🤖 AI Site Assessment — Gemini Deep Research
BESS Site Diligence Analysis: 1480
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<h3>📸 Satellite Inspection</h3>
<div id="sat-images" style="display: grid; grid-template-columns: 1fr 1fr; gap: 1rem;"><div><img 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QWq8uaR0TogiczZLRb46MWjBYBvDdB8DBw6II4suKJzdA9bbWqkTfnNvc/vjvaTO3v7ezs777Pv4anMopJwFwjcj2R39fr3jbQ2oBRjbLBhG6SXQ4lkkMJgkClcKqufIxSqBCq9Kp7tjPlDiD9Qt1Dot9/emOFxlzBIFA7U9lxWfzdXyRLzJC4rAAgIhqHqTmwn4qvJw6PsYfEwWzoD5c1G0pV0Oq6lU3kazdTM+vQDrnKS1TELdTiFSJqlk+E2CFSqy8tDdVPN7jTKRVDfW8NL1nCuUsl/+PDhY+sUEDSKdHadxeGy6/hQalE7iOCpLBpPQVMoqANqHhsAlAKAUqvcKr/e2Xm9/cYNCoEyS2ZBEdg/CecVmDVXkzYIxr4BqEclIJQZoih4MG7BSAIDUIrOiKnEjnbQQACQQe7hkMks+BvdE923+u//yFUI1lU2671RIBAB+HTU2ID/WKsy61X6sbFnK6eLeiEAeFqtnh4fXtP8PDMDeU2pQR5Mp1NA94boTAzuPRNiMeAH5Zq1XivVaqXcUbnaukBFYKMBMeT0G4AnSOUql82m1Va6rFxUcfnDIax8hPKwevKl1PxSaNZa8cT2tmHakMKUEpeLLbKi++UzGiHtxpZy1pDbCzkkFgYG4fn0uJzOl7FYEEVEu3zOadfp5gGnBcfaoz+PBQgnTsecBQADJucRf7I1h258eAGCiezRmizokc2vgVeDQgKBL9Z0ncNYWCQwXUTS7xM7leLhXhLEbye3s5P9Y/dd8Vso2Xu/s1PcEUqLh2kTJqAGwIcDWsijYT+/iwQKSOWQqSrgT68SRuLbf/N6w6GYzxcLhUN7Z18ay6PWJV0bkwJPCZRfXDi6eTwlpvWGoy6XWiJSCUYEQhMYm820+OTJotn8RDoqleqh1hKKxRyoLacS/z1FAwkFsYWanEIE6NlUDpvHEayUUoGv6r67Fp1cPj4uX1ryhZJ7u8U8bsBgRK5hidxiceh0nlktWyzoRfhxFAoeWaGlCVVqkUmt1iNjNC4tyYG/tuvgcBTKJLCD6lr0woWsUoXYrh+JRMZAraDIMKjuSLFgtHyAE5jJRAuBAIZpxOwOXAGJoICQQXo6qFQyKjhv9U9waTSaCrPZ2HC/RqVPnz55arRVRkWjvXAb9OiOrqRRZakyVYunVbBgzcxfAFKpCEAKiUlh6DA+CsJDAKBOh9nKTbDfcqFUqzc/A3woBkMBeHqCIIQMDP+KtVrdayw3a43zfwOwAgDWGl/Oas0SfCedXVk1GDSJdaVIi0nUS5BCMplwuND8mrGBfiARjMVCXngPAHrcdvdLXFyiLovdtTYHLqyDMu/xXwDqFubm1ixzzrk1h31eN78AaXhtTTaukzl0IJTg1MEg6Oa8Y/7FC9SQeaGz90m8gVWVsHWc3jnc3wELTsaSe/vJyNZOLvsNQGTKO7uHu2bTVrWyalKLtIH1gE0dzh4lUxJiB4NPJXOoCkwDJ7NhpZhYEcbj6VQuHktGwuFc8X8qtlGrx95OIfZwJyb670/cv9Xdz1NqMNRzsGnZHLGW1gthAp4LTL+4uAjy8AQOqV4/Jhzh8QSC6anp4zgw09ExyGT2UKDAhycE8jiZwxbQAsepgrqzz6IDAuGcdHoysXBuL//2wym8nrdsIu2S3e5y6lyzGAeiKo9Do3EhLBGFarVUrTahw2x+/hwANN7tvN5JYHZRSKQhYs83ALlIAbkFDWCHANQvQo1hUol6tS5/NAMujPtwJhcHBdTwOETQv7YrAKGIJFMQgVcAcmnUAZXNNnoF4HO4i16vqJd+nSoAAg36Zz8lkLML1f9sVdL71Wsz2DcANQAghfLtxJvFJIi/oSEwYMzlSjVrlXKtUIA4jEy1gRNYBQAr+AconjTr9ZS01IQa8Lz6DUDk0ygEVw5jpUKtXD/O/7Lyyy+aQEAtQnWV2rjkSpXrza9fv8ZiICEZcNwkCEo4jLjzQAR+GYyFg2Gf0253LiC9082/CL74C0AZ1H1rFp1FPrdmX0DloG7BsTA8rPP4waZBL3WQn+fgV+aRBa+teexRkdyFpVSmdPU4nT3MFgq5/Vhsb38nZjXv5vayf/yRQ5l4f3d3f393Z1W62vpkWsEEgfV1kzR5eJhKOSVstpgjFisCicBqYDuS+JRejWchyh0Vq410JLkfjtWSIqNzjsCgcLn9E/fvgydBYQ5lh1ZtNmlVbGCP1isEO1WrMNPG8vLG5jI6FpfNY2MCgVAxNSaY/rQthCKyHdSpB9jgU8iUHgCQSuXQxIGAywUAoqbnnMMfdEaXfGWvbTd/fp59e3KKjWotLhcAqJNgAoFAIYDSD+xX2DEC8KmNVpN5eRn4W34OIjh893pnF6rxKVBU9LC6e1BzEwVZTWEdyXskrtcbgBODcFRki4YzmUwBCSCy4HggENDyeHRKFwDYjhqJHeDh6FZ2oyAywZqgkYmqACYRge/iABql7M67xE4imydUaa4A1KgU6stmvZQqXNOgY1oxrdGwvxEIlR+Fr0UePIQInAUAvc3a0VG9kCk3m41LyCCIKiR/1fNGrXL2pVkDzkr1snS/2aye/+/x8RQBWIt5jclCuVyrZbd/Wf1Fg6Ec7HJJgLx//eufl5fNwl4s59uL7YW8sRgAGAuHYygDv7S7UVcvuLSEmtELDh1o3r8DiJ4Gi04GbjQ3h/owUPEtoIwyv7YgW5BFy06/22JZmEdfBVNemx+3DC+5wpfxeKBS3E0elXKHoHmxGGieWRrO/Zb7o/hHDgDM7e6939s93JGaNy4bJsOKyoSp1YfF3d0UFOBWbyCFrdfr1dLl5afTT61PrWrjstWonuf1vXd674pySbnLOUsaAv+99WDifvetW/fv02Y0AbVAj7jTCIQ0mgL0Ty3A8F4e6iK/Wl7cAACFUwrN9JhAlV6loS7bjRv/iZ4MkKce5JHkbppiQKyWuLq6QNVB6yF5r/nHLQWbSSpd2XmfBwVUWz0ohcn4dDHoJX4IFArFnRGzyWY0LyP+zE/Nz5chwhiH+zrbCIRBBuRl/P/o7u5mcVksHhZf1+rN+nhiZWVx25DYDkhF3kyqjDrReAoGBQQA1RwRk0khtLV1oDZMB5mCAOzuQQBC7KGSiWIQGakaUogRAXjvb9cJnXTI+GDOOICAnEr9z3KhXitfUyoQgNMAIBSuVwCiRuDsLN6MxiXQ5cKQ/NmMcl+uVGy1Pn9GOTiPikiQuLNSrVkrVcBma0Zvs1H7NwCRBNYaJZtRmrys12v1RGJl+2eNIbEOKcQluvz69bKe8tkyMV8mF0Jd4FAI8ReDf0G33W5dskI2hvjkcjuBI6jhZMiCZX8BqAMvko0Py+RzeApeQGkY6kGo+mSe8WDU6ZybmwO5gK+uOTxQInosYPhhU9xW3ovnCsBTBmIvaGDOa4rl9nJ4MxAUcH8/u7eT3beZFxMXx2aTCXAxHQOAh7nCXqoGx2Ezrh41mT99+tS6+FStHqaLx9XKyihbNIqVw6PWoIQIkXJq6sH9fuBv4n7/jGZdNSAcGVEZVoVCgVADgqQaMNmWn+IAAoLLmyuQORUIQOGzxMoIm0TputGOenTAByKQBU8ri0dTaiWzhOtoUQhS1gvHC8+4xBfy2oDAFfNKJBxIZYJOyfggobOXqhAKaAIeT6FSqe4IzGbb8vJz4N389ApAqdloFREIEGK/Md6NMOei0K7lQeZfSSTi6XRicUXoDVutoH74UkgGDyHpFbCFXrRqgSwY9QXg6IAPqCy8FdPd0UHu4GE8kVqNQvfTp8/l43/ramsDZ2VToRh99ktCr9KoFcpLp2jWdXClgBqNQqFUcnAAByF7MCj8WT7cOFQE8iVOpzZVPypLhoetJVDAL8Bfq1Epnp6iFbZm8yhXKhUOj5rNeshYv6oQ/zyqlWqtcQSPUOprs15r7B5DCjEY4utqrQuT1GupWDQayxTqhbNcEhQwGQsDfzsASSwEALqtqC8IWc/vsQNiC475RzodOO9fFixbgMQxPq6bwwF8BJA6gEIPePWwX+6GKt0ol+vwRboXa5BEHHNzGX/UarWZkpkC5J9CLoNqwL3fcr+Fc6XcfvZDPvs+ASkYAIwnc8mNscXzVjwiVWmxleN8OpvbzyWzoP2X1Xp44I5IbU6ntyPmlRWvNx7e3oZqid0rLR8aPX4micXiPtBMdeN9sfv3Z2bWhSOCEeGYYRV4EK6sbq9K75lWt9BS2qtXrzc3l7dWx8ZUUP9NoSYFANg3CAAySKQ2xAWKmFCjoUCrnOV3Xf8BPQKPUU/gEai/36sWSs0m/eIKFkgl7fJBJqGT0DsAaksTTAkVKqHwjlRvM24i/pZRT2TZbDRKjcZSzM7vaIcSDgksasNwgUAui0PuELAxLBBPVPPx7RWz99BkzVwddYghmVgs5V1R93aCRiMAO9ABCBIRiSwkgv0s+CoRdZ8kahS64ZDL+wiE6wAThyMQjI2tpPVjGo1SmdExB8dd15QIvxlIXw80PCqVhPgjMYcobACQTgcFZDIldrs2DADKh/vkmXrtSwss+DNuwaBv9XIumczFwodHtWY9pT5q/f8BLIVHpeGvTQgwabhPvxgMIOFqsLVw2G3zxTK1r1/rNWSGkABA/HZ2wiiOAH3onc9ms4V9dmSxjxwLj8CFZTh63wCch2cA+LsC0CKzeNbmHI7x8fFhtzPohrsuAXueX0AAojrwkc7v9Fh91iVfEJ3QUXgTAwH8DcIHGPLe+ywc73ENhGSSzOq3n220Wgmz2rwdKKaz2eLR2dFR9bhUzTYP2Z1s6cjK6sAAewBqbRP6p1JziOx4IRDUUSh87v0H0/1U2gS3nzsxpTFgQqjwxkbGfhpTqcZW4omI9I5pc2tzGV9IAw3cXBwZEUwJcAATK6OjfQTUIyERO3B5Qt081KhTcjgAIOGHKwV0vHj8w7hM51rqHdWbzWa9EIIO5Oy+rsHOLjob8iuNNoJ6lYIBIUSPp883EX+IwudPrGqjsZk7cDEga8PJ0oMIZ3G5ZC6LCvGnt1MgUGGBRD4fXw2vlsNLsQx6qKJIA0OZZNJrEvZ2EjrbuwgEIqkDcCMTyaDVZPgb6FZy4UvdXJ5SqVRLpGD2wN/48PXb7beZTL5YDA/DatGgUmtUYt04k9LFv0algf3OzExPPZiZZJERgMwuJp/EmEUxeAheB/mYRe2qF8q+ObYkUztrgvrh7T2w4GqtFDaOGm1SaxNquWZOuncJMfjfykD0I/W9Ufg+CGTzOJHY3tYY1gFALSh0rP71n//817/+VcvkygVA8LfdXZA/kEEvgOf2ARwhn9fn8zl1cuAKku0jtCL8F4CPQd3kOsgZCEBUA+rmXKB088MLbr9zzmKFez48bHRCDF7zODwvFl467B6PxWJ3ZvxySzAalVtDIMCxTCq1l8zloPx7jwO4A/abPNxP7u9sP9MnGq20yhxPFtP5/WK2eHh4GPFKpenD3r/dHRWaTHfuiO6IzFqTGgvbMAzjUdXr6wc6OoPTT5t+cIumnAIGFTSFwSAQjo6NjIzoR8aejS1G0gCgfnkLrPc1Pk6wvLUyMgLV4TT8jD6yKhSR2ttv3AY6GKhHAipI7r7V398/g5ra1wnj3wCEnP9oDWKHSL2ysgq/hVY61JZBAr+tkyrWQH4QjKBe5YhQuKPfG/UC7whA89Nl6XOzTd6Me1z8dtCvIUQ42C+X24bUlkjkdLCpbIUaMyB5N3m9cqjEM7GkTWRc6mOHYjbT6MCdu/Qu4I8EAorW8jooQ1AGgoYiACcBQO4kT6vELRjyunxcDgDeIAwxhhCAegSgSs0T6W7/x23K4DXWOmjgzMyDBxM/KlnUDtQHRDGEzkd9UIQgk6/TaSUQIjLRJVuudlZpVRoohlQqp5BASnsAoNU7WgIya2dW25dmA43NXBWAjVblFBTwyGQzQwiu1RpJiI0aDZbQqrVataR82fzajIX2Sng1WI7lQEl/gwji9YVABWOhGN6b8fnAgteu+n84eciH/zeGzM3JLWueR2sgkY9QN3phQTbn9kBwtrrZ8mGnPOgEDVzTOTzRl/aXfjgcweAcaOSwrk8ikWut1nA0nkxBBYoicPbwEAgEDYTP9/NvNhY3sufHkUQ6m4bYvF+sFPPFk+L7nXTDJBoVCQ3bKpVYIvK77C5Pxu/HsHgvVanRglDxoAKcFkwpBL29AoXQYNJLR5880T97tgiHWW/SL5vuqG34NAvSv9fLy6sjQgFPIRDoDfpj84iU2tbWRiKSIWFOdvR33Oq/xb3V3d8/PaXQKtva+HzZwmMHar+vzTn9mEutWodgZVApaGQ6ZALCEKWDDZX9zyMQbIRCKAZVq/HjO94tPHAbl5/bjJBJ1IdhxiygQmobIpNxCwbKAcWOobYeMofL4vE0IJ6QgeWSvj5wsLB5FPVVjF7bpnR0BMoNEqmzjYQ0igIFIJ4d4E8goeZCSdjD4kwqxVq1dBR5sNw4TgBhHmKzoSYFBcwDgGI2fXDw9m3CjWu8dTDgbwDyeoiUP2PINwAZTObQ7KxWkqoBgtFYuX5WazXwo1ItNiq1Ys42alUnpXvVCqQMr7XZgDKwVkUEVk/PGyiEVCqRvXCt3DirNdLp1W09ALgOZ4daFa+lahAFkvWvAGC5kAHxi+1thUKbUAkCgOEwbsE+t9/vceBTCFD/6dBYwr8ROIcOC0ogC6hDiITwkcWD1pGtaBxjfC7jtFssoH3+YNDt9r90eDxg0l19fV3DBDqdzZZIsEAgngLLRQvD77OH6X0AcG8fPvuQiGxs7Jye5rPZ4+N09ujwqJjNozMrn29FVjGtSX8MtRIm8bhcfv9BMOhaj1N7eYoJJdT+U1PTY/CqoEHVLTRLzYtPni4uLy4ub5lXtm2rer30ntS2/Oc81euNjVWBSskRDKhWVwSRVYGQ3dvbQSQRqaBM3T3dt7oBwP7796cUCrWqrZM/u+BCh8UftNtdrnU1+GVgXaOYpLbh/WsGg0ydhFAJ+I2p4M2A0JBIDtjCm5tPURQ2ms1Sm9EalhApACClY4hEBmpQI7qDRSZSegDHSVQ5TNP0AwOi0b6+vrv5jZGSAAAgAElEQVR9o2+2ngJM954/X95clj4RmrQiIpvYSeczGQwAsINMpTDo1H7wYPDhno4eLofHUaq1Kqn0iRmvAu92EegMNhtKAo1h9RgAVAk4w31Q6lKusbQzMz+CBU9PTCiVPWTSIAmtATMoDC148BC8H2JKJGpJoF6Aeq+AdKwFBF60ALJi66iWq+xKbdKzSPbyEoq8pLEETluvVdEcDFryPD0GE25UGkfVs0ap1jhOQwpRGeIBlVIiEWkDNm/8Ekz4slyH3w4t4cxVrvrRSP9QCLaCAqLhFtx6Hy1cAai7ohEHcN49Pi5b0y08erxwReCaxenxQ4iRO43+YX8zCoBanG6PO+pxe166HWBdfQQwkC4CqY9BYtPpaqjeU7HYFYDZ/OEu6sVARQCG/DYSyZ6eZrPVanb/sHT04UOl1TpvnVZbx4eJeCJxGK8XCiJgwe+JwlmyHhDTaNwJyHMIQHhRgYqo1Crb6Cqy2+XljY3sZqSYrYRNo/dGbXgR+Pr1q6eby2bzqAosi6MOYL2mwAibzRHR6XRiBwsyKplFJvdPdHdzH9yfUajERAJTh/5Dl8vjCbpcTu06GtfBDCqNktyGsiZUoCwqT6lRqASCaZUCqFWo4gGp2RayGc2258tPjNZRm9om7Wy73tHWMURkIAB5HazuSWIPsQONJrBwABVTGhAJEfs6e1hqLL55Cr94780bKCWfLD5ZsUn7ZklEOhMOBgUBCJJF7ueiGNIz1Maa5ClZYq0BLf09eWJ8bjWy+zoZdIggQtS/z0MKFgrUswAgWDBvRqN5ACKomeD+ONMDpwAO4NAgXQsxZAgtxzH4AKC2VijU6+VSrVYB+s4RhJUSfHwGNtzYv6zsNopnzcucMdkADfwTQEDvuIJyCJSNpepRrVZLx+MrKk0gIRZLxBItEHj5r6+XzZg7Gg0WYndHRbk98/NwGJ8qxd3XZ/OheTmUbBFyOgBw/k8BlF2Z8LzM4xh3fP364tE8DuD82vycB7UAl5zuTDAYlA9DFnbaPW60YusPOmR9t/tudnXdJJBIdD6VTSXSRVg8hSsgIjBfxHMIWhZ5X6lkd9PFdCJbqR3l9kvFD8WPVyO4DTitqscN1Bks0AEGj+sA/jam1fK6uyemHgCA0wCgUGXQqLWYIDCA6r3lV8sby5UE5OjLs7B89N6fGfgpvF+2SaUikaiTyO69zsZEUlcwuGTRzRL5fAarm0zu5k5yUTGpEojYdCJ9ze8KQpzygPBGDwJRUS8Vtfw4k2QUP4HZSRaVq1DShFNTaGiMJ6DRsEShlkt65VLj89DWc6/UptWyOzuugwOjIg4YZ3UAc6wOYsd1lCUAwPsTCigj47XLDPuu3Lb8bvkJnC2jb97APXm6vLhqM4mMdwmkQebQEJ9B7CCTwfu/AQgpBDLw5CSPBokfArrxyXPrkohNEHHgXFShEJZWCfUq4bprmIkUkMxRaqZnZjQPH/B+nKGSiIMk1CHnDw7OYpNgwAyoBwFAtbhcy5VrAGDj5Pzi4hyqwNZR6bBWOis1zorAZOWicfbl8szorTdRqwwsuJHNVlCDsFo7Rj58XAR4a/l4fNugWU+oxRLgTx0IXJZDvnAoVc+4MmW2fDQXDu2hHILmAn0hfEraH3TZrwwYD8H/CyAqCdE09JpjIegAsJAwornANZ3ODQDOueeCwYxzmN0nl8/ZLVAXonHBqKPvZl/XzZvfQYQjQu3MohLJdHUgiQP4du9d9kMxv38lgbm9PypFkERIJ8XKWRGYzH44/TaCW8yDKx8Xkmqtmh4MejyeA3Q7MTW3H4o1sN6pac3YM+GYAQ6MHWCbbajrDB5YOYFz9kujGDbfQ5+/2tjaQgshy16bTepy9XXe7e2k0+/2DUvkOrix8BwMQYlPprK4CoVGoeCpVGyMKQkeHBxAKD2AZArvgxIqHapOjphHbsOHAlg8UDQeh0pTaKZoNCjmeAK2FvOyrbalpaXnaOjDZsNEdA4kWKi4+EQW/CNDAmZNwv/VRu6ZRHMx/RMTWCoRLyQlnZ3GreU3gB0UC5tvNl9D0bqxtey1yu8SCF2Dg/hEIZlMpaNbyULD1WDmSi5rhsPRqgQQ1KB0lBulo71qqcmk1+ufja3knwkXVaoAAAioXaOycQAfPpwCC0YxmIIAHILw65odYiCNHRySzKpF8VoBl7/GaQUARAMJtfphs1TbA3/9UoSvnFa/fKl5rWcIwGoF6r/l1f1a5egYQgvEkXOoBuHr+QhqxGAJTKzViiWY1mWLxjI+a6aZWXJlRo2ivTBe+0H2DYXdoaDPHw26gk4d3vzXQQoG+uZ1/04giKBszVNec8hAHx9dATg/7/C47RanJTgXnbs7POyxeyy6OecSDuBCVx/IX3s73EsK3j0gU9liLJ5MggC+fbv7DiQwu3dF4O5uLlcEBIvF3B+VSu4IPquA9p+jXQifPkG+x7C7w/w+UECH6wBNZAXE4JPdaCZzWmMABHEA1SOroybcgQHAEzhzIcGdne09Wd5682brzfu3kY0Vrw0AlHssXZ2dJEIbCfJl37A8GjxgSlz8tg40bccGmVBoBVqtKKjTBQ8AwSjgFw36l9QuCZXB53MYHF4PiqKAAI/F5bHYVKpCw6XS0Eisqlck8t4VLbnhlA55Y96QzcXma0nU6yQShU8emiTzyJBxOJOsDhKLOAkCOjkBAGog2mBqSS8A+PTNG6hWX/3+6vfXkNtfbb1d3vGOEhCAN9rbKGifApWBps/6kQACgSChM1yxVjgiNEnv3BsZ1Uu1UpvJvIjma8ZW02OggPpAcHa4izl4jcFWaKY1D6cfPlAoJzlXi8EQgyF76MCDEYGDTL5EK3EVyoWzWuWscf7x80XjtHGeLRWStXptv1KrtE7xgq/ZrO0bj6AEPCsVi6cNk2mnVj0+BmYraIa1WitB3RiJr64YsHhAjMYRMMyrDl9+zdjChag7JJcH0SzCb1AHenEDxufVPRaXc043vwYF3tq8bsFp0f2bBOLHi/mF8uMfbuNgIkteW5hbsEMMdjhcTjcAOJ5xR5eM8iUXPjDtGZd9337z5s3/YDJQAwK1eVkcJUjgzjsEIGjg1WAWuPBvgOFRERg8+uPoqIA0sYhmwE9OPl2k8/nDVAoKcbqky2J3Op1R5O8HYp4GETiFABybHhvTaAwG1Yh6VL+8vLW5ubG88QGqkVarVbuo7KBh5nz+9Pi4WqmFTSJR33BfJwHOC0JbVxd8PDy+4OgblvEJkComOWqxSslTs9USkXN2Fs5GKDCWLFBa6CSSIMYXT4KTDvFZqF/Tz0XzABwqg44wpLKARDa7l91r7dS57Fbry9gOePCSiz85S+d0kDpAcFj8HlZHdz+VI2YTQRAnOax+BOD9H7k0Dk2s+lundPnpm9dwvPp983f8g9dvNt8sSzuBwJtoKJpMpVJZAGB//5UAdpMnJ7lK+F2BYEyvHxkZkZpN4XAysr26sqh/9uzXxNjYM70hUgvq+iSD1zhsnhJtoXk4rQTnZjFQCQgHk88QT/JxCRxkMPlatTZXOizVihXUgbn4/LFRjUCF6S0c7h5VGmgI9QQwazZK6kMIIWeH2ezpudm6W29BIq6cV89PQAVrR7VqI5LYXjUYAnGxWquVcLADTJ6JWY1LRoncn3HdZbPDaFtRCK8A8TFj95zcbgeiHAv4aJXDY5fPz/9/+NM9fvxIN/4I92acQLQNac5it/tlnbJhizHDji5Fl6xGtw8HMPjCcfu7ru9v3PieyLpqsbG6qRyQwPDeu3d7wNz7Dx+uBrNySAVLR+htuXzF5FGlmIgsbkSKY2NClZhzt5cE3OgskAXQ9o61A7Hifvf9W7doUyiEjn0DcGCgV2he3Fze2tjYTJycnlZrF6etaqt6cnIC+B0fHx6WMXbn3bsQzYevXye0E75vb7959y7Ez+vtkJYo7cRZbRzTqtSYGNPKLTqLbsEO/C3JrUvsYY8Lw/hDeJ5FTWA0FdqtnOSx6AwGi4ofZMSfqBe7LrG4/LFw7LnXaMNcs0o+W0ynt5E6KFD0EdtAv9haIgmiBIfFQUXgRD8PBJTNHui9I93cfPP6999/R+j9/gZeXsPZ9NR4Hd8VcoOPGjDo/+lGB2rndJB5GgWXJzBgJuHI2NgonH8r2cP8cTGbWF189mw7rR/Tr2wnCkF5n5Z/jc7hQWqbfvj3hxoeb5LDoJAG0QEADs3OMtA2JSazawiTSFK1bKlZKjYaHxutz59b+WWjSOo9zO7sVBtVfDAQIsdlwxhuXtaP9nffnzS2vDtHtQoayz+tgG+dnuVqjUY6EVld0QfiUABqZyUuDxbw2WxWawzy9WWmb3gYdQKtL1/6IIhE0R4P+5x9zuEB6VvQeRy68XGLX66b08m+9aKvbPiHH2RoxwhoI6IQDQXO6QDAcXToXCFjzGoNLTmdGZf/wD7MHP5hEBJwexeBMoTWGDr6u8n9PCyR2gHfRQEY36KEggiQ99ternBU2CsUcntoHb6wv7W6sbi4mPg0NqYSiNn0Xjq7TyK3eJyQGjwvHHZkwffv3+qfEkxrhA+nphCCipGBkcWVjY2NX3/d+CmSQKEmHT9Op7OJRBwq4kBgfR0TtXWibgdeG7R/f+PmzT50dMGN7OoiMdv4s3GxSq1WajG1VuSEEKyTLMFpa5TclaMk7NKBUROGhij8SRZY6a1JDY+KhlmpIIAcMofKBqsRqQl8OE/gxA57bahrPjtJVXKobcQ2Cp/KYZFZk+tYQERkc9hsKoc3yeUqJ/pZaOls4M6d0aebAN3v//gHAPjh9e+v34ACbi4/74RHsf27725QwPMR6f3d8AIGDH7MgfSjgPgFrru4+GRxY3k5n0+cgt7vJLa3I+fxSB4ehqOUTxSUXKNA8aB48PDnn/+uUfB4Yj4d/Bcth/Dp9NnZIWTAqArUSiSB2lEJXwP5iEykdRoxgwIeHu6nGw0QOTQCDRJY89qazeZZbudt/jS7nwVxvAKwAd+FCNNopY8j2yv6lQQGD6dE4ooGvRI0WNmELFyOSozymM8XtvpQEyYTddv9nrk5p8XhmNfNrbk8fvnduTm3fW5u/s8QfMXfza7xR48fPZY7xyGVvJDh00oggWhJrm94KeaOGY1+yMDB4IFnmADodXWNM9sJgx0s5MC3WN23usGDC0Dgu9zuzg4q/P64AnBvLwYmfJYrFzK+kB0ATNpQK3kxDgCOCTgiDlsEERvyDdJWtDVEy5sCAKe6bynwXUvTU7QpDSjgyKJ5Y+On//rpp5+g/tjWG1ZX42BHq6srK5hBq9UqxfQ2KP66IJzfvI6e0ptdiL/hm1AqEAa7hihsEcbG8OVL7dKcjj+rs9t9MRB10d2lq311ukES8iz+LBf54KR2Em2swDeGsMlsuhILeLRyAhPCOm4t3rDXhSkn2RwAsKNtUksG0nhYKpCyqbRqMTDIY/G4wDKVShMIR+7de/L01SZo36+vX4H5QjW4hRZwNrfYfciCCUwkvd1kBCAamaD2k4m9NJ5Cg0XMA4urcL9/hZNv+XR7e3lnu3UKFKZb6fz58aditpByA4BEqlihmP77z39/OKOZ4sJjQWHgayH8Qcosf4jJR4P5zCGJRILVKsfVxhkQePb5AnJI1jw6agNXPb0SwNPTxnGrVssZ680v9eK77Al8vdL4E0DILJWz+mGtkf60DQAaEgGxGJKwNhr19iZT3vDlPws+KGrc7hgazA9dAeicQwMtbvsaWt+AnOuWQ6B1oopw/i8AZT/cvn3ztgy1/3T2YbRzRLb2CI3wW+wy2XjfXbbRZ/RZ3U47eqKc4wQos9r7JH4noY2Cxpu7e7qRdXA46lR8Zye5v78HaST3RzH7PoFGU9GoTKEG5X7IKB/2RJMBtVCl1y9ufxKqpmgcnhjD2E4XZGA/2ogHCcelnEa7IvpvCRTCabTTgQZKODAg1OtxcJ8904N13xkQjIxNP0RTwSoVGgIR89COXkIfArAd8LsBpwgAePvmzfbv2wHAIUi5VEypAgBdklk6nDuWYCYXci+x+yCkBQ9A2GeBv6EhPr+nHzLopFbMJpHY7Kvyjy4KhOMBrehuH5zPPlsoBjHYG1hXajm9HDaRTNSm2BwIzYHqca2QSsJPKtli8iTUY3hzByq4kUWg7fffQf+evIbYtLm1tbkFmWrLuyTqg7w0iOYJQfWo5FvAH4fGo965MyBUGX6JmO8tRrZ+/fX1xputxa07d+49GT09Pf/06bSV/9Q6Pi0elkq5JHaNSOEBrn8HC56ZmeJolXQKHY1qM/gMCmoE8pEdQ70umRXXaselZg08+KxxcdFqVMNqqe241UBjgZUi0rjTVq1+Zsx9gSIQSr5zNLiKA3iOXlqV0tlRpZLHFdAQSPBQI0bi8trY0lzOJh2VetEkvg8dVsjBsVAs6rY4nZY5+8KaA55jj3tuTr40PG5Ho9Hzf83EyH74/vYPsseQf3XG4XE5Pg44P79gR8FABgIoNy6BxYP6ZRyuYcCvDUwtWM5kDnQkOomK1vqh/u7mUqmYKhDZiSVz+7HkXrb4IfsWaWASzoNcwee2WsbH+yTggEK0umrY/iRQ0Ghijjge6PSg0UVPEECATIphM1P3p/qneORehcbwM9qarhIIgL+xJ4tPxn5afDamR+NRcMaPAYyoTyYUKtkcMZ/URqD3of54+83vu/6D0oWOm4SblEEQGLRHh04H91ULxWo6mwl2f5BBABr7hqOp6AEA6JodZPApjCGo6Dhk6uQsT8xgi0R8sVgMKq0tpFIuEZvNdgVRbytsC++Ek+scjqqXB4TStZdwCgho8WPUsK1WG6lEANRByZnsoKLOsX5xbDufP/l48vs/Pvx+8vbNH1A6vPnw9uSk8aXsE/UNUggkCovaDWnnFjySgLKG1tsreKZ6tqhfHN1A/P36+nVi8/3yzs7OVqvWapxXPuWPj8EgK4BgKnmNxADHhhLw5/8z87OCplGygUAKyDefz5iVDPKZg7cBwEG6eFaca1SPGrWjs+ZZ48sXoKuUDO8Uq5BzzxvprfetC5A88GBr6LJ21vhcPYeyD5+cRnzCdy5KR4V69biRhxSiNxhSPKVYDZWJN2y07niNVm84hoTGZ7Vawz4Iw7GQDy2oOcFx550ON5zpljndnHtY7jTax4f/twYEBUTTITKdAxAZ183Jxh/p1hwLgK7dJRseNvpsSzarOwgipZslXL/e1dknd5UzwUzGeJdIYnPIZHyOkkvu4PRqw6lwOJUL7yTfZT98gDIQXSohFo9mluTjMvjr8JCgxSSNAgCcmqLRFBxePPA3f/Bq8zIyYQgE2IP7E/0KDZVIQ0NGM0oeTyVQmc16APDZxsb2yvYqJsQMGqFgDLGoNpmwdQxbd82CA6PlfdC877soFFwC2wmEocH/hNKOwgdfBAMWCFQSEZGpOziIRmN7sSX5XTkaUjk4OAjyKVBSdFCIbWghQTxLV0vUYFpowdNk8paSh95RtkQeDKLGvhcOWzxuiwcGAErgs6lVC2i0xOFxsVgpVi9rtWpKSxdTlGQanEQrK6sbb/L5D6cnED5OPnwo/hHeXl1NvD89+diqx+TDfV0kBCAQ2I1aoDSOQA2n1SKca89Glhe3ft34FZn3m43N5UjVFo7bvN6V9FE6EtnNv28U30F1c40yhPZiAYD/9+8/T08plRw2HRWw8GgP8SUM/uBtHEAKXysJ12qFWq1U+gIAAn9oSbiSL56CAVcjelvlooqmg2sx6xc0MYPbcuPbHnaIKY3WfjJWqxUv0tntbQOmTkFNrVZLtPEkaoItb6EpLL/PDQ+QD59CiPnddvcVgHMOh8WDAJyTy5eM9jnn+M2+qyb0tyIQ9E+2FpQNGyEwy9ZkMgSg22nxWORyK8jfkjUU9TtlyC7augiW8mXZ7ctkQlb2XTqD2oMmkVA7mt7LCRSS4WQuubOzBwB++ICWhPfioIHy4eHx4R8og3w4VwU0hUKznlDwuBwujxfQtoWdbjjQzkyPExGomJiY4PIUVCIPldRQ32lFUuuq+enTJ682Xp/n8/FE4DAQWFk0GAwmk8FsXlkNeL0BrwTVgGib2W1c/gYZjEEEIMjfJIMyxIc/tY4Z1CqRupdpz5QzCECjvM+aSWVQQ/qAT4dq7nr7IKmDNMiQiElaDFNjkPPUpshOsrRfSop6h+WhK/x2vDazNxKvHop72RxqL1bGlIIBWuK4evKhmC1CGdVMqYkMIsinGouk04n3H/IfEvnTDx8SH/OVL0coWGwniqefK8W9kLyPAMQDf2DC3G4AkCYwrUCxsfEThA/A7tUriF6vF5Fnbx6pvSapySS1hVfhrIjsnJwUa7nStS4K6kRP/3xVBKKxVLQxHQEIRS0ugINMBhqO0WLl5lGpflZontVw/motwOy0CoRVd6Wm/QbqTX+p7xnP6k08l3zEe7bnaNsS/HAtbLUlS8cXeQBwxaBOrQOBcIpC6bW3i2agdrd8uAHbbCEfurxG0GO1AIJ2+0uH56XT7QcHBqCMlpfGubm+LtnjbwA+foyXg7KFjEfuNjotsgUZ2j7ncDvnPC63C0/YaD3F88P19jZCu0yW+Vouh43es2ZyCQhk4eNOUAqSSWw6FkBzCalkcvcdDmAS7ViKR6OS4UHmbeb3gAKVx6EJeFOGdVA24I8XEHeGl9wetxtqQHjn965jCt7EJIujBCfkMIgk8SxIkdqKhqBebW68vjhvHJXLzVT1OBEBMVwxm/RSqVAoNdnU9C46swsAZA4OQvZl8Ico+CdIAYcYDDHkkEAAE7LZEpcLLYRk9n6DsjQYjaZAATNBEaWtDQeQMMiEUpCI4YfJarIdlpK1ci01ymaLbPDYhsKx8CoUgSah6nB9QMDupWKFdbGALUh8apzn0XMFKgJxmEKkswUqQ6R43kLLDqfI0M4v4GmsBXp7e8cWI8ULdEWgjLyP3kEk4y0YHEABALj80yLkrZ+W37z69dWvr//r9euno4uLm7t7VkwkQqUA2qykN28VT04qxaNraDu+4v6Dv//94cOHGsWUUium00kUEonBGKIP6dDIDFpuYTD4WnXhEly0/g3AZgPyRxHUL39abFVtpt1a6/Si2mwWlgrNyzoKyx/x68g0wIMbF7VqxSY12krV1mk2sgoenIgr1RKRWhr37mQjQN/OrjcU9MV8aALGGvL5AECncc7vsTui+GUSoBgEAqPD9pBc7pf34ao3/9eCHOCYybyE6CEbHx5f0M070C/Ynf5g2AsEhqKWvvb2LkJbn6xev/z6r8tyuZDM5WJyeDDI5KtmNBkNwYnVrjBaEtndfZtFHgypZC+Z8Q8zBm933f5+aJZF5fGoAsGAckYJKVHD48TFnV6tC4Q6mDlwA4JAsILFQwthPC6RRO1oIzL4Egyq0KdP8dG/z8Uv6CIlUpVwDF31Qm9C0eSJSW22Su528iV9bde7hpnDg12geQxKG6SNIQqDRJqkMJRUnliBEOxVo9QRRJO0S0YJVJ6pg8JBSssktl1vgyDTTuEzQTmIIMUrJszqtXorVW+lWUuyR0UiOL1DaM+XLRyxmfXmQFoo6B0QgBawwdwTrerH/Dmq2r2B0bZOIqQYgUqlX02cfsrj9GVPN0af7CRTAwMDvYKxlUSr9bnxpRkdRhOp5G4WlzvZ3Q0OLEQtp59+2vivjVevn278+l9443rsqXmrojb13rnb23m3E5LRqFC6dXLyR7F0dK2dQCJTWROamf8zMz3z4P6DHye4PWSkgBQyhzXLQP7LHEKhZFacgururFRDg32A/+cLNJmKLplVa1TebGYvW6ctCB41707zC1SzqCvzGcJH47yKAjHcL+OSFdl3OhKPg/+kp9FOfdXKajq7+uHD5pvdrTA+AIMmYGIhWzjkW7K/xEeoUHFlt1jsaInNbvdDUQgV2aPHfzkwJN/ygSO4tqDzyPrAntfmdc6Xzpch7/LzUCwYfBF0PPqBAH7WKbGUv9ab9eZls55L7aFumITNGEKrmYxuIjqJyVBphbN7+2i/+iGYDxrMymQ8fcPM25QbDD6PxZrkodFhLndm4v79H3m8dZEkaPf4PZ7gQdSJcnYmLObxWN09FAqdeWOI0gaCpPaal9FFhIDAN42P5/Bg5EcWnzx9/uQJ2pX5HO3cfrpsZPcNz0oocDOZzCEmnPxsBoMETw2+LsUnkzW3lLQRw8qqWeotoKssFCCf22zaAEQTbH0d40CKaUNNue++hyzMZPL9LpfL57YHQ1A3xSv5atFqHB212SC8bqI+Q8i2uKw3HXmtHnvUX/aq1N5kpVWt5D9ULi629aoOYhu7lzYggKC0uLKNVjBQz8gwMjBgCKDG+ohAZdppgMF9/lKxjfb2kjlUGk+AR6qBAeDv11ev/utXePMaLRwjAJ8sPkvEFTPoejLXb3ZB3u9lS2O1fP60cXLtBqgdmcUFAmce/p+ZiQfKyUkWZYjFgoIHHu8hNBDD5w+SQNe1qWbtDF7Q8eXiM7pKDBp1QdfbaRR38xfnJw0EYNhbgxLxvIpyML6HvYoPUDd2jEbbEbw/TiTihl8MiRmVWqxSmSO7Ee/73a03W1s2mw+yh83qMyIdBPN0v3z5El0cxrGw5gIEHQuy8aATijt0lTbZ/zZiHLK1chkNCAN/aM4PzUjbnS9jxq2Yzw01+gsZ8ybYWRs7U75Ew2JNOHLhWBLcFhOB1cGz3ENBF10jk6lirfdwPwcimEyl8+8Tu7/hAI5DEQyiNMmCFyqLBwD++GDq/iSHg4nkV+ChHg+6+EbMJlZyuSxyWwdlaJBJuA6PG6QH8+oGGnlZ3vrcyO8U84mRxafPN9F4Mk7fq1fLm2p2H58vAR8lQenNRHOYbP4QRIp2VA5Bja8kK2gjaP3A5o2iqyyk4PYn4ytxTCAW88RiNp/R0YH3sMGA0VZGlwttmAfJi5VriXyi2tj/bWnUZl3e2oRqG8YQjxUAACAASURBVCpsrxmgKh0WUsEMutiG9/CiWUE9upPPpytCVW8vkdorFo49QxvJx+AffoBcjphW9aqBEZVAv7iLAIQ0mvOK2FQOVUEDvTSgntMq1Lpw/IoQRJ3D31//+ubJyHZWr9C0oaspQNbqu3u3d9R6DNnmj/+5RoEHl8HicBWaGQ0ACEo6yaXwJ+HRplKpHPRwDM7OojqYrg2Um7Ua2t0GNnJxATfgM77no1KqIRRb56cgi40vOesRyihoJhXtUGq0Kuf47uDDsC12hL6eTkR+AQD/W6WFGGhO72xFoATc2cTnT9HlsWJWkEKfFfVMIV/6HWsLljWn3W53rPV1uS1yi31+buGv8WgUgMdlQQcaVQ2OE4b7+tCI/pzF6Y+hP4cugXbzZldXO5x1fjT2Wm5efr1sfi14wzk4j+JaCZOI1kPRvkQEIFtl29/P7e4BnftFBOBvmYwfFJACaYA12fMjS0nlomm5HzVTE1wWVcKWR+1XV/kDFYT/K4whAHs6AEBIcW1tQ9pZMQDoveLvzUk+Yo5Etu89ebq8+RTfJPQcAbi5aRoVSQDA9nYSk4T4g+IA8UhsY1IgBTNYPDKPphlT6VXszrsSyNxRALBWSFVTAhqbw+GwGZTr1298136Dgg9I8TkYAIi3/OLhcDoBdlkr+aRQA+7sZktolfE3pPDwRAYlOrvk4PLy4vKyVa0WT0GhV1ZW1CoVja0C3oSAILqYAQ4g2tenN4Atm1ZG9CunaCivAXE0aVJBlsFoKgAQyePmlej9CvH31T8Av9+BwpGR/LZwSnEdqoqbXTdxANnSSLZyki1eQx1nEpFIpvFmlKhtAC7DhbOcN4lftHAW7Y7jS6AcZFC1WOqyXkN7O4BDBCC8ggdDFKmiuNFonV98bjUva7YcAIgWS/DNc+jCMRXUh6mc7ZXOzhqn1TQaiNEkEipMrdKa0rZIJPxm583mJnrAUAgBh4jhF7uIhdwIvLk1l2NOZ/f7g3194xa5076AJhP+dyUEUgfaoLQwrtP1jY8PZ9BFA1D9B4b+MhhdY968SejsFEXL9X/Vm4Vy/Z+1XO7ystb8elmrlaNa/mAbGgNGVTTwBwBG9rIo/e7v5t+/3dsDADPD40x8rX+yR8n6kTU5we2emNbcn+BSiexekXXOg7cAg9FMNOjzYmIFLoAs1EMFKxGLtVqtacVsXn6yuBMG2dGvxLdHnuDwLb9C9D0F/pZNahFIHgEJJ4VxBSCH39VOghgCXoyvj6FLUxr0QrbaeoC2lCbj8XCq2VQIBFBxchisjrYb7d9d/08K2tDIoaqxdZttNeyNedn37t0Tpo+bX+u5eqmELrFSrkMhdXlx2oK7LyGQGCS2WBu/bKY/IQA/nkYgGxnWgTbUP9cvrm4nEol0OpvNohZyq/UJqDvPogtFwvN9AQDGTNgAT7AuRheLQKMHG7gAogPhd3WMrSbGNNNTUCZ03QQ96EMr3WzpTqWSrVwbmuUzKehyThywFKhfesBh0EwNZDzw4FkxfBtknUGnUsVY/LJ+1kAOVqteXJ5/vgKwATi2PqOMBLXqZ7BfLxpKvcAvo/UXgGhR5PKsWavAF/KQAA2aeF6BdoaoIuosuMXW1pbZezWCChkkhi+FxJCwWOYg0jrsOp0Tirnx4ZuyOefCmgPtjfsGoE62ho9qQV04bpkbB6GTO/1OJyodQ1BCwhe6CJ0EeaZ+CQBelpuFOoAHWnjZRPv0Cq7ZoetEtLe1Bx9K4GjDO7v7u7n95P5u9u3b7Lu9WCYzDrGAMMgYmmSBCnIRgA9+xAEkQaYTyeG/iqJrYmbQFV4xHghkRxt5cpICH7FYLI6Yg3bn6PUDwlWzGp6jlXxiDAcQXdn0KdoXvLmxEUkHtIFZEE4i6BeDQqWyObwhqFsHgb8hEp9NhewzPf2LQTXSKwqkAMBCKh5PVpuXKqEA+OOQGR1t7Tfar99gDDFYYmqvKgDfXl3dzu7qpWCixcNaHbQfrKtULpUhg8UOk5FEGBMROkmUDrjbSiwQP/5ULEIMzqfj8Xg1sh0xbMcj2/F0vnj8CXC7uCgW06Ajn86P85FEIv/hIzjeRePzxy2prVctNqjVBigZAcDFjdf/+Ae+bozePH396+s3rzcSYyOGGQXcRsJ3yJDu3mX33ZO+Pzt5+wcAqJsdokBkY8EbEgUBOIkGeSYmlSwOB7x4aIiBPygMjtZ7WS+d1dFTV/mCrsV40UI7gwEuvOECzKFWYCMWrn35go8MnuMWjC5SWa20GhBNGmfwW9VsAiTwvw/VUEBrVV7TUXg1vLn55nkMn4CG0FrIoIn8EChhNOicc3jQ0gZ48dra/HDXsHsOXQFG9gj1YWRXU6oy2TxKv8NyXVR+d1gO8AGASJU8a+M32/H9H77yJQD4tVmq59AG0svLr//8ctmslcspXWfblQf3IMXnYPHszt7OuxwkkbdvP/yR+y0Wy8zJx5kECqpL0O7FiQnu/R9npu8jCxaLhvvGEetoz2I0FPRiap6S23+rA02F8tDVsdBqrFisgn93QMI0/4+qc/tJO93+//wF440HiNO07rFDe6MhkQRjEETkEAMJh0SqVBOpIYUUBap1JHHsTLp39AaFOIYbgofRImZLbUQJNwQIFqPSkt3aUkaJVbplKkKgKiZtfmt9cLq/P9rOodOZsfD6rLXez7PWe6mVyiceW2vr5MqzSSItF0fTn0dy+0uvdFCOg2ym0JkczKsyqFsbKdhyLOByGCJlTw92F4qky348MIcImDjaP1QqRd1cKZ8OirvsdhmpvIvFpfPpDEtk/3DPYwumD0O+oM128PKIGC7fikbRZtefcDiwmqMSs09kkABcBoMbPDk8OP6YSh0fpvbOjtMXezh5f4Y+t2i3cnzs8dn23kVCYY97cHJw9c3FX2gN93F3VWOlWjSaMbWxDXJ1Qx0ePRd7tjY2nq8NYiDc8HkajG0WJUj1MgCQVFVL49BoY0e51J/b393Gw75KEplMKC5IG31Q5MD3TlUXAAg5mChqBc0sDlOny+c/EeMbRQAvLs7wpg0qPCIFA4C5i1wuH3ccnV9cpIjWYeAPDS3PcukLYpLpUwooPUAAn6A/wrJGY7VuBq1eN14tjuPYgmI0efkpgI5T6/PzeP4yMzOgx8uQ+ZnpBX1Hh9NOWEXjbVzH38bR/QjgdItBEbUrZl14g4JQ/OF6WFVGo5VUKPyIXzb/pZCMJ+IZogqELxMAjEcTczQymQxVFjbT3WJzNMGt7Zeh7bc7bwkAYwig3++cwwn9ZgFemnR23u3sARWs6uLRuUIJTUJcBUNY8S96iwB28upvwnt38+79zh9Lq3mMLr5KypVSGTx+b4+yW6tW19QMY4M0SuNJHAxeWZkaUfOlXCaXXckSkKs5fC6DK3E2kkqxpmsSSCRSkVjdo+3p6dVKudgSw5EIORKrRWoRa5XdDBW8uNXXbpMqK1noncRVWrDTxjbl8UzZpnw2k880rpg1TCh0ColCpmhXmDVWsVytqSglrsTxGI/OVerCh4eE10UufXyB8eTi7CR3EoTqYWXSNDxsHBwUTg7CH4cnhyF8/7z2DI+Q4CdNY9gpYWwbghq1DUSIb2MNr982nrufr71+BkXghttnax3RjojoFSVlREGOAHJMH+IHB6vfXbt9Gy9/SCTStRsgR5pvgdJDAOFthICARSDh0cFi0Sv7ZMl89lO+AEI4df4FonLhAjRFKoczH6en8PWefS6gW69jHzQKJNvcZ+Jnc8e583S6kMvkIT+nIGoCgFMA4DIAqIYfjk2r1T36uxcioFmhiH65/Jq8mkkyQ9ybnRjAaUu7fRbUyB8LhoF+bEi9KvywDR/nfh/qUYlEF6KzrtH1K/5crjuguEoq2lv8IH2TRzgrcJTcjxey53n4dh5P5/JJv9fvZ1WSIc6wcTSCS5cuLccivtA2APgCUnAMOxKi0VcuAfanNd9i1/PQc6izl4G+7tVkqpDWMo8d+ehagUYOFimf13kf0jSXx6uvh2h5s1ylYquk9C52/d1ObadWq9QaG+qGV4ZxSOQbgMYGKlqwcUF3oBQC/ae0JPqqKqrQHQDo1YjF6raR7m6t1qLSSOQcKogWjkVOhcK/W8tQcflceikomNLmUgBQ1a3UWEAsEEVZ0OcLh/bNCjwc0E/oFRNoaDJuzjjEYk1pRWUpFI30m9hFymjwRA6xSRFUkufdO/cKHr3YptR1QrF8kPDwGmwdlssHhweHh38mxumHiwWEScgB/iD+YfOZqNUz/Hjl2ePHw0Pwe9wgNMgKyOnWVq2SwySVlV2/TiORqhDAl+c7LwLC7364VnUN4KNcgxeaWzfz0SsTEgwP22m5XV2C4ngmi0Lhavw4Xw6lRDYHiGFPzFn6KIXV3mma6FU/wy6FzHborHBxkcYUnSMO0jH2nV2kr9wt04cRKAKfBINqvAfVLVs3rV7v6Kpj3To+ao0Wvl4m4wFsyFpfnHcu2Cdmgb8B+zTRGOiaGejXoytMR0cxAOr7Bzpm/pjWTzv1tCgAOL9uHl+cR1mw0NFx/frt6xW1C34sGs6hBkpD8j06gscA/r5wnsmfxzc3vYEtGZOI/ejSw4Z6XBeM4WQmZGEEMA5V4CbIC7usiVIugHem+Oq5163sraaTyRCI7HNOP3qXoQZZtqi4XZ1dXZ1sBv/u3bsQsng3eewuFYRXCIud9zvR3lyNDYK2lQ2iTR/7VIdWjDVAHbzzXHIperHRGTrLsv8VrYLGrERBolFrxG09EOx6LEqORC4UckYlEo5OLtZo1aLubj4XdChkU6g9q6tBrSjVWgBWKVaLW6di70I+37a1pXaWeHRxpGFar1i8dKjVYmpFSSl8rijA6tn1DEvw5PjgzOebMg1/PB0GhkZGpkzimjqhUYhdfRDs0EwO417rxuqznwcnV4DA4dXVOqpkDP5rRi0A2K21YefPEKjmoefDzwg1vDK40jbcZtRoJI0kSME4ccBpkVkS8c14oA4AvIYAVlVdu9PU3AhFIM7I34eHvJOOAIIKxuQD/FWyWLo5qJ6y5xnIwblzAkAcD8M54ONjYlAOo2Au99Kbx39E2PnCTxXHiAFA4s+fz1PHe0Hbkyee8IgFLcCtjq1AyPs7SJBRufXT1y/nCXQpsuIN2iJewKHo7TdMTBjQkmwG+2A6CF8i/XRLh0vfrp+ecTpnZmYMLf7ofACD0LoT678OWtV12vUymiH5tZC5/Fr4cISnRwhgFn4TmIW/5AKb+5BhnS2QuiAGUogeYq7IEY5sEt2AL3YAwxhQuhmNOmWUyvJmHiQGfGt6tN0iZW95NZXKobaMz0EJiBHQ74QIqJFC9rjfBUVVffe9e909SiWjmg3VDAWCzP3eTp5KC2WbeGxqasUNQmT0d9PqJHxgxhoOtxrqPj65nE8nc/lqvBP0y2rJFVgPciw6CIHw6UIIpNcAgHIh5AqhRq4xadHTnsGgcyrRqqqEVd2lVGpVKjzh0gCAYsfh3rbHtzlKI9mLAELR/MeMYrYAAKqvALxVjwCyGSO2Q/gcoR64AvAXIyAorqkVmgYJG0NIwZiLCQCBP+HkyjBGwElhLUcoVKvbgiMi+M2NjAwb21pbIQCutrUSZ4IbKyvDIK0tFn3LdczBJBJL0mdxJTaPclbOd9errl27TgIKqwQoR9hdXZBl7uFTDo8iENjHIghsZlGaq3WabOHyUx4+Sci6F58xwhEzl9h2j9Ue/gSg9sGWweD4fwEE+C5yhKECKGMIgZ4nT5bCS+gULbIEvQ4rRjyFOXoJ4W8HD6HXzQqIgrimwTCB/mrFAfSZmeKWBhxPnzB0tLR3ECaBCxAo4bXuMuNt5+JiIApg0sog3JP0EFELaNGeP0rCV41puHBJvAgZnMvGk4WkooqERqTlCCCZTFcuBYkcvLPz4sUOtkeHNne2ouO1pHK2SlV//17nvXtaLY/B67zJZZCpHIXZhXez6JziX5y1wEPVxeOjTSijB4npUTGgygcE2Td/vHv/fhcUhMQVEA5tEz5BcjxpM3E0Ujqfz2WXVy/p0A51KRjOeCs4FTIOVSQW26YgvxmhBlT2UmvG4N9SrI+Pj5o1Y6YxoxoA5HMgdJaVsUqryV38XgvAJ4ESjy+WyL1Qo4di++O068TZ1dXRld68jzZJDRUl5ZD0CFcr+IrVI7GTdHpYrh4e3jseevxkZJiIgN+3Tg4OEk6aAOCqbdW9MtnqfjaMAA49/tczKBBptVT4Kj1BTy9DaRFpcfKoDRLxZGvdcwiAz57jLEIsIpOwqspKrt+oKoOniiuzYOPHqPw7UCXXii+SQG+BTNGJAKpUPB6ZXc1msXUsrL4xBrLJOlnisoC9BgBgDgA8QwAzxJQs6A28G0HEzjLWo7Oz8zP8W0y/n4uXIXgwmPuLsPVI7wWXniwFl+GDWOLqls1WqP9G5d7kJcgE4izQvGgexfFg56wdRC96QAN+0/Dj4cNHaPcHABo62vtpZQMubABcIM4JF+fnzYtW77o3gHe/pOu3qxr12csvX/NfLzNHmSTRyQPRD+n7AvwV8pcYCDPRrEtWWUpqJJWzWHgnXE1X6saseAuHAL6N7e2FQpuBrXUOmcxSaQHAuz0Peu4x6AzeXZWIKhmfR/9QfxFA1/zc0hJ2KtCpIFu7e7q13UoRA+eeeCiJ67u6eKC1cYZSKVJz5Obx0XGTCX0cdRwBEypuOrmU/WqZL2U0WML7W95RiVAiEQFKQR/OM0KNpRyhUsdMP4/K57GQU5gAwDYAUMzhkEtJ5ZXschA/vRaVSsqRSFR8iUSx/uEosxlP6Gllxb4N7N/o6LA7E3KjWCyqLS1vpFQjgCiE1cbI6fHxsNFoGj4+GX48NDRkHCEA3FidXFv7eVDeOmhyu20hGwA4OdmGyfhfj4eGbV5JbS1VJPJ4nmCQBrLxnpsIlHVvNvAYBnRw7PjAIaNhCVjVWElmEhfv3i2/WUEAeOMGhMEqkkBn4dP5UGTf7exVMeqruRQ8U79KwSBQKvs03kI+lbkKgQggwAcqHa/dQPQS0S0Nkc/xMkc4aBWdsggjo1QxAadSn3JXAAKBkCgsdAmEwfX130fXs8BKlLBDWDeP4rWcd91snzDoCYPTAYMd5e/DgZlHHSA79AN6WscAraxjpgNC5Pz8BHbGm9fNXkcgsBWYbydhN3u7HZH+8qUAdWs+k8wcbcWzhcIXrACRPZTDl4VsNJlwtZRUUHBItpqL6w0YDM5Y8CVaJbxAx6K97Z2Qdyc6TiMzpRAB797rfXD3JuTqe508vtTitfpfvcJjGH+SGJRcBgClfCpVDKFJrX2CDakMBhf9l+t5XYT9UyW2YEoZIqp5ayu6FQ+YrGMmjYyC9Vs1uZS+rONIuVTN1FJw/8jq1Yg1Gq0xHB76BT5VCKkj1AaMRgozPI3wtNlswyL4P6gl8KKQy/sgAKoIncKUyfr6+hSG+Z34USARNbSUdTwqvgDE6X7X5RT6tHIqKih45Vpfz+BylSNTh+mDw2GTacQYOxkiXsMjxoYa4YZ7dW1tsE5YJxRO2samjMY629QKepg//hf8mkmvrJbKUYMIUYvhgRsZE8sxAhIAEueB8Arv7h14+6pwHPE6BbIMm86Bx8MRVQCAP0BZeKMKhDCZI11a0vaiyOvuVTLo6I3DQpes5uYrFdKsG0Wv3vwnYkL4rAggaHcsAU+P0ZEcW2pzF9ve3OfM//BDAI9xdg79fIkIGPEBgOiUqoJ3W2axWhXC9a+QfxPoBrMOCXiUuAixms1o7IJmjACgXm+YHoA3cGBmRq+fmWipau+gXe9YmO43zC7Mg7gzj68vBoj1L2YCwKpXwN/XL18LZ/jMJLEB4QNw9/WyWAUWEonMl0uoKZLZhKKitKwEvRa5PGzpoFI1wa1AdAv7YsLv3sdi294X8QCtgsrl39Xee/Cg+8fyaoYSABwZ0TisOJ7rIuzLgOUt19ySlEMtrTFOGbVP0IhELVaqpYxqPh/iH51cXo6nPmRcTFSxjO7Eeb83aPXq9Gh4SwYZztbpuCpGTUOryBeLbGb2Uc0awxH4oB8b1WrGCFWM93ejT+2zE+vmgMlmEo+A4JBINJa+SrKgmtulUllUOgmN0BsGw8RT78561G/v+OHhFX8QAh/qXQUTADgmqaggYzdfPZ3OAA0CIiR2gOGrLXzyy+N/PfkFO7hba1rdbmCoFQCsrZOPyY1yeSuUgmKTcfhfxJyLWVHLEanbhhqGIfpZ1FNy4/CgcXIYEreQmOZ89mxt4/37QwkRAK/dLisnV8P/ksvhSMYlsu/KfijDHExpbCZT6Zal3l7cVMbv5dPRLBChK6rgpubmWxS6RpbMfjrKJ/czmYP0xVUEvAIQ55KuADw0pc4+5XJ/41cEEL2KIAUTETDiARUyEsQiUKqRBQPeReFo/Gt23QzcQR1nHTevr3uxH2HWPjvj/MP5xwxIkIdQAyKAf8xM6/sXFibKaB3t1ztc0wDmrHNhdtZsxlZWLypoRRVUgHoQ1ADgBVSBELGTyfj+Ub4IYDKJUfxyy5sp5AvZfDb7SgbVSSPh8ASJkkunaja3glGCwHA49v79W0jGUQVHJuIrex88uPfjjzjH1HlPaVFzrA6na2EOAXQRlaB/eZlTXvF9g8lm8/iCQCDUGToVv5rP69LyykvLsW+PXE7h3+QzX0EZUChsLXsdDoWAhAByu/hcvgoARCfzsal0sBCeQjeB8F4bECgWabuXqGJsYYAq0DD6u8IqN02hibBaRpXIBNhWQu9SIoAttQZCqEGcNJvNi4b+h98iIDI4489j9Tgmo5HLmazqasCPqwweRkAFYwo2qiNnnuC///3PxyMjRgBvY+PNm2etrfJWYZ3YaIR/EeWN2DQGQuVf/1qxyWeZEpFa3DY0BcXqyNiUfHh1csWNx4VEP8watiS8393mVJGuX//h2u1rFIi4PDabKeHIFBIEkHSdRKI0SflcqrJX+xvUONruXi6dw8GVNUxCg0AGbmq+dauyTxbPZ47yKQDwQ+qiGAIzH9Lpg4PUFWo5iHyFnDF1/omoB69eeF4NAfAzpuBPRAREf4TgMohgaZ9002rdHB/9fQfN2KyLgXGreXQdnm7z+Pjc7IQdvWFQ/fbbZ1wL6PY8o++fWViYm2ihtfRjL/5APxLoXJgHAKGYRGcF+GfXS9pBX1xCxoUX9lBkIe5BjZn5kk9uRRPJZKKQ2CQs0tEaKapgQg5oZqPPbDWPQYcIGNwsrjPcfgsh8C0eSC96dVI0NK7/8cd6BkPV2dvTK+IsOxecc7MAoHOheCX8SkcupTaMbbg9YY/PE4MYqBnRqm521quW4J8QLwC9i93F2cJKtOD3urxzfY0/kCA60vFajcuRMhjoKG2KnOzvEbPc4eM2XB445LFEWuWrEAF/x+5v8+iOFSAPeyLLVmZLC+5SJHNVXRqLTEMjGXBU9SEIj4lx+7xi4NHfEfARNvEOuABAk9oCqZoqgYDP4PM1U5GTPbS8GVYTEfB5MBgMR/ZSkSkAcG1jdbCuTii3oQ8nKHJRQ4MIuxkhLD9/bBIuQxmlbRtqXTHZpjxjJiH6yGysrF21Yz1b+/nZYNhtwobv6z/caCITAEKFxyRDEIQUDBGwjERp5nCVXH7vb79C5QyZHDSZjCNjcVgsTp9AQGlGr8rmSo5mGfQk7kzKZlLExhDMwfsB61ahkP6EYyLJIyi4Mt7t81wu/+HD/nnu81Xtl0LPtvTedhyNEvaCvqknU7awrqsLKpUtrzW0PorDmFbr4uIivGHElrh5/TjEObzrR2/KgWnC6x6NKlv0dtecfa6jvX1guqkJ4qFCj/Zr8068QEbDfXNgtL2ihBYtQO33Nf/pvIAXoQUUIPlEIp9MJPY340cvC8lEIJ+9xBaty3xUVspkcliIH4/ewBDbIpHNIBIYwJVa8bfYs72zaR0DldtbXQrxrB6e0h4tv8/inJuzOJYTXq9r0eXU2+f6BGSq0Li6im1IYYifNqMaXbjr+QAgCTJ9WRmFfYvXxVPxlzPwaBS2sJmrr+xGWVkpANiJi8CqlQwVQ6k2hQ8PD43GETHWgENDbY9tU1ORujpcvfH77xMGhWI97o2FY3vH4Zi1gsai4VVqdVeXyiKx00hoI1bcpjIxOweF9G2IgHie8GhmAH7O7tepNWMajVwolC+LROIGY9CHhXo6lcNpvbbI3uMnT54Ew+FIzDE4uQEpeLBNLjc5xsbUOqgWxQ2tUFloe9pQwI8JTeKpEbXY2Gqc8nmMpsm6n5G9f+Eh4LPnRA4eblsxComJAxKFVc7i07m8u3Q+pxJCHABIGPVUVtK5KqV2aemJtkerVaqkdKlFZpFJOBJBX5+A2URhNbMElSyNJXtWjGLZTNEl5TR95NDgOHo+U8huggb4BKEm5D1P5fMJ+JvzbwDi03UQWg0cQPm4FwnjKXtYhd02suXgZMiL5yeLZjxIMZvnsQtmYGFiYm7OMDHjnLGjA5FzYWAA9O603a5osfvRjUDf3oFV4NyAXj+xQDTlEQbnAbM5OTreUlISdeW/fkl+Cn3CIxcMNpDxQAwnQGp/yOzvFzLxIPHzyaPCZXa8opwJjyQXNDCX0aB+YjuJbW++LFokxOOxt6GNwOZOYH3ZuyxuQAD5vfd67qm6BLo5y5LOurzlhUTqmoP3qoJMlY9NIoCv117vhcM+zwh6IN/rlfZBFY4Algv4N7GnQbeVyX7NRnEzWV/Z7WvXyJVsFR9729lKHoQBzQgBYFubUWw7BvyGguGpMV/N94ODg6Ojv48bxkejm+/ef/wY+/gu5qigNTLJzOpbt/g86ZzMDKK3yB/uq52YnR2YbukgFk0ZBqb7H/4Bz6xEBqEMCFSbTmxjw21Te4ep/+KHlMMMLI5A0flLW88I/M6s7tCu270xaZs0TUKoU2nIZL6yQTQi6nnQI1Yb1cNGsQYBbGsTtg37gVgkNAAAIABJREFUbMLJnwcHgbn/wAuPofEcZm2lbbihhuCPVFlZyuFwGd3dvC4uvZoA8MYPZRTsRujq1fYigGhZrgUAdTK7pokpYPVZoASE/MTqqmTqNEdoPkQAeCUz0kebCtnYZvw8k89gK0E2nyzEHbmD82zCbIr/vdQBF7aepg98Jkf8UypzuBfxTNlGgrq+5r5mqQWvQtaJ4xckcH7RibNw/Quz9mn7xAAgR/D3B9qcuuz2iXk/Lel3zc667DSoAqtoC1gFzheX7xJZHO9QZltoFSX6ZPZrIhM4wlM/ULxQC+YT0UQhniy89H4qYFTMJ7PojZn9crklI+M5C52+HATEjGpjZO8dcR+yg8fR72PhEO5z3Qxubun4DVSGkgCwns/tE+iWpJqlZVAtXv+ypLLie6p8ctW9hgA+e3686wmHPRZ0y+rl0JtZjddwv1CXqprdVc/WVVvmMoUodk10kJqbmgQCvqrz5o942g0KR9mt9oT3DlESDEVi4uGhCJSDauH3cjQ6Nf0+Pg4AOt6FP74Pxw72AxU0GpPMqkZHfZZONt5SOjOABELNPO2asM8NDHT8gave8Cn9Y8bvnJXJdBYLxvOpYO4kfXZycrJHXOunzwgDob3IUBvkQhGVypEUL+Iw/5pNHKmUD48fn9GtFvX09mCbIPxykUiHJthicdvUVA16Ub9ZIzpirrpi1tbcbVM1FaQyUlVZFZNMl1arGD3dDBWfTUcAr//jh2uNzVCWqHpV2t5fn/RCZunRKjlSCVMjY9EElbI5Jlp0CJr7KEwLFIE5ADCTw5U12IR1mknkxyWjXkc+vr9pspocBch5GevBp/NsclSzXfh8kSt2RUMCBgDHrABg+vgg5gMAl5cAQIFAlnAAgGYCQOzHWl+fx80fxKrp4j0w+prapwecM87+eafTpXBl7ZBxp2lVHf0tjQszBoV+1vk3f+uL5qgCSiQaqaQqWkgEgnj0jO0vUA1mE36vH2rAnSQKYSgQLyEHQuzOQADfqqBy6BxIlFt5i9jYNjwcAfW7jfYcOzuxP9/Htt++2MaN1lubah2DruVrtffq6/lsAVO6hBPqy5tb0S2/5PtaicaGx2bwCbxZWdnd8MXCkXD3j1DXoAuGoBH3C3WpbvI6b4LagISS2fJDEtdXNWPjL7uzs/5HVT2Pp+28x2CINEvBsNHYOtXmOxEbQbepxWOmmjr4gAdx39b8/KZ1O/QxvBFO7UdJNBKL3EypZsM3gcTSV4pvXtGubkY/YYd6EE19iU2PM/0z07N6HfEa05mWiRuE0+MDAsDTM6IL+nCvra2bWIpJluOCm0kT/EHu0DGZAnq1lFstUopEPbhVAgGcojJEVDIVB/CHhmtsk+5nb5C/N/CdECFv3riHfFQqNkOXNQrIUhVZBeULAEipprO+u3bjxg2QwIJm3G6LoyG//YJbQ1RcKZ4lMZkypmAOp0JABndRWBbdVh7HkXBzZioDOgPg+pCdV4wmjzKbDrPGa3ZgO/S524tdq9ax0HnuAnuyiMVKB8cHoUnrzqdM6vgg4rM9GVkKdgm6BDLZEQZA3FWNJSBEwoVZg94wTXS99NtxyQx8N+in7bP6iVmXfxbKn6h+3ql36Wnt8JbOzBYBJODDc5zxqGJCZm8HAp2z0Wj8K2B2DiHwC3C2Axk+isuC4e+/fiUAxMYEEFaXBR2TzsE9SEvh8JO2oeEhT+xge+PPPwM7L3be/glK+G0gsLPj9Qa3LMtQNkFarf9R2YVrrS1KpcWytLRsHpNTa4RQf2MJhO2YbzbW3LEDALCnQYntmJWCvqayMnIll3Dggzgn1W0l8KJ5bqAKJ5Gw2evu3Xs3ibvQ+u5ukXZkCeLLVOvUgdEWfmwEITpWV2ca/nlyFU08g14HpMeNjdBBwFtLK2ssR7Ob6lt0Fkdnr4CyZGICPbMNev3cnN3wsH+geBU8/fBhx8DEnEWns+DS0jFb7iQSjkT2TgkAM2dGePpEe5G2NtBZXfRKpsXhQDtrt9dh9s5RK5lkNpddzVAqRUqluk2EbftTVC6XXFpRUyOeajPWPcbxlzdYgKy9RjsFdJVZNUZaqTiXU0rpowO/vHs9vcoudnU1hfId8HcbDQGbIQTylb29vz7A9a1aLZ+PLrGVlbJGwQBaxDRCGUhhSXVQORNJ+BPkYWJnTS6TiHoVyS9HjlG5JrC9U8idZ85D5vNcBkrC7dxpccM1zqfDay8UiqcyqfRhJGgbsVi2oIjqAxnsdVjRE5AAcBFLQIPBgGuq8Zpj+o8ZO3ERpzfY7fPwaRlmJxbsC4p5u2sGl4SgfYJej5uF14uv8eiiwc5pf1VVVQJCJIv8ZXKFfOpyfysRAIW9uI4HM0jgl6+X+Q8ZADCHLYJ5CVVj0fHVSvFJ2DgMIRCCVygWD2EOxg0OLwIv4vHNQNAX3MotNehEjLs/8kG0kPlLWtGIbski4dR8Xzc4OfkMar/X//kPxoD3G7vpUHBqakSp7OaVl1OaQc9BNQ1Kp4vNY99j8y2WfMLvX3AtNNJIAgr68tXf493shEB4716PFhL30pTNZjL69qZ8ww1Gk1hsk38/DIjvxuI70SNvyL0bDu+Gtq3jFVUkSiVhN3eLUs2RzbF0ljmoo6HiA+js4xACHxIs6ok9PtN6O9Knw8t4237QZvN4wicIIAQVNeiL1r2wqLsHQjSLRdFAWe52WB3jUB8tlDLLyZRSwFxlYYjEuFIYxNEIVSoAfV9LFY+AVH/+fGXjG4Brz1bfwNPontwzUkGBlQGAXD4dMvjd3ntsCgHgNQTwGgk0PEgw7W+//dbzSxFArqCJUlVJEjQCIggg4dpWqbPsY2Mt3qvi5kIEEOqopDVe+GAdk2t8mQze/Z7HTfDP85kYLlUv7ms4PsZImEt9ODjIpTOpSNgzsmTZsnQ190mljoD1d8e6d9FadOaYfwoE4lZW3I6O2tfQDzzOKqDsc7omFPOz/nmcugRxYtBPDBhm5+YnDLMLC0+fPl3HMGiNLvgnOPpXN364XkbSXyaArUzu4vwoc7SFKyACXuxN/ZpHBCEtHxCCPZcHxZywSHTLOnj7w4eeYXi0V3zhd4Q/AnpXxuAjfwEl4ea2NxLLHY411PzIYPAYdHq5qlfboByxaBo4dZzhDTTQA/j+8/o/bzY2IDzF3La2kaURpaibzWZTmpsbBQJ49NmddHZnfe9SuoAA+qOuRhqtD0IALji8D7GRd/d+j1LbjSstwr5D3/aFzzQcHJtatlq9vtjHUyys4f3dPHj/8f3e7u47q6KilnTr1q3mapxyruZwdH0IF2Gnre+TySAftBP2dR2ydnRw0vdJZFIun8+XiqS6/Smo3oY8CODHVCbX1qpuaz0Ji5T32LxqqPwtFrPZARBK2ttl+gpKOaW6vJrN0/YqxWL1UBsQJxbT+c3lZSSmRCTuGRp6/vxfG8QoCEC48Wxw8GdsR3AHR9D5v7Scwud33dQy7nbfu0uvRkv8765hDiahYW05m9f773//+9dfQN7Af58hELCYrEpBUwskDsIiC76acp0Oi8BsDu/1s7kc8U4kk8l8Mv7Ja5UbV7EJJnWeOzIfZUBhZs7SuW8AHh8fopFlfD+TPktHtj1PAMClLpTBc1vrJsd6cSYTp+GcroWiKe/A9MwffwwQ8c8++9S/4B+dUMy6XPN27IO3K6Zdc1DfAHuzdsKfAAjECJiddWbtMtnt6zdKqlwuvOzIZguFXCifALEThHIPe2Eg4gF+maODTCEHFW02ny182eRINRyNWGM8/vj4cevQsO3dXjj07iVBYOzPVPxFKAR1YMi3v1k4/L6m4UeGtre8msHo+ZWhXRppqKHKbe7VZ2uv//MMw9/rjTe7u5ODqyGT2hMc6e5WdqIDKTrusHk363nVP3bW37RA5N1yIoCgIZop3C52p7b+N3Z9J6/z/j30OdcCgOHIHpTM7zxhT2RreevIvR37+HF3++2HxCfvOxBHu6HdPZ+mtqL2VvOtZgoGQTq/WoquCACerAN+6CecUTwx6OiQEQDCdz1TwsWuay5XpDucEoOEJQA8gAjYVicWi04iop7Ozi5EZM6J69IWvYoWmqylpRL0Kq+6ulfLtajlRnxM29QiOptSRqKQpQzRP39p++XxY4iBz4hxkA2iBARBtjplxPbrUjKdy1f9eP9ud++9+uJ6JQDwh2vXQCFXsth8Xmfvv//52z9/JQCk98kElSxai6yJAFDQ2Iy7u6SW5QKxfDWFu7fwlA8vGbIgSQ5ijjHT9ulnAPAsl/EGsG8Q70D+D4DolPXB++7o8CzzDgB8Ytla5vIFfRZdYhwKjcB6MQSiCgYBDLXKDPEaGCD4m3cF1p0TCrvLNQoRD2IhJGY7/JUTfmZWMeFERJ+iDnGhseBse1PT7dvXSXZnFNRG/jxWKBzF9xPx/SyKD6giLkGanCePiDXwkILhcckUMpBGOSK1fGzqwvcYl3p4IpHt2M67+HZoJxY7QEUce7sdC4X2c3tjVBHWaIxqwOSfPcoRBrVBaML4B8mXyL//WdvdHRYOToZs8qlDi1apZN9nl1Iot/q6boLSYNNv1tffVYUzlwlX1OWP1tJqoTTkKYG83pud93m4Y64bN9lDbWk7hK/i5XYwsrW/te/dBOZ2t71WayDuNb11r26sboR8Gk4F7RblFhtH7G/yqtlclVRKVPHtSKHeH50A7joQPfjTHSCRzJFyuHQ89NYcLuHFBgCY+5jKpc/krWq16DDSqr3f2QkAsiZcZq/VvL4uawEWQBKQ2V1dbK1WqzMZ8dZuqG2pmkshl/3QSKErtegzOeQZfv7s5zXCgp1YxLO65jYOjyCAEOSq0cK1827PvXo6GeM13gX/cI1EugGYqbp4Pb2//fobAPgAVEpfn6CSWdkka2wiuvLRIYbCFGjm8nkE8IDQwnj1UcCrLSAw9dLnew96gwBwcz2DXTOpb1uT0EIGL0Riju2jo/TRwYHDNvJkOSiVSgWWPv+41f279wpAECFYBE4/HHg0DRJ4egBN2uzzLn/g6egoRL75dkDOP7swD4WN3T4Ln98ssZXhISBITCItjCtkjbSW2+16Wkmjfg6C2+V+6sPXl3H4kvKQfL/imXQh+eUysxkvFFLxDAp7CIz5bFDGkVE5HPlU+NQDABpNocj25vbLGPbFEKsbdt6+3X4b8r1MpbZtT9p6RnqwUHvwa093aw3VFAqvPiOS7+v3iODuxs+trYOrbtOY7zA4omUoVbxSlqBcwLvViVuxeDfvqri6TDZBXCPLaBVkZjVXeU+p7azma3HR5k2oAvFWYEzt2UxvR+C1H94yWx0hn9u9apJzIFeYJgcHV9oGTbYxeHJwRQjKYFTCaM7ApTNZTU3t7YIW2cIr0GsdxdcdIhQyuaC42Fw+AJiwtEIO9hwSbvLpnFxsHBFDBNTevcurJrOaLDpIwetmL4dGq21p0jG5KotOVQQQ9DIo5mUqvZIEAMrI3N7unl/bAMAV4eCzZ8WZP/yx9rNRPUUltnpVl9erOns6b9bfvVn9PwDLyq5hpadTqbSWf/72KwDY09vDZQmayMxKpl7W0oT0/YQAogxJFHDtEUTro8zn3OfzjHdcIln88OkgU7xvAwA/53P71iQElVRxOL0IYBoXq6cPQtuxD6kPRymPR/tkJNgLAM7J5qxmh2m9KELgB1EDFtevDgwM2HHKct7phPgGVeA82j7bXfMKAwI4i4cy8y6nweBc6Og32Inj6Am9oqUK3nBSVTuphNTuSmYDW8SpSzKf/YonMlF4aBKF7FYcJ+PO4/AoEdd0wWAhw6FK5HXCtrbTvY3h4SGjLRiJIIFvi62B8bdvgcHtUOjlQeoYcuKItq27u/VBT3dDTWsw7NsA1UcEv/+8f7P2fnUQxy/db902j1Gjtmi1XfVdXfiu3+zk/VhP5//4o0qrCcowAyejAUVFBZ0q5Suhui+nd/LRaRrYVjbgug9NMD8mF7cyOFxOBYcjFLa2CuXCOqFEYRo1rbpXVt9/zh0FNM3VlRwWnVtdza/nsSG5SulMQRMGPpne7p++/fBvAIHAvj6ZhsPugl/D4Wq2NFQGqJv9dO7wEKojY6vY2HAYbO3BmoEtZcnmHKbfF3/fUbS01HIUFqZKytXRLQwlg+hNHR5WB/n8ShKJ0ijjMKB468ZO6GEQY8VFUOgJQRxEe6jk0rJSbjWZx+vs7L55UwtvRSUCWEa8AEB9X5eqd2np3//sLQLIrxSwIAIy+yCa4Hx6c9NtNInBGVIIeNlPR5lE5gz7TR2jHKH5KPdfouUe+wLRLDpphk+XsKj8loJTBICplwfb+7nU/n7QMzKiDS7xAUCBxTXu+B1VMJ7FLEI1B2xdAQghECQGpNUJ+6jf73yqd7pote32WT3IkAl0zXLanU9nJ+b9TmSVWCoygZclLS00Wou9/TqpxZl0JfJfL79kCQS/fC18yeAIkT8Qz2YTR8l4HETVJWiQ7KY1UZhjWs0cMYS+98eYYEy24P7W5iZ25r/d+fPgz9hbRBCtfA+OPZHgE9tQ94PWX34