<snapdata remixID="13864753"><project name="Unit 2 Lab 3 Predicates" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Unit 2 Lab 3 Predicates"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="number 2" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="%&apos;Number&apos; IsBetween %&apos;x&apos; and %&apos;y&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="Number"/><block var="y"/></list></block><block s="reportVariadicLessThan"><list><block var="Number"/><block var="x"/></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;number 1&apos; divisible by %&apos;number 2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="number 1"/><block var="number 2"/></block><l>0</l></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="is even" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="even? %&apos;number&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="number"/><l>2</l></block><l>1</l></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block-definition><block-definition s="multiply %value" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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1aapC+LsAn2RQ9u4AphzxIuKsJ6m6zvV1g8xNg1p8gvUXAEid9fIWQWTrqTTr30HN4SZnPOtjNOA+h88vMMhUOYpd1ZnIB66ZQ25PAHtKQlnJMQfWKk7J/aDHd0P2uckNxJL9QUfiMQs0KehkuMCsEgoKLRCQBUIH3IQhS8kjvZMJ+EkdZKo/5dB3ctCniSZUH/JDE6zfocJPMviaNGV/FJTyCY6+ApDUXpe1YBK8vOiY4JhRQB2LV/blZRp462nU86YXGWqfBOsCTnJ4I2M9jnmfwY9p0OZawEP1Tsn+oCPpVQLOTiFzx4qY8+DR/mG3EWSB0AE3uJlx1gUF6UYqXQG6NH4DoOMNMmc2OM0KOUyIJd7FakIVt7binMYalM0EZZQ4628SsGGF+0Vkw3aFBpIc25rBz6jZzwy6NU2Z7zWyztJJs/85B3rJZQBfiyL2Ne0OYPVG5DuMyUsCmUCYarDuK52Svybz4ync/10LfF4hkW6TOnMtZOCyEDoyoB0JxQwbC4QO2OdWHcAHrLIy+iW7+YdusTcBS9DA1+fR99Pp9KCQBoTNhwWSrOsMqI52USfeWS9I4vkE65IEt265ar3IrdtO/OsE678BcFK5DvL9iQC7TyNTksR8N+fs8aKY3xpkngQGxTF2BwJ/BWApw9qTgW0ICOp58D7AfQBtUEf5pa2AjjyEx2zViY5vMtDJoL5+4K6/UuYV34YMB4QWaLEFgvrBtVjNoSF+PMf2F8cKYDM3jRh4SUPk2BTNcorvDY2FDHEtEqxfCeD/FDXvNMgM9Go1wbokGCknQWuNdpbnlFCz+BWq5mhuHO2LQUnoPQ7xYCsPbZ8ZNFtgLSuaDYIhgCd7MngfKiV4rdbCr4rkQpxpkPlykHMkOXoMg36nJEIu6oe28z00+/Ug5wplhRZo1gKhA/ZgQcnI7YN1JQFH1cBqFlCMX68O6+fDGfrRgzla3iXBuiRBbVk50WcsRUEpEGf9E1KyrPNYZZUZNGNpUHN4kZNk/ScMXKr21cDxaZQVvGffzb7eFgztCphKAv75Iazdeqinv6ZQ+5QMWJLg9VUCxDlLuCWoZ8ZCgIR5S9igBO1sXooykoXdUEvymG0tdF5J4ANdBJxrkDm5IeHhoNACLbJAUD+mFqk3+GKTHI0zcG2d6zSJ432/lQAOg2+J9mgwnsd+WYOlXr329mLUujNp5kdBapFgvU+Nv76BxV3z2gznOZEndvVh4fOF2mAlIQwvLIK1Q11n6WKUBOuCE32++rEN4XixX1sKWxegCQtU0SlzKfN6Vb9yXPrLC6ywXs0jUA+Qn9eBdZ7zgvaW5LHbWrAeU1+mlHkeLeRiiN5hCy0wZCwQOmCXrbCTWa4uPBRqcc72MfhX6+GjC0YaBvNgfUMTHD0boPPK52fw39OUPShonRKsCzRj+W+ADTKDqqn1pW6Co98scA3/2WHQSQaZgh/tu03k7bpyWF9ARSqoHAsO+NMIaPtpDcZF/UFH+la7fICciOcR+HELkbuc6oFFl1HovR+AXJnXbJ3QNp0SXkPXM1P4eRstEDpgB2MnuPsIQBOw/1o8r48QrGNT1COn37AFZIEExx4DWLJ0lzcGn5imrMT1Amt2prWcgMtbn0GmyiwU2Jz1BCVZf4CBfZR+C3sxaotGT//jObqPBhIHpf7WZxlkHlBPJ/XzBMcSDP5l7ex/GcUfl7KjabsAT8kZBl23GHlj4FYgztHfEkhgXz00+olBmcs9dAy7hBZoiwVCB1xm5jiP2ZjQcV0BDejgGtZfBtDZnVjz116ux9qyiyNkkgmsb2oBVSQLGqyNG62LdTPNOB63cgRLllQ6eixJk/m5wTJnCZ6RH1SdZbPMRnHWryfgB9Xrou8alPmTl/X6gY4k8E15dJw3UM41jqPba6C9Cbw3SsxW23mZ070Pvw2QwL3KtbUTLKm8WEkWvXprEl5DN2f4cHTAFggdcPFlvZg1ejwDlwD4fI0f/n0W+Njp1PNSwPsQiitiP8eOJ7C8AJW3ljw07XimCrP4oUFmrVuPlu9TgnW5hlbDHr159G/bKE64rJWhPVfNNMTv5ZD7Ui2AGIGOtJC/qIAbHRh0ZCmpMb8XgSSeLP+IUw4qltxbgNHcPwJ+3elljmDtGN5atfxrHE7g0QIrvAMez91baqA/APS1Gjb7mGH9NI2e60OEHo/frAa6JTg6q5q6kc8xKFuVSNSA+IohE3m/dXLofFeR865B5nrNym5mfInCskOALNSr8LsNMr/VqGy3GDMBf0yReYwqt5QDkZ8E8P8CWKnOvE1DR8opOQJtL8CSU7I45YZOyQSckSJT6vThxHZFwM9TZDrRQTZq2nBcaIGGLbDCOmAhSc/hg/8rYB7Iw73WA+ZvGqzjg74CbXjHRuhA+5T2NgGjy5fI0HZqBRj/Iaxv2AGocI9vGmRuPNgmjnPsEgL/VNGDGbx3IRlNKBQbagnW/+ZwLcsEjE2RaYpQf9CR/CqBz06hJ3DoyIP4oFVH49OoBexPoP+pk49Rbg9JjEzJTQqB9i8AcZypGCssR2ro2xMOaoUFVkgHnOTuHRiakCfUKkv4gGCdnKIewdYNW4st4HJCe9kgU6kHDkaRBHdvBmgK9SO/alD2i8HM0LgUcT6j0CsAFRVQnAQ8mCJTkKsaanaMXWAjKximCtjRL3Zi2S79WPmbDJYM9CEFHXkUd49ejMi3LOAEKlIzemuS7a2+0BXi66ED9ma+sFcbLLBCOWDJfH0Hq5+tgScB6Kph37sJHSel6F71irINWxLsFAmO7lYAzj/QAtdab7CT+pTGYItAAqAg+Nrl7SqDTBURy6d05+42UIWwIZW3Fw0yvxTIBE0KSbAu8JQCU6m05gBJkhw9hUFXOKgn3/UKWE6HPi2BjvRjqgRHYwUO4dl+xih9QwfchPHCocFaYIVxwIXrt68IeQKAHdxNyG/LW/b0BtGHgt2axqSN4+61NSCmQRvLwP4AAqPva0yjpkY9xcB8Al5n4DULeC0CvLYuFr/ebN11KeZIagnZMwaZOzalcUCDhV96dWhyWq2gS2Twq11Ye5spNEUtofI0cyn08v5jdagzq90+cJfET4OGjvSkdFmnJHd/j6Hd7HdcWf8XhPjBwip3tBvxrAmdw6Ej1AIj3gHL9dUi0IUA/biAChRx2Udm4OYuaKdModmLh9Ney/o+RGRfDTzgcHcdTvo3qKsAaPxXnDKBX2PQ64D1H/n/CKzXOpD7zxSau6yWbCfELQaeSJM5ZOw3gaPjLVBaXQeBT0tR1ukU68mc4zk6XgMZHmEl72PwpGZiz56U8tgpyfoUh4xsWYvUHU90uHJ2kyy/89vy4OtmUFZedMIWWqDtFhjRDjjBY7sB64ZqXOEKO//HAh03nTKz2m79RiZk0CHQv9wBHmtnDEtMsF6WaiMzDecxDOA9AK+JU9YAcc5yiv6PBn6dwa8Bmpws1YSmRwwyPccY22GgBOtSz6orcy0i0JZ+sZMP5L3XHI2VTqUS+1LNsh8B0dBg/SxFPfe0Y51e5tiNd+vcGKu+D1BFqaAFOkB+v0JsUdjjowDrBID85A4IUMm1nVhraqM3C170D/uEFqh+mR6BNhnP+3xeQ9dlAAn4gNtLhpyirlmKjjPupXsrABmGmkkO4bGbdID3B6z9AYpV8+QONY2HhT5CuLCyoumzeeSP6kDutRQ9NCTi/xNY3zUPPO5AFXi1QebJXizdzd2jVweOZ2g/q64FrpZggc8fhQUXBEn96EXPen2SHNufwfdW9uOP38BHa1Xgdxfr+mNjGXwBAAk9eWz8HoFuItD1jcJ0epwo7BZaoGiBEXcCLtT+HYQiZSBt5LbHDDwv5AlpMh8ait8Dm31Jp89OuRVxQJ86LyIgy4Aw4wzFtgWAI4aaYpJBC7Cgcr1GwGsAvWFB++t0mv1Eu3WNc+wWAh+pzJsj0A4pyrxYS58468lCwuFF9aEjP5NCwMUpMn/W7nXWmy/O0asIVPHSwcBf0mROdBqbYF3Yj5yQsupNZYmj1xC5rgNr3BMi3tUzV/h5oxYYMQ64dP3Ev67zMO+XBIw+jJo8k2b2Nmq0oMeVsrNX21sDjWVYUvcowPJu8ep60/cx8DABs/KwZo/GOo8N5QeI80OSZ+dhnamhY9MCUMSmAG/KgP3fRS7mVvLU1rRvIbHtQQ24pQPa3e3KF5jA3RtZoBcBUkINnDYom3BSOM76Vwl8cSFjuJGypYWdWLZJvTh6vS9i0J8nOPoKFMYognVUinpu8eGAFxRuvtYB4JV0400G38Do+MMAtGbQ6wrlrbgWGBEO2K4hFeaiWmUUT2jAsdPIVKnuBmX3D+Xo9vkiUACPpRIKV6MYxBLvlCSS2RZ49qfo7BnqV+rlBk9w7AmAd6ncBDrWoIxkrDs2Ae2wENkEsDbTQOKYN7GAzUrOuviPPGBb+t22a0xTksjTibXubfVLTpyjF1I1qAQs4GvTyZwzYKhSeZV1EUCHevhiz9SgXWPBkiSmDqX/yQaZ8psaEs2u3X9aUSafh7X+DOpZ6MMBn6uBbmXwcQw+BiD5rnhp/QClCfh9CpnZISKeF5OFfepZoKUPqXqTN/t5nGPbld7ycUgNWb0An7sIfGmjvKrN6injJ/B+G1joHItSaZDEcb/QhNz/AiywjRkNudnT6P63m5A1aENt2MVXVAX6gY3uIfOtRhWbyHuv1I/OzfLQ7FOztlmBIGATLjlrcdBie68nIC9qLGDQrRasW1qVUSsIVf3Q/s3A+opC8wyYe4xHbF0CTyLgBA9JeY8B2ukGze4RWS5Xu68vhrXFYP5mytcZZ13WVoSYHGhyG5GuAUzicgW9vA7Y5mE+jEBis/28bHSpD78EaNcRcLPfRDjvc4Q9VwQLDFsHfAiP2aoDHfNqkScIclA/rGNnUI/EfNvaDuADVhmNXHfpWlng9IrYto3a+xMG30eg2XnwrFY95NtqoBJWrxPYxEMGmSolX6CqCU9uPzb4AYNVnl05SX1UqBcXOMrOBiedz+BbLPAdbiezBuViPOs/0IDrq8fzNBvLfK3asvlVBn6eRvbO8hPcIbzPJh0YJchb6in4SIPM2xrVN8hxCdaFJaoCqKVwC/GzNJnyAu7Y6jng8kF2Xbg44u96DXHYtyBSFnXdUM0nCXIPQlnBW6BRhxC8Jj4kTubJ2pO4LwNQt8swyXD9mQHzGpDc0rW+CcDBp3hvj4gNgEElhpdG0af6Gfw4QZsl18rrY/HcZoEnWm8B/zMkWTcZiFaO5DMNyv7SvzR/IxIcOwJg1bncZpBZTHaSuGs/aNPCdaVAU+6MEhuQH1CTHAMzAdz8JhbfU5Gl60/V5b3t7/1TANUAk3EUvhCgS5cico1beMIp0UtKkdIwdxzs61YBl4lAe0fNi8iDd6j1MurHAQ9YTWgqNSw53L5J2M3rVkmSYyHD/DoLvX+aTg9+7HVc2G/FtsCwdMAJ1oVA4ecuWzcLsI4zqKeKVzborZZr5Tw6jtZAu9uOZPUm5vi3XCszaHYXNLNdCT5N6NvU0G/wvmt0okseqhUvKRHwDlPbAIyQ5OgxXOKULWt8k0HZ7zsujEHjEevWStnI4oz9xOzfB3CnXFFPp57HmzGccymOq8SlDLqmD32XzqT7pS7atdnhHEEGq3gmFJDIxqfJnNGMzs2OdUa/qo/b3YgDLtd1Asf2EGQ8gL/tULLmtqxPCCz48demKPtUs2sPx49sCww7Bxzn6IEEElYXNYbXB1g/NKjHNXknyK20H4RTvF5XOcy9EOAMoM3qB826h2a/HqR+Q11WnKOHE6iC6ELKw9JkbtsO3Z24h+2rRKHfq9nklBTBEkly+h5KJ3g/8eRnCXxzHn23T6cH/1tvrvLPE9y9C6DJlesB9cYxcFcEdJafetYk62lxuMpLyQMGZX3ER+tp5v9zJ/QrBv8mTVlBt3NtzTrgAcElpq7IkQSWK2rP308GP6xBu2415P98M/V86n/l4YiRboFh5YBtCrknHYAo8gzr62nqaQak3dNel0ANNLkilXpEzw9eO16QFQzhAAAgAElEQVQ0R5xuP2j2PTCfGOyrPU8LblEn54cqLkuTqdLwtUQDl/izZ3CLAaXiPGZjQuQIgI5ScZvrKJ5n8GwC3bIIVqqnxgPaLkM6FyA5fatxWnWa+wCcbpD5qF/DJTm2N4OrauMJ9NUUZeb6lRdE/3roV+1wwJUvQYKulxekrQk+8gQ+AHC7Bes306nnpSDsEsoYGRYYNg5YwOnXgNbDQFWCTjkJdyu3RfCDCdZtBGzvcZ4nCLjXgjW7DyvdP5Rqjz3q35JuB/FBo0ahV5CmKuAQCdZ+Kep5oCWTKkKTHD2VQZcrf77cIPMnjc4vDswCH0nAtwCs4VUOlxK//gzQbWlkHhh4MfMDHSlziZw+jFq3me9ZgW3ofrV2mIHpaTLjXtcTZD/P6FcOkwZ1AnZaz0Teb50cOo4F6LhCnF9q0+s2Aj61YI1rx0GhrjJhhyFhgWHjgOOsX0pA1cORwX9PI3twK0+TkvzyBOb8lADhSq2VWCWoSbPE4VpAJugs2CHxjQlAiRJaGSSMUN4WLIK1kVvZi2QuL8ZGnZ1Y2tWFlTsJfV05dHUScl0RcGceHZ2EfJeGSGc/rC4N3AlQ8d95aMV/U/G/5W/FDGe5xq0oX2PgV2kyz2h2iVLe0o/34xboewQWmsV6p9byKSUbWV7y+gH8yKHsqKZ6BczrY9Jk/rHRNdhEDSoBBDNohzRlnm1UbqPj/KJflc/TSgc8MM9khvYEol+3S5kO9gCgk2fQOWlkftnKZ1aj9g7HtdcCw8IBx1kfR4A8FBR9+Y1OdO0yhf4hVzwtaeP4gM0jyN1aB1HobgJftKIlXRzE+60zGh1ftYCdCeggUJcFdBFQdHYWqPjf8tIi/xZOYgLJ/wu0pnpqEDxuSRSSF5ziGPvfozw81ALb+xIJAeYWQhoPMyJzm3U64zm2XgTWd0rOGDsFpiiwmIG3VYhJycZNkylZ2421Io6y/jQrtzxS55ymjMS829r8ol+12wGXz1fCbLd+APD3AdqgjqH+lkPfEX+lBz5sq0HDyYaUBYa8A57A+qYWIHFfNcNYyjy6W1l/l2T9aC6RortlvH4I8AkGZe8eUrvaAmWkrnkl5HelIri9JVCZX1FhAVsw7VAQuZjBcwn0MIC5vRj18EyaKVfGvpskUVnQvqcBh9dBbaslO8fgmxgd5wG5L2jQhNu3ohG4O0VZiQU31BKsSy3srcrgfkb/F9M0542GhDYwKMHR3QBSs8Zrol8NpgMemFvi1hth9TiBJaFPZbIqV/E1DTRxGmWq9rABc4VDhqEFhrQDlmvHHNabA9CeDrY9xSBTsJ8Db6W6w8gfAK4V95rVDxzdDGJT4IoHJLBE2v7ejgTNdrT4in0iahSfOiDNhoSYIvQnAQ/nwXMjiMxNYfbzfq4TJZ9hNWgHacCRdtaxn3rxBQDdVCppyr7gBFABYJpBphcoSkeD2vq9LBCf5R28ZB4HuUNxjp1ZuEm5sFKH2uhXQ8EBl+swnrt3J9CvCeQGLtMH4P8MMq8N0nahrOFhgSHtgBOsy+lT0JKURmmDMo4g9M2aPcmxQxj8h0Id33ousoTo/XQb5EMexsO+TeDYFxlFJ7sHYMnJVkjpVaq+Yb/OFi5gkZyOhV+4wE37UA5dj9Q7JcvVtA/oSDfVhc9YIDslI7e85QFry2Zq4Z2yxBlYItjb7YJfjLN+PQFCKVrW6HyDMud42ct2xIC96CEvNKuDhBjjFDc0PCkbW4aOY4cTjruXtYd9altgyDrg8RydoIGmquoz+NUuRL4cNFBF6Yq1/8rqH3yFBvPysI4YDGjLoL7IErftQscehVpq4Ukd+KcOhGFQszclJw9AGKxyAOTUsPzfDPQROAeQMEHlNKD4bwbnNPtvMqb0GfcxSMIXQuf3bYDrxeoaUVpezJ5hQBzkQxr6H05hTvGULFzVhNEnEfg0AGs2ItzbGLrCoIzM0VATPO0cVpLa9LUrBfA5BmUFCKflLcG6kExU1CAXYtwTCjFuIcGo24aKAx5QNMGxBMA3u2EHlPIP+iemaM5zdRcXdhgRFhiSDng8d2+pgeYD9HnFyr2FDON9m0UTUnfOrn+UmNeWLrsqNIYXv4nF5wYBKdiub85A3BawdhdoTDnhFupONw94fsFPfgygJwHrY0DrA7jPAnIR29lZoFwEVp8F3oCgqfjLeasYJ+MFjM6+TvTlGF19fViay2HlvtXwZq5VxPAJjt4MkJpY9BjAzwIkMIQCuhDUtbvkC8wDSDDBaxJxMLCwQB5xE0DST063jdxGLOqEtfEU6vmk0f1OcPRsgCTzv7y1jaowwbpQB1YwnFmwtvJaSzvUHLAYsfRsi0ypZgArmVhuGRh07HTK3NXovoXjho8FhpwDtoEuBHhdrkHV9sMgYyWlZInVflGozxPycbcH7UsEOnKwgAi8fpXaFLddCrDQOT5K0B4j4FE/SEtxjp5CoCsq18SDhrRUeMBLkszvFBvPM8jcXf4mHNNW8eWF9raJAMQpt/DUiiroyNKJedRhVELdGuOT0OMFBv+eod0xnTLizHw1m2NbTsHqC0DLqQptqFK1uqGvE2ut7JX6McHRPwCkQouebZB5gS9DBNy59IyLXIMiHaJzI/A1HVhwaqtePgNeUiiuQQsMOQfsHPcpru5ug0wBOAikHcrd2+Sh/QmAK+A6AzcsQ8cpQzEu04a4bT8BUvcpiEqPAvxoB9Z+xuvDz2mTEqwL/Z1wH5c1mmRQ5pJANtWnEAFW0WCp/NC9nbDWdjo5yktOLz7YnsC7EfhrDJKbhW0CPCUvjyUzrAcJeNygHvlbsSW4ezOAvmuf2rfwsVwh9/iHBrqlA2ulp9AUucL31AaLqjDJX9ubEVFRuZ41yPQKgiM0i5K9LqQoyxuBEynKqnXOnmwRdKcE60cxcG2BZnG0i+xH+4Bv/o3M14KeO5Q3NCwwpBxwgvX/KdSI3uFgmhc7Ye3WzHXacpkMSkD/UYEzVTB1V3LZhgUEOjZFmXuGxjYVqfvkgStwh/LCINnJSmyuOU0ltk7AYww8DGiPW1h53gyaIaxSgTRBdVoJKwn6VcVNA4O2b7bWtlEFS8kx2mL1hKeS3NeSL6fEPPJ7aND2YrBkuu5GIM8oWHV0txh4hkrMWHMs4LE0MkKtyXHE9kWJGOKbpCCK1ZEpdad35WHdOoN6pLSqZhssqkJxTgX2qQpAEQZSaTLVhDNX/ROsy95WoK1psDaeRj1v1lt3uz5PcnTnAsjJX9zDX/whQTs8RZm/t0uncJ72WWDIOOAkj9mW0SH1cKsoy19G4L2DALmwsaTlR72/u4kpnUdeOIQltjkkWoKjxwEkJVduLwx+9RR2HkkQeozBj1rgR1u93jhHjxTc43JFi3R3ZPql1vO71pr9k6zfx6Wr3eWtEIf7aZrMy/xONJEPXDOH/p8ALCQBjcRtvUwp17KPcKku+aEI+v5lobO7dCpm+V57xicH8KIkBTHyf6pV3zsYVIVx1n9ph4bKbEK/NChzphcjlfCzNbVm+SODzNW8jG9nn4P4oFVHoVd+G26VHRaBf7UzsmdPbhO9ajvXvyLPNSQcsM0uIw+UHdXNaBZab0BegqPfBOi6Ghi9nxBwcqoJGL+gv0j227HUB0oMstHWVNy20UnVcQnWJaO94vQSFPRjMzrGOXoJgSoIIAhIpXyctOyY3vEAC4ylW/nagJqC+CUZ3RUnsybWYJ+SBbBC4DeLhPJ+m3BmZwHckscqU9WbDzeqQgKNa9UtUZz1aQQklYUcbZApWcR1m82app4a5xpkfrXu4EHqYOdISDjGBbqUZ/ei//B61JKDpH44bQMWGBIOuHC9KsToRzjov5wgvYG