2bX0aMHQpzxcGQpp+Igdc7VS3O6KYOeDTMb1s4RyDF4L0qvh7tLY/UFMVa3Czapd8lpMzD0z5qmUv/1Wv3aQvAi3Tld6dzaN7JrtSxgzAUJzpkzwT3J07xseH77i7KGnG2vFR6A96FQe+Ez8D44F3IG6ofzwQAFz8Fb0cIc1qNlX8iuya0QG57W8IUBXt+Z3BrPfmHfKQix8oV5A2qn5p/L8wPcBpeZReZ07POaNTO/QMwMYWissviFqpnivTB0fWixfR5HsZQ5OSfeZ1cm0aoU0WCNQjG2moVQM1KGlECTWidQ0OxwNmrwwVMFhBLpiUetlZSUFq7MgMW4ZAt6vW+59fZzeRPCQaFGU7JVEHKXJZM70Ucoum4q7NjaXclY5q3uLbfFV4bsWyLKXO6taWylVw461M81r53ctbTi7yxNM1N7wK4jR4/tn6qDYleUO+Q62dRX+l9x9VKdHsqAZ8PMRrWR9egT8OPuwdZEwojuTwvjACp4raa6wu+H/WuuWWb1yKc4kRdv+T+/Fg1sjaQvOHcpWxnnfc/q5+tO71EqMFGSNpvq1OJQM9s2B1FbFvV9ak2fQqL2SPo/e9VYqtxIZwRQjR/X1Xg9bvPJX/cxENOCqkxX6aMmt2smrelestTW2Og1SOyqioxEdk1WLOzklNl+CjuLDZ3Ud5s0rhVpzTvryhTKMJVv5SuMBmdaIrspp95nZZaabkdxgEzBc/DKv+EGFOo4TJ7k1N+Om20GbWgkGSxlLaZt1phlw8K+kZ7e3pGFG5rtb4uqFg1rgZtCf+EoWk9n7kSi1kqLN+YXbZTuQUErcLSLY1R8AbgUfNL5YFZxEI3ao3iwuejBeqff2kq7HeHhZsZxGL0xI5Un0WjGx9it1Tm3VyvnQBlvD8byd5j5Sh/B7kFCO613xZhbYutOCFqLjXylh/8OJ2P2oBCXLD+55T+5ky+BYgqeQ9fuml8bSZ9BQq9Zf7CJfrBxjw05kZacX7umNh+Yubuc2sjpZfnH0EquQl9oDpyLRe9X8BnNc1JYOrrENVbQy6DQGjoy9tH4BpWca2LTXOV9NqleQ7flDi07O8J2NkyG81lSK6XMrWbB64PwPduKnvndpAGPaL6TwtbRJR1j+d0cCquhI30fjW9UKfgWDtUnTDoUBg3DLuCTLpLPdnnMKGNOgaHZYgW+yUWswqAkFbUP3UJp/kNJqjRzRWKPgBnVIBtruyMkW25h061dDvXgo2ARL9wTzPZnoV0NUeBDW+I2DLorIlje+4Y50di41WKIq4Tdbpeop05loIrd5YxaQ2N1l+/vR0eNsbGmC0hoc0Ir6nXJidHn/aUiqgf3jQntmP6o+fI5F5YefyHPJWiM9QaJ5y5P/2jagTZ948EBNK2Pq0Q9Lrew2z5vg6Xe+jd6aEp6gbvQf9WnmIbCBLS+XiZqsVgkLeJtZRC6yUL7m9mgK3VvhejpDfqXr1XXvrxYBFffndm22PXpNuaJw7cWChOvp3tHksUYtCcp434bvl1i9ZObJW4OI6Ssqm72id0HK6iKRRuBC21rUcq63C5ZT6PGwLMVs3BBCXY/epAyiFaTQhauWOGT0GtUqY2Jjiq6OQdny+LjKiJYHATcYS98HII+yapmmZFAPIB4sWcNgzns++HnocvGWTyJ3gtBe9Fjh/NAaaO4kfi8kaWY3FJx2ldQ7nRXepfDNxtsZmO9StRhlRDDz3nLhOYG2010r11Cnk7Wtw58LXGXM6Lq6poOn9jDZ1Rp5CN3glkpZ3YjRlOv0SlcdIpfTbYkVuJWW83u6lofIq8sgjtOI6fh9XBbRllGZomO4V6zHswODF+jdilxM6jvvzI/aXnpjxV0p52cepdOUx3ORJneKQfmfXd96DMYWosdBj8Z876eKV4Jod7Zg7o97//zwA1aa/LZi1HrAvVfXPhjJLQchT7+SfwMaBew4MLrOotuRhODWrXepTmU/nt1ol5sppN8GhV7JFad2T+xmVB5InvCOhrtNml+whjaEFeLul1yYkym95aVNx6TpyzPH3cx8Q5J6ye7NDb6/N+Vad+dnrZoljc729dd5VWFpJxmO3Y/uo/S+5uSFDRzRTK3hF6jRCRqu6IUE/R+un8La9jh3mCWPyvL0xpxBc02s67Cc/CIeQe65nVXnUpEhD3xvuDXyqb3+g22juDt07ngVqosmPsiiehxuatMu1Q/4zvytJErvMI2ccq2q4eZca0Odcl/cR4+bEcEgtYseD34neYGC58zsliT2MaYM5eqN5Wzyi7hA9nfHChnHPCUitg+/MkgWzl9pukNfR5JbRSxy9Z9HsjWpf9erq63gSU0K4T7vdHEWoMdQFpzS5VGIYvkvusv/Iub+7P8kepDAi3Gd/mjFfdA8k6725TsqeHqCGIyPXZx/PS+jGLWj16lQSem7XOVgn9EkJFaahOR/TFghX9CuRUTz8/6N+V5vF5oUufuQSGmUKmO+pct4D8R6WRQ/GoS1izFLrXdaI/GvanN7IW8nJXh8xDDrdODfxj/r+qrR+VFe2HUpPStywWnL0snYXgqTfbmqy4M+IqC0a61ryo1u5GoGcaGK7it511oNBqv2nget+WKYgUML0inz76qQsMw2rX1cvGOyyo0uI2zO23Bya9wh75YkLYbAb1u2f6f9O3/sbwOtX3rgRvZxx95l0IHv8jQ12O5BF69ilqXQTNtynnn6ii0K+dfkU2oUN3yGTCcu1yhDnF3YellTSFoHUqN2ilnW8r3pomys8I3AfyFlsaJ7EqVayKtieXL51YE/TZrxB0bzx/spJvNZbfXOas6eppbzlv8t/Yln6Z9UOK3NLNlfrnRUvd+mtjJZThFGkGolp10ubCvLpB61shkDSMyf5R5zHk0vA+di8aKnseBbw7nzetMXe/zyV2cI1R2gKYzEg3SlYSCEhrxzedK5dRBasFlxbJjDnVDuwNPzX+efDArE5qC6PPSYPCvXfQLJCOHSzJcoDth4HKi9i8s4VUrFNU8bodC0QF86MGRNw4Pize3+j1Dw68dHRJvAcRNT9Ru2L6jZrbBivXbt/sVoE7jk3tpFP98U2PahFI1MJVofAYJnUCvnNwyh90T/j8q1Sn8EVlQnpRa/DafpIrcN3SGd5KcoKGLozbEmDy/gokPSCr3f/nHspzhTTHSmgHqzkoOawI7eLW+RCL3kOgmgaPWFfP09/Z3iRxUhqVcHzC7RdVlweaPp12a5lAXU6mLMvgeKbvEdm4WtmN8tTaVKJzggV0mPoE1BvgkjLBLnPctr0PQCfS9ur4+OHVr4PXFn1ySaT/GgBit7qfdMLGdEx81HUuUiqVeFtMj8keTPnGA/qV0Nwo+BXejT8A1dB+NdkfawXqhxlArFTYYdeJEQgYMtK/LK59pryE9a443lGv5zUyamehcc645J1DKtDbaRS93dSE8smh1uVwXl0oSep2ksV5moIs8HLZPLDam3VN0mw1spxC71LLARsKk3vM3jd6LQhZKrSulM8CHdnWwZUF1Oc1p5f2MSsC6anVKaaCJZTI3sgSuZJZZv7uMsqLCdXZ1iaqd7aIlGpxud4MjUd/ogDem0RmPyH0kloFrqXOFgnGXxRL3AKADmlnyRs+2fEMZ09ZwI25ZLFaueJkNOr20IS7TajktqlZ61VuE0dveIcnxVUbLTJ421yrb1xTNwTdtwBg4VcKI+BTRfxJVgZWybGgdbK/LqZBN31nIW+4RVR5DIgZtyC5tThZqHQyamN1IKGaamP7xDQ11hlbYn1jx3SrR0BpzPokaO0cqKzbkTL4Mf4gZ/m5MM+Uvby5edXsi0VdECbFYy3hSeB0KSj9PDm8Bg3SJtbnMqOQzr37OCT/FpopOAAoP9d3H4JVIZExyPN2yG1lTyBLAa1GpeRK44XX45V+h9v+RDo9iqjF/sLl45fcT5gYi288r/5ZJeKE0+AYyvwl+PyfnE3zkzB7U3ZVl1M04Fs37N+Bd7PC11dtojQ6RuOS6sSlt1ccrSlLy1fr6qjJkjGktUdrsShr7k36WicvTw+ESPF4CLMLQZJr07SW4myZq8zt0OZRaR32zWzIDmrHJr5SyW9egph5SxG6FVmuCYsrDKdSaVrY0uYORJJyl0WaFnxDBJa6TTHZwuY5mayc4jEveCQx9hvaHaCJynlNxSLrD15qw0pocItrFEbRmsYw8rgHMoSTHXhzGSF4+8QdBS0ErzghmZFbq5qLMDDFoT0/emUlrPbwjg551pYmejrUgs+U+wdXN2Ii/H/bWe6x1N2IShv/A3sJitGlr4eWpWx4lryb98DV4EoEYKdGu7YeuvPxlOL8HuQCmZhroZsa53Dt4gVmhFoVLfRM/7IqpG/K3MpRiD5ll5JQUdubfW8LgoRYit9I6HzZOjUhvs5gUl+37ytASUBzDApj815Ksm8UGEs8sU4tjJX5Oz7t2WJdk0kNSTfmxMY+pWeV+brlXwOX6/AIRP8Ap9wnL+V4/D4wtG0hps49YnpuHfYxCPcJa2wzh2rIaBn6PDlyAMCxohxoHstpsI8Hn35JHKNgUTsgGgcyBAShqGEEMJx/9DRgU/Byn9EBuPXQhgoD/i02KhShoxbPWz4pL9hE+h+EuInHzqaIdhCdPZUU7c+OoY2EkZtEmhPNWXPrOeNlRwhU0/BynePfJkv3yOiVfneL/cQrKPdZgp5X5P/74R4AH7jBGUk5j19DOjwIgStdC1XuoAdIDX/1GAecTdBWJfBO6Ab3Z7HG8Ce8P1PwZONzSJnjKym8vv9HjzH2R9XyJVXb34jg5wURblb3KasleDaZH7J0X7oLbKr16LUmIJmqv1RZrzirq21Fec/FuhKCNd6PXmfsy83nw6jxeQCGkMCUfQXNIaB/0kYQJmHV0M3R8VEejy2vOTyXWRHBP4SLVRYj85jxdwkYOAtSeP1LIzib5oXxEUXWy8KnCZA0xNYqfYzdDm/GGXAJghnOhfRByDuJKmSnMlQwwfsc9CbnNwLjwR+lkdQrrfxHLLBsnqi5wrtJ0pS1ZuSXO9i/c28KtzX3j6s9Tgi9L06SVL0mOJfq8NttztmftWqAb16e1OzPyybyJxDFJRljTrJz/36CcB01nESNI+BH8LRra1Y6EHqEmwE/769apOnoVW5vj6s29Axs0tb1z1fEdnWHuWIVFrpBa1vW9HJXznYGaCoesP6HXyCyS55EYtyQXXoVnAZwMRc4uY+vU5B5nffil2Yqmvv0N8aNDi2NHd9f1+54un5rMOJE59e0LkhfmCzxKTote96yy3Cvl1GuNKguQ0oYaBt8hLM03vNR+36qgOuksis5M5il8Fk3ZrF5zg3D5CfM4z4ytKIL3wfB6ODerhuAtyWwZaSbuhpDLQlUtaS2DagvV0CSj5tz4bfqQtXeKoq409T0jeMLLvxHI/9H4aCuO3QSIq/Ac/KOsgsepEIs5FRU8+XnM+xhXXi48B2untHngcaMsRvzciFdOYJuu+wrYHHNRO4vD1s3VchbeWUmmkG3L3PZjxVKhK8KQCCOEJ5UcxcyZpte9BQym4Z3z4X68xMqrUxQKyfbK0UpE7ijjcg69yFzqo95ffL/EnyhiYC3BmddXhwLbade4pL5eMu5yS56pjz8jcbuNE497zu2SjMfrMRfJNMgPR/iDZjM44TCkTeYYwlrkz7HdHbWtI4lEa28t1YpfYcLJpw8P7ujBOSpiFYGKegfu6Z0Tt1elBXdbcT2919ntuXmLMO9jpvRmtUJuUenpxIlT3D7XC2hoLVW4cO5ocWTPwbxbAwIki/mbcACcdUTtg5chrQOp0HLpHnW29qTLIWjd+ehys+FZOJYxS5JMIxDTko2krFhuXpPvmYDXPRyQ/HYmel4RcLGe/rPXk+792fxC3vMy6GTdvWF2hMOJsFlJDicJ5iH0N2i054pS0AnmhZF5HZwaTl4ODb0+QLkcOonq2HiuWifqsggJIYneSb26fAHqJJT6bF6wnO7HH69kO6Zvr3jlxzKGgfhLgYtXH++uIP24fdvtaRar4nKAQD/YgZoDXstyh/+3FO9lsXHe52625LS0+EbeeuIhslguwuP1I76W4ZzJky8QvBwOwbv51EjOcHPe8IbHTgKL5Sb+/p9h/ndySUgiqJbLBdUhqU/sI0JN+P6QAPFy6CTU9b51IX08qHbOnBmsqaO6dJUkpo5Fuq0vjdZmV2WFwna5NNIo0INheZDcRqirvaSNZTVhPphnmg0RsibYHLTK9XprWm12fXaNzyKT+RNs3bz/dENzoIi2tOuMC+HwZCtyHxLai2weYQKX01Dz1ddxHI4YR7PvHIsyTlNaCFU7rrbkuAkcRZVQ3gK7kSehdRByFnrzHblb896b732vroBd8uTYUsF1EXJaru6IEsyOOjrQy+WdgJJJhY6nxbaPQ8nGDRpWZYSlFzaQBU3Y2K4zwVIfQWB32h2bTG/IeBQlR+nWuD4ZYH4dNLv/FLxXHYZP9dUjO5D3JceiyC8e0c/uQa9D0GRTc1eM3EYUvzy9/fnggvuyti1LB8/C1z7+v0T64w+D2KB92LUXBWvX1oBk5sHAlZchwFRs83d7Rc1nz7W3ZxCiO88GbbCtfdntE+nD589PZhupOuDZszSZJ5/t6bTSSOZVM154ZrJuNW//y5c+oSDr239uBBNtuPyZQiunRDEj5/rfvmbPQm3cAQS+znNkog68sse7z3L0n7HYcXnAyoNn4TmlOuZgLt7cyzd9vnHg39/hftpz7O1M/NRfNtvFGhn9IhX30u7l93PxK//84NFeB/xtd9bAl45U9oVdCd/IBa4ybE/1Z++E70SmdzbBsfE05Az107MKvS5sGJS+qtN/dBCx3qba+dUIPWRh5vyf0HVAyrVdPLoAK33+pO21cwuI1rfWuULdSTOtzlYucIa7W8xUpxaQqRGCVxHWRWWUJMGjiOABU8w4dlxMcl4PRs3M+JoE3Z5Hbr+AQFQuOjyNtwaWVN3/ZCU2fPbOgz1fPBfB8hb4eIkW+eGZQu1Fv7sQa8rMXXzTbI+WfdaidZ/cHxw9KFUeO3ryxEePKaWR0n7/kx1FVrAyXKrccVRct/FhXmo7Pg2q90YfoVCPosDgyvm4qPgjTnEJ8aPioo+J/5KQ0tL9pLJTpaWnwLaRyCmU/JfRP7ML7OBzWvCgIX8FArmuUL8pUvjijUPMgCJdfBVzYLyIsNidm20I4vb29LQzG18mEp59mknhLH21BjtJt/9kk9Eq2ubq/L6ZVYClyw+zaBD+5rNZe6sp03u3zgW3GvdTOmmtXxLGjn5yPyewxIqfPtx1gKR1jH8oXLlrUQTjjCU9/Xk8+tix7a/m5bt2XM/NYt4uLqy+FMtHTYLTk/cnrKeaM83X+92u18Z3XMjGU3LTS3Kg77dtesEggCGMn4pxZB5tgEs+LibNAcqhHGCPC0Q0Vo8LevPmqqnM3kUOp01dvZedeM7Cmj578swb0yxLhETuXV2XFgaz/wvFCN7S+GzrLyjeL63WseAZf2IOtT0DPj0btmJ90CzyqQZLKmwwi5hMiwhlSLX0z0fuK8D6wlbwCXguPzhXzdY7Qcf/fmYqB28NPDk9I6du1OF18fff9H98Fe7MhPjcGO7OBsxVW+rq/HCXT8JiE4G3U8RD3CmSDx2Yg2dtplYTR1YBbPt3GNDMAWszAXzvnI9qB5zn2KbHYp7Fw33Hzn/imN/x8qe5Gcxb+NzI4WAOci3YkfZaxoDweOEnBx5VSLYfHcZIKLqLRtZFqr5xEGDt0BJh8I9n6wP8cmBv8bN/APPcQQoA0Aid0gI2yMQSQyRhpmV6oHtEyqLA9gXgQKS36BQdMUQmXPJnHIQeXGtMjQzYJW6iy2UF34eZGCIJt4UpI06Xzbd7TxIxRCZsWc7K3cbvyb2mCXgAAZ7I3aYzLaxyzuqgvYR4PORZXuRRlm3pUmTaYf4uJx7ybF4sFTMOXPryWh/WZ+sLcfFca5Jlx4u/C5mHPMuLWXa3wVUCUsBDns2LMby81E77F6x3lS0Jfk13nzcAHnJdMw8OAABH6rEJIkxN5KQNnKkAaGJQJVVRNdXQRtpEm2lL1dZDeajU+1JQwqwqp0JSoCZvjra6sJeYJmH1zOeuOWpwmgDcF5qrwm7drSLAm3QTb9EtvBu4aw/eo3v4QD1QuXAanXzUjdn6xylxDbVf/Di+Tsv9f8PMBwfgtcmB0x8s/vHXfpU3D//nYvn13acA0QrpChZPJ2Fi8Z/Aht6N9sCcAh0ma1uLU9T3amoNbD/Q2e3ZLfDzbTGRvkOJU2RtsVha1Ap2uu+vmRVR87PbYXI9ZrXAcn7WejkzWVsulgy2Z39itcbAkhjImlqMNYL2pWHWSU+ql/PtYmZ5Tvcj6AOdpI9oL3e2D4S2T1KfP2xwnuf9SB/o5LAfZbTa7123Zf1aH3ZuvaiTBlmVZd1fytUav8gjy6irl1b0kl66UrQDaemb/TTTx1Q9hV3a5/LMQcOTMtr3pdUNskHj22XQ/uqm1sonioxuh8lRJaZt/FQzlCjMMQPAJCZkIhqd2hZAKgSJITt4Qjp4J0ZYNGnOTO0DhlHkV5T1syW2umEGs/gluXF286NVkZfTpdRd2wGqcu2ijE1GLgsFRo89NOfCx13PPrVmJaUnTSlXr+ujyRh/c1icSf1wyTIksfbMqJzrA8MrUtC9m7QfiIZsKb804GNL98w85dOzZ2m10LP2OqvNw6Q+uMil/n36v3lVX/SvAWLkGGfe/LES1qJVuratY6th2alpB9iwCYFBNCGGER8h7iB+QnKQBUgmUoWcQ/4KjYTeQ6lQF+BUuApuhxfDz8Nb4cfoMPoUBoXBYzox45g12FwsDSvHOrE12G7s02nmtMPpeen09OmM8ozZjP0ZpzM+yriT6c68lsXJ6svanHUk63zWp1kPs37P9mY/m/1lDj/n1VxMblFub+547nTu7tzjeWV5orz/5pvyDxUQCroLHhSuxgFcDq4DtxT3Em4n7it8Ff40ASYQCFzCEDGDSCUeJ75PvFkUKFpf9L/i8uINJeyS5aUppWOlZ8sMZWdJGaQI6VUynzxB/pVST9lATaOOfB59J/VN6nvU/8E3gX9oaa9EThuhnaYX0Nn0EfoFhoVxkfENfx0x21lklp+1hDXHusF6xM5ma9gt7CPsPzjPcJ/i2riT3He4n3O/5gHeAN4y3gxvH+8Ov5DP5sfKS8rvCFiCX4XrRA7RAzFPXC3uFs+Kb0rapJD0iGxI9qd8pfw1xVMKnmKB4poSrwwpX1T+oXKrFqneUBPUb6n/1FRqDmmua/7R0rS12p3av3UFuvt6n35Y/4kh31BtOGS4bhQae41XTBSTxzRsOmD6xiw2T1gQlm7L59YUa7V1q/WBTW5rtG2zHbNdtF23PbT9ZufZcXaWPWnfXgJ0UIQBD2xmAGAGGGVOKQE6gEOKMhFO3PgfWhOZ3WmlEYtIpjD2ptjYkMXkG80dcAY4PrehqbmNB0Kcxxvh61wMGqjbRzxfHJFwATxlgX9ZkvYcc5Ux7turxdpfLfLWBFjstdHtk7PV39cBC+8nS4S/qP989hIgn6u8mt+sPSf3i/S/O7+jz11UvLf+46NH4euyxfedxEjkK2voxyexAikhCTlzDNel5v7/5jFA/gumnLpoKH7BRVIxDOiektKDDbGNUP5VWzJzf10YU8q+atxSrmn/1E3TF3S6LisDskHO+0cgdV6Cph60drJC9oX5Y8nhpk1p4HuBFI/M2q9bdEYcO+L5ZIjBF9BTFvinJfEvwAMl/s63nI0bZ6qgpP+rUVCu/3HlzskKYzDn1wYbBB/bf+4BVDxjPWtpjwcs+Es5/0egal7iVe9c4nMXTt9//ElYIoj7iFrAnVYSfnzvOGo0dga9cfvRI/OrhMX3nVSSJI1DJQQhmGPKBUeuJ1tOUGZps9mocLYxJVOCT8LpFI+xtiIzBfLm86D55CcGHCklZowyhDlfSt6FhlQua6/QUsgc9MCVL4Eb3Fp9bdPhYVWJRK2f0w7/m3D1Cv/VS/+9qODyhba+eO6/gWk+D3r+6ft8cCQ0CqJEgKm2S8nPQp1FNwbad1G8f5dqYYfIolZB8NAwBaFlDEk74kGX1/tGddNDWAPbgBwllKJCqVK/iwKyc08SAAHvDs6LtOpFVIt8un37X+AsJkp7pJRuH9ELqY4auUK0SS4OOc6AWTb+CZ1FTPwzu/risN0EMLKiLXje7mc+nNuzCSogKwoUcihzwICTKtrwuBNhbFzdo6UM2JfhkrnlIVT9ZQDGaTNa7ujPG45XJyNemGs3G9mLBFAISsgsl2tNSHTOQmwmpYTIg4NDki35kAAlHRUkjxHK46sMIYdVauDWyio4XjfClW0S72+JdKKAMDRXHez+HekfzEHBZQZuOlIakIcIF/DVBCAuL5lrJSVwZuBkq7pLkW4+UC4ygROMQCxXF1wc13TiT4sPw0dV1WGzw7KsQrP8D8jOVv29RG/V1XoC4tKil3jRpV/ZPT/ncvjnD8uyCj17AAOyM0p/L9Gr7tKiuwLNSA1I/ot5gwKIlbIuT+KkaRJfLa98kXWDcODKrJCJImFgetUwxWVkHwPK5g69zTNLk2ygl48gTwSxaz05uQSEQfaPen6zkqNPzsS7ubQZVeb3F4cBcRvZrU0FFzZuL7vTNKEDdj1XVWeRYRouqXnsjlyvEdISmmusuAvEITAiTzw8w1Lp6aiYczpUfLpUR6kgElDup8/2kLZcxPD3id3b/xZmNeCQoOGh/iM9cEZVVLIT1aJoXSFKTydDjjHSKcHmZa6s3YX7JE7WEIBFVGCnEQY6ZK5dW9IU7DmHo70zo+wSpwfk4fgtpMCYM55yWyp3bx02MlLrYnNsf1C+0gLedqcv91jpB3zkHMc79079YbjtTBss0LxcZbYOSkR7WZ9AZqJccrLQrqAokMeVhBx5zSSMWOhZ91f2WYG8Kv0ea96EbUy9DOuN7uqdxX9b91T3Fl394tHMug5XN1RxLfMHWvc/6mdk9UuJib+y6V6Lq5yTjS7BCWVgvOXqOKp75hNWwLDQmKjsnh8jtJ56ctPtFgGfWKHuv1g5iCAqRZPa4+7REq8i063rLYSLO3yQU5CQqK24Phr2uK9bBNTG5nHMRUHFVcf05Kih2h7T3eqMg7hohxzjGXgTWWYnRE0MQCDA+V5S/57HfceunTeJaYwpBQIwNpWn9BM8wozcFgk6ccCCObdimFHAzGx9dDsZLDz5Fv1j8ctBVt6kH60leyZaOhtrafs8VIPQiAXw42t9O6GlnISuAHv7nS7+p/1bpEt3xvJrUZk/UKq156r40CNt3Phk9a/IckS1GJOjX4Avm2wdGFfolEMc162gHIHuYokVNrykCcjZ/HPX7PK4V/doObzUCysll9B7N/rC0Y7ttwqLP/tkAlCLEU0ktDqEOEwMIS2orK5kwGLp/E0hpnJDUTEj2kN2Lrt8No7c7xyBGqCAioRU+45D4LPxr3Z8keKiS59nyasE/u/0KPsChWWQ4GeSWlxnInogxWa1xoEo4B71gptadKPeWdSGDu4jC7cnmQTKkPq5VdA8NGDK/K70my/61LFnS2DCNHvBquL2rRTD4mqhJ598yXWJmZTDpLIfx+4uWooEDzR2qzoUP+FUVuz1ResjFnl8DXy3v3pnrZEJMjAkpPo37eZI6/uBPGZmb5/JOtS5JkWVaG/GkXvypmOiSOEnQTSxce3h1u3xIskrgZvLR99YmW2BPOT63bkjTz1ntUSRjC7nH56rb11PcoumZtvzILsXtBbeXYHii6rRIVigfY2qyWZhHtER623Nm9XCupM+xpJUF8k/tQUo4zr5OhTy4JyEK4RLYiQ72k2U/zmu1vA5l48oGnu+rvg2AvWOb5zf9MWb5xbHRvs51AvXkJQ5kInW1qiXJQfcsZXFZAPw9se+/dkXOx5Bfa/j6iTqroUyogLzf9PlUAMz0lLGUfP7XuCxwvG0+A33T4RxqOHGuhRofSK3LHfcldMFBbJYgmnId3KSFeeN9r3J7mJ+57geQurK71Ajfb4ehGeO/mL6k57r0Pob69L4V782OLU2bQRyV50u3VDMEsxAPXeTsMzlibwyMaEcnxtOoVD/C4gnoNprkvMKpQ5tolMSDN3C2nac2JoqngqdkSOe5Lx/yYU+K5AnKNPf3DHHJWOTiDq7M5yLxsdH/4NB6Iu/uOPgF89PfLM3EDpkpAzs9cIJFrd4EHrXM4vv1LG9a3AF099LkBF0rak1UVauZ7Ds4hLpv3F6SbQFHrVOUaZ1shRj4olQmHQ+fUktvETlvL1cIi7caj9Xcj7TVOt+XlM9xYknHjj4zcuw9S3ydP2p542q4sGV4lBKKUX628LSt1NeYf2zCQKCRljys5a/7bKItDwLMoO56PS4hi5euyAXYi9XWQSadq6cZMnxLQacD2T6u53FVHHPuVsV23/cqEE8xH9Ozv9SOWSJvvTZRXXW9eoWD3HonMozHTseDm/2R+tayTTQVJ7sLRiPaWxpmjFp4SLtdkVZ4GqiqDTTviEggNWMlS3SrxCWL2QLLmFet5r4ixX5SodO1dmvA0WCJVyVIuerd3dM7Dx+E9akIDw+kcHHBHiIudcFSF/ffX6rra03XM+tqQ78X0yW//PfCzSN8ZeQpn5xZDyhVRiCMnUkk5GVmcloSdSGGno6muAyd+0oz8MIndMEjlEdmwN+yGpqee0CTBrUq4k/1BmgeN4XK0InFFq1Ve1viFNJpoqKantbhjCIHrE5j6eF2UPatimx9kLPU0Uawg6OZ23fdZE4rrbvNsj4qxdhZ1u7vqfKddDzLLm6YeDC02p4Lv+mz2gM+GvfZC7T39mWY8z5XdDil/nu/8S+Uis29CzHAAuKQx6/d3fv1p3NvXHq04YLqJ6xe886JRiw78MRZrU9