J/rumwbPhLgIIAfD96zcbK4PCwY3d1dXQqtsmVmstFj5fpYIcVHrr5v36m/V0nrJeadHN1bpcuDpxy1tbUV7KV2m5DD4Zq/y7Wm3vTWVPg0otEquDX8TiVhGfKiFXcKhjpuFBOe7BU8jl8tXVFffq7tnF2YG8D+9WIbPeQoXNxkZqCoXW0YGune0DetojIO8O0ocZGKINH5cfSpl06bKkokGsXobwdwAAXhiN8uGGVFCsVjL4UCCRqYtm76o3sD4O7yhn3irRqNQMnWVJRMWzQdw85tDpsJ+yiaPidv/a09DTM9I2XDO8+r/X2upG61QxAnbhxErPXYjv93jw22RdAQgh8EZzX1+zAP7D/4YI2IsyWMUUNOM5jEDfVCkTCCAK3sYcLNXN5QkNfJRMAHFn5znruEw4ugMFbPoq3/51mstnrYFCNp35xt/p8eFp8UYkdrB9lEt/2I9hQ4wtyJD2PWqeeGW2WYmDaIyB8xDy0AZ1YBqQmpmBBEwA+NTsX4ds7I8qaDT9zPScfm5u1ul3QkjUz89PuKJ45jUzP+9cmJ0DflsqaltaDE/baRWGOVcUEm/hUw7Yg/yLGiQadY0H4vH1xXgmGYfEfJmJbiW8jkTWT/MGrHLTitFz7LMZjWMjtq3I5ubLOBC4E/+AAOKxIITBP4+Pnz8Pe35pa2375+OIp6bBt/sGD/6J45c3bvekUIjO+O7QxqTPZhqxWZZ6q7XsUnLJTV59b31nfT2bCwXe8nLLHE7dzc8nOBVkqkrJZzB0UBzR2VANaW+qekVasXJEEy6I1GKRhsMtLZFIxhze1dFRRbtsXiEfdU+6329snF5cnLktHCpHKNHwq/ls3i0EUEKpgoIPY2BLe8ftGQx+d4gEfAc+T5WUrmLTuWQyx8KsYEo1wfQhAIg3IQ7TVCsAKOpmdPP5EHKtZvifrK9bhbUSuddqUes0oiXLMud7E7Hs3TqmkwrIJNzExVf1gHLq+dU2bCuO/RGDpzi45Gkd0ZJLSaXlXBVd2d1Tf5dRzUMNwr7F/o5IwNfKrt3GlgPd0tLSg95fex9oEcBmwieLOSdolAlYjY1NjTi0BJAmsngQ8yGROEpj033cIeSM7n/OfQPwFAEMWNGoEifTr7LwMVrEYA5+9wFPERP7Hs/UkydhvhTI1/sh+Dms3wC0ExtYQYjYZ+ZnZmeJOXPn+roft7A6/fYWWsfMgB7y7dwC4KZQTLgWZqNJHNGcnsa+GDsa9NJaFLR2l729hEaLmi+/QiF4CXn4Kx635PM4RJ5IxhfHx9dxAxROIkeTjs2sf04GCXHUahqc3DsOmoxjYxZbeGsLN7i+ILoS4m+vzmVie6evX8deD7W2PT6JeJ60ttYQ1094AvPmze57U13dKOiD1dDb0EbIagMAl5fUDDKdXHq/k3e/XgUxiq7WLSecLQo/AGgeT3KoTByHU6t0xFg6r3NJW6/Sduv4aotuv9AqaqDzpczSEo13c/9DCFeB2uFN87onP77fdZ+dHu9tWNVCuVxj0ZQTy1chukmZVfo7dx4WB7juPOr49rrT0SRQqeigZunl5RRBZSmdo1reOswcpXOZMyM8dw17YVFrW6tWKaJWCL0hKCRMO+ujQjPIEZtYI58aWdaJEcDVyVHrqKKSRJGxWByuStXdfe/Br088tnCN3Ab8Qa26gr/o+YpRrCwFAMlMfjWD132T16NUca8AREcRfN1uaiKzLZYlS08vvPBCGOeQyCwWE+9fZM0CIgJWVjbLLMF89iidOYonPxxeoCnljkJoepnaS/9/ACZGsW36qimQOAHcO0jj9q40Lr7KZDZf+jxTIyNBeH76BH1zXuskNgIigPOL83bD9DTIEJDAEAyxBgQN4ppfxG4nFwiNiY6BmWkIi65FJwhmSMDYjmfAtUn2CbsTl7Xa5+wKztPfFfaFKO7ccEULmctk/qgQQwQLl17z4kI7xx+1LkYT2Xwyum5d9Cezya1xyWwy6094X8ZWhm3pA+8YDs8v4yIvjHoY9w7iBIBA4+7rjwDc419eh08etz6O+epa10B7vH///OPrjcma2tH1kHfjxQvIyxsbXu+yzWLRhqG6u3X/FjHYpGXzLcvLmlcTCpDsUb/VkbHoOFQqn6+jq5h8KVepUi6plFqIh0qlTpP+olaL+VKVgFLSsuAlXIdcUDr6vYFJk3t3132xt/ZsZdk0Bm+iQ1eOW1P5oEJYzLKOYsj7v/qD+LNAqlJV42ov+I6+qpVc+G3u76dymYsxU5u8dW9PjafMIpGoosYWWoVS4sVTx+9Es6Z8atkTC8ZMDabJnwFAh6KFRGqas2gkXBXjZk9Pzz+VT6a2v28FAFdWVleGn61uuN0rUyJGaWkZuZLJqeaqlIxulZLLQBsECrt4DHPt2o3btwWVLBWUgcoHvb8RAEJ9wK0UCJh9TJYA0nMzOrVVVrIEmIPhWfkUz3w4uDiHr/kovrlNwEXAd0YAmMkqQF1i1wIOqGPwOz4orrNJHX74sA8iBYr2KeNIcEmK7Ta6TavJSrwAwPWnE4b5GdC0C0QyxnsQXD8IcdDvXwDkXDNEfrYT17/zUO+1+6OzipY7Hdh7ZF8ABO2zE3o7BImnTw3R9pb2kpZZ/2Ui8TKzn09/Af2bX/TPKmgKV8Cfia5H81H0I0xmEskFhWvh8jLp33p57p5cjWViYxK1zmIJxjZDm4QGfneQOtjZ3iEKwd3jvfevn79+HX7teR7+6LNB4X11A+8ebBWOmq1utzf0Al7xFztunwe3DnFUTHIfm9cJ35a4Ot1+hjk3j+7DUe/YZn5LY9kCJC0cDadPxVD2akeUFguDoRGPaET7eZFYo1VJLX3MWsumd92LljV+705gZ2NjcmN35WJjWDjss626V20OdfktQgXz6RxZSVP7I6SuGAWvYIRSsKNZJuWSsTm2FORDZTkkYh2uSY/AB2WUi8XCyJ5Y3CZqE1u8wgqfewMgcmysBwLuMceUyeFxbAUT1tqV1Z9XoXJX0ICPZdecREWnM7qhcNBOmWJ1wtAkqCOIgCsba2srK8PihtLSEgqTW03HTY6Q3LHf+QpAgr9/3G5srqRw2Xyo/3oQwB6tis5lCpgylkAgZUmbmxsJq14KS2DRZZNH6f/m9rF7DKrAI8ANwUqn/g+Ayfy4t5DPfTpL4UlgihgaOc6AKjnaj72Ectdr9oY9tintUpCPt3EyV3C0CCCeJ0MExKiHZ8wQCCfg+/zC7Kh9AsOgM+pyTuhnZgZm5lHyro8rWmppLld7ezu+wf16g3MWPlSnvR+USPts1IC7NEsqWiaSya3NT4dfMhd4IOhILNBoGDez/sVAwg/xBL1jkhOuV6+yl1lXNBk4Xt3ev4iNyTl0ndISjIRDm7Htndh2KHbw7h1IECAwFDs+9j0Pn4T3ngdP9nyh8GDds/fujb2NjcHWVtOkAxLQRggIDMQ3/kS3LRA3fRZWcx8F4htDZdFZNFsFjgzPACEHezezhfEoqDuXTqfi63R8lWVpxOOztTYMi40iTSRiGdFCYrIsa2o5VkAbD9xDkOG2ITbt7k5e+AZrxjY21l5veGxqMhfEJY/H5tGlJEFxfvrRQzz/+/ZqbwcV0lhZivU/iUIhVVZCXNKpdEvBdPpwytgmNoYjJmzLMh3FNVSvY8eNN0jwggdpKghfltWaWKSaJuXr63ZXC43UpFuem7OIRQ0MrVo8ZTT5fHIhYaW/sfb8+evna8MrK0M131eUMitxgRgCyOWDYMeOe3oRwBs30AiVTAEVr1VeAdjby+czZQIZdkRzsAZEt15QIaBWEpBdU58P0xlidyuasx3jBe/x/wA8yxQWrbi49SyFG0ROkU200k+nPrz0bmYy8Z3Au0jQYxtZCqowB0vmls3Wq9fTp08x7xLnzPNXGdg+Oz5qN6MZuHNuYcGOAhkj4KLT3k6rbVFAFDQYOm7fQKOiBYB1dgGycIdTkZ0FAWiYqyoh0SYSVpDAufRhIR/Zyl+6aDQ0S0mazf453AkWLVx+TRqSWderAlqYB9D0cN8q13DwaMQS3g+GXr6LHbiN1lgqhgDG3u64356dxXzh8Nme7/Fw+PTjat3gavggtC2sE466TZMbaMXn3diJu90vQDd7dWYF1Bp9FEGXFBItAChZvqxVuJLIn39zCwoBKAKy+a1XyzopqOHeoC9y4BO3GsVGsfowFz6MhIPB5S2ISN8L3aHVQWHd6iA6vO263+9O5rymWhPR/OT2aMjsW83EBnQeXyBYQPge4q05Llr/H4B6ffO1kiKAZDKrms7v4nOllmWQjT6PzTQVOUBXSu9WImqWbHlNgfiHRCC+7o0cRzwRjw1Ctd8ybrKNOeYNdhqpgimZm1tCQy0xbrGQj324UmA4D7f2+vnzlZXnbQ01FSRmJZ3DgLqkUzMmAAAgAElEQVSiW8vg6gTEueXfAP7jH0AghcWi86H+QwAf9PRadFymDPgDZY/rGohjGOIsum8ZyPvrc+YQa1b0CUQAc+krAK9qwAKxOzh3lsoVVUgOAQRuI15HMJ+JH4AcDns8T5aWLSpIwQLLnIOgz2w2P33qJAx20eVvfn5mZmFh3j4+QQREDIF6vCWBFGywQ1qeH20B/hTt7QpDy+0bN+487O/Q4750NJe26xUGJ629ZW7BVVXS8kqR/4r3bYeZD3hynvVzFPNRfxa78TAGJS8vC5cuvf6PaPJVNBvd2UwdfLByOGi+yGAol4j+6NC+Qyi3vdx/WQQwvh073ovtfXw+9NjjO744vTg+XnFvC4V1cuuoyb2NxV9oeyfg3Tg4iL8IQQQZt/f16eH5VRGebYBghqZzIe7R6NZm1qxQKHRml4ULVQkXKsaTCFAgR1e+1ta9Q7Wa0c1giCzB0ZqaydDG6OCLPzcG8UPee7/rm9x3WGsl2AOxthE2kVmUZnYzhEAGRyaZa0cDnT+mW1r+z0F0O3qaCG7g6UcZqZFcyaLTu7rYDJFm+TB9sQep6uDk7PAkvZ/ekrVIaA6vPHNZOH96HgjFgo/b2tqoGmtWN+f1hbxWRQutpKqKxUGfVnFrm1o87JkKTR4I5ah/V//2adt4HjYaRRVkgEcmVXX3dneruHwdGlJUFwG8UXyhQQAfFchvvQ8e9GgtFi5T0sdEADnNeAzTWOxIEPRZMlkoFjKxQ1wenCkCCOn1OPUNwCxoTcUWAJg//gZg7iMCuG31Bs/z8VQOAbTZLEvLKp1OANo6+A1AdKY0GOYnMATiDkDcvToxO2so1oQTA3oDYDbQgfFxfqK9RQFVnsHQXnv99p3b+JQb4OcXsFNhwdDeQsMR4mhVVYWixZ+/zBTyR5n8ZTabLGTnW+ZxJDPjgnrehQDm866O6QHIv4XLTDKUeumVU2uZuE6Iy9csx/ZDH7z7m/B4e/djhB55C1S9S1+ceECCnBx/PDv9eHEqF5qEHChmVx2A3wsA8G085A7t/o5ScN+7Pi/r0GP2k2p0qj4gcHl8Fms5eAA2g1kJBx4liYZDlko5dK2yG2LecdjnM7YOG8UnJ6CCRxiMBol1rK7OvRtbHd2J705Clof/Tyy0fRSPcyTYgbgWjpmoCKCA3wUpWKKfJRLww+mHgDfukXLN/J2Lm5v+cbuqjFQJyhICEU5DiTRL4Vju8Dh9dnJ8cpjLHR4t11ZIJLJRDjw9SfO61Re0PR7BDmhHwjGOGUtBqyqrYLEkHKnKYlFjg74tcpyO5erkbvc3/uDBeP7O5rNRy8srmTqZlMGgdzOoOgEBIN4FI3+IITwO5RRsiyYAvKftXYJHSMOUSFQcNkvAaiaWdqGLSp8umcXOnch+6kPmIpPO4baadC73N4A5XOWaz44Gstk87tUsTmemi47SLx0hX+b86FPuE/YETkGJDwDiTovg3xl4EXIwSA/n7Lhhgmh0dmJ3FgAIEdDeP7Ew0KFHQwQEcB7X1wB/Cjv88fadO7chBPbrp2em5xdmZvR+g4HWrp+Z7nglaykpo80lv8JjkcG21C+FbDbaokgmk4uuRW8APcuykJZljS69C6rAfDa58ykVkNXSmE3NLA4U9LrgfvzIsf/BKpd79/fjb7df7MRDO/F3e6cfn/9rZe/s4/HZceHUZ6yrEY56HauBEKjfFy+2cfPNf0OTrXgivW3Kz7f3w8ev75PpdNK+Pp0MKieMf4nE1uZyRiKrrW2pqCVTy6k4JMkYiUTSxwd7k23GttbjEwiDS91iMUeuEcp9G++3JwHsDffq+/emydjOfiaTlMkQwNfhsIkJapKFix3oGuE4PJ0tHXfaB7BzCAF89QdBX8vtptu3b9yuwl2cgmoKiBYuV8rXWHxQzu4dHO6dnET2IerraivQSpIjUSgC5lGTwzf12OPx2DRjjmWLRaNRcCrKyqpA2lK5IJhGHj9esdnCFxdnZ3WQgSc3/g6AayvPN8IRj6y8hFQp4zBB/NCpdA0H19EUIyACiDfCN66R2TpLMQLiWfSSkq/RcSQSPofDbG5ubmpqJvoRWF19W1n0OsBNuumzswMsAnFV0vFVDiYcAbN5h/VTLp8r1oCYgdEoNZPeh8j9IfcJvVKhCJx6Ygmr+uAjkciCV/gtIoF2DHfm8XECwD+mi/0w8N1umJ4ZQHPK6UcdE2hgjgAqcCO1QnHn9u07hGEWFogzM84ZeMvt7foOf4fr1UALqQSERp54FV0Roop2f9KvGB8PJAqXUA8mCy5D1fRM9FUSFFQ2vhNPyCpo+MThlanaEjzacSSzm2a5N75/gL4x2K2/HYKE5Xt/doEeTGcHPk/r96MvvaFAyP2CeG3vbG5vC1vrft7dhZSUnzcMtD/q6AAANSBopUuCV5L8VnQrkUwkM1+DUE3VllaQmXTM+nyR2OiBXPjOY2trE+8dQyY2MtBu2moN+Uw2KPFXcQ37wYF8zGHzBqNOJmtoeGVtNxbzcmQUJguN+hkSjqSdVkW7ff1OPy5ZwRCoJwJg+/WS6z/8UIau+o3NAgpe3KFwVmttnljYNjU8HI4Y1SIlh1xBAvxoMpliNPB0x2u1DaM9g1othfoBXjIaqaykCgo7Olc5MrLief7cs+LJFQqf5YNQAq+truBY0hoOhXhO05vLlJLSssZKcim9tJzB4NAJAG99B/BdRcAfblwrp/Tp7uOGn97engc9Fq1So+FCRuCymSxcXNjUhFoEQiAUgUDTYSy2n8qdHUDwg/QLEfCYuAYhDCnzmfzOaDyf+/sqBGfhiMGko5c72wfpT5/+m0tHIj4AMAjpCAH04gYfqwMAfLr+1G6ff2rG8SSnE2IZNkejPYwdqr+Z6YcDDzsGph89hDCHAOrhGwBocAKAuK8BW39xeNMJvxTHRfqd0wOvLvUlJFK7/xIvfy+zBIPZJOS+8VGn05EoFKJ4H+t85Xrlwt6y7OVldieQVFSQGhuvVTbTIQYSO63RUdAcJ46jd3ZexF+8iMcO/jolpgPh9x6ORRytNULTS68DEq/7YOfFi7dxIFY4uPrm/fs3q27v6GzHnT8gBMr0MgBQAB/jVuZLAqQaeu5aZKQK7FfC8HeTwYeCz3Nwehw7OP54HD692DuGoHQS2YIHOHeM7vKTrUK5fNA2WSMcG7PMOWVVlLrWtsfhyHaQKWtiMQFAJV8q5ChwPWhLR4fCgNuF9VciBE2CiPkoNH4VoA0fbllXqtUjlqDNZBK3RSJikVJELS0l0WgKiUTSogBhtmkyDQ8Zh6DSW9Kg/4ysqZFWVtbI4nDp3d3aEY/HBwImfHpW+LK9Ohnadf8dAN+sbvguLiLLrMoyHAshl3P41VxpKXod/B8Ab9z44acbJEqX6r7qPvD3GyThXq1SLYUCiCPl0ll9lGZcW4ibDFlQBCKAaQj+B6kzdN3Ac5hvAJ79hT1Z5x8UCODnb/YcuWNi6uXDPrHE9SB3GtkLTj0ZARUCORgA9Lpxi5Rj8ffF9admSK9mvBWeW5gZmC4C2DH9xzSQNdAx/bDj0aOHOBy84ILsDFpDD3AmCb82UHyYhOHfmrEv2Pv1Bnt/vyu7kNW3l1WQZtEjP1tIwjdiItcZNbsw9F1m0d4Kj7gX0GAjCRVsPh5PLtDg/SJBloJyXqTWbW1lNiEPfyCmlOI7uFR9J/Ti/R7Sd3b2cS/o82jEQqrQ6vVue3dDkIJf7ISs8tbByfdvNt68f7bhVkzMYJHar9DLBBYBU9pnWV7eWl5asi5ZliwyKMhKSsksdjWbh0YeSrUvdnIcOz1Lg7o5Ozk9OculfZuFjKNwcXqcuwgNorvR5FiNHK8/5iillQ0QJH2eKTNJJmjCsx6QtUyOQkK0YNHaJ3B5rUIhIwDsaLl+HQEkAYCgPNkgQvg8vkqlBIyM6hGxOBwUqUV0cmkpU9YiU8jMLaPRQODIYWwbAk0ukqpBQ0mlElpjE6RgAYdbTwD4fMO34ju9KJwVPh6kdkO779/v7u69f7P7ccNty11s6phNJPjlZaVMFZ+v4tI5zc1FAG/c+Okn+PEP5JDSjG6bRAS819OtVfLpXI6OK1XRWV0UFCEIYGNln27r4gAU+wECSMhgnDr6loKLwOULcm/+U/7z3169hJnqMZaBkLA/pf77OUXMp1ssW1LZnFQqndtctTqsjnWoACEKguAdjYLI0M+iN9bAAHqy4d0w/tVMx8wj+MMAYcyGtY2+Q2H3X/7x6NGjjvYZqHL6IQP398/M2AcMhoGBadcX14JBTysr6UC2sujzj2PC2ejiYjSZSV5mLi/9EPkWJhbm7C5cxJZEmZxMRjvKfrhW1khh0fkcLofrCgaB080jnFX/888dKAHjb1+82H3/12d4GE8/vgvadBqNhVojXw94J7df7AKAq1ahUI6+AmtvAMIXowpn/52ZaYiAelD+rL6+JamUq4K3V6qScbgknFeiAH+49byexx/bOzyOhbGgOTvMnRzvHZ5FpoKZuOPiNBbe+7jxs3zQNOqQ1wnlEolOx2SRG7oZoikNp48wluaq+F1cLkeiw3bODgGpHbsXJJBLsV7RuwaKAF4jKio6u7qri8/mKlXd4hGL2qgWiyJBkZiBHXwtLJZMPz6nmPD7Awkr2l7h/JtSo1LyBY1VjU0Q0FhcJaOhW2sLA4Fhz9mXQq7wuXCe+vjXae6v1OeL1F9/xdy+1KGVWUmhVJHKSKVcQF3LYEixwbkaAfzHP/7x00//+On2Tz9hSdqFkyG9vQ96HjwYUUkZ8CTRQQmyBMRgSFEHS3XL+UPQvR9eAoDnhD9CDpdiHv/1PwA/5/NmczaTL+ZgAsBTwqEjnc59+m8q9d/cpxQAODVl2dLp5mSQk146rKt4I7xY7EeYX8/67ROKiQ6cSsf+aMAQ7YlwLxKEkUegQ3BYyW7omJ5uN0SjLmJlV0dyJrkAInl6xgUAEnfKHe2v+jto7TMkEumV/RLIymQxAyfQ0CWRLHyFlIw1YDbpdC3Mzjr9fryVw+/JOXT4uN3UzOZD6UyGssebKBC9MDvFO2HMxG9jf37+DL/vPY9FLbUGtzScGrkjtv0utL27+9/JmprV2C4koTev37x5H1sft/d3ENZeepmsuQ/ksEWF7qYcbp9OIgAVWFp2iwCwvv4uj6eNHJ8cRI6Pc8ex2EkwsmcLWsSacfRmEdbV1dV8j9/gL4gIqOMIWDcZDYwRNZVZ2UgsdmDzeBAD+6SQY/sEJNk8znSYzXikumAHAH9AAClNzQI2t5pN50Ohy+MruyEEom8bAaCooby0VCAQyMbN8wqDyx94aTJNteH1HEPE5zJAGFRV3SCVlZI5KhGjW+vZi4VDYV8aRMhXwoLsolC4uPjy5fzi7EMoeBixVpIAWEoVs5SjsiiVUOZWMilkYiiJwO8n1EXYbwVySIuXwTgb183B+3HcGQC6qonFKhLIEsis+fRxOnMU298nDFIJ+5fTv46/EYg/k9+RH+XyuW8NgadFAFPEVhEAMJeKQc2AHkUgCmVSzUviJNCBg22YgEcVAbxSm+6/8rXDMEjspyYM8jHZPuw3YLe0s73dGXUZZh91PHo4k8z6Z9oByemHD6exmcHQj3s0WzpaOl7dgQqkI4pgAYBJqPqci4nLr18vv0IwzOJxHCpSf/IS6YNXIpF0kkoQQBCJXHp1Ofy25xJ5EL/bxSklIhXH3r7Y/QtKjljIZJ2zzEkkFmstR4PFkG/XXVdjikH8W3t9BWB8XaGf7lDoJybQu2puzs4EABlKBLBP0HyjrKS0HACsx6XTPB5PDSLk+MDnUxuNkRN1m1gspmK/VQ3ul8PZ9MnRUTl6VGqsFiuoainvLgOCBZRtN679xGITU3dKqZQPOVYgqJC5Fq9OucxQ4bj6ET8AsFkgYNPJUATS6fxOXrdSqdXiEtlWBFDJoJJLmRAA7XPwYQCAgbEpz5BYRNh9MRh0FrOSCNp0Nh/4046Ih4xtRs/24WYoFggEXsQ/gFgLBbzWlzhzZh2TMsvKcBN6M52r7WVgpw25spIAEOMf8AcANhKij6vSWixarfZBb68S16BAAqL3CSgCVtPfALKkukzm+DCd2idUSNH74CPUf3834BMAZrPCl+f51DcAc6dF84c0hsv/pv6CTBz0QA5eXsJTCalsswigw0Esa7AroA6MRmf1V8aK/Q+La6rbW/7ek4l/xuxsh3jncuoND9v1r4ChiRaaYoGwdLOjrVs/UXRD5e9yyUglVf4s8pVPEqdvQNvXy8toFrDL4HEwCBOcosviOpssaNOJkpL/x9b7/6R9d///11/w6i9aJKxX62ZH+8tlTGqCaRBEQEgjiUAiQ6qJaEh5pir4pd1MLN2VXgn+gvJMR/jFoKIWMS/YljoNvxAgWAxKJdfWFRkYVKy0RQhMxaTmfc4T226fz+tZpda6WeH2POfcz+N8wTMiJs6X5DIYHClhx1VyaARfx5IYBoIUBiUSOyl4reNyaZOcw9CRdXV3yFVvKPW09dbDsbUQ8ocVWmuvXu36VSqbfEJHEnL98LR9yz4ABrBPKGSLBpq5zTevXLpUeeMG2D9ew/W7LQ0S8MHv90zaO2CQcEO2WlJRJ5dLaQ7zuMlkMhohWLZan8LHHpeLJDWyzhZRSw14zcorV76+gYO+gT8RuGFshaqQuhdB4+GTi62rPn3lJfhmlVeaxEIeqwbno7Ja1He7NWoQIuo2CQWgViLkVzA4cv2s3agCAKP+cbCAWi0QiM0kbD6XCSaysoLPRsupltwBcO9YTB6reYIwThiNE+PWRaq+xOrwWAk+NSG6itnMkqn7+u82sEUyBp3B5P7jn//8BGDjzeYmJpMv0/ThmDYEsI/Nl8pYIhYAyBA3fQIQfHDy+DCVyaZexvYyHwHMAICfK6CPCjkIAv8CIPAJgg7L8rP4xRAeZDKh1VWDwQUmUK6TyTyei2qElZUV5/yEyj3vTKeHlcNDny/4WCn4RllWG5ToAAA7bNMdHQuDHcMCZ37WLaivrx9cGNaPYDcxCugO7MIZdC9Mu6erKy/Zo3jeBQaPSsDhfLRzfy7sTlPagzJ+6J13MGFT2pmgVYJbADZwfQyDxeELpeN+rEnFqW1JPBHZjKEa9hfyAQ9Br7jE4XAGpJw6vnY14J26henYVxj/gf3bfhUCm+kwqiB8J3TyAfvC3MyW207o2EtsCYuPa22ab4IJZCKAdxswDGRrI4n3e8CfVhJ6rzb0aYR0FujRCjs8ST8YAUCj2eFYtk5ZA16vK0BIAFw2/TIo6WvMr2+I7ok6NUIwVkK2EOL4S1IPrin04NRPnCGmqqr84lLVlSpcksW7zsMO+xbNXRwoDBcYuUgADK5ELaPR4a6z4SEN7kc0mcbbR/8CIJdeUcWk17D7+sClSgitQnJb20q0omqWCgR8gRzANcI76XDJaBVVVTiXSVbTDcHd/btfsWTUjqq/AdjY3MxhcmQa7ZLLQOJAWA34XxkLbDRawOYyfxdB4PHhXia79zK5lzwtx4AHVNXLXwDMl8ymIg7n/cjf23JzMBYuHGQKb0AXh7xeg2EpTEI4JJQ6vA7TU8oGggGEm25iwrYwq+/4C4BoAzuU33TMDF0ASDlmwK9jUK8cVpU6ogsCfr0NAsL56RlqmhGOlRnpwAn6zg5Bk6CSVq1yY5cczrICAEvn4IJBFkd3QALvgCPeOQPvnMeKaUzF+JX1N6/dpCbTYQKey4FXY/0lABgCAF/GIhsbL6hmEf/ufjIshfiaXnVZLJXB645b0/5lWgttb/+yjfYP+Nve3pwyEnI5Scp0xITPPTfn3nIukSKS7GdDfCNu/uYbiALpNYgDAshuG48ks3ujd263SQKRbjVbxIZIlEarkE8srlh/eLay8mzRs+wxmRxBrzcU6pO0NPBahHxGRWXjTS4Xpwxo2BLJbREiyK+QAntrHlwItPzCs7Kiol2qrrzZiACKhDi8VYOV8p3YjAwAgskNgcmVaDQ0Oth9cgIAfAYu2OqwaIk2CShsTBxCOMCqYoo59JpuEK6AZR2fX8eXEnzdhFkFakc/abfrVSqQP4R9a4lDx6zPZa6O3XO/h93bfZ0tvIwzQQHAax8BxEwzECgU8UkEEAg0sFkgggFAGd6iqICpDnUAcBx1by4TS+69LIuQHPpgBPDtxabqQjG/qXiX+5QJvNgdjGIYaH1b+AMQjHgDBgMJAOoAQOs6PptwmY04oldvnndOqlB1UOtosKW67HkBJ9QgFyury1tD9PCgz0+qbKr6weise1bQMTOMLngGd2uCKobIX1At0HfU06pUYOTSPrvd7kuXPk6LTkdXFn1RsIS+UnonTe2CosZmuZXV4NBucHk1KM8AQLkujCMDqSsSeY0Ebvrj/ng4HAYPU13VxG1u1sk0kj51b1tw+XXo51+2/4sG8OC3tddrz8cVMri7dWpSZ95yz225txbcLq3a5eoSNnPFN5u++ZKa3diAIoTdwiZde3vvk4Y2bZ86EAIfJ2KTJLeqkqNb8K88QwD9/s0XwfEpcPerkcBoWyeoDq20rqKq+lqzWCgSqfsk4C+BI4mIT5M6gkEIyBDD5WX/iqr2UlVlU9MVBFAEmvt6J/DX09sD+rOXsoAAIPy3ajqHQ5dCjK5SzftA3Me8o9o7EpkIxws1QOjKpcOzwqfXiXQ6CV8G3pIvtdsY+lk3gKfSzzhnOuTKxvqmJrldx+dUVlU20ln92JH5VcNdtYh/+cICfgQQV6NTK5H4dRSA/b29pBAAJDgManU1/BWzkeoPZop1bWjKCtlkam8jV96eXjjA3cBHhU8Hwifvcq0pHBP4FwAPsC4a/ruDQiH2LlWIBEKGJ4YIOCWdWGPdCJrM4CIcKrlx3joxMTjvnsVj3wsAOzADgx8rh3yYivm4KakDvwLeZ+wQ5mHTks84qKzvmMOCarhQBg9DJKisbJS7fXDnK33gb92YQ6TOf88+AIMQBcKv4k7UV0L3C7K4hF1yZ+nJ6ktVl5m85pqaGiZESyyJNhIC8xdCI/g6Evt9IwgAbq6Ewy4XDfCrAh+CSRWcDm0AMNa2f/l1+1ewgdvbweDT0XFCqtFJDNopksQtyM4ttyekayNdfSIuo+nal01fggWk89jXr7NBI4oCSbhZIwAgMBpSq7vZLNfWAJMmt7t9uMpsZWXT7/csP1z2BiNToVWttkUkkcha6yDSqmweEIrUaoPWYGg3aMGTSv4FAK6h+VteW3v+9MXmfH1FJQBIWUAR+OAaIU/T2ddPBV8XALah879NyPlSqwoM2mwU8M3FCC1VocFgsajcFJ0jZolq2GpCdlvIZwlFHKHPTh8YdNsGRzpGFvDgWVBdDUp6QMaXcZnVzXS6Tt3fcP3yVy39XXw6ncFl/OOfX34GEDWKGCwdXbNkMPR/39Ov7mUTEJ80UWPKB5iNzCZmI7cJHJJGFyhij9Fucj+WweH4p8dU228m89ngnRROFNZCiYoQLz6VgcARJXDmzZs3mcK7zGEkMDUKQaBMRw7IZDkvoYiXkou1tQvRxQmcgjyN/ekdc2AER0YEHXPfjAyNfCpqG/r0Afw18Dg0LXembeno7LxSiVOLBkf0IzjSaGYY3XiHoF6pd5ei9bTqhYXo5KQ76nNiQyk1oRJnVEaxtzSf3qEMINU7fIodpxwAEM+palgABpt9Z9QCBIaoGfqhSOz1ZtkCRn0En1NffZNZ1azhdd7t6bvb09/3xPtzuUD1t99+S2U2jIROI4NLa7FELOMri+7obHRl0wPR/tISBGn0yms3r1VXMS6L6tjs22wJW7cH8XU2aWnra1O7In3og11bW1ya1OnDBQJ4vQCcHr56tR0LeqdGAZc2SWtra319VWWzuEuo0WpNpqkpr4kgSYKvWPFjeQ5ey3fe+BcFl6ouNTbS6Vzcy9ZwncWWCUECL/W7wiCLJG2BjVGQIm3a0UjsVqvZPKEyTkSjvpXwvsNM43BxcRkYM5GIwxEK6/DcWi3DdXZslozvclUJpufcc0NzM4POoaFvOq7erG8kpCKJRsbhsmpqZKL+6xU1wgFygEPHgYZ/s4AUgGK5tE5EGsgn/Vjd2q0RcgVKcSOOL+ICfQAh88YNZpfOlcPdl5lkZjeFmxiO/0T3S21t+FiY/+efBaupcFL4SODbt0fZMoCHEMhvvym8ywKAP48ZVgNgAQdk0rDX1Jo7K1r50uLZzrx5cHJyZGT442D3oW8E5cjv45bqjr+gqIc3ECKYRjHOztfSBBD/dehVk+CBJ+eHKSPaoZy1+4ppJY1WWy/QO31nUXc07UsXzykAy5lBHxbol8qjBEsfCjjMfEFAv8xnsXksXtf17l72ne/GxiJoACkl/Dr2++YL/yZYIncdrQqewWqGWNNy9y5EOT3999t//jWG9m/7t99eZd5tWgmKP43VG0kFrUbzygqE9dZcxqKVkGQFhPNXvvzyZqOYT7IpAGXkXiKzl81YwAJqXaHebslttSuQplVdcniofaIv/FTB/7drb7dfPQ9avLdWvUHvWhDca32lmAKwzeTYiO0FAuGddULhcFAAggl8vvz8B/DBlCjgDgCALawG3AWvkxHkkgvMMQgK74apvb2t3RI53ms1mm3PcBXZjgds4LqPhg2vuH8ZbCdXPCCtcy1J2HUguGsa2CwJ3xWoFYACnIMIY3B6ZG4GARQMyERtap1MRK+oAMtZc5nFlQ+AncP9cJQI+fIjgDebMPE4AH6337AEIhjeAHOBuKkaz6zFHGxNYt74Gpcm6bJ7AGA2CTdp4RSlRiaWymT2UtlPABZOci8VVF8IZQCPMxAdHlJFqamNteCrNxf1CI8NlgBJDAzIJdawVbF//mFRzj87z8/P41xFkBC4G30O3pU38Qxu6FMK5i8Aooue1nfMOJ1pp0ApV+lV4JQFgkFsaJ8GWziMFlSPqT+fXim4xLepfFvRoi8aTkdxdCfzUMEAACAASURBVBvOyoeQL+pzh/OfZlmWSplj4DLnk8s0IhG7pobNAizavht97I3EMBNNTdDH2b2bnqhvkVZVhTvPOF1dYAB7QOf19n7XHvi5bP+2DzKbVpVUyufr7C5PIBFLBcfNK/6oP5nLnb63aPk6+iUGE2K3xiY5EcDoW2vxxuC53Mu+t9xpG9UGQtq+NvZt145vgkZbWXE41gA/rPf65Zcfn6/9lni1/TzxP5ZVr3cZQpiFerCAMg1Bjlo9YEM3IsndfVPrynOsz0EGX71aW/ZM0BiXUJSCrezi1bSIwP7huKKlJZ2IpXMFwLq/f59JvH+f8BKqZ1H3IE5E2VkM+/LRKqWyQ1B1qZLL15C6AZ1OHnDBP42Q1rFA7sj4gR2BFG58nIY5CA9z38Bt2SSWSdRqnUZIDUfAdkyI6bhCHNf+WQUjgRgDosPmsPr6DE/6/93bb+hjCzmcxsZqCDaZA9xmZlMz82sc5q3RJvez+7lcMpOLYWaZSu7lcnDPfvK4AGBGEcf16ShMCgAgfE3qMAvSBQCMIYDlxZkG1xIh0w3I27IOh/X8LKqi5c/y5sXJ+QVsTAcAlUPToDY6hrZwwvunbSufL6BveA4XGbptIP5BiczoIfioB208CXEwBIOYROzIp33zE8ZFd61gst6d9uV3sDomhxMCwenuFKNusIdnF/x9ODvJRkBG5Yp5l1Yr0qjZQhmAocZ5eJYQzvja3cBcTCy2iQBG56vqq6tvVtPFms57d3t7uu/f77n/ffvjxyEIAH/bzmRe/AD8yeQ6u47QBbyrGy8dE2b/uikPd3AhoJXQOYzKxurqq9X1ct3eKoTFY6uJ7N4hAJgx4TTcQKhtVKK9QwYC/NpLYMuWg2trL5Z/W/vtl1+e/7i2vZ14tZG5BQCuLgOBPn4VR8jX6BzWZS/8VTCSfLk/3oohIGUBl9eervkdDimfUXW5ginGHCdL1EfoCNJFCmU6Vg1WRkcKpQ+npdPj0Oio1QghnVJgs6nOVXiQrhp0O5suVdDp4LbgfiKl2UDbv24TMj5uuOPfdqX5/MH5GWQPIu+5rZvXrlY1cahcoZAFzONKWi61f4FLbYn8dBT39U3mTdwMDHJDLhP29fd93//vnv7+fhafwaROP5qZA81lAG9gslAWyOV3M7n9TC5FrapBJZIrU/ixAObPYtbkKAP4lgIQVcoemMlYaGPjVQxPUGMhrHGcCiCAOn7Y87L1/GxnnLZzXjLP2hYW8BikY+ZB07Whaf3M0EiUArCj4+8E4rpW/dCM3qay+5T1AoHNPTOoF3xTXa/E1dXTC8MQSeJUMue632o0RvPSWmxZT6MDzpfA1uaLAF66CB65SI2tp0aHl3LJyF4BREp+XacFLwhR6lI4TII1ah9dfR0Kbsap9nTwxRu/+6NRfXV91RfXqpgDCGDP3bsA4KNH99tDocSr3w4yb9Z+MBrHpVKdyymtkwYsU6bnHqPRn3REssd7IYtOSqeLK6sb66vr6+Xjman2sbHvVvdws8VhZs90q220LZSSfNc2ens84Kmt/R/TspeK5agRVGu/PE+8PQAT+8ctkMNeL0jdKITAfJZ2HIF79SpxkMm8TBlvPX+OBbLBjY3g2h8AcHinvqqKUcWQiZt5QqEGbB9JWnV1dXw6S8aqkZB7pRIu/Avcua1Q1WKXv8o2/8EITxWmUO1KLAIk+nQ60k4S+RCJp2sEqBAOn+8p8uFrZ3F9vLOjSTl37VplVSMDW0FaWtiXcU0AvYbHZIp4LbyajwDiYRxAeI15s5yLkemIfhLYW+rt7SfZfAanqYnJbBJzKYnc2IgnxlwR4cgV93fz2Uwukyur4EwqlaMAzH2sQT155xl/hwBSNTL4kD3c24vFXr/e3HixgfU0CTCBlrEnIVIGP4zUsh5oLZwXJ2od5x/mbbMLM9OofB/MKevn3MiZe+iir+Gv9m+IWp2pnxmBe3R2UKmcdEaLHfrKpiqB041h4AJWMwwNj9jCVqnxZbEY90gF/FrVZNS3E02HqeGpOKQ8v1MsUitsMCQs4faJQmYPbWM6tjqO4zEI2dKOi9C2jY6PT21EvMHyHhtAcMPvj2JpcOUVOvOepgUBbOi93/vv3kfdq6HQqzeZlMeoMI7r6kjfLJchXw+YVsdGHWZHPBIzwbdxEQRRV1Elr6oHAPlSIjGFY5G8h9kDDJf3THdwT8hhe3u75JZpz2H6163R5VAI+AP7hxeu4Mi8erO52WqYWl1d9vo9UZWgVn5nfGp5bQMAPPjzEIIjEMtg/RygmIPB5djGcnwnvb7l3tJz4DWtEWvALi+5rHLQpfQaEY/HFkoMoUIoFEglpsbHVcr6S4JotFYpEKhU8DYIeo5TUSEUgsMmycBOKBS5LSN0crlUKpXrwqVWgRFb/dw+d0d15c0vbn4BkqXmemcvaDM2qwJzfzzcntclYtbQay4ARAapRwhDGsVikqRKAv/d19NPqvksJm4xbORiEAjOuBF1CJdLEvsIYI4ayFHeGLK7X4RP/RXA7EvF/qeawAK2Jh3upbwbsURsEy1gJnuYiHgtY6OhJVxeLSfCHmLj/MxcKz07d8/Pz9hseA6HeeetaEeHQDAy9HFT+t9iwBFQwCMz08oZm35Sac+nF3zDzuqbelU6Pamy2QZn0JEPD9oWHY51+CeWcotSmsDX6HZGsSSfGtR2BtawLD7OyvYvv7+/d3oUKeSKJ8VCxDIKALZJxaSLqKO3EdrR1fVggDqRC268er3h8Udn6+uvVl5h8DQYAfb0gAXsfXT/0f02b/CPdy9WflCpCELhd8sZUqd73GMNOhRmf2B9ymSyhAgtUeeiXapuxCMcPl+qiFhwQ5E3cZg5eAt6bWp0bHTUG6GmMU+9fNn68NbYGpjV315t/4beffuX7e3ttTWjcd9qWg2ABdxY9xjldVZiyot2chsIhGAy9+ZFitpXADdUoZQ5yVh1rS4fX9rEtdsxcUSSAKBbQGPgjL7rLBDG6n5y1TJqmTIo+NL6+o4Rt3vBPQhUYX2c2z4plbLqNNgzHc6V9gJLAKCUkEvlcrnOEZcqzIs+sJNb0/WV1Te/+OIa7r9o6YSnpU8jwh0VDBzQeb1Tw2PRayAGvPYJwS+vffHFFWajmKvTqfsoALv7SC2LQ2dQtfgDjAFmE7eqfBbCskvDxSwA+O4dmr/TckFMbtfr8H8kMFM8ye0qkp/qEf48ymSPMqmENZg6TMX+wGl0YABiXsuoNuQCAyiX6UIBq+PDubWVf37uc8/bhgenwQZSti/6oKO6vuP/BnBmuANrBidtg8oZebSUxrUOHUr3LLZbzOqnZ0ZGZuBL9IueYK6YhbB1X1FLszUqF9zRUikdL5bSYSy/ugDwQoEUdl/uvU/m9vPwoiUcJoVitJVP50ildZdZkjYZ4YpEPBSAwdDr157NqLu6vrqKzhDdQwAxAMS37x9JvIXN+DOjymgkxh0OlUA567TPO6zBDcLo97i0hjYDebuOT0gFtPpKQRO3nsNpLQP42JvIIoBHh94pi8kSSFkej1mmQrHlZePDn7bfAnwJAA9+O3h+kHj1MNZqzJl1UxBdrmKr0DjfbwKHvLz8PLYGNi8S23335s3Jxy2NHwon50YFSTorajkMu3OAHICgD+TvlpzGuMzoqrkBurizW93XRq0clvJr6wXD0z633Q1Q+Xx298zWllun49ehB7au50olV5uWJOtwLc6EjpxwODwrix6PecE+AKIWAhNgpwt78SEy6dRcvsxl0m8wRV1fdd7jsS5TAF753JdENalzu8QiXCuA/XG9vWoZFQQ2NjK41GEIGsBGPJTSefKF/Y8z2sD+QQiY23UoWhUX8/MLBRx7ZrYWcQAkFQXC84mDoh3eGHUWjIlDXJq0OtobiJAEKZORyaQDgsB1Ve3ZeXp2HtfEoQVs6ngwPTOnr77aROH2N/yw4TU6o9TrO6ZteBqyEC06p6eVArcz71S589HJwYVpLKMe1KvM5vXiyXE24TF5Wi9VCQQL8LXn+fXc7ronXqTAw7w0DvA4OyskN18GEln88XIfCqFVk6KNT6u4VMHksmr4QolEF4isJ/0b8WDwdTCW9EfdgqtXq+g3RPg8A3r3e7p77//n/vdTkdy6VWVUmgmjKyCtFyz4bJPuqMdhNY2bzaRWS2gldRWXZXVyKZ8GXoXBZUi1kSnDI7CAqaO3AODbw1DE642EUiEQpt7UXiy1HYOw7uBge/vgIJE4DB0exFKJp4HxgMNBLq2ugt2zgJIjrQ6TBbOAweeW1dVw2BM/2SydlMo7Qj+clAp+h8ssp1VVc2wDbvuAlHS5XOH0AB2T7jVdLQ28zp7ebol21DLaRkLErJybnllYoNYQ4GiAaHSLJGVtEly3S2ZLpSUtGXYJJu1Ou93pXFw8K+6QDuuEx6ZvamyqwuniXV1d93oa7jbc7RSx6GLm5Ru8zs6vOnFxI533j3I5PiJYhrAaTCCPp+np7CsP6OjT8PlNVCkg1vVwcUAMfMgEAMls/gJAnAGDZdH7O34A8F2WMoE4qbeQc5g/pQERQHDBe8GNVCbz9u3BweFh4V25HmEKD0MGCOl6xPGvUjE3UQsqZHJ2cHDBTeH2YO4BVpNXX/1m6MHQpyT0EI47EegF0bPo7KxNP4gDtYaHR2YW4LNKty06aXOno+CVBwdx0v7goM/j2cwcFxLB8ZyDX39JJZj0+XKggePJ/XzxhNpfSO0RBuGxvw5fuvf+tITTzU9LxwmrqZVGo1VUMDhMnNzCl5GBkD8eD26Ell+HYhAEzivr4dXrarjbfx8J7KZO3P8DdsWoUg4ajYtJUy1/wjk56PY5fQ6zacLhCxBqgmDj7qQ6DkfHkYqBQLEQxB1YQBA6sezRwduDTOp1JBJJRN6HQrFIKJGKpQC9BFz4cAi/Qn/Gkuv+TVfAZQ24AnhNjUM0M24Cx02MKkyjo+N1Cp3caFU8M1MT3K1Wo9nqAStJWmtpHLl90lnFZNBZBACor7pMZ9bUtHQCH/d61LijXdtG0EDeg6h14+G127cV9S1QAGoNfQadjiAcXhchkZB2ud3pts863fPWfD6fzOfCO+mtyUZx00Azt6vresO9u5e/6unHuedYeNPS0vDV3U4ej1cj/sc/r3y8rl758iZoEWZjMy4G7/4IoI4vLA+nZHKZFwDi2hAhoQtTFvAdUJQ5PgYA88lckpAqku+o/cFHOHm0sGl8lymeUo3pBXTBYAJTqUPcGAe/pQqZd8Gp1ccGQ4TUEaROaE06/pUtfXDwnR/OBykA5/Ckd8ZNTdbBpqOy+XvwCcB6pWAmHQW1oV/A0iw0gsPYhL2gd8/6nE73JDUrfhbbOXERU6qwvawIejYnLlXVD9rQB+dKkSy1wubC+VI7vXIv/XGw6VRMCD7rNOcw8f8HM7fU+jyQjRIZGQqE4/6XAODG5uZ6FPR3FZ2ludzQj1noHoTw0X8CLpJUqSZUZs+isU4xMYFLn9zRqMM8boZXSyJR9/FxPMZlPovgyGUsnkij0RA4ov8CwEICIpZEKpKIAYCJSAg+iB3EEqBsQq+2Q2shCPnaNiwOk8dqhefPRRosU1OWPkJGksT42KiWGFeMKxRamt3l9kVXon7M0wNDi36HY9Mq1Y1L6+UDtkl9RRWjDjRtIG2vusy4UdOC+N2719kLsmd01EByaquq57BOHAD0+agu0uiWwzFu6evT4uZjnYvU3ia37GAe7fDgsJbyYVdgJ5yz6/WVjU0D4IDvXW/5d0MFANjdrekS4eivzoaGe528FpAi//jEH7bFfYkAMpuFwk74R2BR6n0AkMXhMpuQPx4TSGQ2fd2IqpgvJ0L59H4eAUwdFo6PwOPu5HNWgni5n8eZHVncUVnYJ5K5IjUji9rVgPMRqHKYwtsygIUN79STR98FXDpiaUBG7Dtag6WiQz5xdmZz2iZn3U40gVT27y+itzzrhJr3JLgqUMEzYrOV7Z9+aGi6AxzyoF3ve5aeHVwYnKTKsnDEgtFsNMZTy2NjzzeCONV7UKDaOSslS5HMZ/mByyWoiqz99HH2+JQC8OykcLrh4NMuVVVVMpqaubwbPJGQT+B2ruRm8PdgPBiPRxcF9XQ+AHgd0AP4ensgAvz3EmChUKnMi4tGFV9nxRUnED/ZJyasgKKdVcOSibCA7zJLJhTJZDwQhhqNLjQ1Ovrd6Gok+zZRSBztJXAiQuj96ioYt1Wv1xNc9j7FqRfLT6dWp6ZW75gUVvilI8CfCyWEAakQgX0aHdO2aQnFqFbBr1iitihSG423EJ/05voOACjFqtiFgcaqyiqprO62bmeLcxnn399A+9fH7h01tBtGSYJfffUq/rPdwB/85z5qL2N8FyL3Pq2OaCMMSwGCTm4N48KnBbfP5cqlA57A/n5xdtCNtSsMrljDu9eP+/V6+3pbGtSiloaWlusQD7YAgMJ/XMCHW1vLnhhIE4qwNALNHzwYhCwOoxlTgc1MsbgZW0MQQK6MCBSzAGABjRn2heTyKO491pfpQg7T0blcMVcsGgMnx1QqGh6PcDhWCtfGvYHoBgDMvcvvRqZ+emRYDesI+wChDXtNT4N+xwQAmHbPT9gWnDMPHnym7nMCZugBAqjswMSfM5+fVOlnQbLMTA916AXKGVBrKtuEzzY4r1fZRmYBQBw7PWtU/b72dGy5dWPZOk+rheB6J32+W0hmixR/uNawiIO7clgNUyyV+cMlD8VSPimvpVVVVjJxncUNnpBfx9cF1j3JdW/Gs+mJxzc9Cv5lGV9W04ApQNC/8P79v5f6JDLFhCrqN9a3mj1g9Rbc6a1B/YR9wW63DbAq6EIRj44AalhqtbqhQSTUEIbI1Oh3CGAus32UyiYCqxaDJRAx4DU+biIUCsWd9oetrYrW1jtt+GeClI5LpYCbiMVWq7vVag1bQ7RpR9sRQAJ3ApfXeOJpGvW7z7e5k7QqpIRULx9wN16qrKpm8KVS6c6OjsERYkcAr0Xdy+7VGr4DAHVEVT0AOIepZTdOEfGhGc0XV9uB9T4Zu42QuAysJacYbaDT7XZ50vmdnTD88k04OfWMKmZXl6ih5e5XDdfZvd3qbnZnfyeEg8BgZwvukf/HJ/6+uHL1KtUdDD4Ga3N60AeDBTRoWJxqDCe5zViX34gTOsAjc6U6Vw5UYjp/AeBxMe7xhNM78WQ6Xz6AKyCAVkcJNcrh22NszcwWcqk9kB6pNyBC9g7fgLfeW/350ZOpJJZkyXXWmGPcsRnW1c8PKnG8xkLZApazzx2fjN+F/sADOr1ApZycB4WmGh7EZs2OjrnhYQy7nk2YJ4yDKpVdPzKN090WnAvzE/Hn3z59vv177KU1qqynuW3nuQ85dLUnJ7hJ6UOp+C62D2EtZgQvqPwAigT/5JZzqgHApht48fDoXbsXDgT8Sez+DW4mrXy6kCVs6W4AAHse3e/uuf/vJRcAqPMUV+qkKrN7wWF3bm3NgSK3z05g4xoXfBFcN2ou80Tslu5uiNE1OpKMWNq/+25s9XU2k4KnKDE1qm3Xroa07W29bVqJQnrrFviQwt5+br+Uyxf304SZkOoUgEGbiC/s7mZLutVstQZntBDace0oQcppdt/WFmX/Pl476U3cqVEvlQr02BvMYYC+l4ZzAfj2IlYLu4VteNJmGJ0am1oNWN31yqtz7o8AXrwVi6ujfX1t6rbbEggAdSKfW+wGBWKHy7GTBn+Gs9Fr6ytoELVwNaKGu4Acu7u3u7sHHrHerKXrXifcKRrZPz7i9wnAK0zGDSptQ7Um3e/rJxgcBoR/l+HuZ8ibqEGVTaBC+BrDfi5bzBQLhTfYn35ctJrNHmozb3kyIJjE/WIxYM6hecy+xeoEbE3fQwAxyXqYysbzmVwi9AQuUCEDOhlhijlM1t3wvHJ2ctJsnsDxWEMXdm/ok/kbKk86HvoGS7FsykHVs0lwLJNUy9IQ1qfO2JyDSoEZ89JylXN6hlr66l6Yf2be9zx9+tNR4alnMW2rpdU7oxDhHQN4J7hH+BQA3H+ZAQsI7rhYKF2EgKV0aT+X3lqYVFZVXmF+jfzhBFw+3xUO+Nc34pu/B0FXhRRSvkik7m2434PFCHd7HvX3k2oJYQ3vjEutiz4Puejbcs88GJke0csF9eBEuDyRmMtrFvNqRA1sNvsuu0dNki5LxDI69vinIKZJwQDuGQA7yVSoHQCUaG9LpP+6Vb63i0AfPM+liUUzabWC5B3ViGQ4+qy7hwolRy14gKNVkFKaDQBMl+0fPuLv65irodVyqpqY8upqJodDr1Mkk+lAOOQSaYRqSSBgWQ29jxzuJXU6+XD1XPlyb/nKStidDmjbu9WSNglbItFK2CzSLtbr7SR1gQYipHx+LZ+GXobGYGlE6s67PV/1gf3r7cX5+J13r4P71ZCiPlL3GUDg7yOATFAh9+719eOIDggC6XgAMgCfFV/GlTWUIm5kcmREMpstYqJ5P57BZDRhnHDkkD6q97KQ293fLeaTpt386THOrnxLAVjYw0FGhwhgovB7Pv4uFnr0nydPAnYEUOoITlmn9j2LE3oVAmiECI4Svhd27/Px282r5Yr8jo5B1WB0HqJsN84MnKYKp2dUkyql0qh0zytVKhxoNAk20umcnZ3Y3Qguvzo6HfWYF32C2lqV5yLxjJauBJYwm4wXLmYnlGsSzkonaX9xJ4eJ1cn6ysrLV5qBQNxszRLyQ6BCPPHNzeDGxkZiyiHV6bR9Dd0XAOKIMXWfK7S3J5F6Fn04gGbLOTIEYUKHoL6+CbfzdYmB5RtCFu/6dXZDN7sXAAxYIqtgeLwxiI8zyULiPYmlyasAYDt4xdt8OY2fp4IEDHBwBbJ1ccXqcXgtq+MYSHbDi4wNvlgKQ0gIYpQYl9ZOYrFjlOo6SJcJ3IwHTASt4hKtSjygb2ZWc/ksqTX3Mhcr7CUJ4o5Wkkqshg5P35+eZqUc/UL1zMzczMLcjLscA4Krjerqbt8WqdVCuOk09Joa7gB1aUAX66TSVr6UI+fz6wG/+tpWqU6o6W7o+apHDfQ9ut/ffb2v8zqPp9EsiXRLnwAs00cFggAgq6ETrB8A+G9cGcKiD9Ah9oG4jyFubi4DyOVwRMRSMbNXKL57tx+PZ0+zBZOCcKT3M9T+9GyusOv3O0BlTniKWBOYxe7tw8PCnxmqLB+UyEEqgyrkMAQy+AkZBhdM8k3H4yZs3QJu5s04HGZh5mP5y9DfJMjNL3AMR9ODjuFh26AvOj94XsT29RmsmxmZwZFF8yqVCke7KfN+q3liAqdZzi86MoWj0+NU29Q44TfTaHxVuvSBSs+i8YN/cjydK558OMdqhIu89LtNq6e47vF5FvM+VXVFxZXm5mbKCNbwZdJcOPByfXPTs+ldTm0EHAGyW93Z0Hu/E0TIkz6yT6MhQ3vvQ+//5XC5cerCgg3rlGYE1fUcXlfXdewFammp6QJVeJ3dzW7oZxOuAPH+8GD76O125iDzLpnNZck+EfvuUqAX3ZfoK5GMVpenIlRsbi5CAORzL3o8Hu+UZ5zLFcpEInwTyuStrVI53BCm8fHW2gmKvzhE6JQNjKZ31sMRqxTTShyxkxwQczicOt3eceIwsZcIae/cabsTOwodnR7h/FtardOpnJn06e1Y8Av30FYUEJTza2kVbJKQ4q5J+N8wWLj/DmCUSQn9oJ7PpxFaaeut1lu3am+Nj7dBgItL8Brg1vy+/zpLIxSK2P1gAXVLjI8x4F8AvMmkLCDIuf7vv4fbuJ9dI2M0NzUymLg3XYwBIACIiRiymAHQcND8bu7PQilmHbfu5gpH2JyZzRasRqs1X8x5HPkiVuwfZcACHh4VqHn5WLx6eJBJYUlWKGB5YiHDpFi3JCViVodjYnFydnbeODE7Oaifnfyc9/uLDn7QcfPmTfiMEhMv0wultG/Lhme+0zMP0AvPUgNjFuTTtuGoatNqnDCbMUlqt1rXE9nXh6ehoGN9iuDzVUZqayZawcxGAGBa3y9g3PcBV2vi5oYC6Nx1RzK+7neES3knp7KKQS9HgTysFSd29h0v1+P+zeBqLBj3BEj29Ya7vf09/X29ZF+fkMfiqfv/N/TecNthtm+5yYkFiAfc0wJ4GnnY+dGAsThLBBjy2C0tQladjnCYYqHI66PDbYgAM7v72XCfSHQXAFS3d/f09DSoNZfp6SLW0VId9qV8ifKoHr8nOI6iVgZvMhmf8IWjO1u+nfheMhuuVcFXxPd3U28y6R280jvh/cy6g0+vYsoHLnbGka5c6nUiBabjdfbwIHR0FHp7lDjc28vy65wLqoVZHygn55bTuYUueMdeX4sTx8Hb6puYjZVVTAYLfp7uu3fBJIrFyoVobS1xZ3S09VvFt4qHDxV32rpB1oJruIt1ai1CmRBn3ukkGrv00kUa5uoFgFcBwK8bubwWjeZuZ095Xnm/qEbI4IKeZnCamc3lKW1cDpPJ1+ggCkkV3qWj8d132B8c88ALSBnAo+xhzmE0meHJilvTxcJx7rBwVB7TUaAWgyKEhwdv3oBgjgWmnliWwi4xuSQjprwOh3FlYt5mNhrNg4Mq2+Tw/08AD1Ei+ObVBw+aHgzjdpDBaN65MEiNUJgBAkeG52exGWZ2pkOgjz774aEKAZwFz2FedASzp8fgaLy7Jj7pT5v92KOER28bVr9n8+V+sXT+gZIeVFFWMRbciMWDyeQmqLpSKapvrKqiM8sA8kRaS5t1/2UwmAyiEdzYX/e7JJev3+3pBQD7lgwku6aGpwYCV1dHWz1ubAm3OyGaHxbUN4uFCCAlBtEMikQtLVgsItOQisgYhF9rwQM8qtzdXxKCJOheCmBsd7cHAic6bQfjP6zhwe75PGb2og6InBV6vR5XxA3odBw5pXt94fBeqpDjI4Cb8fib3V2KP5xGuLOXjOnoNM4AoSOXSEKmHQ+cHmUODhKHh4eJw1gscjBQ6AAAIABJREFUkXh9CBr8fXZPUetz2tzldcxAXxRzgWl7LY1GY8l0pNtWXYnNbvQaHu9uZ2enWsjiiAW26CXa+KjioeLbh/BL0Xq7ja1puddNVQnd7+nWsNkQO6pdpGtHV/GPf1758lqZwLIdvPrFFXC2LffuAbHUvPLePjWLxeQyAUCmmCEWN5YPRcAhi3SBYjaVK8WjO3HQkonT7D4IkL2DA6w8zRbiZsKYzBV3zEl4wnKpY2paeQYAjKEMzoErRh+czSZCU08MlnAAbkZKhUyojGawf5SGHZycmblQH385gaOE8TdNDx7cnBsZojLV6cFpG+YBp3FYwkzH7PygTTWpHxFc7Vh4RrUGTthtdve8atHqebmXyWRLQatxPFw69xlV6eLZCdjoiMfhgNsHFxiWAQQjWIitv9wv4DavOLq83I5vsrqiEX505K+FrTVYJJ5MMBgPbrz0B9fjYCzJ22w21d7d51oySFg1bIi7uw2je7cJtwpNMKaipwXVHJxfSgHY0MLD2VRIIFtIF8l0ravtWA2zvJ1590culiTrakCgkAHcNdfQCTKDRXNT5EWxfR4e7QPyhR2flSAkk3rSXhYBXCnonS0EMJc9LSnMCOAfLzJ/xONxsIyYqMjuZwphAZ8vJ0iX1eWacngjEJdvp16nktm97OuDRCKWSCWy2fcxK9+3gMXBHjwGBvXiwgyLW0q7VMWR6fTugcqKqspLl4C/63fvdgOADEa9QG9T0RTjD8e+/fbhD/DeekfL1jRglRCYtP5edT+YP7Zaa1mPx9c5VEHqtY8AfkHJECaDDiFiT083nmqCCdSwWQwIDHFHA65c5jZxKQBZQnKpuLeXK62s7Kznj4+zJYiOd0CClOcj/FkIWq04qNzxslg8zu0hgH8imAlvCh6y2Fac+aOQAQAx1eUKkKRMqiWSntbxCZ8T9Me8alDlHJyZ/qyCL8qfL/4I0d4D5Yh7pmOwwz04rKcGl+O578yM3jZvW7C5OyrrlcML9UajsbXVaJ+0zevrVUarI1U4y/gVrUZg7Ty/suhHl5YrZiMeTxKt4YdzwI9ywoW9WHIfYsLCyRmVlwFn5xNUYIfmDR7YrduG0dFxi2M3GN/Y+H3Dv/FiMxgLGAxaoM/QRwZCEtCT7JbuXsmTdu8qjT/vwzSZ0+lzKykAKQ98HUxgCwWgsAVkjYYlU2sNY2OjY8uxVCZWiMXG/0Vn32aTru7uXvVdtVqmEdapysm8aHprC3yivImr27JD5M+HW8xlBwgHyCaxe2sLfPPODt5PnkAc7F/q1WYwuBlfXw+nd5LJ3SSYhkWzAgygNYDOC2TiQWb7EHV3NhuMvI55p1ZXsbZhE+Sdzz2/AN/P7cylw55s0uVxTYLf5Q6A8G2qrKpkXL4s7Lr+Ffw4nSI+hyNQDurdtVLT0x+fPv32+Y9AoGL0tqhGI+pTQwT4fT/papNo77RrLalkYMf4GcCP2ZgvrjUCgC0tnZjL6r2Pa5OErBqgj8NgNnOpYflNTQggk6fTYUFq2qhasWKu5Ri7enInWHiADSCnucw+Nniv+8EAFjKFixExR6+evs5kX2OMk0ql3mWzh7HVKYNlKQAGUCZVBMK1/vzZiko54TNPqpy2mb/3f3SUG0TwcORBB+ao3VszIx0jWBStp6ayIYOz1O7MDjnORADzp2htVVj9C7Z5Va1AZQVXGze1GjdPzgG181La6NuhovpcLl0snVGfBBt4jjMsC8e4k6eIxhDU1H58xROdZVzmcLmYv2P3thvueC2m7AYOi9n0+19svnj5MgAv3JLFYlmNJCVtWswL97U/aW+PtNUZPe7ycf5CUxVTiMMPGq6DDhG2iIRlE8jiaUA+yNqWDIYxkzf25s0rAHCqrg5Hvri61b3qbpEaniG+NEz18EWjeuWIsqmaWc2Uc/l8IcsJDt42MEDa7VyufQtTf2GwC9TpTnj3RXDtxUbq5MPHah+IcEFqYb4MjCReeJKABXIRr8mkGPUGTKNjprFRrckTLaee/T7npNyqM2gtUwZSNyCvrmoa0A/oq6qYlUxM3OH2twYRxHcQeNtsRprS+i2ui8O3b8dMd/h0oaZP0//k++8NqxGD1tD+yBLJZOP76//48ssv//k5GV3Ow9Dp8AR39VMAgg7uFbFrGHjjM7nNTc3cj/wxeRoiXMjs70xIjdbC7vHRHoQm4BiwR/0tBIJ/UkNjcrmkI1fKws/5sTPulSl0WNigmuMgLs4eHu0FcEZRgNQQhFRu3qnznJ975AK4g2dVevfC33s/hv5alf/gmxnlXHQIlPDM8DT8dRnAmUn3rG1+Ynaa2hAkMKpaWx+aHNHo7MKgoB7CwRUrOPkdPOM9Pz//UDRO+IulneKH0kXu5QMAWMIDkCKqEGqgJW5XKiU9mx5/LiylMTh8LrhN9mqbYdRiie0n13GHzab/xYvY5samNxTwguUIRCKjd9gSbV93e/t3331nAVdmXPE5530+t555GQFsuAAQ/k9CIYvXxavp0vFImbCPVPeNGrwbmVTsbSq5fvvOhQsGlkHgyuRyabqcVHZ/0/gNs7GaybzMZXCFQj4YvwfYvmgnuU0AIPjgsCeZOabKu4vL3z5/+nSt8OEjf6Vj/PmKpeMPx4fHFIBHmfj+zn4uCd5coQhGxkfHxrTaNqJ1YhIXFkwaQRSqxttG279r1xJ8TlP11Sbwhs2VYLyYTPrlmobOFgBQKNKBWHG7B2lK5K98PR2zaOvodWC9NU+ePDGs7lnaR9ufhI4Tud3kzv8BYOU1OgMLYigAH/0HdIsawmkuk4HpaBBwCCCzPKSIcJX2k3m/XOUpxU6P945z0Z3oTi71avvg8PAtVQF5UsztW/dL+8fH1KB8sIGH26ZQphA7xfkcscxB9vD4fcgLt5VrSUPopAPypEJROgtPCICQWaUg6v7sgj82g3xEkPrcjBt88czQdAfW3VMALkziGZzKNgIaRFCvNKtaHy4vW/35yWczNoFSNWmcr1emz4C+D2fngJhVClIpnDunKhFyYAPxLz58NhVnH1Ao7+cy1t+T6bMdeR2dw+fwhSJ24PF3q6OWUmZ/fX3TTwGY+n0zuBwLeb0eT3B9fartjpZou9Pb3v74p1HvrkIBBLqxPoLDANnb0NKJACJ8LJGwhiXmtbB0Qp1QJiK7e3v7prx7qe3MQSolkdxh3yEDarVEjZlmCNr4mEnxwZ1588qVyuYmcFhiMMksVuOAXgxxepVe3yzW2+2T7i2fzoHhDt5Cy4qnz597j0qnp/gGt1oBz38KhUyJ2ml/jOdUu7n4zk6cIIjxtvWQYtQw2tYmUdCkqsEOlUolVcknVNY2bRse8bEuV1YCODerblaiAaypqcFY4qvrLWwRiYnqZ89qlU9//Ezg1Hjdv2hcfo2EBAJXI5Y77e2PIscgAfZ30QX/859XrvzlRO6LK7gwRKjphZDx/v3vv7/fr24BGQI/GoR+zUwsG8IhHdxmBldH5nPJfNqjKJX2QeUWwz7bvHnl6fPffv2NGpCACOZzgUCxePpxRkw2Uwi9TmRSWZwRmEodZMAHJ7xTuLVLoiHkA/IoWVv6kDcqz87OJrE9ae5TB/rnXhCqFfjiM1gmTXULD4H8cOJI/Vn3/ODExOD0gr4egDN6Hj7fXLPuQKRge2ZTDbr1C6r6NDhaoOwccMu31vnDyTw43XJNYOkCvzzleT9QH8Nt9C73onRy8uF8p5XPl0r4EpkklZiaGkuU9vZ3wP+G49T6pN83NoIgSbBSNRiYwlGOEpQUY6PjgeItlXURD2QGmAzMPXe2AIBs9NPCyxUsHrdLxBNpang16r7u3r6+qQAAeBDLZE24S5UMEWoJmD+RVKpbAN8AgtQpuHm1Ekfsft18gwuiiAlCUSxuYlbRm8RyCM8GxAOkhq+1eCPJnKd4Xnh7cHz0Z+nDKUVgYdPhjcVSidDaWih09Pyn58+DhVMINnYcchIAJLQB17j2dh98ZwVNMIhbIScnJibNDtdoe/ud7jsGzqXqq2Co4BfzCp3BAwKvX4d7itfZJ1oCA+hzRm/d+mwBvx2bckhpoJVZxBKE+1Pvsby7PXSEebjU/wHgRT2CRtPb13//EQDY1ysEGQI6BNRvc5OYSwEI7wwuodvN7ebTOyv54v4hRExR9+TkoNn49Jdff337cUhWIbfpyRc/r04H65dIHaYyZQCpgYGpwJTFYEhoZTis12X9V+G8NFGfPz8H1ZA/c34EcORCfjy4sIOf++PKxnBkBjcluZ2zs84FrL+anh5WKvU2Y/zF2vMXmyt8pdI4+2x2wbcwqzKq8sgeOtukilZbpwuHS+WzXyonXXi3k0MSL65S8QQ+lSmcFOBrcg4dvEB41rr6PjI1lU3ueDwe84QVN7kEN34HKRzEAW7rgeD6hkeLFuPxYyDQ5HjpV0kXfXb7lp1zGW5viLLZbIm6z0CSfDpdPCBming68MM89T20gEuBvcPUQexwDzvOEUBCq8G+Yjlpn5iUq/SC+sqrVyuvffE1GIIbvBs3eDXXm5ubB5rpFXQ6E9t3Bpp1pEbYhlUyUpPV83zj6fOn1HZB6mq9dUcxbjKNjT396fnh86c/PQ2+LaR33CqpQFohhUBzidSKbqslkjbJ//AnIapGAOedK45Vw3ej7Xe0dRXVX3xReaXy5jVcnsW7QY00bGnBZZ+Eyuz2r0RbW59/5O/5j0+XPUQdzjnSkRbL49X3o6Nj3wGAOKAAAfzn/wfAa8xGJqe5iwKw/3u0gH0iCkB0umJxMwaAyF9jVfOANoCHv8Wd8G7mdeE4v+OeGbGVAdx+e9EYclyMQRCYz+c+ApjFI5BsLvPuHdwAB4fY1rQBFvBRwiDS6Ab09sCt4PmH+dro2blbr4yeRfUXAD64KEuYmwHY/tYbh38xAhFgh3MB9xbOLzidC/OztuHpEaXNZ/W8WFvbNEnrQY/88Aws0My0TaU0Y0c62rm0p7W2lh8uldOB1LHI/rp/fR8NISCKiriYK5X+zKSOQUiBIH4XNBMgf8fHxkLZDc+6IyzXkYRUSuisjuD65iZ44SCuk1sPbKSSFkD1u8c/Px77yWL1FD0KhTXgdi1x6RDy8XHGXpvO4vJOkfwK3QAomy5RV42ooeteDwD4xBXJplKxxN4GqJqpQJJQayn+wAXb5QLfVkfHTUSA2cRsvkEBeP16M6+5mQuKtIIBrxGw2AxuDESD5M5tcKqKpw+p/b4PHz4E6sbab99RjD0F+p6vrR2tPV9ee3OSz7sFTfX1jAoOn88nZNSkDYlIWMF3Op1zM/ZZu9u9aAoYvjO03WnjYGVQ5ReVN/E71iCAWGIFRqtPIpM6op7FF8bW5W8/W8Cfpsb5tHo+QRoMlinve1y0/h0C+Dbz5u8AUovjEEBms1io0fT1P/nP948AQLWQAwA2MSHuHMAOYSblhC9zZYQLiw+KaX88s310nEu750ZmzSYE8NeLUYGF45MMBIG54icAD48OM7FsBgE8RBOYKWQ3VqeePApMqQf0cr195/bY+bm/fqt0vjWpGsynP7JW5vDBDCWDR/7WHlz2xB0dW+5Bap2I071I7ViaUS5E/Ztw+7/g19a2Pvzhh2fOhcGZEYgQa6PogIu7u8WimV9Ls+Z38hdR31lx3bO+T9lDzMh8oKTJaWYbJHshlzo5P3m3XLYiY0/3901SOcmXyXFaj0hGegLB4O+pFy+CLwDA9Y2NyLoHKwtWfxobs6wmT+JmYsLlsuv4fFYNiy+Tgfslp7xBzzpZK2MxZDyclQuW8V5PT3cvuRTaSyYSib291B48W1ktemC4pFK5XCBPpx/MdXxx9VIlBEQ3mBcA4rkykweCgNHVxeTd62rmtWj6+yTs21opMQ5C7CH+m78dw99/Mo22a3HNCLZ3HidepwpnZ2m7vKq+qpLOpKO+ZLFYNWwhCPQKAZ7/YgYJJJTRO9o+KtESWBmEa1Zvgs+vqWGxGmowm8Rmd/eptcRmLuzfeN5GrQrGlek//fj0p7FxRR0CaHn806r38KfR79ofJxDAN38D8MrH7hCchC9m4STfJ08eIYB9Ij6LCQCCBZRzcEYHFydlVTGlpDWb2y/m9+O7mQMKwJmh4UHjtz/+l/LBx1Ty+STniJUBzJQJPM6A+kil3pVNIE4rCgGAj1dX1RoQ9rqd1tbS+Y7AeXYeHRwUbEU/A4iPM3M4IfqzIPkUG+IIonwewvyJRfOie9GJW2xsk76o37T8YtNIEyhbH377wzNcvTTinLRN/E/p/EMhtZtM7wcIGo2vC+9gSQwlDXeTOZwhfVGiQEnjQuz31MbrQuHgGIDcMOGqXNNTs8evqAX0qCUHcGlIh8OzEYtjMIjjU4Mvd/djDgtlAb2J43ipSCpcS+B9hawavowkdTrTlGfjZcQTttdVcJlCUdflFl5XA3bV9fSTgVgksZdIZPeSkfVMlpDK5GUApVKBeKbjmw5wwJWXKsH+1dTgN79+4zoEgryuLi6d0Syu4XW13Ovs7Otl3759W2aWEpgJoBb4gj0a+/HnWCISSZRNxOHxUfb0/Dy9WN9UVVVRxWDSuQA1i8eraWgR8TUVTViMilfU7rZ6FKbR8SkdKW+q/vLKF5VYHw4303UeAMgTCSGkAN0cg4A5czj28484tIHq2QuFppY95tZWqRbY/zl0+Pynn37yoh3KvHlXBvAvCF77Ehx7U2OzmCFUa/qW/n3/EQ6qlGHepQkjP0wFUu3BzMYrjVwrmczt5NP7xdQf228h3NuaGxmx/UABuH349ogC8LgQWC8CgFmcXwkAHmAHcebwXeZdLnOQODjMvMugBXwcCGhlAwMD0oDizvF5XtpxfpbWzyrd7qGOvxCI4iMaHfk4oPJTYnoIXpKhDl/UN+9UuWfnsTzX+WzShptQzSbj8xWjW6UAAH+YnJ2bmelwL6gWjYVCPJnBsxuHtLaCb8fSkjPccXxWOvtUC1Oukj4tZn7fzmQTOCvg9MPpK8AP7mzjilGp4vMZzfj6Y15ZKNM5ApvBVBzt3yYokXh8v5hc/unxY3jScZB7Nmnlw33N49dgTy0upfAE4es88bC0ikEHl0NvuXGv5W5PT0N3nyEQCCSyyVgqGPQ4kjkAUCMHiYaXQK5vunmz8tK1K5UVTCYACAaw5XoD2sEWcbMQz2lqQGd3tnTe6+kGkyTJy3Go78NvweWCR/z555+Wgbqj90fH1HWUzZXOS4uC6qbqa9VVV5iM5hvNN5hisKk8kWiJ3lSuwXL7tuxu54rJavKuS/EMuPHatUqQq1xeDauh83pLy3WRhC3pM7SN4wa37GkoARojkznYxpTIQSyV2Y/7PN5QZDuBCy0OE4cA4MHBmwwlQkCG/PNiVwPwd/MaDgVtpuMs1aUnvViRhQBi3oXa1IVRIJ7HQfzLsCoC+d3d/fTJ76lXB4fFfBpe3tlnP/743/8CggcXiwuLu55cvljIvqVWKWUBvgSO0UpfAAjxfdI79fjx/wZI2YC4qYlU3Dn8UNJjHkZv089ND19gNtIhUA6NDA8/yOfnhvGPf1HGQziHaWZ4xpdfcKqiKwCgz+2fnZ9f8PlU1uBTq8f4zPgt8PfDpG0a6/R9ZMCYpPa37xfTAUdrRW19Lp07KeXiyTyGfmgMzz5mBouZ3RSEf6dZzF/8eZpZ/vEpplfhf8lXSkGTUWN1MQoXacjAepDaIrK+/nITe9dz2derj3+GJ/04swsOWQeuRMNCAB0LzkWHB4RL0LPp8ek4l1h8HTZsU7Nl7oIOWbK4QplIJGZxWEwRAFAql8lBo8kHOOK5uW+aQANXX2usZDDBBN7Agaq8huuUKRQCey24LfMeAtiDFcVhQmE0Pvz2WzCBP//yy6+//bJ2ePz+/SE1rxFASGzsFqP6auaXX1QxKyuZXzczxTdudPFaajp5S2EZl6rGp4rync4Vq3k8tt9K2GzixmrMwTAAQDCVNdReCYnasGpY3cMNT8exWCJz9Bb4e7WdSGyDscul48FAKJZIHB4fHJ0Wjv8CIKYCv/wnBSAmd5quNDaBqaOzRDLN0vfYFgIuGI+DGU1MkMJiMY/LwVQMo6mZTvJd+Vz8Xe7kxTv4hicA4IOhQfO3ZQC3L5Twcc6DewtxNOVFHLhdAA+ceVcAAFOHf8LfhKbA2QdcGpw9KCNub5TO7ILS+fmkSj/T8RHAoaarguGFaf0QADh0MTn1U34aq+zmZqZ9Zwuzxh2fc2XRt7Iy4XOqzFGVo+gxrkw4Vcif2WYbmZl22/WeCb8H7HAuuXccyHlI/iUaHq7m4v54EUM/+N6lsvtFZ/xyYx8ztUenx6XzwvaLp99SenLF6FTVN4rFYISwxrezoUujI12oQ4BAMIFx/8uXwXjm2PtTCKxMIRkcv3O7TStksVmymjo+6Vh04JC1FUfQY/VIObRmXldNRZemv/PuvXt3u7tb8DgvGQpFxrVtrZ4M0dYmlaIPlhM0eXrrm29u4swL3DhZA6aqBkQA6GCwWS1dWOgO5q+h5R62iOKEMxfHav0BowZMzf3y6y+//frr0fH7o0QiRjU2vQ+YrD63Hizgl5euXGn8mtlcQwHY9dU9XjhHcgG8MoBbC3aPQ2GM5RUTdru86UrTFWYFg8mr+eqrhsvwfXGw+FLIEgpMvX+fOFwdW32V2t5YW3sVgu+R2nsZib/ciCQSBwcQ/B0f71EAflLBZQq/vAYffBzUBoTViDT9/f97//tHfX0aEQQYzWCduUyxUCxm4cRyrA9s1smKe9nDQuGP+B+vjgrFs5m5mZHZiac//vrf/z787+Hbt8d/ZiGg8gQKJWpwzFtqTNvbtzijN4PLGv74I4VV0pHVx48tU1mZGKJPIV9LfDh3C9LwMDlo+4jY8MjM1auD7o6RweGRi2GpF8WBc4IOZ8ewvkOZX9hSLuhVTv+K1bHugMeJyUmVKmoTLJR8k7OLPzxTLajkC06b0zn/bGXFE89kthOZgnej4ODTOBXSaPos7DfmSpTypU5BLtrkCsUTzJ7B+8mbePzpD0ZA+ekP/glblEaT46or6mCXpxESpCMcCG5spzZBCb8Mx+Pr66nCaQHsX8Gr0IKF6Lt///pX3Wo663ZdIBKIeybq+apWi0wn4dOEMnoNMIyh271OEJUaUXefKxRyTbWNt26EcDqIDOudRcJLM74omEBcekAdSAGDmAcB/HDUaRcWd+Gmm5ZObFK+16sWknTC+ikp8uNvv/zy29rh0ZQFlCheU+8Jgq+zC5RXv6mqvAJBZU0zRJUiFpCsEZFLdSTd7bRvualCVN8ioRhP5xSk29nRce3Lb25WXK5hffUVOoDO/qV+uGXYmLvpNTwx9N1uHR0fe/jUZBk1jVlwIFMwEsHu5tBeIbmfLbxPHL2NpYqejwBSDCJ+5Qsbj7gMIQD4n0cgQ/p6O1t4TBwNAxaKJxQCgM3UD8/Vy9O5HBjYWDy1fXhaKLnnZoamB5+iCXz4323QIQUwgaWAN4/Hcu8ybwufAaRihNTuPgCYSXgtFsvUnobP5DRzWRpR6Swq2