1FYeM4zGbR9Ah180T3WXwA3nkj5xBc15tdJ4gx0nijYZRkn0qV+V+cIQDj9sGsS47sU5gJisQxYRYo5VIZl50T3J0AivlboWXvtcLeMqbehkfZz1JgLBjfalOf4nlXgVYv94FPR/NR2yHCCzhkR4DkIQUJJbs5/TqRb1G+siL6JQ86LbpyPQMAIy0m6owwbrkH1RQ/+Vh7e3l2lwW7Uy2wTcalD22EaO0a0ySx+4LWHcV8k82dJqTgbc0WN9uF2lJu9a9os4z6A44wd3fBzQBvlDb051YtucUmivAFw01G8ZSoOzc4qVSD3rOlzHmksk0WU4Bg97sk/qV9UpVSoqyvDA8CmgSu310GSLzh2LC2HiOfkMDqfH0/y6Ctakb+UK7NsIOSzjEBK3NawFZxFmXk9QlBfINN4SjgSVI/fFNjMj502mWK//vgXzgmishJ4hve6IYSybJxFbhV9tlloF5XmPQ3RHgukKy0HrtoiosZfS/L/kHCkKYtUZ5UlotYzhlQEvtdYqyShZ+u01afz6p1R+FzjsBxFx6S437pDRl5TkRtmFsgUF1wHLFaoEedsgCXELo36PZgvQ4x/5E4O+4vEn+i6F9dzrNfmIo7N8hPGarDnRejRJ7jmPjYpkg3wHQVAvW/a2O2wZlF+fMdr7FoKwk2gx6S3D0dYA2LleEwIemKDtNVS7Jsa0ZLCdeL8lAfyNYk1LU84zvRTK08YjtoBUT7nhfccwFtKRtqIqQxLfkRgYsLaE4WZKBLbosb62gKiz9FjpeVBR9t1CCWO96f/kQpwxoBn89Tdl/NGKAdo+Rl5B+LDyPQVIi6XYzYljoPXI6Pfhxu/UL5wvGAoPmgO1rVjmdCjOO2g43yJQ3wIbbONb1CJBxECAn3d8sgnVGLRL0hif2ObDEjdt3FsCnAxDmH8cmLDcM/uF0ykqN9LBqCdbfUWOjFviQ6ZT961BYSIJ1IdNQQxQV3MACHamBf8bACTXKRgaW8yhgTTKoR8qummpJ7t7BAo0naJ8T1C4bTGUrgP3gRzelQ9lgCSOsowgLnKowzt2HEbQpyjz3G2RWJMvVWtRwyID2silJjn2dYclLt1tm/UsEPiyIJFUv+oR9grXAoDlgl4eeHPFuSJMpJNcNNxtG7+kCr6pSK8nLCFo8RZlZDQsPcOB4jn1dAwsyVK2azk8YfM5i8NWDfV3byNLHcfdeEWiCk1zePuqEtWEgZWWNKKWMibP+EwIurfxzCSDEJ3TkKww+O43snX7IGdQlSMkZARMLWeLyUuAESBPAqoMTETRVoRMCl5/nwnDKgPayC3YoTV4SBTq2qjHwKQH/6zVBzcucYZ/2WGBQHHCSu0/kakhCWfH8RbD2afZkmuTYueK0qk1IxxuUub49pnWfRR4QDO3KQo3nYXV0mdIJnDKFTAHcH5YtwbGL7Ozg5fq34tqyGeNM4Og+FuiBchkCCSgsNVT8HlVeTzvM9R7Aly1F5zWNxuDF6YrDLYCffBPAl5tZzyCM7WdYR3QB902hHrntaKo1CyE5HDOg6xnMZoa7EqAfuvflmxaBT2z2+VlPl/Dz4CzQdgcs9FwaNLlGVa7Q+GMLvKtXnFc3E4zn6Jc00FPqdS4Dc9JkKihMwRnSiyQBflgDdDKDzq3BMSyiXrZAP5o+AorvE6z/q4BiJvjHZY2+a1BGUMiGRLNvTAS0Qcp4/DTB7f1dH/oubaQ0ZJg7XTc7SaLZPAY/weDbGvk9N+uAh2sGtJcv3niOfZvAfyjc2Kh4CfZwwWTnwwwyX/YiL+wzuBZoqwOeyGNX60P+CSdCAAt86HSHpBe/5omzfh8pwArComOBdxb+VL/yguo/nqP7aCCp6a2qdR6YowA88CmDLu1F14UzaaYw/wzrZtcxP6ksImeBNm4Em7iVxkhwVAglihjQHpqwHd2lgX7uBwtb5AoYP0E71D7ptvJ6WWqNRU+1jO0DBh6gEuh/jmB9EaCdAajEJx7MULuLXI1q4BNTlL3Jj7BmHfBwzoD2Yqckj93WgjWlUC7mBsu5GKCjDMoYXuSFfQbPAm11wAmOGS4k91cbZJ7crBkSHDuukKjye1UOgc5LUeYXzcpvZPw47l47ArqYQUfXyWC9tx/9P7qH5vy7kXmG4pg46xcQcFa5bgTMSQ3yTYRqKztmKA8rV1zwz8ZwDyD41aZgZHtqAcR05xNYQCXet6AtKTlPXlJI3FuqgZfk0bEEyC/tAC/pRf8SC59fKi9wSY4ew6AbFSX7+mBt+jflqngcR7fXQHsX5tkLJfIJ5dbC01LdOs3UYB3nFQKyWQc83DOgvVjapk+Vk/C3XfpLxcSVi8CThmPuiBcbjIQ+bXPAzkw4YkJ+pBMLxjTL+mFnqUrilZql+XInlu3YTD1xQxtdxJyOHQOwINu4MuhIYT2BTzUoK0kWI6bZOMtS8qErixKs71sIvFIe2krybxT/oZXlWk04fCPQZk2jjMCStrQJdGQfcqcS+GQH6kt17mcs8M+8Zm6XXS83mkg1n4G7CfhLo9eJpQz7T98ASPlN1Ce1F3jE0egbw0DUxpxuFnt8MQOnFABOKvCdnTa4WQc8UjKgvXz54xz9IYGkHtglK54f6Ef+mJH0Yu/FLsOlT1scsIAWECAlGWqMbZEG7DItALaPBOvyw66qK80DsRlkmu3cEI8Qkv0FgJDfdsI6e6hkA5fbKMkH7GAhN55AK4ljtIo41Lyy/H8Jk7roNIv/XeBKlj7Fzwf+FgBDkOBVPySsQBrw4IfA40Ell/iEjpSY5gWdeOfGei+JQ8Hpqt/zBOvnA/i58vd3ezFqE69hjnG828oRrCbUeacB2KzJ31Ld03AzDnikZUB7sfUEju1hgaVsyw297YMI+veaOoJu17zYZTj0abkDLgHU9z3pkEnKGnjctABqQWvU/N5skHl0uzZiInd/LgdNuEZPrAMhOTcCOmEqZf7ZLt28zFO6Rch/G9AOdyt58CKnRX0kJj6PQULT91Av+h5sJPFpAutJyxt0ZHEZGjBhGpkptzUNRadbruvB3L1+FzShs6s4ITWCsW4jVEmWtmBnN5OpXfM03IwDHokZ0F5+TzZ/8u0Foo6DXPo/1Qlr36H4su9lfSO1T2sdMIPiiP6NQF9XDSjJRmnKCPhEU8295hfvWaAd25Xs4xFC8gOATjeQuamZOtGmDKYMPoj3XHU0VkoyNEEMk+viCrrAIOcKWJYkGP2bgQcJ9GAE+QenoucFN7tKElzh9H6xB+hIVc1zDTInl/9xqDtddQFxjv6JQAoiHD9pULZhJ5rk2P4MlpK+Zk7EjqfhZhzwSM6Arvv7KT5vY2cQWHDkq37HDP5rF9aON8PpXVeHsIMvC7TUASdZF+Qgge1T2/2LYOlBJAcMds2vDZsnYBoHuFlesiEI/Mc8eNJQgI+cyBO7+vD+NwgQ/uVDAqQ59PXla0HnqmvrVUGbaqCLvEFHssRLKyApATwH4OoCstUyQJMrvvENgmM0HdNt1F526V9VTJ3A3SnK3teo3DhHz6FSSV0zreo03IwDHukZ0F4MHefYWAJPd/pdM/iaNGWF5CVsQ8ACLXPASdZ1Bu51eBNb2A/sck8A4BKDWfM73CAkJzO0p6B3c/EkxIcCGAxeVKlNXABACDbsf3gpg5ZpwDIBvyBgQ2FJArAVmsc9llIcaV5O9ULIIDHttYL6XTLwhAbczcCURhOpgtIlwbrU3qtUfNMMMuW70FAbz7GoBg4qv2L5abgZB7wiZEB72aw4R/ckkOxNFS81g3+cpuxvvMgJ+7TWAi1xwBO5e/0ctOcdHvIWgw5MU2Z2EMsarJrf4QQhOYH1XRn4HwYkrvsFP3Zn4HkNSBdoERdaYAHkXybOMgKr+G+CVXSeDG2ZhdyyPLRlq6BjWR7W6hbwH3UuDbSF17rZEiNM1z6Fl7ivUpEdqFgi5IqV7Wddberbx6CrGLi8XWGQWuuyQyR/VvrkAWvLWqxPtWS6A5jQFLvc0C9edfE0TKVkIrVssCoU4KTbipQBXe97nOTYIQyW369K5mBZ4PFeM/rrzRN+3rgFWuKAneo/bRUvMMg8u3F1Pxs5GDW/wwVCUmKUAB/OoMOpxDPruRHwVoF15y4NuGMamfM9DyzrmOBYAuCKxKUCicE7aTI3aESejJHM5TXQsbuF/n0ImjhkOc0FdlptVC8P4z5mkND5DaojLiVQLXy1+oqdrjAoI9nNDTWnkzUBx1no/zuVeLglzOG3CSqZekNT1wGviBnQ9Qwb5+jJBLrKod8n/cDX7mnwN15v3vBzbxZoiQNOsC6nX4WgnHt2wddiQfDujuMDNo+gXzKIKwjeBcKxFTW/wwFCsrkMZv6QQFPzoDt2Rea+yYSmuJETrF9ml6yUfwubuu6s+joz6FB0fymPyD6A9SOAdvH2lR+0XoPuiBMcPb1QJiZOsbwt6oS1caPZsXHWf0XApHKBDL41Tdnvyd/sUJQka9UiHPGyKXUd8IqaAV3PeHGO/pZAUpmhtv9qsPb0CpBSb57wc/8WCNwB2zVpKkoQE6ydGuJFdViTywMeraj5HcoQkqUM5s8lucR57DeDWWKw9wB0RyfW/NsUmtLn/+vjPMLpVFSI7/40TaY45sDaeB77ZQ2WOJT9AxNaUxDJi8mCUr1zwzH0QXPEpZLA3ECse/lKGXximrK/a8SGcY4eTCCFVpL/Y1B28wF5clXdj5V/JiTyTYQR6jrgFToDusbm2eVjM5xLlOjJpYjs2yiJSCPfmXDMZxYI3AEnOXoVg1RYSV9cnrU2qMQKsv7rKr8sg25PU+aIoDa3dI2LXzBwxFCCkGwyg1mSkjIEuuNTfJKaSY98FJS9BuTYoA3CG1uR/EGgr6Yoo9ISNjR9nMdsrKHjXAaOrJ9gxT0MeoSAU9zRgnypkQPoagva5f3IWRHQWgRaSwOvw8B6BR7b7QH+rgds5UFxxAmO/R5gle7zRQPmNo2Uxo3lsat9DtYHapxRg7WxerKSpEkCXe+A1e5lA+40yJQ8BtcWZkC720agK1dG/gGAq26KwvIkL1+/1vQJ1AHb8INCnbdupbp8vEHZQGgAE6xLTEngDMubJHftmKbMs0GYKcmxrRksp3jXTOF2QkgOZDBLPM2mMFzd7zolBgvQN9OUud/vWD/97RuDCmo/IZn4FKNW94q85DZfCTqy7zQCneTBwT0jJy4GXtZAAlDgAefZ+0olY1sDfgvQpSnKSPnT8ibhAAJOI/AJHvRsqyOOc2y7AoH7M2qGuQU+pNGknATrkitQUVNswTpiOvWI3auanb8h8IlVGbq1dqDwMvySBmtyB9a5y6mWNcyArv39tWPkjzglY4blSd5/+0H2DNQBO19HoS+HvvX/Sg98GITiCY7eD9C+iqzA4oul8qJecVJ7uOhbhJC00HvOdHrw4yDW5CZDMpgtQBKpvl0gJN8wgLlanpnrRG4vYBlpMtU987ycEnSkJs7sZ+rNh4OQ/1rA+etj8Y1vY62NIugX5+D7hcWzcoDcIvwmh74r1O+4X0csGNkWrKsaofDzoS8SrEt5oHptf69B5oF+5Az0TbD+awA/Lh9L4N+nKCt75tiE/CECEvzzBkgf+D8F7O7LO7HsxnKM9zADuv7uHcL6rh2APN/C8qT65mp5j0AdcIJ1eeNVroloqkGZesTznhYa57E7Eqwq+MYCXvD+aeoJqLTJNWFBdJxL4P9NUVb4hlvSSglm+R8wOOk3g9mHQh8T6I850OX30Gy5zg+sOTFeNYN6luToBC4BaShJfVUqLyo42l93Qvv1FJotWbTiaKZ6A+CokCWxcCH18HtiXgzw5Rb6fq2+mPlxxELhR0DcIFOcZEvaeI5+QwPdowhnQv/2KZojwCO+mr1HYuvy9pxBZk3nasMnSvxY2JcaaQsJuLkX1uWjgQ4L2huKkI8MMgej3r2RtbRtTFie1DZT150oMAc8nvf5vIZRArIgYAbLGwMT0jWwdOtqWNbBJX71gkGmr1IbtzkTrAtCzNXq5yWeXv5xUNfobvMfytHt86CHAKzqxy5N9P0gj/7dZ9CcV5uQUTE0zvqbAqZRKY+SfrlJ5Sq7RONYBOWo1cRh3qghd/40uv/tgY5x1scRIGhAftrTBP4uQ9tcLaMCkAOK2eH1apHfZ+CyZei4Wk1s8eGI8ww+tWVgCUWmrmKlwtbKPl1vUOZ4PwaTvhN5v3Vy6JTffvnzhDuRW28K3S/5AK5NErT6sNJdVEIYa7CxzHGZQ4b33MKLjAo+0uAcI2tYWJ40NPYzMAccZ134bhXibf5wXXy03vU0Tx5eTbWJPHa1HCyJL6+iCDrZILPKafqdLMH6VwqZxHMcHrC9Fjg2nbKCJNSyZtfuZh2gEJ3mtDOYsQmAPZtTim80KHtsczJKo+3Y+QuqLAu0vlcwChvdzBN0pCSPdACTplL2X+VzSnZ4F1Z5tvpFwHWVFsC/7sXoMyVO7VJPCg28bx4kSXnCDFQHZILfI+BXHfj0WpUK06sjLgBS/LEDa50QZIb6gAUSrEscXUVDWppD30aNhIsSrEv+xbblFibwoSnKTqv33ZrMk7WncN/vGOTb+ZfJlgRDBfEsuO92vTUMx8/D8qTB37XAHHCCo7MBiik/wJpxID/LT3D3jwFNYk3lbUkntA0Hrhz9yCvvewjrG3YCj7jEWU8yyBSs55Y1j85XHjAmwbr9UyxLrYxV18sjL8k0iiMo4hkrL0LFpDjJEP+8wyLkVLe3H4J5N0PEOXo4lRKeyttLBpkCK1mz2XzOgh1+QsFxja7T/VECn+6GY5zk6HXeH+b0BoGPSimUlQnWBcmrgt6NQRPTlPlLgrs3A+hsgCQLu6O2rvw2A7/qw+jfq0loZY5Y4qduDn1uH6wJf6Oed+rZ0M/nNnOXlCRVXNHadr3Ujyzp62Lzqwwy/8+rrATrQpso9ImBNAKflqLsFYEIG4FCwvKkwd/UQBywOLAOQGKJFZBnBGu/FPVUZMQ2umQncI96iR5e5qqVdNWOzEAPzvdRBt/O0P5cfop0eVj1MbTd0zRbYpgVrexhL+U4qtOYvwvMPZoF4EiyfgMDFadpBt2apkwRlMGpSeiCMOpkAk4tnCcBdmsAACAASURBVMjWrLNnrwi3rUHmne7y9DFaiXvay3f77k5oxzm9wMVZn0JARe4CAZelyBQqvmIbz91batDOsfMe6uFNv2kBF0pymHojZOc2yIvLjk7rkox7C5ScQZkqQgUv33G3PnHWr7DLs8q68BudWHtzv4w5Se7+DkP7kzLXfINMX7H0wouPcHrf4PZiw2AuEEB42Vsw+Otpyv6jGRuN9LFhedLg7rCnL3I9FZ0zX/nVNLJbNFJbqM4X5+6xBfjBWerfGdpOTs6mnr7ln9e4hnmsF6P2a7Z0ppYutZ1v8SR7mNvJ1AWw/lqDzB/WmjPJse8x+Ga1D4F+lKLMNX5sp/ZNsP4kgJ3L/86gE9KU+b3aV96++/D+kSU2HVYZiNTu7xH40n587poZNGOpm472y5Qk6SmxzaoRkrD1w1qO3Ok7TcCDKYds7nHcvY0G7RcECFeuirurTv4aQOcvQv6WcjYwOZH2QbvdLRYqyVkAfz9NWbUEr+EtK53ktZccrm6/ZVBWMpQ9N6nNJnSoCX1WL0atMZNm+qo3T3D0YqHtdJl8AKWtnp0lZP9lg3rkOxm2GhYIy5MG7+sRiANOsC4PvYq3dwYuTJMpV0pNN+dsVn7AoOx+zQivkXT1Vg7YMwjGJjf9PDjfaC0GnYYZY4qcoXqPAxjC4j5Y2zR61WlntL6rnlycXpJsLllBsKrJR1tiR+Jr8uBLvdA4Jjh6EUBn1P5OCDBH/sg0zVEzZiuGxVn/qjhcRdbSTryzxhR61hE1LMndOzBoMkATPJzAX2bweV1Y+/blp81iclRMXkjkd+P425RT+M4YMykISFdZm9Nvq9GysQTrksyn8gMfbJA508/v1OW7XfFeRwBz/ZedNwFOGJSd52f+FbFvWJ40OLvetAMez7GdNHBVWU4Eka2n0qx/N7ss++1M4nHqFd/htU4w9eatlXRViLWOCSIm2irnaz84hSS+IcYYG4xBTgadio53GGQqxO31LFn6PMG68CGr130fGTDXgI0t7QM6kgtlR3fm0fHzGXSvpwztJH9tb0ZEwh1uJ6M+gM40kLnCy63MOB63cgRLpHa9IjabR/4rM+i+mlfBCd5/F0b+XALGeXDEkrR2rgHzzwN2SnD0UAbdQtUJh/Zm0D+A/LcN6pGTfFMtwd3dgJZVhViw9phOPY/7EZ7k2C0Mlrj48sbAxWkypX7bc/PggAdkOSReVU2zTJDJDMqqZVKe9VlROoblSe3f6aYdcJz1Swn4iaL6YwaZklXcdHNhVlqQxypf1LB4LYa2HoHW1UAbMnh9mZChPdcB7akdsc/LTieFwUy6avbkO2DQhk/AtgC3az4CYmpCkpdNdNaH/mFQ5ut+oSM1aKdP8xHvtJNJxCm6naiL5UV+67cTrAsamgrIIlfX13qxiY2LLoT1B9Xrz8C/CofeyWlkpsoLgv1iK1Ry6olyQNSLEVjxqdQj5URNtTjrTxGwkyLkNoPMCmdab5IER48DqCLc4HZtX0uWDwcsYrw4YQboAgOZX3h5+aq3zpH8eVie1N7dbcoBC0TiE9BfV8s9GiV8FpznPNZdtx9YvwO0ngVtfYClJEWBtoSgUdXJPhVHLKAG9Hzp4YZnNdC/LPC/qRQDrUK6anXSVVDOV74izTpgG7NZQBeklGl5K6BuPd+Bd3Z2u2Z1+3omODoLoLHlnzP4NxrwCXuCjuRnGJiUpuzf/P4EnOK1n8ngKwbKixqQey0BKprTnwqhAcF69txK19l8rmofZwH0pAbrF9MoO30cd68dAf0FoK+5TLa48H3+TqMQkgMykxw9hkE3KnP059GxtdcbCBnrUoaW68Sy1dRSrDoO2CkbWq79HTPFvSdm8dQ8PjpyBs1zzSPwvKkjuGNYntS+zW3KARdgIWMFWEgVgaq/E7kvDBTgi1Ptw9rrDZxUC5nLGzCoeGotgdfLqZXWsyEG1/BwZdci6/AzeXxuz1pJPs1MHKTzdXfAfItBWcki9dQKJx9B26qq02TwWWnKyouPp2ZjgAsYQgXko43qVK+kaDl0ZCP14hM49sU8+F8OpUtyMpL4Y8OIUi5lVS8WQh/1ULkc7SbXvQRNSCTG1DMsgx4n8DmLYM1aHZGrAHZLrrMYODNNpkozWG+K5Z+Xktc+laS/dSoH0fkGZSTL23NLsC6AHMoLsxU1qEcy0z218Rwdr4Hk9F/e5IZDTvu+Xn4cJpzP6E/UywHwpKj90mEBhxHYtS6cQX0a8JcUZV70Kncw+4XlSe2zfkMOeMCpEjqkLlcSTsrbhyjGhIeCU/VtSAG4kB/5vxj8XAR4ph/87Cis86rfsozymYN2viI7yfpZDFygrDDPoJ38kFIUYuFy4lSvSJcB1nYG9UjsvW6zY7uCueynVUFH+hk80DfBesamYlSH16WvqzefDQpSdcVLoLVVAoZ6sso/j3NsLIHP8wjBOJdhnaNB25yL5A9up0Dc1YVlx/g5aVZ+R2OXAyylYMsbg/+epmzd63Pluy7Z0xMr7cHnGJT1XN87gQ/cwELuv4pNPzFgrppA7EKA6yTa1d2NBQRKNsPONVC3DkDQ8+rexhXK5+TW7gYNuHgama/V1XCQO4TlSe3ZAFcHfAiP3aQD+e+IIx1aJ9X2GEaZZRkXHTML2s+zBUaiZ+S/vTjmVjhf0c2uQRV91ESqmYUEsoO9WskuRRE5FRCiBSzkGQaZnuABk6z/gAGvbFeO0JFe9a10ZE7oa8XQw3+7sGzLRp1RmQeiBKIL1JMhg7/RyFW5usYE6wcx6DwC715v/QzM0YB7JbxTfVJdPnoeoz/ZyOnOBbpzgUFmMa/Ca3NG2OLZBmV9cTYnOPoBQHIjVtaszeWlMM6x4wks/MUeSpFcNe8FrGMN6lFrl2su9TPHy8cXoC/V30xdMxX270MNkX1SNNs35nZd4QF3CMuTAjaog7gqB2xfPxzHgCRXqbCPrdfI+wySKStZqkKQvqBQbyp0ex8ALGAOX6ISeL8vujPvUy/vKSdm+SE9Kydm1TG3yvkOzJ7gqKAxyUmqohHogBRlquqm3dYX5+iZBLqw+vP6GM6lUyIkTrlDPfsJdKQFTJqhQEfWG+f0eekF0ZIrvSpsZgaOSZP5x0bkqmMSrAtZgPpC0/TpunyeJEfjXKyHrqyhdtH/aQZvRFXOaaC3QGDyBL8AOEmOrcXghQ7fpS/5uTpNcnTnQjWVWnu7ZBGs1cvrnuvtTZL1+9SregKNS1GmSCIh4ROhJa2BmibPBw83fHzJLsieUQ+EpvRbplMB6+hGHK+y3v/k0LdrI5Cf9ewW9OdheVLQFlWf1WX/b78FSyypAtO1tSpUSB9wqkLwvWX1vHyFBb6TYC3owsIFtRKFduPdOjfEql+MANtwETbQN7tNM8secMwCZbiWwzok3lazztfL5DaQ/b8dMI+f2gXmrvUeKgNzSEghh/WllluNbb6ex+JtnZJW7JPAGQwc7wE68hECT3KDjvSyVrVPkvVLuTr7Xrr5Wnu9ueMcO6eUQFXRGqbuc52vWJ8dO7Rwfp9MwPb19KqT/dvHwIlpMv/gQc7yLgnWpWyw4nfHsL6dpp4/e5UjiZlPQhd+5Ip8AEKkO0Wz7vMqJ8Gxa9S4NwNnpMn81YCMCRzdJw/6R7MHhRIhPX97CvV8oup3MHev3wVtEoATHW6bvC6nqh/DOiFNPVUANQ0LbOHAsDypdcYtviHab62Cmaq3YKqqkyoBCxj8boHaT06ub5f++zOnGiTus+0o5MGi4iA/AWAaA9sTeBuABD2p1SfmAfPOYnAPQE/n0f/8J9Be9XM6KN+jJOtHcxUJRrHH0QaZVYhXbvubZF1nQOKpSuNLDMrKA6jYfEJHvkygn6coc1eQ3yv3pCE58vg7/dfTywYNURO5PjTIrAebWU+08+cFB5aA/i27xruhZK/PBNPvFiH/Y6/fLWc6UVxtkHmyn8UkWJ8B4JDyMQz8PE2mwy2Ls+Q4d59I0FQM9qoM9Djrz3h8Yam3hKdzoMRfKSNwp5DkPgs4zduJl5fZdduSgFbRJHynAd8vABNVhIrcEOLqKTlYn9cqT9JAup+ywcFaw1CclxKsy1Wd1Ps1E0+Rtb3L4KvcnKqfxQeJ+xzn2CUEXo7fa+vRF4G1c3kNpZyYv4DPb9EB+pJVvE7lHe1r7C8FcOVUb/lSFvEcgwWUQepBn+5A//Pve3DM9olDEqAUCEi81YVlW/mJg7o8gHMM2qULa77Qj4Xfs69KN6qzIGGQOpvrQEfWM4rb5wmOfR9gp9Pd3wwyv9GoXKdx9tWsZHhXXGcS+rdrhDvXq24lqM6F3yGQZCFv4XWc2o+AbD+sb3pDEov9WFihFBkPGWTWo4SsGBLn6Lm23sv/XsgSvihF2bO8rmM8FzG9lRMzPWlQZnmtt9wA5bDSxw4gPV6nUfu9bwET+oHXugABF6rDJczLpO5ZQ+6ScipMVagccCwgRaDN7c/+3Qltj2ZJZBpdZKPj3MqTGPiIQVt7ZTxrdP6ROE4csJxQ3Zpcpd5IwD8t8FsDJ1VChwFg1/JBwoGaLgOqb9RYQeI+u51+/RDEi2PeDJ/fIg9sQ9C2Z7BAbopTltOJ7yQMn3YpOmaAX7CBGp7WQC98iPwr5acal1OaTHW2QaaaKe2qgn3dJlm/6oPn0UI9dhdAu3jTn6YalKkgMvA2zluvJOsSb1c5oC0G7egnA9zbbMV4Y9Upi0BHpShzi1cZjfaTEq/VoB1FgNTGVrAz+ZD5HwsUn04ZCTO4NhtNTPioy9vSRbDW6qGeT73O5wTxysB1aTL/16sMG9pUQlHLm/Byd2Ctzw1UJCQ5tjeDVX29TuHWT6hT5YW2Fs2n9LmmD9bFXqFbpe5ew6qHEYjzWDx1ONYi2/lBwrHtlOR5gUGmhPrC5sMCbg5YAM9vZ/SfpWZUunG+BkGMIHoHifvscvr92AJt1ezbmjwY1wK2zCOyDYPlGntHgIT5xSF27WNHvHW1HTNeYHDxxGw/oFX0sSUWaAs/a3XDx/am1kAv+olBmcv9jfHWO8GxBMAptXeBSvKGNJnHeZPir1eC9VvV+lO/DsXfjNW9j+PdOt/DanKVKafIejcQVQJsXO3v1YJk7Obu0atDW1wNv0lf8cPE5FI/fadB5uF+7FBA1vpv4YS5QfkYC7zNdMoWOaeTHDuRweo19RIHznA/09boWzzx3mzBumI69QiJxQrXbBpLgXytuHEr0J2+ZMDcOkQa8/eVcHLA9wF8mhuAuRM0JAP/TJOpbog/TT4rrZEfl3od7hv3OYjTr58F2MhSgp3rlMAmaxLEqVafmKtUJtCtHyL/fa9xwNKVdnSe99NutZXy0PaeQbMf9mM/r32d4CHlZJQHbebnRcPrfNJvAuvHWiWKvLLGTxqUrUkm4WcOr30l/t2FT6UE5gwCfJUIFVFa60AyJjj6GEBKWRQfb1DWa5kZ4hw9mECSPV7efJXHycAE6xJ7V8qXtMMMml3EdU5w7EaAj1H25RyGtjaBvcatPaLq8d9z4KO9nni97udw7HcoR7e3QP9UyTA04GvTyJwzHNc0WDqXO+AXCdrpKZqtItB8pluRraXIeKIQleOnaTIva3YRLuASC97A4o3n0Ty59vHcWnn6dVIiyfoVDAjXbkUj4MoUmafKifnzgPDHioPeDsAOVHLWkvzVascsJ2a5WpYTs0A+PiP//RY+eqXcrhP5wDX70XeaN+hIPA3wFLUMStCv+jBq9VbQOLrUqgrv60VpH/FFz18iu6ML0Eguj1VWbxVyWj0dS/HPlX8IWJNq1AW7iOF0J/gIp6zfBEevAUhF3fIFvynZyRZI5QFvIJZczVdcuML9RYoyxdK7BMeeAFgNixTZlxIcOw1gL88kueYWtqR6dcqBlp7V29+h/rlTeR6Db01T1pX7e6ivaTD0EwcsCSbnLoJ1Xb1TUpK792Vo9yuKWv3AJkFQ98U5+icCKWw8fIVB2dP8GKfdp1+XN35R+bk8Fu9eK94jjnlV0BYEEqe83DFzqZa5HoyjH7M49V3umAuIPlIDKny2Agtaq/1XwCPWw6KbFmC1HxdKQC5VXjkeMCjTFE2k0+T2yVwQ1tR6408+j471b6N75eqxJc0u0xL7VGTSD4U3fkEsWgn9J9mEKA4lb64meZrR/500zXm6vEeSu7/H0Cqy5yX/IE1m3TrvATlyQsqD5CWvvD1rkOmlvGr5GCeMagb+kiZzos39LGVDFShUncitOwCDG+fYtwgs4QNXmEiZTCgeGSSsSa40kEBlNUBLvmjDSKgwdhV+i39RVF7aiyUbzKRHfPE/D6NlB64qTeSxq3nNxkty9LpC2dDxlVr4R7lxW4ULr/D4NJlS1uC5tfP0O4H32yCPzvkO14FLGbRHo0lB5Y5ZA7aTcin5R07MbXDMNWz92YMoznq6mkC+NQ8qF8IA0bMtJ5ME64JlXEGKQODTU5RVXkA8f00D7XgQ77nqKKwsKFnyslone3f51J8QaLdyoI1DuXubPDQVpSm/DJ3r/oP+UZEU5bYAG0Gpgm+ZgLdSZPqKXcc5uieB1FDGcwaZ243j2B4RsLBVLW8MvFWofa6Yw8arF7zzVWsYXFCxJMlyDwYksc7pRkqwxU8xyLw60I0bpsIkOXVjrPpW9e2Lv3DFMF1+YGp7QIopzSVJIO9iNalzq4CHCyobdCJP7MrhfTnFKG+01gZTqOcdrytu9+nXBUtZrkVPTVP2Sq96e+0nmYi9WLjlwInZroEUB92OE7Oo+UkOfZsIik+C9bcAfKFcdwInUpR1D2N4XWhZPzfAkRLZg7VBELy49dRyeambZpB5aL2x7fxcwgh9yJ1aioGSWvvuoAr3GJSNlnkxCTMJTneFw2JY+6epRyVecVyanagj5UHlbYlB5uf82OK7fMAqH6Nf5JQ/p/K9GLVKF/qOKhC5XKfIc4RPtbm/H6yN2cx3G5T9VoKjuxXyH6TKw+VlgW96Ax+d4Dck5mfdw6WvS9jtEYPMvYbLGgZbT88O2OXKYZmF3vWm04Pqj833uhLcvQuE3bCyvWeQqVIR1pTdztNvnKOnEEgATNTmO+HEt8GUAeKY+/HBFlYpI/vrALUkI9ie9k2A/wHQ91W9CR3rpejed5tdT/l4N8hNAL81yDwpyLncZDllXzuduNqhi5c5bCrDnzLoRA9IURW3CM7UknRWmjKeGbISrEtyU6Rc10WwOuuFudS1JTj6Cj6rny1+TOBdGNoPgf9n7zrA2yqy9X+uJNvpFUhoSSBA7NDboy6RHAIsJJIDARaWpcPSl7KwSw29997L7sLSYjm0pVgyLCy9EzuhJSGQQEIaKS6S7nk6suxoRvdKV7LcEs/38b238ZQz517dmTnzn/9n/R23jYbY6IorwzGwZxWF/udAj/i/LriOf55eF4Kfdbb4ubyMElkYamHQ2Hwjf+uaM3NYgH2CPNSVj54MUki7s83PhRXs/ZOwyWitXw9SaILTHjvy9Jt8+UQiTWHPYuBnFyI7ZkrMdzqffOvZkXPk218O7b4JUkhAZQUryWf6nZ5aEid6MBm8ZVybV/7W7iXJPZ2mYsOIbpqP+EG7G5wcoIInrM+ICFBLNiq6cEeKGWskAyvYe3VcQu9CzUbH4hzSLi7KIHSUCltYPipSAfZJ3unEVFtMmH804PoLNBELBmyvq5KncnlXMm3oPwgitFsFyi/hdPpR/ZEtNIBdu4OyUXu+awH2yRWBkjPdAjxtz3HXlr4dLcDJpHgJAytghkKpwjT/YL03N5OdK+XmIIXOc+rsjjr9Zko5KqRPnM7bql4Gco5M3bZcAaQJHDixRdKBGJD7+spGFL/0Cr3SZjCGn30PxO8PT9THZ2B6FYX8TuwqVJ0AJzIARqb2x6ApVVStg1EKNWTB+pENowF+ioFtrTulBQZiu06jmh8ns3eSma7H+2OQQps4NSjAPlnsNtPqj851w+Rn37Xx9+pvqs/5RgJJmpHynkaBjTOBQW3yhhUTGSzsY3KHLmpL2Upoe/xu36k0VXgT1skSz9U+SdjA1Mnzonn4baOeMH32V8LRAuzncScTDP2+ZeEymBvlGlKyM8k67MVHV1FYUIxZS0eefrOlHGU1tgMqJFlrJL3CQX42LzKBG4U6sgQljSaWbRZDVD7U2wFUDkDudHKlKm0COEyg5xthvpBP/uRE9o51gYQSUAllivsIKK+kUKgDXNk6hBVJTKEY4DpiHgfwAf2L0PA8gcbbjPelicY93TD6mvDoeryIwb3ZC/SabEKyFj/7BJio5EkbwE7TKJSTbnQFlx/JYF0yUK6q9BzshUEKZUTwC7BxYDPAzJYsJ66k9QPDvNCA4UimMM7xfHUVhQQ9vU4WeaeK0bggnUefD8lE+rJOOsti0o4W4DiS8L8A7ZXansF3VFH4rEI5MsA+uTdcL7U/ueuppLB8gLOWjjr92uWiOkk5yjqJAlVoPv2aN2Qj00iyI90dA9+YiSt4Eo/b2YDxfh6LcMuMTAbeJVBlPG8z6PQUZCMFKH1+GaSQzUmuQE606MY6t5TfDlK44GlX7TWL5kXI9RDAdvmaXxowf2/CENCSkMe0FgIfXElhQRRnLRXsCzGwBtyV56bJRt5QKHJ1pLIj3EUF+6Yw8EyWCUgURwl7A/ga4OE6sI0T5CZ8QBWFX83qlLW0gp+9jxNI9ARS35WXKimsCHKspdNv07SyLsB2F+0GaNdCKWBIKo/Fjjvqwc99MkkOtsy8o06/zQopLHy6uk5ym1KO2vQEUxo3a3fy9bA/4ehDOU7hCbD33wCJSk8hypcErozBFZxOb+jAu0T/mULoBD6+ksKPFMKQXPqo4PF7MUwtD57rl4H7FyoSlIs9balrJZiQ0p+cfuVUI9SqrSUXDvUA+4QuNJDa3gAmT6NQGo1opnkk833laiQtCqLa5vwkGmCfbCZ12tbU7qzYsb40gNPNZsUwJVMDwJIojB1epDd+aMsz6a5tK9i7D4MkTS+1mDFER79AbzmKmHTXubfVbicL8IUE1mXEZgUppJPh522Ln737Eeg/WgeOTzkddfqtYO/l3KxOo5T2Sjly6tBmgFDsCoD+mO1DlW47bt0BofOyaQf7efw2BFOiEZbvjBwDyJEAetqs5gAIilpMMYa8I0T7mUFkvKgRJZu0B9NWNn8L6UVvRAVcpNw95hNazTZWR/y9gsedFqdt1LmUbYdm4K0qCim50HaVkyprx2iL5HFVFBL1tZyKn311lC6+oX7twQdPd3g6t1ZaymxSC+LdjmGLwe8V4Zd9nBwYcpp8d6jczJD4tR7aJ+DvlSn6zd1hKh1tY9YFuILLL7VABOYEjso2qQB7z49L/l2v1XNEfxfgcSMZhvxAFdaoXHbr2exr+XuAfRKW20P9qNB/qqj6AKd9FLJes1SeeS5Ap1voHWubBMmZtWPW4qoY+h6RjVYxwN4gRDfeojD4CgZVG0BF8uSjgJWczZsXUTP4Z4UVrWdzH3RLkKpzYkZzNrazWgEu/zAdfcunVVHYCWjH2SAdWCvA5dcA/HeHQ65YBnOwk9N+gH0ia6hfUQmRhS53mHXoCvY9G6dPzaiuZQAjc0EkW5PI2JsiOedVFEqEvTO07bC0uKxO6+AKAfbeb5H6mJMaWweb3CWGy7oA+9l3nk43yMCtVRTSEct5T8iKgtIpy5ANf3RBFI9SJ9ScV2kIEYkORvq/IIUURp68HeGwoRBTNKLkFAN0vlPqSELsaVFysVtAhQ/XBB2YSdBgMvt2NJt5c62W4PHxu1AJzyWK8Ce7EAswSBZkkXAsSOlsIfMAl9+v558y6Ikqqu62HLgB9tYA5OhkC5g7BKnms2wP0yrELZu0Kgpflq2t/ncHeblL4gxVudBwooLHlzJMoeHMGNpOtcWD+t6ir50EHsnViY7ylvDQoZUUejbXOXb3+lYARQL9sZKq/9Xd59ae9jtYgL2nEujuVCMKLcVmTUHJ+zsBNvg5nbAd4HuCFD6tkI7zs+9YAvR7x++DFMpbLD0f+/xcfkjySiBbvq2wGd3mgXFbC9VoMrQrMoF/sRn7BwJPygR8swdGmYPsGKkC7NscEqUCSx55PojqFHPpqCBVO0Ko5uPfbG0mcfmRRjoqt6BXMtlsKPTfkxgMUfJSWM0st1mAozCyDUnNbUEKpQmWZJtP8p3PtKjlxBfQMl4F+x5k4IRs47f8PTXNSTajMeAdi6jSShO8c4tkotO+u3s9a5Uyc+9KqtFFObr7VAtqv4MF2Grh4ceDFFbud/K1qq0UlAH2PRlX9vmDtkE4Mc4J+1C+Nlm1s0lBKWgkIJO9SSEMCdMrIXCLNpL+85CB6FV2ZCDJtDLZVFnt/leYMA+dTjX6nXxiqAr2CrvSDRbj/im+GflHNp//nscNKwJNYqCCQL5sRPkW/eWFqM5ml9O/J09OtXr9CJoGCz2n0366Wr0AjxsHGOHsdtEjQapOY0DT29lwdz8WpNCx2cdQa0zkcWNc6fzUrZUIuL6SQkqusJMxJvN+w01ERNdXIdOxa2uCtptO1QLCTBQ/+06gNJnKxJ++9KD+/+S07MSOtaFOgMvnN6PE15RcrwXWBj/kOoesC/AkLj9cEvi1jp8JUqggiNi2UlBapTvEARGOTs9OnZXcJAj4RuGyNUG+6VTt4KPldKT0esmPz7U6otSmxxfjqi4XOKGBm8Tj9jdgSDqGFV9wjGGeVkU1WoJ9guEobcMjtjAwswqhslwEuZOhvANlXQcg9+g5cQUnfZAVUZ2/9y1axvWSA/AJQlhhVDLA/mkUFtamblschHrlSS8ywDsKYUemiVawdzKDErq9LYWAykoK6Wx6Wf2VzGkXJLQNQQwfFqRwttQiy3GcUFSuabiGLazl36wV3BJ//UeQQkpqTtaJdtMKSZ2ARg2gyfOwvLiHjCPzQ826AFew18/N5OSpJSdauiw/1DZRUAbYJ6cR0dVN+aE7zx92mmd1IwAAIABJREFU8s7H0xZkcXhZq7vUgyHrCWrXSR+51pGTogf0dwN0EmeXJXzfAM7PVQy7OcdSmKvIjuHotu0ROjcVIR1gn5wYbMLu+X8Ik0Lzb1OaGHxOnktDVOfU2mFlP5e/0sy3rZS8TncOh+ywagH2hgEal2XA+SbogNTToF4/qUKkiDcwEK6ikEQ9ci4B9sm9sx2pTM4MWy0GOKSoTFS3yoOeyBN7u7BK6BjTcA5x5HTBI3E5O64DGggQFjC0dCNeEKRw1iuNDjCvSw/hYAEWUgd+TZ1FISUI20ZBGWDvEoAUhSYTNCwTmCjXJxJgnyBcT0ltx6B/VVG1pP0UtDTLyvURmj25K1O4dC0G+o6RIMl/Ol8jkjnUL+k5n2v6W4OQPoh9G7kB25MPAV9UIrR9LqfgNR9CEZjvJSHcvGgw0+ffgqimqgYUvV7ItKUA+64EoLMfxUzQjpkWpXyfUUe2y+E+eAWDJldRtaVCUlJVSO6VU8snQQopucVO55bhpLk8jqwe6LQfq3oB9gkmIqtymR0AcBJ7tzJAMlclgiPIaRewZ67sX22ZS2e0tdGJ/yBIIYUjujNs6+pjOliAx+3FMBTyAQLeqaSQwoyV70TbQkGZFEqX0EdqiQUR8uSzCNjNoYJ9PzKwUerfTdAfplP1v/Odt96umaEIR8dB1lPtpdBaWvEiuYc1sfyeF+jj1W21oXkXv/LJbAhpF8w99bCiPjbBCFTSGznLEdrkguvdS7TBMWo1pbGodb0i+caF4KiWvGsXzFnpqW/5n/Da+gwL2d75fTAiDD7Bii52Eo8bbcDQ1YLyBi1WsO9vDMhVjFLacqpu6WgS79nPQLET3vKpQQpdbuXrDAxb3zWieMdC8KIX8hkXsi8bIZ0uJ9VZyDkXqq+sC7DNTvbTIIV2LIQRbaGgtFKoETWiKgopYIC22NnMLpWWehP1wBjagi5uS//SNsC+Cc150Lx9pr6EOtIA7orCvCkTdWQ+9jhDSONjAU9l7p8/ClJ4l1xtsEazp/UiPL4T24iobmJwSO4jm8DT8+GoFqus0vOaraWKIFXrVza5uqPT6zu7D06YyQy+Uk8vSqbtLdImsjhIoaH5TC4DBWxBOAkC7JONvCI2Y2FnRvU3P3vvIlBa9kVnCIfk4+N82/jZN43Svwu3Bylkl22R71BrXbusC7AVFSWDZ1ZRWLl3zcczU3jcsAgMAbSkFscUlEmhbaGVSyn0WZCqdaL2fMxLtPFz+aWULk1WHaSQHaG947Ga82qzU0cm+WafJPDFQaqRe852K1kQ0k7H/X08/CQnTsclwD7RFS3L0uC/QQr9rqWO3JMXw5gYpwed3BZENUCvEWJP5OLbJDBP8Af6ffi362N52QP0ccTx5LtoRYf3wUnr6fFliJ3QQtKxE+/k2QQDmvTfdpBCGSQR7R0xkX83ygX393oNUS+qorAAA9tUAuwTtbeMYg4JoCGFbL97EpFrwgZvxln9LATp6bwgVUsK4FpV/Ow9gkBpub7JqzHH+tFrlVNymEzWBdjmxZ8bpFAeTEeqZW2noPRNJEBDnvKrQQrrAJkcXKJWDbBP7na0eyv6S5Cqb8+301yoIwkIx2CeP51q9Pu0fIfP2i4LQlprz/MsQFzvBimULV2qtZ/JPG5jE8Y8vWOd9pKByiobFG1S6ecgSuQbQ56/Fbrbdu5yX0fA3QYiNzvVcvazr4KANHGCeKTir1UUuimro7t4hRzugxMzYfAbjKbJ0+kdCflLZEeQy0qKjwdmv2epZmXOU2ehYPOZ+geLgT2rKPS/nPvTGgTYNxPAVpn6kY1wf7j7/YNek3lZlmRUTkg6dPxGlMDjKyn8Zltt7SrtmyN3CflRPXKwsgnY+mUKpelndxXbu4odWRfg5rzNtFNqVukvJxNsCwWl9F/BvhMZeEAdq3A5ypN43w0NxH7S5xJDdLN8SMabqSNxLsBZqSMll5BA51dStWU+rhP/tqWOA4S0dF9P4D8z6HF9rFxStAI87njAUPK2k9rCGr0oHqyi0EnZ5iWI6hI0iSJUoDlcjVxYkmTxeMDpQhxgn7B/KcheBn4rQmT0s/RfPQSbzfQu9/cc7oOTizC+MEBTKqn66wD75LejIGGzafbaOcDmTlmgHoFKCueMOdDHsRKWt7LFBO81ncJCSWtb5GAB0CsW3OhLPYhstXa8Fwngmmwy0zAZhYpKdLkfQzsYlHUBnsLjB0RgCqtSalkRpFD/ttrTFgpKGTvA3ksAuiLVjnyT8q3mUsG+PzNwb+rfGJhRRaGtc5m7UEdGUXIKO6SOjOsaXD4Pvz3a2Tl02RHSmG+icYwLxR9wOlm+4zB9gH2SwzlF86mAy5TTE4GvqaTwRbn5foqrEYv3JCCQvKdyGrlxtBAn5fKEnlP7ENEDQao+ORdbu2pdP/vkzlyRFsxi61IJwzJYlI+Ua4UYeOsXKCzXDTmVAHsPBSgN7U9AaDuE9s0mJpJtsACX/wfg/bLVY/BZVRS+I1u9CvZezaAL9XoMXFxFIV3cJlt3XebvSXWqBwEcZWNUD/gqh6eVdQFOJlnrdzmxIIV0Sa4chm2u2hYKSmlvBXoopDKRFe1iPCf3uioKOSWvlztkx9SRDLq1CHR7ocBdOT8QiwZOENIbmcNDPxkL/qo3J9AelVT9biY7kiQLclJUUskY/A6B9lQ3V3xuJYVvacu8hKPaAFcALCdjJxzVWRdiP/seIOBEza4YI7pDFb0lfMPdugTYJylXknplVUwbnehQUrN399RG+YaMK9h3HQMXWJvAFwYpnIaQzsXpOchtOsr3nspTjc/wZnV6TjW9GqTqgl2R5TLHttZNpiHKlYullKNEfgjmdrlgKdpqU3dvn3UBTi6Uoo+p7PDnYXlRW05obaWgbLbL+xxAB2sP4YgghXTmrpyfk530nJNFRQYrJHVkzsYXuEESIb3cjqlqGK+HRorwUizT36eXgxQSpivbUsHluzNYu8PjpQBJfqlyKmbw0VYpL/lON8nCJiFtyefOdmdsuxBX8IT1TUS/IUCPCoWCFCrP176u0s6KVCPFtoVoJoqxiojJOzNAXYD5wCoK66Q2WacaYJ9wEexrUzEaT0fapy13wRXsvY9BWSMWDHxRRSE7QhDFPJsMksYY+gzOpjyW1SEdXMHPvj2SeAdLoJpwAJiI/nFt2HB2pGudLsDy8VGSzBtRPKAtuW1tpaAUJ/nZ9zYByikpl7vHTI62AdgsDCI0LFOOcXtRR3bkS6GPVcHlWzJ4ViYbtuDN8A2lgVQRBXZ6kUKf2LW1EYYX4n0BseiLV87oaid+S4KNROJQFuO8FuK1OS3pQN5rkAdFSzL4UnLXJSrkhEQlrw1ygH1CBZuBmIZnN2L19q/Q+07yedOmUsG+RxhwwlMdXQazXw3VNDh5twLs/R6gUal1DfBB0ygs5DfdoiSFaO6zS9MScGQ93Ee9lgGc1i0m2glGOlyAvQsBWi/VvrayTVknb+fGsGVFi0gwyirpDckXbVMJcPnDAB+ndmJPRJ8rdaQJnD+dQm+1ycgOahxgn9z3PJFpuJOjR+F518v4leQ7uaZsaW429/roJfeCm56jki2+0/uIIynl9KuEKQHzBMA4Q6ceNEC7TqPqD9tr2m1ZiNf2tCQryteU5zBLpAat0lH0Z8XIXTvZmurQ8i3Ii6NeIhiMqFApOhJlyOU9DLD3boBOTbWWwXdXUViAmF26NJMDGcIQZmerXD9cFic+urqQxEdd2ikFNs7hAuyT3NMR6tjmqLbE+gPcNgpKscUqzaEgqjQs0FnvL/qmw4pkIXfqSPOiKqrJmzqywM/fUXc2d5ytbTfg9XBr0+Wocb2DB9xqSiCBEn8bwRsLme4nAD0DjjxPJaO/TZ6s5P5Xud4wYG7CMN7T2cfyRZ87mmRKpXwX4hg8u62taUkB9skGzA54I947g0G7EDiLAAFfGqSw3X2y5aOyEnawe6bsUC4xtX2AfYLmlQhIaokQ6FfWFH6kQi6a1BVcfhCDJVWntcSvUmbHr1LStIRzfU/bs75kbAD8LNuD71YycEQVhZS5tadNa2PfjhZgP/vqSEO5tvWk2RYKSnkQSRL1RL5hSmkKUshJGCzjs7S+l0TjariHtIRZOpM6sqNfRCuwXH+z7+X9jf7GbuaOB06KTNixH/oigghOLjofS0mu/taUPc1dcF5EodJOLMZPuqbNfNb14hHqx6kZZW7FTGSisX9LjmlH+CCfhRiA5EYq4K61IS0pwD55gMKJblcWGzC3j18BvaWHXLUGl8QBnFfl8vxsFIvkwy9XFMqpVdji4gveTk71eJOnXzlg9FJtolsIZoMVkpnA91dS+M9O5pAUa5DwvfJdMsFjnNroZJxC1kki+4XNzTJjgMHfCpCxkmq+KuS462JfjhbgAPvkDk9jl+KdgxSW9Iu8SlsoKGVAm7zAH4IU0k7quZtnhbhk4OWqJKAomYAumrgZwRjtSR2Z+6zya5FMQ5O4snJKJZjbtPwAueGbzcHuKTBoSpXx6o6PudUDvpyC72y6ChupcqG42/0Y3nDpUXi+xUTTVAtu3oJsrvLxQo4LsTBgWbA9de+0pEk8bmcDRsbwPyUEDYxpDLMmA2d3znfAccY7AW2JIllrIfDxDCY9fzxZ4dNGFO/uRIAjwOU3A3yO9l7UE9wjmxDr6wZ/a5HP+2GQQpZIYKv3K8C+V5Mbs9Q/nx0Xkbgtn/exPdskszYkr98uHP8aYB4WpBo9NbU9zVpr+3a6AEviucJsRDD3rqSat/PxTFspKGXM9lTg8LPvKwLGps5Nwk4u8Icm+AaAMiJbO5I6Mh//59ImyYql00ou92DIECspxi8aXx1zWdH1bzGgYAbGxfbAWdETlKFPKDoXi0nVsD8/curMAdzvhYuKrlfSmuLSbj9VUWjjXGwvdN0cF2J9+G6dljSOx5UMhCEnOe2kqEwzYsIsIxjHEGCZr83g3aoorNHHZn5SAU7HoADmDkGq+SzAPtntHWrRw51BComqmG3xc/l4Asu7radUtvJLW0Xq4oCzxmUw+7bQbmZ7z6zVlrpYOlJC57r8KoD/pjPQpczvZg+GXNBeEqzZ/Lg2/t3hAux9Q190CDShkqpfz8cpbaWglDED7D0YoOe08dusUzyRJ4xyIarDeRmAMFJJor6Rac6izsIdTB2ZzzNw2saKlD/+Ef1P/COqnEhS+/Oz74K4UtB1qf9mwMA9TddC7oulzMMCnFmsfqOLUIR/Nt6JOfQjzi9Kuyb8PEihjGIVTufU1nptWIi7dVqSNWBO9aYgYpfDPHQgDNm0W50SzwxS6E6nz8BGArN1AWzGYPT+HCA9XCr74L8x6G2Ga850vL4gFSiUQWxiNcE9qpJek/QqwZn8AUAa13QMtOsLDgGBSblCobpMLV0mHUl8WIS+wjVvmTIoNK0AH18Izm2nz31dqedwAfbJfctB6geV/dMorPEwO3NbWykoZZQKLj+NwXeljhgH7TiiKsxkpVNtUL0PyYMD6ILOoo505vncawXYJ/m4yomfQJdVUrXCQJbas9zPN4F+IE2neVdz+zl/j5wpR94dXsWbuK9YZbDcwdwal0bOwcfGF7jKo0bntuBRS26IXHIvQF8A+ArfrvyWxo7VCWJyn2AbWuS3EPMhQQo/34ZhO62pndqPbpAB8hGwOAb+XP+bXMvEEN3hRXpLlyq0nNck9k4yQBrVJH0UpOpWxa1kjqpwLNuSAyW5vn8AIPe9sgu0FGzREcpJyVO5glHSMAn4eyWFlE1m5u9K10xHSqYYpjGWrZkLzxOxk47kou+0F7wTBna6AKdRBTLMw/NF87aVgjK5M7UQRacrg1R9aVv8aMXtm6m/OAPST5KC0RWoI9syb6u2SZYqCTtqJAs8Pkhh4UC2LTb5vRFGdPNg4yPFd9OTN7xRVKNIGx6/+mgc5NoHYeN/uMOjUENjr9iuODeq4F7krlXSmupAqINJM+GiOixZWkfDtrMlyy+0j6S/HBdikb27yynXdHvYm2+fdqfB9P74sxjwRxfIDqTz/jKYezkJ4VqdVK1AUAH2/h2gtqrvLIuAdnqJqpUImJ99DxKg3p9A3QRk82lXTEeaxOX7E/hpCwKZ5HT4bYLn4JZoQLY59vw9dw84XIC9jwF0tNb9sXFFpMdyH7LtFJQyplVqDMM8vYpq7s7HJmmTBBz9mmknndL3Ugbd1tWoI/Odu1U7Gy3kWCNWDc5GeJBMMZITh3JyaDlhzPzhC//Nw64JLvIkIn3YpHEErl9wE3oNX4Eq16vQgVy/j5XjxOiRTqYn1wWi0FQHA5IPPhOxWB2i5kzqN7p5sHYqOS7EWSku28nMvLt1QsiS0rmEbRWEe+rADFxdRSGhuMxYAuyTKNtEtS39uYqq70/9t2a2Nq8F9WO2EVr+zjURRI5/id5OY5MJsO+YeBrmo3pPDBpbRdUiSZm1dLV0pGQUUug7La/UGHhoAyw/dW2Q1cz6cDqxgqMF2M++ewnQYfenBimkCBU4mUchKChlHKsfJpB/eK+Cx+9lwryDbEJTKXNrZPBDLkSvdipb58QvXbGOn8tPJrAw4KSWT4IU0uQZra0PcPk1AOu82VHA3KKyLsyrXMvnvNk/BA97sPdv41DCvVZh5Lyr7vU8cfJrrjeVO73DowEcFpvUNjcxJJQoi3IdyKhLLNIcnUm9RhVUY3mtXYgT+fE+2cQMVR9EgjpU4fIWoFIWZqwYgfbOxhVewb4f9XxwE65dptPrafKcAfZtHhdUeDc9fz/ra3N5kELC5mVZmvvFtxZ/vC1IobOz9i47CJ7Y24VVFulIxo7T6Q2RL+yQIsIwEfR+FODDbAaMEHBmJYX0332H2LeuDeJoAa5g3y0MKC8awfhrJb2Rs+ZpISgokwvwBwBa74Hk3wzwXtOySIXpD/hgHjcmBroOIjeavbzAoL853fVm765r1wiwT1g1tDxdvr/KYQ7kAbz3esXwCMNQH22mUytRfQXqYnIK1P7WuGGgdOLluriBnH7lFNxORULWs8CyOPN3AP0AMuaBIgtQVDyfaGOV3suhEcmFWAQEBI2b7bfWLU7Efva+QiBdTECEFxRJRmcu4tke8LZ2+sDJHN1ftL6ijSjua5diJBKihKigsEckgVkjGdg0DgpUpC2TfS6PYzcmV1JI7M9Y4tgQSbtReK3j5COLPfh5w2ep1hEWwZr7gC6qouq2hs6zmZ/4e1KrWO57d7RpsMgADpnWTRj6HE26i1fK9lFImB9gX9p9q9t0X/6c6zXbXaPdvAtBQdlsk/cHCyH40UEKpdEdWtmS1DkWuTDh/81I3hH/4LwXA1/QXagjC/XOxSkoxZc6Y09OeZwB9gniVaGyY9B7VVS9O9dFPwRjZ8Vew1U+eavy0xlQ7ocPi0169vBIoAmE0qRwur6oF2raVv3IB3Y+GAtgJP8v0XyY5gKQaz4I81FkLLBbqLMxiWkDdumFuILLL2ewjrOQPF3xkShM5VQY/EQVhfXrrUQffvb+nkAaZzJ9FqRqSwCV7cAMmoQ9hxOKRxowtzBBIwgkNIpPOf1eVLAvZMUKlQsWxs/e1wk0PtVOBl9UReF2X4Ans+93JiBZI0p6YIotn0RhVLxIb8i1UU/pIA84WoD/HDnyop/dCxT2mn2X/v7p0wafd3iudlpTUPItQQrrVHDZdqQS4ipKrbQa7r7ZCMEP4AP6F6PxTJEt1FG6FgM2maCjp1P1v3OdZ3evLycJAzERVNeL402ONKzgcVszDF2Sj6PAJi/UvSZ3UCq9IdGZFWPGi/brXurAKvCL678fATLKAGMM2JRFufk/wpBO9L28k5Lu0rxYg+aD+Oc5+CF6QdE1VzahSXlfs9jZJRfiAPsk/UxXM/rFhLmXAUPuQy1ISFpmyouswsMEHFpJIRHgUEoF+y5iQGPNsudjb8/nbkOdK8SUbwQpbKfS1GpSZ4agkyxmt9s/G3rag9XHPkvv1renD3v6TveAowX4fz+Gyh/a4N43lribI3FDIkNx++wH5vTdaqCi8uHEwW2loJQxpvDugyPopYcFVwcpZHsqaqaOdB0dZ8+R8OZGTmwFsM6KS1vlWedLhhFg32cWrGFnVs58vQ+YdR3XewKlEySNZUzqMzJB202naklByliYF6yHhoYyuAxpPwamLMwsi/MmDsLA2brP++9B13/wuFuSCXIuXWohTkaOFuizMECbm2AR0PhLhhnKdYYAN/WNyDID5jbTqObH1LZ+9k0jLRLCoNOrqDpvoGXO3k82qODyIxn8T729JBsTzM2y8eJ3BgirWct94H3pojKtszAFoxGksLD69ZRO8ICjBZhnc8nypsW//XdA2GMihr1+G4fB0aFAkWsDGk05IUvbSkEpPvJzeRmBZ2j++jZIoS2sfOiUOtLix3VcFYXS0I+d8Jw6fMgK9t3IwHnawHltSKwF3bmmsvb120AQztnUUlNROmFrHehjwrXRdHp9fr6O4J8/74PBg0oR41IYPAacPDEDArDJcGrLd0S1XQRRnFl0MX7Wfi5C01mMIjQkMEv2xQWjfrg5rOqs6PGzRpuWFL1tMNQdpl6bSB6toxJg7zcAjU6tzKDDCbFXAUPASpZRiBiW93Fh4CkAW2BHuDqI8L4aWUaaCIwBY/dp9MZ7jgwtYKUKHl/KMC0Rz04Q3X723k3pqkj3VFH4tAKa2dpV8/155Pn0SFJrleUm6PDpVC0EQz2lkzzgaAEW23hG5AMQKaAnGAjQGLeWJG8/k0JQUErvk7jca4AV4ASD36misBK2nMy+HU1AdncZ0TtFXMxN1Kj7IhaDOewFqpG0pHWuxNnK3iXQburEzfOCVHNzrs6YyN6xFjmh5hnzL9jbt7xcGJNaCzMWTi6bIChbJT3Cg5+LnYJdcrGPZ8wowui+oxEzt4PL2AIsCF/eEMwbgmg4APmvzQIfYtN7xie43qNwxyRMnRSbAFmIX3O9iXohHcpQeqEEE2L7YFJsPwzmgblMNXNdl2sceZwtwtb0j3RLkKrPDbBP7vutmK4WByk0VKSEAvC+bkXnSuBzKyl8ixg6hfcbHEFEj3LFPKjv1xmh0qk81fgUb/1G6YBCMXe+B0M2zUTR2JG6wEnebgFb2VG31hKoopKqvy7cC9TTUz4ecL4A18VuB7PKrUp0LZW6BMjkqBSCglIGsiYE4OeDFD5E/i5oPxf4SgL/MRt1JIDQoMjg+Us9S6TumoUAeKeKQto9pKNpdvtKkqrQhF5LdORoDObuL1BNXqePAPvkx65EKIrgOeXpupeE8kpZ4I7a8mCsdClCV78FKaQjUDvMz8w/DkFT44Zgz3BwbEMYtCGYhuWzUF/iuQFfGSorodB0nhL9E3Y0t8V016udsxATPU7FIyTfNWvxs/dsAiUWypZCwDuVFNorqSErBBxbaR2t8mDI4Gfp2abJPG5jsxkXoO8gmkxEd5tOb31aweX7Mvg1rY+vghRSlKayGlvACgH2pXHir5k/Tayk6hethpvI5bu4wJK1kVrahYrSz94j4uDUh21Q37L/eYnR8IeOVBUr4CNY67pyvgDPiB4JgnoHwgjTWLfj9INCUFDKE7D6AAjBgwHjMk7oeibuohQCCP3JCXVkDOYF06nmPxeuPuu62l5fSrpIaxkSHXrVw55nLlnrnriDCfm5fG8CazJFXD8QPPgxqsl8RLPp38++awkQovfWIpzSwbo3NgR429R/v3DEOajrrZAofR+kkISKu3RxslDPph+Gn1t0eTFD+ELUso1ZilOjR0M4sTt8Ic5hAZ7E3j0NkC7Esnoelg/8mD6OVLDvPAZu1OcXp4P8WxWFrpd/r2DfFAbSLsUJmNGA4p2K0Hg2AQo+gEFPVFG1JWK6I16MAPvuEN1jm7GCQQopyP2Wen4uf4XAWupWYcUYkqx14ls7MKtcV18XRPhiEAQB3lO6gAecL8Df8OaIxPRk9JUodQ0gSkD6s5ZCUFAmf7zXMaAsmPFcd5FGFKDN+pkMsaKOXPbN4gcu2uScE38qnpdoOjSyHqbOu+6UjTcftU4mo1ew968M0oEZ/w1S6HdZH7JNBRs5u8g/v3n+1T7RfgrP+L3Db8NrAxWg7QdBCv1fvmN3tXaH8ITHo4haCtcXwYPDo4GI39yPl+G3og5biHMIQU/gCX16IyqkEgqYygB2mkahT2wIWCQRuiECY6uWVBc/lz9O4DQ/EOgORkK7cor67OgvQaoWNG+nFD/7jiXgEevByRQlKF3j1+qw0NyeLw1SOE1xJJ+JBXjcQMAQVSjRorYqqxl0dBVV6+I1+QzX06aAHnC8ACdemdroojQWHCO2HY0pzopOlfZWwu4M3r+KwqKX6bgE2JIaM1v7pQy+bRVct79BbyiK8Twj+lyj0XBw9cBX0WA0oHzZfhgQHTiFxrrXyRc2wOVBgBViEgbdWEXV52dzcqa/xz9gc+MfsE1T65zw82lfH7jUv2Xqv70wuBKPbKCQrL0cTGoxt2X8rtL2IN5zUzeKRWM7U8rUxztg+wsubTpt4QeuLza/w/XQvqtQLylb/TLNQ+6IvbE9V+wXHffUprxhGlrZum1uIKzkb1mYqBRGNIb55yqquT/APomx6yHo5NBrFh4R7YgkxDVIz6aQ09qvesoSg35XRdX/7aznmBSqF0S/TaELg1TdempPgkVFQ1nX1l0WhbFdIXJuk2l+ct+rgOJSDJxD4EAlhdOEMTrLjz3jrvFAbgtwXfQFsKqKBKKTqdT1QDanFoqCsvnH7/0PQCIN6KRkpY7kGZEQiLxKZ8zlNNaTlSHHiQHdrU4F+xYwMCzVbgYmVVFIVLHyLgH23aqnqYxbNn7BWQvOl9NOa/msz8e4fNM1DJaZyBryNqaTG07k341ywS33qJnIK6IE3LwU5tQaqmnoShSXVgIFcfapR+PvjUSNMun9KpspoYBlmDUAXKmPZGB0UCLbQsrb/WuR21wXAAAgAElEQVSw1L2Ui2D2t2PN6ojHmbzfXmkPylsjBjORd+rtwgDZpEgKnFII5sRKqrG8L85lHhXs9TNIrgUtr9sICAM0pZKq82Jyy8WWnrr5eSC3Bbg2cjFAatiE8QiNdR+fbfhCUVBW8O9KGe4wgA2yjRnfoTuijuTa2KcAq1qzbtcOtCVl2O06GL0bVjmY990ihlgaOtJAZMO2cl9X8Li9GIZygtm0aWTk9u8eUNKAfvUswomjFeGFVoH0bujSjCYnP6L3ANgwQ8WvCa6TKun1RKpQV1iI/ez9E4EUPUkGZjR/9FXmM21eK5fBHJSqhORn31UEtIpDD4oOxnVzbsf6keaf+ELPL7h4xLkzHyz6d9pi1tHvQ4DLPwRYZW9LGsHATVUU+qv8Tyv6Xvl3Am6tpNA5bbK7mZNb/CWSoHbf8LuWwTzbieJUm2zpadwmD+S2AH8Z2Rcu0pCJNIPKXJK3me1D8yfWfrBOWWSk41yoI+Nh7fcY5Jg6kmujc6GFRoHISCrrJf++ThWrD6vwJAcppBBj5OUUFsJt33xKOV272Y1nZr3ExKS8i0ds5Ue90UzMs2X9Vtff0PteBcCV1/hdtFGzIHqfm5KSd3a/SRaFmiasOq9FiaozF2I/j9+GYOpXTzEAovesiTWojmdgzyoK/a/lX5MnS0EY75rYYCw+DEctVPf0H/Z798ldN9nbkRxWez7mAJffD7DQ11qVO4MUOtOaQjNRvS6G5Tu/QB+vztdGuX/vheg/dIKSlP6aCHRSJVWrYtv5DtjTrl09kNsC/NGSAejdX35gqe0YHtdA2oJ+y2RpvhSUzdSRDWchIQaRpriiD/ktw7w4V51iro1KzosaxjFc/WkMKbkw7fokukjnNh+Yf8Y5c1XKyDztDbBPTnunpDa/67uHsVGT4OfWlPNHnoFves3CBk3Dcem8qx/aaPTIE/Mcsts0q+B992HEHtTTtbQJzCfwqZUUbs2/74yFOLloSo58PulhlwQppFBMSuQlitinkmd7ybyrsOPKxFrcWhqofmqv0n6Xd/bDTNI6yjtsUfgBA9GpMXg+Sd1kJisKEGqXtgi5PLD4rrH9Y32fXFD007Yf9X0fq1wSDVfKLzGYgXxTBTvbt+vi+DktwOIgro3MAKhMdRbvS2WeN7IswJJ8rxORH11F4Ses2skPfAAMyUuc6oA6MsrA300svyfX3SV/xB70julqJhEqc+fC27vWvDtWQDmATghS9cOFmKSfy8cT+PXUvi748TLstmJPpfsP+76HhZ6fMW75vuhj9plGZe6DCzF+V+9jHI8rGQRjanM6Hdx29jJQGQWdlyoe39ELsZ99IQJU7ESawbQE4MHa96ImSOG0dn72nRD/rT/48DdPYXBUxactK1o2edDooQI26tQSYJ/sDGzuuPlxgCQLQ/iylSLc81UUFgxEXiU6s+nYRtTf2dvsk6DbXVD0Ey4YeRZWuFrPPR9EgckvUsiKvz2vMXsatb8H8liAo/IhPk4xjegiKnVlVPTIhYIySdghOW3bOXRBbZBCYx3WVX8Y3/L6aIqpkmdEC6nU5eSOOZ8hu2ybpFCFpJcogBinPMxOJpbMVxT60taP8pGLjsEhv9pqt0u8pYZK3Vk+9E5G7z51kpiJh3SksTaDCMCPuoA7nqdwKzVrRy3EFeyzSgdUPw3g8y1S2po8qB9oxWh1zuqTX7h5zt1KWpp0eMbmx99wV/Hjeuphhz9Q2SANhCGRMavNkbzXVmmQrwQp9Pt8jOXaxq3Bxt0gSksBfGDYnXhlUAIX+Y9GFJ9oJ9GYz7g9bTrGA7kvwDNiJ4PSRNpfpDL3RDuTnVJQBti7E0Cy8OYk/MpAuIpCjglBUu3kWY1jEHOJSHtK4VlU5mn7nWfHPMOCjTKJy/c3wK9oHS71YMh6mWj2cjWggn2PMHBsS7vfLffh7PmZrnj5SyrzKGQduY7ZHes3b1aW/AVgAT72yjAHYfUIA+ad26Nm+tQk0UJ7L8QBLg8AnOlU+usymMMHir4yErSerYVB+1ZRdVrUbPk3i47sHxmkEP4ICOvk0UfFCLR3JVW/29nPsoJ9nzPg6H1k4GcXIjvmCmDkT5cORFH/C0As4hZWWsa4fcMbYzUD3ji3M3OjO/tZdPfxc1+AZ/K2MGN6TtkiKnPbEmAcxf6JK7BiuuasL4MUSrzEk9k3Iga6wgl1pAvGTzGYupqR6HpmOELZPyb+MrIHXKTwEQP8LpV59ujuDzdX+wPsE33ny9QPJb9aRWFdgD3XrpX6fvZNJKD1fdisYTRunm1zrdbc8icqc9vx2rbJlu7QOMA+YQGTVD8nm0zJ+7ynCZGHXqK3Ba/Rbqhp+d2agAgm2JW7ghQ6I27/PwDoVK/XVVFoTa5ZsgeeEbkRRIoIyP/6vYUbN5YrY57tAW/bmalIYmaAfSLQ4oi2k8EHVlFYl2/M+NpxXfRgMCRcrQIjUlot8SxeffMm1wSuKblduc7pDu9zj41rPJD7AsxsoC4mRBYqaCkWHU3blIiAe1o5Njb54qXGMiV9yQXXUybMM0zwedSctpCVOtIEn9/H7LframOlwO9biwHjtmn0xtn5PFiujR4IQM/Je4nK3GlhsHz6705tAuyTE4kSfSDQZZVUrfi7rXOawmVFEQwTAE+CVKLILMa/Z01PCBLYlAYqc2c6AbbVpG7RPsDjjmcYd9nx/GqTWA3wP1PD0+1xIrYiV0mx4//iodcPKth7HIN0DMH7QQppYh8Jsh9JY2pOAE6Wx9d/EMEhzXLBXSEn3M/eM+Na4lkZuXJNOeIZDaNhuO8EI9OGN7rCWPFYde9Xr6vY9HDL7223eJl7jEx4IOcFOPEjqI1IgrfyIwHhSCp1P2nl1zNif7xwnjH/6tS/7WHu8v3/jA9l0c1KHRm38/KlMB+VnLbTGo+++Keiecpi/rvl5U+eM/CivFIUuDYq6F4VCMb4J411FwT1213eM1F7+QxvLUtnWuLxQQpXF3oeAfb9C0Br1OK+bx/HBhElSqkO2c/VmzahdV4wXIQMYnCdmKRwdKpLWA2Yd7WEpwu5EMdBSXK6SwMdpaau+XnCJoToD9o7FGvEqsEtKVWJ70qY3dggJmx7ikjDJSP+iq96pwbd+LAghfMSVy7Ee5wkD8nGyOU45YhnLOwLDDoPRAK8y3QQeR8x83TapkgIPnrKWuCBfBfg6wBSARHEd1CpR9KF0sonTS/t/IT7mQ/nUDPX8sZxmtepkfPw56LzEYWkDlqWpQDf2oiS21+hV1qhfjPmfHHArRte8/KvnmYZ4uFNG+GquTfPHLLl+nkl6XNt01mAIYo8a0qGuawFz9xyCgHed3tACEmUEl0JY6hO3VkIH0xi3xQjhYz/onlXYueVGeieXa6NaSvqQXgmnZ+8H56YFB5xEpqWlnMAeoqBnwxgMYNLADocYAH4ZIswCPDoAQN0jwkWmklZdOU/SwpEAl9TSeFWco0A+4RHXhHU0NnVuJa3BmKiktRaRLTiiK0CaEjmhMsf4qIODQSzNEg1mcLfhXhNLfsQCs0mGCJNaPf9dJxyxHW8HzgmGpV2VJJiwyKALkepca9T3v12m3xPxwX1QJ4LcFTo83TwxQdU5rb9gq6sr/31Tfe7Q0R6bVxsd5SgBJd6bsSXhoZ/QkKZ/EEPzKufpZqf9dnyFzxoefHiJf8dEEb/2ADs/tte8HARI+LqR9vRqly9wzNiU0Gs3HuC+XIa65H70HWmVLDvzwwoBMxxqdpPghRS+H4L5ZAkocCvLeHUoxeeiMBijXs/dbBYbDvaxhnneKFs7C79HMzesVHQWQRIFEjnHe6UaURAm6emSAXYez9AOoHF7UEKCcgoUXhG9I8gyH1xa1no/mXlyVsclXYqJPBllRQu6NVILo7ys6+OAAWo6YYbUUQlTJ415Yi/XL0JjKJbQciWXvcwSlwX0WakZmrkYmxP3S7rgfwW4Bk8DBTTid4j+MXVn7ykyNU1U0d6rj0zcpzfa6q5ntNcL+MfKXoHzcAc42+V9EbaqpzqQa6NfQ+wSuBu8l60tUcDU2X3O1vpHBt0Fo1xifTYOlP8XP5PAmthfH4gSOGT28sJAfbJJi7BhexbNgFnLFCwN+qwxF4q9QhncE+x8cCBvNcgD4qPiwsZCKbCaXi6XfzJoLGppBN+Lj+MwP/WBmsFYiYW4LrYfWDW37fHJ5dO2JTT841fCFJoUrsY76BTP3tfJJDgR1pLf+6L32hlxpQjDnMJNjDPAlhg/7oe8prOiD6HaZ5OYz267KMD63qqdBcP5LUAJ34stVEJ/4xQJkq8B5V6EmkCOnWknHrPiqpkRt/RXJxXdLnsGN8DjPOdKp1wXfQ5sLZzJDqTSl135up4ro2mITQB/InK3MpOPNd+u1v9APsE0LFZqt0E+kMlVesfzYJNLZX2csv6Mbh+ToY9D+FgKnVPK9jga3FHEp5uwmJZnM6gZkBT3r/zNrjp2CCFHmtpX8ET1mdE9VMcExqGVdL/EvdJXBt9D4AaRTPN0wNjD5ilk7fERT2WBREaDLIQVm6D0U6aispRH+710WparYTtveae5ptGzcZ2KUdcK6H+6N0AZaLulau3a8Hu22ks6QRBTszrqdONPJD3D5Nro/JhPkydK53z+9KDHraijhzI/fFok3rVKvc753mu+PMtrkfvz8VnXBu7CGCFyg6MR2msWyUIcdAp10Zfkv2CVvUgKnPLv68TZTLvN9xEZL4+WRPmFtOpRteALphPkjqm8vH19DJ748lZwUx9nxhPRRJiip6SgwckPB2DcSbAknetiF7k0E0+Ve8NUujU1IbWcqTm4UIdy//jXhgYE9Ue9S7a5drVu6X304EwJPNCCa8XkiDG6QRbVI424PVK5fu1kATMDwzn9XFj06XoE/GsT/22ECBZa+Fa0TaOiUzh0RnHYTwNt+vcHqyD06fR/eu1YQGOnQ2wyKm1lu9LvvninFGnDbGjjryt6QqMYC2d0+Q/UO9ROZ2yeAYfAIppuXX0GZW5dsj1kXBd9H9g7K60I9ceVEqdnvCf61zyrR9g78HxXbmuffxjkEK2eYj5jqW387P3FQIl0i4e+uZJDIna8fjT36jMJSQtPSUPDxzE4zf1wBTU+RAGDxJedQIGtfz/zXSRlFFrOMdhPw5SSFENCrBPduAaULP5moNnNO0KMjSKR2qExxhAW1BjgH2CxFfAZgQ6vZKq787RrjZVT1U5uibyN3xFX6MYRdgnthsGoL8gxI6nXiMfkUGaUd3maQBfnFmggmYB5unZ6HzbZHhP4y7pgfwXYAsCiyRjje1Ej40ezpNiE/QxH6aSkSfk4h22voOOwuPqKz/WnPqqjc1EM6pzTYnGSmnbYhEVXydKBftuZEC5gBWu4SoKTW5vBwTYe1KcJSkRAbnsh2ux/SobzJdB19MY11qriNTefnbSv/Cv9wMGMsxBbrgTi7MBY5As2ibMJDmzsQeBnWhxRzyoH5BKNzmZvZNMUKuIRNKmb4MU2oK/ip0Eg9VIGOFDKnUnVBn87L2cQJeq8+CngxQ+3MncClFHVzk6Nno4JsUm6F1XUsnIyTyLd0UsJpsDS+nCZKMVAN+Ige6baUPKWyGpEHPr6aNzPJD/AjybS7g+uoJACifqMVsciuVuSSdVihlXePnXhZGz/ruLuZ0w+qQUmkclIzbNdfpcG/sJYFVDNWbukmuOHNdGJQS6njJ+xLUBbUfNeU7rQIlzb79LIIUUgUDnVlK1EuFoD1dM4b3Xi8AjaHfj+F9OwUFLKuyGeYjK3Gu9IlJ7+LjQfcbJN44VkgkHSkj7BSnUKl86hccPiMCUMLPCNc6IbhqsCwlPgJZ7T/dQmes0sT/A3nKANOpKXhCkcCYd5YJNXXKndZWjrc0xuDJyvj7GKszZ+HEwTgar81Q/e3gR5DqTxtDsghnZ01G380BeC7BQ0DHoihvm3HnU6PotlT6u3XgqPujXKvUpDgkBfH6Qwh8zz+uFxpjQ4xWrLyOXUvGonE6cXBt5ERoKEYSTqNQtcm6OC9dGI2nE6qtdRbQzyb+v9SVJLi87JuWZEGiPjuLdDbBP0M37TFh6IE752TKVXJ7DOqOI1B1eOiEEMWHIZtqKhKNlCssZOLuKQkLdmCgB9kmYWdEaJPDx0+pe+wtA22iL1LFU6k4AuSbyxN4urJL3VL/HHh2Xymx3RigrwhFJqXy88Xb0RUKgaE35eSiw2pK+WfBwc2HwWTTGrUcCusNj77GxwB7IaQGu4PIhqdSRJ/xyKg5cksgiaS3PD/k3/rn+IwJN/EIW3ioKv5r6d26Yk0Z3CPBZVDIqp7Qfro1cCZDcraSWe6jMndgxOyk8k/vBjOk6xiuozN3fSfu1oc5k9u5pgvRUh9Ue1A+1UqtpjzkH2HdGXB3pjrLVW+PquTaH7nVQEak9fF3oPh2ehl8xYJ40jWp+9LPvWgKUq4T+sYHPPf71M/60xZVjW9PY4laVJ6tIDQPHpS7whZ6f9Odn79kEsnwx/xI5EfuYKoQEv/UBfpXIvVLqwXwritzXZ9NOb4859PTZNT3gaAGewrv3iqD3qbKgplJHWqnYzOpVt+rvI886u4U6Up82N849H8wamIZeoJIROeX0cW1UYpV6Wsr7VOZO45e1cz3X8gggprHp0Fwqc3VqDmVHvioV7P1rulwcvx2nn9y7o+w4iH0buYF5fWP96B9fP28z7LqpiNRRz6At48hpmGE8YZGrm9pt4jRsgH5kcGtYWipsu2qH5Zf/cP0AzYaVKHUNSGV+8nP5DQT+q1qPHw5SOCcMSS5zlZQjAn+oI7BF5ahfrF/xyStOGLRXL/XgjqgL+CGFVpURhuk6jbahjPwGudjVU3ft8EDWBTjA3kPjO9OrAUqjShvWtCHu/a411a/FI2k/nFRXcdOcHWDik7QfW/HsQUTeqFO3Wi6ehHqMcfV1StfGM5p2ABmaLfwZlXlyRlM7tbur1Uslw2ixjYGbqiikfeja1/IA+xI5oI99/QwGxCz5CdZpRaT29X7be6/g8i0ZPCtbTyIdSoBQX7beA/sXH4xjFur8G/wmlXkUvnldRSs5VgLElW3cfP7eknIEII3m9vhfTnlw79+8Rw8w+xdhxPz0TOuf1gcai+aDcT6NdQvveYcX5mdciO62J6Jms5YwxZ6mks2/6XBDega09YDtAuzn8r0B8wYdnKP39MTXz6FfTIvYGrHtaIw1bSCz5N7PXQiCmm/C5j7Ua7O3cnlWXBsVQEersHtzW9c2VEZfOemHZ7IPZkwVGiCEqNSdkx6xk7G6ap0A+wQAtUGqfSbYP53Cunxku04hwOVXAHzJlXNvxNart7Maq0cRqV2fQNs7Pyo2acGFP1w57NmhT+KTvnJodFbO//ES7L5CC7gw30RjPcomMJk3vkQnFjEQ2TBXvV0nlqWmHLXU37BpY5y24JzVZau3XpOTPPxXoJdCAAjU93od89c/nMaS2NthhevnjAL4KBDtAkCcuiayQFgBdu1EJZv0LMId9kQyD5S2AFfw+FIT5nUEZA0JMzD9ia+fHtI/NkjlmCQ6mUpdGtp5jSFcP+dJEP6gmEa4mopH6ne6Ga3n2qhoYY7XKh1NZW5V3cimF54ZPQQmmnXOWgrjeRrrPqSLPJ92NWMSjxttwEj7MZpwbTSdXk8j5mhPYyax90AD9OLJP5+B/ZdOtB6qRxGpPR9Bm/t+ccHzrxy41J/I6a4e8CoeGXYfVhvZ6dkliibRNPV3GDuMxhanKR5lIvNo8wRSOrh81QUThzdsOF2AVm/3r0Gj0ZjgKvcvORjFpgaw6r8SGKpnfvDnVDJq+0LalKkv5qkGGo89AcS3gTMIazAuoV4jVRKjjjKyZ5w0D7QuwFN43LAIDFEvkVQPFaWsNUuljuTayMUAKfKAAD1MZS7bexmun3McCKo+KOF9Kh7p+P5WTOLayA0AqaFS5ttprKeV4D3jS1vbdApg6ErwD1KZWyeNXytfnVQqyJQJzgpSSCGZ74jJJ9ORFgqoT8B9lqVHEakjHkXeYyz8Zv4160XW/3tLB4vdi3DrxjesmNHrc1uCj4HRQXj0m6fTx4xENqPteqWl6PjZexeBFKAlg++uorDwXxekNNStnMCE6SVmSeI7uMS9GBGKYIPIMOv+3TFgU50aXz5QsRHUa3NdhrEgNqZ2wk0/7JzIOSZS0OWWAxE9TsUjjim4ET0d5uUBOoAP6N9MHUkiaJ8G3UvtNa628g2DL07V4uTayL4AKaAKgGZQmcuW75T5hw3RaOrScjE00Ho0cISkKTkqXBuVJPyntMpvUZl7HycdcG3sEoBVRRWim6jU1aH3n05sbY86Fey9j0HK5RuD/1VF4T+2x3jZ+gxw+fxtV20//PIfbAivehSRsrmwU//eNLP+OI/p0TfWTwXGTHjdLm94x5W74JJ5ilR4XHmPFlGpy1In3M/jDiMYCnOeZFxUUcjy3iJXh3BtguHvRj1X2a4foaN8bdDLKBu0PjZBmp71GVQyUqQG26Xw6m82hstzBThBcWk4HMREjHalPiM+dli/p1o7eoD87PvRjjoyZdyFAN3gwep79NQU/mjJAPTuL4tmajib4XENzAS354Y5tWngBsIhVDzSDgab5gaua9gS7NaBHyuS6EnO5jeeGbsIpsYpDbxMZW5F5SRbP93171bhPMA8IUg16ke0gyYotJSDo0P2f+QbG2bSHkWkDnoS+Q3DdZH9wPQfpTVzmMZ6fHZ5w4f9+kccvuhP+oC2v0EhxDDh0a9HGDAHB6kmjQHI6UwSXNSDYg+CE5KOjsrc4tmRe4ff7pnVqxZHRifjkNhBWjt6jUpGOGENczReS6UEuKpxlxMBugnQk5AddEV4H0UjdieirN9IB731VGmDByjAvkwPYSUDdxmgmyqpWgBPloVrIzMAKlP/yPtm4jblhrm3Sf6v2obup5IRf3Y6nwSgqy6Rx6vphbq2pDLKCjRgCzpNACvxi2sQeckxItupvV2p3gH8f/2L0Uc2TsrOmcDbV1L4886wtYJ91zFwwT+/noY+sTQJWNni9SgidcaDcTgmz2jaHmR8qv2ma6nMNbbl3/S84YvnXYWdVqqR05oBr39054bXV0jesNXQAfaJQMjmqX8j0MRKqn7RoanqHmFG/aagomkAO9O+ZiyBQVcfutXv94+QRACB0eYo3Bi5RBueI1gVHUpDttC5BvIxM9GG6+eWg8xb00hLUntkmAA/ARgPw4WxMPm+tAENnEhFI3vETfJ+EoVpaLcAmwQSfdhLp1FobrahuDb2MMCqEhHRRVTqusZ20W6YI6dM/Qczm0pGKpJ42ceOCnJaz1k9nMrcFhdL2hZhKhs4NCbKJSqSmlx7UikpdF7Z7Ohuf4+TGuwXR7grpxUGL10OXr+Gajpl8xFgnwDznrx2zm0YU6/t55od3KOI1IVfNGuOdlpCZa4kj3Sz8c2nYXoqTi2518PfPIXBUeXPuGqTS/Bx3/fTWLRapl7BvkcYEHWnlEI3BKn6glzdw3WRfQDjWTCrdLS2HdE/YRgX0BiaH2BvECAhEEmUhxtvwWBd4tc0D6Pem6WByXK2s+G7LQD3jQC3jmfZB/MHMM3TqM/mHyUWbAFnNRz9rsX98ArEsBX1GWlxeZ2rdT318/WA1QJcHd9nXSDUkU475Rmxk0Fpu6wXqcxtA2cFeOGMvhjQZzEYReo40S2oZLRjCTyujVmdpG+gMpejH6OltjD4EirzrNVIwQD7por+gfaMXwtSqOAhM6fvkSDwGWbtqQvOxr7LrBgOexSRnPqyM+rxM+zC1jGhcFWzK9hVrGvb+nncacOaNrrrvu8eTzP12C0OwzJ3KxSklUVrzQLsPY5ByjWJAEPjrHsaJVVmL/BXTafBMEShSeGzt1nY6sA4jbb2hFv+HmDvvwFqlWQ9JfonTIgpqctyn/0EFY/ILEOYwUyunz0SlACaCqhV+1YqDVeCzXNQ8sTDRFOFe7+1cNPcnRDjD0H6c+G/U69R13XGu9IzZrMHUhfgzxl8gU4d6cRRPJO3hRnTw5aLqMxtCaRo6ZPr59SAoAOmTqOSkToy2dYM/ip6NAzobCCvU5k7TabEqpPkj1AHStRQmdvrZO7dtU6AfQKcS4TPWgqBLqukahWU1oETnMpTjc/w1spDfv1DryMXaQccsaNHEakDn0Z+Q/GM6M8gNa8cRa5NaTTNS+2xgr3H/d+KvR++4EdV4GiR5xecNFrTZACU07BN+lwkhuUDX6CPs6oK8TdcjKh5H5idoIF/A9P1WG7cSntQfeoc/Fz+OIFbL7B3NrfFRREtAYOwBEUj1ieiWK4eTeT0EuQglAkc2wTgQcSMa6jPprapg9wwR7j2VdU3wkVUPNI2SpmrvT31c/dAAoQVbzZ1OczH8g09MrOBupgIZqsXd7HoaNqmxJYonRvnXAgWli2lJOS8nE6F6xq3Abu+0OovoTK3Gtey6ZBn8RjEYjpFXBP6uQbSJuoPzqlNXb4ewwjAJ4AVJT2EYe5bRTWa4kzHzibAvg82aRyxyx3fW2pq9CgidezjyHk0nhH5DEQqItnl2pW2IoWZQ64bjlp4/JOTF7ceIBNj/a//f3HjRlpW4xorWk/DcRlLoZ9SYMcElFdSKJTJaJ7FGyEaneYoZQcIApG/UFkvy2s4P/seoOa0zUQpggf/aLzLLIJHRSS7XOPIs8mbuTqTG+bIaVs7Uqf2ItKOxnlUsknGiCH/Nmsoikp+BlhRoYJBO1NRDxo61+dSyPqJNKRX6JU2gwS4NhIGSH1ZCEdSqftJO4N59fe7wtBEuAnLUfTBEKJDHe0Ym0WvYysAqNnx7BpBY8lRDh7XRmXnqOUQZAaRFfIhdHRfFezdjkGfaeNGAHP9tiBJCzEPP/seJOCE6+bcjq3qdQZAfo3KPJ0WIi/E/Nb2Prgu+h8w1GdkYhJt7X4hde4BLg9cOfeGSgR8lMEAACAASURBVJ317LmhTy7413qPpeXzpLRNnIYJvD9AQpPbWgh8WSWFbSM4/FVkTxA9n3ZCT38oswHXGVRGL2V6XgH2iYCMCIm0lksj56zawdxak0fCLVQy8txcnj3Xz54KIv2KqLkLwhcwcTb1Gplxs9EyHtfPPhpEepQwZ7xNLvb31HXmgaxc0M66SZBiXAeQeu9KfAeVemz15ZrZW475NS3E4sIe5Bn5ruOxZ0TfB6kSZwAqqMwddNIH10b/AUDNfWW+jsZ6WkkFnPTTXeoE2HdKXFRDCfMz8GkVhXbs7Dm0KCNVLD4Mf1p4vG6OpJgNdMr13dlzWRfH59qofOjVO08LmdBDogcc8Ni3T73cx9TQ7ib7Jo/dbyRn1xsWikeNhhbVQQrpzHiJx8Azms4AGaJolOG+l1YB5i0w3DfSGJJNfcbiZ9+NBJyXWskf3X/WMbFD1VAv8C2VjHTMV92MdOb0SJRw3bNxDorfe9DpASUx98Y5z4KhsfvxHVQyyvbbnG3uPX8vjAcKuABHRZewUjPrAypz/18mU7lxzjNgTFHqMF9GvUY5vovk2ti9AGvpS3wVlXn0vABLU3hGNJ2ZC8hJWakwj6NjegmwL23DwcCDVRTqdAawCh63F8P475jVY3HtXNF818vaG5nomKffvqNwbew6AXGqo9AlVOZSQI3/XvjElMN+PUJBBwupBRnu/rL4OdQb1iezehnMAalXafwtr4/G2AMgZEYPA28gEj2dtivJKijRMmgLf3mqEcPN9e++J3L9KXGCHzUMHYvt0oJMzvg95B82R6Mp0an0PDxGudNTb8sYzB950DhkMUAaG5k5gUo2EyrfntKJHijcAjyDh4FiOqQ9Ao+rH21BjXZz5Ia5JwF8v7oA4x3qNXIvp37hr2InwdD6ADKisFP75m95EzTF9HB1DB7X4LVRuzPAPrmX19O9jghSSGcVc/oIClavmZmtcdmQyFB66FuL2wvGozTWraa8FWz0no7a6oEkk5SunXs3lbkVqsifvplz2oaRjRXw4xLP4qVDtthAOdU61BtuNdsE+aZTdQKpzLVRAUgJWYV9ihHRj2A+z0naYuuiJvnOIH/NwND+0wc/t9tsFeZySWXDIweAsIfiS8KjVDwy63vL9bMfBVE6OIz5cuo1SjIXcircMHdfaPKPAK9A8eIhRDsLYr2ndKIHCrYAJ1940dYdoc4nCyFHM8xe53yNYlVkiNMEdp7ZtDNMQ5dfmU9l7o2c+pZro2nJ/SDXJCol5e7KaX9dtd7vedywIhhpuX9RRLd8kd7KSl7SEfOSDUKxWbzZv2dZuv43eFzrZ9rUdYSNPWNYe4Dron8AQ905WQic8IzovSAoUatP+340Z8dNdxul95zLaZiAi6d9VT0N7tjdYNhnMjCiILoVUeNa2pac099+3rQbPIZwD3jEzijFcMHIM/B9STMOikFTgg0PbQMiFd4NxEDR7al4tK1SGzd+tw3g/hSsgaWAGioZmVdWBjfMvh2gMzWfPkclI9WoY88L3SkeKPQCLByCKqyR+TMUuffJTEs592uA1TsSMgJUvGmVE68k0goisZVp9zuR+g1ou34LHfUxI3o/CFoIlm+nMmfCDk7G6Ap1JrF3sgHS6T5/DFJok65gn9jgZ980Aiqenvkiitgi9ZFxGI11t5ncoKvMd22yg2dEfCBSJT6Bt6nMrZDlcG3kPYCU66mn1nvsuyPWOyFNd7zFP5K6xCBhdUosfnrpbfbGsb/8+evxy/aXd7mXvV95Bgw+hsYUJcgqnBb+mjdD1PwYYEWw+rmhT+Jf6zVjnFzgrZ9reGQViCSUrb289DqVjLBNj+SGOenqboQmNMa2of6bf+3UztR63DDnewDqpob5GOo1Kj0BO58Betq0yQMFXoBjFwFp3MqC2gvD7TrA7tTCDXMkFKUonMTDRndTyUjHCidcF/sMzGr6A+P3NNb9ihMPcW1UNg4aCTF/SWWebZ207y51Kth3I2vAEQDBIIUqusocAuy9BKArrFiSEjYyV9FYj2AOekoX8wDPaCwDuWaoZtG3VOZq3WAnN8wColqjqQvgwhHnzL+2zx0Zo1ZJjID8ptPuSLdbtSMumXcVXGyHsxLWXbobpa4z8uFB5tqo1XcKzw19Cv9a79HEm7kMZu8aqmng+tl/B5FVju2BVDLyZf2xccP3EwEjXYOb6G9UPMJGnSTzw+em2bvBJA3MSjE0NQyj/lsJ+LWndLIHCrwArxoOlHwB8NC0eTGeQ5nrMCsEKzfODoBJB3B9TSUjdTShrbu4LvYImFX2BqILqdR1rRMf8+e8PjyxX7S6jEj9MKenaCfjdHadAPveAbT7KZjnBanm5s62rWX8Cvb6GRS87fv7MaIxLSIp1ZoQdQ3LJXTYVea2ttvBM3gwKKbzxq+kMncrCIi/atoFhvFBqi+iFMGRW1Usfcb4j45sTnNZgL3lAMkilhYe2fs3L87+6W9ppE8JjncTx9DWbsdiL6kD85crN4CrRE6TyqZB6vx76D/w9HqCa+R5QQpvmliJZ88uwfDEKTjxv1NKHYpHbJNKzMHMbjTOldC0/r2bg+IRWxGRkG3kXLhhjsxV5VTg3PA1OQ/a0yAnDxR0AU68eF81bQeX6w2wxSIM3EdlbkmBUQov/qY/+njkR6tuXXPQ0+S62Blglry8NcXi7imTd7gu9gWYt9HqOOKVzsnrnVT5AD6guBiNQpii6D0zsGcVhboM93WAx40EjNlXzb0JY1fbBCBM82TauuiBTnJlz7AZPMC1UQFdqovjalcf2pkSLFVcFz0RDOXZfVvyNc4bdXpDFYUyhI7XDPqn6MF//M217AmA075hByydiJN+TknPZXwLilVQWbHt/Wu2B8p1sZvAbJnLu2YBRihIofKWvrh+zhEg/Cu9bz6VSkbd21qvYY5E+u5Mq0d0GBWPyOuqhRvmCJdr2kkbzFdQr1HW+cXZnNDz94J7oOALcOIHNot3QSwmSEQ9IV3oBC+mMS6d/QrcMOdtAHuqCyidRL1GWFIipS3iM3lPmDHpI7XMpjK3Y3EHro3cBpCaG8d4gMa6Fc3cgj+FDurQz749CJATcGpZ7UH9UF1msoNMsh0mwL5lF/x42YDdVqivxJoG/BaVeRzpPnf2XNa18eNpfT+AoGIKPK7RtAUlWPGscoVfHfgi7ht+B4IIGSBklMnj2sh4wLjr1YEvbnXf8Nst3XvkomNwyK9HyPXXqyhyHUabk2w88yo8k0fBjMlp1vLuOeUE/ECQwq3fioRaW9MP74FZlXtiXoTV0dECMuWlsweiN30Lhs7c9w6VOM8ESZ0Yz/+oNwYPlWuAkeqEuQmMrajXKAHL9pQu4IF2WYATP7KvIvvBSCCI019aNo+jsUWJS5OWwvWzLwXR5ZpPnqWSkQrbjZ3P+GfugyUJRixVlzi6cghtO9ARypFnRCeBoAO/vqUyt+Mk+i7wTG1N8LPvPAJEbHyN34F3qijkOOWro+bnZ9+bpy84+3fjLUUZElYwODKSxv4/e9cBL0dVvb9vZva9lwRIaKFDqHm7m4SOdOkqKEUUKSoIItKxICqoiCDyF6WJ9I4iIF1QauggUgzJ7ktoCUVKSIGEvLYzc/7vzO572Sm7O7uvZF+y9/fjB7y95dxzZ+bce+453zciFtrZUMndGEdBL3IvgNzapwtDdmRrwtv8SZszBSI+18Yla/wBj415EAl0jCy1GczDSDp/ABcHehYHQAV1v//cgx49fOVj9uovcIu0ORdDxId4VTxWrwF2IT+5l5P971du1vZwQptebf57toz7iXTOVGrBAIA0BK67LUdu4HPTx322pHOWyuADCCm0rQpnP+54jXq1a2DQDLD3omW6DgXNm0PsKF5IPvZn0uqjI5T2WdvDCDyoyrvZcv2qQXaPkka4zWmDSGvgxf8SWxN+kvASHcibMhpd3v2VHzPVMdflRD+YfO0qX3Ite6OLAwb4/Hv4mLKt1FXZT3a96PDZR590wNwy+y9XfsoJiZoCVOpqskuZMNJm3wuBnwnNxdf0/lUyshzoaACWb2N+8gbfwzvNs9QAr3w7n9PfF28SM9IE2icDVGS6EDHBlatfgn+uGJmy5hLy9bs4+c5aVewBeXQ7miYZuvvt7XPxCZgH3M1HQ+h70jHzVtAPmwmiC+J+BVC4S/oPKcRf2DzOj8wXcwLS9e4kiKMEDoHrPDyPlut