A. A. A. Realty Co. v. Neece
This text of 292 S.W.2d 811 (A. A. A. Realty Co. v. Neece) is published on Counsel Stack Legal Research, covering Court of Appeals of Texas primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
BOYD, Justice.
This is an. appeal by A. A. A. Realty Company, Inc., from a summary judgment for appellee Jas. F. Neece. The suit was brought by appellant against appellee for damages for the breach of a written exclusive real estate listing agreement, by selling the listed property through another dealer. Both parties moved for summary judgment. Appellant’s motion was denied and appellee’s motion was sustained.
Appellant has two points for reversal. One is that the court erred in sustaining appellee’s motion for summary judgment, and the other is that the court erred in overruling appellant’s motion for summary judgment.
The first question is whether the descrip-' tion of the property covered by the listing contract is insufficient under the statute, as claimed by appellee, or sufficient, as claimed by appellant
Appellee signed three instruments, as follows :
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BOYD, Justice.
This is an. appeal by A. A. A. Realty Company, Inc., from a summary judgment for appellee Jas. F. Neece. The suit was brought by appellant against appellee for damages for the breach of a written exclusive real estate listing agreement, by selling the listed property through another dealer. Both parties moved for summary judgment. Appellant’s motion was denied and appellee’s motion was sustained.
Appellant has two points for reversal. One is that the court erred in sustaining appellee’s motion for summary judgment, and the other is that the court erred in overruling appellant’s motion for summary judgment.
The first question is whether the descrip-' tion of the property covered by the listing contract is insufficient under the statute, as claimed by appellee, or sufficient, as claimed by appellant
Appellee signed three instruments, as follows :
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" 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9Qar+ECTQ7FNbROCIM+wCstXfNqzTRRRsUPcAUga6AR4+qq3XziGJrPAzi8izz2j/+lLtfUAjHjVIrs20SwiT8pMx7Us7VigsyUko/KXtle0p4Ukp/YERKKRdli4NbQiofo+0PuMtn8hekDBLSS0rkgJuUDQfELPrj7kheDl2TXjmpYvstbV9pJ8EQhAHq0nWp3vGk8bMO3wAmKQEpu2Thxlga1bwVGQFq0Vv7vuDDaKkAUMhZQXEdEKHpbkWmugmUNlYAJddh72y2eON/e/bmOwXRqU2SgoVvUbhiPEBrPRvUThSOPyJzkAPPxcp7icmvgu3fBLj5hvPunX8B07pubPIho64KP5RzF6tudw3vOAysNW4WXredgsKbdCLhOgDuTQ855psd8wLoe3XOwBkd1yNFeaubBaAIGRsVcQov3fKIOLU6WBshjCRsmiYURyOVwO+oe7IdFwSJgpQoWxhggIJiKHuOgAXGEXT0sEeFP63aA4a9TwG1RznZk64U2wNoaMA+/fVKaqsxJ8bq7t1E72Bqsq/1wYsRvTSyeFp60rsu+licanuO4nRjwoU5KWXkqy6llLellPLOhTH/9nXZNvh+fetarQt1dk0Amu5ZorMRkvKfwh8wDF/UVrDVNC+nop+4XHcfgJ6yE32DgBLnQONYO5sRSGB0li1JPdSj96AwVl0XBXBOVDpWu/a0WXL0rQ40hpYQZJOttiWRoCDxcoDvzgWFdac+j/CAedvXCz0wAjh2cY0r395YuvD5zb8t5zrUphm1K1UN9UDIcEmxXivN2wpCwJcaK9zQA91EfuLojTMf2v/M916Z/P2bl/587zNrs8n9hfWZA88VcsLitOBaeq8FIDavrv/55569PP0PLz5t/cWNP2vdwBrqwFRpjoAAp+3XaAHBTzbVJ0x8h8CxPz+Bc4s/uGE7b33VPzd85+bFz1766qU3bp4R5mZgqwEEqo+Nx6XxG7NE8UCcrRB02KFoui3Z9EtWW/am1VgwG+51LHQtFLUJuF/VygWLuOfsaNNiGihgGPdF8VjQidwHDNMuV1W5sOpf0X4x9A0mhTfiNx5M2RlC4+DSROrwKUU9pJrWNzXMaV548JBpfQAe74FDaIBg0DDB3tf3lC6MQ3zoAW3Po5kTOiP/9u0X9/2g8payr490Gl7RFgJYX4HcuNF+ZmqeaL2xVh5mc1LKoHwTSHnr8ujm9QtDqdXlmdFjqxeklEFTqVtXZEP6QrmCZH3OC22nfT/pID3FSbbz3Gula3PHOim+6in4AylltCDFoXYQZNtqggEfGSScgei0wyZqtbR1VHs1kBJGzmg2jOmKvt/2NZrqOdF1U9zYlmPB3ZUGbZ/sFmnhXKXvrezSmmamu6VrM1slnmiVKAoK0sAeA6BkGY0ZWvJIXTcsPjkt0lpLQTNuD1TmskJzwRYQ7O4atXNqYWsGwCCKWbmRTb9wCwhKi2iZ7wu1OcnwfqfmZ51tXshbQHg/hocy35RUahHhBGiIYyTMJk+v1u0V22/UNskqX0Q6hhUK7djVelKaDHtaQHifj4Gwo7+G2FoGSAnLaUxrAWEHPstdUOBULhfj5G9hp9dqzV5tlbgrtNCUErEavR5+e1Hb9TLv4SlNjWttzPNAl79oN1SeL1fa70rhUsQwFFBJNj5sCWGXWJ54ZAOgV06HLTQH6lKsaCnMaX1NUcruAWMeACQnp0gDPt9vCmgsI6mltN5KuEbMSfW9p1Ur/C+i+4G+Ewjgec4ROXGvl6MtBMAScnaDLPkWwo5dGqcxqTKcRVLKC1KGQ/ik9IcHej0ppSRARr40dll27Rm9ckD6vc5BpNPkYHPXbPOEC2fALwJMQvCYDlAiaOb2vF/TgQJOAEbznBoHQsmoXrabNSp54hn9V2RVMvrzSGAA+IqvBE3r76ghDWBRDDLQ+CweBL/a/QrtpDmFSE0m48XCDfrNEG0GwMZXzuIBnuHhR35A/6iqTksH4FraJbNVXXEU5TUDqK36w43+b6GyLn8j/347vBAAKTwr4vG+xCOeJcK8ZilBoQ/cMxdKJs78o8q6azTXua2xYOHINq4ITvkiG68qE20tbwGbVrhXC3k89znXdo+VMxUOFH62KeAH+LDwS4bLxRZVxYHgRo7Q0mm/rVbK+tZ0jAoBqxRcthzAu5IFXBEyr6us4mxEeZyck3HGbRwVz0INUFpGp4z1FUT032VRDyrBceom6O/pPhh5aRoda6q1DLFx4Z+5N0PDHCebA84Xzq/1zZfz2MzbtlVuhAMbYYiSUpimx4dgiPMFHO3CQQ+N7Op1UW5EDQn+bv/eQu7glvqdCphMD8B5SPFNViO3bZxTeiUkKr2qBoKl8Cudzch5+68HgIKDNClF7nWxvoJ97mf6rWDD8YH5Slepmwl05lnD9nm5Y001c76g1wOcwgqnKEtVxQp2JQoheqhQ+zcBqxLEBi/6NsyTI1fEI+oecSDoOSH8tyQuoFltNiYaHmj4rZ82ka2ALiImT+c8KGGE7EdfL6TLmQy8hGWVPFADSjyWeuygUBDYpY/q3PCjHyQOBM0DSIW/+zeU8tCoX8RKL5K5/IcrsnMQk4pLKLDfA4YZDA04NOAdSgM/tx4W5dyZEn0vOr4uhe0LTD4bPAMllwQgh72+t2JDSPwBiv2ilTgxCP7X2pToecCZGjC0mq2tU33Y7COSGwNrGgbQcNMIe5oT3ALT99V1q/TM+qwJWXxO4G3y5uT6HJ4QbwOF0ga/Azelm0o7cSHwGdS9TGnAKBnMpvYAXMJkA10zKymvh623WCewG3Kr+fUnQFqIeUYuzhe0z/3vQomA47yD4/jy0h0XNvzL+b8gPETUxfoBXglp9AnALuDgr8WGYCIINSSBB4ZdPsuwJsu4InQU+mDNnS+u5eatjQJ7n1ubHXbyl5pNaBWwbX0SdIOcn7kZRpx1mMrUSk+s+wwrZTpgwf33v2Az0geqKayzfXoiUXarigNh44dghFUn82h6YWXmx/vPr8wNH12bHdtfWJo9UFwrBl9GOpMmOP8uc+fymd/70S1x+sYbl+/cwLXQncY6xT71kG2hnUIlUhpp8hD/2OoDhDZl7jEU01Q/8JFZTHpPTOLc7Dmv2Bbc1/uBvY+TGqpMvXEgSAuHcLY0HglYD84K17POftm3L9/5vvflN7P+s5fHzIKnWzeQTgDwLiDCs/qAFlLgzCd9NfUxK5F48UkQDxy5/zcZQWXkox/vHxpJJ/ShjIOddLShAfsXhKeIVcJJT1dOoxmKMW9OL54L643VkRKYZemSFtqP+ozh4Vqi4MyJdxwwVaGDpymowCP3qSjWHsNkz5CJXZ28Kn1vQDCKIiAh3JFMX8o5EcWpsoH64Ex9v024bOggjP5/lIM3OWxxCkpuXAia0PQT6ICOYZpPHMbQv6HpPGHrhmmd1E3UQc1Sen6XxLS571jqgw9+6f5fMUYza//kVzJXreQoBatD7VvuMIYIg5gLXLSU74Fv7quxRIyxW/SS12RJzkg5Jv2ElPnbUp7dvHbrtQObi3Oj47eXh0fKcS4bjDeaqVX4gorBVAebrWBAyiApV73h7LVeKUbGmUgq0mGgC782peNTkd2ieLMorIaCgep1g9otSErpj/nXvDEpB6QYmcj4Y0if3jnpbtc22O749NDBbVZXRzXbqc2bzbIs3/KHSha4YJ14F2wSiWOZ9LYlGPlt5m+gjl+hYtEjpdPia3uVuCFTMlIFL9u925dgNB1a8N7QfIu0zYrbxT8mCuRjwj0jzQOgypxI0aJdbmXLWJG9Gyb3FoQoaB9QbCXWvdpsR31D5d6CUI2A6hlGs5ee1jyXOAb3FoQa6jeb27vSrJcO8O9ZCIHVIn5cs17aDtL3LIQh0Zw2G+3Wazh3qc++7xDsmPkspK5ebX2O1L+qudb63ncIVrxs7h6CAZkU5OYraTI6ku5Hs7XVWe87hJjOZk5PeBRB6XGgyGYYLS4AKD5aK7ZVc/EhGDHz7RJZcKjvCL4CXGfF3hAEFgZwp7yXKIst40KQndwvtkF2zGwWnrj9l+GWzxGQsyvnkCc9KB8SaSvG+96RYrqbifLFBwELGxsQnpkPw3qsgydcQBSd2BB2y9PNip0zD77gqEmJ0gkpLDxcK8eKBjh19cT9CrvUkeKRBK7CJkoWfH2i72Bf+CtajKrAd6SDuCqjnLEUVTHyrFoAzu64twbo2PAA/QF4D3qpcDZxsmEoL7KBmcfeOB6yrnEg/DxGnvAs+9crQYt2RD4ZTrGghV6CpnvQN6GfhUAJBgMLiW+p+VM5W98DMbU8MabUMAiX6LrV9ZQQUsfWwRO4FsKzwEP4Dmkfgj4ELnbkFxBvLMQYCV7cjLW0sgm1ZyqUsqE7jAahH0cenIlVNSMEOal6IBD4IB1HF174ungQprfMEflt6Z3jw1XbagHlMA81ZyqEIRjUQQKDvhG4CoqiKtcSQKBxxccD7+ebgYXE6gMRW9eW2zrPdA69wHOzsSCUqRqEAAC/EPrPg2+SMbn+GTjvLYXiX193rVMALmpBe7tfybhlceyW5Aj+8u+srXI9d+br/nGrdRCF1jTLQbceAuLJ6MKzwJEfNkD8kFeXcpHQT8UFTNfVDQJQsWOvC5NObosc2frozFtQNE+bjbvh/GtAZVoIYNYqHf6DU4yAjfEtISwFrhk4TPis0hefzZNJe4scmz2wFvTUhhzYggTjyPMht2au5XGsHJsq5IVjubiigOXzs6wDgb6pAxrfVALnKmgq1gCmUMP1LuZXMC5t0UEsI+PjxLMhATQ2Z3t9jBdXLwB59zX32K86fwlrrLpffywHDj87rofheAZFuLT55g21gA32pR+D6c0uYcUdziaB9R+2yjQ0fQ7jkBbTEgY8qYAeKuRcL+vYxVuTQOA4BB4s4JwygH5IJ2xMwJNuqBaRhsmTWETqvJhfwdlK9rpgsy8FCCNKcAl8HAmuTcFtLuAGgBbllspnCRmek0qvb+gg6MHUfMXBFhN8ygbA0OEwfAJjU9jT6PGVtli8znQAELDOm8KLnLhKuFD0XEugMg6u7SMnr+ZyB54pXPzQx7+6lBo+uvbKP93/e68013ntxKAGLC4AiIOKc2gSgJ6VjAmo+FiJROCbY0TiO/eQiW6OAOZAD709hhWAFxPCkgrZj+fXpvf+/salmYn8T1cee/Po2srA6FMXZw48+/Yrf/3tNY3ZomVKuPldWXjj0rmb3yXncsd/3Xx34+J85WSIKhuohdOkBqB8glnvm+WmaA6gMYygclgZAMI27rOBj9sAipMqEHvvHIxDQMb5gxt2xv7qiu2c3bj0+uXvBt782clLryO5KHyNWZ0NEzx4bt29Mkn0lVp2QZ/QHdfUxwAVCx3rSRgaBzY8gKHGPYoSHuBeY4OaMxmKCUGCwGGyErFHsg5BwaFiCXEYhMA6PIuumEL/Z8pJNUVCf9Cylb5H06Jc00I9DJxIi227D2M/EH6kE5vMSt1LHAwKHq4gR0Bu3vLUXAlv9sDxAs7x4vqKibQstLjDeUo5Ih7lxPOadf/jfziIeahv8Amzp88c4wM8geBRoasKPerDJ/WPfWp4aODBl/6R9vLCa6NT5r8dPfKxw//2M40VagujZb5wDQJ++PMwGGvJ4+OBCUHmxmzpv7n59owpluwPfZwzT28+55wzj759x/nLmyv/4Oyzl865FHsFgzGNeZQjauoZ64/Nf/7Aiydg34Xhfeq+qV/8tKrPa2Lf1L5Pf/y+oZTyE1d5dZjeBQGZa+jj6X7ILEJq4WRfqrnSUjbkM+fnQVVv+cBLYDxB0LcHfOF4jhd+YA/K1uk2+E4oQxCwEk7gcSAMHEz5KKd7hszVRN/o0UUYzC/266n8cnL86GL/YMo+DwwqrSzCGoTsY9XLHkA1LSzQ7lOsQ1ig6Qumad6ITj6wVG1SE6ZuWFjqPlXDtNDDoTWFMLAyYU07UzzV0rUYecoaz4BMf++MlNkLYlF68vqUI69fSEg/SMhNfziZLZXzJStFl6WUpVtXRvfflsFxeefKXBAqs3YzkmccF8OK0tb3xgaklFKu3pJSyutt8gdjlcvlpmehjnc3rYXj2Nvb5YtEb7hVJTylpsm6NiKlUqCFKco2bPN2kXY18pIb/rtH9QstyGz34L8cCG2PgP8vB0Jb+q8Q3hNqGy6iNd2LELYZy/VehLBNuhfVhV41AEuZWprMR3QvfgWFP95O9nsRwkaDYLbUJLiso3sRglPvbZPfwpT9XtT+a/V+nK7eudS9+BVsP92Y1EnAFs9OFWTnFUcOGHEqikcNEWzaMeJligMhH0BRUJgtJzRPccHGe6cS7cXu6LsWT9cW/itAdKygaMwSd0G14mRqrL3laSpViitHgsiMwxfsSqgMATV2FAB5q/5hmUqA2uGNsbQ8jQnNnSa+RDukUhhF4oKoScvVvSf0k1sDCltUHQeCnQdsEuErhGzhn5cQGROslRi1AZWOZ9nh/1mA6oG72nw5So+DhUETv1FHcSAo/XmsHJAX+rxdKFrzzXnS2bXZ5MpojNoq5CDLakhRTnPDRq0hLSkAWzoS4xKK076eOBBOkDvgbIDjftvPpH82ckFYTXmUIPCCzW2EtzZ5vWKkvQIgkwaRD6dy3ArUwAZEwPmtJCPxljb70rokOO+slCTk3mmVxWd/jGnJjv73nrQZr0TXtQUQmI5dPm8g7fhaASjhm/bHtpg94kEQ6yCksIF10XYGNbdxMrdVMsF/eHxpMyt1P6P9nQB5ZCX6LkPrFwddC3xt3QpjyHeguIoqDNDCYWhHZ27Wk/d05Gkdk/zrPiAPet8Z9oOZ4NI8VtEfrZxI/3oa4O+Fkz3Jauf+GQeCICl4FBBK6E3acpYTeIn4W0bNKwFWUboOAUHYV7IVUVnplHAKcNWyi30KY+ZOIQRVY/yf1j2wG1eI4+E/CVglQPpe7txzGysXrMY6/VDUaKUchlSVp4ULm+mIj9jU2AMvwdI5ocPqfMcoonEgRAuB8pygKBEMUljZu39jaeZzytvTH9r/zNL8ASFxHVsjc2D/UysDnzh69cKPv3J1ZeYTX/3pRz/7hut/zGmq1DU1QF2xGHE0Q+8FeDAcTB5QwAI5XUwBw4MdjUPjQLCUcG0bE9LZAApnbp5znaeD8TWCY4WLf87Tl2z0tJXzxb+75HE2uPi68xeunfYnnVtX8Mm2CumrogMLGigghA42RawiIKA3+yV6KKbEyoABPWYL5sqq1rQ1mZX/hgXCJOf4BW9+DMiC6xwIAOyX+jQIe5EjqNFuKp9sU7FGiYQpDNywJcp3wj6oKd7heemB1dvrOqDYlQGdOyA8xopeTQjHWDOSYoNmGYb9qCIGVUNlXuvTzQXC49ZNW9W4X+OogSL2HVEO82jmm72GPqVhTiVmHrSE1uw+EzZq/sUJBG54zLozpoLHZsFXh3kEKHpZHZjL4vlvHlub2bt/Y2Xs0rfenrn8GzdmOwdsbyQDdCyBnrKw9s323S9UBfOfqXuMox853Tfyz3516hFLTSS4pp8/tii+NvJv/+rfDP3WtU/9o5Hb1vBo5uoLD4y87DRVKk1MVo0ztpBpeB2U1XXDZnZs5GbJMjeLJPc/+4PZDx1dm8585+jb044XeHgZf8OD8Rvu5++4lZriOIX196QeTJygn/tOf/rgIjgw/spyyNCM/9KqIJMB/DCht5c0ahSQ9DSg9PS0UsIZmnRV+EHJ4a3DrL4kAE08LoYeFF9wHvaU7P8dV8W0j5bZkOhXcF0AsyZiSCw2z/vgNSc0mzHLaZWLJ0WMGprJ0nWBgqmapq6OnlAtsPfp0Gdagjx71E+HjrFHVOsBFE08Ih45pB4RWv/gE/DgEydCT6SQ4unRylSJcjXWIVMHqpz6fN0fm0lK4Q242SCxLE/LKzIvx05en5Oe9CqOkufq1WryXSn9/PWZUU9eymajZ12rC8e6K9bgmrfZOkjqycYEf6AppXK1bQfJMtldlqunntZSkeawd0ZjQqJ6eZflSDWvrzHTawp7p6bj1XE3qEYDGpo4tcnW4dk9JJC0uq3znhFIltmR8AQd4kWKAu4hCOU2R0GK7rTN2ET3DITyzsMN/+Xil7xnFFVu9N/ZKmMT3StfYTMdbfJtYHuHrSnv/clstXS+XXCATV0J2TmtzwVkIrZIKn/vTKqhAEdqAiDYxi97r3QkrywWiRQiqfhF3ycIs1tnSQEQhEaf/p74dd8rX6Hcx/xodrXCxA22DrjyPkHYUo2lR6xn2cA58jmfiXP2WwwmPzJ9nKs7tbw7ahvKw+sN7QfdICGllG5kq0hW0ul0LxnTvDByqRRR6KydkN3ugacTKSdCQ3TXCxUQ31J2pSMFoczG3ULCHIesVolhtbIElRNGXW7A6yjkaCmErqWYY0Gau3s6aaWyksvmPAABAohOnbuyD+Q4CHpauf/XUSxdWxdt3IICAcAa/mA41Mu6T0ciLbC5vBboK4yPdTLjCSneVzADpoG2pxfHJjv6H9Xj4EXiJzw/E/YzHUDo0sRYWceuV+y2olhiYX5s3pq4Cpsfa6mj2gZZNde5KKUyXI9Jh6WAgJXSxw3wTXFp628Q9yv4a17gABfceC1tS3bN9RkA5bUwGiZ4wisCPj6jvmbamjcGP4xxwm7cpa34dPMhILtFOhAMKTAOFoYn8Q6MndbdoFD6DFzZqnhMCMOG6IPTMU6bikvuir9aOoxU520Ax3bdJ2ZNWMcNAvdGcRAKgWmUfXI7UNyv8GjuARedx7tvcwNdHA2cCWCf+wUA5bK8YQM4OAWYnzaFM6sa6RgTSDwImoulAH3bF/45mxvIA1Z0Z1UfBKrtAb78sAGAMQLgf2rVyknAzlu9zoCI4QQeb11QcXAJ5YJFsCmQsykgLQpI3wPWHQo4UFiZO/BcIZc8VlghKME/sG6tT19yWrxZE9+yUZzwCBIT1L6UxV6dfsWZHenF6tOHoE702D2EMR0P7oBUGTjwG1enP7f/y2tnPrf/5tJLm0e/f3r4X/106b6rrz629zj/494DXz775Ut33Dduel8+y7sTT8nCimk+18oORIOrQP9GOE0l+/Z8fAVI2R8NBqeXR/jobRegr5uD/5rJL6JRhA304BJI15NO1vdAXHQp+nb6TV+A7yLCw9Vfd0TYLnse6uyt7JpKLW0JwPp02I6EayP4BXvMRuvFLseGq/kIziSQZQ0pIqOH+BAU9NAlxQQTFKPy5FFQNdes3BugqeYTpv6ANWsBj0OqbLHTQG+t6KaPdMNNswPgsd4H6zwuIGcJPzcvn1vn6/s3lgxzc23mse8Wlv7oO0ed2eH80soXKrXGgZDS9imqisFnbeNr2pEH9BNHXjb/eN8RQzuhvax+iCdOfHLmxGFj38u8cPXw147kl2eGfrD6Qv8+ej51Vhn67Lf2vTZkNta54ZsjBd8Gx3xO7t9YWjKeYpZnLrH3mD/tfPsZ7B/bPzmTCd64NJ0hY0s8xwu8ScZxuXPDDs7ddMpVxZliBjzM+ZTq8NESTz4Zcr/96TSMjBxldDR1UB0aGhpaBTKcDPfAJj0Mogi4Bv1PPtlU58z/2ekRk9+cwLpyJ0HmKRCIJ10kZ/5bQLaYiRQQX9NR0I26zhlzlixDNls8s9qktyKrcmX+yeMMgK6GEVh1PU844x0x3w67rgWzHDK1/82r4id9r+/Z1/dLf8vhD978V+/8T9qRR3perL5yW/tGP7ut7M1U3nj6yKll201IP7mal8cjvzb39nXZ6g2NHnO+lNfnyhl30zUvDlX2zll5XUo5I6VcrD7t6jygnbjmzXdfFASDbL2njEXdQTDZrffHHo3tqSsI0gWktx1VTHuq0Q1293t235GCbaliIrI7Pn2wq4Z0BSEwYItDt7uiao1Wx9fX33YFobyuuNsuacXLJp1WofbL9G797Q6Gs9FV0VgU2mi1e9qwcHcFIZTdmvWJTaec7oTcdtv+DZo+flcQXAF4Vr3Qed2OUTJOnoh8q+WrCWXd89WkHQnn6wrPA3lzJ9XVVGzQws8DQmbtPPA7bVoRl8JfX7BUmyisbWmLO5LidFJJiPrb7r+C23CfEDH6iRW7+qa96lUAbKLwf1XqCsJ5oNHwWWoghdvm/KctaJ0m0amvEDkO1ZEKgd6UtH3SopKiJi3QOVXsZ55tmYBE9Mei/qPOw9oHgALVn6Qiz/cNqB4/1CWEaQCHmiMQwDek8FI/nwSWRduSduvkxgIZwt/JFZfrBBgraIRCmyPVxDgQVhveEP4e9nT9ymBuBK7lA9LCI4Y4t7ZCu9YXyQ5bCzjCrsjSBymZoSuDRZ1eOg6EUOpZM98YSIuSCKhTKLtPoaBCEV4kz7vxB28AdtV7UaYrfcYWQoaHxYCG705IPVqVaihWR4rafqb8RpPAQeBfRXgA0gIPZ80Rzih4A2IS1/KKJScmBD+FoDRRlzYLIFCxL0azn7TuaEUjnNJra44FoWGK9sF3Ae+KDAVS5x1wLdsmZ1jgpiTMO+6dTnI4s1IV4P0jiQrMkgMCE2NdmoAczGqucxZeAZjUivo0cF5adfYNcSA0Oih6Fh6yB7ds7RF6pAmsM9hgWIFEhHrXdlSKZpqwp7vrGPje0XGsCFYILTADHUogSoDvkxImnArqozXH+gpiTR5H9/QoxqIrcL1gD050huUmBjiCTQQrgPApDXG1U8xGP5rx3fCfHZiQdyOVrQUElgngowIl3Rf4p2wsQOo+xdqlIQ4Ewdevnjrg/2f5iRkbIstM39AXpsJAUV7CCaOAZXzdhzwevmlqF2NIl8IzLZ3+0f1LnvoTvXy6oukgAf+Qx99h4Q9YwP8nnAsDsOq+bywI0wL84FwQhbu6CoogaahEm4ZQby9qXMK8Uc7NWx3qzAigbKdq+3jCTWM4aYDjAnwb4HmXFTPFyucRYHlMAr7hCTdVowWPA2HTwOQiSmEkzL0EV/EOItRwWOo2oJL1Xqc35F8Ud916bqXTpKpDaA2ZAxRHCBQIjds8v7wEbuIY2dJ0yfJ7wcNVfCw8VwErUlzHhYAEXEdFhBb307Ck5ye+oJ3SHIiGuwCcvsrk9Q1Bm1PRQhKlpDr918cs98wKnPA2Xf269rBYAFC8oCKZsZOGz1dCni8VTo2zuJjHJ6rW3jEZjMTzitqH/rAd3hbg6vqkrycMq4xSg0i0pEIPPSRWO+kqxyduygn7DGFgQ4U17CPVo6kswYIZ7t1MT8xm5i1w7WsnXAQnjyb/E2teoVJVHAiqi70Hg2iNkx45Ha75JaOGu9FBGRAADn3jg9O8OgzY4fTYzL++7JWh20Du1ieN6om7ekHovdggDcs/+AOYRsAqSxoppGYxglnDFsSB8K8DTCldOOVBgflN5aDAstdJChfHKq4jec0A53U8mIREVlhuulRcn/nc0Z+szByoehdbNT9LyurDmtW/BNp5sua4WRLhXKnlK68+uHJimN5y5Ffd+DTBoJmi3lIuhuC1V3DteZTTYqhnTK4u9gOf6kdxGNq/uvzSYGbx1tBY39C1azPJ/DUZjCwsBkMji6dfHUmf7NdTJPoGRypnHZXFwl7C6R+/NjySn+uVUvb2Ok62f8zNzkkppesn5Fwo8U0GipTemFyQUl6XF+RmKFyfW/Uhu12xsGJA/xoOjg1Yfww4KpKzk8D/7IP/eecOEgJnHvDwMx3rC5Tvg6lIMQFSDir3Z++3+kQaQFf7Iv+lAUfpAc1GBQZJ0ROu2+kPq1WfsFgdaeKTQB/6/dE2bWh0XhikPvIhMDXAVADTDF1YVRMNPm1qJ7SXD/Ogngas5rc8rZqUHHA/DxRNtR9TJGDdotjrpCjk5o4X1gBv3U4UsefGnlubHTtWWBmwnlmbH5v8+9qtR4yOtHB96voVefKKfKV/TF5bPndOBkhHyjk5mVh+aXTz+uLZ7NyEvHPlnLwl63UcY/KOlNlq2L5KRxr/7Uvjjp7Kn1xdlgHZ5Tkvuyw9eT4p8/Kl0ey100Mjq4syKVcXB6QrT/YNZRafH0qtfq9/JL/YP3R08SWS5Y4UB0I5GmI1lmAQnTgeeTp1PP+r/teoQDjaN+6Qyi8qy9Ine3rAk6elKxcHZF72D2avnR4cWV0MknJ1MSld2Ts0enTx+eGRa8v9I/nF/tHM4kt6BUKsSbV8oZQ/nlL2xw97ls12SdN6VRSxRzej+g0N0MNgw/fvExzRLENT4AENBiTXzk/v++cP/5Xx6OyhD+x7mT37Dj1obqcjtaBz4T9/TEopg85H6bX6CoGUY2FEyZMXti5Ve5xeE3XrFGaF/yK2fvvlFbDD0KQTW2UFikanpzuzFg7lwzs12Nv6NWanp11BqAQdCXfi67tjNd3BjtDqVK6rt58tywtDdn/LOOLxyJ1v+0R0KtetNO9VAL4JgL07Kqs50e6J07FcVxAa3lUJ0t4dnQ//bU63zbHQ9gl0CUEvz0IvwvZch1rRufBfB3nHiY7lu4FQkaWGF0HK7KKSZlprW03nsdYNhMAkMpU0AQqW1UUlVZoKt0SJv2lbTeex1lVHsiKhhWLBjp0CpBqO1w7VuB0r6AZCdSkTAE6+XcaOVN6MBhrsg+5DJ+9sRgqb8T90U8fqXkL1uE/oCVb6x/yoo19zO+oGQtWc3YEulwVpIqA4S6WnO8hHTXtr56Mm6gZCAyewnWXBLl9c7bVt8PKW66WAJxXQi/xW5O28LeoGQqNIJd1FHfPjB4EcziuuBaV5LNPwEmKp0kljnhQFXe0XZqQXna98UkoZIIeycYtW9gsJGSSl7BXJhJBSOjDgJu0xryqYiG0G2JVhm8BDPoe0AAgScs3ebhWBtqrApj6xtzQFzE8mxgdMLK+v0VUmBnUBQRpAcIYNZxrA14o4UxQ6F2ogf2Qe8EiEIdpOCkaxbeFuxIm930Bd8MmBiTvg5y4sIJgATwcp5FP0xI/XxvqYkJDz8FCh1LeBCYnIWIu1X+zZxslvXXyFgsU11hXsvQC4KY8A28ltx8xtNTyExyePBn4q/xJhRDgTpDV8BxAgRQtpbBN1AcEV2MyrUvjvVlcE51w1BGQMOu8bAszysmhd/SwA1/Et+BFuuFYH9srlrY1ruoDggCaFFigjQXQbRuV3RPw6NB6VJslJsoM6eCyta2Cx4lkQrKvABwAfS825W9XVBQTb0KcDdB8jVFNZeQ6D0OxtQJj2DgOkKZqGCYKz66Az6wqBj726gQasj+lL9pZ1dQFB5DcNH6M83mzbEJBEn9pOJfmJAJBg710HNoXNdEqiAN6Adv4WAPOTqemtx3WXwgcP05WvRCpNOSU42LetSAiGSriYnPTCBaA0iw8mveBmVk45AEz5JUNsWVcXEHpJmdgWpLEA4dCPcuJj29k1SJy/Dxm6z7gjoPNJYQI4zIIintWtErCpr/ty67gBXUDw5Ap7EChfCv14zb4M/YqtNAdmak8m8+cg+TApMoC1z7IIciFn5MjiHdYErGvzK1fRx3cBQnNvtFRApR8fHrITQjWgvxwP26ktujJfKrhOI88WUBJQukpk57fEIYEcUVzDADYokhZsPjwjYGtWIw6EF3uT+asre/dvrJ3ee2xjZf4A4m37GEtO6ehPVgZkYSVn7S0oA1/f8GcPHFub/vMDz63NJo89syIPHHvb/j3ty3/z2LDdUKVjShFaJ9gOUHpIBQuMDzpgz/ba44vgqe7I2Ek7tVXz4kAoFYOM499wnr48ceMMZ5++JLCFrfj2kI0NX/bfuOzfhLPZlTuXzkwyeekN505wxrXxPd4tIO3mH9IdJAHhUWU6PaCBqeNoIE8yMnZKA7evsGRPmNap5hYB56ztQBDcmA+lPYFBBrgP+oGeOgbLDXXlDpVdcABofSg1nJhdfWsfMAinVAPFTXgwaISlPjBlk/DAcacSkBSDuNgCj7HnPOdcCXfuwDPrs593tgWhx8iYv6mZL6vPa9bs4am1E1jfWnhg3x4OYWGeYA+Wyqy2hxf26d+0vmZ+f9+eR1ZmLVVT9ikPjH7t8MtNAW/zIwkXSJPFRDLgQ6EHCrm553z62fByc0KhRz4HfP2Zvzn9hW+Lt+XlN376Z58dfepi5tKtS8/eqFYWY1Ox2D+6efvWXFaGatN6mqu7C0oNjy/U35ZD/0HiwvAI8qVR5drwUPb2hdHUapCU+eWhEWdgQK5emxkaW5ADfkrKYDCz+Hz/SHYxGEo9+XzfyJPL/YPpRaq6tjhfYTS/2NNnpAWh2rSe0nV3SmN9qfrb8tcQpM/c5EmEL52Mb7t3nOiJS0VA8ghhlzQVbY8Rlj6hqM3Lz+6oBrZNaeWU/gCzCG9QQ7PA1FFMVIxDZJ7A0J74D/YQrvpZUL7XP5JZXRZ7lWt/9OD4y8vSfHnflDZT47AYoyPtIlU0nmPlbjAmpZR3Lkh5J0qxs62LlmM1OuG/oJytq71zezK2ylCWgvfa0YVrAeipquC0meGt952P3lEjNdu9X7gacLM92Y0JblOWZvVp+MnKgS8bI2fu8lcoL2ENq1GHnVdTKKcW2oqQwWnrfd4NhLZnCVQEu6I+PXe1bV3NIoOthAia3ZDQDYRLbZ+05gWwt6EIajTtpzxe2lI3EOy2T36ri9oayDciEVuVviFq75pavJOx0CwgMaP/LzakD0Dpmfqk1sFgLWhWcG7Rxm4glJm2y21zZOpvLWBtxqhLCw1RG0g6eGaTPYQAaC8u7E6mGlKrRrSmAsxvsY/PAWyAa/kmQLU7yVBIebNdyW5kqnrUGLFlk8oUlDOblaRGQGcAXLhfVIrEpG6+gvF2jLJlZwcrzNk8J1n1twLAAbUJXChn5YF2b+oCQmC+Fep5anc85+tOfVqnrM5acHRY9kH/0Aq1I9WtyV46VQpPbjgCfe0CCbeVeXcBwR8ToaSqZgYvjbFe8+ZLm5bwBCxgSz/M+OsPpOqrqcl+atL3daD0oAlsWADlQHehqDiilr5aXanOVYcN6gQ8fwMmSBHp4Wzviu4CVlYEYUMim7iqYrZOLyjDjYVfs7tLCChJG8pdLg/caeUL240cqaAtcAtIRyxRSS+llE0EwXzpQpjkggOSADNAGpSeq/ktm+hFxRu3AG9UEHa2UGrjTzpEh/65Uc+zdwUCLwsRduqfhPdrvs/wusJKwY3cY085gWHbBNB7FgLwzzRWcr7m+gR5VwDuMXDRgOI8OBHbmCcPF0GAi9M8VXWjX+g5rdYto/OBl3Ccfs660WwiYcgE/D4xiIpv4uVaWXZ5kTuM1XN1FUD5IbyCDay78PrmuJcO3yg4G8r+tRYzeTf6hV/q10p8hfIvKYV0+7AznHJwFYBAt0FYkPJNT8OzqAEX0SkpeLEQOnrnBkMZvLPkIeQ0MO9tynFmhQCuYpYEmxagJG7ZTX7Q3egXGNJ9fs8sM6YBGQdOCrCM+XCWMoRnIULrQw9XCqdxIZR60d6cdMW6DTwXhXc898rb+fIy4BXxlDyAJsHDU4CrfLW5Pd2Mhc9jbNq45VnV7xXWzyXI3l4z9OfxwZED4PreEkDRtlW3sZZ1Z1qdF/PhzYQAEOmDUTbhueuj0X7MDgz/d3FVKu4QO4YwdfxLpqvgVXqFDv4kwOC5xJsCIBlaBDoiDG7ZwmQtMOaTJ0mE32bd+aACSLLAD03gIZyKZ6nu6wShDaNAWE2nknYBoQfHcs47epnP8VJ58AMrCIj4Sc8aVAASm6BPA7YIvX6q5JsiYEmTWMCZsB1BIkgxbQM8zcL/dNjRJMCsxzHnlA1ITSKaTIe2D0EOeiBPVRc217oqEDKHQXneDlCVAtg/DOtPIPRGLkkyik0RAVj0DwG+5luOnAQYESf6dFs3wrwmMjIIDBK7seUJzFtCoCfS5d3+Nzh8MmzfLaskBOD6psZxYMn1e2B4CCu1ULRqa/E+Acr0qBcu1+afmoCnexsLFCwA2ecaoZxYmhuHNr6nCwDd15oDAm0fgm85h/iHhl3hWHo2ezW8iRRPbTghB+Gc0nQsKE0rKB6KU3boqpLrMa6C2wN4HhFn4f6pnEwDJWvS+C3zS9HWSRvnBTDAN7zB5v359iF4YuEEBhqsh6xqdjql4560E1M8LIYBFviky8OA4ZRLWQ1TkpNRXFKB4wH/yQinXBf0l4x5Qsd/A5LzQGC9+0OkgQmYpGWTeGD7EMIocaYAp1zbW0b469vWV9MAakLAMKTTVTaiQRO3sCacB8asBQA7Wrkdj1veUGVzZJUZInn4xxvpIQs0ENGysU0IS6cPFDdyc8fF2kqyWPgGgwHBFQrrtjy2lpvPFhUfywH4VbFH+FQ3EkmhIUUBcMVIxYsvfO8eFr70jBpZsItwSPj3UwzLqiquyCsK4MOgmRHXBCTsD1IwGznuOBDefO7Sb7h/+eWzG5fP3Xz2JjPH5NLSzc0vXyI4M3nmi3+CuiI37ZWZh54hlzz2k5WZ/e+s5b6+/+rK3NjxiaXZb395ZTaZpmF5FpsnVAs73CFH04xNP4OPHwMYUuxV+nkNQBjpX3ghKqbh2o3Ni6eoWne/UOLiOXvCt4XqMY+NIekB/ACwA4Q/jrx05uaZ9Fnh3L58JoPwb14+G9iTHr4MFhpFj1qxT3u43Lv6QiOOxNso/9up54FeJ2TA0gDooq8q4vtGtVXbgACDmIBlnTKOCHTzZZMHHp0CwwV42K7kk5V4MwbY6iOonNAJoxrUCRolZI6o+iCDwCE3gpWKOEer0kQBkRtskdzcsQLyeX46y+Y6czVv3ZpEz2Dm9uKrI/nFmaHS7StSyju2zMrrFyaOyuXXDv6+FMFEYrl/KH9teWjk2vLc6Ob1C69NyOXLk+O9y3Ne/vqMXxZ5lyXboUuWJ8XkseszXundC/747eWBkrw+J28vB0l5PXQQ8sel9MazUkqZl88PpZ6Urybl4oB0rsm+ZFmyHUvXNjPWmFTvBqZIv7flsVVe9J4KhEi/IX2kDMY2l2dGRq6d9jKry0Mjq8sDnlwckPnlICmvSR8ppZ+S0hvJSimlK0/1pZ6UYkwuDkjnk0EVQixdW8ZuTDpfd6eC3nJP2OSE49RcB47nC7zLaHAOr07BouEPQRh0JPIC5wOGJcBin8BAqRFJxfgKLahOFxIkpJ9smc3JNnyFSgDGESmDsfzynH/02kywuXphaDy/PLcpZVK+uyzH5PVIL1IKFSRjUsrw76KU8or0vihfy5a/QncQ6h3Ngl7pj20PQkVT1pYqyhxvrPYHulXNMRP+61LL07AF10nYLfM5ok0FMezLyznqbTiN+rhSEGNSbWmH4ht17TFa5dmyks50X/kiYYexT8pkly/KRj5bQWgTqdusu5tvV7rJJSG+uqeuYUbN9WS5Kr9VzlbUUqTekGjFage0CR2b27INNcVkpc5yb94SwpGWqdZWxULaV74o87ROq1xNYrJGaqlsC8pN3xJCSw1guIfamsqGYi0+5Wy8GkKqeV3QZKK9FYTW2t7GWD3bp1pTt8pl/URXnQOcVqmVi7tkRlJL1SF+G2rmhr+rpNd6F1Y/aPlzvD8QOnr7VH97Fymqqsb5SnptI5Vd2Hh2RUZTSovhUTIphlr2InVa3dru75aTKxW8PxC0dHRhVpL0itO0v1KbNYCwb/nwrx9tXoud2caU9wdCQnR4GCmAwAevTr088SOajqg711T+7g3ns5UrUb7QcUNNlwUwIiELwHRgVjMXq7lDep8hVDkOo9rBjepFKEuTPwI8S6kM9dsum4IcIJsX+Lv1FQKmyz9nhX3wHKI1wAXcceEpEwDScJn35jnDCkV+Ixrpbrmq9xlCZQ1QTe6QqzdtcmGFBOXfXoeDng2AQ8Zw5wU2HojSr59ZsZg3ylW9D+1uSRKXMzhAvmJwtcmD1fMmHASWogIB5Ae4kwFwezi1lvvP33YsUc54F1dnB8FZQEkzTwlwQNj1TIYb/rOBIswLnGIGBylK1UFx18bCQbGAD6yhSZkJOR7hKsL3wJePgz0O4j6Lq2DCcEIM6E+DrYRnPftVbvmufYUSQsIpLiOnCPXj9rlfeicndNCwgVkLHEgCCj5WIDd0EvxduG+rfq27BsEL9y45O7LMEkBOd0WFBZpiyaOIBB/dtoB+kNNY8yID61U+9q5BUAMCTQ6eEchy2JpeYfyDgQdToNIDPbaWx9YCBc06tTIOa0MjBv8wO3gcUF6q8lh3DYJbcNADBNhgWh8Cpg9dxsQChZFo+j0NKj4YGc3GuZjmfxYmZkYRQa6yqN8tCP6fKvhGQUo4JT3L+SFIHsGyQxm3DfrDHuiofcAf/Ok8CdbzAhfr0BUGB75SrequfQVd7ffMXLGIZMTIYgMGfu3G7SoO6IqLhmep+uGTCRUSy+IgypVHvaGj5Xx3b13QZM6y1wFWFEoCAnMNBUsQbhAMG2S0mlsnDrgjE6d8lBdHAIfT2rWXyhXFgVDHBXjhn7nJArk3ocxMxqQaNm9Qt948pSoikKQZMkJe2/U9qPCuapkD/IhiE8q+MlGja/b0cSBcmjtQXHP2HiuszTz0zI0VY//G29Nf/u7NpTf+xTNr0wNvPbMyOzbp5ZzsMzhWkZxxfGN93i567nxJFFbM4xvruQNRm2pP8Utr2tIn7jth+UVm3BUTsGxEGGhVD48Y3lfmYofqGxTUCYFi6dq+fOmLl//HG2e+7Ixz7vLZn198GomXtsX6ucvinUuuf+dvv/ufzzz2J7fW/vzHv/E7b5TOZi49/bnf+Om/e3q06J772dl/euncJbuxTs1ELXJocALPGdBNbPCE0B8Inz4BKhqDigk0i/3t7Ue1LUQmKDauGyWBCbpLNnqDkAE44zdyATjyLe8Gohg45y4XCxdta9x1miq1UJSEcFDzv+CW+4V+X999hiDcn1rT0uKtlm1UO9y1JQtN07GmH3ziEe0Dj76MMCxh6Q8+YfIBM3RWDZFF0eweFw8ielQTerRHEdNhKNlaSghCUZCp9qF99EXABRV1D6xAYf1lkQEbE+TkX+WYLwIHil5uTvg54RbWa8L+biXnl1KK/pH8tQvDx+5cv3Jw886FK1JKGbwrr88F8vat10blrbnRY4sXhkfyyzMHvdsXBo7lr88dPHb7wmvj49cvDI+uLs+MjkVVVbxIwoRrMsgu3pJZeeu1rLcqXzu2ejq5KU8Pj60uzkgZDCS9rJT+CL0y6UoZDB69NjM0ll/uMZ9cninrHGKpSJbPbZ3neox6aiAEQ3kZqtSy104HY3L5pTF3VfqZ1dNJT57sH3MWB6SUvREEayBIulIGI2UI1EKI05FGrC2zMMj2Dq26kQFwwoHk4AtQQ7c4hcMGiiaAlbCDWvOGYuoAQkO1QEmfYMe6tpaU3DJHzVdYlTIpr8sgK5eDMXn9tax3XQbvygvnNuX1uezt63Mdaul1am529bCzma2zNIyFmHSu4X6gDsJuMhjG1llMEV3Y26k4Xb20oWJ1ElF3EBrUV2tNb+pI86JF4kqLtBaUBsjUtXpXvsL89rKLbVW2UqfecoGGI8ViQmj4jfzoZdHXmCQGuVCv7LDrHtff1WQ8W/csZC3qBPQxIZxtkSYz+A7EVWNW+RozLJ5unS8DNDkZV6hV+NV4cwL1M4iblVIGvdJNShk3qu11KatmJFJKb6Du8cnKdCNlnbdovd9ocxjjmDOSbFBVumVDZaCie5ztXEejdsYLKybqpaLuYdujfcya68juvtvhnAFFJzzNNpKHbBFyw2i4dwECQdTVy4LuMC6lV5GxNPTSgZprXwBxITS6PayWAF6P7pRTmNsP6Fk97cenqXSzBV5EteriSGYcL9CW3yDVPy8BrDB6O154pOQ2DS1Uass0/EjbCcYY7yt4Wp3PF0QxQqI36duI7FWhz0T/Q81UFb8JFRebZqp1FXajpHjv0/F68SojMitrf7UNFECJU5WTLF9Ffd7mZh/AtDQdoIVXYXuFb3TkTLyv4BqWC39YeX3Z/iGybzOYpmNY2gpVeCRC9VlugdCQ+PmiGz2wAFYqms4OjpLWBhB7RjJxeDmLJDr6LRIphAYapfkuDof1a3wFoNlyqpbs6lBUw9ZAdQaIB8EZZaGUMUUgwIHgyXRYSfiRnShX2W8u/AXrB09zQy0BfAqicfDB2TA5minrHE/S0q02BeSt6EVyGxBsOOFzkYINNvjfFICZK/9YlktQs/jZAHUOky3JBIZ+IWrB/xIeH0GkCxSVBvog3YCNGqfQYCO6ULYBQSA0L+mJyDDIGwJ6GQn7c94Sr/Aur+OFXHcULzuccNtT1gL43ehONSoPbJC3jGjZQwM8n1u8Io1S5HRo1c3xMcfCuAzdhIAT4JrkJDIaejkQeAhc8VoO+JeVljRTde5UimxGPMKwFGEVUF6Xg1JWRH7pRuihJfzA84Oo0iwlCxLn40OQKMHg2yizDnAKHDhzng/7YYM+qQB5yQYyOwLS1zYoGlJYLWpyqnV61a4W2C4mYbggxSkBhaGgdobzsG3h++sFB8ATuD4okdFZvK+guD7v2O94KyVRtgu29pyJuqymSn2NgFurAUAAt7juFavzZ0vysLErM89FWRIhPDdUQY34dg3j6BpIzRt2XBQg/3DAOmtSG9wGBFg3dX48bUxABgRSkMoDFAh0DV7DN8A3fPDRHXWeFWuLGqdzDrOhaY6PfXM0UtdGXhlCOK4cJwcmpDFFEdeww32nis/8SKWiWBACHIdZEXqW20jCNfOUZ/Azy39MDwyueqZjrX9JAw8DKXRbiM6V9mJbOIS/tQCkyAGOCQQDruZibYoz+BCE3P68fDViyVXl2amMUw76EfMrSMsC3XjGEzINOhiOdVXHA8c7iG8KXGzVGQdcTJseQ2wppBBkxQJoQvXGYBxsC9CsoWfAAM+ZZF4sYYHmnGd9U0CvAFhjvag6w7HtVAF8bLK+eEZoLkDxweqyb5D/ioEll7CEtuAOhiPW2fOFrQ1BLaWICH/gAAXsxbwAG9MlPOnD57pue4AIfw2HkD+wH/wmGgPrxjYgkMEs/r1UJPP7wsb7JiJ4Ap9+ExckAoHOvAk21lTCnuzZqiMVYD1PaGExwVU2XwwGp0E40YlWtvhSpsikW5mJ024hPI5T7z0usKrB+uNse10Ph4SvvPZFlGBMuqNjXtaRtvQSUko7MeYFDCxIkiClhKD3wgVvuGWspGoIKufJGQSKlEsDpxfFFxNOeggSMhhQ/IT0xxb978FRux9rTG4uKo7i4jFuZYMxKWdCv7Qo4Flcad6AQR+//Nye0Axt1AF4mN5TAH02CpiMmCIRsgX6mZ+PmB2tIsGQzxKNF4H4UTAfHvqHcQINsK99F1A2WHLwSv1DwyQ1eTr8PnkjPQiVfXQsCHkvQ8JVH1l3R1RAOeUi7mc43C6bLr0IQ2XZntAg+OJUYIy+qh80WlZlVy+LDCZM8P9i8C34glgQCQGYE4lBcMTrqj20cV7wYXBJqek9TgIUEQAowsTJlOuJuV8Q+Ci2oixH/bKX/vKzJMC4OQSh5/Ogqpolu3fCrCm/UbmyKlcGOH3D8HASiTmoDyf6vhAy7w7qz0ri8MPOn/IZ0nD1I7YS+oIPgwXWweTC6eSLE+W64gwFZyF06ugNhT15f0a+Gz66FWUJY5P7A1I6Y6eldH5VetkovNe7cyKovKU6FtwMvV5WSnnbHRPjStmvJPoHSSmDgWU/K5PyWk1bfCnD+yuViuJAcFC80ezm7QsDyrvSHmZ1+cRBxe1lVHF6GU84A4Ne1kmymfSSH5dibEC+KxMyf2tMd3oHfJxeJiph2CsQsm6mVwZRq6b8XinzUkr57vcPbsrlOelMzUl558rchJRzclVKGRy7IC+MZqU3OX5bvjYqZcXLKy4Eu5+MIvpJJ0Qf6QSDOAkGsVVSit1DptfuJ90rhhUJSekkyShiGCeR8HF6GKlCiF4cDLnugJR3LshNKece8nrnDj4pT0u5+vxoRp5MeqsLM1722szQSF7OBEZeSn9kWb40mJX2UGpV9o1kZX+yDCHmjGR72BCEW1lBFBkRNI401FBVy5eXPwWvaaUOfPEDTN4+w5216aeTHk8H8wAUHdDCGOg44LnAo89EpcwdRSPRAR7AUHngIbQTv3L1gVG5vDn29+dO+w+/wPRKymB20Hr4w5zy0zxkPvxvTlhPgaaBAUcqo7ga9EVRI8sHh3CmrgrDLPQH9gGmpX7aIAOvQmIBnjgs+OQ3P63ytcOCKbOSP0ZHckmsyn/oXbu1VcamwH7yXDAmk4te5S1lL7Fg8PbyFSmvX5Gb1+WcfPfWXNaRV6SU3mRT9M86Wm5KiTUW/K2zhLT16Xnvtn+Ul1I2xyZspJmmlFhjoW3cwO1TB3FZuNBsJYwSzUm7ao90fjcra0klozlN2ekJU7Wk7fzwudVkx8ebn7Ibk7YVZX0rkrtwbtv9nR+vW81pu9qRtmBO49AHOj92RHPaXbTZrlCu5nqLD7nQIq0bCO2Ckda4q7ZxDW1Njd6F7bXoLQ/r6QbCn0T/S40PnMrVds6HaWqX3TZrsVWw1S4gyFAaGu5p26gm3W3Ut41jQL1Wo60LCMVK5xXQ4hiYtkFv21DTTCza5021SOsCQmUB9QS4zZrOS0A58nes+uqDWJV+v8PqYrdI6wKCu382vAjjRdUcXw9EUURj2rXUVFMJPuq/VGrbqJaK0C4gVBQHKqFzRD0VAWZF/Pp6ZgGuOtWUthxDf6vELiB8Us6vkSOS2zFo1z9e12jjXd6GrpsA8+WQr9pg+6wtafsQpAavcYZQp3a+afJxBmmjaGtDtgUgbovwNuH0bqd0V7HCdMayUuQilZ5sXAQsE+QPt6xGUp67iqKaWhLA9DbO66KrWGGGVzQC/UyoWT0VNIQfKGEDv7NlNYGASxSBY0B5WfRtwNrKcKyetg/BMxFpf0AslUyQuh8aVldU3b4CBOktq/HJ8RZ3QII0geOCaMJ+ohDGUY1JXQxnS/HA1G3fgsDw5q0TtTzRtAr4K9IKG9aBziBwgS+E6/MJiFZ182bgbKM924fgCnjdOzggEOFvKan5CIg+gNnAIWhvGAWAX5LMQ4Dlu2GU21B57dnOtrZO3bB5/a7FxLDmeYBpM6mBrUW9WZJiA89k1dLcO3TYQxRLBQUB/iwe4ab1XWxLmm4li3iPIKyCs+Cu+7p7AzzreQcd+A1h/Fn43JIDYPlcwXCh1PYH9SwjjALe77jGmhRQYOKkuMoqNm4RiDkitg/hPNiOMr9iOMPgyrTlp0B5S4Y8c4C4CkeExzDMw1JbPlRCKhS146QvB1C4yb/WAAuc8TtLK8QcEd10JCnUqyJiuZ5xFA9Q/Y2Q0/DBUUoOrnKWpOjE+ysf6bP8i+AhLh631pYIXU0GVyH7fxh1D4zGZdm3D0GjiPYmIFT4hvsdXAtO8frHYMrCQ1pqYRMOogdKp+58S3PV0FrB/WNfBbC9XmnCHcED4cGwxnsEYYJ1dAFJNBBOeUvuzGsIBzddpC+3gWN7qUut4rSXSQP4gQMuUl3hm0dAut5zeP9/9v4/Oo7zvPMFP9VdQpeUNlBStE7bAwIlmTfWnpMZtxKfBHRAdlFhEmVPbkY5e/+YvSe2W7Zv4p1JpKbiWCBNsl+QDElnNALsyd7RzNhCO8m943N2NlYymRHtUGKBYAxkxjE7udl7lAxMFgiM2cnSZAHsEQtgdb37R1X/QncD1QBIwAm+5wBd9dZbT73fqvf3+7zPE2ccw+gibRvoYCgGOvARQMYsmAws6cc1gMK4ABOmwCyprOGXowA8YwEsVczKaai89gHAGVb5vEW/UCN3FtedBl0NQQ8ZxTJd+qQXQxFxKf0+O0WfFBk56gzRS0LGpeWQkH5tZWE1POY9OzEqpX0MYKBP2sMJOSkt6fdJ6axWJu6MDe1f2Id58scKoOO9nxgq+Hpo3hBBsLKmMukkQAnW69siS1Z7BjgGabI6PJPiAB9ASUMfCSdyerr+CpYihZTSdslIJ0VC9EnpDtojw4PytvSxRkAZkwl5yh5cy02PT9wjI6W0nd64o8hMGxc99+srGAf4FeBRF8CIu+GQ/PQzBjormKdhIIfGIcw2lp3r6FG9QQuwedSjB6tJl7kbdD8NOmiRAnoXMcG8EqzDGj8YHwVwUeJnz1vgMLTOzgxNCY3daNm6OasNYWNfT0rpKlK6Tp8UstFrFuv6eKpicDD4taRs9QLXBZyNT0Y/NAAJNzTJa4aBTvSp4Ub1w+6GaauwyfWF5Z+1Lg83nC/qXcu7PrCpFGx+fcFkuOm8e0Nom2Sw6cn5HtF8nlxnH8b9wCYprJ5eq5qjGo9w7/LT5uYeHuI+LZGMR4jjFrfmWfeJghMplrklz9rSFc/usPwDm18gZYtXPLuE2m6bHd1NZsK2Lhd2skQXZTdK4+LWTljxjIAKDftXFxo15baNQnGNa06bsLJo8GNnU7WvB2wbhXWtwK5C0Wo4eRsKXKmfb6KPuAnUNqXW1QRraKMS5JMI969KecVXpIcU1WtbunG+C4jaUbrlWpsk+Q3LYefpwYs39Au2vTi31j9Wa6RGu0nCT1FKBhPhwPZRaKuKEKCdNWMzBjVtpP8ZO90w3NyujFTdWNQ0RDKgYbmzgeVDhWMAXhkk3l0ss0ElfLu+QrDlvhlB4mseYassZyCGAB03yE45lLyj127bLgphEWh2/uoAwUzqCjXFBhmOqWT4hwsn6TNqd20XBWdQwGoVEp1iWFeVCjUNsBVo8nSoLYLaYCN2+2qkcDfKd1waRxd/OHoaA5CfkIGfHKBhw2dQk86heQ0Ge7eLgh7uHfSWKTJyvRqcF8E+ZFuatiXwANeXx6oV7RCAfAYdr1gTtV0UkqY5jgU9iPPSu8YSoBgVYsHnsQx/bhTeBRxWatktnKyR8NVtN8CoguWSxV08K4SPFTg3tT2Ow36Af2ITC8u3HLKDZBacugC7frhNFEwwg/pFk56nBk41rzCDOAkCRM+TQL04CAjWY/AZXDV9t00UpFnLCD78RFBQ/9PfmEOongeklK9mLi/bQQzTCNtiywR0BPSw7U2bjxPW+66numaKGOC5qUNocFygoljAMwBpcamigW9Q3Srno9hOTdY2UfDMf4/pZ0OFQf+DIgje6+G6eFY4QgvUj/90cW/gAD1ovQ1EYASliu2qkUTM8ssCGEfDMnnbgaxiLYOz7IInZmHI1wClJ5Zy8e2wkfOAv2wStW19JL3yE4uwaOGmHRtkCvoHvHEEomiSpSKWS7UU6gCUsgBIzbIb1y62iYLCE5cxgGUjtCfghcnR5hxEoGz1wzf1IHYFxwOpCILOldk0E7ptHQwzeLZBQYqYddoEMNR+REweBAVE+mBgyr1YKSeBWJhWc7WkLdDX3whiCREjCY99zxS9TxqTlz0AGwOMSi+cxKBPjFpAZeiv9ANzoJh/inzCBgXDaHr1Wz2wj4a7Up71MlJKW0JGkpDTNddo9qCUt+WclHJUSintPoe89DJSji16g9KRcsLJy3hN1Jaa/tsIlqWI5WWw7zek4OSrF6eklNIZdGvrd26fXJZSerIetP0UAq9jwZyMl5FStqwdNu6xqqkENOgGONs4s92CyimxTozFD9nBwXJ9QWxxJ1FYHzUKjWHbPo/UHYw2Yd9nFMw2Yd9fGclv88a/zzJS29R+f1Foi10KOwG7FHYCdinsBOxS2AnYpbATsEthJ2CXwk7ALoWdgF0KOwG7FHYCdinsBOxS2AnYpbATsEthJ2ADe/+V580tT8ZmsJGvULC3OhUbRFVjoHt0v3ftPuFdYCMUdDR7i5OyOXRPoY0Hm85mpR4ENmKBYfmpVfaEysGC3RYYL+wOvWGCNoC/UppNK4wDILdkj1f36P4rxDBotm+xhiJ/J3RjDq0jQtM/3VNQ7JRoDrneNt6aaOfCDqDJidp68OtqY10iNWc2b/UohDpaUTPl5Y5XKhdz0faHNmIDFHpWJ1W0NwbXEX4tH37PaL7iXXVhpLYloKKIteSEZW8DFJQXzSZNgkqw5cyIbAvyIlINStBvO211EqomecpYa5W00KLkRmr0D/fZ+Wa5Ahp8MEXDkgXCbTUHKqntzhvHhhWrfklvihnG2lCjlA72T4TwyAM+XvR2wddqCWjaERPoExI4PA/e/4LbGKERRui/YAvaVTfIsd16nSuARKumulIvTrU3sQQGVxtu8V3q5k+lYwlgYxRC53A1VGXoUQWUPZDCxq/dsrJwpzU5RTCxnFU33wCQ4DNK6z2bghf5M4hbro6vOBC3CTRtbxhBJRXUzqEkiyGBsI3mu20BrBh41bRvhILuAJT9sLJwKgXAi26cVrEx8BD1XY+LtWQKfKp5SSSmkbGGKsvTAKsAuA6lqk3sjVDQ4BJ8+x4r4Vf+dBBudLyjDVzpVvepVYv2MpgjeDpa+jIFAlcnapjjAVy9fohdPemSQuAGWScDZkm49muAXXubsq5JPbqGkBhkgudLs7Gdr+XExMX9k7lAR9vXVtupMB1A87C6dPBURS23iDmg6NS377s45kqt91dp6+osgETil4mdw4nZ6DbBzpzqrYEdQNMN06bX96NS37eggvD0DVHoq6YCW9rL5l2/KrD69GUVLtWcVneCg49Kk/5708u2AHwViSfVhl6tGT6FOJWaGeYuKWiBjBUAs7kKkuBguRXIrOu0WgDv1bEroDmAAfW9dkb9i1wXrpGoG52xRe0QD5bNjVBIBOJdsOqb9LNVR5IFcBASU4r0mmIKnoQsllPdaBS3AHCaHCB4RdtqoNaQeFBdKNkboQBzowbooIEIv/7gOBB+ZRtrBdtvmSKwVp9qgNJnEXMZJ5UMt1UIMpgEGdarPG2C56urhASZt77VtmsKNiVnEPhtIOiTWSILOCCEjQVu4B2tGaLxxMAl8akgUEGKShDBobrlqBbbdkaSq7pegWTPrvqe3Ei74Nk+5JdQ7KbghJBxXY46toODsqqplmZFNIdgiuDhnu+WT2MB17GBJYEY0QFIgo2brt2iQJWeP3my2hBFo+AEP0G6VAvw/VW32hz0cfwY2OhuayffA2MpOFTDfYMySJynhQmzHCp+/KGyLDAIuMRBcZ6zajIEtU3p8iTVoUY0Cl/0KgxzPDlqYuAJD8Wzn1CbDK1Z4PmFaiM3ZBlNAhThWtUX4ZNScohJcCoChFt1SK2+pnjH+u1bvhM028o7GJbd0EjGAlGAREUJK6hIFGT+XfLflBd8YaNTwUS65VpHORAkvg5SmJUijKCItgrit8Pfnh6yCPjOggU+6bCzYHpw3uBa4IYS58AytlDsetFQAWIZwEfjmfc1EFsPPnnvbYkt6xbZFIDExaBKWgKJ8YwLI5gGZ7LM/LlYLcSuHyqaboX7qcB0zKotYXHJdUwsdMdEB/MhSjGLuUGrdmfF9EMn1Wnf6OmCgscbwAkUXBIE3a/CNRBhf+O2CUqMwFGohSKW2hkxk7oSSuPh+pv1Lta2MV9UweabwsV2AVtcB05aVE25S61mTMbDrL2TSBRc7BGPS0bPKGFrEL8tAKsMoGCDT1JAjFQcC6S0V8twuI7tTS4fMdFwUYKusqn9NwEzOAqwgnAQd7hTvefryLgqa90/PxiUCMBF1OZyoleqJgydAUxiDiqgM+NQd7LsA/3sVat9/lYO0vymNeLaLjha8Nx43rMVhEDGqDYTIA1ygIIATWO+2pf03IrAC7rD3e4udAaw7PpwU7WDnG14sfrtsXdUQLs+xKECulUqtEixb3FRjAM6iqr6GqD6gC38sKR6qh1DV/xgk16MuOjpBQOWzYVlE3dZtTxWYssCJ1afbYhEoWDoz7nC4XLwxkd6ACuHrtbbfh9P6D0OjklsASbfl1tNwL1cRsTCDnNcQ0cRQx7EjELZ0IEG/ywKlgkyGFtnzUn3OwOujRb0gNUSkKyPf6JlJPNh08GFoxoQF9qQ9gHjnJHUVpJA4IVNNTS0suq+hdHBo81vcT3xUPWpTgzIW6pqqDgcMgg7KxVdYHNpEoHlQ7a/jDWFc1M6Tl2Sha7XB4kRy8IHCGY/dDCSuKbeP5iw4k5oGkgXxDR0zQfvsngkN6M9LPRVEi6jK/9Ak4YOBgKUMAXvc0GcmjwnTQU0cB0ZuEEHL8bJQ754SwgxAkHnwHfRoKkXGbU4C0WxSAIMOvins0GobgHQB4qu0+OqMR9Lgx695rq8ilMelPlxU7M1OETYXYvRg44COR8E6dFAoPoMoMKoIiQ8/Nrvmnq2ltwcNgnCqY+oFEzl+imoW+vaUzW21mCItgDKTU0BU7VQ7vYJwtbMqiyVCibaW+Bg6xaYPFW9S3kNNP1nAA9+BjMGQjHEa8MKaGoyRlwo6AY8ZYEWGFYRQRZ69KVuKCAdEwzocSQLTIyvLJwbPLHElczSwowhr5fG9nzkww4HFBsQ/0cR3oDj12c+tP/wwthHj92effE7eYySVMGxv7f86fExUSoGkrOQsIcA12afgPTQx199lCxPQi7uJMGMYRP06FTG8LUMugkNrlUiUTDe1hHAHylu79OVyy9Mv3xV+n+cuzz01y9evXiL/OyId9exb/9X8c45WDjP8ktx9vwRF/zZN66OOOeF5XsWrNDPgiiVc7P5b/zB7MU9Ry6P7zmyMD4oyo70caQP8LBljEN1ZlAA6UTQ39KJXclBj8UPiKbURfsK31JU0O1vi3sewgIHHLB8qpP8Dletd13Hy2vpqySH3lDvekEXovo0U9fpVxCQCsZdI5znZc6fuOt//da/GvjJ6wX/cwuxL1fc0kSFmfHBMwsU9q/8k5nCGyaAZSGP/g3WSvnPOa6WCo2eHaJRcCGGZiCEimICMXQwf4tHn3woxijnHjefNB95Sle1x5+NmY/xHEJFqDGeE0I3Rw+xFxT7EzgHyRnj6klMBCajVNeAXRvnvP+QgzP7gie8u/6bPi/OvuxZv/bViodVEeC/6bn/40/cOr/nwifsX/uJ6zN6NSdFXFwyPg0qaOY3Pnz4u48dOt6T3Gd6N4cXhftsKlv+7i++8Xn/fY9ejvOFwtmF/q+YMPT1b6w8O5L/3K0DR1b8gaVRMUrvqMKB5VdO9Q4NHYb+//QDe5MvH/1n//7Jj8TM/zQcC7J7OnipQcOrWv/3MJHZr5pPnce/COB4/1cL7Ev1cWGUXdUucuzKvD/8KxvYkR0JeXlDnFi8ceX1I/PTvUN3pieGj9yQF/sPz5/tH1684R/LDR+zh3N2ov/p+bP9Q3Nn+tOTZ6v7ziPuOo+vH2WzaJOQsaYz/56X96WU/sj89IGn56f7wvCIu85XT5DfB8Rae7drPdXVCtng6IHsOo9khrqVQrudwW3wQDYL31o/SjBgaMZURPEPwpRHpOWf1QlRIGNFEv8gvoIRJdKqObtg6sWOcueDoBBlMXf1QogAMN6IIv5BUNCjRBpvOpMA8kYk2+kPgkIkZJvOfEjgr+3jqoodQ6EZsSSeZUeMe19TsmEojyWZ/FQ0VbkdSgEbfjRiKXqQFLrR0lDGK7mIUR8khW7UD324dnL9aPAAKDToG3WjBHrvJP6jwokS9YF8haVLZWdhmBHZ5ENlbTxB7IeP12Ovdd+GO/hXpJRfklLe/uZhebKv73PylMhL6eR9Ob3s56VctJXT/dCmTMYfRTzqSin9NmJDo1RO5t0Xz1eu1IIHO6Yj2pBnekJ6mUfvDHwgHfUdtqKFSBVqLN47NfjKVe68nZdSDmVCClJ+afhaNQX+Zims9RXbo8HRjgBIkQIWsj1D4WJZRwylAVDu5mVqpDf+beIwGgfbJNbbwzf7fyYz9aV9Vmbu1zdBoaZFA2qY1mx4rhEn9w78WE+12zZ08JydhiGGicXezfYMg9IoTjNXUUinw6c0B2dZDaVKIWJxrlcmllLvPIvAxX2uR6BBXPDQJ9XRUyr8vIIgcBIhzOBmE0DXrjdKHYbHQ65WNcxs93hdazWBXhtuRqRQtmpeK5pNYwsgp2V5PAjNepkPX4C3frWqhfFXPzFqUW3Vfvhb/v/eKMCrrsNaSoNAG9hX7SBZDAFPvfeRrN4pbREpBD6Y648IUa4FeiDhjulz49NgfgdMqAgc84f+KeDwR/j+AuX+RqkWLFhAo1PqYMLarn4NAcCMMSueqt/X7JEpIoV6/rcaXFiIwOer7UIZfBMqwSu+8EZNvl0M1rWKAJebdTF08CUQEw3h70KgbpAGCJfgf/SzLTms/uGiFedTTjSqm8eNYLJAVMeraQByoY3tEEM0FOf7VKm2QgRvbX3XeGeaT/XqwWqvdFtKwWg+TaILwExMHfgxse/OiQM3wyo8bIwnR+30ukTWR3cU7Opt8dfI/zvpX6ldqUgppZ+XvpTyX9yLIms1TswP98lkY2MRh+rLX6tj2B2FxYk7bfszG8CNzpduSymlzDeFXZFy+ra8Myil9OUN+S3iKlgKIKrzvA/ckmeTj73NoHg+nN74PrNe2IBibYLmQVOIrtkdGd+3X6GO71sK2drRg6Zgbb3IB03hPjzvQVMwt17kbo20E7BbFrqGtfUid8vCTsAuha5hbr3ILaHQxU7+nVojbZPphRDdUyi3BlnR7+4ialR0T+E+VIubQ/cU2iietO49e5DonkKbO56MfveOaNraJKK/NegBonsK21v9tMHmMlIBzBKAIwAst9TmhvuOzUzNeUgGcA9o8nJ8zB90E9a6qpSjm3leW0RdqGoPjzwOI1ddE1zfKXnbUuNusnW2gkQX8T2wt4hAEVMaUrAczU7P5ij028Gvq8X8rWt5z2OvlK6P9mlviSjRN91HSlqAF0fWteQ3CyFxPRufWSdK9E1SeCNmABxwv4SQ0NOzTvxI8HyKXeTJzVFwLCYTgmNPeWA1r4lvDpY0UlENa2yOQlkgUIg9joPtx9Lf2JS0KnwQiL08GK0wPXlxBRShjeCg9rI1CyAe8Jin97WYtGmLTVIwfDWDkbvytkcZjYfF5sSFcKVi/5lin48We5MUDsTgpG2fz6MG65xbAQkxHZcj0aJvkkKsN4YD2mlVwzG3anTvOCr8BYRWDNZLw6aelYSD1u+B92HKlF3Mb21KXABZa2CiTStsjsJj1oJAw/0CGiKJd/e5TYmrohD+mJFibzIj2RwHpAvKQS68qzmbE1eFCISLSJE32bQ5nBYP835HK2OI48+xtClxAfyqkst0tPibouAuAVYq0FDSn9myfl5sBAc4F6162GRGcutSEgfBXVeXIIqyQRLFw4TnqLoKXxOboqAlAUxM1d3CXUEeKhUDeNQsORHib+4r6KE6swbEEK37WVqwboQqhB9xK88mKcTU0/2cM3AMTAUz9iPrijOjSNU8AdGtkm5m5O1LKf2ElH1SyhtyLPQMvCYiDP/dgb64FZeKxxB960ff3PBfARQ3UAZMkUvYmxFWg6rop9MgYhyK1Nvegas88aw9oh3jGUWeCm1kro0HrVJ18sRWS/z+VamqY5fCTsAuhZ2AXQo7ATuUgtFF3J1JoSu74zuJgl8zb9rVQsVOonBHeTw8im7wmp1Fobixda6dRMHc2G07iELQZ26xu7oudhAFH2LgWUBPN2XhQVgjiQgPhkEbpItJAnjwFMzOl1xupFjuXuQO0lO9k0gxuQH3RDtIW3hvamNL1zunOFc0A+jSfwDsJApeoPSXhS5d8+wchWf3h2bADHYkRzJnU8XO+QoYHnywHzPa9HcdO0hb+F0gZQdLO6s+VvM28VV40BQudb4U6F1MAj53RLG+rRp8e42lw51TFpRTQLjMpjFuVYaaLnfyLXZfKIiN3dZ7bBqCBHk6jDSqMZah80TmVlEI7OSfBuT4hoWIakk2HLSmnp6xRhGPRGFx/Si+BcGr8tdfcFtLjkq4guc09DUc1vi4kSgE0tZOmQ1IWWJtRVanerDU0JdYFMGvK6hZz5Z66EQrEG6u7nuY9cNIFAKz9r65RhQPEGHy1xg+1nKHJAvoC1DnZRF6D3IALBGEVgStn6DRIHyVwnqj1qU13u5XQ7GW/771ROnVA0c4BF5wqPqwWRYQdJFs0/YZlTGQJuUCWIHNjLoc32mlsB5ur3EtSNeKb9OjQlzEowi0ALiKK8KVzTuaQt30tE6PLwP/eUFqDbgKtFFHjkbhGIC63yi0vVoE4IbpQGruuGGuIaheRK8BaDG4Hr6CQIoNYIkYUoPAkocLo6CbWMCXgoiNOSIaBSHtI/t1z/lEx3SpYLsxp1T4o9ArxzrQFT2g83A+NDdtESMsAaMong9DkIX3BKnsE5wEToRFpg2FtamIA8K1y+7d9lefA8B2UMoecDIKBZzA+epyjx3urOlFJSy3Md4qGVWfMTGBrA2PKzLoxhb1Vgpr4+xlxm92vGqE/zRO2GZaRhuOu74PcO4E36uWfy30NSYhcKJ1POOUFwlcHQbwlMB+WqO3lqjFuYDLF1bWij19DD6OkX13zeFvXYInAUP8cVhlo6CHlmx9FZE1wS3P8GeIc+ENUgX3QOg1sK3ItfAwYA3FrDVf8FCaFAqa3uaa1RJyLLRgbxtKsLpcBvCCJ0g4/TeMO7jkKkGfKaisFwPXOCuNAqNRyKH8KWCs+YK/CXC9ySZWZqU8U2CRYi2smmmU/UG270WJBRVphWzoXdTT/KSCK1BGtX4+o4fOczwNroPty/1NfugiUTCEIM4hbB1WsPevLMwYx71SsXK0PFM4Ui4VjKPBE4SwiIFVWSoaR45eHrv68p9d+LU9zqf+oFad155nAIHdpdCPgKmIqvMsnVwWGPquqRsKWYom1Nz+WfizzcleX09DyjnJ3H9hRLEG+kfmppOp3NTJZHpu6nQqPXc2mX5+qqc/7RJPDvrEsZP5sf703JlkOjcZGgSyDlLbXXIq/LWdlCNlYnogNW9/MggZlFJaGSmlk3H74z4jx6av9A/nFqW0An2RjJRnpU/cpVG9JJoaibyCcLGk6d88//EL5ZJTOVG28xwD+3PlwNdciQr4WAislz0+fhTbqd/fRqaG4iAsDF/vB2xSWcCyAAf3bwSMIMDk/1YtSQ5wDh+1BDr1vQ3RysKPcrECuR7cWjkywt+g/BUh+xhgoCdBZVRgjMaSqjF5MpkyCo1uV2r36e+wLABngaWFr+1PPFuoiFHeOlqyYVi19P/TExZW70IwjhDY8ngF+5iBDcbYL1UTErVSTT1naIfQ0DhIMkU8ltS+wKvGwSd/U9NGVfSnexl/npjSr7+imp9/8uee/MeP/ePU3i9+4M9jv6b/yqP6I60SYyoWpqbY2HDbFrZAsBgbF65tgRRZOPc+AeUlKsoCA8uf4uqFT7kfOo9nwmXh2PWXEQF67FNl/XHB1waN4X+28AOvfuHdf/HG27Hh/pzCp0fwBv7q4/8x+ZYmBN/mNtcVctA/B6nnn2eYebxK7jdXi3xUicXA0Au+Djw6X02O+IcApKeVpzQFlrhl4GH/A9zX9zv9eImiUQGsgw29pCjF2c3Le15+nUjLnS/5sqU435Ny4op0MlJK5468c2NsWN6+6Ll9E8OHb9h5x+3LVL6VcAYnTthPSzd+w+9/iaGrQ06iTwdgSmWwWpw3pdgWHS0U2sPrk/KelLIiM1Jag1JKee+eLPZJL3+HuJSODNzULU73pgbDezan2BYdonqwztBKBxWdGBYYBoCq/vd02vT4yzSgBfVSpndoca9RvecBLZH8fMR4WepVcOj0hyRScbkY3696sGyHF6zawOoBUUhHixYXhI6oaTCx98Mf+XcI5UeNSdyXH6Xn3m0I7boB279E0mZw0TRG94GUi1NR0gkJ/y/Bw6vz4jZPSC7nW6M0zYHdAYr/K3PlS78pIenFXWd1/G2enG+7uXi1H4P/tGJYzr8XH1OIoSZaoj9oCs80n9ptJumK9cMCDsQ0ZN4+/yUv8EjUgm3OSFbj9HU4/27ptRABmCqWj7nMQVA+KFpFbvOi7ehlWF6VBmFUjyqgYIv/iAf2b8SAd9qI3N6yUIl5jNe8xwZLCLI+X+pBTILIuSSU053q/20uzipSQCHIYAIIs9qi8QGB5RosYGjS/HOR8mNDHWRsLwVPU7/hFnEaPdiUAZy5qwWyRcJhVMy0O+/j3V4Kru69E1jatoQdhjnh13AGS5YFVNIKaqbxrlWO1LeXgoPrwIALgnQ4PWTDZWxYXFkeBbDF21pzVfp6s5BtLgvOHaT2xLFlwEX1LcBSOPB1C0ilAY8Fy0yIpptWDcW3rJtX9T1umWtGW/XKFg1xwcZ0zyBXCKbtRLwin1UmpQk94C+0LlWLZgfYW/YVQuVG+Vw3N9kgLMfGsRiVPOfZELzVWAyKTgqk0X6RzaofRqIQwT+O9IEK+G0sQDVidTezkvIA20xVm7RKQkP5wS9ZBM7ODFo7RUIgs/XTSBTuCmipCNokzWuTxvWw7IKP/z6wgj6qNu5dMsRpAAv0vtZlfxNWnPppFxnJXvOqXookr/m6wntEscw7phWcG+DpWXfwZyY0hgcSQG/VmUEDnoBSQ488+uT8OvhHs0GirIgCAehhZcmEo1yOSWywoQSOL07o/NTcSAd5A/h2w2lUCrn1oyzyUEW0eeIa8NJUgArK/7QUBtlg43rG02INTYg7ZsNJRAqme3lJvb5sdI5h+8UjhnfxuWjyQhhoxIXhpPH06vKzwc/bcsbsXeO2it54Fo3C81c4cNuYWEsBduGiZd1zr0ZVEFzUAN5TTJM8YjEjK6SWeAOw7ArmOv5KaB7ZRZnIcqzeOFaC3GDHKL5ioadsrXcdI0+1yfm4lFK6SGtQSsVLwhB+z6CUDKaTintWSimFlFL6+SvVVITm3q9Jl556SqJOhbkVLE8d7xxBId7rGLi93TX3gwzZ8Gp8CSzQDCTfK1qxh0YAxDEAy6IS9F4F/ejBhM7Ddl1GJAoaCoiLQ2spYF7jUUxbbfjCzd2AEA2T8ytUW64cCn3g60CyrDyejAFUeDe8wQuUkSzpSzfoITkNIqN9BUUkUXpia2V0HXQ45+RaU0u7mQoXF9xarfMnjqqwYuI/Ru+eIIFeOjT2aOGUAN32pR/Y8mpyRBGNQsyES1Vt8KBQO5agVOs02uGVx2IUAVcKrzxu+ZSuHV8qFTOH/3q1RAVu+4v65Hh4/hFiPZSAJ9DDNLm/ELrZyvLYLJCkDD4eqyz2RKLgAgpxH0rFiX1/OzO258jCOx/9+kuz+sDh6zN9+5Yupwd1fkUDZRkGzeWbvV/+7Pc+c+1zn5r9/S+9+NdvXm3Xfd2fjetwp5bxlHdiCDAn7GrIaO9VAOnwCiyUY1JXCFYNja4pBL0f91ty6a/PvzBjXDjhnfvYRcceQ3rWxy/69ovcvQUrxjnj16R13se9hnfb5tb5163PAMecVoGy7/JlhNWY2wwlDvG6n3cF72KgkyJ4u/j69zAUy5MUsyvNlXs0Cr4Vk+BmJZ8DiQuWh1sfe1gQKGrpfvh0/hxVxzSTwOmGWVJRPVgi9ujPG4daXlQj3sWxYyZ3rTJW3vb9nhgalrjrdE9Bi6mgIh4ldpq0gkb6GVV/6vmHdJVRRTcU8+HHFMP4k4RuPGI+G0P58Bf3mspvxZ79wx/R937hSeXxh612Yp8yjUfWcDfiwEEXrHc1nGckVvkZ7bL7uBzFWaXUHaVp86am+5Tb05ZcvjE2cHh+emD48A15zLtzW/rL89cy/r3bExf7gqiZ2k13akfXMnK+elxt+WxgGEzqN6zGnJyfOpPxMmJgaH76Vc7abl+f9bCnSEG+rx5tgwtV+Q3dJWWdAjwe5JtMx6iLcn7+TMbLvHJgaP7Gq8r0vHug7z3/0v0BCScS9WgbXKgSG7oLao2FjODJUKKrHzGDvG77n1hW8TMrRunDlVXP36YZDB8W+KdAkuWlmYkj5Zmxj5RnCvvLThjBLaLlb81CDOEDsY+lX3MvnCBbKJ8m7nuyvnlsOydh/g3pLJC78IJ1ixN3b1140XvhtcEj5ZnYH7x08809h04KDFH6q2rDWcK1tD1UBP5l3l+3DbdNFGKQyqLP6DqIwJiTHeSyW9avfV0+N3a1GlMpKbNg+BeLnuN85i6iCBLJjNUg64FChAmz4jf+tfOi+krW5P2HML4IT8XUx4DH3III0hXnMUPBFnpp7+PHPjJKFoNzRUBLN09/bbhu2RhW24RxpZSBq6vj8oo8dmf67TRA/MbYQH5K3p2T0/YgGf8D301M3ZgUyrfJiFj/8jd7Uul8KOFBrf7XsHpE5K6O4APomfBsXo65+XTGi383I+WkiEuk6JNS9nm56g3bTqEFHsT9jJRSTksp5/1BVw5lnMTlvJSITD1eTeXD2UF7PKuIe0HfK1BhN1x34QNF74KA/tGGTmHd7Ok2z2y3Qdyrqj0D/Qs4d+KYt0dBeu2tte44CrH+ahMuALC/a3sVTsTAL7WfQdlxFBQbPIOqV2Xb0Q64h4Lp7tYJYmDb2oUmtGwQDkbaQTF1//AT3xNYWuf9E20prDmHvfVwxaoA26SWYk+8B0Qx3dnP+E7ISM7qAEtQS3EFi0QWs3l/UiPaUnjAluPt1VNOwVk1xUU04gIW9Pa3t6XweLvA6OjWiIIlVqymAAWYq54kRJ+jJ4H/3OH2tk2b0V0SACgna4ee1TlaOyiU7MZzGQMK1fVHLXsRLQec+LH2t3dRFtpOMNbwHpOqqxXXXitiK05iO+GCXgGC7XkV8YbhA1O2/kMWCUFni9XRKFQEsHJujRgSG7hVgDbFMxLuCmqlQFLGNu8JEHp1x0HHnYHdrHhGWPh0AHQnitAaZIWqSeKKA+DpK8IB4VpItV4NddqqFW3Fs2UXUwv80PiACfR2Y0sE/Kx4TAcu1kKMEiijOOBrqlmNNiza3x91oQrg42vF+CHLAvpsaXZnSwQ8gW+Ac0mrliXTxo7FAj3O0D05bRrxENEoCGkC45WMxtKyaBfDMyrPfoHfOcBRe00GbZalXcJX5IVaEI6wsHyIN3cqnA4io01IWitFgIWr3mifa7WNY3rkjp+wbrsl2ihurgnjogBs/LA6nwOEPI1tN1ZD3nc7NLkRJ+fdcFGBTsu3rnA9LsTwrXusrHaIvTYcLpWA6UIs6BxxibNfB21182Q1LX7XM0O0jGTjgXbQdn3RcRFd+Q6uDQff1iKZEG2CB5z7JRVYosAJGShLroCarcVxtaZu7rmao4RoFJw/EOD+ReLYNXsNOxBJ9CV9yXh8LX2eNgrOAFYwRWkJB7EsV5ah7w10g1hDqnXZ2M8T16pHkSjcKV8/AKAl9bPJ9lE04eiPLQaZuc2isb2GdFvA5WCtUFCoOF9FA+UNE63ZUJIRVAWTQEWr1MMj1khhPI+C3mnNUHfQnRO2haGFFU+ZApTGWS7PpOuSmrAIWKZi+YCny7gU5cUswCUTEs1PMj1YWlRNAWW8+vg/YrtgABywRkiATam4vzwzLo+7xULmaKmY2V+e+b1CHoqU+QXbBu5cPrfn8K1zv7ZvcXbkPSO3vt7a2AXDKkfAqBFLgwfGiurjgM3yjVZ3Gopw+ZO+wCx2EXiidiXK5M+89clTF6VjJ8j29vPw3PQrqedPJZLpT55N9qenzvSnnz/bTzo2kP6pWH+up/9pKe0pNMwEetaKJY2DorYeUJtHmpRSSmlnpKfYg54inYyTFwkHiHtBbL85bfNyyqqmmIRTW5iIur5QOZ0FfVkrKHDXvjBSKviUuZrHwxIUpbdE6SGwkmhaTILio+uI1uZoddNmA7YRj4EJYkUH+uPVbyaa4/48wBMynBmwqsERKegSNM14PD4CcAg9G0NDCMAUoPAoqvbEs3whpj5qmKA/eXbv839gJof0+G/qz/2O2mk9RHcoSxM8HFhENi55BmxrWfAtZeUy8bGrBHVwQ0GPkpHuurneQen6uQOJKwPZffPTvUN3psa89PyV3uHD01eGh+anpZUflPKavCiDPVHyipRSTsh7Usp7d/3Bqqjajiohx6SUfp+0IC+ltKQTzLTUnuoNBvknBOR+Pjy06HNqOTLinKrnZTIymIAO/snmo+ioUUAmLk45J/okKFJKOSldeukjX39oRvpNFH6kdjiYsesUomWkeNyyCHNd/Y6NzH7Uy8JxDr1dfFuX2D0QWB1aVJwB0RC5spT51NVlUws6E//g/1sNxrDsesOwXduRJJ4kb3r4ip4COE1PAr8+6gf+eiF39XVZurZSsoCxheq9HmbFrJf17ZpH8nGHKjBjeD19NiAD6/VNuGFnb6LYPrYN5GpTFSUCHdAQ2zcVZvmQwwqni/w2dZaiJUaM2DS5PsrAchCljH3wvwu2/ytAcS8U4vSkgaqFgmbElBn+8V5tQZxvbF/+zDDz3+KX6pXqdi2ReFAA5+WqImqbDnpsuAdN3BVo0jC8cO9/IWuiYMZ/9wP1eA8ivQ0Q4W+Y7zXAtsBu04X3cdHxgGf3QzDeqnxaYsUshoNmFdj2aeEFlvjaR8Xlp8ylGb3yUqlv/9LC+J4jCwweKYPn5gQvp1zFg4JpO8uijI8BHChXrKqM7foKTvXZt3E9C2lf9OD2rD+Lnb9pIf3zLwD7dI0VNbdY4vKL3zHL57588Nhp3Qbtzq3L9nZRqEIfIrZHsUBHwwQtLJVGHnDtoPwaxl6BScEoEE5m/IVAM83exxunGLaLgjYtv2xfMn6bhzn4QbH383t/7qlxHuWLjMKHnzUUHREz+/WfSmA8ST/JvY/u5VjWeBvcZEF5ktGGyYEN9HM2g7U3zksppZyQUkr/c7VzX/FHBuWgNORSfjIRajDdcfLh5Qe+dB6Bwmp4cc/NyAn5hJzPX2l96RtUqXqgiKmULLLEkAXZZt3z+4CC4npzjCMX8B2L/tZ5ti3JHtGxrg5GOzhTsk/6fdLqa6PL9/2QkcBRK8z48M27xK2Wq1tMobJ+lA3A1jxMdDSfNjNxXVAoUduV1LwTBQJDXtKkbG4kieuh5zlXp2wgvD6n9WokCsHKxV+ZtWltr2UDnh++/+I6okSU563GJf6PQYpIva09jUgUnGUA017TmKeItCtPRHneaui3Mwc80/SNtlPS0TLSai0JtTW1aTAg2d0yW0ScXvK9CnjKqi23ASJRCBPs1ALiVkucZ4MLXSUtKhbgPFgls/2ycZR6ec6ReSn1wQlv0B+ckrI6I9oAd8Q7kHzalYmWm5uxkXYh8GI4PCjaXo3WLshziwXQ+HS5MuC8tajs11vjWF4xdsXNr6eJLaI8bxV8+ojzzNxo+8vRyoLlOOBUvKK34AqH2dVGRUD9UxcfZ0P+UNZDmRyqFAy0vxy1XXAhsIG8jEFprE0Mx9VTo5/R15EjIj6vSfLLQtdQGs0iNiLicuF1wPU+9OonsYeBj7U2ki/Pj8b20ukxm8JXzqE5cFu0vxyJQrz00wJ6Sgp/8kl4+mzKSrfEUVXTp68+r1DHW9cZNyOmth3kyaCHrXe4HolCMKx9mOuPWq/Cs/Q815IkzzM10P4UcJF+uWhVyuVxa2kG+UuD/Lq9ocQHWFlnrivqciFIl4E8wDcA7LwoF/v2v3S9uP/IUnliP1bgjUbuW/rW+MCP3Tr/nPfC917O3vZYKTHXaJC5a5TW8cYQaTbP5sIhNy8pOkgj9f/7n66rfO31/utfeWT28nN/MlsuffKFHzk9Y3/w/4K75JN/9DdXHs8edN2Jj684tkJpM/tmYH1P1ZG+gmdWEpaykoq9BJSy4FkjnnsNIBMYErBRYCnQrHoGKCjwhNKjGzF0OBnJK2onPLHO9WhlIW34wF6EriUQpDQ0VROnMbKTMR0Be2MxXfvClDgYM0aNzw//3GOHUtpfHPjXxuBe+nh+TydtPxHl6e01tRsQpYWfduz+QSmOxa39Xt+pO1cu9OfH+o/NXxk4tjh5JbO8fOP1vLziX2yzG0FKKe/caThp6mCEq7PzcjOIOAnjuscy8pTsCx/mSymlvLuRB9YmYaallE5cSulnrA4PJS/z0utbR2LEsXMiccriGE5/cBrM7W/AkVEDLkCtPyLaxnCxpLWOPh1so9q5IFQu8dfwieSzti8EYJvnkZQlAAy7w3WTKAncNgo+cCk5B9DfPsbDZwVRzJtsV0aS+ItCpbCod9xp0KMtm9JYX+S2LdrKew4CkXMLlI32cVz3uh9BiX/7dpG4NudIWoia24gWOM4w8lCHizVs11fwUJRPufJH50R/R603DVyv3YJ0M7avRhKxChDLGJ37GbZPgzXZTi6etouCmw507Xl/rOPMjYjhXO6okFkL3y4KzrdmeOIjro0NPxIE2VYFWAEznLJyFT0+FBPBxSBOqSSPQMFfKGbsqqg1KUyybG5lulfhvfKRv83GrgJM65S/9vHPiDHjLpOslF+rHPEAejnI2P6jS+w/ssTY/sP9hfef/9TMr/3Y1TdrG6LX+QqKZt+n5CsxG81QRlAWeA3evyi+99KtcV5yHGHZd//smHf+u7DHuZiwEd6bRZzzL3rCw5cUX78ImaM3nUgUrPuU/oDEXvSYIvaGvSCr9k8E+TyPqI2UBLpZvU8Hio29v+1SI3lM+d9T9CY/0Y+Qh0DHVGKYmYMTCGUCRQWBpsd+/v800NVn/xnXV5bfHf3ey3cU9dM/9yf63n/51it6TVat3z3oP7+6Ky7WMlOxMXRatM1IOZZx5LWMI8cyyzemvX2LUkopLzZHuyO/9Ln5KwNH5r/dPxgG1Yc8vmKFx15eBtbfpZX7pe4TOb9WSteeFq7IUL2yOqpaC/nwt4FC7Yu4eSmlm5BS3nU6S1hcdV7b1G9lpJRKp9s2tOK5JuqjtoYJXQtwPerjsuUg3xUBWDQAuCKaM3dNr8Oy6daN5ebQUiNJM/BZ1xgW7iExAzNdYefRar6tPknhQIPC0/1HjYIHVEzwbUxpMmdBw/DYBHBXRDVmGzjhbw/cn9nhTmj4Cs/fww42XvlwyYCaYrTT6KQufP1DjUFQn/xXBJ2ncLcITfm0TiHzuurhioZ3XKhFDTJSsJlGMcrQ2qAoIxR5SepoxDrsdtlCGA3HTWVBDa96hI7Hqk2gYojrgBrklj87oiuNuq4BzMNDY2MrLm5eCopiy1MNcL2ansbAGgXXBBxHAEKFcwtIpx7trdPXBFB6B7Ct8y4nWkaL0vJgBJZ15P3qmrTdSFSj4AAxVwHTAZr3TemGiWWBN2uBvEzxXhO/BjgeGLrg1FYkuBU1n3eiIbApIynhl/KgaQOWdrvxpnOvKlcD7dJGGGAz/LuXgacO36+uV81qYbYhsE5BAOJysNBv4gN6Nc8l3OvByGrPOYBHe+hPtwy1rPC311YFVb2nLW7i2r6ZBgox+Mg5wrIS6IlUXV+KJ1JUzUTGXTww964SZFd9qC07nsR2obI0g7+Pc4VubQF0RtupgBoFe1TCoE7w5iTlxmJ/QIKFE1T3Qvq2QQqcQuXoQqFyBKhwW1S3mbowU7h57j3DL16Q6ow4kuvWFkCXqFEIHmNUy3H8eEOkBc8HcC0GBQy/IL9pMyP3PZ7z3vyO4LzA8MRSLzH4H80wR9rgFkQw5XtfVEvaUAgykIlj28IV9JtQa2QrP+P9DbCc1XwLBsq5c0bYLyyaYIPjghHGfvagqgQOJbMihm5u5QTDPbE2hXBBaC6ofAwh616RtarbXRPQzXMKDxPjtK6i2BgCtFEu/ULy8FQO0k9NvUrh8We/+LNfOKSkPi3+JB24J9gKtNePqHa7g51ZeWmDdKSf8fL+oJwLrtmDQwlLSmu/5+ellPfkRSlvS3lN+otTUo5IeaW6ucq+H5owdbiZNuOFKgU/LgMKFopcXEXhTr42mloHdt86Ee4DhVpGUgEsiFuxusXrEEkRdZ5A30Du6AKr9t4GqFHQIKhMMirgb3CaL5nb0G2bQi2lOlBJWlxGYBM2cHa34uomHx4cqhQC5wN6NdCzEf5O0+ieax9cS6RR+6cBOGXo3plCdCyFWrvLrHQyl1M5bjanoIMyRtN7Lj1T5FzYJ721/mrpZnA7fIyL61vto3gecK8xpH3EWOOvLVwJQe1jNF69D6j2YcVtqPYqV8HFq3dOCh3NNjUkMlBZ1gELFmP3u2sDLEHtm7fCxawnoSA6Lu7WinMRT0xCaDNXRV3D4MVW4IRhchucoOqTbd6X5ohbte7yi5SI2W0l1b7C4uCniVH9WrGgUG/94EvUjvbbCyybBUAal/jbNnF/d4XlvLOItigHcb600KlyCZtpD5Bn/YSU/qDsk5K8tAN1la1FtYPhDI30YucGkA5Dfdgts+pSugnXstMJaynBSA+JuBXspO/cwQAFEbx7CUwKdOjkX2zz0BghUIVxMGX76T/NJYtn/QJYKyz7ltcuUlONVNW+MnzgwKrJmq1CLWu6LCGyN0HHRVeMNnFdlJ8ywUJz6U3K0ZJoK7JKQRGkOKcAihl21tZyaLJpqEWH1KO4OZwUS9nYY+0iKU8mhS0U6730PKpbveu1zicUm1zQR40ZW5/klucqJPeCkkNZUDSt7SSXByg6n8BAkUxaYTYJKq96m16joNTKu9iSHNRhY1Jzk684UO3MwAoTAr4sQsN7bgXge31iEFx4/YNDoQQ7c6xUeL9VFdK2/bXaBXYJT6x5WYmBV98q6C8w8b6X5QvWUulX3+JbXzMpF8nmcfMKYCsSWBHL12fG9vzyza9d/Y+zv1I3eBipC+ECSFOaAFIHWp0MTYamI0MjA7iF9eXKQcMA+oxzXL38QmlclO3b/9WdFW+99NfcOq/plr9vksNiFvkwXB8/53JhxJP2iFfcv1JfxIlE4W80AHvFBvCXgFbPsqYZHlQNBLbEaIaqhwc6OA3TfgcoATewQVOCy4qhaUocPA1AWd1/jkQhSHp4EthfXt0hkNjBjFfUntU57bFDQt+roMXPPUZMIZZGYBBDF6BwCU5revoXerO/PTw5rdvipKkqsUMaOr9Feqpb70hWXErpDToZKcekS15KZ/VMhc/gUEZKKZ1s2Gi2n8toGP7npQw2N/vH7sl5eW0kJ3vzczf698mpREZeu7b6VpGXUk7kpZTDR6ZfrzsK74pCXsqz0s3mpfRWz0R4yd6hvJRSOk5FXpGy0mFjUtsZjGj2cUS+6YHVs8gU7khv0JaD1+LSdTIHMq2G1wd7hzJeZkw6jnMgYWWdfBcUIsFvMNrTiIjawpz8s+XHKhwpPeWD9vQluzWG8Vn7Uvk7I4Bz1bMKOdl2FnoTWOmkPBaNgppnhAX7/D0JkMNpXTcwvZJ0POBRe8EnkuXSbqC32oGuIurQ0hx3oeivAOeAldYOgZbCRkOLTZMVFEb0DSV1FaoqXdLFOdghTiQKFkCPYgTKCaPQbtpO3TtklnRQNfGvevs7rZ6LKM9rgB38+PDvzA5Ron2FCz3E/yimT/EvTwLKZFsrNJiQBc9UgNxo+8S2D+2Iaivz34UUnZIaiYJS0cCCvXxGBRmLidZulCU8SIF71ZUuaN8GYL8J7D8yb3SX8hqc6u+zKx0LV/Rplh7wEoVzkPNVHkaKcml831FKg8fLJTvDteo3l554WsAsleucvTwp2DN7fsBZQ/Ba0MPfa6Ikq6Mla8MUqOBbR11AePJl+ZGv35o9/s7dyX97/cILs1+7erq6MI++X7sO7nfx8nwEYGGDJp+hvj5oWXYtLLsqTiQK8mehInQh8wiYsThhYbuDGZc3zBO40vrszRh6OGujZd+rKjiDMBcMM8UmxrCqEfwKaVbptCzaR/wKClmesiDmwSFdFdW9MCYiGSbSUNXCXkFS1Z/QzN8Z/0Uo8JOkBb+w9xe/KTZIIW4CFCo8aVQ1n1unYqK07aJvUDh93hGnJ35Weid+/cZsTn5pZHG6d8iZnx4YmZt+tV8KmQlU4pp7BasDNtTB6HMhW02pO9h8MVof6ZsZOennpZRjZzeSgkZshILXZxPaOJRSOoPNV78fLPNIt08Ag+GZnWm+GrWbt72ojFoMZ6tn5urLm3upXaP7jOTnHRJ2PZ2rN/J9H3yFpcKfk1rLOsXOp+A4z5BN1W0NW6sjPGi18+6fZ9+t0Ngna2kmlQep1wtoXa8dqRUSjTfFVrVtiw86I3W9BimT1HTMoJ2eWQcKhW6fdN+wogceDqvwW1K8OqAY/Dj3KUE1VATh3GZHLBuAURqMN2u4t5Sm1RTOBz/rGD3YPDyrBH7btdoq3BJUHK42p7k1J66iYHudIm45ZllPu8ADsBdWzea0TO6sovBV0c4Q2P3COnWJD17aWtWotdZoq6QIwFt6IM3FXlAurhnDgRJilZP4qtOkOpopSAmck8h1XCFtHPV3k7osTWPtyIvYmZY83XLPqq+gEY7BOul2bB1m3rpeXCdK8Yj1W1TyTVkicFfSiFUUfBWJQFK2N5W+jnfX3qmJqGkYdZhfWbK+KlQYaCr0Vku0ZgrKigeD2Q6axWtNk4YZr7qt4ffWiBriIgaXgsPp9jH2nrZFkdi6tWNz5ztxSvqDc9LvswcbQoOdbnl7jV69l7khpfQILY+suynMzZ8h/mo4gd9+2t3p61Wsa6n4UJOwlgFO5/GC0XC8MA54a5vIsT3Aq5o3jNB5NFHd1JqRb+tgnK6VhGC1snU+p5VCoJ7dnLzwtLBGihwbcKtzpvYaMavIWKtntcxm5bWV7A99YAXsEw0JkwALIOqukqLNbAfZ0Vg3onMEgHF0sXZEKGCjCCdI28rMxP7yzNjyUumDXy7PXNv/0gz7j+F+AuPGIaBQOVrGOMaCvf9obHzP0aszY1//xOwaFAwJWlPdZQZ1QgetrAAuS8AZrksMYa9HAHdOue5J8zX2L81cxr2Qm33hwmdt8V9XFnLW7886F6T9Lovhm/+9G/1v3pq+ff4v7K/Nnkd6b3LhhMvbHShoh2inTGlfp2JZa34xjzFQ4NrR/TfKTzliXRJIsD3p5T2L2/gu0isBWAgkeI6Cbci00FQ7CC46DVP7dl3O6mQNEattnK7hCa4dHn7u0pqdMj/cFGmd96isXxY0EOqzxiFQVBg1Y0+hkDrzkIppnjQU2Ks/Ik0T7TX9d9WH1WdjBx9FNwSmqqgKh3iqYbmhuYaakNLPxKUcbJrqmLPJAaunApsqVW6QkXNy/hXcuNa32pl2S6Xq9cm5K37+iszfk/bUnRsTUk4PHpc3eoellJl7V6SU0k648eX6rSIjr0m3T4a7eqsaa21m87xUn1w1W2MHM+Kr59Ga7hr6ZjIj5+T8AE68t6/jHoDGeaRr4e/cVD1souG6M+g1ynklL0Pd+aYX1KZdCHJkk40xm/6C5aZbuyeNMAOtKAWB7kZasTXC3+sNnaBsY4Rsk2bdOBBY/hU0Vo/timi5JVx9UulTn23jAawhCgMgQQ59wVM8BwAHeZRiobIy0xCtFZc7yRRxq34inxTAOyJI3HLd3k07CvtZ7RP2KLgeTzaEtIw8AkHHQZVwgpnixL6XXsN/Uz2fP/byPqNTKoFOplIsp+nUVyDoJspV76E1Vw+2bJe3/ANPzLsjN6S8e2VgRM6/OnR46kzv8OJ071Bu/uzA0OKNV4czCfZJh08yxFifMjh1JjmUjUsXpSeZhr6qqHaFpG+sNcyTcnCuOSQvpZRCetJLNGqptO0jaaIl6K+fqxRcKk/cfPPW+euFkeLFt1mafXEY+42PyVvvvDg7YnOMn0ADMZQayUt8eKew5quvQ9dbwzwhnevNIUsACmXT05o8JbdSaEdKKUFOm/VsW4BgxQVwwS9xUbhg+jFM4aAiTFSNOLGH9aeePw3GdU3X1uwfItstRpfwdaspxD0JcJJxXB1svXYh0iD5CRCyVjpOFk6/ojzzX/rLivh8Sj/402eM0V/JPGHu9dPEE/39Q1fsw8tDRn/Of9dD/aueRfxYfk2/mHJV79OPgY1nNKdtMZYEqSIyGDR12FpyoT9YU/WpYk6O3nP65Q1v7sbYwBF599rQT96VB/bNT18bPnLj2kTlzu1XV9/SCW3Kgn8g0xzgSimFdPN9TaHz01JKP+GTsTNSito9bZo2v6+FgpReZn3bGpHQhoI3nGkOcPJSIp26hzQppZRT01JKv89P5a18E4V2Ob/dSG9tN6+NuL5+lFUwW4OWFRzfaA6bAXx8sARS1G9qVxbazZ8bbcI2gjavx/PM5gAHgILbHBykVEd9azrf7Giz5bv6iZqnkg1h7W2Ibdba3NX2P+28dBNyddLO9kkp3Yw7m0pI6dfH020zUpTOfmd0PxHY8tUFrtaiMH1OB0qma5VSzZOxbSg8gCnhJriLbQL11amQugHYwvkdDPAa0t2Ggt9ByX6LUagetKsoHKPF9YuERltWdbShEEx23Hc4tYOWNAhss5Rr3sLiGyag8F0lDrgN2bVdWVjXmO9q+KLbOxoRazGEeRJFPHHOWvWQ4MoMHnCnYfmtbTev20R0sWrabvxtNZ0tYsOlSmxVPvKGAanyqgnQaOGzXf2hR0/RJpCrHTW/MmdMgdO/0aJFOtIHfjXtjclu8xV6jW5T04XSV5vnqaLptGDFhdRcvd3dXtCUV8TVhsA2IhUreopCIWKdCGvih/SmU8ErMV93sqtiLS8CruZ7AjzLM+tDvQe9dN4u4xqNJ8tAskxBrIrkxABHRwAuluBC9UobCvqm0mhGjFcf8/vNt/RLHed2e9M+tuH9DeDYCrJma6SVQttdcluFWt0l9wMmzAkKTcY23ewBQ7eXkrCoNARzfSG4wQbgZEPV1uYrWFuV3rXgBzOn2OPcFI0+lf5ceAirTVaYgQpmzQtKvQOyZWVhOfytbUtqC6X6ZA/wbcBlpLGjJ5+BjHy1vdJ6mdBQ1aDacEu3FFp3g4Uo6cFvxY4sK3y20tgd8FVvhJVH4wK0QEk1wMrlcXAIjHuumhiIMgRomA/uaDGl6pHdW9ukSm2z8AEp/YyUU9My3qg36fY5tk/mrpRSnpUXZXWW1ekblNKaDO2R+Alp15Q+I32Fc07t0O7UFRdRBNXhTFZMVgDvrt9U1aad58EMGuzKc/kjmVwQXwKTMdSLeQFofKX2wEgUGpJn0cFPVLWbsI7AamIVytf0aVDV/yz1hge4JpdqDyzf/Uap2g4vGRBTia+8bYGvy5O1B3VVFiqi88uuOoNbc+64DhvHcRH0W1aTbTUHW2WweqLMVGueAiYkZ4C/BMCvf7hoFMLkedBnebSzEu/rnJbL5uXlaAwA29WwqJwTcbdxTV5YKHZ4rAhEWE0IRNAzdB0TPMPTasYHI1FQKK5YUp/Dkvji5Ovt4hicuP7p4n7XikohLtIpsHVU0dAK2I0d1+uMhmxkkM7xoFbCxV2sRYtCQcKHp5/7iFsYsWHQbz+7KDPSRuJcE5EIDKJqxZrVt2wt3ELo9VgmiX4HqvlGGuGEllM1vRaVAjLjWxJPWKB3Gt8c+DZ88hG4FXHAJFheBuJOqFFSe1ZTr094110AT1MIxktWDAvMQj1OJApDV4F3oGSAHm8/PLDKubgqcraXXkuSrNXJb8PnAEZASyBPlGcmjpaKF8UKLJeQH1kqmfhIFG//S+fGjV5mxvYcY2y/YPyj++Yy3a7+qwvylO+8lcQER+00tNYMC82sG8RuUJ2p1I6qFYk+tSJOsAQe3sV9DPwHxzrx5uz5j+FiM4svnVmODWZSX96jzspjbgm8E557ecQDCe+/1NBJikQhDupnnjdioDjz4uH2cYQAR8T3ijDVFPe8DIV9hxeKg8Mvt/BlUGLfBlN8dMTlphns0fEg6DG5XOQ0yl6QWGixPSfVGFjajGKDmaah/ESrVEVcINCNQHwewB1nGdeWUCxAMWYzYnuqAL5sLs1M7PnMZ9503jg89aI9fuLuLXd8tUQVtMSTJoZh6oCr+IqOqhmYCbS9oPHTmDpTr/HwP/nHPDf6M6o2/suHjS8IHv9FQ/1xGlcDI3SR/EERH7PmrIGhvBxNnOkTV/r7c1Nn+nPPT/UO5abO9A/Nn+3tgSmrNz2XkslUdqo3aRzu0fSsUOHgmWTtMX6tB6W4vX1yUcq7tpc4IkV+7tqBI7evOafqy3JSennpSun4cSmODEop56QUcSn9E9mG1btIfSSlJHzXkCa2RQYQbzqe4x/1rIm3lmyncnTBPeEpK0kwKEqEh8K7mKA+xTOP6GnDbJitqMFPLI7TC5oSF2cA25g8oxuLapM3O8EyLOJD3gheuAD8twt80KlFipSRlhtmRF5TdAXAqlofsgIp4jH2ArrBaUOojzymn/z8Yz/9hf9B/5GDX9x35/N2O7FZIByGVbX7Y1rT5IPgSrBgMeoCXMfXVHSPXt6pR4o2Dx0DpS+OAU9cw7iu6P2Y73nVPPw7SUP5qTPv1cTvYV78ZGo5fanvcpw7AwOLQC6HFxpB6an2etrqK3+aCiJ2AmChqjhUhXVRXP5JiDlhYtNXKuDp/70xToSyIBlIXLnjJqSXl3bfbXlq7O3jd+avZpbvTE94d+5OHMjXMu964vzW9YVTUkpXCQcSZ19tjOAd9snLhPe0n7DyUsqz0htJOH0OmYYCE2lTmD8gpZR+Xkop3TX3E/kd1Qqr6EAhEdpD6Es2jZgWffJ+wjvsJ0ReSpmQ0u2zB+2mREcb8ihQ7UW3OEtvjriuuNaMexpwNS/oBPWVU00X/SQ+Hn5CEEx/uLq9et0vUo3UeCLWjLre8kprByuwY58O+6dG87g/5v1YYLu8ZsXPAcNqlhDpK9gNx8ei3NAZLRx9DbBD22z+qhFT0jVxPYT3Mb12r7U60Q96QrIFgSOS6pDhwKr0OAJwccVTgKsFu4dFc5xtp6DoQBzHqAjwjn2q+eo8OKpC0TRFMHa0ERmGm+JsOwUXkKfBLAOu+1rz1cvBKBv7LGF+zuhLq+YbHzAFpW1T6mvYONRtGTdBi0krqFF0uHDCyK0arzxgCq010hLg6UwKG4itSp0UYOm2LXog6Moo3kxVAbqKB/0VWkJ+zwgy0/JBAQtOLTyYvNdAcNkaTkFQjIWybIlmCdteFgAcg5NuDzBTT87bAL6O7EXwU3YtvOSs3nS77RTOAgVTqk6qzUXPwNdl2FhIDIhx7ZVVkR40hVa9BEARaIUsML56ls0E39c+AYTrveo1U18VZ9uLs2EiBT6rbcgIABc8vAaVfUnLpodtr1R9H1ZilBdjgDTqGqtBwgT8UikXhHgpEx/xPrFKxHZnJM8EF5ywCyuq4cHncpo0fVRmPI0fXi1yu4uzKwSOio0G+A35vB9gDpxSlZfbLy7QZilwu9edFz0oaFjB5HlDUTEALgGFWiVqItx2jlrWG2ZFRVxKKf38agdiq7F6GWvelZI+mTglpZSul6mGB2PEuJRCDIZBtuPH7cFrqyVGG7VFgKwIwF+lKt6KVWXBsl0qvXoldQzA9cxmfbYk1FUh5xRU2zFaREaisBQlkhUlUi0jBZOsMmsl8HSn5qfo0wsGy1Cq9USW+cfZ4Eg+4/hau4dE/ArGujG6RM1JkIabpWgCsKjYBSeslgQgddza/jKfmMepNgqo0dYXIuhM9duASSyqvbwgYY5YwRFutee2AmF7FsDAaXh7No0LizVsuixUnxaTujxiX2a6zUPawAl+7qouX/GXR0MZzswZHaemO+aDXdNL8VDdvPpsq6hoFJTCue90SFptpeL9dw+cX6pgFSJJBKiYyoq2dPFMLWBhQb7PbtiG6ZlM1ToeLjPK32rpVjER55Hksd9bJ2m3WJktvtvFEvqS9Gwsnb/WUCyM8YqHZWGAWFjSwzgCURvfFGGpva5Ym7r7buOJl5dyzu8PTCzNtUa+Hdbj5NDpSX+iZopp7XbBzltDQ33SysQZ9BRGeuMWTl/f6xm/F8ValFIuSulIv692p+jrm7LyrRLbtgvfAhpyCMDN4GctBazFKScuno3sdEJYrg17JRhILN+3EFIX+wd8YhbAbVDwc7Ubzkj97bbr8hGLs9ve21sjToKqqW3qXwnjLYHVHGdWsGKKcPUXQREGLOmodT8odVsfUus18s+0SCEChSrxGKy517YPhIB4UIOUZ9gvSuMT+xZmjPcfXnjZab2hFyMNQr+DcuZ1ZVY708+7AP1h62cZLDEuavF1Mut4zWuw7R1EbFALiZFqVdMq2dIvw/Gq8VQfZUVcQKxA375bFyZmv/GlkRP2R4e/xxsfrTUW9QZG6mAxS9IBk7+Ac8h+MzeFGRs2AYQDDZ06P+v9YUMi/LpyX51CvfeiN/wP4jsAZde2jpZnJvYtzZzbs+/6lz70kV+/dW7PH31yZmzPywvjSJOMOyN487r07Y/zAq4vHSw6ukHR7CbLTQpYAk6gvC6dcE2yoUkt+05xsFBZKRUzJ5aKgz/5Uqf9zkC73JwCvnfr5r/76Ju3Lrzgvnghf/OdrHjXfsO+t2BzYcR742NCh3pOdRWAZ4RuoMYwnjijrxaJgupYCAzAwlfdYBbJRkn9kHmyOPE2bsFYYmZi/0sLY3sOXy9aULoyPDL75tX/4Fy8xe3ae6lTeKjtqwrgEXOSeVvcxJbV6X0Bdk1P0RLoWIaiYB5E4anCocf2Pqv+P37n0Pw5fe+1np9reSuo11GRKJcLBvAhfVyiwPJ1gXDhfM7De7Gi+1bOu22PeJawii6Wa1/0BY7tNq61xdoctUJRH9JRQD/45EM8hSkef+p31EeMw0Zv8inFPLdXv/SokVTV1JDf/4HfGuDO9MDQ3NSZIePgqf7c3BSptFV791X4Yhb8IYkAE22Fg3AJMx+jNM7pVa9UNU/Gx3kUMGPBJHjjO1mzIaq2Q4kTfRe9xRtjbx+5c2XimLwhD4xIec2/Ny8H5J0b1f07UawzVps2RxFD/Rkv7xEflDcuDvfF5fCvx+UNa2DxLIqcnsglBifg16cHhhdvjB2oyFMePymvDC/feHUgN//qwNBcddNzZAOMFyPEGeuCghu3RvIZN+/1jQ1KKeWElO7hhJSOtIPX6sQyUjSszJ1tWIqclxl5p7rPe0ttSI5FiNM88HQblS/dw2NSSmkRl1JKm7xs3No15va1l7hlA0+g3Rr/OlimlK2duEE9filoQAsEfuJCyPH2XTx44DYkm7/CvBT1E2sxI6WUZ8hL6ef7m1PmNxtUaMADN0baTGGq0UqNFZhHiClSSu9Af/MStpfptKS9pRlpA6g0LDhYmIAc6AH4z6sHycsdN0ltL4VvNc7JjCIA30wBnnuzOWZspqPO3/bOqQq38fmPApTJAm5ryvROIh+wJc9m4wmSotpw0gvgfMUHnMSRs6tutTvJ3NaM5GOu3mInDfAwWe2BVem8a2t7y0LjIm2gTesD70rb1odX5f3vdhSyLRSqtY3X2F3zwv8xbvuGlY3pzfe0W4oL8KCt2gJwMxzAurZh1kMtAPS7KB5CVoyo0h7sVyg1ny6mEqJ24s5UBKif1rBLmUQXu67vI4U2s6t2sB2puq55vacpw3sWxEd0LgUaPlHxYL9Cf1CpVncyW4GnsADOeHVv2Gn7M2lWGS9YAw+WwqqX22wcMvw1JOTMLgwQbBWF5R+M8sjHCeaKQqzaFqQAOKavWYUowqqIpmprADRsgGk1qOveslYHteuXKY3FtNm0sGUE5oCFp4t4NxuQI1EolWAJvmNAUKm3Oj912t3XbmWlyj4o7A390XP8KwHMUZKo3fhljpaRPHDAcirUZoijoN2Kz/uDn8WEwDd4JAwV8HgmFxSVuRNo3eTwrjQkXc8IugB2SxS93S7hNhSq+cgBPFOGNkylheQEOcBi8ku59BoGxFoQjezphrjt7+hLCJNlYTUFts6uNWUtV1Q5WoDnaQJEDNXF6mKpJdrYeVpKaUt5NmH3Dnh37zlysjXOWXfwgtPft46k2v4FB+nnpBu4qZMDGekNuXkp/UxCJvSKbFwbWQfRBp4Wl5bRgK+8dOsYZ4pHzDaRXH7JcdaTVKtnevuk+AP4meA1KhnT2+eKCtia7NYQfqTYGhdd0wNNmFg381Zb6/3O7ZK9pvXyJigsvX0dV3xHv7R43Li9UvxqbJFy5sBtfWU5Bt1s349IWOjXYVlKyoAYbxdl7ojSld0AZxag7F7MlR1wsw44V21wbZWuvKxHoyBhzg+rHePMnrZlLYawujK374CiOB44LuclxJj/Vd41nGBoYESWE/Er9Ie7yRNJEwXFbBNFNVFmV2UxD8YOUCp+eV9r/PkRFVDeEoVTQj/41z2/B6r7pMecnqUrC0dRdTByIjgYB629eA9hfsKDheIglMaPXJ85u+c3yjPiv16f/YncO6Il/uVeDcDg+QWNGKCjxeznuPSe1ribpzDiw1cgdmsESHMX5L6jC8UvH3lppm/f0dK5waNlhH9RSrtyfKHw5q2jfOk3LC4cvem88MfvlrIWoVnMJmgQ7KCNwYADmhyhn5OZ0zHo7NHU94qZEziIcq3HFq2bd8gDeKhseZ86V8TBGuf81Td/9bxzwbXfnJV/e/EWSDEkVrhwwj/hvUnee0cAFmhYaG2Nqrk6knSwXKTbWd1/xXXSJR/4Bji4JdtcwSmY3lLx4pGXmNj/mZnxPT/53Tev3rn+Wt/Xb9W2LEeiIKyZNwCEXQFDiA+JE+5tS8BEnlLR99x3BBiEVvAFJqNJQ6g9jz938qdjQ9lDQk+LUFRDJjxjoJ3wbfAEb6uPoVU4AWVmZH6BwvI/nf2afXfhnRf/6pevDH3svMML3i3vZc8V3LTEPd/NVyVGLAthrHjJ6sEUmDHQnxEqT4ySIqaineSc/vDp1z7Vq5585pHHP8+h8Z8bGPnXT/7z/qHF6S8OHZ7/01aZ+/SK4HTmpwSVZeQzrgHv23viY+O/BG7Qv3Cpzgk4tU3bYffMbeiBRKPwHp77yGM8e+iUofDb+sFz6he1g3u1x7S/OPSwkTOUfuNxnkvq8cTJp6f6hw/P9zD0yTOQnVQhWMaujR3qWcrwbEtFqGBoMU2zUNGfdl2CfpYANBTf1A0dTX/2iwqHXt8rVPN3UDmpPqKN1tdXo3RDkoOTwYLLDS8xEQRFc0Pbitrk/IQzNJyXitM3KZ3BgRMHhvLee5bnbJS7Uo78ijzl3ZHXMnJOSr+hR3btxPKNKwPH794eXF5cwzxyGwy2ScJmKVzzvOG8nK6a4vdH8u41d85O9wXnoXEPS0rZrlPZgGjdvFz9UHSK0y2MeHxKMFTr95WEW3BjPKsHp0GGk6ZgXVNk3Q7/Wyd4NmcpUK8eKDhi0b5x1mi86oeX2mC8dhSJwnPUfA7lWi52cC0fEb3hr29jE7MsLLhn1l5VGjqoj0a0zFM1AmhsPImRcYmHiB8/B/DdmWqG9dpoE4ZYy7ZwCGPVubXhxEWCp/Kf+XJWByjUsn9Hh8iN2aEjBWfVeadOyzobVyND4zOcEQaAqBWvIBH62nd2pGDV/lUfsSXoXPilIXXboknt6lSUGrAjhTTNVUFufVlR0Gk9wwV8ZxLA7yV88/7vIain8Xr7W7d7C0YNun+ofPckgPp09eV5uFCovr1Chzt3DAXDE0WSgMSk2pvTACHVYP44d639nTuGAiWs0PNuXq0NZxwhAY6yRhu9Uyg4pv25s4oFoPiEwxlXV4ClT1ckbuc6cadQQEy9roWJ8bSqBSYLXqdY8JS1NH27omBvKHFN6FSpKpwWeuhqx31PrS615acMi1KssoaDrK4ovNFN5Lbo3OmsaKZtBIdOVSnZeSO2AmewVc+/Kzr1c7qi0LGF3jxsT6+1QoWhntCg44ffBqnoVqoUcwpah3auGwr25lvo9rvOAakZB6qHQmAFr2t/Hu1A2sGwwemUj7uhYL0ouogdEWHWsoLaCAgW5MxwxXMEL61jWqp9Qu8gIRqFwEmX2AJvgC3FeUWwBIiGhPTwHmkDzI3aQe4VaNbQ6juriEbhngBWjC005R5WMEVK49wWyMbZspSj29gCLj1nv+FWBEBaPNmpwx81I9XGZstrxYqOG8Ew0AIXLPjxkdqlnzJwwuQ+NZXlL1cExN9SSp2GLFEpeAAKLERXLGiL+ss+D2Edp9v4DVtc4qjlYPFfyFcUcTEmQPXQjQ4io1FQhXvccOFPi3bXie6MAkD8GL2BBkmIQIVEAqjoMQZOA+dc+RGzg5hoFJRFccEZN3GHrK1oogH4J2En+hA0Z8/z8I+UpeDYEDj/ARDjqxWB6ohYnJ033gnGsUIzuk5sexh9XF4W+GRE8zDXs/lZAKTmogbV4fLo5JToYLY4alkw7xzBAk/taS+ne1xz3QMuyIy/YjRdeMSxhSEAcNDMJTBxew8MEwauRjQKrtBNkYJURYto8nV9/D5SOhqBf8qGMaWn4wW1lK9jjh/ANp4gmwb+QXtB0ShoBb6MgdzbtSn0QmXFLU7sF+2EasQhPuc5VrgbsJYkzTwYHIssisoAP2jRcdwdda1Ni1uYDYYbi8GPR9HCxTbBouxYlZWSvf/IQnHw+NLC+J6j18+9OPzyzfMvzBbayHwUFgTgjDZN1aq4PCQOKIChgBKLW7QbLnRnBhOes8BEOQaUnIkjS6UhebhcGtvzG5z/+L5fnfnad8yJj7707dee80Zmv2afv/rmrS/dtl/23uTekv3Gx/JtV9RjTi8a4I3EVnnF1iYbU/Wl2tFK2bGOL8xM7F9ZKO4/XFNcjahSpdlYLryjv++l2ddy51+c9QbGX5gduTm+IG/Z/oXPeuRuXpTLuLffGvGKkjLCXAGJ2tmOvhvbD2Ar/XgGFjgmpWt5D3pxbbmyUJT5cqlgrCyAsVQ6976Xb73z0QsnLuRmP22/OWvZXVFwGeG4GCeeE+Zt33u3iOQmSN8NruKV8ENNcQXVUFANIXp4VnnoEfTfGU0aRovMy8oxB9fFNynhMvPRo/yr74jZ9Nvib+Q4ztfMEfsbV3V/NpeVIHFmJaEjPR/pi5JTMw8ciYLjOIaeBBRQYsR0RVEfN/gfHtEMFJ5C7U0RSx184qd1TfmZz1//uPH/fP/Pxo/96++efe+zf3Djn/ePLP2sVRVVzcH6AeC/LAukiodjXvTOh0pKLhiEQ1DNCaMbNC+bnkvponYSZWnG3mMPjQwi/bidX7xxeyx9T475R6R8dfjwjSv+kbtyYijvZ6SUF5drni07oGawXRmL92H1Sbtval7a8tXU0/JMf346OeROD2TkjTFlcersgfyd6YmLyzeklPduXJPLi1f6R16eHhiam3p9KFdd+4m2UGVnnLyXH5VSButKay20TUSj4CoyMTZq90k3PzUvJ+VY/2E5fUDK1/NhhI7OTAN4y/PhUTQKd2pHbbadr0Jm7cs1b6q/IsdCx6JnG83m19AmqD263Y60nr2UddHGiubZBlu3dUSn0OVUWO/6UTqgEPy0aWGf3eTM/w6YzUvj662hIvL9D4yCWOOaZ2xG8n2k0OxxTNy35zy4jNRx1AWq2SYssuAHRsFZYwYnLlqCunA+dj8piPsouwH3kYJiNp7d0+/bc7r4YpvCcrA+rUWcHZcPR51G71K3ePO4D+4pHxiFLtzSwX3QFt4ChA+KXFdG73PsgA7GZvHAKHS5E3PrFZ53MiJRaOcOaeegm6+wlvOmOxFlRM0gna1etCAShdDgnGp1jtKtE9nNafQ1oUphbaODVvBjb91zvbDS7LR1pos1gCqFSBXGGmLXsq7UDm6Yo1r3KYYwI4uqUlhzI1E4+bdWPu62ZnPWaX4b9nKvh+qjl9aOpq9cXzZtlteJ1gWuNT9/E4gmouImBkvXnloqtfVztmFYLlAc36SUKoU1LOIB/R5wi6LtbPJxta79o/ry/sRzn18UE0NikzIjtvsVyJbB0jf5uJoaiVx0ZlcUYVv/703r10TLSEPAFP0xPr/Jx9WRtUGC6Wub1a+JtpeHVDKtYqjmui2Y3dQduShYKF48XJ4xqiG1Wu2bAEMIfdOq1BEpoD8MeIYAKqLMxP6jYFXKJUxcTMrSg4kjwvmQsfKdcSqi1Lf/8MLZj1mL9pv/s3Pr685qkQ4WWetQnCfddDfpDQpTmYtHa4uk0TKSFUwC+XwD+oa//mvyhdk3r49/9MMvzP6Lvzryt2ev7Lvlf/ayfOE8/8rlrjmCx1+9O8uJlZsU3z6BlW2f30dBrzvqbUAewKNgrcDEcUrjF4+WS9f2f4SZwY985vLE/h/99tjHLna3ypMrAssg7btI136ncJ1SMfuyg7Q+w3l7xbcNvgblouUF6/gu1d14BgKz3RjsQsKO4TnYJ4pUcAuZpdLE/qOlsf3ly1/+xkszhcovl25/9OUFXrjA7MjH7t6afWP2ncvWrXduWZ+eLeLedAtdUUgSC76giYCSA2CEb8ExA30WO6zd9FBuUueLPY+bjz6TMsYLP6u3yBwAH8unJCw88+aLV8WsM3tj9rOz37OE7VzIecyOOGRl+R3xlrxpXbM+60r/Hg4VP3xJXVGI8RDYKiMgFC2FmdKHnnsC3VQOoSux5COGTc5AGzL/F42Hp87xsNi/9CtjySPzonfvJ362b2DIbpEp95kwQ1zigv2dd73b/mcp4CFEkOMvQrg9MXgvjxhPxB4irf+UZuTQkg3zCZGWIZKJgRGn98Qx+7CUF4ePzPmZ4/fmx+Tyvduv5uXda4P5O1JK+foxud5SW32tzbFTc9N88s6Z+FnpDk6q/c9PvpIyprT+uan+oeenB73np3v7F2/I/iE5PTZ8ZG564picvzIxIm+/Piynrw2MdLfWJqWU0h+UcnE5cvR1KCwuO/vvSXFXzsbHpJuZf/XA4alXRw7ffT0vb1zMS3lR3l172a623uc8sNm8EGqtApJBTqh84I10EFDqbMVpLTzw2bw6wrzsZdNhwMYYPMA51RAtc6rLm90LtI1fIUS3w71WbPu08OYTsO1fYfPYpbAT8PeYQlv/dtuDjVLYov2SW4G/xxlpW2xPtsdGKaz2vreN+HuckXYQdinsBOxS2AnYpbATsEthJ2CXwk7ALoWtQLNWcfe4z3qqxS/vX1qwjz/90hrRulDDa4+NTE/flfLAnWnp5+/clt7InWsZ946ckJUb0xfz96avHFuW0wPDh2+82n9k/kwylZ0S/WRXz2w3wOviyRNS3r7mLc9fuTBS3Q0SdXL+zo2x4cPz0wPDd27Ifuank6nnT53tH5o7eyaVm3+1P/382d6UO3U2OTQnkqnc/MlkKjulakOTghSjpCDfmUIr8vKaPyzlDbksz0p3cfrb/bm5qYnh3NyZ/qHFqVdTucmz/UPVtxKRAs9P9WhMnkmmnj/1qoZyRtONeI+WNuNJjIM9/WRFMpWbPJXUs0JNGVMiqQcUTiZTxiQpjKqkthQ8KeXxe/L1IXnj9aH5MwOZubP9Q7lE3MvNJ6RjnjqTSs+d6k2lrR6Gsqd6UunJnlS6+lai7SKRTLztuwhRLhUQLoBji/p1L5xpj+uGgoZu9PCUoj6iYzwU2zv55Jm96edWi1wunZs4fnhhbHDf0kzf8Cdm+v7tL8+88M4n7BfeEdxaBt5xPDzrO4B14oTrCNwSisBV0DBBrauEVymMr8sCIKmbiFTuGUVNPW9qOl85fXLIPCn2pvnZmKHFFLTxQz/4y3/6+JE/PPTFpxZvTL935A+mBvqPTF3556vluce83AXn6ru+m7voM7Hiu3hlh4s4Pq5L3qFezmO/pemg6eaTWr82bo6qSmy0UWEp/JaDa2ekyame1BNTryaH5qfll47cuPL68J3pMe/4/G0pl29UM7CUUsrb+TUl1fe1xZOprKIm08+fTA4xmdSfn9LSz59N6p88m0zPne0fyiYUNzc/Jt3np6XvyisTx5al9EO/atJrLc6ZNR+8PH93bPjX74aOozeDBgq9Q9mp3v7c3NmBoeenXh/65PSXcvJKf/rOtYEjckzKxcFOLp0CVDd3dbNcmN9IklejtjXvxll5LD8/IZflFVm5e7dd3E6OtZqxjcuF62Mp0ha07V+oWgMRN9HtZAoRsUthJ2CXwk7ALoWdgF0KXUPfepG7X2En4EFTcLZe5O5X2AnYpbATsEuha4itF7mTx87RsKPHzhGxS6FriK0XufsVdgIeEIX7YP6ihvtJwcQFVkrjBv+tGia2/jEbpCDzx2DwSLmIPLpQNPwy47Awg+861/asLJQm9r+0MPadp/92ZnDPy3/1ckcT2R3RYomoHPwbP77ijg8eWZqZ2F9bgYxmgNEsO8X9olSc2FeeGduzb6HY+/p/ujzmn3vhfN/Am/ab3/vJF87l97x09YJ575/+5e97H7z6pRf+8rb9kkf2j28tYK640d++PI4D7n/N7FuiIFcWzklRXhjbs+/WzPj+I7dmjl94+Vt3/fM5Kzfb4O8jyvw3c1Nn+5Wps0n9+VOqRvyslkKoGsR6UyixZPr5k8mUMSkGnewpNcXkSXSmAE4m9Sz0SSu/anK+CZV7UuYXb7w6fGT61dTh6YH+eWsglb3RO5Sz4v2ZuVE1lTZPnUmlzZNqKj3Zk0xnY8layqOttTnk387flP7nys6EwMX/nBtuZPF9DFSw63qrGjkeShpZ1FR68uBjT41P9eitX2H5EzOF/UfQJ45cnxn83P9yeezrL866s+4FgXXhljdg3XKZXbLfQN4E6amMooE4oWHG0BltFBWxLBQkQTJMoWk8oyZ54pnY47nJUzHjuUtC137nYGzvLz6ZMLTRQ1/81OeffPaLz/7LH/m39s89uXduum/4Xxv8WFVQlYorh1+c/Sp3Xzifv3frPP5nbTjhwrugusGbAHSUx9EP9j75c8YhxXj2ibO6Mbr38zz72G/Ghg7XEhclI9kcnOrpZ+rMQHpueiCVvjE9cOzXb4wNujeuXZTyxjUppbyYl/L2+qKqFv0c4qqO7EmmzZPJdHYqOXR4qmfo8Klk6vB0b/+k1Tu8OP3q8JH5xNvyTriO5zcJOnGvJikKBUdZnB478LkbVzL37kh5IsotnVBbazPjvam0TPSn56b703NTrw8v3nh96N70wHB+ekLekDJ/b005DYmLRMHdWHLbobbWNjd2bfiIlPLeHZmRUZPbDlu/1jbT0UI/8HdivCC2XuRuN68VD357yZZTSG+1wHWxO/zfCfi7WCPtbLtg7dBCwQ5/75MnJNEatFmDRR0z0s1NCu4A0RrkbFJkC4XhTQp88OhYqZbX8JC2CTzISvX+MLgf2G0XdgJ2KewE7FLYCdilsBOwS2EnYJfCTsB9prC2vd+tEX2fKdwVFZyiVdk6U7IAwlsgc7d6Fo2C2RIiy6XxzJGFoty3tDC2X5RLBeE5RXkCxo+vlJzBI0uXx4+fWCheHP7EX/7ER4df3GBiQxuIhQpu0Tq+UhofPFKe+Rdf/6x99qpeT0sUvGd++tqxX58/O5C6M/1q/+H5s8mh7FRvKq2cSaaykz2poeenk6nc1NnU0Nx0cig3eSaZfv5Uz1B6UiTT2ameZLr2mPX3tS3fuDJ85MaVgREpM+7ilBw+Nn+2dyg3f6Z/KDfV059+/lQylZ0U/d0tVMk7lQsfOv3/uSp9t/fCiZsXr+bL7xTMdx2kKJesjI8rfxIcPof78Quu+4blwzXfb5hBqH1GURVZPaDMuFyGPUeXZvYcLY3tGZm9OHvXe3PlvDhrk3t7YvaPPib9d5yrwnHfwLsZGiUW9dFfxLJgHH8X2zy64IDrFgEH6emAptsCUFRSoMITaNpB8xGdJ555RHs2hq4pqqabX1kt0P/DGTloLs307X+BlwdGPnGWN52LN9+cHfEkbsmyhQMrjitFDjjGU4COiYr5lUO6QUytL+5FLs4NY14Dkvrzv9kD8XOPP/X8T/0WphBojwLaF9XYwX/zw7knZ764988vnx0256dfH/rCB/75+6v3iqq4a8P+Lbv4dX92ghXPsvyb2MIFHwXCvXegKSdB+53ffOzQF578PM9+Ye/nH9diT8XUL6i/FToyhWhlwceMq2SnzqTS82d7U4dvjA0cuzPdO7wsr7197O7dq8Pe/JUDlXZLNS2exWqrPCgeg5MiCZL+9PNnUunJM6nc/Jn+w1Ov9h+efnVgRH5z0L0zPTGcl1eaZUxIKf0DVVuQUfd4zk2PDS/enpAVWduDtzHUKcS9ZGZOJFOHZd/wyJ1vDx+Zv9Z/766fkVfkxW4Wrrp1drZp1Py1HZ7yB/JSNjqD2xge+L6208e2WuLu5PyOwC6FnYBdCjsBuxR2AnYp7ATsUtgJ+DtAYVeNpGts2hhSKx40hfvwvL8DZeHvojLP9x92KewE7FLoGvehXXjQrXNsyznsziNtIyonqkfflxQqlGzvj6tnO52CAzBD5WiZvv0vlYI9bcdemv3q0Ew1yoOm0FJ7rPYMKwWFwaPO+P6jCwweWfrL8bcOL1wYG37zz6TvydmX/fO5Cy+cv13JF+t9lU1Oja8FLy+ldPJX/LjfVw1rfJ4vpZxw81LmF2+MSTl1dVBOn+1/Wr6aTE/39KcnzyTTz0/19Kez8WQqbZ5IpoyfUvvT2XgybQiV7mxItsIFjxnshcrji4Y8nptjFCTDFZDqEpcr2qJ50js3mY8540+fqFyvrRxWXZRVli6Pv76PszkspHX7r182V97+/b/lQn7hysKJsuP5wXLtNQsP24+BEBjPiRggwDQb0h2NwiLggLZSLFnKoj76nofntIf27JtL7xm+Vbwd+73fLvSJw9r1zJ+UdXz/irnfWyleybue9ba0XTzs1rFan5X/1Rlx9O4Q40Bmxb4rP+MiANtF55Eq43Oq+ZWTGKahxA4paDw7qi49++gHtVSXGclJMKRYvaQVkSQbB7JxUlg9oFg9oJDEiFv9ZBPSRQyQU0QSOy6GsBKMYNWWm6tGFV1QIY+azpz1MzaxQUckH5anejRl6tXk4elXh3JTVwZy89PXZOXutPTlHSnDjVfXpLwnr7lONW3RvoKzzDuSdynW1NELtd2wVugYU1cBXQNMBTBjoKIqhsbpuFFbYj1ZF/pIPwg0E8Vi8iHj4YMnf5xPPfzeE8O/+IPnnjp8eWxvem6sf8ggpg2hkKTqPcQAFSPRVxMU6SvYAEKF2lcwE6QUq4eUYvVCXPSSS9jDOIPSU6zMqJtwM6NO35wfdwallO5gVVJo9lN62enBE2n5zUFPjkm5OH9WyqlISWnNIdEpKJYa5o8EYCfoj9t9HIvbeTWX+FamIuUdqVSklGcjiVy+vbEUtyAiBQfSitWHPOtOHPEGXxlUZMaXssH93vYh4orn4ofsyg7yAdOExWgUdmz6idzZ3sEMdn43LwJ2KewE7FLYCdilsBOwS2EnYJfCTsAuhZ2AXQo7AbsUdgJ2KewE7FLYCdilsBOwS2EnYJfCTsAuhZ2AXQo7AbsUdgJ2KewE7FLYCdilsBOwS2EnYJfCTsAuhZ2AXQo7AbsUdgJ2KewE7FLYCdilsBOwS2EnYJfCTsAuhZ2AXQo7AbsUdgJ2KUTEvfsp/MFQuA9GC+rYzUgRoawfZeN4wF/hfuSoB0PhPnmLCvBgKNRc6Ulr64VvlILoKnZtd2Ksu/siYYMUunybNQr3o1xvjIKNjdEUYrSN14rzG3remthwWZDGhm5zNvq8ztgYhZJiNwdE23Is4Ksbet6a2AgFAaBYtfNlIBvlRgsKG3jeOtgAhdUmUFBBERFvfq77562HjWWkpzZ0V9za0G3rYQNWqlp20W/vtvqNWKlaleCZ9rEeHDbfwfC22zJAewr2g03E5rD5r5DefCI2h81T2HZXk7sDz52AB229cOuxa71wR2CXwk7ALoWdgF0KOwG7FHYCIlCo++irnRXuR1IiY6H5NAKFhukWYKUAMtcQUDE2maKucbX5tPuM5MClxsn2srPeHRvwGmGtdXFVzzQKBdF44i4tVsyG89v6uosHa0UwW0IMWGdmzWpKUCQKzY+R+qHgIFix+YsIAprQNJM2WVx1dUE6gHSip6f7jKSBFSx5eADSXDN29ZZa/NWpWf2FbGD1elZlVfldha4p9AAUIcySS0EKl9a6Re04bdwYvCxgVeIX9eD+Pc13GaLptGsKo6TUvAFhFncgB9xer541a0eNH6Mxwa7VctM40Ib+D64679Z8aSa0UOvJRSm9vNWfkFJKK9+35l1+Rt4NPVv6wc8VKaX0GZO3g/M7zqCUUk76g1JKb1BKKR0SUkrpgpRjHUVvwEi1aoQHvQDKB2bav6oW3AztCy8iVwirTSWT47Ug+M90B+CSYgBxA2rLKa5iiSXRWXB7CsW10mLXD69zyUoDYK1btTbclqeVs1k9sGr/qujBvb2G+PYUrLahQUriTv3kjWpEy9faxG0LNyhFvYKAx7nOjwq+mwbfolH8XHO0rjOSaGypDka9S7Frs35asO6ZtQAmQQ/Dsw5U7VAH38T6BxoGqJol9GosAFs0yd5AT/UYy2Z4qFvRb0tX78EXUA4rJlFt+xNfaIg7f4lxUGynAsTHxd6mFVXLqtr4BjpReIN3OqUkC7jFcJXhjUiJX42ys4wTfMvhPFlArOqFXEWO1M2KTzydcszGy3bT1HunsuC0eXL4a1Ks1hY5TgcHIqazREVA/RM1QTSeGK6BYwLK1HUAaVUES4AUYZ6X1RYjC/i/0Jx3BBgNZahTRupvDXJqRya8dpmgkkkBQRa+glcASnY7ednGkxhOtSnUAVbs6nKjFeQYS/E8JPV20GzqGDkkBDX/vl1QsCHogFWAYweAN+BY8NIfscESM44Ew+kgsgYN3F4RJPoOQIl7FH3Ax3UAfuZEmK9UQHpIApvxAXqg15K1ejhicS6Gv9evPg5ewl2sSOYQDQtvDgKTFTPCNHOP79SaBRXAdlys6w0xhnDU4FUJAOsSvlO/+jAAvix2RQGCKkXuBd9N4UDeEIS9PlBAchFcVtYXpMgPoFlNQY4Iq9NzACtgg49KfAH8Q5dINMSV+gjYfs3DTzQKOkByWWg6PoZjYMM3wmsWIHFYwQdMt00WhMZhwjggEkZwkjKBqaaYK7h+