data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xuy9abCs23ke9Hw9z92793TO3mc+5547D5JsSXYil23J+Bq7PCV2nALbUIGKHVPgSsgArkCgwAWhYoghxMGQHxT6QULFIQYbPOFBlixLka7uoHt1h3PPvM+ee567P+p537XWt76ve58rg3+qpXP33t1ff8Naz3re+V3BP/3wR8JiOo3FYoHhYoEQQCoIIK8ggPkNaQQIzPtBir/zSD2Gr1TIX71j5Lv6Gf/Lw0q5HC6uNZEJUrjbOsVwMsFCz2LOHZprB/Kl6Az2MuZ80e0hNNeF3Lm9vrk3vbPEs0Sf2fst53KoFYrIFHII0hkgnY6efT7HYj7DfDxBbzhCfzLGnBdFgBAhAvldrx576SHmAzky+tt8x34e/24ozxS9+De/HaCUTiGfSqMzm2KyCGEP5Nn5/1wmg+1GHZtrDaTTGUwnEzw8PsZBu4PZYi6H81xyv95F+A7PwfeS79trcJ742UJOEkCRos9nv8s/+bn+rZ/J9+RY81/etxmWMFwg+IPv+I6wHKQwm0xwMBqiN5+bwbeTrTCSvwyoOKWBzKvMvgMpJzTlA1XAGYGQX6lkM0gHAXqzOUILdDvagQ40v8NFYMFvQR4B1Z7VYcv8oqD1J0++G6b8U7iPdUHpNSv5HKrFArK5PIJUSuEs47bAdDZV8I3HmC8WZjXwuwtdALqE3HmjITbH8AoGkDrvCpjQvZlErwcURYscwLsiEUzMJLvzmK/zSQqZNC7WaqhlszgYDvGw08WUi8gHnFs0CgofRA4q3iJQ4Oo98X8Kqui+loBnABgu9FhdaPzdPLcFIxfWqz/4Q2FqNsViMMBhv4/DycRMiWWuOBsKaxAgAkK9S8uM9neC0P6un3kgtX+l4mCxYFDAGDY151bwe5Nk3tD5M+e27/lzueo9s5CSh5HVq7kcqoUCsoYBZdAWc3RGY/TGE8zDRUR1ZvGkwxClFJkphUUQYBguMKIkWZjJBWTBldNp5FKBnG8412Pm9iYS9LnEQo6xYigWGFgJYvFFkNYyGTQzWTyajNCfLZSVlCscO9m78xkx4imLeWU7ZUbDgGYezv6egkyIjuPHa4Yh8pSaCGQMUwEwnYeYhHMEr/3Ij4YYjTDp97Df7aE1nbhJla8kGM4HHAc2IjH7uzJKJMa5cn0mNCNhgExBFiidCuUotKOXJdGIhQ3owgiRPjvb+xGRl8StYTzv7Oa6+iMdpFAjCDNZpNO8M6A7maAzmWBG5nMvHcxCEGIznUE1l0U2nUGYy2IYAieTMVqDIWbzOQq5LLZKZdTSGaQXc2A2xWAyxclsgtPZAlPvHt2kuuv44tjAQ8CqzC2g8IS/ZVfyQjYIMA4JvghMRiqa78ZFsQ8+XsHdy0LFKl/2ZwYA1TbOMVWBwXwqpJVLB8gHKYRU52ZzDA3rpUOgns0im83IokstQoymU5xOJghe/YEfCCfDEU66HZwMR5iRFgUc5id/NyvUMZ0BpS9yI5ZSPU6BEGmBvrT1OdHXG31w2zmI1FELOP0ZAdyKJx+4HqiX0BwnU0Wp3icHPZtKYS2bRTmVwjgMcTydqL4lXBMtpAKAnWwGa/k8gkwGQb4AZDMIMxnRpQ87XXSGA+w0m2gUCkhTtZlMBYDhdIrhaIT9yQSHFI9mnJaZz4osX+TpvCj4KNSUpRQ00XqyepgFafzcEfiE3VToRC9h75DaR6TD6a0gC2Atm0E5k0Uqk8YkBLrTCaaLBWq5rAJwPsdwOsXxZILBYiH2ARd2PkcdO43FbIbeaIzWZITgi5/8VHg8GOBkOMCMA22Vf6MzW5EbsYy5Tw+ElvFkeoIQmRR1Lp2sVBgKqOW8ET1FzLqCYZNA9EV8BEzlSkuEwrIxMZ1yM+KzuD/Ovv7qv19MBWgGKbTDED3R+WR67YPLgG6mAlwoFJHO54BcHsjngVwOIUGYzmAwnaA/GGK9UUeGEzqdIphMAKo4kzHCCY2aIW5PphiIbuW/IuCJFilGiJpT6UCZmtCbcmwNMxNIHINMykifRSjG0iRcyE+SiGU51eUUsfa6Mo5GbCr41Miyxoex8VBPpbCeyyGdzQCZDMJUSlh8vgiR4/zOZwgWC2QWC4yDAG0y3WAozFfJ50W9Ift1xiOMZjME//dHPxYej8eC4Dj4jDlg2cwHiq/TGcvX6oWU79lM2gEQ1HVCtZmSDOqDSVjNgShuSiQB6Kxxj1aF/9zfRley0iqhg1qL2Wc/H2JpAKUAGBgrTu/TnDMA8gAu53JoFAi8grKf/J5HmMvpxKQzWIQLAQumUwFeMJ0gHE+A4QAYTzAbj3B/OMT+nBYqJ9s+txW9hqnIPLxuEIg+Kc8fpDAPgfF8Lv+In3wmjVzAUeT3F1gsQkyob4YLIQFnABmbVJQKY9W6X42hoNxqxbw+PcdlI5MRNksZttdnTesBtLT5rLMZikEKuUJB1JG7xyfoTafIp9MiunuzKUYzMn+I4H95/oVQJbhV5qPJJ5jkfVEgPYXfCFf/PcsyFI2ZdArpFBkI4t4Rt4UhKCc6E+ezrCdXMtfl4CQNHJ8nzvos0heNruRRo95zZG1H57PveWIsUIYIPH2Tn5bTKVzLF1Ai6ApFBIUCUFQwyj8yoSxCIJyHCGYzYDwGjT3+DIcDhP0BZsMRDodD3BXXTqTPmasaPSyQiScrUz1QLUB/8o7JLGQUjisnWB+PDEaDiUZUiPFihj5Z2LhZFHiqUVgXjgOgtVzVxhcdUtd1KMy/kc2iTtbPZvVfJivPKiebzxzTp8iEQRoPhwN5xulirgweQphbmJWc94+fe86otZ4Pz7GVZUHqXKsZLAZcw5Jcpem0ikAOgGU/p1cmLOckE1qxr6NpNS/P6Ei4b1aJaAvoJMvp3+QajkCkNyY9Qvae6CpRANrrhyin0rheKKBULAKlEiAA5L+iAFLYkExIoAjoJggmY6SnM6RmEyy6Xcy7PSwGQxwOBrg9Vt1bxKgZQ4pd8hrHrEBwBSmkdBLkH0Wf/KT4cyJaTE5hP0oe+X0xFzFNa5g6reiNieexFi7PliKzOmkITDzji/dXzqSxkS8gT5UjS/CpKCZAQi40o2bQrXc8HIkeOBUJaBYAB9asAN5H8D8996y5HfNwVhQmRKa4XcQq9iSdMVBilrIwXyiiwnJJZHwGSKnHWhdyZLnE1TfPoW0w6Bk05qweYpZFdPQtnzEdKAVUyiBxRnVLwdiZ8W/boykKrxSLaJbKQLWsrEfwmX9BqYSwWECQSqvOR5E7HCEYj5Eej7Ho9RAMKIZHOB1PcGc0RHcyRjGbw3o+jxwBwwmcTkU1KqZSyBnAyaDxd/oqDRPacVbgGfYTx7OIIGHDwXyG/jyyqp3OafRAgo/XrhUK6FOHI4mEIQ77PXRmM7WmxfGuBkWzVESORgVBKPdiADhTp/3pcIij4VAA7DuqjZop9Ccqx//4rAGgmVDfb2fxoWJRrWHnIDbSwPfmWfHq62iWIWP2gaowCirzQdLSXiVerXg2UtShI2lJJ0GXZNhVn8cZUG8q4jw7xfqThsBGPo/L1Roy1YoaIKUSAgFgCWFZWZHW8WI0RkAADobAcCjAS49HSBGIsznG2QzasxkOu100y2WsZXMC1Bl1w34fjyZjcalQ/HKSxUkuYCQIAwNCo2qQrfiPQFvMDAMqAIfzufMJ2kFXvVOhSJBfq1ZQaTYxLxYRLEIEvS4eHR3jdr+HmYt4KAZo8a6VS8hnc7ogKFDmdNpP0OqPcDwcYMJF4GIg8SiMrA0C+peffcYxoAOOUkXkRLHg9HQ/SoOYZWs5igs0EQ1J8Iw6se05TUTFgctEFlYZHkvvLfHiMjueDT7fh7nMdLQmrVZIERbZwKpDkpF2y1WcazaRosgVAJYQUgRTH6QIZliPftXRCBiNFYDDITKTMTCdYR4EWJSKmOdyGC8WYkWmqcSTHfsD9Ps93O72xJ+XS6c1ciRiOG1YkKJYw4bCdmRAuntIV/xJ0TenMUIRPMVA9EBrz5vQmPHd8Hmu1Otobm0i3VhDOJ9henSE+/sHuN/riY6qo8BoDOT5a/m8OO6p84vtEobojkY4HgzRJ2uKDhlBUNnPXteoof/DM8+4iJj160WCyMpJ4x52UQdPN3RgjU++4jPSK5VSIgNH3QqGWS0gHQ1GjGOjKk58JugrxpSGs5zwNyCXWOrXqTfy9BzcejGPIJvDYjJBezTC1MQwrU7KwWT041JjDetra8iUDQOKIWKUdPrEqBdNqQNSFA+RHo2QYgycbhICtVIFymUF62yOYDxE2OkAnQ4m3S7eb3dwOpsKQ6U40QI4sqCKYgtAxQbBNxfQgf9E/M4xnc/Qm84wduDTQfTdMfy7ms/hwsYmGmtrmM9nODg4xP2TEwwNmHgJOqGpk9KdQn2xnM+hnGF4FXJcezQW98pYIj5zYc7IaW5ixWY1y7z8o6cNA1pG86MYZrLjhoYKJyueGZv03TexuK05Mmb5JoAobOkAqOwSiT+FkhL8asY600Xj3XsCs2YtxHnZP4Yhs3q5jFypiFG3j85IjYToZUdQEwB21tawtd5ErlxGQHGcoXWoLEXxF0ynCGn9UrT2+0hPJkjxuGoVqNUBinEy52SKVL+HResUaLcxPG3hvVYLJ9OJgD2fzigICUD+pIliLF9FlGU/Mp/+TvANZ1NxjttIhmVBq9PZGC0nop4v4EK9gdF8hvutluii1h3DKxZSgdyL6qJp+Z26IwF5NB6hx2e0eqeJhlA3tQ5xXccmhEhp90tPKQPa7JaY49kAw/GWZ5FGE69uAvVNWRa0s2/A5YNsBYM5NowINwl9A3JjNviJCu5SqwG1LLY9azqJTE/VyGXTKOfy6I/GEsz34Rf/Woh8NoudtSY2m2vIU3/K5hCSEqzGzQkZj9HtdHHYOgWTP9bXGsjWGwhrNQT1mhgydFAH3S7CdhvzVhsHx0e4QyDOZuJPLKTT4uujHuhY0LcKrfuF1yP7zFT3IwAl7pxISBDzwLzHcbLO7Go2K/obWdOxpPgBQ5TSadFJF+YeaJkzhk6p0RpPxCXERcd/PEeXRokv9p0oVwYO/uFTT1M+SaaFH/YiESUdvsp6yodJMef8gOYY51P2oSRA94VqNJVWHDvHiAcGexSTH5KLQVd+PCHCHX+Wb+WDQGvYlhGdGRV6qxqYay3hlsyQIwjXsNVoiHUorgnx+IQihruDPu4eHaHVHyCfTsmxm5ubyNQbCGi0ZHII6bIZ9DHvdHF0eID7x8fojCfi0OZLQJjJCAhTnlUcWxxznXwuGrLYkLqmzX5JZMH44TmLTzEMbOKBWXaqxQGZEChl0sYgiowg6xyXrBvGu7lgxf9oARi3vpVxjaT77596OlTwGN+YZT2TWuVPpuqIftww7qB2rhcCjaaN8b943hZjRcep0nGSOb8P/iSYomiKDosFpBPjKxg2CZhl4jtDHMcsj+hb6p0zeqUXzmJe4W69ga1aFZm0iQaFIYbTCd4/PsZRtyfiid8u5gq4sLGOrc1NZIsEYEYcuVO6L46OcffgAD3qg8xGsfxLv1kASbkqZjIKQjmbfdH4WIjrZjCbiS5mox2rsleSrhgjHZ1z2opLiRVLqI9JCBl1eFt/pPFJEnABRS11UIp7JinQ8OGCiEVUojCgLNB/8ORTAkD5w4hA67ezuht/FlJpNHI5eXh6shnj4wNqFkRKPiul0uLE7M6m6MuFjbboRLdkEeh11Dvthm4Vo2pQSWjEuGQ18VVY2Ae3o9u4/ph0raizwmqwKs71/OY2EnL2LAe3D2A9n754v7VCDpfqDTQZokupU/dep4177Y5EAyyJ8jvFXB6XNtaxTSMmkxHF/6jdwe2DQ7EmrQUpAW9GZcz90f4oZTIyFzZ7SMGjseHBfI4BRaFjPC/KsiLp1H7XagyrvqenD8U/SBDalDXx/9l5EkWPLLjAeDZDfzoTrKiJrHF7fyFIesd/d/PJCIAysdY9mxKxzMmuZjK4XiphnSY3LcN0GqfTqegnpNlL1Rq2i0VkuQJmc/QY/xsMcCrxPn35hoY/YfphHIh24q27xirLotSb7GCeMGUTOj23sc+2MQvZTB7fox7Dc/HeqNeMZ7TWztbyPohB+TnZv5LJopFndnUBjXRG3CqzIBA3xl6/J2zA/Dg7IfytXsjj6loTa4UCuuMx3jk+QWs01okSWWhcLLE1ohGTSjYrOYbynCS/0IDP6F0MyVkHkrpplE1dLqANBRuAWGvVLpJ4qpeOD8/DZyUDZ1PK8gpCRjho6CxE9A8IPk0KdAxtga5Z00YH/MWbN5kv7Ol7uqaNnxiFVAY3SkVcLJeRNRkftPJmqRQOB31MZnOcr9U0E0IC0VOEozGORkO8R3+QWfV8eIsz1fcSrpGYr1FZilRPr/tMMkACLOZzdKnTkO69tNlYRMXo/jIkjlbtrwEqqQzOVcoIigVROmiRHvd7wujO1IhlOSdp0SwnAYiRHCFTlLK4UquiVq8jxWA9Q2/jCcJSBbPxEI9aLdzq9TE0qfEW1ATSZj6HS8USHoxHeNhn5ogyhhH06lA2dK0LWm+QiQeVTFpcI7xL+hKZ0c6sJhvjdWCTXNoogdWyf8R+XuqXid1bwCV/ij5IqchFJta4Xp9g52Km+JfkFi+H0B1jTHAbHQkIwJgIdpavuj/Wc3k8V6uiUigixZgnFeycBqKZhsMLK/jo75qajI8xJqMxbvV7eECPv7WSDSL8sJ5PgI6xjFGxXSzgysYmwkoJKWZ1tNu4fXKq6fx2XXkOc8u0SQPIXoO1KAQ0dbRcrSYsOOv1cNRqS+iIQLcvURTMRPhi1tG5PTBkhgpwo1zBbrOJzNqauFVEReoNJDsm7HUxOTnBWycneDTS8TC6gPxkpksjk0Z7NsdIov9eIqrBvzCnVdLs10ONYJTSgYjrLt0uUrdBt4dlLEu4EfiWmM4+Z8JKtsCLlqAXzxUQqmUuURqCb0F9V+tVHPA9ka+Rl+gl0owAdINuY7RmBqlhXCgW8AwZju4Fl3bEGKBxtnKdUrFmjtt4jIDpRqOR5Ls96HXxzmCAmZk1X9CKSPZ1zpifT/XErVIJ13d3UdjalPO1H+7h1uGhuAccu5mbXxUl8Z9LnMbVCuoESC6HSiGP+WCEvdNT7LXbkh7k9EGPAXxIekPnDaNOxJP1Gs5vbiG9sY6guY6gUlGJ0OsCx8cSVXjrYB8PBtTt4mcSFcMz7iKc2byYyPBTjBhwmRqRckqzYvom+8iffB7q0vYtV5nr2+yYRLLPUuGSFaRJQ4bnZoRGdP8QkhlNFjZan7N0fZEbY1M+93/zxBPGCtZBse4UDghF5YViEc806sgXSybtyOa+FWUiRf0gIAg+hpzGYwHgYjTCvW4X7zKOKM5tu2wjg8clJfg6oqOYUETwhfUmzm9tYzyZ4O6jPZz0B7G8Nh9kEX1FbiK1lIFmoYCXLlxE9fJlzOt1pEdDTO/exVfv3BUdzbKcreLSM2iSpyXDmDC2fxilc6dcwrXz51DePofUxgaCWk1Tok5OgKNDHO3t4Wv7B2iLY9eMtRkS5w4xKVZM4qWrhuJZ9CjmWFKfXFC/UnZzCaQmT49/S7jMspiv/5EkrNvDEWm8SMhfUdZp7Eje8xfaz1SHUx6ggcrrjhaq8y9Z3H7iq/875+YXbtwIXYKBz4DGzUDd5rlmE81KRUVwsYiQgXYG3pmOTvodTYDxUAAYStxzhGF/gLdbLRyMRy7rJJlgoFDUqRfgGxRYQ4IgoN9rp1IRhypTl2hhCTQMnUZQMy4Zm0sY4yhmcGTx3JWr2H76aaTOnUN4eoqTr72Ft955F6PpRMJJHIf+fC4ifhYuUMpkUc9SxwrEn9adz6UizfN7qKhhsmg6g921NVy8sIvy5hZS5bI6ZLsdtPb28O7dezjq98UnZ544UtA9a5W3XUynpIYixdJK85zZMMR0OpM6CrKMLIoIITqSBhWRrmeZ0hzoraCYcWI/TvgJfbaydop9fBc9sV4ASR9TPVNvQy+WrMbzASyE9/euX3cMKH4+zyK1Kd4XSmU8sb6GEkFInxWNEQJQShgDEY8MtjOLIxwNMR4M8KDVwp1uN5ZPZhMOVPw6BMnI2cIkjR9Hvg3+SmVbVviCNRsBcoyHAgIGVyxEEKSYEUyPJvPY5sIIVrbRiNlo1PHkzZtYP7+D7ukJ3n3raxi0TrGezaFIvTaTlQk/HI7Ed3euWkWJKe6zBWbTKU7GYxxLnDNKTvBxXmBEpNnEpd0dVMpV0cVapyd4++49nDAH0Nex7K3F9C71T7GqrZrPI8WETyYh8G0aX9MxTkcT9Jn46YlsBz4z8fHPltP7fcs0BjJjSMTEpCBGDY0oHhR3LGu0xOqc+lsMeOYGFXzWr6mKhwDQxLlkrvyUKgsUioNr9Tqub20iV9J4Z8hwE4txiBYpuBlL7ttkMMDD01MNIVEH8sSNsxp9Bc4WQImoU7HnA9Uqe1JTnEnjHF0crMEQpX2Gvf4A49lUXB/nSmVUUgFmrDobj6XEdORRPrM2tmt1XN/clAVy1DrFuUwGdTK6ZDFrUToLbQhgOpYlm9kkWo7HEzwaj3Eyn4mjddWrmM3gwtoaLq+vS1XcG48e4ajTXZqQ+Lft5KlEoJuIMVl6HQLWXvBdPst4gtZwJKLOMaB1acREX8SOVu+2Vqe750Qdir+klnU9dbPYe478hDamGzmXLfu5Yw0zO/ePK6AykuDvXb9hJLmG4lT86W1b/Yes8kS9jmvnz6NKL38uJ8wmWbw8ij+nE4xZCH1yijunpxJ/9EnO18oiq9tjQd9CNte3BMb7IRNdK5awVSoiY9xBsyAl7p7Tfh/n63XUszkwFZzK/3g0wkMy8XgClhzYVzZISUo5axSKAcT9Idm9JsNX9FrWOciSXyCgW8lk+c7HdC+NsWeyfJMROjWqApSzWVytVAQo73U6wtyuMNcTU4os9x/9U3IuIeeosEaZLBiGogN3WBzPxWAL4fw0/pjT2V8algHjXQ/8qzr+cvqjZnTFQGdlsFUcEjHdOODibKjnMfdhDrTHB//VtRuKSRut8F0RJjRGY+DZ9XXs7OygWK2iCGA6HmNC5pOJmmMyneHe6YmCj8znFan5gPNOH/kePdDrCW0Sg434pHA+l8MTlQoKIv7JWMy5y2LC+tfZHKVsBilhYpP6NJ6gOxzg3X5fHOLKrVHtCx+azuLLlbICUCrbcprdzElnmIuTPRpqmjn9hJLlO8LehEVcbt167hp13YiTmC4ehBIRspEluyBjMdioqtLVgFjvAPVSimKybXs8FueuOrItcA1vJcASwS8CnX9NXzN0jCWPY4rQPVFsF4W9pA9WXTtG1zO/GzVUbiHSM72/bKG71f7/7jXVAe3Ea/QjYkJ+Qv3pXLmCGzvnUS1XxN1SYL2nyUpl35E9WrwnJ5q+Y4uZ1N8cc5lEVraxhlckDCT9gdT7bpTKuFitIC01Fybnjj9ZFMNcOSrmBMpYLfFwOMJkNMKtblccvP6KsE9boGumXEGtVEKK4Cvk1dWUy0u6U8A6Xjkf/00wIvj6PRxPpvHeKIpup1j4E+zA4q28iPSiI/2Js9Fdia6wjpYF8hLdSAhuyyYr3EYxwCUsTwtQjY7Y2l+N30fanCXnJJsts5st74wI1C+aN6am1IXY371ICAEYrRhT82GZwpOQzAzZrVRxuVKVjIf1YgFUuhnrpDhmW4/j4RCHXKmmTFCzbPyzGxy4qMdyVo0vPKwuSLF5s1KWnidiiROEJVODQfZiaG06UyNoOBSLHIMRJsMB3u90cF/iqh7Ly2rVVdZkFguNjRKr22jZ09HOgqK0MiDBN2GK/BiHvS72B0Mpg4zZUIYeNEnB2vUJnnEyJ8qKih9hBjsGMmVTThcNKjnCiTDniveHbMmH5zNXDHhiKBhAWFJNOKLj7qG4e0U5LelysUvHwNg7v/U5yve86wT/5dVrovy5BUrQyGSZ4fSMBLpkPtRooFEqIlssShxyNp1jls1KtftsNMSDbg/v9LrGo6/nUGPGpJU6REahON8qXpUAIP7IUglPNBoolEsIaQgRiExjojXOBFD6Hwk+UwBEIPboCG+3pTJLK8Gs2DRevoBOZPURnqvXUSwVkRYDh4q/1FRKkuh0NMJRtys1GnRYRzjw1i5DjaI9REqOYzUT05Uv2gCLxZtxysiQx/Q4I1eNFNFISPSeqlRxRkwCLHKJ+Bg1hgMLz73kAH2myMVk9TZ7BfFpitPXK1Z3KqzXo8aOjlF73fedqI67aYL/4srVCIAJICow9B/DTddKZTzTXEORKeRMPjBp2WP6Ain+BgOM+n28dnoi1qJN8LJil/dm48B2Ka/MOVxy0wTip7ter+P8WgMZZh6bCjT6JMmAdFNI7QUBOBph1Ovj7umxOJkZGookoK/k6sRQ1DEZgIZMhREfm2VMN890ioNOBwe9XhQt8RhjWYOIzp/Mt9OvWd4zKoi8ZXMxNaTmewp5lHWOJ8VqjPrMH6v8e3qJpLhXkeATrm/d+tBWN4uXwp/83Y2H5UUea6SB14VBPo1lxADBz1+56iIxTj+zo2od0yGk5cPTlSpubq4jQ39guaLGAHUwpmUNh0hxsntdvHl0jPdZfO27W2T1W6aNLG47Df5E+rHpmBsml8P15jq2mmvCwKILUlzSYOAKNSw4GgwkmfN+pyPZxEo8cZb3waAgTKFZLGC3VhP3Cwecyv9Bv4eHnQ7GrLFw4tVxTUzBTai7Dh8xnnKOaIWiupc0nS0VpNGaTdGdTqWbVoPMDkj0hKWREgFPOK19xTMWgjPAtipBBLaIN+W+DJO6YKBvWft+xaR4Nv1p9CE15V6v4Z3fA5+Mp8fYEhdmcvJ/fvmKsYKN5ZlId3eZzkGAi6USnt/cRKVRQ1CtIWBBTT4nRgn6PaDTRbvVwquHhzjie16Gi+d6NvZAxACq6zkV1SsgihJelT2BanFC6nAAACAASURBVC6PK+tNqUbLUWejn4zXIQDZ9GcwwL3jYzxsaSp77GXEmTP7ExTCoPp2qYjdUkn62zDF/E6vK9kdPpp8QHl8GjubFWGrWErfU3FWSadwuVSS6jJa3+woxVrhajYjljSZvTce4d5wiNZUjZ8kO2nihO828fPvvKWWENvJqIW/rHzWswvPGRv2/h2zxlt4REaJf6/xVnJOJf7PrlxxGedOVHogtEowRWchncKNRgPXt7dRbDQQsDCbAGDyY7+PwWkL7xwe4G6nI9XwCizP0PBFq5kD+6kylO1PYyfIdGI1VrVljGq+ICA8X28gywgGrXGmgI8muHNyjPvtliRErnrFIjArDmB2x4VCQaIR7w846VHsdiWlrbDivSlfeQ+WxTimO6xEq1TEtxnyXyYjlWR8pLRp6TGn77Hfx93xMJa3GBPJ0kzIWydO1FknsQ9EPdLplQkns2NNy7Y+a9vEUrOA1MHthwUdD8eMFB/EKksMAf2nly8bERzlAFpxFROFxjVTymZxfa2Jq9vbqDDjg6Eilv11e3hvfx/3Wi2MFkw/8Eou5XqGYY2BY4fKOYBkIrUFmnOIMwQkzGj7BqoRQSas54u43lzDVqWCdIpBewjw3j9tYUQneALgZzORO9QNCxNw2Z5tn4xj5dSZJ/BcBT4AEi6TVV8nyC4WitiVODtj7KbBUTqDgHmDRqVgfP2g38etfl8Wtv8SsEiun02aSBomtiLNGGE2O8YYNZGIjut4opeaC9lsFt8Ocgxvz5cQt/K5d41YMqwcawF46VLMCo6ykSPxZ9eW/ayUzeHG2hpubGwgz6aM4wnePjrC3VYLY0YizGDwEn6RURxscR+hsUu95GhjNYvYtNpVpKxLbLdYxFONBljFdTga463WKXo228TiwiY5JBBwlr6mANcuVH+SLGmXbeIx4mojJLoR3qJ0WKjVUGCM3bqWGIkh+w3VqGJ4816ng4cuTV8py+YIxphPqCZ6xy+5XGXEWADqOtPv8TjXo8YzYETHM3qojUS6Uk/zfdX1lO/s2tV8UO+2TLc0cV/+J5fIgFG/FqUBdcUsAcYVpoeoZPNiEe+WyrjX68nkq4sifi51TTDTxXO7eH5ARzv2esbsZkFA9IqvajvHbNhzuVTGTiGPt/sD7IvDWR9eL+vZvg5xXojGO+1ZulwMty7b2j5mPF0+yUxns27UMpeJFucrZYlRM86Ogqmomy0ksYNFSof0ZXa7GHm9ng1UzCUS1mw0/e4WliIhqyzbBHgl3d6NkfVxsu2HaY2ZcK34riELPtUzlX3VzaN/uzr/v3PpsslRiEc/FAeWBT0TwswfWWKzkJd8wdus/2AIzLTatb6/JRBYMFr3TkJ/cilZdth8/VEQEiHG3huTIRvZDI7YyMeNlnfcmTqaApQTs8r3KLfqVoebZ4Nv6yiJQywp/M4CoAODfIFFXWmcr1bEF8meemLVs7ptPMZBtyPWPHVaKwp9nFggxiS+WU1nMl7Ckk66aETimLEXBcgTF9ahzHux7LocPdG5Molz3iKwXfTtMIYIFID6BQs6I0HdF13TcTMrNkLBPDlmyjA9yWhvkQM74fpI4kCu5bpk+fzjdUAwDx5zodhySANH8iT/aaBHnatxNovyDB2Ak4XtTi/1BXMEzLNE6SrgPk7sRmLOpiQpq/D+6VPdrVZxvlKRBp9MMzvo9UX0SnmlpLZHkPYnfYl5E8aDXbrLgNSRiswGy3hGMJu8OKM9Knsx70+sDtuA3D+Ddet4paRmtYhoTrhoBE7/0YWLmg/oBW0jy9R6UvQWkowYieiIIXVSInnqzmV1MjM4voET9/vpcCYn1792BJPovmzQWYlSURgFhiybR8X31sUuDOgtBhuycxGNmKfPDrCd0mix6OTaEdHfk4wox8gtm4l3+q0+M5M+rlSr2CgUxPf3freDHn2sJqoQObHjVucqANpr+345xYLlzAh8Vlzap1JUmjNY5jAOcvpGoxT/ZQs7JhtsDciqlDFzL8HftgB0w+U3qozCS1YCRskEcaA8DkQxsPliNCmCfQvYjOoSy6xqy2GP9R3FNpSocNYquxTTupjqnpI8QRpMHGbqYVLobdLKuY2CRB8SIDYCwKMhJsqarRscTZhFocqviySpyIpetjCL15DOB9TETTLqbqGAg4l2kVe2iTLAVzFsUoQ6Y8IBzt6c1cW0iMjqZGYmDe7ijmT7zMqJysJieNiM7ESERY5K5PzJd91xkfYqp/m5CxekLNOyTsRqngLvdDb/VvXWrKmQDKnZoZaEGe/8Gvr0xL03KRFQ9SZXgToWt/a+S6s1A+7VYUSECbExhEi/GptKrktbi4yUEUhhdSotTXuoRtSZdTKfo8X2YtMJuqb2IsYK7nqWX+J9IuzUEXas4WDsfE0iNayjnuCUfWak1ZpGPuqZrBhndDzzmrS6ORfcEYkOacn2NvQUn8Q411pmW8m4hsykAZBh6bgrezlMFwHY21/E5v8lIyV2TJwiFz+fHT/n2DYglgJ3Ftb/3O4F40JSwMV2KLJr2OtYRfbwjQG7zvkuG9QQNLLVA5g+nxbk24RQLximIJRa4WhjGn0WX0xGgF8JRvPwjGDsFIvYKVcwDCBWOV8XymXJXeQuANSj6GRmnDebyeB8tYpyuYwZXR4sAmK7NLE4W3jUH+CASa2MIUuJZFyr1OdPvhdBlaUBu/mcJKVK/iK3bgiBO92O+PO2y2Up5mdCLN0tw9EY7/d6uMc2cE5MLzORvYIUhpt4NS1jZiPxbjjeXEyMGvJ91rVYRlKfXMTBcX1SUeqLbeNndkvORWBiafXm44SIjZ3HHWK2gzAuniulMp7d3kLwH+7sevmAHut4qVRKYk7GOLHiZ05z7wiG6nKZrFikPHydXZZmM8lMZs1r/EXwqeliRaS//5z1/VmhodLaZ2WzYGS7hAI+xL52tRqmhRz22QySZZ3MKB6NMGBOYId99mbSzqyQy+HS2hqK9Yb63ljhz20qOh0cn5xgr9PFwWSMHmfSXJIlqpx0spdsj2BajrELAGtUSuzvx60T5guJojxZraAh9TNavrpIZ6TgiRvYNEoFKS+QBIoJM67H6AyHeK3bxcGYyzXubI7Sl1gDnMLVchk7lbIA+2A8xvvttizk642GNBGfTqaShPF+vye7MkWEockO/kuZKVpQcXEe6Xj2GCdAjaWspzOi2TuxO4+p4LN6Js9D9vvw+jo+cvUagv9gd1c+szCw54hlsFi/nQOh3rAR3KJbPVku43K9Id1CR2nptYUiO+SPRrjb7khmMiEYwVj/YHkR465ErDbu4V4X6gxm1rFNY0zyjRInC5RSeKHRwLObW8g06girVcyZ0cxuo2wO3utKU/B9lgrwHtIpZDJZbK810NjYQJbxbGbzMNvl5Bj7x8eS4s+J7RvLk+J0t1jEdYKWz8f3+Z3hUCr/WFPSZGvdxQyjyVQKo5jilTGFW9xBiUkTBCETCthlKsW6DjrNWUfNnZhGQ7zb7uCtQd81LI8BxeiqN6sVPLO2hhKbo+fzGKQCGV+O4cVqVfpLaypaH6+cHOO9wUBLAjwY+iCT91ckrCpgPFaUM0SzEANYQiauKg21z2ITybmAPk4A/q2dHQXgY5JE+VnkFk6KyADFVBrPM1WqUZdyRMkq5r2yx0m/LyGyN9sdLWn0xDqZg3l+9IGNAkguIUX8hWoF2fkCD7s97I24gY61xuOrV3StdIAXGk08d/480mtrCNYaAkLRY9gMvMVee6e4d3iEh/2+Zjqzw1Mhj81mE/W1pjzbuNfFEdundTrojic4ZNq9WbZbuTw+vLWJCxsbyNRq0lKXnanmvR6OT05Fr2PnBu4Dwrh4jg/P/tDCfjmEZFnmGRKkrCKUxAlmb7OGmgX9IyyGI9zvtPGKV0kYkZU+N0s1P76+jnMSh2dH1gLCfEE2hKHE4P4lkpA7HGLR7+P26Sn+6PhEmDcJNPOG/nCtDH0xbJjNrYI4+CxAnUXsGRmRCI5gb7tB2M+YXXWxXkfwN3d2YulYjgGtBedltPhS0PaOIdKokzAicWO9iTJPypVPLXA4xKDdxjsnJ3jAleglaJHhLpXL+Pj5c9hoNjErFrHHFrZBCucKeaQHA2mQ/bn9RzgwItUuQp8NqbOeL5XwkZ1drJ/bRnqtCdQUgGS1Bet/9/elOo3NE7llbIp5jDRIcnls1msi1li5RvCxw2drTPGrd8uiyGeqNbxw7hwaW1sImk3tesBJGwzQP22h0+1iYaoCU5MpCpwM+kfZPcLUsGgZAdPX0tLAScGnYGH+IpuS32q38Xqnqx1GY4JSJ3Izl8ef3d5Co14HKIK52EtlSWKQL4xHCFhkPxjIsz86PcXv7+9L9WCULWPYkCxs9EbbCsSVsnq+Qb2NKI5mBbrPgPZWYw7ppHUsLUOih+KxdMAHf8MAcJX1W3jyKfy5X/z7KAqg/r+/ds6fw/tvv4FBp504SVyw8qaau9fkmC/8yq/g5c98Bp9j9wKyWCIK4tsAFJFsifbspYtY395GmiEt1kpxC7LDfXz17n3ca7dErNMqLefzSMtGMup+oXHSptgi+CZjaeit3o8AuQD4prUmLq83Uds+hxxBWKtKd3qKzdbRIcZ93XIBUqA/Qm4+l4U0ZoWdbGZTQMhEV44jm/kQgFLAb9hqOEa318WrRyfYY3G/E2leBrQwYAYf39jEDjsvsK2vpMRVlGF5w2xu3u0iRVWj28WtgwN8dv9AAgXUX0kU0r/ZbGLIxcu0L24qNJsvJA8xSnawemE83Og7ky2rJgEY0yPFhWSc6M5SNholjdW/fv68qYfSFCAFvOp3P/Krv4oCV+7/z9fv/vVvx48/SwHxwa/p3/oKHj16JAf+i3/2z/DCr/wK3jhtGV3Qtz6t60idZBzEi40GXrp8Eeu1hoiV03Ybr967j3unp65bE529TfaGyVOMpsX3x8ljzh9ridlU0ZpGvAeKig831iRRtdRsokIQrq1Jd7B2v4cxxToZ2rKZFOePpW4kzboZs5GNdJOw9Ss0hqSYX0HY7/XxztGRFFBxG1NLOnbNWQ2Oz3i9UsWHLuygstZAUKkhrFQQlIoaUhyOkBn2kRkMMep08freQ7xyeCh11Mw55AycsGtZv4+WMQoJTHZ1kD7SwvqWIT3DxEybc6V4howTt8lkWdeTJmHI2LxFMQZCBP/+OQJQdcAoc0VVuB/7tV9zumG/38dsNsOTTz6Jg4MDvP3223j55Zfx2muvOZAeHh6Kclyv1zEVS1jdLAd/97vw8d0IgMV/51cR5EoY/MInlxA5/htfxoMHD2RAW60W3v6pnwb3svO5MsnWTq9gl6q1NXz4/HkZxlce7eO90xP1pzmntxoum/k8ylkGEwPZT40JtMJ8/h0ZV9HVShlPUvGvVlHhz40N2fJgYDaD4cSHg77qXhTfBFS7hVw2h6e3t5Fj7Yq3qYskz7LijmzLFiYHB7jVPhULOkJfdCORCRGCBVpPrK/j+YsXUGk0BXwsUeU0Zxdz5CZTzHp9dNptAdu9ThcbpSLqbHDOXS1HY9zudsXiZqs49prOBqGks8UyW5TevE4Gej9J40Pes6A1t2xFbczYMdawTViw4xz8te1zcSPE9YcB/tz//s/llHfv3sW3fuu34rOf/SyeeeYZzOdzAWCv18MnPvEJAWY6ncaXv/xl7O7uCgA//elP46d+6qewt7eH9t//vhgAkS2g+Jf+Zwx/6UeXADj4a1/EnTt35H32gfmdH/uLjhCSB/tREmEA2S8thecaa+KHfKPNVHqmh5lefl5HH3YfIAjpEjiZTNER5osartAlxKY7jJWQJZ5qrGGn0UC+UpaalCn9h6ZonCWbzFyhzsuamPdOW7jVaYvOc7VRxzPnzyNvNq6RCSMAZzMMhiO8tb+P91stx9B+3lJkEuiSsy4PWrxPbG7gpYsXUWGTc9OhIs/bH0/QbmspQphNYy4sDymw5wJhjmF7MMAXT04k2qLXiEcv4k6gOOjs/UUFTVEavlsovA9zEjm7A1+0lCxsg796TgEoLOg7V4IA3/9P/lfHgN/8zd+MCUNDLLkkWzKkxa06mQY/HKJJQ4KNCanol0r4+Z//eXzqU5+S8w7/4Q/HAbgEu+iN7s9+Hrdu3ZI3/vD//DVMP/1pfWbjsPaTtOIp/6qH83M20iYAWRQePZmKFMuePI5ZNGTDE5dJE/HfVr6AD29to0dFGSHWZIvUBdIsxpJO+KZtBgeXkz2eYEjwHR/hdptJsdopKosUrjXX8MzWpvgfbYpTf0zwHeD9toLP+Z8TY2MFoU6i9YrqHiU3Nzfxwu4OquzdyDlZhLK5DZltkdeaGW6lRbBzgYjIHwzR6ffxJZYtUF1IJAn4LOd+N6WhyTCgA5fXfSsOMRvI8Tk8MoJEy/7Z7e0zrGAg9z3fg+/68R9/DFy+vo8+Mv8qUr/3337gwUGxhne/95dxcnKC/Xv38Pbf/o8dYJyTOgrsmUVjdSYDLq9hgf1yLALj3QVLfqhXcRM/GWzzGUs1n67V8eGrVxBS4ac+c3qCe/v7sgEz3SBimEmTJN2VqDcY4NbxMe5KTxzTPMiclwz65MY6brDPYjot+uG7VC9aLenl7PxrcgPJKdSbUp6yabvKW2wJ/NzmBp5eX5d7bI2GwuhSO03dk45w+iBpBdNAGY4w7/dwv93GKycn6CTu0w6N4cTYfKmq7ANJ70rjyX49sLnfJT3RxLR9kU2p9bPbW84IERZ02Q86LLOtTYxeegmLPwVj5AMRaA5o3LmD8ltvOfYyAkgBtyK/L+mk9pnOoDTSIT3DUlP/o6wVp1sCUpz0TVeuYv3SJWHVo4cP8Mbdu+KiuVSr4eramtSjcOLZNIiuprudNvoujT96Wp6XvaOfazSwXShgfzTC660WTlm6GlM6/SBnfFEkx47zq+198/hQc0303Pd6GubbXWsgR1cR9x7hPQpDjzHv93HUauGrxyd4NBxEuz9Z2FvHsxmIiPHiJZa6TjyY2poQL0HBPZZNXPBiyLbvjMznv7e95WpCYsq90xKXRbONgPCn5FUYB6HFhv95cuCSOYB+uj/DWVxRWs0W7+thz2kBJTfvnTwGQm8RKWjNgYnJtl8X1SMBbOkE0ajjxUuX5Tpv7T3EnZMTCS3Wczk8xV6A1YrMw612B2+321E5wIrL2foPdpxlhdsD7qF7xv1YbvHHLnao+YM/6IK6UMhL9GSf1XT5HG40m9KrMM+qQYaVFiFmTG5tt6V0ggVO0sPZO8/KayYYz5JaBMxoxyOnPnvRE6XuKAbMP7WbQjQhAkCdzNgUx/v3+fqhZ6T4AxS1dYt0/pWiz/aNcZOuoyAJU8Y0j4HWJEVGAsgRo4/Fpd+TyQLLLBlfGkkQSswyncaNWl3miSnx/flUJo1a4WahgI801zAJF/jSCdlMt7Q6CzT8jP2cq+k0Oty9yOmnySUaWZX2k4hN4me3hT1UGXiMhK5lu608brJPYaMuWT9M6Tro9vDm8ZF0dxBHt3erlmv9u/f1PQWNXtt/P+Z4djfrj4LfI8aCL6IOMRz/3a0tW1DlgOCzi88MvpGizBKl7NvvuIm2n7nc1Dgcl8/rB4ptSrg9vyrfZ4FICTgJ9wTtGUNYH9LJmBia9fkMMZhDZJdyZvR4M6bMr/HvUbiQ8k07MfIZO9ibxpJkJn+rLy5UW2lHx7BsEG0ai0v0iM/JrRDMJjTceiEupj3RbHRGu4QNROTHWr6AF9eb2C6V0JlM8OrxCR7ItqtWF1sW8XFweaAzoySfm13kSWWGuRSYnv8wydb8zBe7CmQ9afAzm5umQ6pVcf29QvxJfczevi5DyyRgxsBghich4mIbdp3RVjdKfo0eyUh7fXqbMm5HwssUi8DqffeDaHCZjM58h6eiU5uBfmEUc26OALNwdmoV2cmy0+vjFhuVm3AWj+Nt1thNtVSWLgx0ATF7pTeZSonpVrGIc+zYReYaDPFoNNKGSHa5uC762g3WZyZdQNxSlf10ini2VsPd/gBvSYuSqK+NAEB37TYAin7G/Xfe+0mGNwtAAWgf0etDaFO3RAwbwHupbZJo8jMbm0ItXI2MeaSRku0XpLCcKzkVIAvtwm6TCXTujci2SLYTYAqTeD+Ry8Sm/EfzKeDylNdV7Lpq9vW4qKVvNCmWu3hDvrMmcsVYF4jeG4/38uO8i9kzPR6v2piTCbC6lDkL2uKY4Hnq3DZy+TxuPXyIt1ttnQAz+Fu5HL5lcxPXuWFhsQj21nnz5BSfu3sHG+UKvv3KZUllY5ZMp9vD5w8P8Vq77bJkzvLTubGQViqcO+Yl5sXdwtYeae5z7Bld1EE5z5q9Gb1i2cteNrY9wn4u37R7FftOalOnrI8bte0QoMZ6w4QI/srGZkjTvZbmpidZjQsCUotAUcJYIdOHuNK5UrtGeY0IzdZfrMrWs/WgXrG5YQAfXJqUKrCOxOwZrChz7Y5fnTWdzB00dGm5QvHilRyusqyjGfHqU32QuolZBj4NmPOlooT73jltSZzV5tMxD/Bb1pp4fnsLWesqKeQxQYB3jw6xWWNNCLdunWjTdzbFbLXw23t7KuoTepg/jlbP3M3lsZbLip+2NZ/j3kA7KjxTY3u9ip5jscBer4fXyLwmWYE+Uc45mzmJkeJyEFQ6yqY0bMfHdnGxFC/jznbt2CzbRWLePr9la9es7Kc3NkLWSTSzWbf/l2zgYlhCtmIVvWEhHVG5eXK825SnfyX7yhhqcGLTjJa6P6JOZgIG+5k7JuIfRzIG9TbqkWTIlUBKMJtcN1GOqdDXl/2dd8QC/CBNBy+k66u2JE7eafQ9/36ysplkSpoaaZmqblXBvMLvOL+Dc426blRNEDKWm8vrmKdSums6s2QG/NfHuNvDFx/t4w+PDkUXtdPqWMtIEu7leyFfkJ2X0szJDNKyrerplHv4Ak+tNVCjE53PP52h3euJQ7o9nWAnXxDHPO+5v1jg4XiEQzGs6LDP4kIxL/23ORftyRT3xmOcznXXKh03b+R8F40Z65h+6aV/BQRgVWpruS1ASuol7H60MikUxWbPL3ZCPZ3o5sdW6ghnmf7iehEv2mCQ5hROn+GcvIgq72SXTA+kSYC5T/32vwY1TiVcdQ0fhEk/oijWHtjNsXRvfMvuDtY2tzAZ9PH6w4eST8gBjyY+/t0YqxtQc+goDtnugxYptzz7+PY5NOo1hOwwJmlVFQUi++zYLl/MsGFpQa8ruzm9tvcIv/3okdnqyxeY0UA2M2lcLRZR4HnoJDd1L3SLM4rSyOcFgDSsGLNum0xxqiP1XFbCqcwQorrVWcxx21jMVyplNJhNw0uxN/h8gZPJBO8y28jsWuWsZLeQI/azFodtM2cXumDoL69vhOV0CmvZnGTVBmZb+Jj+I2JXd9/mJoWsQSBSeOOsKGPoiz8ZAuKGfHyxkRFbjHG6+N6qrQ0c2Hz71rJjDH2eAeQB12q+q3S1CJDLMHaLdcmXaPRaaVwZ4EPnz+OZG0/g8PgIX7p9R/YpcdtCrDitZVc7wHbVy67iuZzUomyXS/jouXNY445NjFTIruk1LJiwQGc/jY1+H+j2gG5HOo6NOm18/v4D/NEBU6u8xDTPT0fm2s5lcYWZ2GyZR/Ax95ClAibNiUUDbH7Ovjej0Ri9fg8pZsVwzLnDO/2wXIwEaBCgNZnKBohMYUubmmCmkoWLGeazOe6PxniH8W+3O1LcwnbjkASld9/Bv72+HnK11zMZETncyoAZEpGRoeKXqGe2CLu0S2p9ABQD7SR1vlBALptFdz6TXTJprLA+ZIMDwfa94xHuD0foLpgY6cxFN4VJA8SQasLtEumRpgTd57XYsd7aW46c+OSRvBUbEzKMzgbhT29t4REzszudqCn7GeBjyE3YB4Fs0cD8Ol5Oxpfb2WazUgz1sYsXsNZsAuz0yj3rymXMCwUtJZjPEPQIwK78m7VaeHB4gD+4exfvM/HVVwG8YiCaXawHucK0KybCUgTLthP8J52/RZJlwoUYmxNGYdiHkKUPpAmSBVmTQGS5QYoWtpZvSsCRC0P+cTf2mfxrT2d4o9czu6LG9b4Y+IzhEZMcYp6kIADkPNDarWayKBtDhDetIjjETHZAnEqWsE3Z4QPv5gt4plpFjbl1Wd1B84DbIizm4EaDRWo/TIAcTyQH7RZ7nXgizJeGq0DIyyeTDwxHJfyCagj4/42JQ/9CZwHQe9+qFTwhQUWdl72wV2t/eiUyJnfLvLyxiRT3MGl38Mr+vnoOAqaABVKKeXN9HR+9fgONzQ2EHLci+8EUMGOxE08kJW2a2Txrt7F/eIgv3rmNt46PJZk0ijjoSPhuXzq6ue1Ekwm3XAgWgG7bCQJohoDzyHS52VzYUM6TSSlbEohkT9mUWv1akr1jMnhCA0DGl/uTKb7a72PftLCz2Tq+iBWDx79LGURbdpVC8G81m5pkYWpZyYSkaVrDZEGKHO6pwQ0Co0TNULJInitXcK1akT2EdQfNDOaBil0pvGEqFNtKsMZiOJR6B2535ZxPvtFi9L+YIeHKQS1VqRLMyZS9eOkuWixkK61sOiWLg2BZuY/RioJ2J81XqVQyJApp30iJNAADACNOOF5PNtfwwtVrKBTyuP3gAT535y7G4VwzXWR70xSu1uv46BM3cemJJ2R7iIBtTaSU1exERKCTnQYD7O8f