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zVVeg1a8ruvbfKcUDVwb0cNydp+IL/7f0PX1u2dua8FS7dIUN25HSlLu2yDBEgAsWFAFkn/nxK/QOt4Gbo7bdcFL85v5rY+n83a5Ha93GQc+fN57iqFF4VB3EHEEzaIbInrGcvvrxShq92HNQ7L9wYOZePY9MsRgSIQLEgQNaJOZPgg7MvuF/f0UEr8GCO4E7m0K1K0abiHcCKdc8dY1wPcrwqTrt2ZZMnl7VqZe8WBsO5j/9FZujxLQ9hBg8ob9XyiJYtGqHAs8+vUJa32XedO3TIiQ4jYxEiQARKFwGyTsy5RxIdeUcHG/HjcybGbMuvmrwHes3Ynj+dMMLpIAe3cObMKVu2rEaT/fqVTZhgD+sJvrlv5kvSWugVCmMcOfyEwQOPN8gPutFZF81G+WjWvxTBYlNEgAhkBwGyTpy58io6kWOgWbvF6f31U59UilQEBQLhbf785xqnOKg/fnzZmWdaegvlG1j2ED975IiTgzQtoNHt9DujiRoHddYhAkSgGBAg68SZxUcee+Xmu1/WNbEvw4/ZSRdx6E1rURGsasgRN2NG2aZNNZrHQQ7CSLdvH9QndBRk2rboN/DPRgbuE3scGzo05VXBcx2H6WURIlDqCJB1Iq8A3FA5+cx7ZLW03Lek74CrVQ0mNeg3Koin/IF+c9llQVY18A2uGfm6QaONUOXGC1mHU27NhTNF5LlhBSJABAoeAbJO5CmSfsyqcirv+DjIuf3uhTjJx6Z//50/dnJM8DWpQcW54oqy/v19BwbKfGL+siD/NHflRjYOyREx4f8eG++NeRoZXFYgAkSg2BEg60SbYa+i470ZGq3F70rjcAWJEnCQA41h8nU/DPc/RgRPRFQzTGpoCI4D48b5JmeDIoXA2Pc9+Kr0u9OiYhRnDOoejzYgPK71TJk0KsbAWYUIEIFSQ4CsE23GvYpO8nd8dUoEFWfajWeGex7jCOfpp00vNQzCquJoVjNGi04ROG7ggG7hPBeME/gMX4ae/UQDmqWJABEoUgTIOhEm1qvoJDzM0FY1JxUHRzjPPVcdvlMKHqzi4AgHebW9V3AYxibCxLMoESAC6SFA1omApVfRSeIwrfQPdB+u4iDQwGuvVWab9v5AxcFdHL8gN1BB/jBvqfcIBwyHVKfxjGkRwGJRIkAEiIAfAmQd13XhVXRi3wzVfODkqIZw0X/4g3kLR0mNBDn4rVfPOwa4X3uPcMg3rpPNckSACOQMAbKOK7ReRSfeVXx1Swa93jR5RIijWpDLACojws3Eib53cXxv4ZBvXKeZ5YgAEcgxAmQdJ4C9ik68m6HKcQB0hTQ8tuP3IJcBCBvsNeBrUiPfOE0wCxEBIpAvBMg6Tkh7FZ2oDtPKcaBJ4/ohjtFBtz6VmGPHlg0b5mtSQwDs6fe8IL2iyTdOU8tCRIAI5BcBsk443l5FB3Ui3QzFKcuj89+ePu082xk+XAYWLy6bN89foGAvNfDZA7OXyEAD5JvwSWUJIkAEagkBsk448F5FB14A7pciQVqvvr46JBWbxWUg+AhHXfyUoa8RXGDStcPonxY+qSxBBIhALSFA1gkB3lfRSX4ztLpX38Cd6mvrxU/Da4D3b2rpCWK3RIAIREOArBOCl1fRie0wbfa0fXvZY4/5RBlQ5ZCh4PTTfY9woOLMf+ZNHfQ6Wo7RaMuDpYkAESACKSNA1rEB6qvoJLkZWtUZjnAWLPCPMoASCBd9wQW+sdTwpVRxVDybEHe4lBcMmyMCRIAIJEKArGODz6voYKN/+dmfJ4LcN1C0ahEuA6NGBWXEMVQcONFdMXYwo58lmgtWJgJEIO8IkHUCIdcpMmWJeDdDq1qwHOHAZeDii30D26i6UsWBL8NV485IEq8z78uMHRIBIkAEqhAg6wQuBZ3TU5ZY/drUOOoFTGpz5/rkXkPTVpcBfC9VHLpE88ElAkQg6wiQdfxnEHv92Rfcb6SiiXoztKppi1d0sMuAqou7ODfe9DiSQ8OFITyCTtYXI+UnAkSgBBAg6/hPsq+i8/r/TGx9dPMIqwKBBubM8fdSQ9TOs88OchlQXSgZXPPuRBCLRYkAESACtYYAWccf+jHjZkDDkN9FTqUTpOJYXQa0iqOyWd/2s0Gjz+0bx6ZXayuKHRMBIkAEbAiQdXzQQeabSyY+YXzx9MOXh4SI1hWCVJwwlwHVgIqo1r93W6dU1mHLG6bCrdsqKnbt+3THZ/u/OLhm7Seqxht/3eKbyhqmvPIOzVCgcaN6ncuPanhY3XbHtGjTujmZLwxpfk8EiIATAmQdH5i8ik6Em6FITzBrlk86nLAjHMgBhvjdrEXvrNgWErHNOrPwdtu0ecf2HftAMDI4m9NyCC4EQ9+IMzqBh47v2pYRdxKCyepEoJQRIOuYs79i5YZRV/7R+HT2XecOHXJiyEIJuvtpvfWp21SOAxePPiUkYptHCHDVuvXbVq7avGz5R95M1blY3JHC0OVCALZJBIhAdhEg65hz96tbHzNUBKdUOghvgwzTK1fWaA4mtZ/8pKxrV5f1AdZp2qSRuyEL7JhPppFDSCE6gwsiLEMEiEAxIkDWqTGr2PoH/GiGMdE40r/0oh/YZt/XqhacCyf2QkKEnrXrtr62bO3MeStiN5K8YsxLS8k7ZgtEgAhkHwGyTo059IbAwdchqXSeecZMitO9e9lllwUFtomxZkA277734VPPvpcfA5pdQprXYswgqxABIqARIOtULwbfWJ+2Tdb3IAdeAzjISeMHBzZ/e//DuY//pRDIRg+I5rU05pZtEIHSRYCsUz33vjdDA1PpgHJ+85saBzlQcUA5rVolX004s1m8ZEXtmtGCRkHzWvL5ZQtEoJQRIOtUzb5vCByk5nzgnit91oeXchBrAL/16iVZTCrrKHJdGxdUk7SZbl2a19LFk60RgRJEgKxTNem+N0P9rUkG5SB854QJlnDRLqsKl2wWLFyeRLmBox0ulqqrnegRt2pUvy53a8B2u3Z9/uWBr958a91/zfqLRWCa11xmk2WIABGwIEDWqQLHezPUP5WOQTnJrGrq5Oa+mS9FVW5wa/Xknq1BMB3at2hQv64Ltbg8BgiLMH7KM5aSNK+5wMgyRIAIkHVC1gBUjbMumm0U8kmlY1AOvAbgqxbLqga+WbzkvfsefNU3LI1XXNDM4AHl5R1bIj5NWhzj7eXaGx+2eC7QvMathAgQgeQIUNepxPCue5/2Wrd83utvu63afQCnOMjDFv0H5qwn5i977On3Q/kG8UZ79+oAbaZzeWv326PRJaqq4evCJ1ujeS02tqxIBIiARoCsU+a72/qk0nn00bIFC6qA++UvYxzkKL6xH5zAf6Ffn46nntIpdwpN0OqneY37AhEgAnlAgKxT9shjr9x898sG1mYqHaQtuP/+2JRj5xscIF00qkfP7sec2OPYPOg0QavKGwpIlqR5LQ9PI7sgAqWAAFmnbNA5vzGMXWYqnY0by6ZMiUc5Fr7BUc3I4SfUilrjXdk4Z+p2+p2WFU/zWilsBxwjEcgDAqXOOuGpdOBBcPPNZZs2VU5GFMOa8hdAMlBjFhXZDB54fLS0pDleC744yD7pvZbjGWDzRKBUEPh+qQw0YJzPPm+G0QQr1MjetnhxDMpBmIOzL7hfUg6aRRRRGO4enzMRsUQLinKADSKKWlYCzGu1aPor8SXK4ROBIkOgpHUdXz+CGql0tG3N2WMNwWzu+O0iff9GndmMHHFyodGMsY47nHIrzWtF9mxzOESgMBEoaV1n0eJ3jVmpvOHft1v1h3PnVv7dr5+LkzSyJOBAHhnhFOVAP0DS65ef/fmEq4YVOOWAKe2rE24Ohbl8KRURIAKZQ6CkWeehR5YbEwa9pNqUhKw5yNKGzGwIeGP9wREOHOGQmAfp4GBJw/VSJEeYMmlUDUtdAS8NBMKhea2A54eiEYGiQqB0WQfn5957mheO7lc9vbigg5/Jk+3RB9AOjnDgew3lBgGqcWyDFNRNmxyeoWWCK6sWaU/v1yVDY6GoRIAIFDgCpcs63vNz0EY1W0DRgd+aNXMBjoVgUpt627M3XD1QKTf5v9qZfHkhGpA9SgLNa8lBZgtEgAhoBEqUdUAY3hA4543sU0PRQWTP4Pxs8FKbdtuT5wzviZObzCk38gF46+