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/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAQCAwMDAgQDAwMEBAQEBQkGBQUFBQsICAYJDQsNDQ0LDAwOEBQRDg8TDwwMEhgSExUWFxcXDhEZGxkWGhQWFxb/2wBDAQQEBAUFBQoGBgoWDwwPFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhb/wAARCAEgAoADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDLm0ezt12uqeYwG3KICePSqv2CKCFSI/ldsEmJf0rUvJbMqrqxJKg7tmSOPpRbTQJGvzyoi8gc8/mK8dcyR6RlyWFsecnb3/c4OKfDYxRXG5XKrjoYzk+9X2lilOUkZfm5Vj/IYokmRJtsch/Pdx+XFWpNhZdQs7BZF3x3caP6CPrVmPSrhY8fasH+EmLp+lRR3sAwHmdjkjhA4/UVJDfxq+WjfrjLRAfrUPmuBN/ZuoLIGW6jOVOCU/nSLaX5kIkurf5jwfL/AK017tduf3z5OAFiHFJLqRiGVt3x2/dpzTXMJ2GnSp13Mb63YhTgeXn9Qaeul3RjBju4dwXA/dDB+tNj1SERsJI5Fc9AIEJpYddtxjC3J67ibdBVe8KyE/szUWYL9tjOB0WPkfjiol03UOv2qQjOWJhVhj06cU6XU7Z5Mm3nbd91jaKcfkaj/tW0jyFglVmzg/ZGH5jNWm7BZFj+ztRAw0tu0WOMR7W/LGK53xBBHBdCC4kWOQjcBgAfWt2DVbX5cxXLOerG0IU/nWB4mj/tG986KBBGFCkurBs+wANaU227Mzkang9lOsYgmfeYmIFuV3dv73GPWulkN7OuGe4AzyrXCg5+irwK4zwzaNBqSm7tQYRExPlEhuPqBXUw6zBt3FfJ3j5PMRjuHt0qakddBQHtpwjHzSumTn/j/wC//AloaxjuN25odpwWZ7xCf0WpP7RhjXNzcRBegIjbn34NRtqFqzIQ6sM9rQv/ADNZ6lk1vp9hDGyQ3VnEjDnE+f0AFJbaTEGkuY9X02MxgHCW+6RxnrxnOOtULvWIYg/kxS5DY+W1RQPfJzXRfBzx5aeHPE9xqGsXUyWrWu0RC3LmX97GWQBF7qG4NaRhNszlKxRVbcP/AMhS4mbsI7IY/Pbg1JJZQXAXzINVm4/hjCY9uMV30nxL8IXEhgvtZs1h1GHfeFLNssn2Vl8tWx8rBxHwO4pLrxz4JTVrW21fxNBe2c0kxiewtSwsrbdFJBGcLkENGcjk/MabpSvuTz+RheBPCkOp6pHYSj7DbNFIIZLherqpbYSe/qOvWqF7okYkVSluzsoYbJC2Rzjv+P0rq7z4weBfK0oHVrj91dmeaFrA7Y8xSLIQe7M7FunQgdqk8J/FXwebHTZjj/Q1igubVbBHNwymMCYOOiqgcbevzYqvZPuHOcn9gdSBIIxwML5hyRj60q2KKuFHljHzFbkY/WqHxJ8Z6jqV5Y3lpbWl4/2Lbdl7dQBIZJCqdgdqFFGOOKwh4qvt2258OWTR/wAZSAH/ANmqfZTK50+h00mnM8g2XN/jP/LJ1IPt0qOTSd8jMZLqPjBLojdPqtc/Z+M9O3fvNMMBzg7LfAH47qv2ni+2kfy4YfLbb8uWdd+T0UAncaPZ1EHMi5JpjLGuZ5kZOm2yjwfr8tQ3WmTljsvMLgcmyi/+Jqwur2EnkltSuAuNtwsUrEIxbA+YvwvTkjg1Xh8WeHIWYLq2qOQcYKb/AMsjkVNphzLsIun3cOHN9aPGRnbNZx/zBGartZjztzPo6nPJ+yMrn6Yap5PGGim1E8Woaq0YkCKxskdQey8jjNR6h4r0qC5WGSVp2ZVZCdPOWyAcDGMkZwfTBp2n2HdAlhbru8qex3EdCsgH/oVXbXTb/wAnC/YyrN95JJAG9sGsv/hLvDUmZDaFtvOBZuf61KvizQXtsxaBPIM94WH6ZpOM+wtEX1sNUSQiG3t8jrtvXBX9KWMa1A7edZSsSesN+H/RsVlLrWjSgsPDDRnuWZkP86trq+krbgLpz4/ixM3H601ddB6MsyTa2+XXT5PvDkmIk/Wl3auI/n8+Fix4HkkfqKzbnXtG27Y7GfIP3kmf+rVXuPEdiFXyY58qeRIxb+tKwXN/zNZaHYlxtyPlYrECB2+tRQ/2+DkzcN99nSNh/OsSLxLpjOWktFZumRGSf/Qqf/bWkj95Hpm1s9fsbNn/AMeo1XQLmvbzeIgWb7TGy55C2ygN+vFWI5tdMbCeO0kbOQFQAVh/8JBYD5X05+uVb7HsA/NqSTV9IZyTpzNnGSEUfyelZlXRtGa6Dbp7OHeRyBKq/wAxTd907Dy9Lgf5e86f/E1lR65YvtX7E3H3S6qSB+Zpy69Zxt5f2Flx3Ea/480crDmRpwvdiMt/Y9uUHOfOX+W2o5NSljTK6KuScZVh/wDEVU/t203Z+yTYbphFX+TUqa1b7WMazQ577h/I1NvIE7ks+qagY8/2JFtJwSZkz+RSnm5DQrmy5Pbgj9FqBtXtOC11cEHkMI0OP0qSHXoY4yPPupATxiND/Sh+hQq6kkMeFsUYAc9P0+WmLqETuCbHaVGSGfI/IJUbeJtPRTH9onU45+WMH+VMm8UWKpvM94VHPDJz+lL5AWG1yMsG+xwMV9XZR+fl02PWOTINLtcnpsdiPx/d1VbxVY5BWS/9gHQce/y1Gvi3Thl3k1JuOP3g4/ACjl8h3Rci1e5e4xLY2it1Hznj80qSS/jXlkt1YdQFf/4nmsqbxlpoX5V1Vl9d60jeOtPI2C31NuOvn4/lT5fIOZGs18zcwBSpGXPlufy+UU+S7m2sVjHHRfs0jfrWJ/wldjJavcGwv2jiwSzXfzcnAwM5PPpXb6Lpjw6ha2uv6Nf2kEkkZW4MrNGZGwRbSSA4jZwSOe5UEjNTyO+w+ZIx9B0jxL4jklGlQwRJENxuLizMaZyAEDuwUsSygD3FY95p3iWC+kguLowyxMVkRNPgUoR1BDPwfrXoXjb4mWGj6fLpl00epG6Nza3FlZsI1jhypiZ4yAI5VcEYPzYBzWB4R8e6hr/iW4n0jRluteW2QQqyRPLOVwrOitw8u3B9epAzVONiLmAkWuFAokjwpxvMNup/MbhWx4ZghtLh9S1yLU9Si8wRpZW1xbKrkgncSUG0DHQcn6CrfjbU/EN1rNrHe+Dr2TWGhP2q3sbNWkTLfJ5yopVGI6jg4xkciux+Etjp3h2G61v4hyx6bZqsa3GjXEUcxBdtsRuFAOxsklVHzYDE4A5FTnzbaDc48u55r4qg1Ealu0u51JbCZfOt4ZtLt/NjBJBVnBAbBB+YAZ64FPh8O+NpNFXW5dP1/wDs9Rnzks4FXHdiBzj/AGsY966r4jWU/iLxHqNz4a0Oa+1LTbprPVdEJVri0KnakkXQPAygYIGV6EVqT+FdftPCc/jeS31Bfs0Bik0mK2Ml6GCbTEApKmIDv2XquRR7KeuglJaanmv73IZ11lxjl2WID8s1TurZpiQ0motGwHyyXsceP1qhD40gLiGLRmeRm2ARwqTnpgD146Ut14ogS88i+0eS3KHayTWiq0ee5U8+9Z+zkuhrzIF8KxzXL3ptJXaFApf+1RuRSeP1pZNCxxEl0Ov3r4MPzr0nTW8NapoumXUum30Xh/ZNK1/DCkflRo/lmWRtrb55ZAFjgHQY9a4j4qa/qmk+IB/aPhGbQreWMLYWbQx7kiTAw5B+/wAgtnnLVfJUSI5ovQwNR0y9ibzFdl7Hdd9P8aguI9M85GvmknJX/WB5HGfw4p7eNR5YLWXLdcxpTv8AhNo0GRp0vuAFGfwFCU+xVkMX+xUjIESupH8NpI2PzzSR/wBkJGyRWbKW/wCeenOM/jipG8cjl4tOuPm9dtMHxBUJ/wAg6c5PTK4FHv8AYWiGxpYFS4028+Xt/Z+Rn15ps9xbxycaNdMx+6o08c1M/j75dwsJgMdSw4qKXx3cdYrJ2Xjlm/lRyy7BzeZX+2dSfC9yx7/uQMn8qkhu3VVA8KXHJ/hjX/CmHx1cmUKbeRd3bI/wp1x4u1Ew70t2x2/eDH8qqz7Cv5k91O7sqxeEpm9S8CjB/rVhYw0C7vD9wWbstumAfxqtD4rumj/eRHp1aUCol8WETMn2Xcc/eEmazcZt7Fc3mSXFkZ2dW8NBQv3TJbjBPviqS2/iF7owf2bYx2rdVNqGJH4VZl8SPKoSOzdh3JkJrI1LWb55ke1aSEKcldpJb26dKaUtg0Lt1pRDfvF2Z6L/AGbuUfjmmyaaflYTKuOmNNP+NQw+I7yaL93btMy8Ntk24Pfgmof+EomS4EUttOrEfxy4APpnNLlmK5011eXJ2hYI1+Vc8e30p/nXuzb9nh9ie/6VkyX+rPtKTsBtGCFHp6YqN7rUUVh9pm9hxz7/AHa05GHN5GpJJdoxOyLI9R/9apY2uwi5ghx3Cn/61c/Nc6oHAFzdDB4JC/4c06SbU2IDz3OF7jav9KfKw5vI6CM3W3d5EAI6DipvLvjGdyKjA8hTXO7LuSNU+0TqRzky/nnaKelpKeHuGkJ5yWc/zNLkYXNqY3mzbvUKD1Ymmq975PzXK9P4AeBWStpFyGdd3sQM0/7BbFs/eOMdOKdkhGlCG3AteDg5OQP5U54lPzi9HPYqP8ayo7CInyzCp56rGM/nipIbFRuQow64xH3+uKBXNNUlA2R3YxnABIxQw5B+2xrnqCBWdJZxFTl5VwedsZIFNWzw25VlOemUIyKdhGptZW3C6jIHsDUtrLJv+WeH88/yqb4f+GtM13Vb23v777DHb6fNco7jbulUfIufTPX2FYsNuyHAQ+p9jT5dBXNK+iE8eJbg5XvGec564JxWeY9btf8Aj3vo7xS2VWXqM+/SrlnFGJ98sRUFSDletTsbdpjlm+ijNVF2EUnub9oRHd29tOWHCrjP55qO3uoYkka4triDa33Is/zzV+SSwinUtAxbbkERAsfwHP51KDaFifLKMV3ZdNpFVdAUYZzIu9PMZAessvUfSo1UOxmj8sbxt/dTHHH8q6jRbmOz02XUkmKSuxgtj8pIbA3OB7Dv6kUkFwuoXi297Z2V05y/mTRiORQASTvXk4APqTjFNSsQzndLg+06tb293c3FlDPKqS3RPmpECcbivBIHtXV+M/hH8SfD9yZrO7XU7AxiVLjTVWZZEPIYqBuUH6Y9zWXrlxocTIbETycfvPNt15bP8BAyV9yAa9E+EPjHUX0G60m1tI5dW0u1efSlmjYfarYHdLahuGXGN6kHgg+tWpoi19UeQzS3pjaG8t4JJFPzebGFY/XNejfCnwJoXi/4QeIk1W2tdK1TTr2GazvTKVXDrjZIR0jLDrjjIPQGugm8X6r4otWn8HXdteaki759A1izt7m5YDktbzFf3oHXafn+tYHgfXY9J+H2q61e2qlbnX7aC9t2ATepjmM6bQOux2+XtxTuKx59q2k6roOoyaXrGlXFncWr7WieQjHoR2YHsRwRUeyR2/d2tzk91l6frXf+KNdudIjm8JapY23iCxt4d2kXl2T5sELjMUkUi87dpHykkZzXEb7ot5QcIeDnnBPvmobKimUZZ5YoyslpebFPykkYNXdPubQ6eVMrw3DMV3tIzSbSMHr8oH68mnLHeDzWa/QqPujpt/UUafbGKYbp1uI94Z1Z+3cDuKSauJkjPLbQrc2U4jUBo5HvHVxJuXAwiqCoBycc52msW81TXBeOI5LFYQcJsIkyPXcVB/Suy8TXOk6rcWtvp1iunxqxLK9wdpJ92BwOv51Qk8FT3Nu04hT7QWDRWzMFkeLaTkJnc3OO3Q9605kLlaMvS9Q1v7KtzHLHvk+UtIiqqkHkrjnG0nkjrWtb3N/FC0Xm29zHOp2yRhwVk3YYANgnKh+h56VW03w7pY1S3g1J2tY3KNO8ThmSM9wOR0PStHxvpGmtNbW+lX11c20MeGcRjGfUKBkcYpc0B2Zyz6oY1Kw2sbBScENhiQe4xx9Khm1+8AGy0jTd1Oc4/StiTRk27Y5o2y2GjIVXyPY4qtdaSkEJdoZJMN8ykbNo9QQSCaOaHYOVla31q/dXTbCQR8rhydx/KmXGpar5ZMdvHLnuSRj6VPNYs0Cm2jLIf9XwpNSWsN0qiP8As6N2Q/6xiVIPpxxQ+W10O7F8NzzXVrM93bbZEkC7U5HTqTWkwiEJHkM7eqgD+tV2JEI2q0ORyFk6/nVGaaWPP76cg9RvGPxrKS5noVsjWdtkWwWMi4HXcMfo1VzKybQ8Sc994J/LFY807OCRLJj2k7/lUbGQybvLkO4ck5NHJ5k8xryXBPy74FxnkHB/HgUw3aIuTcQr6/L/AIGsd4pGUgQMFx93nmmx2zuq7m2nt7/nVcq7gahurfcWa7BUeiDrSNe2sbbRk7uSc96oeS4j4dd3c8LT7WwmnbZArXEiozlRJk7FGWbA7AAn8Kaih62J21En94sarjoMsxH0FOTVpRnbGq/LyNvI/CqbQIZMErjPXDHA/Hj1r2PUvgRpll9nki8VtcRSRxzyiHTQWjSTIjwC3zEuOfQZNUoojmZ5HcahcyLtyyc/wnA/nVR7y6MgQgMO3zLkV6/4j8FWWuatb6bpNvY6VcC2sLXMEZcXE8izhSpJ+Xc0YBPOcgnpVzwf8MtK8Pajp+tXMtzrUA1ZLOWGSIJCyOZI94IySVZDnjHzKOtPlXYfMzxWEypIdwAbvhsU8xXMi4Z5SHYdGP8AnFeqaJ4I8O6jaeGLm9utThh8REW1mLaJHFmw3ktKeNygDAPU8knisb4reDrPwd9niXU5L+Vria2uREuEili2Fgp7jEgGeOQRUu62KWpwZtJcqPOzkc4JJpbewh8wOqtjqck8/hirEz28YO1ZY+mN2DT2tbd9NXUmuHy1w0QjCcDCqc/+PVHMylFWI5LZt2COOwGT/IVFJZgMSW+m5W/lip5LJTgxzTgHGdsTYpk0EaR8ySI3ferfnS5irdjuPhfceGINHv3+2Wllr0Fs8sJv4ibe6CnPlqSvG9C8bJ0YFSCCKzfEni2G6sb/AE/T2uPst48WZb+aSS4SFSrLbAkkBEfoQASAM81zEMME0yxrfxjnuCPpjHvWjp2nWlvqkMuoXLyWSti4W2mVZCvcIWGAfrQ5Aoo3LJPAzwxaXrNlrd3rWoorvqUU+4o7jKBYSpMq8jJJy3bFdV4R8O+Dfh0LnxF4ola/8Q6EY5ItPS6WOK2u25ihIX5ncAF3/hQcHJ6eg/DO/wDDuhfDOYLDqNpqJ06a+0oXLQ315ZWikAzxMVXA+ZmCE9FJGBXzhruj2cuvXU1rfXGpI0rtHdzoFkmyc7nXJIJOcjPeq0irtkrmk2j0L48eNvEUviNZbfxbew6NrVpFqVnaWtz5EaJIvzIQmNxDhgc9cc15xNqdxNoMejNctJYrdNdi380YaUqFLnuTgY5PHaoV0yOCAOyTZUYAYHHXpjsPpW/8P9BuvEi6pDaaJJeyWemyyxC3hMn77KhOQOuSTjvism+Z7mtuVWaMbxBr82v60dU1G4LXEiRwSSxjYSiKEDMF+8doGecnHvXosPj3Ro9H1Dwjot5e6Xodlp4l0S7Cus7X8TB/tDkDcry5dMZ4BUVy/i/wnq+ieD9LuNR8N3lrcTS3H2mSa1kTaqlBGGPRerYzjNcvHBDjc8VxHk8BZSF/LFVzOKFyqR6r4Nnu/Gfh7UPEMBsdL8a6XcRQrqqRCBruOcMoL4GxZty7fNwOvJyc1xvxsj1zT72y0vxzrEN1rlrG4lUyedPbxEgqkso4Y5yQMkrn3Aq38HdWh8Ha9f8AiSbxLPax2FsCumw3BV9SlZv3cTADmNW+Z/YY7133xCvp/if8M7fXl1Wx+1wy2tzPPOwjjsg6tDco5bJSPfEsig/3jjOaq9476kaxl5HkfgXxIdDvrOS3nnubG1ulujZNMRC8gUqHC7uHAY4bHBwe1ehaPZeGdW8LTeLPEEt7renaQkiJYajqRluLKLcFRMR7Wd5ZCDvPyKo7nFea+NNMttDkgki1XTNW0+83CK8sH3xBlxlHBCsjcg4I5BGKzdLvoYQxhvFdXxujVtu8Ag4YY5GR05qbtbltJq6Om8ZfD2TRLWG8e/sJorkI4jtndjEHXco+YAuuON65GVIzmuZbSraNSTKuecbiR/Ot7xZ42h1jR7HTxpljp8FnLJMq2bPy743YDMdqnaPlXAzk4rBivI3lZFhDADPzfL+Bzmpd29xx21Ej0m3eEFWtyo5JMxH4dKq3GjBH+VRhjwI5N2DWit1GHjV4JAvYHkH8qhe5lhmzDAzbjk7m2laackPTqZsml3B5iWVgB2QNgfgamtdH1KQ7ktbheOCyn/CtCHUoQrMWiDdg8RZh+IHFSrq8KoVN2F3DHDnik3PoKyM/+y9ShYK0UwJ9AOPrkU7+ydQaNVeRAFOGPXb+AqzJdxNwrmRj/E3zMfxqFJyGZUMO48sjsQf1o1DQhuNKuRCGE+zJw2XxkUyysZI5irT7m4wFkBz9Tmll1OaIOqxKQOpVFbH4mqc2rCSE7ZSrZ5VrZf6CmlJg7G08U/Ch402DgGTJb9aiktdUhVTHJuRhlVWXv+dYNzqBW3ZtwAI+b5FBNRfbT5YBWOTjIOdpx+FPkYuZGrNYXUcjyM+2Rjubch5/HNUbi181vLkm83I5UkHFR2uvSRT/APL0oHZZNw/Krc2uCaFY3LIGIJaa3Cj8wM1PvLoO6Ztw3sTFZGlKAADOQe31qRr632bmuV29jxVhdCsn+d5o3IUdY84GOuanbw9Y7PkmBGONsfJ/Op5olamS2o2RYotwDj0Oc/pT4byxaMq7yMACRjOP1FaK6HYDdE3O04+ZBz+GKS40PTWkWPDe2W4WhODJbkUpLuOJCyxZXAwWY4//AF1CupquF8qNW6/ICT+tX20iwDYZWKr0wucn8DTpNMsftAMDSKSOcxHP0HFO8Re93Kg1Jh8wiYYPO0DP8qkW/laTKRNg9Sznj8BVyLTbRmDrLcs3Rfl6D0571Na6VbxybpJLnaexAP5mk5RXQepnR3NyzfIV/Evk/lTw1wxbON3+yD/U1pJp9szOAVVW7MpLY/Cj7DYLbtG94qrnPBK/gSW/rQpR7CMxvtXlhWULjvsPP1o8+62jay7unC9K1rOXSU3RmWxIXpuIOB+DVI17YxIWGpWb7icKkaqAPrgk0+YVl3I/Bqag15qCbVOdKu+i8/6lqx4otS3MrQlSp5Oc13fw11DRRq94b4zTF9PuMCF8DAiYtyVx0HYVm3mrad9+3trhuTtAXJA7ZPf64puTtsK2pgWbXEUizSowVPvE/KfbvWlHqKLIXZkPJ5DEf45p9xcx6hZtb+RLGZB8xL4wc+oFUZdCuZGxHc3CFemyUfrmjR7j9C9b6jCiN80cbSAjHzY+uT3qO3uY2uTLHJEu1duS56d+prNm0G/D7xcXDtn5dzj/APVU9vBqNurI0KXHqWxvFVaPcWvY9Y8J23gi+/sq0vdRt7y6uIBFHbyMGCMRluFP3iS2CT1A4rjb60TQ/Es1urWjvp9zh02Bi4HrnpkH9aw7M3VrJHewRKskUiyIpcrtZeQc/hXbfELw/qHiXUNP8TaXb74dQs1NxuKBI5F4+Zicngr75HqapakNWOa1LSdPtNUkiWMNDGdyFYM7UYAqfyIpuh6s2h+ILLVNNvY1n0+dZoxKzAcHlSPQjIPsaveNfDj2FvpsN3dRi8+zlZPJSTAUOdmTwRwSOnOBWLFZSwkILwNnsUJP5mjRbsaRY1jUrKbxNeahpFzbaZA9y01ognbdAC2QAwI5FdnaT23xP07+ym1qCHxVE3mRvEyrFrhC4+ZfurcbeA4++Bg81xkWn3V7eR2sASSaZ9iJ5fU/XP8AOrnhu002y8Q2f/EpTWL6G4QxTRzvBGjqwKldnzNg85JxgZxinFiNzRLWw1/SofCF9qkMeu6czrpBlcKZlyS1m/OAd2SmehJXvWFdaWLeaS1l8yO4hYrIkq7WjYdRgng1v+PrzwLrHjrVLm78P3ti1xePINU0y8WQlix+cwyjHJ5+Vga1NctdP1jwudR127/4Sa3sVCL4h0iUW2pW46Il5bvnzAOBv5OO9Fk+oua26OL+xp5Jzb+YT0JGc/kaSxtLeUYWzLSrjcEYhl+oIrAht7uaYIkzbUyfMY9F9T9Kez39xceQl3Jb20agnEmNqDqzY6k/4CiMPMOZHWwWMMckc1/ZukZbKGR1JJUgkBRznpxVibRrK8vJLsXd7HcRyfahdltiIgIbeeM8A5/D8Bw+pajeS6fEdiiNHdY48glVAXHPGevJ7nNbH/CYQ2/gv+x7DR7iHUpYAk12JywdQ+7KrnA6Y6dKrkE5lzxJfaU+ozXNncL5dwzybkcNgMxP3T0xnpUdk4t1SVSbiYMPKWEBmYsO5Q89Onqa5xtXu1sVuJoC6PIY1Z0RznAJxnkcEVe8O6hqGt6hHpllpUDy+UxijjIhJABYnOQCSM9fpT5Bc5t3phuJJpL3Sp5NQVtrxSI5bDZO8Kedw2n2Oc1l292TIuIF2nouNpx7/wD66TxvqT6XetpsthdIkMSrK5KTkkqDjJxgjJ5B659