4o/fv4W3Dg8UfEY0WF1b+SF+86zIY51Ng2UNAkCKY0o1sthCAEhSYAu77nAstdLVnBXZCkBhTYLWgBMU+xTVMwXtwswrHdxkwCPZuDzyLtsaE5OnEN2j7ULkVeIFf6lJBowSNqnLUeFk7QRfzBTWvXT1pUzFDeoCfKhWw8VyRRt7y14bGd1FU1byXAtvWPk1maI9GOJftjs4nU8Ef6uTCpYauyRMCg1n0WKrZDIYB8CxbWebzorYezQeoi2ZvdGABS3GmwAAIABJREFU2GutIL+EMLUuFdfdwza5WxK6vv9LHea6QQ1TpLhr01cf7eERdTn3BOoz48K9tLGBP/vSS7iysyvFQ5IdTTHJRc/eK9MpDo9P8Jl338FbBwdRJGXFQvHVDbtQ6E67VC5J32vmCiqTqUHJ4nuC+UGvj9PRCBcLedn5gHUyAj6KYH5HAEgWZEYKAUgy4X7QcxHH89kUe4MB3uoPJDFXTm+GL5ag6voGrm5VEvyba8qAltCZF80yy/VMWnr4nkxnUgPrK/pSjWZKMZm2lC2aghvqMKyB4NGkeNnCdYTFZCoVbl8xWbjqRonPqU7h8ssHKnUROnHPF4uyxT2LzMV1QUc6zc3ZDN3JFO+PBtqln+eUtBHvvJ4nPtY7RnIfVt2BI554HMAkwFo24iCqKsMMY0h6u8sMlsmJog4SY15fx7ddvSr6ZSmTwRNbW8hktUj+pNfF77z9Lt48OsKMjGWRZQCYvE1/sVnxR6ubPj+KY9HpzIJkniIL9/dHQzEwqHY9WamiaRhTxLCMLQFoUEFWNqxHEC7mC6mh+Wq3K0YpJWNS6piIn0nXstRl1oG5F2l9QgDyb2p80udEKsEge8DyL+l8ZXY3V51QT6KmewbP1xvS1Uly0LJZZUBOhtniiomap4M+3jA7Z7q+cCvn2obyLNvGD2K0hp596pe6kR83GMwgYPqtrNKpbGl1azAwVW2Rr1GGYEUq1wrMm4tHC0JjoPEF4mK/smV9iJRZ/pGi7adWLV+FmdvsrXgyGYvx993XrkmjyuF8hs/ev4/P7+0JU1kvURJk/hnjjKOTTalWy7I7QxlV+jPNXN7rD/BIdHF1ivBIbnF2o1LBRrGEVNZazlqrLZo1x5dSxYhv5h1+rdPFEeuZXVA48qHaDvke3NzitePjxu/faKzJe9HkKAgJMGlLYXgpbjDoZHCBULF+lunqtRoyBIVQvqTZimg57vfx1ukp9odmK3qP6SKDwjKwTcHS23RTbnRU/mCIijqO6E8ZNnM0Xk3qqNOJbJbzwLa4OBNdBmOrdL9k7tZZ+qE9d3IhJY6XVb5C9vMtk84q4bunG2v45PlzeDQc4jcePMSJbHMbvdzExTTSOCX6RoDModmI52qpLDrz/niMO8O+7jnsyRsKCNYc36hW0CyVkBbXjXjSlcGE4haYz6c4HY7wNjtITCbaMN0Su5fvZ+86umfvOTwXjBQl/WRjLcbo8TCWSVAwXaKSGSx2M8NmLq81Eywol/oECE2zJ8vXDPioZAtzCl6UMaILG+Yzdmw0YzYD2IhBbm+fSklbWwbsBYTUU8jS0lhoiEeDoWxn+jhmS352huD9APiu/jiJV6tVOu3Sp0h3ikCSEz7caOCh2d8uvi2Xr+kZXlFKNGdgxk4SrPoG1yfzBSupNO7Q+WyyoKNv28XOiEcOV6sVbFLFEf3PJqIupD7neDTCe90uDsfDSL0IjXj3OC4mBczg+sVM/p0HP9FoLCWkGvoxIWpaw9FNGu5wOhz1JopG6hrcWZ0xUK4obinw1VZLAKHNirjFQhabxZJUlNEiHE0msvmfM3CsrpN0EDsKUUAShLzeOe50yQ4Ei4VkKpM9BtJyLU45f5oAWwKvJxoeJybPQrMHITWsFnPjtI8MIv+7fpayRZ0keHqJHUlwcbsH6qYt7maVSAR0FqtxeVGiURyv5wtmL0CNG59MJ3iXPXOYWe1VHPlMyk5kJCUJVJjoy3KKV2J2CEARdxLg9xMKbLBW7V4jBaNQmZqyQlZiBQYBdgoFPM/dNFNpvNXv4Va/J+V+/BJFwDdvbeFj166hVyiiFIbYe/AAv33njmnvG4eJ1Tf1umq0+IKZ1jrTntgtYLCYSecF7lGnDxNNmZ7Hl4Nnw9Gf8uTvSbHyJ6dHC7Xo+s7BY9hMrpnEXYJB3H3EDtTOppFEibqp6vpQSWZ3a18NaD3Otl6+Ua5I+zjeI4MP7/T7UjQ/cw0qo0WueqI2NqfkduWliUwZP4vHhWd/3DCg7ELOZMnFXEJy9KnRaWxFso6DgYBNxfJcs3yLTcNvFIsSgnvLGAJ2uFn8/IkLF/GdH34J+d1dLHp9fO3VV/Ev3nxT9vxN6oNChmYyVPT74W5dEgxxbXPv3/kMLfFTrlTq4pnWZxgiq21wD3YW2faB7E/TbSd25aWFvNogibvwPIDKw6v+HRnPfDPOHstPG29WbscjiemV1W1ykJ6REu1SvoDr7D8D4PZwKP+YfOv23LPqUvQ1Gf34HS7XGicIGMGP1xshm42/sL6OMJOVRonsOn/a7eG105a4E5ZBaEc/7k6h6C2nMqJ3MG3Lk6gils9XqvjU88/jqSdu4PS0hd/58pckyE7/nacOWQ3ApUxFumc05PYOyIQsgFxd0r3MU2dawl5pljW9RJeVEbN+HG/KVxCpbxnreo2SFZKTfrZItuI0rkbo8vdYJ4l4N2p65pXdZbzZ979ugeOrECSRm8WSFMJTmrWla2wkg/Q3y7RJ2Jl7SNSHxBMWDKH8ZKMR/tntbbx880lkmk0MuEftdIrjvYf4p2+/I40TXfjWLdIEX9j8PNEBPNgZ3xoNDxXkwG69jm+9dAl3Wm28+mhPGgZR4eUu5qRwVpXJ1lgyd9Hku/l2eYI6bFY98HWRaHnwU6Ujub65NfcYnvlF39xGPic+uePJWEQRRfzpeCSdGZJ79VoAWdUlzkYJ8DhG029ZVksmguqniTMpKszl4qhPMmAcoMv8aEcs4nUHI9ciy2Yuc8k10xlhw8MZkxLs2SNZuGpRJXvHRHdvi9/1+w7MP1FvhN+2cx4vP/88qhcvISyVEJ6eYO+99/BPXn9drB4ndRLiaylPz1O/JKmCPQJTQIVtIYJAsmJYxMOCHn53bhRuBv3ZK65ULOKVO7fx+uGRKrpWKUpkyPjMKgBMypjERMYt+2gStQkmdZc0LpdL+MTODpqNBu6ORtIT5nK+gP3jI/zmg4c4GNFYWp5UAykzp7GoZ0ytMEtBwWRLQ/1VFQurRYCLM9UKUCVCcTq5yy+zBkxc1juPSyJVZ7l1xjOgKV4OCRHapWFHflkV8Btfyqex1Hu/244BsAF08Bdr9fBcqYzvevIJfOiZZ1ColHG6f4jff+1VfPbuXQxku/tlR6wTZeZZorEkO+qbTHTdzuVRlk5UAcZhILtBFtMp1Ex+GTc9YRLDzYsX0KzV8EfvvIM7LTYT0oC1pkTowMgzedG61bwgHBNjxxXzEb3FNPUghW/Z2sQnrlxDcXMTsypzRIA0W6UdHeP/ePcdvHp66moqBExnYdFyVUJEf9DxcVayLGMuYufzMSextyPg8/S56LyRhRODD7dDM17BtXwOlVxeEljZloSG48FoiBE3zVliZr3icnmArypoNk1cefBaedA78hdqtVB67FUqePmJm7jWbOIzd+5IfQKLZHyREDUvWlbZJZQWzbs4WZkeRLGW5u7jIoc1gYAFM6wAZmcCMiH1zD7DaemUOJKZ+kV3AWmf7MkAO1uKdWdzsKcLozR0tzCxgUzp8mDONDDiEIyWiK5ost1L6xv4zptPoL67i1RzQ42Ag0N0HtzHr771ltT9igvDse0KJfCxSNdpcGE1b5k87msi5uKUv0pQr2Q9EX++49cpQrwPCx2d1fV8Dt975SounD8n2c7MASyMxvi9W7fwBWZim71gxHlsUGFBr5eIFJ+4tWshGD2lL7qDH63WhFiIj8vVKq5WqvjKyYn41eS5DeMkx0Av59V6eKNItiMAWZtQYz8Um2XNlG4TGGfFF3flZY4aK74eTSaa7WsGjTcpff/yWlvB7Q+Zb8jkWQaWqDuyqXfHbLXwAXMf+9gTwo5R1/J5fOzSJXzoiZuobm7K8d39R/jcV9/EFx8+0P06/Gc0vVoSm6HHtLUPIEl/Rs4U7m4yjScpLuRjp4iRRXRtn62jWfQZjePxRL2Of/3FF7F9/Tpma2tIT2eYP3iAP3rjDfxv774jGVGr2M4xrOuK4ItrvSVXuacrwt20GHs/YgBoQchSQ9Z+2KR7azxYgHuxibjrJJHIQgCuZ3OmPiHKL5PdyLmKCECT7k+j49F0YjaFVtWc3o1airpZWXYOkpa3piaBKUHMGHnAyAdDQkarPyuh4XHgdIm3VLoLRXzs8mV80+XLkrH2B+++hy/eu4++5Lt5vjWz+JwjWNaivxvfn2Q5RDImFpKSeVq2Lv3pc3pWJKm9ydXvWzjoT51NLm53LYNJRpZ+6Lnn8OKLLyG7s4PFcIjjd97Br3/xC/js/QfiIHdn9EHkoiXmU3svnl5uSUXxpwc4w/bPV6pKoMl8uZhFGxe5kVFiHyu6mj+h3JtjK5+XTaYpXqVOwRWsL5AmrS9CcUSzjazde4wGPx2ezNS4UiyiaDrNS5Is3TvTuSQdPBj0NRfN5Jf513Yz4YnlWEzWHOALUum1UiziE7u7InJ+6+49aR4Usy6tVIiSW6KJ+ZPhztfTl/L6HPzOoFH3tuhwqzyEZqKNIeGvGSsxfVHIZ7/abOLlF1/C09evo9fv4/e+8hX8wTvvoON62NhzRjdl94PjXdAvS+JhJhLVFfmbXVkXC9MBzAO+AWNgAWhB6I8hTyri1EyihmBUg+LJmXfGC6l4svSuNyeMarY22GBH0lxWWl24kEa4EMZrUfQaMcpz8IEYWuN5KYLpCpGQW84EyFkWOJnjcDTAwWiiK9PEl1dpZeomMZ/4CJToiE4d49LMaK5kM9jI5XGuVJTiq7e7nahvn9lDhU0tWT/DpNjBdCYuGuqnwtsrlP/HYdJPHliFM/95VJWP+hcun9eCI855ik5TxGDuL3ktC0R2jL25sYFPXb8u21r8P7few8lwpDs5mUlN7pnC7xIn67ksbnBflkwGDycTqSe5UipKyj974dwaDlwxm7klPeUPVyrcLsaPXpmL2QQB9Yzz3rVtt7LdZi6HK7WaNOR5v9szqeeJUJ5x4RYyaZnYmqT7q43MeCG7knZn1O4gWc18n9eQUj8z+rRQ6Sg/VyxKuwsaKOwudchuAX6avEf51qpzoxbpDwk/m05FOZ3FNXYRqDdk69RsJistbF9vneKN0xN5Rqloq1TwHHuu8F7CEP3JBF9jG+BOW6rEVro/Vlqu3qKQmKkHCU8Oy5I2z+WDJlrsuoDsS6V2pOcJXhPXVyBrqa39Pfq+Zm0zQZW9sg/Y8VVP6l3FWOiecVMIUvhQtYKn63VkCnn0SErzBTZYUz6d4WQwwB+2TqSIScbIpq6RAwhAy1jqbfHWnRPLFnj281CsUSaGkv3YW5mtjeWbSSCYc3Bbpu2sumSoTRyNJ+KS4eoiqGWvEPqcbLq2dx90B7DwiUzKJAe2qhgm+5p5lGCILbEazNKRyY4mje6GF2o1fHxjQ/qoZJgJzhhoJoPuYi55eV/e28O5ahXfsrMrSZ6S803RzPzD8RivHB/jD09OJD9udUwgwVc2Nd36lOyORs5K9SEVWZe2GMvevf3pG0Lum0ngxazhuLs7Euc6edK/RnReGxOK37++H2nAVYZZGw1c5g4JbMhukmAD1jePRxj1B/jcyTHeYFmriTipIzpUAPpVZta6VRaxoitiQ3srxEcm0LiHo2gzoLqgjbPDnII0zRvdyubE2j0we6PpUdEO3f5K19WvJyilmaWdlWJodj7VdR4XuqtEcGLqY3/yyleKJfyr58/jYq2ODGsjsvyXQWBAyKLtP753D7u1Oq4315DnNaczBDOWG0yl7KA/GuF39w/wxVZLirqTL/FoOkA4DfpxtyafOTCbQbFN5G2Ej2tQr7ZKgOu7yWwUJUlzfJThkeBRw3JyB5HZGXfpmPOY6siP1Ot4urmm/bClLVxGalvYO/u028Vnjo5wh720jU/ZeZd+sFyW5kSWuGOT6DGiGzZfqTdDGEUa/OASv+EBV3ZFClBnGlYYuvZk3hhE698lO0RzJGLa7EOnosnckR/49ynYk0RJxcAOL+Oc37bexLefO4cSt3bIZTFnMiZdRyyyymSxyKRl+waKYIoaFvWQ/Qg+lhwE4wnm0zFutTr49UePcF8U9ogHrUCIeOxxuPPEaQJTUktSqaCUz8nYlYMAtzsdtGVLCXXO2KyUuLiOrhdbA4bd9P6i+/VDmra3n0Vn7LzeNUku22yUud7ExcYacsWi7iTFLch6Pbx6dIw3u51YSzq7OIIfNCLYrqKV+mBskhMWcTI854ntOEfpWqKVtLxqvU2qk6LU+9v2IFw1hfau7FDaGG2kE+jw+Xdfy2bwQ+fOS4vbLEVHLielkgQgi6yk+7wp1hGdyRbmcAswbjTDYiLuDzIeS+b3/7W3h9e7TEEzfVVs3DeBPn+Ru0k1+prlG7t+7OdUd37o+nVsnj+PcTqDXLeL3333XXzh8FD0b4KeRiLBoOPENnBs7WZ3Lo+gtpovnWwTQEtG3xmRFy1RiPMuDU4mCn94YwOXa1XpstAbjfHlo0N8rRMHX2yB/kBZdUD7ktoQ+UMN7NXVa3r0kuliwGdTzW0aVSQkIphE37dC32oVq8Gox8cZ0Q2ZoVGegeWR1bTuCcxoCTeMKaWYJDlHf667fNsX++H82O4urjTWkC7kwb08pDsBAVgsCSAD2W7V9H0T5rP7e4wFeCFreIdDtEdD/ObDh/gStyQzAHTSMWEMyCh495EUkw6vMhG6pLYLRfzAk0/i5tNPI10uoXPvPn7jK6/gy0dHrl+Mhi79SJwFJuS5IzzpDPv4SrLmKvAlIzkWBXqsVv2xBfHHm03ZO+8r7RZe7XCnApN64OmOCuIAwfeXVAQnX7ahjj9Selh8/fhv2QgIuygJlfND+oD8aNLj6nOjRWiy8pcF16pom96DJkOyOc+T3EqBO0ky04a+PXZtYF9mqeKP0vVr6Qx+YHcHz21sIF3gTkas7svrhjLcAkuAWIx6thB8QzKedpsnC3JbLG42w7Ydv/7gId7odh7bviN6RLq3NN2LhpdVWFIpkzjqTZaoH6kUrjbW8N3PPIOteg2fe+cdfP7uXXR5T4YOYrNjjQ6eH+qXW0Vodtnb+1rSGX3jxcHEkJQ3r6qqq0vmOvsb5vP4SrcnhqbV96LlZNWnEMH3EYARlYh57hy6Fl0xzFnjIsF/Rl9kLiD1FZuzz2QDdnTy8/WW4f54pvUnLVoo3tCZzGz6Jr+5XsOlagXpfAEzbsPK1hLzOaajEV45PcW7LI6S59FdOT/abOK7dndRs5V9ZEACkcDjpovsYMVCK+Ysyv5uIwXhkNtzjaWPCzcafP34GL+x91C32rJWgv/TA0mFHgS6pbJpdNiJipnGYSh75DXTWXAL2D1uGybOeX0RoixFeHptDZcqZXxhf19cJeKXc/qwr0Pa3wlAbtodFRAldTmffJzhkpgk9x3XEd/eV9zo4nF0nbG0l7H7WFzY0zWt5S4AXGY/dUBZH7s1Mjiw1qyI7m85KZUDRd8hT8yIhuTSJfWgla3cojvxxfdqANp1r7oN75EP/pF6TboPZGSvXtk/EuFwhPGgj1dOT/Auu05JxZh+jzUQn9zZwYvntlFkrxYBHhnQfJ8Wnd+1SrbXIgB13w3273vYauM37t3FW+22+CZXv3TkWFj/ZKmIq9LDJSs7XTKmzUq1q+USSvSFMsw4HOKNwUD8kT4rcZHJjuqm7tiShR/Gi4lPlkuTAU1LFJXqRgQn1JrVSazeTPviLuGisWe0Uy21JomtHXwMOF39e4sl5YMVss1GQuIDahkyij5rx9Ko8p3fo8jgDWgip8kMXkpVj1hURdDy68wMZu9Q/a4ujvOFPJ5vrmG9Wkcmn9cd21mqyQTY9qmsSvbP2yqWJALDcB5///bdC3hqe0tBSH3QAFF0QBoi9HmIDkjdjyAcyw7rp50Ofuv2Hbx6cqyJtKteJpWMigmZ78VqBUx+kHNnMtKckrDNkxZkE+uJ9CN8lRsO8jqxzGK6rNSjYKsS9enj3UrtbfC7EQkoKnRGvFjiKrZzDm39cLneRM0ky5iWxXRZq0qhhkw0sauc4sH3FIvGNRgZCH5MVU+YMABMarEff7c6jCfNz2ACNV5Wgc19wbDv0nXPOqOn01Pno8XITZ03y2XRse53unizdYpj+u3CEJdKJTyzsYGjwQCvm40MGeX4Mxcu4Fm6ZGSPjZwaISy2ZwzbFr8TgMwMGY2kc+nvvP8+Xj0+lrBc8n6NpHeefy7MK8UCXqzVZMdO7h/MYn75xxfFvLQyGWM2meCrvR7e7PViOrRlGikAMvUbtiuDklvkUiEA2FSJKodjqDNnhd+1sx35IJfEo2e8RELeimPP/eTvHXJGNEaAqgAUDox1sIj8bFFdg89SyToNB9oVd3ym4SAjZkbkDOMkyYA+cM8CMduGSIPuak12NmJ/ZQmVmYHIp9LSXYHp/2wtIfHMIAXu4v1tFy/ihfO7KJWL4pSW7B3L7