<snapdata remixID="15035447"><project name="square program Debugging" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="square program Debugging"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Square" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="Square24" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="down"></block><custom-block s="Square"></custom-block><block s="turn"><l>15</l></block><custom-block s="Square"></custom-block><block s="turn"><l>15</l></block><custom-block s="Square"><comment w="292" collapsed="false">Look inside this custom-made block to see if it is coded correctly. .</comment></custom-block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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p4Xt8qOQd6Hyyurr6RbZxBey5ElLeFmIp6tOnz4bYqC8m6etGl0DInVC2DlJ6lenqcewnHdA1BlKaTznnIjdR9saUPT2SYh1TGqVFzlVe6YiUPp74srKyP6DrS/I0qa7IcUgnypnTr1+/zSHdPMruA0YnkSauEGiLJ8mktmHjXWBW4y/YmDN06ND/806raTIEvEHACNgbHE2LhwgwajkJ577cQ5WOKohRD3RtBFkc5kQk8e+uu+5aCOGcgHPXakuNjOKOxOYXULkto9A7ICstl7kcEnyspKTkIOJdB8hiY/K9ir4pyMvYqxF4zEVFggWQ/kqki/IiU6RLOoPH3WyxeQSj6HnUQ4ua6PWgiejqT94PGxoa9GqXRr5aBOOQSZMmfUV8UgF71SYbBdooKV2hmbF7HdPzsjn0kP02BNKKgBFwWuG3wiMgoI/iPx/h2E/RCfyHLC8j2yTEkwA5NU8719TUPM4I9FBIuQdkkstFxAUU8jnO/0Cm0udAZnoCeD55/jNu3LgeHAsbSPcQeb/C1iLy/gKdURecCKskEKm80iFdLvKPWgAAEABJREFU0indgUNtNtjUZ9iwYY9D1isRrSo2g3w7kXAx5HW96oQUITsxYp3Ctnk6mjRehUmUqTbySp+jBwzeRTZwftg/QyCDEDACzqDGMFOaEeiEw/T003wQ31RGpmshjvOaS0liB33N5BtODVOft0DGu0OCnSlTy2XqndZ11OuERYsWaWRci44PGPFNUH5I72oIciUEdDB26snsXcn7kY4lI9KBHbtKp3SrDJUlnexPYn8RdjRi02Lu32oUWk/ah2UzUkDeTahL2NE3xz0lYfSdR9lrsWeq7PNKwPwy6m6+zitATY9nCFin9AxKU+QFAhDCzTjMBu4lvuKFPumA5PqjczRO2JPRFQQRlXxVZqhAZBdDMFsihYyINcKfSZr1mc79A3VuYv+PyCqmsn9H2v+wHy3EfUw60X0jGDSS+Y8qk/3TkW5go6nz3bEtD+lVVVU1hjSuAuk9JWHsuQx7RqvNXBngIhF96b8ka+KCo4KtBUMgYxAwAs6YpjBDAggMZxS0ILDvyQZ9VTj19yCWu5NVmAj5hpZZUVHx8VdffaWHlT7ErlyOz2P7P7bdmO69F3LUcplLKatq9OjRA4lPKBxzzDEHo+MVxPlcH7r1ZLRWhlK57weUvv71118fXllZ+Wbgd9wb8npGwmojsNAnGaviNiR6hlUcPhSxYAhkDAJGwBnTFGaIEGAEtDGEOVv7XgijntHoGcj0qrbsJh5EZJBDzE8KxioBm+7edNNN9Y1jLbW5DwS2G1PFByHd2c8Fgyso5zv0HFlXV/cqhFw/fPjwr0eOHBnztSxGjlWkXUGextra2qfQswd1/x6dN0s3Ivt1b3lH4vbheF/Zgu6kLk7Q6xkJY+9o6j4Qm7RlNyQk8JOZhmfpV+slkNWyGAK+IWAE7Bu0pjheBBjt7Qgh5FdXV58Tb95I6SGZf6CzmlHnB5HSuImH1OKedg7VCyleiIgMR2LTbyGt7Zkafik0HXF/gYx3ZtuJNCTNdb7oQ11Ox44mdOjJ5HeHDRt2BXILvxdAVlokpAmSGSp9kFiN8iL56OqPLj0UpkPNQtxLHN+eAvTa10j0fI9c2Jwgzh10eULCaitsqqa+/4jThIjJ6VOl6MwtKyuL+QnEiErsgCHgMQJGwB4DauoSR4ARmxZtqEWDhE1ygdHgn9HQEwIazjbhAOklRb4lJSX7QGwfYsCNkMAMiKoXNt3Mb1eBtGdBlpuSr4AM1yHCZ0dI9jruJ5/L7w0g3h8Z5U0gjd7H7cF9z2HEuwro1+i4l2wjw42yVTazH3egfE9IGJvUZj0DbRi3HWEyrCVOr4t5RuroS0ewMtsRAkbA7agxs70qEMCB1OFTxJMAIV2Q7CgqWfKFzJ7g3usL2LF4+fLlWv/41HgqR/7dkOcY4Tqf6wOjK9HVme1nkO5vqeMJ7GtRkXzKmYC9un+8mPTljPa2jacsSO9U2Yh+vXr0AuU+EU/+YFqvSBg7/kH92ozcg+UksF1CngGIBUMgIxAwAs6IZjAjAgj0ZlSnrxQFfia+gTz0EM8yRo5XJKoFMkt45Ev5tyDrKHtbiORI7Dhgzpw5GoURFT0wrazvFi8nv55YfoP8+yKrINo7ITd9yEDLPG5dVVX1N+RBiHNf9HfVMUbEfyTtUmQ45PUROrRc5hfobLXudSQLZCO6DiD/kaTZlvya7r6F/bgCtiQ9EsYOtd0ybFBbxlV+uMTgV44UhztmcVmCQDsz0wi4nTWon9XBiWuE9SAOcYLXAtmV4/T1vmxRsrrRdSs4lCDPJaGrDmddhI5r4tFB2TORH8k3jvzPsb0H2S+aDkarz5DnB0SjVy31OIo8nZHP6uvrb0CPXlG6DXzmt9RD+oWI7tvOId4RRsWDSL+AvM+z/yx5NOrTa1gXkEb3j3WveBX7HyNzIgn59e7vF2znI2eRznlvmW3EPKHHyPcMtnQiXouQuM5H+ua06NCKaCXEvYw0xyeyDxY7IzlgFrXuiehWHvR+jjyNzRYMAVcIGAG7gskSCQGc6bbIxtr3WtC7N6J7m0mrRo+enp3P9r0Elf2efPmIiI9N7ADZ6XN7Z1GmiP9zclyPs9erRey2DsTvTLqzES2NOZ7fB5BCS0fqAwtaflKLkFxP3ANMK69hGymsh46ukQ4ym6BP8ene8wukm0s5byIrSK91q7dhqyUyVfYA4nvxO1zQ+s/PcmA5OrYn3Z7UVa8yEeUqzCWV/Iw+1sBufIEyF5NDC5TsxDbpgD5d4PjVh4XhFkkbaQo6DAI6MeKorCXtyAjgvD6m/nMqKysnVHos6O2N/peT1QvpfIOu9Tt37rxHIrogmMvJrwUpJK7qid27U64I9Wu2GzN1unPLsrt06XIfekV2l6B7POnL+N0bIvuWKePxpHWmldluiByHuC13Ifrmk36QG8Gu3ZHeiF5F0tedzsAOvf+rlcd2RZdI8hfEfVtcXCw7WurtR902wvYP2O7JdoWbMgNp9K5zDnr1ylVLna72aUtd+BVT7gMBfa7yhUuL3Z9QT9U/YR3h9CoOvW+iXxcs7FowBGIjkBc7iaUwBPxHAOesrwol/YQqpKaR58NTpkwROcVlONOHcd3zJf31I0aMWI3tv8TxjsEJ7zl9+nS9v5tD/H1MLWsxjcbVq1frwbKDSLOWtJNJp+/jFkCEm1dUVLgeZcdVGReJsXUSNuyJPfrYg94//is2asGKY9auXfst9aujDp8gGo3nkP470op8x1CPX1LH1aRxjsUqjnwJ3xNWW1Lew2rbWOXEOg6J34QuPU0eK6kdNwR8R8AIOA6ILak/CODIr8bx6/OD05IpATL4J/mLIZVj2cYVyOuafIcOHTqK9N/izC/E7n9CLhs1NDSsJG4KZPU19dHSkifi6DVqm8sIeGtsypsxY8b6bI+Py7AUJsa2S7FxG7aFjIA3ZnT+MHXoBvFdrjpRNz2J/Qq/e6jOqrswoN7fCpNYppInYRLGJrVpMWWpjWMVFfE4Fzz/wm7dB465qElEJXbAEPAIASNgj4A0NYkjgEOUc12WuIafcqJnHIThakT2U46f/uPUXZHviSee2A8Sehli0tO0H1HWHchQyKkWIqpGtGxkDdv7pBnC6QqhHTx58uTP9DubZOrUqfMZ8R5PHTYE1xxEF0cvUAetY30nddbnCLWW9NPU93NhImyEEWkiBvQlTMJgfT12JP2tZfSsxebSiEbaAUMgRQgYAacI6Owvxr8a4BC3RsI+sOS2VAjhSZzzt4yUtFCF22waCbkiX8jloZUrVy7Azp1RrgejDmJ/DKPB9yGfYyCWQsh2O+QsiOsk0uQMGzbsKW2zWYJ1oF6jkUOpp0a/udT5Qur+JRgcguwP9iLk3YURFzQPR6szOhIiYbUt5Xyrto6m38Wxedjcx0U6S2II+IqAEbCv8JryWAiMHz9er/oU8acngmMlD3t81KhR+3HgkHXr1sU1OoIoopIvjv5E0nzIVuRyDM5f7/G+DPFcBoloxan+VVVVZUxrVlJ+q8AIqxHZv1VkFv5QHZDGUNOp883UfTdIsRgs9PqY3hX+lnRNpB8NZnrlaTH4/YG4NoE8CZFwoI0PCbR5G71uIgoKCrS4Rx59z94JdgOYpfENASNg36A1xW4QeP311/XObkN5eXmirwzl1NfX30tZzzzyyCNPsHUVIIY25Dt69OiDiNfXiL6AQBoYJd0L6eoJ3DcglY0YAXaBOAZVV1eLbKKWQ169P6uLi6jpsuBgUaAuUU2FjC8Emy2QfLDSNPWnYNcHmThixIgmcF2FPF9WVqbbDY4upeV4IfG6sHHiYv0LtPEzgTaPlTzscS4etP52E31vetgEFmkIpAgBI+AUAW3FhEcAZz2YI3p1iE38obS09Lfk2mLAgAGHsHUV5PDl+Cl7K6aWb0TehiTW1dXVPYmCX0E4ek82jzRPQxJ6eGog08rfccx1aGhoOJX8OYMGDdrQdaYMSyjbVQfVJR7TKioqPuZiZRtErx850/DoqUd2Qddk8G8E86XITLDejfi4SDjQ1lsE2j4e01qm/YFpdL0D3TLO9g2BlCJgBJxSuK2wUAQgQRFUwksN4sCvRue9EydOrGcbM+D8tcKVCFYfL9BKTyeh43OI4WQy3wMZbIqsQn4F+Sb8/VhGhE+gN6dnz55J3dvGprQF2a46VFVVuZ5ZCDVWGApL4rWgRjHbf6Pz94jupx/F77eQJtJ0om1ctWGgre9Fh9qe7PEHytPFVrf4c1oOQ8A7BIyAvcPSNMWJAA53b+6n5uOkz48zq5Oc/PeSv5H8pzkRYf4xyhqNVDLCXYDI0RfgfJ+D+Cdy/zKXUVo/HPlj/L6V+FFsL0fftsRr9acwGuOK0qhvq7hyZFBi8JDtrkgxmtnCUpgKW3SOQi4B89uI66Q24PedyDdIvtoIWUubvY38LpJe8p6mtlcfiJQmWjw2aTGUXPIfGS2dHTME/ETACNhPdE13VARwuH9A9MGCqOnCHeR+bTfyHo8THt/yOA51bxz4XTjvT9nW4+gfII2WXdRTryJrke4BTCn/FR0DSaOVnbQASDVOuafiW+pLZp+y36bs/GR0pDOvbFcdvLJB2Apj9OmVrX8Ie7UBcWch+tyipqwbKbMQ2Qi5gfZsoi1XInOH8Ufe5oB9WlXseHQkNJLlgqCRPhTztbXmAm3HEPAYASNgjwE1dXEhsC8OUGsVx5VJiblf+zjbT7p16/YwTvpPOPM3cNJr0Pc88YfjvJ+vr68/kpGSpptFwLnsN5Mh6R9Fx6ukXVZQUNCTkZjz6hC/PQvo3AN79KrT2Z4pTZEiMNXSmjmqg9dFovMkYY7eZWoDtQX7TlAbCTPaT193yuPWwEnsv4vsCWHOJG0jsggufrh79+6zyPQJOtQX2I0voHMBOXZELBgCaUHACDgtsFuhQgAH2JNRjL4WpJ+uBQd8G4n3RTZas2bNAhz2mezrIakzKysrNaW9OdsTa2pqnoRIWj3tTN5jIOqVlH0EDn0o6fYrLy/X8ouo8D5Qjhax0McVvFfuo0YwnSjb/SpCmAt7tQFlHEE7iVhvYj+H+OZXlGjD+/i9DyJC1vrV+tziMvKNCCzxqYurfWnTuJ9opn4PIrpAU7EmYRGwSD8RMAL2E13THREBHKaeEtZHCBynGzEhB3DOJUg55Dmfrd5JFeGuwHn+uV+/fnLMfXDQRzONqdeRyPFTIG0z+TJi2pPfNRy5BHI5BclldKUnsInyNazBzvV9LcEH5QGbteCID9p/Vkkb6P69iPUGYk+njRbSzifSns0kTHxzYBp7AiPoX3C8iLbviZ33c3Ad25Hk1XT1GrZvIDFnHdBzKf0gh/KuQIcFQyDlCBgBpxxyKzCAgEh0ZWC/1QaHuBuEeRtbLYJRh5OsQHYhUQWO9na2dThgTRtfN2nSpNX8bhNwwA75FhYW9oXs/8GI6TF0PEa+X+LEp7H/LHJGm4weR1DubMrRvU2PNfurTjbLdn9LyVvASiIAABAASURBVNHswHDK+piLJz38pnu5/6ON76XN3uzUqZPeJ474ihJtvwISPYU21dPVtTk5OfeQ93/YvSX7/6T/aFS9nL7wRGlp6WHEhQvqX773g3AFW1zmI+C3hUbAfiNs+sMigKPcGXlNBwcPHrwezvJqnO7LbH8k7nWc8nCOv5Gfnz8cB1uEaNRzHvG/5njUhfRxuA75ku5i7g9+ih59HGFrdDQvoIHD16f3NPp5jnS+Bcopk/KSkpL7tc0GCdoatN0vm2lrfRowh3K2C5YBoY6mzbdUm61bt+5j2nsmEpGEg/nYqk+Mpo2PRJ8uzuDhvDPRozIO4FbHE5TXQB/7ju199Lm+5MkhXv1jE+2bGAKpRsAIONWIW3lBBDrjIdfDIS5lpLOCyItwlj8gF+NEtcyjvqs7tqKi4hGOOQFiLSfPjxy/0IkI8480WlVJK1DpO7eHkv5QpUeWh0kup73fuHHjeoQ55mVUE6Qy0kuFfuoK2KqLFt+KAfM+KN8acp3BtlVghuJL2kvfWD6B/qBlRp02DbRtq7TBH6S/kLb+kTTlwTj0OJ9bhNQ7c9z53CL6NGNyLH1uEX1PH9HoRfrmh/PYt2AIpAyBzCbglMFgBfmNAKOOI3B4k9nqc326jxss8p/cB+yLg+yNHIazvCN4oOWWKcTNcdZlpL20ZXzLfXTrlaYiHPF7ONrr0TcMJ/x6yzQt9zmu949XLF68+J2W8T7si/y7+qDXL5WyVTb7pT9n0aJF+kJULaNVZ4YgXEG03WTaaENGqfqEoKaYO9HG2oZLnqO+oT6ivhIuAX3rUvRpJkSvOW1GGt3acG4PoFdrV6+mj76MnMoxC4aA7wgYAfsOcccsACe2HU7tJuRdRE7zEUhxL5ypRrRadGERzncgMr66unpJLJTINwPn+lZVVVWrB62Ub/To0Z0pQwtGFJHmcnTujLOdpmOxBL2/xq5NGDnpYaBYyRM6Thk3YldCedORSbbKZr/K5v6+PrzRnTLOclMGbf47iLMYu9R3CmnrRtq8d2he0mnt7rfQ22ZUHZqW/vE1/eRYZAP0rkZW0g9eQn6B/Jv+oPvHyyhrFvt7h+a334aAFwgYAXuBoj86skrr+PHjC3Csl+Kwnod8V+IEP8SpjUWcLQ60ANkGJ3kGcRtSuacQV4ERzXE4xd2KiorajJYobxz3eX/kOAPfvI0oQ0/TutKrRNhTRd5P2ddiHGy8D5RxPWXkgMsL3mv3VqNslK2y2VvNP2uj/SdQxjLKuPvn2Nh7tO0QUu2O5NLmS2n7NvfV1UfQvZv6DOnchlfJ0w1SPpgy1kM0Kv4tdn6NAi1H+iK41EPE33B//E76um5xcMiCIZAcAkbAyeHXoXPjAE/AMdXgmBbPmzdPT5Nqjd86QPk9zkwrTvWfMWNGKdL8jqYefsHZFULQEaeSyd8qkP6vOMOZDz30kIjSOUaZh1H+M8T/i+M5lJfHlKXeBXaOx/OPvNugpzM6H4gnXzxp0d9I+oFIpoeBAVt9sROMn0J/Ppgn9GoW5PgmIoLUPerj0bdCF35BY9VH0K+PPPw1GOdiezppcocOHboxWydg30302wGUVcy+7h/fht567o+fQl9fR99bR99/j23C61E7Bdm/Do2AEXCHbv74Kg/RbU4OfM6Iz/nXwP5dEOmmbP9dXFy8GY6qB3IQjutm4sKGTp06yTHWk06ji7BpnMjAP5zr/1GuRiUjFcXIRl8w0lSj7hXvzTGHfHUsSXkcB3tskjoiZgenL5HCiAky5IBsRL70yxwwPhjRBxiSKgJilO/S2t5dmfr4E2T4CdPSB0kpx0bSL9ZT39HvWEJ//Yg0TQUFBfexDRvQeT6yBVJQWFi4E/pnIf1IPHH48OG6f6zFXHYjznm6mngLhkBMBNSJYyayBB0TgbFjx26Kc/kzMm/EiBF6ElXLNephqKdxogfhjDQ6GACZXj516lRXhEq+w0HzK8RVIP05ODVnsQ5sGA856LWRz4nTaEWrXnnyBCt10Zd56ikj4kNbrgyOkKh///7DqEvOmDFj9oiQJO3Rsk02ylY/jAFb9ZFGCG+AF/ppM7W9RqdaP/obpqXnUMbT0k3/uIm6nKN9N0J6PXTm6l5veXn5e/T50srKSi0Ak8eoeDRlvYHoPeYdsUH3j5dw3kznomBHN+Vbmo6JQF7HrLbVOhICOI8Lkf/hPFasXbv2K5yKVqz6ilGGtn8k3z9woKciCX0tCEenrw9VoCdmwI5ZlLsEGz5kX+9zbs3vrdFxOXGFOEA54Jh64kjwF9Lufuyxx/6Crafh9ttvfwe7c8DUTd09LdutMtkmG2Wr2zxu03Extydp9b7tf9h6FtQH1Bewex9GpoPY34y+oof++tBXlrCv9aLdlDcbHXr6203aVmm49TGN8+FX5NfiLnMpVw+ZLcKWIVwUvMu5pAu7L9n+s1VG+9HhETAC7uBdgPteo3BSM5Dg5/quAZICnMm1ODeRXD+2JTiZycQnFZg+1mpEesc35v1f7NmNwo5GluLIzsCeM7Hj1w0NDe/xW3Z5Tb456P8D5SxdvXr1XMr1I+g+uV5/8UN30jrBVbbpHn7SukIVrFmzZi7YrgVjz582R6ezbGVtbe1jEOHWzJJcRV2OpbweyNGBvhRqUqvfjGiPJ09OWVnZMa0OJPCDc+U6bNoR6STBnv9gRz7EfCa2aLp6Ldu3hgwZ8tsE1FuWdoSAEXA7akw3VYEEf4ncgQP4BKnnvpeIdTucz2Sm0rbDgXXHaexXVVWlp4n1ao8bta7SQJ6X4Yg0lR01Pfb1J4Gekq7Fef0Lmw7AQf6XEYSzwhX2eU6+lBcMQ8CiH/cPPV8fGAeslb8y+ZzDxDzZGMTCky1Y3gKmXVA2AokdEkihPkEZzopZ6rv8FvlWEaeHtV6kr+/mQm1DfX291w9V1VZXV59O/92EflwAwHth03+xZRPOvRuxS4T8A/ewn6bf6ylvDlnoKAhksjPoKG3gaz1LSkr6cHJP5ER/HQLThwFehNQGQ4Qv4ggG46iKkJ1wDhdXVFR87KcxlPdLyn0vWhnYeSn2fUG6nsXFxVviuPSwlT7plwry1QNdL2HnO8j4aHYmcgyM91U+Zh2u0jaTJGhT0EYvbYN09GnD72jLx7zUG6qLfuyMhOnnzkUe5Z3QpUsXfS1JXzx6g74VdTqaPjefdm9eFjNUvxe/GR2/AsZDsbU39gFN3imU+z6id+T1RkHjyJEjFyJTqIcecPSiWNORoQgYAWdowyRjFiMOTXU9icP5nlHtYnSdiyxuamo6h5NfDy7pieUT2H+C+FSG9bjqdwg1tFCczSjsfRsH+EuOrUEmT506dT5bka+mbn2Zdpb+UAGXXbCjECc4M/SYF79pk4u90OOlDr9sAsOXsTMPTDdi63uA2BwSpi/pPnDO5MmTP6PfP0jBq2jTXelnazg//o/fbQJ98y4iU/qOL4R8D0S8N3Z3RfR61XXYuwI7yrD3K+pRh3yK3TcSZ6GdIWAE3M4aVNXBmd7ESdyfy+u/FhYWdsf5rc/JfSRTc3EtfCBdXgkO5GxsysHhTGqpk2m3PXDSWnD/Cka+v0eWclyfKTyBbQ7OR6MS3ZN2/eS08iUrOL/p2FuSrJ4w+X9Ed88w8WmNCtikD2F4agcY6oLqeU+VxlBGmeorWjHLuYCD4NSX6FqNGgH/lfPiLPrcd/S941qqYgZIDxmqz+k5iJaHUraPrVdxrupWUBHn7vrYOpn69GKbcRdtKQOlHRdkBNwOG5cTdjEn7HOQ3Z/Ky8tXZUIVcfCnYdMPQVsg1p7ITXjFp7D3aZzOQC4QdM/uVOKuVTpIW08O53P8C/Jvwe/PFZ8K4aJlNOU6iy14WR51q0CvRjpeqk1al2ySbUkraqEAklvIzwbadn+2KQnqI+or1Ee3MfL5/Y4Kpm7XEn9qgOC6cvzFhoaGB+iDr0PEer9dyfR5RI2cT3Z+pPkf5+4yzuGTOG/ewl5nWj3NJvlffAcrwQi4HTY4J+v/qNbBSMYEnN8O2PWSDMLpncdWrxXlc5W/FQ767/zWyONp0n0NEd8QcJx9cZgbIPo8XcpJGJuuxOYdBg8efAj7ngTqdhJ11LKUGfM6EkSpjxLkyDZPKokSMBsFdnrl7G/8TEmgz3wOtltQ7hfqM8gGFNyX+Heo2w0c04dAnPeE6XMji4uLtyUuD3L+nDTBryh9QJweAiRrxoQ9qJNzIZExFpkhniBgBOwJjJmlhCvmezlht8gkq3ByxYw4noJ8X8bBHcnvo3CC5+sqX3aOHj1aqxgN4j7cqThDORuHfHVMgjNNOQlTphYA+a6oqMjVhx1kp0vRCk6DXab1PRntIVv0tLBnZYHZA/TBH8Ew5itnXhRKn2lFvkGdlN9MwupbxA8K9LUcLVs5Y8YMPR2tUeaB6FhFH32PvunnU/aYEF8Ax+7cVtKnM+PLaKkzHoEQAs54e81AFwjgVPRwVQMjm9EukvueBNL9D06+iQuDk3Emf8W+oYxIXm1ZcH19/b/5Pbe2tvZWtq3Il99OwJmmnITXrl27H7b3wjnrtSzHDg/+LcHRd/ZAjycqArbE/CKV28LA6kEw60Rb7uU2TzLpKC8s+QZ10m8cEsYe9a25gb4WPKz3v++nT+qrSHfRR0uxXTMUmkVqTpOuHc7h31F2E1PR97C10M4QMAJuZw0arA5E9wmO9fjg73RsGWkUQb7XUfZJyCoc4Q7IQ+y3CsOGDbsUezdD+nAgLPkS7wTyp5SEH330UU19v4JTvtAxwIN/jMSuRp8HmrxRIVtkkzfaHC3HovPL2bNnR33lzEmZ5L9Y5BtUT79xSFh9DNlMfS54LLhlRuZCRK8sNZDmV/Td5+nDWl4ymCTlW0bjJ2GLlslMedlWoP8IGAG3wLg97XIl/xiyT7rqhGM8ra6u7lMccV9s0Fq9Ee95kub3pFmJRCVfjjsBZ5pSEmZ0pJFcHqORJx0Dkvw3bdq0O3CqOZDAG0mqSjq7bJAtsilpZSiAtN6lPXPAzPdbIPSxqCNfzGkV6DcOCRO5EhvV59htGyA9fbFJU/K96cPLKefetqlSE4Od23Iep/Qp8tTUzEoRAkbAQqEdCiet7hnJ4aS0dpDUIchcHMexOLLjO3fufD0G5G+wwQZhR5A47PtJq6dS9YWkDUjrKuBMU0rC2HgfROXZg220TwM6d3FVWR8TyQbZ4mER+viAboF4qLKtKkgxLvINaqDfbEA71lPvrup7wfiW2w033FDfn87t1KnTKGaRLuJYCX16eWlpaTqWjuyErROxwUI7RMAIuB02qqpUUVHxMSfuquHDh8uBKCqGJHcY57Q5Dk1r3t6Ng/sPU3mHcp/3f6tWrfozmusmTZqkxQXY/TkwvdebX3pHc7UcI/txBfKkjIQZ0Z2KcT9Sx8/YehE+oX3S/rBPwAY9kZ50ncBmGW1fT9sfmbSyKAro0wmRb1Al/UYXeqv5fUKgD7L7c6DIQE/xAAAQAElEQVSvLqEeTWvWrLm9urr6FtL35vc0Lij/TB0/HjVq1H4/p/Zvj3reSvs0cP/3Ff9KMc3pRMAIOJ3o+1w2TuMtTuBSn4vJwSldjXP6lHK+HjBggF4ruod9JzC60hdqwr6/W19f/w2J5LDXY5tQwDmmjISxV5+32xLHOCYhY1tk4p6r48SPOuoofXCixZHU7QbLDtqSTMn0Ab1a1osR45XJ6ImVF+yTIt+gfi4S1uP8qGeKWX0wGN28pd8uRZo/HUn60+jbenDuO/rBc9TXk9sRzQWG2eHc1UIw34U5ZFHtBAEj4HbSkOGqASlqKUVPvr0aTj/3D4/HEX2Eo9gep7QDTuoPEydObAxJ24fjU0LitLzklzhAOTStlBR6OK7fXpCwmwJramruoy5fIne6SR8tTfD1q+Li4qR1RSsn2rFg2UFboqV1ceyv4LICjHxbMtEr8g3WBXvV9zqj98tgXIvtDPbVP9n8FOjbulg8sLa29gjybkXfr+UcuO2no77834jz6lFfNJvSjEDACDgjmsEfI3bffXctgtBd08NeloC+fXA+j+KEzoVEz2N69gQcb5sPOeCchlFuLlNoE9g2BxyePnagb8POhrTfbD6QxE6qSHjXXXfVYv3dqH/YNa3jrEItGG4YZx7PkgfK1spPSemkPWtQUAg2vtWFMjwZ+WJncwj0vdngsAn69e558zH69Dj9oA/r1oN2m+WRRx55guOaeZnAKPlE+sJizglPP7OIPXo+IH+PPfbQrEtz2bbTvhAwAm5f7dmqNrpiJ8L5CAPbpANkq4elhjQ2NmpkDefN3Jd/Eb9wk5+fr/Vrda+tuWwcixzdlkTU4QA9nX7FFjlFvTbk27KVYCrS1DuibRwzdYorgONzSNrOQZWNPJeTE5fZbRJDYEcjH4CNL8sl0mc8J99gJQJ9sI7f6jPqm+w2hwb68CXNv0J26G/Xkb8758V/wVFPtu8JDl1CkiX0My8vT+tR14Jp0hdICRlgmVKCQNpO/pTUzgoRAi/hHI7STjKCE/wdzuV8pLawsHBrHI+eso6lciAJ3kacgA45uL7oyMGmfzqRHv/DKfpOwox+dF+7aeTIkS8kY35VVdUhwmLUqFF/SUZPInlVpsqWDYnkD+YBA93712tHOwTjvNzSZ3wj36Cd6otgofW5nWUrg/Fsv4Jct2EbNdDnju3cufNG6NDrdr9kRFwdNYOLg9h0AMkcbNlaaKcIGAG304YNVosr6Sk4Bk2bBqPi2jK1NhInOI9M++GM9DWlJ7hn6OoDDziRbtzDcu6RocMhX+x5Dl0rcfxa4Ydd7wMO0XcSpm7/BI99Dj30UD1Rm1Ql0HVGUgoSyOxFmYcddpgWT9kKXcF1lBOwJHIW+ozv5KvSA31xZaBvNpMwffdftHGB0sSSKVOm6MMTr5P+XWQPbF/DuaM3AGJlDXucc7Y39jwQ9qBFthsEjIDbTVOGrwj3XydzpHD0T2sts+suMLIZwJX8DJzreJzBeEhNS/TJybhSQH6NmJu4N3wfzsgh3+LiYpH4CByLpqZd6Uk0Efb6SsLoVx2Wd+vW7fVEbVQ+nPVKMO6h/VSKylTZyZTZtWvXd8lfC4El/VQ4eloF+kxKyDdYqPokeIxQHyXOIWH67o30fS1LqWcpiI4dSL+EvrExKf8OxudzDs3nXIhrSdiysrJjya9nJ7SKHLsW2isCRsDttWVb1AvH8lVtba2re5bDhg3rjtP4K3mewZk8w1TzbkhlC3WudnE+Wn7yexypQ744pQ2wQathzQtcFLjSk0wiyvSVhNetW3ccGG1EHc9O1M78/Py0rbKUTNn0kWuoe7e6urrfJFr3SPnAM6XkKzsCfXKe+ij9RrMaDglzHqyjL49VmngEHVdw3nQBo1fQ8RB4vcqI2NVXlhh5n0cez7/NHN5+i00nAkbA6UQ/RWVzda/P/OlrQ1FLxPGdTVrddyqGXLbmXqfrK/9QxTiebYkrRJzlJXFAJ+LIdkX/COJSFnCEvpHwbP