E8G4QIvptVMfiDn13mIkChWX8qLhl8aWNQLn9Vi5GaQOKEEBFLrLMPqfCwy9vRCB4YUHDQN4aQOnhR2ceVLvE3d1wnxeOccCeJwY0hWjQZSHIlzVe64LCmXv/C2cO8BZYiwhiSOCRvbuq9IBdAVwMb6JYxptZXjgvBseJxiuhTtQwrSscYAS0sfBCRgkhFgCXIGabejzeIYJZhG30AUFxxc2LrYP4jP4nPQARQjgdC6oSYZwIGuewy6YbWW4Vq1allqq6dKslhbBke0bQVolGmhmNbfERWN8E2DKC6WhEgG29HA8GP+SdTmQenkfT8Yp1ZosA+ZtBmUB7ogOUmRQDYV1kQJQTAf0AGaGwLKfBBu82lhIA+dDltEoJ6hvX/HnBoPzaMXZxpo/jpJVwzNQyCTD1kUH8CCUmO4sJlBr0xW4HLQybuUJuM6xalmPeweetMHGQwc9GNDaJbMhIQSv7a6er4ZGoqDojfX4dfiwAF84AiBmAOYe/LAXYLYRADi2r9vMrSz7oNdmBMq8gbT8MhkATpeEEvTgDCNIslVoGqqmWWaRy/ANw6wmPRKFmJYFhDRCcV6JGAUe96E62acj/yEWt+Bisa0Mm8vSPGm/PCIaAis5w8QWGYfgY2rETA8XVzwHGKiqnmt6Ke6iK64jQJg1LzORKKggTKweZ68JXFZAMxwW61W9h4bxl4VJ8w5cGmovxLF8JI4DFMgFDzYKFsDTEPaiphQhYjypIcwg6Xmg4FRlyOWigIqJVESt/YnYOuuKEDyMLU4gzwH040Ks9oaEio6O0llV0kLclMIsZAluUgEGFMBQe3+w2hMdhkP/UNNruqAaOsp7IL0c9mFNwAM/VtffjUjB1w/1Fr20RcZY0okZ4ygJy2qszoxk7yuYk/Q3jRHrEG6vO9eDighIDgEot4BUimRYFYwDQ/p4siehBZwsH3AWj79z7i0PUEAI45wH/fXhXqRJmCk31z/Wx6SHtCAz6eelvCMr381IOd0Yb4+UUi62l0Fi0LwzRtL2Mm2vt4Z60up7dXhQ2lMMxRlWpJTSTixLB0v6mZq7ooiTMK4GiBjp4BUqApLE3muGL7OK6xDOzbQifo8ngAVdtL9utd7BAcBAP4Rt9wTV0qDbA4qBYuEaYbxIFHyEITiIoX0d+M7Ewkzfvs8sFI3lhdKVPUcXigXhOXZDGrwSJmXIHy2PTwivXKz4Uj0xiCMUxCWz02OMlhAdE9D6/uY9jbmzVwGojUUjUZBp0JEVR52xwbOuXvDt37cznP/YrOm9aZ9/8euf/cv0x/d9YmZ8/+FSMbP/s7Nj39l3a6bvG3e/7Z74+n8rXuz/HJrpT4B0rMqnxzPhi1n1lJbnKobvmUGmV1ZqKdVyjwH1sWwkCsYcsfAlCXqCciRxHbDedfDv+e/ctu76Lhfys2/80ptXvdv+CO61C77tyM/ddIV/gvMndC5jgF18d/bu1aevz/Tt/7GFc4Pve2lhfHDfUtE+vuIij7qF/IpLBRdEGbB0pMAG9GKtd5sQSWjUxo9CQUcFdIMYX5l+mINPqhgHOadTMB/RialoYeXqgxCOSwwv7E2o4TMET4ghXwhwEA7ij5nlY/IWX7PdW+6Lf/ShCz/xrV7/7rdu/5uXb54dPvyt8T1fvzWjm96vlt5+SwHpSBU7f7QxUY93RUHriR00xh/WHzuYHxhy/t2r/SP/8mf+1+HDH/i59/7IF/Y+u/fhx4xH1c8bz37xUIznjM/rPIq291kO6XsfjYvHtVH15N5nY0bMvBzTD5J7jnM6KKhBTvDzAL7tUMbyT2DZwra4yzt4d7/zG27Bnn0RtCecx37pQ2/fXRjbc6RcnNi/UiJTnwWMUql6g1Fi1XGvdjTfFH5RSndZymsHRhanJ4ZzU2O9Q4enxvrTz5/qHcpN0Z+beiWVnupJHZ46k9LnpnpSuckzyVRO9vXHB1LxZCp98Exy6PmzyaHcVG9/Lt9NpRq3o8Sqo97kNY9CTUj0gDF5tncoOzU2nFv82VeHc9d/7vVD4+ro3qKhGLG9B43RvTHjYfWpmKqpypMHdUNhXCSVvYApwvbMwfesrr7Cg4Eb/l6TUkqZl/JaRko5lA+DP/T6sSPzrw6PzE33Dh2e6k2lwwsRXc49ECy3DXXzzef5O/KavHdjYngkDIjocm4bsdi3XoQHr4NRXj9Kd3jwFLrcYHhn3RhdU2jZQ9It1lzfbcX68xNdU4iZ3d6xOay/ALbj9ZH0dWNsFQVni+RsAN1TsIKfVZVxIfL9etdPXAcbbhfkpNl4Gix8bwc20S6IpjNnc+nYDHZ8cV4fO76DsS7+3uxfWFaXC5cX9T7lvHv4wLn3TF6aVCZjc+aMUvkw8iUl1qk+Evj+bQGV28IJ+xUbUDVcF1G6wQ6wjm/exkZUtJndVskCZ//E0r5EvqaUVMPFbnrlqxMXlUKK+BMCCLTAmqCvpTljAqjm6Valx3CpJ3sO9qe8y/nb3o2LB6bXT80GKfSkU3DYGlJG36hO4FnQoykiCf1YgZpLOrhSm9SNs8+yIGu+MvdNskGa053ZNiAOGsooh+/cnfDktdbP1pC4iMVZs1KgmK4mRU0ZIQlgFtF42NJ7OB80Dhb86KgVeogXYPDwuLgrlCwJw0oYaCmLb5EIhaQ6UKqAC3nG3vPw86ryhKLEDioBRpWnlfddf2kpc9gM40ak0FssKta/x1RFfRpVR8tlcJVxsyeV1RgCm8+lBPETnyCW+MECIJ4CevjgD/xvGYrsA/2zpf8NADEOgEG8moTUpdpCvBX8NNb3PSI8EBQpDY71XRq3u6MAKVK/CCsUqxo8poFrKbyC4VQKZXAEID7wmq1KG3BMYjAhCshzy4IeniWGl7XmYgDLQjwkCJb+ghGBsmg0VAo6PSTTDQFNfe4g0U53FBZMA+u14C67EIR5rLiYxFxeJKcE6ma+65jeL/pUKmRRV8ASuOfALzOyPG6R8/lrEwArAVBif7XovKyIapUrMNBwnw2n7HqBFcME+PGAbnPiohXnpmLYTDtOcl8q21TnWqDGTGJBzBgiCaZdv64BJB1y1Os3Jf2J2rvOkuYH0PLhPNQABPfH+Eeo0B8oPPR1UyOtUk/soQXZ1qBWsmvfk2s80YH+nwirjL7q9R56SEL/ZBOFiBlJgB7/sdMfOGVZg/MzTRuExT+pHRqdBVjZlqDCqhiNJw7g/Wk43bFYDX0vHmVYXtWvi/IVVmOiTVilenBHSnntgLx9RUopj/j5hjielHLW5n3N+gvR0TyOrn6FbZvNuyel9Adl5mLe+xaJU9msTeK7QFqHaOZvtovCla6i/rqU8uykhfnNX7FyH4zXGocmCg96vDDTYWG9GxQc/dBV4wP/wAZgMZImzBbC2gIKWaC/bovv78uQZ2djl8JOwC6FnYBdCjsBfwcoPOgOhrrlc2EPfEJSbL3IB03hPvTJ/g6UhV0KOwG7FHYCdinsBOxS2AnYFIVFIZWKXiYwswLrWBG5T9gUBef0CsfK31vWSbxoLotJQ3lui5LVDTbVZ7F9F9e3xyt5sF1Lce6vZfYO2Fy3S2JalnSw8HEQbWbtHwA2V5ytc6/8Od8S2AmhUQknc7vUXGtFmSLasstkp72WzdgUBQXSPZjcO0wsGMpoRLS5vRZu4VZW3Ic1ay3TEXVs7iv0cu9CT5rln9D0A7oHP65vSlwIiVWW4Ilo0TdH4RH+szpTBBT7dxlKBTO26+nGRoBwEETVB90UBWly8f2UGT4ITwk+OOOLzYirwoZuWpjNfYUSX8IkBvHCc47gQ56xKXFV5LHRUNV0pNib7GAIo89lNIaNh4iiVBoNHtkbjMStSJE3R0HB1lbQ4V8E2xhL690QDb5qjXNOeNESt9lu3oJqkgPBOQod7XNb3cm0LBQNM7AMsj42SyEel1R8qYS27Iy2kdZISluDDR6oOeD1SEnYHAUZdFA8iPWQtktxq2000VlCvO01D8JtsBGw2eLMAsRcRfoKOEan/dpdYqaarEjVw2Yz0vIeBYoaOkJbpFJsG8nsTqZ4KmialYFI0TtScCLdbtXlmBCYHeoOok3Y40G73GO1udaKjhQi7VfJAeDTR3S3Ns1op6lgeD7okRVCw/GCbBGlR7rdDjqmT1wHXYXuvVG1e4XxmUn5aaBi/Pco2uwdv8K6JakYvPhsIlTy1GJRSl+ENytVJdT0cbwob6QjhSjDOf2VvYeF9gRxhJ5SD/IoqfX0E05HEGufBIzI444qBRExfh3noS8+9Wq/PtDnkZ+zY8LKNhpi2gysbqrn8GVH9qtTx0jwU9v/qZDJdC2kPdSP6IDyYJq2+wFFMw1NEQqn9Eht205cLixkqSQ8L+LkyuJOpABg2FEl7lgK0fH3ZhfJFmJ30bYddinsBOxS6Br3YVPY7lfYCdhtF3YCdilsGTobDF8XO6SnWnlowy7Ed0pPdTNWVnYIheIm7n3AFDplW2sgikeQ9tjGsjC7tzEZyx+0Nybx/pWFDks0DU1b40zdWWacjT7pvlFYf+G7sQiPeBu3UrKNxblp7vLdTrHWx47pbA8ZGxV534pzB7/VnSZhlhKJ9hfWxf0rzh1MTnTqqfbe3vCTdkjTthmX0pEoTIp1o6wAVHQ61qYbR7PLu1ZEomBZsM4a1F0AzwXKhSgiW5/R8Yrf+RIQkUJgmP/mWlEcALzCBi0lFTahgRKFgsRgfH0FJx/IbcReVQVKoUutjSAKBSVhRYl6D9djnXVGvXpwXZrA+AJAWeC1q9tVoEDlB811Hhxl/3dCysS8vOvkMx2j2HLOyTtyQkrZt4akvkR4YPmDUsq+eelKaWdkvI3JVh8p5aB0Ey1XmhDRAsNSyfvO4rHi1+014lwDTXxcXVwjSuOq5AmgWpXaHdpXEWnVM5qJp/wsZu4NK/A40xYKVs6i8Lrv5NeSlGsNegmdS2ob5QFfsyhGWFSJ2LSZFQq2autrRBEWqvMShW+sEaehj3SpurKcoxcLz2yN+2GwOqn7NCAaBU0F5eK/cYzOUeSAbcZcPSbc9BqC6hnD3lMCHT+Bp4DmtktoxjgSIXGRKMSF1ktsYG0NNSMtlGOKurbqToOqh+eBs/fUUf6b7FQTr5SYWzbWS10kCkmV9ToxgZyPofUcFGvFq3XzHHwU3RZScpS4/ZU2cS8L7jEi19N5iNa0eQDzQLlU3H90oTi2/9jM+MTRBacgl0u2hYePD0ipa4FEex2ZCde1AQNLmR8xfrV9JBcVa129qkhfwR1x+f+397ZRcWTnuehT1SUo6bahhLVu2j4NXcIsRz+SuCf2jZHdQGlGjplzk1j2+XGTs5IZNOPYk7vsJDOQNAAASV5JREFUUSM7o0aD6I0kD8h3QqNxzsqcZEZgn6ybrHPvyignXkeMB4lCENPnnDmmk+uVKE4PFNAZ2o4MBXREdVNd+/6o6qaB/qjmQ5CE5wddVO1+93669uf7vvvdAJ7zJhfe+KTyJ1NDXdFH+qUX7zzzwwsfboz+yedOvx+mfBRIKgbAU5II95++HAtXn74Y72+6nIiHaklGVGbg0y8/BVAzcJAqCXnL4V6S+TpmuFQEGXud6minBgCS9izwUJHXEvG3ZOgRjDxSI80p48Gzw0jFJWhPIbb8yHh7YfgS5qfeMR6o0UvRP1Gj5GFW35iZKxoSAEZVALaOIfnXEfX1IhErS/pq2ZpgQJG6AVECvg0AEuc0TxUAA01kTb8khsA8tETVQagRl2FoKgXiytTIo5xJbqZXFWXA7KGqXwPQmi9jbj3hDimA/EID3+12e2/w7Nn/eKK9/mmc+jzXfcI/ePaY65xcLfDf5oSq873g+UGujXAgR441fp7FMS8DAOwGjzMrNjEVDAXQPgUY/LtIAfQK4qGm5fhA03JcSJN4P2D8pkLAHQHSugbZSMRBU7p1rrCRMyMuPgGxgXlqBFcn1/9fonR1cqCLzk0MBFbm+5ztcxN9ri9nnlZaMc1lzevwUAK3MKN8XPfPhZzemQmn0DbmdGGi0uUdraQ6zl+rqvPV0qpG/1yf239+rM/ln+lxNy6Nhdz+mZ7MHGnPgwsNULpotGT/zVAY1Rorqylx1rlm5JOad7SH956/5gQccOF+hcuLSqpDdVTVeV2GUxBH4RLbGLjE81fhbRur4L1wZCjs+dq5DRAYef1/S1FRz3E8IH3w5EkBT3JMPTgQSXNBBjDKAARgGXBEBLohSmwFJwGABAIFd1OamrN82eu3sAnrM+cWOkCVFkrpzIoRXJ18I7kyUdV4fuKNRmmieqhjLESNSt0zTdVG+kZgZb7P558Z63P553qcjTNjFS4vmMxb2D8KAwVSXKF0gNL5rQ9WJqaNpdXJ5sDafJ/PP9Nt3X7sUar4bP8qS9uXotQyjyLWsXWP26WKHt31/YeP21BlJxJbuTgw2rzt45DCQUApCts2B+fHXnQepfVbBx7/GnoksgeZ7gRDW+6UonCE7GoBdt4WlC13SlE4cD2WuuXOgStiKUhb7vyzoyBsuWOLglI6SdISnbRfmO3h1JY7tijcBlBij2BmAqoVTbVryB1xbVEIAICNrUYxlHpjuzUu5G6sttkWSs4z1C0XebFbE4xcObYo8FhDiR2QjKW4L3AQaTaZnexsIPekLLs9EpEYWci7v9oCVXmc2JsZRB7k6ortUWC0uwp/RespnIKSVX3Gf7+4pW1vYMsBmYJEH60NFzN6CYM6VTAyYG+L8u7CjuakCl5UVHifZwonUasAeQ4IeIpKMrJKmJbS2eZRxOTL2aatjVdSrr+6UiR4UJXmDnTHUJU977cEZsKl03yIAKCSav2bFIF837JH4QQAkRWKGPYZguv3aYXtgBEKgBJ9NcX3AEB5gAECmKNnPun2KIgle0swAAf47fZIZlmKHkxoWL2/jq63EQOg5l+92KOgAIChQh24kooMNnUkIp7TF9HfdDmhDrYgrgQJgE7CMOS/25IHwIUYii+odGgxAJAnoSVgKgLz9Si2Z6qGQQcx0PXdF7SvRocW7hja4vhq9M7C7381dTH61q23ZwnelpAERzv08d5kRywcOo14v+eiHu5vupyIbBbnUKCUoICW0SkA4M6YZ6JX6Pk7UJsUNCTQeA2Bh6DvAGobHiq4exlqG/DgrXRARxBqBMBzy8bQl+4R/OnUcBeei15aGHl/+FL0zg/kPDLvJXF0iaiF85QylVf5t9MnlsEgv5uNzbbAEycLDrwABoBAcELEGQ4CASDJBgfwNSxEEDUzf6F4ABkJKNTQcnzTsmVouoh4h6gOFLFnEp1GBg1ImmwAi0nCIa/Xki0Kf/6k9HrNmV929fc3tPZ/pqbhv9UzaL3JflOUAJw6/tQxSP0CEzvlmscX2NbuJ3txjj3CipDghHjkWO5Pl5mUp5XbVBmiykKxfB/Jkp8Vqd6m4SuDARkFjm2xNXzkxSqla/OLtzrp/HT2DCndHJIMShenOygN1bWvTlY3to+FrO9khzbiZrqJ1ys7C3sbLdElubLaaJmodPvlMbT5qvMPbTvY4cQDnAvnzSO/rM7UAQAuMIAgvAL4/YBXBbRozpdM1M+zaaWtklwrlsVHgjcAVAIn2arRv/3Z/Ikez9qZb9t8xyFzZ6H28kVODqMAPiWY1yz07R3+s8eoeoIptpzlCQARiswAhlLxOYnkT7dfFEhzCpA0jQA6Bik0eLoS6siVBAZOz4YHOvT44HUZECVGNYtZ/eo/FBD1uI9TyfZIUegATWIk/duzX+74jYt/vLCy8P6v/dxvf+sqH/zIN04la/6vqljLnwP4J1IJGFgEi6a7qR/+7a2my/rH6u7+5P/1W6L27S2oz2J5BHAaOmSob02tJW63vYNwW0pTB69okVD6EWDG5+EBGbj4xSSNXnpx2B9dXXh9Qb80FciI2re2wB03JECEpE0jBQWAAujZqWgbdBZnAAIiAGcoAA2QkV7Wbj+7llD61yOf7BeFtg9+s158ihe+CP4kKoQ29qxT/M5ZzosK3oWrAONwMvhmDQNIYnf9seMNEjllKiD4c2TTPGP7Q9t2kB3adPMjTSlNzofcS/OLno75ybrA3KTb9/yEu3Fl4lYLpXRm/SB6LWj4AisTVY3+mQl3o1/OSHrc1v8MhbUiaYI516ObHy5Snc4vGsHkWLV153Fb/zOm8+VSKygLMXfmqqCzwEHZ41kIJ7JX5wqm2ScKqs106+2WFExz6INxEHBI4SDgXxeF8aJPc6a8xRPuOuxQSEtx86NImqQBZBQMdwsnY3hgtz0K7L2FKADIkWJJrM5ZB0oWcZf78d0y2lrdvfEIKKYa3g9nHgDQTftiJSmSRm03kwIFl+mApejYZWOWzeZ8HwCP60tBTsi/qWOmb4kAZJVPIFxEQWe+BVJWEUvBDgVOxwgBQLrUe2mtq4Ac9S6XFFTy0w7fbpbPBmy9BUMkAFYpVaKFPBTGoShGPP3KkCI/7qMw7GkwKC8DKaH+qbQi5iet434CCoDva4Yq7VbpbMHWW/BOfQIA6lo5AtFZINEHVHECx7xHI5JCdqt0tmCLQqUEBSDgeOCv8lcTCSDneMJfFcjg2C6WzwZsUcipba//9eWCyYjVXz5m9ZotCmyFIgIViq6RJICWrkR8oGkZEYmktMiIoQFIAwTwawCTf2tR+bAbcMgWBQb6LwKM2pvkAYSm3ll448VocPbOe29fenjn37/8ld7qJvHMKkBBDTUIQY+jtmM2ojQhFhloRhwj0jYoFLWelEsBV+KLAC5DFiiCAV0LBoHb05cfhvvfuxwfuqUbOpE/1YhlAEvA7X+KUnVIHHor+oQy5P/7i9HQrynboGAXxSisW8jOggC9ZxyiyIgMDzDdwDmrzvMATZjbiCWhl5X80FQZujnZkF42tMV7gYS6Rbhpxx8tVrZuaccUUrKVRhLHGACn3q37fi93lXCtV8/WiDj5Ta6xzVEhSMoRp9jLeP+SF0VO8N6o4RkJnNWqrwNMXjulKbvYVhKB2GJQVCGpOYo87KRr082BpdWBpvTqxK0gzUk7sLJo+DrmJmlj+3zI3Th3rc/lyWjzMjo4a1MP8dCCMNBSJP8siiokNbiDdoQULgSl05RSSpszctYpmJRlT5FvI0gpXSqVSS6FnA10JjSgiPvOtpClYJgUNE+RtB5qBOlMKZE5zjxLxyKb6tjeHvyVFtEb49RiSfSUHKdpSSu65M1pzv1bZg6Msr3CFUN2s7ChL/KX3yue+J8Ckx/G1yM3EnkLIlmf6xRIri+xyfu4sXehxKBpFLIuFEkzo/aDKqpG/Gq+x4r1mS0jtbw4NfQCiIUBgGV2PQhttn+lagUoiYvFEhMHwSChJYICZSkYaJYB4CEI+i2G6rZLWghMTmHU/xWMIhVJCzLeKDBzvQUWsoPW53pN8ZgjpQGAQNb3RNmwDg3XIKLoMpp6GKRO9XPSFwfXb/avX0rW5zoFMVd+j4zdObisENQ2AIxcIKLYOiSCZbDrw3tga5IsBR1Z/0PKgxf3IhZzLlyD0Jtpw+bbg2aoK836jWWokDGj5qTIVMVY5sb6W5CAYQAKeIBC2JtjRbO1UyHpQU4CSS6j39MRC1c3zYYHmi6GL9Q+ehiqbX84+d5pqEi+KkO/PmykO2bjg7WnY+Hq5NLDyMDp5Xi/lHXqzVLIBGVhAQgQnIC0gyhqpcHBj6uyri2Or/7k9WfeMd59Vv9SVH1b06unNL3/mf+qgggQAZpmw1QcCkYv6FrXOwb8U0P+Bxeil6azkrIUsio284eKmNnsIVwsCyggMtFUQNNkWVcHAEAyVKBTfwBAqDkriDyIDsiGqgIJF+jLj1QAC9kXmqWgAgCVzOqzK3qUop05w3KCxAL8TQnwEo4HIzkFpgKAzAr4zisnTjGo489f6xYAgZO6JVYQCGeqTwQAQvY3z1KYBWCkAA6CAZge8PKOKBTbKoBfYuZOdo+f/+MjVQ1H3f97/RnWNcu9xqlnjlaq9a1c2wm+/jNEQSVBVbUK59yrNQ39DRJ7tKah/+Q3jp3q5nLDKWcmfGOU0lGthfYYHr1FRzXVKO0pPD+0gXzTZKOgK94VSildsybnG79jldF0/1ujk5Su0amW563H6zPVcQDQJHOs2eMONR+uAkC+eFvZZmoe+8TBC3A4Kf9+5nGWAq8DokoAAJIVrWJnB0La6QzsqF+Z/HPNbOEyj2ngHyRgBhSADrgCYDaN/rnHyc3YyBnHbKSJlk6SWydUNc/jLMOkCND7QLJCxKatR0n0A9Ab11voVq3pjAAsW9Vh7yDle2sZCgYACNeR4SxBWx9KCQBoKSvYJbA+S1wfbzVALWaIksyPTXWzzBDhYr6bOfVMAs/DMOOumBCs0smZJGoeCWZiRc/9bysKcCt1NtomCPluZijoqCSAANY8F1jaUFwFAPDs+hDemPPQBEOQhI2DFndoPsm3dMi+hUoNgAhDUKFlMhKtZyrGAZUYUDCTFr+r5elsWAkA0CjvrIjbQZZCAECcEog8YawnmZ02qoZmQMBKi3RV6Vz8Vef9nDeaOemNm9Vof6RgPoy8q8XORYaCRgAokHUkoQJEBtarhU4pgJMRYyQoDy3DGMkz9MkDRAx8t2R+u3X2cA4yFFQAkI1MsQm/daZN8B5AIgAlW7d+OQiRoXfFpd0vYilsHPkUCQSYhSpvcAb5rZe8BJB+EOfwFSYs5OuZUjrQRlll70paEBkKCmAqPcziKUDuqKi3AvD00/qKGrbilJ/ZOodl7rr5/nvcGNnDshZA7lugFYCGWYwD/0ByTwfpBwAGBpPuBRIK6NZVOwtgSex83F7smawB01Zh8IC5SFBMLRuxHvI8AIplr6H1wwCjWCXVc3UiLMA0l2qtuxxiJpPxOgRzrcODISIV1m9z3NALUAko7dYMgIIkl2O9ntPvjwdqL8Z6B5sTcYABWJzLOZNDkXft5HBbFCoA6KIKc45cL0kAjmQSXWUjOvDti7zIp+gvAyK0C1MvL2iepmQsNKX/9t+/GDWVsLI8Gx6pPR0LV9cujd9+9nRMqa5tT/QONEmZ7PbAuSFDgcCMnjALQIDLS9C2/oYIGAUCKwEgfh5AFJANS98sER0DQMUMCIgK/SU9/MyIoXulSwvaFd+yLr8I/566ulnFpDoAtdssbxu46g3nqzJgAZ4TzzL9Uu/xhhsyAcO+ApG5yvFWTEfxKFADmE2JAFAAJxQKqIMvL++pOifzS6eXThIFGrg84+cHMHq9AVxAuFbR9ulKZaziZMMH/vDsb7hbZz9z7ARTz9WJMxwEwr164iqEs9/kXPVnahrOj9/g+G9/g8c5ieO3efizTWSW2EBwlFbT+YIh+fJipGWOLlK6smG5TimldIVSIzg/aXT653rc7paSy/9tI+P8T1kgyHX2+/fy1wJAj6u7LTLjs22q5It42NtFWbqP4vr/tIcANg4gZzMfRwcKqED2CCKAlADA7AXzQJ+VIYGWHFoyzbnyUduuTITTpZMAAKiaAOIJAFSaJgUSKVSBUfK9WhQYDXkDwu8hFkr5v2oQAbAl5yS7btIkNtNpgDmkGIV0tzwk2HFq3W0KpeRl7c6oARxfBAA0KnmTcmbA/Om8D8vIslzY9QTWded9XHeNAwU1l47rVPQIpSXuNgWOFH++3mVoI5RH04xYJKR8SjUSpecm+7UFQ8NDQKCASqCL+dPomqYDT5YS9dgoRIANXZBhgAHQtlp0UaHZMH/vAgV7yxoZAOLZHlKFwsRh+EbhREEXAJXhDaOQa28We/kWKDHj0RR4evUNsE+yRJAKdsQMBVskOICFXaBQZPjM8dMUNnwA0x/hDD8AiCh8zFlYi1maziLYBQqDBZ/IOddtABBmVevfGQGE1XAPKcjZXuoKMIh7yxECqC2mV7KLIcrIlYvxCO1KQWhJafGBllRCpR16Hut/YeT8zPmWvgUV7Ia6Ob0/e3WfJ/hKkoviScC7nOgdqL0YCw23hy986OXFljfbE3/wo1WAyvwLA+RPnxlejH6y+S++HKZTn/zJoH/q0sLrVfJLU+VQyJml5Dtq62yh7znais/eBQlxmRtfDtMF/UU9pLykyGsaNOWRrvqB2wQCwRsvylR9IANRRRmBHmlbe6TfFtf0ByG5HAr51A45OpoiKOzoch0AxCMQGagygISKNOIRACBmmSSc5c2RWzglgYcoSgCCBJoCaOp6H1CKggoANwBkDW3mgG9sMjGlX8hciQDSIgDALxSUy3MnJAj8KAdyDmA5pwAH7xKPAPhPPAfhaINAUHH8lxtrpKdZ6SbX3cB3nxQ4L9N9jBflI05vzsEz+Zaj/7h+GaKUUsxTSqlKJ+lcxgFW3+SGqzkoNYKUUoOhlGrVBRa6xtYHysoEXZ285T4/P+Vrp6HOJJ1uyWN1Nyil9B5dmrwVaJ+bcAdmrmXWznkpzG2kYGDOpBCiq9SAh1JK9U0erCoo1VsopTqCtPDpXnkoWA+ClFKjWEiAzciEpFNLVaR+APiA1aC1rfbq9QpHcv8t232AIQCYcrTKWbNbXgonNv1fY6VqBQAnIok8hqc22bK3NcoldvHtNuwNbe7RoAjASwHUpBv/px4SNyd5HWCICqDEKVW7j7wUcvQAMgCoCfl7cQCTXQSAW5d/9+LmrwicPtrS4ZohwOlqZffLWQSl3oIIgFlWzdp9bxjA+zDIbWzxuWL/Rp7S9MFB6NqyWnDithewVZGCRs4sQm981qmAbvmialngeAKNFmqXe24iKYQ21oxFyZo+iKTGmecwY9YByK+a16k9sM0WhC0KLiISAMBfAQADMGOd7i2pODC1NcBJjJKC503vxfLEpkwGXNZSKwvQUdW2KYWRie0VYeqLbnneddikoAAA6YAGuKgKDQww0oFYpOlyIjzYrGvobAMBRGtMIHtT2rywQ4FKGFEAoRvsQ4CLiLMARe+vDT03dSd6Z2H4wtr776q9BgAoCjACfAODTQkt4rmix9EEHRFpnykgnPVrmAJY3kG