0PaF7jjkAEiEDeEChR1kFCaANinMdUaypwXVOKjt8PGAuUg1QCSL3T99SueZuqHHW08Pm/07yWI2zZLBEgAl4ESpR1Zv/xDQOLG64ZUv3Jm2+WjR0blBUUVjgoN1k0pnmnH3539iQLNK9x1yACRCBdBEqRdbxbLRyma2yvONQZNixdoAuztb++Y+p8Uk5eDi3MWaNURCDTCJQi6yx9dZUxZ1dd2qfaYRrmtbPOipc1J3NL4f+WrqZ5LXOzFkNgePYj3iB+1d2sWQ8txr1gpFMKvaoVo6+8VYEvjxoF3iNxewF/4L/4EDbwvMnAjmIgUIqs4z3JGDGsVzV2H3xQdvrpMaDMXBU8nJYcbhgOzWuZm1OLwPBUxC9uMWNfVuk2MPvNm2XJxd8YHfK1q1GM/Y+HJ/9qnlrMb/x1S7buLRTTGnMcS8mxDhyFjZMMRJiusUw7dSoRRcfrUiEXDWBh7DXHp6jwi+G9CmZkJSfuMqs/MMUFHjXDDqx2OgWb6vcnXGMo/OkocQlLjnVefHmlMeUXnn9qjU/aty+RNfHUs+9ZRjr49ONKBIdSGCbeq+b9/krQjB4s8hZOm3J+pscOjx4EnYL3qRoFaNUn63ymR1ikwpdc9E8jmw5WKi7cFOnk2oYVmlAH917zaamAaR7iFtSrN0SqX79uPBCgUjdrdrh7XUzH1m0VbVo3z7V+iY527/ksBs6wx+7a9Xlhum6qgxx3tEvweS+oIZcW62AfQbQ0OQHIPoC8AwU1JfkRxp5QB4m0cRvJRRIcEgQVg9m9V8/2iKYatJNis0AAVhyzSZsnXl0vHn3KsKEnyVo4DF+z9pNQeW6/5SJVxiIVdLheJx0btEP5igQ0zhrczRDJKwyYBpo0wgvJWA+oe9mY04LudaHKgoXLF734gawC10FEITKq6BF17XKUd8Ui+/jS1/6hRLp2/FBNKhIHDY6WHK4ETzz1lvov7jt7hQRFvfHmaujE8vxPhVFH7CiJIZaTThribUqKpyXEw/jA7CWW3uHysGXbHmNQspYvFLhL99d3q6LZSihCFw8L5A2B0mIdb7JqM1N13oCv7Y7uuvdpb3QGLVSNdA9WUe0pElAVLHLPHWO8L9fYiabf80JQMB5sbbPvG6vfrO3ZtbWAG96+Rf1tlwqN33nzOd5NFhuWNwufbhy17r/zx0ERXX3zoOu64J5f/WykBAEb+u9mLbJMAaxhsIBp6tUjMhPdlpUZ71IIBqhxkzhocJRUEADxAzX+XtsUGHHa9AWW61yyioTOaMp4v9FJadH+WRfNVsJ4e8fyGD/lGQ2gHpSs5YVCfou6EorafuDYfzUCpXWuY3ivYS+IYWooguWDHcey32GA0AbSGia2rdvvXmi0htdY7CmW+G/4ClsSNpG0xJDtoPFLJj5hOA1DJAvloLpyAMMe6hUJPrsI/2oRVflZAXa948Pnyj4FOPMfd03VpmwHwQuvC2jgPAv+AAf4228QAy6Qjb2vIMqx14LGiTcSl1HIMoAXNBm1FsvnH4ESYh3v5dDzzzkp/4gXQo/r1m+ziAEyjmEiVyke1C/slvqMFx1hz1XHNuoHO5ry3NU/sCmpivhDfwgxfE8RdC/eP3wHhTdi9YsGZQEk39P/xe5piITDdtW+UQt0ZXAhtBzDAOVbVybRwI5vVAFi3u5qxMsImDBIbnd/960HTcLCedj0r5/6pKwIEJR4GJr2hcMfAweIZFSenuJRDpr57X//rz0ire+g5j/zpp0mC+HRowxAoIRYZ80/thpTnuIbfbYWkz2hTjwyLu/QDIGC1C8OHpDxQXpMffll1Ws+gJLbPXYuGDkRrltVxB/4L/Y4/P729rG+qOpevH/4lsd5hvrFSRVMLroMdijFhdhkpZaDruFJgVx8qn3UgqOU3mpRXr5Qo67UclD3uT9fL+uiR9TFZo0PVdcgLbnj4ytUAWK6O9igVJXQKH+Q366f+QISqkk8MX+Z3PQhD0BQ4mEUkFZxD5ziLG8nkA3h2LUAoNXQ4ajCYETt2+3+WAFVu7rp3hRL5hqBEmIdw1G4Rl6DXMNcYO3bE+qkRcZtWzfR427Q4FD1N95/5Qspdi7DyIn/gm/wmwtvLihPXi589fXqAA3YTNG1sZniLAeHTJKutLoj09FCvfOKjR6fmjvhirGDdXW4D+i/wVLYx42RYndGFc1SlrUTz7Zm1yRgp5JqH074DLaAtJDNO3FSTlAOLIqausBSjj47oYzoiwZkHn/DvAJ7yChOIAKlwjpYl4YhomSTlcHAZTFfxDOvYX3t2XcAe7H+lTYrbMeaWlasrLxArn6wGfmeq2Ffs1CO7EX+7fiUqwvt8keGBZp245m+XRt0tWrNFtXCsuUf6aZgEPOtCw6Tn8NjTVe5+spBvmK7WDilbU2qYnYcpCZhGA9Vxb+9Xx2aDxM3dMiJvg1aDkTXrf/EoBwXBlW9SEZ0H5Q8o5KmXcclwWJ5RqBUWMd7klGy4V5Wrqre972rLZ55De2A1HH+rH+15Qd7B3zYdEfaFxaf9D21c4zlLnuRf7s0hXdwad1SGph8HbHoefLarPbNlXW7dG4TKgPefiTlx85xLm1rIA/HC/lSk8Du7Mt5n+74TI9i5PATQkfkLQCE5RilnufOiLDI9e/d1qV3vEXpOYUiC7d7l1osU4sIlArrGCcZpRxN2Z5QJy3zml7TLZs3qNjlH42xQf26eVj60AnUL5zF5W0tqYFpMSxKRrtjWtildVFQcBU0lSFL2xp8sh3blJrE9GnnheLf8DBTL3TsSBabftdTLrUMRhx9bl+XWmBx7fiA95vJ1/3QpRbL1C4CpcI6S19fL4GOZF7D8wC32jHjZuD2A37xB/5riWsLsw82OARBcCyPlzWUV4VVDF2YQbSXbdD6wAGJ2kwjuRfbE+rENq9ZFjFOcYIcjr888FUeVj+0LvVreG1h2/X2bpnWTZt32KV1CXWM6APJhyxta/Arc/T+l7Y1aBIuUQa2f7o3ubRwDQh1sEYvBiM6nupJ2xqsoy7En3xEbCEhAiXBOtgO5Ak23okc3WkALjb38y+bhfNV3QL+wH9PPvMe36sb8KOF2UcaGezlQWDYlOWGCKMN7rLgPof0NjamGSOCC6/aTPUZg8tS8GZ5kLVim9fQCIwbuIeof1e/NhUH0bpx7c4kXQzsrnRBw4FXmO+vy/BVGSwAuKXpbVceb0jPAqPBd1ds1J/07tVB/S3rrl1nOkl6RcJmKo8rYiQaWL9hl7Zeonf4lTkOXN+AgZJn0SRatmikGzTe1Rw7QjGc2MnZh8D2d6NH57+t/dYcGRG9ILy0tK0FHUG5i82S+UGgJFjH2A5wc8IRXOz72NyDzt69Nw3xTmdx3/S96mFcE9GCgXuCPJSgBuHF0HEIRjF5+u1tIUXzGrZX7ALaYQwYKhLt2b360gzG7susGKCFccEWvr+hgGC3hTzYDeH7Kw9U+vXpqOve9+Crvlqm4e7c++SqW7Q16s58ybeuyv6iuxhxRif994MPv+wrtlFFlpHvT+62NbSglzGUPIsmIc870Rc0JF8JLSwC8zXcB+TsowX4mFnUdz0oOyMakugR0bYWuvgLqkBJsI70mwL67ofYOk6UmjN12VDOn7x6gocKe5b81nszUXrNYmeRFKX2RONypfeZx9sx1KAYFxogmD2hTurmNQCCF3MNiLqyAy1TjhHOTgbB4L8YoPfz2I+NVr9whQi3drAbGnuuzK6EjcyrZWKHlY65MqSFrIutE3WNvRXzpbK/6M91fH6MCO8WMK4aVTDpRhXfsbvb1mT1UE0C4EBT0VWgdhs6PaSFzFDofXV9VOxcfpSqjog+WrEDsC4HPHZGDFoDtK3FfjpqpWJJsM77q6sDq+AxcHQcwh4tN3e8I6vLhtJ0oG8aYvLgciq1Itx2VDcTsTvoqZWWNGnswkY8Z+Z4lMe/0mijQzrCcIdYZDgrgjkuxl10JYA9oU4S8xoaB8Hoc3v8AcshArrIF3N9pHHT5BEaECCGE37sYvLAHwPE50HEI3sx/o73COEwQM4Repci4ZgNO6ycWalhoC72cd0v6iK4GcauBENdzJfK/qKJB4qaDMGAJaGrYJZxaqhiBaGKZZuOZFvT4jlqEojsKc2A0NExEDUiDA3SqmWMz4OIR/UIApP3nEIPeEIZ0Xd+8a5G21q8lV9btYqfdYybOu7mNcR1l7OiV7axxPWte+lyKvNlGVFD9JmzDKIMF1X1Ao5/Ed5Y96t1BRTGQxsjTIgcgj2hTkLzGghGn9vjD3kSBhnw+qw1DLC+fJvGt9jFvAf+GOzmLTu9D4bsxfg79lOE05EgkQyOx0V94/Qe9x/liwLExtiVYLIu/tbu+z+dMMK3CnRfydM4twjyUIhkW9OwOGoSoFLEOZVgQng1IgxNLkLDiuDFHxQrWRktBNlOHRnR6IK2tdhrvhYrFj/rGL6q7uY1eUrve5/OcdoMvxqDzFQj0kW1Q/sQD13Hfo1ieTavyd7BwcalDdj9pcroHRF2Ex2cON54o9aCSFLj8RUJPgi+fijQaOXe6q2LLRW6r1ayQcCIYiA1Hm8VLLmgkDM5sq1JGSAqXDbsNy4xZJfrnwYr33jT474HPI6MaABF21rUdV4I5ev8+te/LgQ5cifDa2+sXvxKlds09rJfTnL16P/Hum26Yp8erc4YVHVjDs/MjIdf1wJffXnfRodX5gaW5bt3aa7L46v7f/+KLn/Zj09u1rQyWf1Lr/x95bqqY4/hg8qP61J1x3DJ0veXLtuoyv/g1LaqnQb16wzo3RbF1O+eXXu37fhSlZF1LTD+7f2P5i9aFVTgFxMHdezQKsYs7PxkOwYb9Hvhj7pPve7MC87v+2//VsdoHN1dfsHJbVvW/eKz/XosKIOdbsLlfab9fGTn8ta6yifbdx3VrK6lI/WVxlxKJSfCPkBMga9IIADgM/XGkRa/5x4ntP/hkM5HNz9069bd+/b/P92RqnvdhOFNv5t0/QNA+vc9DlUa1v1m587PZRWQ9NTrz5jw72eqdaV+9IgG9G7z71cMNQayZ+/ndet8rUDod1onXVHWGnfpEGMWDh786uD+z1StXj3btW1zpGwWq/ScYSee2LXZ118dWL9pn/4KD9GES0++5WdnDx7YXX8oBfA21bdP+f69u1VHTZs0qPP9bzH7svefXNy7f9+uxqDkpOtByVojhnS6cPQARyhirG1WyRECxZ9fRyaSkUEYQwFVyRNVMVxi13YVmUlFpiKVKUaMzB8yzYnO+QFTg7bO6byTRtaToKRzMt+MY9Zee0KdPGcO9YIPNJo2aeR4SyN07lIpgAVQv17deCLBAcHlQoyUM0aVVIbp2AjzdToCxWKhCBS/he2dFdVR/d3NawAOljHtoaspB8en0vHM/ZTIOxNoU7evrXA4QJZ2c+kiFTqXlgL2hDqpe6/FEBVoxNvfY/TlWMWIn+ZYSxWLSjnxqkQSKWFhoME7mAkxZHWFQPGzjj6edfdeC1ocRr4QNAhvnxRXEhyEpNccNLO0nnMZ0tErcELvtRQRYFNEgAgUPQJFzjryLlsSvQTrwKAcfIIsyGmxAnQROKfKG6M43nAPmxi6TO2+Rgm910J7ZwEiQASIgEagyFmnYlf1KWgk85qxRHBxD7cT5IcuSbcc1xkoB5c5jOSSiNOcosXJklCnEMxrjkCxGBEgAkWAQJGzjrxD43g51DupoBxc3JOfw6nXxWfUZX14KQdajj1llkuzsow9oQ7Na1HxZHkiQASSIFDkrKPzoNjvRlgQxJbtpRz34KGhcwP3AanlQPNAeALHKMKhjasC9iCbNK85wshiRCAVBGCrhw8qfEqVW6D6rz2MfSr9Fk4jRc46GuhIqQ10LZm9Q32Y7tVFOFtL9wFQTi4yN1siB9O8VjiPIiUpEQRwyIqnHvE4EMwe3APTPf6LM90DeUn8UQggFznr6D09XubQP8xbKv2Y06UcI1ooDGu5oBx7Qh2a1wrhIaQMJYXAGYOqbtdib5GZGtK1cBQypEXOOgp63NmMcTIPVpCH8GgknmHNiP+hsibj5403V0tKixcRJHRt2RPq0LwWCiALEIF0EcBdLry/yviqMDkgPne6vRRya8XMOjrOoMx47z4ZiNUoWeHC80PSZ8l0WIjbqMkG7CI71W80Op40voWiE+NeoctYLPmqaV5zAZBliEDqCOD9FUmeVHJCBOhDHL8Yr8WpS5W3Bos5Ig4u6yBGPaDUQWgkrOAku0orI9wEzYeMfIOzQSQY1SVBJBePPmX/FwdlLANs9FhhqowMkxPUflC0G8eIOIZIRi+Iv5k8RDwkUc127XIU4jzKLsC7SDC877OD6kPk3zQSX2KCXnx55ZZte5QhFOC0b9sEJ3BBOqWlL1RHpCIdxhs5I1SnmGWdJMkrofxWSYhXh2efrwzjjx+kPfX1VDRqqb5k7xqExo3qIdkMwrna/SdxnvzasrUbt+xRfiXAoUe3o2GHifoiAsGg2qrw5GgHK7C8QzO8cvXv2y1oU8MKWbT4XVTBexLesexV3ME8Z3hPPYm+86IhwiLRCR3kBAETPRHXjh9qPKpSkqC+gp4pfK6Xh15R8kNdUUouZbCvwyDJ7bXwLMyZV5WdS47IMorsfnVIdkVPKPlf3/nQzjra/82xI5VqRXMMYiIs//vzRt2rrxzk2FoqxewJdVIxr+mTs0tqSmx4hBsR6dWuYeSm+27P3QxLN/Y+5ODx7tRBfame9W773Q5SJQ0i3VkkRPxjHboCe/2woScdOPiVvJjlu/UvXPSOblPnR5C910SiksMwfOQO8I4Ie8206QtkdgMUBg74xfEy3mkmX/dDl5vIQBtnkEZe2u9WYAVEbdfqBW/voVVuuHqg8ZZgARNiy291hu+gedEQ4b3Ed4Jw50F/Pm7sQONxcOnLyjpVX8oVqNeMrijnVMpgWYdgcSRr1zYSx1qYC7kMJHqp7AOF1kgxW9jsWEclFZeZQzp6S04E7FCx7wy59O4tY0mok2vzmvQIx54rg/aDcpCxzZIOFXslkqHZM4bFA0TXUqQoKUe5cmCLl4l29OunrohtRW7ujiGRsA1hRPDCl2JjgNDFDcqRBQAR3JwsybxVYTWWoFToKKB6h+5uDN9eBblw4M6bEGd7dQAi8xzmtK/8NI7U8jGSYM1/5k3LMsiP5PnspZhZRxsoYMbxYgqTgiX3O8pD31cpqy2/KCNbxralkocaiUnwX+/F0tDGUUCeFcmOpGxBZewJdXLqvSYDyinK0Wqlohz5ZKKAgsIADTqHsU2n9WAYepjhsC4zaWLfNxYJ7FFajKBAeXpmDYFlvnM0a0S7UCnMDRy6dUZqgEb2gRuBLVBYtWO8AOl14r2YHFQFtAQrU1qwG+14ryWk25Hl+Uq3I90arpPHSC2PlSCN8DmSraCaLXILGx48ZawA6IaNHgaE8TfMw5lekMnbOKVwnzbYJfCrExnoLAZGC9q47N6yLukiWx7Ma76Sg3L0S7RBOSgPw5qkHONsCa//0kCBbRp3ZlM/aJXbtPeOFNQdrA286avR3fvAYn0Uh43yoUeW61EHKTp6ZmG0AXFCz1BV8D6r0xnAoqLbAUrITibP2BQOKICcofbho6S8ZYzb0EhUqqvgzQNv39gKgbM+aFm85D1ZBdyJiH+6CiTEkHUBbIiDBx6fC6de2NZiqAXuD0uS58u9F10SUE+/54WoFZVtLWqtrJcvZl0Hc6Pf6LEPGhYbGPFRQGezT30idSIDF7t86r2jwXdXbAxqNnfmNTvlgInlyyD0P8OdATsjFCMtNrZpe7TsGLhBQr2lYrv3vSOFtaEdW1FYrxzs13qjdIwIDpuqTDOqEtSCiqRFBYcuvji4BEa6b+ZLGgRQzpRJoyRLYe1h8zVwvu/BqlNrVFQZp2QVWAiAidQ7cY4VA2d7FdrWFD6g3pKyralRFznryANz7RKjRo4nDU879hQcw6b+UNV6g/aEOjkyr2F3tmg5wEReHgq6/wS2licrcO7ygrln3wG8khu/+DAUdi8p+moS+BDqjm5N7+yPzn9bf+h4ooPyMj25qr5yVaWvmvoBDr6nfcAhVMMwrgBfNe4MXwSkT6AMygdm9Y1rXjn8a4bopnxDx7qgHTQd0rYmr60Eld+0eYcx1/gkdK6jFoi3olQv0rbmMiJVq/io1xHzImcdvOtZcr/jacfrITZK+wGPI5QFVcyuIqTivWaMF+dk8qACJiPvpqk9m1EX7qFBiOnL2yggk/Lp8nhXwDm88SutRr4tq7gj+iskqrBs67CR6pWDt1EQKn71a6mjooO+sMNKrlKHK444hK6oin/lulXs5aJVb9hYvV8j90eQ+U4SFdQ7FTEMtmI5BcZTo9Q4lx9pW8ObX2gVBEI05toIjejbAm4m+P4GdRdjRammpG0Na