Dn7gADq9XoQNjjodHqoXqnscOupibsd+k+5wJmOaHFWr+oAWyno0OejgyuldROal0XzrG1ycHpy0J0etINpdM9irf7kJDybK8+erawnQdlmjpafJ/ZJWkUtLV3Kzfsdm++o4+APxTKBRTzPPjlB7wtG8ODVstUM+OE2nXnfhE3AqKJTc77RBGo0pCuw7gkGX29jeUI4HH4JDvlNAa1nYur/Efa2P2nn297/9ReMTxAhTK/WKR7aJzUkQ4IxCCI3X2Ik4SaRAZRENERIkRu17ZA47jnpTvSJAnEMTww3ClXMyPREq/GJQaKD8aYlZ0871KpBxUpbhGCtTrJ3rrW+2Nlz9pn9+2Hr7rTdauXFWuv9+az1Xhq5uaPj/v3vOjra6uUiuV2+s7zv0Wqr1CK7xGRR8ZWSGqnBICW8kErJlC7lGb2z3vE5s6s5seNymevlHfiQVE2lsqmgjkZjCa4BhDzMRQTraoA9SIgQjtqhAmyrQ58QAJBtgeAH+uPZo2c/PfsFCFw4PRvAyZMygFazxO5Ri2kNlTcEd4TMO1LM5NhhapIPD7OV1LnJ6Is4RMDlVNyjGU4cFzT2WCz44Ju7jXdvMe4wa0gCCYhSRtOsxIp994ODg2a2SONyaUaGh8eHW0eWBhQuM2jf1m9drsSBR6NQDCRPTvcyB6N/BPD//t9rAln/QVqlMrgma89fv7+PVSAAKAQAGxsAQyEJIBAIJajaljgvZU5zIIMzry+LWczB/c4fSAB/+ts7UoUUrvan0aDjjwCe5vJlAI/RoSOfWRmfeOzdtDMYaN1lEhULcXHhH/944Xc6dX048AsAOvoDWq24f0rXj8Nv6HpaPp9Gb4RixK3W9Yk5HJ2uGPfPFLehvt9eXQyHQ6FQ1B3zR5yxuB9+pXdoJwN4TLP4ZHVxeSN9cnqaG5tYK24qv6BV+NEJfnX3/fXpM1aAxUL+EOJf2bHy8t3e1sLI0NDoD09mZmYWPSnf6Ci/ggoFP5d5u6atHRLG3GYisba2nX71Kr31fPP59vbP2+kSOsjuj9TXW7sAwPtdXR1WlUSltIxspGY4tVVqpUVutKtEBBeypgF+MqlUJlZ0wjqptcdonxsxKxJHLperXm7s6uzskFcFoVp4EWyori7jx7rDYIEQxRhYZxBCISiVdpMAYlzqbG/nmuiakYGf1p/N/0KGP/g5sLDjUgyUARwHAFV276i4oRokMOQ9kkCuCGpJk3l4uKWFPYedgPE4WuxPT29k8+d2ADA+9c1Xt+7KGLI7ZA6WSom6dqnUKrfii6QLPiRbNOzxjUyMjY2Pj4yPNH/dilscmhWtrWvZoZaW+uad1wDArudfAbyOgQ3oyctgmkw93//1GkCpBL16IUey4BUvw64EBFBm9xZLR6clkLQn65el3WLwAR7EIIBQbyCAH7FPazrEtFGPAAAgAElEQVSPBL4nDXyvASSbUt++PX6beQvRcGV8adCbmKUCgAKJSZKI+cWp335LQfzTIX/Y6zfVr3Nog1Fsd+nv++e5TP9UsC8CaletmwpwqnW6WDgVjiyv+pa3N1ZnwiFA0JnV+8ORlDPs1+vEzuxkzI17iFOLwCjAfzbi8+0XlmspVRx+PBVe3M5+Ov87aWIB0B0f5ksXF58wK19dQrW+MDbiGcVdLzOLUI9PL0+yKVSqUFKDbQXSOhPgMgsyZAv4S5NHMfggfYt/1dyrHxwkjSv/04rW26IEGyovLa2KL1IRhIUrIgztQlO30NBOfix4AIB4A+wdN1sSebMZImAXWqWYq0I42PHC0cC6JhDjYA2KVvT6q4GPAOyRGbiuDQGsk1A1I2Pzv6Cj1rNffnr27Nl/tbYOfNvq+vYvQGDrX0pWhcniTegbaA0N2HPCZEogxKigWJUrFBpNvQh7u+Lx1OYGvDoh3+Uvxi3L0VTsbnV1o43ShL67NXivU9fZwesg12rzOnANTcv08srCysL8yPzEiEvRbFbIAUD4kMuHyhaLvH7n9GQv9371DwCiEi4DyCoDyGIYyByMABoRQJnNhmWvRAIsYg5mQKlos2VxD+v7wvvcQunTwdXkg17d0BApQ56REfDionB1vrxPevW++yeApKP0SSZznEG76PzKxMSgdzZJZwmgGJeobGql1v0iFXM7ystocOIN17/porHIVKDsgdD7uTNV19cfu/otpo2/cFRqdcEX2bA/NjO0uBrHEIj75vziYjEs1johHzuKLxwRx2Q09mRmcXp6LQ1sjIy5Ns4PxLWUak4sPurzrL4vkOPA5xdXF7mj0ic8evnH3y8v9l4uzI/h3hVfeGYxGvZNa3zTPhEbVwVxsQqU1nXzeEYF1Dt4JbdbPgt8tb219bp0mZtoqRcNert6vocYZrTPetVKtk+krKhqoNkYIp7EyiNUUiGVCdkXop9Uen2wIyUIhdEqt8zlXS6Ik10QAbsste4i9sO80DXQ6NcACjAF38GJeVyQBD9x8LEbxzA6O9uNErp5Yn5hfYF0FPzpb3/7Zb75awhFLhcJ4OCFlWdU2TfnRDRxIwPyj5ApEYm4hIgwmS1m13CLZTObLaBCg1z2vnR+8aG05JqDFw+eWMgqWOSAFpcnlbaRY7/lh1wiobMhYi6vL8zPjw1AASFvRv7wMbF9754CADw7Sb95v/l//oU/IPDWrVssMgXzWRID5mCoAa0YyiU2h62pgcWXSQgJeRaNNjFq9UYhn3v//v1ubi13VTiPBfp0Q3ryJPCX1+WDwFLp0/YWmYPJpSHvTt+hWzk25mfwgV1oZztLEAG9BxJI7U0GvorFqRZrJ2NRNBj//OjtjQaDwVg0CEkXjSsdn89g+oIOdyqu1wVeRHXiYH88GpoM+yMeKAKXAZSQHjDOOvUcsd7vjziyk9qALhIKh/2LEAK3DgulkeXp5YNiTE2rokWBWc/2efE9KJGrS9J16RKblTD9nrycHxkB5DyLM+GZaNgzujwxPTxtF1HRMV5KYAo0CZk8rmV6YmUbN2n+jAfS6Zdb669yn3LTLg3P1NPV85+d1h67hKv2KunqqtoqsZbPF8DTZyVMRDfohzqMJUIQNMI68nafgBgo51nmCnOJZTR++TGR2FTqyfm2VFCGmzzJBSYCFlfIFN6B5GlCIVLTjiVpN+mUBE8cj66YWFp/tr7yt/+C6Ac5+L9amxXmVryRhaps8IORJ5db9jcn1Wo+Cxt9uBLScRytZlYSO8uJwnnxvFT89P7jp7Lh917SteT1ef02UKS0JqjGJFwmlzC2dXZ0yeX1PHKVFwBYew3g+tijkWEFhFO8WoYYOJGuZzcrmjOnp5n94+P/EQE/c3jrP9B+o0nAhw/b8xgB7OoydXOFEAAhAwOABhJAfhMAKFPPFQpHx4Xi9uHeIXylqUC/zql/9OgZ8lcWIZeFT4cLpdLvbuWnpFt5GUCcfMgd5c/2Vpa8uDEENA66UQsEYrUjGothoLuWvLgFuG+K3L6Fzc99101afaBB/DpHBBeC9L1I6WK6gM7hnNTjqi/cC7QYHo0N6SH+ifVOtzOidji0fl3U4Y+EZ5aBvO3jvG91w7dcPI8qqyrC0VRqNXuVXd0t/HZ1kUdzjsuPqH8/nrxcg/Q7BgD6ojPobBAKgdoYnptWK5UiLk631dTclkpROQyPLONC9d1tsgJ89fOr7VeZ3N6CC21qO3EJLiGjCLwMfi2tllPNkLEg2UlMRqMEqhxyZBv3xqB5BaAklHYQxg4oEZNAw9wsPH6cnbMoQZFCFn6h+x1ASJvCGngvFHYbsBxoh68HMnEbrv7oqGOyFThmsrS08vQp1EXr609bm+Uus9U14CIB7MDh3iQgHVGrbUoCrXfNlmEvbkJJZ9Lp/Xz+8DDzajeTfpl+m9tL7k2syMeHh9F7n87n4waFJngJdXTwOjED18vlHRgAJfQq+PajKfD8/PyCq5mnAv4UCgiO4/uKlnpFc3LvNHd4kP0TAEnDaFIGCxgE0fP48Xdo09ZtBWGEu2oYLJnEJhEwBPwG2Y2Ghia1N1tAa8rUfiFTKBaLfmwfAwB/eUYC+BEAzJ0XfCUyBJYBzP0BwPe5zGnmKH+6MjFo9ibm6AYBq4kls/lj0X6odIHmvjKADx70RQHBKR06juP8UR964+v6QfPooFIMOkOOoLj4IjblCOq0jhiHo7R4p5ehdA6H9SFcXO8M6yfdjpi7WtzviDvc0XB4dXXat7p/uOubHvWlrrJDnFqnFmqdg4PU6u7h1VX+iHSHIQ9gcusLC2NjPp9nxDcTxvn/yUhsemFrZWLaO2mXCMgcXEOW4lC3Waax+f3N7m56GyIgMLi2lSulR+rZEBo6261WKlDHV1fTKWJGBR/KaEJowNltzJw1qD1wXgmHRmrIHhNQlwqexQJMGI1dVhz1FMfJrcYpRzV6jwKAWLcJueiudacMIO496sGhE0zadXU888RSMvl06el/PXw6sL6+Mt5aX28GAAddrSSAcqNCNVc4KB7El6ftFhBSm3MrK4BfZmdnZ2UtubWF9qoLP5OLRubHx5v/Uj8+MjLn9aroVHpldSPoUREhgX8bT87uqCcnjoBABgVe3wsLz9CLYkyjkGNiVsi59fK5Y7OcrZAvpU/zh5sHfw5g+SgQNxeCDEEC0SWG4DLRKZDGaJKoBKRHDETARppNfVA6PswWV59f7afPzwuxkM459PAhyK2Td+/KnY65T6XVLXI2EwAsIYC5fG4vV87DmfTp/n7+aG1l3GL3Fqg2gUEgk4FOCDkjkWAQDYcc/Q/g0d8/FQ3gYqQ+RzAC5WC/oxfvQ4J9vf3wa4fT6YhFY1O9fY5eB9Qm8IWJLHbPchz0wmooNKoFAa0F7Nxip07nzsZCETfupFtcBLniGxJz0NjSUVHF0aci4aHV4nH2UylNtgrjvpDSx3cv58d+GFmEv+pbDY9OhhzuydjQ9PJzn2dz2qtERxUJV9qGU0YET26eW8EpjDdvIWa8BPx+fYWOdDsWNpt3u6adENIZFIqNL1B6GWqZCkQXIQQBIp0lI59QSq5uY+LNBvaY1HR0Sr08ulKptkjkPKO0g0fYORAAU/FitreSBFAoZOBtBPOO7I5MCK+A9ts1wB8I6rq6DgCwDdfeNDdjC17zSMvYwMLeyoji3r16o7UVm7UBQCt8YMjyx1eFg0L2fH8zmUwcJccnxseXzMOKe18/xMejR4/g3UMs51yu5scDg+Zhi51Or6BU0GgNMgEhgk/S0VHP7jDzMAryCAm/ag4i4Pwv8DY2NpJMwGchCBFbpJorKprr5fXJo639/ULhz1IwBkDSAKaBgS0xs48HEcAeIxNqXhRKAgnOp0MEBAoBQPtm4fh4N7V4cJ47uvhUSMXDEc8PjxZ+OSEnQ0qkUeCn7eXzIm5NRx1yeoKj6RlSg5y8zexBIMyfAoDWQW+eaxI2CZpk6DISiqJJNFR72OgcfID99v2OPtTAgT4HxkCnA5UIuUfY4fSH+gLBPhxh0n5Dq25gQT2tVNsnycVzMx6/HteFO3UvJp1QB3KyKWfIOVMmcNGnV4rF2kj2KqWvrdKmYv74QeG4kMvnz8gACOn35OPHN/NjUP6h/A17JqNutdoRGT5ent6Nz3ksMoEMzSQ+z1mCFE483/r55903r1+VN2tuIYBHCVU9bkCSSqhUHOXmS+wilYnJZBpMQomB4LZLyVFh/Diog/FaAxdXt3cajSZCKVKLlCoJwSPkhJ0dRwAhBX9ZTZ5CN7GkIANqBE2Qgg2A8u3bkH/b23FhCWZg9P0A9YnrL13NLtfIiKaZzYYvpUvRqmj91jz+wYxtsRMlyFPHxcJ5wusd8e4kBgb+MjDhGjADgAMPrx+PxkaGNZpmVyvaEEJNwK6qqKqorKxuoPOZSKBcbvV6BxVdcqNcJWFDCl5bXwDZPT82YfHOzmLLEJfOEM3m8Tymfie/83z5TyPgrc85GNKtEAGcGMS9cT0mJp3P4jcCgE0i7ErlNzQCgAyVfRoAXPUN7e6CGr54n03FZjyeoYXMBTohkAB+LH3aXXxfPC/gytZS6XUat7ZCEYoAYhTEY5ytpfFB6+C+lWDRWQ0yt9c7OTkV7Hc7HAEHOerR34cjtQ5Iv/Br0Lp9Dncfef2hc+JInH8yEnVOOfoDtxpvVVfQWDRcOUbY7LgAG4JWKAT8uZ26eHjSmY060MsuBlJikdwMqxap9Vpn6ryYElVxwn54dneLheefLj+W8PKjdPLyZeny3frY4syQx7PqGQqPOvRqMcehP99dTMVCHgs6m4J2xPqNBLBnNrHxnFzjmgYR/Ov2r7hVM3NcmJOzeTgHTKXQKVQqvLgJiZVC5QKAhMHAaydPXvDsDtcFw0/cuAr/1d5jtJrsbCUCKIEgovLW4kRSthhrpOERNEY+A4ENqUK6EMiDL6JGamzHshRLwDbgj+DxcO+RQoHd3JqWFhHEYgIqUgVw2Tr+wQpJUzEBCvH9ewDQq8SF1UlX6/jA+LjLVf/1ABn9yCA4PzT8df09hWIJ6DvKb4roFASQxqAw6Fzkzzg4OLhkHYRiz6wQVU3jYrr1RyCDJ1wWb8Ik53IhZ9NnN02gVeqThYTPMjf9bwAkUzCLxRAYVKbHj0kArdZrAPmCJr4KrbL46BPDaILEmT1Y1KuXpw8zmYtc6QD3bOl/eH15eXH6jhxM+vT+0/snB9iPUELryuRaJp87zqA3wslpjpxTL+SeLyHniTkJk8JokMkcAGAwAEHOEXCSAPb1RYNk6dffHwyIQckCgXpIvWKtrg89UIOTMTckYF3lzZs3KlkN6MUulKlU9kmfbwbqwLDeKfY7/UBe5LdsSj/5IgRSeSYajcxEZkCfuPVOXNPgEdeKxfEszsntX11efIQcXMpsLSxkPubWgGTPjMfn8c1oQVCLq3X6eCrud0/q1Xwqg9EEWVCIY+ZtZEtCYh/Kv+1Xb95sbz9/jvsctrbShX07PPE8rhCeLwqFSiesRp6VelsqNMgMEmARCz/Iu+UDZKSRvOBrq+uCum8W+BOplAQXAbxXtvp7UH2DRQfxwSXuGEyG2zXCO3Q8A6zBc5h2ApRIO5TuHbw6ntQoESlacItqrYij0avVSmw2lXTIyYO5QQSwXjF3veHg3NJiltcf7bhaJwYgB1tEX5fTL/YyQATUfFF1T14Pgc67uXlgQdviymoWlGV0BperMqssKvOSeaAVl4axv5hehRrwlzGIgOMus2XOa6JTKDQq1T5n7TDXyxPH3halV/knAH51DeAtiHACQmL0Lj22Wu8DgVwmAsji85v46iYEUACZmiFQ2fOFg9Uhtcd3nE5f4pbM+Mz0kH7tEhczkBscLt5/Ks5so2U0/CPPTtdX0Prp6LT8IKVwPp8GFeLqmk3y6NQGKOFs3mgkEnD73c7JUBiLQT+uHQzg1CXkWTFHpws4/G5QH2KOWEcuZg36/X29jruVN26xaA0QlFh37kgkXKXd7ludmYmGQn5/Kh6LuHHW2KnPxuJ+D37gSCQadeqdIbf/yeLqeTaq5HA48UIR7Wwg+158fPd6C9TH2u6rtdUnYYiXozPLM3pOLVSUEJqDEHInG7SQFBjYkUeUp81N1p5EYgc3cmyn97cTuOH61RbKkmJSxQO9SEgo1AoKgy23drR1tdVJJQaZDIp4EznYg/yRnQ3Sdnr5fqWuzmo0eaNqsUipVIkIlclbtZnKvuj9RvflrQYqOrxJhUS36XYNFWjsbm9vqwHdITVCJDZZsQSEAGggJNhHKFFWicVujweEO0FI6jrkHSSA516JXKRIHJdOcNXauaVZAwAmza6nAKDC3PI1Gfvg8dP8oyGfsoJKbidEV96Yml9VQQEp3kBj0RkMtsqitliGl5Z2TjOJAU3LvYm1hYX1XxbmF8YG5M0885wFt2lT6HhbZ5VbEstKNkfN/jMAv/qPr1hQBd4Fhd0E3xpvYglDYGcXjibxITDyQW7hbBzk4Lvk2q5NnJkdmtw439+7RG/yg03IyNPYjlpuh/n4/tP56jIeZJIArq2kcV0N5t/TDAKIzTpHK8j542QHk9EkkzWovZO4piEEAGJ/fTDg9zv6cAVwP5Z64mqOLqjTh/DsRVyt9ePpTMAZAYV8s/puQyN6OzSR9hlckUrjiyOAsZDT/8QRdYZBiMT1cSAICMTu/Rh6V8LD7fMcnGdDteIqdbyA9744vHPycn0Bauj55eXVn1efLHoWPU88Q0PaqlqIu0FyX7ZOrJNBqmiCzwUpE3Bp6+6BCLi5Qa6z3k9vbWxs4Hn0z1uJYmHOyOPyhEIqg0Ln0nmdUKN11dUZAECJSUWQ0vc6jZMmonjD3IanyUaCHY9pSQBlEpWv6iCVjX3zZWNlg4COlvYAYDtEQBxNw0aGOoh7UlDVpm6IgJ0dbUA8ThMrlY18mlbtjvgdFpsKJ+E7jAoceDr3EnKlcjOHM4v50qVFBAnyaKXVBSrEq1C13Bu65g8i4EN9C4UpIZh1BJcrUuo5VVWUykoKFDwNDAaDpVSrR6d9I8nMh0xyYMB1b4xczzk/Nv90pL6+XpGwV1RVUigCIUgpq9k+a2nh0/iMPz8HxEX1uDgOty4aSQB7IASaeDgXUrbLL3cjNDay7rAkKi8U7bszsezVfuby7CJ3ns1ubixvfd6aSU5nftqdeV8GsHT6azJ9lM8jgLkygLnccSm/sTI+OPhd0splNcoa+TavNxx0o1F5KILzHRD+0AAV9AfEOx1Q5whqxaFwwBnUcbT9WCP2+6f6go7KaihMb0D0k5IGQvBtUvuWFyHXRiMhvV+LpkVuf1anFYsdILRJACEG4uTr0JB+G8pAjphTq1z++wXUf5fvXq8hfj7fmG9xdTW1+mR0cXURN2lzOHpH3/VwFIRiPJoSCLkqoZC8/mq3ziaWN9KYfYHAHQiBuF3z54397MEcweQyGVQ+VyKp7+pAr562OiGepNlMpHOtsOZ2zTV/2FIgxfH1Lp6RqHJEwkpMw/A2V3sQz07d/eqrL2VNLGFduwEtSIW366BmrJO2dZPmtoSEMJrQqrqjAyIgU2Xjq5ViWWOjWucAdWdX8UUGbK0hASzIuRJzy37hXe7dWaF0YWlpltefLrW6xgcfW40q+Rcjj64fD4dGavkMEfbaEFwmncbHLeg0WiUJII5piJX2sEcDqS29t5JcaZlfX3+5DvzNT4yD7FV4fVVQMdJZhJHXYbVaLEqRuIrB/z9/it+tW5CEv7rb1CizqUyDSwhgT0+nVQL6gNFQjQHwdwDxZk6VPz7PQog7T2fOTi8urs6Lh9nDz4uDsQq8+PQp5/sMYAlnbQqFo5MM6VCUP80c5TKl0vPk+OPH3yVneUxWo0DgnfVGwxABAUC8TnM7e3Hqtx/XbvX366Z0nEDQKYbUrI9ACHIG8LJOF+yf6rtJa0R/OQCQegcv5iUSpW96NRyJhSHVhka1Yo5eHwrrxVU6SODYsRqNQiKGBO3UK/Wp387PxeKqKrbmsvDx759Kr+HbN/aDb3ragwCuxj2ji8WDJ/qhJ0NavRMAfPBAB6+IYFCGL0oZVyVCBtrqatpNs97pZQh9axvp/Z3nu2idsLWGvYbHdq6ICyKEa7IP/hWbY+538JjCJhkfcyKiR+bftjYoAtFMXnj79u2azjrCohaJU0MYxtQS5Rw7+6I4dffuzZs2GcAAMa+7/XbN7TpDdzdEwPuQ1jt7TGgSiIhBAORJqAigWObQ6nodusn4pJJO5Uq4HbyOZrlcbt+nU0V20eFF7h0+OSVIwPLmD0ut3ypazXKzSnkNIATAhyPTFWyRBHS61MBlUipw2RdUH6BKGeQqaX6DWD3qGT4CeXlxcrI2knx9+vFkfT45/3QCcz0vwa+ogKBtMNa1Ga1WlZIvoNEZ/w5ADII3btxqkKns5sHZ70EEQxFo4OLnaWhkCJpsoiZ0yMKHSKWaO984LBQOc8evXmPneT6zc1SAIEcurLmAmPix9PFqeqtw9SmX+whvefQpx5UheB6dz6X3sFc1Dzn48Xc/JqUEIZOpAMDJqN8JYJA2G36nsxfgczicgYAuGJjy62I6t9sRC0QhL3++q+vvnXI00hCGO8wanFOoYzLZ5gkQwovxJ5GIPjyk52ider8zJkZf31Aqpg9H/VEMg5HQKIAZKaZS5+Hh2i++Xst9PMlsY/gb+2EIdDQk8XgqEhudOdCnfPonMdAzoIvwRLy/3xGI9TtkMpnSoiRMRHv77dtSdHtGCKEAfP12FyrA7ecbiV/X07nDTR9bRYc6anDWO/gjXrP/Z4+EL7CBXDJiVxPWgG2QxuGrF2JP3+3bkIPR975WsxjVizlKsdr2wjtJmwrevHuTBgBi+wxkamqNtFva3dlW9sbs6TEarahKedjBxZNQ1G410KfT9orhdWyzcSkUUMHwR83N9c3WIzZF5dVkCqV3WASeK5SA5VHCbP7LwKDZZDIDgNj//dPYo/mxlno2gSq7hkkFPVHJYMhwrJ4ghFiFsKo5fDa7RbOS3rvMn+YuLnPplZVfcZnJUhLNSsbtbAdoVpuwrg3quf+0eptUfCb33wLIunXrxi0anS+x42gSHgSaTAYh0I47QxqbVDJJuSOQxRRIVLPFzaMC2kihWzTe+Wbypc9L4wDAU8jCl6vL7z99eg+/X8KFSTnMwad5Mv/ukTo4v7Yy/njwr4lOEH0mld3r9UTgafa7wzM+nwdqtH4HPNcQbnQQ6UAOT+lAS4Qj8XJUxLs5f2+gV9xQ0UiFr4lsUIcczKu3+IbXFmdWnzx5EvYMicQQurTOrBOEbzaajftjEWcEIiAJYCru1iuXrxK+lpaWh2ul9NriDz9A+v3BA/EPREws5Igo9VFPNj4EgbnfH/BDSRrq7w84QjF/n1pnc3jVKijl8AIDCjPCAPInkVh7lX7zEiLgxkbi1fpW5vA4YRZx2fVs4+DE+AQ2GvVYyVslCY9HjtYKcbqjpg1b++qgBqwBALutFmWLZnrIrdeKMQjGorHq2Iu7d3EvtZAQtrdD2qbWGHrK3Qe4JKKrx4ob1iG8AWRAIcWGXUVasnvX4WCIgBophMcuILBebv1grDdacJLj/dtCKX+lUMD/72jFbH76batCIlLeG7sGcH7soeYeG2QTfGHAXyUIKQaOY0mFEqEBAmFDAxpdilqWdnbymcPCp4+50kn69OTkZCeZXkomk3Nehq1RIINat62zo7PH6BUQEEz/PwCEAEijMEQWe8/sLBJoJA/xBeTpX5NMJfgMIBfySf44lz/P5d4DgHhhnT/K5Y9+Xxp3hhM5n3anjz+VIA2TxW7uKF8gATwiPYpy2BCzgwB+n+gxmex2k93r881ADvaPkgCGQkF/Hy6DwpvmPhAAUA06ybOTCGpjchscMNGna6iUYUMNPnc1TIIwyS0jI4uLM4tPouFoeBTX7T0BOYz+51lQwilIy8EIOUY8OgT8idiewuGGb8T19cjumu8HePh8ePoSw0l3t360lqOPZc9jITI0u/3BSSgRAMEIUNjnCPntdpXESHaxAIESFTkhsv3yTRoIhHycXl/b3S9kE8p6Nptth8Kmtavr8f02iB90OlPEriFTMAng7TZsSmiXkgBKe+yiFs3QqEevd6rVAKAtFqFNvbh7s5rWIAMpAWGPchsScI+U3FOH/YYdPV40esYHeTxMsWFfb18fOb4lAxlr5NVBALzf0Qrp1nxk5dnNvqP8e4gMhcKFGQnMJRTmb13NConc8jWmX/TXGHv4cOILdgc2i93BAEipFJAeN/i1mrhMtI5kCfhckWVuaW16enn51zTa16d30jvJnZVkMjFtpzcColyJlIdmmzwTHV3a/z2ArBs3WBBlBSZvz+zcrLXL2i01SABAVlM1+rOp+E3lhlymkGlR7Rfyx8Xjw+PMbg6XJuWPjhDA/D8BfA9F4C6yiX2AJQSwhFfAmIfJO+H3pfxeYmICAJwFbCACzs76IPVC3PLNTEMKfBLCVSBO9EOd0oq1wYAOUqfbEY8F+lDBup1Opz9yV9dX3YgzU0IhOibSQVtqNEO4mvfJk3gotBgKacPieDyqj8auJuPZcDzl0EdDQXKQPeSPcDjsluGdfD7h82lGfOjr60EAIf+G/NGITu0YFddyZlLnccA3XC4hQ5CDA/1BB1SmDrd7clLEJITkOTIgqFIBgBtbr9682U1jFZj+eWt7+7Bw4FUCGIODiXF2fdf3XVRCIgEAeeyyVxtwVwNv2FNvwKaqGlSMIo3Pp/fonX69WiSR8L1qWjB26yZkPZmBC2VfJ+V2u9RgaG9vA03T2dnTwTPN2nkqoswf1IAVahu8QoJTgQdTwUYaV2Lk1dRB/Lvf0dVa3yxPGutViuE0pCbs1zy3AIDNHxJyhWupVSG3e794+Kg8Yv7o0djCF/d4dSB37jColZWVLJuA7MEgwzQAACAASURBVAWvEbbbhVDI2poYTU18kchi0WAj4fxCZi+5tbIyAY9xEJgWM51RVUVnGttrePAqqTFSqLfr2v6tCPmPu1/dusuq5gtUdqt37jEA2NPdbWCyBKzGMoBlk0ASQJMkUcwfFt9njt9mcuTRcy53Bq+mz0Xg2UWp8LE0vVEolT7+DmABI9/vAKJxeXJp6fHgjwmCJ5EQEAKHh0ZnQHouLi9OA4vBkNuBD4h3WlzfqAtORULOmBtUstvpBpXidPTriv948eCbb2QyKLHr6njsepUcAPTMeEBs4LxwOKx/Io6HhuJiKPai0VREiy7SwWsnBUeVcnRufNj1YW9ienl1VO/Bh29mcWYm7A7FIjqa2BHi1OrDgHIoFCkfIoIMCgX7g70IoAMEJpcqZOIdLiZQgrDPJTa2ttK7b/BGhLyVW90+OD73NnuTR67mZnY9FDYUKXwDmcz6+g4U0NiFWtde1yatMaAkhirQaDU3W0Y804tDbveoUsyXiBhqRkMM20GraQKCyaxr76GAZsGrt/ae+20dnd52nsQLYkfCkyCBcqwB1aG+SN9UYGoq2EARgN6u67Tev/9d13eDra3yI6u8ucX1Cu9Jcb3LiAYi4IeEQtE80Cy3bCZbHl7zh0GwmS2X3K6RChmVZQAJMgJK23vwEtDWdEMAAAqUIjZb5CJn4TUPNQqg0YxdDwplLWkQYzXW1HV2dbX1MKFy/TMAf9+g/tVdVkOTQGRSQQ62Wnuspm4QP2T/I66Nk1wDyBJyVZLZAka848MckHRJWpIjf9cAlsonMVAE/hNA0hJm7/QawFMEMI8Afv9jkqiDb57KYhke8izGSf/jaR8eGkOW0zmCQeBMe5ODDaqBkDvicEdBq/hRJ4fEuvhvxakHutgLtYTLY/Pq6xUK5dCQPrs6NBMJx6PhMMQ0fVifKsZSKUjeEb1W7/aXD6MBwLDe59UoWgeXPuwtA4BDnjDe0+Htr9Mfiwb6ORyOH2pH/6gTQnMkhD5IKF/QkhXt4Xr7HE6vgCuB0Ev2s9SpVAjgcwh9EANf4VnM9sbq6uZBYT9xtDOhUNTz2HLrLJNJF0JRxuN1Yt4V4mQR3ijX4ZkKRES51epqHvZ5IAW7HTa+iA/fdxlFnYqJgT8aS4YTwD1QKNa1d9eQAHZ2eaVcpkRGpdK5PPRihghYBQAGYoEpne5uI42OXRMdSN/9+98//q7VvAOJZ3wNNHChVLgoXSyNDA+7TpMDuKt1fG7OK3o4Nv8M3uaxtWrFZQbVLmHRgT8KQ4ZXN+QSwm74km2GOzdYggaBTK0UtbRAxtY8eogO0ZoWhXnE3Go2K9joi841daE6h5oOlHtn+5+cA/7fW+XbYLIlpokFNat11mvFANhNoEUMOsPwBdgUfQ2gQELYj/PHx8XsPs6649o43DdfyOfKAF6UGxJ2fYefEMAzdCrP5XNnJ3uneBuXI+2Q4dW3Azp48K9JIw8AJCx2HwTA1XhqGR6gQkJh7IOBLNzvDDjF1Tos+0IQ+UKke10o4tdHxI7+F9kpnTaWtYnoPKhuWs0TLfNDT7Kr4cVJTwxCmQcQHNVnr1KpeDQeFmtD/nAsSBaBWAXObCwr5K2D43sf5nyeMHzGJ2T4Q7/fWKR3qg8/q9OPUybwgBg4SYbAUCAQdAKAffj6aBKouMLrITlySjj5fBsJzKRJuwQsBTcPS+lSZqK1WSSv53q9dVRundSEvSRt8ISAniD/z5jD8T6O12F1DbRqLBYlZ1StVvP5IptKBQBmX/RzsCPfYGBK27tvQx4GLdLeidtiu61MJhUbbuhcwE/KA7bpSsdkKBJ9IK6uwJpd2tnR0dnViQh+97j1cWIpub93cYZb7/MXpcv9ncTOSikDqmFlf3/Ta/GMrb08eX2yt3cCbxfJOTMB/FFptMpKetMdKRpTwlt7DbwCmu5gs0pjo1qvsWhGBvAG5eGQXq+3DGvGB1pbEcB7FIrIhLbFXYNWE5da0/5vAPxM4K0GAd7yQRloNBq7e7oNQiYDD30EQJ2s6VqF4K2/aT+fPz4v7OcKudxFrnRxdooA5j8DmMNGmGPP7qfyVQi5Nu60dLp3QgJI6hDQxzsJiICPE1YpNtSaLB7P4uoi5OCZ6eXFMOjgUB86/uligUBAh0m43x3yA38OSKNOdySkjei0nLvf6Co5YnWtiC2Xt46PD6Q1qz9kFxdTi6OR0VA0HAP+RsWp4mp80beMijiWTQVwkRfuOVtcnZ5QtLrGk0srXl845oAKFH4b5HEs5I5N9U4FQEVCxMXDw8lYbDIaws0PsWi03w+yvA/bdhy6BrqAiQCSh8qq2WQCZMjaFgC4++pn3LD+fGN14/nV0dVl0nWvXqUWeblMppTHs+J5MerLGkypdW012JMPAPLgHzEwotFovhDV0gQyGQMBtNmosmw262hg4MwEk2iXUuq6e9pv13R2QxTtNJnoDDqFDvJRZZLyCCMgSFV6J/3BoLah+q7NxsQlRG1tXd9/1/k9qKBvE5B4PmQu9j5CvEAAzy5Ll6dXFxeXl/mro4TXV9h+9/Hy3ccz+P2PZxf5800vQaXQGhtoFOodFqRg4K+tBt4ZDMI7d5C/RqVeM0QC+BPeIWs0+iHFyMC3ra2aFnYthYJjS11dPY87rFCoS9v/3U3If3z1FeRg0CIAIF/l7ZGCyO/uMUF0Z5LMQQ7GKU0BORIjJFRz+cJxAbfU5N6SfaenR7nPEfDjx49lm7bpVVygRG5OxxB4dlqOgCenuZPMSe59aY8E8McET8IzqUyz01D9h8OLiz5QVDOQYgO4G72a48fl1DqtLuh0u90Y/bDpHjRE6reY1lFZCQUiLbrsk5vrW10DY2Pp3Z+HxJ7zcCjmCS/GV2egrFteXFz1cTiekD4aLmYj2gAZAmOxVYBjYmkpsTLh9Y6Ggug1GI2FQ/4nUGn2Bcmdh2j/S+ZdiJh+/GNgM+DEP+nHNWG9WvzOkI73dcJ2CWTgxOb+xnOQwtgbiEXgc8jCy4VjeIX+2mKfm7TzmaBJpRAQeBiTbkNBD2EPlC+QQ0crb0Xr+MSapuXeFxVV6IIKylqFAznqbCr7YlLGYkDlZcD2g3agltqGNuCdPQTZbEOhSwwSJrXOCOHVpJwsprIOMa2yWiajl1Mg7tPuhE/c9XhQPr6UTOfP8kd5UJCXFxenF6RrLzpZFpMbha3cm5cLL7cW1p9BCl5JqJWUCkZTA41GoWDFUCcF/G63QzKtETaRx8TwwkYjkIfoTER2cQ39MIyt183ylmY2nW021/Os8Gmtdig+DN3/BPDGv8jgr+DtFla6LNAhJiFeM/aYCCH3GkDhHwGUmLxHedwcVcCDGGw/QAM2gOx/ALiM18F4DJMjV7fmIQKeAoCZU7Iz9X0pl1zBrV2Qg3kGk2UW0iAAOOObhgeeRPvRcVcr1gX82I+vCziRPyAQQpXer3fGfzvXiasrK6uqOKmDzZWdlV9Xno6Nrb9aaBHNpEZjjkh4cTUeC3s8o6urviE81lAXU7EQR+u43sa8urq6tbSysjI+DgLYHcQl9WFI8GGxWB/TQc7DrthAcJIEELIvOpZhx2LAX+6FAAb7dWgpIZOglpUKTSCkZhObG9soRDKZzPWQ3Mbq4a8Y8sfmYpNqPh0qtXbQo0gEPJF1BBe0bxvPWM+ux/O4VtfTp0sD9ezaqgpBk4wggDcJfOdtZEv+ZBNLaOOC3ML7FygD4Wdbp5RgAYAUdFkmhMzbdV3tRkLF9R4cFB1iqBobBNzuLjwuvN91/z5IYWwykc9al1bOTqBuh+r88ujDXjpxlkGT8um5uXH7sGZ5K739rvTu5KSUOT7eVEN2ZzUwaDeoFNIXEPtwb+Mn5t7B6qxBAADqMf3+dN3G9fCHkYFWIFAB8lopUtoHjR0QBB/P2egMIWH4XwD+YYE1Pqpx9lJlkHBrhFADdmMI/AygoXwOQ9qVm6ybZQBzmXQOeLs4KwOYz5+VSAChCixu420cnsO8I9+TxjAQ/yD6nWQybyFc7iXH/woAenmkCvaMToJu8IzOTPt8HmDN2Sfm6Bxa7ZQfj517+8gACBVYwBmLBMS6YLbYR6uo5lRUiNFPCB57T5+2jC0stwyNDk3qoU58El2NQTLXLy7qNT6fVqu/yjq0lWKtIxgK46z64vLz5cTSxIgPRTcgGcYGBqcfxEdIl031kfwFy+EvBL/yO0PByWAkeP0IBKeCfTrsE28SSg1WA44ocQnv7NzmRmJr61XmLXpXlhlcy+wnc1sby6OjNAZdJIGaqA03XHfU1XTwpHWSGkjI9fJml6L524GnT5+OLbXcq6JX4Dw2YZDCT0Jme5FNpTbnZAKbnU7l4khudxvGP0BQKKVSGZUVLKEds3gNHg1arVzv5kHWyaFVV7MkROd93NfR1QncoBVmV09Hj9E6nkxC1XR0VrpcmRgfGfmw41LIzebmZrlSwR5+XihcfvoEAfHTp/OsEpuq6EAFncJFBy38pDXwyaVCBIPfIBYrNfqHn6+P8RdjjwYUAy4EUKlRKi1zXqNV3vF4cxIv8f4XgLd+B/AGuT0Oe26bVKT9mKm7u8dqELKYLCZTIOAKbbI/AEgk89lsoZjPZX49vfiIdhQQ0/MkgKVSOQKeH3sOSRl8iifRp5h+M5iAyeGQN2jTBuLwx8ffJxMIoNcOeRDF6SjyByIk2B/UcrTOvv4p7Ivp63VA9sVDFBB3wRdQG0JWFtMqqjhV4tFPx1BrXly8nB9r1syvjI1oODFx1OH3hyFnhj2+0VEsjTm1YoCrQUvG1GA0HgcAN5ZBcYPmhr8YnYr4owC4Vj9aW8tJiftjACDyh3UfnoMHg04o/QJTZWN0CICBKagEbY0QAvEWxCQRMil0EaGyJDY2SN/AN9gZTR7GbB0+hx+7q6NhDp+tMgFvXXgsBxj2ED0SI5snr693uQYetj59+uy/5p9u+SoqcI6EixNzUgiCNps3Fn3xYk4gsM1SKUxCKjRg/MMSsE5oErKolRSZzICnOABHOwhOORYDo7VV1RyBydR+H8NtZ8fttttIZw9w31Xf+u3S3umH0w9nFyMtimbFhz2FvB6Een2zwsK2HF4Vgb1PpFVTQcSpAgAFTQIGAohtr5j/29ulEhaDLwCZJFJqNNcAoovOo0cjAwMtfxlAABUatVI1N4seEYObLxpYNJbtDwB+dge83t2FdpUA4C00q5RJMPgDgKhDuMAgF63o0KcN/RFBkhgkZBF4/v4482sGIt7Fx1NyJVwOT5ZK5Rx8XvRsFwDAdxgBz04h/Z5m0J2NNEh4k3mbAVWCBzGJJKFSmbzeydFQJPJkJjQz4/MBaLiABoJVIAJxxgGK2EkCCL/d29uP7pTfVN6kcaoraoeWp7cX1l6tnZTWXw4MNM9PbIk0tX5tX9BPEhidWRwamhkSa4dSwBeHI9ZqdYF+dzgWW15d3V6EAjEegYAIkAXxli6s5YjD8LeigT6Sv6ko+UdAXjACLwNHINpPlobYMduPHkk2mwz4sBskEiaTCd8XLoG9Watr2