3iPstjTlco1o/NTCoBtgzwlnn5J6wfaX88heFVXNkT04o7IrlNhNdW88DuILfgBrbsGndYI5v5LSlzf4LBIf6fiT/xKRZcvca7Eiy9r977k4CLiMcxbR1bT91vcSb7y+7fQj4mWoI2f8uTo6V7jWUE9CUkwPnHHpNJCvS4k/zUhelPpQ6HqyxJOtcCUgfSUF+HJ7AlHmpZGVnwPERE3QanThskwPg0oENrP0PPva/Xtkkk9sRhvGnUIZDkfCfmQvxo/WPw+xEMIbSq9QFyD53c3IwNSrW9CWTOx9kWRznXgOsKUh3cHIgArwHF0xZjQwonaEv9kLTiCOgMTvg2uM5ciMfe1QcYfPcv0c8A2LbQH0btrsll9sgSFoTp9tGnUHUwKAbYM8It+V+D2GES0QT4O2de4MjpHPmXcqQ6Juv4HSOiEeZJdnINKgOOOb6nMjItzNkgDO5c0H+NLBbuIkps492bBDXY9C67oGf3LAH7zrEmhL84A2aAFV2vL/sumW6fdKLZ79dKTjbnMgUaw6uqVKsRvUYGpBs7jcAzwi8Q79hyvylZJ1TAPFhjGZGvooz1st/Hly4G9/Lx9+Qt2Q1dDoaKxICBC/u97nln8K1q12OOYmPy0n2mQt313v5eHV5v/nIZz39lg0MKxjgvhSkKEGkc9b/AajsaSLOZvO4WBC6oW9X56zjNH0zND75ezav95MYS9eoMsQaGBoDrMEI052bQ6fT/GT/hyZzO+ULlegHKDYKjLTJOIijCesBlw4vYNL8YRzdytTcnjCpXLnFpSpUrTjjDHWdHnQpJVm9MTDuaz3wk7FTvYZS5l1kl5aVYH32lxl3mS1uue+fnMdUIrBhGkpJG2OFDEHWOb4nFTHIsX0VU9b3pM0OYb/fu9IduG61PBptc27kZn97454de5K9NVK3NIQkgIXmAnx7kwDHQOnlmGvC3fEOPq68uLGKtOX+AGHF70beAN/Yl4IUaYDzmR66AS43pw/Q3LQRuWZFTuOw8X17D0CUvSmYmjUL8+akueZWVfcZS0mNSv3SwJAYYJVQXpQERjn3hajKPPGZhRg7YcP3VgIcPxyiIsE0taxErr4ozkwjWZnUDWV0bcDWUSUJq3v7lndlBBY6ypXrf5ANs5WtXl7fsCz7yW6XEX7oPwB/vZuPHVavE/qms9/UK1+/acIIt+T1m4r+DpLmuFqAFep13sNdLmmzD4Tm/RcXwX1MW/tKxn4dhA/t6vy1zsEzKzyBDTs3wa/eOee15Z3Rm8TRQafRgUPGhzgWOgi8JUA6oo+3XZjb38uHK38HSp5+NSfXD89WOAH7UpAijXDnzGMB+ljI/DqSIzlifV9wahw9lKUuBPZmy7hYYERxxmrUGVgNDJkB9ozwFBmFhKMclv47Vm9O8jw+sXbDFm9nw+Hz+DJbxpXl5uwzoG2yMsTRMHs/Uo7gT0xbse6Cpc2eDAkSYbvHM9VU+uUZ2HUZ8N72k92mEPBFngpw9D187OoBH2yAOnzifw/evPOnu8fYIMjnmUooPm+j1IEGvHtb8qmAKC8g1/EVJEaEroJ+Mu5E7LxgN3xp3r4wA/GP5aYjcN/5atKDnfRlPiSAdXL5dLsALr33nZmWQ27n+/l02cyIEqdfG4QBgY/pSGEo71jlL1fcxckBRja/9KIYz11vTwUQJLrWGfwXTddvWU2QlMisNdDl4W77edh7hyXuYPO42C6COnh0ljkRhtQAe4+/Gki4T4eilfVH4j6Me282GLz34UVsWS8Yql9ysSSbOxvg6YEK3UiYG3JjvldplSWbOwPgb/y7U9zBtDUsH+Z9ZYflDbR8EqJIg7v53Xxcqc/qsuTaOs60JFEZNIC4ksmlI1e7LheiSqEk07kRaAWIPfgOxD0GpO805tDBAvNTrGhXBMAKSCFPwLS+dsAmu78djFBuh7Xc8uhex4GhuADB/Frt57kEOnYvme5U6vRLOBD/DsGmjRM3+C4+aPrg9Hv4aBT0pP8z0jlLwYKiDgIXsGVcRXd330GjY+YuIBXkY80Sy6PcxluyZYNh67Wr8rEbltWH3AAXjLDe1Sry0hohrY3ofB1rzAnm3WbZMi7KpRSpdHlVVoTlnYL9EdUlkLiCncj03A5wGQD14FzcZozlmXSH20ofZR/0lbnmHB/OrEDmfwoZW8ydWm/zkmzuNIC/qyiXYD46zNW4FRv0ahWVNfgVCqlGQUL77vymVvwb21rEEfwJs80fcFfa+8uus3vwnX33qoS12l18aPb+spt62jT6OYQbLZB/vYcF+77El0LPTInTrwckHRT3prHX4M6Vb+0wgOSdfEw3A6UPBvK/ddCV0xiVlshKxMuA3A6xb2fLxh5oSVSp4HLWJo+Dciyb1499313LMjTa9F8DS8QAe0Z4ukyC66jbcHRoGmMWAisFgGuajbXIdSve3fTtEDO5M0EGT085wNyYKZZ/USaLhdXc+YAE3NjuFkw3vdJ/tQ9tD99w9vlll9ERBDl5+G4+VpKZZWglLPGhyXafAhi+iNnSXzfsz7RVd+lU9aDHJSGDZG2N2fBf3hOPQbBbP+TpAnEMk1Yfk8/+sptGKfsQnxxYG9zHhzyK03K40T3Yy7fcjccOK0beKmA+R0U+hwzw7MSHOH7Do5Bj9/H3cHLF6ynpmPUXMJAmWVoZr4C8FdL9915jLN2zNocL5VqOdjl7H9baeIP7sSaNpv3QwBIzwN6zks3tDHgRx8H8OGDlT4DRyjBYKIKjOGJc7FxceX7uClhhtJ6Cg4n71zBlfbeSziRrK46q4qkuLuSPmTQr5cVU6nrIfz+h44gz32t5x7cZWb17jf+7vPkvpw25MFUMKFnnOEDCaRVRfQhuY9ryU2FWMVaj6sBqQDL2GyA09a246L1rCEgj5sj/g7hfZbrJhw61n+w2jYGAK4Ex6R4+onetXtlPdv8aIbcC/rvb/K/y57s5uY+JLW7ks7bU4LGnV3j8+XsweQcQZT1j0v7WNjCM56NO0ZXnLzoXAViOme19iBzGEes/Xrm/Ro160cASNcDe45+PmFTAcV9gg6egsXOB5TryuiL+yuZxMQJyFqu2RF6wDcscz02ozCYli2ScH4Pig5VTcHOmrH3qZfHiyjHzzRlnnrvOmb/qBSoYm1sNv3j7t79eZ+P1z4zbx5KoJ1lbc0DjBol1IWGOLcc7vSTmsKyOKW3205AAtntFZUR6efXdfwa2eWBULv/+spsaNR+vsAN3u/v4uP69r+wnuxxDGMolHCoCnHEPHzunzOk31Gb6iAx+Nu4HtgtueS8frQhwEYl1X1EfsSs8jmYcSo77IHaLRsW60MASN8CeEc443weljx2kTzMUYPU5wAglV8FsNK+3ejXpJoW7KD0FBwMxbmDKOqKsAc52bwEYCulWXD7DR+aKevdUF6sXUwjJ5M781Pr0V0+MfhQGDOyw4PNYMbfir5lO1LsBjspdLj1rwZFMW1WnccRUY6NaFRqQNvvvEBxYRZPoquQVWGScWOp+f3/ZTe94A25t2SMK+eoA2e10Ac6OGojA9+6c/mBrnLxfgeC0cSfhtRGv/f4ePloR4EK63j4I4p3A/UU8WTSmeh8ItqhJVw2Xc01qq5dGdWGAPSOcdc4CJIwAY7jAmh8DTTlFkN6Co8ZVdQcrWec0QIKBPA5gJ5lqCURqLl4WOVMMHOQovI4/PJPmDkyybqj74jxIaoBD9+H64ta/AVaX8t/izDFfRx5hKrFn/PqNmoOlAcnamh5zSM39C3IgjmPKKusB2V920+BCH+60C9nvXk4Ok9vn74QvBaiIUb4yxl7Rveb1W3IGjPB1WKDuUytMxh/XOneWg0/T9/GlsgAXBV7gtghmohloHjeBzG/mpfP1DSHW1wuY0ZvH0NsCCL/KEevVBLEZo/9GlSHQQN0YYO8hbHOuhAQxZJUawek1wqexeX2FdItd5EUZiZFeRHQQgeZmpiw9YZUs0bt4+QVTichddGyhhrjiMDbABwCoBkjfxQhzLa5PxbxulCWgAZnavg6MpgvAfpx+BR9B5MBenPhy09hPdruFwMGBOof2ILzdEtlOFOt211sA+uIFvvPRMdh3XrwD+41jr8ZdK9+29918rCLAhXTM/CnIcyNkKYlt4BljNn0dIspEEjTGr4C4H657NUdsUDaYdAksf2PIKjVQXwb4NjExwVEEHT8etE4qYQNrzH6Ey61b9QlHMs6PQDk/oBsXtpPmpOaSofoyrft4DwjeV+RxphK7VqnnJVp9GBtgvW/vY8yKp0T+gCkzTP4Rr3GjVo0akMnS0pM5oMQrCgs6psZudBv+AkzrqxzPPkKGcn3tL7tePcZe6ajPLdweDl08OfpRdLG7LMDMlrJlYh2MuQ+QL2jfo+0xuPKNm9AkFQ+/nijPrPD4HTuuvUdFTAApnXb0CFvGxfqOSdebEwFzfy/Ey3Hu5nIb9gWX1a7jRst60UBdGWBVirwuzcg5Ghm9c0hJTbkcnNyaHL/CnGoUKM/KCIxxNOhq9UC7W5mygrvnvioyQ1rhOOo+Ki7dWN4cw3VYiA6rRpIlU3f4GmAlXufD1WlNXmIqsVV1bRq1+6OBPMORra7dCf3px0PDS1i7cGN6QR9xyve7D73onFkXnLSSnQ/z+F/Tu/j92mf98KKW68qmr+0le40agdwjBLet5vS70Fy46JnlntzyS2vtVxHgQrpm/aLnhveswDx0479Zw5DGWd2lv07dGWDPCL8oozHSfRqQ8AstMhmwvsi0YrLGL5G0iJo64JqTmGaIQqy3Z8namnscAAyRPZlKPBJ/9CVbcxgbYE1T81HXxdIkzfFMUgEPGmUQNSBZWQNw1L16+AANsw9Tlqb/xS4fvPHO71fvXtPHtPZe87u/WmfD9YOGL9TnF2S7lday13nqsjeuS8U8/S74oPn93dfccN1YrErS+fa/ek/ZfYMT17F53JGxJ9iouFRroC4NsGeE/9u+Fpqbnodg7fAK8FYkjUOqiojOn6z1FOyHbiP+zqT19VKrLFn7ph4aPz85tsjvmE4oOfiwKMPXAHdvCxjPVa9kOZupRE2UbtWPtey1kDxQjTIeKeXgKgOkgVm4zdywWqQ5ydhPgdixWIYPEu+fvubG61aEhdQ23dPbL0q4TSfFm4PzVaaa74pTV959dwRWdTTv2e/XdpxtOGrDWPzmccZp1BneGqhbA+wZ4dnzD8e8UdfDDacIg3Ixk4mTq1G/RNOkCQxzM7YyMpdPMvaRIK4JjPNvpqwg6XU1ogxp3WFsgKNSwfy6I12I+B8QwVtMW0EQiCHV+dI6mMyQbeA4Co5Szs2/ECJ/jECiK60W8mdMmpVhR4t68CBnE87HQXzm98x3PrfO+A18gB1RA1eT96ubDaYSyk8cq0jnzC8A/FfgYX2XLeutG6uDRqVlQgP1bYAXzFgF7vKz8cGqhESJyp8wZQbBMkounGSkCXSUk1MZVBYXwT1MW+HAL90EvCHroNt5J9Cpg4S50nABfRi2BjgjadCZFuNNDCM42LI9JyVqOD3HGG0ZrCIvy6pocX4F4vtBg+dTBzVoTgMe+bNo6tFI5XUjZ67DTTm7GtXKtK5DYJia7lRU+C5TZiwjFxv1SuRRphN7VCVb58w/AvxB4DtzDUeMq4jCV804jbrDWwN1bYBVtdI16yUsatkCH62MCCOsH97DmbLUTRyrSMY5BpQgIo4A7lZMNb0c1YlkbTXa/hMVzX2Z5H2xBl3ClYatAc7KxoAT5y5Xgf+XD3zsYtNPLuHlqfvh84hkPBuQYBBjseF7G5BT4HIsDC/jwL8e5WapKHdJqyqUO+/bkLUVE/rbgQ3AFUxaZWkBvbZvyWrodKIwn8OSuu42nNBUldtYOmdpXEnK15nrHsSRG9xe9wveEHDINDAMDPDbv4PIaVg4Evg4krLMhmnuy/F+mrNSGpQXJYGRjgJwBLlC/8GU5Uvo7+1DMvYVIL7n71MuYioRmyJxyFY0YqDha4A71gMSmsNdXKLwCueFAFOAj/GRueZwQy1bks9JcGyZ1r1pIQ3Pd8caqNcBkQtgWrfCsdXtvHv1c6iez1lEiOnubIj476AF+zFtRYJweIZXOcmt3JEwzFMgskFMWS9nyjo2Zl1I+3trw7DfDdR30MlVOWa9sjzEccdo1Fs6NFD/Brjj7d1ByUccf7I8MC9MngSgHTB3Z4o+/NeSRrgUxrBpbsPxDO10ZZp9MAwEEvtlKlOJcuDodfOEDF8DvGgNoDnAgMV2QPwsO4L3QIwF0BRQetVRtXWzaEtQkDydp/0zwDgJKJMcK5gMmCeA7ud71kQBckK0f5WnwSxTZmyq0b5NcVtuO0gIka4LOXNlbkplYvLv2to6xsG1TgB4FFh1nrILutsw2RSEpo2cnnTM0jH8CF6C5zhi3PaV9dGosSxpoP4NsLzejK6EnnDyH905Y4AFke/5PFjmjtyEwbzd0Hp6UZxjnRkg/DtgkQeZTnwx9PJOkbFIOB8F32kkzNW4MRWusq7LsDXA78pKWOjM9X9J5ROQyvMcjMxT/mb/SU3wF6YtfwR7Xa/UkhdOsvY3QJ4PkYjsgz753ofgJ3Dt52F6UJGl6fEqTUnck5huuqRStdA7mcmdDfJ0/7OBB5m2fO+vzJAd4Toa5fzVsnfXlQV4Hklz+ziZF9I5S8ll/JkVxC/ZPK7/XMiV5WzUGEYaqHsDrLqUzlkK+bb4xdL74EUjotT8NtC1HVOjKrKCSJt9h9OlTwAAIABJREFUOATXhzqhbM9kOHhH2pxXITIxUP9gpqwwyHqdPQDD1gBnZDnQCRK7a4TtmyA3Cxjme0HuG/ggL8KK5liuqafmRimnAZnSOR4JS1HfygUb5SByCayOc2G3HAoamgPs90b4B1FS70iXVaFaB5rNNbghA+TflddKsrmXAfphGsmTmDQvKVwzHQxQkbm2rNxb7BpHV8KmFrnNRPc2Gpntp100ZDs2rR/LQxdbmkbFYa+B4WGAF733C5j24sR6jYj+31igOxGxAPIq2q2duVX5l1o82Eu7DeDGgQ95ZMSjZHMX5l/ooiK4kmnrmHp/CoaxAdaodT8qEtEFyBUQBnI3eUPPDZ9iR+vpeHERfJNp6y/1vkZLSj6ZLsvDtU8FjB8CMqq0HPIcxDoexGcQ+1qQ5e6F54E4AeKxFJWL+r2KKSsQW1FZEwUAEIWqDHy/3O3gck8YHtlCmYCxymNA8FbIQwbMgf3ZJpw0puQ9rrTP2g4GgmQt89H8wqrkQU6MkRtVliENDA8D/M7Ha2KljjZYbv7japvAe6shMj84v3hPImHuVQnSTqbbh8HFzaH1FtmZ6cRTvu94xt4XxD2Bum8wZfkNeB0+PMPWAGugTZsTJDoXEF+D4A6fqsnpcOU5EN8JLMGw5HAeisdIsrIP4Kj7d/2S4wlmA/wlUsbVmO6eDBElIol0P3l9EHfA7jyeE5f7qCIlobhbMN1UFbuZDlGCJ7obimwnaOm/7uQR0PopxNFc4uBVR9mALOma+WsIfxmQ4Xa2jFNihUZpaMD/2Rou+pA3O3ZEU9cjIJrx2chyxrd3Sndjmvk1HsSSu05RAIesnQHZGtDDk0xZn/cZ4DdlNLq8+0jTV9cx1+VEBiMe60qtw9UAFz62egIOBFd1rQk0B09AStP6LTCwoRLY6DLX5Bb1f1c/VA+NZL3ociWsiMx9L8ihG50rkTB/ifbulWAZ1wLcrqSM5GxQTmCr1ZdmI1nnVSB0bdPbxQtMWZ+rZc6Szd0JUL0d1Zac0rpUaJTHap7UPFXa7MshCHq4ygZkSdesZyHw60nwXY4YFwTzqVb2Rv2lUAPD4gTcq3fJ2IeFPrDlFoW8ikmzrIvLCzqJ4pwV2YPphI9rU7L2vwFs4xtScBTT1rX1/GwMawOcsReCgehaMZcH3edCWOEuDgGhVHgB9yNPYMpU9KZlunikJKPdH4ByWshV79ttyiswcDxarRfQZv8IoF7/lKMKuhU0j2eSvoA5ydp6t+u/Eugdx8CRbLWuq3ZBJB+Yp6lpcfOMXSg4iHAyIH+IONH6RRBcx7TlYTXLq5+sCGs5zUMPwm1GBmTJJ2+viBbRoEz/Jt211uHItd+rdq6N+ku/BoaVAc6fiJzfAd4HJGbhb5gygy6hvrZePmGbqzv1IPHDs0xZO/i+S5ncuSCVbq243MSU5QcDiCnZUFUb1gY4ayvzVZ7qpreIuTLongXI8QEdXgpIDmAwP/s5pqxlOgVEpuV2BXEpyGTJ504wDwbPwSLjEozGxui2rwe5dennVHmX5VimrLuDdSQjK4GBCPa+SpyPT4y1uH18RjF5XTaEbZ8EoV4xxDG+C0G5DpZ1MTfmm5LNPQlwpwrvXDcMs5WtVIAOr0jW1jvsqyLahQKypOtt5fDVCOjikmHLuH6yRA3Vl6IxzlBrYPgZ4DN73MYHOUrSvl9sZQmPZdoMol8t/p632QdCoDzE/uLKFzkh8WDfyzg1tydMKlVicXmfKWut2LIsgYrD2wA77/cEXfnZqKRzDaBlZxCBCHSZBke+A9OIQC1yJjLVHAfWcgms0OANKdNlTbjueT2gqhXSsXgzDOM0fIDZGOv+BBTdtJY79d4MMU9mmpoiGCoyLfcFGEEs5N5qvJAp0w/TWEIFksntDoMnQfDliqdX7YN4C+JegkTi2l6o2JJertCYPIcpUwkmFn8b8t+bZwAEsd9DAVnSMetqEEcFuv0jW8b9aPBWuNHzcNbAsDPAqmx5X0ZivvssKJvGVL4G8hwYtVP3+suj6rwCCfYnLzCV6LunkndlBBY6n4TuJPO75or8oDFlHfBqw9sA2+pu9KOWNZvrQdCJ7ojcbJqrQuxnAI4PKPIupqyvDrhy67RDLxVnlHsiXDkdRCSEnCe6SBsEx3NCYrJM7ZoE07gO4Balp8X3QTmGSesf5aYubc7PIRJFXiCg2VqOLlImSwtWcw4rpBEFU/9KDfs4gIuQNO+lEnQUSt7t7uX8+/Hfw8b3E4ww1uf61PfbV6RNtowTkCWdb78DSGAc4wtsWTe4aa/Tp6Yh1lBrYFgaYO+7kZF1QUd5OVeNpTSiEyJfYCrxZFR9ydj7gQi50gD40JSkzZ4MCQIPuMcz1fTnWHIsgUrD2wDnXgulijWZG3MjviHZ3PQIQ/tVkFtB5OchVbs4lBOsAKLZEliQQR5SFCXK9dzN/jxZ/7gLIDwPnxoXoAk2RijyFc8AywYp3YAu8xRuHjZSYaNl3wOBPy87b/AnM53Q9KRQKZzWjwNEA5/i0hwqm9lObKWeUsN9tjm/hnin+QqlPNtRpYAs+fSdrdHsBhmYOtCcW5Hc2J9KV0mUxu/LjAaGrQH23uU22Q7iTK7gKitezE9hmDuXpB7M5l4K7f7Jl5g0+6jXJJs7A6Af0UZwB9PW1+r1qRneBtiZGrqfF2cC082ZUhjdcHJ/gNk0PQIkYh4McyJbGYC3rNeVq04ueUPGIuecBfFwy8u923cDuVOYGvG2vC6bo9u+DmRpb5JCfQLfY9pSQJxYRdqcdyPRtATfYNry3ZPKtO6tYRonw8VBFTYAEWPzZabMSLCNQrS3IuOVTpvK9zgHMm99psd+VmpylQKy8Nn/fo6ErSlaxeVfbBn3pVgKa1RaJjUwrA2wZ4SrjYwGPgBz2zM5IgjyrwEX+/TwnIZdawb2Y2se4F2m53aAS4U9LCqci9uMsdWSiQ/VEzfMDfBLgPhdooX8Ucl0HQaagTxuvsKUuYW3loJ/RJihpS4v2LtCybrfA+SsAiZ2qUdrJmCeyBTvz1Nz2r8E+JMyqTlKfHENFnz6I2678oK4z6tkZCPQIzwJls/Qbq7ErZgTERMznAPhyill05v8PYTTiETOYTrhu7ftbSJt9m2QACRk1CRETmU6oQxOZUu5gCys8+HqSNj+jXnHyGu54tjgnXClYSJ/l+kd60OaDoHr9qbkCSD3MN3035o6bDSqCw0MewPsGcVqI6MVtAHGjsG0iXxfEalGlClotTZXHFgPR3o1d34P52kAkLp6RpehegKGtwHOPddDbO4PgLHMbbkJ/y1T2tdGoimYg+2ia+HK3HzFTyRrXwng6JCeXR7DCab+NuyLZGRz0L60vBFTcgL3jzCs37OVC2WGbA3H1rzeMtG5fBtwj2Yq8XA1SvJy69sc3cSGT34ij6DJOgU592BADg/xckcP5IC4s+du9RoIFQgnEBhmbhdFwiLZ3M4An4gh+4cYYerdb2elulIuIKup88dYff71sAqwA90W8P5qz7E10e/oe49C1ZALIKGTfA7ifq4WMJNKc238PjQaWDoMcC2R0cALyJm7BZlTpC33BUhE9CZxIJOWRl9DMrkHQPo/MML/wpy3M1tXDWIXD81KlhllmBvgJwDu7Jueae7M8fSQyiTrvAGIn6vZxb6cYN0nH8oozFMXdhDpiZ/BMjblJnxriS9OjQJ4aT6wTwd5YgVwiUeQs0/gpi0z5HVphu2eCZEfA7BKDJ0H4OD8U2t5liMhWxcPpHeh5SKri0TifIh7LWhdwhTflun2vnBDSHRzkDTHBgkSvE1APqiyMltZlWQQZQKy7obh7o/llKyLwCIFC+ICpqxyWNjlT9zTZSu43ubKjz3gayXnMBXtAajx0Wo0G0INLBUG2PsQVx8ZrbdkD+JD88tBzlhps5+BILBz5TQkjUneKbjN+SVEfh1eJ3kIH1n71BsH7bA2wG32QxDs6de17MlUwqOolKxzNSB+Nx95PpPmqfnNkuwIw3kCEoAUFHkaKevzxRGzQ/je9WuowrWL0v+tWbIj8j01tL1kIZLt3hZCxXAunQcMzITId5lOPFaLgN5JjVIy3S9enzIDMC5Bzri+eHNcIgjqRqYsPUn7TVLG+T4ol8UY710kzI0rQdaG+i+FkAXo8dePtJUz1+GmrAqEw9tcGe5vIaLemyAUZnC2DQMcY6HrtcpSY4ALH9vqIqPzq3ITkubhxbtoL/eQzHMQF5dCAIlMbV8HZvMUQPyMJ15dXsuUOSD3PgP10AxrA5y11Z2pd/PFpS8yPZLVSuQ/TCf6