<snapdata remixID="8886511"><project name="U2L8-MakingDecisions" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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3mbXr6yRp8Lupxnai0tW4+qnEnM/fabJH7g/r3eocnJhWO6IUpb68nq3ZXHcitvkrsp+MgU8A+p9eX1MbT42uEZ+GcbA+BFUL/325vUSC6jeYXlpI8yykfPbPXXFmXbr2qhxCHPMwmyrku/+bh2ylbMG18jqMPtolrbiugWJq59K3P30mSZ/4P68fleV7xeG5btRydOn36Zzt+7khWfG2OKyu2VjpoBdIN2f16UKrykU5dMuijcs4kdQGzZaKlCKjvOR+cIuSfkDVtMateKJun232DcqF+W4N+o7yd8r+e7N649F+FNhSD6TJE1J9R2XDMTVT1AFnKZ34L68rlRYNxhhetqle+nuts3XC0V5W7UMZifgGWbl0iWasy1GLJuuFWtkNOjkjXJymDdrgR+uKMqXgtIZVv2oFWTU7YeFQ5TjHhaNUbRTOT6ndOt5AuNpv62IAgfTZlwyEFc/QRWwqZ+Wd2AT/0Hh+Shl0wREAl5dS8lnCrjOrOvN6+XAY2EYY0U1OaKy2g66GEVtENJMCliVrc5bIycGxbSZ6leOT1Sy3yx4xMV/b16vQfl9lMqkGnO/vPXn1TxHPDBQlC8kOY5+6fdCc+nN+/6BopyXnYA9INe7RN+JxXcGi/JaD9VqFo1CYUTpt5xGfitpigLPoDzXqm+i4KiyQ2FY3h9F+2ltc7Mr6CZ5r48Kyzhk1VkLbO5G+UphjZweFS9hKeDevH4V5Zk4Nwu1MIlJAc+YBSo7ATeQ1L5u/RkW3ysMyaVBhDqKSRhl5K4gvJq6UfC72dVXArt9P5jUe//x016z1MkU8N9HKuq54My3vK5B+EFhSM6PU0b8KjC/9cLmLWo6Gr13Zwq4sQK+CGHLQlGOCzL4YQ90b4+ebSkfiip2dRBeo1bAvd16ugifB75WKMa32/eDST0LSD/tNUud3m79DvBbc8IJW/abBYMynVHz3z/1VGY8II6JGxu/vPmtFzZ/UdNhDGSBV84U+StTwA1GtL9b9w4jkk+YA126er5ThUsHh+TLYQtlGO1Fses/dYluM2lxqYKwiWMHb5cnw6A16jZm8gGMut8k2zdGNqpcVRiWZWHKfpI8+e07Sv77evRklA8VirLEL31B6vnlLYr1wQ8fful325cJwKEWPxkckq/UqpMp4AZIntKjLw8jkk+YA53UdZNboYviBNzbrQMiHCnCZUlH+fKCQwmLn6jw6GBVFByv7TRL+WrDwLQstknhF+bcr+ShFP/5eBH2GBiSR5Lgzy9vaZEJv/S7wXrpEt3ZtlhdKMo2M5VvOgXct0T3K6yRW9wAEFaZMCL5hDXQSV43ecEzjAnmJHZv4zQV9jR9C/ykUJQzvdCRhrJ9eb3A5MVN2uAkDixqGQaGIQtx0B5VH2HN/Ur6SglXfgScleQzjF/e0iITful3Iyt9eS2IoAND0t8SCri3Rw9DOXGwKO92A0BYZcKI5BOGwCV93eQFT79uSCWlezDCQYBJlL1ShNsHhuQCL/2nqWyUkzxNfDqn/bxei/CbwpCcXaZtNvFfazzCmPs1lO9NWByYZMKVIDddYWPidx5ESUdfXp/aZLPPBWvkwZZQwIaJJJLM9+X16wIaJMxj0IHuy+sZwHFJXjd5EfJG/DqKdg7Lzcmw1O5ihF0FTG7OlRasnNzEjYO3S/l3L92nquxsUUAzGQbOFv5nErpGc8GLsPbtpQdgkwrlG0QBp0UmwhybzTZJ3Xo88I+N3A+b7graRBUROFOUM+JKPN3bo59C+VSQk3cQgZuedHBmktdNXhaKMr+WsIUq2yFsa+orTABbG0WrcCfKvcBa85sIC3QTy1tB6VZiFWTsvWCeZNmyjKpwTrVh4Gzgvx72YfFfevM9PQ0n36C3G0kEDak1RmGNTXXbpSBOzwwWpbeebDSdAi7vuhQejvNNzZy8ES4cHJLv+1no/A502na8bnnv71ajWLdX4UmUpxDzhOto4CcR/tKKijaOE5Bb/OMs10hG/cp+nDxE2VcY/Pfn9XCFb4kwkCYjRD+8pcmN0A/9bmTFredD0ypgA0JhWD7uBowwygR9f/Yz0I0WtjD4iqqNvm69D3hJYVi2i6qPZmk3qmuuNPDvRkZbmX83Y+Bn7m92g9KjnzE3fgiHFobk5276jKuMF95699RtZQ7fTJMboRf63WLqxfe/eRWwsE2hKMZHN7bPeX+2+I+B2+Qyr516XYRKb76npem6yQvPJQW8tU6yc6tdKXvBwZSNYpJ7pSGK8m5l1KvsR0Frkm0GGf++vJorzGMmbQ49f42YTW2qPre8Le3RA23lUhEub/YTfKMB8BL9rikVcG9ezxU4uFCUNzYCI8zfe7v1YoR5flJXeVmESlc0xwKXN8ubbzXOvXn9lbmCFljkWDLDnbWCkYc5Pmlty+0ilVb6a9FV8vU1hiaXNZLRVuTfy1j55b+/R89WZX8RDh0Ykse99BlXWTe8ldYzk9b1M4WiGNep1Hxu6PdCbH+3LlfhAyh/bWSAZdptSgVsCO/L60MCKweKcqoXgIKU9bKzeZFCchGQvlkjPdVcoLv1avPvOslnpI1TEYzr2NYIlwSNqx1kDJOo62XzlQR9Xvrsf49urRYm9GHnRjjmwmH5U6P6YS9yjfpL2+9++DebfRHeJJMcOvBzeSZtPJXpqcebWc82WVxmPEh0E59JY+Q6P2NTbyycuW4MTpVvFYblykbj1rwKuFtvBZ6K8x3Yy92+VwXczJGe6ingyvHp79H3qmJOTe8QuGReO5csv1mebSSkzf57qyjg/h7tUeVyFa4frBNcwKvsN/v4NqLf6/j35fXbKC95bDGHfu97Mtmo/SR/n0mBldczFS4bHJLlSdLYUGGGaE/Ua/zgld+5NRBuZgXsnLDiVMClk/fdlsVxK26Tu7wI1YyCWgouUrqOaMpIT7VwqLezPGWJ7mZZjiI+HOUSsbgkrVdsXsZ4prJh77LDoMlrG709+i+inIVwTGFITKIF118r8O+a2RoF3SrgD39Y2167lusR/q9QlKOC9BlX3eqxLRurNst65nZsGuH5uf11y/kTXGieRgWuGCjKaY3qlDByUyx9ZUrAvVnghrj8gQ0Kxr/LgscGirLCCyovEtRuPR1hP6eNAO5NXmiIs6wbwe7v0e3V5njEUcbX2jaXnLdG7omTzjj6amYFZG59XtbhnHp3UOXTg8PykFfMmpl/r7x63YyWyztX+21cL8pvBoblc2H0G0cb5bHF4gETpbDZ1rMwZNMEoBHlYwK3zBNOWj4kz7nFvmlPwKXH7kOApwtF2cstw0HL9ed1qQ2v9WqIVR7odouBCeUCwVG+1xeK0heUpjTWd6OAy3T3vVdfIhs5TnEU8a9EnBPxz9LIlx+avGDhp/2o6vTn9R0Kl6HcXhiWE/z2E8Yi57fvNNRrxL/ZiNrK9aVY519KA81uaejL63eZCqrzp2Y8SDQam3o4VJx69xPlOwPD3jPTNa0CNsCUI8MonDZYlLPcCk2Qcn4NsUoDvZcIOxnjMa87pSA0J1G3L69XqfKo27eQMo29Uz6PJvfyMyh36CTnNrsbUzMq4P4ePdq894pwzMCQXBFEhoIsckH6TUvdevyfvETf0mZxfcnjYTAtNDeio2+JnqEW7xN4FXBnoSgfaVQnjb/7lc2SJ86HBVaNt3PixTfL8374a2oF7CjhvJ5rQ0+QMJFegPNriGUGWoRDUJ4pDEveS5/NWDaolXpvXk8pxYV2EjKg3KiTrGxGZex3kic17n09+jWUPVU4ZnBIfh2UjmbjPyi/1fVn2oD19eh7UK5X4fTBIflm2P1G0V4p29VZArvYcDPqhJbF60Y7Ctr8tOlXNvvzer/AD1cUJdCNRdMrYAN60MXe68C5DTNW2W7JPP3d5lQXt+GYV/6Clu/v0ZNs5dAwNkUmaUPbHA6ypzIjTSljuN+a5OoVP5ffB6U1jvrNcgLu7dY3mnzL5ubib+Mcc9ndsjEMfPwucmH0nYY2ao1/f7eercLJAp8cKMq1aaCzEQ0l329jiLesnO2q2cfWD/3V+a4b4Vbv91ZRwFcBW8Z1DdLXrZ4TrJeNxhRuaNbdoltB68vrDSiPFoblFLd13JQrpSo8VoS3AN2lOsMq3J5m3+JmUMB9PfoxplyMlg0OyVfcjIfbMn4WObdtN0O5Sv77u/UfFIwB5vYIPyoMybK089DbowdZylkKD4iwbGBIHinT3Oxj65X+Wvmug4xfSyjg3iW6TCyOMECozTWDa6J9D/aTYL3iCvr+Vj4Bl9IMPqub2Crq6+Kl79HX2XP4PMp+5i0mre/qXid5kAntp25vjw6IcmjpvXfITxv16jTDBiRsnivbM+OvynyrjS1RjjLZ3AaKclGUfYbR9mbXzVMbsxur2027bDfCwats1sp33aiPlj8BlxksWeQ9XyjKJ4KA0qiu10Ez7TkKGIzVdksrYGdzAnuEcf3caBzKvy/v0Xkly/J9Ba5164Pntv2g5dK6SJ3Yra+aixPVakxsjokq4pKf+RIU8zTVNzdmCHljUb7xBc646E75a5roq0VLrevmWuXSKttu8fUimzPlu3bbV61yLXECnr4OiSlGtJdBq7yqEcEYXz0R9QYhiEAErWuwUeGlg0U5IGhbXuv35vVMgWVpS2DhnIBgy/OGZalXnqIq35fXc4D/VwoNenZU/ZQ3n+bvVn96qcawhPEBCvNQioPDYuK7p/oz8adRPlTrurkVFbDbDUS9fNdBBrSlFLABIg6DLLeDVjkwpSvofYBFcSeRCCIgXuv25fU2UydO3+xKGssTRYQz0pJ1pa9br0BYWCiKMSJL9Kt8gxThpoEh776LXhnwM1+89pG28n15LQAfU7haFCclZ9qfniqSwHyr4NK6t9nH1g39blJu+pW/VlTAxiDLKIDIrqHdDFr1gJTrIOxrwVCcSST8Coefev3d+mOFvyW52PTl9WpVHk7LiauvWz8iwmEDCfpKfnEPfdkWW3JaEm+QfuaLH9lLQ51TevStYvM1hP/d+AInmOtmPzdmcfISJAlMs49tI/r783qmRnir1nIKOI5UhX4mVLmOCr81RhhpuyYNa8KbnMkm9WChKCeF1abXdpxJJbx+sCiHe60bRfm+bn03wgWFouwRRfuN2uzP6xdNsBqFK5N4g2y0yDWiv1l+7+tWE1bV+FCfUBiWS8p0p5n/vm41bkWfMu5nfm6M0sybG7mZif7NolzBNVHZlbScAjagm2toYJ0oq6OIEx1EAZuTYRqvSd0Ia6MycVpA16OltGs9eqKd1/iNUNOIVy+/9+2pr2YOtxeKYqIGxfYZgzhgH5THbeXMpOJsN/si3WjAzO3C3C0cxftqtTjhvCH5n8o6aeXfKJn2Cce16Dq/TxFp5a3RmNXbHJVsSQ4PGuXKDQ0tqYBLbkl7ozwZxVWoH6GrrlMOo5mmt0o3AlOvTBIW0DPR05/XS2xj+FMUE1860W85am3IMzm/SNtyxJAV2XfSEt15bhtHqnIUyr1YDBWGZCCyDl007GfD6qLZVBQpGVr9E/CdmeK6+1kv4mCuN6+XWMBAgDmSVt7c4ldNf98SPQCLHwmcHdWpt5K2llTAhsEoBcPPglKLnrS9VboV2pnKlXhcPDgsnw3aVtD6xjXpOeUxPKQGC9png83Jn9jEnoXb5X+j6Kc3r8tE2RNhV+BKy+bbK9bIg1H05bVNP/PFax9xl6/0kVX4YT2jpTTy39utHxThwvnCLl6y91TjHOU6G8eYmit4hUljL9LboyeIcnGcz4OtroAjUQZ+JlRNBdytieQ0jkqwe7v1qyaJQmqMn/J6rXpIjh0VLqbd/rzeocrJhWG5I6x+XnTaFe4oFOXMsNoPq51mX6SrcXDrI1uu52e9CAv7Wu2YzekG5X5LOWnFsPwwSF9p480rLyZ2hCgTA8Pyz04EP/hDnPYrLauAo7wO9bOgzHACTtRlx6uwNirfl9fVwG8KRfl8o7Jx/O5nnKKiqz+v31Xl+4VhMenbAn0mJaYq+TSedmsxlqZxCAJ8b14HLV0NonsAACAASURBVNjfrY9sua+08R/G1XNaNxdex9dJPAIP6UaulDnEEsGvksaWVcBRGgT5mVCz4QTcn9fHZZJ905IkIU278768rlRY5zWPdOVk7e3Rw8pJz0UpFlIU2KPewudnvnhdSKMsX4m7Jazyai2cJv5LSSA+FvTqOa2bC69y0JfXb6OstsREMebgQlFMtMLYvpZVwAbBqJICONGe8OZnWmsSmn8T2CkKQ7HYJKjUkYnLrG2sGijK9nH3PVN/qVLA3bpC4Xk/1/N9eTUuRO93+BQuHByS76cFYzd0pGkc3NA7rVwqNjxBcE8L/2FYPVfjl6bNhZexnR7jvK5sE75tK0ealKeFYbnSTzt+67S0Ag4zLd70lcteegA2N4lyhhcXpxlSki03uUBbwRK6P++8/+4yUBQT7SsVX1oWPgOG34VqOjqR8O3CUHpCWXoZ4DSNgxu6jUEbsH9YG5608B/m1XPLnIC79We2xVcs5UdxJJCplr+WVsClU/BDAivDiDwVJCTZTJPQWEIDc+NKpehmAfJTphT8YuvBonzBT/0o6qRl4fOjgINEJ4oCyyBt+t18BOnTb91pH31YEcaa4Wfs/dJer17JN/6I6qtnx+3GRA5cIz/2028zjW0t/vryehfKIwjz475+NvTMBgV8lUkw7ufqr3LAyn67fk3UZxLUcipFhWcEbioU5Vw/EyHpOmmciM2qgINGJ0paFqr7T6NszLAY/yPwQ3O7hbCNrTxVWc48F5n/Ns9P9TCuLldKwoIqxZnquW27xglqRprKbQLbIOylyrDAE9NtCNuiLAReAvy8/O9l/pz6pswU0086f0/VeRLlGqO0m2VsZ8K9L69/Al4pwucGhsQYZMX6tbwCLp3MAoUlDCNyVSNB7e3R81HeHWcavzAlLU3KrsxXmmhyS0sU73RhjrOfthrJvjmd2cpmAUpqKaSZlNSLFF4NRVmzrtIuFm9QmCuwO7A18JTCvcAmgQdV2VDm2a2STJ0CFrqBx1VZXaGUHWWqyssEtkd4AXga5fcK95ROZy2tgCsOVUcVbov37bdCpvxMqeapEzQsYZBr50qUGi1CpqyJo4wwPDgk/c2D8BSlbhVMnHyliSa3tETxThcn5rX6mon3crxdCw62oYjyu3rKLnQFbA50grmC7VR4zjxVReFH7WbuRzVG/Xk