6op17DSvjVGxy/nG1OSUlJxIfZvAZLZeHgc1R2ErqvoO5LZs2a5ek0KX0w5eQbxEB9U31UfZV+45AwdWxEtB9MFteWc2h4Q0PDjujohO5vqN9UFwp0nqR9mVIXdlqSJBEwAk4SwCzJfjcOYNNIto4cOfIonM6LHC/BMZdw5X4O3LKY38kELaFXG3BkOej9P5RV4PTDvXPJIf8CNvhGwjjY7bG8Mxi2edeZeFeBtmliNBrzAsmVMheJVJbKdJE0bBLqOpcD+dS9L1vPAuSUNvJVJQJ9syLQV3PoNyLedRxLyk9WV1d/AFa7QMCno+tQ8FvJaPgq9sMG2qYr8o+wBy3SUwTSrSypjpVu4618dwhw8j+LU6mDZE9smQNHsB1xD3JMJ/s/cDiDkZdapklkH51L0aknY/V1I62UdRMOpSu647oXlkjZkfJQtm8kTJmzkWOQhALYLCBjJyRVQRdHKjOh8mjbA8no6Qgt3eRLfZxAPxlNe2id6JsUUVlZ2Yv6auGYH/Q7GeFe+d3o74u+eyDjqzlPPkeOaKkTHP7Ab31+cBpbC+0cASPgdt7AwerhVD5g37mXNWjQoAJO/GtwBPpyzXs4me2RhEdw6G0OOBDd8+3JdF7LJf7O5/fNzYnStIPz84WEwW4IWNZxQZPooiLn0j5CpUj/fJaiQFnnJlIOIze1ayN1bl6mMRE9LfPQZ9I68m1pi/bB5+9stbQmm5wc+q7Itxt2qm87ccn8A7vzEF1waQ3uxzgXn+GcLJZOytIDWEu1b9L+EUgvAbd/fDOmhlxxa5S2FyRxSo8ePT6FMDaur6/Xfd5rvTIy4KA0LalPuWl1JD1Bejn6Kb7xCsp+hv20Br9IGDyvQwYcffTRu8VbQWYoppNXMwWJErjrIkeMGPGmylKZrjMFElK3A2nIjcl/ZyAq6Q19JqPIlz6qj4lcRsXmI06AkOci2u+LvZ6QsJRBwodzf3hf9jfgnFxJ2f9mfytEC72wsdDeETACbu8tHKhfYWGhXpfpgwM9BWdyEkR0ak1NzVeBw0lvAo5J5HsYDlr3B88aPXq0nPUEytuVuFsRLWGpqfC0joapu+cjYXT+ERCXFBUVPc42kdBApoTf1yav26AyVJbb9M3pqJuWH11DXc9sjkxihz6TMeQL+Z3Pxcn39NGRVOkSyHEztk7g3vAw4nP5oWOekjD3h1+krO04Ry6hjDJEMxQfUZaFDoCAEXD6GjklJePkNsWx3MVo968UuIYprlmc8HPY9yxQhkYFztPO6NfrKc7yebW1tVoD+m+Mtt7HaZ9LuXoq+mUKPg+blg/jj/20BOzxnIS5yNGKY32p29XxVgrH+z7i++cJVQbyfrz20cZa+awzdRwSb95w6dGXEeSLHXvTXh+Cyd+wcyZ9tBfyd/ZbBfp1I3IT/UYPZnlKwipIZaJf930xpekS2STbdMyk/SJgBNx+21YPjlzJlbW+O7uwX79+W3Nmv8II2NPXgHASzeQbgPJXbD8h/lc4lME4bJEwUT8FHM3+2NITu7Ty0EzS6T7YTwdT/B9n2kzCjIDCfjIxHpPKy8tfo15vkef3SFwBW3Yhbw6zBsfFlTGOxNKtMlRWHNmcpLSlPk4w/+GHH37aiUjin7DGji3oj19gy5ZJqEoqK33vCezQ0/9L6JPr0TdPjqQQW7Wm+gAdx2ZfSJjp6MHo/0q2sF0i2yDiRGdUUGEh0xEwAs70FkrAPhzcWESjHL36sCsj0N9PmjSpDieqhTB2SUBl2Cw4sFDy1RrPvSD5B3AeE9hOgJRqQzNjy4oZM2ZsilPTaxn9cTKNyKOh6VLxG2e6JbZ+gS1bgFnSJAzWctKF6HLugcdbB2YNNBKLN5ur9Inqpi6vgU8eBKUVnlyVFSkRuj5H1xbCXNhHSudnPH3tZkSvF21HHx1MvfanT7b6aEho+aQrx249OOUcwnbPSRhM9DWpKtkimyhzMGVuD2brsDett22cSts/zxEwAvYc0vQp5CTdC5nFSXsRcjFO4tiqqqoPgxZBDjdzkncpKyv7RTAu0W048kXvsejPhei/Q28h5d/FNmLQcaQrtk4m0eHYLkeje6n8TF0AF09JGMvlrI9mG1cAh7Xg1y+uTHEklm6VEUcWJyl59MRz0g/QQSTN5CvMHeUp/EefPYU+toj6nAq5XUff25zzw9WFH+nOA78c+vgFQZPJ7xkJjxo1aj/06iLnfLZOoMxHKWNz7P0Tcir4LVIdnIP2r10gYATcDpqxpKSkD47lFqoyC9E3dvfmClpPPfOzdcCJLGSqK6mHaHACbUa+KoX7zOex1YcatH50q6ln4iMGnMwJ2Kv7n1pb+Gr0L0H2jpjBhwMiBLDxZCRMXfS611rqoFe/wlkbNo4Llyc5oId92PgSdHGkMlwrp18tInEDddK7v+wmFiCPtJEvZW9HW7wFvnfRxnPob90gt4nx1gQSpIvXq483Z0WXJySMYi3MoVF5s+7gDthfQznd+D1HdaAu81QnflvIcgSMgLO8ATkZL8rPz/8E51Cn5SM5WWN95k+f0DsiiWpr3WPngaswOvS08zLi50BoT7GNK2D7Hp07d9Zn7RpwlC/iZN6OS0GSibHZs5EwFzl6lWX7oUOHusaa8oeqClxQ3aGtlxLUGSzDjW7yHEu/6gs53OAmfaQ0tGM6ybeSOnyA1HXv3n0z6n9MJDtdxH9Gv9w8NB3k6JAwZewZeiyO3/uiu3m2Klw+2V5XV7cZ5dQzgv9g2LBhca/RHk6vxaUPASPg9GGfVMk4teGMTl7npNUShoNwAhfPnj1bCwbE0qv7szG/cRpBydmc/F0oSw6nTRJs0RJ6m3Ag7tEFeZwwZcqUD6QfB3Mlsi11bKCuvnzuzikw5B9OzhMSrq6uvgU85hcUFDwUUkSsn1qW8rhYieI9zkWadOr9bNdZyXMPI65VNTU1V7rOFJKQtmtLviFp/PhJv7kOWU0f2puLoeMZ8Q687777vk2mrMLCQt2fLwinQ32W9i7i/EiUhHtg6z3hdLeMoy2+VV2I0+2evVVHxL6aBCDZGIyAs6zVGPHuwgk3jRP9Gky/llHjCMT1Ag4QjBZ9yOXqWa/MoMJdoNx3KFNfd9Gazm0ycdxZQo8DE7DnC7ZJBZzM9Ti1YpxaDeWWoX8NclFSSl1mBiNPSLi4uPiXFNkTEtIrYOzGDtR3Bak03cjG09AtoNuVUvqYPhpQxIyEHipzlSc0EfVOOflSZin95FvqehFyK32oPxdDnqzyNm3aNGdmAv23h9Y18Pt5yiziuG7RBKJib0h/GqlysdVZ/pL9mIG0DyH9Ke9W5CLq/Q1SGjOjJcgoBIyAM6o5IhtzxBFHdOVEvYGT7UXkJUhuV0RPNUfOFPnIF+jQ5wIjp2hxhHLlUPqSJyz5KinHTkcasUkXBoryRCDD4ehkIJb3Ofr/BjHMP+qoo7bwRHkUJZSbNAlPnTpVqylpWF8ZbQAAEABJREFUbe1W9w2jFKunyG+NdjyZY4yw4tGtqdrPJ0+e/FkiZUIGKSVfzo9+9I2XuFiroLO8Qft1Ri5JxPZoeeiDepc+GtE9T/5o7wlzuHVA5xnEuJm9IlnroDoinYnVCmcVwkBY8NtCFiBgBJwFjYQzO7Nr1656X7Y7TnQrTriEP3+n6uKknsRJHaD9WBIkX662N4iRVq+ovBYjTcKHqfOO3OM+FNsZWBZ/DiZa0CNhfW4yUmbSJMzFwz7YnIe9rt6fBWc9jJODI/VsOcKgrqDuWHUvLS3VK2w52K5lEWMlb3OcuqaUfClvMufHd+Dcbe3atQNoN+deehvDPIigDH2EYv1oqsBZ54prEoaAd0JvUueO6sz94V3Q001YCJNoNtqxzEDACDgz2iGsFTjOI5DnOKm0BF4pJ/ZZTM0uDJs4jkju7f0bIhdhRs3llnwDr2boCdsToipM8iD3uJ8Cg97gcSOyG9jU42juTlJt1Ow4tqRJmHuQ/8Fe3avXk95Rywsc1DdoPXsKHAcvXY0B3bE2BfSNX2Czq9dzQpXRHikjX9r/CuQHsD0Cm8+mb+z06KOPaiGUULO8/H0O5eWNHj066m0CbHFNwujrzDnp+jZFpMrMmjXrHcrdieNnolO+4wfwuYLfmRPMklYIGAG3giNzfnCPdhsc59+QyYxEjoQI9PSyJwZOnz79FfSuZaSje09hdYp8SdOHE1qOJGwaRZ544oldcdbXs99QUVHxMVvfAzZdCiZaM3cujuZknMzKoUOH/tqvgsE+KRLmHuTp2LkKOz91YyNp50Monn0ZSbqk003Z2LiEdHXYHPd7zKkiX9r6UPqnnkieSB99kL6gfurcn8V2XwNl6XmLJkabMW//0E83wL4+2KpbOGHt4hzUA1SNnJN6hTBsmngj6a93YmcfytariOOFV7w6LH1qEDACTg3OcZfCSFevFumk9GzlqpZG4JTfR3Sfr2W0sy+Hwcnbh5N4Qyciyr9Vq1bpfd9GkugzdWxSF3A0h2Kj+vDigoKCeyGAL8aPH+8ZcbWsCWUlRcLYp/t8m3NhdXxLveH2i4qKTgD/nHHjxm0W7ng8cdIhXdIZKx+2XUyaHozG4r53Cva+j3xp2wLKmQuW/+UWyhe0SRFyFjanOvwAplo4I2a59M8NSRuRhLl4Hc3FkS56YuqKNwF6dybPmzU1NXG9+00eC/4g0EarnFebSIvIDAQ4OSdyEg2DEF2d7PFYjZOtwTEMDM1DWe8Q74p8cdi7Yp8cYGfIPG3vJOLktsKOsUjvefPmrcVJe/qxiSBGOPuESZjZAT2J+wXEEekJ2mAxOeXl5XP1Y8GCBUk7zqCOoE7pjSS0+184thxb/8HWdQBv38mXMu6kbdfQxhvT1w6iLQ5xbaDHCSn/CSTqFHTLIumfEUmY/rA5Evc78y31h9sfPny4Lvh0K2FouOMWlxkIGAFnRjuEtYJpwNU4HE2zaZQZNk2ikfX19begu/fJJ5/cM6iDk9Y1+SoPjkMrXundxTxG7BcqLl3CdN9DOLr1KP9O6rU/DruW+ui9TaK8Czj+hEkY+/Thga5MO0ZdolPWQoZau1vp9TNhoY1kb10sBeA1mzILsLFXrLQtj5PPV/KlDc+hjKWUqZHiFdi3DX3NswfU0Bt3oPzRYKVlKV1P02N3GxI+7bTTNqCvFkLml8ZtRIwM2HctuqfgQ3wZXcco3g67RKBDEbBLTDIqGcRyBydTF+7NneilYYET8/tly5ZdIL3Dhw+Pi3yxZwT5tuUk1+gz7BJ6HE95wNGdgRRS8GvgdhF2fj+YP357FpIhYfCag8M92YUxepjI7UNb0dRJh3RFS5ODXUciztPPURO2OAgx+ka+Q4YMGUiffJ8LiH9g1yww78m5EPE1uBZmpWq3kRmqa+MpjH7ZioQXL16sB6/qqdfX8eiJlRbcNMuitdhPiJXWjqcXASPg9OLvtnStLDXebeI40r2OgxvKCRsX+Qb0a/Srkfm+6PggEJcxGxz2vitXrtwQ5726U6dOj0AWUZf5i9dw9GtkGffa0ThbTZ02grneD45YLPqdFZVKSkrOj5goxoFg3qCuSMmxRUSag207RkoTGg+eyuN81Qj9W4YeT+Y3F02PFhYWvoqO5d9//30fiMu3B+woI6FAn9cHR1zjFSyEujSTMBeIhxH/FeJpQO+piB7u8lSvKfMeASNg7zH1XCMO7gmUPo9jSoKE0RASIKdyTtQ9EDm5mA9cBbPjfPWwjh6CmU5cD5yRr68CUUZC4cknn1wIqWxMPc9BNgE/ffZQD7YlpC80E+2SEAlji+6x7gXxbRqqM/Q39+qvDo1z+9tNXtpyO/RtgU1a+Yrd2IE8vpAv7XMTshYLdsSeYbTdvnPmzFnO74wLnDP3Y1RCD/wFSZj8G1DPmE9Tk851AL+nse1r+qbu57vOZwnTg4ARcHpwT6RUjYInMKrxcrRxHg4gjynRwW4NIn0XxBn9Dh8+XK8x5VZUVGT0t0px5Lfh9LRO9UM4p6NwUmuxXUtnuq12xHQ4urhJGHsuwY7vkaijYApdg0Rd9IHj0YLySkfENLS91hNfx31NrRUdMV3wgB/kS3uciCygDK2m9pfKysrNwKia3xkb6PPO+7XDhg1zFk6J19D6+vrgqN71feRYZWDLgaQZxNS4zkt2LWQ6AkbAmd5CAftwSnqHdGJBQYGmfQOxiW8gIGfaGRL4lpHSOLeaSD+ItHdBPPPY15OWCS2hh46UBhWGzcci+dj9ATIRp7949OjRbZ4EV9p4BJ1xkzBTrKMoo39ZWVnEKWYudKpIk8znCXMDOlDTNlD29eDQFVtc3Sv0mnzHjBmzNTr1Xu292PEcfbwbWHo6y9O21t7FYHMd505CZAfm+lrWGnREfEUpXkuxRTNRc7mYejrevJY+PQgYAacH94RKxUHptaQDIE/dO0pIhzKR3yFf9G3ICOhZnPShio8lpNuYNDuRx7kIwHnshOheHdHZE3Dyu9XW1u6OxVpQ4VVIYB77SQV0xkXC5eXlT4HdB4xW/hypYEaBY3WMC4UHtY1HgnmCOsLlpWyNxBdjy7Rwx1vGgZGn087om75u3bqP6VNN2LE1+JW1LC8b9rFdC8/o619xm8s5tCf539M5SD9ImoQZ/V6Kvs3Qp2cM4rbHMqQHASPg9OCeaKmcY016LSnhUUJL8pURjKjvY+t2Wluj3zlcYa8kj56c7YxBnj9EIt1+yyOPPPImzqof5fyBOmwPYTUgru+Dkq9NgETiImHS70DZxZDRw22UBSI43oSD1hPngRh3G+VR3p9St/1Pmc8Sm48NwoDdyIG0npEvGF+D/Ihterf917TB7tXV1Z9HLj1zj4DxZ9RDT5nHbSR512PEOkkZwaD5wSz9TkTQ93tI/T/k1aI4bCxkAwJGwNnQSi1sZEQjwlyLE3M9bRzMHkq+iude1iNsm0aNGjWcbcRAecdyUF9deYVtDk5ZyytqV0tBNvG7DnmfK/H9FZktgvO7BtFnD7Vs3zHUczX32V1/vSi0nhBaXCRM/hok2ujvexxrF9LEFQJ5vo+UCeLYH4k5e0GbekK+YDocbPW6jUbdd4D5hsgDkezLxHj69uHg8XVpaaku1oCvaSj/nHMhHns51/TsRdP06dMdAlZesEiYhMH1/ry8vHoujM+QLpPsQcAIOHvaqtlSrnadB7JOPvnk4ubIGDvhyDeYBSfyWV1dXaz7gBp1z2mR5xjseA3HkYuz1zeG16Fne67qn8UhiJD1/V7PV/gJlu/1FuIcSl3yqMNXOLObqcO3Y8eO3SiRctDlmoS5oBoGfnW0z9vhygLPv4BzuENR45RHecMloix9JrGRsvW94nBJnDjIJmny5R57b/S8AKZaKe1tMC4GHz1F75SRin/JlAFWr9MX6pAm8Hyc/rEJ7VWPPE1dgDn3NeLCLukaqVzOtVM51ubZCfTFTcL4AC2kcxyGJPy0PLZYSBMCRsBpAj6ZYnFgmj6sXrFihXMvNpYunMi7nKARXzXi2BNIxJErDvT3lKGnZT9h6wSczkCcqkZvOVx5l+E8uiF533//fV8S6NNq6lsHy3FRvt57Xc7IIeYKUORNa4CUtHzfkRjRZe3atd9i/4vsxx1oI9ckjGPXbYWdwacNITJKugGsc8Aw1hPTzTYqrfIob3NkYIcyDqOt+1PmbYGosBvaPGnyBbv7IZtF2NID2YP+4dkTv2GN9iCSeleA32qkCfubULk7eOlBuI/p2/2pQy7SiT7v3GvVOUDd4nqQjzy/QGfY9kR3kITfpeyYAR+gmZsPaeuo7RlTkSVICwJykmkp2ApNDgGuwPVA1vlM7enzYxGV4UhEvuvrxI6UCCepL8mEfQ946NCh+iCA89pRML9GNTiQXjjxNq8fzZkzZwll7QkBdYLM5LhOJO3XiL5l/Bs5NZxcA/INtp8d1JlJ25qamsepQy9s1teo9sDmemy9M14bwcAVCeM89TTyItpUzrRNMThsfZ5QD421ORYuArt3V55wxxoaGqo5vppbDxGn2WmbpMiXqdpL6XcrKOdo7DgfLHeEsPQd3XAmpTUOW/VJw2W0sd4Rh0ubSjFItySW8OMc9WHasYA6bEffXsCxVkHnAPXspXOi1YEoP9BbTDtEXCijsrJSJLw+GEYlYfrkcHTtQ7+J8oGPKIbYobQjYASc9iZIzAAc2nxOvok4OE0Nh1WiExjnsL5O6LAJApGzZs3S59J01X9OIKp5U1BQMJ4T/Aac0EfByHXr1p1P2d+Xl5cvC8ZF2lL2A8jmSD6Si+O5hbTLyb8Rum/F8Wm6uhZb551xxhnbcixjAnX+LaLPHj6Do/0NNv5QVlZ2bDwGkt8VCYPFwehdnxFqm1kNsPqCY1pek42rUBjI0yoxxDqJ/lBMn3FGb60OBn6QJmHyhYQOAqNP0H8teE2l7utzcZFRI7MzzzxzZ2z8jHo2qO9hp4hQ61+vpm+qr+ZCunn01b5sY9qucwCsv9c5EYAw6oaydVHXWF1dPTdaQsqPScLY/k90zMYXZOTFDbZZiIGAEXAMgDL5MA7iLzi7HTmpS0LtJO5dnG1M8m2RT68mjWrxOwcHNYjfhzHN1YoUKHMoul/jWNwBx3O+HDMOJo8tanIfRUk9suvChQs/wu4mZDUOMuxokHQpD9h5MPYWYuwynPRkcInrqV3yxyRhHPl7OPI3udhxFnhoWUninKlbcNm7ZXy4/WCaYJ6QNL+hjG8Z/Yad/gTzhMkXTJ5mJmUOGH0DVp0g3ox5IIh6vQAuushrWrBgwdtgoqf+G7D1RdomF3sl3eibCa23jp7XdE6gN2Yg7UjaYGHMhCTArogkDN7XkKQvaZy+wb6FMAhkepQRcKa3UGz7dP+w1SgYZxMv+eqVoiqcQ+g0p6aeJzL1JoJsacmOOJGY7462zBBpHwc4GOnCxURu165dNZ0uB6kRnFas0n24RhzoUqYK/x5JR4riG3B2Wx4/XZ4AABAASURBVEBsJ1BeHxyg7mu7fsiMOsYkYTAQ/gXUVRclFPNTYITjrGONk3/op5jI/4NpgnmCKdE5D9vzKCPse6tgnBD50tduB4ta+sPm6D8EjHTRltZXYajrvdi0ClH/wbSmfejbel3oi06dOg0Eg1zaowjZN4hPMlsK0Lngdl3oTUj/mNvywDMSCV9MnWKO0N2WY+nSg4ARcHpw96xUnEg5yubjbIJfNYqbfMmfs8EGG/wdx9CDKdD++o1D1pOaOejX6jqKcoQ0uldcjBPTfWMnzqt/Dz744Hvo3RUpxPHkMqLSVPd36O+Js7mAOsqhaurw83ingtHhSYDYHsS27hDd3dh0IDZpZHWjG+VgGZOEwXcKeo8Io0+fFIy5djT5lEZp2f05oHNXfoVdIYm2jpt8IbkzqfsS9B6HXE2bbQU2YfVTrq9h1KhRZ2DLIsS5j4s9WuaxC1h+X19ffzXtpRFuPjZu+dBDD73utTHo1bmgNxKifiOYPrstZRdwrsX16U7sb0XCtJfWYF9Jf8qap8mpt4UwCPhLwGEKtChfEHBeS2I0oiUW45l2bjZm0qRJq/mxlFHMeQMHDtQIVKPfVlPPHM/BuQ1E5mvfb+He9C04t41xNHKeuZDev5GVONbNNRVMfXX/eB0O6WXuP/bw256W+pliPQ3HWIAtuv/2O5z/MmyIeG81mJe6RCVh6nsC+OoVro+DebSlXV6mrJjnq9IorfIEBZxElA3obmMf2MVFvpDIrtT1XdrhVsp6FAzWo05/CZaVii0469WmD7C9nro1QbK3Y0tfbFoLdtOppwg3j23vmpqaP6XCJsrVOeFcvEYqj3bR/eY6zrUVkdJEigdnh4TB/iPqOoJ0v0MsZDkCMU/oLK9fhzCfk1P3Y/Wk7Kbsa4SaaL1fxkkcvckmm2hK+7841nAPimxFGr0GlWgZCecT6SH6LqwektH7x/q2Lv6o6ZeMlpfjnDQCWsXozNMvzEQzGCev+7J6UnwtNjwJKbwfLb2OgWtUEoZILsKhb0M9him9hNHlAdqiXxdb2m0jwWPBtEqADn2abv38/Pw/6ndLIX1c5Au+s7jw0bKdq9huQN1PaKnPz33q8RTlr0O0fOhSGn17+qFunWhFMz04lUvf6AK20RY18c1EbNE5oYe5IpZBmkHY/VnEBDEOBM7tLdGxjv2sWsQkRtU67GEjYP+aPmWaGQW8S2G6T7sWR7Un+wkFnP5DeXl5O7C9jJO8zeg3oLRnQUGBVuMK/Ezfprq6+mBIoBhnlLtu3bpBWKJRYyfsL5WjRhrBY1FpaWkb8iGtZwEbvsaGjSC5C8Btc9pD94f1IYWIZUAUEUkYItHTyt/QFm1wxolH/HhDuGPo+BdGrKyoqGiFQTzkC4b/R5304YAB1HEkdd0b7Jeg17dAm91CmT/Qhk0S2vRgpIAC569du3YINoh0C7jY0H1zotMbdE7Q9pqGjmaILoQSXu4UHE6kDN3LXgU2OuejlWXHsgABI+AsaKRoJupExDFp2nkDTs6oryVF06NjkMK96CjEad8tUlFciPxCv3Hmj2ibSTJ79uy5OOXtkUJsz8UhXkk9FoJNH4jp6uHDh8uR10M8H+HIwt1jTbo64HIz5Xeh3GnIEMpcW1pa2uap5mBB4B2RhLF/AOl6YGvzu9bU40fFIZFCj0Aa5zh11UxAUWFhob7568TpH/GuRr5MNx9LHb6jLmcjf8XeTahjpXR4LdhUisynvrp4aaIe59J2ute+AixumDlzph6c0qtsGz/66KMZ1//AxbGJ86dPOGzGjBkznPpolB7pwjZcttC4G9E/Ayz6oivme8Khme135iFgBJx5beLaIpxjqweuODHlrDfEicW1NF6wQPIN5sRuwPnpKjsY3bzl5N8Vifnur5Mhzf+mTZt2PSPJ/mASnK7WE8SrsX8b6vgYdRUha8ZAU4eeWgtRHYMIw4/B8jqIZSH3LcM+JUu6sCRc/tM71s9j2FmIE7D7YUSLmzi/Q//pGNL8YQfqOpI0n6JrAVsnYEtM8h07duym4PM691YfRMdLlZWVmtq9ylHg4T/679uUU49oxakKytI91Fow00Iouo8rwupJW+rTfR6W7JuqNWjeAGkTamtr9cCUnrNoc8xNBBjdRLpujPidKXbaxLknDIY2EgaYbA1GwFnacjrxcLYa+ba650uc7hEmepU9HjheRIcWhWC3dSB+UyThe1ittaX2F1OmY3Fa6yF5kF4Rzl7vwlKd3P1xbiJjjbxWQFD353j0B/nvwshxL8rK5/7wu7SZHthqox17wpIwtu5PXi1D+T9lQt+p+j106NA209uK0zGlUVrK+lC/0bGNfkuoW0zyJV85U7xfkjefkef2OPwRyuuFUH4N+tcE8Bbp7hzQ+z4YdMJWkW4xbXVkID7bNt/TodaLYPQexOsVOzYJhbPQ/deWOcHLSLglIFm4bwSchY2GE2s18m1ZBRxZDb/fxtldztZ1IL1WwVrGqEfkvXmEjN2amppifkEnQt5Miq6DqPbBgTnLZTJFO5x6fYaD68r2hBEjRujp6gYwmQ/Wv0vA8OYsjMJfoZw+ELHe194R3Q3obPMADe0WloRRpPvBvxo0aJDzigs26qMAhxPfKnBv9nAdUyRp9drWdtSlmaipS1Ty5T7veOxahZ0HoecU8BnAtKruqUtlQoK+P1Hu99RZD8dhTtMQdHdiZyGYH08ZItwC8NHsQG1ChWRQJuqmJ6GLwplEnbtxbt0W7lisOPDTe+GL6CO6QG6VHOyMhFshkl0/8rLLXLMWp/YuJ3qbkW9LZDg+gRN+AqOijVvGR9ofPHiwrtp1ck+oqal5krwiiTEt05eUlGjt4Dp0L24Z3x72maKtggy2wZmJDLRc5l/AYBki53YjDlAjZH2x6D2mkvdKpM4Q8QT0d2J69QnyH4fOH7k/3OqTkjjYNiSMXbow+qFnz57vkU9BrxS1ediHdlGc82AUab/kd11w9AoJRiRf7vMejS1fQrxXovxubOiH3Mt+3AFstBTl1+hrQJqw4fdgqK/1/NjQ0DCJ+otw9XrQhmA+Oe4CMj+DppgbA+dKs7Wcs5pCb+LcavNQXXOiCDtDhgzRhx6OpH2ab0WEJgVX9VO7JxwKTBb8NgLOgkYKmsiJHJN8lRYH+j6O7yZGRSJVRUWVTp06ab3nhzmRX1ZC8n7MCX+c9oOCLt17crWEXjBPtm6ZAr0cLLTMXx5beCS3CjzWUZ8dmEp+SeQCqa1G/ktcXAFSPApS1WcP50PGd6Dja4ird1AJbdeGhJkKPoXjm5L2VPJczn7YoGMjRozQQ1/62LsumHLIE5Z8KbMbaZ+DGGeh7EPqqdmAiE9YkyZsQP+rSC269HqQPle5SW5urp7IfwadIlxJdzDNmKUpw1bEu8hVgXOlWSN950R+fI/EHWj7BzgfX+QCTu0UMT9YGwlHRCdzDxgBZ27btLLMLfkGM9XW1moq+Wjy/SoYF26L49yN+NNw3krPbo7erXyU3/s4PwL/YCGlc5ZEDER1mA2kOBwH2A3izO3Xr99GYPM6TjEfORT8NDpuZPs9WOuVH1e4oGtb9GjquzukvpT8zwUzUl4rEp42bZpWPvqM8m6GwJ2VySC9N4Ppg/uBY38k3ffkEbmHJV/Kuocyl5O/D2n3wXkfwb6rQB2nkn81onqTvWkg//Koyydgszn10tPKup97oCuF7SwRWCwNnCvNNQObbYlvbt/mAzF2wPocdG3LuezqnjjtaCQcA9NMO2wEnGktEsYeTkRXI9+WWWfPnr2OK2/dd5zQMj7M/nhO8omMUJzpSx3v3Lnzv4jrp30JU6X9cSD6pqseXFJUh5VJkyZ9B9ENxNmJZDRdrdGpPre4HpidGSAmTeF/DW5RR33oqUKPpmhvAdC9aGdNc9/Kfk4oCZNua+K7oFPTww3sBx9gYjdH+w0QsUbkBZCgVopqQ77ovwj7RLzDsPVidG5P2qhtSnmXkm8poosMTSvr1oQz3c3o+QJ05CJ6H3dbsPlKxnRw+UbnCrjpiW4HCrAu4m+i8yO+f/rgwmTO5R/cZqMtjITdgpUB6YyAM6ARopmA43uXEzjqPd9I+XHid3KsEMd8Ets2gfhSIrcg3d/YNoeHHnroU36sxIn8lm0OV/CaztSVfZ1+m/yMABcu9+D0NgdDvaNKU+Xeyj8tNbgxuN1O++mBLk3Rvsm9QX2F5+fMgT3yn4/oc4MvkPdsSHLFqFGjStHZaiRM8v/i3I9Hr15v0mtOROWoffIVx49DkLdp11bki679iPsI3TdwvIKyeqNbr6zxs3UYNmzY9pT/Kel1EaH3cbXMZO+8vDy9YjOZvCJcTc33pe5hdbTW2LF+gXEjNXaWdGWrWwCaFWngnrdWq1OUKwH/O8FcOGtda1d5goloIyPhIBgZvjUCzuAGwnknTL7BauEQnAey+N2mrXHmE3ScY20Cx95ihKP3SLX+sz555twfbpPQIlohALGdi/RmZCnnqXd2HwdL3RPVKlKfQW6auv0RotPT6q3ykufA5cuXdydyRX19fQVpP0VXMwnTVlrMvwHHvIZ9kuV0ZluM5BDXlQiNULtT3hbEfaG86Pgvup4jbqF045x/Q7pWAVueJZ0uEprQ8wEHtyK9Rtkvk14rTmlauSv7x3PMQmwEXgZ/nTO6OBoKlvqgSOxcP6fQGuMno0Mj4J9j49ijrdJDwnHYaElzcto4ZQMlMxDwgnxVE5ywPpk3lyvq8fodFPTr9ZqPOT4zGNdym5+fPwMHoC/oyIlsz74WsmiZxPZdIDBz5swjcYZdECDM3Y1/7yBFEN0QSE9krPePl7LvvOM5Z86cVaTdjDS/Qf0GxDfiwD/m9xdsRawaiTrLL/J7fUa+wZWX9I72GuKU5gviZ5FXD45p6lo2/Arda9Gp94rvhnSbP9eHLfujPx/R+7+6J6xRbhG27630JvEhAI4Pgf/2ysV+f/Btc7GlY5GEc/VJjn05ffp0p0+wn1CgHxkJJ4Rc6jIZAacOa9clQY5Jj3xDCtMo+Cqc7jaKZ6vVehQX8f6wTn6ceXfSjsaJFEHUuveo7CYJIgCG85BdkEKcI7DmXgzGC9jRfeCLaXdNV2tlqM+ZfVhJmm447/s5rqnljdhfgWPvwW99eEMLWWgaWsQpizRd3JU0+lCB8p3E/jXo2JI8m0DGixCRvUbJp6BDn+tbzvaPpNEINx+7toB0o94TVkEm0REAx3vBtejoo48+hfYVrhFfIQrVNHTo0EPJcyD5Tw49lshv2tZIOBHgEssTdy4j4Lgh8zcDTthr8s3hJNToqfmBLByzRsP/wtlGXZmHdIuRq3EI3/hb646pHUd9