xsIpVzLprCqriKuFcghIJns8ivEMcwVbq6J1tKSO9kHRACQ8rdr3aHSwnsn9nr3/7/FJlixpD+9q/ER1H6uKpbqliA78pWIjXIfQjOX5/mDtbDqH8bv3dp1/SBpDBhM0PbWyqBQ+E8wZUHvW+pBFwaEVXMiiIQEo3nndwbtYvXLDShNx7hR2UAwmymUG+9yvsCpk//xjrdvig8ycoQDKsGUOUtayvJWq4igyPC1KLh6ckUsNOXRXorSLC2X/tcpBBsQ8SXqs0F5faqop1BzSUNtSKkXEZowpI+BSkqCVx7EQdzE8+I3uj369HaP1QRcDE7FUDfDmqtJqGcFBCTJKyD/eYTaTYk0hCrhYb4KH+5ovd/zs9Kf9eEc7SzA1uOOH5dnm4aWqRr5qoBpm3q5Il+FbnaNGhBUCCuErl9D1Vjdd3Jn3Y2UIzbpaSrCDV8mPsRDyJvS60V9QeoWHfzX7aeTE/U0fxmJ/dgyHMoH/e/CV1Oz9YsLmygOU3D7W3I+DCM05jLzMKlZgsI31+bfftKvNjMztTk3+8PbpVFkUgLGahxpOp4+9f+/x+ntLcBg39BvAwfEw74r5slK88dEwUfkuAv9HlI1jyQUh6H9fmXYyltJIErnEosGZCqjBNTElPIKq3W6pXlMl/L/Py3anGwMYPEiIGzDuZ8On/muvZPR28HlcFqwOhzOjhhp/hakvzHrYex3v9BH68S/15hGuNiZxYKPfxeFTbaZWLkbjU1Oeu8zSo91bBxOjehhDolW4k0eZH7b36779/yc/7Dc/mXwp+6yhGg++WGN7+59CisXlcuff9zbxLQ00kJLyDjwxHLWl8gl7qFgtox5QLo88jdQWJQ8V1BZfLK+OHzvdMTT6hlbNUQ+9ucofJE0Mgav1hkRjdts/NIqDltmxr/6fF87TRcLm+z0DgEXRwF3UW8f53/7sRYZpdMl08t0jz5kb394XNo7+0fpeXVCsg9FZAWpoQWVzHvyB8duHJwneuDUvlg2NrLYYgIQJsvZyyP30R3LORwof3BOzs57JnNl5/HfBcZROt+5qWYa+DPzhL7u6JBfApoEf2oG0wsWBfHAdrLriGFRz6GEJkOfNgEPR1h+G1trReA6jj68l2XfbMM8EORvReFyDD1DACXVZimwt4AVrwADrgA7UxoB7VsHGF53qskFrNmAA7mCdwACsej5j6zh2zTY6pmzb0mbS73FZMNKbxz6IOaTwY6ljQhsmPahLLw2lZvgVOp73oMGlIDAR2jXzvZnVOBth1XCG4CzJe4gVqBIc2ttfxi3xmei6G7VgDlKDRjESyyFB7J95+lyPkYwOkOZ6E7s+6fFynes8+tzT2qGm4qOFcrIQXGhTK68wlnG8iPb/TG1G3edwWmYvvfNRBJmb3GBb3dNIOHJF/Cx18cK9eM+PLEi6uMuCM+Q4YPhvuhyOw4mstlBoVFiGVgkoOEzBlQ0ZuArDozRIkEkItd9i0WpQt8dJ0SYw//rmj1crLoBw6Dc5WZVQu1QTTYOFVV/SxKunEL6M17kdq+0sgQcH5e1Z/VmSqJDOCbCMhdf5tmkcNDz8c4+WAhr3kNSrBHIp9WOg3BEEuylmWtAvBL6amICCoay0M3CtXEVQn4PpEz41DwZly6napCz8Qf2e4eGVj1tNPVPPSYtUIrN7RsWnRGGQGQqbyw7Qms8Mx5bUHrDg0jSEX9+t/+zTgmKybhXpi8S5Lna1OD66WHz6ncQSj/01Uuf2a62FyFkVIzs7OwTlQBziBW69P15Tj4ScTTtCZcZP1wb1WlrnaikhNJrF1mhP5/CBknkVmmjas5Slv2AgHvGazUHBOSPIw7f0IrrgTanHxkTuZbVv7RweRfczcmu0Gz95Mb9otLsmGq3hYtHCo8lN9uXzwz9ZOIcNmFXzarRYs4q+WQnfny73fRSSwa1iqK9+dM5XAm5/mKe3+NVa7W/iPp21kkGob6hU6gSv2LFjS4jUc6Pc37DQqtwQQFkemgaHlAy0wS8kIowLnVhd9kUyyy8mcksxRtog2PRDi146RlyedJ7bk3RsaHMsSl6bdwYJvThVndzbZQQlQF+3w353sIrz7WTQ0UEyAcjziFdU4KKyYZDjbpPbGd9aGZLADW3q3e7fvzLr3QEdcZ9Y6dbfXYX2RXMAGeLQ5HFvBmHgt0RRMBb0JDA7uoVlYkHSnyw4a6/MvOG2A0wNLmnucGbba6tDHy08DXMvOlIVqXlVlZD9vV3deWb6F7qu4MYBN1q8C97a35zed6bf4BwGvtaNQwKDUg/fO5utLa0+2nSvlvet4Hl45Xwtqc8j4EWaRJYZJNgClvu5/pjp1fIGmJUWgkRVgsG6onbWrlf0m28GEld0hY116gxAaQl9nvNdncm65L43NN4wimsHu7v3txeKKTD4fLZUMprDXV4IZWHTGCeJWioQjty39mNmJe/TYG61aj+bnSTjzp/Hmh7qsoaj+gY2hEPgNr9esYHrLwV1l0Nb3IFtB6ZWZgcW19dXFuRHCtaocmd3A7833quabAfcNtB9Hij2Zd4bqoxh9H8+rFGKlJN70//5twvDeqMzVHkCbAsSuHX08PHO2hO7QbMJ//GFNtXJyn+wjS7ojfrpBZVBLfTraPtUIUpUKkeuSn0u673A+/z+RBjdEUStF1VqKLQMemktp4YyPm8+IEVVK8lpmBfb21ybqZJDnBtLFO55llloMLBzRYrwzhzJewq52BCMN8TSzZH7Wx4/YRNszNLDNzpMjtJ1RQIGfp0W6HzKHDhsVBtyZZyFl3K+p0qPRyufs86qX50zN1RoDr1Nk7VsoJuFMlID9P9i5RCBSYlMq4taOp2op1XuDg0NnT0S13vSSNIVGlfVQmmLygx00ovIjE+Hbo4z1tzT0s550sFyZeXm7SEjx242Ji/Zl0vyCeKtWvoUK087dbvjSV3u0jAOeCDN9y/GAUT02SP1Y31btbIvFhApGniHp13Za0KnXHal+e5kTAEVgwfnt/IEInPCjl1n9neXlot4m4JhFJZmlAXWixhmzKnIVt6gh2QJEEvs1xzlVJLk0gvr9JjKg568phm4Ywopmw+ReOK2jBk4cc9eLncZxKgHU8YFlznwbiDQG/ZFHL59mHBFZ0pIOqLaMOuWNDs8ZAltTZaxQDhi3Xg4lynHVgZPXg6G4+jxfLuTiSvY/ugJqgfO9I02JFFHubWiiqP1Ck8tXytQvjc1uumhQpmQu28z41MPnUH/c7dlcfHXK2EqtPFhnon5Lza6/xSKn0JxiKPWZqNuryt0G89FPbbeLPa2p7ch7HpeoYZpn4ylYpc/qpei1vdjD2kGCNX9jdraX5memQY9In2/p0+7ZxY/IfQzbPa6Au3yYaOwKFM8fPRbWW0vdAcKwPaUojVDTXyqS4lgDKJGYHEq8wHytq/Agq2v4MsDJaGclufKpScDWI3MlBaRwjZV4uYR0Qx3P+S/VNzX+vqP58Q+upHucXhrPDHCFNekhyfj2GKnugIKB1hWqPgAJlWZA3dfrFBBtQkEC1gEgcr/hsrBBo1j1WsZW9WbsfqsZI5+ol6R5lFFNIWOZAI2LQ1Xu4jXhxmrh0jt8xzH0FAdNoFgiKtG6ma20dI2I4CFb7E12ADuSrVqcfRIRbiflqkf83V2LS7m6g3+iQUZuEytAR88VyzA+cQBNhm2KvFo4cD9D0yOwaoWfNAxlWcwx3lGLix7zOjfADRoM1fQq+bCVx8PuHs20dM54Zt8h1KyM4ewpqFjV/nWfrsV5o3a+75bTrcngQUPuIgoi7AoKOP9VjfVX9ndU2OCXAvfUm/kjbi84dw79I+sxyAILbj2N4m3KvI7rjHhaUA6arP7TEo5D9iOkGCsuoqTaTh8KBwVWrUnNuSOJT/6x5JEIlXqd86sb6CGKooyH4XQiOiuUbXdsaNhh34V/slhBDYBc3lDyIaREOZyen3BgMcfzLQN6evIiWaRx/o9HjxR80Sn0mqaCEe3XjnhrHVjlkdnnTiea6s4V0uaI0UvxlHTgi6/u7U6Pj6/sLk+u7S+QSivXTwMJQfJ0VCTYfVE58eZdvdvFfHGMQ7vvV261seMRuLrlHd98vjCbME5roCiiTsGxYPbWAnBySk8V67iwW2CtMNJl/JiY45VJf3UoCcL5eaqWn7NIk7e4O4rsxkkU3uTypVcRHubLG+h1QaeF1NPyoZAV3td5VCTewJv3srV6Hyj1oCbrGgEOGcvRopqLlCZATw/rfL8XLgkhe3NV1RB7gjcNdmUd6x8nvCiZ6eMbCyIqlGZAor0o5pvN56LypGhvn6mfKQvZ3CNWrBnKrJwaxVo0foo+G39lqLSwZfyI2jHXo+f/73M231ODitaIYElprW08SAtVaorgkEpHvGA1l1yDsX8ps5PlrK+t6s3pCFQJAqva3RJwcIGNIEriklt9agzopbxkRMzh4aNxL2EHhj0ReQ4HjBZPlkuQbulNgwvNDtNhs9glanNk6eI40i0btW6vC/9ceN+o3Fd7bl3NfKK5Xohs7tGxSdpVadNh/ZYMUK291G9Pur4UVXSBqDCgbEufnup1/R/Dq+2MnrIC51SL8+KjBDQlSwEpuKjzw05q6/N+UtL2xum3GW9UUSIJE4jVVHjcb+e1ur1b/5gbTq1KZjP6ZRHlIXNnAmNRLzpcKi+i83jxFL/3tHR0dHhzjJifIbE7x5dNDEq+NEdYxb+3XdDIxFv+ujw8GepedESya6z2jPgbMDOnZdA9lzangFnM3eutkGnJh9NhU8JMBvCfZbFwUQSE0q11WnDHPRxia73qBq4gEg60ZcdV0Asiuav7fb8vX2kQDUUbzE60PfG69CuZhR1mnW99w6lSqRP+sfaKyDsFenIf/kiKe/M6g8q6fCU1f7fs6obfUMWoBe5Gfua/zEOe03sFHTn0cN1TPkybgnTLxTcV+POeKzfAMo+T0L8eEb9DCOwPCD6Kpij2BLZv3pAQmHYNL4afhbbL5f4xQy0mj8qpX92dqjgKqK166aMjFF9x4XZ0PXXl+qI4EbGimNJiORr5LQOc2jH8bM8gIXtUyfEjO5a0SJqksrOdUxvyxQoSCyLCDUVjUNB9JzzqmYpPByk02yG6aHI2ZsHUsCn98NOoN9+t1Rra5JCS/HatCnk2Gm983yYvmRTb1XTANy8xSuHEqr54JwlWAeq0sExQ6EciBkJcphW6Bvznf1bo1yLO7BJpzdpRbS7htUwp9ROp5N+LSg3ZmesFh2TtksPIubbBocNTf2G75OwMm+z3LsYCqttau3spk21kVBx/h1JkEKsSJHQshqllVpXtUUXE9+LyqxgPHdU8piVjMFHxM+drvPdx264SVOKaDgzHVWhc6pzuAm8+wYQKA+m2zsmCcAjRAT1fVCpoMuX9bIsjoWCIXc67m8lbHOH1l0dRRAw+vm7LmEB3MAxcH7jZmCZCZDRamjGAJtmkZv/mUacjpT6p1odsSum4s7Ycb2oukPe+btdrJz3TnbEoRd9fynRCT0Y2k7sh7o7gIuaCkopEN25LCdc+E2SswoihIs0dD05om/HiDPM8bizbrG6g6NciEENOlhLqN6sinXSP5ciFivhNgSCIY9OQAWuYAlKzicPVockin8YNSPaYyAobqTkxmMAry/jOeJyEGg61tvTP72ZssnWJhwwAQ3htcxwzq9YNNU/qyLqigvbvPaFtzWTMUPAWWnu3782o6PkVVhH+CQaSnpm7B4hqFLUFA9OoICR6O/hUNywW87Q4Vrnln5ZP3jpmJM4M5iK5LZDLsRaDloPppudhLB3WJwdCdA2Kx0mjFmI5M/2Z5Wapp4+TR0475eBt3Phz5EWUPZ/ZSBGGB1vp/x/B5At16UAvCmYAGJdsaZd27BlYmtsgIgDz+jUVCA/kz+TCtF8q/5u3cNSDDUyBg3mD2d7+e1kMXvOcGnNZM+K7/3Mxx1lvC3785gI4H7wLbTe+7UwLGd3qN08uszdaOZtBucb5jMVKCD5TmdzxcAMb/tU9LoTWbuTK+TECwvGv7Sa82HFq0U8mIpMNRx3XSB/HmOL5L0a7Y+bfmkdl2zOeFKsr2Xs+a1Y953vzKy3c/UivL/UWWkjOdU2yu8+7gutse1ExH/hONfRea+x2ktDrL1bfyT/0moE/th75pvv/Yof3U569cI3OU/Ug511Zg3747gh2caFhZRi49+KryxulqWaPP4/j2UJ1MJtVMuTPOic8ZJKW3JChTDU220t8NlcJJIbzj1WCUCnDiFZdcDdQpjEXi66HO02IXb0zMsHKZ8nWOe/YZ7GiXW/aAS18WXwfEl/4DxtbACp/LOY2U5zo3LBJfvTZsXdbgZkDW/FfBZ+B5Dw98PoOqI+/eRW8sOfWPz6o9iDn/M9kil4dUeDfsVfBEpO+vlreJ/8ZFFT5J1mD+GGYj6vqsoec84qk08kIE9sqTq1sPTxG34v/rCIvoTWIzoHqzG2XKbX8ev2S3Wgij0jvOfTqzqjLemfhbkAZ07yBFs1Tuw/5BqsdoTTa5+N/nfXYP7CBYCz8+WgBjWKZ6EszNFv+7bzUaOEPt5UTIUejQAic5JXIXk+T6+f7k5/PWLG5Cp5OnjXSGVQn2rO4a7stG9/e746BO3bd7Ybk6b1T/3/ysnpK+j+Ozf31tsWvkF9sXCr0Ufot/yM+aCFBZbDOqW2nA4nzTjpbjrNTHUlhxXRecWEUxZI5OcGOmQmYgDd886XKlVjdcv5AwG/xxXGbgagEkfC7srHnNqkd4TQtZxiX/ckZVCmR/zvyg338An5Tdhj5w0DRyBWNU3VFAxmrjCAAwQ9Vns7x2MAwQM7KDpPbmKIDqKAl7vdhvUokAco5fZafk/LXlQrzt377PmsTidZOx1uZW1tcWYyxHAbXBFX5ueLDXocD5cmt9HT4lv/re+KBUbZu1dK2MTpL5oW3AOlG2pBfiahNkMYNsqGXi5hbiZQfAvfjIP7okgrB4CdEBql37cdiEHsRZc3hAidp+YjMq9xeCPB4UbMj+7Pbw5XDYabE2s3NQxPidwpsWXSo7xCp8SdYzmGOgd/li8HbXlkIjcM2aYqSvGUURVJd2yvj5Qm9nI7KDZAyhbw3eearb35sZJuRZQsUuVOh4t3EqD6lF+u79oWaIYdKDKGUXkiSLEUP7lSJxJLbFnd1sV0j8O5Yr4jI3dGs5g0k2oMmmGNHIXuUG2GMLR2QihJk3FBzqEVyzxtTt9PDdbrUUi9iZpyJENNmgwpE4hYd+kiSFkvF2g0b7BSIoq2o1xBM44gdeH3jZph+L0Gccw8S1vHxGCWvZjZYr7FnbrmnPVO9Qg0LNKaphAuxFLko1TmydODLUhh0cVtv0KPzhtJLAgk0S5oyriQUwthuDs0Hi8WYqbJgDKfOK/tPV8t57jkCUV2aiRZdrkclMnMcJnBkXhDMTmNhArgHc0rAQhhKEcANT+uk8ijR0Kw88w4Rp8EcqKlhaNtpgi1/JB2tfa9fiEgmWt59p5ojR0p8rzI3x6oMdYRpVUGaEAGMjmmzO1mQYtkxkgdDtupAFmTxa1MgUbJI4wBIch9z9TK93cwKl1rml1K90kmxxCHTMfQtbV0E1r793J1pvBKK2KCACEUdX+7py7cgB0x99b+B0APPlmcDwVDBPj/+R4QC4spLklepIQ9CO91jR6fzbM6bnsLPTa9cXd9KqW9E2HIXvvBeBKWtNSjHUNIfajPfR3CcA7+7OC09WhbNxIdEMOZ1kYpQ2YJVBONKSAWZ7Rh/KpDbX+8q8Phq4a6Zu9hwg0bNUpo7kcIYZgaRPIvi5PwO+v/lPrJmKdCDnP0oCernJCzGPh8Xtz0E+GU1NCcl1aftcR89cyF8fK/KPc84WZwxmxZmTXGsUUUZ7R4Gbd0urvLMKt950sh9ZArOkr4a9jS6JPOU7Qy2SQpT6U8kNPvh2aK/WZkzjZt1McqyfeDnennEnMD2SveP7JwDHlPdrFfhgvGmumtv6NBS4ECxmClWr1XA/gDPbWqsPJlZBAmNeZI5wqzqyL7asqpJzJBHTP0tM8JlcOJiqrKkpKU5ho00cRnchgH7Q16xDZ9QOt2ba08cwBWTX8onhYDKmr0YMwXAqGoeDjiAV6bJqG0T5L+tFNZisNP0IvtlpP9JZdOLh9+gqKeOc2PyvQOQbhbeO8rRgyXNjudenokYwWjvBococU956IVbSnMJdIf0lg37qqflbPJiH1j9vkWOsTkZR80bSgnk5Y+XOe0gxohLlXAXFWAC3ySdEc8LPJMbmyI+LdXZq4dcntNImD0uo0sr1t+WZSFuu3/j8GB0Hunj4SY3MbfpGwu4PEv45ZvvuQlMecyz9p7P6RaWTUo2bfe6PKHE/LYekSg0XfZbBBV30eZxauL976jwTxXvrv1Q7NP/nSpl1r54cD/c7TF92z8Kx+Gc90pWuiAIbXoetoLT9FiKZCZzR89Th3c7iqaCIIrwAJyvWXqrNxv6jg2j1TCWR4pYHO2KWB3xCAOuhthQhUNJlQINzaS8986cILHTu9Dyy5pRGijNQeAO7t20R2Mj6QtV9gjHoqw1Bk/6dZ6KYH2O2Bg6zfNcfmS+cMGgyZg+fE7w97usFsczelu9Z66UKdP/L1C7oH3x9RhcQ/g6329PX1LQay4RRYFTGoJ+mA4KynwYAhxU6roOviAhWIAWmycDmNo9xqeJgs8RyPIx0cc7kFc6WcrdJbOWAAVJ1gktTQkVVkReYjBW47H47rB+miiJrGb+VIJphIqKhVSSsdZT0/5JWFYd0Oi8rwVlvkbKAOJjWf3Ymhuj1sk9UrEWcyKu8DmTJetdW9nXV9xxvEKoymmU8Yf9BrUcPfClKh/Bg/futf416Faua/CUmVK6d69FuPQt/e/yDY7YZw+Z9ARgwCUWD6cyaKxv791oMkytb9hNubJd9tqhkFT91vfTl4NzThwmMsc30TSKwBLrZ3hAfof5AR/IvOSnTPjucvqPzWKMpBX3bMNM2q/XixpuoADt25L+2WXD+M6pg1DnUMynAZ2emzbNB0uaBCPsnjSXbzVc6QGg5WrQNqTpwHfPhr2oAIdGD06G0CDKN+82l0SL1c+FuShokwYsOAU4DtGAZmFGmUYjMwnCfxAHxRCB8LMLrUlEg5HEChKU72kEMwiyEa1Wst7BoZubpaaod7fMAnw/yeZ1Ap1/qG1KBvwCsPaxgy9n2RMOM1QqC+zOClaNF6VqPubVTt+Z1fMfvHcgHIcrqRbNGY0//HpsfEpd3N1FVtObmQ5l2iLgYbJ4YxWdNPi3KzXaJFnEN65SYw5wkdMPMjEDCAOLydKsY3ahgZOaby/j0gO523iHIgKWEoFwHOJCRfm8gDf0sylmaic+BJakYS1HXvAkzufZWqQCFQLljmGc7zXVOwq7zKHnQcucbnxDzvOk7szgVLru8WD0dSbTO51tQQ9vxnt+k+KZo+WE1Tg9arKp07ccP7VNiXhLz5DZRuD17Pjp+VgAlN2TJOh9XYcqTQGqkoh1XmKcyB0ZAc3z2WWbAEJkP5EwRYRfHMFJlg5ooPsUq5Lh+ONDBLfYIkIcu4/nOVOIa624eApmQUNQgtw/OFB95M5HZvJHV73hbGB+si+MO6/CeI1zBCSI0l56++glGaGCEl0hyh61iCgpiVjwauXf3O8mmKggMbbcfvAOvRJ+Kcu+5cTwsIfHPi73dvDM46V2mHd/ibRjFk6pO8UL56uEXuFNyg3OkMXMwW3VtBayZVdLvjAJ2mEsglj5Hc4omSBRzG88zKc86JHZHA8Ox4vn1YiAM+T22bYGhLKzuLmXDeliGYRkOKUD2VBpX+8fhmP7ralF5PPntZEueziN2TQAWVC4WZDCylE4b8O/bpWEhk8Tz49vpDoxkET7IHOn9z0zmM8Hxv0fRhPgpjJzyKGPuhXSU9qEKHleS1r32FkEaXInikUvqFHATfVDCiDlwcZDGSExsJcRZdMT2iyINEEXXGr6BZJNT10FZHmPH5+tAyQrTIgRcGIhgoFYhgDwP0dtrI5uQyhlUjekX2+KZR8pgvFo5sqJ6Nv8AUH5CGF+yfLMBWtzMsqCzM9Re1JCmR12htedKl0G9ONKnJp4XB04Rd71T7mmonB3IdJWkVUJxShqIc5ALgyY/rNeHrz2IBXrqKgCs0iACIjJXTSJpeF+5IeT7bh9EoMGcUm7g1fIWvhOYrjGz3wAikXf7R4UlYwYd/000cGWHBx+TLNGpJC/ZgQyuOjhG8fjb+88jRi4PxSgxdISf/Xzho5O3wX5YCvn417nV+9661vrblk6NAEzY35B3meOcBKnYj9GGIdyUxa5MskdEO7u0213EUXAlWnsUq8dEi9r+4cn8Jqqh2FSlCqnGlHxkzYcEKsM4j+giogKZnCqYSbbugdINjAtzp3eNE6Oys57gvXkihobwcSMODr2LVO11BERacxcwJrorY4ueP0eh0iOYQ1lqKyCoxO/kc4wSYOrtCySya2wYah1ATUQZ3k5AtfZaHCFKSy0uW0TM0CeD9wNZ5jGGmgnUwjRBxkCZNKw8SRX/YrbQL8MRAw+TSSZRbCGOXEw6sWhQIJGSDaGpeqWyMqSRdt0DKkCIq20T0X3mY3iaPAZTqFL4YUdNSJp2SgqINjv+zPejY4OBzfM8p/93Kj4VMEk4Z58T1TA7jbyWVyx+JswAc+ksdCiZc+RNauyQp21BcbMvirNStDpZTjgCLC6nEBhSozHWxD0hTP4RPW/Lg6clsWBbc3k6Il/VFMfVcvbpw7pNUczfD9ozsSSn4jUSG0QIscC8i9Yo7jBGu9QCLKpGz7uTCKVoMh/O0Taxs0fpoi2UReBTGyTbPJsgtphOdBRt2rFluituUFZy2qiUs7SlWaYaooqg92WYqmdxnmAogOivp+6GQoxGkHVBaQAnxVqULauHA9w0StIxQU4hlk2WWHloSAqnj/vbOQSHahBsKZaeZd4oEvhGOna2aAodQ/qCQqw1yBWOUPHvEzNKvajhsW1FCiGczbjTgY+oVw4l5vMHICCMeSEYUveapqpc7HCiFP6f/mynY3SAJcvkJ53s6z1K9m5JwXEJKvpMOb8POzy1acZpnsdw2LkXn7/z2qtdJAIWeKqMckk46a7XUffBo6mRBOqU6CHJZpkTIQb/WVBfuQGV3Wk34aoPKFts+WiDyz60gzZaAURYO6Pu1Wb1Vk4TJLlD89aSXjWvJdslh0Jw1AzxFOYtI43grfSfABd284A6gTcomKWp4b7PI15bWBe6q7w/nngHR/TIJrIbWTIclQ8qk1/CcogyLQSA5HcZtiTufDdEDBJyHVOJIYHV4daRI6yhbFQaa7cQZuRB6LuxNNMaAVTyfGEtoTtt3pRcdSDkaC6tTxaG4o4fX+4/CiQCH/SjqYZI5zQhKSZ/GsGu9UHhQXyzRkDa3WwNgKVcq53tdhrgtuJHz14Npjl+sAPRYnz7xN9nmiup8KkAA+RSxPJdluxXHdf33OK8W2nuZo8V8lGXLunMypJV/EGx7uVOsthwd/YJ4lcIAD2vZBo4RKiPZBp5CJ2PahSDkTUO6MoqrCCxCw1ZQg+zS8phy44QW8ioGL3cTkw870T0GLSfP/iSwzEzq0qpDHtBeKBtPvSU97dPiFYGpSv4Rg3WnfQm6k97TpALvaqusONwHDXV0bUWD1f9fR78z19/z5YTa6et5UANOizKk9OlTyhnMK1BKJsTI/CQv33d1oXcONfwuV6/+XUJTu/ApiBSYId9VtRQGetwmMKPOXpnUna1lVnyRjMyPNDpgjC5VCDyzJSDR35/O5P+Hpah4Q6t7ExBBsCrKMz4d1WC1NGy0aKFBMS0oybZ0ARfPOC+nkjE4UavTKUcJli9vIFWXUkUidkj4No1Ro5GG931aw7L1hFsM5V0AezjX/eN3arlCIReOeTTNfrl6owY6NgfrmxjqHgBxLz7SevuhHFgIx8/w3dQ/rQRWA9PfnxNYJNZpFq7N4ybs008drccvhhm1tWTXzQJs8t7MpqpfJF+uSLFx4hYVB4FmWnRFqDjOD2nhLydHwyCkjTWeLUmMbARoyKRmSgCJoAGsTdJFFH031htw3LzmzSo10I4cRuKFFcV1xmu9+ziOmoghx/rAy52mniskST2E44wl7UCNrF2NDCShq1TdKhCdAc9CoKzk4jZ09lmon60/L8gBV2jqq0JLEH4LZNbnW5BxSAtewdpDeM3qWP3gD8X6wNWIs3kcRsfMrEe1tVeTb4wLChnXNbCHkwB/1H82frAUXvSYK2L/vU0MfIj0J3egyTSDqSZaYfTO+E7qSYkCgW7VkJUalJrMfjU2VkVhY2HojdBlC2jLUjSi+EzlWj8FqsWHUuMXHfhVbF/g4HtCRwCwkBsuJsSluHeBk/+TzOzrcViissbRfJ2LD151rqMmpZVTvEnxFFpFftTrG5SrnU2gBXu5YVZ9iDFrZdpVA5WXoNtiUr+w9XPbokMSTg9tWI8H74tPCgwna04e3Pj/DicDjB/fWtvXn4BE1I92Haz/+GpEaDsJBTItBknkbtsLgIiObSt36RONI2pi4YOJFYHCW7j7MiVaCiCAi/1TdCGTKl4ou7Mp2AD5zmS01TZLakRXuOoXN+48wL2UzaKr8dVvmNxjLCfuEybwaBRmlb+TE2Vtba5XcPpGjdMjOm8auLDAQrp58TLrbELRT4bexlfO0cAGF++aODZs9ve505ULSdeITTP62N9Rpo7mN+oaXyyiY9E9dvr+BmV2Fd0r/PWEBcvEoSSf57z2kbHtPfu/eb5ytgyF1ML7bekUbnXnvTqs549Vc9BsCJsZYiIn/c5RxgU/L1P1/nzrX+NZaJd84kTNxaZ9P429fWXAocufJxyTzGsnbmY22sZXzFfGFqjiV8rVJVUUV0dQNq95rAXIUFZ/EMtb3uEUaRas+yoPNTrfIakZ0GuptH4E3+RnEP5macOz7CkppU/YGT3qYo1Kh2jMHIw6PVcERWXnfgwBDu+M1j296mDNNaN7dOXIwMtMbUg+zU/c4i3k+PGl3SMuQ1tapFx11ddOzrmSVSMIL+t6mPEl5GqulR5mc6aRy62RbHBhMFzjDGPBC/NsunTcHCWdUv9y5gVcIrFQmBLKqSzag1JJP5JQwakUtLZ3MCFO1HdasHM37pOAIALrbkpWB0bc2FMXF6VQNX/OehsT5C3614gRASWeJSBFoVmavZ7hO5cIxjp1jbITASD2Z++IcuwjreL9x+84dxpJN0idCqhAKwfQ/Fn5CKLptirDgVVQ0o6IYm+K28nss+C+sO5gOB0+wfSvF5MDq4kjMLh8DncyT2TmjDWVb2skpZu0OkYQPbkr2A2ejeeLIcX/+SBXOZMQiY3CcMQL4TR6plaK+tDgLbAiwUL8CzVb7uLH92CvqAF2Ia7qQoyCXry5KtrvySasrAt1orfHhODUrTmc8+PSpOGpF4xnZnfWrjXO+SMYPKxqT7Xnhum5BRAzUjNFHfUaWie8QKuimGeDlqkUGz1TkLjhFIJ3jyXgrgBGiXq5XwHZuVAxWG/RV2jC0fXD+4F4Ujp2EHRCkwxB0wjUF71hAo0QRApHuVI6yyNE4iB5vknYUnEzcZ+KZXi6bNvcvWzg8sLMknOppP5UPDx8rrq/L62WSdyxT/b20tkK9btxs4LrsVYTr53z+xU3ymqsdcRYUU8QeDXWWUuKRQ9w8/HEvc5T5thZgwkUyHuJAdLSJrt9qZkZYpW0+sKfhBGDG16dCCVxX5srgf69dH0rJhwU8ztsfw+r3D/6iknox2dkiNvS6+a/w40srq0rY56hCO1wpvQsRE3o69RTgDjCf0VBPOmTWQam+qDe6El5JM9F8ezYfzYwz/oiLfFSN3ESyoc/7Y1gXGLPWuDnkoa21I8+UXBjRPV0hl7FldCQe9Afn+at1BT5OPedDVMgdhPpMBfdyjqxpL8e/XPBPtgAFxfLG2YAIQZJCuZztuEbLLfTzWUqsRKy4tPChHFItaln2y2ryJ2vc5UzJt0f/FOwJYj7hyXD/2v+s3Poi0oZywLPiEecUoFvN4HE85fZELUDw1qA65QeuyT+O9XE65blFnS1j97E4HU7gx1S3WPhYujVIi7/9AuYfL/J4QBNQDv4u8YTnzKpbS2QsIabvOFSzuN2a+J4/zV4tYdN5udBaYm3NNsHQ2dt9HVEWI/9bE+88HGC8H+6ZTv6Kj24vVEfmYf4/TwAQAIYLs7WezqAU8XhcrZ8Sd4czfkNVdU648kLcvHvz4ODef1glwpvcOVobAspecGXdkbrRqEv3As3q8lvpvQiOi/9V3l4j1/6+jrO58/tJ9u3W1Zzj5+e7Yt12ox3O/EpG2Fb9b69CP7W4OX30rw021iW00cIeXP973EWqDJVkz7fQyXsnX2pjbUXFu3R43i8HJk+Jm8564oX12/NKMka2st79CtAY+S7o3hUBgA28f8xzPAWE9ZNaP+krXq3X2OJ364BwziZeIs/CUCvUE7y0ljs6cwSTn7PDxamjsrbfb5yq7mrQgTLye+aqwXSJU85ofqa91AW7rkwcDLt9Zw/OqpNt03jY3s3eyRqjNftpt5v26ireUUVbz/V9gSeEMiNjrd3zTP40SnsPrB1tOb0/7I62dUQ7a8WDX8Hi437+hnBadhXwDf2xSXPJvfb2giWYfWNvQDF4LUA2bQKfKhk8nES20RGc7nSt3XQAxpwcKAn9Mejm8V5Y9vcVOP4yNVUZrFfZTC4YbG3Ug9Fib47Mjbff6Rfp1c7nwpxR9nB8+Sl0z+29PO6SqPmEKUiY8ShLNTTEJ3HNgKEssiwO4qmqd8i54rkOTGFKqc1lHAkndghFw8mW4UBcx5ZVDNFUh2WCDVucByCXYtEbWMYRwjZUfVgu8OYYthynV5SQKc5vdw1b7V2urloBpyE8m9CcEpSa7CnpogGByDn1/ZFWYiYLarTYJMpmKi4tlXVGRJk989HA1MQVeFoSEZmoDF1bF8HiaNU1es3TJgNM4GI2yXma1ZvrIQSaVBzv7RGOQ40m1ldyVxGYe9q72NjMAthlPC0YS5zEEwrzWc4lq8o3xVXKtJApS/HaX/qGs+OfMUrbk/OchNl357d4s2ifaCqnlXRGBG62PDgpPtYsxpLVXTb5mmHzXrODo/CWp1WZXGbvPI9c/78WSyRfHc9vvz9dM/CKkIGdx6PzNrNeNRq3putcg2ReTRMFh4o9Jzt0xdaWHSrh3S7fTjwJlzRbBj58CUIrlRwIssyixk7VzaA3GoWt84JVP9Wum1CxIWSOYlyqmJ22y9QW1Twl7t1RyMN9Tnlqd4M3ktH3Z6ITNDor48y1xBlc/JqTc+ztOiotDjBmbTssyre+f0amdrb8Evd0pT7vLvYRwIMOCfCwObDet7Hd5hR+2HyuZ0ZiRVe4Df+VeBMBBNiFt5qhbyUtjrUnUbkDsxkselFCK6EZjIhezC5NDh89PSr6s4J4dP32QfH58T4MD+pxpVh7mhTFzjFv/aG8muF3Dot/czFvpFYGj2evnwncLT3/P7pD9SPtGaqDXez6H5Usuy4mgsoiJPV6pQR7PREhkbZBC0gwYWwViE8fPtwe+m2BfcfMLy+IZyfzSiLewBWh2+xDO7o4aQIqY4Uc7o8X1NZ8gAlSjaxWOfq7bep5G58W2Du3fcsXhv9UVwMgrTNwTq01HEuhdBGbUeSrFHWLq8xOuIuYaKJ9FIIagigbYS0NJKKaym5nHU7obapGE65pB0ZrjPcqw2FD67sMSfqERnJwcMp00vYQ4PUMJHYCRBueU2kYLqBzAb1gCZJmNCf+F4grhghb65TEK4mOE7+XaR/ioOaVy76vcvhpTcHKHDmf6kyp5SZhoNAQ95i/h1IMgIPfmQzq4rzeaWyZdSJjj5WLR7/UTJUVB/yRFiKM4iSub1YGbWyZd+tbyaUYkxYdKHH7ub5hltCeaxjC2/19fXXivzWXasXCpFF9//XnJptVTX1gnHEgnqj3g3WfK1xnOHsJ1fzhjcPLU9MLi0568j8Pp17ieyBz6npGf/hPDSYN79L5j1orW50oFNIpRyCK4puCutOEH0bWZZ+MB3MZu8VJ9pJ/PaifnXdRJqyBPxSVOUZL6eBb5GkJYx4tQyELPUNQASIqTDiyTBSpDqcgkJcqbmUX8xoXMIOGOI2hQvCuUjLyMVb7ZZFyfNzyJmUlAZFFy/+EzQUi0kZLJNpCqc8yhUjlRXze1Gi5WotQ09l86CTvXwqHmmc3IuSyRCiPl6HMVViD4pbAEs3lNAZsg75SY3JHcmI4ojCysX+uD4WdLO/rda7AQaBnZN2xAJWjbGp+0lSYEqKuJhpecwvgiWLO87SSp8p84GHW9MHGZT3UW9/7nHEe1TQs9Dnbu4Zd+7pbfbcpJi2uwyqTE0YqMdUHvGBsFXp2rOgpNj2pe6iTjyuQn7RjXnL8Qb881baWKcadl4llaW1+33eaui8BGbSYW9wVw+q8TTHpxh9k2ShfG4dhiNeGoyE5c212X6s2I05vchpq+h65+rhy+m+3a4F560tiz9RuMVecsWDj2+X72IXqNZGUst8KlFDIwx8kiAPGO4X8u3vW8GwiMztxb7s1ZdR6RlcKguicxZvveh2oSaNsJHU5l5zhGWxWRW8rSS39LYUWgFfgsTDqJ44g8NT7uebvC0Lj/gsnvFH/tieMjh21tIlfELH6iRhX+1EBn+mjNxY7Sx+b8GgaObFARzIGMEpM/YGuSid3cysBjEJOSz7FxvLV7pHulkSUABkKyBy1IVqxZEDDLuGQPkLUFT+Kp+BV/EM6dj1OF5zBaHcJCXf6XjjLjwavH10t8H97vmTficvpwRlxnppcKY7iL2Q7ZF82uZ8M/3x3UFe1RynS0tcLWOmycFyB7UBmPGH4hEoZq4IG0u090a1gT2U9XyShrW/CPrWgVuKlbGqlK5dyahI1WKRQwqB1ZHeEDRQZeDTHJDN0ivX6wJLw+TZ9YuLOCDfrOAQ2xwBOY1vvCNH6BFAjtCii2xcrbU+LoxOFxYv3jA60Na8WxSz7+WrnGejkIatc2jDvtN4V4/VyYJrjom6Hv+BtG24T75wcdyTXrz51aRyQfelhD/itclGbiU9Y8fG/XYGmUx581/JMj90rkFtmTayq4jN/ewYrL9yduZWhEEdP1nr1n68ALIFxqQJzza/zbtsu8dYjmjHOUxM1HY4sU4CRlqhua7pNE7ZKYm/kusGhFWMvh2SzCTRNnckZAcOeFYD39USo2usNA21GSofFSOQQbiGmzJ0cQ6fWilU4Cyjyek4BfKl013yep0gWCCfsURXSJseiyGTL7/UCJOs47e2GhQawtmgm+bpIO06q5W5Lh4yxelVINZvw6tTALTQHqNInCSc7iHk6qiukDJBx6ICHO5cmtXw4/Zaztbl5hLaauIsFTaUA3DMDi3nAy50v+5clg6zgojQDSoEgVgp0Ak0TPwZS4kQyr0sF2akhj/OCAwaFDZD3sJE85m6sGvd01AFhOkAHtYJjgIJG6Z0aOEqxU6VmrI7Wx36ScUSVshq5ksmmXuZ5tg3/7ihhgO/Qg8EA9SBJRtmMxQlzg7LQyC23MSO8StXxCdTWebWkuOGRdIbVCRpo5hzgrTOGUTvlc4I9z4Y3XmycvHghWXAUZhy/EyVqFHgYDcyGooRKkWVluVWqWtZrgmHnIGJ2hRVEmkFcLPOZtz1y+tMrwVLg1kkanYGgkPO0fmOCWdgux+JDsVtYTlsobSsNJMLonBbxLUF6bQKHDNtPQolYFQ2rNBzxcKw6LXY09VCR4DkGfMLQVXnfoVS8aTWEACqBDYnleqWf5N7SJPFKkzXg+JuMIye7MtVabnA+nLDAN9/TwvRhtzqLTRD5HtIVOFyFkqHJmVR2VeJ0Fdyk6WDaMZGMviyEG3HZ2GJKF6SwS5VWHatsetfp6wZ6tI+2wvgf4ZzM2Rh5hw7a9fHJKBnFq1NDUkArjO0k99RX9ey0G63/IZWW3xsv5B0UFCuDdiD2c4R/D0paOOjX8f7jS7OSWOf1xh+/+uxpl8UsiAMZxvYFQ4RDcFGJpKgOvGxGLfOaszuW/ZVMJy22jWM3qHGx9ENOVolMqoXSe6fMxgwt7nEa3Z1t6LW9tT1baiHRESpSagK4j7K8XSXL06Oifm9IDK7VxYSmhFxQ1GAYCad8zuFI7vABrjsyyRJKVe42NebmrACJtCQZm/pmK0ROYLN5X4+cCZXwUhPWu0+4D5krP4EROOFMmnBCd1gpwNBtDFHLzh5d2g/T/l8vKOARuC9Mn1p+TfoXi/XAMgzzfnXmwsD//pcgIX/Ey+4OL5mtqh0iuFdUeJX59rKoXgQ2o6Vb0T6NuVilPI2oDWeDFvv48OoMd0AuynOzN15+9owrlpKrck40cu/JolS/f/HZ5xtA6edr4f1ozi0Trk+HMlHCICyVchnN2liRr7Osc66UUZ25xrZSE1qULJoISKI7LePqZDVXn8sT+OnOTSg1At/D85YZp7FJJPsajRExY+DIzDCiMpwCmuCQPejK2NQogXea9gMGvsPdP3yZ2zE+2fjN3aWzZ4oO7Yu/vqu2mBsnhliNVPhwgLXuehIaScvvOza5Fbdb33ErAYYCz2/UHgae8fqRJFzpQGwlefQu6iko2E7x/s7lBSVJOuI7W8mwwC2sO6/G3xbghDGYlGMx1qrIuWK6WmV+hf/h/CQYLOrjCxWIP89/dG8h5238Qnq9CtzQuV+ZgCmfrUEzFz9I3UqJ2uVsjKnWyt7H3GW2v0X/zvHVNEMcq9ClyO587CoX4e4d/q9YwpeyVj/fg8l48Yj+X+2/6U0Jpeazz+7Vgy2gQbX195/U+s7pC99pC2v716u+avlsWFm/EgJTfryHV8889ROqZNrUfkt9KsVMee37Lvolt+bvHrzqmPv3FVnGKVcqBudjV7lYrtwxrV/6K9L1U3mXTS8dzWR4H7OKkEUxVTGfi1gL5hi9syH0vVbsJO8nT/F2YrXJMxiQqvgojRAxJVcTTPbGCzahB01NviyNwEwGr8TtGNtmcKS6wHM4wJdyx5MiXyUs0nPVSNBR2pIfm/301dKUegCMWKh/PxRAcpP8wOinL5G4MvB4YXpfK8krclQUqwiPp8QpTa06WBWbsZ7RqsaM9fjWk1oCtKD9Vw5Co8xDevT3s7AIZ0kL+PCxlbfh2ZsZDYfY7J9zWpAxitu5B5gWtkV4/lZBbRLptKsGZaj4/+Hs7/QyyOri03aHOtl/eiPYfcrvBv/6obv+dnB0XonLOU2206c0zVdabUq0PvrRu9HN2mVV0Pd2yEyqY382Sx5fRml/S+kCumM1TUANpqCnBzDdpPd5K6oS4yCk2ngTPex1BgmJcHJLBaUI6IknoRbERVP4U7MqKMvHcaHUGoXocMQhiFJYl8tIqiQzgApUe8EjrnDuAHAWzj6IactqsXmhArpKWrw1WSXTqdZKjRbSCkzVpNv+S1euzoGiUokyrRe7WuP0J9ZAVllwSklVQ7/V5Z84PKbNrKcX9FzEU3DK2wFSpCV1x34ByvJyMPj5CTRY43BKRY3jsw2ttJ+/Rzbn97r0C97cYOd2halHUNvG/yZORcE+qqDbWit2TsJtSR3qKDiqc4s+PrSe6rZ8EVERN77sTjdvRF+nUoFU6pPco5mCSspw/9LTMdZtv1T+05sywdG7/qLBxqSLTL5UV2bMZLMLn72NUiU9+PJmebe22xSZcZB5PFNK0ty6Mo4XvBddfo4spnxVj/Jl4tOiamte+NWL0oU/WrCopClf3uVoK/awKSQ3zpPr7ha5g/4E5cu50eK/aaTPkcXG2fpHZ+Mriz+CrVXpXoKYttHE9QxKxWlTxyo55Ekw4lg5cKhOItMJfFeXuYVTeq+yITJ0U1bUTD+NduhiZC6Yl83ftlskV8z6pkOuFEgsSByNSd8QkPszu2rVe4am70AgkeFBGzGLU6pF1bOol3TGN3TEO1rxaMkIMBA9kNj/E0cuocpA+BHj2KV4VD1wFcmIio0dOObudYnVPs63lcu5TTK2D+TkapDWjNjD0780o5AmQfifWB/m5aN2IxKTgf3UsFNmHTRt4zgL2bOXmem4T9hP50qQkO/K+cq3r30EDS/+0owOrkpYx+/6+xYXfl6dHX1H7zf92Xe4i7G1yjXny3EOEIVojln0KXWPyjVdBd2FDqo4JCfGqvFk6XaZtBUlqZzFfqO1vIo44Q5zVRNebKWrbe6Y+uJD8cuF5ZWusX9dHd1sPEcXIduf1l3Z0QXyx+LzmHjorOc+u9EbCPGM+5X9C6/ca29vb9eZ8S/N2jLe3f1FphTwMsyG0PaaDl3E4txurKJLh/5UZoU1gTnmcgs7YkrOtZASFwyRyVZQ63DNOJAKOdcOoFfPBELJAeK804YVkXrpzQJ13h7am0mCEBEFhVHyZCukC96SciEhUmvZkGXICwcGV0n46tTGwJgamvZdJ81mP1yvL0VI+EuqnLUG6S1xASNBQBgOFcHaBREzB7Z3keLOyiqsMT1b1cLFK2ycolv+6lkw5RNUgKZoB/8ERM1nZ2iwfvepyJ3I77kHoyGa5YQwUbeOKfapXiOhNLgAag54+Ny/KvWkoJwTSgTJdb9YUnIn9Kf1IX9wXa8XT/EJQAhCmUeiUIrCWUz1WwpKlQAiw/uOY5Ay1qlhwQycenDqMeCuFNL6T6XSh0dfomYZMgwvkO5Pna1gs4aCOFOoZsGfnyBZovOZHz9ayaGH6pmnQI1aZf5JSdCjGtLiKW1nh9KTykeNwmLKqaowvmjnp6z4qeFtufKr0f5iJ2AKgPV4Mv/9Wjy4tzbTiR3cF9fA3P9LSo/iC+BpVQ5b5DK7WYpWRjY9WNa3NCDEDIxQYfD45Fv7FMOxNTBufIjd4rhkmNNdngunxyxrXBqo6igaXlTII2nK/Ft8kYuZGjoXisJCDAQgZMYYT9n1IbpmC2XyJ3pHilSHl53D3aYiZK7Zpr6HiLPlb3gZGXHcPxCB+DcIzP9tzUilrOMtlFtwlHERICIl1AMRlr+J32ZnqLtd78s2d4DBUc1fCZDsKfD7CQX/nHrVHmYmgJkXD/QskFQ+ww2QcmgW6ymB1/ocf6MCOzwYIV4SN1waNgHOJhO468nAbXSTRqHnK5uTWTD1URS0DrBxNoDwrkrGnRAgieT5JiBFbuz36HYK2UKoi/UAd0TI5HYphLy49AlknPKjfKdCQof+3nYOzlSGj3dtp5O3+JA3puJxKJdwRHXINAUaUoq4tbkB2WJpYlHWJ9K4gf1aMnjJ6wmTyNljIjdlOTMDmetMgFGk0hDM1MYNiJpQQzOu64tNkST9OmuL+Ng+LNr1d+ACzzzjdy0FAN1OnATvoa8pJfhAlWWRIKggFcqZg/0kgVKe6rSWyjFjhGgJPIcRhUtJMJWlW1XxNW+bKTmZHU8Jq3LS1RDbVsb5crPRSuUiQZhgm/M44LcqWxBDX9KYnsfYrF6JyizYyrsQcTl8JlToRIePZPPbT7pra8BIeo4w8NZ1IJNqiogpFCRimODGviLzoJb1FUXHNJuo6lKVYTiK65xGuwjhWpEIEQ2NgBpDpEqnfwIrwsfE4WxlFTWiPgtjhRiF3UYigCUQHcQaF9igv69puW35iXa2qcixy1TGayJaASQLMGbtPBmdp0aR6ISohtHRb4At+WHUPEOOfyFUjlC+gavN7R1Iq2FUJ8k/bO/C1WP8SMagsyguwK970S6Q5S+Cq5o2bFijdOXlety/hzSLLJ5ZwyFHL9l2gFOS9Fo3b5Vk6aXFOA7S9NKdCdWQp0B3RtOw0ySH1Cx4bgfNdHLFVsJR2UKqpCp1NKQKu2yXC3XyQe0eBxKZa1pJFHKNGEUQWjf5ykgiW5E1lswgsIscSMlAyZSaRqhIHt8TrNOY3WONtuGwUE2sYS84xK2m6ytk5kmNaKEygNV9CNOp3oJF8fRTcfJGptMCjbxQ1ngxU7Ed3Xw7p84nz6gucsUlD2d6bpfz+xE+l8+PDd/1oGec2GGe75PFNRSnfp7Cey96tJIjwE1WIvJaOUVeH20p92AiW6gIEznCPsD+S2ZM66cLIPOdVyw3PypXAFjBXlIzdFAQvHdUpyjScM+zNPa9RJTECcOIbigpxYQHghRF+f65mA0fqRzhrL+bUKsZLlu1kBMG44rX3sjRNDtAeOJb2nONBsBIECeIVzVlCEpVjGuuP26c0iqEGAFRy0q57z+aT+I4zQi9R9wHCEBARV0USWgpmrfPI9dW5QHQDdu7gzmOtYW0JecagsCFarcDLahCZAxrww7uUx8kYEIZX/KkobDZqC7NMAttBRsfUsBUKPJIfjpFViTLYBSFn2PvxFlWZpB5U5VOgSjRlNAPylKF0Nr6HBDlUpslD7ZZXiwxrU9MgOeuOxA894oKHgW8g7xa4fvfHb4cdbpGOuZ3RFUibqBLSHwfW9G4y9CSHxerUQChGYdxBnrX8ITuTndNHuZV366drkSm2VJ+iJdtVa0MUlNRMSZ2qygRdYkaOxEyVYrPtuJOwawhXWzDLiKoElrUzfpmBM8kMryOg9eWsR/AYV9gJon/J7iyUyHpUFU0Brjyb5BSTKGFCIsK/P91ivHDao+YJ5MVp5f+PcTeEJj8u1X6OH+y+gcSRBM6MIqAFynQrjZEI1fWtAQi9d9NsNAIf7wMIi+QmLMuW9VRvi1ADrKfAQtYx5wlMcCPTvgHNoTwJCZmSLwy/jlJkzHR6O1mHgMXHhdgKdl/4cQXbOD+C/X8yqeQtl2B87Xc/uKfkyqiblT6j1ZZj1+o31ohRV35ejUgAcn8jSkTx9S8EuMJy8CocBw3cmVaFjjMtKQKK+WQon05VxYTjmsVEby06vcfOHqHJiZcwJSgWqNQgCxprQidRjngwHLcOUHExdi/dJc/1tNuRipNVO7g2fvcWLIS1CGVJk7WwQ3qylmeMAjxfQd2Kg+kCTOokRe1z5OoUpusbaXsXZLau6UKsIItPLS3Zc1MAaFTVhYZVdBMUwQUyaiWRSIkc7Bj26lTEUg01BEK6UYHUAQuBAhUY5CuLTjCIsfHSw9SZBRsato5F8JuK6UkqLparOZcicLOOmkWgoWY1QGi5ipjUSjEKg2Z7dx4pny2hMF8eJG6sF6k3/bEB42OaWs0N6iA10IqEPJ96RRB8K6bDxLZtkZmUHIa58MXjmfowuDCXiO+7UMfK6uioCYaj2RFksyzGZLQfDyihThQru0VUqexXjV8hy2cVsWHV0oM330SQg91OyRR1vc4RibLx8r7uuxgHEmaXg2OI8nTS8o1EH7NqUnJ1GvtzP3WNSm5+q39c80KvkewQTt5uq0oCvt8X4jiFKPsVlHiOinINAJG2eTrF02metaoHK7CLnI0JVuU09JeBL1y4tuER2H3lDXiUIKhKhZ6aq6sLSEzj2t4Uzmv/qanpvtEiLEYUx/0ZZrl8aYTGXCFmpo5Na/+XO1KtgR9Jcm1fca+C/jwsgWfMQ5aW+GZh7osbS3PSoyRjSUqiImWUJ2Io1imQ92ojB0DGN4GdIKzRb4ONLgILE+j4LYyx1/HhdBKn7ZnBCOPMEAch3AAgcY0cFRiOV3yaqWVzInKxsR4RSCf+pYikNr0vyLwmzIOr7SAYQCIQpRRVAYlMzIpBI4AG38tJem6FkGAP5klvOX1MJ97NjnnsChL/m9PqMZdhbQQpmqOEvWlkWurcGaodqS/SwlaFkgaT6TfGGYC9aZuHan++dslp0WmGGr0jXzdlH/UpncWE1J79S0f2Tz2B7VOWXngN53jYYm4YvNFm720Doij296zTbOadTT5Z7N9qwxhZ4CAir4jbbmlAa2xh9YVyjuZRAbazAJRcLxZSN628i4BmAdrhtDDI/P7TgayLgUE950dEl0icO47FKJdKpAucoMFBOAICk+oRiKSikUdraBUKSZvOLcDBORHedkSWFfQNu4VX4+Kd0pDvSkNRpOumttuJVpzhiaOYpecGYOnb1ZBJK4dcxrTYPxLkUZjn5mQQVAR05FjMl8UkVXdSjx2ECKaWDZtyCwleMxLqmEqDN5MeduWMJkhJLcrcnCE4GZNFhAmejK1bT8JHbsrWVGtPRy3XdnwonUdR1zZcGkGEADi9YfF7i+Oh8X8kwTxCwB4Pu7wQwDw7ZLDoeRpZ6dtiQCAAwMAQOD/bJimpl3Qlh8Vkp/GaHZsguom76+H7G7gV52JtdPAjDw0Ue62otaVIaJM3r6s/b3KE0g3sxYQJfHaSUfEKIKJ3TCJetEn7qu/DUz32CRnJi7ikKyqU51NUEN23bvGiMPtxPYGYtQy5BoAk914PJ9yMPG+wmBOdzmOjpCRLqFwRkVEXG4DvyRByIoa5Sr1kuGaQXRknNHMgSwe1XSP2x6SyZ04kO+ShfV9uK9UQqPd+rgPCyI0g7wkz4VXUjy/ZgDPkEYN84lLF8cvX3ivK3bxzJ3C6qqJOSmjAMhKsijlByWGNslwlU0DLAM3GEAB1eBQtjCjTgEWkCAusJUSIAD6ucLUDGN3e2O2zurmEYerr/XBpD6w6g6v8EAizlcrsThWJFIrPZcARuc6Q2XDB+xvYBj4PPskh22bzi/jxYaNk5lhz8QJmLHBjQWRsO1aTGC3hLdeFFaoP0QNG5pMTlcqdKcNrFoJZRqPbEDnzx/8F9i/gpG2df5PpnGosjUAC+SQBhzIho0kaGlcgUMypWQe7tjTbZEA2KsYFsI3sBpsYIEayDnifMg/4kJ1JqetCzawVH2Y1RRAbMsFT21NA5yF1C0V601Nqga8RNrDOmZqyYzvu6b422WyMDYPIYBmmwxpvtS9SpLhluoMMR/q8dY/HQ6UTIg+b4Wx6RchIvXvZFoUVTYdOVkuWLDCEjVBAIL4UUGpFwZZWBHAhDRZcgVRIPBJHBD7RTRwfS8uSN0WDxjtlnhZQVJK9XLgrEYyKkslp5EtBYUEOdLSS0mJ+Vc6DID1VsOpIE2JTcNYOL8YBYTJ0pi0fI5GPsbw+gtJ3SPc6ihV9yRUQBFIjU0+EWpCGtxHW8Z7UXg8yWxzfRZy5sx5i+eWc012y9099rKsHZR1WBuV+FNkDLtgehaMRgYzsENYiwWYQpHgiZCqmyhLKfgvXGp+C73tzAPlNIKIgHsh4jLui5KykmSJZsU2sH1BK+Kpt7BK4tGWAlFIWPQRDYDmsfAqjBDzVGKt/mK3R/I6rlzgapWWsKRnQ7fEI8iFSAg+6hTUtHq7kTVB372Q0h7GoYbHcQl1Uc4WJprtwxr1BEOXyQ6Y4qAabtxNRfMrT9Ok5Xw5L958mNx0y213JA59+4GmE7jrnhmu2ui0M4L9KUQW0S+mz0MzXRcpSrQYv4sNgUhI1KpdhzZdOm2RxKKb1RMpepj4ML3sHJxcPpNvyHAoWMIdDoyQZFSMdC++wEKLjNrqK0ek+UYy0I9zSpaIJcZYrFYlKqbaVxqMC424cF1LeLDbHg5ylToyiWo1ZymBb0aAhIiVFbhelHGKSv5DFue4aGLz3odo4hptdNEjYogxbiREXGicRDpI74A2awhxSMXHnTgezjkvAZrAeHEaZhd0uOCiSy477oRrvkZhGPCsVW6D9SqUxDNeJnikVDM63spsiw/W3167QkvH1WaT7PAj8D6yEFMutfUxzcvz9f58f/9fY+MTk1PTM7Nz8wuLS8srq2sYEOi8gUEgsddpfa2x/YUM6tDTLMS2Rce5gMKxUiokDrLarD3We62NWn7H1lhI1LRI1FChRpBiBqSrvitGpyzs3nnG2gAaLQJ/ufrULteoGFnflvZ+c0Cgb/YqCk4rY+YEeZ/Jlqpa5GisajmOxu/TmEbJ4y9bAyQAQANTAhQCACihgakGQICiDnw11J72kXghsh6vbTYdNRkHNYRUVFnBqF3Xa1yGq7NOlclq/Kvhd5TYrhM6u10xcmaz5n1VpFWRPXHafzxCeWiaMmuZeW1P3f9PV6VNIdfeOy6gaOdM9jfVPYspZLJ4oJYr+XDojiOxl04c+2iggrC2nB7laca5DBEvxMlDwq2Km5sZvk/SaHLTzZVPCTlNi9Y9ntJE508jOyQnJg2xWLvH4yQFJq5Qc3v4+YEWLTucJh7MhtPUSEytcl46ovjb1HWLmc5u4xbfPxD7+S/zcwA=) format("woff2");