qZD1Gw0wqNWC5+5fVs2/tvnvsQrllRyKHi/W7ms9NTZ4F6/dPMQfPQ5cpCslT2eqNHUaUn4ynbot7XV1j0sLhex/A1LeWTBZ7U5lT4LJfEXsZKRI25Q472d7ffiUZDobL4v0T82OiKSkBEDxwDoHxqfWs0JXJ5ueSexb4jWcZhj3Qzo38v1xeaaHn/b6zyWIT2aTR5n/6YhdDGfF5/c3mQik6juD02oMI6VmIig3srs8G+/fAkf2tmRJuMCQK2m1+6gk4nofL97+7bsu8FqQuZOssPVWffs3BemcSe7mD5Zr6NKcc/Ii3STYDsTOrknGI5G4mRmuLJC3yR7zUynuDPg5jZRF3pez4pj36HPW9WM8mgJxEWkHfe4A9rpk0IMNo3eiOxE9s8qkFnGXxl98faTs9/lIgleLhRjzu8Yw9hO9oaZZY0EJnMklZLeeVS6e5yYxUIUe75HPxxvghnLkjBgFNKkmFbwriJ5w8n+R45Gfd1lxaR74pjZNHy4WNZ07IpeuNGMCp9hp1zG91y7imc3t5BhLqKZXW7U+IgO4Hv38KX9fcnEkVIBl5NtZcnq4JhdmjRErpTLuNlooMqezWZPkWAxl22/3uu0pRZnp1jA85ubyGZyeHh6ij86OpIgv4DDRouEvTXziC6cVeCTiTZkEYlZv2Ivzouy1ux3jGKRnKVoUa2Oftu86aWtyDxxLAb8v1Io2LtzmRexppBRVFcegub15Vxe8vSYWDAGcGc0xt3hUCr7b5TZGTUNul8Ox2O8OxqJ722VOPIfWzBuBtJKZn8xJPUrsWvMoCaPX8VEX48xY++HIKQr589fvy77wqljPZB2Zp/Ze4jP7e257qerTadlRcuyghhroW4Fe61axlP1BsoUwbJv8QzvtTt4q9ORYvBmPocX1jdQy+fxBje0Zr9oF0T1JZYBYKA+RF1wdjHoaDChg9e2nRHoLiNLSlNMXxAlkhZkbFc4EJ0YTTyqrxfary0ZH56ADL4rX1hyROvEmnR8T4xKmj0HpVyWVHv2lGMPuWG4wJ3BAI1cFlu5PDJi/s6ls+rd0QBvDNmvRbNe9KW3H/FfBBnTj8mMnhF9hoGtt315euPvyNkcYpV+/yQA5NcZQXmxuYYfvHQJ7H3DnL9/eXyE39nbwz671/uTtuKGojC+fWJPCJp7K7AYq1LBU7WqOMxvDwair9JS1/GBtCBh5hFT0NTFo4MRs2JN+I3jKXueOyGhY07XTSOTkSiR7HAgUgyypSzJwbZOsaAyCpPcuE0Slj98zSoBSuevTDCN6IwJRvABGXyqUHDpaPFJiirh7PcLQYAPVyq4XCya7ptpaYBIK4z+eA5imjfAgL0o7HP0JmN8qdfDQ9kcOSrxfhwgoq1ZNW/O4c8Cd5VV41b8SjRYOojwbwfUDNjy/VCdSOH7d3bw0bUm7o8GkmzwDlvnLqzJ8XhNNT4XMX3C3STVlQ/VtJ3Jl7s9HPgpXQao1tugE5eUC6qHx2st/AUNKeqqswO+hCjZXFTLItjD+mgyFf2VHMzMZZbNOk+muWX9sawqKWDjIT2fMR8HPLccP0kAmvPb27YKbUzD4iZ4qTQ+VqtIljIbGEpvPtuHWOo1xPOoviy6FNgfejrBq9yuajRa6l4QAUuH9ayQoF19dtFFoldbVyy/jAYSw4de7fGQ8c+khsqlQgHfu72Nr/W6+HyrLYVRf1ov67Q9n8uCljmr0URZ8YAmj2ec5nEQfHBpqGUaMuhaNgsmBjNEdqFQFDYk494fDqUTRpUlmOMx3h4OtbfiClHss769RSdmLUgfs7OSD2N9LiD4ZD7vQhluclb0NuFnVJ6/qVLFxXIJKYJPmkTyp+ktzLuRjBEFH7tpDsYTfKnXxQNTV3AW8/nAcL8vWZZ2zRkh4TPhCiDaoL9Ab4UvagmfHrKsesD2PE+USrKrOre4Z1B/BQetxmTsnuIM6HOZdSg7p72ZzJVry0SN/Qs6jS8p/gxDsW8/O6ZyR4OX6nVslguYIYXj2Ux2v2LxV9qQxWudDt4djuUhuQBl2zYamKaHOFUkxvYptrVaOEKczI4ZHH/MI71w+YmC7yzkYxnhVlb5c2vaFIr3/XKhKB2w2AdZ2I9WIjtwsvjcdlI3AJxNJ7jf70sSAK23ZNXXWawX56FEFM85qZctWPs9HYMQzUIBl9aaUouy1zqVran8EkGbsuWYOAZosy65PavscBnFszXPwleI4iJqqbpNLhCF6CwPR7qWb0lG8Pa0xhjAk4vprOCff1cE4fVSEZ9orqNcLGDADKEUq7MhXfPZTHQxGeF2r6+Zy2YM2ZaA6V5UrZiATK2Qn1FcJ/d+WWms2GFKEoA8XIjgO/I5Ewnx16RnHhgW0u+H0u3gWqmMm/TmSygprUxoWvrLw7BscjbF/mCAN7tdHMku4nH0L/n7EvL4A2IlK3ggRl/iEnp+cws//LGPoVgq4Te/8Mf4vdu3ZQuJ6OXrSl5Q3zGm3vOyyqniL9JOzc17ImSF4bhCj3JKj7klq22ZM69gbV8MrqJdm6u+soXeAAAEdElEQVQns+X0W/2d/bX/TLOJjXIJU5JHNicd9Ak+/psMR9IDkD22JWFDbMCEo8wkotKC7i/mrm1HMtXGZ0P3mTGOfEYMviOXWxbB/hQ5So36B1IUXy2XcaNWlZJL+rEC+qA4KYs5prM5HrGDereDY7ZNSzQ5XzVwPhQsuUTTE2Vsf736F1Odttjt4YXnUSuW8OuvfBm3Tk6lDHTptdKJvFoALrtd/IWrZ/a/aT89U2wndK2zrpq85xjb+GTsThCdyf5GVwzn7alqDY0KneDaz3tB8Tsa4m6ni/d6PWE2tQN0UTrAyL0ukKII5uaV3CvOuzG7fMyyNYNhvaQ6MOITttFoGpgvF0vcyUKq0vgRkynlBN5DxfdwUyAW0mlcK5Vws1qVkkvLBqxo2zMd1NlVM5rwSLF8XCw43k/ZE1KebuE5udxsL1nwzL4OIPFgiuD9bi+22UySSUQdOAPdsprNZ0vHeU0YLYnbY2PN+Zcm6utdSo/JTI6d8/HQdSBkdV+hiGcaDVFROG7j2Qzvdzr4aqeN4WwmbhtJJvHYL3qmUEoT2AyUuX7qMDrj2mzfaxeYGRwNSlh3EhD80vMvhCwQYjfMxWSMf16/gT/8yV/8+kfnG0d+YwS+zhF4+pd/Gmtv/n7MIAyOfuInw0GljPxigf6DB7j53f81pj9z/es85TcO+8YIfP0jkP0H7+Hjf/UZp6eIcD7+Kz8TFnd3JLX8XwtexMt/4bvxl5+rff1n/caR3xiBr3ME/tHrHfydX/jHuPHpv+lYMPit7/2+8CNPPIGjdgtPf+TnHPu9+eabGA6HrgH5/9ve+bwkEAVxfBZd0w0FOxgUecggOxqmbcftDwisa5ci87hF/0MXQcFTQl26FnTpGB0NysJL6cHEHycRDwkGGWzN23VzV8vtPu+0PGZ34cuHmffezuxgI2UapEBfAVb/Y7OxVhmBgBoxW60WdLtdvSE4zvV6PSgUChCLxZgNesHowRK7ZskIiZlZZWMhAKV2G44SV0MAOhwOVuCDL6NBCgwCiBDyPA9+v59N12o1Bpx5SJIE1WpVB3DlUAMQN37SxIQyJ0yyHc318ZMBQEw/cjqdjHKEkAYpMKgAAoiR0efzsel6vQ4fWpVeLpcDURTZvBnAMHpAdj6lALfG80q/jvcu9WIAEG8WBIFBSAASfKMUQAinsPm2yQNms1mIx+OjAZS1jQgyKPLY2Vc9Abs3AYhh1+VyEYDE3p8KeL1eA4CZTAaSyaQedoc8oIwhWEtYW7XbtRpybgjAfvjFdSCtAYnC3xQwAzhuDbgsB/WjfS5q4/WE1If0M7ztz4PLzkGn0wG3202qkwKWFSiXy1CpVAz2jUYDPB4P2wW/fyrgOXkFFUB1cBH0gNqHtKa0C6E9GS63Fi2/lAxJAasKbF6UIJ9NwfTtqVZTrCCAvPYhT00SyqeLcLbug+0geT+rwpLdeAXOix3YuWlCSEbn9tOOjIvYMdNrMC1Igcd0cfwTyYIU+KcCYQy9/d894y9bvrH7Agb5OM5w+jM2AAAAAElFTkSuQmCCdata:image/png;base64,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 from user to set difficulty.Abstraction for difficiluty allows for a simplfied difficulty selection..

23Difficluty algorithm communicates with difficulty answer .

0003