E22wEe2Tj+iBrvsgyx9BY3NwfxjCFKmOZQpZ9w/f45jIt4H20GtM+Ohc3R7QU+tkycklTx1pehUWFs6FwL9hf4J0EP9vEvQl3zriq1UW5ep93F7YoL7AYQteIgDW3xQVFekWT22hcBC1AAAQAElEQVQ8epl5uou8T9Muni2RSnsbCcfTCClMawScQrBjFeUH+QbLxOH+MTc3d28c8gXEla5Zsybi6JfjTsARaFlKTT+H+yyhk8b+eYdATU3NSbRTDxymc/+Y9vofovuyWs5Sr4Fp1BvtnNWIOK+urq6MfL9ARNDz0KcpZd3L7UwZzZ849M5y0xSKANjPRTYh/hPEVeDcvIKLpY3pA4e4yhBHIvqAkXAceKUqabSTOVU2eFZONiuCfD/hhE3oaWe39Ua/SFdX5RMef/xxjbSiZmW0NIUERYyk/sNWI61SSPksHMUckxG+YwDWCroI0gXQPH6soS3UFGGF9tLIWCMu3WeeS/pnkeUjRozw3dYRVoYWIdkNvDdX49BOOmf0fnSbZUd1PIJcwTl6V4RjSUdXVlYGSdj1RUHShZqCqAgYAUeFxw7iUAyEzEBATyU34KA1Co5kkY7piWuljZTG4n1CgHNFq119EVC/Eb910Rr8HYgOvxk5cqSW5qydPn362eFTWGx7RMAIOENalWmnbThh9TTsgsRMip0L/c4IWNsjjjhCr61EzcT9qGNJUMu0mBab0HTmdAjgX5WVlYMqTXzHAKz17rVGVVpVag9+d0XWInrXlKZpHWgnPWDVmdgBtLE+qrAPaXOtrSp9b6tKzgfO4S2Rg8E/h3PnXLaNbI9lGzVwLmrRmzG0lZYRjZo2mYPMUiygXyzFRudhzGR0WV5vEDAC9gZHT7RwYuykE0QniicKWyhBpx6meglH8Q+ip3fu3Dnmwzc4hH2wR5+1O4g8FnxGYOjQof9HO80fOXKk8zEDsB+JaBrzURy57t0vwYTvFcdWo102OXoH+Fvt0F5r2Oqe8TSmQF8mXS5yIDqDrzutoAx7mh2Q/A7gvyvYz6dNWi3pGq7cLl26VJP+/RkzZmjhnHBJko6jDwTJd6eklZkCzxAwAvYMSm8U+UHCnHxbYF3za0ec7FoW72zuO+9CfMRAur6Mqq7BiehhkojpMuFANtoA0Z40bNiw92kfZxEMSFYrj/VuamrS/d6juFjKA/tjCgoKetEWg2kLLXO4MXH67J3e+a0nraSQuDmk0QhZq2QNIs+OpNdrSLnEHwM++uJRV8r4NeWJkLXSlcj+Io5Z8BgB2qMLKq8H+75sIwb6gJ6r2Ku+vn5sxERJHqC9F9BPNPI18k0SS6+zGwF7jagH+nwg4Qk4hD9VVVU5D1+wXYhzVpympMNarGUoybOSq/JyTt5aHEXY5SzDZrbIsAiA4XbIXORHLn6Ateke2kEL9X8LYV4+c+bMXEi3GNmD+M9xnA+S6B84ca0VXcxW8W8QV0ABWo9ZX6dayO8+tNPBtNcc9vXU+jukvRe5Gh2fo2sFOrckjdaJzoWE/49035N+Q7Z/ky3YVIdoGcsB6LaQBAKcO7rYbZo5c+ZtYNy8pGs4lbTRLbRPzaxZs94JdzzZONrfyDdZEH3MbwTsI7jJqObk9WQ6GqeqVxoOwvlq1NtsEr//jx/bcnw42zYBx6zpz7d0AAehaegx2jeJDwFGuJOHDx++DEfYCKbC8Vds16DlHkhRhCtS3HLatGl/IS5n0KBBBaS9hjTv8ft90mwP/qfzexDOXAQr0r2OY0Tnzebf7JycnLzx48cX06ZBEh5E/E7k7UQ6rev9GDqfQbdIO6eiouIS+lcfjjuvO6F7FlKL7Iy8SVqNkFdj+xPktxAnAg0NDWNpq6XKBp5vIc6SrvrdUsD5OtpJ63KXtIz3ah/9Rr5egemTHiNgn4D1Qi1OMmkS5uQPjnQbQ23CSehKPewomHy7MlKaoTzsP8J2L8RCDAQ0+uGi5iucXz2ih6KOBecisj3NNOMmAdLrQ9s6D7YR3xwg6lN69uyp19E2xjFvTdo/oetp8HfIl9GS7hH2xMEfSZzCt/yTNL3++uv6ZKG+otRMwsqLjsMYXWupyQ3QvRKbtChHc5naYUZkKOm01rMWA9mKuHnYXIAcRvom7GpE1zLknxyzEAMBcNsK0WtJehhrBm3kLOkaJtuFxGl2g423gXYz8vUWUl+0GQH7Aqt3SnHUCZMwZHAaltQxMgr74A3xctpf4Fhb3QccM2aM1g/uPj2wFi1kICexPo5fU5+otBBEoKSkZAT4zUPW4fS0ctV4HK6W+nyPC5gxtJ9Gud0guENramqch6WCeYNb8h6EPIXTPgmSPYV2ORXsvySumXyJE7HqwbmJ6D2ANmn+RJ32FRfUF0ir0fIg6WB0/Txx22HXpaQpxU6R6fnstwnV1dWfY+tupNda0Fpd60zs0r1nfY7yHPI2oVMPiX1J3U9uoyANEZlU5MCBA3tgTyFtciXbHNpR6zl3D5xTinIEDCvZWQ7OahN2vQu0kZGvd3D6qskI2Fd4vVGOE4+bhAcPHtwJwow4wm1h2UQc8wScaZ9g3Jo1a84iblHwN07kO5zwCpz8vsG4jrodN25cH7D6L6PCVTi6JjDRLIHaR3j9CfIS4XZiuytTvQ9Hwwkdm6JDSw8+AN4PkmcQo9GnlQcH3Yp8SXcV8a/isB9l2w3Rgv1snKB9xTk/9I90IuxmElYc/egmyujFfhXl/Q2dH2JD1A8u0PZ3kGczxFkuk3y3IyL/Tan7f9DRhNQyXf0G2DR/A5cyOmTYZJNN/k7F62n7j9k6AbwW6ZxyfvCPttXF0DDiW134cijpQFsY+SaNYuoUGAGnDuukSsJ5ysm7fk9Y69BS4CPke4ZtxIBjfZODd3HF3jwVDdkexe8XiW8OOIs3id+uOaID7eDU7sJpLoasGhctWrQY4jmE6mvFqYfATx8yKGC7KXI18a4Cuq4ET003LywsLNR0c/PUMGW1Il9mMjZHqW4lTCTfkeyrzDK2ToBstZ8bOObE6R/xbUhY8dh5MmX2ZH8JNrxI/R5n31WgP51F/l6Ic/+Y/E/SN+rpL7stWrRoPjY0Ye8q6hD2K1uuCsniROBxBOa3mukAmxeJP4p4JzDLMY2d18HyIbZJhp+z045Gvj/DkRV7RsBZ0Uw/GckJ64qEcX47cMJfxAi41YNXP2lp+3/dunX6UMMYTmDnPi95t8VJTG6ZEl0VOFpNrbaMbpf7Q4cOvQQsPkPqwbKJSurTgPp60POdOnXaReRDW/RmG/erI+gbC0m9D8a6xz4Akvx9eXm5yJxicnI43op8FQnu49leT9qPyHc9Eu5+vr6QdD3pWgXyhCVhylyF/ftzMTGEDNtTV02h38x+XAH9h4GF87lFSF2j6ffpO52weRh10ei4Ed2LmTX4c1yKszfxhtRf08vNNeD3ZNpsW0XQ9qdAyDvV19eHffhRaRIRMDbyTQS4NOcxAk5zA8RbPM4uJgnj/DRamhDpnmNombNnz/4BB6ER8ATI51D28ymn1dV5dXW17gMXkjfqe40cz7pwzDHHHAxZvIZzXIsjayooKLgBDDZBPubC4zcQlUacXZkePuChhx56J5EKoncvRE8bX0z+36JzLNOUH7DfHLChDfkytXsw7XnI8uXLgxdTO/JbT0I359NOIG5H7YcKJBmWhJUOGx7Bls0hievQcSo2LAKHNg+IKW0sgdRfpt/siL5CRO8fXwKG+txib4j+MuqvB7rq2X42evTodvdRCLA7AIzy6Cd6uIrdnwKYPAQO+YFzS0+7T3N7bv6kIfp/8Oyw5Bsdmcw/agSc+W3UxkJO6IgkzPSfRjS74HT/3CZjlAjS38rh3pCPiPhL9sOFVUTuiWR7KIBkanBcP7BtrK2tfQry2Y1KLcNR3iTyAI8iZAec6d3EJxxwyutTji5e9CT5bHTvRftpv5VO0rUhXyVgtKSHuibOmTNHazznYGcnRk+tZieUTnE6pv1wQl0ikrDSU8+J2KX7yHPA4N/gMq+srMwZtel4IoK+/6PcjRDn/jF6H0CPPgKyRV1d3UzKaAKbdWx1u0MXdxzO3gD+VyHrItTgS86tW8GgM3h49kof+Bn5RgA8G6KNgLOhlcLYiHMLS8KMZESgkjC5YkZpKnpvnIjzIFBoauK/RvSaSuihjP/NSPIWOSuIrgGpwxEejdFUp6kKUtSDUxr1iywuJt6TALFcRAF6D7ee6Vnd5w37Gg/2hCVf7P0NdjbS1vqyTs6oUaMu43cOo6ffhRqoOB1TmtBjwd84/qgkrHSkOaa4uHhzdDVA6h+CW6XivRB0n0hdeoC3c/8YbJ5Dr17V2hsMaqmvpqt/YLp6KvHZGHTutJrVCFaCuuqc0sNXNwTjkt2Cl5FvsiCmOX9yBJxm4zt68TizViSMw9erJQtwcFGfvo2EG/lm4yj0/qcz2gpNh1N+C+kdGp+JvyGiM3Dqesq3Dkel9ZHPxfYe2PoqFyn7U1eRQA9GfiOI8zRQ7nDKfB2lgyjrYMq6iOnZFfxuE0gblnyZotW7w7qQCk495zBqPBMFdUikQJI6pYl0vM17wuESTp069Wts3gPbjwezvanLakSLf4RLnnAc2B9AOcWI1qw+krI+QbowXT2G8jRd3ciMzne0pa8fKUi4Am0z9uBCK9KMid4F1oXeNW2zxR8DPka+8cOWcTmMgDOuSeIzqAUJL8J5jcdpNjvs+DQ5DwCdBAFrRaTfQOabhsnvXN0zNanRY5jD6Ys6+uij98TmFyC01WybGL3pdRmN1r/EoV8oJ88ITNN/e4PZ835YStk74xingeGf0H8t5QyHZN5gP2wgfVjyVWLsH8/2MWyey9YJtO+mtK9G1M7v0H86pjSh8aG/0RlzJKw83PefQh36o/NW6nQR9n5D24/QMa+F9nkcu7ZD9ES53j++hjKXUKcNwOI6tSnY6mLqw8GDB2fcx0G4UBgHJrncU2/zIBu26+G0X3Jcy32exDapAA5GvkkhmDmZjYATb4uMyYmT3Alj8pFiHP6rbBMKOLwxyAfIX3C6Gn210UP8chzir9scSEME06PlOKPlSGNRUdEr3C/VU9y6T30HDl2jjUKw2Qan+A8/zWPKtAtO9gZwe4lyXqZsPSldwX7EAJlFJF9I7hfo+h0SejHFtUR+xHv7HNQx9YOI5QYPQHSuSFjpSaulKztjz7yGhoYZ4P0SdW5+b1xpvJbp06f/gb7cDyw1U6ERshaN0f3VbTt16jQHGzRCXosdmtr1uvi49YGLCFjvR7fJyzlzH9g9x8XEe2zHtEkQRwT1NvKNA69MT2oEnOkt5MI+rr73IFkeJ7eWQFzAfqJhL0jskW+++UaO/zBIos1IgzI+I42e9ky0jITzQUzXU9dvcEJaiakJxzYKe/LZPsbUX3eIIh/pB+lGnYZN2IAwGbkIOBM8PkXWwwbd5415jw9cI5KvisCZawEVPRT1tX5LIPj/UNcc6hd2VTOl0TGlUVr9jiWkd03C0lVZWTkEkh/Afje2C6l7m4fBOOZLgIzLKF8riuWBc0/a/BUK0kh5EP1BZKzp6uX0j7uIT3nAnh2RV0MLpq11W2grzqkj6CN6+E4XiaHJXP2mnka+rpDKnkRGvn871QAAEABJREFUwNnTVhEt5cpao9UJEM8OOOClOlEjJo5wYNy4cfp82vo4iVtee+01PaQ0EV3SG5rjdeI3ygmN9eH3kCFDToBM3sOJ1bJtgpgup656DeotCGAI9c1FRLyDuceqka8PVoRXiU2Hg/Nz4FUKHqMgszOxYUH41D/Hki8q+VLPo9E3gHq1uueKcy+hrNU/awq/pzRKG/5o21jsjouEmU14q7Kycifa4RzKOgIMfqBOl7XV7F8MOK/Abj1N3gmc9HWn46jzl9jUHdHtkyZsagDLb+lD5/lnSSvNnbkBr1eMWkXSlnqw8X7OqdXgpafh1w+ca63SxfoBzka+sUDKwuNGwFnYaC1NxtGM5vfGOEVnmhWHtBMnfdwkvHDhwgtxYiuY+vsOfRppOQ+ToP9U/W4hOr4W53ZGizhPdo877ritKO9pnM2PSBMjnftxWlp9az51upo6alq5E9vdIQKNJjwpNx4l2LU1cj/2/It8t2PLEYzOnmM/ZlDdyOd8WAECOThcBtpgAnXWDEToYT381maEFZqI30qjtOy6C7KFclstWxkrJ3VW3ftQn8nINfSHzxgRh61TLF3JHqcvTKEdtkSc152wR+fCcurUnz50M+2lEbLuv751/PHHh31XOhkbqPsN5G+sqal5nG1zoL2dcwh8nXNo+vTpzpKuOteaE7nYwX4jXxc4ZWMSI+BsbLXWNus90VYj1URIGGeltWlDHxjSKHj8oEGDCloXmfMe6UeFxCX0E+dyH45qKU6scfXq1Z8ygjkIB7oWEroPh5qL8ypAtsDh68GmhMrwKJOWehQxao3fT7BtG+R+t7qpY9SRr/SAxblsF1PfVq/hDB06dGPic5HTkVhBaXIDeWKlbT5OmXGNhIMZ6WtngkMR/eFL2uwp2nEux9LqV+grF1Kf9bHLuX/MbMlsbKqjb+3y448/vouNGiGvpk0Uz6HkAvUuRcNipDlwzhTTj08kQn2GzU+BuDfAathPv2L/p08Y+caGKWtTpPVEyVrUMsRwHMllOJX3cILVoSYRF+9IeGecw7SWenBgc/j93x49erQieMqsIe1AjsUdSkpK/oDdX+JYtCJSEwpORJe+UzunX79+m2N3HrI+o4WTOJYRAUf9a+z9FGO2wNmKeFs5VeKjBvLHJN/Ro0f3QIlwbqO7oKDgPo41QSofsY0aAmm0mpfyRE0bepC8CZGw9NBXDma0OYj9jcFqHfdi72A/IwIj5KPpU12Q3A022EAzKm9hWAH97ihs1WIgev94KX3zZuLjDpwPm6NLH8Rozss5819+fAYu+jgDuz8F0ukc2/mnX9H/Y5uRb3SIsv6oEXCWNiEOTq+HRH3tCIfjioS5TyaHIAd1aygc9fX1EyGdSyEROS7ncKdOnW7mKr4XpBFzqhOyLSHvPJyJ1hrW14Okrz+KPuSe7nE4KE0rd8XWQyZNmvQV8RkTsPsA7P4vTvN0ZBw2nsSFwWfxGIiOmOQrfdw/FPlOAY+X9TtEtMDD8pC4iD+xVWn16kvENJEOuCLhCJm5NzsXjLaBkH5P246l7kvpp2dHSJ6W6DvuuONjbBxAPYvAOhc7z6Evz0d6MlI+j/YWIeshP10knhDLyLFjx25E3oLOnTtfEkyLDj1wtT+621xEUrbOsS6Bcy6Ypc0WHUa+bVBpfxF57a9KHaNGODmt93xzdXX1u9FqzAkfk4QZueh+7oJwerivJVLUVLQIwkmCo12Gk/8eB3O+E9Hi36BBg3riPB7D+a6EfPWkchVpd8bexYzkrq+srNS0spzfTtg+pUXWjNnlXuZG2D4Ju7Ue9sPY/Ctw1IgmLhvBwBX5Ut7uKD4FR96MMb+bA3Z0RfQZwua4aDtKi3SNlibaMcgp4ZGw9DIFfAN49cCGR2j3m8Hy/UAddTijhD54G/XdBHHuH9NH78TulYjeg78f2zVdrYvHV+nbfUKNr62tvZG09VOnTp3f4pj6zn/RrSU2W0Q37y4InHPNES13OH+MfFsC0o73jYCzsHFx7HoNqIRprrAOO7RKOMNYJHw4TiTig0Q4p2vRuQcEsQ1bJ7D/Gs51qH7gpG7HpkVIQ69evb4nTvrq0Sny0gg3H6e8ybRp05yPlHM8YwN1uYy66bWiZThJTTdPSsRYsHBFvtJNec5rR+C8VL9bSllZ2TEczwG/41rGR9tXWuVR3mjpoh3DlqRIWLq5cDkRDPsxg6IHol6HWNLy4JxscSv0Uc109OScycN+3XfXe8b6+tRA+vbiESNGaLp6FRcUznvenAOHUr8vg/oZ8V/Ffn/yHs42bOC80LkW9jgYGfmGRa19RhoBZ2G7cgJrlaQJ99xzz1q35uNQRMJLdIKHybMVjlIL5Yc51Byle5O6x+dE4OC13OVA9GmUqxF0N+x6Edkd5yPn1QsiSGrRAaegFP2DMEdTF80mDMSp7gkBXc5If00ixUPirsmXMsvAclPa56ZwZTHLIIfeEO5YjDiyNihvjGSRD4NBMwmrTpFTRj4ChsvQsy+YagWtXajvWrD+W+QcmXWEdjkE+zvTpzVdfQBt9SHSCdItpS5NWKtPdJazdQL9X69kRb1oC5xrWqXNyRP8hz6R7xLK1MI6wWjbtmMEjICzrHFxhL/G5GIcQtSTnDRtAie2HrRqRcKMkrSsZC5X/jPbZGgRQXlTcKJrcDBaUk+vKWmqTuR7Lcc0rdyFrdZYfrNFtozfxenpIkLT5JdRt8vB6BimDkXECdlO+zyNg476qlGIYt1K0MVNSHTzz+3RN7/5l8udQJ7tXSaPmAzy0ecQ9YWkQapbxIQxDoDpTPqHpnU1ZXsGuC9AYt5jjaE2pYe5oHwOPHZACqmL3j/W/VydC1fIEEbFD9GH1nAs6rvHgXMtN3DuKWsOWATJV89jOHEZ+c+M8hQBI2BP4fRdGX41V68dRXPYUY2AYFqRcH19vQj986iZfj7oOGIcTXdFMQr4lu36SNaFIUOG9MLp6QnVJzD+SZzmnmDT5mlyjrkOIigaaBBOeA5O+uBYGSn/UtJ8SNpoFz96xcd5n5S0rgN2KI8+6OA6T6SE4OIJCUs/OOt97q7Yp/W47wODN0pKSrbUsWwTLki1Cts3spup5/75+fmjiLtcv13I54Fzz8jXBVjtNYkRcBa17IgRI8bjuJ7FIcb9QFDLapK/mYQhUU2rtXqFomXalvuU/S2/3yWPc+8ZZ/Msvw9FsiowBXo+04CfUp9ctttAClq4Iak6tCRf8I1JvqNHj96QAtWeDpbstwm09zWKnD59esQ0Oh5OgnmCOsKliSdOddKFBZglNRIOlslFR2mnTp22RZ9Gkp/SJs491eDxLNkeGjgHcthWI+8yStaFT0zzqfeTnEcH0D4LwFXTzjbyjYla2hN4boARsOeQ+qOQE3VrNI/nqjluZ0y+NgGH6pAwJ//G3Cx0PZ1N+jkoOw2HOYD9e5GsGb1g81BwfAWbD8dZHgEJXKB7lNQnqRAv+aowtSN23IoN7+h3BDkZR10b4VjM6EDek2MmdJmAPuPZSFhFPvTQQ59S/93Y11e49qdtVtFGCc/uoCelgfbbErkXm7UanT7feIxbA3TOkXdjxMjXLWjtMJ0RcPY0qvPgFffS3E4Xu6nZLTjpRq7EXa8IRPrViPNaElf7ejWmiXtZI9wUlq40EOSOOHfdn9NavTcy4i3Bdi3ZmLRJ6Hbu+eJI54ig3ChkCn9/LgCGI1EvpsBZ70t/4EZnhDQfBHREOBx/tOqouqLXk5GwLKA97kc0I6DnCi6jrb4C1xIdy1QJ9Pkm+tGj4PEP8ODUrHbdVjrnyKOnq7U+dKZW0+zyGYE8n/V7qr6jKuMKW68s7IeT8nR0gAMYjfPQxxWW4PQWuMWXUYueYt0Cu0rJ80ldXd2JbDMuDBo0qBhHfj3O7jXq+kZlZeVOiJ7e9sRWdMdNvioYe5z7+HjsqB9XoG3yGSnrwkvZ4hbllY64M8bI4AcJq0ja5iJEq6JpqdMq8H2BNuypY5kmgT7/CefADdjWk3NiOFtXQeca7bIEeZ1+qdGzq3yWqP0hYAScHW0qJ+wp+QaqrWmzGhyqMx0txxCId7NxRsEkfBwnsh/bjAo4xtN79er1CUatj7PcBgepb+Xy05sAOSREvmCsi5WujJxuj2YJ6Zz1oCHpymjpoh0L5g3qipY23mP0GU+no1uWDwkfRZvtSVxP2lAXh3Evq0leX0Ogz+vjC+dBpK6fIaAtmu/5MgNSg5H6lCgbCx0RASPgDG91HP0ZnOCrKysrXS/876ZKJSUlfUjXq3fv3o7zwKHGRcI4SRHDx9hWizPSu5CoS3/AwR2K/A+7xuDgjqVe42pqavTwmGfG0SYJkW/AgPG5ublRp56VDvuPQH7UfjIiHcgRyeiIlBdsfSPhWbNmvYb+HWjDC8BrCBdUy8H9d5FsSXU8NqnPD8C+ZdjpvIYUywb6ZTP5Km3g3OsVOBcVZdLBEDACzuAG58Tswomu6cqYDjveahQUFJyH7mX33HPP8mBeHElcJIzz0aj8bBz8GmyN+u5jsAy/tpS/JQ7uHvTfRb3+zQXCYdTnGX57GiCBhMkX+zST8QKjcb36FNUu6tATfCMtZRg1b8uD0iFdLeO83Adj30hYdqJfD6qtz3459bgeDD/hHvqB/E5boK9p1LuWfj+ooaHhAjeGYHcr8lWeezj3qNMynYv6bdLxEDACzuA2z8/P12ipCiekdyY9tRTHMRQH8lqoUspyTcJMo77F/cx/4URWYmtZqC4vf0fTxejoD5T/CXZ8OWDAgK0huHujpU/0WDLkW1paqpWPRMAxL6bGjBmjV1Jy+/fvPzZRW4P5AjpyAzqD0Z5u6TMH05ecd8SFkafKA8po09Np28608bf0ubm0+VOBQynf0Ne0elkOdrzC7Iq+bhTVhnDkG8wAbq/pXAz+tm3HQsAIOEPbm6v8bXA2QzDvbcTzgPPYAQn7QNLMmTNdk3C3bt1EKFpYYaDnRsZQiGM7AdE0+LaM9LbHSY+fOHGiniyNkTP+wyIW2sNZZAN8Yr7nG1oCTlYzGdcwMv809Fjo7zVr1tyOY26aNGnSktBj8f6WDumSznjzxpNemFCOryRM29bTxgfV19cf1tjYqIcAayHif8Vjpxdp6Qd7oaeYvu+shc5+xED/bDPybZlY5yCyQ8s42+84CBgBZ2hbM7r8BId2MXIcJ/FjOJp9vTKV0ZiWkyyePn36XZF04lBdkfD999+v+5RXYmc39Oq1mUgqPYuHDPcTJijUp+7OgdROFF789iVQXsLTzjKI/IfhtPVFJV2sKCqqMMLaHafc4sMMUZPHPChd0hkzYZIJ6DO+j4RlIqPOJylrK/qcLmqOpy8sAWOtR67Dvor6OOVqJF5O318UrTDsikq+yhs4B4vRq3NSUSYdCAEj4AxubIjlcWR/nPcMzJyOk/kXI2M9/MHPxAMjiNNwIjEfTMLJuSJhbNS7jPr6UdQnexO3+KecR9fHt2EAABAASURBVB999IbCADymIzMoV69m6UnUnxL48J/ykiJfmYStupUg8tXi/YqKKrRNFyTa8pRR84celC6kS2i8H7/pMykhYdlO+1+PrAe+j3ORcRtt9e5RRx21q475JeCoJ5ebGIlH/dCIG/IN2ojOb3VOBn/btuMgYAScBW3NyX77jz/+qE8BrsTRfMZouPnj34mYj45DyPcsEjPgUF2RMIrewJEcydaXoDoXFRXptaKVq1ev1n1eX8lelcChJ02+OOJx6FpHG7p6lYYLrFMhlByI5TTyeRKkSzql2xOFMZTQZzwl4RjF6WMIx3F+9KeOq4qLi+fRV0SSsbIldJw+vjvycbTMtHnMkW9I/mcD52RItP1s7wgYAWdJCz/++OM/4tgu5eTfB9mbk/wtJNEHn7ZAh+sHlSjXIWHy/C4KXLdwvACbro6SJu5D6CtD3kK36r0vtlwqLOJWFGcGL8h39OjRnSk2OPplN3ZgqvgS6prI5wejKpdO6Y6ayMODtFNKSZg+sYgLjb0h4TLuD+8OCa9BbvSwSvpowpPgmEMZf4qkl74aL/nmoFPn4haRdFp8+0XACDjL2hbH9jaOZhROQET3e074SkTr6bqqCU6plLzOEnquMgQSUe7O5FuNswhLwth0P8dzST4Be5J2JozWdkeP3jW+Cr36gk4ZNvjyQBo2twpekK8UMq2oe5SzGP26mm1QHkRrfn/F1usgndLttd6I+mivlJKwDAHr6ZSrNZZvoq+eQ1t+V1JScqyOJSOcNweQ/xD6YpP6OvttAv01bvKVkqqqqkellzK0spyiWojttmcEjICztHVxNDNxBHvgZOZShTmcvH8bPHjweuzHCieQR1O5sdKFO34bjmK1HE24g8R9jbyF6HUbNvGH448/fj2c5t+YktMTtXOp4+6qa/yaEstB2UlPO6tknP5OjMQuAGvd+1WUKyF9IcTt+ZO90indrozwMBFkmHISlvn0myuRLvSjlxj5P8gF3Wu//vWvN9axRATs/oMsIK/6OJvWQecExxP+sAJ5dU6e0Fqr/WrvCBgBZ3kL4+Buamho2IYTuLBTp06f4gjOjVElPU2dzINLt1HWEsqRM2pVFPFzkR5EDuKCQPeZ2XUf0Hku9/L0mk4RddJ93pvc504+pVfkK0tw/LoImcDoZr5+uxEw0xrbOTU1NTe6SR9PmqDOYBnx5E02LX00LSQsu7l4G8FF4y+QwpUrV35F/cO+eqe0kaS0tPS3HNOszhr6ty54+flzoN8mNPL9WYOzp3NS56bzw/79hEB7/28E3A5auLq6ekllZaVWotJ7w4NxCC8hg8NVDQeyASOC28MdcxuHQ3XuCVPGgpZ5ioqK7sbRbUZccJ1odmMHiO9odL1EyqORIeg/V3ViP2UBGzwZ+cpgdJWAw07UQ19fUpQrYcQ8lvZZ5ypxAomkW2UkkDXpLGCRThL+iPJ3pe56+l9fcVrFiFgXSK7qBW663XMvbbqZ+njLTPRbL8g3R+ck5ST9hkNL22w/8xEwAs78NnJtYWVl5cvIEBzFTcjfIIIpOJrtgwq4+j+fk3x1RUXFB8G4RLc4tDYkXF5ertEBg9cGkUgd5Ud9kle2kWaKbEVuwvajkZcTtSnRfNjgGfnKBuoS14NXyiMh3waMnN/Vvh8i3SrDD91udNJn0kbCso/y/0P/6gcGd4PFlbT7l/TBo3QskpDmXoi7kU79JGkaAn2c3Zwcr8hXynRO6tzUOarfJh0DgegE3DEwaHe1ZNptKqLVdd7G0bzFSX3tuHHjCnEkZVTWsweZcGhtSBjn9hFX88fiTCZQ9oTRo0cXUWarMA5bZBPHZcs7OMVfYO/UVolS9AMH6yn54pS1NvB86lOeQBXyCgsLwz7kloCuNlkCutN6ztNn0krCAoX+dj7Sif2P6IOzabPn6JNt3pOm73bj+PGku1p9Wn2bfSeQx5ORr6Ps539vB87Rn2Nsr10jkNaTsV0jmwGVw9ldBxHq/vAGixYt+hQH8kscip4s9sw6ygglYT3RuQ/x+hDC7Lq6ulYPIeG4fiNbsGtDZGvSXeuZMXEq8pp8cdi9MUFTm/pIBbvuAyOxSvBoevjhh592nyu+lNKtMlRWfDm9TU2bp52EVSPsOBw89mG/D33yB/qmPubBz58Cffdxjn9Culs5d5TuUR0hnR/kq7WldW66fqNBtphkNwJGwJHbr10cwXl8zdX+aQUFBXqQpDNX2LrfOsjLylFGMwnjqP5JGX2lnzJFvhcz2t0BpzUImUP8CaQ5EZt+Q76wT5SSxvfgNfnK4Pr6epHvfdStzUcudDyacGF0MLisipbGi2MqQ2V5oSsZHbR9ppDwS7TX9uByMfUZTh/9HrmwtLRUz1Psy6yBRsA56tOk+SfHfCFfys7hfNGto/XGjh27qX6btH8EjIDbfxs7NeRqfiA7Wtz/Hq7q74UU7x46dKgemCI6+YBDdUgYR/USjmolDuy33C/7lv0JlDeLEvQQi8jpYKZnda+YqPQEP8iXUeWe1PNEcI579BtAoTv5/xfY920TKKO7bwXEoZg+kxEkLJPpkzdDxL3or1r29Ubu+Wo0+hh9+DX1ZeJXqm+DX8KvGqmcaEJZtRxfsmbNmnPYWugACBgBd4BGVhUZ9ehhk5dxev9ZsWLF1jiSb7ni1mtLV+l4G0kgAt0OCZO1GP0j2WqZwD+z/f3y5cv1WtHd7Kc1+EG+qhD4Og9ezZo163v9jkewaT8cfC74jYgnXyJpVYbKUpmJ5Pc6D/ZkDAmrbhDxqfTV7mB0O4SscyYn0JfVp30jX5UdkJfpS065gd+2accIGAG348ZtWTWcyC/47TzoNGfOnHqcy9U4mZ2I0/Twh0ytJb1aELpycKgi4aWUt59+SyhrisrUfjoF0vH0gatgXcDuGPY3xHnfzDbugMPV+876jGJ93Jnjz6AyGgNlxp/bhxz0mYwiYfrqWvqsXutzaqu+jCzFzp2dCH//TaUsnav+lmLaMwIBI+CMaAZ/jWC6+QDIthCncn/LkiCMj4g7nmN6cvcCCGo2snfLNIns46j6ky8XYlrMNiMC9YqHfOO1WaPfRKeeVdauON2UYRUoy9evBqlS8Qh9JqNIOGh7oA9rdkJ9Ohjt25bzUUu6Fuqc9a0QU5wxCBgBZ0xT+GrIqTjdiA88QcSPcuLrKc9qyLgap3Pr6NGjnQepkrBqIXlFwgvYpjX4Sb44ysup3DtgWMM2oUDbFHN/MZHXlhIqT2WpzIQy+5gp00h4xIgR6ru5VFl9mU1qAm2jc/XU1JRmpaQTASPgdKKforJxuBpdxHzwCQd4G2m1YP+aurq6TyEXPRmakJUQ+Ys4EueJ0YAjS0hPspn8JN+hQ4dqbWF9cCHh0W9ZWZlmH3KqqqqapzyTrXOs/MGygmW3SZ/GCPqg+qrWAR+ktkuXKeqz9N8lyAL15VTaQZlzOQ8PTmWZVlZ6EDACTg/uKS0VB9JmCb1IBuCcV1ZWVv6OPL/CEfwKR/QmksjDQQ+iY1sc6s7oCbt2dCQbvIqXA8eGQZQ/Bzs8d2j5+fnjcZR/R/d7idpcX19/HvbpvmyiKhLKpzJVdkKZfc4EnmklYfq7c+GIHfoC2LZU90EkZUHLXdJvPXtDIWWGW0FxI2AEHDdk2ZWhtLT0OCyuK/9pmUh23QWmVOdBxCPz8vK0rvNEyGw6Ttv1WrXkL6ekfEaJh8qRkTelJIy9ft7zzUH/r8Dm6BUrViQ8+gUffVt2c/R8pv1UisrEyW+eyjLjKYs+kxYSHjFiRDP5qu9ic36gL7ObmhA4V+sC525qCrVS0oKAEXBaYE9doYzQtCzkR4mWOH369Bk4wwE46+cQ3Zc6nPvD3dzoI/2XBQUFJystOlI2EoYcfSVf1Ye6adGNiXPmzFmr30lIASNp5ytISeiIO2ugzIK4M6YwA30mpSTccuSraqrv0s5faj/VwgXrRzp3U12ulZdaBIyAU4t3Okrbm9GOs4ReMoUzGv4rzuhmHEOR7g/jrM6KpY+0WlbxwGA6HKpDwhCkbw+1oNt38uXe+EnUqYiR0Z1sEw7YejsY5UybNu2OhJUkmFFlqmzZkKCKlGSjz6SEhMFhIXiEvud7IHHqwympa8tCAuds0m8ktNTpat8SpRQBI+CUwp3awsaPH68RTl+I81YvSsYZ/YiuWTiH4ejDZw1/gX9Hsh82kF4EtUnLgzhUvUu5mHyekzA6fSdfMM2jXlpiM6mpZ2ECjqXIGu2nQ1Q2UpqOsuMpkz7jKwnTb9QXF1OO+mZL0zahrdWHW8alZJ/zTOdsX/qbzuGUlGmFpB4BI+DUY56yEt944w09xfzD9OnTPZ1GQ9+LjIi1Ws8tOIpbGBE+wP0yPazSqm44NC1LWctxjRibjxEvR+cpCeNEfSdfVeCtt97S1PNc6q/P0ykqGVmfacZ5yShIJm+g7PWT0ZGqvPQZX0iYfhOWfNVn6du1lKvvVKeqms3lcI7pnP0hcA43x9uOrwikXLkRcMohT12BjG40Un3LrxJxTpMhou0YJXzI/bL3mZb+I1fsrfoUxz5AxoTaQF7PSBgnmhLyHTZsmL4sdVVDQ0PSo1/dRweXPKbzU/b6UWgbqGzZIFtCj2Xib/qMpyRMvwlLvqo7uIxBPtB+GuWtwDmcRhOsaD8RaOUs/SzIdKceAa7gd8WJTPe7ZEj4GhyF3h/edN68eZ9BxM6DVyqX8vUhhr20Hyo41KRJGCeaEvKV7dTRWfGqurr6c/1ORurr6/WUeNMjjzzyajJ6kskbKLspYEsyqlKWlz7jCQnTbyKSb6AyewX6buBn6jeUP13ncOpLthJThUBGEXCqKt0RyikrK9uWE7gbDkvrDPte5elMc0PEp+AwTkVOwcE9xYjxwC5dutxC4euPGzeuC9s2AfsSJmHKSBn5clFxBMbvM2PGjD+yTTow/XsASn5A0h1+CNiSbjtcl0+fSYqE6TdRyTfQV9cP9F3XdnmdkHrepHNY57LXuk1fZiBgBJwZ7eC5FThVPaUsR+O57mgKIainkINIM5kR44Nr1679E/s/LFy48EK2YQOOJm4SxommjHwDRnvy4FVAlzbdaKMntJNOCdjg6rWydNoZWjZ9JiESpt8sRFe4B66I/ikE+uryKVOmKO1Pken7v5A20rmcPgusZN8QMAL2Ddp4FXubnpP2SORFb7W614aDvKuwsHBrruD1kYFujIrPjJab9K5JGCeaUvIdOXKkbF/JCP+BaHVwe6ysrOxo8NDyk6Pd5vErXVVV1WjZIpv8KsMvvfSZuEiYfiNCjUq+shU8hiFvaD/donMYifimQbrts/KTQ8AIODn8MjY3DmSb/Pz8lC6hFwpGeXl5LaR1JSPhaznWHwf4PtLmgSyOOQGHGpOEyZ9S8j3iiCO6chExAUn6wSunkvxraGgQHo3sZkpoDNiUKfa4toM+czBtE3PtaPqNK/INFKwlKKcF9tO60TmsczmtRlixvlT8AAAQAElEQVThviFgBOwbtOlTzIjtcEpP+RJ6lBk2cH/4DzjJfK7k9drSb7GvpqSk5JctEwf3cagRSRgnmlLylU2dO3fWxxa0Gtjz+u2R7MhFyXce6UpaTcCWHZNWlCYF9JmoJEy/cU2+Q4YM0WIxXeizt6WpOq2K5XZOORH5nDM6p9m10J4QMAJuT60ZqAtEdxJXzV8EfmbEBnsWcDW/AyNiPV36GPuzR4wYcfPo0aN7hxqIQ21DwjjRlJMvZe6C3WfX1dV5NvoN1LUIvfcH9tO+CdhSlHZDkjCAPhOWhGlD1+Sr4rltcgZ4LNB+pgj2fKFzOlPsMTu8Q8AI2DssM0YTJ6yWf0zLEnqRQGAE/BzHnKv4yspKPRm9Db8bIDe9ttTmAS0cajMJ40RTTr7Ypg8lTADLiY888sgC/fZChg0bdhVY5FRUVFzxs7707skW2STb0mtJcqXTZ1qRMP0mLvINlH44WKivBn5mxEb9X+d0RhhjRniHgBGwd1hmjCZIoy9XzPuVlpZexQgzU55wvQ+AtkKcUFlZubyysvIipj8Pwd6DGQ2/BgEMcw4G/uFQRcJrOe7bJwUDRbXZMOWnRUy2ZQrwxjYHk4hg5H8ada5LQoUvWWWTbPNFeQqV0meaSZhi1/JbfYhd10F9VH3VdQa/Eurc1TnMubw/50Bfv8oxvelDwAg4fdj7VnJDQ8NFnLALOHF/ywhzJWSyFIJ7DILT14x8KzeaYhxhNcdzQ5+25V7b65DccEYd10MC12JrOWl2Iq0TyKdP5n3Fj5Teo8Qer187ogpO2IR2+cTZy6B/AZtardudKvN8KGdH2u+rQN9xrZ5+dzSJc8mnvspu6oPOUZ2rnAdLde7SLr/lXP5O53TqrbES/UbACNhvhNOgv6qq6nZGl4civThxdeX8T07iPsitnNgNnOBfMT33APvOlHAKTfysvr7+1+HKw+lNw95dcJyvYPPL2PgXRgCdlZZ4kbCna0dLbyQBl4s49iXlVrD1NFC/fDC4zlOlHiiTTbLNA1VpVUG/Dk47q8/EZQsYqG9+FlemJBPT1w7H5gfo71+x36BzFOmD2n9yHvSlD/ZCDtU5TZyFdoaAEXA7a9DQ6lRXVy9hhDkeGQjJdebk3oeR5mxtcbh6EKqWk/9dTv6/MQJo80GFUH3J/OZqXh8w+FU0HTibG7BvG+zrwQjgU5zTGUqP7ZpK9J2ES0pK+oDLBGz1+sGrHKYT71VdZs2a5cn7xNLllQRtCtrold5U6qGvBMlXfSWRon9Fu6uPJpLXVR6dYzrXdM4htU1NTc65SJ93tvTzzjpXkfE6d10ptURZi4ARcNY2XWKGM+X7CnIGRLcNUsBV/3Fo+gjSOY4r7o9wDitxDM8zFXYp8Z5+Cg0nMwli7Y/eqAH7vsMBnYkz1CIRZdj0LM71MJyTHKuvJIyNeuf334w4PF+IAXyHUvHVSKaG1QEbM9W+iHbRP5IlXz1015/2nxSxkMQOFOhc0jlFP14Jvs65hqqPdO7pHES2oc+fgbxCvIUOhIARcAdq7HBVramp0dTvSJzAhkguaX6P1EOUv8dp1CGLkGpGRiJqDiUe0P8mudfgLJ1RLftRAyT4HHmO4OLgDuy5HTvuy8/P14NavpAw+veinDHdunXT/d+otiV4sBf6X04wr+/ZArb18r0gjwugPyVNvuhQn1xDf1MfTcpCnSv0pWpE504duDrnFEp/j/5cROfaSJ17xHXo0NErbwTc0XtASP0Zed6MgziQ0WaP4uLizSC/u5HNGI1q+weSX8CV/N2IPibAz/gCzuhdJK4lGLHnfkSvLX2KHZ+SX6sU+UHCIt6JDz74oOcfSRg3btxm2J3buXPn38SHWOpSyzbZKFtTV2pyJUGcSZOvLKDemm15V/vxis4F5G4I93OkgT6qc8U5d3QO6Vyi/x6ocyte3Za+fSNgBNy+2zep2k2dOvVrnMflyAAcSDHK7kG+gJD1qsdcnM1aHOA85M9jx47dlGMxA3n1hOkeMROGSYANE5ki3BpnuSXSmSR1lL2QbdIBBzoWJetTxj/Zeh4WLlx4D3Vvmjx5ckof8omnIrJNNsrWePKlK22g7WOu7ezSvj2ou/pmzOTq65T9Z2SezgHyzUUOJuNcyPdg+lCxzhnkcp1DxFswBMIgkJNjBBwWFosMhwCk9xXxM3EwWyL57Oud1q/Z/mbt2rV6snoFTmkuZHY+cWHDunXr/sGBXnrYiW3cgftknzGSOAmHpxWLPsemrpS5LG5FIRnQp3u/nj94FSwGO/fm4uH74O9M3cpG2Zqp9gXtos0Xsu8J+Qb6Yq9A30Rt26A+TZlzkRXq66T4DVip75+mcwHROXEyt03+xzELhoArBIyAXcFkicIhgNN5ADIcOnPmzL4DBgwohMSuxXkXkvZaHFUTTus7ZDpSSpwTZs+e/QNplhUUFJznRCT4jzL/S/l6ovpiVHRnJLKae2/92Y87YOvvsf0NdD4Sd2b3GbpQxiz3ydOTMmBj2G83p8eitqXSXp6Rr7SrL6pPqm/qt0R9FlHf/Y7ymohz+jb4XKu+Tl/pq75PH8y4J9qx1UKWINCRCThLmig7zJw4cWI9V/834JD2wzF1Z3SwPc5qKuJsIch65JNhw4bdQdzH1EpPBLNJLlDepKKiovXQ8iPTf9/iLC9j33Ug/aY4X31wQfd/XeeLJyEjrGOVHlv1nql2M1aCNgZtzjRDaS9PyTdQP/XFj9Q31UeRevpoc99VX1afBpv91MfV1wP5bGMIJIWAEXBS8FnmSAjgsD7CYV2E7IRooX99A/dlnJlWG9IHGfZghPEaMhFnr4UHIqmKGV9eXq6nV/viND8l8UR0voOjHsV+zAD5ar3nG3GsH8ZMnGCC/Pz8q8jagGRLaAjYnFH20qaeka/6HP1EfeU1+o3u/+oWgdNHqfTR6rOI+u5F6svEWTAEPEfACNhzSLNEYYrNxJk9jiM7ju2mSB7Fa1qvlu25OPvFjDqWIf/Fyep1EKLjD0wLbkuuTxgJbwKxXoG+KqalIz7whQM+iPSH9+3b17fRL/r1fum2OPlvtZ8NIlvBT1hmjLn0i6TJFx1n0Cf+iyxTn6Ny51JP9cEm9Ulk00AffZxjFgwB3xGQI/S9ECvAEAiDwLcNDQ1v4fDWX7duXQ+O34QzXA/5Gw6yEWf5LVOCD5WVlWnEzGF3ARLWYh3fQCJa1/hJyPhJ9P0d6RmqgTQi3omTJk2qCz3m5W/KKcSOf3up009dslU2+1lGPLrpCwmRr/qO+hD5v6X9G9W3EN2uuEl9Tn2vvr7+LWzJmosjbLXQjhAwAm5HjZlNVcERPsN09KGyWQ+/MPq4Boe4F9uuxGlKcCbHd4OkZ+I8a5EPkFv0wXSORw0BEl4MiVxZWFio15ZyyfAp+YMPfuUw+tWHKXIpz1diHDVqlLPuc3V19R+xIStC0Nag7ek0GvJ0Tb7qG7TxLYj6Sq36jvoQ/WAmddiDtu4a6GPXqM8Rl8PxQ9UXtW9iCKQaASPgVCNu5TkI4BT1TvEWzo+QfzjKN7knezbb7RE9XV2Gk3yLZKUFBQVv4WBXIS/inK8cN25c2Cd2gyRcW1v7Pk73AkZ1RzY1NR1JvleYlh7G/nj0aQTMxr9A+Xrwqta/EnzTjOm1st23AmIppn2jkq/anjRX0qYvIqvUN9BZqr5C+5ap7yDbB/pSpBWutiCt+iJZLRgCqUXACDi1eFtpAQRwjLrP1shItDQQFXEDmVZDoseQZ2P2GbTkXYqTXY1csmjRoh9xvkuQR9F1UkslpNV0tLNiFk74VX7radcbGRndRroX0TeHra8BY/tj5we+FhKvchfpZbNsd5HUlyQQa1jyVRurrZElanvsvARZja2X0r55tOnG6ivsx1xUA13qe43kUV/0pR6m1BCIhoARcDR07JjfCOh1pBPiLWT69Om34WQPwXH26ty584aMYG5HxwaI1otuwDl/idw/dOjQQ3HEzSTM8RzyPEzcJmzH6HcKJI/Rt56CTkFR3hURsDkt/qEl+aoN1ZaI2lRPkjttrTZX29OOvdQX1CcSqL36nvpgAlktiyGQPAJpOcGSN9s0tBMENPLYN5m6TJkyZSGEehWOeHcccWcc836MiB5H9mNK8jEc97qA/nz2lwT2U7LRA0DYk4N9MUdjKTEojkJks2xXHeLIlnRStRFtp1XWcthfpzbkt9Om2KN3zDurrbHvKrV9AgW2zKK+pz7YMs72DYGUIWAEnDKoraBQBHCs/2KktWFofDK/ccwvQcSnI1vjqAso4wQc9yds69G7PqMrTXs/y33g3/Lb18C06BHIKl8L8VG5bEeO8LEIR7XagulgfXKykYj1ES2EoTY7QW2otkROV9tyzLOgvke/+JdnCk2RIRAnAkbAcQJmyb1DAKf6EQ5+Fc73fO+0ttZEGeXc/x2BI9cn4HIh44XIXjjf8ZCxlstcxEirqqSk5NjWOT351YOynvdEUxqUBGzXK2Keli6shTntvkhtoLagrL0oZCHtlItsqDZT2xHnS6Ds89X3KOMjXwrIVKVmV0YhYAScUc3R8YzB8b6NAy5LVc1x7P0p8yNkTX5+vp7CvodR0Jbs3wMp1EMIn7H996hRo/ZLxiZ07Ibe3OXLl6fqXnMy5obNK9tVB9UlbAKXkcISHf8OYFsvrNG7JdnvYV9PIa+hPT5ihJvQWt7oiTuoz1Hm23FntAyGgIcIGAF7CKapih8BHGEluXZDUhZw9M6DWQ0NDS8zAroU2YVRV6fCwkK9l/wMhhzKsWcgjDWMlN6EPK5jmjRecrgVPY1z5sxZzjYrQ8B2TQurLq7rIKyEmbAThsKSzA62wlhYC3