+aqS/uEjkgtjOunPqlKgqjkm5ZL9UyXKXLWkXNjnPyrr9TroddVKdOTCuF9VQQ1qByZ1wwbPWzcRlAGA9LmzRoHgdymdXP9Ve7sD3MfR+Srf1omWr7vQ92Rtiy7oqPfmvEKPO6aGl5qXTq3ccchdBFKCvFd3vYWWrU8wlJAOiOoVO5gNfkij2NR6I5wjcO/Y8bN0Cdh9k7lCz7e+fLs1RkKaYwC0m8NEUa8qq1vm5J68Ypmn4sYUhVylSJnHTz/ets69ZRO3pnAg4SnC2/Bof6phTyLXtkWvfhBkMA5Mq8Z3YGE9O0/X0m+DI51uHvPZ3lAO9S4ivd9qe64Kzr6rRmv5JI1ccDjoo64j73hYXV1Yak/ObaAK8yWkqvXVXi/lakRMcXQHUE2+Nfx5QBqgXzBh+ODo6gFW0za1jC/jhd7JfVCSU1+Wbtg8fEVrJhZpzJJwQ3z1LChwAYtiLMGd0OBNf/Ymq2Zs0hrT6iTC/OaFgZe4/pvcLm8I4LPcdtff2vJv7B5y05dDM+kd6QgA3Rk/FpMqboFvKpLCbFd2p2zcVnV27v7iY6sixWoPQ8Rs0B/9dbbge8HoQuy3TEtdBlYOEPLo4D0s7dESwI9SOVVPzs4B7LcSAsVQKoFsK05eicCOmOuXexR3hWiPgkSMsaKWr9hl/Zbw/LDdb1QBFAAR2KSenER2KVWMZUpWtbBPQN4rKonB89JaDZoi8dX5ubbsqHnyLymIIKvFI5D5IONF2Fp/e/Z/RgNJs6o1WmB8VMZilv4ZfkajhDoRbmny198aJ8p5caNKnLPwvPvK4ZqCvYfg/bcT3S0MLAjPf3w5dJxv1fP9vpbuGIHGfrsBkC0IE2RWOp47/ZFQLYjTXxQUIJI96E5L+qmJM2AJ+Dhhpd6aWrDhotPMPuhT4r2YIxkW8M5nzHX8uQvqFPvClGfuJcPXVEAUHOze/ReKNm6Fmxr6aq/oVNQCAWKk3Vw8KsvXtmT1ujDXh0urBBmJaEMlnzVuTOvaZ80PNhyp4a6qXc95JvQuxUevGm3mTu+CtMizTUjhvVKiIau3r93W+U+gFcQrRgpMSxdGFFfXRSdDW/fIn/hzWycXiAwmsTB674PHJB5JdStHxwgGRTv3V6/GDwL3U6/Uzt/Y4+TswPS9VYBe8mQAZeNOU3ig06htL387M9XvzYVEQ7x7+NzJuITy0GdAS/GXgS2NTkod9uarFWCtjU1/OJkHX2WbqEcvOFCHzr7gvvVHieNP2ltc7XSDg6oLJfvcmpe0+NF2Ha5q+oDHmxYeLnTxfDSh4gvmAV1/K7O3qWbWeoHIapriHHPHWOkGMYNfKwNCAMk8cfiJVXBQFE+hqLjuwYMz2zggHWIHhUOalli38fnocQjIylg3nGkhLN9aDBoRyWpVI6FMtADAllqqXyrSA8xPEFBwVgxCljeHK1kEgd321qSJwjW3aDfJM1667rb1mRdIzJhuiIVeGvFyTpacZl0bY0bcGoy8DRee+PDiA8NfUht0FgBI0ecXOBT5SieJaFOTs1rUjx1F0p/Ig94cHAqX8+BP2ZBHb8bZ++Q1iUEgyMsRjEoPbiurz+EDNLW9MT8ZRBmwI9mYJHot34sEhdFx1EeQyMEDto/WC9LNAXiMTJlGO1Dd4ELuPwQtA3bMvBUSSr1VzoeD8ZuWMOCqmDI028O92x2HLIqFsm2FqllozCsu0G/SZr11nW3rcm6pWlbUwgUJ+vo2ZU3DPAhdha4eOJplHc7oOe6XAJPd6XmrjXLEXHuzGve4Rh38vH8ay9BnHDI6/q+UICZcH6QO5TQMvjPsDWpAx4jvqeWAZt7uiZ4aITYgu1jBFChDk7QRYwsYd42QeFSvXOs8tTcCekOmbY1NTUla1srCdaRzwwsD3gH1GcG6mYWUiohZEjoJfCcbn8pNm7PV50f85oeDjQVeRCNtAL6gAdf4UjAd8/FA4mvjDAtKUJU432zpiVQHfDgborhpgUTCtwB4mWStUgOjRBHPmjZ1ytM4eCo7UE2MATWs/divPL3A4Ubi9xeBTSG6HPpUg6gyI9tLUerxdssbWvxoC7OrG466RkOdRUuMhQK/ovnELG2Ypik