914aeRhv7vh49XtTZhBhlbb5hsxbJJobreTUkyVsQzKaVL7ww8Ry5i++SZ4O057duy5+ADTB+wxKGpXwd5WoSBDTIiepYRQsfn2hnlzTEMPYiVG4VjJc2g5ZNE01uxt/kYlUlNBeRoPiFVb88Di9s5HNbzmU7hO3VKD6lR+CW8XZOTELeo3jvrYWZm7EPC+vKdspKxiTiGCzKWW77cDwa5tCNOsp4WiGr8keUX+gcHvnDIh753vdkMk1zzC1/lWGAVTm9UJTE9GBiHbsFK4xypcgvj4mHsIRhKl+3CjjIZiEMnIK0kcaJmNTC5/YUaAI7oEwAc0TYF3gD8L8mYEeQK9iZxtHtFWplfT91SvXnWfBGNa+H4pysXgo8B84i/jgWj2Pzy8KwXBNE7vzWDWrT4aXfpOZGaUO/U6EoH/dCb3VZo5CZwwcmbXZA2FFgR6b+PILSjphncUwK0Onr+hn6M+XqfhbspCCN3tlNI41kU+CVwCrMu/ckT8y/nSdMLHZnPAQmnuOz7fN4olCUrRrRFdXvs0IBG/D6utUYQDzhxuc2bOVb6t9V2MnSZuEBlGsLw2LcIZriS5OyKwOWJprKi/Am5ZzpZAmwVqFNcAxdHlXFbBInzeLTAgrYrJCvsOC/bOX9qvztvDXSlxZhLi3C2xaKslfUNCWsgHeIIjf6hz+sba9Zx44yyWkm9acqP3KBY0N900iput0cKmxpCW8Q2KhgspAZZfxKUZ5VYSuUBxFuBz5iCz3VGaxc8BJKkYaAhNJLChpxOwmi2hm77b+krE2Ozs8gFApDcn4K4GtIQpqU3bQCzus1xqgkqAV8Q+brFPj023Tuwq3YzZ7kQhUWC3QAD5iJp/BeYKUFQyuK8q9B+klz3TTKRl9eYwsDmxT/5v1Xp6I7vTEq+UiKNz/8lLKSXY+ynUkCZQk9NhwBjoX3K4C7BH6hFndtUu66YEjW+enHS51MAVegFYa180zgexXUUraVbwn8dqAox3gZ1CTKetlgxEFf7566rczhfmy+Vlgjp8fR57SytdlNYTeB3Zj6c49OXb79xbL4lXl3Ai7UTSwfvF3Wx0Fbkn2kTTacTe4sUMCGT8ewU7m3zeaiKELEel3XkpTD6nHvXaLvFIuLC0XZ/aQeXTTHPJVM8q7Sk4l5Nvmzc30ND6jiGGnNZHFfk6+yy9ZUxSn3rfJXcuOaPQq4wYSL4tq5clD8Cmp/Xi9XeIMInxwYkkeSFuCZ+k/bItub1x+h/HpwWM6IArO6yhbuEbjHsrjn6We557K7ZWN5/EXYGdgY9F0uCp6iajNtsuEsxDFmIvM798MYj/4l+s9Y7O3Vutlt30ny5pbGynKlcd+mMCx79+6l+8gkSwvDYm6iXvSd0qNvbbP5lG3cs0pfpoD9oN5gwkWtfJ2dqAsr6BmVW4+ejGLez75eKMZzmvMKc29erzVuJEle95ZpLj0j7FYoygfd8nHyvtrBc3RZSk7mkBMlh7LEVoyjvvOpspVlFKiQmz7Z1lC2tfrs69ZbEf7BnILV5prBNe6tUt3ykNZyQWQ/Kp4cA6WY4rCnhf+ZrJtt4TdzLf7znFvFnPg8fWnhzS3RldfyS3v0oEnlqMGiHOy2ftjlYj0Bm7BnKryjFhNeHt8r67utZ6LRKHSibBZyrRTt5QgTpUbgz26s7/wMggiHmEc/BZNz0vNnCYcq7GIi0Lih0S0ujXZ21X3NYBzUhvAFUe6xYchL317K1gNtuh3hVQJvVZvLETa/3lW2EGMwAuuNEhUcRVr+Y5ofNX8URi11/n+nCr9TZWO5b8vUs7iyfLJ1O5C93XqHCK8rFGWR2zqtUi6Ni3R/tzpx2P1GtvMyNmnk39BvFLI9h4+gvAnYV+BRhFVqs6owLMNueEwrb/VoN9fyJpuYSUOIsE+hKEe54TWKMrNGATPl5vFKlH/fTOkIRxilVv43N8rNz0CI4AyyKt/2VX/KPP8VzkZiSniGXCmkBmHzQlHAwgdKvP2X+duLUvVStgG/u4nwFlXmG6WJcmvNjZ7wahGGVRjVTYzawijzGDl/lYz7GRe3dXrzeq7A0iQCvrulMapyaV2k4/IDjvO6O8gY9nVrt1jsq+qslTugjrHgfZVXsNXtCxyCMHdOG+/1c4IOQq/fuibZhsCJwE8RRgpDcoLftoLWi1UBByU2SP3q/MBxXDtX0hvWJPTrXB8Eu3p1TaQx4Oh5wmuXD4nx84z96+vRL6MYy/FlhSE5O3YCXHRY8sk0Fpc/KhTlJBdVWqZIWLIfBSCVmY8s+NWk8K2wXVLSzP9MmH5pb33Fpk2crPB/DTa+hzs+3sIcPyfoKMbUTZt9e+mb1GZYhNHCkBj/+0S+WaOADbrO1QPcKcJ6xxLV4sDCbf6ygHgdrTBPAW7Dy3ml0U/50uLyysKw5P3UD1Knt0fPtpQPqXHrEZal3Ejtm8ASpoywLrYm+VoUVqlB8IyqbjMooP4e/Ywq7wTeFbZLSphzP6ox8ttuJW8vOkFPBcH4VaEoF/ptP8p6pyzRc9osDlF4cP5WfGL5j8QExYn1m10KuFu/IbAVwhFx5+ANexKW4kbfMTgkJ8cqMVWdJbW4lm8wVDhncEi+nCQGbvru71ZjiXqabXGVpZjNiqeYu276SGuZsGU/aj7ruKT8AvitNcmNXjZPzca/F3xn4s2coDdOYuJLvxPhtQKXi80VK9aIsa1IxVfhmbAA2AuLTxRuk9/ESdysUsCl6DdHxHnyLQ9m2JOwL6+nKhzotK+sSsr6OAkF3JfXc4BTkxhHv5PzlB59uaXcVyhKV7mNGWPuCr+34aawr0L90h60XtiyH5QeP/WNS4plc6AxpPO6eWoF/mfCzA1vJX/bo4FjFK7A5vLBNfJLP+MQZp1K2vt79AR76hnr39qH6DUhK8Psa6a2Zo0Cnn7zNQ7Qw8Fio/oZGDeC6qfd/h4dUOVQgVXzhJPifoeNUwH35nUvY8hk0saJ8OOBIXESXDTL15fXkedtdv3KGtksz2ylQmYuB9m2ExM69KvQpHCKSvaT4sf0O6NLD/x6sCqqWSvy7+dgsXSJ5iYtHEUsJuyqcMtAUc5Lahyrx+WUvH7REvZBeY8q17YJ16woypoo6ZsVCnj6urLkapSEAo5SUZn40RPKBQL7CVwzUJTTohSayrbjWFyc04eyFOXtYrFiYEiuiIu/MPvp79Yhs8seXCOr3bRb7ypUlN9Yc/nPc1fLWjdtJVkmStlPkq/Kvh2F3MbRCm8HthW49PkX+OZFd8qGOOZIUjj45a0vrwVjlgNcI8rDA8Pxb6brXJ9vt3GSIwSMgZlxHb12bhvXnHOr/DFsnFteAVdaOzPpxP2k1RTw9G40r2cKLIvzfTvKxfWkvXW7uZvoV+GjAiuS3C2HMfH68vp142ccJJhKKTrPQSqY+L4fUPhvEf4L4ebCbWISyafui1JGUscscEpel7QJx6ryQYFvoo7v+VgS607U+PhVwIYux6PDZqckbHJM/73d+g1gbb3nu6V5XTKpjs3Q4Qg/N7EO2tq4NCyXq5ZWwNWuRkGEJaggx9W3E+NWeTKuyR7F4mpcxqw5LFVYahSvvYkVrRAzuS+vJ5ogIQNFOTKoPJXrn9Kj729T9lfY3/ybwM1q8V+F2+SWsPoI2k5csh+UzrDrn7K37tA2ybEK/2LiCttw5HkRX2mGzUOj9sIY2+n8vFOb7FMb9RnW72WvGDdugU4ih25ORHib36AltehuWQVcSm7+pUpDnTCExe/gx9W3ueZU+HNcCjhsvvrzeoqjeJXrNs5h4IIIrn38jmHQeqVrylUDRdk+aFu16vftpbuq7QRF2V9wwl6awCi/sSb5jher3bBpC1tGwqYv6vaMu4sIbxPBjPuTCj8fjPGZKEr+whrbSn9shAsHh+T7kdK9py6QOTzrNzBOLZcrE/99nnDR8iHZ5Jb2llPA/d36DwqnY4Rd+FFh6O85daM4rbkFOixBrddfn4kZbbMM5StxZQAKC9P+Hj1abZYi/NoWVrSKBXD1ePXn9XGZZN+oFeKp++jiyU0cJSZ8acIuT3HIvtt5mES5Kl9Z4zL3HoRdRfj2xkmuvGCNPJgEXWH0GfbY9vboYagTpcrc5txUKMq5YdBZ3cbSvH7CnkrVeEjQ9p2gJZN82mQ/U+POBNfZynXnDYvxg677tYwC/uIe+rIttuQ01Fl0zhwoykXVnA989BEnB2j/dTtGnoS7uu+wFNVMo5lU1qSgfPXmdVCmhPYZhRWDRXHGqFW//rwaA6wHBoryhTh5rOPydFdhSC6JkpagMhIlbXG0XUtJLV2iO9uWE572SJMuEOHWQlEG46AnzD7CVsBl2np79HyUdw8W5d1h0ltuqy+vN6DcWBiWK8Nsv/d9uq31Ah9V+JgTZ165zra4bqYDRUso4P68flHhNIUrN77AGRfdKX+tBepPrzj5avPv7zv6/I+HCbqbtqJahJLOG7zyggscTA8+6STXmJ60RHee28aRqhzlLD4WQ4UhGXCDY7OX6c3rV1GeScpvu4xfKRD/Z1UxeU/NcSOya7+oZL9ZZKGRkurv0fNV+YAIv7QmWXruDG5qaeS3EW9BaC4FGwpdLqvDEgehsV7dku/4RxE+aowvBb5jb8F1gz+V6bzATa2AV//HCWev+tbFB6I8bitnnrdG7qkHyNgojrLozOFaWYQ1OFEI6prvHH32Td+4/FiEQmFIzg+LVi/tPHH/Ds6J9ZVvfrThrUJ/Xg93lK6wK3ClZfPtFU18/eYFp+mdfYC0lH76c1On8tovCkUchey74SstZdzybwLMCJjEAEsHimIs5lP/ueXNDyNluQz7FBzm9bNbvk7p1n2tKUVsTse37fOJL12939HnfqdpFfD4KAcAN/3yx58/Z69//ldXoQjHRnGURWfOufKM9QtTUJ8bYUdbOEuFXe752dE/WPKxK1zxHwXDjTY11add8+41UJRro6ClGdoMUw7C5rdSER/8uSNv3eOwq0KRqzTzHDaGtdrzwn9vj75dlBWmHRWWDg7Jr+Og0W8fp++/7pwN4ws3RnWjY07B79j3sus//KVjL/BLY3W9qK6f3dC3vEfn7Hv8py7eNf/vizu6OKQpFXBZ+QIHduQ2z+9bD4RGysINgH7LeJmE9foYH+HLCGehLOvoIvHMP+vX4kSjWrB46u/y9983H7T0OytW5lvF2MTvuFfXC0sOwqKnVjs/vaLvrHd/sLCP85twS0eOM4L01ww8B+GvUV0/zzT9eT0OWKHwtUJRvtSoj6R+f/QXb//ecxs6x96019Ano6Dh1z889Lw3vuv6HYyyCqP9uK6f69E6OsqCdnh2ArZqOgU8Puos9Kd7Vb4GkGZWwGOjDIqwvygPWMqyeV08EoZABm2jGtOJEQ7TqVybDK9cWtz/2BUmdGT2lRDwsxgnBd7ECAMqGKvUW9pznCjC835ome0K+Ldr9nCevt6w5E5PT1+nLtFt7DZWmCxNBxz7mRu7j7g0Nh9Zt+M8PsrlWNzVsZBIotNVKqtcjvVu6Zqp3KUn/PSLj93/3iVhWD8HoWV8hDtUuLOpFHCF8j2jI7f5icsNGM2ogCsVGm2s6ljonW832PgtMzbKtSJsjc3D4DipG/eBC9u7iNSPzy+9SdfzuxgnRbcqW06MYtLJ7YdwTUcOz2FOm2nTEQXOM90Sue1r+Jpjz33bvpf+Y9o234b+8RGuF4ur2xdxg1t+vJYrK6vOHIHzaI+v49///PDuf37dHnct80pHmOXHR/mGbbO2aRRwxbWzL+XbbCfg8XWchY1zDZgmhfbcKK/bZPMhsZysMLuV/pjkAj82uT87clwWpqC2WltBF+Ok8Bgf5UzALFqenn0Mvc226Qgb47DGPG3PTwaniVFum4QzFuQYChu3cnvjo/xY4W9hGM+OjfIgyhGdXfxPVPS6abd8GGwKBTw+6kx8swB4nvyVYDTDCXizE6/F6o5FDu+JfOPrOFeV7QQ6zR+FHUobgmGxeFiVVbY6YfbsMCZHIkzG3GlYi3HMZDvdVWyCz/JyEm5mnsPAOUz+Kw0wVbm5M+ckNEjsGx/lXrX5ROdi7ouKiLDW7WefZJE1l0c7c7wkKlrdtls2CG4OBTzCHcZXtGMRgd5AwpwIboEul2t0DVepeJM88ZaU7qtM5iFz9AbM6fYpS1hnKZfMy/H7tGxqvI5BGsonKYNh8F86CR/h5V242XkOilsU/I8/zXIm2dehTbi5I8dZQen0U398lCfked7V/kqe8FPfTZ2wFLDZQKryhc6uEm5uOo+oTNOcgMdGWCGQ7+gicESUKCaC2/GpdQ3nXOfCZ6UUDCFRxTvKMlWOKCndX6P8qbOr8YYnSUzdYp+mcq2Al9d34VbgOYgMhaVAatFgNsyYVJ3g+2kuCG/jI0y051gowoYg7dSrGxZ+zrOeol5ub6LmKdUn4PFRx9r5WOCbHTnnCjrQF9ZA+iGivAipxRNzoFtL8XkFhieVuxZ0EWk4wEY0G2xUefWCLpY0KpudgL0gtHnZJGXQP9W1a1a8C59W7wTWSjz7wTBq/iuMUz09DfjhpbKOKvMn1vF0R472oG3VVcBrOU9hvNrV0Wuf4yOsQviqF9dVr324LZ/qE/D4ONswwaVT9kcc25FjOnSXWwZrlYt6ItQVohHHSOFlIrwZ5eI24WvV17lBeAta12+QkiQxDcpzEvVbDS/nBGbTU++GqtV49io3cdwAmM2QSSC/dow3v+Y1POeVRj/ln36CV87bkl905Hiln/pu6xgjLOBPHTk+47ZOrXLjo/zf5EZ22Gpb1gVpJ4y6qVXA46OO0/8xwGV+XI3qgRPHRJhh4B3fZVXuF+GGsPkKSSBMHuGFqi92J7CEl820YUgK0zB4TqKNVsTLuInYcPVMtzityLMX2YmL//GRqVu0ji6O90Kf37Jja3mLWFzVkXNCy0b2TYwyJMKZ8xdxq99OxkZ4q3Gj68yxs982wqyXSiOsiquUMztyzvVzqF/cO/EKK+IjVCmqMhT0GiVUQCoaM9gr7KRT/rzTn/HxtYRdKi2gFYbbYNic4ONaXKLiO+5245bBOPgbG+UiCxa25ziyVn+zXUbi4v8Pf2BeVycPgD9/ba+ysn6UnjY4vT3i0L7jo4zofN7S2clfvNJYLu+8/8IrOhbx//y2EWa9VCrg0uK0bVSxmuNa/IzbVKVBk8CjRrmZAWxmdx1jNDYJ3VLxhm1ckFR5do7wkTRdqYc5WcJsKy4ZDJPmRm2V5GJVR85JOP+irxV5boRJ5e9xKWDTZ8W7fORGWRPrOERtPt7RxaFe8PBSdnyUbYB7O3J0ealXXXZ8hBtUWNOZ40VpaoO067duKq+go56ocU2EWgZNUfPmVxCC1HMWXovrsB2/Osu05RiVwSNtwi3zF3KPCBuD9NFqdeOSwbhxGx/l8TbYt9YmrBVl3wu+cfNfOl09GfVmf3yUo4HdO3LOk2Ek39hf2Ic2lnXm6PHbQdjhLP3SUWtTlior6KgFNa7Fr5ZBU1x9hyEcXtqoHLMZomSZFJH3qM3v51j8YLafkltVDiZGWY3wQPsivlAtP63Ks9t5EvW6Vk1HXP2tX8tpYtHRmaPPLRZey42P8k1zy9aRwySn8PVtWMcnFA5uXxROQgdfRFRVmpUn4LgEc8xYPAt/rtyBtuoiVA9TVeZueJrdRNhXbXaqcL161FYeUOUZq40tggZYCWNCxNVGXDIYFz/lfsZG+KoZz1o2Dq0q+24xjpv/uGRsbJTz24Sn5y+aSp8Y9meifk0Kd6rwxc5F/Kff9p3rZ+XGzsVc6beNsOulUgEbQRXh9Z1dHB42w6a9OASzImzmZm8wcU/CKPCr1aZXTM0p2RaOn5zkGbGc0JYm/+kzNty6oItQ8s/Gxbuffrzi5aePJOoY+bYsFnfk+Gx2At4cgbjnflwyNjHKVSKsmr+Iq6KQuYlR1tjwg84c5/ttP43Xz44uKm1YU3UFXTIgOBpl5cg4J4XtzxbHRDAuGbXCZtY7IfgVrjTUC2OylxNPKGyN8Gu1ebTMm2VBGt22/GIfhwz6pS1IvYlRLlBlj1r+wK3Ks1u8wpgjbvuK66Bh+jGBLdraOH/eQlZ5oc9NWSfNoXGpCvi+bK6fbZuDw8on7IZ2N2XMk40qv0mVAjaEO6b0HVyAsJ8It9g2l4eVuSLqhaCsSGotQmXAO7r4vJsBapYyYWI6NuIkf3ihzLtY7CRwRNAkHGnCMky80sRXvZNG3AooTbjEqRDLfI+NOv6yT8VghHWvzuHIzq25N0zMx0Y52YIPtee8ReWrRcP4Om7QyXRdPzubl5LRYuoUcBnE8RE+hcWeqrzL+G+h3CXCL4C7Jjdyl59oJlEvfqWABDWvUutZiYYpvHG3FfXiWpGBJ1AmrLhxmam/qGUwST5nytsatYwkybObvuMe87FRHhJhZdS2FeOj/EWVt3Z2+ffPrcavFIjpuDZlj3ldPOIG35nKpPX6udJtL7UKuBJUk0aqbS67I7wL2/l7d4U/G4VsokttgCtyOdY3GizHPcjm4SiCYZjTG3BwZxdvrKajkZ9kI7rT/Hsci+u0Ek5hCE+vYxP3YuyVviDly0nGq+dXK/PsBq84+S9nVQsjeU093lSRiXXY7YuwRFA3ODQqU7HZDiUQ0/hajkN4b+qun9fxVZRd2nPs0xQKuNbAmdBiYnEoNm9CONjs+OxJbtxgsbKWMq4Y3Egc1EuKaJvOHHtX0ztRAXgjIWy23+NaXMaf5lNik98siYXN7QsWOzHDm+aLC68kAJmJt1bm2Q3OcfJvbiHiyKo2NsLLRfifjhwvd4NBozJR3HSNj3CxWEy0L4rOTaoRX7V+Lxkbb93ZxReaVgFXMmauGjqFg8xju1HGxojLmJ2XlXFFiMvIrjHrJTOoBNzPgKW5TpyLSxkH50ZB+bwI+6myKgqDvagwTwKvqHipbndshCtUeSI7AW+OTBy3RKZH4xYkyrujPv06fZkDEHy7oyt4HOio1ufxEW5G+Foash9VSkTlGtASCrimMsZRxI4yxqJDlXVRGiU4CrgqmUGbxYJxWD7P5iRDYxRX33EtrjP1E9fiUqv/CoO9g1V5WITb0m4x3coKeHyUuxVWd+borRyvJGUk6flRUoxXm7+jWn/K184lXm/q6HKewyL9xtayH8JJQZPbR3kzOT7Kw5Nw4FY5fhcpGB4bb2kFXK2M59uchsXHzL9byhfbu/i+R7xcFa9OZmB8IlF2RdjDGHfbNvc+Z3Gkm7dqVx2mpFAaFlfjvqawRGCiI8cBKYGmJhlpwCsKfNY/zc6WzeqOnBO7d7OvVXl2i2NUm65KxRvHtfNmm6q1HInF+zpzfMItDtXlorh2Lveh36VtYi82td/GHPkIk35pjKLe2AjXqvI7cyBruRNwLcCcCSDsbDGVtzJOYXUs8ZR7nMzGsKM5kYvF7wR+OjmPB4Nk+IhCOLy2mZbFtZ4fqleeoizvN+9ylDSF0fbYKAVL0PZF9Fe3F5UCCoPuONoIm/8kFW8ZL8foVNiiM8fJfjB0XDbVCbwTybPgs6O8vg1u6shNJcFJy1fKWPUYcEVHjtNmhQKutM7cTHjbuLB9YTQn4vKAV5rCm3/rUI5SYWeBnZWp3JQKDwo8iPKEZfGLZlLMaVHAaXU5qJ74acEr7AVpfJSn7E3ss2AbHswU8OYIhDXmaVC8Zc7G1/EtgXvaF3GxF1ky4SVt4SwVdrFtfhBV9DvndK2c0NHF/l7oi7psdc7m2aGAR7hDhTs7c1NvseZbP8Jh/bzdoAAAIABJREFUFpzoKEDhrjnwjSgSBYyNcoHMECHI9G3SbekkO9sWu7cJr5xBMd/d0cW/RS0cftoPe3fvh4bpRcFEITOfYFLjLQ/SVlR104RXWDyOjfAVsXhDxyLeX6vNsBRQWPTG3U5Q/tOkeMvYjY3yOyY5rPPl3O8Wz/ERvow4J99lHV2c7baen3IbRjjVhm06uvicn/pR1JlYx+dV+fzIGLuUozy2vAJudDJaP8LxbVN+xd1TazfDtvDQHOX6MBRyvRi59Qa5rJjFcjJ4/EOJtgujesP2K3BpsvCeGOEEW5zcpJGnYguCl6nbCgZ5VbdJ17Uv5KuZAn4xAn43XRNPc5hOTh0S4nw2ayTb46Nsq8p9nV0salTW/D4xwgq1OFCUByxlWdAAG276NC5IJhpYHAZpbugxZUo5if/YmeOL5Totr4AbnUArwXPS6SmHWsIbKxXyJhjeKscVboGuLBd091tuK4274JJQ/asIbzJO5X7wCbvOTMEgwu7Hb3t+F2O//UVRz6sstgLPQXD0yn+l4rXhwgURGY765WniaQ5Vm6M6cnywXhuV180CN7UvYqnfPr3WS5sL0kwHwdmggK8WeKkf69iSv+kJiHONcZZ5NPcqCGEp4FqKWJXbN1icmaRlddqifDmBCIQ72yueG7yOWZTlvS7GUdLitW2/J7Jm5tkrRrXKu+Hf+NVi8UmxeYdpI42Kd3oNGuV8W3i6s04awjivm2thnjYXpJKR6Guqo3LNCgVsBiiID55xcxE43E/QBzeTz88kHxvlJFH2LAceEeH29hwX+GkraJ20xLlu9NwQlM8w6oe9IQuDpnptGEyNK58Ie/pVDFHNgah5D6v9av6nQ+vC7k6se2F3SqF1UX7ZkXOS0Kf2c2LeC6cuyDFUTeTYKIMi7B/ndXM1DWlzQSq7W4nwufZFfK2S3pZXwGFN/sosTcA1bk/DUV+JVi6QJp2fiEPbWXHOXpPpCeGB9kV8Ic5+q/uaaZeZJE01FqhIgzKEwWtJpg622jhIS8FsVLi90+cGL6w5GAZvSbRhXHYEdsPiSaNwpZRcBou7UH7hN7lMErw8/DBbbvtSnnvyb8zbaSeenz4Vj3CYloxaaWNVx8LkjCDT5ILUyNe55RVw2CeOUs7iZYCrmNJxXomuH+G7KA/GbeCThlzH9XaZSSxUM/WZVmVUVroiHFS+VbEsVo4pNwZ94kgrz1HKRfUmRpXfisX31eb6sNKrRkn/jPI7So+lnFsOd+nVHiAOmtPigtRI+RosMgXsQyIqYpfWVcJxX4mGvdlwC03SC2wphZl5n4/Eqd8tDm7KJY1VmUZV5m54mt0mbT5owRsdpSustAhH6VZikRae3YxPkDIzbWImlQOBTUGewYLQFWbdsXUsFdhRlWdFnavzVFloG3omRrhIYU6SLkjjJviTxemN1qSWV8BRTf5SRKO67i5eLLDDmCRJRVlKSvEbzMZHHSE/Fri8I+f8/1R/UcljPabLylbNNaiyG+bvqT/3mD/mvW5c+PegJ92ZaEhSPuIQhokRPqew10ybmFbgf3yUYwSWqHIYwpjATyaVuxZ0cUkcGHvpY3wdP7GE6+cv5HIv9cIqWzr5/ggwaRXrxiNoeQUclfC7UXZ+fYD9CkJUvDaixw0Wjdrw+vv4ONsw4aQiNDJ8bEeOJ722kUT5OMZIlTljo3zWEt5SrWwR7jERjOYv5B4RNsaBQRw8x8FHrT7GRjlZoE9trtpgcXqtTUwSm64w8Zje5CrXq/BPAm9K63yrF5M8TExmastrZqdMAfscFTeLStwTzwmKYbFDkADpfuCIWwGPj3AOwieByxrtMP3wE2UdN3Ljt/+xtewrwkcxf+A2ER4AboxT2daiPe554Bc/r/XGR7lc4A2W8sl6wSWalf/qTa5OspA2vt+Z4/VesYqrfL2Y5FHTML6Oc1HH19mVfZChZ1YoYLV5OGzDJDcLadwTzwiAsVrtzPHGqIWtsv24FHClYz82P+zo4ktx8hlGX2HLhPEfteCjOqV0R8XiO2pzXZpOKGHzHMY4BGmjJIffUvhtR45jGrXVTPyXs7oZ3WDybaNcXN7kOtGlpkKOvq8Rz0n9Xi8meVQ0jY+yDC3FnBZu9uKF0tIK2K2xlJ+BcaOAZ0pQ7qc/t3XGRngIWNnZxalu6wQtF4cCTtqxPyhG5fphLMYmFKBYfFRtPiaQQ7jOtrkurda1YfAcFv5+25l+R1eOAj6sUOjMcb6b9tysFW7aiaNMZV5zy0Iq7SpKN2wvqQylGAdNbvsYW0efwF4zxSR3246XctNeMcKKjkXe19yWVsAlgdkpCutDN4vKTAnKvQyw17Jjo1ylNo+GfeKvR0eUCtjxobT4xyQd+72OQQOsPPsBP/MHXjqvgzerxQGqvAlj8KNcp8p1nYtZFSZ9UbTlZq5E0W+QNksnwQUmzCpKrtJozRJ+Pn8R33bbfpMp4BnlM+3jaGItI9wfhzGmKltOjHIh5pbAQ1yIaplpeQVsGI5CGTWaVEkZAzSiy+2i4aVcFAq4HPhEhH1V+V5HjCd6L7x7LdtofExoT1t5iwpvBt6COoZUi7G4D+U+s8C0L+RSETZ57Tup8mlfuKtxKb/lKVwjyt/E4sog7+jNxH89WtPMR5wunxPrGFCbw4Bb2nOcKPL3gCRe51hLK2Cz2EXx/mtAbrSQJmUMEIUybCRUjbBoVL/yd8eXEs604EA/oT+99JVE2cpF7Jmn2H7uHA4ReF1J0RpluxbhPuB+Ue6zhPvCyMqVBK/lPsOUjyj5WD/C2Rbs7fTh8S2v7q3HWs5TGI/iIBA2Hs2qgDes4xM2HNyxyMkeF/rnJOqBz5Z9nxFu6chxRtCOWlYBR/n+a0BvtBtMwhjAzcYgqMDUqh90gZ0OYNDGQZRCH4rFUPsi/jUKepNqU//E/PF53GzBYlU2IixWWC3wsKX87Llx7t/6NfwtKfqi6jeofERFl1kjbBuM5wDK2wWewWJ1xyJMpLvQvvFRfgz8qSPHZ0JrNKKGnHVN2GVBl3PC2+xrtOZFRJKrZp1Uf8qNnYu50lWFBoVKSWa6BborM+OF7fvcsgo4yvffRgrYCUgO+3TkeFsYwuCljSQWO9OnQGdHjg95oXVilJO0IqFEWKEPvdAQddnxdbxDbd6LsI+RCeAvqqy1LD7dvohfRt1/GtpP48JdDhNorpnNLZkIW0RluDgxypAIZ85fxK1pGI96NEyMcorCESgvsSwu37SRKxZsw2ijNS9JvsK6fh5fx/HmhFupcBWG22A4qluollXAUSuietfbpQAcr3DjohC24CZxBT0+gqecwJXxY9OQUjHMMTBuQSJ8UOENjsIV1oqy2px0259j9dgW9Jn+muE6Mixcop6LXul0E6PXa5v1yo+PMqLzeUtnJ38Js90o25pYxztVORo4BuUKsbh8cpIPpFF2g0YcrHx6UOGuOfCNqBRu9ZhlCtiHFFdM4JoO10nu+MdGnV32U1FYfs8ElZucwNVp7QQubE9ZonGvolAvrZwoDz2/ie9tvQ2PV7abNmXklWc/5dPEs9dIRX74rawzPso2wL0dObqCtpVE/fVPkZO5HC02xyBYCn/ozLFXErTM1KffiIOb+e9G8PTgBqNMAbtBqaKMm91zkgvO2CgPibDSj0+aRyg2K14rJ7CjmG0+jrHoNcH+lZVB0toFoS+suhPrOMHEVPabVi5J2QgLA6/tJLkhrVKGBwA3eYlU5JXX6vJjf2Ef2ljWmaMnaFtJ158Y5fcKHQLrbbi04zm+Ka9iQ9J0+ZGv6ahVPv13w+I5U8AekHS7e07iGtiw4QiVTU85VZgH1nwVNafaDlg+abPesjhW4P9s5RZL2EVhB9OowLBtc98Gi0ujCvbvi3gPldY/xc5tczlSTRAG4V5V7kW51k/gi0wBewA+xKIVYQJjzZi1fpRvWsqrOrowyr+pv/Jb9kabjXOEY234oGXxTWsTl85bzKNJMedWAZd8u/9ucBeipbtf3ltWAbsdFLfANbp2rmwniUW2YnNwmpdQaG75dxR8yWrUsliMsivCHih3OkppKjjEC6rc0NbG1pZySVzvKF54cFN2bIyXtz3HzpPKAaVADLsqXKkW316wkAfdtDFTmSRkIwi9YdQNey56oclcM6pyhGPhnMCCWzIG7ejMcYoXutNYtvot+7m17GDP4Vjb5jMW/HCTculWXayJm3Y38lVeH43RHcofozK488p7yyrgMBc6N9fOSSpgL5sDrwJSLv8iq1GLBRtgeflUGybefmn0U89ZoGErUXZWca7Xdi6d3B9UeNCc3hcs5pt+2q5Vx81iEVZfaWknSZ4dY0nl1Qu6WJIEHknyHia/9d6yS+51RgmbtKBPKqyJIxpVmT83GEftFeMX60wBN0DOq/I1zcWpjPzQV4/lCt/InYBtzYQqKaQj6iWXjpNnv8Jeq555M1flfoS/yiTfkzYe7MjxVJh9JLk5i4oPL+26WSC9tOelrHkOEmV7Fe4w7kblumJh5JvKf3PkfIZ/tyy2FeFmbePxTWP88SWv4q9u6EiSdzf0uS3j9i17/Sinm7zBory22o3JbV9ey7lZe5II0euGj9ZVwCN8VZVn/Lp7mChFW87lX1T5Qj3FM8OiHlkErsr+wn7Xmr6mMQpp6v12gcJ6hKctYNKmaAmLEP69I+ckc5/+mm2hMRsXW1kqsLCzK77sUUnZB7hZDKIqk6RslN798s7JzKcCFmGeiCMjqsr2ImxXwspYuP9RhMcV1qnyWBs8KfDUuMVTCxfyrBvlEBXuYbY7NkK/CK/uyHGcm3ZruTFF5ffuBuOkjFMbYdWyCnhilNUID7QvchRow89co0zMYx+FfUQd/81ylKKhjhyXNWygVCDKCFw1I/eE+K5llJJxwq8+FUzzLrzEgjcpbCPCDgK/tOFXlsUv1ebjJtxenO5PbsekVrlSFpPjga/FeV3mZrEIwlca6yapgKPC4//+xMvmd7Ldpkm2t+H1JmGDBdvYU7dG25j/b/q2zf8oGyxhtQrzsPmtrbxQSZfVxhZxey14xcVJRQhrO7o420vdSjcmFR4TZchrG436ayRfJqELcHCcG+1GNJd/b1kFXMstphqU6ihFAqttYbVlgib4jFIU1VtDZYD4qCP3uBGev/6Vl7TbvGPS5p0I7wD2N8KkcLMKv2SSX3XM4ZeykGfdtJdEmfERLjH9dnRhFHEsX6PFIhYiYu5kNm46DMRPP81W8yY5R2EBwiqBvW2bJyrhd8JgwttFeSbNvvHjI9yMOJtVE1bT11f20jCVw+S10Zwqyd82nblSnG9f1EdTqSUVcL3AEBOjnGgbga8RpSgMn7awFhsjrPYkL2wWpzbE027Y4uSEoxQ6bJtr2qYU8jsURzk/gjklwx+wKaYp3rGTcamTB4DbgBsn4ZEFt/GIfITJsPEptxeWfERFXxTtzkaeyzg2Ug7lcmmPDjc+ysOTcOBWOX4XVEYqeQ3DMr0RxmmWv5ZUwNWhEav9OIG7X9jI5dVRioIKlqnv941vOuG3zT8Bb1Nha+DXJrdvlHFqw+DZtDHTJBgfZTcV3muMMhDegu2k1ytn/LlPlPuTzPgztpZ/EmF3YEeEHZ2/4RHU2Tg8YrUxMmnzaPXbnl/c0rwY+OWpUb1GC2Sj+s38u1fex0Y5Sf4eH924+D1jNrAdOZYnhYN+l7aJvdjUfhtzwtycVtuwlN3/bPiwPcnaMr9lw7jp/57Kvzt9Em+EcZrnXMspYPO2p8YKD+ablG6lRNrbhuXH2WgSeFHAYyMcJcJ7SjTuBo5hk/ljJpzrd+dGNMXxuxchr8h5a5Txm6dz3uLkuzV/Ri3hD7bytFis22TzNC+wbqttWRc1L2axWb8XO7bBjqrsgtA1w9uesZR+yoInbfO3sFaV3zQ6RTdaLKLmL4n2ZyPPXk/A1eNSSstplO5uKNLZlVwkrWdHeX0b3NSRm7Icdw4aJV/5mZSlK4M3E1XLcvh6uwjjqkwIPKjKuAoPqs246SsEBRx7eF638yyQAi4b7VR25gr4GUz9K8F26x5QUadN4LXgWCuaZOXPqzIiFm32JN+rMZDTLjbmt3J/1W4IXt0VRKbyUZqAFLUGwbRnTrsWvNIJZAG/sqciK5kF3bHZqPxm6t8vVtW7yloGV/UwqPytcmKI8m5jMV3muxbddXmBeVhO9qiXCU54u3aFdjF/K+2WML/03xMKE8AG87cFc2wcoxZzan1AKwxcvIydF3otcXyG56M8bd732oStTYi+Eu3GeG8BOG4qzh8jh6rcXRqzPMpChPvdyHgjefTCo5+xDyKLFfJh5pqZY0W37dWTb7+yX0/+GmHjZxxMnUbzopHcidAjQr6ctama97DXh1p8WrCtKtshPFQKRfl3X/kZlKUbPWB4sSxejvIuGx5b0OUvl2+jDV5aLaCdsXSrqWuVS4MCNtezwCGWYE65xsLQGDt80KFXptxpqpVriZfYFbBl8XbnGlZ5laFV4DHb5lf1xiDsCdZooam1uNVSuo4hWGkj5bSpTrznp8uLbKOFZabNSeV41SxTVsxKO23MF3iNKi81FIjwBoOr2vxWhIcouYv4UXQBF3kRo5yFlzlX75ATY1Wv3KtCTpQtqv1SZ+rPz8LvV3mFXS9TwMEVcHlMxHgnKEVVhmaaj9XzJYzNmdOG8g8irAf+WyPwlfdye1ZrTaingNNsAR1YAQdR3kHqTqzjFap8CuWt5SD/lQncgw5oENrq9T0+wh3m/XlCOLVZ4yLPhE2SmJdpMtd2ncJBts3BFXLxO4GfTs7jwSTTwa1/mp3F5ihRPo/FBMoNts2fy7S3WSwYr4gsFkQG01Y3DbKRFCaNTmdu6YrSvbERDSbZPRY/61jE1xuV9fN7UIzqKuBRrjZuYWm0gG4qBbxhhG7bYl9w/uwgyipb+Z8NwterlVmSE36mvsdGGRTlPXElSvAzEYLUSRLzWnQ7iSKUo1TY2YSX1FKISRNe0rwziTGwgpvijldtFgvL4r22zc/KdFfF1l6J8D8i/Fv7or8r6CBjk3TdtMlGnHgEVS6VtLpNBhMmf2Elu69HkyMfyptFuMGPsVk9+Uq77AW6gg5zoGu1NTbCFyzhXSqO0jXZNlZZNqvmdzFcr+8whd4rjzMN+Pg67rcnuWHBYk732mYzlE+7oBsMTTxbnXTeb7vbLF6j0F3ahQ6bRNwdi6b8gqP86smmY3ijHGcJb/Uq81HSHLTtJOdjUNqD1g+b91Lo2R8BZ/pRVl752bCOTygc3L7I3/usm/6caGXKIebJ0E8gn3prT9j4u+HHS5lUKuDNfOKEOy3hQi+ngSSVQa0BHx/hyyarTnuOw70MTjOVTRLzIDgZi+xN8FlRdlfYGuHXAo9Gtbh5WRBq3fqo8Js25btxn9yDYOyF5yD9pLFuFPPCtGnsGvyG2fWCk7l+VuXGzsVc6aWe17KlAEY7dOb4hJ+6pk4tPKLA3yt99cqnRgFXLoSlU8mF7V183w+zSYJevdg8N8KOk8LDbcpO87oc39KW/JLEPCxAHYMNYTtj8BJV0na/ysjYPWDxcSadXMvlk/uj9pTl9zOWBVFtGoLi65fnoP2moX4U8yKKNmthFcf1c7lf4xOsysGdOe9x2Ru8AZsgO3Tm2CsN8lBNQ6IKeHyET4lwRGXy9knlrgVdwa4Ck5zw1ZNjYpRrjX9o2PFP0yZMcS0KcfAd5QkjLNl0fKmF4ycnecZxd5naNMSabN7tWITFs9v+0lQuCt69xBoIgoW5fjYGjR0+3YO89m2MVP2EqBwb4QpVnshOwA0QL+1yTCaRsgvQtti0z7H4RJhXakkqg8q+x0c4G4sPdSzizV6FsdnKR7HQJIVBlPITVdthp6UME/uoeA6TxqjaimJexIXn+Dpu0Mnor5/L2JefHr0aqo6PcrfC6s4cvdXjGBdWfuUnlhOwk/RcOaLkdWwCTph+y3lmHw776ixJ0MsTzlwJgpMbc3jSdmING6dzkyHlh42iJfkdzCTrRbHQJMVPlCeMKGVzWgkLK9KUXSdKnpOSEbf9RjEv4sAzzuvnSizHRngIWNnZxaluMDbufZbN6o7cVPapGRTw7HVDKufjVGXOgi6WuAE1aJk4BHQmGst9C1xTmdrPRHFqs3gDytxaMYcR1lkmXZewdpPFWjaytiPHWhGTYCj9XxQLTVJcRyk/UbZt8DKbXZT9HeyEn3TkODMpHMv9tpJseMUyCt6jlqGSHB2Lsl9c189lXMdGucrEv3drYDY2SsEStH0R/bXGJsjbstex9lM+0hNwRYL3oggmr24sAcXjENBGCriROX1lzGGxeZNtOTGHTbSkxSYXMUz/WYuyVqcSGJgA5WsteEqE/046uEQlBlEsNH4EOow6XhcBL33GJZsTI6xQ4Sjg0o4cZ3ihMeyycfEcNt1htBcF72Mjjl3J79wqKT98TIxyoQmN257jZD/1/dZxrKGF13d2ufMYGR/lKXsT+yzYhgdn6tO8LSsUO7tY6peuqOpFqoBLpuU7NVJGYTOXpDIIc8KpIuOjjiI28VIdpSywAxa5WsElVPllZxf/ETaebtoLk283/UVZJsrYsXHK5vioY2txqRMotJ1jOzqceOOxf60kG17BC5v3UgrNx/j/7X0LmFxFlf/vVOc5M8ENzCTpO+FlQOStQUVAIaR7ggh//mRXUcKKrqKsQLonCb52BQNxFVZIpocAIqgLLuEvKnFdMJLpDiECEYEoT0VAEsn0JJk8FshMXtP3/L+603e203RP30fdR09uf1++QG7VqXN+dapOPU6dA9zV2IJr7fJjtXz/VtwPHT9vmIT7rdZRUU4m0wFw2ZadePeRR2L3cDSN4EZAorHFiCFf9dfXa+A0l4Ebm1pwkwo+VdHw1ACrVj6rQvs5yZXz5LfMQ8ElBD4tBD5MjBcE4xq/nzz5LbdVXbBbztg5AmfZdQSx2k4QOBVPor7EjHuaJlU+qrPKv5NyQY5HJ/yqrKO6v/u2DL4QaZyEK1XyWU6rbwvWEmNBw2QjfK6vP6sySr0SAq2NLfhiLQblc1Cd8GMZK95K+Vr0VH332gAH8gZLtdLbATvoyUYG/QBhERjX+Pn0KWi57fRRtbLFHePTAL7v1d1pULpp7AIYHzNkJ6xobMEiFZhZoTESdMOKnJXKqOzvvq1YRIxPb96JE2vtDp3ya9br68UbYh/OGK/hb25p2a1vdZfvBNu+XtxJwHsF45/83qRUwsFrAywDYctH0JfY7QQ35Z10jJv2SusG2bbJR3G1t4gJJzBjRSX3fFXymnRGwiTb1wsZ4u9pL+9Mg8apPAm6aj2oRC9omf2QsVobqmTv6zVC2F4Owg8bm3GNlzLxQoj+K1FouBUxWvjOFKletm3StnLP7XSu3dmLqwn4GgM/2QV8K8jEOJ4aYFXKZ7fDnXaM3Xa8XvG65advGxaiYMTRlqNo1YRJ+KZbml5PNF7xV4tu8Zh2emNLMZVlrQoOvwepmyW7m/MAPOhVtK9yaIKaBxx2kdJqbvu7rw9x9Bv3+HKuvryxZfD5ppe/XdtxmF7A440tONTLdoajbUVnrJSp1kb/FuNO+Gwza1rRSSvjt7yRAVaMuBulUMzKEDl5dAUdCRnrmAjLvDh+dDvReCW7Fbo7t+AGIlyKBpzitaOSl2+MrchaYoTliwS5q/I8elYYx4QdrNyUdTMuTIckAD/w6wWJlLV/G04H46aGZpzuRnY3da3ojJUytXgoJkBZJAjn+XG0X86PpwbYjfLVAm6470G1K3kKsu1amL29BfcTYZ8XVwJhlnuYVfAnGJhvfPfpzWyYcCqJnnWdlxO8iomylm6H9bvT/u7fiqt0xiICbvHS27kSbv3bcBEYn2hoxkVB4WpFZ5xiW0kmq45fqvGIDLBiRFUqhWLWZJAGc9ejfMK1MmBUy+OUXqlDkpPYs07blfXChpOXOmHiFDaZ3fSf3bpO5oOdvbiZgLN1gc9MOAQv2m3TbXkjciEwsamluDh1S9BBfSs64wTbaqxIx6/JTXiegfv8XPB4aoCLIDZPmIyrHPSB4ypWOs8x8RoVVSqFFzxK/rxIZRYk5nZw6tuKfyMYQeaXBfEkJ4z64bURNuIBAI1Nk/EVO301EsraGRfMaOjfhp9ABzW04B+J0B8EBn1bcAsLbGxqxo1BtG91oap6LBWP/KWDm+fXMiaunhrgnVvQAcL7m1pwlp8daUfpVfOlWinqhb8gMbeC0e5eHDMA3E6Erfo+XDkhjl4r9VSXCcsdcLlcRb7yXlxP9PXi+wAObWyBdP46oH5W54O3e3C8GIWfMPBIUwsWBAlS3xasAGFpYwseCooPK7hZKWOXf7+TmnhqgGUOUwaea2zGIXaBcFPei46xyk/YDZFX2IRZ7p1b8DkCbiPCNxtajBB7gf28wt+tQF4uDHZtxUxmXNvQghlu+ay3+lb6u28rvs2MKwXhmoZmLA1axr5evFIAzj+oBS8HxYsV3Lyac/w0wp4aYNl5fVvxe6Hj6vGTsMavzrTSeV7x4pVSqOLXK/6MY0bCxKZJSKvi1S0dZoj+rbgNbEQIuyKIqD4VdpqBvI2vhaWXY2bnTkyhXXiusQWTavEx0r4PN95K3+sD+K/GZu+eCVrFVcao7z8bAw2PYBRdhILVeqrLWZmnrJRxypdfRtgPA/xtCYKfyuVlx9TqUC8nslptW/nuFTZ9W9BJhOMbWpCwwofXZeRTCtZxG4DfNTTjCqJgAgpEBngQgb5ebAFwcmNLMPGovda3avSrzQdBRayrhcNbvTgmBjzY2IKja5X18ruVecrrudaPVwKeG+BdW3CmLnBTYzM+5GWHldK20nle8eK1Urjl2ytsdvfiPQVgZWMLjnDLo9v6/dswnwv4thD48vhm3O2Wnsr6XuHvlkcvj6Albzt7sRoFLGqagpxbXuupfvl80N+Lm5kwK6iY7bWwM4wO46qQv5m6AAAgAElEQVTGScWUlrUqePTdyjxqpYxb9rx2UPTcABur363YRsBJDc3odguIlfpeppOr1X5YJ1iT752b8T0G+rxIZdbXi/UxYNa4FvylFk5efH+7By2x0Uaw+kME44pxAd5h2d0ReYGHHZpeT2Z9W/CQTnhjQgv+2Q5f9V62OB+0xGJ4mxmfBeFZw9EqQA/j4TDt24J/ldnXGidhbpDYW9FHv+Zar16OSHx9McD9vbgPhL81NONrfnTqzi34EwHLGyfhX/xor7QNK4rjN0+l7fX1Gp6NbzR6MBH29yIHwgsNzf7eA8u73r6t+J4gfFLGd21sNiaRUP7Cqh9eT2Y7e/E91r1Z+IWyowHs2oZrdB1fBmMiEzpZ4O4Jh1TPWxsGOfq2YKkQ2Di+GTcEyY8VffRrLBn+LQLTmlrwGdWY+GKAd/aiHcBsP54jyWDzzEZbx6oGywo9v5TCCi+VyvT3YjURrh/fjFVOaVTd3W1Bhhk7vNhdV2pz1xZ8VCfMAYzk3Y8RsCpoL+damFqZWGrR8OK7l6t8yW9Y5VaN5ds9OC42Gpeau10w4gy84MXzLtW8S3o7e9EFHTc1TcbDXtC3StPKPGqljNX2hivnpU3xxQBL4fq24jkZ9q+pGVkVoFSj4eVqxQrfYZ9opDMMj8dJTU3YZEUeO2X8kH3XDhxe2Ic5JAyjC9ZxX2w0lo2fiA12eA2qrF+Thh35SjIkKY+QZvLhh27YkVllWcP/gfA5ANPBOJmBe8zdbr3J3b8VG2gfzhofx3qVGNmlZWWc+Ilt3xY8AYHVjc1qT1X9M8C9uBzAxxpbMNtuZ9gp72enVOLLiuLYkUdl2b5exAE869VzEC+x37UV/6ozTgPwEQD3Ccay8ZPwW5X4+EHLa2cnOzL0b0FpLGxPcwR7qRt2ZFZVducWpAXhFAbOlDQJWKMD65pa0FHaRj3JLRMTNDA2N05CgyqcnNKxgpuVMk7bL68nw3MCuF51BjHfDLCxC+7FRgAXNLZgnSpgyukE6YAleQmzAd65CQnEcE2TRwERVMte4ThvbUMzFoXlSZETHVaNkV0ejOwvOq4lwhlFw7G4YRJ+bpeO3fJ+TpZ2ebNaXjr5jRqNy3QdX2TCXwE8Mwr44XBOh/Ukd18vTgFwV2ML3m8VE6/KWbkS8RtbL8aurwZ411Z8QweOamzGFzzruC34E4DlTQE4YEmZ/FYKOzi+vRk/EAIDjS24wk49q2VVKKixCgeuBuHU8uM8q3yEuVwQ+lE0urNFDBdK/wgwljPh8aYW3OwXVkHIrUq2/q34EOv4IgiXAbiTCHc1NOP3VuirGBNW2lFRZmev4U9xQVMLPq2CnlMaVt/f+q1TXjxJ8tUAb38N7xp7EHrEKBw3fqL6OwbzSK1xUrjzWDpVTDf1zGwfRFg0vhn3uKFVra7TAWEaCIrhQpgGQuDJsD7VcIOdXxPyEKaEC82k40Jg+U7GL1ta8LYbGZzUdaobTtpSUad4HPs1JiOK2rtZ4E7eh7vsxhD3q79VyFw0MNTYYuSJDuRXYuRqJkQIAlvVMdN9NcCyR/t78T35d0OL+swo8qLc7/Ry5Vq602dPYKujxI98l3YmWcNxRcclIJwYBgNhFUe35bycNAyjQUhBxykGpoTlAsEZ3VKsvJTbbZ+Y9SvpJANPNk1ynhXIzphQJYdTOvK5qK7jwabJMMKl+v2zuvM1+QpCp1S36bsB3rUDR+gDeGnPW4gfPA1vqupkL13F7fAo38Iy48XGSUjZqedl2b5efImAr2zeiROPPBK7vWpruMmmGCnrTALO3M9xRcdzuwTuCGJX5hUOw9FVPSFXOj3QdazbHUMmTJiqnrhU9d1bvbhslIc6qbq/VcldiU5fr+Gb86XGFjztZTtV2jZzldfc+Zr1g8BWtR77boAleH1b8UMBvDq+Gd9V1dFBPz8y5Qg6GlQlPPt7cQ8IbzY0exvdplQ5pcEdIPyDYBxbanAZWBMD1gQVLUuVvjmlo2rS6O/FAmacUS+nB6rkdor7sJM+45YYYakXOql6wlYpfzmt/l709QFT/F642d35RgbYpRb09WI6gF81tmCqS1JD1cMwwMMUD7kUV78WBX29xsr5YABCtm88zWD8aRThF15Mbqp0x086bvS03IOZGY/vErje7wnTCV5u5HbSXrU68o6RMZhogGA4HXn29lm2US8GeEcPjhgzCmsaW3CYSrxr0Sp5g2555xsZ4FqoWvje14vluo6HJ0w2knW7/u2UQc51vO1XFKZKDO/sxRIBHNLQgktdC6SIgNeLgv2eCjH6APTECF+IDG7lDnQyIZfvdv32YFahimExwDu3YDUIzDoeFQJobIE8+vTsFxa5awm4extmFXR8pbEFbbXKqvj+9hZ8WwAzDVoER2/Qg8DWyfgdDq9AjqAlQ7u3IlkAFjc24yQVHdq3Fb+BjtcaJ+FKFfSc0ChGS7m3sdlICBCKn4ztSoSDVC4Kqj0VwgAukkIHuQgKBejDMGF1ABd3amfKUIYE7Kin3W4l8YOYLMv58OIZSS19C4PctXiU3/t68X0QWhub8X+slHdaxghowcVMSwK5xmYjwIWjn9Wx5Ih4lUqq+zMwAyzl29mLR8FY2zQJX3cLUl8vniHCFQ3NeNItLSf1w/AEqpxv8+lRQcdNEybjDjtyyYHCwHsBaADyrOMVITBZvs0F4TTjLWnZU6EgBoQdmcJQ1uoANp47MA4B8GBQb9pV4hUG3Sj6iRztZ1xmq/2tEmsntIrYNDS14KtO6lerI+cRXUdMfieBo+WxPzNuaJqEb7htJwidUt1moAbYCMzB+A4Dy4ixzakjBDNG92/F3oZmjCHCPrcd66R+GJ5AvWPFv2VwJ+7kVGBnL/5EjK1MGDANcHEQTdgFLKx076haOZ30Q9jrWJ2QRxqWYZBHYi8IJzROwif80pMwyG1FVqt6aYVWaRk5jzDjefBgFiiVx/5e8TycjDt7jSQ2PaoWcYEaYCmocdTGmCgHBgPTjEkeWMOEJ60e5fZvxanMuK2xxQil5vtv5xZ8x8j2NCmYDEyVBO7rNeKWztmyEyfYeXpUDEAg5TnFbkCTeplsfFeQkgatYlScXE7eLXBpPThZ1cI0iMmynKedvVhQdLzSiHB3YR/umRD3Nj2g1f6uhZ/X31X3T9H3ZJ48MbM7j1iVVTXPVto1NiaE5aqSMgRugMuFNp6vAF8mxqlFY1wzVq0RZEJgWmMzPmYFRNVlwvIEypSrxLNwUWMLrq0lb/Fu7IMyb6l5vKwzuiZMxu216patdo0H/KpWh3barpeyVpMx9G/BVSy9dIvH/STwCjPWFIBXJzyCV+kiFOpFZslnEJNlNXze3objSMdnCbgUhGcB/IUZv4sBeQJ6+gR6DjkEb6nAN0xyDyfPW5uxmIC3nPpvGHEYdDSWb6R0xqqmSfgPFViW0/AbW2Ne1TFD5YIidAa4FOTSbC3DRbiSHcHAQQdNxnwvOroWzbCscvt68S0wzjH4teFZWOT/ZAAPVzteroWB/B4WHKzwGlQZuxgZJxI6PgMyTleOAuEo42/gVTBelX8LgU0MvMQxrB/YiQ3vOhTbg5KvWrt25faL/7e24POCcLwA4vqgv0Nc/rdsXwd65HGjkD4QhHHQ8WedsXc43uQ9p/wufSaMYShwVvH/H7UqUwUaQzSFQKGxBYus0rJazqkTa98WIz3f+UyYCOBpQdguGLf68QrCT50q2dRcqxL/UBtgU3lKDbHOeCFGyIKxkQrYOO4H2Ljzy4O7PKerN6tKWq1cXy8eYuB/gtr5SWerSY24GYRzGPhFUwu+ZkemosPVHLBhuJ9mHa+V1hcC8shuRa0J3s8BYUe+MJVVgRHfj9jbZ+OoGHAUM06SznHMOEL+IcLhRXllPtcNREbM9b8Kxm/8mBTrzQBX43fbNhzUqCPOQLwAaATM1HUjm9uwP08NMGM0EU5salF/1eXUiVX6vjDhiaYWXF0LG9XfVYylWjwZcyNjjnyJYGdTU4uu+b0uDLDJ7JubcelogfeBMJV1HCr/BjCVgbfk8QkR1uqMjWBsgI5VTVPwvFUg3JQzHLAIaxtasMANHbt1i8c+RxLhLOmVvKUPC+zc95a3J++yuWyFT4RxNLj74ioTPHQdf2bG7vLVfvlkZLYnBKYSY2XpIooWyg3HyP9ZPYJ2g8Sbb+Dg8U04fKCAIxg4hRiHBR2NzO/jQjf4qayrWm4vEsM7cWKV11Y6I0FAc1C+L6qxLe/34lPAs5gxasIkfFSlXtSlAa4EAC+E6LsCd0kDIWJ4mBgn6tIoM06XzziIjBXaWmas3fQ/WHv00dijEsjim9i3+oGD/HKWMd/Smcc+BLxu5a5XldylE3xBx8fB6Ja0rRhgIowlgfcSsK90EQVgIxHekH/LCYHZMOpGX6n0nFSFgVM6fqzaq/FWNR4340Uh8J8NzYP96MXP68nSC55V0FTd314khnfixGo+kyPCz1QeydrB3CudknN6I4xrzfkMPErAaq8CttTVDrha58gECCC80NCMdGmZvl5oJHAadJxmGORBh5a10ihDYC3rWNvYgrydTn/HrrEXNxPjNJUX88PxMxRMgPBdVZ54buQvret0spGLqN0pY9FknGiQjrYBfcioG28HvQ4ZqAqDWnScYlSLrpPvhkFmXESE45kwCzCuHlYKHSvHT8IaJzSr1fFqslTJoxe0vOhvSVPeMau6cnPixOrHSU6t/lCpU8V5db84BwSsapiEpbX4cPN9RBhgq7GOX3kFY6f8HU4jwmnSaBaN8jZjl1zASyKGZXZ3AcbbQoHJjS34spuOqGV0GYPOHATMCKsx8mKykTJ7Rder/hqObhgmrmr87dqCM3VhGGL5Z5q8JmDCqwJ4pDAOLzU1YZNTzEZSH9rBQKWRMNtVPecUX3FMaLJxhVYM6dkdlN+LxMINtvL6Ti8MOtQNBQgBlgHY5MYR1Y5uFOdzu1XCVd5trOOdm3AixTCbgGOd7ALcKEEto6sXb0WJ8PcETJDODgS84tVxiNue9RILwEgS7mngfLfyW6lfL4aofytadcInSMcxBBzHwHFSPultTYN/pGF+0KpjV73IbaUP7ZTxYkz0y7j3Ck/d7PIYREjPSpjb1anS8K5yJyO9tk2H06Cuuep+B9y3BZ3yCK2hBQk7A6PmLoAxCzS4CyCBlcxYWWl3bFcJrPBourzLCGHyqKm4Qgut4TVl8gILk3ZYBr2V/quxA67bt9J9vYhzAccx4cyYwJH7OXbVCJzjpW647RMv63sht2q/E7sG2NgxE2Y0TTJO4wL72cU2jOFd694AF5VhYtOk/e9/VWiFsQvQMUsQZlXbHdtVgkp8laRIi5vB971weVeBSZDGRfXdl9d4VFm1PyL/vakFZwfRvuo2rQbOUTFOVPPuBz2v5C4+/1lr59i4mrx2eSxZDNtOIagSc7sLhzBe/9S9AbarPG4UoOIdGeNQHdg8inCLkyg6ZjJqZjwKQrd8QlWvwfftDgi7feFnX9vlzWr5kSBDNVlL3+uXLyC91g2r+Ptdziu5VcYecKKT5ryFAJ1B7WIbGWAPtN+J8qhgQ+6OWeACLiBFwHiGEfCgYhQdGVGHgJf7gftKnyqFZSWpAg9Jw+6AsNtuUH1tl88gTwlU8uqUVknUoKE7+5HQd07w8GpMqMTTKY/7pRYE/iAEfuHWWc8Oxnb5jgywHXQtlrXbCRbJWi5WaSCUR9ERwCnMOBKE2TJgBgmsYsbrMtXcSHAsMsHyui+8pm+5010UVDlxumDD86rli8sDRe5yYL3SWZV03dLq24IvgHBKJWc9ZmwQAqvHH4J1qjPV2eU7MsAeDPtNz47NNE7Zs0PVmzi7LNpRgtIH3sV2Ar1DsStrrfJ2sKhFq9L3kTCJe42RE1y9qjN0TAks0vXBSGdBjVOvZKxF1yudVUlXJS2Jx5CzXgynC+AwANOLf9YBWKfreNpufvJKONsdS6rlrNX3Vr7X/R3ww3Pfm2uK73nhjH95fb8gHFaEV1HGrhKYOwMGVo8URxwTR68V3Gv6KvShFo2RIEMtGUu/y7SYBFysA88AKAT5btQO36rKetXfKumqpFUNNxndbtc2wxBfwjo+IMsNl2DHCv52597ie+dpTS34jBX6fpSpewOc0ZLrY8SzrurO/cUPwMrb6OvF7bqOzVZW9uaOgBjrdcL6yADb6zE/Jgp7HNkvHcZjMPtS2KshIy0x0AbCUweaAbZrJKwiq3IseMXjcLKYDnsMIwXq0Hvc8vjxgnBwjLC00ntzuxgYsfMZs71IZmG138rL1bUBXtqaeE+BaWU6nz3CKQBu61lNxFByHHe+ked1BObNtTsg7GLvNX27/DgpPxJksCu3zNY1eQK26Dr+0DRpMKLbgfLzqr9V0lVJy26/lieAKTXARJhYnl94AFhzUIsR+99RhDwvklnYlbm0fF0b4IyWnAvCB9Pd2UvdgOC0rtUH8b9JHXv9R6/50zUyb2ZjCx5a+73D7z3h0g3KYrk65V91Pa8HchArddUYjQQZnGDyzO2tm/f1jer/8NUbjnRSv17reDUmVOqRVzyq7LNi3PKr3nisee4f7jpy2aY/vuuVy/6QNZqwcvpo8mIms1hz7XHfPff2l2Qu40B/9W2A48nFJGhXqrvrX4NAcfW/HnXzu47sP+39l+VPr9T+wiNmjJu4d9TNYJxzzCe7l32s80/XdrYmz2PGg8ddtPG6to4/LwyCb6/aVDkpVOJRLlzkv5/2lQ2XeCWD13S9xshr/p3Sv+/cD0qvf1y84qkDygB71d8qx4JXPDrVleHqPdz+3oV/vn/q0QDmHDaj97HkkmdzdgywpJ29+phrXlp26LlGO4xcqicrN0eB/OraAHdqyfuZ8PN0d/b+INBboiUXTjy8b/Ln1q59RyKGjNZ2PYEvZmDljjEDCxauX737lta27+jM3yDC+anu7ENB8OxlmyonhUp83vfxDxoG+OJfP1W3BthrjLzsXze0O+JJIwJYe092REQAs4qFV/39ow+fvnr8wfu6VYyFejLAJu6Z1sQ1TfE9X5L/v7Nn7A/S3blFVvvELNfZmlwELoYwJl6c6s793C4Nt+Xr2gBntORaQF+Qzq96wi0QTup3aEnDILTns/sZhIyWlDvbbwG0KJ3vurazNfEJMM03FlzEK5woixP+/K7jtYHs0BL3Mejlefls3Z4ceI2R331utb1MPPmcLJvuyZ5ktc5IKOdFf5unaDpwnYqx4NUiwev+kwuH7LyTE39b3fIRN5saOT/rTPMFAJ3x5CjBt/vl1FvnBjjxBoPOaM9n/+Z1Z1eiX80AL9HarhfQL2DQb2UQDvkAUgS0wvITF3kiINtTMSmU820c5+8Z9VcIuivd3XWtn3KpbKuazqhsI4y0OrSEcQTdns8dUEfQqvvbNL5uDE65fnixSPBDB82Fw1MdRy+T13ogWuRmbshoiStBdCoYZxr8E9aA8dzuvbvu+NrWx9/2Qqa6NcALATFRSxZ25LOxhRh85O/3r9TgdLQmLifGBwg0nQcfnu9m4C1B9EIBWDCvu+uPfvPnd3uqJ5tS/jNa8lZjB5XPXum3XCrb8xIjlXyqpnWg7oBV9nenlriOQdeqNL6yn71cOKvWo1J6pQuH0is/ahg9P/Xqij1u2h58YRObAxROAmg2g9cS07MQtCPd3aXMeatuDXCHljyMwI+n87lD3QDtpm5xcB0mgJikwzK/pBD3jp+8bd3lzzyz75bWmf+ss/gQgA8DaAX4SUD8joif3MsDT16dX73VTfthq6tysimVrVNL3ACIf9g+Zt+J8i49bHLb4adeJzs7MlYqm4m3GTvgdE/XAbUDVtXftxzapukD/DQR35nK52RubGU/r8atMgarECrHtvOoc8dy/77F0ukVRMvk9Z8KHm5sPmPCuLENCxn6JGIygoiAeJmKq8S6NcAZbebpBHFTKp+t6IGsAvjhaGS0pBwExr0uEX+h1gX+TdqM5jE06lRdx4dJHnOAT2Wgm4DfEfMft/cUbluI1QNe8+0lfdUDWWJMwDkGxsDDc/PZ67zk3w/aqjHyg2cVbWS05CbDAOezU1TQqxcaqgxwRkv+t0wgn/ZgDNSrTlbDVu6GAZaezdelPfAX6dCSvwVjgAmPmnro9Nqtfg1wa/IiYnwilc9e5OdgLH1aBMIeBv5Y7oRllZ8lrW3vE9AvAtOJgJEf9qcE+mkq37XSKo0wletoLXq6drvzdDUxJmAWwL9I5XNfD5Ocbnip18nOjcyy7oF6BK3CAA86ddL0dL7rArf9UKm+Ch694KsWzeH4lt8E8C3Vx/WSJ0mbgKMZeEUAxpMop+3UrQHu1BI3MZNI92SNXagfvw6t7QIBvtl8WvR3e0f9ULbr1ACX8iyPmAo6f4p0+jSIW6Qx1ol+Wk93x24NsDzqGT92/PVgOp/BQ8+3/Ohbv9qo18nOLT4HqgF2s+AaPPocfx10fFofEztl3oaHe9z2w0gywLWwlQ5rYPw3A/fpwCtOd6m1MDfbAeHRAuNRO+3UrQHOaIkHmPBwe3fujloAuf0u7xb0/n2LiXGOIJo/N9/1K0mzlgI4bdfYGTN/CsCnwNzLgv5fTNBP577RlXdK0496dvG445RTRu/afMh0wYULmHGsdHYAeDlxbHWqZ2WnHzz73YZdjPzmz6v2IgO8/1PFajhLozt27PjZxHQhwMXxgNWpnpxn46FeF4VWxlJxJ+xql2plTBi7YsZZIOTtbMjq0gAbK8Mx49/avXfXQV65h5ugd2iJmwTo/5YG1DC/+aG4nVrbLEbRGAOPgEkmnXiMiNcPiNiG+Rsf3m5FQfwoY2VAdGrJzzP4NNNbnIF1BF4HIV7Yvbv/R173px84DNeGFYyC5tGL9g9UA2x1jujUZn6NIX1DBhehILF8957+X/oxHqzy6IVeuKFph2/z+ZZX98JON2R1aYAzrW2fAWN2Ot/19246sFrdzimJ4yBwKYM+S8CzAHKpfPZ75eXtKIBbPhdixqiJ8djnIXAcmI4A+AiADi/SXQ9gA4jXQxcvpHu6jGDlfv+GO4IuvddlQpZJ/IfpLe43n0G256fOBClneduRF/Q7g8d0Tjm3hWnvZSD6IoC/gvC73Xt23eiH0S3tn3rVSbuL2YyWvNfLo2i7/Mg+qE8DbBw/0y/bu7P3qJxkOlrbFgjmNgZOBvge0nF3alPupWpthEFxF0895+BReuFwNoyyfhYRvVfyT+C7oeOe4fhXiV3JCnA0Eb2hMw89XBfgY8DiLBAvN8Nyqm67XuiFQWeCwOpADcRRqb87p878EOvS6NJlBNwJod+V2rjq90H0i2yzXnXSrsGzW95ufzihX3cG2Kvj5+K966ME3JHKZ79qBXwngFuh67aM3MGzwGcBupSAPBPdm+7uWuyW7nD1B4/QxOcAyAXAWjCeZcJms44ACVXv8ryUw2vaYdUZr+U+UI+gO7TEdQAdLAi/0ZlmEfh4AO8G853EY+5KbVrR6zX2tegPevXyuPY6e21gd+HQoSVXAeixc0dbC7vS707Gdt0Z4IyWvBrg09P5nLLjZ/lGdzRGPUrMnake605dTgC306EqymbiyYd0wlN2PPOstvuOIzSmySB+KZ3PSgey6FcBgXrQGS86rkNLPgvG9pGcjEFG5zu4NfFFnekEAo5i4Cj5NwDpp/F7Bl4F68+196y60wuMndLs1JI/0IHJ7fns/3VKI4h6dg1wRkv+CUTLVUayOvAMcGvyHrD4azq/UllA/ozWJt/d/s7uDq0eJtNOLfkbHXitXWEIx2pHaPWARxATRWmbdieNoPlV1X5GS77JoDfa810nqKIZFjqd8cRHGTSHCRcL4DFmepkEr9K58CoQkwF72KtdlwoMMvG22SD+bDqfvVAFPb9o2JlvMq2J74BpdjqfPdYr/uzwY/JQjzvg9THiWaqyVWS05I8kGOl89vN2O8YJ4HbbcFu+Q0s+AyGuaN+48kk3tAZjo+ILAJ1S7QjtQDUudnCtB52xI4+Vshkt+V0GLgOwMsyGyIosZpml8ZmHF0BzCHSx/DcG3xcDL7uqZ9UGt7siO3yoKNupJd/P4B+n87n3qaDnFw07Y2nwmRBPa+/JfcYr/pzMf3VlgAeNAK1M57NHqABxMGQZPpzOd81yQs+OAjih77aOfGe7u2fi3nHxHWNkbGo79Ip37ZeDcNJ+2UF0fibdk8tUouVEAe3wNBLKhl1nVGNsxjBmgrzrfKGeDXBxTMwn4IM68BFi3EfgZame3G+r4VYP/S0dOWN64bV0PjtRdf97Sc8OtrKsjFzlxVWcKaMdfupyB5yJt10GwWemu7OXuu3YjnjiciJK7cPAWU6TIjgB3C3fdup3TJ11qtD121L5rNy1Wvp1tiYWMOOMofeIiD0Xo8IyKycOYcfDEgAeFzrQFilmDGMG3iOhrTcDbARyYExm4pMJdJrxRpfx1I6e3I1WsrDVy5jIaMkdBRGbFqa4ArWGolVsl7Qmz4sx/rsAXB8Z4FqoDvM9I+9/dVrj9p1rMVh3Wic6y02ox7BPpp2tbd9n1mPpfE6+Mxz2l4knv02EmbJQAXh8795d19t9j2h1QNTiZSR/P5AwKo1hXI9yD/IPeYe7DESbdu/pXzhSx0RGS/6BgM+n8tk/1Mv4szL/mn3oNFazHSys8FNOr66OoDNa0vX9rwwrif59LzDRfW6SN0sgwz6pZLTEH8G8NN2zqmJgjsEwbXwmQHECdoCQS3VnZRYRRz8nCuiooTquFHadUQWtkbuW6YtmDON6lFvyLAhaykVykXqRO6Mlfwmmu9M9XctV6YDXdGpha+58Gbjei6xI5fLV4qcSHnVjgFXd/3ZoyVul0CoSuzsB3GulNOl3tCbnydikw3k2GvwzNBK8Nt2dc51kOjLAtXv3QMDIDPtH4OvN3LVhHivVes1tchFJt176e9AAc2+6p/ZpWR3nIHUAACAASURBVG0t96fEcDqVaW27HszX+LHzHZpz5Xxq85qlbgxwRmv7KohPcHP/K7MZEfNiahx9fOrVFXvcqklYJxXTqYKAmcMdKRmegcTT2rvVeAbWy2Tjtt/d1B/pGA0ZX8L5qe7sQ24mJzc4q6hbHN+Ht+ezH3FKL6xzxDt3b4kbGLTbyztSpxhWXSBVMXjylJP79r0IQcvcnnLa4dnJ2K4jA5z8ETH+murJftsOKGZZ8+hZBy1oL2YzckKntI6KFbJbHirV79DaMkQ6p7tz7cPRz7S2fQfMyt7G1ctk4wXmVmmOVIwGU+c1LATz/Eq7DieTk1VMvSonQ9OCeQ4BmtPQrvXS34PRsNDQbjEKoFeY26FbDduMlrxV0lFxymmHHyc6Xk8G+CWdaI5TpymVR89hXtUvic+cLkjkrHo0dmrJJ5jwKkBdxNgMEptje/dsvqJ39WaSzxtt/OplsrEhkvKiIwmjYr7aFJhPGUolCVqVymeXvnOHZf94Tjn4DgmWhXZ9lonWxaD/h5WXAU4mZYdsuqqWaU3eAaZ4Ot91gStCPlauhK3hYMs8Z8fYgRMWrl+920d20BFP3i7D79o5RagLA1wMFSnfqb3LCaCqj55NHsI4uORdDjMebe/JLrGC1RItcSHJN42EyWAxGeDJAMw/mwm0icGbIeM6SwMN+TdtJvn/ZcY6jHhYwcDPMvWOUaV8tdIg7dmzKzOch/BIWXh0xpPtLDB9/7fxtCYm9DWVDHK9yF28Orgqnc+e6+d4cNNWObam0xWBvj0333WtG9pO6nZoySeIaG26u2uB1fp1YYAHlYPT6XzOdsAML46ew7oD7tDariPo/1dFRBsG6LaWGZMLY8ZOBuuTdeIpYEwW4MlcxVgDPIaZdpDgJ1gaa8Z2IlovBPIFvdAjdo/rSW1f8ZZV5RyJ5erRAEsHyAHGJQSc6DRfbT3KXUv/DMdQXZwpYxNUM8j1YoA7tLOPAWIPtuezMnl9XfxKsb2lte07OvM3/HS6KgXJaZKgujDAHfHkIiJiu7GaJUBeHD2H1QDL42Qd/Fh7Pmcpm5OqUSaNdUfzOVPEmMLjAD3JxCsAHEY6TSTiOBM0MOKA8Uf+ekDoIUaemXoIvIMFbXB7BK5KHi/phMUQmXwQYEy4MkrQ/v/NEwXhBGaaZuBBWKMzntu7d9cddt/CFsehbQ9RL/vBC9qVDDIDb8qMZGHfWX4Sn4x9RNsx8Fh+4qif4WcFL/BRTbN4b32cAKYaOky8It2dW6S6HSv0lrS2XS9YP8FukqC6MMAyWQIRZ0q9Kq2A4tXRcxgNcGdr4hNgmp/KZ0+3go3qMlaDnXcefO5B+rjd8ZiIxXUdGhMdAdYPrnYEbhx5gzaD9M1yVy2IXhsg/VfzN67qVi2DH/TCsCMyPZVlgAnzkr/cAEssYqCJgvRbrdx11sIuDHLX4lH19+LJwQPEdDAI5NSRSzVf1eh1aMlXgML57flHXvarTaftZFoT1zBTStYXxF9Oded+7pSWinrFpDer2/PZG+zQqxMDnHxzHwam2QkZ6eXRcxgNsLx/EMSLg1JEOcESOJ7O54xoWm5/5hH43jGjp5DOkyHkHTVOINChAM8C4TXoWMkQK9t7Vq5x255f9YM2REEd1QUtt1/9W96OKbfQ+d9kjm4CXaoDzwrQ3al8131B8VWp3YyWXEGEpXY3On7LYC4gGfgbCH9tdxEoRQXvg056lEvns+YJn2WyoTfAS1rb3kfMy9rz2eMsS+Xx0XPYDHDQu1+Jh98TbEd81pkEfRYEZoExDaCVILxO4MdlGrjH882vhvEoLagjaLljICbDwSaIozq/9cPOXOFl2Upyd2ptFwP8WQZODtOuuENL/Dcx5dM92cu9xMQN7WIYYSPAhs6YI2kFHV88oyVulC9GUvnc1+3KFnoDnNESSwE6Jp3PtlkVrqM1+U3S8TlVATeqtRuWd8BB734lPkEZFtn24qkzW2O6+HsZ8L80EbpMgE7Aq/JvwXhNCP61iuNUq3pYqVwQOJk7BkH03bndXa4jnjmRPwi5nfCpus5wCw+5c4LApQz6LAHPMuHpAum3B3W9Ig2JDtpl5xmNaryq0ZMnmnr/vsXEOMcMsKE6kJBTWTJasod0TqQ25V6ySyP0BngQZLyrvTs7z6pwnVpyDYPWpvNdX7Nax0m5MBjgMOx+g9gB1+ov6VRyhrb1KEGxo3QdHyaBw01PVSJ+TWe8wISt83x22vB7J+hnMPrh+iQywNlLhsOns7VNZiH7QJDXK2HtI/NtLwgPU8Po+WYUQ9WBhGrNKZW+d2rJfweQsJNxrpROXRhgybDVVdktU2adqwv939L57HQngNqp4/dkWom3MOx+DQPcmnzEOA4K+D6mVv9JxxidxZU6WCagODGdzx5bq47K737qTEk2n+v8CEY/HE5+yq2yv9zSciJ3pesVIn5RgO/38gQnTAa4JLLaFABzBGhRpbe9GS35JxAvVxHL3klfFxPatFrJOFeJ/ogzwJ2tbb9m5p+l89kfOwHUTh0ng8sO/Vplw7L7lXwuaU2uJkZ30PcxtTAr/R7E4PVrkguT8Q3jCYkdPXFT1u0cMXi9ErtExsHf/62xvqZaljOn/A4+66GJ7fmutFMaTuvd2vLxKfqYgeN01tsAPka+N2dgLRjPyqA/1RaQHfHET5joNasbNKf8Vasnw/4yeIfT9keUAe6MJz6qE/3Ir8fkbgeXW2UIy+7XnOx14DqniugWCyf1M1piFYN6/Fw0+GWApW66TaXnBNNqdfySWyXPKmipPhkqZoW7CsBc+YxMB15RNeaWaMlOAh3fnu9KqJB9OBqZeNs/g/gkEI4DY9DBlvASGC8x8NKevbvutvLePGi96tDacgx+cV4+azyJsvsLvQG2Y+Q6teT9DPw2nc/eYhcIJ+WD7PzO1sQCMP1DUO9+S/EaPIbB0en88PdcTjD2so7qydEKr37pjJSNdBwCQV1OEslbkcVOGTvj2A7dsJf1SseKi14ZRGUOEVYXGI+6NcSqUr5W65N3OJ0xvQiBX+t7xEvztj7c46Qvg9YrtznqR4wB7tSS72fg107eYjnpeFknyM7PaIkHAJLxsb/ilH9V9fwyKqr4NekE0X9+tWksiggfZMZEAk4DaDkT/3LPnl3LrewsRgLWqmVwQs/r/paGmBlngTCqPZ/9qBMeS+u4NSjl7cu73PFjxl0N0Kny2RXA95COu514DFeSzWt8h8NTxYIl9AbY6uSe0ZI/YuZX23ty33GrhFbrB9X5TuOOWpXLbrmMlrxX5VGY3fadlnd7f+Ok3SB0pujQciFYnz2UtYjweKo7d7MTGZzUCUJuJ3yqrmN1/nLT7pLWxDWCyXgTy8xPg+jJ9goZqay00dmayIHFCykX98CVs2SJJ1P5rhut8GCnTJB61am13cLE73KSo14mjpByjggDnJnadjR0Xjdq30D8yt7VO+10oJuyQb1Dy7S2fQaM2el819+74d9tXSl/jHAWM2bU2/2vlN3t/Y2J3+KpyROFji8xsK0SpvvFWJa7FSMYBh4tLVtapla/WC1bKc4zEW2AwYN+GIPGAdhGoL8w+G0ZjtJse7g2arVf6btgGLqqEx4w2xDAoSCSznuu0mDWwivI734aCBkOlhnHAjS53WFI2g4tkWGQI6cieS3GjDPMRZ6VLFlu+8ZPfEt5HYq0SHxTe3fuDrtylMRit1vV3/JWVpAZLdkJop1pn4MMBPUOTR4/M9Ev27uz9/jbG/u3Zig/QyPCo0E/c3GCg5PjNjnwCrv3nSYKfBpInAawjL29jYC/Fd8Wv1nOS5gMcJmRPY+AQwBMMhYFwGtEtFFnfkq1AaayhYcgGsOsv5cIfZXSYJbHACdgCxG9GOYoZ5V00Ks74Gr67vZ0rHS+lbs0ktGmBpOp5I02S/97KIkHn03Au4s8/Q1ELxPwC2Z8nMFbGWSEHDd1aohOuRClbZjfzH8rKcuEZfO6sw/Jf7JiH5zMDbXquE3yYy4c6n4HvOTwc+JiXyGvj45p8zY4u8ivBfZw3/1+yuJ2gLmRtbxuUKtPFTJYvb+55dA2rTDApwni03TQ6fI+VT6PEOAndKa1sVG0du4bXYOTk4VfUBNGLdaMxAE6fVkQTh2cINXGFbeqK5VigDPj3XKhUC3KGQF/KQj9gaAiSA2Hrd8GWPIiF+g6jKc5tv1DjFM9xuT2nuyXLRjgEwisAdgNxus60SoCGsA4nggnAJDfRgHYzsB2AnQG+hnYSsA4EAb2w86hASbwMe353MW1dFzVdxkYhMAXo2H0CWZQELu0Tb1QboCLKaKOLl2l2GWutHytCau4C21KO3QDd8ObrOv3O7TB42d9tt20V27lrFQ/iMlFlRwd8eQSEjjEvL/ZL3IW04cEcBgP7m4PAegJsL5Wj9Ha2LjRa50OOkNf5KlBCOLXDoejfF+uM80XCg2xSl0p7SvodDqT3H2FM0FHEP3t5oVEprXtZmY+zcoRtvT9YObxJMTrzCwDZsg9sSAm6RS2XEat+u2rTQNmRDou0HSKoRXMJ+nASfJ9LzGeA+g5kP68AJ6zG2gk09p2PXS+jBpHH+lmXFqdV/73fT0tcpIe12zHsx2wJEyME3WBb5jHBFaFqzjJDzNh3doyo2lg9KgeCJqe3tg1dH/lpj27df0eYGE5fq4XY1LenyUP/n/MzOuJSK7IjyruroZiR8cIf91HyM7fmH3erk4MuyOqAwNs8m8aYgImSuceJvH6vHzXtU7wUGmAq7VfIYLUCwR+rgBsE0QTgniO5ff8YGLj9GSu1gmbvGfWmfYS4zwiGTpTXl3wWmLawYT/kVccgkiku2vriRGVDjiJWZxE4BOZ5H9jsjTEIHpOB/cK0GsA96Kg9xKP6t0NbPnK5pV9pTqQ0ZK3yjPu9nz2Sie6aaeO3ff1ZkQvnfltYz1bzL8tr+5AyHuyAxbAt8xH4qZwtRw3qoEw6LxBE5j4idL7q0Fh+KMAHczAf9lpxy4vw5UXTJ9l0sGgu612ZCV61doo/Xd5bwbmbwCQ750HyvEo7eB3YoUWCHHP+Mnb1l3+zDP7rPJaT8bEPL4sjBk7GaxPZpIpDFkmlJ+034N/oFfubJmxVAj8wc97xVonOir6RTWNonPPkXJn43Sn4YcBLpVbRpASLK5mxpvySBUkMw/J6wPDWDyrk8wzPfQ7eDTxUru7Lys4+2WA7zjllNG7Nh8ynXRdpjvsJfBsMG2Xzn525pviHPJ5AvoYWFeSJ1qGbjXS7cnFGIFOBvHE3Xt3H6fyWduSI2b8XWxP7EQS9AFmxBk0CcwtEGgBUwvALYO4Uy+Ie6GjFwLbiPFJBp7WgZyVfrFrA0yacr43MCB+YnDxMei4aNCT9+OD/5gH461KOld6D17E1gq79srIbbpeVsWpwNJ5Q97/MOH5cqMigAXMdC8TbzoQDDCBTybQe+XAKO38UqgrDjbGQYJwnA60EDCdBuv3MvOLOpGxMqthvOWD/yFlM8sSkGDwLnPxYWURUYvXcj4qetTadOARJHoY+KP54D/ICGL1aIDNPnOz0/DLEA03U5XvRgZ1jSYCMs+0sVDDUKIO0A4rujrcuJHfyjcQFR2RKjgamW2XGEBj/JU59BnjGkALA9PlvCCK4xogI3uc9Dq3bYDl7hYYa865Zn3pQW86uvq9oCrti3smz2p8E5jEowdawKIFoBZd52sA/K38dUE1fXBqj6wa4OJJQM1TF+U7YHumunbpahNWRkvOJeCjqXz2otpUvCvh58SS0doekHcr6e6unziVqHylbGWSqT6A+XRiett8WuKXATYmNuBQY7Dp2MyCNo/Zu2/TFb2rN8u8nMNhIxPSM/OMoCKI+akvTnWkWj3pAc59+15n4lcA2mgaBPl3rShM9SC3maijAN7P+NYyssOfkO1/gqfSABf5qniy5QbvUkesaroQpAGuxJMVnlWMhyKuh6kIelLsPxVseUejmgHu0JKvCObPp3pyv/Wu9dqU/drR1Lqbqc2p+hJuBrl6bmpTNPPigvjatM9pCE3u6g2zclSlBygXd4uGAR6MwsTt+ezM4XogbBN2bW1RUyKo/nbTrhVHLNWGyC3aVnh224asbwY9IWAHE69wO4/U5Q44oyX/iYg+meru+rgKUN3Q8GvlNeh9xyeFwft5yJjUSQpCya9pfIlwfqr4htBNvzut69eCzSl/dutZfQvvxiDY5SlM5YOS282Cx8piv9QQqX6y5qT/rPDshG61OvIkTZf+OESLrDicVaNTrwZ4ndDFv87dtHKFSlCd0PJr5dXRmvh1jGnN3Hz2Bid8elEnqMnFrixhSUov+a4XzOxgbMXjdiTKbQWjoOR2Y4ClXMW3xE/My2dvGk7O0idrOtNzBDxMxOsHRGzD/I0Pb7eCkaoyHVriCSKxNt3dtUAVzeHoFJ9AyUAlD+8YM7Bg4frVu+22W3cGOKO13Ujg01L57Jl2hfWivB8rr85DZ07jgngync82eyGDU5r1sJsbOnYGAk9KP1INsJW38EEZIqe6rapeUHK7bbdDS1xHREdajXOcaU1I7+D3g+kIgI8A6PAihusBbADxemLRozP/kXng5XmbVst/V/rLxJO3S+/2Wv4IKhs1/CL69y0m0CwdWNCe7/qVHfqhN8ClilR0AnmRBP4j1Z39th1BvSzr9coroyW/xaCDg0iUPRxubge5l31ieryCeX7Qx86lctbDosVuv1jRg5EotxWcgpLbbbtWI8UNh8HiqeccPEovHM5MRxD4eCaaAvAxAN4z+JzICFn5MsAvFxh/YYiX9+3rf9npsya3Mlvpz2plOrS2C4h5sdwNywAkVoOC1JUBls8gJABpHx5c2+kMr1deGS35l4Ku/+P8Tat+b4cvr8tamXi95qGcfnlAeAKtSjnMDOMF72HEzK2cVmQKcnJ0K5+b+lawcUO/qkFoTfyE2QhHudApfSex0q22ZSyQRze+B6QXDTIdI40zAcfog7HVXx400LxBF2KNlfgFg1EY/Q1LWSqvuRsG4xwW+O89e3ZdW2sxEXoD/L9ZI2idAN+8fczAiU7O2q0qhpNyXk4umXjiYwAtTPdkP+yENy/rBDW5VJJJ3kWBab78VgAe37t31/W1lN9LbKqvlMMfitIuLh1a4j4GvTzcZB8mXbErn5vyQck9eC9P8snivzjlX0VqQidtL5ky44iYGP0eJv1UsAwJSzJ2gRG/gMHriGidTmJduVE27mTBl+0YPfDuIG1EZ3xWiqkwYyj1J3hVKr9qaSUs6sMAM0YJ4NOCaP5cm2fsThTAbh0vB1mmte0nxPxkmHZxJj5eym21D0zDKwO/CMUJBKzyYKdcGDCzw2+tsubbYAi6azhvULdOQbX4COv3IPq7Q0v8uwB9xO1bdzepCVX3hxm/QLA+nZmnE0gGHtkv+IgMKiQYHwfh7xh4aihwSTGDU2kgEdX8VaJXeg2GKj4odWGABeHjYDwVtqNnrw3RbYedN3HfwJ7to0eNPfiKvz30juAAfijRcG34ObmYAxC6finLUHvM04joAwzsqAfD67WuBKULVq+F/NSVoLCo1K6fct869ZyjBnR9EYhPYOYH2vM5GRLY8c9P3p0wWSmoEDFiRFgAxms64RdDISJZpuCGDKep5P2uHX6HEjhUiD8QegMsj7ekh9mOMQOtQR4rDAe4V0fQMtoXiD6U7u76jJ0O96us17uajJaQwdXfV77a1RkvMeEtQTwm3Z1zfMTmF06l7XilK0HI0hlPLmLg4h1jB06oNTY7tLYMgx0leg9CNlVt+tXfHa3JbxJjEROuaVfkoBp2A1ytjzJa4j69ypWI+X7Xb8fMahH4Qm2Ai5faeQav9DPfo93B55WiZuLJ3wG8MN2T+41dnvwo74UB7pySOA4ClzLoswQ8C+A5XYhfWHHC8ENmt234NSG75bNWfemZD8blBPww1ZOVcXiH/XVobTkGvzgvoLShtfjz6rvX/d0ZT/wbC7oATC+MEuKaKzc+/KoqWbzmXRWf5XRq8V3yNPGWmEdJOCrJVum9fKgNsHG8Rfigzvi1G28+rzrapOuFAV48ZeaHYkL8ZzqffY/X/Dulr8IAD93t6Po/QKYmA04G+B7ScXdqU+4lp7yFtV6tySGsfJt8LTn8nLjYp98h88GIGF0+942uvBWevfSotdJ+UGW8mBukLHJzosv3p4xzIPh+L06C6lVXrfB9izbrCzrpZ4ExGE+CsAbgx9LduR94pSsZLbGKQT3t+ewlZhuhNcC3aG0X6MyLmfC0dGwtZdorgJzStdLhdmnLIzsCb0/ns9fZretX+UoGuGNSYjJG09dlGrhBvcY7MikJ5glEdHxpFhcCrwPEH9P5LuOp2Uj9eaErXmM1lEMZhU9Bp/8Dwg/SNp63qHhT6rWMXtH3wgDLeNxgNiIw2XlzaldG41kP8bT27lwor8CqyWOX70H9FCkwf4waRx9v9Q2vXTwrzZehNMBmwA3p9VwAf0oKGmYD7M0gS26lmH5q6o1Vr9ntaL/KmwolEGvXuXAuATI29/tl6j95dGw4S1UwwJI/IVOoKc5P7JfcbtrxQlec8iMnnn1MVwHYL2SgABrBkFcBg38PrqReAuMlkL423b3KVjaujnhyCQkcYjWqklN5wlhP9YKrU0tcx6BrBWjR3HztpPduMLEa59tNG17Udcq3VYdCpzzL+ZJ0OkInvts80Q2lAS4FQrUCOwVvuHqqJ1Xp3KILPqW9Oxd4solqct8ST56jE90F8CEANjJoBbG+Iqz31V70uxOaKo7tnbQr6xgrfV2cCcFnmkdvDJILvBekg1QpXWKeQkL8zMyh7LRNWa9TSz7B4HvT+dyIPt2ohJHKuWHo3p34zpRLD2er/WklzrdVWn6Wc8L3wiNmjJu4Z9QLIFqW9mBxI22ZzA+tC2yf152dMbiuDdnPPHo2PSsPSAPcmnxEB3e1d+e+E4buMY8gC3ohQURHYXCn+weAD2JCPswLhTDgV8qDygm5lmzFOOWXg3DSfnddOq2JCX3NVd25v9Si4fZ7pjXxHTDNTuezx7qlVY/1VfS303t3FXhVurdUQddrGlbik1fiwTjeB1/jVcpSwwgD8nmYEZs+VAbYXIGUBtwohhcb157Pfd3rTnNKXw4yIvxdujt7nlMaZr1Ma+JsMC1N57PyjtTzn/lYXGd+22xsuCNIYvFnvVD4afuW3GYVk4vnAoasAa8XlLI/x44dP5uYLgR4NsDLgdhzMSos88PglsNtjF/mae099XWPqEptnI4RGdVJZ9YJeA8B5wC4xc69e9D8q2rfKR0340weYRPzDLeBTKrx3ik3WIy8vFYNlQGudAafiSfuBFFLOp+90GlneF1PZUrCTi15P4Me9doZqTRmMgNrwXiWCZtNrKwcQTqdXLzujzDTV4lZabB7EJ8O8DQz/B1ILN+9p/+XQYfjVClvmPu1Gm925R+KJ0yYzcyPyhCfMTD5deRcLodd/sPSR24MsJTByRG2VdlLr6FCY4DLj56HdoTxttkg/myYDbCqlISZybNOQExftSOfnbIQkNEVlf9Uxkyu18GpHFQbBJ1gJvWrYWzDJTr09w6me4NM9Sb/BsAbAFov073J4AN79+z6z6CNbikcTuS1AWfoixaPHI9Olzw9qcS03HUx60cSi7NAvNxL72Y7oAXps2CHz/Kydj2h37HwiCd+wuQumUXVRVlr8hH5rb07e3YoDHClo2eT+U4t+X4G/zidz73PTYd4XVdFSsLiCUCvF0dNmXjy20SYqTJm8oE+uTrRqQ4t+e8M9Ft5196hJb9O4A8N7WqlwxTTE0ElPHco773GZFPDADmhXQ91yu/8ynnOtCauIaZzGZjIxE8Ti9e9cAByilW9jnGnntAmTl7KHbod8HDu3/KYLaYXXkvnsxOdKpEf9TLx5ENM+B+nE418P0ujaBMP8BR5v6qC5yWtyfNI50/LmMkyBioIuVR37ahFVtv2Ukmt8lBv5TJa269A3JPuzl5eiffySGAFot/v3dP/vTDtau1gXq87KDsy1iqb0ZL36sAr5YuuoRjBwA3pfPYbtegE8d3tUW4QPJttujlG9lJvQ2WAqx09l3ZcRkvuKIjYtPkbH97vvWKQnfuOIwvNXZq54mCUd90y/rGSnzTAYHzQq5jJXiqpEgBCSCSjJVcQYWmqO/tQKXudWvIrABIjLRJYtEgDqmFQjHOv1zqeDlKN69kAO/WElnh7ObeFxgDLo+eD945+noAFw6UZzGjJPxDw+VQ++4cglXG4tt1MNAsBMVFLbkJBzExvXvlCWGVUveioFzlV8tmhJV8BCue35x95WdI1rl/2jrqZgFkA/Vcq33W1yvaCpuVmXATNu6r2yzEodbQChk/jqIoHp3QGvdgxub0n+2WnNIKq51T3zPe6LLBN3tOq5j80Bthq5JGMlvwlmO5O93QtVw2GKnpuVkwZre1KAp+VymcvUsWPH3TqeXXsBz7lbXwSn4x9RNsx8Fh+4qif4WeFTi1xAyD+QSYb2TFmYEGtjEJB8Oy2TTfjwm3bYalvGgJd6F8VeuyrAvxxBlaGxdFqOJxUvvDwuz9q6d5QfAMULmKmTZI/MRi5b45OeBSM1VZ8NezK1aElVwEwYkIH5oTV2Zr8Juv4nLVUZsn/IvCWdD73RbvC+lW+VmcPq+Ra8kUQX5XuzhnecfXyc7rCrBf5VPPZoZ19DBB7kBg/lQ5xkj4BD88Ncbxvtxgc6DrSEZ91JpF+D4MPJtA+gFYK6L+dm8/d5hZbP+qreuHhB6/lbZhz8vgpO2bt2nzIdOg8g8CHg3DcfiFWgT6Z4hRAX9EIwwtHWJO/wbtpWp7u7vqXwAxwRks8KiB+Nzff9bVandOhJW5g0G4vViO12rb63akBzrS2/TOBP5Xy4KjDKu9OyzmV2Wl79V4v05r4CZjOJ+BPqh3iwoqN4YcAYF7ZnXdY+XXD4O8EywAADEZJREFUl5nZC3rh4wTxHoBngfAaGJMY2NGez77fDf2g6qp44eEX72YfUKEwkwXNJUYTgAkMrDMSvhD+BognVIRYdSJTeV7gQAxwh5ZoI6ab0z3Zk6wIUQ9HnU6NUUZL3MlEO9u7s/OsYBGmMgf67sZqX5hvQeXRFgOvtuezRoao6Fe/CJRkiDoDjMMINJ0B+ac40Ys/Fajw0/kbV3XX+zjJxJO364TNYd0AdbQmLifGB8r7gJlmgvA/4+M7Pnz5M8/sC1rbhvIQE1+b7s4tkvwEYoDlnS4zr2jvyd1hBZSRbIA7tOQzEOKK9o0rn7SCRZjK1EO/BI1XSfLvZUTQmPn36Xyu5qlP0HxH7f8vAnIXLxgzqmaIAq1nQY+On7xtXaWJvt7HSVj5N2MbyJ5i4GkW4t7SPgjTwke+9wbT9UQ4v/QFhO8GeHG87QOjiB9I5bOHWR3kYVWAUv6d7IDlccnunol7x8V3jAnDCs1qf5jl3EabsdtevZaXRlgOunrQ43rF2Eu+zed8VsKzVuIjTIbACU5h4r94J30tAWcYsgwT28BqFDInmNitIzOCEdHqud1d/1Ja13cD3KElfiwg/pzKd91oVYh6mLicGOCOqbNOFbp+WyqfPcUqFmEq5zbaTJhk8YOXME1kfsgbtTGIQL33exj479RmXsWgmWZUOCI8nurO3TycjtWKQuaXfma0xJUEuqRScgdfDXDnoTOncUH8cdS+gfiVvat3WgWgmBFpYns+l7Zax+9yTgywfIZFwLRUPvsxv/lV1Z6baDOqeKgXOmGYyOoFq5HEZ733e9A7yf+9O6XFu/f0L7QTFc6Yl4uZh4LSqUxr8h7Wsa29551+Pr4a4Ew8uZiI96Zsphbs1NoyIP2EVHcuERSItdp1MsgGH3zzhHRPbkEt+mH97ibaTFhl8oqvejjJ8Ur2A5muk8V5mPAyd5Ll95d+8GgaX6dtO5mXVcuV0ZLrY8SzKqUD9c0AF2M694yCOOrK/Mo37Ai5tDXxngLTynQ+W8wAU7t2Zzxxyfae3H1eZRUq58BJR1eLEVtbuvCUiIyK9b6IsLKO1UgqWe8GWPaF6cfgZ7+YsbKdGl/Ja9DP4GrZLt8MsOEFBppaLQh9rY4dbhXxDmM4JfFBIehbOvARYtxH4GWpntxva7Xh5rsdA1y8O5Up5ebowHVhde+3gkdkVKygNFgmwso6ViOp5EgwwH73R0miiuu8DIrhtVxGtEfChHR39tJKbfllgCmjJXtY8Kz2jbnnnAjdobXlCHqfTnSH1Uf9S+MzDy+A5hDoYtkmg++LgZdd1bNqgxMehqtjxQB3xpOLQEbA/WLqMZJZnhaq5sVPepFRsY52hJV1rEZSycgA2+vNkqd7dW18pdSZ1uTzgH5runvV9wMzwJ1a8ioAZ7qJddyhzfoCQz8UhKesGuBSgTvjiY8yaA4TLhbAYww8tXvvrsV2LvSHNcAlSZbLy3W2Jj4BpvnGvytOCWhPtdWXtrLwUN9qfVKMsKrPfnPLdWSArSOo4tjZemveluxoTX6TmI5P57uMDWBgBjijJf5Murg8tanrUW9Frk3dyDwUT3wNhA8OurTTcib+5Z49u5aXG2PjzdnYhoU689uDttMI1D30Y+AV89+IcSLICDmXk/9ulGeeJnPxyjB0gnhxqjv389oc1leJyKhY768IK+tYjaSSUb9b682Rcuwspb116jlHDeiFV0aJ2NFXbnz41cAMsHSGYqLPpfPZNmvd4F+pooG9EKxLQzybgbVgPCvP5Zn4ZAKdZv4bEzYPZ4DB0IgwgxjPFwgPmFJ4lYvXP5SGbyk6VrXeE0E7hFjnNCqpEoGo3/8XTTOoSSm+cl4VRpQ4zABQ98fOUraM1nYfE7/Y3p399nC65PkdcEZLrtXBN87L536pUqlV0yrf7QqiCXbfnI0Er2a7uEYG2C5iUfkIgQMXgWoG2DgxBF6pd5+YQeObuBJE/5zuzp5Yq6c9NcCZqW0fh65fn87nPlCLkZHw/UA8aooM8EjQ3EiGCIEIAVUIyN0vgbem8tm5tWh6aoA7WhO/JqafpfPZH9diZCR8PxCdLQ7ERcdI0NVIhgiBCAFvEMhoyW0FoZ8kM2HVasEzA7y0NXFaAfSf6e7stFpMjJTvkQEeKT0ZyREhECEQIWAfgY74rDNJ6Delu7MfslLbMwMs70NB/Ey6O7fYCiMjocyBuBuMjqBHguZGMkQIRAioQECmSJR00j3Zb1qh54kBXhJPHiuIH6eGMfHUqyv2WGFkJJSJDPBI6MVIhgiBCIEIAWcIZFqTv2ddXN3es3KNFQqeGOCMllgKiO3pfNe1VpgYKWUOxCPoaAc8UrQ3kiNCIELADQKLp85sjeniuXQ+e4hVOsoN8L+3zJgydvSonj37BuJf7V29ySojI6FctAMeCb0YyRAhECEQIWAfgcEY/zhyuMhX5VSVG+COeHIREU9M53My/OQB9TsQH9xHO+ADSsUjYSMEIgSqIJDRklkQ/Trd3WXZ70mpAe486tyx3L+3RyB2+tz8yj9HPTXyETgQd/0jv1cjCSMEIgTsINA5deaHWBf/L53PvttOPaUGONOamE9M01P57D/aYSIqW78IHIj33vXbWxHnEQIRAl4g0Kklf8DMr6d7ct+1Q1+xAU6+FgP/41XdubV2mIjK1i8CkQGu376LOI8QiBBwj0DnlHNbWOzbQvroSalNK3rtUFRmgDNa8p9A+ES6O3ueHQaisvWNQHQEXd/9F3EfIRAh4A6BTDzxDRDenc7nvmiXkkIDnHgaQlyb3tj1a7tMROXrF4ED0fGsfnsr4jxCIEJANQIZLflXEvqnUxtX/d4ubSUG+BYtcSGDvprKZ0+3y0B5+R82XzDhC1t/ZeTfjX4RAhECEQIRAhECYUWgQ0tcQaC/T+ezSSc8KjHAGS3ZRcz/kerJ3euECbNOR2vbAtKhpXu6FrihE9WNEIgQiBCIEIgQ8BqBjJa4k4A3U/nc1U7acm2AO6e0nQXB30/ls8c6YaC0TkZLziHg/FQ+O8ctrah+hECEQIRAhECEgJcIdGjJZyDEFe0bVz7ppB33BlhL3q8Da9rz2aVOGCitc8vU5AydsTDdnZ3hllZUP0IgQiBCIEIgQsArBO445ZTRu3sm7h0X3zHm8mee2eekHVcGuGNq4iTSaWU6n40DYCcMlNbp0M4+hhD7VTqfPcYtrah+hECEQIRAhECEgFcIdEyddarQ9dtS+ewpTttwZYAzrck7AN6Y7s4tcspAab3Og889iMft25jOZw9SQS+iESEQIRAhECEQIeAFAhkt2QnweCfPj0x+HBvgW7VZhw5Af7UgYvH5Gx/erkrAjJZ8i3aPnpravuItVTQjOhECEQIRAhECEQKqEJDPLwXjJibuaO/O3eGUrmMD3KklbmCmMeme7HynjVeql9GSLzMKF7TnH3lZJd2IVoRAhECEQIRAhIAKBDq05P0C+HAqnz3MDT1HBvjWlhlN+0aP2iRi+smpN1a95oaB8rqZ1uRqQVg4d2N2tUq6Ea0IgQiBCIEIgQgBFQgYO2DwdLfXr44McIeW/DrAx7Tnc/+kQphSGp1achkDD6bz2WWqaUf0IgQiBCIEIgQiBMKCgCMDnNESbxRYzJ7f0/W0akEyWtsDDGxvz3ddppp2RC9CIEIgQiBCIEIgLAjYNsAd8cTlRHRuOp+90AshOrTkdxnYMy+fXegF/YhmhECEQIRAhECEQBgQsG2AM/Hkc0y8oD2f6/JCgIyWvFcHXokMsBfoRjQjBCIEIgQiBMKCgC0D3Dk1cQnr+FI6nzvLCwE6tZlXMcQtAK5LRztgLyCOaEYIRAhECEQIhAQBWwY4oyW/C3Czm4fHw8md0RIPgMTr6e4oGUNI9CNiI0IgQiBCIELAIwRsGeBOLXkbCM+nurO3q+bnxuYzJowbM/6t3Xt3HfS1rY9H6QhVAxzRixCIEIgQiBAIFQK2DLC8nwXwkOonQhktuZDBJwM0uV1BTuFQIRwxEyEQIRAhECEQIVABAVsGuFNLPgjC7anu7EOq0OxsTZ7HjAcByPe/a1VkVVLFW0QnQiBCIEIgQiBCwCsEbBngjJb8LQPfaM9nH1PBkGl8iXC+SqOugreIRoRAhECEQIRAhICXCNgywJ3x5HMUwyVzN2afd8uUPHYG8K3I+LpFMqofIRAhECEQIVCPCPx/ffmfLWg2ydQAAAAASUVORK5CYII=</pentrails><costumes><list id="2"><item><costume name="XY Grid" center-x="240" center-y="180" 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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="200" y="197" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="145,26,68,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="clear"></block></script><script x="20" y="56"><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script></block></script><script x="20" y="212"><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block></script></block></script><script x="20" y="279"><block s="doForever"><script><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block><block s="doIfElse"><custom-block s="%s between %s and %s ?"><block s="reportMouseY"></block><l>60</l><l>180</l></custom-block><script><block s="setColor"><color>119,63,255,1</color></block></script><script><block s="doIfElse"><custom-block s="%s between %s and %s ?"><block s="reportMouseY"></block><l>-60</l><l>60</l></custom-block><script><block s="setColor"><color>245,235,0,1</color></block></script><script><block s="setColor"><color>145,26,68,1</color></block></script></block></script></block></script><script><block s="up"></block></script></block></script><comment w="90" collapsed="false">Written by Mohammed Fhahib and Sean Lobmeyer Pd 1&#xD;&#xD;This script makes the pen change color if it goes under and over the x axis.</comment></block></script><script x="20" y="575"><block s="reportLessThan"><l></l><l>0</l></block></script><script x="20" y="608"><custom-block s="%s ≠ %s"><l>2</l><l>1</l></custom-block></script><script x="20" y="641"><custom-block s="%s ≤ %s"><l>2</l><l>3</l></custom-block></script><script x="262" y="43"><block s="doAsk"><l>Give me a number!</l><comment w="90" collapsed="false">Written by Mohammed Fhahib and Sean Lobemeyer Pd 1&#xD;&#xD;This script asks the user to give it a number and the procedure will tell if it&apos;s between 0-49, 50-100, or if it is not in between 0-100.</comment></block><block s="doIfElse"><custom-block s="%s between %s and %s ?"><block s="getLastAnswer"></block><l>0</l><l>49</l></custom-block><script><block s="doSayFor"><l>Between 0 and 49!</l><l>2</l></block></script><script><block s="doIfElse"><custom-block s="%s between %s and %s ?"><block s="getLastAnswer"></block><l>50</l><l>100</l></custom-block><script><block s="doSayFor"><l>Between 50 and 100!</l><l>2</l></block></script><script><block s="doSayFor"><l>Not in the first 100!</l><l>2</l></block></script></block></script></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="35.500001999999995" color="4,148,220"/><watcher scope="Stage" s="reportMouseX" style="normal" x="4" y="60" color="4,148,220"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;value 1&apos; ≠ %&apos;value 2&apos;" type="predicate" category="operators"><comment x="0" y="0" w="90" collapsed="false">This script checks to see if the values are not equal. If the values aren&apos;t equal then it reports true otherwise it reports false. -Sean Lobmeyer&amp; Mohammed Fhahib PD1</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportEquals"><block var="value 1"/><block var="value 2"/></block></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;value 1&apos; ≤ %&apos;value 2&apos;" type="predicate" category="operators"><comment x="0" y="0" w="90" collapsed="false">Written by Mohammed Fhahib Pd 1&#xD;&#xD;This script tells you if a number is less than or equal to the other number.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="value 1"/><block var="value 2"/></block><block s="reportLessThan"><block var="value 1"/><block var="value 2"/></block></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;value 1&apos; ≥ %&apos;value 2&apos;" type="predicate" category="operators"><comment x="0" y="0" w="90" collapsed="false">This checks to see if the first value is greater or equal tothe second value. -Sean Lobmeyer</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block var="value 1"/><block var="value 2"/></block><block s="reportEquals"><block var="value 1"/><block var="value 2"/></block></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;1&apos; between %&apos;2&apos; and %&apos;3&apos; ?" type="predicate" category="operators"><comment x="0" y="0" w="90" collapsed="false">Written by Mohammed Fhahib and Sean Lobmeyer PD 1&#xD;&#xD;This script tells whether or not a certain number is between two numbers.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><custom-block s="%s ≥ %s"><block var="1"/><block var="2"/></custom-block><custom-block s="%s ≤ %s"><block var="1"/><block var="3"/></custom-block></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></blocks><variables></variables></project><media name="U2L8-MakingDecisions" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>