a5+9untrdXjZ7iPYGmjI2vDnoWHfPH50vYh7Q6uS7eJwYYI4/Qh+f50z+07hoRGzbDuyeB834muJj1VWUO1szbfQYx/8AXp6ayu7cqHj+8p4/Kj2I/aI6y8W4uwIo2QeXjc0mOfp61UksJ2Ux+fDtU8YYDFUvDcs+owT7CkWx13Lt65q69i6FnzI/B5UCsneOly1qRSWLrIR9pVh/FiUDH6VCY7ZcrJdlQB3cYH44qWTTbto9r5j3cBkGT/6FR/ZnlJgyL/3wTn/x6j1CxHHb2jspN1G+fu4m6/jin/ZLCCfDyq2Rk/vM/wDstNazh84feY+vlZC/kakjtS4wiuVHUi2b/GmTrfYc0WmhdqOVbPB5OP0ra8JXdvoljqeoRCNjNaNYgyLnJlBDbec5Chj+GO9ZmnaPNeOxR/Jih+aedoHCRD3OevoBye1bdlpmm31qfNuL1LG0kWK3jih/eTs4JLYOdzEqBjoox6ctBK5z0P2IISyw5Iwu5OMen3qv2HiC7tJDcWmvTRyKmzEdyy7VwRj7/Awx/M1p2+jaLf3w06yNxK8Ic3czXgWKBsEqoPl4Y5HODz2ziucjs7zy98SI28Z+WUDn8qXzHFGpp9ztvI7qO6kMkIjMbJOfkKcoR8/8JJx9TWtqmgapF4VsfEt1ez29jJcvHZqLp92fvtIoDcKWzyOpBNZ/hfTEupZ9R1i1u49N09BJdlGVhO2fkhTj7zn24AY9q6LxFezat4Z1iK5+zedpxsLtYJICqwoVeNkAx8qqZUA9ABU69x/IxdPvrmxtZIrTVNQt7eSIRyRxCXYYxnC4DdOT0Hc1NqRsbuyhml1JLi3VnYi5EgaKZ8NJu5/iwDnvj2rAUFY2WK2twMfK9vcNn9Mfzq5ppvH/ANEOr3Vrbld9wWhVwFXksck5x29SQKz1fUrQfa6NHcknT49KuwvLnz2jEa+pLHA/GrV74cSbT0tU1OztPLnM0ZiczDJChs4z2UetUr7Vp7+JYLa7sWtEJMds6BSMd2Pdj7+uBxVJrKVpC62KKepe3uF3fgOM0K/RlJ6F3UvDV3BbeaLszQoQDLbDcqn0IByp+tPs9Jjki+2X97eR2cRCkpbNudv7q8fMfXsBzVfTTe6fefaPNv8Abja8TqrK6H7yMN3QjPbg1Z1A3dnefZ4NQvJbcDdbGa2LYRgGHTpwab5u40ZWpaLoc909w00qknKGRmO0duoFdN8MNJ1GD7Xc+GbWz1XUVC7Elt0uJIoznc0cL5DHoCcEgH8axl1aYNskuLdexBikT9TxXc/COeDQbe5+JGpCG4s9DnSG0ihmAa4un+6hJHyqFJJPfgURlK9rilZIt+OItdZovHMRW18UaVai216xjVWVYXUxxy+V0AKfK6dFO3gZryVYGgk3Rl2QjjKnI+gzzXsHxO8T6/pevatY2NnbQ6dqq7lvLTTI4zf28yhxulAyxKsAfcGvNrdLWT5lWaNlHG6JsD9KU6moU15ma9zdphlCNtHAkUjNd9oeneNb34Z6odHtpbrS7jTovs40oFiZzMhlEqp8wkAVvvD7uMHBrkrW1F5ex21kY5ridwqRq21mYnAABxya1IbbUtP8FeIYxJe2F0Lu0t5PKJjkQqZGYEA5H3R1pQkr3sVOzVrj9Y8S+NvCekaFYxatqulTDTZHnhl3DfumkGGRzgnAHUd64ZtsjNO9zMxyd2FDDJ9hXqc3iPV0Ol+HtaV9e0ibTLVLmyvVMjgum5nikPzJIN2cg/w88V5omhw29xKtmztEznaW5ZlzwT+FOUk+o4prSxSZbKX5fPtx6eZlWz+Nel/A5fD9z4a1jwrq95ZIdcu7RY4ZXkBuFUvkI8asVcMylcgg9DXni6MHl3PEjZyA3Qiuo+G1rr+gJqOvaX4evLyeG1eG11Dy2aPTXbhpcgEbghYA/wAJbNKE1cUldFr47eGNH8GeLJ/CWj2F40VmFlnvbrDtdl1BGwAYCAEj1zu5rg4p7aI+WWjUqcBWGP5ivSvHMMmtfBfwnfajBImq2NzcabFKX/4+rVMOpbPOVZwo9cmvOZdJBn8t7aRzjcdp5/lVykr2HFe6OkdeCPswz/0zUmo5HAk3ulrtxwTEOan/ALMjxtaymVscEqKWOyjHyvHJkdxEpx+dQ2h2KH2qDc0ckEAVhx8pqNnsWjw9s5z93a7Vq3FlbojKVkOD/wA8VGT+VNW3REHlwFfrEpP86rnQOLZzrraZdo7OZcHnD8iq00EsmVjhfYy8llrpx/EBHEWU/wAYVd34U6EIxBk+z8nrhePoCeaPaWJcdDl0ivlbajSqMgDnikXSr+ZWBk2uWPzc811jW8RBKeUQpzzs/wAaWIdUCbgOd2xcfoaftQ5F3OSXT7+PiRtzHqdnNRSaVemYv5MO1v4sHNdoVJbO6PK8Deg+b8qiZ/Lky7wHno6L+lP2gcqOSfSroR/O0Zz3K5AqlfWBKgtIzN0+VT/kCu+WeNoiq/ZVznkrnH4VWmhXygAsDZHPydPfFCrsXs0cEbKaL5oYWYZ5IIqFUMkrAh0J6qwGPzruZLN3jbbErDOANhGf0qldWbI+GtQ3sVwBVe1BQN6aGVoSq31z2+6FXHH+7VaOOcKf+Jlfj6yA4/8AHa0mguCVkfW4xkDI+Y/ybFAiuNzJDqDP/uxSY/PdWfMPlZRjW6CgJLfSZ4yZscd/4adGt4pCM14cDgea3A/KpnS7iuGMtxHCp/ickZ/8eps0l2y4tpmumz0SJiT+JyBQmFmR/Y5ppCf9LLEZDb3qRrCVZEybxj3+dyKsWWl60Y/Oub61tlXnEhGfxwOKbJDcFgG1a1fb/wA8/mH48UucLMb9hnaTmCZFHdXfP6U3+zp1k2+VIvq8hYn6EU5Y5eZE1C1HqqDJP4YqGMXr3G21SaQ5+99mKr+ZNHM2Jq4f2Zc+U2yb5lOOVH+FQ/2XPHydPEhHV/LYn/0Gte30zUGbfNeLCe6mMH8+afNYhI9z62ihTnhAP/ZqFOwuXyM23stSWPK2e3HQ7XXP6c05bK9R1ka3eQfxRmMn9T0qwDBJIvlandy47xRHB/EHmrE0CvHmSe+9V2wGm6guUu/D6KVvEE0chNnu0+7UM8ZkGTA4xtUD6/hWaReLuQCaVVPEqRbAwHQgHJFbvgHS7i68TqlsLqQvbzDDxqgOYmHViPUVzotr+2Z1e1vmlGVKlYyAfYg8073QknctW3mxbZp0eOMDmRzgDjvwK1rxbiz0WDVcxz21xgblb51znaWXqA2CQe+Ko+HbKe9kZ760uRY20fm3J2xrleyA56scKPTJPar2lzzXWsXCX9n5dtqq+TNmVSsPTyyo7BCBx2ANHu9Qd0ZS61bhArxy4U/3eh/76pra3EpBKzbWOMkkZ/WkvNL1OC5kguolgkhcoYyynBBwece1Nm0y5KgblX3DA0/cBOQ5tTk3L5Stgf3n/kcVuaL4t8Qm0h0TTbx0jDO8YRVVx3Yb8ZVeM8d/rWZDpstpZrcXcivv5hjY4DDu7f7I/U/Q02SSS1fzBFawbSrzmFW8worAkdc45GR9K2pU+fSMWzGtWp0/jkl6j/7YlmZpWuJC27JzFyfrnrRJrbOpQzsCMcmHBFOkjkubyabS4rGSxdj5bKA+RngMfXHX3rOvo4dwiupLW3kQ/NsKqR9ea3xGCq4eKnVi4p9zlwuY4XFScKFRSkt11L+n+JdT0zUor/T7mSG5hYmOZEG4cYPX1BP51a1j4g63qKmO8uFQSDDm3s4omce7IATWfo3ha+1vdJpVre6isLYdrRDKoJGQDtB59qw9Sk0izv57O7v1hmtvllRh0fOCh9GHf0rKnHnaitzrqTUIuT2XzLV1qskn8PAOAAB09+OtR/bpsIU9MYweee/FVL5/D9tYPMNWWRkBxHG2MkDOBnnkUyHUdBbTWdtQVXPLOWVmXI+Vdo68noOfWuqODm5ON0mvM4KmY0lGMkm0/Jm5fPdxwpakW6FiHlZ58lm7IMc8fTk0y+SGFBawPZSSOQ1wGkMfzdlBI6D+dJocenT6es0U7wT7AIjMRjd3c7cgH0Hv7VJHoU0Sq6zySblyPKuFfI9QByeRWNRRpy5b39DqpydWHM4teT3IbrTZxp0Z+wI4V3LCIh8Z29Suaj0i1IvmZVmt5IV3qYoirBcjcd38IAJ5pmotZ2rf8vkl5H0h3BWJ/Lisy88SazD8rKvlR/vJo55AwjT3ypGT2pRdxtWVzoo7a4TZIXs2t96iS0VsGOMnGQMYx/tZz37VmajLLbasztf3QuGwzSNF5bKT2PAx26celdHos9vqfh7yzBazGaINIINoMZI+6zKeenp61kvYwC+WF7G8V0ADCGZZdufUEKQK7MRgcRh4RnOOktra/wBM87C5phcTUnThK0o730/pFPT2jlaTULy8E0cQBJccytk7UPPOcfkKl01JLq6a5k1Hbs3STOIlO4dCPx6fjUniCA2sn2e1mhezts5C5LyMQMuUPIHYYzwOvNUNav8AR7LQ4opZIWleVxcfvR8zBVIXH+zuP4k1xLU9GxJJZO7MI9q5JKJHEcfTPpUTWwQlJHjwOoKkZP4iktbQvolnqdpaSXUV954RbUu8kPkld+4L0GGBz0wa7vwz8NLvU9GklvW/sO9s7wrcf2hclAlv5HmFyn3uDj67wKrUNDmPC8beXcrbTLyy7/3u0r+lacsN2WXEkx7ELMDxXZeC/CWj6LrP+neIY9Qjjjt7m982Jo7eK1lDguXYHawCtgNt+YY5qb/hJ/Aejm7udJvYLxYtKF7KNqXNy0MLqDCd3yqrrIQSBkeXkDtWMqcm7lxqJHCT214Yx+9ueCMgpmoWE6PhLh3PTbLCf0xWfbatqeqo01hZGKBmJVyJI0QZ6b26ge2a0LfU9Sg3f6HrGqSBc7LTTZlhA9fNdcke6r+Pep9lM05oi28TzzeVAqyTSEjy1VmLH8BWxpHheWO1llubS4vFRtrWtiWbafR5B8qfQZPsK5JviLrx3W9rpzW0LdY7eyZC3szMct+Jx7V02geI/EU3hKwhi04B5Lm4ITCmQgeWMhc7UHrIx4HQZzR7ORPMixrEOsw2+6506fTbSFwqW6KVjjJ45zzuOOpOau+FS0ugXwNxcDNxGJAirkrtbILkYjX1J7cVm6ld+JIvB+oNFBpKhpIGSKInyf8AWHJLn55X9WxtFVvC99rzeHdSWa00XKyW8m6eVxGg+cFmUcvglcKO9HK7j5kzqtIe0/tC0aIQxwl9qTSRHyufl2wIeWJz/rCM/SuS3W8beXscYOAMnaa0dHu/Ex8SWF19msYo5LmPdfXYJuJl3DKwwj7gx0x09R0rkr6fxVHeSqbGxUiRhlXYjgnr71PJ5jUkjs9Y1a1fQbXTLOQ29vaqZJg78yzN96RiB6YUDsB71rXV5Y2XxEvI765ZrG7i+y30SvnMMkS8geq/Kw91rzMS+MJB+7jsUBH3CzHFb3jp/Gkq6Rq9t9haPUNNjWYFOlxCPKkA477Vb/gVHI7/ABIOZ9izHpGlWepSrHP9qVSV8y1umh8wA8MOD161p29ukkV7b2y3Nu0lm4Esl55jOQVbGNvHCk59q4Vbvx7BJvSDT5f96NeP0FX9K1L4iCT7ckGjwpbnJklQbf8Ad4zkn0HbPTrU8s7/ABIvmXZm3p+m2pvo/wC0pbm5iKsD6KccMSFz+VbkemaP9smWHRrRBGDJBdOAESEqAhbb/rG37s55PTFcnJceNtQxJpEukrI/K2M1uNyHuqMOHHXHQ+xq2upeNpfDLxJcaR54tVX/AFXAZJySMfRs0406jXukynFNJu1yTxBY2tzcvJbJBt8sLI0dt5e5wMFgu7gE1bktIob5EuIC7fZoFAld1wRGufut1rndCufGFzJ9qur3S3t4znyooPmnI5CA/wAIPGWPYnFQ+Htc8Sanq1w/iMqyNIGtPs0OxJ25z83GcYOB6CuujlterUhCWil16W7nBic2w9GlOcXzOP2VvfsdFc29rMvnWxRAoxiOaQhufdj+lbfhKS3t/CfibStQuVH2+0ie2R9zb5I5lO3pwdpYc+tcZr0V9YK99pF9FB9oZGktLiLfkA/MUxyG2545HpirOnRardzLLd6gjWYYSQ+Tb+S7YP3XDZI/DrX1FDhegpezlOTn5Wt+Vz4vE8aYpRdWEIqHnzXult2/E7PUdf1y6a+0u419LrRfs5jt7Mx/uVUD92sSbcowJHPGMH8eUaNrdlYyqG3d59vXt0qLUNehtptRg+zSmfTrT7UY2485dyqdncn5h+HaptJudT07WPM062jksr2TzYrllCy2yFAQroR1ySD7ipxGRZa6vsqTlKX4J+ti8LxJnCo/WMQowhuu8l1suZDLC6hu5JVtpPNkt32liwLE9eOnHvXYweP0v9Hk0TxDodl4guElRzNeI8TsqqVAM0ZBdhu6nOATXOxwwptaOKNSowpCAYqQDFelS4NwseXmk79ez/yPIrce4yXNyQVunl/mv6ubXjTX9JuNSuItB8PWlpuijtpruJ5XlkTYo2AsflXjBx1A5PaudW2hVwSkmAOsczD/AAqwTRVf6mYF355yf9ehm+P8xVuSEV8mVGhj86RRNc5BGR5m7H4HIrvPh9pPiTXNHt9Q0HxvDpmn6SAt8tzN5KWZLHLEAbZA+PfJ4Nca2OnbvxU8DG4szosmsR6XaXj48+R9scMm0hJG9cEDGeOa83EcH0aEJVfatpa+Z62C49r4irGi6KTlou1/u7mh8TrywubzT9K0u4S803R7PyEuFiZEllZ2eWRV443Nx7CuSZNhYefGq4+YbGGPcYNcxb+Jb+0TyjeOzKTueSMMT9T3ok8T3zFQLldzHjNqK+JxEYOo3Tvyn6Nh/aqlFVvi622OysdH1e7sbi80+IXEdkoe58sElFPcgNnHBye1Z/lStuc3CsvbbIw/qaz/AA/qfjmLU4dW0hbyGaAny7mGzZAPXnhfz4rsnkfxdapDdDTfD/iRmAjdxEtlqrnopVWzBMT0I+Rs87etY+zb2N3JI5lzMq7RdOpB7SdT68rUccmoBmcXP3uFyy/mflrJ1jUtYsdQmsL4QwXNvIY5omtPmRwcEH6GtDQdE+IGs6b/AGpo3h3UL6zZWP2m30/dEQpIODuxwQf09RT5ZMOZIsf6XM2TNG3GfkxnP/fFNK6kOsuQOhwn9VpbXw74/uoYbiDw7qLLdwefFi1VfMi3KpYAtkY3rnOMA5PHNauteAfHFt48uvDOi6dc6pLFaC8jZGiBe3I4kYZO3JyADyccVXs5WJ5o9zEjN7uKl0yexSPJ9+lCwXTyBtqNgcgLEB+Py10XiDw5G/8AZK+FrhtWmudDW9lt0tvLfzTJ5W47yOC527RkjGe9ZEfhf4jS6qNMi8NzRXht1nETIysUY7V4JHzFgQF6k8YpuMkHNHuUWMkc2x2jU+h8rn81oeK6lfeIbdwpxn9wTiseXVr6OZkupYFZCVcGJshhwRyajOruzKUuANvXMf8ALmjlYza+zAyM4tYgccbo4cVFdxQtgCxiU5+95UZ/kayJtX3r+8l3L2QRdKaupttLKZNvQAIoo5WK5qRpGVCfZbfJ6fuT1/B6juIozMN9vGcdQEKj899Y5vJmkLLDMPU/LiiS6Z8ZSbOOo2n+tVyi5jto7NlXd5jJ8g4Zznp+FRpBauCZbmNtvJ5z/wCzVjXFlZmQZuJTwOHmYfrgVNHa2SKI1hTH8LM7Hcf++uaz5SuZmhM2mW8qs1xbjP8AEUGR+GKfHqGmltr6lzjohKn+YrG36f5mxxbKc/3FOP0NWFurCJiwjgf/AHIx/QUcgcxfWbw2i+ZPLHJJ/dcAn9Sas/2hoqxh1cDjGFT/AAGKz4dRhYYitFwBwfKb+lSrfSOAAiFuqqsbDA+pNHJ5BzE0ep6c20qJvlPGImz+i1YkvoC4LQ3Tr2/1g/OqEmou3EkbH3Cjj8yKbcXEe35oyVPTDR8/gDS5AJbi4s2bemkSTMueZcsM/iaf/adwiYt9C2DGSDsUfzqil4iSFUt1IbpwmRTpNWWGb99EdvflOf15qlAC62o38mN8AVeyidcZ/OoZdSvg5VII2K9VNwoq3r0Nxol9Ha38IjlmtormMb0YGORd6nr1wRxWa2qPG25d2zvjy8fzp8q7E3RueANRvpPGFgklnbKGZ1GLle6N7VhLqN60KJ5MDM+1VUXC7mY4GB8vOa3fhprcsXj3TZbe8eFnkKHaYwSCp4Pf8qseCY7q+t5tYm1GSJmDkX1xtZLVRxLdPjrtztUdWdhjpVqKfQlsbZxSXytokeqQ2tlpeLjXdQWdSlu/TbgD5ivKqo+8xY9OlqPxHb+IAfCphsbHR8bdInkugJba4AOHmYD5hKcCTsvykDC1geJPF1nNDHo+iyXUGk2ZzEpCb7qToZ5m7uew6KOB3JyI9bRlZftrjj+IKR/Kr5bbIlO63N/UND8W63fQR2ukwzatbM1lqlsLos8ckY+VzxgBkGCemV75Gc6PT9SszJLq2nWcbRsQlu85DSODjDZGVUdz+FdRpvjtrzTUttduYYLC8gW1uZo7cJNfMhxHNM/3mCYUdgQD3JxjeL/Hly88mn6zYabf6hZEwte3MG6VFHAQ7cKyjjBYE471XyJuzgPEmo+Jda1cRWNpa3DJIGdI5GkEuOi4A4UY6Cup8K6lrkEcr+LorPTZLdCbZnulTzM/wunLcYHOPTNYd94rv591uuoyW8JGSlpEsMYHuEAqnYSW93J/r28vOZHMGS3413YPMK+CvKmeXmWVYbMI2rLbqtzpPDkWnXem+fqF3508dwzvLo5+zI4PIQb8A9wTtrYfVYomxpvhXRGZukmr3Mt4/wCKqET9KzItStYoFiW9KRoOEWJVx+n61FdatFED5eoXO5jkkIBt/Ss6+MrYh3nrb+rnRhcvw+GTVJWu7/8AAXkacnxJ8faTpt7pml65o2mG+QLJPp2mrE9smOfLZVGCemevvXms1jqBKuurqxySvm2xJYnqzHua6SSW3LH/AEu867hvcDJ9TkVDNd2xUhb646fNlVOT9eOK57vsdVl3OYOnag0hMt/DJz2gPzf/AFq1tD8Nag8y3JSzuX3DbDJG/wAo9SBWpocR1LVFtrO4M1wF3vvO1ETI5J5x6D60a14wltr6TSdKP2Vo3Mc8jHfK7jj73YenFelhsLF0vrFd8sNtFdt9l0/E8jFY6aq/VsNFSqWu7uyS7u2vytqXrfSL5VMd0bK3UD5U84qT9FPNTahp1yEspYFjXbbj5jJg/efqCKzdLn0+yVp7mea4vJmCtISWZieiqfrXSawjQQwrJbSGSO2+YC5zjBJJI/u/MKynS9rFzw9N8sd3vubU8T7Gap4usnOWyWm3bX8zNuLrVbeMJHdRs23BLjegX1IbOMeg61zOtTT3f+jfZDLFv3fu08pnP94gcfmK3LWKWbUozqZk060lU+VM8Z2yN93aTnAJ9+K6bwvocmjXVyTdC4jn2spZMMhGeM+mK9HLchxOLa5lyx6vqvkeVm3FGEwUJKL5p9F0fzR59onhq+WR9Qs11e2WMgf6Owy5z90YAIHqSDXV+ErbXJEZbi7mgMhZpZmtt7XDdMMW+7tGBjAzXYZOc5oLYH07V9hhOH4YZp+1k12/4B+f47iuti017GMXfR6N/ichdeFprjXJrt2eTDDy3klK9FH3QOnSmXWgW1taQWy2UYkBeVgIuV3Y6n/gOfxrbjj1q+ug9w0dhaLyIoW3TS9MB2Iwo65A6+tR3mhzStJKdRklmcliHUbSewGc4rwsw4dk0nhIPre7/Q+lyfiyMZOGYVI9LWW3q1o/lsafw48TeIPC2nXWlaJpfnNcyBww3q0QKgMBsOcEqhPY7cHrWp4j8XeONSkuDqeoWeixSiMtFEBHJmPGDhcyAjA6kZwOtc/4NhvLCS5GpQtJb4O228793OxH3yEwTjpt71n+KLzSLtxY2/hm1hWSJyxMTq5wpPA3cAEDJOB16ngfPV8sxtCnGdWFk/v+4+swucYDF1ZU8PPmcfu+8u2WmWGoXssjvdX87DdLLK6wRuSc8sxZjnOegPetBdN1PT4nl06w0WxjCNl45EklbgkhSxYnjrjHSvN/hrf6tcalcacIr5YZLVnCmYqDJ8o3B2HBIOe/tW/d22uf8Jg0iboS8Di3ZHMrbVXjfxgAtgY6knJPFdiyyM6CqRjN62ei/BHBLOKkMS6M5U1pdav8WdB4UmnudbvJrm9jaSOxkIaeVto+ZByc5IAxwOvSte18y41uGKa/klb7TG88Zfy2chhgzOchAP4YhyPrXFfD/XNRm1jUlltSZ006QkxxhGB3xg5duFHqw5Hbmug8Py351rTtltEIjOJYtlqWjIU5ZoozyRgHM0nPXArxqkOSTWu/U96nUc4Reny2+RgXEoe+lk+0jBkbGdoGMmun0uaCPwbp6TXUbLJczqkQXd5rArgBBzIw9GO0dTmvN0vb48bxu5JxIP8ACu28NjVLzwjYJp9vdXMkklwDHajaWUFSfMmA+ROvA6+1Ry9zTm0NbULy1k0XVI7lkDbImaBD5kgw4AMrj7p54QcD0FUfBdxZvJfRRowZ7Muh8gTMCjq2VU/xenpVXUVvYPCmoJO8kMf2cCNYf3Fsp81PlUEbpGI6t7HrWL4Ku5hqFwJLrcsljMiLLd+WrEgYXcMYz9RTdNp2YKomro7Sxu4470zfapIWSRfPkNwGlHIwJpzwmf7iZPasTxFcJFrt9i7Yqt1KDtAPG8+tLCGhuLf7d4h0OSQYZIzexm1sRxzsXmRx6dM9SawfFeoTz+IL+7tZ1mhlupHjcYG9SxIIx9aPZyd7IPapbs0F1GzB+W6I9SzKDXWeCbu01jTJPDD3irNNL5+mSyMuEucYMZOeBIuBn+8q+9eYDVrxhsWAMG4ywH+NS/2hdyf6q0X5ef8AVLwex61l7PWxspXR3FwJo2aCXMU0bFZEZCGVhwQR2IOapa5rS2Ngn2uSZkQ7Yk2HHPXAz+ZpZtbtfFFismtGKx16JAqX1woWDUwBgJMw+5LwAH6NxuweTx/gq9gbxzcTa1c2lm1ojRRwyMMOxODtPQgY610YTBvEYiNK9k+py5hjXhMLOtZtrotzoo9ft7lVttPuD58x+SVyYViIPXnngD17ir4Z47G+t/8ARmW53KZWCruJbLIDxzwDkgmseS58P+JdWvNKhihVYwpkulgy0rZ/gbHGMfeNa9rYXNh5ksaw6jIoBje4kkDE7uRhW28L3xya+wjlycH7GCqLVXi+VfNat+t9z8/lm69rH6xVlTlo/fSk/lokvTojltWiQeMJLT7UlmqoskbhyApCLgYwMHOOgq9LHta5sBfX19bwqty0tvInyEnJyD15weDVH4kSQWPi62l1WO4+xyQhmuIlJ8xgejjIHT0wau6f/ZD+Jp7vQYDqEKWTeZBFny1dugJbrkZ4HTFceDwc6MpUZWTUmt23a3RPdLvud2PzCOIpRxFNuzjdaRSTTVry6Sfbb1LFrpUtnqTTQ2V1q1teJkTRSIqpnknbnIPpir99d3dlaPPNFdJDEpQyLdRsR7lQvBHtXOeGTHrZ1W6gwl3GGS10uNmWNMD7xAx3+nIrei8MWkem27WdpFJKyBpDes+CSOu0EYOa9bCUqssO/qitG2jv+nLfzs3p3PDzCtSjil9dnzSTSat3X+JLyulq+hx91qUiah9qTUGWTp8zsGK+hb3FdlpviCBNNs7y8kzJfS+WE89XEaA4Mh6EDn6nBrH8R+FZoZ2ktIIpbcoWcAFSCD0Ayc57Vyd79nQtGLba6nDKWZT9CCK+XWIzTJ6soyTTffVPzTZ9r9WyXPaMZxs0ui0aXZ2sexNc2pupLdLuJpoZGili3DejA9x6EYII9akrxPQZtLh8R28+pedbwRyB5Jo23PheQBjBySMZ7Zr1bQ/EOnapciG3aTdInmRsUOyQdwrd8Z56V9jkGe/XIunXdprr3+Xc+A4p4XWXzVXDJuD3X8vz/qxrYooor6k+LDFZviaxvNRso7WwSzeVpP8Al7kKRoADly+RtA9efpU+tX8OnWDXMwYjIVVQ/M7E8Bfc1zmrXcuqWk0yXKyw+eU8sx+W9vj+HY3Ibtkde9eHneMhSw1SFteU+i4cy+dfG0ql7LmX9epIY/COlQrFfzS+Ib5VHmJbKbWxz/vMPMk+qhQahtPE08My2miaXpmltOdoj020PnN6De26Q/nx7VkT2rPH5bTOp77XA4pbUXVvHIlpcXEZuI/KkYMMlO6luuD3x2FfksqnNK7P3iFNQjyom1hLaaaQ6tqdzdT8gxxak0rA9wzvkD8M1m7rW3Vk0+F7ZT/FHcK0h+rtz+WKVdPuDwJZiqngFFwf0pklpcqeJlTno0S1HN5lcpXuIyVJaeTO7kmdCT9a7v4a/FC68K+DodAaya6t4rt7oSG7Cbi0tvIVx0IH2f6/Ma4R47nLKVyw6sUGP8Kj2TqyZVSvc7B+XFUpNbCcU1qepeIPjB/atjqFvB4e+xTapZXltc3C6rnc9ysIdkG35VUQLgehIzTNX+KTapdM+paLHLDPa/YrmMao8bSW6MjwoHQBgUZX+qyEV5ptdvlMaZ7cUMvIWSBOB0Kdf1puoyPZxR3Nv43s7V7d4NIhja20M6WES7JVP9K+0K6kgnAwBg5PGa9N8F+MJPEOraJfav4fcQT6xc31ndQ6gCwljM8jySgrzHGJ+vHzL154+fFRR0twPopxWnp2u6vbaFcaRBf3UGm3R/0i0jkZYpT33Dv0H1xzQqjuDpoyjBFLI0rRwyM7FicH5snOeT3pJo+gMUHH8OyplaNJspbKRn+7zmpJnQ4IgTa3qnejmNNkVokBhMf2a3APYrmla2QKMQQKfbj+RqbzNq4dI129SFxmo2YlgUg3c/xNtouSRvazlTta2I9NxH9ahWwkEuUS1PsHI/rWiJWMOxlQY6gkY/lSLJEAoZYd2OM4NF2Frl64tJv45pjxjPzenuKqzaeZoCV8/K/wjdj9RWs0dzv3xGNTt5zbnHT/AHqYv2naPOu1bOchIFXH5k1PtGOxlW+nyquFa656AqW/pViSwnGJFLqe+7ditKPJjXaWZh/Ecf4Usa3bqVVcBeeCvP6VLmx8qMyDT5D+8aWRSOCFjIqSWweQBh5wJHIYbT+nNXmjvixWNtu70lUf060SW96zqWvMAD5v3wP58U+dk2Rlx6fL5jMS6jPBy36806TTHVvNZFHp8h5/8erQe3vyFKXIK55Png1H5d46uHutmOhNxz/Onz+YcqK8NlK0hAtU5HXOM/8Aj1eofs7NpemaH4r1DWYrK3isVspGluNPS9cxGcq8ao2cFwdueMZz2rzPZqa4U3yN65nII/I81e0vVtY0/T72wiux5OqRrHdKblm3qrB1GTyMMAeKcZtO5Mo3Vj6GXQPC3i7ytWsPD+k3kV/pix3cdy6vJpsK2Tm3iQ7vkcylBkc/LjiuH8caB4Suvhi01r4ZsbXVLXwxpupz3sDMrm4eUQMmM42lUJIx945ryfzJs+Uty6s3UpdOBn86kUXSrlr/AAVTBVr9+nXnn9Kt1NDN0zU+Fdlqll460vUrRZYLea7WF7wIzIFJAOTyB/PitjX7rUdX8TNoGlWVxcaLvS2iV7dh9vlB2ieVwMKuSxAAP3iepzXJ+Fb28HiSzuLu/mj0u3uFeSGG8bbIB1JG4ZqHUfF+u6LJDcW+s3JuI5RJBCb53Xg5BZd2Me1VTqtbMmdNTVmrmkNC16aR0i8KEhDtAGnlicf7TDJ/Gr2m+EfGE5uGPhCCGOCHzd0lnGu4AgYHqeRVHTfEeiana29xfa1dxOkZEltcXkhLHPJJzz+FF5dQqsj6MWSK4g2T+YW+dcg4G45HQV6WJy72GHVZ1Yu/RPX/AIB4+Dzj6zifYewnHza03DUfBfim4Jkn03dI33jJdxLjHTq/A9hWlBoPi46S8nl6PEtosME6NeW5N8hyoWZjJ0VQABx2PUZrm44JhlgYlVuMl3J/nS29tdp5iGQhJSN6B2w+OmeOcZNeYqh7fKaa+FLlW222k+GYk/iMuqLKcemfOxj8KfaadctM8MGn+GVEe3a8UCTjBB5BBIOD2rnLyzvL6ddP02OQrK22WdULKg7jOK7nQdMs9A0OOygbEMILPI+AWPUsa+myHKfrkpVK8bQXfQ+N4n4g+oU1Rw0k6su2th8Gm222RJ7PTCsmMCHT44uMc5IGevvVO88Naa1vHFbRLbhSSWUbmI5OMnoOaqzajqur60kfh27hWwhAF3PJDuBbP3UJ68eldE6rIjI6hlYEMp6EelfZUMDl9anKFOleK6239Gfn2KzPNsPVp1a1dqT3V/h9VscrdeEHWONrd0lkYneHCquM4XBx+eaztb0G4tI5oETS5Li32qyxXUTYZugJHGfbNa/9j69DqM6WGqta2RwbWMfOsY7q275h7Y4rZsdJ061keSG0jV5APMcjLSEHOWPc579a8N8N0q1W8IuCV7pv8UfSx4xr4ajarNVJOzVlt3Uun3Hn9x4G1/TNbTUdIuUJ8sO0zbC4fqU2AEEZHFaVj4Z1i51qS/1iytJHuiqmeN1EkWBy20DBPbHWu77570V61PhzCxtdtpdOlzwavFmNnLmjGKlte3vW9Tjh4d1XS/FFrqmmi3voI8o9uwETru6sp5BI/CtLXp3g8Y2McUEdw1zayxNCZAuRuU/Nwfl6j05rcuIo57doJUV43GGU9xVbTtL0+xmaW0tljkZNrOSWbb2XJyce1dcMuWHi6WH0i3ff0/M4KmcSxU/a4v3pqLS03v3IdJWzvdAESWaw28m5XtyOAwbBH5itJQAoAGABwKMD0or0KcVBLvoeVVqOcnbSN3pvuFGKKK2MgoxRRUoAxjvTdibi20biu0n1HXBp1FKUYy+JXKjOUb8rD+tHbFFFFkK7b3/EYsUa3P2hUCzbSnmLw20/wkjqOnBqHXIb/UpIs6zqUMYUpMIrpxvTHA69Ks5HrQ2ApLcL3J6VzVsHhq0XGpBWZ24XMMZhpqpSqNNer0/L8DlbvwekdqRY3UjSFl4mwFxnk8Dk4zUuoeDrWbT5rWHUbyBJAcBSuFz14xzn866NXWRQ6MGVuQwOQfcVBqzyxWm6Ca2hk3ABrnIQ+3GOa4Xk2Wwi5Omrf1selDiPOZSjT9u7/wBbnMXWiapb6esN5qNzqEUJBEjuMYxjgY4xWLqRtLCOSa5lkjRP4VLZPtnHNT3fjLVLXxPNbzWcLWzsEmt/O3MMDBKHpz1x0rO8aa9PqV9ElvFAtrauGihmj5PHIYjqPbNfC5nSy6TlOlVaaduV6/0j9KyavmsFClWoKzV+aLsvu7nS+Cx4bu7dLkXUdxM+AsVwCu0+gDdT7811uxcAbV4/2RxXM+G7zXNTubK6bRNOttPVCu8kmTb/ANM89B+FdRX3mT0qP1ZKMVb0tf7z80z+tiJ4vmqzbl25r28tCqdOsCuDZW//AH7FU5vD2ksreXaLEzfxJx+la2QO9H1H5iuurgcLWXLOkn8jzqOZ43DyvTrOLXmYLeFdOfyw+5gsZWQkZ3n1APA/Ki68H+HrhIElsFIt4RCmGP3Qc8nuc559CRW9RgelRHK8FGNlSjb0NZ51mM5KTrSv3uc7b+D9LtLtbnTM2kigghh5qOPQhv8AGmw/2/p2kSCLTdPjZMlzCcl+fvKg74xwTXSUUv7PowVqL5PT/L/hg/tbET/3i1T/ABf5/wDDnNazpniS80drSPUreRZPmLOm2TkfdOOMfhVbwvoOpaTeWaR29pbjdi4ntXc+cgGcSA9ye/tXXYqG+Mi27NFLHGV5LSqSuO+cEVhUyyhz+3lJ3Xd30Xqjpp51iZUvqsYxUZPtb77b+WhyPiLwXCsU13pVzcW01xcK8souSojj6sSSee5qj8R5IrW1g/svWLkRzIyTLBcM6vjAzjJA7/jT/FXiBri+jg+zRzRRuvmPEzAyoDllGcDB9DmqXiZ7C+sll06wjs3Z8xhZCMLnADpjAJ9jXyeY43CSp1lhGk9PXf7J91lOX5gqlCWPTaSfZrVfabf3djoPA+sXdxeQaSJkvo4LMPNdbGVkPGFJPDen4VL4x0E6pfCSC9hWcqWFvIq5b1II5/PNUrGbxDosz3VzodqtntAlFoqhgOzbgST9DVzULq31lRfWAmWWGM/ZriB9rxk/eSRT0H5ivRliMNPL3RxcruOtpXjp5Pr+J5NPDYqnmqxGXwtFq142mrv+a39WOF1jSVtryS3uGWOaM4YBSQPy4rpPg3pcCvc6lHdvIyt5axg4VcjklTz9K57WrTVWmYAMydSzPuJP5VZ+Gl/LpHiBo9RuZIrW4UcAAL5g4XeeuMGvlckr0KWYwlL4el+nY+34kw2Jr5POMHedruy3tv8AeerdOKivriC0s5Lq6mWGGJSzyMcBQO5p0hJhfacMVO1s8A9jmuO8XXPju08QCHRNLTUtKjjjj/0hUY3JCjc7HOVJOe2Biv03F4x0OVKLd+qV7ep+OZflrxXM3NR5bXUny39LmRqHxG1S51CS00aws/LZ8QyzuSxX1Zc4FEb65qSO0yy3z+Z85jPyhiOgx0GKo/FaDT9AvoZtNs4Ybu6iDzWy4xEx7+3eue8HeNtc8OxXMUUMd0ty4cLM52o3cgA5yenX8K/PcbXq1cXKhj6z9mv5fw0/zP1jL8LQo5dHE5XQXO+kvXV3/rQ7C407UbSMzT6TPGmRlt2f60aNZanqt2thpdjdTTMC22MnCoOrMeiqO5PFZU/jTxRqlnNHeC3toZhjyYIvmx/vHJqlZ3l/bQzJa393FHMoEoSUrvAPAbHUV5GNp4SNRLCybj5nvZbVx86V8bGMZdovSx6V/Y3h/RowdUnvNUuRgtGL1bO2Q/3c4aZx7hVB7Zqydc0OJgieGPCGD0Vru4ZyfTe44/SvKFubkKwDMO+eODTl1G5SLkzN9T1rk5TvevU9Uul8GXkKHUNM1Dw00gwl9aym7s2b0PX8vw4qj410nQ9P8D6J4g0WS/K6g5jnkuRw7KvJAA+T5g3HOK5q41PR4NKTTrfWdSZZFSS9khscedKBwMsw+RMkDjnk+lWNc8Xae3wytfDtpc3891b6gZxJNbCMLFhvkzk5O5jzRyk81jMa4YFiJ8FsFfl/xFSrOr4zJlh3I7/pWN/bNz5gUzcY6lDU0etThsBo5Meq8/yqXBl8xrEgMMSx5+g/xpvmOxIDRMCPu4z/AFrLXV7phkxRc+oH+FWrl760s7O+ubCNLfUI3e1k2riUIxRsY9GBFCixuSuXm3AdISvbrn8smmszngRx7c9FZgfyxWTJfqIcfY1LZ5Pb+dNg1HBH+jBWP+0f8aOVhzI2GbceYMEdcPjP5iljnTcQbf5sDklTWW1/8wUwMVHozZzS/wBoKpbMEgAHZz/hRysVzTuPs74LQc44OwnP5cU1vsowPLxjqQpAFZh1ONl+aKXgdyD/AEqSK9tyowZl/KjlC51jWt0lyqvAskeBukW4OV49DjNPmsUYZWBsYBII/rmqz3btt8uybBxgFjjpTJL67kYqNP27epBbFY2kWXPscSgf6P8Ad6EyDBqXypP+WUNsO2WlA59MVmyXN0zK4tow3TBPT3pxa6ZlMiR88EJ/+qp5X1BF7y7kShnjtF5+6rnJ/SpGhuZVLb7ZR6Ef1rOAuinmfZYiEPQg/rU8L38a5EESr/sx5xT5GK4tzZ6jMAI7vT7c56FGb+tRfZb2Jebi0kdT8xJYce2K6zxd4R8W+HLXTbi/s4HXVLZbm18mX7yMAcYOPmGRkDnkda52F7tdUgN1ZS+X5yedEzsuV3DIPPpT5ZdQ5lYascysoHkMnVlwc/gcfzqSbeDgxIvGR8mR/KvY5tE+GsHxM8RaBa+GtQ1R9ANtGLK0vWMt0J/meco7qNsWVThvlyGPSud0jw54QvfCuk6jc2l5pll/aFuurahqsk8ZMMtw0a/ZpQfIkXG0HBLD5mPFarDz7mXtkeeRnpmaHHosef60eQZmZSFK7ecrjNe6ah4A8CzXUdzY+GLxIpre7+0hr8RxaW8MW6PzDG7gPKzRhVZumTjnFc1eaF4J/tyw0jTNLvr+a50FvEXlxXzi4uA0e6OwQDIJ6sWwW4OKcqE0he1ieX6gZLGxWU2jBZCRCTH8rkdceoGRXIX0Uk8ryszF2P8Ac/zxX0TN4b8P3XhPQdH1/R7i2vL7XLuxs7Eai0jab5kKSkswwWdcJ8p6biD0rwTTZLU3T/apQdhICk9cHryaPZyjqCmnoWvC+iwxyLdX3mHHMcflDg+prpQ0fzOrzAseN0WcmsuO70/zgv2g7SOQqE/ypuuX2m2lrDFHfywzXZKxKtuzE8468Y5J/Kp9nKdog5KEW72Rq28jzlxbzNJIpIKhdqgjuxzXO+LtVmt7f7NDIy3Tx4kYoTt45IGe9aljYr4b1iztbWdLvU75WS4jJ42oN25efkGe56/Wsz4haGLJhdRs+yeQAPJIzs7EHg/pj1r6LE5JOjhFUiryT97srny+D4ip4jHulKSUGrwvdN23v69DZ8N+JNMtPClmskzySRRhZIokLOuOrMOwHrWx4insj4fma4LPDcxhEEQyzlugUe/Fc34Y8JarbW9+J57eJbyzMKKCWKk4PzDt+FaUegatPCtpqGsqbSFFWJIIQpOAByfwFfXYapmTwXJOjvGy06+d31R8HjqOUxzB1adfRSu3r62jZPbbcxPh9qV9a/8AEugtY1jnuDtact8r7eenHbpXaaWuor5p1CW2fc37oQIVCr75PJqHwzpKaPpf2RZTNukaRpGXGSfQdvrWjXoZVgauHw8IVp6rp0XloeTneY4fF4upUw8Ek3v1fn39Qooor1up4b8wooopsAooopAFFFFABRnmijFUgCiiikgCgGiimBV1rUbPStPe9vpfLiTjgZLH0A7muQ/4WVagsw0m4Kf8syHyT9RjipvGXhK51O6uNRvPEBWONf8ARo3jCpEPQn09+tcdqWgXFpqs9p9skZbdsb9nDe/X3r4vPM0zHDzXIuSHnZ3/ADP0LhvIsnxlJ+0l7Se7WqS/K50g+IbzaNKGs5IbxtwR0hZo09M5PWpvD2mazYaHqF1rUspt5UDtbxkmSRcc7m5Krg5IFcbp8ktr4m0+Rpma3juoy6BeH+Ydea774jaleSA6RpZYNkGaZd2VyeACODkZzXFhMy9rRni8ZU1hol3b8j0sflHsMTTwOAorlqayk9bJNden9WMVfHmoR3yQ2trafY4sqqLGy5XGF5PTFY14+p6xePeXs0kzFvkTYSB9B0qeHR9SIXevAHAw/Jq3Hp2oRruywb+EKGwK+cxOY4nER5KlRtdj6vB5TgsJLno00n3sU3tJrVcEP52P7oyo/OqWoJcKpCo4dhzkDP6dKu6laXUbENJ8x6nB4rLurKeNSW+b3DGuHlPUOn8E+LrnTLVNPv7KSWCNcRypJukJzwuCcYHtXR+KvEDRaIUtWa3vpgCkcqZZUPc46Ej8q848PyanZ3BltURWHKytEHkQ/wCyW6fhVi7tLmW4ee4aWSWXlpHOWJ+pr6GnxBiqOE9jz3ey02Xrf+vM+VrcK4Ovj/rHJZbvX4nve1tu/wChr3Wu6ws0Z02aHT4492EVWfeT1L7upqfS/GPiK3v1F+lje2v8TIPLlH07VzclgxCt5bEDvspstoV5IbOMZ2GvPhnGPhPnjVd/wPUqcP5ZUp+zdFW/H79z1fw5r1pq+5I1aGaPlonIzt9RjrWrXili09hfQ3kM0iyQuGUgEZxzg89CMivWfDOrw61pcd7GpiZuHjJGQfb2r7vIM8+vRdOt8a7dV3PzLijhtZbNVcPd0n33T7GlRRRX0iPjwqrrVn9v02S08wxiTqcZ/A1aorOtShVpyhLZqxrQrToVY1obxd0ed3egzWkbPfwlI8/ekdMN+J6Vj6pLaovAQxg5KrInP454r1t0WRCjqrK3UMMiuG8ceGGPibSr/TdHt5LUTKt1EkYx97OSOmMH9K+BzDhJ0bVcPO600e61P1HKeOI4l+xxUOV66p2T0/A7HSLqG90u3uoQximiVlDHJxjpnoapHRIf7SM2IRC25miWPBdz3Jz0HpWqqRoojiVVRRhVUYAHbjtSSOi4Ekir6bmxX2eIwGHxEaf1hc3Js30drM/O8PmeKw06jwj5efpu7Xucr8XG0xPGN1NYiKOG6SOaOPaF2ZQbhjPGGBHSuPuLmPZjdCqkdgv+Nd74wtdGuWjGoMjNcL5cSRxhpHbPBB64/SvPJtOmDOvlgYJCkpnIz1r8wzrLFgq75ZJxb0/yP2jh3Of7Rw654tTSV79fNFsX8h0+S1kv18iZwzJv4J/OsPXL3VobyE2mq31vbhDuEFwQrH8TV+y0meXhlITPLCM/lV6TRry7vLe0t42aSQiOFQi5YscAAH3rzI4qtFpqbuttXoexLA4aSd6cdfJHA6jbXF7fGeS4uZppDyzMWY/jU+m+HrsSLLPHdKM/LuyPx5rtodOuLS8khvEQtG5SSORFyjA4xj1GKmuLbdGpe1jjU8grGF3DOMj/ABqHXndvqbQpRSSSOZOl3pUnfKp6czDP6VBJpt/HIpEUpHfEhOfbNdUqqhzGX2qMY8zr+VXvDsVpda9Y2mqytbWdxcpHNcIPMaFWOC20sAcZBNL2smX7PQ4efT71dp8q4256K5Iz+VWE0jU5GUwpNjknEtfVV5+zfaWGtaPp83im8Ua1eNbQzxadBtTEDzbvvZx8hX8c14j40gfQ/GGp6Et3Ncx6deS2yysfL8zYxXcQD3xTlKpHVomKhJ2TODk0nXIsstvO4UZO5sH9a9U0v4GeIdasH1+68VaPpsclut3JCYZFKA263EgVFXGEjJxg8lcd65WSVNpCiBcnkkDd+vWuuvviTqTWf2S3sbWKH+zzZnlmYlrQWrsCMdVG4DsaIVbvVCnB9DKk+BXjee81COC/s3FtMiWCsxV9TVmjAkjXHyKPOQkuR3AyQaq6v8K/EGnosUGvaLdaXdJb3B1Aho0UvLJAuCyb9u9SDjggg89vRNH+Nl8skfmeErC7vPKitYZFnlVwiOrRoEHX5xk/3s47VB8XfE89jYaXoUWjx6W39iWazWTs7PZeXcvOiPuOS5Uru3c/NWntCOWV9TkpPgT4xj1y00k6tov2iSZ4NScyHy9KlURkpI2PmJE0eNmeTitfXNC1rXfh54a8NWfhbRZb2xXU0MkLvFKPJnVN6sWIO5myykcn+7RbfGLxDZajd6hb22m+dealcahIk8JkUSSeXgAbv4DEhU+vUYrOPxO8QDVP7Ssv7PtZ1S4ESQ27BUad1kkcDcTkumR2GSAKPaIfLIbH8DPFMssip4i8OiCNIcTm4l2SPLK8KRp8mSfNjKdMd87ea82uNL1S2u3hnswssLmORRIDhgcHn6g16LdfFHxOddjvvL0mFIprd0tI4StunkMzoAvUDe7seeSxNcre6jJc3TTu1qXkYvJ8pOWJyc//AK6vm8gUWYi2l8GDNbOGx8uJB/U0rW+o7WLRFc8Eecv+Nakl2zxArJCmRjiMH+Zot7xzw10re+wL/SovLsHKZcOn3xwEhZuDx5g5qwNI1BGx5TfKMn5sgVb+1Yyxvm68jy1/wp325XBX7arN/uqNoovIdrHVedOZOUi3bR8oZSF47U6O5JbDRQtt5GSv9BVFooyqZhlAOOAMYOPc0R2zNkrCy46HK1yvlNtS/wDb/NcOJLRO2cj/AApV1CXdky25Ud9xGfpVP7BOWbe7AggjbtyP0pRasGxJLwDwNo/wo90WpOt2JHYM8JA4OXJAp6M1zJHaRTxl5nVECA8liAP1IqoLVwWZBG47dj/KrnhmabSfEmn6udPS6+wXUdwIJGOyQowIBIHA4/Sn7pMlI9V8WajB4l+I/iz4evcrIjf8gY4b9xeWkAUBfTzEjdCO/wAteOzanDNCEub9sKo4lXDD2DHkV0XhHULpPitp2v3MUrXUmsx3UjKQBuebLDBHuR9KpeONGg03xxrVglu5S21K4iQA8DErYxxVycZakxVnY4/XLY31018ZZ7iSUHdO4cs/GMbuc1n6iJpNMhsri8vmsrdiYraSRjDEx6kIeAT9O9dV9kmjhzbGaPJPAkNC2c8u5ZmkIAGMy/eNaRqWJlTTZxX2af8As+40y21C6jtpiJHtxK4ikK9CydGx79MCn26XFteWtzaaldJPBgRutywdMdApHI/A/SutWG7+2ARbRkY27FJJ9MY5rcmA0EiMw20usgZeQQqVsP8AZUDgy9Mn+HoOea09qyPZpHM3em+JdJubKW71DVrFZZnu4JHlbKsSFeVcnO8jqep49c1dvtJ0fR9autPTS7rUJLeTatzfXmxXBAKsscYGVYEHluhrc0WE6na3WlXRSa4lJurN2JYmYD5kJJP30H/fSrUetW9rqPh601Yj97b4sbkh+RtG6JvqVyv1T3qfaIPZnN6ndw28LgeHNGUAAZxPu9+fN6+9clr8NnrF+J7uO604qAqvbymaNRjAGxucewbj3rp7+xW9m4muAsZ5DMG/Tv8AnWVrHlwgZKAqP3fyYP1OM8VUaltROCeljJ0G01HQ9fTUX1phay5VdStbcXDDg8YblT7HBr1rwVp1pLY22rnVrrWXkTdHc3LcKeh2p0U561X8N+FtHm0WO5a2uI5L+1AuUaY7XyOpXpkHkenFT6peWfhfQodL0xGa4KEW0e3dlifvOcgDJz9a/QsrwtXA03VxbTha97u9+isflWd46jmlVUcvUlVvZqySst9d7fM6L/PWmqytnayttODhgefSuAsPFmuXDXGoXCLHb6aqmW2hwvmktjktk/l3qXT9Ugi+2+IdCuT5BO/UNMucqQem5Tz17dq9CGfYepaVNaO++/Kuq8vx8jxqnDGKoqXtHqrLTVc3Zvo+3S/U7yq2oajYWCxte3cNuJn2RmRtu5vQe9VbvX9NttBh1iebFrMF2FVLEk/w4Hf+WK5jWvDV54j1yS6WNbWx3K8bzghnJAy6oCevHJxXVjcdKnFfVo88nbTsn1OPL8rhUm/rk/ZwV9X1a6dzql1nT21z+yEkka7UFnRYmxGB3ZsYHp71fzXFXHhXxNZ3632k+IVa4KhXa4DHco/hOcgj2rsNPFz9ii+2+X9o2DzPKzs3d8Z7VeBxGIqSlGvTcGtuxnmGDwlBQlhqqmmtbb39LImoooavRPLCihabk0AOozSLSfxUAOopGozSAXNFIeOlQ6heWthZvdXtxHBDGMtJI2AP/r+1EpKKu3oVGMpyUYq7ZPSZrM0bX9J1UQrZ3kbSzxmVIWIEmwHqV7etcn4k8d3yaw0OjWsL2kIZXlm/5av/ALI7Ae9edis0wmHpKrKd09NNT1MDkePxlZ0acLSSu76WND4ra5BbWceiDDS6g6CZs8Qx7hljjvjtXL+MnubvV5lijinfcV8yHI80DodvYgYB+lUfCIk13xzNNfQLeXGx5/3k21N6gFdwXkj2FbF5e6pqd493NpYtFddrxwOAZPUs3Uj2r4nNMb9bpOtUdot+6rbpX6/M/Scmy3+z60cPTjzSjG8m31dtutrK23QwNF024nkWeWBfJJ+UZPzEV0cJmj+VLQN3fBYHP41f8I6H4h8TXktn4f0JrqW3i8yQB0VUQEDJLYA5IAyeScVdXwT41n0nUL6LwletBp5dbltq5RkHzjGctt77Qcd6+Zep9f59TFjvb0SZNt908DmpJrrUGTc0QVucLk5roviR4YnsdWsV0PwzfTWtxYWZZow0g+0SWwmdR3zjc2OwBrU+Ingrw7Z6Z4Z1DQdR+0rfaO9xetDYTsGaMuGmwR8qswVMfw9TxU8vkXzLY83uJb5Tu2vzznc3H61VimvJ5P3iN5QOfmOc/ia1rzT9XMaSSeH75Ld4hKrG1fDpnAYHpjPfoaS4jNozWVzZXNpNGcGF0KMOO6kUONug16jLe4nWPAh+70+UdPpintezDAMQ+bp8g/wpI5LgIfKtbhgfuknHFCzXTEhrCXd/D8xpWVh3IW1F9xDRs2DxhQBTbi+JXPklv+AjH86fNE7ffs5Y8nsTn8ao3YlVQsaSgA9AD/WkoofMRTXsQXP2fa2f7o/xrS8GaxcT65b6SsrKJsiKQY3QMAWBB6445HQ5rBuvtEa4EUhz1+XFXfhddiP4hWovFZFZJEjLgYDleP616GVPlxlO0rJuzPKzuKll9a8eZqLa/T8T2NchQD1xz9fb0opFNLX7Atj8A3bYZozSdKBz1osAtBoooAjujMluzQRLJIPuKz7QfXJrnvE2li8spFN7btqhwVaQblgXPO1f4Bx949+ppnizxlbaXfNp9rEs93HjzQ7FVj9Bkck/SvMWs74XF5PBetGt4GWdRk70JztJPJHSvk86z3B0Zexa531V9v8Ag/kfdcO8M4+tFYi/s76ptXv/AMD8zsPGniF/D2raPqDQWl1cnSIomDMc7gzAzDb8vzdAAex9aZq2rw6lDHdxWL2pYEyR7h+B/Edan8QeFk/4RvwfqF1NCFbRisaGPrsuJVzj2rsPCfwx0jUfD9ne6pf6hp8xm826jTTmbdY5A8+MnG4jkkDJ2ndjivha2OnUpugkuRu/n9++p+mYfLadKrHESb9olZvZPystLLoZ/g/wZ4h17R9Jv9L+y/ZdVvzYRs1zsMEoBY+YMfdCKW3DjAx14rrrnw5pWkeFftWn6npOreIoIXnNlcEzRalboWdmgGFki2qiusgI3hj6U7xJf+GvCukNpPhrZa6xYsbMiP5opoQSyzyTLjzH3bJY3XDKSynivNrzxD4pTVrkW942oahrkItJphEHnZfuiOI4ymQduFxkHFcEeRS03PStOXoddpPhyy+JXxfvL+HU2sdIvbn7TOqYEsY2LJMFB6KpDfvG46YySBXIeP8AWE17xddXlgv2XTYyINNtQp229snyxqPU45J7lie9S+Jrq88LWI8KaTNtvThtfvreQ8y4IFqjDrHHk7iOGcnsorltuotGFLMR2y22lL1KiupN5JZv+PggZzgc0k0UWDiTDEEdDX0b+zz8Hvh544+GOj6zdaRqk+oSXTWmqMurSIsbLuzIqjjH+r4/2j6V5t+1p4D0bwH8VI9C8LLcpYvp8UzxzyNMRIzPnDH2UfnVOm1HmBVE5cp9YeEbw674V+HWqM4d45reRjj+/YSj+YP518SfECR5/iDrs6hSZtVuXzvPeVq+1/2ZLNrn4C+Cbl+ZIYkLE/7AljH86+HvFlrO/jDVpFEuTqE5+7x/rGrStsjKh8UijdSOkZYhsjriSo/OcRjeMcd2OTUy2Fy3zDzFx6ZobS7ktjEhx6k/pxWF4nSNgmYYbcysDn3HvmnXF88sjSTStNI/LTSsSzH3J61GNNuVYZjfHcknJpX0uQMMxhcjpvxmlzIVmN89WwGiU/8AAqS8Zfsk21EX5MFg3J+lTRadKqqAvX+6/NF5p5+xSbs4ZT1aqUlcRzI3HBSVl9mapBLKyFlmYEDBNK+llMnB7YBFMt9PlZSRF68ha67ox2GT+YzDDce7HNM8hWZstjucseP1q+2nY8kMinPbH9aWDSyZpXS3bauFPGaXMhcrMthEHOHjXPQk/e/M06FIN21PLyc8gjP51oDT1e4QNFtweP3fH4UT6WUvgsaSDK5fC4o5kHKz1q6a6DKsThflH/LuOOKqsL7oLort6lYwtZMl3akZ83fjGevpTXurB+RLEdw6ivP5DpNNLuVN266ZvXcyrTjeOV3eazDpxInP61jNc2PXEf12imm6ss5Kpx0I4o5ANkTyA7x53HQCRf8AGmfamdmAmmOB3kT/ABrR+GWl23iq+1TSLeFZtQGlyz2P7wIFkjKsSxJA27N45OB1pV8Bayb61R4bLbe3KwW1ysyyxTFo3kVkdMhlIjYZ9RirVJvVIjmXcoRXc6TRzQtIrowZWDLlSDkH88VNFql3e6pdXN2ZJLmYNIHuHXbJKWySx6ZwSeeM1s/8IHq+n32kx3baesmuKVtkfeViLRGRSxACk45GCcHrU1t8JPF82oR2jSWiXDMpmgFwGkto2VnWWRVydjLG5GAScDjkUezfYTlHuYdxf6Wg2SyTmVdvmGNQybsfNjkcZz7U7+0dClUKbtoc8AyxDb9TgnitC8+FuqLfX73Oq2kVrp8EMrStbzOzLKpZCYVQyIML8xcAL361V8eeBL/wr9je+vra4ivEIWa281ogcA43lQpOD/CT0NXy9WRzK9ri6Nd6fYTXerXBWObT2W3t0JBU3DBtrdOdqqW9ztrOVrGe6V4rmE5bLF25J7k9M03VLOOHwjpMLXBKyTXEpLgnldkYBJHYKKy10u3AO9VAxu3xnOf603ZDV+puGSC0n+1QTxo0DCRX34CsDkEfjiugtLVdTt7gpp629r4hhaaGESAmK5iO4KR2J+cY9JFrhLXRpLyZX8iZo8/uIerOfUjqfaux8N6bq+nq9llvtkjJcWFoi75o7hCCHftGpXIbcRwQe1KOidhT1szm9Tt7a0tzL9j3KegDgHNcrquiX92TctbNbwEfNNK4jjA9iev4V3XxAis9J1eWOOGKKctubyA18I8knCk7UVckgHDZ9axtI0e08TTSXN1/aM0Svtkmubn5nIGSiqOAo+uK9DAYGtipqnS+Jnn5jmWHwVJ1a7tFGx4Vh1pdBVDeQOViRLdmgIjCj+LrubI7nFMfwmt/fS3mt38t1JIMeXF8iIOwHfjNdHGqpGEQAKoAA9ABgfoKWv1OllVF0YwrXml3bt92x+JVs7r/AFidXDpU3J9Er+l9zlr/AMG6Pb6NdC2tbqedozt/fncW7Y5A61x+qPraabb2WoK0LRKVBWPy3kXjhiPvYr1mob60tryExXUCSrjHzDOPp6VwZlw/CvD/AGWXs3a1ls/U9TKeK6uGnfGRdVXvfqtLaX0PJ7JrtPD7aZfxXiafNL5yzRxbmVh/tHjBrQsfGev2VmluY7e4SHAV5lKuyDsxBx+NelQwQxWqWyRqIY0CKhGQAOgqCXTrLbI0dnapI6kB2hBAPbI7iuWnkONo8sqOItZa6dO3nbodtTinL8RJrEYVNN3Wul3120bW5Q8C6nfavopvr+KOJnmYRoikYUYAyT15zW1WR4V1ZtRjuLa6iSG/spTHPAv3UGflI9QR3rX79Ohr6LAu+Hj7/N3b7/10PkMwpqOLnaCgt0lsl0t8uoe2KK5f/hIn0PWJNP8AEkhWGVzJZXgUlGX+62OhFa9rr2kzyGMXsccq9YZj5b88g7WweRzSo4+hUunKzTs09GvvNK+WYqlZqHMmrprVNf8AANGioIb20luvs0N1BJMF3GNJAWx9AanrqjNS2afocMoyi7NWYUUUVTJCiikJpoBar6laQ31m1vcQQzo3RJl3JnBxkVPmmySLHGzv0UZ4qKnJyPn26l0+fnXs/i6ebPGLH+09N+IVvcyrFay28+2WK3jESmMHlQOhBGcZro9WtdN1W6l1y7umsrC4ZkhEZXO9R8249Acj6mm+Mro3epTPAcXEvyO+zOxB/AOPzNZmi6FNcLtmmkS2Q5IA43ew9cV+V/XIQnOm489PmbV/uP236hUrQp17+zq8qTtrZdfLc6DQ7vSNO0+6sdBtJm8xBGdRfGZz3OPbP0qk1vqKMCL2QHb8vQ4rWS1WOAIssixgDCiP+VD2iyKoDvx/fj7fWuPFYqpiHHmSSWySsehgsDSwalytuUtZNu7fb+tjR+E/iSTwzdamdSvtRi+2wLHFd6fDDJJAQ4Yq0Mg8uVGAwQ3Q4Irq7z4paJc6rbeIk07V9NvNBe+/szRrWGNre+WcHYZZcjyiGYlwAQeAK4RLCPysvI6nP3vK4p62cLKALli3slc92jsujvfDnxP0WOGU6iNUj+xW9pcWUSRBvtFwmnvaSwMSflUllYP3GeK5vS/Gh0Tw34ftrS0a8ls/DN7pd1AwCoJp5GZSGP3lAIziqPh3QotS8S6dps87eXd3kUDkfL8rOAeT7Zp3iXS9PtvE2p21mHt4Yb2aOGMOSEVXIAzg54A596OYFY9KX4wWWh6tHqNnr+oana6nrS38un+S/wDxKbYW7KbYqwCtmRlACErtjB68V5V8UPEM3iW70O7E9xfXUOg28Go3EqnfJcgyFyxPJIBUZ9h6VEmnpIzLukBB67hj9KBpiqwKSyqvfOP09KnnTKSRhwm+PJikAA45/wAal82cMuY3J962m07YmTcnr07Vb/4RfVP7OGppbXptCoYXAt2MfXH3unXAqGyjn2Fw68IWznAJOBVWe2kEZ3RIpzk4Bz/KuyuPB/iBGVZNO1JGkmECKbVxvk5+Uep4PHXg1WuvB/iF4Qy6bqBQCQsfs7YxHw5/4CeD6ZqGV7pwl9GzqdrfKD0Kmsy6iZWDKx+XkYYgqfWu1uPCHiJYo5W0m+WO5cJAxt2AmYjIC+pIyePSqth4H1a/uisgayBikkSS7QxK/lqWKhmwCeD06dT0pczTuVZSVnqje+H/AIsi1dItOukdL6OHLOSNsuO498f1rqI3R0DowZWGQQcg14osdzpuopcwXcaz28mVKcjIPPOcEfpXonh3V7G0tbcwuq6VeSMIXc4NtKTkxN/s5zg/hX6JkGfOvS9nXesevl3sfk/FHC6w1X22FjpLp59Uv8vJnU0ZoXt0/wARXGfEzW9ZsLuOz065jt0kjD+aibpAckEc8AfhX0WYY+lgaDr1Nj5PK8trZjiVhqOknffyOzAJ5A/Gqeu6pZ6PZ/ar1yqk4VVGWc+gFeU6xqmu3YiluNXuFeJcK8R8ske+Ov41ueHb1Ne8NS2msTzXV3Z3XmJI4+Z1bsMY6c183LiyhUhUVKNpJXV9j66nwNXpTpSxElKLklJR3SM/WC2satPqMsaxiZhhPQAcfjRbWYB3OufQbjWpJZWsSIgt8kdgf/r02TT7SXcxG0dwGI/rX51Vryq1JTk7ts/WqFCnQpxpwXupWR0nj1BJ8O/A7MfvadeKeT2u3/xpL74meIz4ZFhJc3kt5J5URvTevlIYyCixxgBUbgAuOSOPWp/GljZ/8K98DRseBY3uwh24zePjv7Gsbwn4F1fxVqw07w7p19fXDNhjFnanuzHhR9TU82paStdmRHcN5myON2Z/lUDOWYnoB+NdzKE+G9gBdeUvjG+hJCGQf8SSFh1Yn/l5cHgf8swfU8aFxF4b+FCtDpV7Dr3jZUZX1Ff3lnopxyIc8STc/e6L25rrfCv7MHiXWPs2o+IPFSWw1AieVoomuZSXUtuZmwM+p55YU407vRakyqK2ux43oNpqurSPBotjfahLGN7paRPMVXPU7Qf1qzrel+ItI0/7bqWhatZwbgvmXFpJGmT2yyjmvQ/2SbiTwr+01PpAnma2lW805yw2+b5ZLKxHT/lmfzr2T9tS1hT4E6gkWZDeapb3TKzDAywHc8fdFONGLg5X2E6zjNRsYn/BPHVHuvC/iSycSDyL+KRd5/vR4OP++a81/btvYovj1Kjl8rpluAAQAM7j612//BOm3Nrb+KMnAM1vkZHZJPT61wP7bkD3nx0kuFdVzp0IBJ6bdwPH4VpJr2KIj/GZ9LfskyGX9njwxJz81tJ1/wCuz18P+NNRSDxtq8bNN+71C4B2yY6StnvX23+y9Imnfs4+HmkZT9msGkds8YMjt/jXxl8ZNAmt/i14miJjRf7WuHHD9GcsP0YUV7OnEVHScjnf7YiLHaLnJHRnFRS6qSTstnYf7U3BNSx6SgZd10q4/HH5tSyabEzAGZnz1whHH61zLlOn3hn9qsVVVtgxA7TgdPqacurIwVZbeVT6i4WkXSYgQWkYKcnJI/qKVtLjwfLucgDqxUDH5U7xD3hJNQh84FUkb0xcqf0pby4WWzlOZlBQgsXDY98CqsmmWYl+a7hyvcOpqS4toBpswSdW/dnIUrkjH0pq1xO5iTCGK3GdQk25xjB/maZ5lqy/8fjtx0AI/Oo9nlfLHv68LIpx+lV5YVkfc0kiSZ52FgP510GV9S3cCNgrrKRsGQQGOeKIhCGVi8vzcttVutVvLjAIdHbjBPnNUlqsA6joOD5hP9aAuWGmsxGCPtfynqF5py3FoxMrx3S565jHH61VH2SJvllVMjkEE7v1qWD7OOrIvGR8o4pvQR6HG8US4xGAVxkDk8dSapm5gWRgkYHHO1e3sazVi1O4jVjeXIwP+eant3xUcK6sJWiF1cnHT90AK5uTzNdTTjvbRGJKP83ADIalju4z/qxuAOcFayZLbUwm77Zc59PLBx+NR51ZV3SXNxhRz0BHv1p8ifUV2dp8P/EMWieIJ7q7097m1uLC4spktpfLlCTIVLKSCMgHv1rptK+JkNhCLO08PhbKxWM6NFJcNus5UWRRLIQP3m4zOzDjJ29hXkiyXyLvF5cLngEsMfzpzT3QQYv5cnjHnKM/rVJNLcWj3R6novjmHSbW1tNL0J44UnjmvRPqMk/nMiMAIgRiFSWYkAE9s4psfxF8QC81DUF8uLUdQntZDcx5wiwRtGI9hBBVg3IPv615bI16p2rfSyH3m3fyBq94VlNt4l0+fWDcXOmLcobyHLjfFn5+gHIGSPcUmpPqTp2PQrPxhqUWtPrdv4e0s6phRBdwxyRm3ABBwittfqT84P6Cs7WfEVzdaGNC0rSItJ09ZxPJFG0kzzygEBneQnoGOAMAZPFc14y0jXPD3iq+0T+0LtltZyI5EfCzRH5o3BJAIZCp/GneH/DHj3XIZrnRLHWtQht+JpIEZ1RvQkE8+3Wqs9ri07GjeRXlz4Khk3FZLG9kjYleiygMpPp8yOPyqC30a9WFLjWrtbGyI3IjoTPP/uR56e7YHuaztPvPFOkXU6xahPbSy/uLhZBkqcj7wYHaQe/UVq6xHc6HqE0Rmn1LVRjdf3js8cZxkGJGBEgwch3yPQVSiurFexsw3F5b2Qni26HpsgwLqXMl5eDuExg/gu1fUms/XfENzZ6ONO0e0+zx6hgEliZ5YyeXkfHf+6OAPU81yxW+ubifUtV1O6mEYzIZLjJmY/dQ57Hn6AGs1prmXVVll1CSS4mmXpIwUcjoB0A7Cqjyid2Xdd1CWHULiC4ZWuXmbyZ1YqYjuwVJHRTjj0PNem6ekUdjCsMflpsGF/xPc18/6tKJNRknmujKstw0kmJmyQWyR+Ve96Lf2WpaXDeadMstvIoCEfw4H3T6EV9twfGMZVb2vofnXiB7SVOhZPlu79i3RRx3or7q67n5hdMKKKKrcPUKKKKAOT8cTr4e1q08SJDM0MjfZ78R4xsx8pOfeuot5ori3SeGQSRyKGRgc5BGc1Hqlla6jp81jexCS3nUrIpPUf0PvXJ2x1vwjpsegaXotxrMcbsbafO0CNmJKv8A7QyeehGDXlSbwlacv+Xc9dE3aWz+89r3cfh4QT/ew01aV47rV6abeljsZI0kxvjV9pyNyg4PqM1wHxe1DTjcQ2sVpBcXH3pZlwXQDopPvmqvjK88V3U32XU5BpVlMhkFvbHfIyjjDMCDjPuKydR8MWGn3j2N3rkKzR8PGltI+04zjOAO/rXzOe51CpCWHpwab3b/AKufZ8L8N1KVSOLrVb22S2+/Z/IzIdVmtLhZ7TzbeRehjODjuMj1r1H4d+Jm8SR3jSQLAbYxqI9+48qctn3IryfXvDUFvb291a332mG53gMqlCrLjcCD9R+dbPwTMnh7WZJru9tUsdSb7PiWbEnmrggqvflsf8CryuH8fLDYuMJTtCW/3aHt8V5VHF4KdSML1IrR9d7tHsUjKkbSOyqijLMxwAPUmuK1fx/ZrqrW1rMsVjbxvNeagU37I0Us5jT+IgA4z3qX4rWk+rQw6ba6jDD5avNcWrThGlAQsOMfNgKTjPavLZ7C2NhfQ74982n3MSqCc5MLcV7eeZ9Wp1nhaGlt2fOcMcM4ath1jMSuZPaL2+fc2L79rvRLWdodH+D+n3VsvCT6tq87TyAfxMItqqT1wM49agb9sUfw/BfwmPrfXh/9qV8vsxwKTca+aeYYtv8Aiy+9/wCZ9osoy5K3sI/+Ao+n2/bGl/h+DXg4fW5vD/7VqOb9sK4kXDfBzwWV9GlvD/7Vr5kyaNxxioljMRNWlUbXm2XDLcFCSlGjFNeSPo9f2swuTH8FfAanuT9rP85qnX9sPUlUKnwh8BKo6Dybn/47XzTmk49K57nbyo+lj+2NrXb4T+Af/Aa4/wDjtSL+2br4/wCaU/D/AB6fY5//AI7XzLRRcXLE+m/+GzvEGMf8Kp+HuPQ2Mx/9qUf8NoeIR934T/DofTTpf/jlfMn4UUXHyo+nrf8AbY8W28yS23wx+HsMkbBo3XTJMqQcgj9561DcftneKp7h53+GHw7aSRizO2lSEsSckn95yc18z0UXDlR9LD9s/wAYj7vw2+HIHp/Yzf8Axyhv20fGR5Hw2+HGfX+xG/8AjlfNWfakouHKj6W/4bR8bdvh18OR/wBwRv8A45Whp/7eHxUsLEWNl4U8C29qDuEEelOIwfXb5mK+WaKQWPqiT9vX4syff8NeCDyWG7SnOCep/wBZ1qNv28fi5ucp4e8Dr5oIk/4k7fMPf5/YV8t0UDsfT/8Aw3X8W8QKPDvgYLarthX+xTiMYIAX5+Bg4pr/ALani/WJI7Xxf4F8IahpxDJItnZva3CIwKsYpA52ttZscEc18xfhVrRrJ9R1a1sIh+8u50hT6swUfzpWQH1j4ptYLXVpYbOcSW7qksDS4EnluiugYDo21hn3rLVriCzngWVfKnAEib/lbByOOxrqfF0dofEl432bciTmJORhQnyg4I44AFc/dRWm5l+zphjkgOPz4FcXNyt8ujOrl54JSV7HbfDTW7M6Fb2F7qSG8QsBHIcHbn5QCevFSePtAv8AUbqO905PMk2bJE3YOB0IrzyaO1L4Fq+FIO4yjAxTJdXvYECR3d3GOy/bGAH4Cvpf7ep18H9UxdO8dNU9dNtz5B8L1cNmDx+CqpSd9JK619LHW6hoFnpfhB7zWSVvpAVihEuFVj0HHU981y+h69qOjqUiMF1bNIGeCRMhjxnBxkGt6x+JNrJJbwa7pEcxEgUTRDdtJ4yVbv8ASrHxFjFp4kklh0vdJNCphZIWKgAcv8vGc0Yyjh3TjiMBLSNo2s767uX5Dy/EYtV5YTNI6y5pc11y6bKP573D+1tDvr3y5LoaYfL3ulyS20+i4Hp2pVmhkjlksZ7e4WBlRtjkMSRn7p56VjeHfDZ1PS7jVnijjiiLYkkQsxYdcL35PXpXSw6DdabGtpHo4bP/AC2iCPuJ6ls49+vSvOqYKvVpKp9Wd5a3V1+B6lPMcHRrul9bXu6Wdn+Oj/FnpGk634N0HT/C0njTw9Nrfl+GxLYWQlEcfmS3MzFpCSOwXAwfvHiu6+E+o+IPjS2reGrfd4D8NWdsjxRaHbBftO5iCrzMo3cDouPfNeXah8Q9ds7WwgtPCun2M2nWUdmNR/suKaZ0QYBEkm4KOSflArC1r4heL9UV49Q17V7hMZ2h1Ef/AHyOP0rypXpNxlHVbo9qNqsVODuns1seg/G34DT+GbG2Xwfqk2s3DzGOaO7uLaFUTYTvB3rjB4Oeua+lNN8e+DdL8P2NpfeLNGglgtIY33XseNwUBhwT0x+tfCket3DR/vbESso5d4lO6oJNb1FlCxaZIzd9qqOKmNVwb5YmkqTkveZ6n4T0SPRvj1b+Lp/GnhoaamtyXUudYiLfZ3dt3ygZ+63SvTv2lvEvhHx54AutH8O+NvDryf6MYxPqXkr8kjM2Wx6Y+tfMMetaoRhtPkQ5wQXUfgaSTVNSk/d/Z2C54XzFOKj2sopq243T5mnfY+hP2VTpXgbwxrUGseOfC5vNRvI5IUh1dHCxqmD8xx3Jrm/j5oH/AAl3iq01XRNT0vUmW1khmEGtWykYuJWQ/M4zlGWvHzcahyfLkxjgHYxNMa4vXUD7PdlieoZCPyo9rePK0NU2nzJn2R4Hju9O+BMfh22Ec91/YJtzHDdRyMsv2ZztypPO8heO5rwf43eAfEerfE+81GPTZrX+0rG1vB9oWVY2maFBJEWUYRg24fNgHHWvLY7rVowSJNSiK8YRgv8AIVqeGfFGu6XqcUl1d+LZLOPJkisNU8iSQ44G4g4GcZOOnSr9pzqzRKpuLumQeJtA8ReG7g2+uaTJp0qj7s8cmHHYqx4P4VlRi+lVTBZOy9vJtCy/melemXfx++IENn9g0ixOn2vdZgb6Uj3knLZ/ACuI8TeNvEXibUI59Vt3Z0BVWt7NITgnJyUAyfrWcopfCaRcupnRWuqmQBrW+Qeq2g4qb7Dq3msgiv244PlKoP5mq8moXvRIr1cHA3KWP06imG+vI28wxagx7KuMH9amzfRDZNJYasmd8F6u49V2n+TVVutL1ieCRI4LwKflyZFH49asx6pdyRE/Zr5eemwHNPGo3IVsxXrHsQmP0xTvJbJC3Ocl8Ka+flje5yO5mX+eaI/CfiGMLuumQ998itit5r6Zmw8F8WIzjawB+nFVnAnmJGl3j/7zGtPaTJ5Uit/wid+Yw9xrW1j2W2SopvDFvH/rfEi7h2MEZ/PJq21mrfK+ju2Oebg5FFtbwqoxocIdjwWQMR9SaOeXcOVdjNbwxpzHdJ4jhPpmJM/pUN7oNp5whtdaaaT+5HaA/mTxXSebfQIot7a3j/4D/h0pGv8AU9oQqkfv0x+tCqTBxGvGvytD5KLtGN0SensadGgK7pHtSfXyV/xrCW6+XARM7eeV9PpTv7QwuIwvuQV/wp+zYlK5vyCBfuTWYDDndGMUnmRJz51l0xgIv8qxDqM3mfIdu0YP3eR+VJHq1z5mXdDt6YxRyMbZuRSrIcERFQc/LBx+i1MsuZAEjOCf4YX/APrVgyaxe5B3Hp/ETgfkajXVLtyGe4PP1OKapyZPMjpbiaXd/wAe03TOSm39SaqSLeFuIMr3V5VGPpisea9fJD3ZI/2VxUP2pSmRPN06j/6wo9m0LmR6baJJ4y8L29uIom8RaJD5cMQuDv1CzXJCqB96SLnjqyHj7uKv/FDVp7XQ/CujafqC2mlw6HDdRrFcOiyzylmlkYgjLBhtyeQFryezvxbXKXFvcTJPCweOWIsrow6EEdDXrmi+LtI8e+CZl8UeEk8QeIvDURkgEVy9lLd2JJaXiLiSRGO88ZKsx7HOkY3Ik7Gb8TJ4NY8EeGvF1zexreXIn0y9n3N/pEluU2SN3LeXIqt6lc1g2uq6bfaeul61fq0cI22l4kLO9r/ssM5ePn7vUdR3Bq+KPFV1421jR9CsNGsdH023b7JpGmwORDCZG5Z5H5Z3Yjc59BXOXcj2c8ltPaMskLskisBlWUkMD9CDRysL9zs77R7uDTYl04W+pWqrvaewtzMryt97KjLLgYGGAPHvXKTO8eswmWWZds67sQFO/Q1StdSeOzFxDEY5H5V1Ow4+opt14w8SMoVdTvfl9b6TA/WqUCWzKuLCa6neOGK+llDEbYoCxOPYc10PgfUNR8INK11JFFaT4aSC6k/eEj+JEUlge3IArPl1bXb7TWdr64lkhfEyNdSNuVujY9jwfqKxpIr9mO60bLf7Lc+/SunD161CqqlOVmjjxeFoYui6NaN4voz1O7+KGgRqvk219OWHzbUC7T+JrHvPibFa6lLNpthcTQ3ADNHctt2OODsxngjqPUVxf9n3EVt5sjwBghkaDc3mBP72MY98ZziqjEbt5kReOODXs1eJMxnb39fQ8KjwjlVO94t36N6HtPhHxrpHiC/+wWwuIrgR79sqYDY64Psf5V0leE/C3X9L0bxp9q1SRvLaJoo5UXiNiRyRnpx+te7Ag8g19lkeYzxuG5qrTmn+B+c8TZTTy3GclGLUGvxCiiivb3PnAqO6ngtbdp7mVY4k5ZmPT/E+1Q61qFtpWl3Go3jbYLZN7kdfYD3yQK8y13UNW1udrq5t2WI48iFZPljXsMZ5PqTXi5xnFPL6a6yeyPosg4eq5rVcr2prd/oTeM7qPVrya5MtsAVxGHViVUdKm8b+G9Xk8aalMmmXLq8oZZEsZWVgVHIIGDWFNBeYLtZN8qncFXdgepqu2qzybX+3TOExkNM/OPUZyK/MqtWdabqzd3LU/aMPQpYelGjSjaMdEXte0+9s/C+nxXcQt2N1c7VnhZCVxHyA2PSsz+yry78LRz2sEs3lahLk26k4zHHjp06fpWh4st2MyXVqWewvE861MjszRgnDxEk9VbI/I96pWdrdOv2oKdiD5IlJXefzrO7i7m7tJNM67wSPE0mmNHr2l32ZGnuPtlxCwKqLd1AyRgDoB9a46y0+EXkfDbnBQZH95Cv9a6XX/sh1BbVLry2+yQtJDPISFLRhmGT7k1htE8esWYSO2KLcIWZEX5vmHr/Stp1p1Zpzd+hy08NSoRkqasm726fI+WplKSMh/hYimVc8RQm3169gIwYrmRCPoxFU6CwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuy/Z709dU+Nnhezdcx/wBqRSv/ALsZ3t+imuNr1T9ju0jm+MQvJgfL03S7u4OPeIxD9ZBQ9EB7zqFtJeXUk32WImRyz/M33icn+tZ2oaci5Vba3564Y8V0pis/LzG7x7fvbgW/rVS8FiUyXk3dP9W6/wBa81S1O7lscrcWP7n5IYW29BvNRLa74w0NrHG3RsLkn8a35EskZg985PoCciqrNbs2xJZnT02MarmHymBJp9wXLArj0xg/rVm2u/ENparp9nqlwkckgKxB8nf2CnOfw6VZvFt7ZiXhcKegYqP55rR+DMiXvja6Is4ylvbFhIzKxQlgAQAOvXmvRyuFStioUYz5eZ9P6+48rOa1HDYGpXqQUuVXs+56hZ+Z9ihEyqsnlr5gUcBsc4/HNSUDpRX7HCPLFJH8+1JOcnJ9X6l3S9a1rTInj0zVLi1WQ/Mi4ZD7lGBU/lVTxFq8Ulu15rXhfw5rIX/WvPY/ZZT/ALXmQFT+BFNqrqlil8sYkdl8ttw7r+K9D+NeRmmU4fF05vlXO+p7mTZ9isBVhH2j9knqt/wM1B8LdS/dyPrHhuZu8Trf22foQkgH4nA9arN8OtSvrea68La5p3ie2iUsw02Y/aI1/wBq3ZRJ+QP1qzfeF7GXb9ndrcgkscF8/gTxVePRtF0CzW+1KXX7m4Ul/M0iCGIW4B4Yu7FifoABX55jOHcfhE5ShzLuj9Zy/irLMdJU4T5ZvpJW/Hb8S7q0EPjfQ5tQhEaeLtDt/wDibWxgZG1G3QYFwE2581AAHHUqN2ODXBL5azbo7jaM5ykT/N9OK9c8L/EzwLdaha3Ova7r1xdWR3Weo6hpkJvbRh0KXED7pB2KyIwIyK4L4x3Xhaz8fDUfCd9Z39peRRXbw2hCQ2k5J3xBXAYLuGQOwYDtXhyp36n0cZ26HpuifDWCz8L2Vv4h8U6PoWpahpl7G1rcRvJNh9k6NJsBClFAJB5wa8t8deHj4c1KO3Gu6fqkU0Qnhu9Km86KRTwOMgqfYjIr1S18U/DLxhrS+Kry98VWd5e69HJcaelvbyRxz3MPklVkLcxfu+uMjgYxXnviDwr4Xm8Kap4j8B6tqd4PD8qJq+matBDDdQRs+xZkZCUdN3B5BGeRVShpoRCbvqczGy+TtaSXdx8zDgn/AL6pJZzHJgyy7e2AMf8AoVZTag/mZNpNtzkgTRn+VI2oPj/VKnoWlXp6cVly6m1zRku/kbLSZ916fjuohugVwH3ZHQnGf1rOj1GRl3mKPOMg+f8A/Wp66hIY8vDbjB4Kyk4/Sq5Bcxd3Fm2qrAdWxJ1P50rmcNkl/k9Zhj8s1nTX0kjc2468/M/9BR5u6QYtV59Xlyf0o5fML3NI/aQdyljjoPNGP50/zZx90MvGSRJnFZ7S5UZtPl6E7n/wqONmUnbattJ4+aQ/0p8vmK5qSSSLgmQL6kyZpYWlhbcbjdkH+IVnXElxGozaNnHACO1V5LqZ22tZtu6A+U/9KOUObyNxWMi7/Ny3swpZGZRgOvzf7S1kQrdFNws1UAZztYVMrXZXAgxjpwf8anl13GXQJnbLMzDvhwOfzpY4pTwXmJ7BJf8A69UV+2hW3MoU8fN/+ugR3SY2yDPfB/8Ar0WfcDmLOVZFbY6SsD8wEgwp9Oamhd7eDayqxJz/AKxTj8Ke3h22S8BCzQtjcSU6/UA1Yi8NxtGpF7BJzn94jhh+tdXNA5kpJlQ6s/3TFGOOAQAaoNrCC7aHcu7OCvRVHua6U+FoJlAm1oKe4ihHT8TTJPCdnHIHg1iVlBG7dbRv+maFOA2psw7i9W3tfMz5zEjEcaljz74pTqFzEm5tMlGcYXyyWrq7Pw5pkt9Bbz6hqEjSTpG7CYKcFgOFX612fjb4SXHh3RYLw+HvEJgW6uYpp5orgqVRl8t8BeFZT1zgkGhTXQXK+55L9r1MQ700+Rl9MH+o4qKHUbjcy3CJbDHzFiP5A12S2Ol7Sv2Au3ushH/jxpr2GnCRSdMthgcZgUN+ZNHtF2Bwl3OLg1qL7QyNcpt/vR5J/LpV3R/E8mm6tb6npmoXNrd2cokt54XAdGHQgAfhg8Y68V1P7kMyCKFVXp93J/AVY8O2drfa9YaRaSWtvPqF3HbhxGPlLuFBP0zR7Rdhcsu5IF8N/ES8F1pdyvhvxO7AyWcqtHp1/Ln78EoGLeQnH7tvkz0IHFQftEaJrfh/xf8AatZ06bSLzW7ZL9oLtvlLt8s2COGHmKxyOMMK3/GPjHx7oniK+0C68Z3gbTJ3tXC3LoGCHbkbexABH1rndU8Q6xqxSTVNb/tBohiM3UryFAeyls47GqU/IOV9ziNNmnuLcJJDd3AXhVghOwVLJYXkrbo9P1BBnkGLrXWR6vMqsGuogw4+R8foFqGbU2dQWvExnOFRuaPaPsHKczFpmr+cHhh1GE5x8oVMj/ezmtX+ytUMe57l4WU8M1w7fn0rRXUA8JDXTL9IiePzppvLYR7BNMw6kLABn8zRzSC0Sm1rqBt9skttI2wR+aIsSMg7Fs+w96yrzRXeQgS7R9a17q4tJGK7bnJGcBV4qlcRxg9Lrb6lB/8AE0czCy6HO6hol8jYjmiZc8ZOP6V798OJr6fwLpj6kG+1C3CyMzZ34JAb8QBXh9w9sZhF5M8gZwGBXqM+gWvoezSKK1jihUJHGgVUH8IAxj8MV9jwhFutVlzdErfjc/PeP5L2FGPL1ev6ElBzRRX3vQ/LytqkMdzptxBLGsivGw2uMg8dxXF3WlatbJJvfQ7V4Qm62m1GPzFLAEKQDhWwRx2q7468Y/2c81hp8O+eNSJppFbZDx2wOTVPwtpWia34u1a5lsWmW2eEI0gIDuUBJJ79Bx9K+FzuFLMsfTw9HWSvfsu5+k8NVK+T5ZWxmIVqb5Wl1f8AwCa30DxFZ6e+o3f9niS4IibyrwOqL95VIXkZwTk9cVn3mk37hll0bT58nmVZlXI/EZrp9Qureez1gXMF68MF1ap/o/ysQPO4UkYFZLy+GpFONO1sEKeTOhH/AKBXx2KpqlWlTi7pO1z9BwNWdbDQq1I2lJJtfIifwJqLaXJpl1pQhzLHdWxh1CH9y5A3Agt0dCMjHVVqK88FeILVUTNqS33Vku4Rk+md1dv4TtPD198YktPESzixurRBK3mGJoyLZWBD9Aflx+NegeKPBnw+0mxuL63cXMLGGRIptX+a3QyohCc5bKM0m7BwAB2NZXkdDseG+NND8S3eoxyR+HftMf2WFDLHcRbdyxhWxluxBrGtvCmotexm60KVVV1ZlEsIbGecHdwa+g7vwJ8NpbLUbhtWht4D5S25k1BN0G2QKxHTezqHbpgY6Vl+IfBnw80+HT55YoGkvvsxmji1tfItFaQAkZy024B8spwCjYxVJu+xD2Pzu+KVuLb4ka9CqlVTVLgAH08xiP51gV3H7SUFrbfHTxRFYAi0GpSG3DNuPlnBXnvwRzXD10GQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX0l/wTn8Hr4p8S+LZJJ5LdLbSYo/PRN20vOpwc9MhD+OB3r5tFfWP7Atld23wr17VLYyxm91iOFmQldwhi3DkejSZ+orOrLlptlwjzSSPfdc+G+iWPgvWbm2v767n0fVZrbzEiVJJ1VUG8qThYkYnkc/MO1ef3GnweT/r5lb2Ydfzrrvt+sqrgXFwFIbIMj/MWGGJ55zxmpPC+i654i1SHStKtftVzKcBASFVe7sSOAPU15bqNuyO5JJXZwM+nWoYk3NwDj5uRx+tM0/whd6zIw0bT9UvGHUWyu4/EqCBX2L8NvgX4c0aGO78RLHrN/8Ae2uv+jxn0C/xY9T+Vd7rMcNlp4srKCO3iAwI4UCLj0wK6qeHm9ZMwlXj9lH54eLPhl4pstPkvLvwzqEEESl3llgO0D1NcTp5n0jUoL+xldZYHDApC/zeqn2I9a+tv2yNVNn4VtdDSbbNqkhkmAGT5SdvoW2/lXz1ptqNNshr10C0UknkQqqhTGCDumwOcjBCn+9n0qlOVGonTeq1JnGNak4zWjPQNOuor2whvLdt0U6B1IHY1PXB6L4hvtJuv7HvZbOVg48i4wEWZG5GSMAZBBDep59a7zOea/WsozalmFHmi/eVrrzPwrPsjr5ViOWXwSb5X5f56hRRRXsI8IQ5rJ8YXMqaa1pbLIZZxtJUD5QfrxzWvkVyfiKeKfVpGWdNseFxtBwQOea+b4ox88JgH7P4pO3+Z9ZwZllLHZnH2ivGC5vmtjDg0OVM/u5t3qVTP8queF459D8U6frsEE002n3SXCRzRoyylWB2sCOQen40IULYa4jJzzhVH9aZmH5v9IiC9+Fr8k5p3P3OyaPU7fwN4c1ubWtd8M+NNO02xvpYNT+wak5hn0t45xIyFQp3oCzAMvqBWR8VLnRvD2l694L8IPqFxNq2oedrmrzWyqZFVy620Cn/AJZBjkseWIFcVoOoWthNdGZkkW6sprZ1RlB+ZflOfZgp/Cl1rWv7U1OXUJDGkkgQPsbhmChd2O2cZ+pq3VdttTL2avvoY39lM0WWuLpW9Rbrj+VO+wAR8312v/bsvP8A47V17hFjJM67fQcf1qn9vtckPLJ+nPt1qVzs00GLZoVJ+3Xpx/dt1/wqWK1iH3r+955H7sD+lRyXdszcy8dlLbaWS6tRFtM0XTp5mMVfvBcmWCAfK1zqDep2jH8qbJDApyFvpAe+cfyqFL61VgizKuO7N1/WnNd2ajL3Kg5z16UWYroGRZFAS31JT2yzCmxi4gyy2t3Jx8v71/1psmqWBXJvI2HuDk/SmNqNgduy4iPfBbGKfKxaFjbMyDz4oIg39+5Of50ySIW8e90tiCcj99z+tU5dRtif9ZEVz3oa/gYZa4ix2xmnysLl9SJYlMcFtnuCRT1t5QrDFgqk5G5t2PyFZf2y0LbvtgLehY8fTmhr23x8l1F9dxNHKxXRqCMBsGbTye/7smoLmFW+dru2U+iQkZ/Ss432chZkb3D1HLqGwD5ty9CA3OaOS4NoIJ7rOIvtCnAwrwk4+lTNeX4XDvcSYGOYK2WF0v8AFbjgfxrzx9KRTdt1it9u7jDj/GlzvsLlMGW8vPM3JFc7vUQjA/GnyXd62G8u4XntGv8AStmZ5Sdnk24HYCUD+tQlZQvEaH1Czdf1p867Ba3U7L9m+9YeNNTP2+O31xtFuV8PyXjJHEl8QoQhn+VX2l9pbjNek+IvD/xngbUL7TPEElpePqkd1Asvia3XzI5YPmj2s5BG8ABTwe1eYfDnwlY+L9G1zTLdJD4kjt0uNGt/PG282E+dCATy+wgrz2NdBpPgvxT4j02XTbTR7o3VzolmzfaYzFHHLbztG3mO4wmEOeT0U1tCStsYz3PMPFGn61oGvXGl+INJubLUonLTxXRIbLHOR2IOeCOKzGnuBIWjtk9sAtXqfxr1WxbWvD2m6fqFpro8K6XHYXN9Md8N9KGZmHXc0ak7VORwKwP+EoRcEeEfCzZHO23m/wDjvFLmVytbHJXllrkdta3T6XcpDqA3WkgtPlnAfYSp7/NgfXitT4VpfW3jtbi6ikj/ALKgubyWNwF2NFC7AMO3zbfxrrNL+K/jLTpd1nLYQW0cySR2sdrmKIJGEVEVs4QYDAf3wG610nxKs9B0Lwxq2oQXnleINcWWSGJskXNnc3AdJB6FY42B9d49KqMl0FK63PMPial3ea1YamwzJqej2dxKWkHMnlCNz7/NG1c9Jp1+f4GOBn5XWvY/DfjPwnpvw/0u31Hw9BrGsLGba4kmjGLWAStwgPVmjlkx6MFPas7w/qPwzsNPuLLUNI1bW/tFwskc7rHbS2yKMbAyuxYEMxPuq+9DqO4mtDyv7DeIpdYm3DqWYU0W96U4x74c/wD1q918O6LpVj8VrfxJZaVIvh21tbS5t4rpC6+dKsSqjt0Lbpd+Pb0qn4m+DPiDToYlju7W81DUdW+x2lpA4I2lXJ3N0BVkZT2BU0+aVgsjxlba8bBit3fsdzkf1ot7XUtzKLcH1G5uB65zXaeBdIgv/GlnYahO7QeY5uow21nWNWdo/YnYVrotN8YabfaHqNzrcNncahaPHJ4cs1tVEURfcjRkKPmjQbWCnOWUdecz7SQ7I8rltNUeNSLdl54IPBH/AH1VG6tdVCs3ktx0+bk/rXp/xSule8s7e9urP+2LO12ao8CrGplLEiMqgALopCkgdRjtWHqHgvUf7H8P39pdi9k8ReaLaCEEurK5UL15JA3fSmpyYWRxPgmwun8YWs91H+5tQ93MGY4xEpfn8VFeq/CS6luvAdm9w3+kb5jLznnzGOc/8CFchb6Tf6RpOtXeo291a/6CLeA3EDR7jLIqnG7r8obp60zwD42fQLFdDeK3lt7i+WR55ScwggKSMfQnmvYyXH/VcZGUtnoz5/iTLPr+XTpr4lqvkesUy4kWGF5X+6ikmsu+8U+HLNFMus2vzD5RG+8n/vnNY+ueL9PYmH7HHeWxXkTl0yfX5GB/Cv0HMc6wuEouXOnLorn5RlHD2Nx+IhT9m1Dq2raHCfEa6utW1ee4gEcUUgA2GXrgY5xW78KfEepw6bd2t/bCZtwaKeMoqg7QMPgDJ4HPtTF1TTbq42J4d0mNM8s0U0hA9g0pFaN1c2F0F8qG2s44F2JHZRrCpxzlgOrc9TX5jSzTEUq7xEH77vf5n7LWynC18LHCzjeCtb5BqN5rV3pr2BTS445pFkkkgTY0hXO0sRnONxrN+w3Bj8uTYeOqsTir6NZKwVZpm55/eKabMLEsC0TEk8ZlPP6VwyqSbbb3PSjBRVlsa14+i6hc/a76xvRM0caOYdQUIdiKmQGj4yFHemR2XhrcCZtWiKjAP2lH2gfl0rNaSyVgY7VMDrvc4/8AQaWW4tlVsWvzbcjaf5cVPNJj5Tft7fwxpuoRyHVdWWWFlkEcsETqejAMpbBBGOO4NM8TXuia1qb6hda7qglKqiLBZQpHEijCoiK+FQDt2qHxbeyJrjGOGdlaCAnrj/VJ0rN82WT50syMfe3ZpqTWgnE+av2nreCD4xah9mkkkhkigkSSRQrODEvJArz6vTf2ro2X4mQzNGEM2mxEgdOCy/8AsteZV3x2OQKKKKYBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAq9a+t/2crZ7H4B6DEImEl5LdXhKyldwaUxr068RGvklO5x0r7k8C6JqmnfCXwntjEdpBpdvCJF6mZk8x169i5PTvWGI+A0o/GiaG3uL3UYbWztbma5mdY4447rJdicBcfWvtT4B/Dmx8AeDY7Yr5mq3YEmoXBbcS+PuKf7q9PfrXiP7JHhl7z4u3E+oLF/xIYDL5Y5ImY7Fz24+Y/WvqqMYX8aywsFy81jSvLWyFqjqtuH+bqav5rA+J2vQeGPAWr6/O6qLCzeVSf7+MKPxYgV13sc58T/tJTN47+O+pwxy3H2HSUNsZY03LFDCCZHH1YsPriuC1q2spvEy5imh0rW7GKKGNuRbKOEGf9iRTn2JPeu8WyTQvD0eoX9xIt1qN3HNqhfj/RJlcIv1J3uffZnpXH+ILSOLQrzTJrkPcaFdtg7jzC5wSBnpuCn/AIHXFz6nYlZHF32nHVNO/s0W0x1LS2MUceOZIt+Cue5Rjn6MfSvbrNXSzhSTG9YlV8dMgDNeUsZLrxpo2s2TNvvZkLlCf9apCyD2BGG/4HXrRI/WvveDaaVOrU63SPy/xCqt1aFPok3+X+QUjfdJ9OajvLiC1tzNcSiONcZdugzWJ4k1Pzx9js7lFDD97IpyOe1fTZjmNDA0JVKktunU+MynKcTmeIjRpR06vol1OWfxL4l1O6ab95YWiOVSCELuftlmNZUmm2iyljDM/ckkGuw0fQdS1W8+y6Va3V/NHGXMVpEZGCjuQDnFXtI8I63frbmCOJUvre5mtvMcL5/2cEyouD98bTwea/IMVmGIxc+aq29bpdD99wOX4TAwdOhBLvbd/M4X+z7ZcFbENkdSw4/SlNpAp+S2X3+b/wCtXrcHw7s7XV7qDV9e+0W+j6ebzWU0+Bmmth8mIhuG1mYyLhs44Y9q6jwR4F8MQ+HdR+0eENR8TalJqJt4IpLr7G1jbPGrQzygH5AwbJbkDGOK5ve6nVzJHzyttGX2iGPg8gtz/Kr2qaReab5a6jo91ZNKoeJbmN4/MX+8oKjIr3LR9b8O6f8ADe0sp5dKsNU0G5U2gtkaaS5uopgVmmVov3iMNxJD444HasH45a7pXiFNNSC6t9S1G1eU3OoWcE0EBR8bYkSRmZsEEljjlsYpOyTdxxk27WPH2G04S23Z69T/AEqPyfmDLbY3HuTxXQC3YSbfLkJ7Y3f4VDNaSNJuMLgDtk81KnctrUxJYd64Nvjng/NUAtg/At/rnNbktsWVVWLDZ65PH4AVE1qwPBB2nH3T/PFWpWFYyJbcRNzEPmHPXijZjjYD6Asa0zbLuLDd6E4PH6UzyWKnc+Rnj5h/9aqUmxNGXKELKrrg56bhRIijpF8uOzD/AArTjtNzHe4PfB//AF0klqzLhULKT8wC80uYlozHji6ZfpkgY/qaTy4sfKrE56FRVp7aMt8o247McfzxSItushSSNhzn7pxVcwrEDRwjBdWAPTMWfzxTZIbN1VTJCCTldyYq2VtjIPLcr2+8P06UtxCN3E7dO+f8TT5mIzZra1GTvtsA9S5yP1qJbONlB2Iwbptlx+lW54CGZCVY+jSH/CqN1ZhpF/cxjjn58Z/lVxEzpJ0eRVV57gMAONyn+lMeBSyqZZPcGQf4VcdWddptQvAzgkY4+tRNGyMuUDY+pxXNqakf2WKPlmk/7+mnyRjapxwPWbp9aeySbd3kxnHHzCnbcctBbkHsYwf50tQG2+6GdJoJ5I5IyGieKcgxkdwc5B+leiN4/wBZ1fwLFp3iPxVqd5HLb31nNFJePJuJVHhd1z8w3ZXPoK4AXEiKVjEIA5wIEwP0qJ57ndlvukdQFAFUnIhxRH5dvHxlcH+Hd0/CiPySmxTvz1H3qZ9skOQZ9v8AwMUG7PzETHaMciQf0NFmGg+JQmXWH5QMY8onmresX91qv2MagZJ/slqlrb7o+UiTO1fwyaqfa/kwJG687pf/AK9L9vxGB8oz3aXOKeo9BqRxbsrHL0/u07y4V3O1rKxxjABpVulVR8qFu+ehqRLsH5mihUL6jP8AhRqB3nxN8WM/hPw54e0Z7kWa6TaXt/DGTtN2q7RnHIKKg/OqPw98bXGlrrkupvqMzT6ZMNN3bmaO8aTcGHpnfISfVjXHyXqcbRHjHTHWpIZbdgrMseAeMDmqUm3exnKMTorHx94jg1KO/htNOF8svm+YdFtw7MTySwjzz3Oec+9bGjWWn2klz8RNI05Es9LieX7JKmTY6gSqxRkEfNHufeh9EIPINcMlxbpIyhh7ZzU7ajG1vLAs0iQybTLEpO12XpuXvjJx9aSb7DsjUuviR4sId57y4OcksbVG57n7lbXhHXNQ1fwX4o1e/mmlv9DtRd2sjqN6q6G3+TAGMFl6etcWbm3i2lh5bFQcNCBwRx2pF1E2ltcLDM0SXMfkz+WoxIm4Ntb1GQD+AqoydxOJQ8TeLPEuuWMtlrGo3V9C8qzFZxu+cZwRnp949K5lLR53YLB+Hk1vzGGQtjbt9Ai1ZtWtYmVpIkUjphePxp3b0Fy+ZR0XRorTF1PA4k/5ZqIuB7nius8aaFFb6RoMsVjIks1rIblyMb3DBiT7gSAf8BpuhTx3F/vnVFs7ePz7lsHiNcZH/AiQo9zW18T9Ukt5tH0y4iCXUGnC4uVH/LOS4czFT6YRoxj2p+9vYNtDlba3RItgtmVcdWUc11mv65qdlqENvaSSQwPZW8kcccShV3RIT2+tcv8A2oqoQy5yO4H6cVsXmt+H7+O3e8W/huYreOGRYBGYzsQKCM8jgCoSk9yrl+xvNS1vR9TspxNdyLBHJbrIqDD+ci8HgDhvXvVFvDev/JjRJGx2E8ZyfwY1HJrmgW1hewWkWoSS3lsIQZ9mxfnVs4UZP3axo9Rto8lVjznrt6fnRytCOn/suOx0M3Ws6TqC3DXfkJHDeJHsXZu3HKtnnjqKrRnR+CbHUl/7eUb/ANp1X0rxDp0GjtY39lPLm6FwjwzKhzs2kEFT+lO/4SHw8Wx/Z2prg5+S7j4/NKeoI1JrnRL24aa7bWC5VVOyOFsBQABzjsBRIPDYiwH10BuuY7fH6PWemveHwCiLriNz0uIDz/3xk1FNrWilGJvNcjx2MUJ/wqeWRV0eE/ttaYum+PtOjWRpEW0aNXYAMQrkjIBIB+f1rxfivsHXPhP4g/aK8YzJ4a22zae7yPeX/MFvC5GFcgZLHbkBQe9aqf8ABPLxY3MvxG0BW77dOmI/nXp04uUUzz5VIxk0z4o4or60+Mn7E+t/Df4Y6x44vfG2k6pb6NCssllBYSRvMC6pgMTx94H8K+eP7Ltj/wAwx/8Avh6v2bJ9tE5Kiut/siDqNNlP/bN/8KVdITdxpEp/7ZPR7Nh7VHI0V2K6ISeNGmOO3kSU9dDfn/iSzDHX/Rnp+yYvbROLorthoNx1Ghzkev2V/wDCpF8O3rDK6BOf+3V/8KPZMPbROFpQM13a+GdTbhfDlwf+3N/8Kmj8Jauy8eG7vr/z5t19OlHsmHtonn200bTXo3/CH6vwD4bugT2NqQfyqVPBGvgE/wDCL33y9f8ARG4+vFP2MifrEe55rto2n0r07/hBvEW1j/wi98oUZbNo3A9TxTv+EG8SAnPhm+G0bjm0bgep46UexkL6xDueX7G9D+VG0+h/Kvpb9mP4DR/E74qJ4R8UPqvh+2fT5rxbm3gCysYyoAHmDG07utfR0f8AwT6+HY+94/8AFhx/0ztx/wCy1Ps7blKsmfnHpNpJealb2aKxa4mSJeO7MB/Wv0Qv9YvIlh0trezms9NlhRY1XaHEACqD/wB8g56n8qdqn7Deh+E1/wCEm8IeJ9T1bUNM/wBIisNWij8uQp83BTHzDGQDxnFcF/bupFiz3ZLNktuwpz+dcWM5lZI7MK1Jtn0n+xRcy3Hi7xJLOkYkubeOZigAyTI2ePxr6LWvjz9jPxS9r8aobG5l/d6vZy24LMP9YMOv/oJH419hRnK1WG/hirfGC9a86/aejM/gG2tWVpIbjUoUkiVgPNIDMiktxguq5zXo5rzv9qWOcfBXVL63GZdMkgvVHqI5lLD/AL53VrPWLIj8SPna+utL1iK8i3W907WhW62u1sIgZDKcTbmhJDZwTjrgZrhPEkmlw6pBeXz6lYxNbfZbk3lv5kd0mNpZZYiwzt29O6g9ak8fXf2e/uLPU/EG2zjmL2+m6XbABEYbkLZwikqRk/M1creazrP2CVfDli1jZyAiS5upN4Ye7yYj6/3VzXBGPc65bMufDmIDxBcpDd2d7awgsskcgLK33Q23quVznI7Cu343KO7HAHrXC/Ckx3Oo3k7ahZzXVvgSJYxtGj5B+YgnDY5GQAAfWu11KCxfRbq41LWhptrAFMohjZ7qYFgNsK8Lk55LMMDJr9IySqsHkrrW2u+5+RcSYd4/iNYa+9l206/M5hfFMt5JcwfYoktVLxiTfv8AOAONwGAAKc1rqltpMOqTaVdwWLSeXHcSwskbNjICknk4B6Us3jjT9IOPC/hq0syowt/qRW5uvqoI8uP/AICuR61sXF34q8XfC+1ZYNU1y7vNelZygabascCAEk8Ko8z2r4LH43E4+op1ne23kfqGWZXhMtpezw8LX38y18JPGUvh/WbppdVh0+2vrYo872TXapIh3Rs0YbOA3pz7GtzVPivodrr0ktloa3kEMq3WnzNE9r5d20PlTTeUqkCOQ/MYs4yAc1wJ8P29j8/iTX9F0kocmAXP2y547eXBuAPsWFJJrHw+ssG20zV/EE3Z7qQWdvn/AHIyzkfVhXGlJJI9B8smasfxJ8XEW0aa7NFPbhcPawBZrnCbF85lTMuF+Ubs4Fc/qmtx6lqk2oXmpyT3ly264uJCQ0p6fM2Of/rCpJ/idrtpIsehtb6DHGQyxaZbrBkjn525d/xY1P4kj8I3MyeMrrWRbadqkf2gaJp7B74XGSJogp+WKMOCQ7fwsAAcVPs3LqHNylPSvteo6kun6TcS311LwlrbOZH/AAUHpVvxJputaFNFBrHmW8s0YlQNd7ldckcFXxkEEEZyCMVi6l4+vJ7BtO0VLbw5pbriS1s3bzph6zzcPKfUHC+iiptQks7j4K6XM1zHIdN124tkcZG1Zokk24x3ZWP4mn7JB7RimSbO77Xa7j1O4kr+clNkjgDCaaa0k46nywAfXlyaw/Dem6hreqR6dpFlNezSHcIoI9xwOrHj5R6k4Arpf7O8JeGkL61fR69qcfTS7CX/AEVG/wCm1wPv+6xf99Cn7Fhzom8O6NqWvSPLpsdtJFbD/SLxzCltb+8kpIVfx59BXa2WpeAPDGhvM+naZ4m1DOyOa7nzA0oGT5ceVLIO7sqg5wAeo8p8WeKtR1+zjtb64tobC3O62061txDa259VjHGfVjlj3NYCNA8il5Il56BEz+BpqCRMm2jptRnfUdSmvJxbrNMxci3iWNFJ7KEYAD2FViriMnzCgz33Y/XNYDFXkYedlf8AawaPOVflSbK+nrT5GVexuKzjdyh/2tg5/wDHaj/eeYSyx8D+KOsQSBW+S4kUL0xI3H5Glm1GccR6hKxx3Y/1o5SeY2mYYG1gxI5+ZhgfnimtOskmDGpwOpOTWR9tvDGT/akuAOAHOP5Ui3l5IdrX7j3HU/jTUQ5jVuHgLLmPHOOp4pB9kdss0i4PQcg++c1l+ZJu5vZXPuTR58x/5emIAqlAWm5cZkjkbZcyZHp/iaikmV8sJzIV9RtH51SluGf/AJb5/Cmx3EgyBcSKc9BkVXIF7nUTafKzgKxxxj5+enrupj6fIq8H5u/zA4/Wo2uLcRoRZleB0IBqOS6t1b/j3mU+zdf0rmNLk5sZmbiQ47jIH9arvY3CsQ34MWXFK95tUAB147tyR+IpTdxugU2jP6fNj+lUIZ5DJ96eLk9CBx+lIvl4YNcKcfTA/SntcJ5RzbKD2b3qFLjnMlruPb98cfligBJIC7gJcR57c8fypFtmLENdRqO+G5plxePnaluq8+pP9KYtzMW+WLcD0PNXYhll4JRHk3C+xDio2gLHJuP4eP3g61F9tnBxJZM3Ho3P5GkkvZzgrp65/wB05FHKwuOUfPxcyHHQbuKezNzmeQHHQnIP4VDDqN2cj7AOD2B6/nUkd9ds3z2a898kVTTQhY3jbI83v9xjipN8IbfiQe4bgfpTI5rtWJ8hffd/+ukD3kh+W2jbPcj+WDSAn1HZbrD5olZLmISRsgJDKf8Aa6ZByCOxFNsSjvtjimdj90Y3Hnvx1q5pJ1S6tzpj20UcKMbgzyp/x7qB87DnuMcdyB3qR9WvoQ0Wlx/YrfpuBHny+7sPw4GAP1p2Fcm1ixu7mZZl0jUljFvEjs1s4wVQKe3TIJ/Gs2aJRj91cbTxjacU+K61NJA0bsjDnzFcBs+xHStL7VPd2f8AaptrdtQsXUy70UrMrHCuVx95Wx9cj05LDKF9YRWCQ/bd8TTJuEe070HYtx8ue1dNHZaf/wAI+/hhpoYbxtuoSyXEgQRSDC+WWI4xGzEj1PqK57Qb+ex16DVrywiv/Km82SOZh+9Pvwec885r0DQdN+H3iPXrXU7S9Gk3CXK3FzYagUkhkAO5h8/3gcHgMT7dadiZPQr+E9G0ez0n+3dTW4/4R3T5hM7yRENrU6n5I0XGRECf1JPtxviDUDrmtXmq33myT387TP8AKfvE9B0wAMAewFXfH+u6z4h1qRrm6tprS2kaOzjiAWFI8nBRcZ5GOev4cViGO7G5VdCuOcN/KjUWomLQSbTHNuB53Oo4/Gnq9t5mRBJj3kU/1pjQXO7JaPHru6/hTmguWTO6NSB1DYoGL5kSsdsJb3MgH5cUbyTgW2OMD96cficVEltcliGmDZ/2sfqBXoPwB03RrjxBrEetajcQ+ZoV6kUcFsJyw8li7AsQFZQMjrn2oC5wscu3O61XOccsSR+VOZ8PvFvCSDySG/wra1nwLr0emf29plhqT6HcSqllc3EI82RWO2MlFJPLZAIBBPAJqvceAfGsEl9FceHdRWTTIFubtXtGDwRkEhmGO4BP0B9KOVjuiil4QnyW0LDGfukHP0xVe8vGPP2OMcdBkV23xq8M3T/ETVtRgspreC8SC6tUhsH8q4MkcRcIyjaAGfP146muF1HQtTgult30++Wd4zMsbWb72Tu4XGSvvQoicj6o/wCCePlP8LdcnWARyPrOHI5JAiXHPtk/nXr/AMQvGnhTwJosereL9cs9HsZJhAk905VWcgkKOCScA/lXjv8AwToKf8Kq11VbcBrXUjH/ACyWmf8ABSS48IW3wQ05/GGkapqVqdbiEEem3y2siyeW/JdlYYxnjFepT0gjyKus2dR4i+K3wP8AiB4L1zRrjxxpd5pcFmLjVfIuGVoYFkT587cgbyg49a8/8Ov+y94j8QRaNpHixLzUNQQxRQx6g6mUAFio+QDpu96+c/hHrHwcj8D/ABGvLbwP4qCxeGljuY5/EEbmWF7uFSEYQjYwbYdxB4BGOai/Zt1v4PD4twX2n+AvFEV7pWn32owtceI0mjdoLWWQqyiFc7gCOoxnPOK0Whl7NN6n0HD4h/ZMkvkgj8YeZJLi3GL+bBBOAudmOverHiPWv2WPDfiG60fVPEclvf6WzWk8P2y4fyivBTIXB6da+WfhLdfBTxJ8UvDuhL8O/E1sdU1W3hEx8Uq4hLyAA7fIGQCRxkVH4+8dfCTxH8StW1XUvhdrH2jUtTke4aHxQyIWMmGZVMRx64Jp80g9jDsfVniDWv2V/DsmmxaprjxmfT47yyBubiUG2lGVcYU4yB35q1N4z/Zj0jwro2vN4hmi026knh0yVJLlvnjwJAFC5GNw5b14r5k/aK8WfC3T/iheeGrj4YX10vhKJNDtJ18RyRmaC3GEZ1EZ+bk/XipvjT4p+GOgaX4a8FR/Cye80+00uHWLZ5vEUyypJfRJNIhZV+ZVIAGfSjmfcXsY9j6Y0/x9+zK3hG48RWmv3R0zRLuKKSQG63QTThymF25O7bJ7cH2pvhr4i/sy61HfHS9ZupV0a2l1a53C7Xy0U/PIMjlsv0HPNfNPibxf8NfC/wAF9BsrL4ULNaeOof7Uv4rjxBPmGW1uZoIwjAA7cbic/wB6l0Hxj8OvDHwZPjLS/hFaG68RX154cvLafXrp4/swhilLKeoclgM9scUrsPYxXQ+kvB/xN/Zi8U+JrHw7pF/dz32p3oNvHJHdorTnkMWPAbg81QPxr/ZTa6e2a5v5DPcguTbXhVpQQA559QOfavnv4W+M/h7o3g7Vvibpfwg0+HWfCOp6elgj65dyRFpzKCzqzdV8vgdOao/DXXvhn4htfFep3Pwa0mObw/okmr26x65fFZZUmiUIwL/d/eE8emKLsfs49j6d8dfFT9ljw54s1TQdctLuXULOfyr3Za3EgMigfx7vmxxzR4w+J37Kvh/7D/aWkXMn9tadDqMXl2lxIJIXzsL/AD9flPB6Yr5z8BeNvA3xV+M1w3in4PaD9o1WC8vLu4ttVvY2eWK1klBCiTaATGAcdj61T8H/ABM8K/ET4k+DvD/iH4OeGGtZJbLRIzDfXiPBamTaqriXBI3tgtz60Xfcfs49j6Y1b4rfsrWXg3T/ABPPoF3JY67PPbQhbGZpHNvtDhwX6DzFxz3otPi7+yzeeB9U8WR+Gr1rPTbi3srpWsJPNcy7vLAHmfMvyN1NfLfiv4r+H4ivg0/B/wAIPo+g6pdixhea7LoWk2uxfzcksI1zn0ra+MnxF8P+BvGfi34b6F8KPCA0GLU4zJFci5kkmeJMxszeZnI3v09TS97uP2cex9N/C/4+/s5Pf6tq/hfQNSsLrQtGmvric6dtf7KjIHRDvPOWXjgVv/Dv9rf4TeNfHOmeFNHi8RLf6tMIbZrmxVY95BI3EOSBwe1fJPxF+JOi/DzWLaw8L/CvwXbw+I/CFjLqIngnmMq3UKyyxgmThNwGB14HNTfsn/EbT9R/aK8I6fH8MfBOntc6ksa3VrZSrNASp+dGaRgGGPTvUuzZSjZaI/STO6Pdx8yn+VfnPNJbDVrvMkYK3cvBzkAOa/RiMfuB/uf0r83dQsbkaxessmWN3L0GBjefWuLFJaHbg92b/h/WBo+tWer2N4kd1ZTpcQMueHU5Gfyx+Nff/wAL/F+m+N/A9j4k0qRXiu0/eIpyYpBw6H0IOf51+cEenXBkCGR1bthO1ekfs/8AxL174WeIHmiMl5o12w+3WLKQHx/y0Q/wuPXoRwfbCnJQOupByWh981ifEfS11rwDrWkMm77bp80QHqShx+uKx/hr8UPBfjqzSfQtaj85h89ndDybhD6FGwT9RkV2JBJxXTdNaM5tU9UfnhrEsraTpE9lpNvPqM9p9nluChuJBJExjwqEFQduw5wTzXLeItMsWb7R4u1ya4uUPGn28glm+jOfki+gyfaur+KGmy6TqXi7ww+qXmmwaP4klby7aB5GmhnztUBSAfuKeTjkCuC/sizs4VuZNFmtrfOUuNXBaSX/AK520e3d+J2+prm5Vfc6W9NDovhDf2zalfQ2WgQ2FosYZJoVL9OommbqTkY6D0FaXxDvLq7tbaxSOSO0Q+cS6gNM5BAJz0CjgD3JPXjz+8vtY8RalaaDau2n6dJOqqpiABbPDMiAKPZQMc9+tdRqWl+L1tdKg/tqS9tbuRYoA1kYHMy7fl2kZdQWGGHBO70r2Y5ip5d9TnJq21uvqfPSyiUM3/tClFPmVnfp5oo/YXeNiPJyegYD/wCuKsQNqiaS2mpeyrZSPve1iuSsTN0yyDgmqPibRmh1+7tNNgmlt7eTy0dskttABIPoSCR7EVnyWd/BGN0FwnptJGfxrw7LufSJvsaC6VMSRDDGMdAWXmmvp1/5gGyFf9kPk/pVWOy1KWPGy7k4zhGJpRpGqyAy/wBn3454ODS+ZfyLn9m3hbbIUX1JIJFQTabcHjFuVzySR/hUDWV4ylSJt+Kcui6i4BEMp/Af40vmD16D2srohhsi6889q6TwXd6LH4P1HQfFMOoGGW/gvrZdO8vc7IjoyMz8ICHHIBPHSuZj0XUXbH2WXPTjrmkbRtWDEfZLjPptz+uad0upPL5G/wCIvEWq3OmvoejWtnoeisfms7WZi9wf71xKfmlPsfl9AK51LG4KbSAVHQRmojpt4WxJHsYcYdgv8zT10HVG5WAAdiJVGf1p83mK1ug2PTrhZOVbg8dKims5xIVWPb6HjirieGtdClxbB1YYysgJH5Gq58Pat52GgUEfwmUCjmj3HZ9istpchmIf69OKjNtckZLDPqcVoR+HtULY+yjnvvyP0pR4fviePs/H3v3uMfnRzR7hZmUIrpe6Y9c0NDckf60dOxrXbw5qB/gib6OCP0p6+G78KVxH26Sj/Cjmj3DlZgiO5+5liPZsU6OKcLxuPrlu9bp0C8HUDp/DJ0/Sk/sW4VBu8vg95P8A61HPHuLlZhssn8QP4E0qxTHlEJLd85zW/JoshG5mTgepI/QU2HRpX4juLcE9P3h4/DFP2ke4+VnPvb3QbHlgeoOKFtpTj5olyf4mxXRDw7eRn95cKccjbk07+wDJtxdR5HOMml7Vdw5WalxY6mhw9zp+do3fIeeKZ9iusK5vIduP+WcO4fnU0jGaNUF2rSFRkIpX9VWllt22/PLNJjssT/zLCuZNrc0sVI7O/nm5miVDwruqgfhnmnTaXPu2NqkII6hV/nxVmSIbQf8AS85xt8tFx75JzTGS3HykM3+/N/hT5uwWKMllKo2i5dvbyOD+JposZjgS6jHEAehwSfyq/azQQeYsEVnHjjLyB8n8eajjmutxxqNsMnJEMAXj04p3YrGXcWb7s28k1wV5xHbtg/ieKbb6dqEq4aK4t0fhQSo/l0rVmuN+d19+CwMePzpizW8a7hLcfN6QYA/DFPnkLlRV/sOdFw18Vx1G7+tRt4euWUhbuQ55XaWz9a0I7yLzFX7RfMWPHlxgD+VWEfO4tHqEmM8NOR/UVPNPuHKjKt/Cl8o8yS+WNT03Mcj8KfL4aYZf+2sdtpWrqtAYwzWh+9x51zn88mhtodittZqWHd9/8hRzz7hyoy5dDKx5Gp7vZnIH6mnad4es/tAkv9S3x/8APOKcKw+h5q2kUrZDJF/wC3Zv1wKlW0nbb8jjHcWoH82q1UlbcXKia30PQBp+oRWeo3kczWgYhnMh2rIpboo7fyqLwjoPhy71r7JqV3qbNwYyqbIWb+65I7/L6fXNaGmWd5YL/aRneIKD5KSRR7rg9CvJ+7jIJOPapPsqTBp7Ga4UwKZZbWa4DYQYJKlR8wHoQDj160c77i5UTy+GPDiQid4biEybkkR5izMyrtbylHEYEmeWJ4GBWdonhdY7PUCb24dfsewgjqS647etdJ4hWC41KC3RlwrXJdxIu2MB97Ek9gDk1nS3OjpZiytpbp4pJQ085iXdLjoFAPAGTjPUnJxihymHKjKl0XRpI2jW1u4pugc3eVH/AAHb/Wo4/DlntZZZ7hvYFea1NQtLaLZJBqMDQTDMEjuYywBwQQRwR3H+NRw2128RMcilR/cuFfP05pczHoysnhrSjwWvNw/iLKP60txoGmjIFxcBcYI4J/nVqPz9u6S2YD1ZWU/nyKI5DuwxUem6Yf1FHM+4tCknh/SxIFWa9PrkKfy5qx/YunL8qyzj/gAz/Op5ZEBDGRRj+7cKcCnQyQM2799/vAAj9KOZlWRXXw/p4zuZsEckrW98O10Tw/4iN7dRTPE1ldW58ofMfNgeMfqwz6Cs3Nv5mTcSrxn5oafugUYN9GT7xYpc0k0DSsdz4f8AixYR2Wk2mo32tQPY2S2EkdsYntrby4WjiuYl4ZnB2PsJABUnvxF4w+IfgvVdLt9OtD4htP7NtYhZTQTLHJcTxW72wExyfkZWDZGSCWXvmvL7zT4zMzmORtzEnYFIbnqeagkggWNjIJV57x4rb2rMvZo9f1D4xade+CrnSrmG/WZrWytbQIwZLZYEgDMpzxueItgeo9K6rwH8UdA8VfE5fPTW0mk1GSeO9jUc2omlnMDtnMUOwRlsE58srjDV86SRW7xBfNk2nk5Qtk/hTbPXvEGlWF/p+mavNa2epII72KCVo/PQZwrqeo5P501NsTprofTn/BP64W68D+KrlCpWbXzJlenzRg1D/wAFIIPCM/wKsl8Y6jq1jZprcJhk0u2SeQybH4ZXZRtIzznio/8AgnfIP+EB8SKCDjV4+nb9yKk/4KOaboGrfAa3g8ReJk8P20et28iXL2T3Id9kg2bE55BJz04r16fwI8itpUZ8c+Etb+CGgeHfE+lf2p46vP8AhJNNSxaX+zbaP7OFnjmDAeYdxzGBg9ia19Lt/gx8KfEmmazLqfjfVv7c8MyyxRLZW0IiivIZIfmJc/MoLHHTIFcNJ4R+F+Tn4yKRj+Hwzcn/ANmrtvHfhf4ceMfB+h65o/xLu5IfD9nZeG5Yv+Ebmaa4um814/LQPkhgGHPTHvVak+7dLUm+G3h/4VeHNc8A+NNCHxA1+91DVJJbDSYrW2WR5LWRch2DH5SSDkdBnOKl+K3wu+G/gW1vPEPiu38eWc39sRxDT0lsZC4lVpg4lXKkDaVI6givefg34AsPg58L7bUPEepRtNpQuJo7yS3EbRJKwZkAJJH3VyPWvJ7yRP2nYdU03S9R1Oxht9VjuUujpha2ijjR02GUsN0j793TjAyKyjWi2/I3dDlje5zcGnfCj42+PPFPiLStO8dw6rcTx3f9nrc2e2VppBHhHI+VVzuOc8Zr0740fA3wDJYxeJfETeJrdNF8NRwywWd7bswSzt9qDLR8s4UDIwM9q6rQvA/gv4N+CzHF5UVogzPNLzPdS9ASerMT0H5Vz62fi3xvCL3XkvND8OXNvNCumzJ/pF3G6lBJM2dyDBJC9R7Vj9aV2rHR9TXLvr0PI/Cep/BL4na14F+HDaD4609bBZdOtr3+07VmKyyvOTIvlddzMOMcetZ9n4r+CmoeGNM+HB8I+Nls18QNdpdnWbbzvMlCQMCBFtK7VU4xn3r6C8XeKvhb8M/DmnHXtB0+2XTbpJ7WCyiR7qSXvJH0O7BJJY896+fPFnhT4L+BfHOnm+8YeMr1vJstYRbfRYFBimVZ0QsZPvbSATjg10QqKaujmq0XTlZlvxd4g+DfgT/hMvhjH4O8X6haPq8cdzeSa5Ckhe0eQKyARYAYu2Qc9queJNW+D/wp8S674asfBPijVI9c8PwW1zNc67GhWK4jhuDsCxcMDtGTkHB4qr8b9G+Cl5rVv47uvEfjdI/Hn2nWIbSHTLYtaqbiSNkdmkHO5Gxjtirfxeg+CfijQ9P+J0urePLe31OcaLHZR2Vozo9nawKZCzPjDKyHA6HNVdmSSFh134Q/C3UPCvivR/AHiLULnXPD8l55V54gURwLN51syfLEC3yhjn1I9Kr6VqXwe8F+F/BvxO0v4da5NfyaxceTa3HiM+VE9o0bKxIiywYuMjjoam8RxfBLxd8IrLxEb3x/a23geG08PmFbezaS7Mz3EqycnC4w4I+mO9SaGPgj4v8Ag7c6IknxAt4PANvc620pSzMl4J5YImjAHCkEoQfTOaLsNLalOe8+DeqfDnV/iNL8MNW+1p4jjtWsx4ok8pjMkkxfd5eRgpjHv7Vfn8SfCv4j23j34h638K7qHUtOht754rfxNMsVw8kyQEEbPkABB49KX4Un4J+KfC+ofDOCDx7BFcSS6899JLaFw1naSsYgoGMMu7n1x2qH4FX3wU1TVLj4dW2leOUTx7Ja6bJeT3trm0xOHVlCrg/MBnPai7An8O+Kfhb8UNfu21z4SvA3h/wlI1u1r4luF3x2UI8qNht9Bgt1qf8AZP8AFPw4uf2iPCNtpvwoj027m1FVgu/+EhuZ/s7lWw2xhtbHvXN+EvF3wU8Fa3q5s/C3je+N1Y3eky+fqlug8uTMbMoWPIbA4FdL+ybqPwek/aJ8IxaN4a8XQ351AC1mu9XhkiSTa2GZVjBYewNAPY/SGIYtx/uf0r84tdu4LXVLw3KzKGu5cMHB/jPav0fT/j2/4B/SvznvsHWL357dh9qk+8CCPnNcGLa0ud2CvqVllhEYnSdZN3Qfdf8AQ81ctZI2zGt9Mh4xmXPP41UktoftCskCe/ltkEfSnSWI270bb83TbnFcTaPR1LzzXULKwUTFTxIjFWH+fatjTfHfi6zt/LtfEniC0jXjYl9IF/Abq5eW3eNsrOytj1ZaVpH8xUN2Tx0ZgR+tJeozUu/Fmrm+nvW1i/8AtFyMTTvMzPL/ALzE5NYl/qgkk824lMjseXdslvxPNSS2ySLuIjJ7gR8foajjtPLbMMcUnqN20/rRYRNpBtHuBM10EP8AczwfpXQDV7gyrO1yzPEuyOTflkXGMLnpxkcdK57ClQr2kiqOg28fmKY0MBkyAAcfx1Mo3GrI2JEiWQSW08kXsZM4/PNSefcvHtbyLlR2YYrF8pGj/dSIreqtTrWO7UYS9I54ztaocfMrQ0t0ABH2X7M2Mfunz+PFSW91MjHybxj6LIKqRzXqAl1jbHGQQN1R3EqTwv8AaIpYzjqMH+VHL3DYu3VzNJuLwwzAd9g/maiXyyuZLTyRnA2NyfyqGzMQGftbhVXuCpzVtWiKbkuYNw6GTv789KXKh3IMQKwMd3NGxP8Az2Ix+dTxPqEZZo71nH910DZ/KmbiR87WsmOvSlaElgVjRh224zSSuFxt5e3MsflXtqJgegADKw9welUJns4sBVltjjjYSAPw5q/5UoJVY2C98YzTGt3aMtsY47bcU9ELUr2lwyLvgv8AcfQqD/LFC32pedlkgmXodhIP45p8unIyhhjjruU9aa2mxsSTNgfRhQuXuCQC/Yls208f+7/9akXU5+VCzbP7skWRULaeBIf3ox2+duaimsmVtyTc/wDXWnaPcHzFxdTUsN8UQb/ZJQ1L/aNvJ0dkbocOGrM+zS7csSfqAf1BpGhkXIdFAI6YP+BquWIrs1/taFSwlPp2z+lNa4fbjaj/AI4rBkjY4UR5Htgf0pjQTZ+RZkXHO2b/AOvT5UJyNlZYTJuZHVs87QG/lTZJYmY/OuGH8Yz/ADFYywXScrJPj1JBpVW6BwZG6/3c0+WIuY1o5dvEL856LKRj+dMmvXDOZFEmR/y0AbH0rMmS5PLnI946jVbnGdq9ePkp8qFzM3mW8ClVW5fgdEOenqTUarNJGyG2vMnqXCqP51DNcuDu3HDDggj0+tRwzlULAF/cnpU2KJjaSM2Vix0ADOP54p7WDsF2W0O7qd0uP6VUuJJG6tKeOORx+lJvUKpYOT3Yyf8A1qVgLosZFwQlvHk8kP0pfKl2cXEPB75P9apowZuHmfJ4Bkxj9KbIsasYzG7Ac/LK5/kKLPuBoSWe1t73S59FFLKkcaon2onfycBeKpwwxTRqEtY2453xSN/SlW0MaOBZRKRwMWxJ/lQBcUQt8v2p/lOM7sVHJNp43B2D88/PTYVuEUEW4Vu2Lb/61Ob+0jh1Epz0CwjI/M0WAfHNYqoEMce0jOQDUlvdFmxEsjbepWMkj8xVeP8AtXlMXIx1DIuT+tSTQ6g6CM/aCOpLSqoosBcWeYZCWly2e7cUix3T/vDCiH0efr+tVBaylcZiz33zmo1t2LctZhRyC0pzn8KOVCuXJBesGKLp8YAwpeUt+g6/nWl4NOpx+Jo/P1TTo42hlXMaFW3GM7Rljgc/zrCjjLcvd6cvuELGlmXajA3Vsw2/wwkbvXNVHclnbXZ1VdI1B777TDB9hmDvcygjcyEDBYk5Jx068V5vb3LnjfEygYIKrz+VTyahLNAtvPcSSRLjEclw7KMdMKcgVEJIS2fLj/76/wAa2bISJEnlEe1UVlySFLH+WeOg/KiGcBSGtVPqcc1DJNBkHbjntTitoG34+Y9OnNJegyd76ZUVYfNj44CyGk/tC9PWabgchjmo/Ltz1ZvcbgPypv7pFbBZeP7wqtOwiWXULnaFADc/KGQHn1pPtk7LhkXPciKo1lHA8zjtyMU6SVVUL+8wO4YCpsuw7llLyUYA2kY6kYxTvtLuRgRn3LEf1qtvAUEFvmHdv8KjYs0gOefTfRyoLm0gR4h+4Us3o369KZINvG9u52huRWaqOMfKxb0WTj9KcklyoYLDNnvtbOP1pcrKuWfKO5gAzHH8OBUE0UvlsUWTp0OSD9KYJbs9ps+zEVDNJNtIC3C4znnmjlYrn05/wT33p4I8UBxhv7VhJ4/6Y07/AIKMaFD4j+Ay2U/iDR9EWHWLaYXOqzNFCxCyjZuVWO45447Gqv8AwT3kY+E/Fit5gxqkB+f/AK5Gp/8Agod4a1Hxd8BTp2lyWKTw6ra3BN7eR20e1fMBw8hAz8w4zyM+lexRX7tHh1/4p8MT/DXSwCT8Wfh/9Bf3B/lDX0T+wz4Cj8O6TfavqN/pGuWl3exXel3FiHkjSSJZIzIGdVwfnYDA/GvDfAn7PXjLxJ4stdMkutF+xeYrajPY6vBctbQ5+ZtkbE5PIHvX19qNrLoPhKTwv4N09ftcNoLeyg6JCAu1ct2A6k1z4ms4tQSOzD0ef3pPRHk/7Rmu3Pxj+Lknwr0jV1hsrSFZLxFDsF2spZmI4wFyOTyxFex+B4vD/gHwdBpWnWcVjp9koSGFF+Zz6nHLOx7nkk1w/wAH/AFv8OfD9/qmovFN4i1iTz9Tu1bKhsf6tGP8C889ySfSux8LxXGuzL4g1BEjsbb5dNjYYEh7zkfov4n0rhnW1tE9CnSVrsnsfDdprHiiLxJ4jjN5ew82VtId0FjnptToZP8AaPTtisf9oL4l+HfB+mrBqV6LUXDiA3Bt3mWNyC3IQE5wCak+JnjbSfBugzatc31rDI7Yg+1TeXG0mDt3Ng4Br5R1qDWfiZoN3pD+MPDupeJdV8QrfQ2ttdySKIhA0e1cJxgkdumTmnQj7Z+SIrNUrS6vp2JvG3hrwf4+1rxL4xt/jDb/ANmafIjbb/R7ozW8Mr7I0CgfN83Hy/WvSfib8BrXxjpcXxB/4TtNJ0PTPDlnBNJqGhzrKy2tssbOsYO7DbcgEZ5q3+zj8BdQ8AaXqOreMrmwuby78sLYIRNFGI33qxJHLbvbj611nxG8XaFF4V1jwlrfjaw8PNrWmTLaLfB2XzGG0A7FYhST9BXYsRCMlTjE5Pq8pRdSpI8fbwp8MfiTF4D8DaD8WhHqWj6dPp++48O3AjuHaaW5yDuyuAxHPXHvVW10n4R618OfD/w2tfivdDUIvEU9yl03huYQyG4WGFUxvyMGMHJ9faoPgb4U8H+EPitoviTWPjJ4L+x6dI7SrbtdO+DGygKPJ9SKz/h78OfDEfxL0GVfjJ4LkK6vbskccd5ukImUhRmEDJ6cnvXZt0OH5mzdaV8IvCvgfxX8NdT+KGpSahNrltJJc2/huQxRNaecjJgvk7jIeePu1dXw98JPhfceM/B+t/EfWru91rRYrAyWfhwlIN8kNyr/ADSDd8qKMcdTzWF8ZPh54Tl+LPiiWb4zeEbZpdZunaGS1vWkiJlYlW2xEZB4OCRx1rb+PHgTwf4k17/hYVr8YvDUGi67ItrZmaxvPMMttBEkoKrGcY+U89Qw96GHzJfDOjfCH4U+J9P1nU/HviTUl13wzPJbR2vh5VKRXkEkCsxaX7y5Jx7YzVfwPoPwc+HWqeB/iVc+OvFWoW0l693aWcfh6JHc2soVlcmb5ctjGM8V2Gl/AOz+OelaRdfD74naFdR+E9DtNH1JprG5j/fLvYMoK8oQxx34Oa1Pjl+zJP4W+Afh+48S/ETSNPtfCZu1vro2M8iym5nVkEaqNxweDkUrBfzPD9R0/wCBdxqFxcDxn462zzPIFHh+34DMTjJn5613/wCydp3wci/aM8ItoviTxlc6iuog2sd3pFvFC8m1sB2WRiB16Cuf+E/wL8N/ETxpD4V8N/Fqwl1O4t2uYo5tCuoQ8ajJIZuOnNfQ/wACf2M9X8B/FTQ/Gd5470+8j0W7+0tbQWLq0uFI2hmOB1/SgHqtz6+jANtg/wDPP/2WvztvrHzNSuyYkANzIRwQfvmv0Sj/AOPYEf3P/Za/Pq5kia8ugVl4uJOmf7xrz8Zsj0MFuzLewXduyUK9wf8AOaebJiATKxUDsAM/pV39yZcETY7np/Sll8gnarzMo6gPj+lefzHo2M5bUh8pcOgHXgZH8qZJHcltvn7l4wXTg1ossA5CyMM/xHOf0qJZIlXmMsM4wBmjmEU1hKcFICT38oZ/TFPVQWwoUcdnYVbSaNU2iFOeikY/madJcx7MIiAn72CB/WncCjsZoiD5iY6ZbOfzFQrFO03MzAYzgqDir3nhs5g3DOM7hxUjOgGdj5/3cj+dHNYLXKH2STcsgmjJPYx//XpGgmJGTC2PSE1oecAufJG0/wCyeabHdxjcBCn024pXY7IoMknTyY+vVSVOfypZGuFXaU+Y9fm/+tWh9qVhu2KMcYzj9MU5po/lDcgDOC3SlzMZls04baJHYkcfMv8AWnNJMMh1YdP7v+NaCyxJJkKPm96a7LvG5VPPQE0XAy5SWA3x8g8FkGP0NEY+dSsKfN0wh4rUaIbuIxkdiwoRCckb+PcUXQGWUaFiyQj5upBY0rSzqvymQH03NitKaFATlCWA4+Qc1X8ruVOfTYDRdAVPtNxtAE0qj1DVH51ysm77ZdYx/C+f0xVnygWICE5POUpnlqEyEG7OPuH/AAp6dgIDczkEGWce/r+lVmvJ85W6kGex2/1FXGQKy5yuOSMH9KZtXdkfrk01ZdBFUX8wIVp5GJ7eWvP6Uq6jcKfvt14zCtWdqN8ol79OaR4lKgtIOvYkU1a4iq2oT7vmkHsdmP5USajKsJ/fbfrzz+dWPJQ5IZBn1Oaa1qdhC+XzVaCsZ76jJuYpKQMc8HB/DNNh1SY/dK7emApFXZLKQfdCt6ikj0+cLyUH0PWnePYRRl1GcsQWx6AKcYpjX0nA2yH86vNp90Oqjr60HT5m5BC+vNO8SfeNl4L5iJBHKW2jOJe1NjhvSrZinT/tqKyvtSeWw8tSoUEjyzz+tMjmtBxHbW+QeQI+lZxTaL5kbO6aNgrLKfU+cCfyzSSXTFN2JVAOOJM5/WspruFJCGtY8f8AXIcj8qguv7Nkm89tNVmPcYBp2C50ENwBCzLFdEr7/wAsGm/apVyQtwcjOBuyP1rEgls442EVk5PfbIKje8iyQbGZTnIzLSUNROSNr7YT82y8JPT5WP8AWp4Z3ZcOlyuR1C4x9ctXOxXsJRnSEs+cYEhPP5UNfMVz9lGcc7snFVyC5kdAssRYkpcSFDj5sAfq1RySWyZJiQMem6dQfyyawP7QkVQWhgAbpjJP4ipFvmk6KuW7IAf50+QOZG0Z7dEIDQNkchZf8P8ACnW1zbj5mW3UH7oKs35/LWRDeOjZjDrxj5hx9aJLy8Em1IwydmAGaSiPmTN37RAGJ/c/N/CIm/wo+1J8zEQ54x+6xj9K55ru/wBw2q3XsBUiz3uQqxZbnJ2Ucq7hc6CK7BXf5yrjpsiOaSa9meFohcSHcmDiM8j0zmsRjfIufIkYEAZGcUqy327/AFUijI55p8tuorleKONZNslsEIXoDmpvstueSr8jqo/rWixYTndJKo+oOP1q/ZtIFwpZh6MM8/UGm2TYwFsouOZAOMnHP409bGxMgPnSDv3/AJZrqFlVVCkdumGFRzT7ukfO3DFlOP50uZhY5z+z7Foy6ySMR1B3f402O0t1X/j3wuePlbP/ANeuj89FYHKqe+EP/wAVT3meRSU3YzyFTn+dLnfYLM5yS2gU7mhbHb5DUfl2+8lYZG/2duP511LMTGA6ydOhQCqzyuW6feP/ADyJ/kaPaeQWMEQRbh/osy+pMZ/QiopLaF5t8UkuF6ocgV0LSLGoPl5JI4SNsn6DNJcyN5fzqpA6cdfr81VzMdjkblJ1mwN2CT6/pSL5i5CmRievJ61BqEkh1Gby5jt8w/dToPaq7yXDkhZ5AM9Qp610JKxi27mgszxtkxSM2e5IptxcSA7djD33dazGF3nC3pJPbIpY7e/l5WW4JHXCZ/pTsrbiuz6r/wCCdczN4d8XK2cjULcnP/XJqf8A8FNLW5vf2b3jtbaa4caxZnZFGXPWQdB7kfnVX/gnPFcQ6N4vScNuN5bEbuv3Gr3bxnrMmm6bJDAwWS5Xyz8oJx+Nd6moUuZnmTjz17Lc+fP2SfAVv8Lvh7DYajbIviDWALzUn28ocfJCD2CDt6k16gs1urHb5aNJ97pljWNqVy7eWSvzrwG+tUXuXGpMdvmMqs6L+g/WvBq4i8m2e7SopRSsamueGItbuIhfTP8AZIzn7Onyh+53N6etU/Hl3Fa6OEgjC28P3do24A7AenaobfxO+oSNZRuoELBZVQ85Haumt