}
/* British Dyslexia Association (BDA) friendly theme:
- Deep warm cream background (rich dyslexia reading tint, prevents visual stress & glare)
- Soft dark charcoal/brown text for soft, gentle reading
- Distinct rounded font (Comic Neue & Nunito) with soft curves
- Generous line spacing (1.9), letter-spacing, and word-spacing
- Left-aligned text (never justified) with comfortable line lengths (60-70 chars)
*/
:root {
--bg-cream: #f6ebd2; /* Rich, warm dyslexia cream */
--card-bg: #fffbf0; /* Soft lighter cream card */
--card-inner: #f1e0be; /* Slightly deeper cream container */
--border-warm: #dbc398; /* Warm golden-cream border */
--text-main: #2a2215; /* Deep soft espresso brown / charcoal */
--text-muted: #5e523e; /* Gentle muted brown */
--accent-blue: #0284c7; /* High-contrast accessible blue */
--accent-soft: #fed7aa; /* Soft warm highlight */
--accent-tag: #0369a1;
--success-green: #15803d;
--warning-red: #b91c1c;
}
* {
box-sizing: border-box;
margin: 0;
padding: 0;
}
body {
background-color: var(--bg-cream);
color: var(--text-main);
font-family: 'Comic Neue', 'Nunito', 'Comic Sans MS', 'Chalkboard SE', cursive, sans-serif;
font-size: 1.12rem;
line-height: 1.9;
letter-spacing: 0.03em;
word-spacing: 0.08em;
padding: 40px 20px 80px;
text-align: left;
}
.container {
max-width: 700px;
margin: 0 auto;
}
/* Top bar */
.top-bar {
display: flex;
justify-content: space-between;
align-items: center;
flex-wrap: wrap;
gap: 12px;
margin-bottom: 32px;
padding-bottom: 16px;
border-bottom: 2.5px solid var(--border-warm);
}
.tool-badge {
display: inline-block;
font-weight: 700;
font-size: 1rem;
color: var(--accent-tag);
background: #fed7aa;
padding: 6px 16px;
border-radius: 20px;
border: 1.5px solid #fbcfe8;
}
.btn-open {
display: inline-flex;
align-items: center;
gap: 8px;
padding: 10px 22px;
background: var(--accent-blue);
color: #ffffff;
text-decoration: none;
font-weight: 700;
font-size: 1rem;
border-radius: 14px;
transition: all 0.2s ease;
box-shadow: 0 3px 8px rgba(2, 132, 199, 0.25);
}
.btn-open:hover {
background: #0369a1;
transform: translateY(-1px);
}
/* Main Title Section */
.hero-header {
margin-bottom: 36px;
}
.hero-header h1 {
font-size: 2.3rem;
color: #1c1409;
font-weight: 700;
line-height: 1.35;
margin-bottom: 12px;
}
.hero-header p {
font-size: 1.18rem;
color: var(--text-muted);
line-height: 1.7;
}
/* Cards */
.guide-card {
background: var(--card-bg);
border: 2.5px solid var(--border-warm);
border-radius: 20px;
padding: 30px;
margin-bottom: 30px;
box-shadow: 0 4px 14px rgba(160, 130, 80, 0.12);
}
.guide-card h2 {
font-size: 1.45rem;
color: #1c1409;
font-weight: 700;
margin-bottom: 20px;
padding-bottom: 12px;
border-bottom: 2.5px solid var(--card-inner);
display: flex;
align-items: center;
gap: 10px;
}
/* Dyslexia-friendly steps */
.step-list {
list-style: none;
display: flex;
flex-direction: column;
gap: 18px;
}
.step-item {
display: flex;
align-items: flex-start;
gap: 14px;
}
.step-badge {
background: var(--accent-blue);
color: #ffffff;
font-weight: 700;
font-size: 0.95rem;
min-width: 32px;
height: 32px;
border-radius: 50%;
display: flex;
align-items: center;
justify-content: center;
flex-shrink: 0;
margin-top: 3px;
}
.step-body {
flex: 1;
font-size: 1.08rem;
}
.step-body strong {
color: #1c1409;
font-weight: 700;
}
/* Mode boxes */
.mode-card {
background: var(--card-inner);
border: 1.5px solid var(--border-warm);
border-radius: 16px;
padding: 22px 24px;
margin-top: 20px;
}
.mode-card h3 {
font-size: 1.25rem;
color: var(--accent-tag);
margin-bottom: 10px;
font-weight: 700;
}
.mode-card p {
color: var(--text-muted);
margin-bottom: 14px;
font-size: 1.05rem;
}
.mode-card ul {
list-style-type: disc;
padding-left: 24px;
display: flex;
flex-direction: column;
gap: 12px;
font-size: 1.05rem;
}
/* Control items */
.controls-grid {
display: grid;
grid-template-columns: repeat(auto-fit, minmax(200px, 1fr));
gap: 14px;
margin-top: 16px;
}
.control-box {
background: var(--card-inner);
border: 1.5px solid var(--border-warm);
border-radius: 14px;
padding: 16px 18px;
}
.control-box strong {
display: block;
color: var(--accent-tag);
font-size: 1rem;
font-weight: 700;
margin-bottom: 4px;
}
.control-box span {
font-size: 1.02rem;
color: var(--text-main);
}
/* Rules section */
.rules-list {
display: flex;
flex-direction: column;
gap: 16px;
margin-top: 16px;
}
.rule-item {
background: var(--card-inner);
border-left: 6px solid var(--accent-blue);
border-radius: 4px 14px 14px 4px;
padding: 18px 20px;
}
.rule-item.alert {
border-left-color: var(--warning-red);
background: #fde8e8;
}
.rule-item strong {
display: block;
color: #1c1409;
font-size: 1.12rem;
margin-bottom: 4px;
}
.rule-item p {
color: var(--text-muted);
font-size: 1.02rem;
margin: 0;
}
/* Code highlights */
code {
background: #f0debb;
color: #1c1409;
font-family: 'Comic Neue', monospace;
padding: 2px 8px;
border-radius: 6px;
font-size: 0.94em;
border: 1px solid #d8c298;
}
footer {
text-align: center;
color: var(--text-muted);
font-size: 0.98rem;
margin-top: 50px;
padding-top: 24px;
border-top: 2.5px solid var(--border-warm);
}
@page {
size: A4 portrait;
margin: 0; /* Full bleed: eliminates white page borders */
}
.print-page-spacer {
display: none;
}
@media print {
html, body {
-webkit-print-color-adjust: exact !important;
print-color-adjust: exact !important;
background-color: #f6ebd2 !important;
margin: 0 !important;
padding: 0 !important;
width: 100% !important;
}
.container {
max-width: 100% !important;
padding: 8mm 14mm 8mm 14mm !important;
box-sizing: border-box !important;
}
.print-page-spacer {
display: block !important;
page-break-before: always !important;
break-before: page !important;
height: 16mm !important; /* Generous top border for pages 2 and 3 */
width: 100% !important;
}
.top-bar {
margin-bottom: 10px !important;
padding-bottom: 6px !important;
}
.top-bar .btn-open {
display: none !important;
}
.hero-header {
margin-bottom: 12px !important;
}
.hero-header h1 {
font-size: 1.85rem !important;
margin-bottom: 4px !important;
}
.hero-header p {
font-size: 0.98rem !important;
}
.guide-card {
box-shadow: none !important;
margin-bottom: 10px !important;