46Gct1o4Gwi6ti0TyuVNHpeO5Gk2nLIKZFKg8airkcg4noeXEvDx1m3V92OS4CDxDIo8a8yLjlSLzx2ruMwsyxABXwRKgnXkXuyNglxMKwPnVUGBYWCrcXxxLiZAOBYiQAQKDYHiZx28tMJRSl/c8Y0xHHtW1Ctqxa59SH24/dO9SMasmlL5gHWz0DOaNK6v/quyGuMP3NeDs2mKr5b2fNWwJebhnT02kqxIBIhAiSBQ/KyjbWspajkqQT3O7R0DgYQuJpWvHjciW7VojAvn8QwsFvMa2selilAxWIAIEAEikGsEipx13nnhRji/KhBxbJu7UIP6GAAx2Pd/8ZXSewyNJ9JcKh5CBvUO7Vt0Lm/tctqhT7O8HdG8Fgl8FiYCRCB3CBQ56+BOhjpdh0dQnnMLqjlTJjgEgV+3/hME7Y+tG4GEBg8oL+/YsutxbXwNZegIV9CDFgrNa7l7hNgyESACkRAoTtbB7W4VEQdkoy7KQelJ3Q00EtCqMFSiLVsrkNRr2fKPQvPBBLUPU+GIMzohlpdkIFx9leltZF2a12LMFKsQASKQIwSKk3UQCUNm+1BpenOEYOxmwUBr121F8B5kJYidQB4MhODziKqJTKnyIrqUiua12HPEikSACKSOQEmwTuHblxA0AYGiEbUzNv1YVkbhDz/1Zc0GiQARKFgEijwijjKyFb7HMNwcoI0hji9cHlxyh7ivJ5jXCn/47sNhSSJABLKOQHGyjsyxeM7wkFBXBTWFin4QPR4hSZKkz9KDGjn8hIIaIIUhAkSgxBEoTtbRORZx7JF6+Kw8rBj4SUNsBMKCcSyh6jN44PF5EJhdEAEiQAQcEShO1tGDv+rSPo5AFGYxGMeU6oPAcd7AjqEy07wWChELEAEikGcEipN1ELFR4ZhiJso8T4zsDqoP0rE89+fro3IPzWu1OGvsmggQAV8EipN11Pk5/AgK4Y5OWisvBvfQvJYW+GyHCBCBtBAoTtZR6GTLj8BxRt25h+Y1R0hZjAgQgXwiULSsA0Uni34EjnOvuAeJvCzJKGlecwSTxYgAEcgnAsV5SxQI4uZ/MZnXLGsCWbymTV/gjfDGy6H5fJDYFxEgAo4IFC3rOI6/aIoZQYAYe61oZpYDIQJFhkDRWtiKbJ5ChwODG5QbkI0qSfNaKGIsQASIQK0gQNapFdhz0ik89+bMHK9uldJ7LScQs1EiQAQSI0ALW2IIC68BxBLNXf66whsuJSICRCBLCJB1sjRblJUIEAEikHUEaGHL+gxSfiJABIhAlhAg62RptigrESACRCDrCJB1sj6DlJ8IEAEikCUEyDpZmi3KSgSIABHIOgJknazPIOUnAkSACGQJAbJOlmaLshIBIkAEso4AWSfrM0j5iQARIAJZQoCsk6XZoqxEgAgQgawjQNbJ+gxSfiJABIhAlhAg62RptigrESACRCDrCJB1sj6DlJ8IEAEikCUE/j8aT/+Pa92CqgAAAABJRU5ErkJggg==)
С 16 ноября 2021 года на территории Ульяновской области проводится региональный этап Всероссийского конкурса сочинений – 2021.
Всероссийский конкурс сочинений направлен на возрождение традиций написания сочинения как самостоятельной творческой работы, в которой отражаются личностные, предметные и метапредметные результаты на разных этапах обучения и воспитания личности.
К участию в конкурсе приглашаются обучающиеся 4–11-х классов и обучающиеся организаций среднего профессионального образования, реализующих программы общего образования.
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