8eCSvJSIDI5cRIenlB0EIIACYWYBTQN/BV/WvPrxjfPdLPwpF298Ptyh7RsBuRSLECwC9HACc4DLD7xkAIIAKGYwAApYALA8oQSiY0gE68hJk8s6yurul3gBbFBwgrTx4hySxYE46+DOkgZc4p7f+qQo8AYfTxUg8ywo1OAGwzEm0igwg1HMAnnoM041y5rWUrmYupoMTRoDOh3zB1flbnSuZFORDlFJKdTqg09UeIzAz1udTZ76PzBy74GR7+9jtQFvM6e9vuWc8clY/IVs/2B7Y2nbZ74PkRDdIWytn1ok9DYK+y8OllOuoSnZXdiHsYaCtdB79xR4abfcCj8t3fUcUiheSzecKLOwkvwL57OTLW2fcuTiilitve+9tv6w8ebFRa0iBjWukJMn7rb2kIBR5Fl4PLLDeoagbkhhBaeNJZeu+4xuwIwolDDDmY5o342Hr500hsb6NcdNaz9gcQkfJm82OKKx/eblIKpL/tgwAiGNhvQVs1F/pes6OJiWCQttmd6ki5RcOoNCK39CR3b0gF2jIWs6Oi9sy4Mzv2LdLFIrEFi2Ug5TjTJm/b+u/vmi2mDRkLaAVUvVbc6R4qdO4gUfF9uYIhR8xUr67ktYBzUg7KMAViobhYHAxzP/4RtXx92/o+O8fC+XPwPqNihQv0xy3PdiS/Le1Jidi5NsAaNv9xTw+SRy3BlVJqSOd8Xt6GiMqza/asVGRChRhZ/Asqe8aI8pdAur8lNqSNxOzxIpmbrwipIAejc1NbaJAypIm7LIgQNFgvlpNWwXJM9vUNeB50Y+IDKCHw2CnkFeURSF32bA+6ABY923Z5UGQBcQzstIGgCECbm5NwQEMJ5P7jFjFGHyPyGhthSQBxR39RggAIGHt814GzDh6G9G75U4+ZN8w3wD+3EeFDxEwGlIvdOdrjGbrO+LFcVwF8Gw3ySsz/2+74UUYQdbMXQEATIoARrZ8o9Pq5eck80YBHx01e1Uh9MAJASwoAcmpBnLm4hfMosgGwdeB2tc3njaz2XSe2+WygCHnJjaombl1Mw6AkE1FMzKn2E8p5o0SfoYcmEFgXgbArWiZTjlCP6WHn70SUz2XE3G9RYIOgFDVoaJ7muNoUyoWrm1KxUMtHbFipnOGbOxA2ZxOKVPhyAaOABLZF6dmkhTnwAOazkGFAYMD0bXIwBUydGv6fXlhuOtv1ZGFKHggLeIdmaFwawH9hWUj+uWpd9To6o+0qaH1X9lGI2XM3WosrgMpAkdnvkRqZj4zZs0CpM0kN0NvI0i2KACq+4f8jx7eeXEYnV+JB9cSysD3Hj0gMscp1SKOGmAZAIibW1q7EppfQgzBYBkUsv1V7/o/W8NRZOcv1kk7JbY+skItCCReAgtcjUCdykymuwCwvAgOLI4KRyC2Cv1XOUhk0BTPmy+4bV1U3gw2z6fSHmEUg4HRpCYD3HKeoZTBHWNwNg0AryWlcG+4gHZHWL8Uj0KUAIHlTduwDgkcuitcH2U+w/KvSY7uL1dUPVfhecXZdt7V2vhl4Um24aZYeeLUzSePuqWTJCsov4YsG1aKUkp1V8BVSZ7vcxC/10PHegio1rLpG6M6UE2UIB0LQa1DZfeWFKYoT/bSCNCVJHVQSo0WMbk09gN3I+25dXptsoWuTA4U0t2tThpBOk/vdazImbLmp6AEcgugI+CqxPNVlfB6PXQ0BASV4KZvjOlAJeQg7Q6hzQkHo25OsZkC1XIfrFkOAPaRCV+1xfqvA8bgpu6EheZKutLHqVNtBWg/I2CQbPoeWEkmkICWkPvbBGlEtqQAsGFhsaGqcdiwb8UGtkYjsfAIWPFvbgw+WUYD2lxeiYgAnH+ax//V8DKnRRAAYgWENrZoRDwAxTx9ysNGClRaBNStPr+MKkuQwQpEAlBNtoYRM8DUQ3AAwJPwnbrZv7eBxnKx6S0oAERt80KSBdMAKDB4GXCoyLNh1qPDdMwYUwFBYn85fyxMVthpgfPI3PCfAYAyZLOqYApgh6GqgALIARYaUrFw9emLsd7a07FwqGk5Do1aC0ntnv7d7IlnxKyRxYJR7TIFYAaoksBuNM3EpGol7AhgXIYMSTfwENrUCJRF5WVdmxruigajEGCWm7s83kSGfnoKS7Gw58PJh/2ejuXYx5THRkHHfRiCnGdDgQTo3eaQKwHQFqE/AmAAEk3gNgQQq32ewaAAgiF0yQsYmlo1hi68qamWGEPdInmXKZg9HdmciOnlj+L3zwoEDRI4kZXAH2c5HgwqAPmIExJ4hgfHiIBU3y2wrTchZWJiqHl64N3FhuFC81RSzeehPZuHLqNljFI6r3Wa/85PLs2Hqjvn5kO+xrmJusb2ed2hzdPueUoXV1cNSunoZHJuoq7RPxZyN7aRiurM0FZN8+PZdHkD2zrUzRSqqSp46IRiW0KaUkpXKK3O9zBI56mRXpro81g3cihMbkjp0YMb/rc/VG8ZnTWoqojG47bfIgsAzgL6PAIXGLaq0S/mpt5lbJXpILK9kDRlYH2oFLJXQ7kJKBhs9PHOvS6OrRT++FnsfpQwOXOhZm9tXFC8zZLtRkvMM80TtyXIHgp5hTEisFH5LtkXuqFpaC2OTLscKdKCpos+LYbcyfbGnCmldGI7IjcdgslJZ+0Y9CRFsaFHzoeCzfkIAJzaBZkOcpaKdr6mKgAASnbLMssC2zWHbv5ZCq/aReTZviCX6fL4eDwkpQ0fJjJGu+xK6Jw522aUcjt6tcz0NrClCHl/J4OYs+eYiEcAFIhe84Fcpv/D3q8XCoGTzYrk2hyjVNyLmlEm7FHIpBKVzVaxA2B6t1eEnLX0piXnEewZ6DnAjn3M5q8oWywGd8sPZBkwY/UVRuq7APCoyL45E1so6EiTvCllYBdcBdXs5yBKbQ81zIT+EiK3vgU5Ia//Q+wVzDayrZ9CRalaYrO320pBiSjr/8j2pGwHpNR8WPPbE7SFAjcjiRvyWYeI3YMCAjhI0TQkCcSEbODpQsjXnKXcnADLbhZJq0XkzEICsMTLAIDCEy1hw1Vz0bIdjX8q8WZQQIlDr7ZQYDf89G0AgCsEwFCJ4IkKAFU3v1BQ15Kt/CLAjUrFy6Yp0wZkjZYYPrdQYLaqfKnVJIo1PkoBQLF6HL0gWzV7tWjIypNFy/YFGcuE1/tKNOs8PVKhoaJ4XBACwGqgFFzJAYkBKdnlyFWAu1IpJWprecWf23KrCgD44idKyAAwoQkADOKQS+ULGJQsFHWK4DmGm6svLWgrBU9kyy2BitrVVVJUkEIFgAd4pIqsvzd0oxV5hvrB9Ust0A8JEnRvXlFZK7G9CUZKdSI1qBRJwaqGBvSD6vfn8bYYK5LUAum4IbRt8fjwAwCqiQqAUPCQwX0u+9RyIxtMQ4tkezN7FDQNBOpWx4t1MHDrAGAYI4oULj0k0hS+T5cJNg09mtaUmo14jN7XazsAP4sfQCEJDDSRRHiwaWkhHGpqj+GCb/nhnWgmDzsUmNkzxAGJFgl9Amh4BgDwsW4opLa0U0klgQaI9HIsPtChI9LSEev/0C/+I9691La6kNDXIBMsg0mkJfTBr8gLwxeifmX4pahq0EeKoFzOzq/svYXlZ/muSlJ0v91lph8A9HAF4JcEG0LvMwZRjaGuqH/oS+N3fjRkrMbpVFLrlwEY0B/wkCAAHEsBFQoFBklaj8tthr7BxcMWBYakqgDDWySJIWlAZupGhtsKJMtZeLLg+82rRxGKLnjbcnpiluNOEYgi5Cf5bgeIIIkMROk7Dk6QCIA2piJHkA1UAYBcIqhGBICGOO7KIh8jpUQKjuNX0YYAWgnXK3SDBQjnOvOzDvf52dNsY+fTyplKeGR8slttexftHyHsV46PD3Lch79ys56tEl+rzzlkxYa+zKiee7+upSdEFwf09tWBe/rK/C2ff6WvrrF9NdSizU3U+V6eURtnKL02B1WBFnBSalrDk5SO0DVKWzKi1rV5HkoNukp1unjr9Mr8dHNybvIKpROe9f1C1lb8daysKxnnpn1BS5tni4JH+X4d01MVfKXK2zZW5fafv+Z0tc284sT5sQqPcv6a0/XEjNbIhChxuE7K0AIc7fMFZnrcAf/cK+7AzHw++4J1ywhuPRxrPedgoSfr4QlUOypsBsJHP0SlI3/xlKGozxuQhZPAoHL/GChSKgbYY1gEp7CAdI1TZEXSdBI6lvgdiiGvcpkf+vGzFz3ZCpSVmlPXCtbQwg4BOb7R9nok/qhIAHAQz4CFdJIR0Pbt6wADCDj/DYABOA4QObYC4Hg+Wy4DUKflfDK92VKW6blglqhMCoMVfvlM40Xp6ZrWfq5fJOQsGm6yjND42if6RNdrrTUN5+oc9S7AzXcPnRGelD6B/gYeR+sB9pUT57rzCvWWX+4CsNEWimE6mC72eGWe0uTcPN9i/b9ZOd9Cd4wttrZyIZKiEpwuoMLtSkgFfr8d5g7gcWnjSiySd4Z9VijKuyBjfynsypHhB0Ctu1McUjgIeNwU1N0X+ZgpPB4fjD3FvsWE2Wss7+jbB4LCznBIoWwI+W7uLBTRgXgLO5uw7iuF29bnzhy4dkxhJ79gm/W5Mwf0cikUPM+izGPLbMDuGGKLwtXsFW0qkBH9gPW/rQP1YG4MUoumWGEkW5JsUchuXoJRyBKdfaAUSLAJSTNorcm4+EHgpVBmRdpqgHJkHsjWDXlLknzQAKSJ5VOvR8orxUbYoUA/ZF2EoeEuKVAkybwQFVv5qtT6PSLmt3cAW2/ho9bnMJB3Xx4ABIn5WVcowUYo1pqziNnFWSnbEmXLRKKkCTCLQQO4Gr1bK2Ye5PQZKkmL6mzO5tESGDXM4eBIAEBlXgOpg6SFlnSLmO9ZLmy9BTVxl12e7niBYAnxaEzN3M/pYRno6omBJP+mHXkAWCStZpOgBb1V9NWpr0+p+Z/lirKBhBqFKg+Zv1WOA07Ol2djmgYS0ElKtCMRQLxJHAUk/KDwNzTE1HwxpTfCFgXDPPUGBIDLu34/d2KQ9lIHAOEFyY5EAINRgAC9LXG10AxD7QYp3dLzUNhaMUcUeNvesPwCpDYhcz/HqbUOM3D5VuRemy5MmUInBaCQExcckh1Fk6234JXireMs6jgIEHPPaNsgSQb+GHHb850QFC8ge/BlohfwnlZAlNJRE2xR4Ct/naMiAx60C+DV9SfZN0bdgCHBcBW17ObOKQQQc+9buJink2M5b01SEB/MXNscnUXwhgIN/KsAaHssHGq6OB6qbvpSuL+2I9Y/LQmADPk3mUEXBSJII44W06E7lv1jFtyED4QbJAQVSq28aUSnEoCmZaATsjW1CUeCqYSqjFyBiiZdUz1NCcVfhMKWtkVdkgxEVQDQJGiGOjXcFX2rOWCMD+hfezhUp/1CkjSkCfuu8JdKPPXE7FCt72I09KO33x8PNbUr4drmpanNMmtTlFUJwKj1mlQJAHEFqTitJfGq92bHfy+qjgO1BOIgas9j+JO3Prnw4Gf/feK5Bx+IvvTuHxj6wvqIbm9c6FBYJk6hgwORzdoTV2AAkA0tAgqFVwBGS3fGo4BCH2qL9x5BI/LF6G3jHfXv/dJmkQIfZ9AbB5IG5C682XQx6m26FO17iL+DHpRJnMogoI1XLlNdJumUHhHlVFzGO0DI0NX4s29n67A907kodgt4okYCGJwxK4OrjWXhhVTBe8EAHPwQidnviuB4QWKRiTGi5/PlpKm0aWYfSwbfgT/61t3V6G0joMnQ1EGiAQScwHCCmboCoC0Aps1T8RJiTtgJWxOMCtdnAPnXnBxYev0Y33C8/uxrDd8af72mdYa78Ykz7/OCeJXp/R1ZItzzDRVP1zxdc/ZGPd8QxmcqxHPsES6nw1GtT56RdEFTAB/EzOgcV8ADLM8BxwTIeIHnx3objnLniINv8I4yFW6pGwLOs9ed53L2zduytU2uX5KMdSyYvZXMnDJHqbo51vxAZ3p+8lbnUibIftbWpjsUXzWdo5Pzo2pFI3U2to9VoX3slis4/6pHWbzXtDJPqZ4RMxEyXl6hfc3afI8RWJmfrOuY6anO5FmuuVD2FHu6hcJmZCkYHkp7rOvKNKVddH6AUko7aRFLeg5Wsqf7lU0hf1SCDNTqEl/PcWBY333UkyehfZRt8ayQij11qsWeYtOSPjM/2WFQ7j0Mg5kP6Y8ouy1yL8NgPi4cUjgIOKRwEHBo8Swbwu6LPDTalg1190UeNudy8S/WdL4z7BGFgvu4hN3Pa48oHLhDbWwgKQA5mjFh0+O93BZti4JceseulgDsbIvdA9ii0FY8MjuAzdtixe2WZxuwV5HUnWazl2tDW+ZCG2nUZ3dakm3D3lsQcmNi50d/+jKWUKg7te+QSmynzMAeBXam4xPFUwhMbCjRHxTwqbKLkIv4zCBQZsW1R2FBGSqVRFUmAUGrzl/rCmSTlnqB3DesKyoA/NBWqYrL3oJIiZ5drZexQGS93AGAALnRnhS5fCu6LbWwHa8Ers9F3cxIW9kl2AQeKHMktD06K6WyPi62iXxdfxl5G8D0ppkIdw1AmcOKPQqb9pLmgxfK91GBhNd+3itgF4SNt8JOFb2zdl0ITNi1Oz+x+Z5o6HFFTGkR5QoAQF7keAUAY7dfvJpSCZNoM39xKvDp5bSEoIDqy8p71fYKb8IWhX8kACK1V5bDnqaO2V7P6fbZ0E8//qXonyz+7MPv/vzwc7FQLcEyoC4P8mq49u32WKj29HI4VPvEbNjTlYpFPNJGgYMAgvOQgXS1CuCJy6v6+IXOCCBO2zlkvnwK2igB7qjDfv396JCytqCpyksAvXfZUJ6hiQcDSkAVgPrjCdrDKSPqA/mZi+qDC2936QgOL7xzaerO+8pGgX7oFApRQMgjDUAEMDCoaSBpbwpM6XCyZVPIbFLLORlFt0ZcGU4VSIHPVh8GvGpea4AS1BS55fLmma6IuAEQEWfA8QDFUIWYeea68AO2rN0l9ih8QeRrjgrolo6JksgJ/HG2T2glT/bVtN0/Am8bKoQeSM0iaeVfYyVBFOr7hFM3nzomSt/u5kXpzLogi0s/oAccggzAKwBwMur/UWna+TWxt0SI7i2wY0ghVKWUGpQumuavNJ0foHRungaTi5NUTy6GRmjOntLOJKX3gnRxwEjOTd7qVOf6nBnjjpa5GNMCM0uUzuidHkpDdR/XtIk6fyXta+EatRnZPKJ6IFuAkTyFygSILttQlQcZo16WwlZkw3Znt6mOaQG1ndIZvavaojBZ1x6ifZ5XApqirNCBQHLe41uam2y+sjTf59Ha5yc9enKe6oG5xQFfci7k9loyd7w1D4BOrAupYJJRsvmOwYEfARSd0QAN4AgwIiCpYjwgwB/+qvzl6KJ+YWpk6p3F6Es/DSxG7/zUd+lHIXHIeHAheklZVSOyJWoXl/9l7b+jQq81G6ISKIxIUjOgAksENyPACMKQjAdouahrbXd1yIPpy9D6cTGG4PAy+o2cHmIXKGzvSG0NERAAb0MBQJ/spwCBjwCsebwHsnNuh/mCE9l5RxyAlp3y7Jtm28xY5CQDkMCDPWo6bPEOjgGYGi8zXuNnxqoa+G9LfTUYdbzqbP082+dq7eacrvPsK+71idTOm3M5yJrOlepuNUAppXpVC6UtWnUP9QQ8dE7xUDo3M08HAiuU0rX5aZqm89N0bXXe8Oh0blqnK5O3fEsToWa1xWrO+2+0JdlBkZ6RyxBlWBVoaf8p7BSHducDgUMK5WIvzvY8fAsHAY+Zwm7H7wYO38LBwL8WCrPA5oNNN2O04J69PYctCh4CiOYuDBPiliRy8YiWewl7Vh4ZlZmT5yDmN/vYmS7ujd3TDoUUYK6gCAoXdVcCi2wLdihoPgkQSkQ0smPd2ZuJvR0K6hgBALQCAKNgME+F6ORmgVipRr+PcyQq9s8QHWmRiavU80I+5bk0nYq/GSclMtuv0ZlBKv51yNC+vgj8bfOCPpgnkSxfihJFtptvtxl5VdiYz7Zg7y1oFFDAqI8QhV6gMhCchSQVFZNTRvOA2pS10ZsCQHobBlvAHgUFKjgO6GeGvZBxyng1XypnmC/baqxZrcog2H47sfcWGJk/BoCVWyFBojVbU+i0hrPR4WSLSVgkzS3DANbNkVSyVZ4NsDe0sYypw5IIJ4Pks+aZ7bTNdgkCPmiAFes3TSQAWieBodgVsA47FESioB3AxzizolRk85EBq/LogA70K5nQuiS/qByrcrdKMOuiJA7gfpAAzLVkgW9txsbDZm1VpAFTtNQmQycAYyQT44O17bHwb52+OB66ezoWFoEFLQl1NtZ74fRz46HaP4+FB2rbYxHP6a9DoZe3xGfgQIgMcBdl9+iMqKQGvgggflcsHkjfQlaXbpuCMPueRADw38NQLa/wekx7Uf5qTJ16J6YtGl3jMN5RwSQwDFCFPnowKAdikWeGX9T7lTsLWl/4Yx++86IlapOZeRyRaQMKjID6JlQo5va/MmGHAo9zawDAfezVCDQRgIi0VYsGoeFBm6EBYEDM7XqUwDoVuhm6Qoe1eGTQErU+tLW4BQCQVYmBaumwHapgr9SkXAoV6OUYBhzLfxD9R89yHOHhgOscjjj58+wxF08qeU4ix8QzYnt967FT5wlcjaMEOCmDE/MPWDpYWYIPjpeC7ESN6BhyERZcQLF1YlHlhv9sBSPt5o4yCtBNujuICrz++fRLP/yjuhs/qfqZqUuJ7p+O1le5WDIThDvdB/dxee2Hv/nspz9a8W9ujYSf/q++sR/+L/9Z+6utUsVlAoDzgeMh/aPRAAO8eU5ouShPua4Ft6WSz34rq5zXmpu9lI5pn1XOTITqOr887gvO0NC77i3yraiwq9YfI71CKU1SqvutBLthayuNvCasKR6ANhgzAAM6q6MaEqvKgEITcbX2cjziaZoNh5rfjsWra0//n+Hq2tM/CVfXfXyht7r20ni1W84ILZMCl68w20MMy6hVo8d0GZAhI4VfXD3Hpi/G/rSuK/oHuBP95IJOhruiWt0fPXqoYfgRtGd9mo42PNLVpkfrflhlUtitc2gBBo2LwMm09H0sqUi/wlF+MpWCThWKt0AeAtA1esVKrdAgHoKAB7AGyNDXJyX7pYThJMIDAiBAQg0E6OAgilAABhJwQsLRE63d11gRs0eOnWhjvsFr0kkCSIMcL0pjXM5kZjvNc/tY36YanEsvUb1SbnFMKnXNWl1nwGDUQJWvfSx06/x8yK3NTxt0ZZLqL9PJEarNTd76El2ZGOhMzk3WdS5NhHxqpjnvFwXLZaBljE7mhudtoYUxtuG/zP7kx9Qj5YHVqGTAm+v5J+dJmsHGIWx9xNxvheQuLKb328pTxnGFhXx8Hrd9Qd10Q9i5zP2uSLuAw92FewNzV41d7JhCmdpq1U6iQFkid+qDkdKqykme/BnVRiK+sgzn8x37YNCK0mlykAmQUhRaNcn9t8RZZwezLXitT7OSDpdIXQ6FrKpNWL93pLxNeLaUjkuyJXRFAkorOTMU5CJpUuZHPOMNl6uJKnfJZCdRVma/9Vm8KmWSK0XSrJoyFOaPrRuCnYJsA5bCjMv88NZHiapky8pjvqP1StBWTrnKQMT8cFmf1CFrKP3mMhREe9I3fGfXIVmfq1a7c+IYQIG8xoAtxZGKJULrhvPht3OCS2lIyBxSGDHMzsgwDfZ80lv0i/Z+UW+ExCCjbiRdOu02kVayA/2f+5CGhAiEuJ3i2aMQadTfTF7H9DOdZLtF3AQ1cxHPRKRTc54Keicg6yI4GzMYexRG1kDiAOJyGaUsigcAACrh70Rkon9m+otXIWoaGSSQZswBQikqymbTPEJxnoDp1EjZhc0PORM3UobZebJa1n7yQVWKMCDQwKqUQCjRJdntXZy4L4GVIuUXNj8IZAAGQFTzBrMeyxE8KmQKAWQckIfFEmW0S4GAA7jKXfS0kMz3UAW0yQAiMsAmAcAQgfBfG+bJXAZtLSXIHoVk5ifa8ZAgZjMm5mc34AKAoTqo0KT1lClxCYAuQZpVi4q0WSYCQAZkqINNXbGwckWP9SOFeH9LV0IdIMtxqkMdkBLAmx3LYdR2xeK4AgDpVBzICYWrZC6YZOeIoCtAVYoDAFINGFAA6JJGiKmw8AEGoJRYPdhQwSlMD/MKHJV0tNoxUeXynrlW5WofrXB728aqXP6ZV5yNypjmn+txutrmepze89cMlzB6rc7tH/u+s7F9rM8dWMpo4rLavErd73VXyh7qdCW1IKW0R6UKo3oopVpwxqhz6GLLDJWDWieoXDQan01tHgVwF6Dghg1gJPhIG2kxEFGaDEBMQRObtf4pPQEoHYnIQJcRVyU6G1MNGQ8W8ZI6dCGvz5iuSyISuGS9IjJjnlGpmc1BkVh4+7kvwqppBWGPQivLQAREgZytAc5c5/ncqYlgXjgAGHCh7SoLr2yNSCJk6Flr4ToIEBbhBgjHKASAzmccZVTCggFbRwDAMT8Hr7JjCgL7BKRRFw+30ntqpuHod47WiGfGeNH/7YnXOHynUmxV7vP+esbdQOr7OO/Ns4zvc/WfdbtuQhJaGemYIEp5smG4RtQD1ertUYsT2PVk48wM3HAKkN0otWnVRluglFrGLqM691Z6ZZFSOk8pXZnXk6uUBpPrDxdHgpQuttCViRGff25LWwjpfl97T3MLDb3q6KGU0kotOHGNUkrpDJ3Lqq1bckNwboAeyLSF8pTzG0JAbgc5zTng9hvNLbS6zzFJKaXVWtAKKjlnHQ+5SCmlk0ZyhQ74GlcmXvE1Ls1PerS5iZDunxvw+YMWhfI6+t0b2ZLK9wEYgEY4IRGHLHAyRESkVOzhFcQmmy7GX/c8EYvdab70YvhCFC8OX45qF6J3fnqqazigy8aF7Km89txI1i+VXePgBXBUUdBxnL+9EO39XJKN1N6MfXL6kjIy3KUMRWl0bQGG0hWVMaKpDxQAUCSSUKYBLTKtxdUMB3sLz90HQTPC1jRbm5aDhouhuqzAuI0uxZxCfQNg8U2ulTC8IA4CgCjD6e0GD/EjEASpDAp7AYnVcZYnIiACJyXArKU8zoFAQG8DRFLDuxuk+m/UtPY3tLJn+z76K91cr3Cm/iz4z5/oPSWRjCwbbXBgh204B9nmvEa1FjqgUDpqVIdW5vvcHXR6ODDvaW6foJ2UTtPco203YVrP/e8AbM2jJzfc0ss1XR28fW3lG9/2m0J65+Gg9psCCCPvUMK+U9g5/gVQ2P8eaac4eD1S+TikcBCye8wUDoOR5oUdCpnj1Hb/YLxdgR0KmePU1D0sxw5gqyJZ2rQtx7ocDNja16bbT7sPsFOs/nt7XoydwA6FbhEAuQ6gf3BPC7NN2FgtMjOK5vRAcdyqrN7uitNCduFJ6U7PIMnAnh6JVQKJRSDdlefZMmAj5u0WjEolk5TcbWnB1o6qBlm2dP9boW5zQ5pi7hnt3853N8LWW+AJkPAycr6z2oTt5SurpjasiPVjN98CAIyS1nrk875wbi+odmZLA9nGdzfBHgWWYUEUsHmqDAuU5xhmIqOoKEL/mE1RtnbaBpwSELAOoE2okFIAkaCZHjLypuQKAMgEmtJECk6rejG+1AFeA22RCiSxq46xQ4H4AOA2sAgBWPhhdeSTs/NvvveLD3t/6/TF8dBvtSciQqz3bsdyuDp5ERM/f7p9vOdX315+963o2wvhUO1yon9zGEwggLvq6036N4NdU4rNou6EAoyLABQ4HgHA9N3ldMTz4VhscioYC0+C6P0v/jmmOn5T+1zSaBzBpxKK2gz9wYV7gbimvNP18EJkdWFLMfV+AlU3iLHzfegZCsV8x4gIwAmuoRMawDCAtbGZAKN3DRUKQKHKMky/JREgUM2WakCDcXnrJDdNzQqX0MTdolD0x6iRrjY4GNH1axwP1D95tcb7n3o45xkWbq/kYE+IgxwcOIEzANpAnMD97hNecr/XZdoQaT7pIq5dZ2av5t+3Wx6sYXqiyBBeSZesFJ4BSimdbqF0sc9HV6e7OlcmqE+dm/LMh5oDK4tufY3SW8G1eXqvg85TIzk38Ubj3ESVu3rzBAPNmOh7YiVE1Gx8yXImFZQaS5lrO3OkUufI0fyhNnPg9lgXWQoVdbUTIcdKCFr1ltRa9mqG0s7gPB1wB9dWB3x0ZX7AF1iZvOVT50OBTMltUQjZSGMT6+bCqpaJKmYuhM5KSq0fNLiySCmlzYGvTd5rXJrsc/vliapG71xPlcs7c63K9cTMmNPlnelxNrY5KgQELQp7EdXBFrQfAR8TX4VMJXnxbz577De+8D/enP3SxH/+f+amlo+f+A/uC/WvHpPPyY/CmHqZXeaJ59FyXBlJJDRSjwd8Op3KSrLTqZ7bAwbkyryOuAEuWqFA0Q3Ixks6hrs05d5DyPThA3Q9QgQv67AmIQ7r4FsBAAZl8CKxRJVp8dw1SGcJRwB8UwMAGVikuunroWsMAScSlgdOfqPK5WXPHnOf6z/r5Pz1v+x0n7vKCaeOVzpPnMuI2q/1MC8+1Xi8gRU+z0OEeBYQHE7gDIAq17EnIfDMN2oa2mteUBv+h+/0E0qo6tS36kPu06+Jve7Wub+sanzt+e6srN1rqmU1ZxMtlA7XtdClxVu+9olbPnXiVnB+2kdXS/VwuTgA5kILy1UA3Y53wcFRzldhu/4RB4bC9nFI4SDgkMJBwCGFg4BDCgcBhxQOAg4pHAQcUjgIOKRwEHBI4SDgkMJBQHkUdGtf9F6esls2bFEYn25JJ+Lilcvv9753ejnW0/S15XB103Ksv7YjMR5qWk70vnkF8chARyLe/+blWLi/qSMWrj59MRYZaFoOD3qMRKlYFvax9QxCO5rt5bt9VZ944uRP3/j16Q7niQvnL7sazj35SL/w/Ko69OO2QE3w87o/8U9fGO8WfvxcMHWq9f61msSPTxrhxqn7N37OX9/Nf1wY27XQzlsrgC0HBmLEMN0FTQV0YAQYlNO6BpBEBCOGpiIILN4LanEqPdJAr6TiaDMAFVd0TYGuZ/es7Alsb4RhrkIE88oJdD8FAA7zgDiRsJb1m2EBAYR1gSGcCyILAWA5ABCE3Swx2XzDVltw1Lhav/OrQusfffRpURK4Vxv8s7/y2q98i7vh+3XhM8fEm/XfuO3vl7rdp751lueerv/sNz8q1Xym5oWb9b8ntH7nbBVXIjhCWcgTfNCG7nhmclMwuM5g7n9pSqmepqvTlNKcYHDr8HXOZFyPNmm2y4JhbnVbpZ7OlYmBznbrti1bW+FdNXaRlbBOwYrQuRFZu6uRXFk0OlfmJz2+5Nzkrcb2sZ4qn39uos7nnwu5G2euORvbrKS2XKp2fnz8VgmRW28jptZeTsQiTcsagPRFEG2YEg1Nqfh086WFB8ZwV/TOon5pauhFjBhJI3q7a3hBvz21qj4g0MIysUTt1+i84lcuTz1Q77yo3IkGH0ZqT+tved5+aNR9791Q9FL0/47KyjDCt43Lj5TbIy9rD7xAIi61QdcAAyKoDmW/KRgJ7U5LS0KhRlccz9yJhTVlITwVxKrRBbm5U8UIAIyAxxkc4UUGFU6XUM+dwOfZVoEnn3F62zKiHieFHDevpAie77acF26DZLbm62ABieUEnAG8X3jqVVb8w8/yNb/yWv3T/6XhBvfC7LtXGz7+kYmaU8Kv3MwK23FTtY2Qtt6ctaBRR8cmXIGZsT6Xf67SKaio8471uPxjVe72+Slfx9yk0WFL7OOM5JlLIRtteI1SX5JSoyM5M/LyJNWS87ST5u2aC+Fxmgv7f6ey5F6eVPlOco/TXChUlk6zHTe/A2O03TYyb8GuT+hBhEWB8wMo6vh6cJFpCz/c11LsCBYFx3UA2Qh5/7ywMWLbP0t9RqbQtg4NOJjY+Ls79zw/cfdFPu6qo+y+yH+WtX8jDikcBBxSOAg4pHAQcEjhIOCQwkHAvxIK+YyD6mAa8f6R3S7OtmBD2aSNhXyBpUm3r32ux924NNbnC6xMVDX6xyrdjStjP/B1rEx49OT8ZF1wZXLaHViZ7/MFViYGfEt0ss5H52lLms5bonZiXyikCrO1Eaap6lgi/mU12jAVrDhx4fxLJxI/PrmsnDLowxNf/bbjROKF4Z9+Qvp3Ywtvzz535+HQ73znWk3ivz15w3nhW3+xUHPxCwPKWjK6h0sqW+EL8EiF8g400JSuDI5AhQJooNBUUD2uThMtohqpxINpg2gRwFABaHHZ3wVlBJdV7WN7R8Buc+YFieHAw8EJ4vmn+BMgjJMnDFzniAOQRMsGIooAAI4XpKvcMa9EKiCeAQfYPyh2G7BTkXgH24DvPBwyvuX8ozebAn/z18/c/UnFv7n1QceNnz/z/vjEn33og+OfDSTZCnfryz/s/TNH3Qs/c+tGhdP1dx3sjd/jv/nuMQHnpR0WU5K33FrOHr9ho8Ho80UeLm65yJNgZYfNucsTpJR2rs0P+JIrE3WNS2N9PjVoPrNla3MUa4vClos8CZxbJMQ8RM/dG0uWzYDtBICBMAxEpGBC6xXTy7Fw6F7yv4xXN333/TcuRC/9YGQBfrkrms1vv4a29xbk92PD1R2pWH/T5cR4+m31Nla+HrnyvVh/y9cSw00vf1F7796L73bG9QtTw12KFsEjBZQYkAE8oLmq0/2iICdAp4xlOaBciq4uyP0aDYhQ78irCp26vZCODhk+NTqCNDQZSOAUZIgqQ8wjCk51Szk21H3bIMkBoNAoUrj9eXI0gaSqGqlonIzVxBQA1DLz8xI4d33zp7kP4/Ms99ofdi//TxY171/9s18nOZL2A5/tw3HHfR4MODAsMo4JHADRVT8mNjq6/4P7NNfzOnfTqLrUTRAJAGj1Th2raG8HGhvbl7OyttVDbBvrPdIIXVulUx10os/3tbFrdUsrPR517rrPOxbq7FihAY0ujtgTuW8H/23EJKV0kq7RqSCl02WKPDi7C7eNg7O7cPs4pHAQcEjhIOCQwkHAIYWDgEMKBwGHFA4CDikcBBxSOAg4pHAQcEjhIMAOhQMaIjwDOxQWNv1PCcz4nZEWYIs18bHvPLRDQQl7rizHJms7lsOeplQsXPf2ciz8W+3L43emOmbDoU8vI+LpSMSVppSGSMvXYqqYXo5FPFcS8UjLleU4WlK7uLtwexRGPr0wHJyS9SFVX4hemhpWtQtTI6rsR9fDoenhlx4Ex+8sDL0YfSv6yZ+EW6ZuTz1Y9F2YurPwxkJ06AfDi9HQ1KXN7zHnuOvHQwEGlNvQgOCIhtugugJc1iPUgBYBgaqiExEqX1Sh6MsPFUl+pA0iBQQRTGhtctfD29O+XSvwNikAogQDYBge58Bwp8C+Ini7WVYQGcILSMOK80UpIMr0GC+yFUA3AHRzG+w/qvXJRACkd75XyyYFqVKQbtbzYuvVs2zD0fqzgnQTRxueFtB76vM4W3Pq5keOCH4WVSekk0ecJ/5d/dPHx/+q4emaNpa74ebFViKew/WMrCwdGdvt6uK4ezEWuduevWFDdyyHRjb8b1C6bkCcpJTOD1BtdWKgi24+kmua0lVqBJPZ4/v06syjCUqp7CmSazojfm0+5A4srYSaff65SXdn+1ifyzva4/a2WJrtx62cr7Yu5iZuUYqWLQnSdHFap4uTXWtqpa9zaaK6rnFprMrtbZt5xe3ynnnF2dg2et3lHX2Fz3zZXsD2vcDbL3YkodRexmL1leV4pGlZ669NhUOf/vqDj33i4oM7935XXYsOL+qrhnZB1nQFClGhAtBkGdhwoNi+WTwJZA2LWMXfLA8Ho3eiH3v3khrQiWIMa3hr+HJUVoy4tTFYAk4BRBDPXYXAn3mSb5BYTshu333cFITMBSdoKgwdGMYDFV1QAL1fNuIqKqAQq4frxg2x9Vvcf4xJN+uPfmT8hvNp8Ww/94WnQj/3tBggGVGPqRFYyBqq5vp8jTLqfH5K0DgzxjW2jVW4zo858XxPlfd8z3Xfx2erG9MrefwO1jb9/7jbgq5aF+4z9z8LctLRDcl5huW+ie4GvuE1rsZ7Qrrd+lrrv33q3Vp1gt3qNZDPRrvHP/smbAiGTOQWSqncTFcopVZ/3FHQl6MQHnds4Q3ZnTEP0j5j7fxoA4BXyj8NYd+s/wCacQ4AQ3YoZv9XbfU7FfC47c4fVDffSuxwA9Gh3Xmn6AeQ3qmQw7dwELD/FHZ87PX+U9jx4nPfO9Wd9qkHoFON7FjCvlMY37GEfaewcz3MvlPYOfadgrRjCY971bYHMvf9Lewc+01hF8wv+01B9e5YxH5TUHYuYr8p7Hxke+wUApv+l3Yu8jFT4DYPxo07l7nfFWkHyGxg2OehbSdxdFTr0w6FNLEuckyv2817U1vYjYBMdijod9kZ4SqWZnyg/Ew108FdF7+c5EZb2CQ3KnHp1r8MnjAGw/TdZek+YkuikhaSAkvFJVKR5NMeaVnuFguIVrdf8nS26HYUr42QK9GiwGE0Qq6CH3DCzxA3/AxxM6oDbqgOEmCUSgRHlUoEHEoFOivlZqgO2QmlEhltsLbpBL4x++rfSaqv0cl7xhqd9nXMhZoDQat0ttqCAolCUcwW9Mg8e/S2+YiAqtkrRYdMFUCDAujAFFTIyG0B6yrciACAni2U5aAOUCTCIelyYrzf03FxfMjj+93ZoWc+9dL4n+h3prSpXtlKaouClilF5AHAm325kD+pxADgIW5QOOdcZjvVpdUUIlaLSmxcfqYTGLjyT/HJ5o4FPfDenQX50sLQW0Zw4YFKXlaxCKKArKnZ5LaCkfKQOLNUpxjUAEANJEj16GWJyAggIgOOcIzIESKKru7rnHAUhBefYwROqnGA30p4Vkp9cukXe5OfgupJvhi/0zGrDl6J9aZPx1D7iRfD/of+6C9Fh4J3DRUkbQCQdQBt0BWAB67mGOTtKOc5Drc9KenkvIjvH/ml88KFb8md/x8fwuhQZVQMxvlOONjq8FKL44OajrqkAmhQQb3u7ht84GdnAHU0s8OezWRMAfgp4f829uZCYOC5y42tlV9t+Iw++KDrzdgJjICXP4K4S6mHDjiOVUF68sgrp46L118BAzT8bzgquKVM+ey0pGC2Re0YLdanQuBtA9zCGHg/xuDCGCeMXuNxxoD3/PWqRnGiCoGZiWp3YGUs1BxYmp+s05Mrk3W+lYnpljU6bXRZkh636Xwdq87ACuBrnCPuwPkxuDBW4R299iqeN3jv+b66xpnJW+4tpsF82D8KlFIqVxpBOtmsrU5c983Me67M9bzRuEqbAyvTNL1iV8jj3pq3EaMt2UvydSewraP/lvaVwo6VkcB+KyR3J8bdP+PJdgaHFA4CDikcBBxSOAg4pHAQcEjhIOCQwkHAIYWDgEMKBwGHFA4CDikcBBxSOAg4pHAQcEjhIOCQwkHAIYWDgEMKBwGHFA4CDikcBBxSOAg4pHAQcEjhIOCQwkHAIYWDgEMKBwH/Aij8/38MQCepB+8SAAAAAElFTkSuQmCC" 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*815 Article 6573a, Sec. 28, Vernon’s R.C.S., is in part as follows:
“No action shall be brought in any court in this State for the recovery of any commission for the sale or purchase of real estate unless the promise or agreement upon which action shall be brought, or some memorandum thereof, shall be in writing and signed by the party to be charged therewith, or by some person by him thereunder lawfully authorized. * * * ”
The general rule by which the sufficiency of the description is tested in cases of this kind is..that the writing must furnish within itself, or by reference to some other existing writing, the means or data by which the particular land -may be identified with reasonable certainty. Wilson v. Fisher, 144 Tex. 53, 188 S.W.2d 150; Manning v. Barnard, Tex.Civ.App., 277 S.W.2d 160; Dickson v. Kelley, Tex.Civ.App., 193 S.W.2d 256; Elliott v. Henck, Tex.Civ.App., 223 S.W.2d 292,
The quoted section of Art. 6573a does' not attémpt to prescribe -the essentials of" a cause of action. Shook v. Parton, Tex.Civ.App., 211 S.W.2d 368.
The established . rules governing'' the construction of the statute of frauds, Article-3995, R.C.S., in regard to the description of real estate contracted to be sold should Ae applied in determining the sufficiency of the description of land in the memorandum required by Article 6573a in-real estate listing agreements. Pickett v. Bishop, 148 Tex. 207, 223 S.W.2d 222, and authorities' there cited. -In a contract of sale of real, estate,, it is not necessary that the property be described with the exactness and" particularity generally" used in deeds. Loring v. Peacock, Tex.Civ.App., 236 S.W.2d 876. What is essential is that the memorandum furnish a sufficient basis for. identification and the means by which the land can ,be identified with reasonable certainty. Beaton v. Fussell, Tex.Civ.App., 166 S.W. 458; Parks v. Underwood, Tex.Civ.App., 280 S.W.2d 320; Pickett v. Bishop, supra; Jones v. Smith, Tex.Civ.App., 231 S.W.2d 1003.
In Parks v. Underwood, supra [280 S.W.2d 321], the following description was held sufficient: “ 'Owner: Homer Parks. Price: $23,500.00. Address: 4101. Rosa Road, Phone DI-4177 Section WH age 3 Bedrooms: 4 Stories: 1 Baths 1½ Tiled: Yes BKfst. Rm.: Area Den: Yes Construction: Brick .Screen Porches:' W.B. Fire: 2 Windows SDH Attic Fan: Yes Insulation: Yes Walls: SRT Roof: CS Arch: Ranch Listed by:' J. A. Crawford Date: 3-14-52.'”’
The following description was held sufficient in Jones v. Smith, supra [231 S.W.2d 1004]: “•‘This'hereby authorizes Mr.. C. E, Smith to sell my ranch of 2200 acres1 exclusively for thirty (30) days and entitles him to a five per, cent commission if said ranch is sold.’ ” ■ =
We, think that; an examination of the listing cards w,ill show., that appellee listed, with appellant the Catalina .Motel, located, at No. 1409, East 'Scott Street,. in Wichita Falls, Texas, to be, sold for.$410,000. .In answer -to a request for admissions, appellee said that the Catalina Motel, listed by him with appellant, was thenply Catalina Motel owned by him in Wichita Falls; that it contained 57 units; that it occupied .about 450 feet, of - highway frontage; that it. was of concrete block construction with, stucco exterior; that it was the same motel, that grossed approximately $132,000 in 1954; and that it was the same motel that he sold through another dealer in September, 1955. In our opinion, the description is sufficient." ... ■
Appellee insists that in _ .looking for the description of the, property to be sold we-are restricted tp the . last) listing, card, because each card . superseded,- the. previous one. He cites Willeke v. Bailey, 144 Tex. 157, 189 S.W.2d 477, and Maddox Motor Co. v. Ford Motor Co., Tex.Com.App., 23 S.W.2d 333, 338, and other cases, as authority for his contention. We do *816 not think the facts in this case call for an application of the rule that where agreements are so inconsistent that they cannot subsist together, the last is presumed to have supplanted the other. Indeed, we think the rule' applicable here is >that expressed in Maddox Motor Co. v. Ford Motor Co., supra, as follows: “ * * * when a contract has been changed by mutual consent of the parties, it becomes a new agreement, which takes the place of the old, and the new agreement consists of the new terms and as much of the old as the parties have agreed shall remain unchanged. * * * ”
A material change was accomplished by providing in the second and third cards for an exclusive listing for six months, whereas the first card showed an open listing. In -an affidavit supporting appellant’s motion for summary judgment, appellant’s agent Andrews said that he procured the signing of the third card by appellee because appellee signed the second card in the wrong place;- This is riot denied. It is true that the second and third cards do not contain as full a description of the property as does the first; we find omissions. but no inconsistency. It is clear that the same property is the subject of contract in -all the listing cards. And in his affidavit in support of his motion for summary judgment appellee said: “* * * the three listing cards, copies of which are attached hereto, constitute the entire written agreement between the parties * He attached copies of the three listing cards relied upon'by appellant.
Appellee contends that in no event could appellant recover unless it sold the property. We cannot agree with that contention. The owner of the property cannot escape liability for his own breach of the contract by which 'he makes impossible its performance by the other party. Park v. Swartz, 110 Tex. 564, 222 S.W. 156; Sanderson v. Sanderson, 130 Tex. 264, 109 S.W.2d 744.
Believing that the contract sufficiently described the property and that it was not necessary for appellant to show that it had actually sold the property, we think the court erred in granting appellee’s motion for summary judgment.
Appellant insists that the court erred in not granting its motion for summary judgment, and it asks that the judgment be reversed and rendered in its favor. Appellant prayed for judgment for seven per cent of the sales price and for reasonable attorney’s fees. There was evidence that reasonable attorney’s fees would be $10,-000. While there seems to be authority for the proposition that the measure of damages is the amount to which appellant would be entitled had it sold the property, Park v. Swartz, supra, it is unnecessary for us to decide whether that is the correct measure of damages because we think that judgment cannot be here rendered for appellant.
It has been held that an order denying a motion for summary judgment is interlocutory and not appealable. Bell v. Davis, Tex.Civ.App., 287 S.W.2d 733, and cases there cited. The losing party still has his day in court. In the case at bar, however, there was a final judgment in favor of appellee; and it is appellant’s position that where the court denies a summary judgment for one party and grants, a summary judgment for the other party, the appellate court can, in a proper case, when it reverses the order granting the •summary judgment, proceed to reverse and render the case for the unsuccessful movant for summary judgment. We think the holding in Wright v. Wright, 154 Tex. 138, 274 S.W.2d 670, 674, is against appellant’s contention. There the court said: “ * * * Nor does the fact that part of the trial court’s action granted summary judgment for petitioners and was thus appealable by respondent, necessarily make the part refusing summary judgment appealable by the petitioners. * * * True, where there is an appeal from that part of the *817 court’s order which grants summary judgment, it might be convenient to allow the appellate court to review also the part refusing summary judgment and itself to render summary judgment on the latter issue, if it concludes that the trial court ought to have done so. At the same time, since such a practice would be by way of exception to a general rule, any benefits might well be outweighed by the resultant confusion.”
The judgment is reversed and the cause remanded.
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Cite This Page — Counsel Stack
292 S.W.2d 811, 1956 Tex. App. LEXIS 1712, Counsel Stack Legal Research, https://law.counselstack.com/opinion/a-a-a-realty-co-v-neece-texapp-1956.