padding: 12px 16px !important;
border-width: 2px !important;
border-radius: 14px !important;
}
.guide-card h2 {
font-size: 1.18rem !important;
margin-bottom: 8px !important;
padding-bottom: 5px !important;
}
.controls-grid {
gap: 8px !important;
margin-top: 6px !important;
}
.control-box {
padding: 8px 10px !important;
}
.mode-card {
page-break-inside: avoid !important;
break-inside: avoid !important;
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<body>
<div class="container">
<!-- Top bar -->
<div class="top-bar">
<span class="tool-badge">maths-net-tool</span>
<a href="maths-net-tool.html" class="btn-open">Open maths-net-tool ➔</a>
</div>
<!-- Title & Introduction -->
<div class="hero-header">
<h1>maths-net-tool</h1>
<p>A simple, dyslexia-friendly guide to help learners explore, fold, and understand 3D shapes and 2D nets.</p>
</div>
<!-- 1. Quick Start -->
<div class="guide-card">
<h2>1. How to Open maths-net-tool</h2>
<ul class="step-list">
<li class="step-item">
<div class="step-badge">1</div>
<div class="step-body">
<strong>Open the file:</strong> Double-click <code>maths-net-tool.html</code> or <code>index.html</code> in your web browser.
</div>
</li>
<li class="step-item">
<div class="step-badge">2</div>
<div class="step-body">
<strong>No internet needed:</strong> <code>maths-net-tool</code> runs completely offline on your computer, tablet, or interactive school whiteboard.
</div>
</li>
</ul>
</div>
<!-- 2. Controls -->
<div class="guide-card">
<h2>2. Moving & Folding in 3D</h2>
<p style="color:var(--text-muted); margin-bottom:12px;">You can look at any shape from any angle using your mouse or fingers:</p>
<div class="controls-grid">
<div class="control-box">
<strong>Rotate View</strong>
<span>Click and drag (or 1 finger)</span>
</div>
<div class="control-box">
<strong>Move / Pan</strong>
<span>Right-click and drag (or 2 fingers)</span>
</div>
<div class="control-box">
<strong>Zoom In / Out</strong>
<span>Mouse scroll wheel (or pinch)</span>
</div>
<div class="control-box">
<strong>Fold the Net</strong>
<span>Drag the Fold Progress slider</span>
</div>
<div class="control-box">
<strong>Animate Folding</strong>
<span>Click ▶ Play or ⏸ Pause</span>
</div>
<div class="control-box">
<strong>Automatic Pause</strong>
<span>Pauses when you switch tabs</span>
</div>
</div>
</div>
<!-- 3. The 3 Main Workspaces -->
<div class="print-page-spacer"></div>
<div class="guide-card" id="section-workspaces">
<h2>3. The Three Workspaces in maths-net-tool</h2>
<p style="color:var(--text-muted);">Use the buttons at the top to choose what you want to do:</p>
<!-- Mode 1 -->
<div class="mode-card">
<h3>🔍 Mode 1: Explore Shapes</h3>
<p>Look at 15 different 3D shapes and nets to see how they fold.</p>
<ul>
<li><strong>Pick a shape</strong> from the list on the left (Cubes, Prisms, Pyramids, or Invalid nets).</li>
<li><strong>Fold it:</strong> Move the slider or click <strong>▶ Play</strong> to watch the 2D net wrap into a 3D solid.</li>
<li><strong>Check properties:</strong> Read the count of faces, edges, and vertices.</li>
<li><strong>Error check:</strong> If a net is invalid, overlapping faces turn bright red so you can clearly see the mistake.</li>
</ul>
</div>
<!-- Mode 2 -->
<div class="mode-card">
<h3>✏️ Mode 2: Draw a Net</h3>
<p>Design your own net on a grid and test if it makes a cube.</p>
<ul>
<li><strong>Click squares</strong> on the 7×7 grid board to place exactly 6 squares.</li>
<li>Click <strong>Test Fold into 3D Cube</strong> to see your net in 3D.</li>
<li><strong>Check your net:</strong> If valid, it folds into a cube. If invalid, the colliding faces turn red!</li>
</ul>
</div>
<!-- Mode 3 -->
<div class="mode-card">
<h3>🧩 Mode 3: Shape Matcher</h3>
<p>A puzzle game where you build a net for a target solid.</p>
<ul>
<li><strong>Choose a shape</strong> using the <strong>‹</strong> and <strong>›</strong> arrows.</li>
<li><strong>Add faces:</strong> Click faces in the tray or drag them onto the workbench.</li>
<li><strong>Snap edges:</strong> Drag faces close together and they snap together along matching edges.</li>
<li><strong>Need help?</strong> Click <strong>💡 Clue</strong> to see valid net layouts.</li>
<li><strong>Fold:</strong> Switch to <strong>3D Fold View</strong> and press <strong>▶ Play</strong>!</li>
</ul>
</div>
</div>
<!-- 4. Extra Exam Tools -->
<div class="print-page-spacer"></div>
<div class="guide-card" id="section-exam-tools">
<h2>4. Helpful Exam Tools in maths-net-tool</h2>
<ul class="step-list">
<li class="step-item">
<div class="step-badge">🎯</div>
<div class="step-body">
<strong>Opposite Faces Quiz:</strong> Practice working out which face is opposite another without folding. This is a common Functional Skills exam question.
</div>
</li>
<li class="step-item">
<div class="step-badge">📊</div>
<div class="step-body">
<strong>Surface Area Calculator:</strong> Type in your measurements (length, width, height) to see how the area of each face adds up to the total surface area.
</div>
</li>
<li class="step-item">
<div class="step-badge">🖨️</div>
<div class="step-body">
<strong>Print Net Templates:</strong> Create clean A4 printouts (1 or 2 nets per page) with no black borders, ready to cut out and fold in class.
</div>
</li>
</ul>
</div>
<!-- 5. Exam Rules -->
<div class="guide-card">
<h2>5. Four Key Rules for Maths Exams</h2>
<p style="color:var(--text-muted); margin-bottom:12px;">Remember these rules when deciding if a net will fold into a shape:</p>
<div class="rules-list">
<div class="rule-item">
<strong>Rule 1: Count the Faces</strong>
<p>A cube must have 6 faces. A triangular prism has 5 faces. A square-based pyramid has 5 faces. A tetrahedron has 4 faces.</p>
</div>
<div class="rule-item alert">
<strong>Rule 2: No 2×2 Blocks</strong>
<p>If you see 4 squares forming a 2×2 square, they will always overlap and can never fold into a cube.</p>
</div>
<div class="rule-item">
<strong>Rule 3: Opposite Faces Never Touch</strong>
<p>Faces that are opposite each other in 3D never share an edge on the flat net. There is always at least one face between them.</p>
</div>
<div class="rule-item">
<strong>Rule 4: The 1-4-1 Cross Pattern</strong>
<p>A row of 4 faces with 1 face on each side will always fold into a valid cube or cuboid.</p>
</div>
</div>
</div>
<footer>
<p><strong>maths-net-tool</strong> • Designed by <strong>IAMGREATER</strong> for Functional Skills Maths Learners and Teachers.</p>
</footer>
</div>
</body>
</html>