Mathematics
Grade6
Easy
Question
Find the area of the rectangle whose coordinates are as follows
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbEAAAEZCAYAAAAZnxsyAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAM6GSURBVHhe7P1llB1XtiUK+8/rN8Z732u43dXd99a9deuWXVx2lV12ucxYZpBlkC3LKLMlWxYzMzOzlJypVDIzMzMzM+P81ozIsNLpkFKRcI6qK2KMmSdPxIYVa6+95loRO+LcBjTDONowPNyGxrYyZBbGI6coCT29TbK/a0w5a6ADPX2NKK7MQJbIVtNQqMhKmfXLWwotgm7UN5UhOTsSRRXp6O6tl33tI8f06kw3tDETyYZasOHENvzu5Ycwd823ortcZT/QKmA5vfrTDfbbI7bVisiEICSkh6K3v072USZr6Ww0BlFdXwnPYFcUlCbL904BZdMraylQZ7R1IDkrCc4+DqhvrJZvgwJrjeNodCrzMSzOD4FRfujv75Z9PQJry0Z7akdTW4nI5Yn0XI5nv7LPurJRrlYMDDaisCwF4Qn+qKkvk319I8f06lgKrRgWtHVWIj0vBinZ0ejuoa44ppbTmUliFgMNziQxY2C/JokZA3Vmkphx0J5MEjMGk8SmCSaJ3Ty0MTNJbGIwScw4TBIzBsplktiNYJKYxUCDM0nMGNivSWLGQJ2ZJGYctCeTxIzBJLFpgkliNw9tzEwSmxhMEjMOk8SMgXKZJHYjmCRmMdDgTBIzBvZrkpgxUGcmiRkH7ckkMWMwSWyaYJLYzUMbM5PEJgaTxIzDJDFjoFwmid0IJolZDDQ4k8SMgf2aJGYM1JlJYsZBezJJzBhMEpsmmCR289DGzCSxicEkMeMwScwYKJdJYjeCSWIWAw3u/2QSY5mxGO/4aIwuO7qOSWLGQJ2ZJGYctCeTxIzBJLFpgkliNw9tzKaCxAjqmA6JE4wOffR58VivgMcIOgiC5amD0e1oYL8miRkDdWaSmHHQnkwSMwaTxKYJJondPLQxmwoSowOno9Q2/q+REz/pEK638ZheP/xukpgxUGcmiRkH7ckkMWMwSWyaYJLYzUMbs8mSmNrGwMAALrs5YcfJ/QiLj0T/APcz++pHY3MVTjtexOLt6zB/wwrMXf4N5i74HAdOH0JeSRaGhjg+GulpYL8miRkDdWaSmHHQnkwSMwaTxKYJJondPLQxmwiJcR/lpgOSPe3NcA30wmNzXsJvnrsXe84eFINWj3FLzIzEw28/g39/8o9KmftnPIX7n3kAC9cvEmcbh0GFxEgCY/swScwYqDOTxIyD9mSSmDGYJDZNMEns5qGN2URJrFMyqAF09bThnPtFPPHhDNzz5tN48au3ccblAvr6OdG4DcI70gNPffgK1h3birL6UpmItaiuqZYMrRG9fR1SRs/5sw+TxIyBOjNJzDhoTyaJGcP/ISRGosgtvpVIrFOcYiNKqjJNEhsX2piNkNjJ7UJiD4+QWJ6y/5reWHa0YVLubtFzIXac2ou/vvMM7njhr3j4w1fx3sovYePlgP4BOgFxUUJSl70v48UvZ8E9xEfZ98ON5aiDRoHWvtanHolRJmtPYOIaiRUqJEZd3koklmyS2E2D9jSaxFLk+4Cyz7qyUS6TxG6ECZJYuxgiB7wc2UUJyCtJEUfD/RR+bFlLo0tIrBml1VnIKU5AbWOxIqtqjHrlLQUaXA8amiuQmhutZIrdvQ2yj1mItYxRMziRbKhVIbE7ZzyGrzYtQVF5qbL/hxsntZaZ9WBouBvxmRF4c8G7eOmLd7Dh2B68vewLvLHoQ1z2tP+exJraG3Da9Sz+9unr+HzdYuw9ewwHLpyEV6iv6INEPiwYeylRk69XbKsDUYkhSMjQSIxjaW2yIIaExKrgFXJVHEyqfKcurR0sUWfUD5AiJObi6ygkViPfhgR65S2NLpmPHQiPD0BQtL+QGAnsViAx2lMHmttLRS4vITGOJ4n/ViCxNgwONsmcTEVEQoCQWIXs41y0NolJMiMgiWXkxyI1J1ZITPVzltSZkBidqBFwUClknwhfgwJRbElltkQKnMDaoOvVsxQGMDjUhcr6fBRWpKCxtVL20ZlSZmvJxn7ppGWqtNcjpyQJ5bU56BvgxKFsPKZXb7pBuTgZ+LcTW87swj1vPoV5W5chNS8DnT2dMsbtaOloRX1zA9o7KS/1yIyD9fpFxzk47XwGoQmRck4V+FrqvvDVW7DxdhRnRXICsoqzsfzAOjz83kt49L1X8MT7r+H+Wc/ghc/egJ2XM7p62B7Ljh0j/j+kkGFcWhTS8qLlGycJF4uwzuhzsSQ0GSGZdQP8I71RWpUj32j/nAdjy1sSlI16BDLy0uEWeAVNrcxwuemVtzRo7/2ITg5DWHyIBELU2a3gN2hPfWLz1Uq2k12YJd+5WdNvEPQNtPd2lNdkyTwIR6MS+HHjMWvKRlvvRWd3LXJLEiVpSMHAgOV54LZhcQpGQeGHh/tQ31KJbBG+sDwLPX0Uvl+OM8XUr2cJUIbevk6UVOeI80xATWOZyMqJIxGgsLZeHcuAgzokDqUemZK9FlWlo6Ob0Qp1Jpmtbp3phzpBZKoOt2H7hb3467sv4P0183Di6gW4hLjhkrc9Tl05j+2n98AtyEuMVF1tOCzGMzTMS33dEijwvlYviusK8JHUfe7zN3DZy0GCCRozcDXIE89+MhMvffk2Lrk5IiU7A5f87PDU3Bl4e/EnCE2KEKLi5ZFBafeH9sO+2EdsqkpiA8Pc16P0P7qc5UFCH0ZNQy18I7xRVJEt30nsnbKXEapeHctAC5jSclLgGuAiAYia7VpbLlVnvTIfexCRGIqQ2GAZd9pTn05ZS4I2p5JFW1cVQuP9JLPIUHSm+g29OpYC/UYP+gdbUSw+IzY9AnVNvBph/fFUdCNj2dhWhczCOCGxVJmrDAboH/TrTAdui0z0h1HEJIciNiUCPuGesPG4ACcfe9kfhrjUSPkM+EFZSyM2NUI+Q2XyOolsF+EV6i77IkXmkB+VtSSik3hPJxoB0b647H4eTr52CIkLEJ1FKMf06lgCsanhSM1JRFx2NFYe3ojH587EKws+wGsLP8SLX7+DJ+e+hofefR73zHwMS3auQnpeMlKzE6RuAKISg5GQGo2cwgzklWbBOcQFbyz8CE/PfR37Lh1GdnGGRLRpcPZzxOYTW3HU/ihSchPQ0lmPiMxwpewDs5/DjrN7haCSkJ6bhEiJgkfLFy8ZWFRSGM46nRYCPIuolGCxvTCr6oyIkvNPyoyFf5QvDl48pNhbYkaM2FmwHAvUrWMp0NaTs+Ph4GWHPWf2IDjGX2SNs7pc1BntPS4tAqccTuC43XHEyvjGp9Fv6NexBChXtIxbvMgVFOONo7ZH4CDBG8c39hbwG7T3KJHvSoADTjufkszfB4npMbeEncUkh8sc8FZ4wMHLRmQKRbzig/XrTAduC4ryg1GExgYhLC4IHiFXxbGcg73nZWWihMeHyHH/H5W3HPwRFh+syOIsJEHZ3AJdlH2U2ZqyBcfQ4ELhHeaOC1fPyiSxRUCUj+iM8gbo1pl+qPqKT49CjEzgFQc34LGPX8PrSz7BZ5sW4pMN3+CtxR9hxvx3MWPebOw4vVtxjvFp0UpdthEaG6gENEnZcbAPcMSbCz/G05+8gT0XDyqElSrIL8tCe3cjWoW8SqrykCffw5LC8dmGhXj4vRex8sB6xGdEKyQQGPlD+SITQpU+TjuewAXXcwgVuwuLs6bOVARHBygTmEHS/gv7JZBzFLINR6iMc3C0decAbZ2Bm637Jew+vUvJFCkrZdavYxmwf/qIiMQQnLA7hqM2R5T/IxOs6zc4XiEybhFia77h3jgictl62ig6C7O63whQ7J3+9orMr9NOJxSbi0oKHRlP68kWGqPORd9INZmxcb+o+N4IC/PAbX39XTCOXvT2daOupRy5ZUkorMhER1ebsr+vv3tUOUuDffeiU2QpqcqSTCAe1fUlImuPsl+/jqXQi/7+PtQ3VyOrKAEl1eLYu5qU/X39lE+vznRD1RfvOfUOtGPHuX247+1n8cWWxQhLD0dxfT5is6IRkRqGwDg/ZBSmSvke5RKQWrdT+eSlQLaRWpSEOcs/x/NfvKVcTuzu6cKA7G/raEVtQy2a25q/v8RYLd8/W/8dHv/oZZxwOou2zjaljR/aj7QtOuvobEeCkFxmQaLsY5/W1JkG6q0PVXUVSiRaWJanyKrKZv05oIxHTjLcg11R01CjyGp9namy9cl8ZHbNgIQ2ourNmjojxK5Ftpb2BkQkBSOrIH1EZ9YeT813dcqcyZdgMUrGs2pEZ9afA5ShpbNGAtNk5Z4YeYB6tKTOblNvXBqFenO2vbtWuU5bWp0jzon3xLgCSq+8JTGIoaEuGfACFFamiuPkwg7eqyAoo14dS0B9Zqqtox65JUmobMjDgPKAL+XifQG9OpaAuvhiSHSz9cxu/PH1JzBv2zIUVBYq+weH+9E/2IceMZb+Qe0ms1ZXvbGrbSSxWYslE5s7AzZejiN7AZ8wX7yzYC6+27oSeSVqu9ll2Xj20zfw2jfvIjYzVtmnbqNlI0QG6T8pM0Z5ZEK930OdUZ9jy1oS6ng2NDcgUDLq8mo+V0f71xYRWRPUD4T0M+ERfBUtEjyomzXtTAODmAHlMnZEQpj8T51x0ytrSXA8B9DVW4/IpCDkFvMeJzfKq1feUuCY0aa6JSDPU14awPvq6sZj1vRpKg/09DeioDxF5nbqyAI/bZGWZSAkxsUFRtGKa8+JJSCnKBnqc2J0MGPLWhrqw87Kc2JFfE6sSJFVXULLVVp6dSwBOpJrz4kVVqTLhNGWi/OYXp3pBvXBG7EimfKc2Db8Ycaj+HzjIomqCpT9qpPhRCZooKNl1Z7r4o3cfvhFe+HPMx/Dzx7/PfaeO6S8hoobL7O99tVb+Mn9t+OFT2Zh4ZbVmL3kY/xt7qs4YncSbV3aKk2uNho9Rvyfi0faEJnAy54hMmFqZR/LW0tno6Eusf/hw8684a1X1lKgzqif0c+JaUvsR+vWWuhQ5qPynFikn2Q7mjOytmy0Jz42VCxBiQfSJItVgwHOT2vKRrlahBwaFBsLix/9nBiPWVM2dWGF8pxY7ujnxOhTLCfXpB92Nt/YcbOgc7v1H3b+/SsP45O1C3Qedr4e1NVwQ9JOVHIEPlj6JV79fDZs3R0k1adzUiPv6NRIvLvoU9w74ync8+qTePqD17DvwhGU1XBCMnIjgY1tm/KZb+wwBuqMY2a+scMYaE/mGzuM4e/6YWeTxIyDBvf3/NqpGxkl5e9S7m9U19egsqYKbR3NoncSE/XeL5OwXzlWUFqEXMnyistL0drOjJ6XRFhOTwfs0yQxY6DOTBIzDtqTSWLGYJLYNMEksZuHNmY3Q2J69TXwuEpW1zZeiuF56R3TNvU5nGtt6LVrkpgxaPo2ScwYaE8miRmDSWLTBJPEbh7amE2WxAiWGV1u7P96bVxvvwYeM0nMGKgzk8SMg/ZkkpgxmCQ2TTBJ7OahjdlUkNh0gP2aJGYM1JlJYsZBezJJzBhMEpsmmCR289DGzCSxicEkMeMwScwYKJdJYjeCSWIWAw3OJDFjYL8miRkDdWaSmHHQnkwSMwaTxKYJJondPLQxM0lsYjBJzDhMEjMGymWS2I1gkpjFQIMzScwY2K9JYsZAnZkkZhy0J5PEjMEksWmCSWI3D23MTBKbGEwSMw6TxIyBcpkkdiOYJGYx0OBMEjMG9muSmDFQZyaJGQftySQxYzBJbJpgktjNQxszk8QmBpPEjMMkMWOgXCaJ3QgmiVkMNDiTxIyB/ZokZgzUmUlixkF7MknMGEwSmyaYJHbz0MbMJLGJwSQx4zBJzBgol0liN4JJYhYDDc4kMWNgvyaJGQN1ZpKYcdCeTBIzBpPEpgkmid08tDEzSWxiMEnMOEwSMwbKZZLYjWCSmMVAgzNJzBjYr0lixkCdmSRmHLQnk8SMwSQxA2DbGm50jBiPxEaXHdvWaIwuNxp6ZTXolSf4K6c8/kMS6+oxSezGYL8miRkDdWaSmHHcLInxfw1jv2v7boSx5ceDRmINKChLRqjorbq+Qvbxp45Gtze2n9HH9HC942PbuBFMEjMADiR/OJHGzgiExjUa3Me+OXk7r0NimuPT2qHDuZEjpPGO7o//a4RzvQHSk5MDyr6JPrR11aK4OhlVDdmSiTXIPpPErg/2a5KYMVBnJokZB+1pPBJTy6hzmsdIJJpvuN4Pu44Gj2v+gZ+aX+D//HFYtkW/wf81W9LqdKC1qwQFlUnoG+J+bix/I5tjXR5nfyxLaH6Sx0Yf1+Q3Mg4miRlAF4aGBtHXN4Du7j50dvb+ANw3OEiD4uD3orevCSVVmTqZGCfQgLTTj4EBGgsHju1rCtc+ub9fJtgAurrYR49SR3UEHHRNLg2sRwPg+avta7INDFAu1uPADqGptQHZxSlCYgXoG9DqGDWeqYI2ZiaJTQwmiRnH3yuJ8TjHl36I87vn+zne26v5Bp6L3vhr59YpfqxXzrl/xF/xvOmzhpQ2tDZ7evpER2yPx9h/v+L/mtubJQAuQkNzs5TrE7/XO9LOWL+rydul+Du1bVXWwUG2yzo8l07xT73K+aj9GfXfJondJGgUg8jMbMPy5Ql47TVPPP+8i8BRYC+4jDlzvHHpUhGam0lMQzIoHUJiWeKI41QSU0hJNZb09EasWhUBT88C+U4j4oRnP5rSWXYIxcWd2LkzFS+/7Cx9nMe6dbGorORA89eIRxOZVk8lg/T0FqxeHTci2yUcPJiOVp6CtMnNwysbH35qAzfvVCExysQJYJKYPtivSWLGQJ2ZJGYcNyIxHqecQH09sG0b5/d5ZX4///wFLF0ahpQUVefX5vPY9ulXBhEYWCK+JAoxMbXyXfUJOTnd+O67IKXNF16wxwcfBEp71Ac3Es4wgoNr8OW8YDz/0iU8+5ytlD2Njz6ylXbKheDo9zS70/RIeYcQG9uIxYujpLyttG2Ds2dzJTCXQ4o9DMLVNU/8YTgyMliP8mg+/GbGwySxmwQHH/D3r8HvfueGX/7SHi++eAUvveQosBdcxiOPOMi+QPj61sukEDMa6EFpdfYIiRWJojlJRN2tgzhxIhd/+YsdTp5Ml300EM1Ied+qXSKVPpSVdWP//jw8+6wv/vY3B+njAp55xgMbNmQIuXGAxtbrEOLsQ0FBB9avz8BTT3mI0VDOy1LXR4gsXwiWdYDzF1Lx69+fwMJl4SgppdMjKXICWG7Qr0EbM5PEJgaTxIzj75HEOiXr6UdiYrP4gCzMnOku8/q84nteeumizHdHvPtuMC5cyBLfwbbG+kGOR7/4CEj9RNxzjw28vUtlH5CQUCdkFIq777bBc8+dFz/jgAcf9MS+fbnia1Tfx23z5jT8759ewD33XsALLzpJv2fwySd2QlIkMQbDo0msU7K5fgn8W4VgU/DEE25S3k7atsWMGX44c6ZYsjKVQI8fT8ejj7rg2LF8NDXRR9FOqIubGQ+TxMYB26My6RiA8PB6PP10iERBRYqye3quwd29HI8/HigRTi6qqoYwMNiD8tocZBeRxIqltkogwcF1+OqreMybFycGSfLhQGpOmt+7xVgHcPlyCV59NQzz5yehvLxL6WPt2mT8+79fFkMtE6KTosq1a8rHer1obOzFoUO5Eu2EKkTW1tYvEc+AGGg4fvtbe5G/SXQmjiWtBp985Y9nXnCDgyNl48ZB19PBdEMbM5PEJgaTxIzj74XEUuQ7/QblG0R6ehu++CIO997rjtOncxWSUDEgPiFXAmlHvPOOm2RGnNMkFY0ICJ7zEJKTO6WNBCG8EAl4aSfAxYuZeOABe+zcmYWWlgHxIwNwdm7BZ58l4fDhbKUMt1WrUvD0c0EIialXRpLtDQwMKpcZr/ldrb9+8YPd2LEjU4LpEOzenaPIybZnzPDHn//sjLQ0ygTJwFqxZk0a3n8/HH5+VVKXQTXJc6x+9GCS2DhgezQE1clGRNRLVkQSK0EvbWTUlpzchjfeiMXXX6cphjIw1IOqhlzkFMejtlGNeLht25YmUYcvzp2rlKyMBMZIS+uL6EV7e78MepZkUWFiWAXKQHM7ciQT//W/nsfWrXnoUAIkGo/m4FWjWbkyGS+/HC4pezkLKNuiRdH4yU8uCjFWgfbW1tWDA8fi8Ys7TmDZsmgxQpbiH2tkY+zPJLGJwyQx4/h7ysQ4L6k3kk2RkI0PVqzIkMD2hw6otbVPMqpa8T21aG7m+GtXaTTwvn2/+J8s8Q9hEuwWSDn6HqCysh1xcTWoq2NQrG4pwp+vvBIl/ix6ZA+wenUm3nw7DkVVar1rm3ZViPrTdDgoJNmOb7+NF9KKhKMjx1/d3nsvCP/6r7bw9GxUgvG+vmG4uJThD384L9le0oi/Y5s3M+9NEhsHbO8aiTETe/bZUBw8eI0gtC0iolYiJDd8/nkS8vJ6FRKrrBcSK0lAXROfqZD4QuxxwYJ4ITEfMRIOOjdOHq0vVfmMWFxcqjBrVrREP2kjJAMlvf/Zzxxx/nyJlOGeH2ZiNMrTp0vw+uuRSllt+/bbRPzqV84I8K8faWsQfiF5ePBhezHSWDHekQ6U6MdyA69CG7OpIDFNh6Mx3nENo8uNBo+ZJGYM1JlJYsYxmsQ8RkhM3Robh7B8eSoefNBHfA3LctMuNXLe0hfQ+xNjfSDtYRBtbX348MMo8StRyMzskvNmWbZxjby49fQMSRBcj4cfDsOSJUnKPq4Nmz8/Cz/79yt47Q1ffPyxL/bsyRCiot44rrQ76k/TYT9qa3tx4EABXnstEmfOFMk+dZszJwJ//ONVIc6W731bYmIDHnvMVc4xRfzYSNT+PTGOPpexMElsHLC9ayQWF9eMl16KkTQ7HXZ2RRJd5ApyFCxfHo+HHvKSaKlcGfD+wR6U1eYoJNbQopJYiwzOV18lyaCGoKaGSubGttkPiYhQr0HX1Azi+PFSfPNNkhAT+yiSlDtPuSdWVMTB5ehrKTfrcfUkUFLSJ9lbEb77LkkyrzzY2JRItpWNXbuy0NSkMJ9s/UhML8V7H4bh63kZEr31jhiTJstYPUwntDGbLIlpY8XJpE2C0ZdUWIb60ghb2ziB6XDHtqeBdU0SMwbqzCQx4xhLYrycqG4FBf0SIKfgueeCkJ3N8eVGmVmP85+yaxjbrupTmpr6MHNmMObOjR4JgrnRXlifPmVQdMF7/014+ulI/PWvEeLnqtHbOyjE2YTnn4/Cv/6bvRCpoxyzxSOPuElWmILCQq5A5NhqpMP2ehQ/mJvbjY0b8xUydHDIlwC8DIsXZ0oikKPcNtG23Nx2fPJJoviqHGRkcN5yDmvEOPZ8RsMksXHA9q6RWHp6u6TiCfiXf/HG7bfbC04JjgqO4b77vLF2bTmysrolPR5Cn0wMjcSa2sqVtDlTBuedd+Lw5pthQlJqm6qyOfgEjU29TMAoiYO5cmUufv97G+nDVgwmXUiqXTEqNYLSnC/l5IBzmewwYmJ68OWXyfjlLy/gd79zwe7dvE/XITKozn1Y+oxOzMfs90JEnkT4+rSMRGWWHXgV2phNlsQ4TpyZcnY9XWjvbENvH50Vdcr6/OxXjjW3NaOhuQGt7S2iEy0SvR6RsV+TxIyBOjNJzDhuTGJffDGWxDRfN5bEtPPQPlXGKi7uEQJyw+uvB4ysDuRGe2G/qt9JSOjC7Nmp+G//zVV8Qwry8gaU4HffvjS8/kYItu5IR2FxEyoq2iVwj8Kvf20rQXYpOjroPziX2JYaVA8PDytZXUhINz74IBa/+MU53HOPO44dKxT/xzGQYiMBZ15eu2R38VIuCQEBzRJUM9ikkNo5XA8miY0DtsdBUUc8Pp6ZWCw++igV587lS9aVJchQsG9fnkRKWZJpJcDbqwKDQz2obS5AbmkiWkXB3TKYXl5NeOaZcLz9diSqq6lkbuogjt44uElJzdiyJQdff50kGVmm9JGH7dvjpX0vREXRibIejZPyUc5eZRFHaGi9EF8mvv02SbnZa2tbiNWrw7Fwob8YCg2W2wiJvR8i8kTg3FmRr5sOxhoTWRuzyZDYtUnY1tGOLcf24NNV83HFz02IjG1zcg2jsaURu88cxoyv3sMjs17E7IWfIzg+RKifJMbz1yMy9muSmDFQZyaJGQftSZ/E8vOvZWI5ORqJUWbWG4/E+KwohExa8dvfXpFsLBCdmitQnD3nyLAEyLzdkY///J898ZvfBEoWVqOsZuzp4aKSRsTG1qGotAFdgxzLAdjblQop+mL9+lyUlnL+cXy1udqnLCzz86uRLCwDixYliw/LhpNTsXwPFgIM+sF9vfz8dvGrfGwgHJcv82oW27oZIjJJbBywvWskpt4T403RH98Tq68fksHJxR/+4I2dO7IwNNyLxvZC5JUlKSTW0zsEX78WvPhiDN57L1bKqwNYVNQmkUwq1q0LkEzuKi5dShay6cKePYXKjdU9e65dS3Z0zJf27bF1a7aQoBpdqYZD8AZtl8iQLH1ECIFVKvu47d6dhLvuchLiLUOLcjO3FzFJBQqJPfdcJC5eqPo7JTHu4zH1skRZbRkOXT6Fe994Cr994T7sOXtQ9K7qubWjDVeDPPDUh6/ibx/OxJvzP8DDs5/DZ+vmISQhFIPDql5+TGTswyQxY6DOTBIzjrEkdu2eWEPDIJYuTcVDD/lKEMuy3Giz1DOv4jAQY/ZCHWs+UDsfPmDM+/Zt+N3vruCNNwIVclI3zp0h1NYOY+PGMvyP/+GPf/s3fxw8WCo+Sg3+fri1I7c8Cb2DjfD1bcGcOWlYsSJbuUqlbpoManb19dfxePXVKFy5wmfS1G3FiijJyFyE0KqF6NS5y0eDPvwwVvFddnaVIi/bMElsCsD2rpGYujoxWFmdeO2asrrxYeJDh2qFFKJw+FCBZGK9qG9TSayprULS42EZqAEZ9DjlnlhtrdpAdHS17Lsq5LRHDGyVRFsuYqStynXjmTMTZPDpkNQtMLBOIdHvvktHdrZ6WbGiokOIsFX670VhYbsQZCRmzUqSjIyDqG6XLpXhySdDsWlTLsrL2O8AEtKKMeeDUCmfjMCAdol8aKyWHXgV2pjdDIlpGF2/U8a9GyWVRdgode987THc+/YzeHPRR7jobosB5W0CQEpOCr7e/B2e+WQmfMID0T/Uh0vetnjwnWfx7bYlqGosE3viBByrA/5vkpgxUGcmiRnHaBLTVidyXqr3cc+fL8Rf/8rbFlmoqtJYSCWZjo5+ZGQ0IiurQXyBdnuCbfKcVF9QUdGLxx/3VDKxlpZr5NTdPSw+ogW//GUYfvrTQBw4QH81clA2vt2jrKxN/Fcrqmob0NApKZvoy9GxAk89FST+MA/FxV3KlaCysnb5vw3t7X3Kw9JvvBEm5JSG+PhrWRdXRj7xRKgE6AXfB+PMxObOTcAnn6SI72r9x7ucyFc75RYnTzuJhYc3CImFYufOEuUaMO8xaUhMbJF0OEmypwg4O0kkIZlYbYt6OVFb2NEr4/Xhh6G47z4nhYS4ccVQbm6j1K8UlMhgNihLXXfvysXTT4dj5cpsNDbylVbDkrFliaHZScSUjc7OQYW8Vq6MwfvvB8LHp1S5RLl2bbpSj5kciYn11q2Lw69/7aAsFGlvVyMlLuzgPbH589PF+PmKGUpDB2i5gVehjdkIiZ3chj+8+gg+Xfcdsovzlf3q/Sw65rHEQXm7kVuSgYXbl+OPrz2KP8/6G5749A28u/Jz2Hg5jEwGwDPMFy988SZmfvMeYlMTlX05FZl45et38Nr82QhNCkO/8howRp+jdcD/SWJtiEoMRkKGRmJ00rcWiRWW8vITdXnrkFhKVjJcfBxR31Qj324lEmsXEvO/xUmM40mdUbYhIYVWcfIxynNi58/ny9weGsEw7O0LZN67ii/wQmws/Q3tmHbAc1KvHXIZ/uzZEZgxIwppaT0jc563Ltrwwgsp+L//7yB88UXOqKX2w0rw3dDQhR074jH73QAcOZGB5s426XMAmzfF4ve/vwQvr2plHUBaWoME2OEiY7D4yiqUlnZi4cJk5ZbFiROlipzEvHlhErQ7w9a2SohPnZ+5uW3K5cQVK3Lkfy0D5Lwfb0xuGRLj4BkFDbELze2VQhRJKCzPQG8fiYGMr1d+ouBkVKOI0NAG3HWX58h1ZU+8/jpvkroKnJUnzh94wBtHjuRLttONAcnEqhvyUVCeLCTGNz6r24Jvo/DHP15BUFCLcp36elt2Nl9xlYq773YXA7sqfTgJgV4VI41ETAyNE2I0jbLfX6Izd1y8WDhy7bpVsrl4/OlPV0VG1nORaMlNyEqy1RzebBXzFgO86pWFu/98GfPmR4txa1EZB56DoqeH6YQajfXKBN50agf+OPNxfLNtBUqqVPL/8aaRGt/n1ov4rEi8v2wuPlv7Hc5dtccHa77BzO/eV0lMya4AG09nPP7BS/hk7XwkZan3GupbauX7N3jq41dw/qqNGD8JgLpg2xooX7+QWBdiksMlo4tQfpJCdQy0t7HnYilQNpUoahqq4RPmjmKZA+plJU0/evUsBdVxpmanwtXPSUiMxM9ttF4tDa1vOvAeRCQEIzgmQIIXzm86Tq3M2HqWAPulPXWLQ65ASKwPMvL4Rh/aI+clX1wwLATVhFWr0iXD8ZK5baf4HuKhh5yELLyFLNKFPNgWyU8LtNSx6Ojow5dfxok/iYS3d7NySZHB+C4JmG+7zVbgiDvvDFJeOfXGGy7SriMOHkxVnlsNDCzDKzP88O//cQkzpb83Xr8iZOgjAXUy6utV0ouIqMZzz3njsce8cPVqmXKLgvf258yJFj9GP6niyafcsWxZMkpK1HnPLTKyDvf/xUGC8iSRaWTn9wnJWF2NRodoqBNtXdWSzMQhIz9B5ioboEx65acHQmKacd0sWJEn2I2Wzirkl6eIw8vB4BD3acLr1ZsIaAg0IqC4qEeUnIaXX/bDs8+445m/XRE4Cxzwysue2LY1S6IWTgbGTXxOjCSWgqbWa/enjh8vFHKJhp1d/aibq1Q6++Enz4EGCGSkt2Phdwl49lk36cNOCDAWSYnX0vLGhgHY2JYpT/GfP6e9eUMyxrAmfPZptBi1i9RzxLq1aSjIV505t46uPhw7m4Lf33VBjFDNStSNAk2l7m4W6jn1y/lvPbsb9856Bl9tXYrQ5CgUVZYgpyRfubSYkJGMonJeyiD7cwIQvahqKIFHqCdyinJRJ8T0tdR9/su3YOPtJMfVzdbTCU98+LKQ41JkFKpvIWhpbca8zUvx2Icv4Zj9GTF+dZxVmTgeBP8fkICjB/FpUUjNi5IsmxOLZTWysAY0+cQOmuvgH+WNkkqeF+2P46jJbi3QjsWG89PhFngFza0kfm6j9WppaH3TR/QhOiUUYfHBQmjUGW1KKzO2niXAfmlPvejorkJYgr/Yc5Z850ZdckxVv9DYAGzdkihz+7LAXsHnn4ciwJ+/SKFttE+tbZLjsGScfGFCEd7/IFEyOS7mkhkksLlcjrffDsVbb8Zgxqux4jd8FL9Bn7N7V6rUVTdmXK/N9METT5/DU0/bYPv2bDQz2RnZqqp6cep0ET4Xf+TsfG3dgLd3LT78IFzao690VuqVj4lPPb1qcf/9jjiwP3NkD8n7ZvwRywjxd9UgpzgRuSVpEmTy3DmmeuWnB7c1thbDCBpaitDaWS6CV6CoKgMx6aESIUejpa0cnd3VaGgt0q03UTC9b++sFecvqX5zO2rrWlBd0/wDcF9zSzu6e9slI2xDS3sF0gviFdkKyzLEQbbK/h6EhFVhyfJELFuegNi4Won+2+RcyqQfTeYiqStRTG+DnEsHGpvaUF3LPprQ0NiGru5OaadF7aO1Exk5Ddi4JQanz6QpTphL+zs6O1Df2Pq9bJS5u4f1WuV4L5JSK7FweSBem+UBBxe+yb5b+qtVzpO6HXv+04mGlmLRbY3IJjJ3VGDTmV146P2XMWvZZ1h+aCNWHt6M+duW4bP1C/Da/DnYd+6IjEMrevqaRF6xg45K0VOTMjbUb1JBAuas/BzPfP4mzrnZoqe/R7lMeMHtEp78eAa+2rIYiZIdDA4NoLK2HF9tWownPn4Vh21PSXuNil4bpd1rMhahq7cOzW1VCIr2QUi8L+qaixTba24vHVXO8mhqKxY9tKC0Mg8u/o7KHOjsrUFLB+1Jv45lwHEpV3QZJ8Rv52mDipoikbVZp6zl0dlTrfgJ/0gPeId6iP3Vo6unTo5Z1vbHgvbU0VOF0ppMeIRcQWJGjKKzVsnMFJ2Kn+jpr5d53ilzWvyC+AR1jjcp853zvq+/Ge1imz9oW+y5s6dGzrkTSSlNWCbZzrxvIpGeUSf7utHa1qH4FqKunu1q/q1J/E+r4jv6ZB61S9RdWlWN1IIsFFdUir/lT07xnnSDfLaKTB1ISK7B2vVRsLXLkvFX/VG7pFb1Ddf8keonO+R4i9TtQkZWE3buzsQXX0fBP1Dspr9L5K1S7Hs8f9Qqtk79lFZnISo1BPGZETJXy2U8hQcs6MtuC4n1lvTZGCIT/RGVHAjPUFecv3JGJspFRMi+2JRg3fKTQWicD8Lj/RArSkrPj0J2caxkB3E/QHZxHNIkSo9JCUFcapgii6OvLS64noNHsBhkphiNpLpxaalYsc4bv/r1ASxc6oyoxCiJCAOkfXGQSn9eCJP+IhMDEJ8e9n1/bD89P1qykTDEJAdJX9Gwdw3EZ/NtsWS1M9x8eakrTmQMU+plFER/X49yxaXJAMv+7OI0bNruhjt+vQ3vzr0En/B4iWCSpV6Q0vfYc7cEYhS9JiAqLRTLDqzHE5+8jhe/eQ/PfPEWHpjzvHJ58bcvPYhfPnsvFkiWlZafiJTsGITEUVe+yjnnFKUhrzwL9gEOeH3hh3j609ex7/IR5FdkSaCTgx1n90jG9SrmrvsGAXEBaBBSipBI/KPV8/DYB69g0/HtSM4VHefF/Ug+6i1G7Oq043GccT6FUCGyqOQAieJ9f1TWkqBd8h5AYLS3kPteOPvZISEzHOEJfrrlLYXgGC9lflKXDt622HVql+jMT5GVMuvVsRTYP209VubDcbujOG57VHQWqYyxXnlLQfExMm4xaUHwjXTDoUsH4eRjh2TRWWRSgJTxkjLeiJAMjX4oNTdK/I7MXQHneGZhjPiYcMVv0H+MbT8yyR/JOTESWGfhq29d8fPb92L9VjfxPzFKfdWP8f8Y+VT9G/en5EQiOjlU+oyQ+lEyZ3zhGemE9MIoFFSkiF8JleOBSBV/dM7WH3O/ssHqja7wDoqUurEyb8IUuTK/90exSBPZ4yW4J5Ky4sUPOuHOuw5h2WqeX7L4gjhF3pvxRxoP+Ea4i689Cxv388rcjEubeh64EW7LyE2GUWTlpyOrIEMIIAxeYVckqvIU5aQgpzBLt/ykkEckKcjMl74LUnTBYyybU5ghsiQjMMYbXqFXZEBCkFss0YtEzJX1ZQgIycLadf64cDkamXnZSvnM/NQx/SUr7Y3uT/uemZ+CwvIcBIYlY9c+IXK/FImQSlBQloPsQmlnjJxavZyiDIlYimDvHIGFyy7DyT1MZCpCWU2h1EtDeq6coyaDBZFTlImiijyZOBlYc3QLHhZSmb3yK2w7sx8HLx/HxpPbserwBqw4sAY2XrYic4Gca55SlzJTd4Vy7iXVhfAShz5r8VzJxN7AMafTqKgvQVVDmWRaJ/HU3Jn4YNVXCIwLQmtXA+JlUr+3/HM8J1nbcSlL/RWV50u7KaPkS1HGjn24+DnAUyLkrIJUQaaMXdqoclZAXqoiM7OdcxLIBcUEIK8kR2TNkOOjz8Gy4Kq6rIJ00WUevMM8ccL+uDiyWJE1V5FZr47FIP3nFGYiu0gCHk872HpeliAuUxlja+osI4/zNF3kypRANVac8UX4hnspOqOfo2zUa4Zi7z/0C6PnOeeD3jymzygoy0Z1Qzlc3VOwRvyPg0ucHMtGfmmW4jfGtqe2yf5S5Dh/4DcVoQm+cPKzFxljxAflKceU+Sf+yMs/QfxREAJD01FWTX+UPaoNPX+UjvySPJy9EIk1a3ylXqb4olLxBblynOc7vj+inWWJbAkZUfAOd5Wg3F1IUHhAxteS43mbdo3aGHiPZwhtnbUorkqTk89Tfv5E3Xg9VK/OVIH3cPSgHYdyD4U/OllUmSrppvZmZoJy85MbP3mdm7iRzGPbJ1hHa1Nrl9f1R7cztp56X6xLUv+6tkJ09fPZDe5nfdbVylka7J9/e7Dj/D7c8+ZTmL99uRiz+oxc50AzmrpqUdlYiIZWbak2z4V1eX48Z3XLKE3FHBLTF2/C1sdJ2lTb9osKwoxv3sXrC96XKFx9H1xVc5lyifKthR8gPjvu+5WMPx4L+dvfK1FxnJAEF4WwT7ZLOUaXszQ4ZkBDcx2CY/3FcWjPFFK26Z4D40HVe6Y4YO9QdzR9f0/M2nKpOqN8JP+opDCozyRx0ytvKVAvI/Ozp0UymFAhVu0N8tSlXh1tfmvQKzMa2rxRx0b95HfNjse2p7VJ2VQZ6lsKkZIbi8aWevnOjccItsEyGtjuWJ8yuk2Cx7V63K5X70Zg+SF09fKX9NOETDPR9z0P6JWfHgiJ8cajUagLO1o7qpBXmiyReDr6+7mfjY4ta2nwCfl2VNTlKs+JNYizVBch8IajdgNXu1mrV/9mwXbYBj/1jo+G1u8A2rrqUFSVgpomEj9vnFK2m2ljOkC5OAn4twObT+/EXa89hq82LxES4yIObaOBs9xYvWnnpW7MrmbMfxcPz3kB51wvf09MGZI5fbd9KZ7+eAacfT3Q1d2N8LRwPPvJTCzcsQwNbSRHbmPth+0PKNf2Y1LCkZoThQFlYQflsJbONKjnXddYK1G7J0oqeFOc8lM2vfKWAnVGWwfSctJw1d9llNPTK29p0JH2CIEFIzQ2SLk/qjpOyq1X3lKgXffI/KxEaJyvcrVJ3TS/oVdnIqDdaPZ7Mzaslh8WGcqqM5XL//VNnC+cWzymycb/b9YfjQZlmeh8Uut29tRKRp0gmVki+pRV6vQVlhtPITEucTGKVug/7Ewlji1raXSgp4+RAVPwePWXnUVWdSWL3itiLAV1VV19U7lkFZEStaQpN7TVweYxvTrTDeqDhiiSjXpO7DM+J1akPSdGp8OJTNBoxsrK770yyXrhE+mBu2c8jJ8+/FvsPnMAvX2sK7W6OhAQE4w3v30fT8x5Cc+++yr+JoS2cOcyRKdGY2iYToxlOUaj26Z86nNiEQlBiE8LQY+SwZL8raWz0RhCdX3VmIedKZteWUuBOqMeRx529h79sLM17V9DhzIflYedI/mcGIM4wtqy0Z7alAUN197YoZGrNWWjXC0YGGxQbCws3h819QzMGTBZew60yLxv0XlOjD7FcjoTEqMijMISb+yYKK5HYhpZXA8/Vo5+uYmCzo0kVqaQWFFFOrp7GSGTGDSnbGnwHEeT2Hb87uWHR97Ykafs/yGx6LVB2fm8SJdkSslYu38rvtu8Ej5h/uKg2DYn26AQdgccvF3wxZrv8NKHb+KTFQsQJQR27RKG1s/otvndfGOHMVBntHXzjR3GQHviw87FCJBgLE1s+RqJWVM2ytWqPB9ZWJaC8ITRJGbtOWC+dmqaMBESUw1YdUIamF5PpUNiH7c4iU34LfYEH+YeAN9MT6g/ma5lbmyjWznOh1u5/Le/n8dJYFoGNrY9gv2aJGYM1JlJYsZBe+pCS1cVQoQoMr9/TozyWdPW2LdJYjeCSWIKeIwTiZEXHat2D4hENlWGwnb+TyUxHmc5tkVnSR1qk5/HtOMacXHjJ3V+o/a5X4/EOF7WnsDErU5iySaJ3TSos3509rYgPjMS+eXalQj6BPoBvTqWAO3cJLEb4R+cxLhPSKS7Dv1l2ehIikF7TDjaYyPRm5sqY1QlvpbnROfE85sMaHC9aGiukMGOQmF5Krp6SGLaBNGrYwmoJNYz3KqQ2G9feggfr/5Gh8RuBrwOPhrjHdcwtpwGHusV2+oQEgsWEgtB3wBJTCN+vTqWAsdseNQ9Mb5dgZPXiL6mA9TZNRJz8nZQFp+oQYNeeUuDGXunkJj27kQSGIObG9nBdILjyDGTsRMCa81MQKztCeS62WEoIxmDZXkYFn8ytQGtEZgkNh7+wUmsC0Mid19mLDo97dFufwpdjqfQ7XIGQ4GOgLKkmxEsN062yYATla01o65VCLOXr4bRMhce06tjCWiZUR8OOOzHA+8/jSX7V6C8TlsyzsmiV88S4GTg1o/c0gSU1TLboc4YHVtTZ4Q6np29jYjPCpK5QH0xg7emvgjqTF1xWlqdg/AkH/T009lx0ytvadDehpBVFKu8Rky1f+qNcuuVtwRoT2JXzQXoCXBC1u7VqDy5E/B1xECwGwaLUzEs46z6EEsTh0li4+EfmMRoAJ0YqCtAk+tldF46jkEPR/T6uKHbzxM9V53QG+yP7voGdHUOoHNKMIim1lZUNVSiqaVd+QkH7tMvaymw/yF0yP+7z5/F4x+9jWX7d8q4lihvudavY0kMoqW1G+n5mcgrKRzRmV45a2AIVbWNiEqNV14FZP2xHI1BZBcWITQ+Spxes/Jdv5ylMShjOIDErHTEp6egrb1P2adf1nLoKS1Bb1w42mXeFx3ejyqbc+gP8MSQhwP6AlzRX8J7ZHTOvApgOQdtktj4+AclMQ6+fB9oxmBRCjpcLmLAyw71jm7wX3QOV786C88vTsD5s5M4tcwbO9alYd3GQqxbn4d163InhPVSd/PmQqxcnY5530Vh0ZJErF2bg40bC5RjenUsAfa/dVsJ1svn48+dxf/42be485EDWLwyFXv3VCmyUU69upbApk2FWL8hF599HYwv5odj7bo8bNiQb1WdEex/y5YiLBM9zf7IC98sjFVltbJcxAaRYdvWYsxbEIW3P/DAilXpiqzr1uuXtxSoG9rbho35+OjzQHz4eQA2bipQ9KZX3iLYUIAtIsPZRR5w++IYnOcewdm3tuP87D2I23wRvVclsHU5i87ESPEZzHC1Wwujfc50wiSx8fAPTGISUfXWYTgnHoM+TkBiAOJOXMGnv1mFFXdtweEn92LNPVvw0R/246k/O+PP9wfgz/f64M9/9p4Q7rvXGw8+GIi77/HGL+5wxK9+44x7ZP9f/+qP++6beLuTBft/9LFQ/PWhYPz03y7hP/2nPfj/fnIaDzwcgueejcNf/uIr5bx+VM9SeOCBAJExAL/4paPACffe54v77/cTfVpPZ8S90v/DDwfJeHrhn0Vvv/39FWV8VX3p17EUKMOjj4Tgt39wxb+IbLRbyvpnsUG98pbCvdI/7e2vD/jj57c7KHhAdMYx1itvEci8fvgBP8z94wFsuWsVtv5lK9bduxnr7tmMq5+fQpenG3pcTqMtMlh8Bi990seZJKbCJLFpggES62/EUGEy+jzsAL7QeL8jHvmf87D9xd0IW3Iadh/twaGvzmPtwkDJnOKwcJFkUIsiJ4ylS+OwaHEUvvk2AN8uCJL/I7FkSYxuWUuB/a9cmSjReoJExm54cdYZzP7YEctWxEoGlirHo3XrWQpLl8ZimWD+N/6YL3pbsjRakXmx6FGvvKXA/pcvi5f/I/DF15749rtgLFseZ3V9EZRhxYoEfLMgGJ9/6YHFS0TW5ZRVv7wlwbHjmH79jR++nu+r/L90SaxuWUtg4ZJ4LF8ag0OfnoHL3O1w/fQgjr60G/ue2IOAxZfQ7e0h/uESOuO1TMwksWswSWyaYOCe2HAHBmvz0OFuA8T7wnW3PR77l3lwWXUSXSFX0OJ3GY1FcaitrkV1dZugSdAwQTQK2gU1ghxBoaBO0CKYTLuTRQtqajpRU1uP0HgfXPY6hIAYZxSVlqO2tkuOW1O2BpGtTdCEqqosVFVno7qG+5sF1pWL41lT0y4y1aC8KhmV1UXy3dpjqaFJGdOyyiIUlyUoMlJW1Qb1ylsK7J/21iQ6yxRkoKa6VcC5pVfeEmhXdNOYEo22GAdUXbHB2VnbseW+LfD/9ix63F0xHOGOgUK+hsq8J/ZDmCQ2TbhZEiO6MNRVi770CKAkHi57bPDov34Kv3UHgDw3oMJLyhQKuKybLxLmr0RzVeFEwLpc6sxVbHwJbpqA7yfkMzz84U69OpYA++cP+pUiq9QOVyPWITH/DAaGKScnLGXjpNGrawnwp/UpA39AlCgd+W5NnWmgXRRhAFxlx192po3cCnLR1hrEwaSjqy9E/udYUtbJ2O9UgP3T3iowiDjRW5z8z/ElrGVjlIe6yQWGItEd54DTr6/B6l8tg/dXx9AT4i/TVo51co7Qh1iaOEwSGw//4CQm+4YEXfVAbwPsjnriT/82H67bL4kvShYbiZdsjW+zJuHI/5NGMrp7o1Hf7I+W9iD0D8TIPjrmhFFlLA0Sajr6huIQmngMxxwWwTNsPxpaKBd/sZqy0dno1bUEkjE4KNlEvQ/qmnwxNBwr+yiTNXWmIRWd3VEorrgq4xko3609lhooQxpqGwKQW+SIrh6SLJ9j0ytraSSJ44tHRY0HSis9MDRE++OjE9a0MY4bg5A8NKRFYt3r+zHnN7tgt9Ib3UUMAOiUibH+wxIwSWw8/IOTGGXmg4585mcYFy/E4Y7bN8DRXibV0KDsohPns2Ka05wshMTEodQ1+YnTCxYSo0PWHJ+1QCeSiu7+GATHH8VR+0XwCNkrRMtjGolxoo+uY0kkywSOR2Wtt4yltxDaaBKzNlLR0RUpzuUKmloD5Lu1x1ID5UgTZ+eL7AJ7IVrezyGJ6ZW1NITEhuNRVuWGkgo3DA5RVpKYXllLgfbNeVCLysomzJnjiXvvccfhAxXo7OAzZLwXZq03sZgkNh5MElMMgXIDFy8l4hd3bIKjC39Wg1uBgJNMi9YmixQZ5GghMWZiIUJijD45efTKWgp0IGlCYrFCYseExBbCPWQP6ps4uXm5k2X4/9h6lkKKTOCEERLzERKjzvTKWQNpQmJRCok1tpDErD2WGihHOmrq/JCdLyQmMqpXE/TKWhrJMh8TRkjMXUiMsjJQ1CtrKWhEVo2K6ha88a4PfvcnL+w9WCPjK7uVINdyTvmHMElsPPyDk5gGHhMSuxiP25mJOTJqZQTGS4makY81/InAJDHjMEnMOEwSMwaNxMolE6vFrHfcceddV7FvXzk6Orisnm/1MEnsxzBJbJowERLjAgY9EssRaEY+1vAnApPEjMMkMeMwScwYTBKbGEwSmyaYJGYMJolNHCaJGYdJYsZgkth4MElMgUliJolNBCaJGYdJYsZgkth4MElMgUliJolNBCaJGYdJYsZgkth4MElMgUliJolNBCaJGYdJYsZgkth4MElMgUliJolNBCaJGYdJYsZgkth4MElMgUliJolNBCaJGYdJYsZgkth4MElMgUliJolNBCaJGYdJYsZgkth4MElMgUliU0NiLKdB7/hEYJKYcZgkZgy0V5PEjMMksWmCSWLGMFUkxjJjoVfOKEwSMw6TxIyBtmqSmHGYJDZNMEnMGCZDYtp+vgGcP1nDn0nRwJcH5wrooCajP5PEjMMkMWOgfZokZhwmiU0TTBIzhsmQGH9Wg2/mT0Rjczyq6+NQURMtDioC5dWhqG8MR18/nQP70Kt/MzBJzDhMEjMGk8QmBpPEpgkmiRnDREmM+zLECWWIATvDwWsLTjuuwnHbZTh4YSEOX5R2AnahoSlIyvFXASZ6niaJGYdJYsZgktjEYJLYNMEkMWOYDIllyeRKR3jiGZx0XAhbr80IibVFeLwzIhIuIjPPZcSBUp9j698sTBIzDpPEjMEksYnh/zgSa5T9JondGH9PJMZJrfejmKPrZsrkSkVo/Ek4+W9EbqmX7KMNcKM98PfY2P5k9GeSmHGYJGYMmo2bJGYMPySx5Owo8W+c9xYnMSrCKNrFENvR1FaO7KIE5JWkoLeX+yn82LKWRhd6+5pRWp2FnOJEIYwSkbVD9pOo9MoTPD6WxGi8XJigGflYw58IblUSSxcSixMSO4pj9ovgFbYfTa3UQZVyTM2k6ARHOxvWy5JzSEZgzFHYea9Har4TmltzxWmWyaSj7rIEk3VQJLFEVNX6oFYhMTobvXLWQLqQWDSKylzlvHnZlDrRK2dp0KYyxNn5I7vAAZ3dtx6JlVd7oLTSQ0iMOrsVSIyoEBKr+57E9n9PYvxRTDpMPd8x3eAvSreJnppQVJ6KiMRA1NZXyD4G2TymV8dSEB4QtHdVIyM/Fqk5MeLfuJ+kbzl9CYlREUZBsupBc3sV8suSUVyRhb4+RuDaz3hbE33o6+9AeW0e8suT0dDCAWfUQpn1yjNDo5GSxBKExDYJiXHCDwm0TIKGTscwWaRKxhorMgWiVSExOmROYPahV94SIEFloleyndDE4zjpvBT+McdEvnzZT+IvF/CyIlcfaqR0rV67OEi/qIM44bgUlzzWw8Z9Cy65bUZs6kVxViRAbYXi2H5vFmlCXMmShflJdugnk5nOhvqyps40ZAhBxKKk0k0Zz8md51SCuslCXWMQ8oqd0NUTI985FnplLY0UcXxJSmZdXu2FoSEtQNIraylo87tKSKwB78z2xB/v9sDBg5Xo7KAfIGHQT+j5j+kG52C3zKU2lFVnIiYlVMa1VvZxs5ZMGujzu4XEaiRhSEB2YTJ6FB7QCNYyuK1f0lSjGBxqk8821LWUIUuynbzSNHT1NmNouPNHZS2NQcm6unolaqnMQqZkidUNxRgY6hBQ5rHlG5TPQckquV28mCQkthVOComRkHNkkiUo0T+d52QxNJwkDiUKdc3+SuTe0xcj+xN/VM6SoEzDQkhdIgtJ7MyVlfCMOIjs4gAUV8WgoCwQucU+EmW5oKzKV8pqBJKK3v54ZBU64sLVNTh/dTXCkk8hOPYUzrmswnnXVRKdOUmmQtJJ1e37ZjA0nCxkn4Cqeh/lcmJvP3WmX9bSGBaHzMuJRRVX0SiBibp/amxlMhgSmyIx1DYGyNg5CdFGyvcU3bKWxtBwomTW8eKQJROr8pD/k5Qx1itrOcSLzhhQlimXE0lid/7JHQcOVKJbuTre+72vsDQGBpsFrejpb5CEIQXhSYGoaeTlxF7Z36Rbx1IYGGyRz1Y0tVcgvSAW6XnxKg8IuemVny7cVlyRLpmUMZTVZEmmk420/DgExHgjNMFfHF4GqhpydctbEpX1IoPIEpkSBP8oLyRlRaGiPgflIvPYskUK0qROjjikXly6RBLbBnsHGnSjZHSxaOsMUS79tXZMFqHiTCJQLwRWVOmKilpPNLUFob0zTKes5dDRFS6GF4n6lgAExR/FBfd1cAzYBpfgHbD33YSL7mtxxmUFDl9eAP/IA+jsiVTIt0s+G1sDEZd+Fg7eGxGefBy94hCGhfiTs+1xynk5bD03oKDcVYgneuQ8Q3/U/3igzlo7Q2UCuwihuqBJyKJNacd4W1OLUHSLDuqb/JGeb4vSaneJSCd2jlONNtF1T18USqquIiXnomT+/soY3wo661B0FILsIgeBPdrke2d3+JhylkdbZ7DM+UwhsQLMmn0Vt//KCRs3Z6O2vgUd3WXiJ1J/5D8sgRLxZczACsVPhSb4wdnfHhmFcWhoLVKO6dWxFCgXuSCjMB6+kR7ibz0U31vdmKdbfrpwW2RiAIwiNi0UCRkRIrQnbD0uwtnPXpxZGBKzInXLWxKJmZGKfFcDHWHjfh4+4W5CZJGIk31jy0YI+RKJmRGSADfgsk2ckoldtmXkWoZmIZmaBm9U1XmjerKQTKK+OUCJQDML7BSnzOyC98d4TLeOBcD+GyQrLK/zQkDcEVwS4iGJ2QoxnXNdqVxePGa/GMfsFiEw+hAa5ByaWoMlyvdTZW/wFUKWLKnRX7m02N0Xh0yJ/ln/otsapObaKOVZtmYC50md1TT6Ii33MjLybJSxYN/W1JkC6b+xJUiyCXfEp51Bfqmz6FGiZNGHbnkLgjI0yZiSKKJTTomj8VAyxeo66+uMdlDb5CfkekmCnYvK/wwEdMtbCvXqoiFeVqysSsdb77jgX35mg++WRSGrMA8FlQk/8h2WQpRkXvRnMSkhuBLgiNNOJxAc5ytZT6xyTK+OpUC54oUHAiWRuex+AfZelxUeoL/VKz9duK2qthhGUVNfIYNehZziNESlBCIhMwqVtWXiXGrkeMmPylsOJYoMFbWlMkGiEZUcIISRIvuqRebKH5WvrC0SFCvHh9AtmRgXdmyBnT0vgbWjpzcNXeKYmQ3wkszkwJU78UKMYZIVeiqTpq0zQvbFyrHoMWUth+6eOHT3JqFN/g9JOo5zbqvhFXUQGQVXJfPxEefsguxiR4V4y2u8RsrHSd0o9PbxshXvnXEBSIlkXLnoG8iXaMwfVySTu+y5XupflfJc0BIrutSX4UZgfx1dMSipdJf+PZR9vMfD/seWtSyixD4SJTMMR16Js0Ks1EuXFcdSA2XgmJbX+CIz314ILUy+J+iWtTQUO5Dx4yXYgjI32Sf2JGOsV9aS4Dznfd/KqnK88647fvt7V2zdnitBUyOa2+vEX5T+yH9YBHWl4ruqBKVIy4tBQLQXcouzhPhrlWO6dSwEhQcaq1BQnqXwQExqqPjeMtSJP7UkD9ymLnowCt7sHEZ7V504rHSZLHkYHFIXR+iXtyREOpGlprFIZEsTA6yWPcMjoIyjy2rf1U1b2OHkyJvg3LiggffHeA+IN+0ng5EFFP0JaGoLVi75DA6SBNgX+9CrYwnwlVG5GJRzDEs+oS7siD0qxMH9NYJsgbooQL0fpsmbgf6BFFRUh0qW5CUTik6A5TtRWB6Myx5rYCfZWE19qOyjHllPr//xkCHjmSaTNlCccaB8pwzsn/rUK28psP9shcjKa72Uy6W3hlwE5ciVrDkMhWWuIiODMo6jXllLg3aQqmTwlXV+Mi35IDyhV9aS4LjVCYk1C4l54c/3euHokVp0cz2YsvEe+WjfYSlwkQR9Vx/qmguQkhsjgTCXsXOjTGN9miVBHhhCT38TiivTZN7zkRvu5za27PRhwkvsuSy9ub1CWcaeX5IqUTn33xpL7Pv6W1BWnY2cEnWJPR2ruoz+ess+efwfe4l9j7LE/hiOOyyCV/gBNCpL7CsFdIgso0Grpy4vj04+jUMXv4W913pUNQRIFJaEgKhTOO20FMFxJ9DSRt3ljapnFOpzYuplRN+RJfajV5VZE2noFB0UlruOEOytIBNBOdIlgOASe3vJNG7FJfbuSnY9dMs8J0aMWWK/v2JkdSKJwppL7NslSWhGcUUaIpOCZB5wXmorAK0lF0EeUJfYZxbEIT0vTgImymTxJfbszChalSWfP35jB8nAWg8FEuz7Rg8768nGfdrqxH/0h53V58Q8QvaivpnH+CJfTb6xciYLoaQq0b6r/3bsPfclTjosxin7FThisxCeIfvEscdImck+K2Y+7GwclIMk5nfLktjf38POzH7G+g5L4XoPO/OYNf3tjd7YYTl9TZDEzNdOTQy3PokZe+0UHWOWTKoQxKU5IiT2IkJiLiA2xRZVtXxuivrj5aPJ6M8kMeMYITHzjR03CdrneCRmLbJgtmG+dupGMElMgUlixt+dqIHyU0/M2vhgNB8u5//cx7YnqzuTxIzDJDFjMElsYjBJbJpgkpgxTJbECLZBndFREvyf+/TKGoVJYsZhkpgxmCQ2MZgkNk0wScwYpoLEeFwDnYH2v15ZozBJzDhMEjMGzW5NEjMGk8SmCSaJGcNUkNh0wiQx4zBJzBhMEpsYTBKbJpgkZgwmiU0cJokZh0lixmCS2HgwSUyBSWImiU0EJokZh0lixmCS2HgwSUyBSWImiU0EJokZh0lixmCS2HiYFIk1tJYKicVdh8T4/UYY3d5UgiTWoJAYCfbHJKYniyVIjG0kySBHqSTWFiwkFjumjDVwK5KY5lSIZJnA8UJiXrcYiVHGVCGxyDEkxv2j5de+67UxHdD6StMhsbGyWUK+0X3yM0nmY7yQ2NVRJEYb1MpYQiYNWj+0KUL9KRaS2B/udNUhsbEY63umCmP7IIk1oKA0GWHxo0lsbNnRdaYDY/shibWhtaMSabnRY0iMDzuPLa9Br+2JYxIk1oGO7hqU1GSgpCobvX183QhJjEIyQuBrnngyfGWL9n4vfrLMdEYQnegbaEF1YwFKqjPQ3FahyKqS2GjZaJiabHwH2XSTGKPNLAwMJKKlIxRd3REj+/gwMCexXh1L4FYjMTo16p96Ud/ryM+6xgDUN/vdAiRGXWgy5sikjUdR+dVRr50aLT9B8rBkpqHZVLY4u8Axb+zQjlGvGvh9OuVT7etav3yDSxoqajxHvXaK+hqts+mWiWC/mj402eqExBp+kImpvyfGTfMVGqbDj2kOnr5K8530m/RFnaKvDMnEAmRc+Tymuu+Hfox1tFdRTRcY8Gt9UoZBdPc2KMnMtV925v7Rvn965ZsAiVHRJIEBYeEutHSVo7apFP39FFCLWHic7xy73kbl67U9WbDvXgwO96JNCLaxvVj5gcxhhaQoE4+r70nU235IYuqPYqoGP1knzonMF7BWYGg4T2SKGvkRPr4Bnr8ezf706lkCtxKJsR86POqF0SYnK18qXC7BSCSa2/nDk9SbXl1LguPF90FWoqc3E2XVnhKYBMl3OkY6RI4p5SeKBXTclghU6JRpZ+yzXIg/YuSXnaPlO500j3FMqVdCk48v4J0u+dgvfxVcG0++968I1Q2Byq8iDA1RZupHG3NNJso6nTpjv5zfox/S70ZVVTtmv+uNu+/xxKFD1eihW9Pd+FJe+hQ9PzRR0D+RwJj9/XiraypDbGoYahv4qxHX20h6JBq99icDza/zvMduPSiryURWIa/IXd+/qhsVqtf+xGGQxHgiVJB6IlGpUdh+ZjvOu15EYwvTRyq/G339HYhKisHhS6ewZt92LNi8Gl+vXowFG5bjnNMlNDTz57XJzHp9TASUi5+qAvv6++Do54StJ7bAN9JPUnFGBiSlHvm/G6m5adh/7ji+Xr8Mq/ZugYu/Gzq6muFgl45f/nKbkBgd6VSRWKqSfdXUByEp8woCY87AJ2I/fCP2wjfsEFKzHdHTx8uK0x15Xg+3AomxfRJABlo7YpCR54qIxMsIiDwNn7CT8Ao9Bp/wgygoc5asmuUsQQh64BiRvHKQW+yJ+HQn5JV4Kc6YPzrJ/UND6cjIvwr/yFPwDT+B6CQbmRt8wz2dOcmP8k+lPknq1IcqV3VDEOJS7VBUEYhqsTlmO719qm5r5FiMHAuIPAe/iFPwCDoE75DDcg5X0T/AdliO0OvHKNhOlji1BLF7R9HHadHHSYTGXUJ2kRdKqrzQ2BouZfJlTmaIDB6KTH4RJxGVfEnmC3XGc+JcnEp9US6Og2SDtQEiz0VFLtpZQUWoOONizP3UH08+EY0TpxqQkpOHS+62WL5rk/ixVfh67RLMW7sUtu72EhzUSTtTkZHRf10jiT7xUR7BPlixezMWbl2L1Xu3wj8qGBX1hZLxJKGlnXVEO6X52HnqkCLPKinj5OMmMmmpo3b7ZLKgXDw/lc0bWutw1sUGS7avx8Ita7D9xAHEZ8aisiEXlXUFYmu9SM/NwimHi1h/aJci/9drluAb0duBc0dRXF4krdD3s03Nb08OBklMvXc0NDSEtLxMfLlhEX7xzD2Ys+RzmSyMZtStraMVG49sxx9eegB3PH0v/jzjSdz93EO4/9XHsWLnWlTWMOoh4en1MVGog9fR1Qnv8AC8+vUc3CGyrTu0TSE1bSuqLMLq/Rvw2JwXcPfLj+PBt57Fa/PeQVxOOOwdM/GrX+0XEmNkOlUkloOu7kTEpp3FGeelOGL7nfJjkWedV+GU/XIERx9Rfi3ZetnYrUJiqiMurvCFjfs6HLw0H8dsl8lkWIuT9itx0XW1kJutTHGWszTha44vW2wpW2w9ALaem3DScQlCEo4qP8UyMJgqRJCL8mpfXJLxPXx5MY7brcBx28UISzyG1k5ePiaRUfap0ifbUTOKgcE81DZHSIC0T3T3DUJFrso6L4GvyJUlGWya8ivcBy/Ox5HLC3DGaRWOXFqCE7bLhYwvoK8vRtqhbqeCxNhGiviBOCHUM9h37mscuLAApx3X4LzLCuWXwOMzz6KtK1F8SSlKq/wlkNwkOvtOxnuljPti+EUeloAmXuSe7AukxyIVg4NJSvbs4L0BO05+jmN2y6Xf5YjM2I/EHG989JknXn8tDyfPNuKsmxOe//IV/PzxP+H+1/+Gu198BH9+6VFsOrwFbZ3MiHj1aSpIjJ+D0mYrnP0c8dCsv+FfHvwd7nv9afz+xQfx4aov4RLsjMziZBnPPlRJNrbj7B7c+/oTuOv5B3H3q4/h2Y9nwjPUD63tJDASBS/dTZYoWJ/tDUlQVIk95/fi18/+Gb944h7c+9pT+NOMx7Bo9yoExHmjvqVMke2s8yX85c0n8Yun78GfXnkMd7/wMO596RF8tmIe0nJ4pYK+fypkU3GTJMbO2OmATJYBMfpkvLf8C/x19nO4751nMH/rcolq+Ltd6tbU2oyV+zbhmU9fw7bTe5FVkIPSijKUVJRKKlwjJ0qlTGWk0CHObVAcTD+c/Nzw/Oez8MC7L+DBOc+L0g+L0TITk2EY7oNzgDP+9tEMbD61AwWlxQiOCccb336I4x5HceBMBO745XG4OPHSBo2AlzRo+BNxOqxDFMhkTEJI/Ek4+G5ATNoZ+R4hiENLWyI6u1JELjoPvTYsgVuBxAg1y8kvdYed13q4h+6SzCtcJmQVmtuyxdH5oq7JV5waZZkKR3uzYH8pYl8Z6B9MlkjYCTaeG3HSaTmcA7cjPuu8OBRfyRCFRBpihET2yvG1ku37obI2Gb6RR3DmyjIliBlWzpGTeKrkp2zZCnkWi358IvfjuMMSnHJZjuScy8ovYlfXB8jxPMn2UxGeeBznrqyQTNFB9Jol9pcjuk1Fd0+iyK/X/kTB80xDdoEzzjotwzGbRUjNuYrm1hwJUmR8hTzcQneK04sS+8+S7OsoHHzWIafYDXWNorOIEzjltETkPS1BKdvifdGpssE0yVYiJRs9gAPnv4aL3y7xXXGih0SUNTriSuApzJhli7feLMbhE7XYZ3sOH2/4FDvPHkJZVYXix4rLS1HfWCsEzKB+qpwx2xmWLDUZ7yz4AL959j5sPLwL6flZOGBzHM98/jo+WTsPkWkMhobh6HNV/NzrWHtsMzIKMmHvdQVPfPgyZn33IQKj+Rt+3BjYT4VsPM8BeIW64bF3xOe//iQuXnUQG0vDkn3r8MRHr2LlgbUol0yMvyd2xPYMnvnsNSzbu1YCp0SUSoJTIjqrqq2SzJyEP1W+X8VNkhg77hLVdeFqkBtmznsfdzz/F/xFSOyZL97C8v0bUVXPexfq1tDchAXbVuKjNV9JhkPjG7vxst9UvaqfsvVJpFuPo7anJMN6WZHtkY9n4MX5s3HE/rQYm3r5s6qhHBuPb8EDbz8L+wBHZR+jlgU7VmLDxY2Yv84OP//FWVy9wuvyjLAmQ2Ia8oTUY+EXdRheEXtQUe8v+9g+oziC1/85UadqkhrFrUJizHRykV14BfY+GxCXeQ6Dw9q1/x7JVhPQ0h4ok8TSCzvUrIK/Lh2fcUEhgQOXv8U5ybZ8og8hJd8WNU1cmZiHwjJfybJXwSVgG+qbmXU1I7fkquKQrwbtkMAlXPwPSWwqsm7KlYbO7njJUF3g6LsZxx0l+3NcChuvDcgqdkJdiz9qGgKFxCSQ6kyQ8T0MZ/9tQl6sy41XGxoE2hWHqYKaLTc0hyAz/4oEi8wGeWmwA929abgavBuXJVDJr/BAQ1ukOGRe0t+E9m7WbUZ6gRdOOy+RgHSLzB06be13/aYCzGTiJJv2Fr1dUQIP9b5rDbqGgiXQPI5nXz2Hma/nY/ehMmw7fxLrTkvwmannx7T77Hp+ySjox7pFZxXwDPbFFX9PmYP0kYCz+NwH330OL331NsJTw9A92I6tJ/fgL289DYcAJ6VMUUUJ3lvxOe578wmccb6o7FPvj7Fdvf6MgATbJUFlDpy83SToCJZgUv1h5O1n9+HOVx7GXPH1pXW8NNyPXWeOYNbSj+EV7SNlxm70q1P7My03SWI8iR70DdZj+Z7l+PNrkkLuWofPNi3Gk5/OxJI9635IYm11mLdlCZ7+5DUhuA3Yf/E4TjleFKPhpQFumnKnwgDI6v0oq83C6/PfxuNCYisPbMXbkin+7Ys3cMj2pBxXt5j0WHwsyn5aCM4jzEvZV9/UgF3nD2DNmTV4de5e/OvPzsH9Km8+TwWJ0VnkSZQXBc+wvbCVCDQo7jiSMu2Qmm0vjo4/V6Ku1lLLWoPIbgUS47nTsWdIVOmIC26rJSLehsgkGyRk+CKnyB8Vdf7o6A6VgES7d6PXznQgWaZqkvJYxJWArTjvugbBcafgFrIX7uF7kZxno5DY4HAqMiXzOO+6UgKWg2hsYWBSI8cCFVK299mE0mouZOBYk8j0+jIC6oArEAPgE7ZLiGADvCP3SYazW+xsI9IK7FUSa+SjHMUifwz8ovfjkuc6BMacRWyqu8xHL5EzSrIw7deVp9oGeZ68qqEuNBkaLpOsJ0TGdifsfDchrdABRdVuQhybJIPdI4EKfz28RvQUAif/zbAVMq6o9ZJ91NlUXq1gWyRubQFOlWRnGahudZMA5DSen3kBr78hJHa4DOtOHsanW77Gwp1rcPDiSZxzsUV+Gc+J21RdstNAn0i/o27lVSU4anMKX2xYiCXib3mVqayhEIV1ORJ4L8fTc2ciMIEBlJStrcDmkzvx8JznsOP0XvT0M1FgkDJVizx4ntcWnCRmJGDzsV0i23dYf2QnvMJ9ZfzUdRE7zxzE4x+/gm92rMC+80dxzPYsopMZfHLTLiXq9TEx3IDEODAaqFyJovrqJKo8icNCSrx8uOfScdz/7rMywKtRVaeSGO8/RaeHY+a3c3DXjEfwt4/fwAOznsUdT9+D77auQG1jHQYGtCWYEx380bKpUUJVfR62Hd8BF9+rEpWU4uuty/Dge89J1HxCjqubX1QgXhe5nv/8TQTH8qaytNDajCMOJ7Hq1Co8PXszfvpvZ+Dupl3rngiJsayGZJm4Waio8cNlj3XKPRQ6swuuq2VgFyEg+qAQXJhMUk72qb6BfbO4FUiMDj8VbZ0RCE04hmP2i3H2ykqcv7IOx+2WKv9Hp55GSwdJn452Kh3aeOAYJso4BSM+/aJkim6SvccjIOY4nCTjSsmzRW1zAPqG4pRLeBeurkZE8kk5F45nFRrbQuEauF25hJZX6iqRKveTMCarU+ohUzKJQJHrvNi8h8gRhCjRk41kOUkiC0msrokP1Rcit9hbZFiPU87LcdZlnXofSLK2kPgjEkyRyJgpUa9TPdZsk+dbjMbWWIQmHsdF97XwkAAgu9QFqZLJ2nlvUu7h9Su6qRTijYBH6E5cdl8nOnMR/fNcaSP81OtjItDaZPZQhOxiL0TnSKYadApvzHFQMrFlG5Lx4bplePnbN/D0RzNx96uP49fP/AVrDm9AVSPJj9kI/cRE/Zge6Gt5GXAYgVG+ePmzWXj5y3dwyd0R1ZIotPc1IiYnCp+s+wavL/gAyQUcL8lt2hpx8spZPPnRq1h1cD2aOnh7h4QxVZcUCfpaEmM3Ttgdl4ThRXy8ap7MhTCxoQb09regpqVM+GAlfvfygwrJPvTOi7hdfP/shZ8guyhPWfhhwYUd7ES7d0V0iDF1iHOrQVNLk0yMfmw6sQd/ev1x5XJcdT1XHEIcdgU2Hd2C3z53Hz5b/w2Ss9Il6kvERyvm456Zjwlr70Clcv+Ml/jYh17f42GsbJ1Cnm0iQxU6uzolKqnCR6vn475ZTwmJHZfj6uYfFYQ3FrynklgcL1NoJHZiFImdlUxsMiTGyUGo5NDbH4+4tHM4dOlbIYedMkH9UFzpoWRmp12WixM5qhCIetN/KifpzeJWILE0yVBSkF96BZdcV+GEwxKk59tLYJSIxCwXnHERQru6CpkSuTMrmnqHNj741pDO7hT09+egtSsanuH7JIPYgpR8OyGLQJna8UJoNsqinciUU2jvYmZZLo47RCExe5+NEsFflXY4zlNBYkSyyBMnNp8g7RaiTT7Dk08ISawREruEepGroYWZGN/0cAoHL82Da9Bu5JVEo6A8DB5hOyVAWCYBwjnJRJjhUuapDBB4jiSmHNFdAuIyL+CsZKpnZYzDU06jtNYTybmXYeu5YYTEVJ3VNkXI/NilkFi+kJi6mIfHpnLMKRsXxOSitMZfGU+f+B3wjrqEDz7zxDPPpuD5t20ks3kTm85sFD+WoiyamL34U9z71hOSbewZeSaKfmwqMwvNsXeiUYghNjUep1zO4XPJeFYf3Iz43FjE5Ebjy00L8cZ3HyApn+Omktgp13MKia0+tAEtXVw5SdmmksTYjpo0lFeXIzA2BHsuHhQim4895w+J/cdLEOCMJ95/Ga9+/Q6is6LF9yVhyc51uPu1R/H1JpnXefSplIt+W68P49AhMQqqrvT78Xbt2a+unm4s37cJd0q2pZKYmok1tTbAN8wfRy+fQkImjUXdLro74N43n8CMee9KNMsT4WZk8LWBuLbS8IfbNdnySgrwjhjbn6W/0STmGxmImd+8KyT2FkLiuCKQ8jbhqONJrDy5Ek+9s2mSmRgnLC9RcPUlwRWb2SirCkBCuoOQ98iS4qFEpItDPnNlFRwkM2tQHpSdagdys7gVSIyvIkpGXWMwUrIcwSX2/QPURxtaOzPF2e7DccnOIpJPie4oy1Q7tJuBGrVzfJl5uQbt+AGJ9Q1LJiYO+RqJ0RYq0CSZ2NXAHaMyMWbdU0VibIPjx0tj5Whuj0NQ3BEh/NVIzFZJrLZRssT+ZJRUBIhDsUVZdbCU5VytQlaxI047L5OsZ5dE0nzOjXJRt1M13pQtW845FWl5drjgtkpZeOIRLkRafgU1zf4K2dp4rFdWcKqZ2A9JLK/EeSQTm6ox57mxHZ5rvvQVpiyIOerwHUKTDyMtNxyffxWIJ56Kw7dLo3HKwQm5pdptEPFjnrYSHD+NdxfPRVkt7YF+h/5yrL+aKOjnCBKkutW2VuGLTQvw2Icv4dTVcwhKCca3O5bjrUUfIaWQ5yQ12ppw5up5hcRWHliHpk4mCppsmu+cLHi5kG2pq9S5JeTF4YUv3sRTH7+Ki142MkejcNbZBgHRtDN1C4wJVY4/MucFBMXwagq3qXrGrmUsiakZTmd3E9Ky0+Dk7gJbRzvYXnVCYGQwWtqYbakk0tndiRX7N4+Q2CqJmq+tThy7DQ4Nwi3UCy9+9RZe//Y9ZBXQILkZYWPK1iqkU4voxBjYutjD1tkOdm7OEq3EoW+AhKiuQlRJ7LMfkVhwXBjeXvwRnvn0deXSIjc+37bv8hGsEBJ77r1t+OnPJBMzTGJ8lU4i2jsiUFjqLVGbK9Jy3JFd4ClZK28ck9Aof5PoIg/NnaEyiV3g5L8Vjj6bUSERqTqx6Cj12p9O3AokpjkW3sCng6Wd8XmSKiGxDMkuTuOcRPBhicfRq7yqyxokRrDfVFTV+0p2pZJYsjhnklq/BCap8v95yTKYXbe0s2wV6pqD4eS3WSGxgnI3GX86amZjU6VTtkO7yRFHFvkDEqtrCUBlnZ+QGB02I3Mu4qBt8+HjbOXRAN53IiFX1PrJPu3+7FTJloNBIaZcyabsJBM9aPMtrkhfeeWeQrgRqBX5UvIu45L7WonqD6G3n+dRiYq6MNHvVoXEiivdZG5xPzFVY86xyVP0FZJwDCeclgoWoqDyKqokw/j0s2A8+VQ0XJzUBWHa1jfQi+CkEMxc8D7eJoEoWRD9IS+P6fkso6CPGP10tdp/nzh8rqZ+au5M7LU9gojMCCw7sB6vzJuN6Ew1GK9prBU/dlghivVHtkhWTsKhP+S9sakgMfrXHycQFU3F+HjtPDz8/gs4e/WSjNW1ZELbIlNiMGf5Z8pahIAoLmzjNnkSGxpqFNuuG0tiJJVuMfxi7Dm5B3968l7cfuftuP2hO/H2Nx8gu4hGpCq2s7tDSEzLxK6R2NBQv6TZ3crzWoOD124EOvlfxdOfvIo3vn1fMjFOFG5GSIwn3YH0/GR8t34hbr/3V7j9njtwx2N3Y/nOVWjpJFGosuWV5P+AxIaH1f3ZRVn4bscyPDz7eTgGqqt6GpobsebwFqw9txbvLTiBn/38HNxc2ZYREkuRc01AcflV2HtsxLajn2H36Xk4YbtUMgtbOcbni4okouR19Dy0d0ciu9RJmdgksap6H5Fcm6h67U8nbgUSI5JETymipwwMDDCz4D2aGrR1ZIhcxyVrXY7wpBNCYrxBfKuQ2FYk5XJhh7+MXxZyi92VhR1uIbtQ18SxrENZjY+yYpFExqxoeJi2T+i1PxHcmMSq6kliaaLTfPnkw9jMHjiuBSiuclcyR66crFJWzZLsporEUsXec8UvBCkrIk9KxuccsA0ZBe5CBqXo6klDfWsA8stdFRncgrdL9sp+62T+BgixrYa990axQ2aIJNepGm/qKh09fXGI5+XNK+rlTZJZz0AWamo68dHHIXjk0VCcPNmIxsZu0ZnqxwaHBuAd7YsXv3wL7yz6GOmFnDt07FP1Fop2GaMO5eoQn7XVCKG4tkAyse/wxMev4ZKvHSpay7Dl9G48/O4LuBLiqpapLFUWe9wvWeLhyyekLmXm/avJXurUCLBDxqxNCfo7u+iLuQ0jIi1cIdMZ386BX1wA2jslCRLf39/PvtUtNCECr3/3vpKNBUaPJjGS9tj+bhYt6B+oR1tnudFMjETFqIMk1o7lezfiD68+jAXbR98TK8feswfx+lfv4YIws7btPX8U98x8FJ+t/RbFFYyyuRk5CZa9XiYWK4PP46psucX5Eil9inveeFwhMT6cza2jpwWHbA/j3plP4MSV08q+uqYGfLlxEXY77cK6vZ74xR2nccWZq6nY1mQyMU/JxPxQXReM9Fx7OHnvQEq2g5TNRJ8QXlzmeZxxWQ4PIYz2Tr7b7h/5npg4vKFkFJVdhVvALniF7hOHzEuvjahvToKj31acdFqCxKzL4hi1RTB67Uw3NBLzwRXlPtcWIbHLqG5kFpOP0qpg5Rk3e8m6KmpZvlGyEFcZ56XwDd8nNsrInfJT52Pbnig4NqNILF4lsYTsiwqJ1UmW2DsQj7j0S7Dz3Ij4DDuRg6tvK5CQdUFZbBQYfQgdElipep1sIEV5qKdc8QnhkmEdxTm31XDw34zMIh/0DzIb7Bb/kSqkFSVBZBTsvbbA0Xc9Glt51aIJqTkeOCs6cw/ejdZ2Zt4MaKbKBjMkWEpFRr69cp/ygvsa+McekUCE5z6IhoYhycTCcP8DAZgxxwEfr1gGz0g3OSZhbV8vdp0/iL+89SS+3bJMbJM+jwHyZIlC9W3US1x6BD5c8iU+W71A7J1jMQz3ME88+9kbeHX+uwhODsbAcD+O2p5WCIuLObjx6tP7y7/A4x+8CFsPNUBXA3G9/oyClw/b4eBtr/j1Nfu3KElLd3839l8+ggdmP4fFe1cjtShRsnpXfLj0S+w4tVfqqOTv4OOKB975G2Z+Mwexaeo9vKlYNXmdTIwg817vnhiVol4Pbe+sV1am/L93/wzvLvkM5dWcGEBtQx2Oi4L/4/G7cNcrD2Dtge1YJ+DS91e/mg3vMH+0dpCFGcEYSXO1sj9OadWNabMaIaTnpeCxOS/hn/5yO9Yf3i5R6LWoIDknCd9tX4o5yz7Bym1r8e2mFXj5y1nwiHHBOZsk/OpXh+HkyEyA/Uzmnhj1USnkVojUXEfsP/81Tth/KxHfEQTHHROCXwMX/+0oKJ3KZdcTwa1AYimipxRUVPvBwWsjdpz8GM6SuYTEXoB70AHlvg3vkfDtE6qeJutoJwo65xSUVrsrz4sdtf0OYUnHUVHnLeSaJdFzOpKy7JQ3jrj47Yd/1Dk4+W6BW9B2FJXTETJQYRt6bU8UHBvqIxs1jUFCrlux7/xXCE08iqoGb9Q2BUrmk4qUHFscuTwPBy9+A4/gU/AJP4XL4sDdgndIUCk2qAQHU0GulIcLdTIQnXwO+y/Ok0ByvmQ7y+EdfhyRiW4yrnbwjTikvLqrty9f5quzZKobJLvdLTo7L054K5wly80v5XHKNVX3EBkkpkkgHCoOeRO2n/oUxx0XKWQWGGOLlNwAkS0YM2c54vEno/H2J1fx8JzXMWPBTKzatwHfbl6Bv876G95b+pkQf5iQIYNjXrKb7OU6jcQGkJabiNkLP8T/fvCXePqDGVi0bQ2e//QNvL7gPRx3PomsEgZ8Q0jKSMWincvwpuxfuHUFPl31LZ6ZO1POiS+XIOmTQOgPJysbwXZ6xS+44dF3n8FPH/4N3lnwCeZvWo7H338Z76/8Ap5RHqhuKRE9BuDht5/Dz5/4A5YJsa3dvw0vfDoLT37wimTcdqhpqJe2tAxxKmT70T2x0aBieblPgxZtcP+ARFL12Hh4K/761tNYunONMDPvZTAqGZIIqx17zhzGk++9ij/PeEp5PcmLciI27lqEwMGfzEmMlY3fuZ//D6OgLBNzV34lCn8Wx+xOg0+Rq30OytEBpOQl45NV8/H7J+7FQ289jyW7VqOsrgCODln41S93wtGRE4eK1h4CNTKBOFFGI1/0kYLIpPPiNDbitNMqJQOjA+GDsGqUyf5YVq+96catQGIE5chBWZWvEMB2nHZchRN2y3H+ynpxeIeRX+aKzp5wmcCM5PTqWwKUMVkyDF+4B+6RDGKbRJYXUVZDZ8uMoRDdPWkIiz+tvFbsqM1SXHbbiPwSV7E7Eo1GFFOpT7bFNtOVS28BUYeVPhMzbYX0fVBe4yPRKt/qkSFEZoPzLmtwzHapIpujzzbJHj2FwLQVk7TBqZAtGXxRM19ndcF1PWw8tkh2uh2X3DZ9P64n7RcjKumS9F0iMzMTsannlNeLHbdbJvKvF2fuLO1w/lEuvT4mAuopCbWN/pLt78c5F2bN2xX5zrusk4xnlxDoKTz14ik891wyjp6swykXR8xZ+hH+9PLjuOfVJ/D83Dclq1bvp6s+hUH9VDhjok/00Y+0glR8ue47/OH5h6XPJ/H4uy9LEHABlY0FyC1LU15NxS0xOx5vL/gYf3j2ATzw5rP4butK5a1I6sagnn5xsrKxvkqwvQPd8Inyw2tfzRmR7Sn5/z14hrujqqUATW2VYmd9ip9/4ZO3cN/MpxX5n3z/VQmsjsncYHJEjph8FjYaNyAxCj8ao/d3iTPpR11TJVLzYpFVmILuXgpIsqDyBtHc1iyTtxBpOZlikJmScRQp10vVgZ9shDBaLg3asT5093WioCITqYUxEo2WSZTPaInysf9eDIjsfBVKSmYaMvNzlJWVvN5tczkJd9y+aZJvsWfZ0eAri9JFP6kSAaaLY4kSp+eF+mZ/yRDpNJjtcXLptWUJsG+NxI7imP0ieITsFfkouyVJjEhTFj60dSQpJFrbEI+G5jTJ3DPQ0BKK1k6+KcCaJEYkyURNQlt7IlraMtHcmqSQBR/EVjOtLAnwkkX+OIk649DYkjCy0pKYzkAlSewpUeZYgsiULA4jX2SIlCzLDT297DdPyCxN5EkUvaqyNbfxPiTl4pWAqbVBvqi5qztBbD5J+kkTpMtYpqCuMUmQIFmWB8qqfWVucI7lirxcnRovssWKjPESFJD0qU/KNbX21y96autIFNlSZQzT0dSSJrpKFhmLkZNfgrff9cAjj4bh9Olm1Na3iw5LkSp+jC+2pR/r7uU9MDrjqcp0NJAsehQiY1KQkZctvjMLuUX5QlztaOuqQ1q+zIkWLtIRDyXBeVF5CVKz0xU/xkt8w1JXvRWiBfZTBfrOfvT29whRlil+nfpg/z19LcovhpRV5yl+lOshuJ/HWS63WAiulW0wO5zK1ZIqbkBi1wMFUC8pahtfR8UM59o1WPWy3o83EhiVobUzut2pANukDGM3LWLiih0aiv4lyQsX4qbh98RYlxORbXFlGO+3sX3erCaBWevSmAbKlo7+oQRl9d8Jh8XwDj8gE4WOz9IkRtCham95YP/UWaVkszHgO++my7EZA2VkBl0rdl+kEGxvPxecMGvg2HKsed+X8nMlIGWeqiznemDb6mVFtd86IbQUcWx+Qm7MACkvj2lyEbz0zWNa/bFtTgY8X9o4z59jqYHj2aBc4mzv4k/EUC6WIygby1CuqcwMx4JjxH5Hy8UMZgDN4iI++TQcDzwYgBPHGyA+WWfjzunwY2yL5KPe2x+7DYtvK6nOkXFlGW56wpEkpiIDGwu2x3PWVYj4j0bUNpUomdj1Ny0Dm1rZJkhiks0M9iMhMwGXPM6J0/NWVtOo2YtWZmw9DVOt3LHoR0t7C/yifBTZEjLjJWuk4kluWt9jZVBJd3p/FJMTkj/SGY60PFukC5pauHiBk3Vqo2BjSJXoLR1t3ZFqJuawCC4BO1ErUbE6sVlmOp2vHtif1meqZDnxyC5ykqjUVnmWbHCQ+rI2+UsWM5SOuqZwJGfbIK/YVeaA9pM6mvMdDb02pgu8MpKKgjIvsf9LqKoPkSyMNq2Rv6XkGtsXdZYiUXkUUnPtkZHvJBmGzM9hyqZXfmx7UwmtD9o5QRlKJBPLw8xZrvj1765g2/YCtLfTD9Axj/YX9B/T6cdG+yn6piElG3QNuIqL7hdlLmSKzujPNCLVqzsdGH3e/OxVSCspMxkXr56HR6ibjKe2tF8vE5we2SZIYlCWWS7ctgo/+evtmLXgY5RUcvk4t6lOY41AjVByJP1+5Yt38JP7b8eK3RtlAjOyYfp/PSWqmeX0khgdSKbyVgpesjt44RukZrvIPkaB7G+6J60e2GeG8gBuWb0v/OIO45jLUlzw2IDyWjpkLlCZ7gziRlAfgub785z5glu7RQhPOI2eHi3jsJZc1EkauvtilVdNnbuyUlkOzjfwX8vGrCWbBCWCmsZAeIXtVZaQRyafQmuHlsWyjPVsTfl9sezLuOC6SllcUVThhv5BHmd2O7aOJaDpIlf0loKQOGc8/LfD+P/99xNYsDgWLS30HQzOp8cB3xjsU31ujPeZHnjraTw8+zk4+NlhYIgExmNMHqwl27AEbm1YvGMt/uXh32H2orniN7T3SlIuvXpTj0mR2LxNy/B//eF/45m5b6KwjJcnuFmfxDLyc2SwX8Rtv/onzN+8coTEuF1vsC1BYnS8eRJFXcH+i/Ox9/w8ySy4Yo3kzwlsjXs9PK9siY5zhcT8EZxyAue918PWbzsq6km6XKxjTRLjOCTLxPCEred6HLZZgIiks+IISRRT+fMcRkHdpCskFp95fuSdmBtRVMm3dtNmOJ7WkI19su8MZVWiW8hOnBDZ1Hc5cvm69ryVtWTLUu518X2TZ6+swCWPdSgodxUSU/WpX2+6QbmoE/Wyb3iyMx7620H8P//tGL79nsSYiVmLKNTbI7aeTrj7tcdw56sPwzHAfuTeF+UimVlLNum9sw2Ldq7Ff77353jh87dRWsWgXDki0Ks39RASozBGAXT1dGLFvs34X4/8Fq/O/wBF5dqqGE2p1oBKYtmFeXj207fwX+77DyzdvWlMJjYWVITe5UTehKRDopHzfod22WGi4EQtUJYVMxPj63eyC+n0SGLsj5mPXr3pRi4Gh3NQmeuMSNdNsD/6NVzPLkF1rsg2zDGlDjjJp0IHRkHiT0FlvQ8c/TbjjDi+xCw+50SZCGvIRFAfQmL9ccpDxXyvI3//rLKOr9rhvRaOpzVkY5/UWQbqW0LgHbEP5yTjics4j45u2jGzVzpua8mWhb6BdOSUXlFeUmzvK5lYpTsGBimzFshZGpSLuuF9uFzEZnjiseeP4j//5CQWLU9ASyuJQsvErAGVxK4Ge+PJj2coz2R5RjHj50YfRX+rvQ7K0hDPKcnMpuN78B/P3IPXF3yMspFHrVSfSt+qV29qISRG524E17YNR3fh3576I95a9ClqlfX/2qZXzxJQt9Kqcrwy7z38j4d+g7WHd47s1bbR5bng49pmb5eOO+7YBhdnRqzc+HA302M6TEb+EwUdG29a1wnZB+Kk01Ll2af8Uq5oI/EyeplsH0ZBmZg9i1yNEajzO4yEPfPgsfhN+K99H40BR2R+0OFpN76pB712pgvajfcStLSHwzV4h0IWaflXZOQ4UZgl6tWzBOjwykWOHOV3u/jCXc+w3ZL98KF1PgBL8terZwlwTMvR2hkL/5iDimyJOZfRO0ACoz0z49CrZwlwUUeJ8jtidj4b4BywFZUNfIMD5wbfM8ox16s3neC843jSf5UjKdcPT7x4HD/514tYtykbP1ynMNp3WArqFhAbihe+ehuPf/QqwpK1H73UNvoxvbrTCXXjW0V2nTuMX730V7y79Es0tpC4Rm96dacWt/X29UiKbxR9aG1vVd5i/4fXHsF7K75GQVmRsp+v2tevYyn0IbMwF28u+gS3v/AXrBei5XseVdn0yhO9Et334ey5JMnE9sPeIRN81czgUAMGB8sExYKSSaJC0IC80iCcd1uNy178mYkI2dcmqBRMRR9GwPNqxGBtGvpDT6Pu8iZk7luA8PUfImbjJ2i02YKhVEcMNkZjcIBlKaNeO9MJ9lmJ9s4YJauw8V6H1IKr6O6tkv0cG7060w2OE/VRIxlEIfIrXZWMwps/eFoXKfvrBZRPr64lwL5r0NQeh+CEIwpZ8NVY7d18jyFlKx8pZw3Uo6evDDll7nAK2Aw3yV6rGoNEj6o+9etMN7TxbJI5X4nUwiA8N/Ms/vV2R6zbnI3Gpm7FN+j7DUtA/Kn07xcTjFnLPsWLX89GYFz4iEzWlIvoQ3NbC3ZfOIL7Zj+Dj1Z/q6yNoLyW5IHbFu/agJvFkt0bFSzbuwmrDm7FR+sW4MVv5ig/QLl8/2bl8uLSPWoZvfrTCVW2DYoMS/ZuxFtLP8Pz82YrMq46uA3LFLnUcmPrLpfz2XVpP9758hD++af7sXOfD9KLQhCZYo/A2LPwjzoF/+jTk8AZBESfRVDcJfhGn4Bz0HZcCdkJv+hTss9GjksfuvWmD4Gx5xAaa4Nol91I2fkVMnfPR8b+BUjeMx/Ju+bJ92+Qcug7xDhuQlj0OQQmXNJtZ3pBnV1AeNJp8AcoXSQb84k+Ivsuij4v6JS3FM4gMOY8QhPOIzD+qMi1E26SiQXEnhS9XpTj58aUtyTOISj2AoLjT8Ezch+uiGw+0Qfl+1mRmTo7M6a85cAxC4o7Lw75iGL/V0VnQfHHRbbzcuy8bh2LIErmQ8xFpBc7IyzlKl6bbYf//L/P48EXT2L1wQNYe3TL9z5mrO+YLizZpfa1VPpceWALFuxag7dXfIE3lnyKRXs2YM3h7Yofpk8bW3e6ofpalQf4A8SfbFiIV777ALNXfIWVwgsr9m9R5LKUbLf9l7/cjpvFf71fxT898Cv8y5N34U9vPYUnPn0DD7z/Ev7jufuUy3f/9a93SJk7dOtPJ9gnQRkoC2V68rM3cfesv+Gfn7gT/+2BX35fZmzdnzz8a/zlw0dxx2Of4J9+shuLVp+HmziA484LsPvcp9h2ai62n/5kUtgh2HXuMxxzXIRLXhsU8Ocfdkn7209Pvn1DOPMJdoosBwRnNr+NK/NfRtia95G89xtkHFyIFPkMW/chXBe8hgtrZ+HYhfnYa/ctdpz5TDkP3TanBXMVnR2yW4DzHmtFZ+tx3Gkx9lz4QuSwsM7GYIfocM+FL0WeJbjouR7n3NfgsP0C7DprhfH8AeZip8hw0GY+zrqtwmXvjTh1ZTn2X/pa2W9N2Wg7HLtjjosVnXFMD9t9h93nP7ewXf0QnN8cT+fQ5XAKPI6XZ9ngtv+0F7f9r09wx/NP4OfP/x7/RfF9lvNr/3Xk87+JP/3JI7/Fr19+EA9+8DIenfsafjfjUfzz439Q/LAlZdKg8cB/f/BX+KnwwF1vPIHHP5mp+NxfPH+f+FPhgev42unAbS9+MRuG8eW7yj2nNxd+gtnLvsCsJZ9gxjcf4KWv3pXjGnTqTSukT5GLMsyY/wFmLaZsn4uMcxVZeex6sr0qx7/Y9g2emrUe//Of92L9NhdEZjjBPewA7H22wsZzM2w9t0wadl5b4eC7DU7+2+ASsF35n/v0yk4rpE87H5HBexe8Ty1F+LoPkLz9C6RJJqZg3wIk7fgKEZs+ht+Rb+Dpv0Mm+C7lF3gtLS/7s/fZrrwEmHpz8N1uHZ3pwM5LlYeyOfrJePrsuGVk4+uUaF+qbDuU77eCbJSB8jj6UXfq2FKPemUtjcDEI3APtcXLb9ng//3vJ/Hrv27F24u+xdtLP1T9h+JDfug7ph2KT5uD1775EG8t/hRvLp6LmQs+xMtfz7GeTCOgXK/Mex9vfDdXdPSZyDf3Gg9YULbb+EqQiSKvpBDZJVnIKElFTkmubhnrIF9ky0ReqaAkR+f4D8HzKK4qwZ6DIfj5fxzAhYtJaO9qQnNbIRpb0tHQkiJInST4yp9M1DbGKqvt6puDlVcANbbwlUppY8pONyhLBppaitCSGYh2p11oubwZeUeWIE7ILGv/QtSeXYcml12oj72ApsZwNLZFoK45QupRVupEr92pB3VW15Qq4+ODshpf2ZcssIbO9JCN6vp45Je7o6IuVNGpqh+9spYEZchBaVWo8n7OmoZ4kSv7FpGNOkpFUYUPCsq9ZR7QljLHlLEsKA9turWjHHlF5Xj/Y3889GgYdu8rQ2Z+KfLLCnX9hqWRlp+ByPQIpOal6h63GsR/phemIjmfLyUY399ONW7DJLfegSb0Do5dkXIrbO3oH+TSUy6PvbnNySELd9yxE1dcuGKJG8+Lq6a44osrziYDLqXn6qw89PTFYGiIK/+4UowPFPOYXp3pBPsV/fTkAhku6HXbj8wdX8N/4ZtIWD8XbQ7bgGwPoINLn7l6S1s9SVktKS9X1JUpD+t2dnP1n7aSzRo6Gw32X4Oh4Twh2SDw15OtN5ZjQf3wtVNJqKz1w7DIqK7mvBVko45K0dwajgbljTX8zjHWK2tJUDfdqKvtwocfBeKJJyNgb/uDpYlW33r7W5Rfk+a7FW+1rbOnFm3dtDHLbxN42JnoAIY70dRejuxiiURL09Dbx+cV+EyDXnlLolsZ7JLqLEW2uiYhoGG+T0x7bmEsuMSdx/mcWAJuv30jHB3puLlslU6bZMPnSfgsyWSRgp7eGIk+A9DSHoz+AT4bxmeOtIcuLQn2mSK6SRU1RKM72RGJZ1bCZd27CD0wH02Rl4E2PoBK0tDeV2gNWVMwMJiAqjof1Db4YHCQz/VQBmvobDTYf5oQazSKyq9K1s4fb7TWWI6F+hxbbUMAcgod0CUyqs9h3Qqy8S0sCSivdkdppYcEc5SVz4nplbUUtGfGKlBZWYe33/HAnXe5Yf/+CnR08Fkskpm1XuLAfjswONQs2WsqIhIDZVwZDNM/WUsmDXxJRCdaO6uQWRCL9Lx48W/cR33plZ8eTJDE2sQQ29DYVoaMgjjkFCWJ8HzwjGSgV96S6BBCbURxZQYyC/m27kJFVvWhQL3yxI3e2KEZ+VjDnwj4dvFoIVZ/IbGQERKztmMR5zacj+H+DCQmnoON4zIEhx1EcyOdHieL5vw06LUxnUhWSKyy1lvGkiRGnemVswZS0dEVhcKyK2hs4c9z3AokQVCONNTU+yG7wH4kg6VN65W1NPgDsvEoq3JDSYW7OGeSGAMkvbKWgvbQc7mQWC1mveOOP9x5Ffv2lY+QGINz+jc93zHdIFG1yhxoFDtLRli8v4wrs0ZrEquGVgwL2jorkJYXjZRsCYZ7qCe+Dsty+po0iWUWxt9yJNYzQmJZItvkSUxzTJoTnwxSxpAYJ44WvVsDPC9GwTlytumIyDiHU64r4Bt7DI0dfLUTL/WwHCf52LqWgpqJXSOx0ZmYtZE2isQC5Ls1x3I01Eyspk5ILF9ITGT8cTBiLaiZ2A9JjDaoV9ZS0IjsGondedetSGIpCE+4FUmsUrKwGJPEpg4miRkDo+A09PTHICjhKI7y98RC9438nhjfmMEyU3X+E4FJYsZhkpgxmCQ2MZgkNk0wScwYVBK7NX4UUw8miRmHSWLGYJLYxGCS2DTBJDFjGE1ixyQTWwj3kD3KLyubJDYeTBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8RMEpsITBIzDpPEjMEksfFgkpgCk8Smh8RYT3MQhPZdr+z1YJKYcZgkZgyajZokZgwmiU0TTBIzhukiMZ4X9ZguyBgFOlMjTsskMeMwScwYTBKbGEwSmyaYJGYM00Vi1GGuoFRQLuDEY3v5AhLbzZ63SWLGYZKYMZgkNjGYJDZNMEnMGKaSxLRyGejspl24ITLxMgKizsA79Cg8gg4hIPIYCkvdZUzYL/U8to2xMEnMOEwSMwaTxCYGk8SmCSaJGcNUkxjPJ08mWihc/Lbi4KX5OGa7FKcc1uK4zXJcvLIWqVm2GBpS+9VvZzRMEjMOk8SMwSSxicEksWmCSWLGMNWXE9lenpBOAJz8t8AlcAuyivzQ1lGG1vZcQaLYikZ2N3PuJokZB+UwSezmYZLYxPB3T2KtaGwliSUgtyj5liKx3lEkVttYZJLYDTGaxI4qJOYRshcNzTznYoE2wfl5M3pge7nipHzh6LsZoYlH0NWbJ/u49QoqBFzgwbI3095YEqMs1NmtQBhpCkHc8iTWfeuS2JBJYuPghyQWFm+S2FgIiXXIP0bBQe1FS0c1CspTUFKZJQ6ZBEbHr1fekujHwEAnKuvzUSiyNbZWKvtUmceWJXmpdbipJLZRSIwTflhQINAmGJ3zZJEuBBsnDi9QMpNQMUxOHBIm+9ArbwnwXLPQJ0QRknAMJxwWwy/qCNo7uQCDuuHCjCJBoSBbcCNZeYyLNnJRWu0NWy8JCPw3IzzpEuLSPZGZ742ubuqSpMZ+9doYi3RxdClCYH6ob/YXB8j67MeaOtOQKZM2DiVV7mjtCJHvt4pclCELdY3ByCt2Fhlj5XvmqOPWBO09GZV1Xiiv8ZbxpB3QZvTKWgpaUFQlJNaAt2d74k93e+DgwSp0dtIPkMhG+w1Lgf6pU8Dgr0P0lYXYtDAJMGvlOzce06tnKag80NlTh9ySRORIMtPXT5moL823Tj9u6x9oFgIyig4Rthu1zWWS7cQhrzQNHd1t4pS7dcpaFpShU2QprspCdlE8qhtK0TfQg/7BTp3yTYIWqcPBGBYSSxQS2ywkRifQLxMsTxxooiBekDBJsJ0UdPXEoK45AM1tQUJosbIvaeSYXh1LIFmQgW7JCkOTjuPMleXwjzmGitpktLZXSMaYhZa2dAFlZ1mRV4hEqz+oIF6Bei7p6O6LR1L2JZx1WYnTLitg47EeJx2X4aT9EiRn2YlTzVDKDQ2z/Fh5xiIF/f1JqK73lQzWTyF+6+uMkP7FAXd0xUjW7ybjGSz7qB9ry0VwjDJQ2xCkkFhnV7Qiq35ZSyNZsZmKWi+UVXtJwJki+wi9spYCbYoBZYWQWB3eedcTf/yTB/YfqJBMbEB016f4iR/7j+kG/VOroFN8WIvYWTqiU0NQVV8h88BaMo2G8IAkL01tlcgsjEVGQZLMB2aN4m91y08PbiuvzYFRVNUXSKZTgPSCePhFeiI41ldIIxu1TcWoqNOvYwlU1OWiRmQoEVkikoPgH+UhzjQGlQ2FqBLo1SkT1DQxy+jH5UvJQmLb4ODIy3z16O2PRXtXqGQlRNik0dEdIdlEgOL0OInp+Dq6wnXLWgrsv6M7EvVCqsEJR3HBYx2uBO/C1ZADcPLfB3vvHbD13Ap7r22IT7+glO/ujbrWRtdIGyP7u3qjJQN2hbPfFpwQ0gpNOiFZVKAEO4647L4WF66uQUKmjWQuEVI+Uur9UJ6xoM5a20NRUOaCooqrUi/0+/70ylsSXT2RqG30R3q+rThkT5EpQrecpUHddPZEobj8qgQNFyUj85fvkbplLQ2OJ69C5BQ5ik04yP9hEnRaW2+c38yks1BZVYS333XDHb92xubtOTJHWyXAq9b1HZYAfZriu+QzOjUYroGOSMuPFz9SqhzTq2MpVNXnKzyQXZKCgBhPBER7iW/LUnhAr/x04TYuzDCKPEkd88qSEJ0WDCc/B7gFOslEjhEnk6pkZpkK9OtOJ7KLElBYkYKMwhh4h1+Fo48tQuJ9FVkJvTqMIAoreEmhR0gsFXfcsR0OTjHyvRwdPcFobPVHQ0vAlIDZFy+j5JU6y2BfVTKLptZA3bKWQlOryNUeiIp6bwTGHcVlrw2w89uMY44LsfPMXGw58RE2HHkfW45/BM/QnaKPQGXi8x5Qk5xPR3e4ZLlxkseql2T6h2LFuL2QmHUO8RlnZQJ6y37J9PpiEBB7GMccFsMrfA+qG33RJo6jUfrXk0sDdUY9ZRbYIrvYUcliKQOhV96SaO0IRnmNh5zreRSWuSpBCfWiV9aSoG5aRLbcYgfEpZ0Rm/NUZNUra0lQN83tQfK/P1JzLiMl+yIamnl/mPv061gGnON+YqfJQmI5mDX7Cv71P2yxakMS6ltq0dpToPgJa/g1Xk3KL0sWokiEb6QHLrieQVRKIEqq05Vj1vK1BC8h5pUmIj4rAi4BDnDxs5fERuUBVS7LyHZbZS1XkhlDTX2RcpkuqygZwXE+iEgKlEg0X5xNmW55S6GqTmRoLEVZTb5y7Tgo1hspuXEia4lkA8W6dQjKzUzs0qUUIbFtcHTijd4m9PTFj4r4+Tk58AZ7Y2uQyOchjt5bJm+o7GOErF/eEujsihQZYtDYFoKg+GO4INnS1dA98Is+BZ+IM0JcR+EefEg+DyEt10H0ESkZVLR8Rov8YQoZp+VeVhx5Ss5F5IjjbG6PFP3xfmI+BgZSMTicKQFBPGIzL+C82xqZjPuFAIOlnZiR7EVfNoI6a+0IR0H5Fcmw3dAqY8HMcbx6lgAvDdc3Mcu0F9vzFlmpF+vLRRkoW0mlhzI2vAfbLd/1yloSHZ0Rqr3LnMorcUJukZPs5z5m9vp1LAM1I+O93MrKEiGxq7j9107YtC1b7LQFXX01un7DEqiqK0BNY4n4sEIJCsPhHuSCjPwkIf8Kxd/p1bEUqhUeKBGSTZdkwUe4wFfhgXoL88BtQ0OtMI5uDA72oaG1ErnCxIXlmeKQOmV/v6BtBHr1phvstx89IktZba5ECUmS2paLrJSre1S50egQcEEKF3YkjNwT483nQQwPc3m+upqKCwomhyRBmugpTqI+iZTbg9HXHy/7UgXsQ6+OJcD+M9E7mKDcEzvtskwypuOS8WSJfE2CIvT25ctnDgYGM6RsioDnIsTUFYOYlDM467Qcu09/hcOXvoOz7zYUlwdLnXIB9cdLtQ0SEBRI5n4BZ12Xi7EfE3LjOWcK+Mn29GQj0pSy2sIO3ntT64xXb7rBvvlQdxxKqzzQ2h4i36kba8tFqLrlwo78Ehd0dcfKd44d5bKWbFrfKcq90Eoh/Yoab5mbtL+0kTLWxLWFHco9sbs9ceBgpRAv/cDAiJ+whl9jvz1i9+3Kwo649HDUNlaLDgdlf7vAWr6WUHmgtaMGOSUJEsBy9bXleeA2dRWJUXAJZY9E3FXIk1S3SEisr58rRbjKT6+8JdEnTq9DuV5cILI1tHBJN1f3UGa98pSby1XHrk4cEjCb4KVGrojTVjBNFGwnTQg2ViEx3tvh0vFrq9n06lgCJGySWLyyOvG4w2LJlA6hrYOPF3AJK3XA1YR8hRRXuFFetd7gYJJEXaHIK/ZBeq4XsgoCUFIhWVOpH/wjTsItYD8q64OkbLMQXi7cQ/bjlNNixKVdEsfA9rnakW3d6PzTZAInS9QnJNbkJ0ar6czaemPfGUIQcZLxuCtByTWZrCkXQTlIYkFKtsMsTH2swZqyaX3T3oTEar1QXu0ldsDvnG96dSwJznGSWD3enu2BP/7JHQcPcHUi/QCDXD3fYQnQP3VjWP4vq85ETGqozIMa2cdVkzymV8dSUHmgo7tWCCwBWYWJ6OujTNQXH2nSqzP1mOBzYq1ifNpzYvEyUbSHnbm8Uq+8JTH2YWftObHWMeU0UG4qQ+85MTpZGvfNPM90M/j7eE7s2sPOfE6Mq7YoJz9H64H/sy51xHIMFqqUz+a2OPiG7cHOk3Nx2X0VgqLPwCPoIE44LIVvxCHU1EfJFMySstTzeLo1H3Y2Dsrx9/GwM1dSqqSrV9ZSoA2O95xYo0DPf1gC6nNiBbfwc2JpP3hOjI9bWU5f5hs7FFyPxMw3dqhlxjt/noMGOqRcJUPzDNmHM06rccJuBc44rsLVwD2oqg+V46OfvxsPJokZB+Uw39hx87gZErPcw7s/hPnGjvFgkpgCk8QmR2I8roHfeW9IHHxnMhqak1DXmKC019ahPkdmzKGaJGYcJokZA+3WJDHjMElsmmCSmDFMBYmNBctTh7yXxkuNbIeffAsInamR9kwSMw6TxIyB9miSmHGYJDZNMEnMGKaDxDSw3ljolbsRTBIzDpPEjIF2aZKYcZgkNk0wScwYppPEpgImiRmHSWLGYJLYxGCS2DTBJDFjMEls4jBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSM0lsIjBJzDhMEjMGk8TGg0liCkwSm14SY30N1ztGJ0KMLWOSmHGYJGYMmv2ZJGYMJolNEyZCYh0CkliCkNgmODpnKN+BPIFm5GMNfyL4RyMx1iPoQLMFmQI6LG0/wYCBwQJ1TWQJNKfG4yaJGYdJYsZAO6NdVaKyqhFvzvbC7//kib0HqtDROST7TRLTh0li0wQjJEaZaQg0UiGxSwn4xe0b4ehAxz4sKBLwf83h6k2AmwXrJ9/iJHYUx+wXwSNkL+qbKa9GYoxSx9a7HkbriueWKvrPQH9/BgYGMuT/0Q4rGUPD6XIsG719uWJDuVKGJEaHS7nUMiaJTQRCYvVCYgVCYt0miV0fo+21GpXVjZj9rifuudsdBw9WSgBAEusXWIswTBIbD2YmpuynQQAXbGLwHz9fCodjHvKtWpArYFZGh6pd7poMkmSQoxQSa24LFhKLkX3aRNIrbwnQiaShRyMxu4XwCN2LhmYeKxZQNhLH2Hrjge0y+ypGSaU/PEP2Iyz+NBqawmQfMzI61VyUVvnDK/QAbD224KLrJkQmnZNJQafLuukClcSq6rxRq5BYrOzTHI9ev5ZEKjqEIIrKXWU8A+W7tcdSA2VIE2fnj5xCByGxSPnOjPdWkC1J5mM8yqvdUVrpjqEh6kwLFPXKTyfYJ22bn5zrNairysaid87g1d8ew4Udcejq6pT93HoF9BeWc84qTBIbD//gJNaFof5W9FXkALVlsDvhhbv+7Stc2XICqAwC6umYSGIFAu1y2ETBDCNPjDEZ7T0h6O3XomNeSuMxvTqWACev6EgIIy7rHC55rUBg/GFxyiSQWgFlow706upBPU81iytEU1sMguKP4JTLd7gavAXV9XSoDcrxnv5kxGacwmWP9XD2OwgHny24GrJRbMpWnBt1QxItkPHLFlsLRGuHjIkiC8fCmjrTUCDjmIzqBi90SnBi/bHUQP0UyhhGoqzaDX0io2rDt4Jsqo7qm/1R2+g/8p32olfWEhix1z7RWWcSmlM9sPfNLfjm1xtwdak9ejJFd801wmH0H62CsT5kumGS2Hj4xyax4R4MNFag3cdZAjNfXNlhgyeExAI2CYnFyr6oy0A7HQCdLuvUC+omCNal0ZWhV4hsWHE0zPaot8m0O1mwf+qmBhlFnnAJ3oPINBt09VXIPi5u4bnr1dMDz6NR0IrBoQa0tKcgMvUinIP3wjPqsJCkHTp6SEzcWlFcHQy/2EOIz/YUfdB2KhGfexk+kUdR10xSYN+cEI1o60oQouBYkFjZhzV1RrD/NgwNl6OhNUoImc6YujSir+kCZWgXfeWgpilCdMuxpAO2ts4IdexaOhLQ1M4MiN85L/TKWgLsW+y/RjKzHBd0+VzGxXe2YuO9m+E37zR6XJ0xLMQxWEmiZVbGuWI5B22S2PiYBIm1S5RdjuyiBOQVpwiJcf+tQGKd6O1rQml1FrKLEyTaK1JkVY1PK8PBl30DLRgqTkefhz2QEgi33fb4208XwHf1BcDXC/UXL6EqKBS1xdWob+xCTW0rampaJoRaqdvY0Imy8lqkZ+UiL78EVVVNqK9vV47p1bEE2H9TUzcqa5rhFRyOA+cuwN7DBxXVjeiXedLc3I3Gxk40NHRI2bYbylpX16aUq6hsRkRcBi64uOHQ+Ys4cskGZxyd4eLrj6LSGgwKN1bVtsHNPwiHLlyAb1g0OjuFxnoGERAVjaOXbOEREIKS0lp0dw1Lvx1ISc9CakYOqkVO9mNNnRHsn3orK69HTEIqcvJKUC/nrsimU96SoAwtzT3Izi1BZFwSyivqRdYuq+uMoL1xHiWlZiFRwO8NMi/0yloC9TKGTZzbgaFos7uA+rP2sHt3P3Y9shtBiy6hx9MNA7526EnlZUfeG7O0j1NJdmCwCUXlqYhIDJDAvFz2WfM+nQbhAUFbZxXS82OQmhMjJMb9FicxdmgUjNAHJTquk4wnHWXVuaJkLo7gTVC98pbEMAZFlurGQhRXpQnRVsk+LpPloPM4jXBE1iGJrErSgKCrQH40/A+74dH/9A0++dV67Hp8DxbdvQHv3LsHLz9thxdf8sTzL7jh+eevTggvSN2XpI1nn72Kxx93wJNPuuC559zx4oseyjG9OpYA+3/5ZT8897wfHnzYAX+65yweeNAFb7yeig/fK8Q7b2Xi7TfTMeuNJLw2I1xk9ZZ6+vK+8ALPh+d4Bffefww///V23P6b07jrbgfcd/9FPPCQjZTzxVtvSTsv+uGvD17EH+85iYcfdcKMGWGCKDzyuCvuue807n/ggujHCzNnhorevPH4E/aiN3uR013px5o6I9j/yy97K2P46KM2eOopZzl3L1U2nfKWBGV45WVfPP20Cx4R2Z57jmPsbXWdEbSPF17wUubA4084KDrjvNArawm8+LKX6Modn96/Fxv+tAZr7tmKj/91LRb+eiv8FtuiPyQQCHDAQBLvxXKjj6MPGet3pgOar6K/7UZ1Qy4Ss6LQ2MKMmhuP6dWzFFQe6OptQEFFMvJL09A/QJm4KM5SOurGbS1t1TCKto5GQTNKqnKRkBmGtLx4UWwd2jubdctbEu2dLSJLLTILExXZiipyJFJoEXkbRspUCWrQKvJ3tNWhIzsWrVcuojPYFVnnXLD58S1Y9Of1WHnnOsz741q88dd9eOoxG5l0VwQuk8Jjj7mKw3bAA49cxMPikB9T9k++3UnhsSsil7vI4onf/vEU/td/7MA/334IP/n3C/inf7uE//5vZwWn8T9/fgK/ueuSOOyrUl6ry3NyFjgpeFTI6NFH1f1PCuk8/ZSDONJA3HWvI/63tPvz3+wXcnPEI4/44qGH3PCL3+6XvrZKv6fx8CM+Utcff/qzDX56xzb87Fe7hMzsZJ+nwBV/efA8Hnj4Ep4QklN1ZmW9CTieDz3siD/ff1oCADs5bwYo1peLMjwmstz/wGXcfd9JkZFjRNn0yloYorPHH3PDfX89L7ZwVhnbx8QGdctaAuxbbPeD+/ZgxV1rsPjOtZj3u+XY99w2JG+/jE4vV7S5nENzVBDau1rR2tn0va+ZflShtb1W/FeToA65xUkIifdHSWUhOrrb5FiNTh3LQeEB8fmV9UVCruFIyopGg8IDLbrlpwu3pefFwSiyi5ORW5KCiKRAOEmq7RHsgoyCBOSXp+mWtyTyy1IltY2Hd9hVRbYwSb/zSlNF5qQflMuScyiUsoWxvsg4thsF+7ei/uIJNNtcRLOdDerPnUOtox0aUpNQV9OAujpeKpok6jtQWF6FxPx0ZFcUoaquSdmnW9ZSkP7rGzpRVd+Mw052mLV8ET7csAbvrV2Ft5YtwetLFmLmwm8xa9lCHHdwRG1tu1K+rk79bGnuQ3vbIDrahwVDaGsdQGNTt3JZsbGxC7UN7Tjr6YbZKxdh+aG9iE7JkmO9yC+uxerDBzFn9WKcuuKCqmpeVuqFe3A4Plq3Agt2bUFIXLLs60FNXRsiUpKQkJWOWvlf9zysgPr6TjmPSvhGhiMtt8D6YzkKHJu41AxcDfZHQUmVIqteOYtDdFQrthMcF4uAmChU17TeAnoT24uNQ4ujParOnELyjm0oOLIfLTZnUXn6ALLFP2QHuEi2kYEs8Xuj/ci0IjcOmfkJ4muTkVWUBP8oT1xyv4CY1FAUV2UhsyBev56FkC0ykQfiMiJwxd8RroFOVuGB2/JLUyQNNAZeQiyqSEN8ZgTcQ67AN8INOSWJKKvJFBLRr2MRSN+l1RlCWIkIiPaCm8gWnRqCoso0ReZrZZPFIFNRWpeN0vw45LmcR/aejSg9uAWtlw+i3eYQmi4dQHuII4bb8yU5bpSkuX6SUBeHNPcUI7syBqVNaegarJR9U9H2xDCg3NjmtesO9KIWx9yO4rVlc/DB5i/w/sZP8MaK2Xjpu9fx7Ncv4+nPn8cJl0NSlpcJutCvLLDgYgG9jZcUeKxL2q3DOd9TmLn0Haw6vkZ0nq+UaO2vwPIjK/Hm8nfhEGwne3iZBghJ88Pbqz7AvF0LkFXK5dfcWpGUF4LUonD0DFZLyQbd87E0eF+1uasYIcmeKK7hopMmq8vGMR1WbK0TuRUJ8I52Rks3F9O06Za3NKgjfsZk+iM6w09kpf21KHKPLWsZNCjze6AhC71RV1FzbjeSty5C0ZFNaDq7HwUHtiLf+RxKsqNQXJ0pfiNtlB+ZfhRIoE3/lSe+LSjWB7ael5QrTJX1OSgoT9WtYymQA4oq0pGaGwsP8bXuIc7ILkkQHsiyKA/c1t5VLWmyMXR210vKWI+y2nwk5kTKScShsaUaXT1N6NApbymw767uJjS2ViuRS2J2hCg5W2RtUGXuqvph+d46dHRKul6aj4a4UNQFu6Ex0BUNQa6oi/BDU06aZBe1aO+pQ0tH+aTQ2lGJTtFPeU0hYtPDkCbkWdNYLLLVKcf06kw72svR0V2H3oFWNHZWYeOpHXjgvRfx4bpvcdDuFM662uKE4wUcloh0/4UTCIrhA9od6BsQMha9VDeUwDfcA1uO7MSSDcuxbMd6HL54GKk58ejqbZJ225R290pg8Oj7L+HrLYvlvLmsGSivL8WXGxfikQ9exAGbE+ju4/VtwMbPDo9/+Aq+2LQQKbkkBqHY7kYEx/ggPMlPxrYUbZ28HGwlnX2PCvT0taCkKg+uAU7KOVPOts5q5Zh+HQtAxpQ32vtE93HpUbDzvCxOpUCR1apyjaBD5mFrRx38Ir3gE+6u3Ffv7OFKVv3y043WzkpFX+3iv1oLslAW4IkIybyynM6hLSYUDdFhaC3JRZfI2dEtvmCU/5h+VIlPqxFQZ1XILIpHoMyD4so8dPe2KMf061kCIpv4DvJAdUOREGs44jPC0dBSJTzQbFEeuE19b6BRMNLuF0dWLaljsig1G32KE+KNPr3ylsQA+vu7USERf4HI1tDCbIdyUWauUBxbnnIzC+iTD4kKu2vk1Bgxavv5kCNfS8W6EwX7YRsSd7bVC8EmSMaYObKShwtOtKW71gCX6lKKDmw+sxP3vPkUFuxajcJKPuc1duMNW5ZnNiZxbFMtjgoB/e39Gbjz0bvxp5cexZzvPkF4fAQLK9uAnNtRpxMKiX2zbSnSC1QSa2lvw7oj2/Dgu89iw9Gd0jLbBo67nMJfZ/0Nu87vQ20jH0GQHvv7EJsajvT8aAwpj0twTKypM4JjCpGxBn4RXiiu4PN2PAfaDY/p1bEUOD5AugRhboFX0NCsLQSwtlxEP4aHBxCVFIbQuCAJimhPnJ96ZS0Fzk3OQ9FcdysSYv1RkMeH9bVttB+gDi0FykY77xG775AAOAuxaWGok3mnbpaWZzQoG31qrxBJLXJLE5FTnIrePtU36NeZHgiJ8bKPUVB5XWhqrxDBEySlo/DaSemVn0q0XAfa8W5xeq0SfWYjtyRRBrxU9lGxlFmvnmbENJbRyuF37udxvXpGwXb6FFJNy4sR4s9ATy+fkdGcsV4dS4BjJn+FHDae2oY7ZzyCLzYulgBAe56LDoYTmKCDpqzUczsGBjtQ11iH3KJ8ZGRnICMvG0VlxZLd8hIR60kNyfL2XjqA+4QcP133jWRXfIhZ+uvtgY2XPZ799DV8sW4RahokI+zrwfpjW/H4ey/BLcQVg0MqwfZKgBSdFIKkrHD0D/JS2VSOy0RBHQyL3NXwDnVDUTnPizqi7dzITi0B6gdIzU7BFV8nITE6PTpivbKWBm2oCxEJgQiODsDAAHXGcdYraylwvKizPuXqTHhiALIK+RA0N8rGMdXsXq/+aLDM9aBXfjyw3w6ZCy0SKKUhIjEQtQ0MzEkUo9sc29fNYHQ/Y9vROzYW1FmHkg1lFqr3p3p6WZdjyuNaW9OLCT4n1nqdh53pkPXKTyXYD50/P0f/rx2/3sPOPOGxdcZCUzw/+f165UbLczPQ6vSgvrkcqblRyrXkbpkwqpFqZcYD5Rkt0+g+JgK2oUbt3TJJNpzYht+9/BDmrvlWdMfMgttovY0FJ7d6L+uHm+qoSGSN7VVYsmsF/um+/8Bzn8xEVLK6VHloaBgVtZXYenw3HpvzAl769B289OEbeP2bOThidxzVykRlZjMgttWOyIQgxKfzTSfavTiOkd45WRKDqK6vhGewKwpKeemT9m9tuTgutCkgOSsJzj4OqFcyWjo9HtOrY0l0KPMxLM4PgVF+ylUTNZCytmwct3Y0t5cgMMZLHDLfWEOdUZcMnK437/j9ZuekVuZ6fmU0tDKsx4edG1BQloyweD7srJEYj40uZwSj+yLGtjP2uB6uPeyclheNlOwo840dN4amFDpOKomRvnaZkPu0MjciMRqq6lzVetw3um1+EixHh8RLDJqTZh3NSWnlbxZam/3o6W9CXXs2GtoLJMNQ36yglqEsmmx03uyXUSCjHR5jOS1q5b6xfUwElOtmSUyvPjH2GL8TrNcpBt6Ay+72+GzVd9hxcj/yirmwg3pVL99k5mdhw6HtmPHl+3h2zkzsOn0AdS01ckS7NNejRHcksYT0UCExEj/bpj5H92sN6JEYZdMraylQ97cyiXXe0iTW1CYkFuWJ9Fy+lJhzkfOOx7S5yXlJ2yS48VObk9fzDdxH8Ljmu/jJcSLYNseHG9vj/9px1qFddaNnqAqVzbwcz+/aRt2x3Ng+bwRNRp4bZec5sT9trhP8n/soC2Ua64/4yTk8gM7eGqTlksTM106NA02x/ejuHkBVVRcqKzvR1UWDoDI5kCxzPRLjgHWjt7cf1dXtaG2lrGNJiZ+qwQ4O9qOurgt5eU3Iza2XOpx8HEwOEMuMlW88cNClZluzDHYaSquLxCFrBszPHpGtD+Xl7dJno9JvYyP74taj3HNsbu5R3hKh3n+cCiLTxkzOasIkdj2wDjP2Poki+0TmHvQP9GJomLKzTeqQ59AnjqwXXd2d6OzqUMqoE4djwzZk8pokZgDUGe3JJDFjoD3pkRhttEt8Tp/4nE4UFraM+IRGQYOC+np1Dl3fN/DcuL8LnZ1dqKnpkE8SAtGPgYFhVFS0KX6G7RYXt4ov0Pwa+xei6OxHQUkdYlOykJZRoZQtKmpARwfnC/sd2+eNoM29IWm3V86rVWn/Wju04V7lnEtLKVcj8vOb0NLCvrjRV6n+qKWlRwLVeuSVJkr2GjtCYtSH5cbz74TENCOgkoHAwDq88koIXnghCJ6efCMHN04EdXB+RGKKc6HBDCM6ugYffeQDOzte89aiGNbTlM6yw0hLa8XC/397Xx5lVXWlb/7p7vQf3at/nZVOZ2VYMSvppIMdEsWxIxJjMIAMAhIVUHEAByARBQcUIoqgYlREZJAZrIKCmoAqqqh5nud5nufx1fReDd9vf/dyqGflUdYtrFfSOWetj0fde4Z9z95nf3vfe959z8fhppsOYerUnVi5MhQ5OayviGykjKPBNBiWM95Z+MOc/Th4jLvZaBQqwhlCZGQDFi8OwK9+tU9wCFu2mLvzeK6srA379mVi8+Y4pKTwlhqdEmV3Nd5YoXQmVzQhJMZPBg9m1jXsFJzPc755LaooAqNOeItDZ2LWwHnVJGYdtCdnEqM+VcY0iKioBixbFoZp0zyMtTl16gHBXsEn2LAhBhUVKkNjfVe2SdsYhJdXAZ58Mgihoep2ORAT04YlS3ylr48E+3HPPX6IiFCbN8y1cca7AvfN88PUX+/BL6XO1KnvY86cvQgLK8Wg8ezYit2ZsrDs25eKhQu9EB5OG+Ex+gOTrM6fr5YxZMyp9EdH8dFH6jnhkEHku3dn4p13UlFQ2IhWW6nxZezh1w+6T5/XEInRGQ5IdAC89VYRrrvusOAgXn45V6IIOWUogHWcSSxBSIy/CUalDKG+3o4PPsjFHXecwuHDfAGvMxHQYdokKrILWXVg06YsIckgMbgLWLvWX0gzEE8/HYfMTFOOv3XGV4IhnCG3h0cT7rzTH//4T3vwwa5M9DpMQ+LzoYICG7ZuzQFfy/T44+fx0EMX8eCD8dKmQiK3XiMr/OSTdNx4owcOHSo22pnk50zAVqF0NhEkpsC2I/Fl5wl1TpOYNXDONIlZhysS45yZDv3kyUpZewG45ZYLEgSHiE8IFgQKzmHevDNYtSocWVn0CSzKD/KalD6YTQGvvposgfHnEojzpcxAcHAF7r33LG6//RSeecZfguUg3HdfqPi4HKSlsQ+zbNqUhu/98Dhmz/XG6jUXZVxfvPFGoPijevEflHGsdmf6o3apfuBALX75Sy985zvHRA5FmoOikwHDB776aqb4o/N46qnzWLToIpYvT4K3d7VkYGZWun17ivhSHzlWgc6+epTWZKHPTjk0ibkA++YD4SHk5jokQyrBd78bZuCZZwola7IbRGAqaCSJcau4Gc34+VXjkUdi8dJL6dIPDYskokjAjPq7ux3Yu7dIlBeG9eszxPDMaOnttzPwrW8dFCIpFSXzCP/5MgIhKToki7Lhww8r8JOfxAjxnsZ3vhsEz9P1l+IwoaK+AXz2WbHIloCPPy4zjL1Fun355TxMn35OojI6ISAxsUH+9jfkr683idkk7tFkGA1sN9EkdjXguJrErIFzpknMOkYjsSGcPl2NxYuTJBvh23vkkFP5619TMGXKcWzbVoDaWgaWbKfWDcHHE4OS7bRhxYoEIQVmbibheXjkS7bjI0H18FdaQkN7xRckGz5HlY2vpuO+BZHIKTHX63BRfs/VNTmD12eT+e5HYWGHBMwl+Pa3Q8UfncHNN8cjO5t6MEt7uwM7dxYIaSXi4MFK8WEQ0oL42nTJEs8LcfKaSMA1EpQHYOPr6UjOKkJFPd+hy+vSJHYF9MhkDuL48WqsWVOMjRtb8frrrRKRlEhEUYk+IQJzMXQNk1hJAuqb+bMFZtm0KVUih/Pw9Ky/RE4kIvatjK0PNptDjDJPMq9ISZULxfjksJRdu7Lx7/9+xDDUTvLGFwx1pKw8xnMOI/vbuTMbN9zgJSR4Af/0zTD84EehXyCxLhlzw4YUicCixKjrLo/58cc5uP76w/j8c2aTEMPvFmJNw5Il0XKsXIhbpf+uZBgL2E6T2PihScw6rs1MzMurCvPnx4rzL5N1yNuMwyU7u1cC61wsWBCFwED1eINOQvVtF3/jkMwmTQgrHIcOVQhRmH10dvYJ8dnQ03Np0UtJTBzArFnRQhqxl44wg8vG3AWxSMjoMPYBKB9h+rAvC2SVTfSjqqpXyDENP/3pKfzbvwXiH/4hXLLAJLmGYXKsr+/Bs88mYOHCWPj7c/OZWTZvTpJA/AiCgsygmnePnn8+E0sejMaufXGoqOOjG86Xe/V5jZAYFTAAu30A69al4NFH05CQIItU7Oypp7JkwhPFGBgB0an3SUrbgrKabOSWJqKhhT9bIK3FZtauTcJvf3tBsjA6GxZONvun7Kb8HCMwsFGikAS8+GIqentNqnn33QL813+dMW4r2DmUoSwavitl8Rid2QDS0poke8uQ7C4Xp07V4InHM/HDH53FwaOVhrQs7e12PPZYtEFiERGdQk7m8ZMnS/HrX/tKFlcihivSdQ/C17dJSCwWb72VJYZMS1bXMB4onWkSGx80iVnHtUlip09XGevztdfykJdHmXmOa2fAuDX38cc1QgZBOHLEDDhNW2Cf1MWgscaXL4/G0qVxKC3tk7VLv8K+VV9maWvrx/vvV0lfERKkm5kYH0WsXJklQbAHbr7tFH47wxN//nM8kpM7ZS7pLNiHq2tS4Nyaj0Hi4uolqE6XwD9frqlGiDcdv/xlOJKSTJthqarqwqLF4eJn4uX4MLnt3p0r/shPrrFakgbJ62yD4qOasWBhNDZsDEV5Lb+TS1LVJDYCql9mIr0SyYTgoYeiZAJN5T7xRJykuEHIz+fiYK1BJxJLQlNbpXG8qXEIq1alSHQRjoYGKp2F/bJ/3ko0n4mxdHQMSeRVL4aSjldeiccbbyRLJFQgEVSZEaWYRqciLaUsfjqDx7qNHUTZ2cPRzPs78vCDH5zE3gPFl0msrc0uxh0lBhUjxEwDMAtvf951V5hkf2VSB8Z1xMd3i3El4OWX0y+RGI1mvI6Tcppzq0lsPNAkZh3XNolt3KhIjJkUfUD/JRKrwK23XsDhw4rEWId9mgFzc7Nd2gdLAB59KQhmob+h32E/g0ag6uFRj5tuChESi5b132RkXb6+NRJ8R2DKDd6y9gOweLE/ZszwxYoVURIkd1y6I8NxnK+H8+kM2mU38gsaRH7+bZYXXsjCz352DrGxbGOWysouzJsfhqXLkqQu/YtZDh8uxfTpYUJm1cYjD/qj8PBuzJcM8ek1ISiqYMLAedEk5gSlgD4jIwoKasf99ydgyxa1SwbYsSMf8+bFi8JbLz+/6nO0X87EWjurjC2syUk9WLQoTgwgUtJ303EPR0KcdP7fTPGZ2qekdBvPpKZO/VyU7CFkliYZHLe0UqmsR0ehZOSnMljVF8Fx+LdJVyTd9S9m4fs/OI79h4ZJjFHasmXRQmKxEl1RHrP4+laJ0YRg+/ZSY6HQaKKibELaYZKBxl26BcFeKMt4jEbpTJPY+KBJzDr+75EYA8ydO8tx220XcPSoetMN67DPHmPdss3NN3vLGg8yAnCzKHuxG7cHg4M78PvfJ+Bf/sXbyLwqKobQ0tInBJmJJ56MwYHDhejo7kL/QD+2bk3Cj398HB99VCK+gX6P8nA8kiKvh/0q/0PW5KfyT6bnaZaqy5en4uc/95PgmG3MwkxswYJwg8Rycy8zrrGh7M47Q4TEqgwSI3cGBXWIjwrF4ofOIz2nAkOGHO7V5zWQiVEZ/aiutuPDD2vwpz9VwceHxmOWgADel63Ce+9Vo7yckycqc3QLifGXnRNF6dXo6R2Av3+zOP9IPPhgjLHbzyxUJg1VYVCipEGEhTUaWdhzz6XgwoUqUXCDpPhJmDvX09h2aj5MpXKVM1UGQwU690coQhsyjH3t2kx87/vHsP9w0WUSMzKxZZGYPz9a0vdhEvPxqTKM5p13SGImQUdG2iSl95EFFShZIftn4aoYj9EonWkSGx80iVnH/yUS47ozMzGS2C23BDplYlxX7LPX2Bhx8WK7BMPeWLjwopFxmYXX3WuQXHr6AJYuzcI//7OfZGFR4teaDGLjPgB+R5UbQeoaW9DcRZLsxWmvGvzud+HYtCkfxcXsRwWzHJOfV/JH5pgslZI4LVmSJCTm+wUSYyY2f0EoHl6aiJycYRI7eLAEv/lNCD791CQxlsDADtxwgw/uuvsk4pLLMDDIMThn7tPn15jE2B8VYhJAUlK7pNSR+O//DsPdd0fhj388b4DE9Itf8OFkuGQpbAM4+nsukxjf3N0nxBQa2ikZW4JkPPHG71axZGY2ixGQ2D6Xvj7Ftm1hYkw2vPVWodSNw5495jZYFh+fMkyb5iv1c1BWpqzQJBYaR0tLF/bty5AU/4z0tUc+j4nhFssi5VgmMXHH4do1f0tiHR12yaxiMXt2hBhFi7Qx+z10KF8MzAO7dhULuQ4Zxh4e3inXGiAyhwv50WBYl6Q+HqNROtMkNj5oErOOa5PEuLGDJPb66/nIz1ekQdkHJZgckkCzDHfcEYjjx1UmRoJjv70GGSUk2MTZn8GiRcFOtxPN9VtaOohnny3AN795HlOmhOPkyXp0dqq17Vw6kV+Zgr6BZvETbUJ6GXjppdxLX/tRhW3ELms7JEtLxiOPeBm+7emnPRETUymyDPujigrXJFZd3Y0HH4oUWWMlaOYLC8zjO3aki//1xIkTVaI3uXKZgoCAdky7+TxmzfVBUno5BofUnLlPn19zEqNDGESv2MzRo7X4/vf98D//4y9kFigZipfglPyfXw4+i//4Dx8hEcm6RD+OgR5U1EnEJCTW3F4pkz0k0cWAQWCzZweLgk0lJic3SLYViLvu2iN9bcOLL54TY+vAunVZknUl4NQpGrZZgoMbMGNGqGSCmSgstBm3FVNTG4U4ayQD5A869uLddxMxa9YR6Wu7fH4CX988MViVyssVySWtXZMlJMbbicMk1tPdjzfeyJBFEmHstFRl5858/PjHh0QOc2HQaKKjbcZtxxdeSJUojQZDjJdolM40iY0PmsSs49olsYULE/DBB7XGbTjnEh7eggceiBXCiEdsLE/S66t1Y/oa7lK+554A3H9/KBob1cpnADuIDz9sNL4uNGVKJLy92Wa49PbaJYCvQ1hYNQqKG9A1QF0O4tixUglmz+H994uMHYetrX1Sr0GIqta4HVhZaROfEo2ZMw+KP3pbxt2HkJAS8Rl8HGJek0liyZduJw77Ovqy9etTsGB+FDw9OZ5ZXn+duxqPSEJgHjMzTBtmzYnG46suCg9UypUz+3OvPr/mJMbFOChk0SmZSjpuuy0Un39eIUbUJxPNXw/uMf7v41MtaW4YHnssHUmJXegf7EVtcwHyy5LQ2GpuseeEP/poGKZO9URGhrnI+aW+9nbzV4ibmjrEoHrk737JwIpx772RxkYQfieCr4R5991kUeAJiUYKjUwpP7/VeIvHzJm+OHw4zyBKm80u8nQZfTU32wwDHDJes2TeBG9sBFatTMG3v70fu/bkwM41IsXhGDRuHT7zTLJkepmSDTahuLgDb75ZLNFWuBArHbeYXt+QkGmbRFZx2Lw549LGDhrkeB260pkmsfFBk5h1XIskxo1ezMTi8Npr5eLwO8UnEB2CdvzlL8mYPj1AiKXaICXzUQP74zUxSxoy7rYsWxaDefNijB1/zG4YlIaFNeGWW2Jw3TeCxN/koqSkU4LsTtTUdEjQa77k4K234vGHWWfxyusJyC+tN8Z9aUMEbrrpOCIiGg3fk5RUL76CX5Q+i9Oni8U3DBnb95U/ammxif8ggXG+zTVfUjqE+UJU11/vIRnX8OYzBugeHmXi3xKxdWs28vLakJvbabxYYsWKSONvlu7uIfj7txm7E5/fEIqyGr2xYwTYH53/IPbuzcHPfuYpWdRFpKWZE+hc8vM7JPUNF5I5KSl0rqS0fWhsLzZIzPl7YuvWxUnW5oPz55svpfQ0OLVRg/8382am03x7xpQpXlL/IG69dQ/uuMMTa9YkIDvbJCSS25IlwUKsPiJfgRxhW0L1xQVAg6FTM9P9qioh0uUh+Nd/fRvv/jUOXb2sJ60kBefuJU/PSomYAjFt2n7BZ2IwNPgWMUbKCONZ3nvvFRgPXZmlmSTGMcZrMEpnmsTGB01i1nEtkZhyyHwmVikBsB++970T8nlUfMJhwT7BJ5Kh+RlfCm5sVL6E6925334jwOV3r2bODJdsq0EC3EHJnhxCgOn4xjcO4rrrjuOHPzyLGTO8xKfsN3zOxo3RElTbJahtxNLlofh/39qHW2TM2279DPPmnjNeytDZyfF4h6YOc+acFzL1FwJSz+WUH1KfXOuUx3yglZNrx8x7ffCf//mhkBG3x7M4xK845Fr6cOBAifR5FjfeuE9wGKtXJ4r/awffXctSXt4jfrIQ88QfvflOhPE+2OFNJO7T5zWQidklfS3Hli2JkoUVGw85zYniOUIIq7FbIqVSo86FC5XoH+iTTKzQ+K2zuiYqxySn/fuLJO2PwaFDNRKZULFUBsfiLQCORwdkptoFBR3GlwIffzxAMjxviYacvxA4KO3tCAiokewpBrt358l8sD9FKCPBfu1oaxuCh2c2Xn39NILCMtDdy/o0fPY7ICTVg337ciTrPCsE5o/jx4vk+HDJz2+XaC5CxkwUcmuVMXldnA+OMXL+xgK20yQ2fmgSs45rhcTUC4C5PvolE2nHjh2ZQkRheOIJ+oRzAl/BGSGw7EsbHTjHzgRGmDbMlzEcPFgm/iQRu3YViS9wGM+9vL3LsX59rCAZzz2XLP2FCPwE3uJXMow7SCyRUQ14dnUIlj56Ao886iW+LF/a8wz9Dp/L9QrRlkv2FCUZIV9L5+wbRsL0q7zFeehQJrZvjxTfRlk5GDtlu0HjTUM7d2aIzH7Gq/B8fRXRmSUluRUPPRyD59YmwDcwAxX1BRgY5HxdTWBtHdfAxg5mPiQtKkURhbOjYB0eowGxzpA4ui6JCnKRW8IXAPN5kpnJ8KW+/JLw6tWxiIriu8KoNLZXE64+TcNV/Q2DY5jE09nZi6ysBnzwQaqRvjObGp1QKPMAevs70dBRjBZbOewOHleOj8ZDAuU1qvH4f/bL967ZxYhKwJeDfvppoXErwjxHg7zSmF8GttMkNn5oErOOa43E6H+4NulDnH2BM7gYeX4kgRG8Lr4ybxAVFQ4JtLMkQOUGsiY55qovZ6j1z89B9A60o07k6xugnbFQPq5fh5BiD5KTa4VokyW45t0ntqM8V5pX2ql5q9QE6/NaVX1nvztSnn7xf304caIQs2dfwKEjxaiqr0R5Xa74NNoeZXKfPr/GJOYMTgwVx4l15SR4jArj+HxjR5vxPbHht9ibJMdnT15eJZKye0gqnm7UNfse2R8NWo3JtgT75jGOZUdmZhU2bQqBp2eOYUDDfblSHo+xTztsPQ0orU1DdVMeeu382XjKrRwy+3YeUy2gXhQVNUlmGIclS/yNbNMsrDtyLCtQOtMkNj5oErOOa+l2oiImNafUL9eLkplQ63Q0vbPvXiPw/PjjdMP/eHsXYWBA3XpjH+zXuW/VL8c1P5vaC5FVHA9bL/tkGfZHcXEleO21EPj7F8D8eRaC4442r2yrrol9jayvrpmyEJwLytIrmVs9Nm+OlQwtBAmJdSJTNYoq0mWtsh37c58+rxESY9/OGO28i59iGVIE50BNjU0ypwKJhPjDi1SQK2fo3N9I8LwNdXVNCA4uluiKx2iMHGNkP87gOD1obKlAam70pV92HkliI8cieLwTzc3tiI+vRUREFRoaaFw0KleyWwH757xIb5rExgFNYtZxLZKYetyg4NzuSsedwXMm2eTlNQqBFaKwsFVIjWvvSnbs3Geb+cvO5SkIl3mrbeRXf5iFqTo2lJfXiz8qQX09+1OPW0b2ORKqvTPGcr5TfFC7EGetgYbmJsnEspFdlKh/T+yrgSsSo0JpRPw0by2an2NR9JXAa2WKzYhnLI6LxvVlJDYaOB7TeY75VRAYoXSmSWx80CRmHddqJuaqzVjB9kovzv7nywJfgnK1C4k1o7giDZFJQahr5LMpEhXPK9k4j/QNnEt3rFmOY5Zuez0yC2KRnhenSeyrwZVITBGWaRRX7wSt9sN6V0NiaryvQnYFpTNNYuODJjHr+HskMWeodTxW+zXrf5HE+MyLJObch9V+rxYch3NjQ2d3jZBYHNJyYy+RGHXqPn3+HZIY5VQY2dYqrPRDpV8NiRFfpewE+9EkNn5oErOOv3cSY18Krs6PBOUaC4kRVvq9WnCcNsn92tHRVa1J7KvFl5HYZIEGd7Uk9lVD6UyT2PigScw6/t5JzCoo11hJzN1o1yQ2MdAkNnYonWkSGx80iVmHJjFroFyaxEaDJjG3gQanScwaOK4mMWvgnGkSsw7akyYxa9AkNkHQJDZ2KJ1NJIk5t+X/R/6t/j8Sqq4mMWvgnGkSsw7akyYxa9AkNkHQJDZ2KJ1NBImpNrw+fjVAFRq4qsNz3BZ8pcLzmsSsgfOuScw6aE+axKxBk9gEQZPY2KF09lWTmKpPpy7/dnehsKwY5TWV6O5hf7xmog+t7S1iP4WyALKQnJWGxNREpMpnTX2NODjWtYttdWoSGzM495rErIP2pEnMGjSJTRA0iY0dSmdfNYkRZr8spy/4YfZTS/DcX9YhLYev+zLfBceFeMz3OKYvnYtp99+DX82dgZ/fPgX/e99d+PTYbjTIXDFTs9u7NImNGdSVJjHroD1pErMGTWITBE1iY4fSmSKxbUJi/3uJxPjzMiyUja/dcdV+JJTh0ojpAvpwKsgH855dip/8YRoW/WkZ4tISjHMsPZJpvfz+Rvz03pvw1F/W4M1PdmDzO3/Bu7t2IDIhAp1dJKx+9OlMzAKoA01i1kF70iRmDV8bEuNgViHCuyQxLuKRdd2NK5GYyigmC5zwkSRGh6zI1VWbiQbJ6Ysk9ot5v8GTm/7kRGLKMVNOLhpX/TijAwNDvSivKceRs8cw/dE5+NHMmzDz6SV48f3XkFGQJXXMUtdWgbVvv4hlL61CcxcJfWTh2Hwm1oEoIbHEzDAhMf76gFq8rsZ3J1yR2FjmaCJBnTqR2PmRJDbZ4BvdXZHYyPcTuhvUW4eQWOkIEuNcTqZstHO+O1FIrDwNEYnOJDbZa4Ak1uaCxOhT3DdnQmJ0UFbBxdqFts5q5JelyALOgN3O4+o9gpOJXtglwq+sz0N+eQoaW8vkmCmv6/ruAiM6B5rbTYXzLft9QrZm1MJzrtq4A9QZ/+3Eln3bccOC6Xh6ywsorFQ/rMdCB8h6nMMryUonwDdcOyTDasNRvyOYvnQ2bn94Nmau+iPmrH4YGz7YhMzCbKljlvzKHDzz5p+x/KVnjOdiLe1t6Oy2YWCQ47FwMUg+Z+9CbGoE0nKi4Bik4Y4mh7tgEkVdUx0CIvxRWpkpf9EZqzePu2rjDlAPnB8gIzcd3he80NSqAoTJlIvg+JyjbkQnhyAs7qI4ZxIF4aq+O0G99aC9qwph8QHILqA+uemINuiqvrtAO+/C4FAbyqszEZMaiobmGjnGNTLZ+uScdcHWU4dcSRiyChPRJwGnu3lASIxGZRV8g/KgKLweJTUZqKwrQH8/j7PwAkbWdxdMh9w/0ItaycBKqtPFMVLhfP5Cpbtq4y4wcpIp72oWgkhHdWO+ZBU0UBaec9XGHTB3Dg7K/7cd3IFfL74ba995BWW16udeVOmSGaRz5DzS6aj2KpImaBeytLqbcdjvIJ58fTW8Lvhjj9dRzHnuIazb8SqyinKMOixx2XFYJSR2+8OzcP+ax3DfqqV47OVncczPA909XCBmcTj6kJITh/ySZPmL49C5OMvgbvCaTVtrFIIIjQ9CRS1/iJBFEb6rdu6CGQTkFGbhXJifsXnGLJRr8tcnrS0hPQZRyRFOAYur+u6Eabvdva1CFGFia7nG318Pv0F770N9SxFS8+IkEG6Sv1l4znn9uRsmD3RLME5fW1yZZaxVs7iqPzG4rqwqD1ZRWVuCqvoKZOQnIyT+HKJF6WU1xaiWY2VV+X9T333IN2WoLkJcerghW1peIqobKkTmUpS6bDPx4Ljl1YXgTyjklmSKXOcRmxaCwoo8ka3SOOeq3cSD81Umi6MGZXWF2LT7Ldy+fA6Wv/YcPjy+DwfOnMDeU4fxqcc+fPL5bgTGBqK2uVqug3q+1Ed1PsprCsSJE0WoqisTg85HlFzfhbgAVEndo+dO4p6nFmHVlufleLQYfRsK5No3frQFNz1wN2asmI+12zdg+asrMe2BGZj37EPwDDiDospCtHY2SpBUhnPhvrgYe84cQ3RcIfb2xWtxM6oLJAurkugzHZ+fOy72Fm3ot0LWxuTp07Q1zg11GppwEQfPHEB2UaYEdVWGzJO6PmV86o7r0feiN84EnZK/y42/J1eufGPOuBbzSrNwOtADEUlhqBNbp6+bTNloS5V15YbdJ2ZF4Gy4t+gz47I+J8unEbT1StFfTkmaBHLnEZEYLDK5nweui0sLhVUk50QhLT8WweJUjvsdlmjbA0lyLL0gzmV9dyI9Pw5J2ZHwCTmF4/5HcCHGHxkiF2UmcbhqM9HguAkZ4cguTpDFEYSjfodwJvgkYtPDRN5YJMo5V+3cAY5fWJWBeJmf9R9swl1PLMSs5x7GXY8vkKzst/j5nNtw/e9vwo/u/hX+vG098srTkF+WalxTkiyq3JIUlFTlSuYmDrJGDLcmT8hHsvOGPDR0lCFL6m7e8zbuemw+VkhmFpwQjPaeOsRlhmHdtg2Y+/RD+MRzLzp6m1DbXomNu7bgRskGl7+8EueizgpplsoiScJh789w1Ocg4mSuUnNjjAXt6nrchXjRHW+lR6UE4+NjO+EXdtrQL20vQQIoV23cgdjUECRnRRrZ/pmLnnj/4HuIFl3llSUbMrtq4y5wfPqN9MI4HPDah89O7ZXMPAGZhfEu67sLlIv2xLUQlhiIT098bPiPvPIUpGRHuWzjLtBvpOREi3yR8L54EvtP7kFEchByS5MMuSfLpxHJYut8vh8qc3ZMeMDz/DGRNcp4XOKq/kThuup6yQYsorZJsgpBTkkywsUpR8vCqajLQ2Nricv67kRDSzEq6nORIBMckRwsCyRRIqoiQ94qF/XdAY5b05iPpvYycfrJCI47Zzjj0pps1ItsPOeq3USjSuaJOuvorUV5YwE2792O3zw6D/OffwzLXn0GD65/AvNWL8XMpxbj5kW/w+adb6HDVgtbT61EYDkiezHaOmvR2tGMlvYW47ZVu2ROrR1VsEmf9qEWVMn1vX1wh0Fiq95cJ8FEKgYG+9DSUSmRL+2lArZuPqA2v/TsGeQldedhyQsrxKFEwNHfZ2wgOh9xBgFRviitzRZ9FsqcFfzN9bgVQtLt3VUGoX9+9qgEJKFobC815WqYHH0SVXW5kiEWyvzXIFII9pCQf5EEKe1d1YbMrtq4DTJ+vazPGpHPJ8TLCOTqxf64LmiLLtu4A5wX0Rlv1+WWJuNUwAlEpV5Eq63S8B2TKRt9Q21Tgay3XCPo9bnoZfjd1s4K49xk+TTC5IEC5FekG0TGAIB7EZpaS13Wnyhc1z/QAmtoFnSIc+lEY1uFofTC8kx09bSLc+oeUdf9GBjsQndfq2QGueJgksUIy0XWLjnXIaDsrttNPNqMXXuNrdXIkMizuCoTHV0NctxmnJsM2RwCzhefL3UPtGLrgfdw84P3YuWbL8AvIkCivxRZOEmSbcTjQlQYsgr4PIv3vLulbY9cSx1O+B/HivVPY97DCzBv5cN4cdsrEj3GY3CI9aTf/lZ85LEb0x+di9Vvr5fIWz1rcH6Lx3AJiA7G759cZJBYdEqcccwx0C0RZ5gR5fU4GkV26pJz5vq63INWoV2HLOJKBET6oaA8S/TbI8e5HdpVfXehWXTKB94OySyS4R18SvTE58IOOdc6oq77QXuz99sQkRSK0Lgg9DlsYiu0p8lcm4TY06BNArAKhMQFSDaRJvq1i7zi6ybZb9De+xzNKK7MkLUYgtrGSgwN2eX4ZOqTc9IuvrUDLbZqZJckIrsoGV29bcYvVrtuMzG4ztzhYhXmg+1WW40QWCpKKnNgd3AXDx/0uarvTjgM0qpqKEBRRSqa2vhT3twEQJld1XcXuFFhUBZJo3F7rLw2B71CtiYpqB1tkwFzw4ldZHhz/zuYunAG1m5/RTJrzpurwoeplHcALW1NOOJ9AsuefxJ/eGA2Zq14AH/a8hISM5KMmixCY9h1cg/uXD4Hq7euv7w7sae3C0FRoTjh54Xcy1+sBg77eWDa4ruxZusLMk8m4Tn6HYhPi0RGfoyMyjmjDCRfV9fjLpibcuqb6oXgz6KsirJyEwDXgav67gIJjDIAGXkZ8A0+47Q7kTK7auNOmLsRY5IjEB4fin7RrXmMcruq7y7Qnvpg665BeMIFZF/eRUu/MZmyca31CKF2oKImC3ESzDU082smLJOtT9pZLzp76pFXmiTrOBV9dvfzwFV82bnTuM3D72Lll6ZecshU+Mi67kaXTGSLsYU9V8iivrlUZFUk4aq+u8Ctz8zEKpGWF+P0ZWfKxnOu2kw0uGvNdHjG98T2vo0p836Dpzb9GXllRcZx8zwXi1owqm2bzGuXEAy/x9WN7h7JgIWY+uw9l7I7kxxtfS3YKuT4i/tux7INKyWbSjOON7XWYs0b6/Dju6dixcvPISkrVfSVK0T3Iu58eBZOnPeQqI5zM2T0GZMcKnXUl50px2TNmTMGJSquwbkwH+OLqOZc0eG5qusuUKecHyAtJxWnA06isaVO/iLB8pyrNu5Et7EeIxKCcDEmCA6H2mU22bKZXxFpvfxlZ+qTzph2P5myUS7zLpL5Zedg1EkmZhL/ZK8B4QFBR5f5y87puXESnPI4ecB9c3YVJDbyy878zhMXsav67oR+Y8fYQUNzIrFRXzvlDNWW55hJOr/El86S5GMSWVNHNTa89yq+fetPMWflYsReemOHXZxXeFII5j39AL5180/wq7l34cb5M3Dn0j9g6953UVWvMkGH2JZ+Y8fYQb2YJKbf2GEFtCf9xg5rGPnGjhj92qmvBprExg6ls7GQ2JXaXwm8Jptxj/xibBj+emA3PM6dQVUdFyCdFqPcAUSnxuHNXe9j/Ttv4IVtm7H/1FEUV/E7V3QgZpSu32JvBZx7TWLWQXvSJGYN+t2JEwRNYmOH0tl4SWw0sA2vy7ytOFyYufE49UEn4aows2M2xz56NIlZAudMk5h10J40iVmDJrEJgiaxsUPpbCJITIHt6dzpqEY6eedzClwAak44rs7ErIFzpknMOmhPmsSsQZPYBEGT2NihdDaRJMa2IzHaOQV1XpOYNXDONIlZB+1Jk5g1aBKbIGgSGzuUziaSxK4GHFeTmDVwzjSJWQftSZOYNWgSmyBoEhs7lM40iY0PmsSsQ5OYNVAuTWKjQZOY20CD0yRmDRxXk5g1cM40iVkH7UmTmDVoEpsgaBIbO5TONImND5rErEOTmDVQLk1io0GTmNtAg9MkZg0cV5OYNXDONIlZB+1Jk5g1aBKbIGgSGzuUzjSJjQ+axKxDk5g1UC5NYqNBk5jbQIPTJGYNHFeTmDVwzjSJWQftSZOYNWgSmyBoEhs7lM40iY0PmsSsQ5OYNVAuTWKjQZOY20CD0yRmDRxXk5g1cM40iVkH7UmTmDVoEpsgaBIbO5TONImND5rErEOTmDVQLk1io0GTmNtAg9MkZg0cV5OYNXDONIlZB+1Jk5g1aBKbIGgSGzuUzjSJjQ+axKxDk5g1UC5NYqNBk5jbQIPTJGYNHFeTmDVwzjSJWQftSZOYNWgSmyBoEhs7lM40iY0PmsSsQ5OYNVAuTWKjQZOY20CD0yRmDRxXk5g1cM40iVkH7UmTmDVoEpsgaBIbO5TONImND5rErEOTmDVQLk1io0GTmNtAg9MkZg0cV5OYNXDONIlZB+1Jk5g1aBKbIGgSGzuUzjSJjQ+axKxDk5g1UC5NYqNBk5jbQIPTJGYNHFeTmDVwzjSJWQftSZOYNWgSmyBoEhs7lM40iY0PmsSsQ5OYNVAuTWJXRiv+P9q5eFAm77v5AAAAAElFTkSuQmCC)
- 594
- 102
- 110
- 480
Hint:
We are given the coordinates of the corner of a rectangle ABDC. We are asked to find the area of the rectangle. Area means the plane enclosed by the border of the shape. To solve this question, we will find any two adjacent sides. Once we find the adjacent sides, we will use the formula for perimeter of a rectangle.
The correct answer is: 594
The given coordinates of the rectangle are:
A is (-8,-10)
B is (-8,8)
C is (25,8)
D is (25,-10)
We have to find the length of the adjacent sides of rectangle ABCD.
To find the length we will use the following criteria:
1) If x coordinate is same, we will find the absolute distance using y coordinate. An absolute distance is the length of the point from the respective axis. If x coordinate is same then its length is measured from x axis. It is a positive quantity.
2) If y coordinate is same we will use the x coordinate to find absolute distance.
3) If the points are in same quadrant, we will have to subtract the absolute distances to find length.
4) If the points are in adjacent quadrants, we will have to add the absolute distances to find length.
We will consider the side AB as length and BC as breadth.
From the figure, we can see points A and B are in adjacent quadrants. Similarly, B and C are in adjacent quadrants.
We will find the length of side AB.
For the points A and B, x coordinate is same. We will find the absolute distance using y coordinate. It is distance from x axis.
Absolute distance of the point A = |-10|
Absolute distance of the point B = |8|
Length of AB = |-10| + |8|
= 10 + 8
= 18
Length of the rectangle is 18 units.
We will find the length of side BC
For the points B and C, y coordinate is same. We will find the absolute distance using x coordinate. It is distance from y axis.
Absolute distance of the point B = |-8|
Absolute distance of the point C = |25|
Length of BC = |-8| + |25|
= 8 + 25
= 33
Breadth of the rectangle is 33 units.
The formula for area of rectangle is (length × breadth)
Area of rectangle ABCD = (length × breadth)
= (18 × 33)
= 594 sq. units
Therefore, area of the rectangle is 594 sq. units.
For such questions, we have to see if the points of the rectangle are in same quadrant or adjacent quadrants. We can use distance formula to find the length of sides of rectangle too.