Mathematics
Grade9
Easy
Question
Find the area of the regular polygon.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVAAAAD9CAYAAADqHS9dAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAPsgSURBVHhe7J0FYBTX9sb7f9b2VXAPSYjg7u7u7oViRQsFWhyKWwmEuBsQnALFLSSEuCMJ0PLq0ALF4gG+//nu7oQlLBBKXx/Qve3H7I5lZ+ae35xz9Q2Y0l8mPXjwQOn+/fuPSFufN2n73rt3T0nb1zBpxz7tPKZkSq9rMgH0NU0azAxFyOXk5CArKwsZGRlK2fI5Lxi1/QlN7puenq6UmZmpjte2a+Lx3C87O1t9NiVT+qskE0Bfw2QIt4eJ33UeJyFI2CngCSS1pNYLCLkkPHk8l9wvhzJYb3h+bT9tmymZ0l8lvV4Ape3+UTL4+CL63cnYyYzJSHoIOP0KSfys1t1/GJbn5OjgSO/y1q1buHLlKn766SdcvXoVv928iXR6qHpo3r8nXqoc+/DcevHc6vy6709MuTs+Q78jGTvN75FKxja8iEzptU4mgBqK0adeZEHezfkRD8+77rlT3hM8S3mSBjPhne46RIys84bqhONNAed3332H2Ng4HDl6FIeOHEHIqVNITErCDz/9iNS0NDnPw2P4id9z/4asebj1KYk7qYPzSFtvqOdIxg5/ET31d/1emdJrm15ugBrLjP8tGRq1SKJdBaBHV+uAYVx59iVc9Mr9M3roGCo35e4k/9PT0yvviQ235UqdS7blkfr7sp3wzBEPMis7BxnicWZkZuNOahp+Eo8zLjER+/YdgKOzC2bMno0Zc+Zgxeov4OPni8PHjiL5wgVcu/Eb0lgGmpWNLHqtOeLBynklYJefZOxva7/JQPrfmt/rMUyPnUuTbDO8z0r63/Rc4rn0khU68eR/pkzplUwmgGoyMGqKAL0n63Pkq6Zs2VGn+7nKke86yf66Q9UyR05wT0ln6EryD79z/X2RMlgt5e4k/wtE7mffwz1R7on1epAj58uWc2TLubMkDBcoMhTn7+XpcvXwdCplCUB/u3MXl3/4EZFxidi1bz/sBZqfCjQHDRuO1h06olbDBqhVvwEaNW+BDl27YciHw/HZ3DlwdHPHl1/tQ0RsLP4jx99OTUc2f6OcN/fvyD9K6t6xTJRlrXKPsliumqOu5b58VwcZiNfDbTmZ3CdHlck+cl8k5RY5KMk+sl37u/ycI8qWP8x7/vB5PK6Hz+9R8XieR12A9tu0P/BnyZReyWQCqCYDo6aU1ybrs+Vrll6ZsmOGbNSUKcoScR9DztFYs8SYs+6LwYvo5ag/ozdUQ4DmSu990Ygf0MMjUDIFJgJLgxOr7wqgmQIL2Z5D0PLH8g/o0z0hf7p4mbfEy7z6201c/vFnJJxPxjEJzTds245lX9hh5PgJaNWpI6rUrQMz2/IobmmJ4uUsUczcAkXLmsvSEmVsbVCxdi207NQZI8aPx+LVq9TxQafDkZRyAf/56Wf88tst3E7LEM+U1yR/XHcJuvsnNzBLriM7QyAv4jXdF/ATpOpFoL0M5EVwj9sFtLkA1a5HnevJAOULifDMlazVlJVHfH55xfXZcg4TQE3p9yQTQDVphqOXIUAzc2UcoDoPx4BzYohZYugZ2VmyzNYDU4xer0c+E7ACBkJFV1FDaBIoOj3Ikh/Bk+uVC1BZfy9LwELYynE8J0FNT/PG7Tv4RjzF6KQzOHAiCJ4bN2HRF2sw7tPp6D10KFq0a4/KtWujlACyqFU5lLC1hWXN6qjSpBGqNmmMCvXqwbJ6dZSsUB7FrK1RpkIFVKlfD807dkDf4cMxceYsLFtnD9+t23A4JASJAtMrN24iVaCdKb8nW34DQ3ydByrQI+gFkNnp2chKk3uSlq2+35eXAK9FQZUeKsV7INeS+1xECqAG0gDKR/UsgOYFpqYMvbiP5oGqv6vlAYO//6fIlF7JZAKoJr3hiA0qEaAM4Z8GUJ33qTNWQvQRgOboAZqjA6gOCpTsoJcCqILnQz2QMPaBQOd+hoBCRIBq0FQiREXCWQl55e8ItO5KSH3j1i1cvXEDX3//PcLi4rDzwAE4envjs4WL0EegV69tG1gIJIuUs0DB0qVQ0Kw0ipa3hmW92qjVoS3aDRmI/pPGY+DkSeg1doz6Xq9LR1g1rI8SlSuisJUlCpcTz7S8DcqJV9pYvNeBH32EOcuXw2NTIA6FnEKceLmXvv8BP/3yK27cvIW7d9OQKb9PB1G5V+lyT+5mIlOUnSr3RV4Q93OvT65V80zlxmseuaHUS4Iy+PwYQPldbu7zAFTzQPk8+OyZD2T1nytTeiWTCaCa9IZDA6LERo0ClF6nofepDFBkCFDBoPKUGL7fo4cpJ8zrVanEVbLfA3qQGkAljCVAH9A7yxCDFimQpsuPEtDkHqtPd+5m4Jtvv8fpqCjsEmiu9/TEpJkz0W3wIDRs1xblJUQvKvD7V8li+L/iRfCvsqVQrGoFVG7VDC2H9MeAz6bg4zXLsdjfCw57tsNp707Y7QjEYj8PTFm7EgNnTkOrYYNQtX0rlKxVFW+VM8MbJYrizTIlUaKCLSo1aoimXTqj+5Ah4pnOlL/vhZ37D+BUVDQuXv4WN++kioes/7H8+XJT74vnTO/zfrpcs5J4o+Kd3meIL94qPdEHvBd6cGr3TEGU3q1sU02r9CDlC0qVf4oIQ11EoHsuecGpifDkUgOoKqum9PlAVv+5MqVXMpkAaiCxn1xpAGXkTIhSOliKkT6ihwar2Z7OSxJA6KUMU51YNuqlgwPBqQOozvvSA1S8MaGB9kch1o57afeQJV5bemoG7ty6i19+vY5Ll/+DkPAoBGzdjoUrV2HEpElo2bUrylapjDcFmG8ULoC/FS+Mt8qUQMEKVjBrWAfVu3dA+3Ef4sOl8zDb2xl2e7fBJ/QYtiZGYO+FBOy7mIgvz8dhS0I4fE4fg92+7Zjl44wPl81DhwkjUb1HJ5SW8xSoaIW3zEvh7yWL4o2ihfBGgfdRxNoKLbt1xciPJ8vvWQ2fwM2qvDTl0mX5vdfEI01VHjMhqG4Ur48vB7m2+xLW3yNEGdqrl4gsWamkf7HwGLWUdaxsIkTVy4f3WqinSVdJx5fZw+dCGXql2udc6Y/RPSfd85fVf65M6ZVMrz1ANYN4khQoZVdN8lUpF4YGolEqyYGatFBShYAKivJZjD07MwuZ6Rlqqcr1uE324cn5PSdLQtsMCWVF/EyIygl14GQIqyS7y5Llhbdv3MX33/6E2PgkHDh4DF4+/vh86XKMnDgJHfv0Re3mzWFTswZKlrdFAfE4C0h4XrJ2NVRs2xxNBvVCt48/wrDFczDFdQ0WbvWF3aFdcA09DJ+YYPjHh8I/4TR8408hIPE0NiSFY8OZcPXZV7a7hR7BmoO78PkWHzneDsMFvt0/GYcmQ/ugUvsWKCF/501LM+WVlrS1hm3N6qgjv6dDnz4YPXkKFq/6An6bNuPYiWCcO5eCX67+ijTxnFk2yvJPetYs9300lGfYn4ksuYeZaenIkvt0j/eJ4NTuJyWfc713fub9p/I8Gw2qT5KcUUnLB3zezAdK8o8xPdzhD5ApvZLp9QKoQTJcrQHwSaLB0NPUAMp16lj5x1C5BqkZaV7RsAV49CoJxgwavgBUGTzX08BFbHqk4JmuAyi9Kjmx+qPcL1PW3/rtNq5e+RXfffcDzp1PRkhoOLbv2oN1Ti6YOmM2+gwcjIatWsO6Vk1V2VPExhrFBJpm1SvDtkVj1OnVBW3GDEP/OdMwYf1KzNvkhdX7JUQ/dRDeAkW/pDD4n4tQ8kk6Dbf4YDhFHYVLzAm4J5yC1xmB51mB6LlIBJyNgF9iKLyig+T4Q1hzeBcWCIQnOX2BAfOmo83oD1CjR0dYNamP0lUroqhNOfFGy6FkxQqwrVsHzTt2xOCRozBr/udwdvPEl3sPICw8GueTL+H7H37C9Wu/4e6dNLkX4oESnnIvKAIzF6Cy1AFUdy91obYeoPoKqIfbHlXu89GeX17JjdeWWl4wzB/GJI/KuIyuzIdM6ZVMry5AjSRju1HM8JpXoYnfNdFgNGnbaQi55WEG4jqdZ6hJjFS8Rho+2zMqsVmOhKDZ+raNCp6yPUfWZWVkIUNgkJWeJduzlffJcFQH1ntIE1j89NMVxCecxRHx2Lbu/FK1w5y1cBGGjx2H9j17omajxjAvXx6FypbFu+ZmKFzBBub1a6N6h9ZoObQf+n76MT76YjE+83HCkl0bsf7EXrhHHIdP3Cn4nglTYPQ+Fw7P8+HwOCfwPBsK58RgrI85jvVxJ+Akn13PnoL72dPwlP28lMLgc1Z3LM/hFRsMh5MHsOzLQMyQvzPWbin6fjYZzQb1QZW2LVC2Xk0UrmiDdy3MULScBayqVkadJk3QoUdPuY7xmLtoKZy9fPDlvgM4HRmNCxLm//rrdaTeTUOW/p7w3rEPPr143icFSt5rDaDq3gtAWenGcmP5/MiD1evR52VEfKbyvIWx6hDmAy6fJP5pSstfxmQ0GdtRkym9kunVBOgTkrFdKWVr+qUmQ4MwBKi2n/IkDA/QZHig/mCGngxFdeAUSWiqGrqLdGWcGkDvCTizxcPMUqCl4dIbTU1NE3hcw3++/Q4JbHp0WDxBgcvsRUswYvwEBZ0ajRrCrFJFFLQwx3tmpVFIwFmiUnlYN26A+j27ouv4URixaA6mu9ljmUDTKWif8hgDxNMMTI7GppRo+J2PgKdA0TkhGI4JJ+F4JgROAkrn8wJQEb87UOdC4EjJNsczIgGqg+zvnBgix4vneiEKm7+Jx5ZL8dh4NlIX5otnunL3ZkxzXYcPFsxEp49GoE63jgL2WihqWw4FzErhnVIl8F6Z0ihV3lZeAo3QtV9/jJ82HcvWroX/lm04HhyCpLPnxOv+XrxSgancl2y5P/QelTcp95utDxRAFTzppcp9ZZMvQvQJAH2WFETleZsAakrPm0wAFb0YQMWQCUoRAUkxFM0SEZT0OpVlKpdW9qcM0m83b+FcykUcOnoM7t4+mLNwIYaOGYPW3bqiagMJia2s8H7Rwnjz/ffwVvGiKCgwsmnaCK0G98PA6ZMxafVSLPBxxZrdW+B6Yj98Ik4gIC5UlWFuPB+FDQJPv/ORCnwuSQJC8TDtRevls3PyabheDIf7N1HwELlejIDThTAlZ5GLfHe5IOvOhcKBxxK6IheBrFdyBAIuCJgvxChAb5Qwf0OCwDXqpPodK7dvwgwXe4xYMAtdxnyIet07waJhHbxjZY5/Fi2ItwoVQKHSJWEuL4Ua4pm269UbY6dOxQo7OwQEBuLYiSCcv3AR137joCZZKsRmUrdRnsN9ET12NtTPTBNvXh/+P/Z88iETQE3p9yYTQI1I7SMH0rCedZBqk6n3NlW3RTFo1jQzVM+S7+wVxN+QLSHpXQnPf71xA9/98APOXbiA0IgIbNm1C184rMfH06ejR//+qNe8GcpVrypemxXesyyL98xLo5itJazrVEftjm3Q7sMhGDLvM3zmao8V2zbA+che+IQeR6BAc+vZKGxNjsGmc1EI0EJt8UBZpukUf1KF5/axEqbHBynv0uVCOFwvRShwOqeEYf25U1gnnuf687K/ANT1UiTcv46C+yWBq2x3lu2OSXqIJp1S3qyPeLX+yZHYILDeLH97e0ostohXGhAdAregg7DbuxXz/dww/guG+FPQ7IP+qNauBSxqyTWWl2ssVxbviDdd0MYaFevXRavOHTFw+DBMnTkTa52dsW3PXoTIfTp38SJ++uUX3LqbigwJ59mVNIe6p7/v9ECVZ/r4M3qWFEDl+WoAfZa07KDlL2MymoztqMmUXsn0cgOU6Tkym7FdKS3D50tygBK/GLOePFJhJL1PekNiyGw4zsE6MgSgaRmZSBXdFKP/9ucriDt7FodPnoT/1i1Yvm4tJnwq0Bw8CI3at0WlenVgUbkCSgg4i1awQbHqlWDetB6qd22PdqOHYtiCzzDV6QssCvTB2v074Bq0H56hR+EdESQhtJxT1aCLB5gUDu/EUHjGh8A1PljJWYBJgDrGieSzs3iTLgJDF/FAnc+fVmG7XcIJrIo5gtVxx7A2MQgOAlhXgaiHANTrm2h4CETdUsLlOAn3k+TcEs67CUQ9BKLeLBs9Fw4/LllzHx8Kn9gQ+EQHy+87DveQQ3AQ0DPEnxvgjgnrlqP/zCloOXwQqnRug9INa6NglfIKqGUqWMO6WmVUa1QfzTt3woDRIzBz0edw8vHC7sOHEJ4Qj4vff4ef5UV0MzUVqZkZapCTbL7E5MFpz84oSLUwI480gGoQVfngGWK+epKemowdQJnSK5lefoC+YFIh3+8RrSSvARoRy+JUl0VRpnhBGawIEoO+dusWLounmZiSjOCoSGzZuxdr3d3w2cLPMXTsGLTp1hmV69dBiYo2KCBhbSEbc5QWiNiwrWbH1mg8uA86TfkIHyybh099nLBq3za4hh6Cn4Bpg4CSYjMjv4RQ+Ip8WHOeEAIPQjMuCC4iZwGms4DTJUGASQn4KNezoToQCiSdzpzC+sSTsIs7ji9ijmKNeKjrEgSgDPFlH0LTXcSl23kJ6wW8BKgLK5oEou6E6BkBtoDUQ767xpyAm8gzLkTBNOCMrknUBtb6C1i9osT7DTqgKrc+dluLgQtnou2EUajTrzsqtW4CyzrVULKSDQrbWKKQtSXMa1RBw3at0GfYEEyaPQNLHe3hvW0Lvgo6jrDEBCR/exk/X7+GO6yYkweXCzj5R4FRL/W8jMBTidv0Bz6WD54iE/hM6aUHqMqnuTlWfXn44uZnAz3coFPuNiOG8dDV5PaHerhe9tEMz0A6w5TtSvI/4SnQzMzOQXpmFtJzcnAjLRVnvr6Er04chZO/D2YuW4x+o0eiUaf2sK1XCyVtLPB+ySJ4s2gB/Kt0MRSsaA3b5g3RYmBvDPj0Y0yyW4b5Gzyw6sAOOIYehpfAKOBcBDaci1TNj7wFmF7iYfrQ29PXjHufYVOkk3CKOa7kLAB1FWjSS/Q8F6arcU8WCQTdzonnSXgKBFlB5ChAJEi5TgfVEFWh5MhyT4GrA4HKsJ9loLI/jyNANYjyb7gLRAlpx+hjcJa/7yGfDWvt2VTKV8QmURvOR8Jflm4C07UnvsJSVZPvgtEr5qHHpFFo1KcrrBrXxTu2Fvh7qaJ4V+5RUWtzmNesgqqtmqJN/z4YNf0TLHNaj017dyM0PhbfXr2CO9nZyJTHwg5bLA7V1djLks8tj54EUMN8oUnlDfmo5Y+H+Yif8y9d0n9Xnx7KlF7N9FIDNDeDSYbTRuNhF8m867XePg836KQyKtsJskmMvlmMajIkesxAZB2lLE+OMYRmrnjePClT4Hnj1h01zFushOhBERHYtn8/Vjk5YuzUKejUrxdqNm+M4uJp/rNMcfytZGG8aVYURcpboFz9GqjRpS3ajhyCofNZrrkWq3YFwi34IALEW9t8IRZbvknElsuJ2HQpTleLLp6ma+xJUZAq22T4zCZJbGbkSrjFntDBUw82wtM7OUKJFT9eAlF3AagrgSn7qHBcvEd3AauneJmELAHLZkxOBKiA00HOyconFf4rcOpCeO1vaOJ6J3q/sp97onjEcl5PAbuHfHandyzyFpgGpESrWvzNXydgk1wjoeodI6A+vhdLtvlhisMqDJAQv/HQvrBt2wQla1XCuzZm+FvponhD7t/bFqVRrk4NNOveGYMnfIQZ8oJy3RCA/SeDJMRPwPnLl/HTr9eRpiqf9A9KS/xOUD4JoHz+Wh7Q8oeWh5h/2MSKLQOYX2S9Dq6PSg1+IvlSfZftqpcUu/Uy/2rr5U8ZypRezfRKAJTQzOTkZpm6KSZYI6ut55QUFDNm7gF6MYOrtoTiGWZLiKeUkam+c5uhcdxnO0MRssSilAHJOWRhKHqfbK/JgYlZvklwfv3dDzgVHYNNX+7GkrVrMXLKFHTo2xc1mjRC2Qq2KFK2FN4XcL5lUQrvVrRS5X3VurdHh/EjMHzpXEx3t8eynRvgdGwvfMKPIyA2FAEJEpqLp+nDSiABoJd4j1wyTHYXILknharQmV4fyyA1uVF6mOXdponn8JQQ3kPEfZ60X+52nkuTQJfr3PTHGZP629rfJzxzxe+6v+Ul0FfXJeBn6wBPuR5vgaw/Q365fpbt2h/chQWbvTHeYSV6z5qMxsP6wbpdMxSuWQlvW5fFO5ZlJMS3QIlKtrCoVQN127VF31EjMW3BAth7emLPkWM4c+ESrl6/oSrvGCGoly0rmrRnqj1jbcnnzudPyf7yxmYmUy9WrVF/RmqaWjIPqa6m3K6J+UmkzTmldeXleAjZ97KRkZUpvyNL5ds8WdWUXtH0cgNUQEmvM0syo8p8nPmRRiBZjpkuR4E1U80IyfaUWgbOzdAGXoMGTs2D0PZRRsDMrgFUwVPOruVq/ces7Pu4dTsVP/x8FUnJKQg6HYYtX+7BWld3TP98IQaNHYtW3bujUuNGKFO9KoqLYZesXB5mNarARsLRap3boMkH/dF16gQMX/E5pvs4YenuQKyXENYj4jj84k/pygolVGdlDHsCETwKik8QG7o/6TP1OBR1HqEm/g3KcJ2htO0PpQPgk86tScGUyydI+525v1f2J0T5wvCTe+AvLxB2MXULOwq7Y3vw+XZ/fOy+DoOXzEHHj8eg/sCeqNSuBczq10KhyrZ428oc79tawbJ2TdRt0xpdBg7AmGlT5YW2Dr6bN+PA8ROIEs/06/98i2vXObo+J8ijp6h/vrJUUJV1hOcDeq7ssy/5QYtMmE/YoF+Dp+oAIevUgNbyWTX0Z34SMcpRAOV3ObEOoDkKnszLBCjzsC4f6/4zpVczvfQAzc5hrbbuza2F8Bx9R43AIxlTAyj3UyESoamX8iz1euS7Bk9+ZsbXG4saxEJCcjZyZy+hjPRM3LmTiuviaX770xXEJp3FviPH4e4XgDmLl2LImI/U4B1VGjeGeY3qKFmpAopULI9ihKaE7XV7dkHrEYPR45Px+HDZfEwVb5Mw+OLwl3AMPQS3qBPwiA1W5ZleDHnFcyOkPPUA0oXSD5UXPE8SjzUGNuV9GgVj/qXzYHUy9jcoY5DUZHg9j15XqK5YID4YHnI/2IqArQl82IVU7pELYXp0DxYSpi5rMGDeZ7oupN07omzTeihavRIKV7BGsQo2MKtaGbb16qGeeKU9hg7Fx7NmYrWjIzbv+hIh4ZE4f+k/+OHqNRVB3E3l9M6EoOQJee4POCIU2+/Ks78nL101uIs+36iXMV+4elASmgqqsp/qq6/PW5TydglKw7xqBKAaRE3p1UyvgAeqe3PzDa71XVYAlUzIbXzTa9PtPiJ9pjeEpsrY8lmJhiBLXfc/vdepV7Z4IDdu3MTFS98gPCpGPJgg+G7djiV26zBu6nR07zcAdZo2Q5mKFfGeeVn8u2xpvG9dDmVqVUeFls1Qr28PdJ08DiNXLMQ0geb8zT5q8A53CdH9JExl4/YAkY94m/S83ASeWk05w+NcoLxkAFWeqXYevYz9necB6MN1cr28dvkbqhhC7olHkniico9YZrrxQgw2yj3zFe/USV4+S/dsxqdejhi1ejH6zvoELT8chCodWqvG+sUFoO9ZlcPbZc1QzMYalerWQcuOHTHowxGYPncB1rp5YOtX+xAcEYVzFy/h5yvXkJ4msNQiD1nS49SNjCX5RO9h6rqU6gDKF7DmgaqpoEW50ORLXvushyfHhU3PEljLC98E0NcnvRJloIaZTQGU8JRMqcbblAyqgdVQhK+u/EkvgaXK7GIEyhBoGASnPu/yc454nWnicV6VMD0mNh6btu3A5ys4TNzHaN2rF2zq1EEhc3O8+X4B/N/b/8YbBQvg35ZlUaZuTdTs0hGdPhqJD+bPwmRHOyze6g/HY1/BM/wE/ONCEXguGpsv6ipONn4dD1+BgoeE6qzIcRI5ipwJjvPhcBflBc+ToPgk5QXdf1PG/v6TZAhXflbfCU55Wfh+HQv//yTA+1KMug/qvvDFIkuW+7KyzC85Sl4+Ign1feW+ekedhHvIESzZFoDRKxeh59RJaDZkAGxbN0eBirb4Z7Ei+Ns7/8bf334LbxcogKIWFqjatCn6jBqF2ctXwHvzFgSFhuHb737EXXn2qihIZTr5R0BKUGYLPDl+QXpqGjLSMtR3DaKqyEif37Q8xxc7xdCdUvDMzMDdtFSkpqfpnAHJeFr+1mdBU3oF00sNUCYtg2kAVZO1aVAkPGUdl8yUzKisZFJg1QNWm9xNeQOS4XVegS7L0ku4m5oqHsgVnEs+j+DgEGzfvh0Ozs74bPZs9B08BA1atIR1jRooYmOFt8qWwVvsh25tCYs6As2O7dB2+BAMmDEVE9csx4IAT9h9xUbuB1UD94C4MGxMihRjj4A/+4yfi4QXm+8INNiTRwOng4hdKx2SBKLcRqgYSAONMSA9ScZA99+Ssb//JOVC85HP4n2y0ootBFIi4JrM7qOnVT98J7lPvFeu4pnyheN1PgK+CqLR2HQ+GoHJMdh8Ngq+UcGwP7IXi7dtxHQ3B3y4eB66jB+DRr26okLjBmrcgHckUvhbiWJ4y9wMZVnx1LYNOg8ciNFTpmLlOnts3LIVR44dQ1x8PL79/jvcun1bX0FJKOpfwCI2XWNlVG60o89vKs8xKmI+NACo5oFqlUj8bgLo65Fefg9UYKdCdkqfGQlPbXgyrtfe8JRuGg3JxMzw3FfOQmXL5wzZ725GOm7euYNfblzDpf9cRlhUJHbu3Q1HV07rOwsDPxiCFh3aoUr9uijL8sxyFmo6i+JVKsCiUT1U79werYYPxsDPPsFku5VY4OeBL77cApfj++Er0NwYH4bAM5HYkCTQTBAvKUGMPkE8rPgQuIic4oLhGM+2lWxTybaWpxQ4CVAl/ToXfSivQYYyBqSnyRjs/mgZ+7tPk+H1GIoAdUgUCMp9secLReDpKOtdBKT0RtmI3/2cXixKSDwNbxHbwvpJWL8hMRyb5J77xQqITx3BugO7sHizH6Y7rcOHn89B1wlj0LB/T9i0boaSEjEUrVoRRcRDLVrBFmVrVEOD1q3Ra9BATJz6CVasWS3RxxYEh4Xi/KWL+PHqFdy4fUvlnXQBarbkP07bwkpMzn1FEZhKCp4aQJlvdS9+La+qlzm/i0wAffXTS18Gyjd8DjMkM6ZIlXfqvUhmTgKT3fkYGqVlEKDZkqFZ6yleqUCTs2Omy3G/pd/FD9eu4uzXF3AqKgJfHtwHZx9PzF7yOUaM/whde/dAw2aNYVu9MkrYlkMRW0uUFCMr17AOqrZvicYD+6D7lPEYsXQBPnVbj2VbA+BwaA88Qg4LOE+qATw2JkZgI+Ep3iZrk1WD94RT8JAl20W6SRjKcj7CkXIWOQkMHAQW68/oAGovECFYNYAag9DrpFyAyvU6SLhuLy8X3oP18lKhB0qP3FWg6SLep1Zmyvvolij3NP4U3ONC4KHv9bTxXJRSgMDUNyYEXqePw+nofqyWF9xcfw9MtF+lKp9af/QhavToBIumDVC4WkW8a22uxjAtV60yaom32rZ7ZwwdMxIzF86Hg6c7tu/bg5ORYTgjeed7yUM30u4iNScLGZLPMpnH9BA1FPOeLvrRtZAyhKUxmdKrmV4JgDKMYk27aq4kACU8KXqZ9Apup6XiDgHK2vocepr3BKqZuCnrr976Df+5+hMSLp3HkfBg+O/YiuXr7TD+U10j92qN66NsJRsUKVsShcoUQyGLkuKVlIOlgLNOr87oNHEkBn0+E5Oc7bB4O9tr7oNf5EkEine5OSkKgRKibxSD9Rf5xJ+Glxi1h3iZ7iI3LgnQJLbh1IWfXhJ+el2IgqfIXUJVF4GDsz5cZY8gSpWFClAIFmPQeR3FpkyqIb6IHrkmeuN80VB8qWgVTa4CUFd69XKPXWKCVOcCz/hQeWmxx5M8D3mBbZKXGZ/PJnlW/jEC21NH8cX+nZjp54YPls5D24mjUKNPFwFpPRStbINC5cqgkGVpFBOglq1SHtUEsB369cSYqR9jsd1q+G4LxKHTwYi7eA7fSJ66InnrRupd3OELPCcT6fKiz7z/EJ6GMoyaKFVmqs/npvTqplfDA2VIztBJpHmgLOtMk4x7R4OnwDWTsJXjUsUr/f6Xq4g5fxb7Th6Ht2T85RLKjZ89Hd2GDkD9Vs1gVcUW75UugjcKv4O/Fy+AAuVKo1xdCeW6tkWnUUPxwdxP8YnzGtVsZvWhL+EkYaFv7CnlYQaKl7NJvExC0zcxTIXpPrJkqO4uRk1wugkIVK216iXEnkCRSl4pkfBMiVDlfcqzEngSovzsKmGqh0DVQ0JWD/luDDSvqwhQV4ElyzwfAlRXLsx1BKjyQHlf2ABf5HFGwvkkwvQUXHnPY4Pl5XUKXgztZRu7kKqR9wWoAYSqPCMfeYZsErXq4E7M2eKNj93s8MGSueg6fgQa9e6Mis0bSORRHm+aFcM/JF8UlKVlJWvUEZh2EpiOmDoJi9avgc/OrdgfcgKRZ5Nw+eqPuC4Rzp1sgeh9edlLvlUzs+qLjdKyMpAu0ZEq/5R8q5wAVkDJPqb0aqeXvxJJMpmq+GF5kgBSW7L9510BJ0V4Mky/K+t+uXMTZy9fwt7jR7HOyw0TZ3+K7kP7o0HHVrCsXQXvW5TCm8UK4K2i7+Cd0oVQuJIlyreoh+YDe2DgpxMx3X45VgT6wPnIbvhEHteNq5nMJjQxCDgfJUYphitepmu0eD7R9HzEaMXr8eYoSNzG0JJtF8+KR5oi+4un6cXxOMXgtVCVHqaSfGaFkat4p+7spilwpXfqJYD9qwKU94XAVBKv3In3iB6n7EN4qi6nfCnRm5f7qpPcL9mH05K4ybNh+aingJUhvkvMSThHBcFF5CafveihnolQz5Hlp54xwXAOPoCVOzdghkQZw+ZNR9vhA1ChTWPxSq3kJVsYbxX+N94U/btkIRSraIXa7Vqgt7xkJ8+fiVWuDthxeD8izyfiwg//wU+/XcNtiYpYdMTwPk3Lp/KiZxk924HSEWCrEJMX+uqnlx6gzGFsKkJo3rsnb24FUH3FkWROlnkyo96Rt/x/rvyEg8HH8YWrEz769BN07N8TNRrXQVkxhKI2ZVHA2kwB07xeVdTu2BwdhvfH4FmTMdluCRb6u2DtlxvheuRLeIUcgHf4UTWiOxt0qxBcjM77rBityIOglHVqvYjr6GVyvSuNVo6hZ+TJdQJShptcx+HkHCTUdBRvyVlCe4ai7rKd+3jIOdzleNWkR8BB0Kr2keKhPlUESx49V+gvv4Git2z4Oe939dnY8XppZZl5fwulroMy9vspdc0EqC48V/eEbWQJRhFfLlznKvfUheXIDN/5ohIP04MtG8Sz52dn3tc4NsZneTO90zC4sQJP5KGgKh6oRA++8iL0kuP4/FQZauQJeIYehsvR3VgtIJ3jtR7jVi1A/+nj0XZob9SSvGJZv5rknXJ4x6o0ilS0RLlalSXEr4/m3dpj2MfjsES8Un/xSllW+s1PP6goKEvyaqbk2UzJqwSnip6Yj1mTr2rzdfnZ5Im+uunlBijzlQFAtdCHAGUIr5otMZPez8HVWzdwOj4aS+3t0HVIf1Rv1hDmVW1R0tYcpSpYoEzNCrBtXh/1endE53HDMGLRDMz2WAu73ZvgEbQPG8Xb3CLGtEVAt0EM0Sc2CB4xQXAm8MTLdKYhipfpLqDzpEepPB/Nu9SB0o0GLmB0poeqDPzhOlX7rs51Un3OBQBhoYBM0J5WAOCUGy6EKKFz/inSA4htKA31JIBqNeePSA/I3Iby+s95v6vPeY41PPdjADX4PbmgfNI1nJV7SxGgfPHIffE8GwlvdX+j5P4K7NT95YApcj/VS0oHSb54eP95r13kGfHe8+XE/SgFUnWfuZ/umfHZucn5+Exd5Nm6yXP2lWeyQZ6Nf8QxeIbsh8OhnVi+zRefua7BiMUz0e3jkWg4oDsqtG0C8wbVULKaLYqWt0TxiuVQsWFttO/XAx/PnQGPwABEJiWoiia+2Jk/Vbknyz8p5l/V200PUcnXJoC+uunlByjbuiuASsaTsOe+8kTvK5iyEom1nHcy05Hy3TfYvGcXBowZCYsalVDQvCSK2ZZFxaZ10bRPV3T6aCiGzJuKj9cvx4INblizLxAuQRzA4wgCYk9gkxhdoEAtUIw4QJY+smQvIYLOKYGVGwy5WVYpEBWPxyNZDFFET8lV1tMzciI8aZQ8ToBDGFDKYyKAJXx0o1ETnjR+gabygtQ6UbwcKwB1kb/3iAdqDDyUgo8cJ8tcyffnAajmYf43AUoZhajBeh1ABYpyn3k/lMcoUPQk+JR0Xrrm/dPDJxxzAak81igdGOX+OsqL0EGg6CRLZ5aRyj5ucjy3s0bfWa7HWf9sOFKUl4T/fvEnsUGWlL+E+94RR+Ea/BXWHtyKRVu9MNVtDYYvnYXOE0egfp9OsGlRHyWql0cBy1Iwk9C+be+umLVskRqr9Kcb11STJ46aTz7miu1H1QwGkneVQ2AC6KucXl6AMk+x/QcBKpmO893oZmVkxtN5o7rmTMCVG9dxIjxU1ZTWat4UbxYriALmJVCleQP0njIWU53XYNEWTzgc2QWfqOPYJIYTeI6VCxK+cQDgqCNwiWTf9CPwFM/TWzxAb4EAy9YYRrKMkmWVqrxSjtP1FhKvRw9PwtVRjI5G60wQyv4KInqAsgE4AeBNr0o1picMdF6ngqeCq4HEqHWNyx+FzGPidv6dPHoSQI1Kg6PIMGTP+119Nna8Xo8BNI+eeC36bbkApfco95HS3Qs5P38D75/cOx+BpA+9f+V1EqC6lxyfk+/FWNXKgS8wh7iTWCfP1l68S37mS5DAdOKLTv4OAcrnqiqk5LObvETdosX7jOHspUHwSwxBgPyuTckR2JwShU1yfj8+35Cv8PlWb3y0dgl6zZyIJkN6oJRA9N/FC8K2djX0G/kBnH19kJRyAbdSU3UAlTwsWVV5n8zH2oSDOofAFMK/yumVAeiDLMlwmTnI4cAPnIVRYMpEDzT5m2/g7u+HfsM/QFGz0gLQQqjaugn6TZ+Azzd5qRkjPaOOwkfA6C/w809hbxaBGkdcl3XOcRyE+JgS50XniO5q/ErxAlmZkwsASm/0hKQCBsvvaPhK8lm+azBRQ8/lgocQfSi1jtvFqHXD0xmI5+B5ZZ/HgGMo2c59cv+egQzh9lTx9+VXxo7Xy9hv0PQsgBKe7hSvm/cw937KNr6A9H9b3Tt5Hkr6e6i7x6fkM9eLh8rnJedxYcTAohMu5VwqKhBxqXo26X+TO8/Dey7epxuLbeTZeyScVANCe8p5vcRT9klhhWAEvFJk3zMSjUQehl3QHizftxkzfB3RYewHKF2zEopalUW1+nUwesIEbN21G9//9LO85CWD8n+CU59/lTMg4jQwBCkjLFN6NdOrAVAOPUaApovnmS6epwBUeaXyWr9+8w4OHg/CJ3PmoGbTJvhnoQIoVsFKNUuZ4eUA11OHESgeix89DTEu1uK6iVGoqSlEavR1/URpHDDYiQMHi1zEoDg6kCEElMTotc/aNm2cS46h+RhMngYeGr8sddJDRAOJrMv9e09S7rGPy+jfe5L4G/MjY8fqZew3GOqJ16Lf9ui1a9Id+8y/zWNyn4G2Ts5Lyedcaetk34d/V/bn8fLCdBdoUnypqjapbEJ1VnRe8oiS5Jdkwlc/oZ6A1+nUAUx0XIX6fbuheEVrlLS2RPN27fD50uWIio3D3bupCpL3syV0Vy9/PUAZyhOqIpMH+uqmlxugeogqgGbIG1sASnhyFkzG7qmp6YhNOAM7Jxd06dcfpSqVx9tlSqJquxYYu3oxVu/briY32yBhHdtgcrR1V/E8nUWOnAddDMJBIOogRqL6oifqIKpAKkBlsxplYHpDMyZDo/2jZezv5ZWx415GGfvtmozt/0fI2N8yKgJUYOku0GT7Xb44+WJV+ULAaZ8sSgmF/YVQrBcx/zAvebOLadQJfL7dD31nTEGFFo1RooINKtSqhUHDR2DLtp345utvcfd2qgLo/SydI6AiKob22tIE0Fc2vRIAVeGOeJ45aeJ9ZuoAyvDnp59/wZYduzBqwiRUrV8fBSzLonTtaug8fhQWbfaFZ9gx+CeFwVdVMETATTK9i2R+p+TTcBCAKglA19NQVFdKvSeaIABNDBaAShgvBmbS66uHAJWXpSo2YLjPyIQv1lOwl5fsuhSRgHPdhdMC0dNwlPzjpoqABKTxkneC9quZBVoO7Q+LujVRytYG9Zs0x8JFy3DiRAh++uEKcrLugdOHPMgSaSPgU1o+N6VXMr30ITzf0izvzErLQtbdLAXQnMwcpN5NQ3zSOcxdvBQNW7ZGMXNzFC1ngSZ9e+AThzVwP3kQm8/oJmJjJQEHoWCZG6fxdab3eY7w1C/FUOhtODJcUz1fJISTJUM9Y0Zn0uulvABVPaLO6vLHepF9ssAz5bSSvYgAdZF8xLmlOJnfhqRwOB3di+ELZqJWx7YoammOEmXKolef/nB180Ji4nlkpGXr8rNEU5SaRkQW9D5VGSjzO2VKr1R6qQGqwhvJbIRmtgCUXihDoLS76Wr8xp2796HPoCEoY2OD90uXhG392hi5YDbW79+FDTHB2Czw5OyPrCRgRQVr0TlVL0Vw5ooTqInUrJTieVBsRvTU8kuTXhsZApTwVBPuSb5wEhGiBKgK4TWAsgxdD1AfeTFv/zoBmxPCMc/HBV1GD0eZKhXxj3ffRYVqNTBp6qc4cOg4fv31N+UMCDF15aHikdIxYOWSbr0uz5vSq5VeXoBKIkC1yiMWwCuYin755TpOngrDwmUrULthIxQsXQolK1dAy8H9sCzQF5tiTsE3Kgg+ccFqqgwClEB0EYhqAKVxaOJ3bqPUyOgiVdEgMmZwJr1eeswDJUAlD2hRiirqEYg6CDwpJz1AWQnGmUe3XIzDtvPRcDi4C+OWL0TNDm3xr+LF8H6pUmjfvSccXD2QINFSWmqGgmRO5n1xCLKVU3AvM1sASteUGV6X703p1UkvN0DlzcxaSy10Z81l6t0MnD17Ae7efug9aDBKW1uhkIRM1du3wrD5M+ERdBA7kmPhHX0S7tEn4B4fLIZBgJ56BKAaRHWfWSuva1aj1Q5rFQzGDM6k10x8Ueohqntx6vKK4UuWlY6EqKOIRUAuso5RDeev8j+vG2DGJ+w4FgZ4oceEMTCrVQNvlyiOynXqYsLU6dj+5R78+OMV5QTkqIjKBNDXIb3cAJXMxrLPjNsZCqBZmTn48YcrOHD4OCZ/NhMV69TGu2VKwbxODXQeO0JCKDdsij2N7Slx8Iw5CVcBKCcp0/Ut1wNUpHmbSmIIeeGpACoyamwmvdbSVSrp2ojqRsp6+LLVinyc2ATurC5P0WP1TAyFX2IYNiaEwfHwHkxeuxLN+vdBEatyKCFq17U7Fi1fiaiYOKSKF5qZIeAUx0ApywTQVzm99ABVHmgq53F/oEKgmJgErHdyU5ny3ZLFUcDKAg16d8Mku2VwOfYVNidxUONweMSxYbQoISQ3LHsEnAbKC89ciBoYlkl/HfG5s42o1tj+MYDqy8vVeAVJIXCVvOYZdwqbzkbATyKfL3ZvwciFc1C+SQMUKFsK1lWrou/godi4ZTu++/4nycfpeMAG9Kp9qK5Nswmgr2Z6JSqRVLtPSdev/YbtO3ZjzPhJsK5YCf987x2Ub9wAQ+Z8ijV7t2LLmQj4cCCPqOPwYE8iVh4ZlGsZgydlFKB6QzJmYCa93tIAqkFUK/LJlUGFI1trOPNlLeJEd5tEHHB7aaAvWnzQH4XLW+E9CeWr1a6NmXMX4GRoGK5fv6Ga5mmtTEy18K9ueqkBqrWTy8m5h9s37yAsLArzFy1Fs3YdUKB0KbxbuiTaDB2IOd7Oaj6inV8nwD0mCPbhh1WD6FxDoKeQB6BqsA4DPeyloom18KZKpL+qHoGo5APdNCw6r/MxgMafhEu8rsIy4Gw4Np+JhOuJAxi2aA6qtGmOguZlULpcOXTr2x9OHl44c/Y8bt+6+xCiBKg+r5vSq5Ve6hCeGYqdNNLS0nFWMp2ruxf6DBwCq2rV8G7ZMrBsUAfDF8zGuv07ESih+7ZL8aov+9qIw3BmaCWg1BmBQDKPtFr2p8kE0L+etL72/EyIKqn8oH8JE6AGIkDZ7dMlMVhe2sHwkZfv5vPRCIg9hXkBnqpsvly9WihqZYkq9epj3JSp2LPvIC5f/g4ZaZm5+dwEz1czvdwAlZRz7z6u37iJAwePYMrUz1C3SVMUtyqH0tUro+WQ/pjt6QTP0CMIPBuhumy6xAZhPQcGkczsfEYgKiGXYViuSTVdMZSE+VozFk1cn9fATHq9ZQhQTcwHqhhIxF5KD2cU4AhPOrEDBsdx5RCIG1OiFUQdjn2Fj1YuQr2enVUzu6KW5dCyY2fYOTjhdHiUhPI39bncRM9XNf3XAap6WhiRlp62jeN+stby0jffwtHVAx279YRlhYooaWuNul3a46NlC8T73K4K7v0SdDNgqtGVRI4CUPZnZi0qyzhVOSeNQTMMwtFAJoCaZKhHxj3V5w8tX+RCVPIX85gakIYwlTzHJnO+5yOxiVPAxIVi0RZf9JwyHrbNG+OtksVhXqkixkz8GJu371Re6D2WgRqxAU1aetJ6U/rfpj8NoNpcRhQ/a0lbz6WhmDgL53c//IiDR45j9PiJsK5YBSWtrFC5SQMMmjYJX+zcCJ/wY/CPOwWfuBA1EyYHgmCYxUzNcioNnhpAc43EAJ7GAKp5poZGZdJfR3kBqtMppVyIqjymgye7AauX9dlQuMgLnJVKfKk7HN+HT5zXot3ID1DQ1gr/KFYE9Vq2wrylyxAaEYW76RnKPji4sjbzbDbnTMoz0LJmQxwHV83MoLcRU/rfpj8NoMwQzBhqIGT5rG0zzBSaOPcR0283byE0PALLV69Bg6bN8W7RojCrUhmtB/XDbBd7bIw4icDEMPgnnoaPZFYOScbyKDUNLjOygff5TIA+QYZGZdJfR8YBqhPLx1XFEvOYvKQJUDZt4gAjLDJaF3MMdqcPwT0mGN5RJ2G3fyfGrVyM8q2a4o2ihVDIyhI9hw6FT2Agvvn+OzWzQo4oLS1NKSMjQ9mBBlDNTmg3TwKsKf1v0p/ugT6E5EOvU1tv+AbOzMzE15cvw18yWf8PR8BMQp/3y5qhWusWGPjpFPE+A7HzbDS2ssD+TLgqvFeZWzK16obHTC3SminlBaihgSgjMckkAz2SPyRvGUqroWeeUg3t9bXyHCqR3x05LGJcEHzOhmMjx2IIPYq5vi5oMWwgClUuj3csy6J2q5b4ZO4c7D9+DLdTU1UpaKbkfcKToh3QLjTboE1o0myIov2Y0v8u/SkA1TKCBkstI2jrKA2gXJ+VmYVfrl1DUOgpzFuyGLWaNUMBSwuUrlUdbYYPwRT7VXA/cQC7LyZgiwDU70yYbt4eydAeKeFqvh3HpGAlwzDeBFCTjCm3XNxAhnlDmyNKmxuK+6tG9gqgIvaNJ0gNYMqBuwMuRmPzhRj4x4Vi9Z4tGDp/Bqp2bCMQtYV5rWpo37cXVjs54OvvvkcW8z/zvtgAnQcuDcHJdRTXaTbEfUwA/d+m/zpANThqwKT4ndLgSWmZguvTUtNw5vxZePr7oP/wD1DCuhwKWFuiZteO+ODzWVi2bQM2xIRg16VEbJA3vJdqNH8KnpJpvSXTel6IUJlY1YzmAagxYzHpry3mCc2r1D5z/dMAqjxQivmKL23xPh3khb1evE9GPV4pkfCTvLjpYiw2nYuEa8ghzPF1Q9fJY2HRrD4KV7KBdZ3qGDb+IxwNPomr164jXTxPQ3vRHAp+52dKsyF+pqfKz6b0v0t/CkC1zKA9fE2GoX2uJLNcu34dXx3cjykzPkWdpo3w7+JFYFanGrp8PAYzvZ3hFnwQW85FYUtyDLzjQnL7vHM+HL9vYuH7dbTK2KqdXp4Q3tBADGXocVB5t5v0+koDoqa8+SMvQA2PYb5yv6ADqH1CENbGHVeRj6dAlc2hfM/rmtf5x4t3GnQAU5zt0GBgTxSpXgHvmpdGg9YtsNbZCTHxCfjt5s3cIi/aDAHJpaGDoX2mN2oC6P8+/dcBqj14ip+1DKJJ2655pampqUhJScEX9mvRulsnlChvhX+XK4NavTth7LplWLN/O/xjQ9Rb3TchFC5Rx+EUeQwunAxMMrTf1zHwuRSj2n2qxs55AKrJ0EAoE0D/usoLUMoQovkBqFtKGNYlnIBd7DGsl6VqCZKgG4vB90wYNp5lN88INc1M3zlTUaFdc7xvXRbmVSpg8KiR2Lh1K765fFmBUQMoK5ToeBCamq1o3qhmM1xvSv+79Kd4oHzwlJYRNGnw1DIDM8z333+PAwcOYPT4sShfuxoK2pijTJO66PbZJDX3jFvYEWw4Ew5/DhgSGwxn8T6dYyTDxp1UtebeFyLl7c/phgWebG5iCFADiNIADI3EBNC/rp4FUEJTg2degDJPcX4kd/FA2fbYPv4EHMQTdU4MURVJzrFB8JJ8GHAuHFsvxsEj4gQmu61Di5GDUKZuNRQqVxbVGzbA7M8XIPjUKfz666+5tmJYmUR74TraCteZ4PlypD+lEslQWmKmMCwY55KZJ/z0aXyxejXadmiHMraWKFOrMhoN64cJrnawP7lfNVcK4BzgnA5YAOoez9kUOYe4bkIwXebWtcVjJlZ93Q0BagBRQ2kGYwLoX0+PAFSfPwwBqs1KaghQ7Ti1nxxD6frMh6g2ompke8l/7N7pmXhKeaGbL8aqYe8W7w5E/wXTUa1rG3EQLFCodCn06tcP3j6+OHPmDNLT05WN0C40B0ODKNdRhKkp/e/Tnw5QTcwEhm/YO3fuqNB9w4YADB06FJWqVkYpyVzV2jfHoEUzsWTfVngmyJv8fCT8BaDeiaHwiAuGz9kwNa2CGnVeYMqyUFeBp5JkYtWvXTI5pYE0rzSDecRoTPrLiM9dyyNGAaqX0QhF8pdqMyyfvc6Hw1PE6a25TnUJlaWHAJQQ9ZN863cuAutDD2Gypz3ajB+OUrWr4P/eeRPVa9bEjJmzsH//fuVIiJEoSNI+DD1O2gqlRXOm9L9NfwpA+bC1B659VwDVl/cwXbt2DSEhIZgzZw4qV66MAkUKoXRFG7Qa1h8zAlzhEhME/0sx8L8QLcCUjCoZ0ksgGpASBf9kCdsFoOwHz8FE6I16SeZlhqZnoBmHAuZ5vfTwVADV72MC6F9TxgCadx9DeBpKAVRe1Fz6JEtkdCFKQVQVJwkwmQcZGbGIifnSR757y0t/+aHtGLl6Iap1bIU3/vl/KFi4ELp37w4nJydcunhR2QgTvU9GZ1xqtpLXpkzpf5f+tDJQLezQpN6ksuR6wjM4OBirVq1Gu3btUKBgQZSxLoeWfbpj/KpFWHviK3inRML36xhVxqkyvWRKFRoJTH0lQ9I7ddePy8gRwln7ycxKL0AzkGcB1JjhmPT6yxhAjb1MnwRQNXSiQJTzxBOiDPcZvjPvKYDKPqxQcooPkvMLaC9GwzUuCEt2b8SgWZ/AulY1FClVElWqVcOw4cPg5++HZInGWKFKJ0MDqAZMytCmTOl/l54DoHzTGSp/SYMlH7YKPSiDh379+nUcPXYMc+bNQ5PmTVG4eDEUK1Ma3YYMwCJ3B7gf3wcfhuvJuqYiqrscyzi1t7p4nQQnAeqTdFqVNfmwYb14pPRKVfmVZHQaBWGpGj3nkYKofp+8RmPS6y9DgD7yUtXLGEwpDaC54yhInmTRkUv8STgLINlnnvtxSm02rGffeTZxYqN7T8nPXgJVu/3bMGHxfDRs1walLM1haWuNDl06wcHREecFordu31bwpP2o+oJsnR3xuyobJVTFjp7fMk3pj0j5BCgfC6FnKOOPSvcQH25T4YbBG1NBVHvosj75wgU4uDijR9/eKGVRFm8XLojKDepi0udz4Xl4DzYnhikPkw3iOf1wrvfIRvICThWyy5JloixforwTJeNzOo84jo6jy8TKOCg5Nrf3iHYukQmgf109FaD69U+CqJIeoho8KX7mOuWFilfqxZYhkt8I0PUJQZIXGT3JCz/6BNbtCkTf8aNhXq0i3itZTCBqgzHjx2H/4cP47vvvc9uDpqely+dM1Vaa4KQd0bbyWiaTzg4fTdo6Y9tM6fel5wAoG+xSHOiDSw2imnSPj4+TANX993Arwck3qC4cYVu2bNy6m4qD4n2O+ngiKtevjXdKFkWpKhXQY9woLPb3gF/4cQSei1RNSNToN5LpCD+VsSXTMkxSGVWW3Idlo6p8VFUosSKJoZV4oZLJlXFQcuxj0m9/qpGY9NrKEKDGxO3PzBv6UF7VvEte1bxPdu5gmSjlJgBVjkCieKhsbH/mFDZIvg2IPIEp61agXo/2KFbeAoVKFUWL9m2w2sEe0fGxuHP3rnI2sjKykJ6eoWyIA+48annGrZJiyrtOkym9WHoGQLXbrD0ewlOTBlRNhgDVQVR7sPcf6NqvsXmGVqN4+85dpFz6GuucndG4XWsULmeGdy1Lo073jpjuZg+HE1/BNz4E/gJEzr2tq00XMPKzXg8zsIREooffH8/0mpE8BlH9+mcaiEmvrbS88iwZO/YRSR7VPnNmT8NtPJ75l2WgKv9KOO9xJhgBEtpvSY7E8t0b0GfGBFRoURfvFCuAMjYWGDxmBHbu24urv/4iViSWeP8BMgSg9ERzWCYqUKV1GlrmkwDKlHe94TZT+n0pHwDVMGjwmB7kkR6gD+EpoYV+bbaEGRxlhvDkm1NepQqg3373Pbbt2oXhY8bAumolFLMtJ5mnkWSiyVjx1Va4SWjDWnZvyWwsa8qbmSnDDJofGTuHJmP7m2TSH6XH8xybOjFyCoGPeK32Qbsx2W01Wgzvi0LlzfGv4gVRvWlDLFq1HKcjwnHr5k16Irh/T5wRid50Yfw9sUaxJ51VKpkA+uemfHmgD8SDpBd5/8E9/TKPtPIYkVZLyLclH/a97HvIzsxBTpYcm3Mfd++m4/yFS/AJ3IyuAwehRKXyKFzJFjXE8xyyZA4W790MZ87pzjBcQhxK8xApY5nTJJNeduXNu+4qAgrVjScqWh9/EsuC9mC8tz3aTxmDsg1r4X3z0qjfuhWmzpmtBhW/cystd5ZaLtXneyKhppih2KLOYnPdHbHDbNmQLaDNEnFJ6N6jzdKu1d6m9CIpX2WgBCJv+j1Z8iHx4TwiWcmpCe5rT5DiVAV80FmU7iDhL777/gq27z2AUZ9MQwFzc7zxzpsoUr8WOk2fiIUCT+9zEfBMjoazhO6OAk8nE0BNeg2lAMpKpeTTWMeBSC5Ewf58OFaGH8L0LV5oMnwA/lWmBN4sWQK1W7bEklV2SEm5jPTUTNwXm1LuZrZe+iBQgyhtkquyZEWGGF3G/Ryk38tGhij7nniutGUTQP+QlG+AUqrGj5J1j4jr5MkpgGorFTDlOP2bkvBMT8tCTMIZrHVxR5cBA/FOqZL4Z+kSqNKtAwYtmYtlB7bDMykMHuci5c0cZgKoSa+tmJdZBu8oECVA16dEwkEAahd1DPP2bESX6RNQok51vGtpjgp162HclGk4eOg4rvz0C3IyBI+ZYlOZ4pzovdH7onuiHLG5HLFDep8EaKYYHpcUi9NyGCnq7Zj/mdKLpfwBNI90ENVJB1dZpwGU0BTJTgqkBCeVlZWDK1evY/e+Q5g0/TPUaNIEbxUvhhLVq6DjhNGY4r4e64L2wfsMayyjTAA16bWWBlAn8UDtCdALkXBKiYBjQghWHd+DkXZLUaNXFxStUhGlK1ZExx69YWfvjIS4M7h7KxX308WHzBARoGJvxgCaLfZJ0RtlWSm9TnqntF/VDIqGa0ovlJ7LA+XtVoyUm6/KUkRczw0KoOpByoMR6bxO3TYqNTUNCUnnsMbeEW06d0URC3O8Kd5njU7tMW7Ncqz4ahvcok7Ah82WUmIkvJHMRICySYg+w5kAatLrIg2gzgJPBwEn5SxeqHtyBNxig/H5jg3o9dkUWDVugELm5rCtWgMfjPwIe/YewJUff0GmhPJa0ZjmqBCgSqx7ICR1mx6VrOf8S9k5OWqp7NeUfnfKN0CV18mHon8AqlF8jjwAEpX/862nrzBiGY0GUK4ncH++chU7du/FyLHjYV2pCv5VpBBK1KyGHlMmYtn2jfAIF3hycrjkSPhcioOrZCbHM6FwFICyqZEJoCa9TnoI0HA4ifdpL0uH82HwkHzvnxwFt/Bj+MzTEU369kAxGxsUKFkatRs1xRd26xEffwY3b9x+6KDo6XhfXE0NoHRouEltNrRfsUVOHcKWMYSoCaAvlp6zEolu//3cNxibUhgClM0rMtOzcC9T3n3yMAlRhu43b99FZGw8Zi9egkatWqKYuRmK25RDqyEDMdPdCR4hRxGQGAafpDB4sifR13FwS4kyAdSk11YaQF0EnI4C0LXnQmGXECwRVyj8BKCbzkfD4fBeDJ71Kaq2aoECZmVR0sISw0eOwZatO/D1pcuqhYtKjwBU7DQPQNmJJTsnW9ktIcqOLBlZmciSdSaAvljKP0C15g8EqeaBylIBVMSwPUe8z6z0bAGoPE0VUtzHb7du4/yFr+EXuAXdBvSHeaWKCp412rTAhBWL4XzkK2yM54jdkfBWFUgR8LoYCzfxRAlPUwhv0uuohwANUx7o2jOn8EVcEOw5rsPZMGy5FI+A2NOY5eGMzqM/hHnN6nineHHUa9ocsxcsxLETJ3Hjxs1cB4YApb1li8NCqfoIZbs6gGbl6DxOAjRHIkd6oaYQ/sVT/gEqN1tX5inhuSzvy0NgO08+wAfy4O5nyXZKvE9+5wPNyMjC5e9+wJ6DhzF19hxUqVsHRcpZwrpBXXQZNxKrdmzC5nhOdSBhS1IEPJPYQyMcHqoSSUIbPUBNHqhJr5seAWhyhALomviTWMfxHRJCsPFCLLaej4X9gd0Yt2IJ6nXthHfMyqCoZTl07tMPTu5eSDp7HmlpGTobFTtkERojwEzVX148GLJVb7vZBKYeoLnttk3wfOH0XADNbSjPJeGpBygb9t4XcFKsFaRHyvW3bt9BREwsVqxbhxZdOqOQWWkUK2+Nhn17YLzdcviGB2HnhUT4J4ar8k+O9u16JgzOAlKdQuEsYbwJoCa9blIAFTmfF4CeD4e9fF6XeArrBKKOHBxHHInNKXHwjzqFpZsD0PPj8ShRowr+UbQIKtSqjYnTpmPXV/vx89VflY3S46TnmZGWiXSBao58Vs6NiLbLrp+qyM0EzT805Rug2sPIC1DV24g9jVToLg+IBduS+NC+//lnbN+7FwNGjUQBS3O8UaQgLBvVQ/8Zn2DFrk3Yei4aW1Pi4RkbDI/4UxK6cOzEMDjEhsAxnlMjsDdSaC48TQA16XVRLkBFDiKn8xFKqtw/PlgN1eibFIbN52LgHnwYH69bhdpdO+CdUiVQRByRtl26YMnqLxB/9hxocuzMQmhmpWci424GsgSkqvef3kZzI0YTQP/Q9HwA5dIQoFyXB6BsyiRRPn67eRunIiOxbK0d6rVqgTcKvY93bcuh8eC++MTJDq7Bh7DlfAwCzkbAJTpITcfhcU4AKhB1iDMB1KTXW4YAdeQyORKuKVFwIUgTQ+AQc1wNyRiYIjYSdxpLtwag1ycTYFGnOgqULY3ydWph4OjRykG5cp1zyuvHCiVEBZ6ZAtGcjGxVN6EBNNdmRVo0aUovlvIF0NzqPE3yADTxYTwE6D3ckxA+PSNL9Xd39/PD4DGjYVm1Mt4uUxzVOrXBkM9nYvH2DfCOPImApAh4JUjmkYyihp4jQCUDqfA9MVQNYcdRmIxlQJNMepVlCFAlCeNdBKIuYgMu8t0xPkiNdxtwPgobzohnenwfpjitQeOBvVFSQvnilSugXpvWmL9iOUIiInDl12tqiEg2qFeVuakCVAVQPTi5FJgqh0c+awMzmyD6Yil/HqgelNRDeMoGkSFAGTJkZmbj2o2bOBYcgqmzZ6Fe6xYoWM4MxauWR5eJo/GZlxPsj+6FT9wp+CRybiOOo3gKrtSZ03A7FyEgjVShvDa7obEMaJJJr7LYsoQAVYN7nwuD09kwOEj+59KVEBXHwUVswud8pJpI0TsmGKv2bsXA+TNQVRyRYgJQ82pV0PuDIXDz80XS+WTcuZMqUGSdhAAyLSsXoBLfA9rSBNA/ND0boHJ/FTzlpqu3GcU3mj5UVz0g6Hlm5KhG9HfupuHC5f/Ac8MGdO7TCyXKW+HflmVQqV0LjFm9GKv2bYdb+HF4J3DKDQ5Vx3ljIiRDsfKIYyWGw+dCHDwk0zADceqOvGMrmmTSqy4CVEngSafBQRyJteJxrk8Qp0G8UdUjSUBK2/ATW9gonqh31EnM8nNDp7EjUK5uDRS1LIsqDepi/KfTcODYMfzw08/IlOiPhaL3xR7viTNDmIKtYpTN6qTqLdiSRsJ4U3qx9HSA8uVESApAedNz5IFkp2eopa67pjyILJa7sAlTDjLSM/HTlav46sgRTPzsU1SqVwvvmZdCmXo1VX/3uRs84XzqMLzjQ+FzRjKJANOd8xdJJmH47iKgdJfPPhdiVXtQZ5aDJgSrGQ6NZUKTTHpVlRegjuJMrIsPhn38SV3TPa4nSMWx8BanYkNKDDadi8K6I3sxesVC1OvWHsVty6FgmZJo2q6NGpg8MjYON2/d1jk9bBkjNkmAPgzdxVb1nqcJnn9MyjdAqUyBZ+qtO8gQL1MHzmxkyTou2bvh5s3biEtMwvzly1CnRTMUsbZAyWoV0GJof1V+s/rADnhGB+nmdk+JhpsA1EkyjbM+fPcQeHqlRMFTQnhXeSM7xQUrgBqO9G2SSa+LWA7KyMvtLCOwCAHnaQFoMNbFnoCD5Hs24WMURltgs6aAM5Gqy/PcDR7oPmUsbJs2wD8KvYeSFmYYMWEcAnfswLff/6CzW5GqeRe7VEs6QPKZNswegyaA/jEp3wBluWdOZhayUtORncYxCbPVd3qkfLulpqUj5etvsHnnLlUuU9zWCoVsLFChdVMMnDMNy3cFwiX0iGrvybncfQWgLON04Bs3IUSVB3moybcEoGcj4Sb7qXJRkTazpkkmvW5yY9QlURi9UJZ9Okp+t48LkpBenAfZTueC9uEmEGXU5pNwGmsO7cI4u6VoNqQv3ilbEm8KRFt26YTFX6xWFUq379zJrXlX7T8JUeWB3lPwpFQZqDYYkCn97vRsgFJy8x/wIVAMCySEvyfwzMkQyZIhwdVff8WRkycxZ+kS1GzaCO+UKY7StaugyZB+mOz0BZyDD8I77hT8JaNwsASG7cwcjnzT6kMWeqCe1BkqXIHTVP5p0uss5m8ltoFmk76kMIFoiPI+GcKzbzzbhTqJnXCyxACxH4+I41i41Vc5JmXr1cA/ihZExXq1MWzCWPhsDkTypUtqPnk2NzQEqFYUx2hRNy2ICaAvmvIFUFWBJKAkQFW3TZaFpkkoQIDKtrSMDCSlJMPZxwtdB/ZHEYsyeLt0UVTt0AL950zF0l0b4S9vzg0M3UU+AklmGmYKxySd98myIM5gqJQYpgDqJZmKlUzGMp5JJr0OYjEWvUsP8UI9BKDsiccyUNbMu6dEKpA6JJyEg3ilbCu9QSK0TaxgFYdkurs9GvTrjvetzSXis0TTju0wc+HnOHjiBG6KF8pE54YAVR4ny0IFooRnFh0g2rMyclP6vSkfIbyuBv5ehoTtqlZP3l7yOSM1TR6EeJ/yBrt64zr2nTiGibM+RbmaVfHGe2+iiHVZdBg9BDO8HOARdhTbL8Vj08UY+Ao86VmybIcAdeaAybnw1L+NBaAeSYSnHqCyLldGMqFJJr2SkvxMeLomcF555vNwuCaJYyG2weZNHNqOzgWjtPWxQXBiu1CxoR2XExF4NhJ2B3Zg4NxpsG3eAAXKloJF5QroNrAfHLw88N3PP+taGooXysojTolMcKrKJNqwCaB/SMpfGSg9UAndc9IzkZXKbmLp8gD0M2zKA4pPPg87Nxd06NMD75Uuhn8WL4Sq7Zrio5ULYH9kFzZKxthyMU41x1BztieEqMygyj5ZQXROwnW+cfk2ThCgxkmGEo9VNXMSmQBq0mspDaDxkt/1TgMrjBxYsUq7SInQhfHiZKxnuahA1Cc5Alu+ScCWC7HwDD+K+Rs90GXCSFVZ+75EfhUb1MVHn07FifAwXLt1Exni5NwXL5ShPAcUUU2Z6BDRpuWziZ8vlvIXwrPNJ8f2lLA9/dYdVZGke3sBN+/ewdZ9ezFi8kRUaVAH70roXrZ+dXT/ZCwWb/OBH7ujJUfBVzxJd3mzurI8h/AUcdQZXRMlvn3DVGZyixOAxp6Cuyw9BKZsaG8CqEmvpQwBmqAHqHijrFhl/YC7wJMAZTjPWnkClPbiJxBlF2jf2BB4hh7Gp652qNmtLQpWtEKR8lZo3q0T1nq4IyopEdd+u6kbB5TDURKaIgVR1sKb4PnCKV8eqNI9qNr3jFt3Vfkn53i/lXoHcefOYO7KZWjQsS2KVbRGkcpWaDq0D6a62cEpaB82npOHLXIXcHKABBdmDjZPig+BW7zAkh6nZBa1VOtEAk/3OIGrfHaX9SaAmvRaSg9QRlweAlBPASgjL2UfrHmX7e4CT7YXZf94eqHsWOKRJI6FbPcR+9l6LhLrJZTvMWUsrJs1QCFrc1jXrIIPJoxFwM7tuPDtf5CWlQE1EDpDebFbeqPaoD+m9GIpXx6omlyFfWzTspB9J02F8nfu3EHKN5fgv2MregwbhFJVK+C98pawbtsYHyyZDbtDO+ArwNxwPgLekhFc5O1JgKo+73y7SsZxl7ctC8Zd2Bde5CYZx10yhYe8kTk6kwmgJr3WIiD1APUUgHpzTFwJ5WkTlKpgkv1YDqoGGFFN/sQJYYVSTBC8ZZ9dXycgIPokJq1bjiYDeokd2qKQRSnUatEEs5YtxsnIMPxy84aaE54DKqenp6sKJFP4/sek/HmgOfKPGvNT14SJPZGuXb+GQyePY9Kcz1ClUW28b1kKpepWRauPhmDeZk8JL07CVx66l8idb1OKb04J173PhQtUGbIQrJIpIo/BKeq4ZIqT8BR4eieGy3GSwQSwHqYQ3qTXWQJJj/jTKs/7nokUu9ANLK4cDNYXiNhe2pktVlg2KktGca7ijHiKc7HlQjQ2ia0s2xGA/jOnoEKrhnirTFG8Z1YCPYYMgO+2QJwXRycjO4tVFmqwZa0dqCmMf/H0dIAyaQDNZAwvd1tc/9S7qUi+kIL1Hi5o1LENiliWRlHbsqjTvS1GrV6A9Sf3YgMrheKD4BhzVD1wr/O6fr0+KVHwY0P688ws8rYVgDpGHFUQdY0OgpdkJr8zUfCRjESImspATXqdpSpKOR+Y5He/s2Ib5yTvn5O8L7bhLttcBZIs7nImPEUcXMdd5CFRHOUjDoovQ/6T+/GJyxdoPrwfClYqhzfeewtVG9XFrKULcfDkCfx686YyZTUyvcCTY4eyPFRR1ZR+d8o/QDmZP8clkBv/zTeXsXPPbtV9rHj5cnhXQgbrZnXRdcpozBfv0yPqGHyS5KFHH8X6qCNwTQwWcAowkwWgyZFq0iwClJmEYbtT5HE4iwfqHiv7yZvY/2y0vI1NADXp9RdtgF6nb1KkEkHKvu9sA838zp54LA/VxGZ+nuKceIlUi5aY48revCOOYdnOAAxfNBM1urTFP8ULLVHJBj2HDcZadxdVV3E7LU2F8SwLNQH0j0nP4YHqAHrn1h2EhIZi6apVaNy2Ff5Z5D0UqWKNxoN746N1S2F/Yo94kSzPPA6H6CNwEA/UVWDqJfBUmUYyADMHM4kK4+Mlg0QFKe/TPTZEwEuA0gMNVyEKy0tNADXpdZXX2TD4itfpJ/BkGO+ZIOvE8yRYPelgsBzUAKI6gMp+AlBWJrkIQN2jj8OPXuiJrzDPzwU9Jn+EYjUr4r1yZqjZojHGffoJdh3ch++u/CyhfDbUvPGqGZMJoC+a8lcGyho7gei9jGx8/+332Lh5M4Z/NAYWFW3wt/ffgm3zeug35xMs2O4LL5bNiMfpECPwjDsG58QguJ2VTHAmVEIQ1sALXCUjMHTx4ZuW5T1xIfAQeHoJTAlQ37ORKqxRhekJptGYTHo95SnyERhuSI6Gn3iequJUVaSKLYhdeEsoT4jScSBIWR7Kmnk1itOZU8oxcU1gWWgw/MVGfGOC4HBkFyauW4YqnVurHkplKlmjY5/uWOPiiJgzSbibng7On6SmPTbB84VT/gAqS479eevmLZwOC8eiZUvVEFrvlyyKd0oXQYuhfTDN0x7rg/fDXzKEc/wJ2EUfgqPA0zVZHvz503CWh+0QexyOMSfgwkwiobnmhXomhMJL5M118p0eKre7sOnTXxSg2hQmT5Ox455Xxs5rTMaOfV4ZO68xGTv2dZUOoFHwlYiL8OQ0HizWooNBgGrdmel5csQy1si7ikPiIvZEuZ89Jd7oKbGbUATINlbeLt0VgE6TR8Osfg0ULFcGlevXwojJE1R77R9/+VW8UAnfBZ40b0OZ0vOnZwPU4M5eunwZrt7e6DN4IMra2uAtAahlk7oYtnQu7I5+CS8JNVjTvjryEFZGHsD6c5IhLkbANUXXm8IpKVg8UnlrsmZe3qachdOLYsjC77LUwnRC00324/nyZrrXXYRI7niRT9AfBZqX6W9x+x/1t14VMYTXIjEWWbF9pxLtQrZpY0Hw/ujgqZOL2BPlel5gepY9+07IOU5hA9tchx/HdG9HNB3aD4Wr2EooLxBtUh+fLlqIsPgE/HLzJrIYvksyAfTF0jPLQOnm59y7jzupaWq0pUmffYY6zZqgsDmn6aiIlqOHYtZGD7jHnFSDhLB/++row1gVdxQO4n26XIqAywUB6DkJ4cUT5VzYDOkJSE+lhwA1LOd01+/zV/U+88Ilr/4sqFF/1t/i9j/qb70qYv7X2YBEYYzAuNQ7F0r6/Xh/DAHqTHsSuYhNcei7ddFHVdMmNdpZUgTWHt2DwYtmw7ZdC7xjaykQLYtOA/rDe8s2JCQn47e7d9U4FiaAvlh6JkDZDYzzu3OsTxcvH3SVh2BTpxZKVK2E2j06Y8yaJVh9cKeE4KdUUyUODuJwJgTr5c3oeEEersgx+TScGMbrAaoZCTOHllHyVhAZGpvh+r+Ccq+dL5u80m/LCxp1L/Mhw2Mow/tseO680vY3dk5jMvwbmngeo9dE6bcb/q2/ghQ8Rd4M2fXid6MAlfvEQUacRbQnJ7ExOiYOEtmtizkmXmiQOtZXzuFy+jCmeTqg3dgPYdWsAd6zskC1pk0wdf4C7D58GJd//BGZEsozmQD6+9MzAcpmD1d/vYawyBjMXbwEtZo3Q6kqlWDZsB66fjwWy3dtgkfkCfiwLPNcmArVnVPC4Cye5/qUUKw7L0Dlg34SQPUyzFSUMja98m573ZV77QRLXum35QWN4b18mgyP0cRzGd7vvOc2lLFzGpOxY9XfMHZNlH770/7266gXB6jYlwDUXkJ4J7Z+SQzR1SVIRLhqzxaMXv45GvbtjoK2VihqY43OAwbA2dsbSSkpSMvIVDZuAujvT88EaJa8pX78+QqOBYVg3JSpsKhcGUXL26Bqu1YYu2IRNkQFY2tKDPw4TJ08ZMczwSpkd7kUjnXngrHmzEmsYxmNPHCGG7oQXp95DMTvmgEpQzMQt/2VlHv9vFd5pd+WFzSG9/J5pRWdqKEE9Z9zDdhQRo59kgx/myZ1Xc+4przX9bqL9/V5AJoLUQKU3qfYGwHqKGG8M0exZyuYuGBsSAyD9+mj+DzAA90mjEaRShXwf4UKolK9+liwYgWi4uNxl7NJ6O3cBNDfl/IH0CtXcPzkKYyZOBkl5S1WxMYKtTu3x3SHNdidHIcvv0lCQHKUZH5dOOFIrzP5FOwEnmuSghRA+cDzC1DNoDRpme2votx7wHuVV/pteUFjeC+fS2KkGkANlWvAhjJ2/BNk+Ns0qet6xjXlva7XXbyvzwtQBVGxJZaBrk88qWzOTbxRV1YsccSm6CBsSAhDYOxp2O/djqGzpqFUjap4499vw6xiRcxauFABND0rK9f7NAH096V8hPD38Ou1G4iMicfUmXPEA62CIrbWqC4e6KQvlmJbQjh2XIhXE8VxQGRHeZh2iUEKnGuV9ylvSAkzCFAthGdmUJnHQPyuGZBmUJq0zPZXUe494L3KK/22vKAxvJfPJQNjfSo8KWPHP0GGv02Tuq5nXFPe63rdxfv6ogB1PBMCzwuR8DzP7tMn4R51Ar4x4oVGBmP9nh34cM4MWNSthb+JB2pbsxYWr/4CZ1MuqEokJhNAf396JkA5JQArkZIvfI2Fy1ehUp264oFao3zTRhg+dwa8gw9jkxoIIVzNZ8TymXUCTzvRegGnY4qEGnkqkZgZVOYxEL9rBqQZlCYts/1VlHsPeK/ySr/tWaBR99XQEJ8kMdh8y9jxVJ6//SSp63rGNT3rul438f69CEDpfbLewTMlQlXieiYKTGNOwi8mBD6hR7FySwAGfToFlnVr4z0zMzRo3QYObu745rvv9RZuAuiLpGcClFMCpKVl4Icfr2CdkyvqNmuO4rY2MK9dE70/Ho/1+3bCNzoYPklh8OYI2inhWC8h+7qz8mYUeDpfDFeVSs8NUAPD0jLbX0WP3IO80m97FmjUfTUwRBrlY6Kx5leJ+qX+WA5RyKWhkT9L6rqMXROl3/6s63rdpD2b3wtQep9OIo4bqvrIJ4XCNyEUGzlA88mDmOfpgh7jRqNsreooWaE8uvYfAL/Azfjh5yt6CzcB9EVSPgD6AFlZObjx2214+29Cy46dUUoeRMmqldFh5AdYuW2DmvOINX+cbsCDjeaT5c14/hScCNALAtDk5weollG0ff9K0u7Bk0BDPQs26r7qjVADnqGR5krAyKmmnybukyuDYwlUQyN/mv6Ia3od9cjz0csQoNp+vD+aTVAEqILoWbEzASg7qLDPPJ/LxnOR2HYuGq7H9uGTtavQevAAlKxcEeWqV8OwseOwY89e/PzLr3oLNwH0RdIzAcpiknv3HogXmoXtu/aie7+BsKhaDUUrVUDLwf2xZIMXXEMOwStOHt65cLgLLF30wCREGcY7yJvSGECNSTM0LaPQwIzt9zorFzbPkAacvOI58gJUGakYlzFA+j5DhvvmB6DGfhNl7BoMpe1neK7XXdrzMQZPStuP90ezCUoDqOomzbbXsSfgHBukukRvTYnFnq+T4HzkK4xaPA/1unZEIUsLVKhdG1NmzsL+w0dx5ZdrJmj+AenZAKXkn6ys+zh87CRGjJ2AyvXqo1h5GzTq1Q1zvZzhdGIfvDgYyNkwXTczeaiO50Ox7sxJVaFk/4RaeGPSDE3LKCaAPp80AOUHoBog/Z4hQ4jmF6DGfhv1rG3a7/+rSHs+vxug4qzQC10fcxxO0SfgGR+CbRfisO/yWaw/sAuDZk5F1ZbN8F7pUqjZsBEWLl+JE8GhuPrrdYkudTZuSr8/PROgWrqX80A1pp8xdwEatmyJEtZWqNWuFaasWwn7w1/COy4E3gJQjp6tGveeC1HwtEsQgDLEyCdANWPSMspfEaCUBpO80u7Pk8R9ePxjACX0DECoAdQYMI0pF6DUCwL0WTI812sv/TP6/QCVpQDUQQDqHKMDaOC5KOy+kIDVuwLR8+OPYNugHt4rWQJNWrXBehd3REbF4vr131TxnCm9WMofQOU+35cwPiHpHJavtkMbloNalUPFxg0wYtFcfLFvO/ziQ1VjerekENWUab1A0/5MsIKnozzgZwGUhmPY19cwsxgaX97j/mrSIKPuCe+NJm2dfjsNk4DLlR5+hKBfwkP5x59GwDPEfdT++uNzy0NFGkTz/sZHfpvBbzTczyQR750elupFx8+yXpO2H++doU0ogGrfaV/x+mk+2Ig+KQzbkqKweJM3Oo4eBss6NfC+eKDtunSD36YtOHMuGbdu3VWRpSm9WHpugK74Yi3adHo6QDnqkgZQLk0A/ePEe6AARfHeaNLW6bfnF6B+eWBpTCaA/hfFe0do8nnp9fsBGpTbC+lRgNbE+6VKKoD6K4Cm4NZtE0D/iPRsgPImE6ASwp89dwFrHZzQsVsPlLYuB5v6tTF49nSs3L0FvgJQ//ORuR6oGlDkbAgc5OGyy5l64ASoPjM8kolENLq84GQBOZePgOEvLt4DBSiK98ZQ+vXqPtEY1Qg/AjqBnAJeQih8RL4GAH3MA40LffS7iPvw+bJ5DM+Rq0QOQaiX/E01Srr+7z/22/S/L+/1mKSTBlAunweguvsq9pUQDLf4YAFoCAISwrAlPhwL/NzRZvgglK1VDQXKlEbnXn2wZeduXLj0DVJT03T2bUovlJ4OUD08Oajy/ewH+Oabb+HrvxF9Bw2GWXlb1TSi/ajh+HyTj5rkX3XnZBmoAJTt0whPB3m4atgtPnQ+fH1mMMw8FI3OMIMoeJoA+ph4DxSgKN4bI1L36YxueDTK92yYAqhnrBgY552KOyVhXjg2n4vC5rNRCEyKEMl3WW5OlKVoi/47tymAyvP11h+vJIbK8jYPNbuAwPR8uJrzSvuNxn6Xsedukk4KnM8B0Ie2wamPdePwcjxRH3nRsRvnxuhT+NTJDvV7dkGxiuVRxNICg0eOUl2yf776K7KyspWJm9KLpecC6I/f/YwdO3Zj+JixsKxaBe9ZmqNmt06Y5mYPz8gTCJAQ3p0jZQs8neSh2nOcQvbVle8mgP4x4j1QgKJ4b4xI3SeOtaraBYpHKc/FR7xQ16jjcA4/Cq+YYGw5F43dXydh98UEbD8fg60CUrYd3MblmUjskM+7UuLUOnqh3tEn4R55HK6aok/oFBukZof0uxANv4vRygtVv8/I7zL23E3S6XcDVJwTTu/BaXLYhClAXnx8lltiT2PCqiWwbdYY75Qtg9IVKmDyZzORdDYZd+6k6eaFN6UXTvkG6AMB6K8/X8OBA0cxbso02Naujbflwdi0aooJ61bA7fRhNZ0HPVDWChKg7Ke7LjHoEYA+CYRc91gGMQH0MfEeKEBRvDdG5C5SZWtiVO4S1hGeHCPSRzwU3/hTqoyM3W/9Y0LgHLQfK3dvxrxNXpjh44xPvRwxy9cVi7b5Y+2hXXA/dRi+kSfhLx6oH9v60vOMOQmPuGB4yLk96IWy+yANn/DkINhP+m2y3tg1mST37ncDVCQ2x/CdY/ISoFvkBRgQEYSRi+bCol5tvFu2NGxq1sS8xUvx9eXvkJGRhQe6AelN6QVT/gGa8wA3r99C8MnTmDZ7Hqo2aoR/C0DLNq6HUSs/h/PJA/DnmKDyoDnVgKN4ompkpjPBqp2a9uCfZEQmgD6qvAakKT8A1coi3RLk3kcfh3tMkAA0DIHJ0diaHINNYmQuwQcxf7MPPlq7DL1nTkbLUUNRu2931OzdBQ0G90b7CSMxZOEszBCgrj24E97hxwW6Ehqe4YjnYfCj5Hn7cMoJ8UAdY0+oOa9cJOrgnD3GfpexZ/+k6/yrSbsPeaVt5717xD7099RD/9JiDbyXvMz8E09jY5xsP74Pg2dOhXndGihiZYlaTZti5Zq1+O67n5Cpn2FXm+8sV6b03Cl/AKXkhqfdTkdsTCIWLVuJeq1a499mZVC0ZmUMnj8D6w7vVrW0vuKFMqRgRZLqpyvwZBlo7kM3yBSGMgH0cRkakCZDgD5yv/SiUXmeD5d9w1TFglPUMbhEHlNtPjcLPFnm6R56BLM3eqDP/Olo8uFAVOrcGmUa1ETBytZ4v2I5FKleAeaNaqNGlzboMmkUJqxfieVfBsLj9BEJ5xkm6gDqqwFUPCC2Q7SP4SysOoAa/W36azBUXlD8VaXdh7zStqtnznuYRw8BGgQviQ78E8QGJWJY/eVm9Jg4BmY1q6JMxfJo3aUrXDy8cEWiyJwsIacJoH9IyrcHyhuek3kPF1O+wTpHZ7Tq2lVCAzO8Y2OBntMmYOXerfBlDW5ylAopHOKDFDxVzfv5sKcakZZBDI3NBNBHDUiTBk8qt9WC/j6peyXy4LBmsiRAHQWgzgJQHwndN0po5xUZhM+3+Qk8P0WVnh1QrH51/Lu8Of5Zpij+Vvgd/F+Rd/H3ou/jX8UL4j3zErBsVAstRg3GR3ZLsXz3JjXuAWt5CWTWwnuJ8bK8lc1oHMWIOVOkAqj2/Ax/m/zevNeTFxR/VWn3Ia+07YbPXUnuJ58xX5bcj2XRBChfcB7ygpzn54a2HwxEmSqVYFW9GvoM/QCBW7fjt+s3deG7JhNAXyg9VwjPG/7zD1fh7bsB3QYMREHzsvhXyaLoMGYYFm31g1d0MDamRCuAro87IaG7GFKywNME0N8lQwOi8hqRAmheSIkeAah4hi4Sxnuzq21UEFbu24ahy+ejRp8uKFjVBn8rXQRvCDCVBJ7/V5zL9/DGe2/hjX//Hf8oUQBmjWqi/bgR+NhlDeyP7sHGpHBsOBuhigU0gPKZq3nK+cwNf5fB7+NvNrweKi8o/qrS7kNeaduNAZTSRRvyOfakKp8mQF2DDmDy+lVo2KMLSlWwRZW69TBm0sfYd/AI7ty6+xCeJoC+cHoOgNINBW5eu41t23dj6KgxKGlVDv8o+C6aDeqNmb7OcA0/io0XYpQxrYsVz+esGJQJoL9bhgZE5RqPXsYAqu6X3G+1PTFETfHAih5W/NgHfYVPvB3RSDzKwrUr458lC+GNQv8WeAowS4sHal4Kfy9nhr9blMTfihUQiP4Lb7zzD7xVtjgqdWqFPnOnYtHODQqgW1JiEHAuQnU/VBVH8nfd1XMWA+bv0H6Xwe/jbzK8HiovKP6q0u5DXmnbnwVQzinvKxHBxsQwOBzZgw8Xz0GVNs1Q3MYKdZs2xcx5CxAcGoa7d1JNAP0DU74Ayhr4++m6gue7t1LlTXYUE6dOh3XlSvj7e2+jXvcO+NhpNdaf3J8L0LXRR1V7UDcxHhp0rnHLw9YyhaE0gGq19VrDe63mnjIBVC/eE73UPdPulYiwygWoeISsSGJZJQG64sB2fLhmMWx7tMPfbczE2xRI0tvkkgAtK+AUiP7NrAT+Voqeqax//22B6fsoWqcKGgzrh4mudvCIOI5NZyPVFLqe8qxdEk6q6ST4e1y0Nr95fpMJoC8m5v1HIMr7KWIZKCMAj/hT8D8bpgBqt38H+nz6MSwb1kFRays0bdcOK9bYITY+Cel3000A/QPT0wEqieUl9zLvIftOFiD/p91JU6O5zPl8MWpIaPD3d99G1TZNMXLFAqw+tBMbk6PgkRSq5qlmRZIynDwANQZCrs9reBpMtWP+UgDVN2kxXGdoOJoeu2ciHUDFExQPlM3KNqREqcbvi77ciH4LZ6BUywZ4w0wASQ+0hKhkYbxBYJZ8qP8rUxx/EymIFn4HbwpwbTq3xpAV8+EgL0o2lyGYCWjH2ONwEoiy9YUCaJ7fQymwy281vB5j12jSk2UMoJyHTHVkSDqtilXYiH7Frk1oP+ZDlKheBcVsrdGuew+4eHoj5cI3yEwTI+ZsxpoMK5JM6blTPgD6APcycpB5MwPIuI+0u2kIj4zBqrXr0bhlKwVQq8Z10W/OVCwWA/WXh8gHup7zVAtAXWjI+oete+DGM4cCaB6j+8sClFB5AYDynrMlBAHKvuqBF2PFAw3G/G2+6D5rMorWq4o3ionnWUrAKZ6ngmdxASlhWeR92VZIwfMfFqXxN8JVwvz/K1MEpVs0QJ/PP4P9ia9UTTzbl7rEnoB91BE4sMybAJW/bew3PQ2gJojmT48AVClUFZ94inzPhmMjo4LYEHwe6I2GA3qjQAUblKxYAT0HDUbgtp344YcryCJAJaIEOyJRhl6oKT13yj9Af0vHg7R7yEjNQGLSObh5+6F99+74e8F3Uap2VXT8eAxmbvJQg01wXFBHzlMtAGUbUGXQeoM3ATQf0kPF2MAS2n3U9CSAMqRmCO8txwReilMh/NzN3ug+fQKK1qwgXuW/HwdoYYFqoXfxf0UK4O+liuKfAtC/cxtr58sWg5kAdOCimXAOPogNZ8JV91CnmBNYF3lEPW/lgT4HQLVr9OJnAxnuY9JDGQJU2QJDdwXQ0/A7F6EA6hV+HJ95OaJql/Z4u5wFylavhqEfjcW+w8dw/fot5LAoLktoSRGkJoC+UHomQCEAvZ+Zg5xbmRK/Syiflo1Lly5j844v0XvoUPyjWGEUqFIeTUYMxGQPe3hIqMipPVzE+1EA1RuVZvAmgOZDGlhEecGi3UdNxgEq91wPUMKJLSM8BKCf7/BHH4kUitavpmrcVdmnCuElZC9VDH8vWRT/V1ygSonn+X+li6nt/1eiIP5dqRwq92iPMWuXwifqpBr1nDOxuiecUs2XHBOC4Cx/zwTQ/56eBFDeP5ZHsw0oO7RMsF8Bi5aN8S9zM9jWr4fx0z9DqESN6WK79zMlZtdkAugLp2cDVO7zg6z74n3KmyvzAXLEG/3hh5/x1aGjGDJ2PN4qXRL/Ll8OtQd2x1jHlXCNOgG/FN0c8TRiZ1Yy5BegeQ2P33mcbPurATSvB8r1uQakv5fU0wF6Ss6jG0yE/d9XsRJp9UKYt2uKN8zE8yRAi0nITlialcA/zEoKNIvrykHpkRYrqGveVKoQ/l3FGpW6t8fwFQvgGLRfGWvAuUg1hKEXy7jVs342QB95jvrrVJLvhtf5NOXep9dE+b0+bnsUoFSoGsicLSJ8JHxfe3AXPlw6DyXq18S/ypZGtWZN8dnni5B4PkWNQH9fbPghQEUmgL5QejpAtRvLNqC84cLQ+3LTr169huMhpzF26nS8b2mBt63NUbVHB4xYswjOYUew4UKUmmKVbQI1D/RZlUhcpwEzVzQ+g2OMHffaSg8Ww3W8fs2AKK0Z0yOw4n0TgGohPCt5OGqSd/wpOIUcxDQfJ9T9oC/eqVEe/zAvgf9jRRJDeTNdpZHyOglQVR4qIX2xArKuCP5law6zlg3RfvIYTJdzrDiwQ571UVWRFCDPm81pXMWY+cxza+INlFsOrv/t6nkqAOgl341dozG9LnnhSddq7Nq0a867L7d5n9MB1CvyBFZ+uRkD50xDkWoV8JZZKdRr2waLVq3Gpcvf6kyaoXuGUJMiQOV/E0B/f8ofQCWMVxCVm832oJyhMyImHjMWLETpyhXxb6uyqNC+OYYsmgmHk/sQICG8jxgUC7mNAZTKm0n4nUBw0ST7atL2z3vMX1HafeA9UQDV39dHZABQVw60y14qAlDP6GAs+WoLei74FOUlHC9ctzL+ZW0m3qdAs7RAtIRAs7h4nZR4n3+T5VuWpfB+FRtV8WTVvhkajxiIvnL8qPXL8dkmD6w69iXc5PycUNAnOVKBlO1B3cSodc9TYMrfwzwgMnyWjz5P9t8Pk3U8Vq5PXQvzjYhg1sOZ4hS+HrKdUueRbZoM71UunEW5nm4eGe6jZHj8f1nGnqO6P0Z+0yP7UtxX5Cn32lfsbYMA1P30YVWB1HPyWBS0sUABCeHb9OyJtc4uEjX+qEyao6oh0wTQPyrlC6AP7j/AAw5/xTlURKlpGUi+cAlfrHdEjSaN8b6VOSyb1EWv6ROwat8W+MQHw5sZmqHkWX1Yp/eQdAbOzKAzGA/xYDQp4xG5UjRAg0ylGV7eTPhXlWZQhtLdV9km94zbVV/42BNwijmuGtOz66Vj2GHM2uaDPotnotqg7ijSqDr+Xq6keJtv4433/o433v0H3ijwlnig7+Hv5iVRqkEt1OnbDa3HDkMnMcx2H49Go9GDUXVwTzT4aDD6LJ0l5/NWI3HtuXIRW75Ngv+lWHhzdgKBuJMAnGKZOIsVVBgvRs/fqD6L2HPKMyVcySNFQJCsm91VedeShxwTTyqpIgIBKvfxFPE4vqR5narJlgFADSGplSc/MkK/JoP9/kyA5gJRrv+hdPnf3cAmND2+r+7eect92HgxGhvlfjsG7cNnHuvRdthAvFOyGErbWGHwyJHw27gRP//0s86W6QgRnCp854qHdm5Kz5+eC6Bc8nt2dg6+kzeal78/WnftjKI25VC6dhV0/GgYFm/xhkfEUXglhEhGYdc+ZnoBqSFARQqgeTMKM48JoPmWMYhynTYak6s8AwKU7TTVeJGEiEDGRYA6e3cAui+dieof9ELxZjXx70pl8G654njXsgTetzVDoerlUaZFQzQdORijVi3CnAB3zA/0wvj1K9Hm41Ew79ISxds1QqVBXdF1/ieYtysA7uxOKJD2OSveqPyG3FGhksRzFPhx7nL2lVfls/I7NE/TQ4CpwCkAdaP08KTYikPNcCDiCF8EKNu5KgjLdq29K+dE1wBqDJ5q0jYBpjE9AlE5/s8Qn5Wh56nL708D6EN70ESA+l6IQODXMdgkAF13+EtMWrscjXt2xluF3kP5KpUwefo07N67F79c+UUfQYoBq27ZIr0958qUnjv9LoDey8nBT1d+xsatW9C1Xx+UrmCDMtUrod2HgzDf3xWe4uX4idF4nhGAnmFb0PwDVGUUlVkeZhhDOBjLjH9l8Z7kFcGljc1J78xFPEB+Zrk0R41nM7PVp/Zj8mZ3DLD7HG1mjkOj8YPReMxANBs9CC3HDkWHKaPRb/6n+MRtHewObIcPB8zWjx86e5Mn+ovn2fzjEagzsj+qD+uNasP7oPWn4zDOcy0WHdgCh4gj8BWj3vxtIjZejpe/G65+i33UMayPPqa8UtV7SQBIiBKqThy9S8RRvCjVBE6Vpwok9Uu1PUE8UhE9Uh7PMNZLPODc+yIg1MD5agCUeT1c6XkAyiIMH3nZbBSIbpTtdvu34aPlC1C3Uxv8SwBatVYNzJ43F4ePHsXNG7/pTFp5n2LEqkhOZ8+5MqXnTk8HKBPvsR6gHMX6wYMHuHfvHq5e+xU79+3B4FEfoly1yihdtTxaDOqFme7r4BF6CBskc3jS+0ySjP7cAGUFlAZRrjMB9HmkAZSfCU43hreskZd1BKhPSqTy2lYEf4XZezdiUqArPvKxx1ivtRjvsRaTvOwxzd8ZC7b6Yu3hXfCNPoltyTHYcSEOm89IaH76CBbt3ogJ7nbos3gGGk8cDqs+HWDVrxNaTBuDgQLlTza5YsWJL9VgywQpy0j5G5zZ5CnmhCwlrCfcRY7xQVgvXrJDQhAcGK6Lt0lQKnDSy9RLQZSgTZTtPFbO56b3OlWZKK+dEhA+CaAM219OgEaIng+g9EC95AUSIC+QDeL5r/xyIz6Y9xmqtGyMfxZ8D3UaN8CylSsQevo07t6+o7NnLXw3AfQPSc8GqCRCk7Ny3su5p+B57/49XL/5Gw6fOI6J0z9B5Xq1ULqiDRr06ISP7ZbBNXi/hBTi7Uhmd04MEoCKMeQToLoQXg9QlWlMAP290kCqRkpimKuHqO+FKAVRwtVBQny78ENYFbofq0P2YXXQXtgFfYX18gxdQg+rEZzYZIl93znfOJcB8t0rOghrZb85230x0nEFOsyahDpjBqGqeKJ1xw1Bh7mTMdx5BWbu9MWqoD1wij6uxg1lw36Cyj1BohPCVNavjzyKdZGHVW8mJ/EqCUoCU1cWKlAhSPkSFqiyEslD8pYSr41eNstYBaiqUTnPr/8bhgDV1nkSmHngqQH0zywDfQhQ5nF6nwSovJwk7+cXoPS+PeR++cnv9o8LwaItPuj1yThY1q+Jvxd6H03btoajqzPi4+ORlpquM+YsVh6JODiQBlBT+t0p3wClciR0z87ORo5A9Obt2wiLjMCCpYtRr3kjlCpvheptm2PEollwPLYHm5MjVUUSAerEMP45AMpMlAtQ9d0E0OdRblmgAUA5XqeTAIsg1SDqfylGzWPkKzAlUNXEcHK/VdMkKilMzTLA2Ts5VJpXbLBackT6zSkx2JQcDY/Yk/jixB7M2u6DIXaL0WTKSFQf2Q/VR/RD/YnD0F5AOsJ5JebuDoD96YO6LocX5O8KNFix5SIg5pilDiLdeKKnVAWS90X5TZei4X0hUoHCmV4p+9sLMFjTz84aLJLgtbKcl56t8rJ53U+SHpSPwVWk4EnJfn+G/giAqhYJ9PDZFz4mCLP9nNF21BAUq1Ie/yhcEB16dkdA4CZcvHQJWVlZCpYPMnMkjL+nG12NANVZuHzPQHrqHdy5dQu3RLdv38XdtExw7OUXTxK5Zsv57z56/tT0LFWakP8kv/N+DrIyMpCRni7KQGam8IgRsn6PPzs9F0D5EDLkxxOit+/eReLZs3CQN1yLDm1RwsYSto3ros/0iVh7YDu2pIiXIw/YhR7oCwJUK9szAfTZIlAISc3j5HcVJgtkOGo8pbw12VcL5wkjwpOQYajrJ/ef7QrZNCZAPnM+JQ7W6x5zEm7RJxQ0OeZBoIBw04VYbEiWZy0hpP2pg5ixzRsD13yOhpOGw7xXWxRp3wiVhvZE94WfYtpGNziynfD5KHXsRln6i0frK+fyYfgqv9mFlY8CFT+B54bLcfD/OlZ952/mlCGq/FRgyWvTrlldpxz7iAdqTHpY5lUuPCnZ78/QHwVQ5YHyxRFxFFNd16BB/+54x6os3ipeFH2HDsGefV/hp59/VvUWrDh6IMB5IF6oNjylSnf+g/+E7cBmpxVYOX8O5s6ci/mL7GDv/RWOnPsVv3LQkRdJN1OQEhSIAPtlWDZvNubMmofPl9jDacMhBF28id/yC+n7v+L6pdM4umMrtm0KxKaNu7HnQCxSbgqc9bv82em5AZom5M+U5d3UVFy6/A0CtgSic++eKGFbDma1qqL9qKFYvjNAPNAI+DIUY3fO5wzhnwRQYxnRpEelAZQeJ0XwqNHiY8XTUzXy4q3Jdw2u9Ea5VPCS9a7xwap7ppdsV/PK07thhWCiGKmsZ+hNz5HrOX0LZyDYeCEagRdjFEhZE7/k4DaMcV+DthLWVxZ4VhjYDXUlvO8w62N8uH455mzzgd3xPfAQ75MjCG29FI9t3yTA/3yEGslL+130ML30v4/XQXCql4AeorxOta9cN/V7APq/gCf1wgCVY9nbz1s++/H+nDqAcWuXoHrnNnjTrAQKWZhh1ITxOBEcjN9u/ob79DZzCNAsAagQkS7bvXRk/xCCYx7zMGtQe3SsVwlVypnDorQFrK2ro26LXujz0SKs3hKGmF/F/nU4yH/K/g23zuzCjjWfYHKf1mhbuwIqyu/i+W1sa6Feq74YOHE57L+MRfwN+Tn6w56UHnx7GKdcxmFY987o3L492rcagqHjXbHz25u4rt/nz075A6heWeJ5agDl8gd5s+09dAD9hg1F6Uq2KF6lAhrJG3BegBs2itfiLw/Z84yuEfXvBajaT85jUv5EoGgA1YBJ2Ggw1TxTDaAUP7sStNwvTgOvSGBKuSU+LF9kZRB7vrCLKENmNSOnyIdAlWfIEJ1zxq8PPYSFX21RlVLdF0xD4/EfoObwvqj1YX+0nTYOH65binnbfHVD4yWGYeuFOGxKiVHHe4g3S5ir0FzE30bAq9/Na9P/TnU9orzgNHZfXjY9BlB5kVD5BSiP50vGXxyVAIG//bEv8eGS2ajQqjHeKl0M5pUrYvrs2YiKjkGqODs0YHqd9zkjJ8tBJeVci0eix0iMaGgBs0JlYFmxIZq27YoeXTugQ6PqqG5eAiUKmqFim0mYGngBF289C3GGSZysiwewb047dCgv5yksUK7cCM3adEK3zu3QvmF11ChbAiULm6NKl5mYvfMyvk9/iiv6IA0/f7UIX3SzgEXxYihapDCKvFMV1ZrNgXPyr7ii3+3PTs8H0JxspGdmKJCmZ2Ti2m83EBIRhpGTxsOyRlUUrmiNqp1bq1DCT7wLfzEq1hKqtnoGD1+XAR7PJCaA/jEiaAgXLWzXvE7CktsNwamJYFWN3flZtlFst8nmRqwlZ/kj92EvGUKK8CS8XOgJCsw4IrqneKf0VjnVByedY5mp/cl9mBnogSGrF6DNtI9Qa3g/VB/cG03GD0PfhZ/hY491WLp3M1xOH1XdTdmOlN4up+l1Ea+Z4meG6IQ2B85Qg4/IZ84GyvatCrASymogzXs/XkblAlTl83wCNPcY3fG8D5tSIhEgz2LV3kAMmDUZ1o1q493SxVGtUQMsWbkSZ8+d05V/0oZz7glAWQZKa/4ZP4Y7Y3H7Sqhd9D2UrtYNXWbvwcHE7/HzlUs4e9AeK3pVQ/2yBVGgRH3U7r4a/om/QBzFfCQ5f2YsYjdMweDKZrAuWBgW9QdhwJKDOHbuO/z440Wc3bcOa/rXQD2LYnL+Rmg6aB22fn0bt/RneDRly/micGjpIPS1KQ4Li3KwKlsGZd6vjpot58E15aUHqO6/7Hs5yMzOQnZODjKysnEnPQ0JyWcxde5sVGpYD4XKW8GqeQN8tHoh3E4dVD2SfOUhswxL97Z9qGcBlNs1GcuAJj1dhCKhSYAaVh4xLNbCds0bVUCVY1SvoJQIeF2KgtfFSFWZw7aWbGLEGQbWxRxVFT08TgFXwEVvkN6imwDUNUY8w8hjcIk6Bg9OpZwoBn4uEr5xp7D26G586u+CfotmoN6HA2DTsz2qDeiGlhM+xKDlczFjoztWHdkFp/Cjas55glTVkotU8YGIxQYsK91wIVoNEs3P7rKeQ+rxdxh6onnvh1YM9CzlPe6/JQJQJy2/E55PBijtgr9PO46fGb5vvhiNgPgQLNzihW6TRsGijjgyFqXRolNHOLi54etvvlGtZpjuZ+eosSw4qAhuBCPOaxg6WpuhxL8roMmQFXBITMVNtaek1PP4etNYjG5miYJvFEKZ8j0xaVsy4tP025+WHuQAKQHYObM5qhQvjaJFG6HLNF8EXs56WFaZLuffMx0TWlaG+ZvFUKHeEEz/6ickGyvMzLmOjLg1WDGwLmqVr4wmPXqiZe1qqPh+VdRuM18Aeu3VAGjOg3sKojnyQAjRLPl8+cfvsOiLVajXpiWKVLBC6XrVMXj+dNgf2QkvydgEKA3WBNA/T7zfXBJwGkAJSg2g3KYBkEuWpbFbpOoaKdB0S5HnkCKGLGKTIgfxPtcJRO1j2QBedy7Ng1VeKAEqL0tXed6OEUfgJOJUyqyx35wcje0X4rH5XJSa0XPpl5sw2n45Ok0fjyZjhqDusL6oI15p80kjMHztYsze7osvTuxVw++xln/zpTg11qWXgNJd/oaHeJz8HiAA9WNLD8kfLLel2EzqaQB9CK3H9bIDVGcbD4/jOViUsuViDHyiTuBTT3u0kRdTmRoVUcrWCr0HD0JAYCC++/57PCAxxSm8nyUAZUWS2PS9xI04MKORhOnmeL9IRwycvwthwj2OsaxLt/Hguw1wm9wLrWyqSOg9EB9vOo+I/BQ23svE3eOr4TbUFhaly6GQ9Yf4xCsC3+g369IdZFzZBsfBzdDwnbdgVb0dejueR5gREt67cR5n1vbD4JoVUKNFL0z6YhaGtGuAym9XQq3WrwhA7z94gHsP7ueKTZn4IH797Trs3VzQsltnlKxki2LVKqDXtHFYuWcj3CMOK4Cy3MwE0D9PhgDVykA1gGrrc8tFEyU81gOUPYLYmH0tYSlL1W1SgMoBXTgoDHsOscE6a+w5cIiq4NFDVFUuqQomjv4UDC/2vReAUj4i//hQbEwIQ2BiOPxjQtTsntN8HNFbXrZVB/VA8baNUPvDfui9eCYmeq/H4v1bVSUTIcph8zhQtztD+qjjavASeqSck57D6VH8zLBehfYG90LTawlQ0Wbxxt1CD2Gc3RI06tcNJavYwrJaZYyaOAFf7v0KP/98RYXuYrAC0GyIGUu6jxvHHeA11BqVzMvi/YojMdY+BJfZvTM3yb4Z5xG7NwBeS5dhvbMPtkZdwWV9e/ynpnsZ+PWrRVjXuywsy1ihSK2pmLspAdf0m3UpA+nXjsJ/TBu0LfxPWFRtiU4rYxHynX5zbkrDbxe2wblfLdQ1a45OIxZi2+FlmNynAWz+WfHlBihvJ+HJECCLbUCV9ynwpASgTDfv3IG7vx869+8Ds6oVUbiiFbqMH4HFW33gGnpQ10ZNAMqHnhegbpIxDDOLLkzRMpQOniaAPr8ISjUeqx6ghuWflAZQzQPlOo5wxF4+6+NPCECPYT0Byko/ApTnMgCoKgbgsxJ4qpp7OQ9rtAkxVXMvcPNmTb6AkyPhewoIfWKCJdQ8jS3iiW47Hw3/uFCsPbIbnwW4YvCKeWg5eRTqjRqI+h8NRqtpH6H30lmY4LkOi/YGwkEAwdGk/CVf+Mnf4PB8nMaX5a7e8rf8BeaU1kjfWI36YwBlHlT5UKc/E57Uw9/zfADVxGtkeTPbWzsHfaUqkGp3a4/ilWxQvk5NfDJzJg4dPYarV3/BfcJTwvd7AlBduo/v9q7Emi7FUN7cDAWazMSn/meR+lgdkUSZd2/it1+u4tr1G7iZxqhTv+lpSTzQm4eXw3mglQJooUrj8JlvFH6QTQ8RfRepv34F9+Et0Pz9f6Jc9dbovu4sQnWDRj1MaWfw9fYJGFy7HMzqTMZE+69wOWIFFvStA4t/vCIAZciekZONTIFoLkD15Sp3UlOxcfs29B8xHNa1qqOQjQXaDB+AuX4ucDq5T/WJ9xWDY2bJC1BXyRiEqJZJmHEeQpRhvwmgv1ccCYmAJDxVmG4AUH5/ZD2BS4AKEFV3ShH7oqtulPKsCE81EpJI6zrJYwlPlj0SoPRG2WVTA6iXAJSg42R2hKg3ZyqIPaV6MW1IDFMeqUf4CTgE7cOqgzvUdDC9Fk5XAK0xvA/qjBqAFp+MRv8VczF9oxtWH9sNTwHmhvOaNxoMt5gg5fGyUb762/LbOB8Xy0K1a6VUcYNeWgVZLkBVXuT90m03vE+Gx2vKz/r8SgfRhwB1PSORmrIJ2W5gF0rcX/6O9ht5nWz5sEUAuv7oLvSbORmV2jRDsQo2qNG4ERYuW4bQ02G4du26AUC1Bp1ZuLh9IRa3KgDbsmVRpP1SLNz7s27T/Tu4deV7fP/Dr7h219AjfY70IBv3kzyxdWpDVChuhsLFO2D46sOqiOBh+hWp59ZhQY/aKP/Pgihfuy/G7/wOSan6zfqUfmY79k6si/oW5VFthB/cwr7B3eiVWNSzJsxfBYCyvJnAzGAFkqEHqgfo3bQ07D54AGOnTkG1RvVRwLIMGvbugk+cVmOdPFg/Cev8BaDMLIYAVSG9ZBTXJMkYNAhKMoS7fCdU1TaVwR7PeCY9XcrQBIaqjDIPPCmue2S98ljlntOjFEhqI8vrPCQ+JzmPrFMDNOsNmM2JCE4VvstxHKCEkYbq3SPPkW1GPVmjznFI2W5UC+flu6/A0zdBxGWcfBe5hB3FnK3eGLZ2MTrN/hiNxn+Aah/0Qs0P+6LdjAn40H4p5u70h8Ppw8q7ZZMpTmpHL0z9PYG2KkKg5PdoENXuhQK+iC0LeH1sWkd4ujNv8uXB7XIt3JfHacUd2rGa+P2Rc/IeyDLvPc6vtIiL8HRJCpPfx8o9/g3ZngtPOhf8LbrfoO63XDOdk60p0bA7sA0dxg2HeYNaKFreCk3atYWzuweSks7g5o2bCp4PqNzG86k4t3ke5jd7HzZlLVCm52os2n4W17+LR/wBX3jbrcLq1c7w2LgPh8JTcPHqXQmknyfJ37kThgjP0ehpWwql3zFHvSEr8UXoNfx0JxNZ2Rm4+59gRDv0Q68aZVDw3Rqo32u5RBC3BKuG6RrO71iAafXMYFOuHYY4RiDmzi2kxa7C/K7VBaAveRmozgMVj1z+zdZLHoNq8MpyUHqnd9JScSL0FOYuXYxGbVqhQNlSqNauOUatmI8v9m9VAOUAyyqsFHGg3dzBdiUDuIrcJNM8FDOKCaD/K+m8okelQkYDqYoaeT5ahU3udxEBanTkI3muFL1HQ/mKN6qWsg97PjHcX7RnkwJmo3FDYd69Ncy6tUIVgWmnuVMw2c8JdsH7lIfLHlOq3ah8dhNv2I3NqQTWbN6kAErQUYSfgM5ZkwFAOZQeh8ZzTmBXV10HA3WNeoBqkNRAye0aPOnFa0UhLwJQd+V9RuQC1IUAFbvwkmvzlJcSAaqGBOR1iNikSwFU4Lr9QgxW7t6ERoN6okgVWxSztULn3r2w48s9+O7b73Hn1m0dQNndUeMnbuPMpjmY00Q8P8tysO6/ABPmroTHuLboVq8yyluVRyXb8qhSsRqqNx6Ikct24dD3WUh/Loc0AzcStmHDmPpoYVMKJW1bodWw5bDfeghHj+3A5lUTMLqxDaqUKg3rlhPxkWcSvr5rWD6QDVzfh90Lu6CRWXlYtvgca49fRSZuICN2BeZ0eWUByu8iff9TtguNjI3BirV2aNmlI94vWxo2zRuomvgVuzfCT0KsDVqFgzGAPgJPSozWBND/mQjLvMA01CPQNFRegFJ5IWpM8rwVWOXzpuQoBJ6PUuH+6iO7MNnHAT0XfooGY4eg2rDeqn99k8kjVfnoeK91+PyrQDiEHZEXdKTKY+whxZp61a2TECVwDOCnPDsBpxq56TyvU/IfiycSHy3q0ERQcj3FcxjCVTkE+n2oFwZoEj1QsQmxAfU7nwrQU3K/wuAnL58tZyOxaIs3avXqiIIVrVCmcnn0/+ADHDl2Atd+vY701FRdJdIjAL2JpI2zMLtxUVSwMIdV/VZo1KgJWla0Rq06TdCkWSM0rWYBs/ffRaH3S6Fcow8x7IsQxP6SoWw+v+lB1m+4cXYf9q4djzEdGqF+lTpo1rojunRqhdYN6qBWzbbo/tFKrNubhDPX7z3sms+Ucwc3Ds7Fsm4WsLJqjKYzj+HAZe5wBakxyzH7VQNolrjlWWqph6iE8UxsVJ947izWu7miQ59eKGhRFub1a6LntPFYvM0HvjFBKnOzycVzA1RkAuj/RnkB+aT1uZJnpQE0VwIETYbQfOy7PHMvefbeAkA/8SY5WImfhPiuEcewdJ+uN1MPAWnjSR8qT7TS4B5oOHEY+iyfjakbXbE2ZL8qH6UHyhCe5YMcdUnXIF/gx3JaAStBxwownwuSH1MYFUkeFDDSi1QT8PE6JG/yOrkvtxkDKM+hSdv/RQHqJgB1Zb5XNiB/h/eFAJXthgClN8377Cchv3/CafjHBGOWt4PqwFK4kjVsaldXXTjDwiNx9/ZdZGVk0ljzAPQ3JG2YhVlNiqOCODxmxcXpqdIMzQYvwGKXQOzYEYiN9nMwq19DNC1fAoULV0HF1nPgFP4jfn4eggo5cq7HIMz7M0zvVB3VShRC8SLFUKIIl6VgVqkDun/ihYDTP+HX3N/GdB/Zd5JwdH539LEqDtv6H2Davu9wXi4F+BF3o18hgPK6suXOZzy4J7qPTPaJl2WO/mlweLtLly/DZ8NG9B46BEWsLFVTpnajh2Cuvwu8Io5KaKYb5UdlBEOASqZjhnF/RJKpJCOpMh+9jGU8k/47IkQegeAzpMDJ47TPv1f0uASePizfFHj60SuVpVvUCaw5vkf1nx/luEKF8TVH9lcgrTt2MNrNnoSh9kswc7sP7ASkrrEnVdmrj5yTXrCHeJccNk9JIMrfypGoKA6mosJ8ARZBqAab1kORQOSI/gSnoQy9VGP373mlA2i4AigdBzcBJ+HpKeE5xdp2eqO0E80z5Wj/HOzFL16+nzqESfbLYNuyEYpVsEKNxg0xfdYsnD2XjOysHNyT8F0BVBsQXaUb4oHOxMwmRWFbphSKCSCbDV6GNTG3cJU9lWjfqd/ietDnmN29Fsq9XQRWlTtguFcSQvPd6fwe0n84jZD1H+LDZpVQ0dwGlWo2Q+vu/TGwXzf0bFEbta2tYG3dEK1GrpHw/Ef8whlDmR78ijvnnbC4R01ULFIXjQY5Y/d/bkPVLz34CakKoDX0lUgL4HbhOq6qA//8lG+Apj/IEYkXSoCyIb1IbRdP9Mefr2D77j0Y/tFHKFXBFu/bWKCB3KTprnbygA+qEX1UOz2VWXSid2nogRoDqCZjGc+k/440gBp6iI+I2/R6BKAGMnbeZ0qAxNp7dgfNrbln+1HxtALEQ+O6LwSkHNGp5+IZaDRxOKp+2AeVh/VCzdED0GPJDHy6xRNLj+xUw+a5CTDVb5Q8pgvtdY39Ve31+Qg1hB8nY1P9+uXvE5yGAOVvIiQNPVF6qlqzsLww/b1A1eVx5nc2X3rYhEkDqK5i1QCg8nfY4mADWyPIPbE/vBMfLp4FywY1UaK8NZq0aY0lK1bg22+/pwnjARvO5wg8JYznZ126jTOBszG7aWHYmJVGIet++GDZQcQ9MlqIhP23T2Lbp93RqfjbsLCug+ZzjmD3+UdcxSck+TtpcYgPnI7hdWxgW6gsanSdiukbIxF59gK++eYCzgZvwrZZ7dGusjmKlWyC1sPsEZhyW3xjSTcSkOLeF/1qlUbJmsMxaP0ZfHtXnVjSFaTHrcScrnqAtvkcHl+/pIOJ8HazvJMeZ5oC6D2dB0qA3uObSh6O7HTj5i0cOX4Ck6ZNh2W1Kmo0mModWmCi3VI4n/gKAfQmBKKsqVU1ioYAFZkA+vKIMFGANAZPitv0el6AGqugolS5K2HFMDs2SNeVk7X1khcI0A3nIpX4mT2U2KTpkwAX9F4+Rw2bZz2gM2wGdkGjjz9ELwnrJ/k7YsWxXer3bkyJVuOPBghwvAVIBCr18Bok3Cf8NMlvoQhRDaSEKKHJXl3rIo+oIfUMu8j+twH6sHhLXjDyd9gDa2OyeNDRQVi2awP6Th8Ps+oVYFbeCu27doG9gyOu/KQPaoV3Cp7iid43qIU/u2Ue5jUrIAA1Q8EG0zHVJwG3NL7q04Oc73Fq9TCMrvAWylpVQ+XREtpH3tZvfUp6kI3sRE8ETq4vHmRpFC7TEUNWHkToI02UruFWtB0+714TFd4siHI1+uKjrZeRkpWNjLNb4DuwKuqblUXl3vI793+Pb67cxJ3bd3HnShK+P7YAUztWh8W/KqJm80+xNuoizt1Nw51baciQl0R+EP9HpecAqLjksjQEKL1PprS0DIRHRmPOwkWoXK8u/lmiCCwb18bIJXOw7uAO+LGpypMAqs8cJoC+HPpfAJTSAVRXk85QXg3kLEAhSNkEijANTInBru/OYs8PyQqmSw5uxyjX1Wj12TgF0FLdWqLi0B5oPWM8RrqswsJ9m+EUcVTV1m9SY5fGwF9CX1ZYsWkVQa0qnehN0qsUqXJGfVmnBtG8AKX4mev+PICe0gP0tG4IQXkheIQdw9wNbugweghKlreEVQVr9O7XD17ePvjlqr5BkPJAdb2Q2B5UlzJwbusCfTOmsigkXtzsLRfVTB+G6UH2dUQ7jcbHtd6CmWUVWA70gE/wow2NjKZ76fh593ys6loS5mbWKNxoLhbvTEGuE6mSOGM3w7B9Sgd0LflPmFVqgVYLwxH18zf4OWgRJlYti/KFrFGv+zh8st4XLp7e8PH0hZ/rGrh+Pgi9G1aCZUFbVKndG2OWrcNqjy3YtjcSSTezn7PJ1YulZwKUFUasOGL9G5VJ3ZOLz8lR5Z/cKTv7HpLOncOqdWvRsFULvCUALVWzEgbOnIIV8ob0jgpS/ZfZTjC3UFwyggmgL59+L0CNnUvTI+A891C57YFVm1PxDOU7exOxQolD4nEAZ3fxsghQQo9eZOCFWAVCvpDZrfOLoL1YsHeTGn+049wpaMBh80b1Ry0J65t9MgpD1y3G/C8D4BR2RLy2aGy5FKfCXzXqU6wOoh56gBKITwrP+Z3b6HVS3EeDprZP3uvOj5i/We7JMlAC1EOuS8FT1rEsVAMnRfugE8JWByzWcAo5gCkua9Ckf3cUtTJD+aqVMHzESGzZuh3Xr+nHTeIYoAQoxbJQlbKQvGMhFrV8H7ZlzVC0/WLM2/7NY6PPP8i5gTjXMZhS922UsaiMsr2d4HVc3+D+KelBTipSAqZibvN3UdbcFiW6rIX94bxdjORX3L6AYwt7YEiFf6GkbVPUmnwAp1Mi8N2hmRhmYw7bwiVhaV0BVSpXQTWqElUJ1SrYokK5crA2LwebctaoWL48rMs2QYeha+D3n9Q8XUb/uyl/HqiIFWC5ygNQhvFfX/4PXL080bFnd7xfpiSKVrJG949HYf4Gd7iGHdW9+U0AfelFGP6eMlBj59L0VIBSbE4kUk2MCCI2hqd3yFp18RDpkapaeipBtyRQKTaopzdpd3IfPtvihSF2i9Dms/GoPqIvbAd0UUDtvXQ2Jvs6YvmhHXCLPK68WQ6358O5neRYlruy8b0GSoqA1MTv9EI1UOaFpbF1+ZUOnjwH4Rkh95I2Ip+5Tq7TEKAcJ5WVsf4cyV/2X3dsN0av/hw1OrdGQYvSqFq3FiZNmYL9+w/i5m+3dAasB6iCaG4l0j18s3c5VnUqAltz8UBbf445my89DtDsXxDlMBITxQMlQC36ucH7xLOrax5k30aC5wR82uBtmFuUR2kBr+Oxx+vJs299i5BlvTCi6psobt0YlUdvx0m57p9PLsWkRrXRqGJlVK8i0BRAVrZl29QKqFzeFpXKW+var5a1hI0sy1tbwaJUA7Qdsho+l19CgLIHbS48ZWWWhO6sRFLDZOmfyQ8//oSNWzZj4IfDUNzKAoVsyqLdiIGY5rYOjsEHVK3hcwFUZSqdjGU8k/57UlDUi5DMBaXButzv3D/P8ZQq1xTlgpMygOcjAKUEnsq7k9CY44uyQoldNP1YuSN5gUB1izmhRKD6CkA4rQgBqrxIkavAkZBk+WifZbPRcMIwVGH70Q/7ovnkkei3fA4+C/SAffB+1dZU1fTHiycqEPWRv8PpTViJxN+vhe38TVzyO8N5VjRplU3afhpcDa8/v3oMoLJUoTvtQq4z1/sUW1ET4sk950wA7NG1ev82DJw3XQ0h+b5ladRp1hhzFizAqVOhqgmTrgZY/mHZp74WnubK1VePr4fbQHNUEIC+V5dloIm4o/FVpQfitV7E8WWDMcz6TZiVq4rKIwOxIfzZo4kQoImeE/FpQwGouQ1KdrHD2kM/aKjITfRAj87vjiHlBaA2DVFlzHYcSbyIzO9OYLfTWqxfuQp2dnZYp7QW69Y5wumLhfjis97oVq8iyhWyQeWaXTF07hIsWOsFv23BiPst6+UK4R8DqKxlrbw2KhMrkph+ufoLdn+1F+MmfwzLyhXkgZZB4wE9MHbNEvWm3MiaT4FovgCaqAeoXsYynkl/ggxAqQboMPLd6HEiowB9kghQAZAaADr6mAqnWdHjL0DzZ5MjlkUK5FyjT6iwnYOIaB4oPUiX6OOqeycnuuM8S2z6tGTfFoxx/UJ5o+wSWkG8Uc5f33HWJIxzW4PFezbJi30/PGRfHsuKGX9OsHcxCt7yd3kN7J2kjWZFL5QA1ZpAEaAaZLntjwKoB5ePAFRnH6pdKL1t+Tv0/j2igrBk5wZ0njwGxWtXwXsSwjfr1AFfrFuHpMQzyEjL0IeP8o8CqABRAMpVVEacP3Z+UhfVLMzFVgfgw5VHcEYM/SHksvAg7Sg2fdIFbQu9BQubOmg1/zj2JGt7yPmyM5CZdleNeH+XE8RxqmSmnHRc3joDizsURlkzKxSuOw1zAs/g0ZryLGT8ehQB49qiQ4k3UaZCEzSceQRHLjDeld+ZnaUGgn6obKiu/Jnf446+GZMFR2Nq9bAdqCqmYMU2T/8npd8BUPkuP1IBVDxRzhfPdP36dRw9fhwz589HhTq18I6EFNW7tsXghTOw8sA2bJQMyuYXjwBUMoPRWngTQF8OGYLySTJ2nEgDaH7E8k+G72pWUHp2AiYX8UJZqUNgEKQc/5PlnmyO5CwQdRGYctg8NYOo5C12ByU4OQq+v3zeICCil8mBSia4r0WXOVNQQwBq1rkFrHq2Q+vJo/CRw0qsEo/VV/Idga3gJN4lAekj4nVwahOtXJS/ldvpqRKmXKdVJv2hAOV3wlMPUNoAvVLVsF4+0wN3CT+CuYFeaDp8AN6tYIGCtuXQZUA/ePsH4Ltvf0B2plgtwWkAUNormyHSnvHLYYQ69UNLK3OUeK8Smo9YC5dz95DrXz64jszYlVjUtw6s3ywG60rdMGbjGURoO9zPwNW4gzjqswrrHV2wbksEYr/W19A/EDiGroPPqKooV9IMhUs0Q78FO3HwNx1TVLr/A64Hf47pHWvA9t/vwaZ6JwxwT0bEM+uofkVm4mrM61YD5n+vhFptFsHz8u2HA0H/ySnfANVVIhkCVMSwQKjP9NtvNxEcGorFK1eiWuOGeNu8JMq3aYJeMydhmbzt2U2P4zYSoKyFN3mgr4DywjKvjB1jIENIPl06+BBcfgSXwMhRwKS8UYGUb0qEQJSeqACUjdsljHcVz5BhPsvW2VSJ3qhLxDG4C0R9JbwNTI7Gjq8T1EDOTiEH1bQiA5bORt2RA2DdqwOqD+kpEB2NISvnYZq/MxbtC8SakH0K3JyldMPXsQgQj5S/RVfBpPNC2SWZEGWxBRvaGxsu8HnEIioClJVHOoAy7+u9Tz1Alfcp2ylOuucRFwKnU4cww98Ftft2xd/LlkCxirYYOHIEdu3Zi99u3BLvUKBJ2zQAKIegZP1FFg37/nf4+tgqTGtsgYoFC6Js7R7oPsMHvvtOITwmAqe+8obv1A7oUrU4ChWpgWpdV8oL6epDL/LeLZzfPB9Le1VGo6ZtUH+UFzaGaBVM8veuHcfJdYPRzrwoSr9fGpVaj8IYuy+x+0Q4oqNOIWjbOjiMbY6WFUqg4Lu2qNZ+BuwjruMneplPSzk/4k6U3gP9R2XUftl7IukA+gDpclMorSsny6PZrkw1jZDPt27dRmR0DNY6OqF+65b4t3kplGtaD10+Ho1F2/0RKBmZ5aCsRdQAqrptPgZQySACUE/ZRjHzPI/RmvTqSmvE/nDiuCD1WWujyfmPdI3hQ1RvHDWMnUiNPyr5hs2eOB8TezCxWyiXnNPeJ1bOF3oIKw5sxVQ/ZwxetQDtZ0xAw48Go+bQXmg0ZjAGrZ6P6QLZJYd3wCHqqK6x+gUBs5zfk2Wc4om6CcyVl0qIitRvYhll3jJQ9XsfvTZj0sr48zZjYrdNTu9M8TOh6iW2480iMPnuKZBff3I/pnnYo3LnNnijRCGUqVoJoyZNVO2xMySc1hnuQw+UjegVQBkaq6jxAe5+H4rD8zqjf+0yKFWoBEqWriRA6oU+A3qjT9s6qF66GMoWM0P51mMx0jke568r31WlBznXEe04DOMqvoH3CpTCmy2XY92+b/VbmW7gpzAvrOtXF82ti6NYETOUta6Plt0GYNCALujauDLKFyuC0iXKolyDDzF06XEk/Ea6PCPlSAgfsQjT25ZHsTcsUbHxTDie/xXPbhvw30nPBChvNQGq68rJtxe7cerKUxi+K4DKw2Ej17PnU+AXuBltenTHu5ZlULpudbQaOQhzN7gjMIkNovUAZaZRYJQ3KjOPBk/J8JSnqh0VgPIzgcrMqMlIRjTpVZaASGBEcFJcR0+PnifhqSSAUuvY0F7Ws7kTexL5iQg4DhzCckECTzWYZ16S8J3jhbKMlH3rAySvsX89mzMt3BuIMa6r0WXeFNQfMwjVh/ZE049HoNuizzDCaSU+2+qF1Sf2qOM5aAe9XMI6d8BoSiCpKti4Tms9QNgRpvJb6SlrUNWuTV2f/ho9WGwh+2shvK4bJx0LnXNBeDrL9bKIiw6HJ22Hv0O8UO+4YNgd2Y3x65bDqkVDvFHkPVSsXwfTZs9WfeDv0eOk8eYClL2QxG5zspGRmSEQzVZOEO7fxt2v92DzjJ7oUbEUyhQtgdKlzWFlYQ7LUiVRung5lG86BhOcTyLyWo7Oc9UnAjTWeQQmVn8TRYtZ4L12EsrvNwSo7JP+A34MdsSa4c3QpJycu2gplDWzkPOXhWXJYihV3BI2DT7AmLWHcOKHTFVB/cyU8wPuRC7BjA6VUepf1qiqn5XzpQUopV5m8inzPkMA3Zig9EDVRhZMZ99D6t10fP/jzzh84gT6jxyOQtbmaniten27YZrrWgTEnsLGs5LhJYOwOQZDdR/2pkiO1IGRoJSQxUPCL884yZxUvMgE0NdanvL8vS/GwvfrGPheZO02X7CSP4xJ7+l5CSR9v45DwLcJCPhPAvy/icWGy7HYKArgQCGEMmuu6a0KiAhU1tgTroSha2yQ6qnE/vNjPe3QY/GnqDKsD2z6d1bz13eeOxmjnVep0fBZJLA5JRrbv0nAFv5OvvgFzh6xugb/Oi9YvEPCkx4jocepR0SEKEN9b1agspxWQn+W8XIdgasDqA6iLgJ3ZxEHVHaX/Vk/4MCyV1mqQZcl77P8U3UGkP1W7NmCDxbORulaVfCPwu+hYdvWWLJqJRISzuj6vNM28wA0W8CZkcFZdbOUE6RLd/Dr+VM4udkJTos/w4wJYzFu9HhM/GQePrfzw4YD8Uj8MU1XbmqQHjzIxPVkCfd3e2NT4DZsPJSEcz/kGQ2ZPyLzJ/wn+hD2+6yF/YLpmD7+I4wdMwEfT12ARXa+CPgqCnHf33442dyz0gP5Lb/GI+rQTgR6bseu/TE4fysj/8f/wSlfAKUXSoiyBxIBms3KI+3+y5IAZdhw/bdbiIyLx5gpH6NkBRsUqlAO1Tu3xUS75fAOP4GNDLEYnkvGo8fpy5kVRcqYCEqBpwmgfxEJJLw5+2fiMTid+hJfiMe3OuQwHGIkZFee2uPHeAoAvcTr9E46BsfgnVj51UYs2eWPhTsDsGj3Viw/uh/r4yV/EcrndMBVYb94rfQM2ZGDXiv7wKvZPKOOwS5kH2bu8EHXhdMVPKtJSF/jg94S3g9Br88/xTR/F9gd26MG7th8PkqcgAjVhIh99bUeUqzAIkzVINKUnFuJsBf46UJ+8RxFLEPVAKqKAAwA6kSAEv7yG11kn/Use+U+cgw9UdrI1kvxalT/RVv90Hf6JBSvaIW3ixRAB4n67J2dkZx8QWewtM/HAJqTC9B7Ek1qJqxL4gFevYivE2MRFx2PpAs/4qe8PMxHyuVC3vQgFWk/XUBKYhxiYhLk/D/j50e7Jr2SKV8hvCa2/eRMnI94oKIHOQ+QLQ/q9u1UxJ85h8kzZsCyelUUrWiDqu1bYsyKhXANPqi6dKrMJ2EV385eYkSUykTKYzAAqITw3iIvySwmgL5GIkAIzxRZnjmMNdvtMG3hOAyaNhn9l7tg1leH4ZUsoOEsoY8cK6GygM8j/hDW7voCU+aPQq8BndG6Q2s0bdcezXsORJfJczDWbxuWnz4pwAnRTTmiF4sA+LeVF8hBlAVMnA553emDsAv+CmsE4DM2e6D/0tn/395ZAEZ1bV///b+n7SuUFg8RQoITQtHiri3uTnEoRYoXKcU1Ie6e4BbcEwgQV9zb11enWFxgfXudmRuGNPBChbZhTlm9M3fuBHLv3r+z91E0FXha9+ygtl5uPmkkBq9aiDmbPGF/cq/aIE83flSALPbMXn/OmOI4VHZkMcJlU0KwSO0aSpsVW1cpvb5JgmBXEShX+he7VwCV9N2V6btAVgOoo4BfAVReK4DKdVuvJcIv7hQWBLqjx+SxeLuKOd4o85bciwHw8PbB9as3njguAUqpNlCm8LnIyuKK8ASonJNLflKEgNrQxN+k6H/+b/g3vNTyXICyaM+CIjg5B14NX+IHmqSS43apGRlZuHz1OhYuXwabZk1QrpY1qrVthqGLZsP+8G54x4TpDE7kJgan9cJqDeZuAlYC1DtBDJSN/xKteouMAC0ukmcpUZz/DYFY7BYs2TAO/Xo2R0ObaqhV9x3U6Dkbozz3wO8qhwqxV1r7HqESJ/azDWs8J6NvD/lO7WqoXsUMlStWhHkFU1Q2t0LVmvVh26oPui91wdwwiTDVUKiTT3rKL0jFLBDVOqvYi+4cewIuHEfKnu0zh7F4ZwDGO63Ge3M+QpOxg1FvZD80mTAMXeZOwUj7ZZi31Qfrju9Rg/ZVJ5VAT4tA2TzFYVVqAoCI75lBqVlUAj+23XINUkbDjIrZSaZbBf+sQFK/oZxULpSb/Puc5ToCVK2NqyJbAejVBHhHHsfHbvZoP2IQ3qhUHqXKl8HwMaMRvHkLPr/9hTijOGWuuKYENY8JUPFNrROJYyrZFqrtKGEsv6z8T4Cy8DYToAQnp2+qRURIUO0DeWDyPKRmy8WtL/6DtQ4OaNa5AyqIkVs2b4jeMz/Eyl0h8Dh3TAHUXeTCmSPKONj2c1rJlZEp03ZJw3wEnL4pEomIERoBWhwkEafAwztxP+xCN2L6J0PRraU1qpuUQ8WSb8O0vBkqtpqMwU674H/NEKCMWMUerp/Ehs0LMaaPDepUKoMKpS1hXbcVWvTqjc79u6Bls9qoUb40KpU2R9U2o9Fr/Sasig2DS0o4nPUAVVGo/EwvPUD5WnVSsa2U8+1FHFhvH7YPi3b4Y5T9crT/eAIajB6IukzrJw5DjyWzMNl7oxqo78T9mSSCDCAwBX5qYL+ATk1D5bqkYs9sf+X4VdURJdEvN1hkJxQDCEbAzvHccpqBRDQ8LoqYkck1nJ3FKJRSC4vrAbrlarzK5iasW4Emvd/DP8q+hbJmJpgyYzpCDxzEV1yFicDMEj/l2p4EqPJR+aOPQpUPPysCNZYXKkUGKMNuNcqf0SdruIKSkicP7qtvvoW7nx869+sNM5uaMGtYF50njMLCIC+4RBxS6zq6i/FwbxrCk43kTowECFExODep1T0TOTRFB08OIDYCtBhIIk/vixKlhdthxtSOaGhZERZmVWFtVRU1KleApUSQ5u0+wlCXXaoz6QlAowV43HzOE3MW9kYzs3KoUt4UVk16ocPHazFrxxas3C+fLRNotpZI1sIEFSs2QcOB8zHt5AnYy89wkyjUhdGo2Bx79Plz83vFxf7Ytqg6hARQqrdejtyTfvXhHWpbkX7L5qqpoJwSWmdEH7T5eDwGr/tUTRlddXSnVAoR2HQtXkGU0GTvPWdM8bWKSOW8IWDV3HsBLyNRNWhe0nfP81Hy74mBJzu55N/Fdk9ueKdr/9QBlCv3b7kSD4djoRj26TzU6tAG/1eqBCpZV8HCz5YgLOIMvuciIrniq+k5yE3P1o0H1QNUjZoR/1V+TCmvNZZfUl4IoPkiROVhaNIAKh/hux/uIGTnDt02x/XqoJJNDbQa2g8zPO3hKDU7G945NEkNTRFDJkCdJQrQKQLcF8ZDIk9PSsHTCNBiIabgF8Lhu2sWRve3hZV5HdTuOgZd+nZEh0ZlUcXCCqZtpwpAdxsAVOB2ORZeF07De/c8TBjREFZlKsGsfEMB2mpMDeOe9WzTFPic9sRnK3ujpa0VzN4wRe22Q9A/6ChWxQuAz0tlLfA0XBxE69knQDkciRGitgI+03Pv+NNqDVKuemR/6gBmBLmh64LpqNKvC0zeb4Pqg99Hi2ljMNRuGVYKRIMuxyhYqvZ9ffTJ9J4/l2NTCVmX6ONwijyq1jxlir/pegKCRbR12rwXI1ABLQMLtnuyM8xTrlND/uTfxqxs86VYrNu3TbK6KbBo2hB/KflvVKlbB+scHZGQlIz79x+qds+81CwFULUTp2GgowenJmP5ZeVXB+idu/cQevQwxk2filqN3kGFmlZo1KsrJmxYoebEs/Hdl+M/JTXLB6jAVCeJSFnbyufauohGgBYTEYQpYfDevgAfzh2NztNX4MOQTZi9ZCj6NHtbIlBLVBKADjMEqNiG19U4AcxJbHQehcGdLQSeAsgafdHXPhhrb6bA93osfK8mIvDGATjtnYO+rWqjZsk3YdWoC9qt3o3PzgrArrBSfrINsSFI1UB9+Yy95gQf4ekqYqYUJFHzluuJCoKO547gk53+AszP0H7OJDQYPxi1R/SG7egBahm98Z4b8MmuADV+lD+Hs6M26dcfZdTJjia3mDD1mVosWmydqb2PgNMtkZ2otHPOrxefYMeS6jQT+DOqlXPeAlD2+AfLdUu3BUhW9wHKv1MHf3n7TdRr2RzegUG4duMmMtIz8DhbUvWHmT8FKB2U/qv5tPJaY/klpegApZ4HUP6Rz+7ev48TZ89g1pLF8mCbqmEWtTq1xtAl87Hu0A5wL3CuDcpBwUxP2MbDhnLn8zqIagDlgOInEBUHNAL0z61LnEUjsDrui+W7grFAokfPm+ew1nE0+jYuVShAOeHCm9Mpk49g+dK+6NmkDExNa8CixRSM8tkJt1sCZUlzOQXS7/ZJOIdvwJge9dGgXAlY2LRBk5n+WHzyDAJuRMk1uqzHEKAUO3M4VdM59riaX88l9LiXvbek2RyErzqHxCbZIcT2TGeJIhfuCVL7MLWeOQ41h/VClQFd1bYi3ZfMxCSfjVh+aJu+k4mr6p9RkS2X4dNWkOJSetwEj2m+c9RJuEq0S4ByJhKnNqttjZ8CqPwMgWdA0jn4xZ7CfD83tBw+AKVrVce/TMqhbY/3sD00FF9+/Q2ys3Lw6FkA1UNU/p8vY/llpUgAfao8B6CcnXQ/NRUx51Ow3GEjmnRuj9ISgZq3aIzuMz/Eij2bVQTK9Qx9L7HBnI3leoiKgROkLmKobmJkHFCsGs+N0CxeUhWhwOFaHHyvncaKdSPRt0nhAOW1HCvqmXQAi+e/h651S8LUojYsu83HhJD98L3F5ed0Fa3PDbGdUx6YMqQx3rUoAdMaLVBvvDMWHA1H4G2uniTAlr/fEKLabCcendgbL6k1p21y+xm1h5fAjPspsRed0WKQfnsQl5jjaktlwrLX8rlo8uEI1B7ZBw0nDkX7uZMxcM1CTPF1xGf7NquOJgI0RGyeK+pztShGkhyIT4C6sMkgQQCaxH+b2DwBKuBVv7tUOt5M/+V6jp8OTJTf4cwxTHdej0Z9uuOtalYobVUZfUcOx+ETJ3Dnzl01C4ntnrlpWchLz8nvhYfyU5ERoL9q+VkAVQ+CD8RQ/CMPKjU9HVdu34ZrUADa9O2Jt2tXRZkGddB67HB8utUf3nGnBKAczBwDj4uRcCVARS4Xz8JZ5CKG6yrRqSuPAlS2B3Go008c0ag/pzgYnr3RHER/JRzL1z4PoAQj93vfhfkzu6BjTQGjpQ2q9v0Mk7ceht9NDaASqUqU6RwRgOmjm6CFdUmYVG0mKfZ6zDt0QgAaq2snFTtjuydTd00EKiHKRUQIUg5y51hRbjzHIU/aGE6m+Jx3z1Wh/MU22dPOtJ7RJrcV4TYiDSYMUXvXc9fQVtPHYrj9MizYGaAgys4pApTtqgQqmwjUjCaBJ0eeMAKl2ImqACpRrxp4z6NANYAATRAfOb4PE1Z/Btsu7fG2lSUs69bBuGlTcSYyCg8epEpAI4BkG2iGRKJaL3wBgErYo2QE6C8vvwpAOTyCC4vk5uYhLTMTX/3wA7Ye2IceHwxH+Xq18O9aVqjXvzvmBrjDI+qEqs1poGznceVwDXECF5GTgqgOoC5iyM5i7IQoG9S1MaOFOqVRfzp5X42BV1EAel1S+fjtmDu9E9pXLwGzKnVRY9AKTNl+FH4CTQ2gXgJa5zObMHNCU7SqVgIVrd5FzcGrMOfAUQTc4pRhgZFK93VRqAZP1ZGk/btYWfOcOs8oUEDHz3me1wtgme5ziii3TeYyegwGHASk83f64wOX1ei2eAYaTRyGmkN7KpB2nPshRjutwmehIRI8hGP7jSTsuJmMzVfj1aryTO054sRTxMV1CFCO+eS8erUJnsCTiz4HyueBcWewfu82DF8wC7VaNUVZS3PUa94U8z77DPFJyUhPy1SBDCe2MI1nJMrXzwaoEaG/tPw6AFXw5FSxPKRnZuGeRKFHz57BsKkfwrxRPfzDygzWnVtjuoc9XM8cFaMRBxKIcnYFAWkIUKcCANVmYhgBWrz0YgDdijlTO6GdgNFcAFpzyCpM2XnsKYB634iFy7ktmDVRACqgrWjVBDUGrsDsfUfgT4AKPPPHfuoBSimAynlGqDwytefAe4qv+R018F6+x5lN9tFH4BB1VM13Z5q/6UYCtt1OUcOY2Mu+aE8QRmxcjpbTxsCqf1dY9O6IdwSkPT+dqWYzuUUew5bLsdh+PREhcgy8EC0RrUTj5yWg0AOU05xV5Cnpu2o7TTiDoKRIBESfxsptgRgwfTKqN26ACgLQlp06YPVGe5y/dBkZ4nsaQB/niHg0AvQ3LT8DoCKtQVovNUBXajtO58zIzkHGozycS0nCxHmzUbVZI/zdrALMWzTEFKc1cAo/qEtfxEg47pPDl1QbqD6FZwTqItGps5xzIlyNAC2WKhpAJUK7LoCM24xZH3VE26oCUCtbie5W46Odx58CqO/NeLhH7cCcyc3QWlL9ClUao1r/pZgZegi+ch0BSFhqbaCGUzzd5byH2B4XdnZJFoCqGUK69T/Vv1UAynSe3ydEuVAIdw9leykXElGRqBzZ2eQSdQwrD29XY0T7rfxEgbSepPW2I/ui6aTh6L1kNqb7OWP9Mfk9JbLk1MyQqwkC42iJOgXwbPOU35sjVTgTj/AMiD+DkARJ4SPDsTTIG70mjoVVfVtUqlJZzYF39PTA5WvXkZWVrfNPLlyhJG+0QIe+yuDHCNBftRQZoByAy1523Rs5GogN17kCTwI0KydXrdyScO0KZq9YinodWuM184qo2KAOxq75FHZHd6u9vdkw7iqpkLNIRaFiqISoix6gTvLeSQzUhdECjV+vgo5o1J9TRQeoPPe4EMz6sAPaWOkAWmv4WkzddeJpgN5KgEf0Tsyb0hxtapbUAbTfZ/g49KACKP9Orf1T60SiFEDFxghP7svkkqKv1EVucp7f02YuaRGsJ8EqIkCVkkUSDKhN9yQwYIDgGHEYi/cEY6zrWnRbOB2Nxg9B9UHvw2Z4H7UW6WiHlVi4IwAOch2nK3ufj5afxckj8jtTcs4nPgK+sacREBeBLYmRCDoXjk88nNBx2CBY2NSGRfVqGDhyBIK2bcX1m7eQkZ4FzgjMh6f4pSFA2fn7KI97mem24+GAemP5ZaVIACU8tSlgCqIEp/7BcFZSXi7hKeCUFD5HzvH5Xfj8FlY4bUTbvj1RysocZepUxaBPZmDVnk3wjg2TGjsG3LZAzRARIyREXcQR2ImkACrvuZiCs0hFCHQAGq9RxUIvBtBNmDVFItAqJWFuXQ+1R6zDtN1PAMqfR4C6R+3E/I9aoG0tHUCr91+GmXt1nU2MQNmWqWBZUDyvB6grJe/VYHa93elWhzIAqJzPbx+V7yuAst2SnU0i1a6ZKBV/zEmsOb4HsyR1H263FB1mT0JjAWmDMQPRZMJQtJ81ESMcVmCFBBUuAkoPLp4jESjXw+XUUs8YCTSixFdiI7AtKRoh58Iwbd0KNH6/MypWrwrrujaYOns2joaF4fZ//oO01HTVnKY6kjgPPlteE6L6QEeXKeYgR3w5R5uSbSy/qBQZoFxLkBBVkSjBqV8ii0OXcglOASiPeQSqfOfql/+Bs78veo8ajoo1rFHK2gLvTR6DxSHeYhRcYzFeNZC7cjiH1Oas+V3EEBVEDQEqKZURoMVPL5bCb8VstoEyhX8GQH1uJsAtcodEoBpAm6DGoFWYs/8o/G8JQDX4FZBmV2wmorRdQg13D32W7WlQJkgJUc4w4nYjPBKoXH+UYo/92uOh+DjYHQNXLUCLKaNQbWA3mPVsrzqahtmvwLydwVh9Yh8cozgeVb4fdwq+cafhH3MawXFnsDMpBkERJzF6wVxUa/4u3rasjNqNGmHZ2rVIPH8BX3/zjQA0TS0tqTqRMsVXxSfVMEMGmox5BJpqgzY9RNWiQMrDjeXnlheOQPla1+v+fIDe/Oor+GzZjKETxsG8ZlWUqFQebYcNwGwPB7ifPoItl+LUFDd3AlQMjo32jpSk9C7iOBwPyg4kRgSacRsBWnz0Qp1ICdsxb4auF16l8MOeTuE5q83nZrwAVK6TFL5tTV0vfK2hazH3wHE9QAv/d1BFAWhh3yNACU/VOy82zN55NeSJUagEB5z/rqZyyu/B+fF24fuxcFcgJrivR58V89Bu1gQ1v96iZ0c0mjAcgzYsxeytvlgv13Gw/c5rydhzVXQxAbuTY+F1ZD/6fTQJpvVs8JaFBeo3b4GNzi64ceM2frxzF5kZWboI9CmACiILAFQFQ/RlYwr/i8vPBijTdgXSnwBUzsl3/vPdd9gcugfjpk+DlU0tvF6+DN7t9Z5aXNnp6F5sSYlFcEo0vBOk5uaqObEn4SS1t1Mio1GJQlN0UzyNvfDFU0UG6A0NoJ3RoQBA2bZZMAKdrwHUWgA6bN1LASiHNrlK5c92Ua6Gz955diixXdRTPuORUOXMJs61Xx+2Vw3EnxrgjB6fzoZ1/26i99Bk8ih0WzQTo5xWY8nuYPhEh2P7hTiEXkrEroQoOO7cii4jhqFc9Wooa1kFLTt2go9/IL75+jukPUxDTpZAU98D/4irMTGNNwSo+KcCqDH6/NVKkQDKdk+VustRvRaQ5uXwYckDYsTJTiTCk1CV61i+u3sP+08cx8eLF6Jm44b4pwDUtnM7jFm6APah27E1MQpbL8Sq6Wle8VyAQVJ1GpgYHmchOctrx4Tw/DZQGqwRoMVHLxaBSmouEagG0JpD1+CjZ0WgHzZHmxp6gA4VgB4sGkD/lwr7Xj5AGYESlPLa56JuFhM3unOTgIBrjaqUXuDKdD5/B9GYE2re/NztfhjhuAqdP5khUegI2AzvC9sR/dBt3lR87OOEjYf2IODMCQSGH8dKf2+06NUDb0n6Xql6dbzftz927g5FqsAzOzNbfFJ8VNI/Dp7ncnbqSICKj4pjKp/VrQcqvmuMPn+VUiSAsuT3wEspDKD5Ean+ursPU3E6JhpLN6xH/Tat8I/y5VC9dTMMnTsTa7eFYEucpCgX4xGSHK16GwlRzkH2UkM5JIU3AKi27a1RxUdFA6hEltejBKC78ImaifQGzKvYosaglZiy48k4UAXQW3FwO7cVcyY2Q2sOpK/aFHVGbMDcQ/8boD9XWhuotsK8t7wnQLmNh6fYrQvX++Qe9gJQRqcBl6PVnkYKopLecx1Sbiuy7tRBTA/yRM/P5qHx+OGo1q8b6g7tjW4zp2CC3Sos8nXHikBfzFy3Cg07dURpiT6tbethyKgxOHYiTPmfrkmNoBTnY8dRtkgiUfbG00cZ2OQJOPP7MhgMKU81ll9SigxQrfCma22gPKqHIw+JqQOPGmc5oD7p8iU4eHuhRbeu+FfFirBq2hgDp3+ENZsCsS32LEIvJ2FrSgx8YsJVj6MnIcpB9lwbke2jUlNThRmvUX9uFR2g+rnwn7yPrvVKwrRyHVj1XoLJWw7lT+UkQH1vRsHlTACmf9AEzauUgGnNlnhnojM+ORoGf/nstwIoxUH6+RvGMeU/H6HaRV25NbOk9pxjz9eczaS2JRZxphEjVo4jDboSL7Z/FisP78GHXg5475PpqDesL6p274R6/Xuiw9gRGDxrOobPnIEGHdrDrFZNvNOsBcZPmYrIyFjlb/TDJwCVo4KnvJb3GkAJTgJUNcUZAfqrlKKl8JT8j7dckGkAUF0EquCpAZQPUEqOfH7zP1/Af+sWdOrTG/8sVw7l5cF3GTkMi9ycEXTqOPZeTMSuC3EIjItQEPWOPSWRKFfCiYRPihjkBYkwRHQkJQPjNerPraIC1Ot6nERvx7ByVX/0alYGpmY1YdHuY4wNCIXnbfkZAi321vvekojvlBPG92uIRhXfgEXdtmg6OxCLw7gakw5shf07fok0gKotluX3IUDVsnlM6Zk5yWv1XsDJAfhOcSfgEHMMjrHH1XYe/MyHPfVXE7H15gVsvpYM9+gwfLozCENWLkSz0UNg27c7bLt3RZPePdCsx/uwfMcWFjVrolWHzpj7ySIkJ1/QORz9TnxRQZN7FlPqnB6g4rP5ADVGoL9aKTJA1bMROuq29aAKAJRRKAHKByjXsnPpuzt3sOfgQfQZOhT/KlMG/5I0vm6b1hg5eybWBQVi89lTqndxW2IUQuLPwT9WUviYUxKNssGd+8joZmXkA9QI0WKjogFUojRJeb1STsLBfSyGdLWEWXlrmNUZggGOIdhwMwE+BJekxAE3DsLpwEIMbGuDWiXfhHWjbui4NhTLz0Uj4CrHcBb+7/gl0gDKmUqcCqrNVOIMJ44v5Xlfgauagy+fcWuRjQJQBy6dJ9fweq4k5Sq27iVBg//5GASel39vgmRep45g5fZgTFq3At0mjEHt9m1RyroK/lqyJCqYWeD9Hn2wYYMDrl+7qfNR8TcVgRoC1BiB/ublBQD6WMEz95G+p517qvAhqAcnn+ulAKqPQh+mpuP0uShMmzMP1jZ18e8KFVChZg006/4+Rs2ZjWV+3vA6egAhUaexLSESm8WIAhMEmjER8JRo1IOdS4m6hRWMAC1eKhJA2fZ9OVayEKlQ932CCaMawaq0KcwrNUSrjzfg4zOJ8L+djJCvLsI/LhAr1vZGm3pWMHvdArXbDMfgrcexPjkOfpd1oCvs36Gkty0vEVenp/g6X3LNs0QwqnZQwpNpO6NPiTj5nqtO+VzWrT7FjiiXJIlCE07CmYCVNJ+D8wlQFy5nx1lHyZEIvhCDrRfjsS1F7k/YYcxzc0SPDyegaovm+Fu5svjLa/9GlWo1MPKDcQgICMGXn/9X+Zpu/rs4HlP3ggAVP1VtoAJOQtQI0F+vFD2FFxkCVOtU0kFUjnp4KukBmpWdi0tXrsPdxxe9hwyFZW0bvF3ZEqY2NmjYtQsGTJuC+a4OcN6/G5ymtiUpCpuSpQaOE8OM5urgJ+EWLzW1EaDFTk8D9C1YWghA2xUEqFx7MVrS9LPwT/DF/MV90MKiDCqXNUW1VgPRdb4dZoX4YclOD8xZNREDu9ZCbfNyKF+xKRoNXYI5EafhcjUWPs+LPvV2pcGT2xBTCqIpuvOFgVMT4cl0nVFn/tRQAlXg70FA6sUhUi4CTU4Y4Ywnj0sSFV+W31E+0+0DdlYBNCA5CsESRPhHhcN+7w5MXrMcHYYPgWXDBni9YkW8ZWKK5m3aYf7CT3Ho0DH88O0P4nDyh4uHFAQo/VAPUEOI6gIgI0B/jfJCACU887c1Vp/oC99oD4vpgr4tlJvMfX/nR0TGxmOjmwd6DBwM63rv4G3LKihdrSqqtWiG98aOwgz7dVi/awt8Io6rRRNCEqPhI+m8uwDUPc4I0OIo72u69UCXrRqKXu+8BtPylVCu+YfP2JVTUuQb4dgQsghje9dBvSomqFTaDFWq1keDTl3RtltzNKlnjSplysHcpAqqdxqP3vbb4ZAsMJSfVfDvLigNngqgAk21BTHhqUnOFyp+X2BJeHIMMyNMzp9XC5OIXAWYzpxbr5fLhQi4SWVAeHpwb3o5qrGnnPop4PSX9N1P0nePiGNYs2crPtq4Fl3FP+q0aoFy1axRWoKP+s1bYsJH0xAYsgUXL15GxoN0BUs1ZEkDKCNPFX3Ka00GECU8dQCl4xrLLym/DUAlncijBKCc8ZCemYnL12/Awd0TfYePRLWGjfC6iQn+r8zbKG9bB22GDcKYZYuxdJMfvE4dw5bkGDW8icbkw/YhMWIjQIuXNIAuXz3EAKC6bY2fikApidK4wZpP4m6sD5yNwd1sUde0HEzLmsDCzBxVzE1RuVw5mFWwQtVmQ9FnnT+WxQo4Bbzci93w7y1MhGFhAM2XwedUQYCqDiL2thOgAk0NoE4pp+CQGIaNiSfhkBQG5wsSfQpAdeIsOwGsRKzOksL7XIhG4MU4ybxOYdXebRi3YQVajBgEs/o2eKNCOfxb0ncGH2OmTEXw1u24dPmK2v+IPe5qzjvhyeFL8r4wgGpRqIKoEaC/WikaQOVmE5qEZz5A9Q9DST0kuZAAFWjmZeep1ZnY86eVNIFoTFIyPAKCMGHmTDTp0An/rlQJfy1XBpXeqYN3e/fAsE9mYVmwH4IiT2NbSiy2XIhFkNTK7EziCt2FGX9BKaMWFRwI/SwV/L5RL0kCN69LEXA44ImFjvMxftWnGOvijyVHjqmhSd4Cmae/Ewnfq1KZJoZiVdBqTF00CQPHDES3/j3RsW9fdB05Bv3mLMIEjyAsPyNZiwC6qB1HhQHUUPnA1MuwMmdbp2rbZArP3nYBqDabiSm7E5fHE5DyyH2/uHUNwamuk6jUSyLswCtx8E+JgmP4IcwNlCBjwUzU690N5WxroaSFKSpK9Nm0QwdMnjUHwTt2IenCZXz/wx01eF5tW8yo86nIUydO69SND9X5q1YY/lBGgP7yUmSA5r4AQAnP3OxcBVD9afleHu49TMOF69ex48BBzF++As06d0b5qlYoY2kOc1sbNO7eFSPmzcaazYHwP3UcWxIisSlFItEkcSgx5HzDVWI7k86INSkoSgqlW11HooAiyAjR31HyHNnL7vd5CoK+SEbQLXl9VSpLPZx+KkaisfC7GSvR6CFsPByIz7Z6YaFkLp/uD8W6GLET7tIpEaxWkRZFRQHo07ZHcOrsR63gRBieF3gKECm2c7ryvTrPVZ54ZPunvg1UXtNOOR6UW3xsu5IAl7BDmOFmjy6Tx8Ci1bt4w8ocb1maomqj+ug2eBAWr1uLg2HhuP75F/j+x7u4e+8+Ht5/iJzMHJXCG3YaaSJAOX1TjZYxAvQ3KUWPQCkBZ56k8WxHeSZA5bUCJ3v6DK/jzxE9kLTjyq3bCD1yFAtWrMD7/fujbuOGMK9RHeY2tdCwY3sMnToFSzxc4HEoVC0i6x/PbWDFmMVo1ao3XENUxAZ71uBqmAgb48UouRCu6uUU43aXSEaLBn4iZfxPIKqpMAcz6rcT2ze5+6TPFfZYy2t5ZoVdly+Vzkep656KMOW82vlTfsazVl56pmhXIg2iWqSpSYOloTT7oS15XpG/U0SYOuX3tOsWZNaWzONrtySRHFn5+4i4a6c/J5CcOIjZLnboMno4rJo1xutmFVGqsinqt2iGYRPHY62rM46cPoXPv/4GqZLJZWZlIz0tXa2+lJMlAKXvFYCn8kUJZlQUqvdDrWgApYzll5UiAZQlH4R6PVU0OupV8FpNLFytKTUjE7f/+xVOnT0HB1dXDB89Gg2bvosK5mZ4u1JF1GhQH/3HjcZCJzs4hm6H95ljCEg8o1aoUQsyxHPxkRNwE1hy2hxngdBpmELZxx7DRjFgGrb7ZTknqWChks8pdR0lzmAE6O8lfSdhoZ89QxpIOc5S4Ov9c8BZQIxaC4tc84GptxdNuv285DvXYuBzI1YB1FHA6Rh3Ak7xJ/J75dXA+gTdXkpeqsOI8JTKP/IYHPZvxzzHdXhv5FC1ynypihVQqnxZ1Bd/mPTxDPhv3oSY5GR8e+cOMjkNU/wnR9J2bl+cLSAlIJXfaeA09EO5Vknve1oxuMRYfmEpMkB/bjEEqDb+TJ4psnNyVRoSn5gIL28fjJ8wEY2bNEHZCuXxZum3UU1S+q5D+mPKqqWwC90GP6mpg1IiESgQ9RWIcrFa7kHDVW58uYCDOBKjGc6dd2SDvaRQLhfPwFkMXJMLwalJcwC9M2iRRUHnMerVEytSzR4UPPV2otsxQWdH1BO7kjRejsx41PAkRtFsRiI8mQ0JPH3EZoMuRiHkYgz8EiPgevogVm4PxMRlC9Hq/S6oXLM6ypuZoYq1NVq3aY2PZ8/C9t27ceHKFbVVuPIb8SdOYuHmjRT9ScHRkIiFyVh+s/LSAMo0goN41TqE8ppPlufv37+PZKlhg4KDMX3aNLRp0wZmZqYo8XYplK9qiRZ9umPK2uVYF7oV3ueOIyTpLELOS7qXIEYYfQIeAlK1b7ekgf7X4+B9NVoXCSSHwyFF0in2dOYbuh6elN4pjAA1qqA0gBqm6bQT3Z5dT8BJOUklbZd0EvYJYotSgQfcjEfI50kIuhEv6f8ZiTrDVaoeLDa741oStlyMhVPYfiwMcFe7azbs0h6vlyqJEiVLwqauDfr3748Vy5fj0KFDuH37Nh48eKCWn+N2HNpA+PzB8PSjwoBZUMbym5XfHKBa0QCqPXhVc0rhuTuSniQJRHfs2IHFixbhvffeQ+Wq1ihRsRwq1KyKJj26YqgY26IgT7iFHUBI4jlsSomCbzy3PeBYUf1CDUzrJJ1jJMAI1FHkJNGB02UxdIoGrzf8fJCKjAA1ylAEKG0iX3o7yY86xZY00b4c2MuechrubMOVdN73qm5ePCt2/xSp8C9EY/NFUXIknI7vwzSXDej50Ti806k1ylqZ458lSqBqzRoYMmQINmzYgLCwMHzxxRdIlciTW3DQXyhDgBr6kLH8fuWlAJQPmg9fk2YMmrKysvDjjz/i6tWrOHjgAJYtW4buvXvB2qY23jKvhFJWlWHTuR0GzJmGT3xc4HwkFIExpxDM2RuEaJykSfH6HRYl+nSTqMDlokSeclTQ1ACqDN4IUKOeLwVQqkgA1Z1XYzuVHUnqnsLpxxHwP39OUvZoXWUfdRJ2+3dgmtM6dJkwCrXatkD5apYoI/Zdo54tBg4dBjs7O5w8cQJff/218okc/bz1wqRB1QjR37f85gDlQ2aNSWPQak4aAN9nZGQgMzMz/3PWuJ9//jlOnjyJ9RvtMXDUcFSvXw9/Lf0WXq9shtod26DHlPGY7rAO9vt2ICjuNDZJasS2UR9Jk9hQ7yzi1rQqPdcb+1MAFT0LoMZOJKM00R7y03e9nWgALWhPblcjVYel2tEzIUyt/8k9kUIuxWCzRJ/ekSewckcwxixfjFbDBsCyWUOUrloZZaqY453m72LijOnw8vNHxNmz+PK//0VOdrYCI31C7WGkLYKsB6bmU9o5Y/n9yksBqGYIhgBlDcv2HUKTn2m1Kq+9e/cuEpIS4envi8Fjx8CkRk38n0D0NTMTVHm3EdqPHIKP7FbD5ehebE2Owo4r8SpN4oLMzmpbEDFiiQRo9MrgNekN/nkAfVZPrFGvnhREnwdQvmYHkrzm505Jp+As8HRPOKVGjGy5FAu/qHCs2B6EUZ8tQL3uXfBm9Sp4zbQCylS1RL3WLTBx1gzsO3oENyRwuC/+wD4CtndqAQZFX6HvaNGmoU8ZAfr7lpfSiUQ40gAMUw8Noppx8Byv1a6///ABzl+5hKAd2zFx5mzYtmiBEqYm+LdJBZjVrYU2g/riw/Ur4HRoDzYnnMXWS3EI4co958Xo1UDmCAVRI0CN+rnS2kI1OykMoM4XI+CQHK6mazJ197sUjZArsSp19zx7DIuCvDFg7gzU69YRJSwq4a9vlYRJzWro0LcX5q1YhlCB53++/gaZDCL0MKQvEI7p6ek/gadWNB8qeN5YXm55KQDVjnzgGkRZeDRU/uc8Pn6Eh2JAV/WD7qcvWIgm7drDtFo1lJF03uIdG7QY0EvSokVYutkfLmEH4J90BsGXYxDARvzLUWqsIA0/H6J6eCqA0jH0MgRoYY5k1Ksn2oJhBEp45gOUoi3JZ84XItTYT+ekcLWw8qar8WqonZPY4ywPB3SfOh61OrZG2RrWKGlSHpa1a6L74EFYZr9BDY7/z7cCT4kmuX4uAapsX0SAEp6MNOk7lKGvGMH5xygvpROJ5SlAymutGBqH9rk2VZTTR++npqn0Zuf+g5j36Wd4v98A1GrcCOWqVkHZmtZinG3QbfJYTHFci3WHdiLofCS230rBppuJ8L8Wq+ZcE5IFx/AVBlCqMGcy6tWSijw10T5oL3q7MZSyHclyPOXodyUKwVfj4JsYoezwQ4c1aD1iIMybvINS1pXFXiVlb9EMw8eNw0Y3dxw9dQo3v/wSaZlZaly02t02T9euaSgNmPQLwpRQ1Zq8jOX3Ly8lAqXy4SjSjIIGYvje8HPte2wTSkvNwI1bn+PA0eNYucEeA0aNQq1GDfHvCuXwz0rlxUgboO3oYWK0q+F4ch82XYrBpmvxCBKAcjFbQ2fQHMEQnoUB1BiNvprKjzwpA/ugrWgVMG1Isxle73cpSu246RUXhtX7t2Ki/Sq0+mAwytrWwt8rlsVblc1Rr2VzjJ0+DV7BmxAZn4Avv/4aD9PSxQdo+xwgrwMk4cgj3xv6Ds+zPZRpPTteeQ39xFh+3/JSOpFoAIXBkkagndeu4TnNgHTXcdparoLo1998j/iUC9geug9LVq9Bn2FDYfNuE1SyqQXzRu/A9v3O6DXzQ0x3t8fKvZvhcuaIWg6POyCybTR/EQiKDlBAyik06R2JDmKEafGVBkxD5Ve4fG9gD25626EdcQqxD+0q6TQcTx/Cp9v8MW7tZ+g6eTRqd22Pcu/UQaV6NmjUsQOGTZyANY6OOBx+Cte/+BJ37t4XEGYgK5M97Lr0nbZO+9f8QYMnxc/oEwQnVbDfwFh+v/KbA1QDpQZFzSg0YPKovdbafbQaVn2WK9/PFrBmC3hzuarTY9x98BCXbtxUaf2shQvRultXmNSohtdMKuCtWtao16sbhi6ag4VBXnANP4TAxHPw45hRzkNOEQcQaWBUDiQOkR+hXjyjl96B9DJCtPhJgyefs6sSxxDr7EA9dwJTjrpnz100BZxc1EbsyDdJIs/4CLhFHMFcfzd0nzYRNqqt0wr/MCmPUlWt0HnQQCzfuBEHw8Nw679fISMnV00Mys6WiFLgqQAqdv748ZOgwhCKGjy1zwylXaddayy/T3lpEaj20J9V+LmWplAEKIdzcDEELs5MgFK5AtAcSXvSs7LxxTffYd+xE/hk2XJ06NkDlapXw/8rVxpvVrdC454C0fkz8WmgJ1xPHIBPVBgCEs4gIEUiBwI06ZTaelatlqOWHNM5ElcNpwhROhIXx9VFrWfU2o/UU05Y4DxnQ3F1qF+6sIVRv1zPey48ry17yOfMmWt85pxNxNlsnnJUn3FyBme5sYddIs6gSzHwSxCbOXMU9od2YaG/B/p8/CFqtGmO8mJ3ZS3NYVG3Dtr26YWVEnWGR0fjqx9+QI7YMVGXk/NYwCnBQpYECGLH5B+lgVIDo1YKO2csf5zy0tpANT2r8DNCVEtjlOGoc4+RK0aXmyPwzGE0ynRGoCwGmS3p/Z0HqTgXnwB7dw/0HTES5atVw19KvoE3K1VAzRbvouekMZjj5qDGjAZLxLDlQhQCk8Uxoo/DJfqoGvRMB6GzMAJRi9+KCFFOCeXyaHQ2taoOr+MsE7nW0El5jkc6Jxc1Cbgep1vcxAjR303aM+OR4PS7GqM6Fflc8p8nn6U8Iz5nbQEa35txCPwiCUG3EuT5RcIpRuwk5hi8E05hy5VYhN46j8DYU1i5PQjjVi1Bu+GDYGpbG6+XLY0KVpZo0qEdxk6fDo/gYCRcuoQfHz4UeIoti42LeQs4HwlAJVgQW6Zt62xf14lUmI8YAfrHLn8YgBZWVM+kij4llZEj1xklQLOzCNon0ey3d+/h4MkwzP1sKWyaNcff3iyJv77+L5SpbI5G73XGqMXzsXbHJgREnsTWlEgES/rlce4YnM8egWvsCYlE6WgEaISCp2NKuFpNXNv4iw5XcMdFQ0c1BCgdNfBGvDoaAfr7SYMknw0BSnjyuWgAzX+W8oz4nDmOkwD1uxWPkC9T1IIgXGvWMeoonCOPwic+HNsvx2H/zfPwiTiGOe6OeH/yOFi3aIJ/ln4Lf3v9NVjZ2KD3iBFY5+qGs1Kp//gwNX+VOVb4jD5zsnT2zCxKB00dQJ/lIz/Hb4zl5ZXfHKC/pNBwmL4zAtX2nWckqlJ5OUrFrIzz2x/vISI6Fg4eXugzfCSq2tqijKkpylWpjFoShXLjupmOG+BwYCcCY8LVog6BkoZ5ccM6iUC5TiMdjUNSuG+NikAFoOw88Lwk6TsH5nMRZ73TacDUHJXvDSHKMahGeL48FXwG2jk3Lr4t5/iez0Sr1PgMuei22r9drvOQZ6zbekOAelm3IA2vY8XqGntS9a77J5xGSOJZBESHY/mWAIxYPA/N+veCWf26eNvcDBbVqqNdt/cxdd48+G/bhqRLl3GXs+zUPmLMmqTSZ+Yktqz2CyNA5bwRkH/u8ocHKGtpGpxup0/dkcanQMrUXgiakZ2L7+7cRVzSefgFb8b4j6ajQYtWKG9hgZLly8G0dk20HzoI0+zWwPnwHmxLjkLojWRslZTML0mcjos0i7OoNjFxJtUOKgAlULl/Nx3OMAIt6Kia8/Jzbi5G8bV2jVG/vfhcCEQeCz4b7ZlRvIYLHjvEHldHF37GTiORY1I41sccxdpzB7Eu4gCcoo7BL/kMNl2IFngKkMMOYIG/O/rO/Ag2nduiTNUqeKNcWYk866DXkKH4dOVq7Ni7F5euXUNaRoYaz5yTm4fMTE7LzBab5TRNzYZ1dqyNeTaWP2f5gwNUJx1EddDU1dxihGKAWirEtiTW8PfuPcSVKzewdcceTJ05Fy3bd0QFcwu8Uaa0QLQWWg3og/HLF2Ht9mBsiovAzsvx2HIxRs1b5uIPhCjbxVzYoSBRqCsjEANwGorOSCdlpKJFmzzHxSTUDo3iqEaAvjzxGfHe8xkYPhM+Kz4LtdWL/tkQnJS6Xp6RbmX7KLWfkV30UawXgDqcOwyfxAipZOOwKekcXI7txUxXO3QaMwJWLZuilMCzVCUTWNWoiQFDh8PB3QOHj4fjyrUbeJiaprdgKJvNzMhFRrqu04iFNs3heTk5HLbHzlUjQP+s5Y8NUIrGJgaWLYaYxc3qxAi1rQpUei/ncvRiz2Z6agauX7uJHbv2Yv6CT9GpW3dYVquBt0wqwaRWdTTo2hGDZk7F0kAv+EYcw+aUKIScj5RIVGCXILAUp3KVSIQOScejuFWIFsFQGkTpoHRUtrFRfE9oapGP5txG/bbiMCM+Dy3qN3wePK/BU5N6pnKtDrbc7TNaN/VXrlc97lJxBqScxeZLMQhOPgeHw7vxsfMGBc8KtnXwurkpylpbwfbdphg0fCRc3b0QE5eI27f/ix/vPBBgcqsNsdE8sV3Jkthmz7HMrOhVQCDiivLclcEI0D93+cMClCbF+priPjDZAk72XOaqdiN9ZCqvc8U4c6SGp7idMr9AiF6VSHTv3oNYsWot+g0cilq276iUvmJ1a9i0bYXeUyZgvpcz3I7vVxt7BXBsn0Qcqk00QVLBRB1Auee3iiT1EY0GR0NAGkY82nvttVG/vbRnolVqhgDlecJSk7axG88r2Mqz8hGIqsHx588hgIuBXI7FpovR8I0+iTV7tmDy+hXoPHY4LJs2wt/Kc2ZRZTRp2x7jPpwKdy8/xMYm4s73PyL1QToyH2YhKy0b2emSsos9ctthRqG67EkqfYEoh+JlE6AiTlfW7dGus3lj+XOVPzxAOeOXY+iy2Z70WAxRjI0Vdj5AOSQkLQfZqdnIkaOq+XOBzLQsfP3fbxETnQAvnwAM/2As6jZshDKmlVBCUq9KDWzRedxIzHXfCMdDuxREgyTa4H413gQpd/0UeHJDMDoi91vSwEjHU1At4LyGDmyE6MuT9gworTIr+Kw0aZvXaQDl3kWefHZxYfCVqHPL1Xhsk7Q9IO4UVuwIwvDFc9GkX09Uql9XLUP3WsUKaNiqNabNnoet23fj2vXbSEvLkIo8V+wwG5n3M5F2Lx3p99OlUqc9SoUvwFTZkkiNA2U2Jec5KYS73RoB+uctf+gUnobFWjojJ0cMTmprOUegMqVXY0IzJfKk0nORK/AkQPPk9eMsMUXu9pr9CA/vp+HSpWsI3rwNEz+ahgbNmuPNihXVWNFydWqg/ajBmGq3GvYHdiIoPgLbLsVJ6harBtx7JkpaKCkfe3PpbBooNefTnJTnmBqyfY2vjQB9udLgqD2jfDjKZ3wOWkTK19o1jEaZYbglSYYhr9neyb22tpyPhtfZ41iyxQ8D581Anfat8FY1S/yrUgWUq2aN5l06Y/bCxdgdegA3bnyuUnCWPKnIc9LFTiUCzXyYqZQrtvlYoMlKXQNotojwzGYkyiBAvksZAfrnLH9ogBKUmdk5eJiRpabB0eBorkzjszJzVJSZK6k7QfmYY0UlnX+UJql8qkBVYMrPsjOykfowHbe/+BLbQ/dj6tx5aNKmDd4oXVpBtIxNdbQZOhBT1q1Qw5y2Jp7Djovx2Hw+Rk395EB7pvGaw2ntaHRCLU0kNAlP9uzyGiM8X64M4Zmfqssz4Wd8Rmzf5B5FfM/z2nNUABV5c/V4AWdw/Fm4HNuPeV4u6DltEqq3aYaSZhVQwqQ8LGzqoMvAgVix0QHHTkWIPf0X6WmZAkap2MXOCE4CNE9s8LFEmUpisISnmggi9kmAsjlKSYIDTuykPRsB+uctf/wINC8P6dlioEzXxcKk8kaOvOB0uCy9wUpuLx+IAdJos+Q6gWjmA4kCKIEs5xynibFfunYT20L3Yd6SJWjbrSvKV6uK1y3MYCbpfIt+PTBq4RwsDfKG+4n9ahtlv0TdHt5cOILOR8fUenE1UGpRDT9zTtANXzJGoC9XGkApApLSolDtOWifaXBVve/yGds//ZPPwjcqDOt269o7u4wdiWrNm+Btay5DVwX1W7fE4Anjsc7NHeFRMfj8q2+QmpqhOohUG6fYIZuQVMRJW1Rpkk6EaB7HLYsYEEjgqcTmKNUsJWIaL6eMAP0Tlj92G6gYFu2QbaA0NN1RN3SJCzLkMOJk9ElwSsqu1fp5WQJQSaHS72cg/UGGikJpwA9S03H15m3sOyYp2rp16DxgAMxtbfGWtSUq1K6Oep3aou9HkzDLxR5r926F29mjql0s8GqsGoRNJyQ4GWk6xZ18ykG1yIZHnjMC9OWJz0F7TXBq4nketWfjzK1eBKA8z84jldrL83WNPIaVO4MxbsWnaD10AKq82wClzCuhnFVlNO7UEeNmfgzXwECcSUjAN1xJSbIfdmhycRvaXF6GLn1nZf5I2aJOqlLXAMpOJAOAEp6qY1QCAyNA/7zlDx2B0qCY3jDdoaGpxncR58Irg9Qb6iNJj/KydIbKBns23LMBnz2hVI4YvJoBIjROzczC519/g7DoKKxxcUGPYcNQpX49/Nu0IkqYmaDquw3RecwITNywHMt2h8AjNgxB1+IQfCsxH6IqXY87nu+MlCFAlVPrHdqolyfDikt7LhyCprVPq6YXOefNKbpyDdN3uzMHsXCHP4Z8OhdN+nZHpXp1JG03wVtmlSTybIVJ8+bBd/s2xFy4gO/uP1DJjpiiGk6nOixpg2w+YoTJ7Ecgqtrl2bQk75V9qmtFAlD5o7Io2jMByh55YyfSn7f88QEqxsWhHgRnphhnFg1UwVMHS9XOxBo+M0+J59UUORo3P2MNL4bKQfeqF1QsOFvSpweZmYi7cBEbvb3Ra+QItYLO30u9ib+9WQImtrXRYvgAjF6/DCsOblMr8RCgwTcT1LYN7JknQF3EIfmaYwc1gFIqAqID05ELUUHHVz3DhirsmldYhd3Dp/Wkw0gn/ffkGbjI81HNLiI+K7aHcj48n93K47sxI8QdfRbPQtXObVDCyhyvly+LcpaV8Y7Ac/zs2di8fz/O37iBu2npCp5iXmpMslqPgbYmtsXxnqqnXYBJcGZJOp/1ULIeiUx1xKUhyx+9cnlaxCNhTKgay5+z/LEByhReLIw9nUyZmLpTrP0JxfxZSWLIKk1iT6gYMKMAGrYOnBINyHc5/o4/I0PSe9ULKlbLxR7iJbLwCA7CmKlTYdu0KV4vUxr/LPM2TOrVQuMhvTF49SIs3hcCN3E4f3E8yiPljNp90TVBYJn8ZDwoox016J4rOXEaqH6KoFpb0kDa9fnSg5PrTRoB+lMVvH8/lUSa5yPy7z/BqcHUgyl8omQKSafhe+EcQiSbCLgUhdXHd2GCxwa0nz4e5u2b4W8mZfFaudKoalsXPQYNwtINdth38iQu3/4cPzx4qDoxaTOq91wqYsKTEzeyMiTL4SB5AWUeM6H8ylwiUNJWric8pc5W8CQwNRGclJi5sfxJyx8eoOxxJwA5c0ONmROL0+Cp0igCVKTeMzqV1J1j8ghQDnVib32WGDq/z2O6GHyaKFMcgkOj7j58iOTLl7F51y5MnStpXJs2qGRdBWUkGjFpZAOb/u+h55KZmLnZA/anD8BHgOl/MUq3+yfHitJhxYkptTCvOLLLBYlGL4oz6xdmVlssK+kc/ilACIwpL704LpEgfRV3BtV+Zy395r3gfdUqIt5DF028t9xeQ3/eOeW0msvukqxrVuFKSvx53vKa7dgB5yPVfln+CRHYcGQ3JjmuRruJI2Haugn+bmmCN0zKoU7D+hgy5gPYubqqJRK/+fEuHnAbjewctd6Caj6irentLTtL7Cg9U9kYe9o5VIm2mN+JJLbKGXOGANUgqsGTMgL0z1v+4AClwdFg2X4kqZLe2LSpnPyMkFXiezFqzkZiza9SKvleNg2fq39ncQtlOSpHkGiCn4k4TOqHu3eRcvkSduwNxcKlS9FjQH/UebcxKtauhtJ1q8GiYwu0mzYW032d4BC2H0EXotTWtZ4S1TAVpNMSnNx8jLs0bkwJh8MFSR0vRcD5kji3ODulLdLMTciUCAn5GZw6yK0hfJIiVK+/j4DURyDK3n8dCKhIg9fae8Nzhu+f99nPff+8z37u+6c/41AjNTRM7gsrJq5L4M4okosbXz6n7q3D+VNw5IpZlwWiV87BVcR768hlCJPDpRKLgNcl+Vn8mXI/OUU3KDkSIUmR8IsKw6pdmzBm5adoNaQvLN6tjzekoixlbYmmHdph0rSpcPXxRvi5c/j6hzuqgs3K5RjkHLEVqcRpi5Scz2Vmo5Sj3hOchKRqtC8ozW4NpTudL2P5c5Y/NEBfuNASDYyWgGWUSnBylXtCVMFYLJjRLFP6LHEA6l7qA9z8/DaOh4VjnZMDBkskYtuiCd6sYoL/Z14OFVo0xHvTJ2C2txOcww8g8Pw5BT03SeOdk07BRSIgbjrmdFEAKk6+UQDqIAB1EIA6UnKeAGDkxGiKkZWKPDV4Jp5Ws6A4oJsgfRqgGmiewOb573mMKvBee/2/3vNo+F3t3ItcW9S/m8cn1xKgarymvufcVY5cXs7zahTcrkQqcNpJ5WTPe3tZ7ufVswqiPL9R4EmIusv99RHg+gl4fRJOIyD+DALj5B6fPop1O0Mw+rMFaNLrPZja1FLL0JW3tkLj9u0wc+ECbN65A7GJifj6u++kkhUwSqWdla3bdkOtmqQ3MTWPXWyGi4EUuiSddqHeDo2l+JbiBdACRdX0hKVEDzniBFzpXjN0QpQOwG1EVPOAOEh2Tjbu3PkRccmJ8AwKwOipH6J2y3fx/8q/jb+UKYmK9Wuj5bC+GG+3DOuP7lYp4Wa2qbF3XqDoIE5MgLpdjxbnPqcAulFSeQ2gTud1a406i9wEuF4SafkJOAIEIIHyswKSzyqn96IEol4SPXlIROrBBaDz9b/eC5j1Kni+8O8W/v2C53T633/X8//uZ/xd8nvz91QRuYgpuBqGxHReAOou8GS67iCgtD+vA+hGubeOEoU6ypHn7JJOwj7xBJwkjfdMjkCg3FOutLVFok+vsMNYEuCFYfM+Rt22LfFmpYooZWKCqjZ10a1PHyxavhwHjx7DtZu38SN72vV2QrvJlEqXtsMMSCu0G1bKCqASdv4EoMbyypRiDVBdeWLchkbO/ZboGGqHwwIOkpaZgZSrV+C7YxvGzpmFGs3fxT/KvoW/lPwXSlib4p2enTF69adwPLEPIRej1RbKfpej4ZQYpqJMzxsxcLsmEROdXOR8WVJ7gagT08+kMDiIs3NMoodEWb4XBZ7yM4IuRAtAJdoSeHrECwTiT8FDXrslCJC5B4/+aPje8FzB17/2++d99nPfq9fcmI2/J9dkZXuygFNrE9XaP9n0wcidlZMTj7yXeng6SAXFiN+eAI0/riYzcApusFRIWy/EwDviKBb7eaD/9Cmo3aYFXiv7Nv7+7zdQ3bYeBg4fCTsnF5w+Iyn7N98JLMUO9CZiaB8FAaptgKhtPWME6Ktbij1ANeMuaOR8rW1il5WVmR+d8gq2d31/7z4SrlxRw1imfboITbp2wttVKuMf5cvgLWsLvNOtPUYs/QRLtwfC7cxR+EkU5SlRI4fNcD1Rbg/hLA7vIs7uJlEU5UIAsK1OIOoYfwLOcSfVWEQuXOIlTk95JBCcp9TSegSoh0Cm+Et+T/7+Akym8EznGYWybZkRJSN2ApT30F3SeY9rktJLhO8iFRP3aWfbM9s+CV82ffBZ+MXKd47vw2xXe/SYNBZ1BJ5lLS0k8qyIWvUb4oPxk+Di4Y0zkdEKnuliB7ny3NVYTQN4FgZQvtY2SSzMtozl1SnFPIXXOQON3dDgWfiaANX22qaT5AlEmcpz3Cl76e88fIiLt25h55GjmLdyJdr36Y3KdeugpKSAZawtUf+9jhg0bwbm+bnC7tgeuEef1K3iJBB1Y8cS03UBqVqg+XxEfm8837tIuq86oOJPisIkCguHO0Eq6aeSPoXXHYuxEiXi5FFSeN9LUSqS5ywhpvCM0hnVu8n9YieS59VoeF2Lhgc7j6QyUvdWruOYW07J5PAkriDveuYIVuwKwYd2q9B5zHDUbN0MprWqw7x6dTRt2xbjPpoKb78AnI2KwVdffyvPX9+MIzbCilSDp2YXWqSpFSM0jUUrxR6gmlNQfK0ZfcHPKDqL6jCQ8+xt5V4299PScfvrb3D49Bkss7NH7+HDUbV+PZSoVAGlq5jDtmMb9J4+CTPc7bHh8C54xYSpTiBCkFB0kkjTgSugE5Ypkqqy950woASm7gStgJPi3kscBK46j1LOKqi8MpLf1++iAFAg6CX3hRWQC+EpR84c8rkSreQpr7lyPCNTJ0nXnTlAXiogP4k8gy9IZCrwXLLZFyM+W4CmA3vDvIEtyltXgRW3Gu7WDXMWLca23aFISjmPb7/9Xi0IwnU786TCzJUKVQOn1ulIuzCseFn4WpOxvNqlWANUiz41QBoC1LDwHD8jQHP0bVvsrVc99jzK59/ffYCImFhs9PTCoHFjUaPhOyhZoQxKW5qhZtvm6DbpA0x3WQ/7I7vhH38KgeLQvgIGd/bSx56Ak8hFHN5NolIOYfK+EglvgaiHPvVUnSYSpRIWjMDUoHqByisjuVccesRxm+4CR1feq8Rw9T6AExi4ohLbRTm8SSojtR213FtPETd9840Ph8fZw1gY7IXBC2bB9v1OKGlljtfKl4VFjero3KsHPlm2HIeOn8SXX30j4MxAXrbYBSdWqOm+Ij08DbMSQ1hqIOVRk7G82qXYAlQzdBVN6vU8g9ccQl3LI1M6zjDJygGXgeJX7z1IReLFiwjatg2TZ81EvWZNUdrcBG+alYd5/dpoNbw/pjishsuJvdgkUNhxPR7b2EtPGDICjTsGx9ijcIw7LunpSbgmc272KR1EL5wWgHIVIQEEo1cRZzkVfxGYcqQSTkk0eRIuXBZQ7pGngNRPKht/qVR85b64SzTvJp/5SLQeLJHqlqtx2CbanHIObuH7MdfXCe9PGwfrds3wj0pl8ZfX/gYTa0t0H9AfqzfaI/xcJL79/o4av/k4V2AokWduhqTr+tXjdeM5n9iBITgL2hHFz4zl1S7FPoUvKO28oUMYSjkGHYTTP7kISUY2HglIOaaPA6XvP0xVuy5u3xuK6fPnoWWnDjCtZoVSFiaoUK+mpI09MXblQqzaGQC/qBPYdiEaWyS1DJJIyltSUpeYo3CIOgi7yIPYGHNEUneu6sTUnRGofmA+IyyOMRXAFHsJOJXYCy/RpIf87h4CUU+Rr0SbARJ1+rFzSM57Ep5yfrOk+jsEnNsvxiAwVlL5w7vwsdMadBozFFatGqNEVQu8bloelrWrod/woWpmUXjkOXz7wx3kSqrO1TwIz0cZUkGm5+imXcq5guM2aSe0By2DMcxiCpOxvHrllQKoVugEqr1T0nVD8ZxyEEoA+kgA+kgiFK4xqpbDF+UITO/ff4CrN24g9OAhLFi6FF1694J1PRu8Jel86eqWqN2xFfrNnIyFfq5wPR6KgOiT2CJR6CZJUf3Y1kmIcufHyEMCjZOSrp+Gr6Tz3hJtubHdT6SG8zByfRWkn8bqI78zYekvUWmAwDVIPqMCpDIJELgGijbJZ7suS+SZfA5e4QewYrMPJqxajLZD+sBcKrC3BZ4VbaqjUae2GDN1CryCAxGdmICvvvsOmRmZKm3PIzC5WpJaMUmeszxrtTANxzDpzUSzGdqDITy1yJNH7TNlMwb2ZSyvTinWAGXRHMFQWlSh2jwLSDmJSC2XI46mlC0AFT0WZ+NyPI8k1UtLT8etz/+DfQLRz1auRJ+hg1GrUX2UlHS+hEVF2HRoiX7TJ2K263rYhW5GYNRxbD8fiW0XIxEssPBmlBV3QoBxGoECz+DrMQi6Fg3f8xyKIxLYcozoqyDOGvIXBcrrENEWpucSZW65EInN588paG4RbU85i53nJfrkeNkT+7DYxxkjP5mBlv26K3i+aVYO5nVqoHXPbpi26BNs2r0LyVcu48f791Tn4GOm6MwsCE15ro8zWVGKTRCekroriX1oxTD61CBpaD/aKA7aDc8Zy6tXXgmA0rgpzQEMHaEwMYVXizYyddcDlPB8nJ4t79kmKp+RqZnZ+PLL/yL89Gk4ebhh5MRxqNWgLv5d9k2JRiuhVqsmeG/scMywWw7HvZuxJTYMoZdiEHpN0k+BxGaJODdfjsTWK9HYdj0WWwWiIfI+UOAZIODwV4os9tIt9HEOISJCcztTdAHpNgHm1sQIbGfUmRKJ0AvR2JV0Br5hB7DYyxEDpIJq0Lk1ylqb4bVypWAi0X/HPj2wYNVyHDh5DF9//z3SmVkQfgJHrh9HgDJdf8z1EnIJTk3yvkAkSVvQAMrXWuF79tCnSyWampqqXht+z1henVLsAcrC6EFL0Qs6A4shVCkFUr2zPWa6J+CkCNDHAlA6n1qmTBwxR9LC7779DnFJiQjauhkTpkyCbcN6KG1aHiUrlYVlgzroOKwfJi9fgBWBbnDevxVeJ0LhIXI+thMbj2yD3WHR0W2wP7pdjjux4cgOrD20HWsPbseagzuKvdaK1snvuv6A3IOD2+BweDscRXZ7N2HD7hA47tsKNw4RO7oHTrs3YY7jGvSc9AFqt2kqFZUJ/l7qdZhWq4JeQwdilaMdjp4Ow1fff6eeLUdSZDBKzMyS5ylRpz7SVKm8VJDawjPqeYseqxVBnlS8KiORI99rhecITQ51omhXhp8by6tTXgmAEpqasWtj+7SSD0y91HtxEI4LZDvoY/bEp2bikYivtciFcM3JyFLKSs/EPUkTb96+hZ2hezB15gy826oZylQqjzcqloaZbQ006tYe3T4YjCEfT8KYRbMwdskcjFw8E4M/mYoB86ag//yPMGDhNAxZMgtDl8zGkMWzMFiuG7xo9isg/p4zMWTBDAxdMB3DF36sNGjOFAycORnD50/HmE/nYMKSuRg+cwpa9e2OKo1s8XYVM5QyqwCLmlXRf/gQeAX5IzopAd/c+QHZuTnIe5SH1IcPce/Hu0hPS1eRJzMHPrtseW7Z8twI0nyAGkSghdmFVvieENXgWvBzY3l1yisVgVKEJ98bGjxfG0o5hYpU5L04nepMYuRJB1TrPMofeZ2bJU4qDkjn4xCYNHHSG7duYs/+fZi/eAG6dO+G6nVro4J1ZUkvrVClXk3UfLc+6rZtBtv2zWHT9l1J8xujRqtGqCava3Rohtodm4taoHb7FqhFtWtZ/KV+z+ao1bYpast9sGmjU80WDVFDVEfO1+vQHPXlutpNG6BC1cooJ/C0qlsLLTu1wwcTx8PVxwtxKUn47scfkaWvIPkcMyTNTnuYhiyJQPk81WgKOfLZ5WZJZsFK8pE8Z31kqtlFQZvQzrMUds5YXs3ySgCUhm4YKfBoWAwdQokOpURnkwsElnQuNcxFL91nesjSj0RMF7n82X+/+hpHjh3DqnVrMHDYENRr0giVq1mhkji9iZW5SjdNqwtU2WNsbQ6TapaoWMsaFW2qwaS2FUxqimqIqlu/QrJCxRqWctTdl0pVzeXemKFiNQuY1pT7JTKrLvepsinKViqnKqb3+/TCnIWfIGTrViSmpODHe3eRLZkDO9NZ+Fy0yo0LIKvsnJ/lPzueM3jWPKpv8rt8rk9kWAo7ZyyvZnklAPpChX5RUFop7DND6QsXpPj6629w5uxZuLq7Y+LkyejVtzc6dumEth3boY2oVfs2aNG2FVq0a4WWHduiVdcOaPleRzTv1BbNOrRByw5tRe1E7dFKxOOL6ud+r6h63s8v8t/dnsd2aCG/bwv53almHVqjWfuWck7uTee2aC33pnUXEe9T+9Zo17E9ho0ageWrV2H33lBcvX5dov80lTXklwLP5Knn9DwZi7G8QDECtEB54kvP+M8gKlFRSEHJNSyMeh7ce4CLFy5i79698PXzg4urKxycHWHv5Ih1dhuwev1arN6wDmvsN2Ct40asdbLHCnm/Yv0aOb8BazbYieyx1kB8b3jO8H3Bz7Rzhq//13vtdcHPX+Raw3PP+jz/9Xq+tsNqO/ldHeyx2tEOKxzWY9lGuQ8b12O1kx3WuzrBzsUJG+Te2Ymc3VyxeesWnDoTgVu3b6mhRKqoZ6AdNfF9wXPPkbEYywsUI0ALFLqQTvxP0n6D//ievbSG0ud+BaRzRA6LeXDvHj6/dVNAeh7JiYlITExQio2NQXR0FOLiYhGfGI+E5ETEi2IS4hATH4e4eHmfIIpPQnyciMfiKPnd4hKSEJsoSk5GTHISopLjcS4pDpEivo5NSUQcpb9HyRdScP36NXzz7TdIS0/VPQd1wwnBgs+iqOJ3dc/NWIylqMUI0AJFB082k+nwmVdAuhXInw/Qx4/lyrxc5OVkIzsjHekP7iP17l08oO7dxUPR/R/v4P6dO0i9fw9pDx9ICpqq08OHolSkp6YjjXpY/JUqv+fD1DQ8kDT8gdyDe2kPcDftvl738OPDu6J7uPdA7pvo4cP7SJfrsrIykJObjUePcuW2s2Mwr9DnUTQZAWosL16MAC1QDAFaEJ6a8qNRkeqRKCA6ck5OlsAzDTnp6ciTFPOR6vHNwaNc9uZzLKlOYI8xO7XY82Eo/iOon/74YifFLf7KArKnK6085CIH2Y+kIhLl5HEImg6YmvLyOLaXoyt05wv9C4ok7YYbi7EUvRgBWqBobqQDaOH/0bX5KaUb1/S06MhZmRnITH2A7LSHAs8sgaU4t6T0P5U4b/7RQPIn/x/zikgX1T/BZz5CNXjmZcut4qB1XbTJKJ/gzM7mdMosPUDlXr6wDG+2sRhL0YsRoAWK5kY/BahEO3o9NpCEkAVE5xanz85AdmYacrPSBZ4CUBVpirNShgDleUn1JR8F2BmSKa+z5dyrBFH5PTmE6JHcm0dy7/Ie54gElpSCZ6bcEoFkrg6ivEYpPwJ9cp73Xye+Lop4rRGgxvLzihGgBcoTn9a1geoiIXFWAz0foJRESeL4jx4JOOUoBJUfaCCJnJ5I3mcTnhlARroc5TXTewGoGpco+e2rILYtP2JUqQAqKbncO005lESgPObyvsr9pAha3WvClkft/r+oCFEjQI3lxYsRoD8pOkfS2jh1qXpRoPm0HotDa8oHqERJSkw18yXnJQ2FRKmSi8prvpfvcwaUQFQt7lzcJeDMU1Hlkwg0lxAtRLroVCe2j+rOC1hFhOlznxEB+0zJczcy1FhesBgB+pNCD2JKp/JKkUQnhTqcXgYOaghZJTq06JFET0qShioJRBmZPuZRQZURp14CU3Yy6eZmFwKbYicdPKlcqUxy5R5kS6SZ/UjSdr1yBI6UAuZT/+XI+Wxk6T9XUaic1e6/4bN56plRWgWWf84IUGN58WIE6E+KHqAKnr8coI8ElLkCTZ0ylPLyMiV7J0g5P1sPUIGHUi7bSwlWHUCfTDUsrpLfUR955si9yJD7k5aThnRNuWnIystAFtN4uZ8F8Cnw1AE02wCglOFzUSr43AyzAHXOCFBjefFiBGjBohxJwCmOrZMA1NDZ8h1OLwMnNYSnlorm0fEFCjqxI0QP0hyKEamk7oSoBlDV4cQIleDmv+dVkIBUIJol9yI9Ox2p2amiNCUF09x0ZEilkyWVUbbcIwVSPUzlDLLkP/6fSNUiUMPnomT4zKiCz1RgznpT/XuMxViKVID/Dy8lWoRQju8KAAAAAElFTkSuQmCC)
- 250
- 348
- 340
- 289
Hint:
Polygon is a two- dimensional closed figure which is made up of three or more line segments. Each polygon has its own properties based on the number of sides. Area of a regular polygon can be determined using the formula
. Here, we have to find the area of the given polygon.
The correct answer is: 289
In the question there is a polygon as shown in the figure above.
Here, we have to find the area of the given polygon.
From the given figure we can say that,
Length of each side= 6.84
Firstly, we have to find the length of apothem.
For that, consider apothem to be a.
So, tan 70 = ![fraction numerator a over denominator 3.42 end fraction](data:image/png;base64,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)
a= tan 70 × 3.42
a= 9.39
Now, we have to find the perimeter of the polygon.
Perimeter= Length of each side of the polygon × No. of sides
= 6.84×9
Area =
×apothem ×Perimeter
=
×9.39 × (9×6.84)
= 289
Thus, the area of the given polygon is 289.
Therefore, the correct option is d, i.e., 289.
A perpendicular line segment joining the centre and one of the sides of the regular polygon is called apothem of the polygon.