PkUo69zDFPvmqEnnjCboG+F08eS5vdCGSc9UbAGdckHcug3Xff/W+MhtYbO3bspqmseZCEIQi97uIUXV5ePpf4kyCILSCHfOwaxyhJqySdjrOeD6Esh1jmMIXavKCHkzHMP/LuTvRSJNvD0kBdotZDmAgbYSSsSHy6sCPvOGEpTIWtMOaYEwLYp5x81dewaz31PccQ+2cIpAkBI+A0AW/F/oSAviyDo16yZs2ac36KSd1/CMEZCQeIoE3BkMb9yBCkLyO3Ttj5Fxx3J+4dXg/ZaLlMfW6xoqysbERoZtJ2hoimh8Zn22/VQXUJtVt1hmwrwO47YSFMhA1p/yKshBki7O4Pzavf5NOFT8rJV2Wrr2HnEvU9/TYxBNKFQEoJOF2VtHIzGwGc90tYOBhJeYhFwkGDGLnVQijXM5rblzzduHe5I4TzEI58B6ZRH4aE6iCkj5B/IdcqH+nO1DabJVgH6vQnRHX7SHVVnVV3YSAsSNdN2AgjYRWtzukk34BdgwN9LvDTNoZAehAwAk4P7lZqCwRw5FNx5Nu3iErpLuQRdSQczpiKiooPIJsLkR2RIkaKJchrpB1Kfa5EciCqV7kfOmH06NG9ic+qIJtlu+ogw6nblWyHF5WlyQAAD8BJREFUsn0NKVGdEdX9QmHBMVchA8hXX6fanvaZ6spgS2QI+IiAEbCP4LZWbb8iIYAjf4BjhYywDmCblpAICbc0tKqq6lF0HMsoUJ9bzGWENY7j3zNSPL+urm4pxLMMMnuCbcKfW0Sfr0G2BWxcJptlOwV+z8XROOqWp7qxPVZ1JT7ugP60TTsHjQ30scJAnwtG29YQSAsCRsBpgd0KDYPAV8TpC0Vs0hMgl7hHwpEshazuxMkfjs7e3BNdnxHXzaTtBZndBMlpMZBvIKSp3EuN63OL6PAsqGzZACl9I5tkG8p7yVbZLNtVB9WF+KQC5aSdfAMVUB9TXwv8tI0hkD4EjIDTh33WlYxj1kfaB+GsJ8QrsdIDxgr0j4yVzu/jkNA0JBfC0BeXPKkno0kt+kAVc2r4dwP1nIR8RzmHM8qspk4NlLeY7Utsb2Xrqlx0DUKP2oTd2AHdO6L7Zrbvsw1+rm8PclYzrTwQsu2C7MkIdwL3cZcR70mgvEwhX9XnYP7NRSwYAmlHIC/tFpgBWYMAzv5jRK/leG4zet9APF91KUFDb4McV2PP7xLMHzUbuheQYBZyC3INUo4sRvRg19lsdb/1N2wPwIZCtmEDx75FPg57kMiBAwd2gWivYIT7AiS4inLfIf1o5L38/Hx9XaqQ0e12yFmQ7htk8TxQbiaRbw5134yLjbs9r6gpNAQSQMAIOAHQOmoWnPQEpiWPr6ysnFDpsaD3FAiilnunH3mtO0F9/WjnL3DYZyWYvwVGlbH2x1J/PdDUvbKyMpdRsdap/hQ89kRExudiy17sf87xZl3kOV5twrHmANmeBOk+gizZdNNNfyTPZdRhHaRzBXnzyNOfPGUVFRWVzZl82sk08i0tLT2OqtZR//+xtWAIpB0BI+C0N4EZEEQAovgQojg2+DvdW8jKs3vC8dSlurr6FshyECPTnlyQbETeSRDpRmBzO8Sq6eov2d43bNiwgyXah+wU16A0Sqs8yisd0iWdxKUsYE9GjXxVcbA5Vn1M+yaGQCYgYAScCa1gNgQRmM3O3kjGhHSRcBCA6dOnfweBXgmR7oYtWtxjLAS7AhnDNPJTkOxTpNV604rTSLqz0iqP8nIs5SGUfFNuQOQC1bfUxyKnsCOGQAoRMAJOIdhWVHQEOnfurDWH+5KqAMmYAPE5I2FGmgvSYRRTp7+F1J6l/B8g3oeRDRnJPVZfX38c09WaVn0MIt6QEd7DSqO0ypMOWylfGKVlhasY9VWf6hvoYzGS2mFDIDUIGAGnBmcrxQUCU6dO/Rpi+YFp1YtdJE9pEpEwti0JEIyvZUOgY7iXO5PtQsprgljHQ7A5yETsyGWE26+ysnIY08pTJNpXnI4pDZKjPMorHQFdGiX7ajflLRBG2KELFl/Lile5+hS2/aA+Fm/e5NJbbkMgMgJGwJGxsSNpQIDR3TwIpM3aymkwpU2RIhacuOckPGbMmH0gr7sgyk+RejC4DwLdmrLu79Sp0zYQ7HoQ7AFMKf+1jVEhEUqjtMqjvNIhXdIp3cinKktlhmRN6ic6M5Z8VTH1KTCYp30TQyBTEDACzpSWMDuCCEzHUe4S/JFpWy9ImOnh/hDWdYzK3mSEumbdunXPUc/DIcvn6+rqjoQ8O6mcqqqq3z300EOfciyhoLzSIV3SKd0qA2WHq0yVLRtki2wiPqFA/owmX1Uq0Key/uMYqks2idkaHQEj4Oj42NEUIwBR/B2S6FZWVuZ6gYkUm5gjQsPGuEbCkN05ENXTjECXMyKdj83jGJXNR86kzvnI5siJNTU1T3LMlyDdKgNRWfkqG3FskU2yTTbKVrcGkD7jyVd9ifbqRr3/7rZels4QSAUCRsCpQNnKiBeBhRDCWfFmSmX6WCQ8atQoeGx4OQQ1H2lkBPYX7NNTzDf069evK2TQBzma6eJ7iU9LUNmyAekjm8D8BgzpLFtlMzKfSpSrLsS3CRzPePKV0dRLfUmvRemniSGQIgRiF2MEHBsjS5F6BF5gxHJk6ouNr8SWJMxU7u6MIP8FKTmf66uvry+HyDSVXsHU766QnEZg+5DnukmTJq2OryT/U8sm2Yad+yDdZDOlVqgOqgv1qkM+Uh1VV/azgnypg1a/Ul96QfsmhkAmIWAEnEmtYbY4CODwH2QnY6egsS3n5JNP7gkRjYeg1iB9mcp9nfgSLhxez8/PHw6JFSG/QM6bNWvWOxzLqiCbZTuiOhSpTqoblShRXVVnZI0wEBbEZ3LYNtCnMtlGs60DItCeCbgDNmf7qDL3KqdRkzxGW4ezzZhQWlp6GiO/x7Fr6fLly7+HiC7AuBVMcZ4NOb2LFDCKHFtRUfEI8e0qqE6qm+qIvKs6U8EVwkBYCBNhI4yIz5iAXepDeYE+lTF2mSGGgBAwAhYKJpmIwBc4+ZPSaRiju6O4BzoF+RpywZzGm/m3Pjb9s6GhoS+jw97IYRDTHcjOTU1NcT2YhZ6sCmDQPO1Mfe9Q3ZHewoKK/FPYIDeTrlGYIVOEIcfSFrBHfeiLtBlgBRsCURAwAo4CTlYfynLjGVk9yRTngamsRllZ2S8gj78j7zFy0ochqrFhT4j1EezZG7LpUlVVNXDGjBnjq6url+SE/EFK7ZaEwaSZfEOqnSMshImwEUbCSpgJO/arhSX530P+LoxD8/v5GxsOxAbfniz303bT3f4RMAJu/22crTW8C+e5sZ/Gjx49ughyuIyRmvO5PkZy71HmGOQDyh0LmRQi20IsZ0yfPv2VHBd/7ZGEIc6I5BsOEmElzIQdos8pjhWmyBhhDN6rkBeEvdognA6v4ihTfegur/SZHkPASwSMgL1E03R5hoCcONOHtUxhnpqA0ohZIJMTkVnI4rq6On2mT5/702j3Ssgij5Fcf6QUSXjRhvZEwuAUF/mGA15YIsK0vzBmROpgTvteqTagjMWI2uTEcPkTjVPfoYxa9aVEdVg+Q8BPBIyA/UTXdCeFAKOX93HWSa1hzAjrIEZb9+Lgv2DE1YBBd6J3Y6ZI/11cXLwZZNkDOQiCuJljngV0Zv10NJglTb7hABXW4HMQ0kNtoLZQm5D2TrUR5X4xfPjwe9V2xCUc1HfQ+37CCiyjIeAzAkbAPgNs6hNHAOdZjewZj4bS0tLNceI34MDfwpGvZYSlz/UdiB5tD2IEVgwB6NN+l/u9MD8EIxJeih0L4qlD0mk9UCCbIcalqoMH6iKqUBtQxuVqk8rKymISHhRoqwPVdtixVm2pNlXbctx1QM+eSLXrDJbQEEgxAkbAKQbcinOPQH19/S2QQG9GQt2i5cJBX4SjfgbRK0FfkOdkHO+XjIBOxann4+C3xMGfijwbTY8fxyh7J+zJKhIGR418Rb47+YFJNJ1qI+RUcNtSbac2VFuC4clMJ3+BbSuQZ9Tm0fSoz5Cnt/pQtHR2zBBIJwJGwOlE38qOioCeriXB8oaGhgvZNgdGQ6O5v1eJI16ANOGk/8jBPBz0tQMGDCjEcetzfSXc+5tMfNoDZJI1JAyeaSPfcA2lNqQ9S5B+alu1Melo8rw/YmsTskB9QX2CeAVHAn1meaAPOXH2zxDINASMgDOtRcyeUARex5keh4O9E/kEh1vPyOYBRkXbIpPz8/O3Y8TUHQe9f1VV1Q0TJ06sD1WQCb+zgYTBNqPIN7Td1LZqY7W12lxtrz6AbKs+gf316iPInfSZY8mv1cnYWDAEMhMBI+DMbBezKoAAI55yhjtb4mCPZP9FnO1gHLA+17cTTvjiioqKjwNJM36TySQMeWU0+YZrXLW9+oBwVZ9Q31AfUV+hz2zFfnm4fO06ziqXVQgYAWdVc3U8Yxnx3I6T7YyD1RPLJ7D/RDajILKAIDLqnnA2km+4PqC+Ab4nqK+w31l9J1w6izMEMgUBI+BMaQmzo8MgAElkzD3h9kK+HabzWEWjIZB1x4yAs67JzOD2gEAmkLCRb3voSVaHbEbACDibW89sz2oE0knCRr5Z3XXM+HaCgKcE3E4wsWoYAilDIB0kbOSbsua1ggyBqAgYAUeFxw4aAv4jkEoSNvL1vz2tBEPALQJGwG6RipnOEhgCiSOQChI28k28fSynIeAHAkbAfqBqOg2BBBDwk4SNfBNoEMtiCPiMgBGwzwB3FPVWT28Q8IOEjXy9aRvTYgh4jYARsNeImj5DIEkEvCRhI98kG8OyGwI+ImAE7CO4prqjIOB9Pb0gYSNf79vFNBoCXiJgBOwlmqbLEPAQgWRI2MjXw4YwVYaATwgYAfsErKk1BLxAIBESTjX5elFP02EIdEQEjIA7YqtbnbMKgXhI2Mg3q5rWjO3gCBgBd/AOYNXPDgTckLCRbzra0so0BBJHwAg4cewspyGQUgSikbCRb0qbwgozBDxBwAjYExhNiSGQGgTCkbCRb2qwt1LaImAxySFgBJwcfpbbEEg5Ai1J2Mg35fBbgYaAZwgYAXsGpSkyBFKHQICEVzU1Na3SfupKtpIMAUPgJwSS/28EnDyGpsEQSAsCEO82krQUboUaAoZA0ggYAScNoSkwBAwBQ8AQMATiRyCbCTj+2loOQ8AQMAQMAUMgQxAwAs6QhjAzDAFDwBAwBDoWAkbA2dreZrchYAgYAoZAViNgBJzVzWfGGwKGgCFgCGQrAkbA2dpyHdtuq70hYAgYAlmPgBFw1jehVcAQMAQMAUMgGxEwAs7GVjObOzYCVntDwBBoFwgYAbeLZrRKGAKGgCFgCGQbAkbA2dZiZq8h0LERsNobAu0GASPgdtOUVhFDwBAwBAyBbELACDibWstsNQQMgY6NgNW+XSFgBNyumtMqYwgYAoaAIZAtCBgBZ0tLmZ2GgCFgCHRsBNpd7Y2A212TWoUMAUPAEDAEsgEBI+BsaCWz0RAwBAwBQ6DdIRAXAbe72luFDAFDwBAwBAyBNCFgBJwm4K1YQ8AQMAQMgY6NgBGw6/a3hIaAIWAIGAKGgHcIGAF7h6VpMgQMAUPAEDAEXCNgBOwaqo6d0GpvCBgChoAh4C0CRsDe4mnaDAFDwBAwBAwBVwgYAbuCyRJ1bASs9oaAIWAIeI+AEbD3mJpGQ8AQMAQMAUMgJgJGwDEhsgSGQMdGwGpvCBgC/iBgBOwPrqbVEDAEDAFDwBCIioARcFR47KAhYAh0bASs9oaAfwgYAfuHrWk2BAwBQ8AQMAQiImAEHBEaO2AIGAKGQMdGwGrvLwJGwP7ia9oNAUPAEDAEDIGwCBgBh4XFIg0BQ8AQMAQ6NgL+194I2H+MrQRDwBAwBAwBQ6ANAkbAbSCxCEPAEDAEDAFDwH8EMpmA/a+9lWAIGAKGgCFgCKQJASPgNAFvxRoChoAhYAh0bASMgDO1/c0uQ8AQMAQMgXaNgBFwu25eq5whYAgYAoZApiLw/wAAAP//U0Ko6wAAAAZJREFUAwCxEndTnhLa8AAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="45" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="36"><costumes><list struct="atomic" id="37"></list></costumes><sounds><list struct="atomic" id="38"></list></sounds><blocks></blocks><variables></variables><scripts><script x="132" y="96"><block s="receiveGo"></block><block s="doRepeat"><l>4</l><script><block s="down"></block><custom-block s="Square"></custom-block><block s="turn"><l>15</l></block><custom-block s="Square"></custom-block><block s="turn"><l>15</l></block><custom-block s="Square"></custom-block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-192" y="146" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="29.580000000000023,147.89999999999998,0,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="34" y="33"><block s="receiveGo"></block><block s="doSayFor"><l>This program should draw a geometric pattern of 24 squares arranged around a center point. </l><l>15</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="square program Debugging" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>