Tg2Scf4Ayg9D+iRPZdKsePc3UOvQ335kqiRhOJeC2LV0X+wC3IthW+dyEufLTGlBu302DJ5Sko4vj6F8GXJzTuOmq4e4dCvJ7blmv959KGgqslWpk3W5bvTUrRutS5iy7o+qKBn73R6O3SBF4iFMWX/zvaIel7F3/+wHb4nqlDyGyeqvIsoEZIVHCWAJlFWC6vEbzlEA1fjGiQJvuKArPZx1/vtSZYA9I1w+MlqDSsJzFjmf6YR3Yuot0cg5bEPSmKCnJsl2bwEYGoEdAbUnv2AqEYyIXGKPwjA3wOr29+P+mjiA4/PoS9Im4yBOH3JRQckODHNFve/06qjrtdt+GWQqsAjdgLNlvQN0yOuyArrt00AqeEW5iN6n4boncELTFG/e02UHuN5d7yZlDPYbgHtUqfS8Uu1kpoxBh/OFwuZIr2PiGAx/d4rTbeAa2M5FnNhcksdbpua2hxlIMyIc5MxVdZPhe2/b7EsgOKHiy0a+hUVGqwaEVawbUaFMQFagNn/IlHlBpTHEczc7Cpdaxt3s62UhYO4Vdf9daazG7/WjgaXOAHsfnlKR0ZqgL2qDo9w6PIUp86IiAxwdxFFEb1c4KWtqRhDgXYkBvs20FWZaWgJrP8wNsJ5wFK97cTHwDbYuTmWRrP1OKKDHkC+xNfGvvvVUMAXXeR4MnNBE/osOa5taP8SDvZwy3d4PLi8CxA9G4hvYg4Q8gynLA/yXF2UkRrq/BUTvh0u5MF1ALka7dTq3iseXLNmuCYC1N8T9MugRM9Ry2tV74CcAeRJi3cQ0de3KFsnaynwVBFF5iinLFxsgma40aOrmw4/FHNW7iyM4wbqh0tglNyClA7KCBvhqpsxwIGChlmRlPdD5FQTqSq/gbu7tmu+Cxj5MUuMbGmUYa2CpNMDeR6h0ZLSCsyN0J6h/EeebTDf/dbERttUNvbt/feV1TLOSvSxLkrG/2cMbemPEyVrJy78UJHRYEs/KsDbAbfYNupkJ6O3bTFk3Fa2T6v9bfpsk5zKZ8IFxSNY5AxB/qoj3sMi5TPvrLol1Kh5Tpsv6EOfiAgRjtDh6ChRcjk7z171sT/noX+MaQDYqOQdyBmgcVQq8ok+vniFXd7ezD8C9y28CYmiM/DlWNC7m6hqVHa9I1j4YQBg8hTyLSfNXPp212Y8WOIgrmfQZmGalyzGlxZGuTEBWcfOSOOTeKZrQNa6Up1zUH9+FY+zKiXwzjoyNOvWtgaXXAJePjNZgiahdcg6ufKUX/znS9aXrSRzB5OLdc8kPO7AANDXdaYnuVIe1Ac7aCoQfJHX/bu9pL7/Z6v4uYAQB88NkGpp72mY/G4oq9dyZshMnJZ5b0q+rF0z4icdApFci5UgHXoRpHs/x9NCXZMqHo5BY5TwQx0ZsLvPT0nm6ciFGWmeUSruRto5xEHMfwNjbu2uuyjhU0J5pbsPxjMDpjm4nb8lq6HQ11mK1QI12WObE4ih2abO/GuKILi1O6O641nUvERxW3F0oElpmSCts+wowEN1fUQjOg2PvWM5dX7GLRoW60sBSa4C9j1L5yGjdhY+KWI1FMM1dez8UkrH/BULvuop3oW/iI6O1ONpZ2pxrIRIkg9c27wLm55jiB0tq5Ye5AdZ7seN8ujN4HFvNvihXyXZuDFhKG1dccmg3xwTdqzJdxkOcV8KGRV7DJ9Zm1TD0DPR6Sja3B2D8CZAgjnXxUHMAno2PjEt7nz/J5HYDeXU43aqomWI+Q77DdJNSavYVL699FXtHmNg7f58buicfuGmKvTHTLW/E7VAy9m1gBJAGcRiT1mJPld7x5xy9Q16/ct8yDUnLy2aoXLdyjXgBWTwP4ubzjMl1QBxeMiAuesj3IfI3GNYlTDIEIFRZykaNetXAUm2APSNcHjNamVzCQPXkHNDYX110kuneBjR8H638YrrfZaqpj2Q7D9DhaATnXqHF1ntGWDsxzZJQd4P5gAxvA5y7IEQvaPAUti6+r/fWOWsrvKSfNQmL05V8RqfNOREiF4d0Tl7CpHnSYK5FVN8yQ9aCrZHagbvucOUbAPNnvZs5mf7x8pAVf18BetKG8Hw0GWf2ptvIFBkL0/kSDDW63AuQMQM051KepXz3Yq5cij0pOH7JOA7B7UxbB/nWM+P8HIwkfoia1leZsu4aoPnmp1WasrD2YQQ5EPeBuA6t5j9JFhA+au+y0bL+NLDUG2DvBSkfGa0E2qUIHWb2IAw9CIiegAO7a85Cu7FJcfCOZBQdy34K5GYRS/0QPjKXSI7wsDbA053fwQ3yP8tPmUqc5/sIZ229J9T7wqISzQWd54B2FOEpcL+vcQCy51Dd2xfgIE8G+LMeJp+IlLbeqcg0wDqeKfYRiUg2tyeESn+3bunPikyDaR2JTfAipuW2hMW94XKfHoJ6xTaPGfDj632R+pVAbgRNHPIX1d1DIAPeor5KLpJmolLetWRkddA+DfAARgLXRPwILcam3IAf9WlGNy+Oo0xkUd6soIgvM5WIxI3uz6c5n4ZlPweWA8yIOYJIFoZxDbrbb+amy8+O2apRbZhqYJkwwJ4RLokZrXmTou7o0pRtpRZX+H2mzSv8hkC5ax09MYfpz8jrmDSPHOpnZVgb4KxzFiC/8OlM5EymEz4gFMk6xwISYKSSJ5lKfD5K3wXPiPID++9ZBe+iyZzQyyU7WGslmdyOMIw/hSkwfSN+AvB3+Mi4iLvmoRLlxXmjMXKFPwDQ56jU+5vzgrMEz8HgHoCoe3n12ubCN0HcD7gPwLXeBR3dBETk2OoJlGMjoT+9gTmPKbNkbm6R4VUmpFJBSeG83zb7ZggOC20GonXjYzarTR/RrQoBWcrOVktZCOIWiHsdU03P19JBo83w1MAyY4C9j1epyOh8NGnl1IXgGhOz4fAXMIwHFS6vb1feJhMhjhI21EWO8LA2wBn7EjCY1ym/ZCrhi2aW1yQJ28kGlqgbI8zRJQOOMvZ3ek6Q10a8upEISwPxiucDixzlyS0P1iK4A273DzhxZB/WtWRsdRtfCQkBUhSL5gJURKt1q2cW8rrpBvE0wPuRsx/gpGZllYK8Mn8MmpbTU15rSA+C25Eyv4Gsl2sd5f3RJm8yZYUis2WmrI4O78RbzvBq+zuZsg4sHlum5XaA4UGShk/job/Jc0z1H5e53DMQicpWtgH+A3EvxUqJ27lmvFSwgXgGG33UjwaWKQOcN8K23v/sP/BLIK+BhrqrH4ZrTgbsz4GsixzhYW2As/Z9AL4cWK/IKFbJ2uqy818nUHZhMlESlF8y9r0gvhLxPBzAVB7sYyBKnqTA1VO6ps6U47B+AzRPYFKvPvJFXpExaHYuBLxc0cEoH/YAQDwA4gF8+unDQeYjL75hrPMgiDCPL/EsWszdYYFY6CiZfS9bj1/OIDpZfpN6LIAjYtAFfgIxNy3OGc4TIyj/rgRdym6ke11kj8G+WpCMpEFHvSoVirwIWHqXH0bbq9S08ftSpYFlzwB7AP1eKkploPbal1rRdZ71TiAhTGmv0yHNER7eBjg3NcTaQ3crJpteCi6PtNm3QxDgZQ6flovbeRy63U4mAslpDprMNDdiv+/hZGr3VjA1uhmfK/NIfQaRPwDzzy/mpZU2+ysQXg5Iadzn6p9TBaR5ETT+Acf5JyYkXioXFSwZ+1oQURH+s9DZsQ23WP5jacttDwmgVfkUjQfhmIcg4R4EyLdLvBfBmXQAuB6WeX6QOEOm20fCRV8QZFHDcCAY8RiTVvC+v3qtlWlRYKW6EmAfd3ioumARyDMwzbikvznIAyp8o7MlpoFlzgB7JwovD895CcTIKjQfDWNZRQeBqkOWIzy8DbCtcJJ+6keaq0RSSWacE8FQdPOjTFl7lFsmydrqEQlHxgruY9rat9YlloxsBjrHQ3BECIGruFPiX3DtE4tTdDxAfjqKzPbNWsf3t+MngDwEFw/AMf/JTeNtLKTN+TFEfh8hwwLYzo6c1OzluEupyPLFDecU7tvjsCF1AHIFRljncX1F+fIXeX7uClh+9Osh7mPx3OfhEzjN7ZnkoOR4e6hjI+yzQJ5cARnsfoh5XBzkr4FZ70Yvw0EDy6QB9j4YCgEn9ndgGAdDyuZdFq2jF7AV5wMSd+01R3in4vvjuA2rqTdcDbC0ycoQRz/cxeUzpqxIgAqZ2jUJpgdFWFzakTRHk7QrGOEwmla+weFMWfpbrOJ9kFu8FB91r6rLttw7pgQDP2DSUqjFviIZ+2sgLwGkxsCp3q5E78Tvh4MHMMd6ulqWrsLGRGULRkzbGthVzBUsGftmMBQMFUtnRZXKGt6+WWVyfwAZJNfQDbKemIOb6geYsoJkHtXKFVlfMrkvgtR89HEVOxRzvYbxrailZa7CMmuA+15mLyXF3h2gfjD1tFMLvm1/HpxuDxdX748d52GkE68OFEhA0QfrTJA+2D6lU2Q6cWZ/BB/stpGRpeRUJs3I64NCepEabH9Euys7ckLimbIGWAkPct79nT96nfwUbvckpkeUxSyW1yWNnHs4RA4PnczCA3dCeCG6F5zHzVfUe1NIpnszwNwbdA+rGQyD6IBgshdABeP+/mzsCuQAGvEcjkiOiv5vc6bH38iGFKLvwJ8h1nlMh0+8vs3JlM7xsKypoQAzwbweWMdgJoMA5lZM8eWBfFZlqmwIyzkXEgESUmog8sdMmhq93igNDfRpYJk3wL6X28sptI8BqNCHAVCHik9NFwRX9dAY7gjIphVOPuU6U5ebUrM9DNt8KK6rsKxxyeSGqQG2D4Tg7765EfcxWdotLJnc3SD387fhz5k0z620ggVyDc0PDr4XjyJp7hkifp8uy0Ocr0CgEbw+YoCSY4luttzjIZ/OAlbaHQb3hoie0NaqJF+J3zX6/gHvpLu8+RjXoZ4C+1XydJtNCnEZcQLnhUyZysrkFS/33XC+BvGiyav9nswE5O/osv/MzUfEQniSrK1zVfal4tIB6LwlaIDvYsoKkjj0TzdZ2RNw7qkQOKbXJoH0NnmB6US5GIB+ydVoPDw1UO0LMzxnWaXUImIh6xwAehCImkcaV093Q5zT4ebmwmjZE/SI5BUZq1ZXogCcArhqkB8CrKeYZneV08HwdUE7P4KIn6+3AlqVZJ0fAPJHn45EHmQ68cU4epPItCcPQvAkJs1LCkZnc8A5EsQhsXhn8wNrdO7LED4AyraF56qW6wx1pWsQ4f2A/cBAUymKF6ToPg1IVDrR/Uia+Tvx6fYecPkt0KOKjAGC0af9TwHcBpGbkLKersbbI1lbNyrKDx0o8lqIclE5jm1nc05sfjXOusepI1nn1J4rKN3IlUpZ7AJ4DmD8DeK8Fvpq5JyJ3LQ5RpR0HGkadZYGDcQ1LEvDXGuag2S6UoB5LOgx8kTk9Ya/Bh7dmuDPSJka2OMgk9O7yT0hHqLWjgBaahMG7YA8AVPd1fbDTDcH814jux22BjjKGFZw5RV4mgMR0lyI7txWaG5uhouRMDESOWcUDO++cCTIkRCM9P5f3JV6QCMUjjL4btggsxBRF3UZ1KqaVrZ8I/JjiPwLcB5Ac9M/uSHViA14yadKOfcWOH4D/fO/EOf7AA8EqcAXVUZli+YW/wkfmff0gopUMwF5URIY6WYA2TjQTvOk9X0KpnbdypQVQEarZsTFdSUzezlgpetB+PKQA709AcM+hq0tisql6Y4KxhPg9lXKyITmgDdKQwOeBhoGOOaDIFNkFCz3m6B7XBUpTB9AeBUs40qO5/+8F9OLmnQOBnF5BI9wTGkK1QTvgdB80YfB9keYXGFuVAf1aIBFAfSbMBKfdIxCkzESrjESRq8h5EjPUII/9ud5ipJGPgooH2qv8VSjWWREIXoaq/b6oDq9D0VtxQI25LKee9VbcFviBZ5JPUEPapFM7sJCNK9/HCpEp5IASAyygxIiGuaOlegPy01OMrkfgwxHY9Pb7PrRzhRYh2aarfSMYX9KnrzDvbuHDCEMQJLvuAMuTuIES8kw+opkcudA6Rd9f6z/uIv+6KrRtnoNNAxw9TqDh8BjUmnfvl4SeMDfr7oN7+2hVbsMSetRdbuV4RGuQSKviQvBS16qCfEQktazvZG/1RhgL5DpJYzA8hgJGyNhYSScwqlRjaI4oxafFjnSM4TiFv7NwokSI+HKqPxvahw9Y5r/zTtxen+vHnmsVs0Mv3aPwzKPCua+DuY0JOMcA4puCgenWGaKm1AZi6ouBfQwZbsKeKDkedDYCCKr+DolbmDSUoCPfpVCFLhGwJeghZQXYbrf4vg8WpjP1g7TuIt+KazRuGoNNAxw1Spb3ECyXRMAUyMsE/G78Xbll2GEcQM63BMiCeLznc3qCepaq0Y4QW2/ECKTAWRBPSFwuyLJ1fnxLuDlghYMo+QNK72o12X4uRjodO/4TwaAzwD+BEnj8mruRqsaIaKyR+wAanDT4GUAiLlGpQjnUvOQjH2dcnAHflf42FtBHBr4ew622cpJfKtWvXiu+Kx9NsiflnwXlKXIMo/tZZhqGOBatb1st1uGP7QDs/AxCLmjBxK0g/wrKKnSaFm4HQanwpW1QNkrFGgyMFNo9OJpoGbDKxB0gHo/TyX1aM//42oA3dr+ALxeCtqI107kURjWd4ea71VmyI5wPBrNOPENxc+Komk9DsN+SWlCAAAgAElEQVR4EyJHV3yIkmYTSUWIq6oUUMQ0IjuotJsBfjmCSvEqpqzvVTVIUWXJfLoSOPJvADWAMqoo2McJTFpXlRujGq9TrbI22g1/DTQMcD/XsJCyoSTjfgSe6r7n0fi1edmU+G0yBJfAMKf0kDwoqtMXINB/j+6n+Mtic73LfKeHym9tEBv0QwGXo938EbZEh3el4OEl29uCxl4Qdy8Y3Cqmm30BXJ7KCeaV/ZClqqbyqqxYJSRkUf9s69HbjbCMm7kx35MotqqwNCXBU8oasTxt5LMANGp8cVG+bpHbAQ/spLh0wzE34kT17lRfCgF8CjwSDayhMReWeSDHUzcEZUvDAFfSUON31UDDAA/AcyBZW3F+j/d35Z2GftED0veNChjA1UigxuPPsK2rMR0LMNHeBi72KnCwbj2oLsRqpIxXV09DhdMiF3knSJH2/L+9aO+xPW7RQhRp726GCsBwJdxCPQPtff+tfzPcdnS77RgzYpF3I97hAWsE82vf7uHfVUSzTeKJ6W2BVK4gwpIL4ps9gBpjCnzRu1Z9ihQ8iGbzaG5Um8GILb9OQVPrZmBvOI6mDin5RPwUKI3CduVvMM0b2Uof5Z5kcv8qwwGcF1HwLtNWGd7i6JlI1v4WgDAKGXkuRBQJyz8HwSVMWxrBXnWRrP1tLzBSSlEhyuPIdX4jDkdvnh/YuSbkNh8G4DdVK67RoF8aaBjgfqmv8H2ZLmvCdfTOyf9BIH/HpPmzws76OAgOqRJ/usSXyTNcNwPmxUxTiQQgb8podDu79wDi71kwCLVHrBKdBaOTN4p9hrJgHA0u8v1Oox2uZ6QW19f/T5iL4KAdaigttCOHdjSjHfPRzq3KuyOlrfoc4KCyZJp9OAxcX+MSLwBwDwzzChj4ALY7BRA/JnWNHQPshCHHs9WKokKsudeohjKte2vQUKOrOcv+YKXyIymwzH0wzZswHg+UgvKUrK3IYyV5fr0hKFOYTJSiKYyUwgP4oDsjTELBV0F5CRIih2iHdG7I9HIh7Ohy08ynN3lMU5rzX6LIBUhap5JUooeyJY8gZl+6ePNYVL1hgCupb5n7vWGAB2jJJZu7AOApge5smOYOvS4rmSlj0OEqVOGx/YDtC0r8aM+H9U9ImveSi1NVJNO9OajQhjAh6ILIWYuB6nXZvVPlXIizN2znY4xqWYQutCOF9uJ+Bkg9VXcTCYhRBZyfvCobwLKP8FJBqom4Jl6E8FrIZ7di9goL+tzKyuADrFf1RBY3UIM+GSKvIGHdNJgRzvK6rA3b/SZEc9clWaXMz4K8ETnjNk7i/LLGa2rnhjAtvX6pYJUwmWkrTGVYppVkc7/rQbc6LVRF5FSQ54XwqWs4/YpunMVRBq3tS4iiXqyjmLJuLWmaRUzMwEZwnE1B7N3De6yn9iB2dqF5Iw+40qOyrP3eMMADtOIyVVaD4bwVccL9FKb5ZY7n071D5TGLBxx/ehZELoVjXRP14ZQ2OQbiRKSZyIVMJfqgBQdIHf3uRqJ4gImvBYkLigeSmdKCdkfBTvRucPeyDER+CedDSeUt82o4+ARw1YugCGbVu5UX96unpf94/NCKYjbber5aMoRqlFiAhFSgCKX626W0ESjZazdo7lvMQ1xpfMnaCnRxS6DeZyH2KsEdTFsBmsjSvUvesCvITDCu4g6Q4yI4gBfCMFvZyvcrydz3DmZyOwG8HcRq0W34OmB8lSn6kKukrXtLiLl3fmMjaYDjY7rzP4GR24KtI2bGlbFRb+nXQMMAD+Aal4QxhPKAyoFMJvpI1vs+BP3Dnw5Lr/eVBm+Ca1zS657WSp7Rz9pPgdwh0MiFa27LCfzPAKqi311Jtgoe4Fe7WpGwvu0RIVSF0CQvA8ZNMGRBD0Sk3jfvBekH2ISX+qWR63gALeajXF8pAAeveOkytUNC+vYuelpm2rq5Gmklkzsf5I98bYhPIYHgQOIqJuNHJkvWvhuAH8/bYzrixYCET8XEEUxaN8SVXTLdJ4GGQpxGpw+q673F/BZewmeYmNsMYiq++84gduxBuBsbd5xCPY1GuBGO/RtOaqk5NarKMRvVh4kGGgZ4ABdKXu3cAJb13xKJ+5q+cAiT1p1RQ/YDf7rUDBZHTxfc0x6sJs1XwuAhfAXTjK3riSRcsuV5gPPIZI66/BQmVE981T/L5GyI6P3lQIKCzAPkJoh7FdPN3v38QBfJ6MnLPrw2SMjIp+8cphJnVCunZHJPgtwp0E7R2AJ3wjyPKVNzaiuWQk7yQ6GKxBUAlTo0GPn/JJLmLnHypgsodFdF5A7nh1P8aFfuB41/Q9ydQKprugQIR8Wp6Lb3BThyPCc2+QLX4rRs1Fk2NFD9R2vZ0EvNs5TpMgmu88/Ik5hC5OmdUoXdeg3405Xk7XNPw3J/CEj4YytyKtMJP/FBpV4H6fdyPMDSJhPh2kfA4LcgIfzf0hJR78GriPyN7qngVvYAK7aKMf3noIZjkXk7t6IGs9Vc5A0Zi+7coYCp97qbV9WRyHQY3AQScTepJ/aU+Y04Bqx4zAJutN5rB4gYZCrAiX75eAZTZkUMZC+VazUv2C3lay/QtKJ/gwi6sW3A3DzoJo7cYrwmG8B27yhBMtHbpLrkwdKLoEGJp+Dv5jVDASFa1bPQqFxXGmgY4EFYDmmTcRD3YUA2iuhecXVPZjrPrFOu1Ig/XbpLL70Ht4Ee73GQuq3dw89NKubvki0leICVkEBRxJTMoooihY9qjY86qZR5eiJ7uNetXAhyegmiqVKxihqqv8Iyr+AmVA9JrCKTpQWrOeqK1cAevduOj1RF/g+u+1dY1l9gO38EEQ6CIp5Fi7k712dnLIGKKsmrXRNhmUGmoZymHIXyqwV7M23pprT8857tPhkwNCI5WC4Np/l5DFV/YNL8ccV+M/aXQP4FkMEi0dC0thmAZiSwDU3G9UORWlZp3o3f618DNX6V6n9iS1pCycjqoGeEJ0TLIr9gKnF2XDmL8Kf1FBA/hzPuAPl6/2TKUrfuEi2StTV3+m/9E6Lmw0w+Whl8CDAeZkqDccIlv8myT4FQU8viGmJ1S6rhvhpNib9yY+pYvuLd1b8GRadSo3tQlWAri3qIQu6E496MCdYjGs0uGftaMJSyo2POQmfHNtxi+Y9r0bNkuo8EjWsCwreBVNKC4u+KwP5sZU4aUz6iekrH+kgkFCs6kMqHZwu51v5TMfkeuo1Wburl20cWmSobwrCPA73shBKRyVXPXjeoTwLyBgzFtjanYjzeiJOiVPVIjQZLvQYaBngQl1gyShBuK1CBgmSEC3kBk6YCCsQuMmXhWDSNPBIi3+9nWkz0mOoydaWqXMrYwsetaHAnSMSJLVb7GgyvdzXA8+C6/6w2WtnLIx3h7AcqHCMVnSzuh15zqdUboShnHSBXBd0NINRI5mpzuDUV7UaIeSfT1Chkr0ib82OIhBmEgAWwnR05qXlqLJVGVJKMfRkIfQaLirwCMOgen8mUVRFxrEQAo4Kd3AKB0h8GhsJBTFuKhpWfq25cpmOCd3cL0Xtp/ScIwlLtdBVOVCkQnwLxFAzzyV5Ws2o7atRvaCBKAw0DPMjPhUz/eHm4K95XIGCPGu0aJM3vVZt7mweMd75c+AiqezLuh3+QZzxMu3d5TC1wkPlrgs6VQXMVuMaWMOQEgJp7WwVBRy0680NChuxT1t4fgMIqBp8Luyc4aG+mEg/XMmqfwcvmXgS4ZcAqhu9/Y6QgFe783w7fJ0Nd/3rlEEQhewjt5pcxMrclYO4Eyk4Qje7XDW+/iqKzvQyqweVTcMynmea8fvXYaNzQQBkNNAzwEDweXn5qh6Mfw1Lu3dvQbn6zEjpUKVELoBNKln5kRVSiIZhv9UPUcGqtbpCFAB7rYYR6EDQehdh/DRsPfgTT2BLdaIGRWwU0NJJ3ZbjuKiBXBqkf95U96juj8FueBk/J4IemlIGELBZAst3bAsZjQASsovD7TJtX9Edgj8s556j73J+nCzwfwm1GZfAJyeZ+AzAQGEil8JwaHXAm0yDcoN+ocl7KnsrMp+C6T8Ge+zw3Xb2kS7s/Omu0bWigcQJegs9AAfJO8yz1Xi+qPIAR5oG1BMT0nUryQTvav8LqfW4JTjfG0INodNWlLJIFqP+8AlfeADEaJleGYCWIux1AP4l7DImXUJUuEPeB5SEhVTa5TUxMcL8Hyh+iMY0HBnRFMt2fAw01tsVF8btn9oBbpH1/rRCAVfAQ6ek3ECCld++y8YDqXPAJDDwF4VOA8xSSiRdLQWwO6LiNzhoaKKGBxgl4CB+NQuqGst4cVWLYJ2DM/wpbV9UTW79KAX/6WAgU+nKQ3aH9EnXgGudtenfB/bu0PNuaP34PIFej1Xq4VLqQTJdd4doX9gRhTSqh0