9Eg1aNHv18xFwdh6H0qElNcsTV/ulzM+Kvjp4c+IPxe+JWleG9C0W7WNHl5lBW3ij+TE8jdAMEgdzjivoT4P/B7wz8GvCrCwZb7WriMC91SRQHkP91B/AgPbv1Jr1q/ktdKt5mWFIx3KqB0HGcV4L8bvifDZRmCJpJpJ2KRQpy8p9PYV0yqWiqdM54xcpe0nsS/F7xlrFjoMieHND1LXrwERxw2NtJLukxk7tgOFXqT+FfMGvfD34zeJ9cn1fVPAPiu6u7hss50ibAHZVG3hR6V9dfs5W3jf7MuoajdR6dbyDfDaKgdlHUFs8DPsM19P+GdR1Q6TCboFZdvzBWIH1xXbhacE7bs5cdKokm1aPY/KKH4K/Fxjlfhr4q5/wCoVL/hXQfDv4KfFyLx9oM8vw48SRwx6nbNJJJp7qqKJVJJJ6AAGv1P+33nXc3/AH2aa19ekY8w4/3zXZys811Ln5h/GH4F/GG9+Lnii7svht4iuLe41q6lhlisyVkRpWKsp7ggg1q+KPgp8XG/Z+8IaWvw81z7Xaa1qck1v9nG+NJFgCMwzwG2Nj6Gv0cvtTv4YS5f5VPIDEelcJqXiaUeMtQ0++lkkgEezbJlwuVyCB+GKUlyq7KpJ1Z8qPlb4FeDv2kvhf8ABHxFJ4N8EarY67qWu2eIZrOOSSS2WGXeyox6BioJ966bw7b/ABv8fW+s+E/2gtH1i28I3kUMkLS2kVm8k0cgfaHj5GQG/AV9M/DHxFdav4dkjmeZZrOYxYkY7tvVSfwrlfjfdzt9gEk0rR/al3IWJBB46HjvRe9NtDUUqyhLueO2XwWu/h98VF8RfBTT5Huv+Ea1HyUe5MzQ3HlAQsokYgqxYDB6EVo/AW4/bDuvih4efxtb6qnh1pz/AG0LqK1WPy8N93Z83933zXS6kb/R9Wt9RW3+zwq4WWaJtpEZ9cdvavVvB3iCaDVra0mRo4bpNpYsNvmdiPrg/pWFLEKSs9zsxGEcfejsehR8WpHpGcj8K/Oa4v4/7Suv3bf8fMnIc/3jX6JxlijjttP8q/PT+xFku7h/tsf+vkyBjj5j6msMZZJXHgru5BHfxH5VEgbuPMNH21Vyw39f7/8A9arSaGpZf9KJXv8AMo/rStokKswN1kY4+dP8a4dD0dSpcXp24WSUD/f/APrVDHflAMySgd84NaEmhp5Y23ee+PNXNRf2VByjT7mGQMSg5/Sn7otSqt6rNguxAPDbRT/tUTOMH81FQzWmxmRY2DZ7yjFSwae5K79kff5pM5/KlyoVy1byxM2P3Z9MryP1pZJYQwVSucds4pjWkQkyJImAwGHmY/WmXENv95vLQj+JXP8A+qhxQ0x00qP8rEcf7ZH9KZDsONr7T2Af+tRLDb/MzTB8HkFh0pT5JUlV2DsPNX/Clysdy2rIYwBIASevmDinbUZtqtvA9CprNklcbgr4HY71P9KZ5twq4+0IhPchaXIw5karIpXdsK4PcDFK21sb1OP9lcf1rHllnT/l9U8cgEfypGlfORe4XHdR/hRyPuHMjY8tT80e4/X/APXTQrAHcATjGStYxuJGYqt9gjttAzSeZKFKi7ceg3Af0peya6hc2X3txnHHQCkVWUZVdzfQ4/lWU1zNGo23E+70M39NtQPd3e/a17cKT/CrGn7N9wubbBlblQCx/wA9qY0W0/PnJ7gisOSeYsB9uu+fcjNMuGccNcTNj1kanyeYcyNtkXks7NzweKaERf7y47bhWBMU8tissit2HzYqMKvl5dpWZuvzt/jT9n5icjfdOyPhT703yzjGTjttP/16woRGoI8iTK+pao7h/k2omw98Byf1NUoPuK5vyI6x4Bx/n61ExAbDOvHJPesKOeJW2nPTqUIz+Zpd1p9/zFDDggKOafIFzdEsO7mRf159qBInOWiCnsXrBWayB3bmUj/pkD/Sni5TduVi3HXYB/SlysXMbU8kIX93LGfX95TEni2/K8XXgFxWb9qUx8kgDqc8n8MU1Z4mb5fPxnoWb/Clysdz/9k=)
Foreign citizens who attained a higher education qualification, such as one which grants them access to PhD programs (in the country where they studied) are allowed to enter Italy and stay for more than three months for the purpose of scientific research. Foreign researchers are not included in the entry quotas determined annually via the “Decreto Flussi”.
What procedure should a foreign citizen follow to work in Italy as a researcher?
The University or Research Institute where the researcher will work must submit an online application for clearance to work to the Ministry of Interior. In order to do so, they have to be part of the list of institutes authorized by the Ministry of Education. The Unified Desk for Immigration issues the authorization to enter once it verifies with the police the absence of impedimental reasons and the completeness of the documents. This procedure can only be started after the stipulation of an agreement between the Research Institute and the researcher. The Institute agrees to welcome the researcher and to provide a series of services, while the researcher agrees to carry out a research project approved by the Institute. The agreement, among other things, establishes: - The legal relationship between the parties; - The working conditions of the researcher and the resources he can get access to (not less than double the amount of the social allowance); - Coverage of travel expenses; - The stipulation of a health insurance for the researcher and his family members (alternatively, they can be enrolled in the national health system).
The aforementioned agreement is automatically declared null and void should the authorization be denied. If the verifications have a positive outcome, the Unified Desk issues the authorization within 30 days of the application, and sends it digitally to the diplomatic consular representation abroad in order to issue the entry visa, which has to be requested within six months from the release of the clearance. The issue of this visa has priority towards other types of visa. Pay attention: Should the researcher operate in the field of health care professions, their qualification has to be verified by the Ministry of Health before any visa can be issued. If they don’t have to carry out health-related activities, the legal manager of the health facility where the research will take place must issue a specific declaration to the diplomatic-consular office.
What should the researcher do once they enter Italy with a research visa?
The foreign citizen who enters Italy with an entry visa for scientific research must request the issuing of a residence permit within 8 working days of entry. The residence permit for scientific research reasons is issued digitally, and is to be requested through a special postal kit available at the post offices which are part of the network “Poste Italiane Friend's Desk”. After the kit is sent, he will receive:
- A receipt that certifies the presentation of a residence permit application and allows them to consult its status;
- An appointment at the Immigration Office of a Police Headquarters where they will deliver the original documentation (a copy has to be attached to the postal kit) and undergo photodactyloscopic detection (fingerprints will be taken).
If they enter for employed work purposes, the researcher must request the permit directly at the Unified Desk for Immigration of the Prefecture where they will be living, which he must anyway visit within 8 days of entering Italy to sign the residence contract and compile a residence permit request.
Can research be carried out in the form of self-employment?
A scientific research visa can be issued to beneficiaries of research grants and postdoctoral scholarships. It can’t be requested by those who enter Italy to obtain a specialization school diploma, PhD, university master's degree or a specialization course, even should they carry out research.
Can a foreigner already residing in Italy apply for a residence permit for scientific research?
Yes, unless they are staying in Italy with a permit for asylum (or asylum request), for temporary protection, for special cases, medical treatment or work, or if they have received an expulsion order (even if suspended).
Is it possible to start carrying out the research activity while the residence permit for research is being issued?
Yes, the researcher can start carrying out the research activity even before he is granted a residence permit.
What does the residence permit for scientific research entitles to?
The residence permit for scientific research allows one individual to carry out research work in the form of employment, self-employment or research training scholarship. The holder of this permit may also, on equal terms with the Italian citizen, carry out teaching activities connected with the research program and compatible with the statutory and regulatory provisions of the Institute. The holder of a residence permit for scientific research is granted the right to family reunification under ordinary conditions, but regardless of the duration of the permit. To exercise this right, the applicant must prove a minimum annual income not lower than the amount of the social allowance. However, they are exempt for proving the availability of an accommodation that complies with hygiene and health requirements. Family members who accompany the foreign researcher or are reunited with them will be entitled to the issue of a residence permit for family reasons lasting as much as that of the researcher's residence permit. Holders of a residence permit for research that lasts for more than 6 months are entitled to family benefits under the same conditions as Italian citizens.
What is the duration of the residence permit issued for scientific research?
Usually, it’s valid for the whole duration of the research program. In case of an extension, the residence permit is renewed for a duration equal to the extension upon presentation of the renewal of the agreement with the research institute. If the researcher enters Italy through specific Union or multilateral programs, the residence permit refers to the programs.
Can the residence permit for research be converted into another residence permit?
The foreign researcher, after completing the research activity, can also declare their immediate availability to carry out work (D.I.D.) and their interest in employment measures at the Employment Center in their residence or domicile municipality. The residence permit for scientific research will then be converted into a residence permit for “expected occupation”, with a minimum duration of nine months and a maximum of twelve, useful for finding a job or starting their own business activity consistent with the research work done.
Is it possible to continue the research activity in Italy for those who have a residence permit for research issued by another member state of the European Union?
Yes, the foreign researcher holding a valid residence permit for research reasons, issued by a Member State of the European Union, can enter the national territory in order to continue a research activity already started in the other Member State. If this is the case, their stay cannot exceed one hundred and eighty days over a period of three hundred and sixty days, and the entry visa or the issue of the residence permit are not required. The authorization to enter is replaced by a communication by the Research Institute to the Unified Desk for Immigration of the Prefecture of the province where the research activity will take place, made within eight days of the researcher’s entry into Italy. Such communication, along with the passport details of the researcher and any other family member, should include:
- A copy of the agreement signed for undertaking research in a different EU Member State;
- A copy of the residence authorization (for the researcher and his family members) they obtained there;
- Proof of sufficient wealth for self-sustenance;
- Health insurance policy valid for the period of stay on the national territory;
- Declaration of the Italian Institute where the activity will take place.
If they intend to stay more than than one hundred and eighty days, a residence permit bearing the words “mobility-researcher” is expected to be issued. In this case, entry is subject to the release of the clearance by the Unified Desk for Immigration. Pending the release of the authorization or the delivery of the residence permit, the researcher is authorized to carry out the research activity provided that the authorization issued by the original Member State is valid.