H8gae5X7VVHVF+SdY4HRAlIFhcPwhOK9+yP1M6Zq3FTj3c6skg2dxrA34V+JAV6rzsQheiAuD9CMjGkPMsDIXqjj6VbAwPzgC/dOhrw2Umb80eIRMM/ivwHsL44UHdPkpF1YdiHAsYqnvtU3ahU16rkXavAmPq8Px7EE/KAr2jVHboAP4VIc5Vu1Fk9HMNXwzCu64Vd9MBfTEvTjILIUYuFEpkCzN+R6bF9AVpVS1zUQLK2ok4pNnbRGHjaQ4ryl/eZskKBUPLywlUxcsR2cLkpICcP8rXJLMA9kKmml/sz50bbhgYGQwMNAzwYWo3Rp2RzZwD8TXRVToMYezLNQY9GFgWTzy5aFcaIf0Fk0wh5NFjnM894q+GG58ZVIx4/JzWGPvJVhqHRFdgg5gIyF4K5UK5aFP4tmAcRRYaaC5E5SFhzseizudh8uXmatuJF7k6zPw+D3wWh0c9x75P1fvT+Qs7t0RXS0j6GY2/HiS1vxl6GChUlk8uCXqBZcXmy555958Df/oGceTAsewsA23jZAOQ2/YT7zA/hXTNA85cDQCC+XcHDkPaDmR7dCKQaqMVv9DOgGmgY4AFVZ3WdScY5EZSLomEU+QbYvSeTI4YEGEOmydYwHL3X80fNijyDlLVT0PUpr8gYWFi5KGBpjR6gjEN6okd3r04LdVm7GyJP9xlTkXmgMadgZOcA7jy4iTmwMZebDwzes5eyZrrfhIujS+eOV6UrdcVfA6f7XE4cWRNBfdRoeZpALwDL/+0QeTS09vRO+UrhOBBQn8ro9SIMPAnhCyAOg4SQsXpFVvf175CyzhgIl3tVWm9UbmigCg00DHAVyhqMqtJmK4HANSUo896HOHsy3azMMINeJJvTO0R1CfoL8T0mrauiP8idG4EJhUfUeVRDuv5CTyTyfYCzEOAKHqm7IEgU0Z8jsd6j50+meip19b/1ZCqKqDW/yKDuBTKMpiTYj2nr3kFXesQA0pbbDmJ8tyeTVwFJypzwSkp3P2j/kMmW1wZafpmW2xUGNcK6uLiAskiF0NUGZng1piOtX2uAorR1bgIx/wKwFBSobg4OZ8pSQodGaWigrjXQMMB1sDzSZh8IwV8j0jpUujmA+QWmOOh3WDLlw1FIrKLGPmhIP4GYyV6XuDwrIzDG+WKB9k8hDuOecNQVeCtoXsMkXypWvWTtJ0IuTMGf0GH+ECOxCti9CmCsDJd6d70qWMCBFnwMymzYMheWOxfSNAftmBM3pUsy0gQ608PgF5yBpDFhSUbJyuuyArrdQ0FXc4v90cXlnlvBbBjyN7goiz5V06OfB5UZQrQ0yaLd2kzX08MBF+eZkgQJHua1tR+THPCNR026ajRqaKCCBhoGuE4eEWnLfQHCuyJzNxW5yDT3KeYUHiyxpc3+MpSOLVgUtB/OmaDVe9pdvQoZlAv5Siww7+G2EfCLWVkPcJQnNeDWdD/HdNMLVYxTU1XJ2AeBiCBd5/FMmX+uqdMBaOSx94y0fwp4lH9BMIoBGGE4dCGfZyrxpLwh66DL0UCvaC+LKOjIvCMGKtBsOGimIePw10DDANfRGsoMUQzg+wGsECFWBygHRHEKD/QUJGMrROLX+9Uv8TFcuQmGdT2TLAt5KNnc6QADuNjyGlMJJTsf9OIFQ7U5z4VypxX4wjI2isJsHkyh8rCKziFwcR6ItQdzrCHqW0lAXobICyD/A8E5IcKGaEFuYsr6tkz9bDVYI56ASPh58IKx+DOmzCjIzSGaXmOYhgZq00DDANemt0FrJVnZAnAeBKApQ8GiOaGHMmkpqtagFckuWgNoVhKCau8fBYLHAVwG23ygHFB+sfCSdWYAsolvQuTpTJq/HbRJBjqWNtke4uhJPfBO8P+YMsMk8IMkmEzr3hoGL+pB7dquwhAPwcClcGVXgJoS1F8YxoGekVIxXgfDfAGbYFovWYHMkC/BcR6oOJgGcNkd4yF2N6xRj5fIb+6EI/tyYv9gNSvK0qjQ0MAgaaBhgAdJsf3p1uMDpqnpP2uG+onJKVzL+PLivNEYtcIBAI6GQMnI45b3Qd6AnH0jJzXrfWrsIpnubTwCdH8RwFyfKSpC0pAVabNvg4RO/l2AOX6wZZHpi9aE2/xbEMpzXAbXW14H+SMmrb5rAg8asts5EMQxEalAA6i/yJi4LgD6T9BrczBTVsitL1lb05WUKKFC4fFYybgB8xwlmohCdZsPmnsGYwkq9dr4vaGBetJAwwDX02oUyTJQnMJxpiczZGvYjuaiqts5Hmeq5r8C+nG8DCPNB2uF0CzBgvMkU9aQQ0WKR9ruKCWeH+OY+CuTVpiRJ45yK9TxOH9Xd38AkdMreBwWQOQsdFgXlwswk0z35iD1Hj9uYFz8WZAacBc0nsrzq3/TdKOiYm4SpHKUTG5Hj+SgYpGXsLy1ExbY94PcNVydn/V4K/Zguim4cavYc6NCQwP1pIGGAa6n1QjIMtCcwsXdS+bTlcDlvgHKkRCUSukopZ1PAHObUly5cVUqk8XCas4HEe72o5myro7bz0DWk2zujz0oVUGUMoFpfo7j+Z8BHStjfw0G/68sMEUecOJa5MwzykE6DqRcpfqSjH0viK8Efr8tjG/OhUgao0O541lb4xsqR1BTdoDw5wD2iZClE4bszdbE5KGYc2OMhgYGUwMNAzyY2h2AvgeaU1imyw5wHXVVKnRhVLBXPKlFTmU6cX68ytG1JGPvm8c59pUuNJurcUN+2p++a23rAYw0O4oaFbxTHbBTuWRkM9C5sAxFZa/4T8A0T+Z4Tql1PgPVrhCopihfQb1cE4FtHtJV/mRuVE6lE1zneQIYSVqidIH7M2VVvkMeqIk3+mloYBA10DDAg6jcgeq6v5zCHvZuU8u3YBqHQ6QUWH+EuHwNBm6C634bYJCZph0000yyZqQuydp6Rxhkh7qNKUsBKJZYkWz3yYChBtJfiAOZtO6sVTCZImORcM4GoV6H0i5iciYgpw52sF0185BMVxo0p/naKMkBeHkI11zkIqYTpxTXjRVZT3RBoIFwYTQ19QS4OJRpS0/cjdLQwFKhgYYBHibLWC2nsHdimWHvAqEyIqnbL25EczsE/wTkMqSsyQrlJ225z0OoLr/g8/JPpqzKLsUIHcsr88egeXnFum4OfNT3LQ4wWhLL41FHjnDaQGwYsMBvoN1IxQX56G2b788+CeQvK3gdFoE8Bx8aF3BXKs5x3RTJOMeAcnlAIAVP0VPpHoG/KxLVjX3zny7jIU62fHCZBwU+D4yM5hbdtDBpXV83CmkI0tDAAGigYYAHQIlD1UUsTmHLPBGOexBcpSGU1viycRrg3ogm6wZuFKaPk6ytrsYjQ/3l06JuiT9OvqZM6z4ahqHUjMVlDj4y1+CuHhn7Ei0FdLK/h4QweDJbzYvjCpd3s/P8sty2hAvBTTC6fs7WUe/H7Xso60nWvgnAN31jivwW5PfDbmlzIlP6PBXWus25FiLfqVneKnVe8ziNhg0NDLEGGgZ4iBXe3+FicApXg5+8MI96ZV7OdPnoVHlbVsRnznQQY/1z4EcYZSS5HquCPSwFPcm0dWJ/dTRQ7aXNfjoCn3oeuswNK5Ew5F22xgUA9ywvjzwHV07mhKYBDfAaKB30GdGsrUhl43z9qvGVwKlY3dIfmiv0bqLkTVkXXd6dem3sWZRfMZk4a6Dn0+ivoYF60EDDANfDKtQgQ1lO4Yr98WWIcx2MzluYXEFJCmIVabMPKWBWB+tfy5R1VKxO9PSblQmAPTXk0ZahgZ6MLWc+R1kZogLviVzAVOKHUf1Im6wMuGdCRE+GpY2O4D0ApyFl3hKMFo4r31DVkymyNhJOkFHJLdxlB93C/2bK2rbIcP8JwPG1ycqLmDJ9d8m19dNo1dBAfWqgYYDrc11KSuWBLnQ5e8HAsSD2qiLfU9lq7oCYVzHNmvMnJWsrStdeAQEFkF0UszeOOqNzf2UGU4kqXOZxRup/HcnaSpJxSKCnblhmkpvwrT5DoylVq7vHQuTXFXKp2z2X9CLjPG5FhWis+yJZ+2AAgWsG/hdw/wHwDP8E+GemTM/gehCSZosG6cXlOS7u6mokze/V++ak7hevIWBda6BhgOt6eRYLJxlJA+6RPedHJQ6Ijw9MToHIJehaeAc3X1GNcL9KHiDEyYTJAeQ1JKxJ3JiKilR6A+F9lEe8Dsjyvkrkb5k0FYyirkphvoru5Q8WA/qitT0iDRcXRJDUF89FrwZuRZP5E27EAePnHQplSdaOOsVeCsg4gP5c3SLqSsk6vwOkehhPwW1ImYc0uHyHYnUbYyxJDTQM8JLUfjlD9fzcFbDCaEUe2it/jygb1Sjq+zDNAzieA8YqJJncj0FGgN/L2UwlflHWAGdy/wfy1MCpqRu57lZuOkLvGeuuSNY5D5CfBARTg3oE4KGHfbmC0C/ClVM4IaFUesOuSCb3X5CbBgQ/uIfH+Y+A+OFSHXdrTmx6UWbKGHQ475SkDiythfuRNPdfkjSQw26BGgIPWw00DHCdLJ2XNvQ6toHt7gWIunj1Hq3awBUlRi+BIyyPgLwW3ea9cUkSSqnGQ7Aaa/8H5GaBOt1wnM04sVnhHEMlz+fqvgiIH+pR5PdMJ4IGrk5WBvB4eXNeIFEUQUY5OT8E8TPcat7IM6lrM+yKvCijMdJRHmf/c5Vzt0TC8HE6A7CRMJdTL4hMd06HKwGGqwrTF5mMJutLlbwow06JDYEbGiihgYYBXoKPhigPruvs5d3l0sulHFO1OEq+rkQICeMG2PbaECpQRBnuWH4CyB0w5Dq21n4ik2myNQxHA5T8H2aRZ5CydtK7u3wuMtZAzh4Hg60gzwRkncAcF8Lp3JgTl/uo6rkPcgMPCtRwtgK4hXcPLLHTuroAuRAy/+zhzk8rGftLIILIU7Mg5nFggNVIZArTic1kioxCwtG73yo2LPJvrGTtztW5aJCXtdF9QwN1o4GGAR7CpZCMLAcDuwDOXhDqSbdWvlt1fz4GF5eh0/xncTCPxynsuv+AyOiKUyNnQNyb0GTdWMu9pGRzFwI8OTwOXwLc5QEqeXr5ABzBn+oh9chvbGWrnvSsLSPZqCoqFXfCtk/lpJa+AK3KTeq3hmRy54AeLnNRoeYEK4Wk/4QruI5p60jJOqcAckH8WcmrsBftwkljqkpli99/o2ZDA/WpgYYBHuR1kemyFRx3L9BzKyvHq9/9Gnd8wXwQT4J8AY5zPyc0lcQHlkz350BDkatGxOxeo5gfrdZFLVM+HIXEKlkAamirL+RCiLFlf0kdqh14AI3t4qE12M1xf8AJSxdJQHS+tvt9GMaekP9v79xj7KivO/79zsxdYxcDprukJXYdE9b2zgVcE5cmYBuDDYYEmgYqJWlK0iRKaBNKq0g1avNQQ0IliJJICRDlIaQkBBqUEokE6vUCtc0jCV2bBXNnN8FQ8xCu8RaMA4u9d2ZO9zdrpXvf987ex9yd8/tz5/c45/Obu2d+j3MOriy0y7wWofVtMDAfH2+ta17MR2DGWl8u+Etd7bWSEuhiAmqAmzx58sTEYjg9F4HRCtcEYfj9mENMArILtLaB1hBsDDdyNiY5OR1WaHxz3wdpZKXd2Ba1jPom9d3vctPWrytfAK33cIB76m/TeM0CYxvKGpDvKLk41Hi3xS2OIP/mUq5a+PLsu0pOD5KTHljBIUjRh1zGziJvXJBkWYG0oawF6MJCcYSzCkrxOWSsteyn8YnWogRSR0AN8CynXF6SBXg1OB+MjO3m6B9Q7MK9EHkIxM9AeycHWHeQjGpDylj+PIT8KMArp84m6z9nrnOLWnL+T8Ci1VBVBvxfONY6LmfZy1px8ZVZ2Zo0i38Yt7+G2pHf4IBdZju+oV4SVVlG8+dCWHhz28Rrht0PBsXvpiBjn4TJYHdpDO0yahGvIbTPY5bGpU2LEkglATXAMaZ9OrWabVyDzLbyeTXPOSuPYVLuPQTwPgT+9kq3h2OIWLZJdDmmJ/gziHwMoMk4U+/8V92iji6TITBb4uXOnY8A8jzAfRDsA/k8MHk73fnPzUavlmwjlxfoJQh2waK5vb0boT0MBjcBuKqoeh6ws+3eTp8Nw1ptxQu2AHJjQT3iHsC+FRJsLfi7yBgsXl8hUlrhUIJBOPY/cAWNf7UWJZBaAvX+A04tIKN49M+ewUUgNk+lSzO3ld8SE4gPkd3RtjKsIczHY1zWmaw3sleWYNL/MGhd1YwtavGkHzARk8ylaHkOgexFfnIfVi/YP9toRp00tszSZGwqtDV7ZAns4DdlPrzupusUnovGfFGS0Exy/j0gLi/S/rqpGNcnQqToYpaJlMUzARNmtEIhA4hcTdcxiT20KIHUE1ADXOYVkEdlPhb56yJjS2tzYzl0izuMcrs+FJ2TzrN3JvGySau3qBv5lSXN2FaSXXJ5kwnon0qfy/n1huRshEu760YuZKPBeEmmo0DOg43bABbf4DeBXs4pkVPERDfLwLKA0LqHWT7ebl10PCWQVAJqgI/NTBQkIvQvji5PCdaC1Xxpq0wneRjGFxbhoLlZTHdeYRLzpIIuo1oAAA1BSURBVL4JZt3aoi3qykZspp/trFx/alEt2UYut7Kt1cnM55FLGYJnSrJDEcNYaZ8z21V/I7K0ou50Nie78N01mY4CuQgWHy4aUwBzkarYx5u76drGnUuLElACZQik1gDL09IHP9gEwSUgN0KkPreJMkueqW26XQjlftjONry+/1dcc2pXBNmv9oto+hZ1QVCL7jK2FT8gRoOrS9LxmcrEhzjgmCQOXVskF1wNFqUaBHZMuR7tAXFNkWJmm/4PSpQl/oIDzr93LQQVXAm0mEBqDHCURWjSNxempreVIasbuIRUPA0vQIxPbpRLdydd7m/xPHW0+9hb1OBeQEx852zMoBY19OZLECm4IDXblW0joEXExmj4JCDFN9+fx3x7RafO9xvRoeLHheebYBt/VfhcbgL4sTIRrswHZ2H0NXIMKy2323cCmsFS+1AClQjMaQMsOXFhhRdC5N0A1gE4PuarYMLjPQLhECQYqhYEI2b/XdFsFlvUzdBvPwTDM28jt9PYVjFUJhvQz0uf8zq6trkt3ZVFPN98OL2tUHh+C5C/LVKofPxx4q854Hy/K5VXoZVAmwjMKQMsOTkZNjYiDC+Zuvhk3GyWxucoIyAegGAr8s4vZpvAIL4cyWwZf4u6Ln2afmZb16gxK8mob94Tk7lqZjmMjH06+3kwZrcdayZPyGJkguKUicbQGtcj8zFbqzyHA/bpvIB+rYr6XAmkmUBXG2AZlgwWmPCO4SZANgNR/F475oTuB7kdodyLHnuHRuepn2L8LepojK4ytuWoyFOTq2BZu8tkorqVrhMlp++mIp5xJzNuRTOK8fMlTeSr4rzIZVQLr6Hbc0s36ayyKoFOEOg6AyxjR1ZAMhsQyntAnA/ghFjgzI1OwaMQk6ZPtuGuzEi3poyLpX8LGhVtURt/6eIybWxNiE2Lu0xQiyRsIzcDhXi+8W0156Mziw/bPrPbAk6I598MoPDDgXwZIqfUZCU4gJftt/GCzvi315RPKyiBBBFIvAGWx+UkzAsuAHBptM1HvD0+P3kKtB5EGP4H4DzMLF+P35e2rEZAPDkDDK+YriM5hPYjc8XYltNbxuRUhMHekgQYxD0ccN7bTW+L5PIjIFcVyWwyFS2qrYdsoZv5Su16WkMJKIHEGeAo2Xuf/6ewrY0Qc5ZrgufHzCAEmEACD0b5TMXeTpezCn+or4sSqP7Rkb8e4OdL6lj2hVxJk50q8UWG5UQsCF4pzfNcl8/Aq7BeXcqVfb9NvKIqoBJIAIFEGGB5Wt6OfLABIpdNrVDXA3JyTDaTU8ntzbbyAwhlENnMbprwd1qUQBsIHEvP+HRpAggZwYBzdje45EjOvzT6YI1V5Et0M1+I1VQbKYEUEuiIAZan5QT4wfnHgmAYN6GVsdlPXw7ZjgD34jh7J/t5OHZf2lAJzJKAeL5JAfm9Mt18hK7zg1l23/LmksvfALI4znPtcQVvwLKXNiuDV+0BtYYS6H4CbTHAImLBy/8JyE2AyZMbxYw9LhY+wSFYx9yDHPtBLqdJ/q1FCSSCQPSuj4UjEDmzQCDyRRxvLecSvpkIQSsIIZ6/Y+rYZn3DMgpuZtb5u4bbaQMlkGICLTPA8qwsxUSwAcRlsLAegto3KMtPhPEl/GW0rUxnKyawi2uYT/GcqeoJJyBe/iKA20rEJP+FA/YXkyq+5KQHVnAIgvlVZJSS02AiQGivZNZEPtOiBJRAvQSaZoDl4YMLsWjRWtDkyLWMX27ltGS1pBOYIPcPTq2U78PR327n6kWHajXR50ogSQQk52+N0leWll9BeAfmWz/maTyQKJlH8+dC+EhFmYgjEBwtk/f5B3SdjyRJF5VFCXQDgVkZYHly8h1wuOlYBqF3lsSDrZ+AObf9z+lVgzU0l5Ka149Aa84lAuIdPQOwnygTnGNaTbNqFHNDP/wRnMxPk3B3QbxgCyA3VpiHEOTNELm25Lljr+Zyjsyl+VNdlEA7CDRkgOWJicXo6THbySZJtzknOjWmkALIY1FSejschO88xiwnY/alzZRAIgnIaHAbRD5aUzgTFMbEkxb7Dgju69RvQTz/ZwAuKy8vrwHkkjLPd9B1NtTUUSsoASVQQqCqAY4iG2XwLojJkwtzrmWc8xsy2jNGfH4qz+790/Fk7QeYpfE11KIE5iwBGZNlCAOzMqw/Wpu5ZEjcDcu+HSuwg6SJwdz0IsOHe7FwYS98vxdkHyRcDFhfA+GUDsYbwfxtEGeszO//CrrOT5suoHaoBFJAoMSYypichTC/EbDM1+65sTMIGbcEYjvA+xH4gzxz3mgKeKqKSqCAgOyZWAIn8zeAdUXD7nbkSwDugFh30qWJNV22RKk2iVMwiT7Q70PIXjDsA+xeUHoh6ItSCIr0TW0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x="30" y="283.00000000000006"><block s="reportModulus"><l>16</l><l>4</l><comment w="165" collapsed="false">basiclly this predicate divides the first number by the  second and it tells you the remainder rather than the quotient</comment></block></script><script x="30" y="474.9999999999997"><custom-block s="%n IsBetween %n and %n"><l>6</l><l>5.5</l><l>2</l><comment w="134" collapsed="false">this tells you if the number goes in between the set range of the two numbers typed, If the answer is true it will say true if the answer is false it will say false. </comment></custom-block></script><script x="30" y="591.9999999999995"><custom-block s="even? %n"><l>3002</l><comment w="90" collapsed="false">if the number is even the response will be true if the number is odd it will be false.</comment></custom-block></script><script x="30" y="696.9999999999994"><block s="receiveCondition"><block s="reportVariadicAnd"><list><block s="reportMouseDown"></block><custom-block s="%n IsBetween %n and %n"><block s="reportMouseY"></block><l>40</l><l>-40</l></custom-block></list></block></block><block s="down"></block><block s="setColor"><color>255,248,224,1</color></block><block s="doSayFor"><l>Hello!</l><l>2</l></block></script><script x="30" y="816.9999999999994"><custom-block s="%n divisible by %n"><l>7</l><l>3.5</l><comment w="130" collapsed="false">when the first number is divided by the second it tells you if its true or not.</comment></custom-block></script><script x="30" y="897.9999999999993"><block s="reportNot"><l><bool>true</bool></l><comment w="193" collapsed="false">it specifies if something is not true or not false. based of what you plug intothe input.</comment></block></script><script x="30" y="954.9999999999991"><block s="receiveCondition"><block s="reportVariadicAnd"><list><block s="reportMouseDown"></block><block s="reportVariadicGreaterThan"><list><block s="reportMouseY"></block><l>40</l></list></block></list></block></block><block s="down"></block><block 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