+kMeRxNPna3t/c3dldTWnGtGgJgRz22jna13e/yzvXY2bx7bEVr69NHP/307Nnfnq0vrfgoFbQGlpAcGCZMEoNdJVJbYrFZFl1gp1KZ8NQYapgGKJHa2+qEBhurgkK14eLfdnI4va2zyzw3PuIZ4tTW0kQmAm/rvr/fUV+HFWNnF/xX21+7vv8+sXP6AR5nihZNs6K004zu/HKzSqFSWg6K2eLVb4Dg+aerIvKHTLCYFCY2TICmacPGbakMLasQwBbNdeB79GhggPRlHWgdGJArzGaNGQA0W3kdcrkl8QKEDON/Algu/v7gFn3z5g0oA3FKXUoYsAjs7oYiBHegwUNGAggECu5AckCjwML58XEunQH8cENwjlxKiNmXzMGF83OyCDwrvcvhoBIZAveQvvKE+tu3OXJr1+BsssdkIgH0h0Ph6AxIkclwqPwcQ8bz40AmLqXxu50kgLpgUJftvYWe3bQqju95em19Pf1qLf1yff7pwLcDAxPNGqVWrO3rg3j2JLoYmxn1zeg5+sW4IxLVajl9ur5Av9OPbgrL8RnSCi+KFR4AD7yG4W9CTeNwRvseYKJFuYIRD39A8dgfi5PLmeC/yFVhwSAelnu9Ki5TJJRgGcY1zc5tYBZ+nkn/WgZwF6Xw7vPV3RSntlrN5XW0QQjEGzQQh16jnMJmN8MTRjpZ/e1v6+srw2YVveEGhWw9xQhIqAQSpWXS6xUyBDYqhQXRjmDWGNo6sS9GKmRQQYPcQSHU3d3eSd78WweHW1qGxGJRFVsl7eoECfx91+12BPB+5/06gBAlCQlgvtQsdzUrLnbIezyc5bVIVNlzXKlHmsZeFWspOPHAkgnpVIhDWO6215FmSKgJRHyuSC7XWLCHcAwEsEKB08eQf12DCrNL0yzis7ls+MgKnmXOgYeSsj8A+Fl9/L64C8pACIHVNAYo3jt4vGXqNhlMJtDbXBZ8NwSSJvIo8A4uCTCZNgsH2eLxcQFKuouL3MeLo6PfASyRABbPdz1YBJZOXp8ggLl37xDAdznSrDqTef82v7Pz+DG8FmetJonJPjmKNV4kCvz5JnH9ArmGK4B2bdh/FQBd4kYAITXqit98ebOygkbheA7Sz19tneRA/a7/PLYw8Bd4Ks3DLeJqCHRO+HDIFITUoRb9YgyvN3TifrKTxumPLC8vIoBQ4UGN5/YH4Y+jYacfasWI3xmOOq5rvUi0T9c/FcTPGpwKxGI6B7wqQJn7yW5ttLDx2lV8OtR/Bi4a9qFlURK7UtPkjAgZ/1Y3NxMH28eL4ioOh43jwiSA3/GsRjmPcq9e4Wodm//p2X//97Nnz9YnxhUqu4BVScXlmtjlAMmdr1b7bYRKwmBCJQYBQEYACRDqEEAJhUJlMJjSbmkNHgu2dfa0Wb3W8fqvh/RD6qoqCQ/PYAC521g0dvS097Td7+7quf+f3+9A+Mt/uIQE3Kw435cbyUaGesIrkRSuyo6x57/9dl6sra2g0SkMgwH+iVyCQPRq4H0doWrCIXuhBAAcHhl69MNQS30LusG4mkGAtI6boaSsqqLT2VBhgL632xuqG2hU0b+m4LL4uEkujbtJFoHVt6oFNgMLG8bxvhEJFOItskQgBACbGkhvBqZVmizs50vHxyWA6eLi5ONl5hpAHEO6BvB4CBvOzvZevgYpfIL+hXv4vkzgm1KmsJMZH/9+MJGwmrggrEH4Op2QBbEChFovAkTgjFIfXscFcEchbpIDJnt1d7+5e+PLyupqcbH4PPdr5uVJen3351fp3NOXuHhNsf+FUgy5FgmELIyTSItPflgMRbUcjpa8RHP2OUOx+Cru9I09Kff3O/uDqUgEdzWBCHbGQu5oWWrAC0Gn65sCAoO9U1O9vbqbuv4IfjUBZy8UCQ5Iyw418seF8FdjIOAZMc0mNhIJ0pzxVwiBW7vbG7sbiwfHzxf12ioanzB28To7yABo5ZkoX9wb+csASMhnaK8DAI5o5HaZoJLGwnoLK0DQwiIV32tRqSRUCp3BoEAFhI5sbZ3WNjwLEVAADyEaBkrrahDB251ec0LRDC86fVWViFdXBzKks4fX1gbl3/26nrbOOlzH8eNR/vTsw+llK7YBnm/ycMAcG2rMFuVBoYhmsedF+FEEmVdZTefbhPhvhNALUZlpAO0uMcgE8I+WGHnA3MjQ0JCSzSaryNbb2GE4MaiQ135BYYgIgselG3kmEQtiG0bAG39CILm38HqN8M2bjY0NLAO5oA8P3CGu10B1I2i6Y5DJyqapuO/R1HOezufOj7OZ493Sp3zpAmvAI3iXO0N/H3xXOvesFvPnpbX514DlO7SHyaRPL8o7kzKkaz6ujXu8dGQUibgqG9789gdC/pBnaDQcDQM7EbdO5+7TuR0x3Aqsizhp0b7Ag28qK29+dePLWvFM9mB7+/Wvr+Fp3t3yPJxfe/ly/elD18DIkFJcpe/X9TojoaHRRXIe88kT0BcOJ5osOBxut8MficSisbgzhhaWQR1+9Jg+FAlls09CEIaDwSng7QHgGouAFgLtQR7LPHjQqwNosTXGSY7uoZGXQ11dJVKJcBkIaZXANVpm55KJta1f9zKvX6Jz4PONjXh8c+MgLq4VSYiejo7ODmtX12AHGoHWu57h1evfIPr97afXCy0uC25xaKhkNaEHr0wmvAMpyK6SWEwEwWTSK1gUqsSEjhwYAU1CIUsAGRjkgZQuxRZ9iHd1XV0TO66vNQ+H9JwquqSug9fT2fV9B/DHA+jryxn4rz9+ODs9A81oboUMWUqamxU8CIWa6d3J2qviAQCIWRgiYIWuuqKapuaK6AyZDE976Nh5Di83A5OJm0I6LHaLQvT11/UUAqqL2zgmzLvd1fF4zhuvrqqsFMi4aCHHI0QMiBgy2b8cRH8G8OYfAbzb2Nhog3oGXn/dJIB1EAHRxAUiIHolkLsjjdb8Uf74/Pj94fFu4aJQBpBcTg3/qrJbeel8ehqXk60tpPEwmgTw9enHfLkMxKWURzsrE4ODE0d2PHO1IYGYaa8B9GA+Djp0upDD7Zjq7Xc6nRzQFtrGagAQvlK9Zzu7u/3q1dZrKPfXZoYeLbx8/frl/MDD+YfDPpFI7wxizPRHy9PAT574xc4nQa0WQxae6ERwqTrEOn8Qp04C/WJdEH7Pn8pGw+EoAhiceoBN2cGoEwgEHq8B7CUB9JcBJKdW+h18Gl8GFSC3RghxxsgzKqzexM7Gc9xAmX65ldx+vonLVBMHm3a1WkRYqcYeXo98UO41cg30+qc//fdPEPx+AQLnB6ZbRKIquswhu8EQoh++8A6dBQIXRI7J2CFhSiQUKMWEhvJJoLVdwmA1sSAHc4V0vJQWStva2zrarObxhPnrFo1eDx+Lhwc+XY/rrbweyPutrfXIX9d3P+4BgCVAUOMyK8wXOziyaRZZlg82NOxiMYsp+DcMgVcczs3qBhZgxIDik04VCOnoqY94QI6EV4LJO+s1s6vuiZgmZo0UEj2eE3bwHidS4mpaBa1SQHacSY1QKlQ32Br/9Sbk8/pgRPCaPwRQZofPQIAOhpdUN1QXQki+TXcgAAKAOH8Gf2pK5nOH58eFg+Pd9xcQ8/Jk43MOXlP5s48IIEC55sudlwqv1vZwZB0BPNk7LZH2Ze9zBQDwFFTI4OD40Sy8un8H0OH3j3qgHAuN+kHE9ut0QV2ftvcb0L4xLby7e7Oi8m51ReU3q6nj3a2fX21tbb16tezzeBbWXqNH+8LDedfQql4PAPbr9FDrLZLOuIuLIa3f7xCL4ZPghYo/HI5FwuglGMQOw6leDkcXjAacsVQMT/7CAGAQR+T7+yMxJ0fc/xnA/t5gdMrvDAT95eMYSM79Tm01XSDD5nUpUdfWUWeUE5bZlY3t5+nXe/Ca2NraAAKhLDzYjcW8fAuXZzT29Mi7XF4q0UNRjD179t9/w/Lv2fyYZkRUVUtrsPX3ydAcHtdyUBBAEyRiooPgqkxMOpcrKU+hg+JgQkXIgAjIElLJteNtde14xKgYXNI0A4BDGhG73mwcBABvWzHofosz4l3fP/7u+8QFApjLnw5g+woJoFLR7DvI+tgtB9lzXCn/WxHXxHJuQuQSyPBS1tCEn4kpvFPDRW9gePSYeHj/Y2d/cU8kMgCANcBfXUcNjzc4F62kVVayaE0SHHpuN5m4VBrf8b9nQq43htz88p8A3moQCGx4FGgwofccUAi/Bv5YNhaf3yAjGxIAwLnS0WHpuLh7vAtAXVyUjj6fw+RxOBMnrs73cXdwKZM+eUcCCDp476QMYCkHCJbykIMHH4/vJK0qk8pkJ1NwAPhAPPAd2XyCpx+6u2LdlPi3F+IYh1NdWVFRwZksZnd3t5ZB/G4tzC9Me3zbGP9ewo+xgRHN9IZvNOTXQ0hzusN4wYwxMBTCmU74JP7JSdQnQFoYj1XQgmaqX3vzbn8wEArhfjf8tOUDPygiQ7GwDnIwpmDSqpCkkjyQxuPAqWgEcnpjNV8lUEkMpna8XuvoIIzmwZW1ra306wyexmxDBNxIbOzC/0T5bLqRy5s1Gs3jHRSTXWQZWUcPv19+Gnu9fk/jEVVUySIPdGpH1GaTNTWxIOYYDFzkj2eE75IJd3lIiXbyHLqGSqXQaAwqlSGAxCy4IzWgswKkWfnABDamPITCrKVFAbij5rZauwYHW1td9c1d31m/W/qQf0dapkzgNrhS2qxQKC3j+8cbLd7sb+fnxcLuwdX5338rRiqq4cEiJACgTIDmiBB9alCdtxtwEAV9shNeflWtSGhgCkGdtNXU4GhUl5dOq6xoYDUZyJ7vdqPJK6LRbP8GwM+rC0n+qm9g2wUuoUALWdJ2RILmHCyWjc9n8ZvI/bkA4GDp6KhQKB4e7mZwd+tFLvcZQAiBpTMQI+cF3wYAiGtB36FFGwKYIf8W/N7bt+9LhdOdpb+Mjyd2vCoTXoaQAGJfPl6E4FEJtk5hQ1av+JtvvplKXek44gr4jtRq49nULlrO//zq5drYCBC4vJsmAXy9t+56qNGsrU1POtWpbMzpd4exyQstJsNo2ebAoXYEEGrAKHmgHCBp6r9719EXjLmh8sS2P9S/U0EUMTgkdX0xXDYuJA9lpqbKu4ojkSmIqepGmVppgUJCShooS41mo3cFfQPTb96QUng3tb26Afxl42qKnH3PaDUPjrvMPIlqbjj5cP7ZT8/m19O+lq/1tRVanc6hc0wFHQ6brBHgojcZZEyJtJ2QGHuskCnsKoKQQphrw/hHoVRW0qiQFFlUqoBlQABB2rQ2u8YGHpEAwrdC45IPdvBMHT1Q7CxNjMOPiaWlpb3LM9zYcpbfwpuQ0un4xLJvev88u2/R4MYANEzE/ynGObS7DY104J4haGJR6ULsqweB3tYuhfRrkIBotnttfBqOrkFpgGPyhZi4+AAAIABJREFUUqsJqk2ioppCa2QYWKiX6toJk3dSWcH5/wGQJPDWTRqDLoOK5g55GChtNxASGfbCwKMR3sgOZFA/liO8Dy4eZ3YzuWsAC+VzGMzBpTy22y4vl8gLu99PAvcyp6VyEZjJQA7Op0mz6J1ZQgUAYgjEExK/2+l2Opyj5E0GngPio7rxwdSU7mZlVXUtR72cPVhdXVjefvVya31+YGR+fXlh4WdyQcDr16fzza4W19ry8KgaAk5fAARvKrU6PQPqWusM+d3odRUiD2giUcikIHPxpiM4BU973yRoEhyKCgNvSCdUoZFYCASL3w3UufudoDnwDi7w+T4EEexz9Dt0WEAIGExuDTllRFitkJlwQpjsjClfCm9sr6YOUtPKe/fq5ZbBwaWBJSuX8M5tTczP/7T+ct033FJbUcvR6hzlxTz9DlsTC9SwABtuodoyGk12qwq+UQSB12GQ6ssAVlJxWxyDIbgjAw1EGK2DzV8ryN6ocmvAyIiZx5NwTdbBpUQyubKT2Unu7Ozs4aDOO3Tuye8lEx/yO3v7c8PDvrlDn+jv5ZUpuM3xvLgppnFoMoiAQgizDDr6E5M7KuoAQJPXILAx+E2yxmoapxGdHuEvmkwGK7bl8LgVNEFDkw03OrS1QYll2UxUVf3JYPr/CoEAIIsuI/DsmTCYjO1EO96Hw4eXMWRqcnOSsEkokqiMyXxhv1R8n9nFvvwzLAILSOAFBHbIwfk8GlX6cFKkRLYjnJEA7mUAwOuuaMjBeyvjg+ODyTn4rhowB6NKdZMd933uEA7x+vVijq5frNVV3/3mm7viyqraqlr9bvFwY21tfRvKq62FgZExsnkSAMyQAKYHXK2aiWnvnCU2Sc4whWNxsss1PBQNuyextyAI/EUjgYg72I/hLhB4ECiHNOx8DuMCbH9fFHvwo7EQtiiEgFg3Pvr9GPyCeEtSBjCEMTSIyga+UgYDr8+wN8tkSuBhIPYGvv1M4DYAmEptJu41N7MtFtf44BKIL+7cyM7E04X1Nz61uKq6qlFb3gQAajsIWDdW48wqziIZTD0mwmgyqXg8KQLY1iYVCqmVFNoNGg0K0CYWQyCU3REapMbBwfp7LQ8/+xs8+mFsYLiZbZKYrBN76fRe8qRE5quzd9e39KVL0k3gtHDoa6kXWTY97PIq5atPxb9DBExVV9MqZSCxalgCdAYRkosK8RWACVjE4MsaGhqqadV3cWRXBpWrzW7AQsEsN1OqBCyb4Q6I2Tb4SVg2DtQc+p+0Y/1rCLx1s5rFMBgIUut2m9pxckYmkzUKDHS1WmnDxkCZRCRSGefypc3zQqEMYP6igF4jJICnCCDGwsvMSO4awHcnpArZe70HKfjk+iCm9D4DMni8K5kgJCIcTiIjIPDnhkgTAgkyOerQV1f2Tt29qW28e/NuZUU1FBuLheM1yG4/p9PrCxA5cCPVwsv0G0jBkINfvk6enrQOjA+MJAperyM61Rt8EIjEgUAoAz0gbWLkQAg294WcYUjQschkf//kJHI1GQz4J2O4ezMCAiboDEeB09DMYsRNxkB8+EPBcjfWAwRwEgkEnTzV39cPAOohO2DLJqQhQjK7mUysrm3tZt6+fUNu80IHSwDw4ODYJR82uybGWwdnRVy2SjE+Mf582+LjcCgV5VUAD/DHAyx9v+FU8/kCFWEA6mbtBK4H5OFVCj5UEi6VWnmDRi6VhOgkkBm4EpPE6B0nAcSrMRyz+mHs4cgw2z5r8iYvjtKnJxf5szMskj5+fP8eq/HLi/zlFZTwxavN6eXEcmFa9A9MvudX/yhe7R5ki/pqGk0mY+J5D4vOkoDUx/zb1tYFTPOhzptkVeM17t27typpTcCJSiVRWeRmq9kMEpwB6LYLpbx2nkTu9cYnHX8OIP788svKzyHwSxppFIgWI0YrhH6JEO9AQJMJ1GqZTcZnyZpkAKDFnD88KEK1mtv9FZvKLvKnaEZ0Subg0sezUq50kVue/lS6wsaX3EmJtMrPpHE6HX0qTzAEHieXllyPl5JWrsjQbfe60R8a+IMnNxoDYIaG7O4gB56TuxxQY5U3b1bQRnf399Ov1iDmvX65Mra2lVxff7mWXn+5hfABgcmXp+srI081IxNJi5ofe6DrndJFoovLG6Q7YCwKNR7EVZxcH/K7HalYzA/xcBIrPqgAA5GYPxL3O2N4x+ZOpULu6AyeykSxUcsfIk340bAhCGKYnNP0w+8DgLg9OwJVG58rwzNirsHaM5vY3NxMLG+9epOBEAhBEOMgALhdONxfgWQ3PjAuH55Vyet59dPLFountqqSBtVfeREZGnQG4IM6xFoaPItQ+lmtXq9EBSmbwKs8POwwEVxqJQ2CB0uA/srYPEOYJNzBxJHmi3IE/OkHRHD+Yb2ILRSaZhN7O2lQgicXeEwGwe/tx7fvcjn09C8VSvtXxc2DwnnifHP6/Pz8IFsonBeKm8XCecrWUM2XyVCH0plMqaSG2k7UdYAEV4lsGJei1dU3Ab+73+hoNyBDopOLRT7uhUpzTsRmc20SE9SARsKksE9vxuPxP+uILkdBAJCUw/AAZSU02aHiMOHWJBMhlAgFDY1AoMqmtMGLTdZkwF5J00H+EFTIm7e7aYh4lzicWfgdQFIGl0pr0yVycDNX+ljCyfQc6Y9A1oAA4Pti7jkC+GNykCsiustFIKRgyINTeIU2avd63DHMR3chEYCqp4lH47vkjt719ZOXL7fGFtYmkmtrr9fX1t+kSQKBwb31p2isODBnV9omcafcVCQS35hexs7U1RjZ3uL3R2Pu0XDIn43HQpP+AETASYxok5ORSCjiRqj8zhBomPAMfBloFhIKkWNJ8H8hj/4e9PaR14NorAkABtHVVRdw8nFyFtKN3U4uEdncSKySBKZfAYDwQAL3jzI7UPlOuMYHFF6vvP4ezztrUYpplXe/uV4Uf33gA98KnZZTTeHbvSYjiGC7ygIaRG7ioR1RXSchEvAZN3DfJUYHfhNDSEAA5M7m85p7LVABjpEJ+IcfHrXcY9O5LKHJu5/Drdj5/P7p6d7/o+xdf9LM1/3//RdMn2jVuGa3zthF+0RjognG4AFvEWMg4ZDIKK2J1JCBDAq29kBCsd+4JvIEhTiEJ8RTdVHNQDVSCU+IEuhtBJ1mTdUbCgZRC1XEYKlO0sn3um6ctff+/n5rrb3u6fQ0nVbLi/d1vT+f65AHEEs5M5+zmfND69rMzC9753uZdc9eZA8+zFX4Z2Vj9e28pqm4uLGNwwQAMQUsr21l3e293yOTA36Q+D66CQII+HV13Sjr7PquBR4xz+MmfT6foKqqisPBnnkcr2Xx7c1rZv4BgDSB+RPBr2/cLL7OaJObFxbMuMEVtwfTy7qaGc1tarG6rY3R3NiNWit3ZA4OMufwBqfwfZTD7uB0ml7NcEp/dZrNBe1gNTDbOMrmktiUlC/Hwp84OvpwfHZMed16/V82FzgcUEDI5B9qJidw+B9ESJPVZLZY1bNTj7ru1BQWXissrmyZ3TuMBAPeAMB2FI7vuGxgNQP+oGsnEL7iD0VQt6zTdWgtygWxpuyOptMJgfYtFr6seIDAl6ur4K1nR0dGTCPWvbeH89PYBDczPzk/NwXhF+icBf/hBAPy9q1zbmUWNJBOAiewihXEc5oujpl8AFqNbinvkAfpqTETnY1ibLOHZIJdwu5WLzjAiPipDwjgDkUTCIZ4k0ycuHW2Ia1Ox1ebSwq4ZrOwsqD4ztUU7Cv+Hk1qHnZ2DtQUFykdC2oZqxze82YlE0yGrKcHj2G4HFFbcXF9M/BHgAdpwJLobhYAmDJU864KRIG/xxKiogqrSUR6MhHdJKNpr83tch0dAX4fkL9MLnP45a1QWiOccW7s+awOh9kOLm1UKh0RSoXSTnETdkM1lrdxyq+XM1uZLCxJ7e2pFbU1tXVqprq+u3PjBg3gHfrrrk5I1LYS6ZM4qcVRIApWL1+24HDbPI6Zzpr6fwTgf14BiAoIOWVbN1e+4FjowxkxfTI2k+6MgxxT3W8WtTHwe23495FJxzKfU+/fU1T6gk4C/14WjQCCD7mI22Ofs58P4u9d/k+pI3o2BwL4gSYQAYwH3cM/PCN98KrJ5fCGeghGFQDE+tBRo9VmNIghLW+5UQbp9rUi6Wrm0IPqRwJt2/F4gFz2xiAfXPa/2Q68wT15iCG5vUy6Fjt0CqVP1FDWOdj5ENRsBQVwBTVwHvfhTo+YVoyPJSMrod/eOk1zq/Mzzjn6AHAW/uSJt2PAKHxvdf6vK7TqYSX2AA3g/MTUwATtOwYGJ+j6iPlZnOv6CLJGePdoTGalw2dmFlxnlpcz6T65tdD7+PswtbMdoQlcx8btJGXTLS52GLUCR12VWi0qKSps6rqyH388moG5rs6WomvqvcuMT1FVwMSgwxTw9X0q0L97tSxCJCq5Xt9IF4qUlpSW4lEWUb6Qya5bjeOQHge2I/HQT5LqSgSQwWQTIoVCITFGDQKJRBc+AvxS2Uxm025Xm/fE14oLCoqKGkRVIrVarFRKNeIBzZhUKtbg/vB+MdoLdnkBk8nFRvNbOKNc2CQWt3Q9QOi+oz/y777Ln1dIAUAsgCeNAqNRgON2fZsxasMjxCj2P1Z15Z//6YZBAu8Ul7T1c7lmx4LZ/H9U91UyFpNJ7wlByVUDgM0IYCPBVYENznw+BgCDqVwaL3khCUwm0wjgJ4zBqYu0Zx2yidRxxh/AytR0Kk6vUjz6gOMqAcCzg0338LNnPp9aJG/l4EiJQVoAZ6emTSYjTgyrKqq5g1lBUQFhP3y7tk4Fg5D4IX/bQRfpD3pcQb8HJZAWQARzmyJ3Sa9O265UzDS0aZrEnTNgbpG9PIFr886X0pGNkMsokUjtnzNvX86vzk3MOsGYgOkYgxxx4hfn3NQc7Yf/ipOMJiYGwRvNYd3W7Ng8fG/iIX0uOEkfVk5jsJx8NPWga2BsZtbqsaqFeH5XewsrpO1ra8Hd/J0cHYVD68FE3O0+TeoWh566jYZNiKpyoqC46Ur+ul48wilIkHVo5qYHyq7VzJ79/vtlxqHgl4vkBFepZ5llMlbtvdbvITGkl6mx2cxyJrO0oRySdgjBZp/PagVb9sTlCrx589fOyoqiKiZBsNndkCPy+QIzpQBhElBJBBACltVoJBpm6q+VlRUWNzQS10RceX+/uH9MrJHiP9IuDTqj+pISAPA6k93NlDOZPTKWzCws7td8R8P3Xw/i2NnZKfQlksnTo12316tFl3lCRlPUaHFB8Y36fwzgzXxRPq5QLyxo7O9GAPv6nqt6VTKwwZjnNrahBLb9ASCbq9zIxI6z2ffv6RoDPPoDBcRMjwYQNDB9kfV7Duj+093AbhLPqcEHH+UVMAlJ4NlZinLbnj//mVRzutmN/WMaLHxG+RvQjFitep3F8tW1wj8V3ihrI4SjGwexLYhoFLXtB8qiruCuJ3hg9wQ9IZfd9SYcvsoC0QlHt93tCkG7z9zWWNzfiZWBf80TCEF47aVp1j7v8QQC2EoT2gutrKzOTwN286uz82smiMLSQ4i1dMaHTaDIH3ojvDzG4VrgiVEF6XuSwWnUx8H8OsWHeIlosksIorSEcfv2rVtMQmS2+oPBnfBRnAqH3tAEhnajpHs3TQ49XbRZfA7ItLvZBQxcRzuF7hcLvx7hju65wwFpUcvc2e+4Rzbt1bM4BEupVisFfHhF7tW2ylRKUVszo7ybiwA2CHEKKpdVJVMoDcbx8SePcdLXTyOdNZWVACBd0SkXEQTfQCqw+2QTXg0EMKFUqKsKasDqFhaUNDczrxEckbpfJJ5BnjRjoH/wUU0OipsawXVjGsDiMqsEYIl8jdeaujof5PUPxI8G8dGd7yAL7JT60rlcNHkajZK2KEmSuc2TtE9cDHblzj8GEKflX5XnQw4IHoQe0AEpYG+vnMvhNOMs8e7GftyoBADCD9lctSN9cJj69AGy7AR2Y6bpzqNoXgJPc0lMArfs2UtwIXH/uD8JNuQ0HQ3HU8n/AvAw5saaQNLMYTLZEILzJVRzExqpyW40avXmr4qKr/3phsbp8GzEKLrfhwZte9sf8O966YVmHqtxxxXc3s3/fBQADFAUqdW1q80OUSmjfxpMB64bxDthzxp8Y7KurymNuFLliYvGEqOy86/O1ZUV5+wsViiczc1PYfP69BgN4MOHkzN/TLfEijGgbpYGEJzxBB7N4DKxR5NT06MQ2qu/wgr2clynCmFT7Q9iXczRUZjCfTaRrZiXjFNe8nTJu/TU52s3y1u7u5sZLV30Sz2V1z8QwK7Lw5ZrlauXv//22xfQQFKhYl1niuR8PYtvlt/rru2WLSzIOYzr17ndrWyCScg5LC6HBSxW8XiSxzy6UU0ilUpbiAaihF5zjvXaTEK5IFDw+e0klqZjG4VCqSwpBjbA4RWDbl8Hf4kSOIOhV4Ob0wZxOT04/H4wVlyuSITToRfI2F5DYX0nLg5/hAx+1/kdPg++/u7OnZoWqZU6idLro5PRk5MTX3wzGaU0ZWVlf/rmv+eA3/zPLBAA/IaWwTJGaQMAqFpwmJE/GRhhEV7FNTf3M/rxyKntdnNzUyOTrV44OEjtf04Bf/EkDWAqnaDyAJ5eARizRegRRfGAN5VLhlPpcDgOTuQKQLDBUQRQRTq4uLBYrJmYmqETLs3ImtVggzyuoLjs2o1i5+V55sDvpbbgxdzBG9btYCA5bqPshH3NuFY98jnkcvlp/gLhwHbY76fIpKDdUKd29IvFh4er9NwtJ8bgNVTCUaXJrtMtL48/8bhQE9+urrycda7Mr/zV9NI55hyb/uUXrHbBrnQEbGLg4ZTTiQji+P1ZlMvZWWwUmcC2zVm6LgZ96+TsrMlqrSqqAgVk367FYfaECH0ISYHxDOOlHBC46SeTFHn05elS9GmHhS9r7VabS4tbcAJrXv8e0XuRxUU1xOVvv/32O+B3+fuXhEpU8NV1GV+krOLKRezWXy6//MLEOtjy2nv3wJCYwSfLgECCL+FJxo1gg/MmZGRUqSA4BBciDLu8BGypmq/gC9rJk2QCK0eyCiVR0FAMHu8aow1X37R2g3tS989oJh/gzpZJ59QL54sXEA7MDvOCSCRXskBlY7nsJQGgdaL+ffPNdzdv3CnD0RoPbty501RW0yI02rRPO9o7nmo72kl3RXV7h8AzX3ztxv9QwP/3oQHEDdb1TQ0MPIZZ8JnRBIMKYrqB6+LyDwNZbGy8xeaa9zIHqfPM/n48kcaKGLS7B3RJDAKYTp6ms1m7N5PFWeVUGCQfyQtf2WDsUT/OHCe8lp+fDS9sQHbbjQDiIZtmQCqdtdqNWouZU1QIIbj48DB9FvIEqaDf7/Lv4LVvEBcfPTbYPVsuwhPPZoOubToDpHPBYAB+ISkALbB6HOLVOalmAKLpjNOJirmyvm41WK06nW48sGxce/sWhRExnB3DlnXn2JhzYtCpwRhLu9+xASxXoAtU8bqjBgQVJNo5Nflo6o+i1UeDEDvx0gVHC7dcLyjFVUa3atm1TBafdsLBGDakUpHQViQSo4K7R1H/Kbnr7ejQ8/mtKo66raW4ZXqq89ELOgdEL1lTUzn9Nk/f5Zffv2R9emVFXZWAxVcL2xrU/YxffOb+Zgabi3N9796/x+Uye7it97gsuYFXfdUi9NPVN1qDSMEFlS0pLykvJxQKIFBhi54ko8nkSa4d/A3OPS0sBGG5xf6+9l5tH5Z1m7HvAD6rFy9eYO47M22ymu1KtVnOKWfKY1+yOTuvSjgyqrnTdeNGEw41uFlWXz9RX9/SAmBKtNp2Ha7K7Ghv95FfVQgEHf7R4qKy4rJ/DCA9IQb5u9MEIsfkqpULvgUVJIEq+g5cJELu2hq78wA24oUwxwxJYOYsc7C3H09+Qv6SeB2XyU8rghTwNJ3J+r04QpCej0CXogKA9ObCJA3gcSrps7kRQBVOOOtXjw1qJh8CgJp567jNYFSXwl/NjcLKs0wqs+7yh/xev81L7mxv7wStds+aciRu91uN/i+fL8GFYPZHkcHtMOhjEJeD8yQSrX3NjsMoxzRjkzOQwgFo9pV1j91u1T59vPwhYjWtra16IDJ7nKsDnWP0zISx2alB7AaYmkL+BjDfm5rDn5jscs53lmlmZ+dnB5C/F1gy84JuUno0SFdaA6ri+sLrpeW3u2vpnZocGX0cuB7Zh883vEsDGAlBHkGSF7taEAi9rEfGUSvFlZUjA51TU1cASmuuVc4c4oXsJb1N9kvWrdDz2+sUfK7Y3F+v0ZSKlSLwg7e7717dy3FYLNk9CJIiO6/ip/wR4N9n7RoUSpG8GZwRJItMkYKvFCht5GY8jl1JdZCxFtQXF/4JXtby299+X3vrbl8tNomNTc3nP78X8zgV56VpxGoXShaU7HK2aPPy80XazpMopeIaTV787twsK6sZIxqbWlpapGrDUz4uzGxvFxjIzYr2dq3OK6kEzkv/JYB37tSjwyi/rZabHT8DgL29SKCIywGFBgPSTwOIhQmtt9hq31kkk4E8LhGLfgLfQQO4v59ADcSR5blUOkfl29PT+J/pJxqNXwEY/wASmN50u58DgGYVxBE1PRALvnRpVg0Su8XmKCouvnHjWs15Np7yuwJ+AHDcFcBmn6DdaOXZD0J+j9Xv//zpMhXcprbpiphgOB7eCQYCfkorkUiMnghBjK46x+iDZhpAO+jgitViW7SH1l6+XKE7ND322fnOok68/12dGJufhC/YC4zX0hMgf/hKOKcGu87Oplq6wI1MT1wVA8JPz2HT5uTk4NU0r86ywpISnJaJAOIeJd/m5noogruK49TWFp7FUBGK2vUmj9w6QbtKJpNB7iFuqazpHHzw6MWDR7T+VVaaIPfDL6B/EIIvYxabWSFQyJVqsaa/TdN/nSCEAGArqB/ei7C7+2Q9eD1r9vIqXBB/r/B79erJuNFoUMu6u0uuF5RzICdQClQKpcXthmw9l0zU1RHCa803C282N5ezu7+99+2te/LubrlZPTXvfAHvrjl43zqxVcxj8th5fMg7mVwOiW+LS6uSV3mtqKutvgzgYzQ11ZSKG9ra4N0jHTUoQPsAQPDbNl9dR7tCa6gqgkTzXwGIE4pu4o1eebmcq1hw9PX19d5HJyLjMOmTaCyTRACxJrCWrbSexXDdTixBhbOpK4nDKW1YE4izUtPpXMqewKPo5FVzeiobj9K9cdilGf8AAMZJ37BeTy70ybvpghg68QUA7Qa3x7yHmykKr7VcQqYZ9PiDXlBAlzcAib3Hag0aQvsjHuN4IOAKb6foDBBFEEnc2Q56owGvVqA1GL0EMfISm4wmB6fnQetW7DiB0OMi/XarCZ0JhOCXVuuKU1rTMg02Y3V6YH5q0okhaHAAO/EgCiFpnYXgE+YOpybmcIDlFFYRQpo4icUMg1giM4Frwx4+7GLgKGWcGnyrlsXkgwJuUluh0A66/zjitwVBeHc3vOtOXri1WkFPr0zGEgqRwIEHD16gm2y5dk18BuEXuIOvcHks/Jvy2fRmhcqsbuyfaeufKeUTBHhDergWqxUS8r4+2S2uXOFYr/5q+adlvIVbpp/x8fFFo0rA7S4pKWBCMihSCLQKhd5i29yMZpMpAYBc0Ph14c225tvs1m/hn3vsPnV3fz/k4VNTM5MzOBECJ0ZFPB6ThG8Wccu5BAD42/ml1SAkilo0zomWpqb6pqY2YQNRKsbiNKEYtK/jal8meaI1aLUWP1FUWfb/U4713yxJHsCmm/BbtTHLu2Vy88Lzvh96f+hV0T6YTU+IwVV5NIBYmC9SZw4O9jIgerE4fduWoU9aUvn6F9DAdCaX8myms7l0nO5WSgOAR/RBTPIPADMJGkCfD2/9AECpBvcjdWmcVqvHp7yEEPynwkLp5+x7sL1BvATBXQCBYMBuGpGs2UfsIISB4PJRANsv/EGIveGgf2d7B0n0Rl06rdZosY6YRqc1dOvRxNwabnW1mqwrdmxKB1eyuuJc88BPgBHWtEy8xQEdEziMbWpyGsPv5BzN36PJybmamk6n8+wXnKIwd9WzBIZpcnZuChuGnTODDwdBB6fw5qCRjbuAa3FhnzdIUXgPvE0TGKMBjG1tRaO71GnSrVXIentkLHjNpNKazin6MLqpsGbikE7/IAL//gXggzTwy2XMY3ao1Go26J+mTcQVIIFces8Ni3m9pI21oGLJuVVWK6/aBQDiLbArj+DyolErYBHXSwuYBEcOIRiUVKsz+rybJ8m0UsBsKIG/5a8htuEq6lut9271qeVtDY019WPT0/39c2a12e4Pbm56DQKI5XJ5CZPYOAdh/mJSS4VFNeJfnA2ljQ01DWKxUNgA8qwRt4k4LL4M6MOlYL6swKhVdGyaaooqm9r+BYDfoAQ21WMMZitVfWYA8NkPQKAKKxJKATwIw1cAgvqzRYqNzN7eYeYgFkulMAmkhyMcHNBdmDnQv2wmm/b7cYhlEou0svkZ0fhKYJ/6EY6sTMexMUTl8IHaytUz06MDoCQDXV0zSs/GnjLTgAly5ehxKr4dCAR3/F6vy7WMsdj1kscLrXs8ocByYDn8MXWE/cHwJbgNsReC8c775fDu7iL4TG3Q5zHNTM9NvZgbGJh9i4utPS9NVhA9HIYPthjc8az1pXNudb5zbHXWCX5lDFzGNDoKOs6i0g0OTjlbiloezh2uTs3hoc0LuigGAASNHNNoIGOaw+qEqYeDTYUFJfA3xCwvx79/rW+XAgIjoVAYG7GAwC0KAKRiZDJK5ZIWgQABFAqlIyOdnfB5P7jzoPNazSFG399//4IS+Bv8C/z9frlnXsAJDOr+/n4Ol+ALOASWrXNb2UR5QUHp9T4AkFlgUD5+7PopXwjz00+vXr1afoWriwQsZklpCadBrhQp2hUdWrBgbm8UAVQSJYxSeuxZN/Yc1aIN7lZrehJ3AAAgAElEQVS3lRQXFQjFGqFYKZEY3JvwBCXtRqVMrrrO5Pgyh5HLs1GlWEy0EL84iSqhQizuV6r7OW2NdEkMlwVmmZ4XzHfk6owCLS+5PiIkGv6ZAt788zd5AOvrIdSWlstVctXC897nwB+oO4vJAcwb2xra8iG4sfF2K1Mkxr1x+2cZKnYc/3TlgjOJfexTT57mAczEPPs59MEgfqh7R1iijxdxV9sz08mozzesQsfD5ytB8MemB7oGHnQNjK7ubZhXxWWF1wpqTJH3KVDAnW0y4EUFhGC89lKS+XJ5Zo3sjLseH1Eft1EaAUFICv3hMGhg3HW0ve3VdQCCXs/L2TnnxMPp6YHpNYRu1TP70vny5fz8Cu2AX+J3552rzulpvGybm56Ynx4DnKZR5V7MvaC/GXBOQpbtBGlEBaR/En4FjsocGJuGD3tsgs4LpzRd9WX0ELvyKq7ZYrGQuzs7kXgE+4Q/YCcgJoD4+KNgQ3ObWllvr4zFBwA7wYXg4RsY4NFDkL28BP6eR/F3UMQzu1rUzQH8upmNIiZfAGHpNiRkbGYp7gK7zuGUs5hVZqvx8RMQwMd/hODlV4tDFq2CX1Va2qAk1CIuAKjQDw9Z3L5EOpmVqMVVpRjYSsAF38alIN3drex+RgFE7MYGtVhJwJvIthklKVICsVsgF5UQQvPGqj2zMT2K25MbZhxCQqFUKJWQnjaUwv9Xip3jJeUFJSwOnyUgT+oUPK0uFVtfGxXW/HMAv/kGgzCjHkcBlnDlXNXPw73Pn+Fod1kri2CWNjbjypo8gM1sTrlIpD7MZPbOslvxDJUvg96PGbRGP3Z9pBHA9Fn2wB6jBwYmsQYX62LiYboqhh6QkKQvDX021fDPP/dUVAnMOKNooAsXpGvME5rR1cPVtppiYtRqXAZ3ASle0A/qF/D4Q6E1YuPy7PNnD+Xadn3aTvoh2XF5cEiHy48n0lT84/ZRIBDQ6Z52uNc3XjqdXS1ghnEOMKrey1UIo6tvV8GFrK3NmpxrcxOzE8DdwPw8HvLNj2FfwAyKH73Ec9K5OiedHtB0ToA+QmaEazyxInBubvbl6IgJfqMZ6cBEvlp1fkrT31jaSDBZat+mz727S+68/xAJxSnqPbwH4whfLEZtblIUTknb1PfCqyQQ8nAig1TT2dlZKf3t973I72iA81kgfA/rk3/L2EVMjrq/GyuvmSJI8Lny1tucUpwgXlxYXIDHzSy+WWtzPXlS/finxyNYDAgKuLg0tKjTdlRVlTSYCTUT7al2aNHi9W0mk4mcUmKuKhCXYEVr8+3bt7pr77V23y5nFBSUNJYKCbNSzldA0uiLxkl3RwfO22BVcUVKz4xaTNS0CMVqjprccOj1WoUQ8tiG69cLGvIAwvfKQQRV5OYJGc1RSSqbOVybVf8DAOkrEYjAtAv5c31jI6O0lCmSyYZ/fo4A/tDX28Mhmq+3qRvztfkMDMbwp+R3t55l45E4laIPAmOUUmIIpulzGAAS2zI9wWx+SlY+CMM31FEungfwCAtoNrEi5ucov6BOIfCZIKh14cXWmGZiTDOz6mwqKSKUQt6Tne3tQDAMARYeHHkRkbzMnGUioWAg5U8lj1xGo9XqX/bsAJxIafA91iWQ5K+Li1qtfc86I8WdIdMTppfWtZfT9EiOVec8uo/RURNdckUfuuB/yV/CDUzNzIH7nX/hnHo4MOAcmDVNY5oIIjqp0QwOPsSKhPm5WdNLkwk8tH1ttoUeooVlhXP9kEJxCJF68yTtJj9uuz4ch9D7RuJ4BRTDZZrxWDAW392Np0/celaPQiDhjSCAA52EcOwQUvyDY8z/LvMA0gr4W8hj4PEhTW5jEASTwH3k3G7ubcb169cKGcWFheVgMcq5AqXRYHzyuLJawpNaR3Bv0fIiPBadQkQQOG6QyxLwwYIMucmTzWT89EICulXlaGgQt5VCDGZ33+5mt94uLy+4XlJKiERKvl4x3N6uG6I2vZZ2vqJKBvkjJIVmsbCyuLREKIRf4ks7vG6320c6rMLrBddLSwoYHCYDu5XlTJbCQZ7YbDZX9ih+cLy34flXANIKeJNRjwByZbLnPw8/f54HkMsVNbT1NzajD0YAmxFArpouyUIA4zSAmYO9EYnEm8mlaQDBD59lfN4/AEzlk8BsGOLwEX0XQh8c4qzep8MnqnaWQOmxj46NaQYf4I6fmcGpsbH5lqISoaS64rHrDWSB4HGDJN6u7uyErC8jx+/h+97UNqSUgRGTfcRj9bg8wSCmgv43dGFMNLy0pJNIPL7Rys650ZFpk+nl6MvZUXraqRPoAytigp/QaOgFOdM4p4ge14FzUWfoX/Xi4bx0bFrTsrKCLR3TE5qBMdyfg71JA9POl/DHejxGpcHhlGK7O7Yuzc1MqNs4HEJtIeOnu4Foitp+T/vfyHt6ZTy1S8XiMZDA2PtoPH4yrBIIlDyp1NQpFQulNaPnXzDcRs4uf6cl8Es+/v5+OVItMZiV6oU2IIPDVxoMCj6XU15yvbgASyVLmSW13FrACyKQ7nFlUXUNT2pYNi7vutw2t9fntpnVSjWYSS6hEGDFuBty0GTi9AJ+H7VyT1nFwYIFHP7SXdvKvl2OC2YJuVzF1av0/PanQ0s+txsnvuj15gWfz2fnlRY1NDYQDYSIv7AJvz9JJtIbDtH16yXwsDm3EcBujoipUHpzCovWG87G42BY9/5RCL4ikDbCjK9L64FABLDv57+ABPb+gDdycqW4TdyWBxBDMI6rZMvNmYP9zOdUZJ9utsxmjg/t8HJn6TG9EHJBAM8iHixNTYENSX1KhfGMEEcEpv8AMJWFTwAAjNqGOxRWn2dkdEIz2fXgQT+W3Y1NrM40VImUVV9VP3ZF3tCHzSTgt0vthiIr/lTIQ1GuFM4z9pusHsma1W4HWwLPTsD/BuSS3N7WuTo6eAKPGV5h8Lw4Kss6O4qlVXMzs/CrveuRdZN0Ynb6qvpgLj+v6OXc6twM3Ry3OqWpqZSOrkS2DjOXGc/oyNjYGB5VDk5NDQzMWEftdrvNqNUa1ual0rEZ3OSEwVutFAvhg/GeJkky9TEQTL0H/iAZpAvRohQSuBWKQTyOZk/0StA/yAGlI2JCqAbX+3v28vfs1pX4QTYIAfjzFxev+rHNYnBsqBuqCKHS7HbrBRx2OS5QgKe4kVPbKuNyWXwtvN7KuqLKGqFwxGr3YqUmjj/NbfqU6GGq+GalymLTI4DpRDpntCoN9nNHVZVIxCzhcmrZreUMNocBIIFgyvVyfW8vvw4SaTdJuX2bmycnZCqTPt8Qlhbj5VhDOafO7BNUVdR1aA0KURWYIVwHAgpVUMBgcEr4fIE3Wac1xil49UEDM/8wBwT+btIS+Oc7fwYFbGqsxwanvp9/Hh5GACELlCvVnLb+vwNID4y+3S/PHB5kPh9HIsegZSB3mcOY3bSOvZnZU4rcAoMCSeABfUgNH0Lu9AhHpuLawix9Fp1Mpg+yQbvP9uwv8BbTG+xgWE1zNIBTdJHZgHRdRCgNvK+Kqp+8Cb3Z3sFKrJ1tyPJ2jteCH0I7R6nAUTS8TXkhDI6sm0CPQi4PAOjCjBHX5z0eTydTvjqP3Wr1WU0jK2sjplnTHGSAplHAz24xGqxrq7P0bQe2g0yDGaFrE5wzc3O4q/OOc2yOECutqXgue3m+5xk1gQp2PcB1iRMjIyavx2bUWyDEWd9qcPbHzKBmQjM2M+OYUVqtxvFo8jRAJqndeCSGBEboe8gj0MB4IoaH0hA4ThJGyYgUUkCTWOoxCzP01e/ll89bgOIlmhD8ic+S9sdPFt2LloTdIAT+1Ga716EUccoL8vwx2rpbW7shVZfJBHo+v6qgpAgESmgwbuIWePg3d55d2HCY5QR3wQz+Y8hLJuPpRCprt8Lnf36gXDBzSgq6OUw2MF3Ovl1SUC5SymQLuDqaz+rt6HDHT9w2PSR75MlpCgCsKgH+OFxMOxVVdeBrBPx2+GPpzaDMxuamwlJGG5NgKRUWr2ScSqbiNIEH/+Qu+Jv8rHJ4gD+0IexusMEQg9GF5AFsJDAGN1+trMGnX7SRPjj+lKUBzGJD8+FZbOsgA7p2mvTaXEE6Cdyia7VQAbNJ3J8ZpjNA+jYOf0zZve5nw8N4HGi0mz2rqxOD2BZB1ycNSH1qlVLBq6io4P30htoOBiGx26YAQOrDG/jmQzwboKhdkvTaPVb7mt1o9QSBP3/QFbwqTnjiCqbTWgHEDavN6PF41q2j1tl558QsxF+7RafVaY32VeeUZnJyzokLE2eRQOeKcwbc7tSDhy86nTOzICZ2P5lL53LnmZemAXggAI+NjY4arD4wuvRMPOPbUeAP73EmxswzkLyOmIzGcXL74ihAgkTTVyAYhI8+nibDAGBsfy+y8z6eSGQv1ukRmiMtI2t7G3XqzO8Xl/DlSySLHuTLb3gQGBnh8V69Xnr9epEijTyJRMgXaK12vQr7QvApZXdzsf3sFqtXpdKzmCXXmSXNDRyhUuE+OUnAg8PwzT41l6jiqFVmt8/ipbA6/SgbHLf6PR6vcWMBjCvyx4bwy+QwCiAD5PaYe3tVz3t6nnU8BQW06DqAQG8ym86uEyVFDaV5AFmCqrq69vYOQTuPKCq5jg6J0VRfXFLCgTREINDayHhqO0v3YnyI/3MA/yAQAWxiMDky1fBfAMBnzwBAuVwshrdUQyNdGogEljbevs3tdqTTx9nsh0gGwu3nz+cAYCaTSR/gmYvNOO7B5pbQWjaXymeBp/HA7mkyGo0mj/4AMHsehxx2eNgWxfeXQbJxdraK1U3fPXr06MXUhNNnNiuxxaqiWuIKhbD3aHsXb9x23rzZ9r+Jb6fAlpBBv9++5vGshOxWzxq6FH+ALs4Kv1leHvEnfBY3mU1gLuQZ94GGAWRjoJV2o1ans/nsktG3v2joRqi5/EpXJwCIIXmys6lrQDMntZsMtvGlJKS1F2dvX2qkE3NTD6fHBkbAfth0Q0O6p0+f6hweDSQPGkhT+lEBZ+ZHR43Lyy5X9DQKGggA7u2BEaHCcZxTFw7HQvuH9L0IlU2dR6Qj0lGxdHXPZ1XwHVh+cAHwHZxf0mcw55eftRWPcYTR66VXgdQTntJIVJQQEoNaxW3Ay/LiwlJOKxe3D397936vqreOWc7uLi1h9Ms5LL3DsbDggK/MC6oFGQcp4+uHbRbvURr//j++3/F44K1o8ZrrCBGrhN3KqS0oYHZzCrgclkzV19PX18fv6e1Q2aJRtxZMsM53enFxsU4UgdhB2gjGh6UX1NXxFU87+BJxC1HVUMJsaGhpaSotLRE1iBQWmzd5kYojgDiR5V8AmCewniaQUc6Wq/r+AkngcwCwTyXCc8TGhkZGs4gmsKGUzb59W64+yKSOPx3D1+nM+TkAeEh3ooMPTrtoALOZlD376QhHWEIYpnTj8VQ8Gk1dAXgEH1Zm0+3+yzNbwqY3GCXCtd9+Oxyc1DzAXqQHXdIxh9msUpuVlRUV1Y/tb3bQWVzVvbwJBrbf+Hf8Xk9wyxMC/OymtfWVddA+/05gJ4kEvnE9CYzwIF8/gfwFZNJgsdn84DrmndMmj9em0y0u6XQG26oT3QN9qpKfjIC9cHMPH061FNeMSU3KkMfi1g3t5pK57EHIMz2GcwshPwWGbQYd4gePb0atGdNo6lua2sRqMIoTE6Mj9vHFxdfJU5IE2wEA7sVi4XAYZyQexSkgch+Cciixfn52+HZkTDq699buM+uVdSRtgOGfkUy+FuugotqqW/rxxx9f//gksMxrH7FKKiuqeQKBiNsABvhPxQUAYCu2xH97/y6rh8VklXd/381g96u5cnNPD58PDpKL6ww5oI0Ek6VSaPW+ZBpL0z9+CDzmSYxGg8IskOm5TGZtN+c6mOFuyAc5kIP1AIM9rB7VsDsZ9eIcI52XOv2YgrSv9HoDpKAcSDvVMpFCKdCC11NKxYSIKcQu/Rcz/Wa1wxpNJJPJi9PsR6w+PP6nAN68+feFIQxGE55FA4B6kEAMwkAgqHdVQwOjidGGU0uwGLy58Tajn7uf+fDhU/YwE4eE4jyLppjuEIY/z2uzujKp7HHWms3GL7LxVPooS/Eku3gCnf3jOjh+nMnG3O6fn+lJN6DA51kvv5yNzWAd+KNHDwbHIIqY9XqHdaQCNHDEny86xedNwB/Y3nZtB4IB79aWaytkMo1ITaH1kH3H7w+7okd00er44wCPxzOYVQqFBXvg3Tqj34oAzs16PBbgcdFmsXk8MwMP87Ou6KJT9MOmiYkujXOsRdxiMsTiNt3i06eB06OLzIHV45kdm5gcGBuF7xkNRpq/jo6npNlshhBc39wsEonV6pmBGZPUqtMtLQWSp7vezRQIYCwSf0+Fo0cfP4IVjm1txYDAeAhc3PnxWym8eSIeo82gtfBteAT9+5dDqwR9yKWxWrI8Pr7449ISPULwCa+dgKe6ro7gchgMbBcsKAH+7uKE3j56FKD8Vh8CCI9KJQNrAuaX28PvARAhsefwVXyBZTOdToIUQwYUGF926Yw6g0ppVsuZJXIIq1xuN5MpknN7gL5hlqqn1+c7SUdJnV6hNQbIMBWmbGowziIu/Eq5bMFsdmzGbH6vd2vvcCPj8K3OdHVNnR3+sreRPjk5xePf/Jo2SLz+45t/DuAVgfX1zf1tjAY1V/XfAGQyG+rr62sYDI26O38pzOhvFql9WSDv8x6urcHFhfR5H7YmpXH2vz+BLeukH/d5URCWc3GJdvnoKEXhrgZ4c8T3D1JnqaTbPTQ8PJzQCwSESHn+26VmbgDnQE89LNPUNBBmoxb05ytIA4nxYDBAl0P7/W/eBN/Av4Hl7aDN6ttaezmKeZQdG8/oHuF34fC716/HH49IeEIRxCdIz/kQfPSKTaPJszLtnF41qxV1Bq3B4TPNDQLwD/KTNqbmZvF6bcI0Kn15tiYVCq3+oHdxcXFoaCkZ//x53Wpct6utplGlBQjWG3Rg4J8BgTa32q7RzNQ3Ehx8mc0zgw8npqUGAGfxXS7p9SY/hFKxUCYehPQPgzBY4a0tADISihxADhPx2P0eiw3eI0MdWt0mYHf+2+EGSOCX1DivYxxiLwjg3/72K87Revy4ulpJ1NUxmWxGWxNE4NJrJVz5rbu4QEt1t6f32/v37t6Td5czOGx2t0wOn7uKI2K1slpxspHZIeMLBCCAyU+pKOTjCSpDLYONN3ZozUAgcb2f03odMkrmdTWLBQakV8+XKYYt5MnFaXLT64PUEfT79DS66bMq+Wql3uK1eX2bQV9qhzoKRlO5RHZjz9nZdadr6u3bX/bA5iTSEHo/fEgl0yfp5NE/AfA//z8AgrypcJMHAKjq6+sBc4NjGMpKQQEbAb8/Mxr72/rVjkwCcKNrYujzvmQydYrdIcnT9Kafgq9z2V0/Nj/vH2dA+MaNrjjYwCPcnJ482N8HxUwlcXn18HBUJWARfGLvy29OAHDyQZdGXNxWRgitRq3tqe6riqrKCt4yhF8/TWDoDfIXDC57/S6P32M1SXk84chKxB/KK+S7dzhyb/yJUUIAgHhlz6qDrEalIiFPdK5Mz8+IiaoSvgC72CbGupq6HjyaejSIBUhT9N72kcc/WX+LeHgSu98N/C0tPV2KUpnf1gx2o92jNNutNpvRAFmrFjJzBNBnM0MIbitltfb0CBRSzeDU1NjIiNG1vBSIJsMkmUpFIvv74IUp+gw0Gd3c2qJieDoTwaW3wKjbZrEM6YZ0Nq3t4sslOLova8efgb/2V68h/QP8/oYEvv719bKEUAr5TKKRzehvLGBcB9dQ+33t3Xt3W7vltXd7cUjf933c8nIEEM0JVyVT4XSMVgBwIaEC32rbzMZPwQanE4mDNOX3QzJitJjF6ramRk0brjRicziiqvaOjvan+g6V3ubdzF1c4BK23EX+ge/HfEZIJclENLq5f7AVwdEDp8nT+NnZmebGjRtfN2lmZnwxXKmFh5/H2eRJ+iSZ/F8BWE9fB7fVM0R8pR4BfP4DEHiPBrAMAMS+kMZSxp/rcfW30ozDhjJnx5lYHAfk4wSOdB7AqxY5iL9eeBfgWpuDzHFwOYhJYJwGMIU1/enUCem2DOuHo2a9QKRkOr58OZylAewSN4nbpKM+ixH0B7w+D4xI4AiCLgKI9OFhs8vl8gN/I6h0I9a1SGibghTxDeK3tLy8bBwREo2c1tpbd1m1t2pZPXyFw2G1O1elmsbSkoLrLL7M7FOaW1pqAMBHDx5M4t3bBE7wJaQ4gJ/y2t0Qf5cWh5Z+XPR+Pnz7kqfE6W8zHofDqDTotfwOvlavfdoxTCo90q4ZBiHq6ZEplOoxzfy0ZkQisbjAiYARcW1ng7upUCyOY7wAwY9H0d1dKvL+PWogWrQE5AI6y6LOAummJX1xcZmxnp+HcJs2hN1Xefzwef3u6HSZxyNYTILNbuxnMK6Xll5n9yF/9+593/rt3V4c3fL9963l5cAbRl+OTC6X9/Tc5baKAECyFyTN4ktDPEymU/sAB0SwBOTHPodEXFrf388uL4eILlerBR1PdR1DFr2NpBLR3MVl7vIie3kBCH4C/nLw/24mqMQJvNjB/XPIuSh6LVsmtrdaU/inOzcKGYwG5YIvnaH/jNRp4gT4S/3vAEQX0tbf2MDhKPQ0gc9wgXUthOCasrL6PxYm4X1cU6NQtJFOJY4vjzP7sfxt3H8BmO9OT+dS/jjeimQOUplUPBiNZ8PxKMAJAAKB+/DLN3224d5hn1uv4Cr5C5fnmYkJbPV+gNWBA6Z1ow6spkIh0YIRGQHmgnTZC5pdvJ8LuDwe+wg24JhW1kI7f+SIr5eXXwcCy08kPKKRwB0uqIGgggL1AgD4tqWhuJEoJ7gqvlLtaKsp7sLr3YcP6PKXiYHZ1bdWieSxPX4Z9LsxkRuCCKyzX76VCisrJBKJdW7aYDYAgAJIDEAoFB16rXH97eq8kMBp3wq16eUAjqAZHTHabMvLZDJJLsbjUSoUj+et8Mds8ii8SwGB+5HQVjwe9GfdBqPRgoc6btCbbNpjV65HeF89/oO/X68U8F0yd+HHbnMWwWxjNzPaGhsgZMrv4jzl1nvffov6d/9+n4pTzmzl4Ba+Prlepcd29p5WEZcLCtirVRi9aXpCBcSf2B68BgeQN/mUwv6aYnhhy8vLu1ULCz6Lwn2yqItScXql3OlFKpeL5/Lzb+lq90w6m4jGo4lMAtL40GdsiYwlUpkNadnNG3dAA6+XMEVmXwx+7+PsR0j4gdWP/wzA//xvNvjPTXjm3PAHgM9/AAJZ5Q319HYwuhiGcRvv4xoZBN+XTu8fXB6kExCDc7lPp/Ru1qutNah/qVyaDMI3GbAe4E/iyXg2ehRFC5LAv4L9VOYk7nMPP/vZRuoVfKV5YW/97cD05BWA4Kg8JuPQ4pBeq9BWf/UVb3wbK7OwOBDr/7bh64DLagQAR+xrOzuhnTyB7wKvll+Hj8LLj3ktLfDB4p5bXIpVy5IprQ6nc7WGUdAmIrhcmYyjNIuLm+g+Xxw6hKP/Bqacb1cePx4Z9596lyH8/gj4DS3qPJ6xlsrKInBjphkzT6JUarX8iroqvgIfvmHjrXMGjCcfFdDknBgZwDFbIyNWLNOJnrpc8eRuLLb/PkLtbL9PZT/ijUiEisQjWxFqy2unKDcu2bAtWshkLpfajCklhsfV9A42yP+AvF8RwV/DWGu+aVPWFfCJcjmbwcYhRRwuvTzmXi3729pb9+733L/fe4/NZIP8AYBmlVmtUoAC9uBVycKFqr1dYLQnUAFAEQ5DB5l1qw9o8ihb+uvLmkoY7FutsoUF5cambjNHkrl0Ih3PJnOQv2dPozkcffHxFOcAgdScpHEsaTZzfp7C0zecxnJ2/ramuOzmN3/6+iaDgT2ejv0zvCUD0w1AnP6vAcQY3FgOH/0wnQX2IYDMBlwOVt8IRq+tEcsCm5qaIOQspNMxnBadghicy+ZO/xiQcNWijnPaogAg/NwxAAgu5Sh9FI8m8wBCFgjvoCQJ+Y9vmNTrlWbHgsM6PzA9Aa5Ao+maENcLTVaLZWnIBvlW3VdfVfBc77eBvAAZxCcAUhjCACy1rrxBcXmfxw8X3oY/5j66eIRQ2Fh+C/fc3qITQRl4Ns/8y8rS640cjgxiDUcu6m8bwwFF2F4EaeDU4MPBOWfIJVk2bgfQfqAALg25tSMtNWU1RUXXKkZnNATBE0B85LXXVbcrBDjnlr9plc4I7VyZUgXOHRfkTIzOzo1IR+1eGxiRUxsJYkLFEcCdyIePYIWPwnSlFpZIb61b00kbEGhzkye502xqfd9q4FW3v0b9e0W7D/z313DuI76pE25FlYwFADK5ciaLVc6Sf1vb+j0eBN7D5Zj3797twfF6GINB/8z6PIAseHMsnPTwBQqb7wLSv8RBJrNhWlk3CVfOMz6zsLGTcaettLGbfY9rNvMdpC2ZDOfoWSrZePL0E+TzwCA4EPgQ4OU9Ab25gKQQQltmf30fTDwiuJfZayku/Oabb77+msFgEhyZ4+Acwj1ORAdz8L8EkD6LxsJ8joxWwGH6JJDDbGwAAPOTORg0gPXN9c1yZTodx7OXdDyWxkJ8GsDjdC6JQTi/ljuFBVqg2cgongfSjSHggROpgxjkqYmTTdKt/4vKZwaTYF5wmEfHJiYRwK6uX+awzdQIIdg9DBEaAl6FxEP7YACQJDEUB0NvVn4C/EKRyFVnOs3fu+jH04scAMgTMspvs3HLHj4sLhDucI4WlTa0cTjwct1TMc3MX3BsJW4nGXwEXmTyoWZwGrLJ5WXdaxLlDxzo0JCNV1l240ZLDVFlPc+sjlZXV+JHU1FdUQ0cSnjVEqt9VCoWYskSv104srZinZ2enZseHbXabeNL5Ommn6QgCodxn3UkguMhU3EKAIxF4O8glrBvJiAVtoHNhPzqJB3fNBj0FekAACAASURBVFRU6CCHeE0LX/6rX8NJ/GvN5aI2o1JRV8VlsjgsGYsl6Ll1F95Kta2tt+7Ty5J67stvsTlgOrhKs9nmcGu12h48z+PzzaqvIJvWGtOpeOLg4PCtiSDELTXWPZ+JqCwG+1nY2Aa2ha3q0+stPsj1wDCdn32+xN0bp7TwfcIcEG0IZoM5CLnw0h5YieoqQrJxgCfBZzP1ZXR/+Z8Z5UyuyBE7hwQ3iQAm/z0A+0UlHG6faoEG8FmfmUsQjfSKYpzPxqDLAuH7jf2cWGIf2D/M7FO4A/nvAKaT2A+XpYsU/Bh9M6mgKwhvplQSk0D6FDAVh3d/KprexM2Zep8Pj6jMDrt6Ygyn/3R1dZ697dKMeCwQg4e1br2NBxpYbQxS/gCGYTIIBL5/82ZnzR7YvxI/cL+0/L37+AnnkHl5VQRBA0gPVkQASYfD8Xa0qIDTz2Hear3f2iPnyhd8MxMzOM6SBnBq8IFm4K+Rn8A+6H4E9/EUCbQQRdeuFX5XWEN49jb23q4eUKHglt9ltxsMRqC8sr1CUFlBFBF18FR8VUmMWE0j02MDMzNI4LhuiMztush4kgy/j6P1BR+S/RiHJBABjGxR+wmrO71p8yJhudxJNrvOq7Atu16/wxnmKH/vfv3bO3hHYVqd3HTr3W4cPlXCYvHbBXq+AJwPV17ejYcx9+6DD7lVe4vdChZEZnbY3F5vR0cHAshnscwLFVXtAos9m4inDvYO11paKgmCGF1TCoUacU3xnZvN3ezu2lpZn968eZGLXiRTkb31vcwZBjd8LoG9LA3fZQ6+k738nElF1q08QiJUkqTP4TDNSIvLCgv/9PWfm9m32VyO2ZG+vEgDe8kUKNJ/fPOvXMjNP7anN2vaGjhcRZ+ZTgKf/fC8h8NhlEIWCOqHA1Ox5KGpGWgUOdIH6cw5RGEqkUculckc0sOic7T+ZbLZYBAE8Djrl7iwJPCInpefP4eOg0mCtzvps7g7hvXYx2L2mc3S+YcPH3RNaToPnZNjI+tWUMBh8IcWg+CrikqeNUS5cDICRuBgIJRfT341pHw5EMCJ89Gj0084+9NWVyVsaGCwu2/lpze3ckQOh92zNl9TJCI47FsqSNl7ZOBD1q3O0TFcg4MLaQYfPpgwrbxxjS8uovYNoQYKqkqwRbRM6jyIeVZWIwcJrCfYoiADsGMOmn9AC9vrUBgreTz7inQAJHDCZLViUd7uCeUij8IUTqzEW+H8efRucCu2vw9Z4P6W378LcSGdiycuThIJC69KAgII8P2IsRcesL/wBFy7SbduaMlmrCuoqKiStXco9B0d7SxWd3c5B49han/oud8Lny2TI+JwzRYE0KLVIoF1LFBAsr2uTmHwpFNUbC9y6CSENTUNBKTBSiEueG36ur+czYZkeUG+eZIAAUwGTaNS64Yvk80BcRdJVL5sDuN3dDNKIokp14hwRMhTKoRm5YZFiUXSAGAhCOBtJrebY17wnYMbwCLko9TpvwFgm1oESZKoz2zOnwQ+l3GIUizUakYAcVQ0Fi00MjiQBIKZOjvMpvb30xfZT5CYnmcOsByaFj/6oYKQqh6nlnmG43x7eh5AXB0C/6Thk/G63R3wXpbVyfQLC+bRucGpRw8mNZ3Oh5MPBzxW3eLQ0LNhvcVoICqKKiX2iH/b7yf9JN2hGXoTonbeXM3lCLxbfvzq3RHA9xHsGqkVVPGEDaVs7j1IktiQAnIWfHaPb211FIeKl99S3QMAVRBu7B7P6Mzc2OAkHkgPTk1OjLxccy2D/8AIDF8W2wsKigv/dKfz7d7BFvax+/2hXSoS2Y9gqV8Iu1Xg8XjcBqSwvbq6mreyNjowNg0AAoGLi093LzYXqVM/Noik9uhCGCzJfR8EZ4Kng7HNLQr3rBzlLk6i2ROB0lBRrQssvfv1dT77e/XuNAeifvS4Q+dago9L6+34qqKqqgMXzem0He1VOCNG/n3r3bu98Cl9W8sCALlKi81o8fos+RDMRwU8kfHbFVpvJra5H9k7+6WmBfhrEIurzGJxWWFxUz27vPseiGWfykeSJyfRuJaoKiLU5o1oEg9fNj9BZMnmEm63UdsBgfzy4rOfV10BIYBP1AnbfQYe3tI0lMF79evGNrDhTKXZCj46F8XTuo+pf0cB+0UcgslV6/MA/qAHY1/KwKCLSWD93wFsEKn30vt4A5yBZPOCVsDzs4MDdD5/JzBO7Z/Df7BX8+L50lScIQMkZjMIYCadQABVHSqfok6m0i+YJ6ZwGyqYkMGuSc3ASzseBD4b0oMGKrEsQbr2BtzHtgvkLwjOF4+k34TDgfC78OvXT16/O/p4Sp+WHgWeVrdL1A4xk2BybtVyW1kcmdLhsHp8K6E1u1nEvc7EbeI9eovNovN6rC9fjgH3j14MPoA/e3TE6vcvDl0BODRkZhYUFt7sch7ubYH4vlkLkju7dINACN4D/p3gLhXGYvt4hp5UTFGe7ezB2ksAcNoEBFoW3U8XLy6WFy+OqJ348QF2B9MlQVieSo8OpKhoKvvpNH2RjuZObGD5BTpv+zj566vXtP/4Fd5RtKmqbn+8uAQ/Bm/dUcEf6nj6dGnp16Whp3wlUVXCARN87z4kGuUsBFBhttvsVvjkIAR38LFHSODIqTo6FNr1TObgwPP27FBcU9PY2CAUVSnlwrZSRimjmf09vClre+719ip0Nq+/vaioqErI1Rt0yVRiU7u8fQQ+JCjAjkuBNnF5eemB/E9ICEV8Pr+OVNbxeEKhsKG4AKv1IAeUm81CiQHcM97InSb/DQAb+0VtRDkHktiFq8sQLgLYXF+PDcIMentwPY6mlos20jEawLNY4gJnHoIl2dui8gBm6A2umTiVzXzOBnnVu5l0HkAKx1WmMx8gBGfSacrrHraBA+yV9ahUDjNuhRt82IUXZINdAya7xUYHQovFqJTgQciIP+j3Qkbpwdr8SChATwcMHAUCr8B9YKgC9bs4XYTQpLPYHJKqOo4Kb6JkajMEYOva+sra+oZZqSxg1bF6enr1NtuizuL12q04aOgBDuCdmhgbMfkoL80efmXRN1wvvnHzu4dv1zyu4HYI0Avt7mDdDW3GQ35vAGtyyB3g60MqHtwNhYKuNbDCs1YaQNuie9F9kXRtQ96xn6+MCV8RmO9W3wIgcbVeNkeRboVCpdRaEr6oV1cNfP36Gq3nRW77Ca+a9/jV4utffz06+hge11rwhvD163cB16JCKaqoKmfeun//fu2tW+UcFkcE4uOx2+1uC8QWLfY+sfjchXMVNnlsZtIHe0rr6lsEsKFBJGeplYSIUXK9v7v1Xu0teg9JT2+HzrvbXlFZxeSw+FpJNHtKtmsDR58+XkQFCvBaHZLg5ZdLD3gwISGgkSS1dQC5RMyrKmpkMNlMptzs27BavensSfZfA/h3G5IHUCQSNZYQIjUCOPzsh169jIkK2FTfhh3qzVcANpb2cx0HMWDuMJONxXEebyZ1sO7xePHEhU4A8fkQxHQwbuAFU+n8wgYqeUo7/A9xCNfpuNcHGNh8quGeXoXDrHk49fDhwy6g79HDroFRj20RQVi0WMxmcVVNUSXPToXxBMYVxDrjN28C2xB7X4eXX78KhD8eQRZ/kUt+JJ+2P9W5jW6bUVDXXgcCINM7HFh7tB5aC4ViJoOhgo/3naqhxaWlRa2b9FhNY1MvHtBbOqexXouKup8O5R+LgiguvHGzpmVtDbR3m1ZgKryzQwWpnTAVDG/TcxvAGe34d4A9Lx5PLociLyH8Wq34FekdWjw6JV274VQ8FDmkJZAeERHfDeUVMBbPr7PYdAsUFvji9ZFH7vYKyCjevcbs72N4Gfh78mr59d9+/Nuvn7Mfwy74wH9cWsJCQRdE2Tp+Xe0tSADvQvzlEgq12Wxf8Xjgfe22WbTtOK+U4Dsu9TgdJpaBxFMslU40tbQ1llZxZFx+nwivVfpb0a/dx3XsvfqOp0ukpLoCAOxRaHn+XNbHexz4COaObOcrQKMlnovLS5/BoDQozGoFVqtadEajEQKKQazkENiX5djL2O2ezfhFjj76/jcABHchaiwlQAIXFrAqUKVXEUwGfQyIO+Ma0YTU36EBNO/hidLh8dl+LJvJpRKZA6vUNE7RR4C0LcGDmCwOSHCNQ8aH2WgyHk7m+zLj8QOwzQm/bwh8MDmskskUCwDg5EOwol0PsEFuYMTuXkQd+hEAdIiJlsqiCslaeBviL46hD6H8AX/vXgdeLb0Oh3PJI7RrycDi06e6Ra/Fa7Ubee1V8M7UO3wOq9Hq8eMrHrdbDHWqXtWz5/BbLy0tgQT6PVbN1MMuyAAnH07MaMy+KLl0xd+iRcEpoQF8G6SdNkBIhfFOJrhNUtsBrJTd3iVJ+KEfclJ6OpJr3OVftv9kzT9+m3txMXkRcAXCkDUeR2LvqfdxnJNDm2KcWQRB+Cj7KRu1aEGi9HrQQYidQ+3Vr34Nfwx/zObixupKnnF8PH8y8yn8+eL10GvQx7/h/fDrDqPBqJDV1fb0/nC/B7xWlRL+UABwzWq0BynSZubXEXK+YuPCDGKliJ3trdsJoqalXow9uCyu7FuVSkm0lTPZeIxz/y4o6fNnHR1LlK69uq4O3qZagRdSQN3j7U+Qim4a9AqBwWiPXV5mfHaH1WF2+Nw+0r25SYKvTCRSFOnDydYqR2wj41lb9/ovsmksifl3AOSIREQDl5DrzTSAz1QqLpM+B8Sq6DYcD5MPwd0ibmx/L30IkTcVw1kIqeyBVTliJEHYQP9yKdwanAoeowRS7+G/prEaNX4UBzOSpPc14M+RdD0CaVP19ijMMxp6RDeOiYIgPDBi9ep+RACHDAI1IRYTXxVVSgPbgZ0AZP+RNwE/DSC436XAu+TF6evFo4vcx/Djx0CWmwQBNFpt2Hhn8234cByCZ+0NAhh0W7T0KeciVjotLepsbp9dKi0rAwLnZufmAcDg4tDSVey3sZjFxXdu3qgEv/0OH1cgmJ8GQm1TFBgi+gckSQKTaM+xJnZ82R8I/XSlge5F27IucJr0L/sBwEM8/KNi9Jyc+HsqDyAWymSDF+52hUq1kNAr9IIO3dOOisV3R5enuZSLV0GMWJdd46/f4aXcu+ynjx/f/biEa67/9vrVq3atwabX98h6fvjhvozLFZUo7QjgGvZdGY3ezYQDXBdBLKQBQIWCPPBANl1cVFwPhpJJsFg9rF5IG7vZbFzE2YOVhfd7weAshZclCr1CplK5vZBUnSYDVC6Ffjj3Bev8U5nY5/TGhi/m8C38bPNZ3JskWiKtTqsQEdiWLuBbPeBQBEbcl7Wf+FcA/ufNb27+0Z5e2oyDoOUcmcpM10U/V6lEzNJGkEBGc3NzP94HN+JmV0a3nLmxFzsAANMZzOfOs5nDLasBAaT3wtGpTTYSy9BdwfS1DO1+o2F6ZmoewCzlHbYM630//0UFADo0U5qHAzg19EHXg4ddUqNXt4QA6jqq6qr64W+u6Cti/E0gtHIYCYEdDeLCkGWAKBCG5O8yGcVqjVPdUzCLSzabzuWl0iTp24ynElvrOEgwGIqEqPdhvH6xDQ8vYannjz8uDS0avevSmuJ6rM6f0EyvrjsstqU/BNCtJgoKy24Ut2yE8LQHsi74M+nlENt+kEKKbpeCZxsVMOiHP8UTWHYFlsefjCN/kAZ6F3XjQ0tJvJOLg3lGADHq0mngDh2DIzvho4/LuYRFN2xzq8wyVYe+Y1HXQX48+vTpyIr2A+Vv+fXrV7je8N0nIPDXx3hL/Ourx+1Pxl0WC6QUd1WqXlkrV1SgRP5W/CvLVitERfPCxoaSWdWg3jDzgSjfxihRUEmUljW1NROcbhz7zKridssRwG9r794CIX3+s9v9a/TjkT+Y8DlIcpNyG43kxVE45QqQ3kTMYcbxoJnz9LpRwIew3qMSqAQ60teRfwQCFgtAF7UTyspKSBJ9VCqT2P9XAP4xNTU/oaOprZHbx5Wpng//5S/Dz5790CdnMuhSBJA/cyP9NNNVgSLleTqWyRwfZ1NU7vhzFjLCkMm2hWWp8WScitMuxP85E/+jPZM+gsGSGOycw2NBgNJtAQ30QQxmqeQOtWZsbAC7gx/QN3LSdaMNtEj3I548iMUNpU1FBbzQ2ujaxsaW3+PC2oTA0qvX75KnaH+x5h9SJu/i0OLiotstieK09BR9Ph6PxUEzKXqpzRG1SIIzWMKHvupY0tnWiKIa8dSAZu6laS3otdG3wDSASzZ1QyEAWEbsbb0JvaeAPw/YEJxFQ1+/AHnhqyqIIK6RoKc3BN4EnjwBZuwvZ2enIQbrFod0vyZJtz+aioQisb39WCS/tSIOKppvGnn/YRneLW7I2nr7VDKVXqtdtEUvPh2n0P4+eQWW+FW+KOFv49u47yi8hHuGX7c/fgz/TTfeLgCxkt+719rKrVLaIYt1+V3LyL9ZLHT8Im4oKZGb5Sy+Xu8mzS3FxUQDboGDh3mLxempZcnlbGZrK31r3vvDc7fP694NR0k/6XO7fT57sJq3lfEHtnk2t4X06pVqpVJ9ns54BXV1vXw+S1DXAcpK0vRhi4gA74QERBVR1FAjFJpTiXj2IPYf/1T//g4gPjfLGE1t6oU++EgQQKxKVRFYA1OPx4D0qFQGA5doMtr6RWlcXPh/OXvXnzTzdf9//QWznvSgYXfPuFbn6/SJE5M2YWLweEshBBIOiazWThMdQwIpFTsHKwnFrjiNPEElDOEJcVpHF9qMiAElPCFKoBhBa6ZVbygQDlLQAgZL7UrWN7/r+tzYmfXdv73XrH33MKeOtfLifV3vz+c6YJIXhyTwJJstZ9fDNM4pwpPWKPkaB4n+FWsAFvLRVC5Ox/MMgCVIEi0+/dj3obGxvj6OSWOa+wAgzqv0Wm0WvJAdudrcohisY3WwLnw+PtU7b1/3+txuH07hWX6xe3hYwqqN/Mtld/70NO/TOV22UMhWfX+Ky3IKqSOmMZ7siEgFo7uuuCdYww8JXNZp5c3XJocmZd29Vm8hFXAyx4CEQJum/fx/gAJSWRq3HgWx8B9LwgKvdoNMKI7i34RpLI8IBLx2/3oAAFy67wIW7QsLs+M2jw3eEY9Cpz5tqhA8SsRIo1yKVOhHo3Ss1rWUMwcqWx5Pj36gb2BM3aPz4PjtIyHaX9C+X2r4/fILEJ8DPxCFxGPp/vDwMvaMOLVavVjRfx0JpExggM2QhrrNUxMTGtmQjLpQz7pwGWjjKdWexE7HNVZbPZvDgfyP1/lFJwddMpd7/bbi+mXQP/XAiH5UK3dHXTq53KBVKlXGxEdN9kpAZ7xq80FK068RNatUyY2Mv0ck6BMBggLIXX1x+KU1ERxQIoAX25olOF28UkjA938BINOeyTyXGuoapZqnT79CBfzZNvYQAMQkEAjk83GnNYpfYwc2aZp4m8VM+RjeDWWMt+/K6fJxNpsoFDOFfCgcoEmSF8ZUMFWo1eIXCnu5QjTo3iMA5uFfxz1+7dgD//cPB/pEmhnTzOTkNzcZAm8OQRJoW8YTh9EegVhjqm/souo/uto7BSmRtTYCagUSdbwgAgJDK+5gPFc9jTt9+6FSPARpKPjtMik6IsYc85ECnc/tV+O5/SAxkvDTKMZr66ZJIpHIp9bT1SpN5LFGoE3Rdv7jho8/p7JYc/0sCC+s3fsssrf3KhzYxXFrOLUV4KMDe8Fw2Bv2bvhBLF5iTRjQ6HDMTRncQZ1uWeeMV+OecCGSIA+ztgIIrAG4F3lN20KnWz09SjWWb+u38vTpvntV/vmw+QN/v7z8ZellfBfLAg5L0RdLS8MAIFiRlSWdWKlS9V/v//I6R2LFjhUXjiwZF7aBCLFwiEc9i83jKEX9ps2dhmt1ACCPw+UpeBwOVozjagnubfgn3t27avC5Bp3BTlvlQrkW28KmTj4XBt5HjMYmGw7g5bSIVHLVsVBlEPQMCPD0RSBuahHb5OTMESQQbDkQSdU3X2CxGiWmClYgln83gJcuXbpSx8IzmL6BBzUA1XdvM2WAuBwPy7W64B9xVYCG97SYKUI6UKjkcU5bJZY9PignCoBjIUwABHO3nyq/+y2AkHCn3EZ3oZjLgSmBTw98Al4HP1APKDRYjzB5FoIBQNUGCiDK1IjeZMLuvIsfNQkTw0GjGSfguVZevsxVd08xAgOBUfdy9BBJpEt5HAlXTkECksZ6HTpdLtSeaD6H9yX5UMjDROERkDmLYdEkkZns63Z7vFoK1WIzfHd6pCwCoCRJ1wAkY30DERqicHyfDGfdpcOAX8wbjnhj6/5A+FkU9MkVDPgQQK/BGjAPwwfypeK+cBaMSCKdzabItA68EWEAjEToFO3zxUNgg9VqSyj1ppqPm1VyahzwWzkLvy9+WToMBnOgfzgbDKLvC7wxXnmx7Ib0X90PknadowS7ZR4OBszW1anuixcv1tXzqT+ea6MoBVfFESn9Qw0N59vZFxRYtHqdc13R39+P43d5XBxTrlHwVGJBC9BlHQfMDCr4m/Xk59fsR+vWqas2i1Is4vS3UEr5gdDoEYhwGqVAqRR8JNfajTptTQG1qIDgvZspqk1mLVTzqUTlXwLIhGFE8D+ugAIq7j7Flqjvf67VBHJxkFcH6B5rkN/Fv01u5RrbpQpVMZMFALOos6lyJZ0+zgKAlUyhuA8pRIqMBgwX3tWGpBIAc0BgQGeOF3F0aAEXZ9rG9GM/+8f0IN1PNU/OQvB3Xw/dG5dvWJyjjwgOFr1GJZE0X7zYJMwNY9Wfa+k+6EG+lHMifvHSaTUXJCEYS4eKOAwTMtCjQjpbLqchO03juQ++5vlcvlqqlvI5OuRxMgdqyxaD0aCyegMBixY+BBCIvykJwR4JAfCaanubARAia3jdux7ZA2aiu6EA5Brh/f1wLEh7nz3zxoDP8C52pSy5fR671zGzZp1y23RGj8fiz9DecBFyQHhL4G04w2AtBMfCqYLHEq/4If3Ted5U37xJ2VJCIfUMb7hr+OH33Mtd+PSjbl0QCwZfvCAl+y+CTotWBQByOVzlIgBoDLjckAJKGi7+sb5xUFZfz2dTKq6CzRE/5V+BEMc9R2E/MQd7FQbUd/vZbL5UKh00mRRSlYy6SJk0Gk2vZmJCpVJZZxe6JfM78NYUWvRKkQBcs0AiyUqMfjEWRGrFKpWwyWh0m41aLYOgsgcB1JtaKIqSLuLWBrrwOwHE59IVjLUKxQcA76rVdyEGgwKy2vmNZwCCDeFTKmkik82elBHAMgB4dHCcLSRQ7cDkhvdzxP8GAMBK8YMJKezRRdpo3seEEAEs0jaLVv9gDADsV5o0T3Dick0B7+EsSiyKx4sxi9ZgUqpaWpo/krt0riX48t+/vxKH4JtzIjJO8B9AVbV0SpeqOJAVD3pSsVQa+0+OClgdzjzFQq5YIftNIEp7nFjyAimaxaY12O02j9vlDMKHWx4l0D8CEyIiAFIT/g3g71kQLO562DtlXSUjN/bhfbYdCWxsb8cCkWBgfTWy7g1AWghvkCWnzWa3z8/gNgm3D0y5x+B5v2U8wnYY0EE6RcYjVA7J9Bj4N4VAPOPxl7bAoaP+lao+W1V4VR4I1vgjAEajLw6rp/mALxAAKxzEjmGC5rJTp1Qp+/u5XKnSarO73Lsu9w9T49115+va+YODVDsfN2ryIPNTyBrON9ZJ2Re4XLyN7EfHo+RQXNwGI8VVNRKN5prM8WR6ZnpyZt5q6O3unVtwrK2vra+rLHoRBGAOZIHCslxuE4u1WrFAKxeLrxq0VuP48DC8d3Q1MywKhVpaWihxopoLZejw7wcQbXAXv5PC9vSHYz9jRQwACD6YHAUCfbi2lQAIfyiFIlRkAIRAj3PKwRKXMxmsACx8uBEGAGvt6YTAEk0XUj73Pp4FYgiupjwWPWTeD9VKpcakMp3Z4Js4qk1mtWNhCsLg1BpBp7TKliatzonzF+EJovZVS4DfklMXPf3Hab5UrUQLpdxhkQxEggdnuWbLR78CCP4IvmPtE8jklo+g5nQyS8XNoIjOZSAwfnZG4zTiRci1hm6rL4x3z7t43xGx9sp7IyBaEZoOG/yJjY3IRngddNEdxHapKAK4BE4cAJybm/fOG+0BtwFMo9heLnuxGpy4ELwUrhxCjgr8FbLpVCUcroYsqarPV3p/Wn1zWt2yeFqarL8F8EU0H4XsARKQSPbdu39UgkukYBDvhDHuKUABRRA07a7gbtBtX53vPl/XCvxpBtltEF85HDY8/E/ONda3cy+DCwEABwYgvilFClnbEDbVw/Nkbrqh4/HQ44WZ6Sdz89ap3mnHk9nZOceCVaUxcUSgS/0cudAfCPi0PWItQCiWayFPdZvNTFIu7mGSwdAbpUap5GSq+VA+sfWvzgHxKPCTDwDyZV3UZR52B9vABo+pB+6quex6AiC/NiOmFSclsBWqxeJB8uQ4WylnSJaP7emoawBgFWsZawDmyezUQgl3NJQw/aZDNANgqVDY8uht8Hs8VfeDz9CgCRmqueChXonKiI4U46FTC4HMaBsVCHRG18p9UjH8skrWLgdBAHS6IE1WpJDxMyCAKQi/ZcgLyuXjciFbrpzxB59fJUsXy9g6AF8cD1N3P+pc1mFGSG7ngOsoehMQQKcWAbzScMOLAK4/A7+7Ht5YnRif8kZigTC97xV6D5LbG17w5eur7mfP6D2wqdGXS0tgnmwe68zCmt06ZQ14DS0iJUe4WQ0UiziwN5VNJ15hZpyqEE1Mx2IFertI+0KnOfKuqlbzfp1N06RdYYoSSGHCixeHp9XoistNl49Ojv/xjzj6kxe/4IVij1gp5mFhjEllNBrM7mDQvrrQC9GWP8jXmFj1PIpHsZHAVv75xi5WO84yBQQHBkDV+lUayQXZj0CgY2Hm8dzjjpuOrx//hKW6s6vrN+457jkWHAtrJpnChFfoHNBaod9u1eF4CUhdjFaj0eW+NdCxAgAAIABJREFUb8ZxEG6XW0DWNIgE/greG7e8KZZyeRKC/xWBn3zCqOCV1g4sy2dL+7E9HcdkIYAkBje21qZkNbKwIIbP5ZruggJm38OrWsyAC45tbCbLxUyGjMevvmWKUvf3Id7limcAvs0VcpU4TkrFLXKgm3GfZcyiV/8MkUBlmoH33Y/f1AC80d3dLcfOXAIg/IEtICvNWpEzHl0C+7GyHK3iYpygU+fEsz/gppQ/PAOtkoJvR0dHIM+JcrHywYQw0bi2VqKY2vc8whu5R84Pp4LLTueL0+oLhBEAFFPnzl+58vGNDS9pCN0NRgKR9XWrdd4OBIazYfvnseOTA699POb1up/F6FgUi7PhzbG8rLPZvPZ5h3d23O63G+opqUhgwwygmk7H4LfPEiMMb5Ms8heJ4cDjLV+8VD2FPOI0H/f5LLZF0dWll0T9fnkRhW/w580FwVC/y3oD70/fvo/qVpZfgP6NjigBJA7aWZXfaBW7XEHv6vzCdDcuvJwZ5Led42K5FAB4ubWr8Vx7+wUpF/sUACe1GHyvQnqOjwo4M4cT8m92OL776SfH3BPH/OzajccOnA074zBJTRqimn1Kodxq0xohXjjNZrvVTMTvB4ZABFAs6hELQlU8DhS8KUHQi2f+8Kd/KYEIIKogpIBXujraWBSXAIgh+M6du4rOxlYIwhh4+WCHWXgtzJdyTYpkGWNwuYjmd9uqmrAyAGKNdJUBsBCuVKp4+YG98kQBUwx7mAUWitVC2GYZ0/ep9f3NlAQVECTwG1zhd+Pate5uiY5IICA40qMFIB41t4jfn5YOX2D/ZRzdx7JuFBiFL0YwX8rH878F8AhX4sTw0rnCFOOQV/wom8WRwqRcoljcXyZXwmfHgqPkYCZXKr2Ajwu6KpaBAF77uHvTVwNwLxxZD1hX8bo/Ei6EvbjW6Nhul6xb7evPXsV2PwDo1Fk8oTXH/MLUuHXdqmpupkSUPABvxEqKjiUTZYi6KQwC2KOajW0nEMBEOP/uFLtw8yGf02KxGJUCARC4RCzICzD7uZejTne0Ug6My+lctHSI/L1YHhlRKvs1zefYUjCylhP6KjDhXp2fn7mBIVg6SJ1rY7chgbgCuvHSuUY+pIAczlcccBR9/Solt63j/ODM4xkHNuj/9PjrDsfjn76bm5meeTI1d+MnB/wH0MBBrkYj6sPSGmWLwWp1Ee6Mw0H8G/hbJgIDgDhQtacHQrAAJFAE2SxkXQTA34Fg7STmk9ZWVj2LUphQAcfuPrhz5+FdLnant7ZzIQtkdXWw+Dg2ms/V8PzHOKkS3tAA4Ma4pHcqWyxk8DIuVTlFAIuFt6QxhIwoKiF4OTqeIgfDOKYNXUjcY7Ho+/s9IniNZKahezhrimyC7r7ROzRehTD7YvmRzjnSo0PPqhLL35cK73MgFIfgQHxICYDpdAVpsgTn11wPjQhoc2AD59eUPySBR8SSpIpFgmA1v79M7oRrp9KjpBJwOQ6eOhQHv/zGVHflCuSAaaYlfjewG9nzBrw47tce3k5FbNTf378/sHqFq+OuyN7r13Q0fAag1uLJbK7PLsxPzTtmZCqKEomUFh8NXwU6m02UDwDAs88X8sAk/CjE9wvv3pUOT0tBHF5js+iM2qtNS0jfIQggVlq4jYFSNW4WXhWag0EgEBPDUTz6UIm4XJ5G00yF/MYWg9HrXrfPz3dfbGgfbBuk6qXsejaFdx/c9vPnzjVy6ykO0vfnAY66XyFV8GXnZd99BwDOLPwE37odP+GGbzAfO2ut34AoQmh2cLkqVX8/jppRNUNW4cZjMJf5A4CuMwC1uKtLzADYI35TKsWLdPkPf/odBCJ88L2uru7Spbr6+ja1aeznn38eUz94cOevf+UQANu40nZ+PTAIALZ3Ye+V6eTgIItH0enyccLaq5pKA4CF1P5+uEwALBROI2HsEf4AYCmeonGNem1IVqEIMdhmUeu3RKCAMhkC+A0C+Pjx0LczM1N0AN7qoRdYHuXEIxmBSu4tV95XSbN+3tYjGF3G+OsK0MUiTmf4AOBrrIKAv3rdeB+C2L1mckCQxULhrIevUsqH8MMyx421OvzR0RXw0/k3YFWKMw0A4LXuNLiLZ6T+K7znDQeerQa83lgqETAKD2KJTat33C63RiKpAo0lWlEXUUCdp7CxOu8AKVqdkWgUPJHSaNMFD3MFoC8BcTf16hVeB72GGJxMJJJgTOj91OG7t29Po05MSsE6W4w6CMIvoy9ewOdSyoHOhAsV2igUCO/fX3kZjB7mo9EQOE89jtegNApKQpmehihr0OgKWK1W6o8NbW1SDSXjtl1gY7d6Z2fjuT/WN0IuyOF92tf354E+Nbu+HoxKHf/x48cLczgjZ87R7VhYmJmdnZpd23nePXijgz8EOIKPBp3tG+gTq5q8RvhMmKuAoJk5kj0DsGdMK1KCO/YjgEpRvlSiIT37w59+B4GM+l2q+w/cYV3HolSogD+P6R8+BAVEAK+0NlLS9tssiMIyPJVm32bfVYD4pauQ0meL5aTX0DuOFyGpfZ87ADYEh2UV3qW8ldRpoUZgHjxCbq/wAUBAIIMA6hffqEVSlVKCt8H3vv32m5s4jf7x9OSmx0dHc9FHJMoCHJRcJdxKZUDh3lTf+LTwbnMuj+qcoX0IwPjxfpXACtlMehRw/x3v4o4KrxHAw0rqVbny+jV2sKAUViBJ9pEWkJoEPhrBg5lHL/J4vVI5LZo+voapQCwcQBscJK2hu+GINxAOvCrQ+8apzXUveBDrqtwaCO692qOfRXdfAoBOkGZbZt06vzqL6zfb2mQqqdLicbry0RQNITeWTKdfgVhCRpJOpZNkk00qRb969fZtFQB06kDbcXKGZ3illAOZOyydxn06d/h9OWwQCoaXVpbA/K5EIcN/MTKi1StN0haRRi40KKX+TJNVZzbiEOJrf2xrbzOZKFlzfTMlxVJ3dmP9ufbLF253ctR/5qi/6PuKUw+KyP+Rz/9p4fHMzNzM3OyThe7Z2VnckrS6s+NobUUnMzTztJ7br+oX492b6qL3B9d9MwDoBOJcrhX88SuAuh4tAVAEIViQqpRoCIBnAP7LoqxPmNWtn4DjoBR6/RgB8MGdB3d57Ti5o5Hi4c4QfisfD2vYvMsm3iYAeFzGoFsuJ9fnrTG0edtumy+O+nNYqFQLNQDzBMBcpZin88yZIJHASsZvAwCfZp7iyH+VaXJ68lsE8NtvQQmHJq1Gi8dD5+NA2SgWCVgp4UWJymRf1OstWpFAwNQMhOBDlfCU8QOA+GnsA4JHe/Z3CGAF7cnhYeGIpo8qzJgusCj4H0q0mznqISfey6Moto+WPXhQU61uyeoaPr7WLdvcghi8hwAGdvEnnIm+Dymn3Q6xeGMdJ2a5ve4IvYcKuItnRJAZ2FKofiglM9fa+FIllmCb4/vxVAJr85PpVDTKIJiMJbcj2zEIyq9evQYbfBhcHoFPBCA22nrMp6cvcuBM4vByF94ee+UCIZka+AsA+PJlPu4Z0WqVSmGLHOyoQaKhNImPDOAGwgH7RPM5SgImWEI111MSKZeNc40aL3RdPqfgcu/++VM1NtWxL7DaTY7vOmYgCVwgk9odvfOr87hr3juv6T5fV9fY0dHO1wCAepFYhCH4I6v1g+bhdejKh78FALXaHq26RwwKiLXS8QpmO/YPAP5PU7KICfk/CCFa4dZ20KOzMW137qg7O66ADW7vxBNLZnUX5ICdt6WL4OfKJ5BR4ZzAAwgleAiYCLi9+yQAExeSKrwtEs+BABaKKVzWgFWBOCcQONny2Swmvd+v0ag0piHclAAA4jbobxFAm93m9Oy/CXkwLI2OTjU3twklMqmCwxGLxHobzm/x5EoEv9/IHxba0AHQ28pr99Hro7eHbyuVQ3zgFT6qMNEY9RDThHzojMAPURh+q31IAN9sWdo//hgA7AUAgwRAwC+46w66wY2EU3TebAzY7Rtet9frCgSDuIshQgC8rxtxejwp++qq1zo/u+Bg8blsEQigczRKR8vggpNJ4A0kkKbjCVDAZGwTDwdTsVRsL/e2mnvhJDeBo06LzYOtBlhUbfTRR0fjkmahzrWyjNdzKysrL6L0KLzmArHAaJC77QYjW0M9XQx44qlCKmylLrZBVqOStVHN2LHRDAB2NrI76y/zrnP6b3G+6vuqj9d5oR0cML9xEHcTQOLnxX0WkfVXYM2TXsm1xvrz9Y2N8PbBbvEWcY+oT2z4yGg/44/M419yOpdqAHrOyrL8xZYWgUiQqKQymbT8D3/675/aAU3tGIYpS+3o6GprlyoGyJSsB7g26S6X39HIasWlNbf5/I4ufgdkDhSPrTDhYNRTSAKzRycnxweQCwKAmZDPF86dAZgKk3osBkDwfdiQRKb04tIkSBnjIZxC7EEATSYN2OBvf/z2mx+/+frbx9/cHDLZ7Ubd6HLoTTzkQTjAT8pkCimPx+HCm1GPr6kPAlGplPvVATPxHgHE6xl39BWkA8yh5OHh7utKBVv0DpmQjAPVS/HgBw9Cbl3w0cFvefoms8hqaAAJnEhs+XyRvSCpBQwG4J0e3IuEUxFaPh5bXQ3YA26XO+wN0HuQ/EIIRgCH3T5fyu71rhMA6xspdovWAm+XOE2XA2lI+2JIILM+JJnMYrF+JPZqLxbZixdOq/HgyPIyTmG12Hy5aukwH3TZwkdHz8zdQonB7EQB/OWXFytLL16EQHG0LXKt1khsqZQjVRq3fMVSqZiyC5sAvEGZhmpu40q4uGK9Xcpqv1wPdpj9Rf+XX/Sp+3hd9YODM4OXwC7P7QCA9vWNCHwie6mjV7EkENzOqseLfy6XDQA2i3vEapWlaXzV+Bv9cy4xGghfA7dHSYoCxWJ/oblZIBKmyqlCOiv8nwD8rSz+6Wx3YRe/jS1V9z99+BBLsu5ADO7nsslmp87bRAH5rPauQS6XUqjwIKb8Plsux45OjsoHWYyC+RR4B4aHI9ybXsGELMcASEry88UUs7oQr+syWz4LBNSE0mQyaGQzQ0NDP377449ff/0dAjg9ZfdYdKOPcm/ehJaXX4x6rZSKun1b8ekX1zminjujTlcoDh8mnq/hdwRvgHz+sBQv5QthSPUruaA7hBvCsL+nUsoFXr99e4hbFPEEBM8J8T5s141Cqht5AACOnVUDelKnp29oAuCN2S0su8erOPgp4IUI9+zZXiRytP652RsJe61WrxW8MaSJ+/t7u7sv7y8NLwGjdMDqta/jZrqFhvY2SiTGw+7dXC6ewqO/RBpnpcb2XyUgHMcOkjEsDdx7tb9PkyEIYIOdmHZAdnEI/sPsChy9S/1wVSg0uFzM1Cw8nl4JWvAGVi4fNhNfYFSKwGz7sPu1FPdoKa5UqpKquDiPiU0eaTu3ntVGUfVcKZfD61fgqK2hwa4GeFVnni+aILfxhkmrdSHo3h5vaqbqWZe5ndevdyq4/aYmrVFvWrQ3WV1YDbKCmR98h/fBCnMK7bPZtT3YByoQe7aamgTCFrBMlWxM8rsABA38DYDtbJ6633S3VhN4Rz/AYV/GC2GIvIMIYHt7F26nk0pDx9mD8gkCWDgpH5dTTAIGLqMEyecR2Zse/icAsTE9V8jVlrfiNBkCoGnLpFGJJBqNbGIBV8J8/fWPj3H094zdhv25o543eES77LMIqAvs67c/wxLyvoERWzCeP8RssgZgFj3uYemwCuE1Y8++j++7nR6fx+PzBeJ4jeounL7N5SqntbcH/mrAMojdTzrwH6RWv9YQ4qGr1Qqr4ZOGj7u9W6FAMEDGUK97V1ftdnvAGkl711evzmNxjNcbwFKGcCQcpunoyxdgEbCDKQZSafdaV0ECZe1srlTUM7oMWMYhPhay6USMtAmTUoRk7IiRQAByezuBBNIesDEg/XkyFSEHn3fZLb96dRi0Z3nll1+WyNisF8s+W4/OINYZ77uXlnbd415bk1KpymCRRi6f8ymluKeQx+7kdvI6L7M5XLaUyz93jtVWz6K4HA63v5/X2Tg42NVY39HVLtNIhEKxXGt0B4MvV4JmnVv+OZDKqu+83NmJNcqmJoPH4iukWrRmN1jCpaUVooCgf7sAXyi8v+326AeAv75+5WICFFDYkqlUAsfl3w3gf/4KYFcbJe031UbE4NouEZtNJsMggF0dHYPtXeDeFZR08RjgO4bXPZbF80CigEUynKhUZNrjCvv4D2fIMUXRBUIMAlgo5nFvoV4f8islzZTENCO7N/T4x2+//gYC8dC9IZPNhhdkIAajoB+CJkELlk9e7/wUAewZ8UVB2nJMtzsBENtzS1iWUEzB5+O1g8Nx2pxOz7LTueyLl1I4zBDP4kADU6+PUDDhl+8uM0PHH4yOjZ49ulEQkkR9w5VPrl2L4TSQdQKgF/fcgOu1rsfs4+O9R4VYeH3VaiUA7uEund2XOFpoZfcZaqPXvmr1rlrXFk1crrhFoIPXNkRyBZRAUocA3gPnSB8kQQ8jEVwpDAQWq6clGj6nYJwZi1aqQOZiH5cPk/LA5Q9TA1+8zPl0noDN5TS7gq777ojVr1SBAbDE85CWvAmBKabaWGw293YnUUAuJW1vP3euvrG+ra29k8Pl8W53Xr59Gxe98SUSGeKnlQ/fHx4evu+6LzfLKSFkjs1U53XedQW4jyajL+XxZzwByIFXgisrud14lMwFKOxG8e1nlcsx/IIGcvyZlhahmMoUKpH3OxO/A0A0HzUA/w+uT+9qg6B/9+FYbUIHGZWKALL4XTgrunUQVHBwUENJTceQAB5ky2RMNA4rwhBcLDGW4BAJLMfzzAzVmvmFgJliBiQwABZTfpvFol/cEouaUQFnNh1PvsXn3tC9yd4JsI4QID1ABCTmAKCohQdfz+sIIEhKHMeP5EAEa9dsxRqAuWL+NLvptWoNFosFPgQDsSderZRKkGL5gEWsiQUjXIJfHg/isckIEFgDkPQEw2dlqGu40nCtoYzj4IK4L2zDa50wTlnt1nXgUCjMvqukn4W9drsZANyLhbFLjgDoCkL03Qh45+etIJQbG095IrGgx+kKuIOpEl5gJpgyrHQkhpY4thNLHqS3Safmdng7VcT5DvCGIfSVSm9P39JGbM504dRUMjjrF9Igclj10XQuPgwmYMnlNrsyfotK6/ObXTnUwH2DREa11bex8Q4EBJDN4w2CorHqWO2QzXO5OGT/08ud7HMX2CwJBfgZzAYAEJ/7S+Zhq0Eul7TVkzPsL3hskarF4gvZfJmt0H7IvRIKBgu78TjkxRX6dWEf3oLrRolKrFTj0LoWf1EkkoiFmXyVTh+M/y4ASRL4AUCIwZRCXRvThgcx/RxwUJ91XSYAgi/vGOTzpRqeFJJANMJH5aP00TGZlA++Ai/ZiqCAh2WMwfn4GYCHxIvkUAIZHnGHXClDRqU+TaiklFJl0pz8/fjJEGSBEIDvTWpMdizbQ0MI35ZHxFolR8HlfdZJkkC9P394+Kv8oacgg9IhZlXfFD12q0Ws1Fv0FgtCtYzV1XSuVC3t+1zOANpwYpcL+dIhHvMQAvU6hj78oRMLRBfrPvn4SsMJFtyDBIYD616rYdxg9Xo3pqasQvnfT06ykYDb7ja7gwFwICCA0d2V5ZWgO4BVgxve+dV574bfaxVx+g06i9u1GwxDPpJOpUk3yCucXBnb3NjZSWJRViyyjYIYidCofPkovrsQPwDw1C24Khz/oeZ/a+WBLw/zpd1qpVKCjAzAhLcIrbVoRTab3BnPxV/mSnZ5dwdkS5DHtYMFoXgaqQz3aiOA7Z23eaQZ7tNPL19gt7Eh/MqHdbrhYVBAsu3Vdd9snDKaJC3w/3HYuOzLJLfZfZ6t+FaApkHJQz4a/tBmd6CQPjoJyCVW7zilUiqlIpFYKlrMiCQSuTCRKqViB47fAyATh38FsIvNVvTfHXvITMlS3x243tn5WWdXYycXTQj4ZCwN1EileBCDMbhcTkMSWMlmCqQHvYhDGQA10hS3jzOLkBMGQBKDa6tbsS7/TQi38VhCT+H9I1pc/Pv793OTk9OTuIJoXGOyYenyIw92UI4sjyohWC8qrpORQyKxJU6WPvxTnQHOTqzCbxcy2hbtzSKRSo8MekYhw8Pyfh+d3wekda5QrnZeQ04ofdhOTBYv6GpG2OmEjJ461/DJx93XTsK+QDi4il0fXrtRBQCiAI4LJ9In7woRrxVyci8BEGukd53LYEF8kBvubKzPe1cBQKO4RaTWG23BQHSPxjrwRILGDdY4LiEBqR8JwclYTRVj29vbmRIzEauEW0pO31b2hj+nrJFn7l+j7y8voznIPnaD0beVFKkPAtnTWpoXTS1G47A7mt/Nn9J2SWtrHevchQv1jUCg5imv/QLrAquxrbW9nc8AeIsMr6MkKrkc3oIEwfu4b9hlNhtwBdqUXCJVUJe5IkplUhm1Wp1ca7XZdPAVdOqM4+Pe9fB6rHxQ3hnvnfX2XpNIwARJgD3/gVQpV8nT8WjuaPP497rgDwBeAVMEAPYxAJLeOPWXOP8fGOR33W7nd7XCr+iS4mM6ThIXcpzIviufFDIZAiC4jnwqSu8f4UlMGH9Cp3DIXJXhxhByEpNPvU6R7mAA0Lbo12uUixph+f++n3tyb3p6aGhyekJjsJDaeTyaW9Ytj0KsNi3yLrMhLenr13tStb1LNUtxVMzgpJ9K6U3cY/MsikQtzc1SlVg1ptfqawd8o8sezAedTjd9SGoimEXvtEenZTZ/jDBzAUeXIXtUAoB/+rj7xhED4DrwBxmdARXQaPcaxq32yKvYs3W3C2xIMLC3F6JDgd2XS84lt8sOv3Td719Fh2JXYs+v1mJxY43iEdYqJnCLZiKVTuCYtmRybSeJQTl9RmAEonCp9lRP38aDOIJLbnT/CuDKC/C5uYLrvtC8t5sLQmr4MurWai2iRZXIIDfqghCCC1sbkobzfzx/rv7ChcuQAiqe8hrPs86zWjtIayMXXk+cca5QSJsBFsj97pPwu7R0HwF0jdvAbU1BGBY3N1EURCe5SiK3GIxGM6ZFPTbj+JTVur46NbH2ZGFhenrOMdM7LpOpNBqNSpY8wVM1Vbpw6MseW38fgJfOCAQF7JJJ4fO9rsYskGnOvPtVJ7rxzzpvtw82DvJbcYPrIB9t/kkyiQp4ksie4H6aTAGyMAQwFYeMGg/aKmSTcOFXAHO/AphLEQWEEGyxbJlM8DmLNv/xj+eTk0+mcWr9lNUICjiKNxQADwCo16ueLnIvd3J5CpXa4s8wDY7kTO8IASTaW8rHfR6LB1KRZty+x1XqtbpRHEWPABKBwwKufUxBSd1sAeQm5GR2z/SMMPEXy1lsquZzn1z5+C83D/Z8gWfeVfS76+t2q9EK7tZrx0V03mcRyAG9ARwdvLcXpncRwGWn2w2MLi5i1YLX67OIxWq1Uu9xu8F9EKuUSsRwcyF+xxPB1d75zWwygbNjyLgE0MAEvo+xMBBrt13DwmFwBMbgBwBxSkwhFSX7Zlyu3be7K/ES8CfWw5tYJZfYdO5oKpPw2q81NJyvO1/PAgI72Z2K2/wLrPrWxjbcytYOieGn1299wdNoqI8MBgIgPCiAqIH3gzqX0fiDEdCUU80iCVelkmvkcivuIjOazbYet7X3yfT4dG9v91D30M1700OTT3p7x1Uy0rhZfk9ezFghHs8mu38PgJcuXcKDwP8k64PJtHIuR80cRTM+eODLL253fvYZ+3bnIFjhjtbWNpmGz1cppMlyEss+mf6LaiZVLBfILGFI9ei9QhlPAqOogKVS6rDAjGlLRfEYmiggWuO4z2bDCR0hE3zu0sX3//dgYnp2+t7Uwqrd7vEtM5e0HiemZyaN6amJjat6VE99/q0MVmCBm00VXuOOzmIxXqwCgFt+vcdjEwtaOOfq2yQKlUavtdico795IKsMYn8Iql+5SCqzf5VAcjHs1OkNqvoLDVc+vnbvgPYFnwVwzTo+QV/Q5wPFC3rdACJOiotEAuEAndqnQ7v7wZfLQV0QB2QsgkACs+6QTSDW6k1aS6qYKmbwHjtVBulLYUUWzmjLJqeu9noxBKfTNQBjYETwU8Nxm6e5+8Jho0Ervgpid9Ygd5jLVd6m3MNCodts9LkKhWp134JtlCqFRkVJNowWW7xolavqGlobGy/VtTeea+wED8LV1LPAAIOD7GpnoQJiXwhXKvvjRK8c8Vu6j+yRZ9g97JYLx0EUx1USSkxRcpVqYgIH3iCBNpvYO3tj6N6NGze6r3V/fHPohmxoSCab0sh77aCCg+V/qDQylSmyX0lly9d+N4AogX9iqlJlFJej+GrgIXke3BlAAK/Dm6iTh8GX39XY2s5HBeRJ/QDgwfEBTr4vY3hBBSRbqjEI1wDEG68S3j+Q2micE1gDkBQHpkACdQBg4qlJJaZMyfc7jsnZJxNPHN4pi4fpXxv1bPmwGsFisi6aRFwFT2HyJ3DnTRxfz9evj3AlGSSA4DHyuS0LjrXUK/uVmvpGLgYFPWNEls+Gvow+cjo9oRxx4dhAXyzmIQh/AJDxIDaT8uK5S59c6XbEAjiRbX096MWlsIEwM54jTJqECX84EyYMAri3Fw0Gl1d0bp3VZAII/YF1n2/fN6LtUapNvq0CJMpEAPfB8EICmM5iCM4mvb2S8fXYb2IwSGBtbBaoYFTXM2wxQhC+KnB/0D94npnlwvv3UY1crgrthN9DKeqXwgsvMW1ajXLrorS5rqGhoa7uUl1X44XG62wul92uMTX+kc9tpChJO7+dy+P08UCx5J9PjY/f/4GBD2Xwvmvp/q4LACQxeRzCP1gKmcSAU+fmd46y6XQloZLde3zzm29vXrvx+OZjh+P5c0evRKaRmQ5MsjZu8j0loSSmZDlFp3cu/uF38XfpQ2k+kUCw7v1f9t99wPA3cFf91RfgmSD2QQyGDLABIB2U8aWUwlQ+wJ6xTEfgAAAgAElEQVT0dDqNC7qK2BSCFJIiwBwBsBBN1QDMM6WB+dQHAF/jsTXt94xaxha39Gqc5rn5PumYnn0y+cSxOmXzbeGsoEejTg+upxyFqGc14f0m8If/ZxydNaluOSI98qV8fj9k6xFoe8QcgUhtaqNkGpMJ+bOQK95fJRDiZPwwz8RgLNQvhUZ/BZBpClZyz11oaLhybQe3MOF0wACZzLG7+2EewjNADvjbo7FdCS+Dw3EAcHnEo7XAp2g0Wuy+gC/kM+jH1MpFv9Hm28gUM9liwhsIRF5hox744Vg6ubMukVu309uRNNOkCSK4HdlPkSFP1dNS0KwDdTNom5rEzM6GwxK87wLjQlBG17AVLLgx5NYplUq1QsWVyPia55t+r9GkYtfXAX7nL33CAgA/u447MXkQQVhUm6SN4lJSNk/VLxJJJXL5R2f8EfoYCYS32n0E8P74uEFlhEAs6Z7ADQCrO39/d/Lu+O+9vd98ffPmj0Pn//LTd/DN8XxhcmLKpFo8VknqJZsnbW1tElOsHE4f7fzPCvifHwAkhTCkNwQBbO+E7FStZgAEBVQPIIBfgAI2EgDx7HxQKqU00oNyMl2Gd3M6W0HsAL4CXTjC5rgS6MtRpVqOk7GBNQDJ8Usuz4xMRQksFkECwd3aMib9hX6VyXtysDALOeDE7MK810e/ofFaCgA0WpyuWYgAE+Mq+EU0FmVl4hVQVXA672KR8rtCIl/NgWDqBIIeMCAikVoDrwfqn95C8j7d6G8BXA7lyYIdVMBMuRK3kRRw5AH+Z6BQb2iuP1eHV8E76/RuaPfZs4DPVwPwbHldgN6LhLE7iQFwnw7Eg26nc8SpBQttMCi1Ni9AazMYNWLO00WRymD0Y8NewOz2hmNprM1OkbCbnBq3RrLkKgQB3EYAI4lCuYwKWNo1a3UC8BcCQRPOpXwZLRUOX60bQZ9c9+Gbyxi0QVTUKcX9ao2Ekg05dnbWNuwmKau+nmwVbmW1N9Z/hp73007N0+fUjEZItVCUqEVqUrWIlZTd+1Hv+A8/mGsCuEROFbH40HyVpIVGsF0mlUzWDWkerpx/Xz45yb6fmsTdzj89/rgG4MLM9MKiSePfpCgA8H0bq02iWowkyuWd3t80Jf13DvifAWzFcfmdt9V37959+JCcwww8uKO+dYsA2Nk+2MXnN3Z1NAKACq6Gt3mCAMK7OX2EC9OxK6kWh0sVALBcraT2MdNHAM/mBKIEEhJxPnIxteXH62BwIc0qlUyzuTYzM3lvempianXevpHP+5wWm80DnsxsnIBnampqwrudxXyeTHqrHCWPjuzjdlz/VQrhvW7PSE9PDwKolkoxA9SP6XUI4G+eR8uPlleiWCGGNgk/23zI8iuA8Oi1F3A+77WPb+48w3XFzzCcEgADu/s4FxWjME0EEBXQ7QsGd0OBaHDZCfjqDEoxpG09OpvPZgE8RFSzxkRJgcpAgvaZx92BSAzbkY5epwiAkCxGXr1iruXQBEMMjoARKWBNWD5oRHthEit1LT3LL3LxKLzr3OiKf2A69LEfw2XUIoBKOfD3/PnB5obdqoLMDzwwANjYhRPbO6+zP72ueLrJ29yU4LIJpUhpsQjESvlG4CP5uJnhDx3wSjD4cnfXFdx1MQCCBk5NmFSStqHJacfa2urfK+9P359M9OJq08c/XbmJAGIlzZwXEo+kieKy2cn37DauhDJNHR2Ud578GwBeYsoCCYAKBBCvg0EDB0AD+259wYEcsBMrsvgd/NbWwUFKylNIF4+T6YPs0VE6hiX2uAMK6z0rJL3CfqBKJUcXKiUGQHIA+AFAMBAIYG6L9lj0Y/6nap4K8ugp4oEhC5yYn5myb9PgUayGifEJ6/j49BN4QAXXY0dFFNB8zf4m54VCa7GaD4GygQTqtFqlQNCn1mORoRq3Toz+lwesdTBOqgjLx8fg3ktv/KM9PSMPzgDUWZrP/bH+fMdfdo5jbiyECQQRwNAu7mGld/fJ8iYIwfhEAEBwJaFAcNftwjNtnVapNWgBZywrtRpUEi5bocCqfK0FJ8e5gmFSEogAogbiKWBkjxCIigjw0TSexWQy+VLc3SPs0enVWr1WqX/0AhfaVGLWXiEwYzWDVJnNbvjutoECqvUi4/zazvO1g2Ry02+i2urOnzt/ngDY2PkZAth5gfOUK7XKQdQMNoNB79GJ5Xaf/KrB7KoBuATgRaN4xxaNmgVAH0ij0TA+YddI6oZmngCBO38Hp1fdmgIAcZLeXwDA7752zDkc3s3Fp/5NKYdLsYvHLKmGYplUBzvJtce/H8D/YP7S8ElrF5+rYQAcw+XBGIT7+3DgbSeX34hTYjoa+TOaNultsAPlZBZHtKVi2QJu4sFVSCmyKaxUA5AkgeBPDrE3Dg+OU/EccxGRyiKA+Th4XL1l0a9XY02WqXd68t49wtqTqVmvF2f9TQCAs9ZVx8LC32ZnrfOx2OujI/KhKtj8dnSctMoN2wkfnhl6PHj7plcP6PWQ/ZFnFAkEtHT/BKBz+QV5SyCAeIGS9+lGdDiWGl23Tm+j6i+wWH+5eXBAu3E06jMchhrAaWz7OJQygD/2cFbb3h5kiO5wGAAEM7KsG8F3AH4f1Y5odcM627iQwvo2qVSpMegtRqN7L7yHtQfJ9OvC6xSevuCPyF7s1a8ehBBIF/PFfEAHH0WvHBjTaz3w9tovlb3jQsn41JTZ6kYAXTgOzuU2isX6RZU7ltzZ2YGXPbmhambV4WJrvEL97LPPLnfiyfN1nkKvD5HZ6ls+jwXr/vO00RcgAziZZ3c3FAT+4rmcC0zO0g/mHwiAKglrcmFGteDYLNs9NpvRNHHz5l++GfoRwvB3j3967nCsrSc3Fv2mFhxUDQrIHwQAx8s7C7Lufw1gDb//qAF4qaGxnc9F/NR3//r9GYAD/Zzr129f5vNZoH4d7Y2Dz03t/NuURoHnMMnsURbevYV8JpWg6ViETEbD3TrlfBHQi1aqbwspZmT1PwGYwdVK+bjfYxnzPA2pcemzaWZyenr63tD0wtz0k+knVnBoRuvU3OyTv80CgHPz8/Pe9aMsAPj69SEE4AqE/qOjbMTuBsPsXF7BWRsegHBMaxkbG8NVlAx2D0DcRv4JwEfLy6Q1D0+RjotxEBs86qkBOKoDBaFYrTeGdlaDCCC8MGAowiHmCSCAZH1d8BkQGAz4dslCz6DbjTc2Op1F16MjUtyj8xog6wf3xrveL1YabTjELUK8RhInJ6WYOph0bO9ZLQqDHY7gJi9w1/mtLXh3AstaTGR9ft1oKJ4Kq8A3jP/gxjGETCGy2b0bNPfoFkOecDa5c3C8AwLoVbW1IX+s1nbWZzg7vPM2yMeXXE5oMZOncarpVsjn8YT8mZRna58Z9RUn9jq+G4rmotHdghsUcAlC/LjWOjElk3XMLMwMOhwbfmy5VEoGb97s+PZHx3d/efzdT0QBHTvep4ucFh73Mm/zPcWm2lgy1fHBvYZrf/iv4P33MZjhsI7VzjeBAqrVf/0r8Pf9nTt3Ht7pu3Wr8zbFZtW3NzY2NDZqnj/t6uRyFdLQSTZbxAbX2HYhdUQnvOuB9UiqjBt2SrWB+eFCFSd2VM5KYlKkKyRfhL++hnwRfPDYyMBYRqVf1JhUkADOPPlmaHJ2bnZuZnoasr6Z2amZBezTWltYXVu1r0aypMsDT30qr7Le7Ml2tlII0B7P8iOfBzSQnAPC60/6fM+IezAyULsPGR2p7UFyBnNkyyz45+MivBFCH34t5IBiEdd+rfujG70xxA8JDLpwBKrbF4ruhkPuaAiQCzHzUvfoQICsK14JOnU6PDfHTBB4BvXyhExNMkrK5Sk4ajVQFCbbThjDQSaHZBMofelXezSZVoQbrcGIkHE0+7QvUExZRnr0uh5PymbR6Uols3EYr4VdmLUx3bguszuec+k8+WopDLH94GAz4V+0SJpZrPN1dQ0d7aSUs7ETb9+4HGVm6/RtBVLLSiqeCtFv4vHMVioeCtDx/d1cLgXmPBWPpnI5yHFdPfcJgTqt1dCrmhwCo2F6vrioAYfHEUkH+a2XwPw6rjA54E8zwGCLmsNmX2d3br7nNF9ms2SanZ1r19r+x4ro/0ogAbCukWvSgADe/evDv34/9v2dgQcP7n516xaPRypTW1shsRic0bR/xu/kqUwnaEmz6SQAWKikIngKu56AyFoskfWFCGC+im63Uvj/BbCc9+BCkLHQU7WJUkhNk5Mzj6e/mZ5bmAPdm52dmQfhw0ZB0iy4vjrvTWTJ0L8j/O3eywtHx2AkQssenCSDVS/asTFI/S2+FZTDMwL1+oEB/dkhS634/pFzF+uywb9XSGUgfB5n+jhq0YpF3nkhdXVcHiTzoV/iT+QhDhhEJ7jyYZX7ViCEAAZdwZWlWqQH3wPi6/RsvfErJVwuxeXdGujXGO3uIPahb5Ii/EQ6nU4k0ikc1cGMjImdDcxiRDJCb/vouM02IqDfoKwevgsKPxfaf8B6eEjY3ORxwefiCsYRqmLAmy0nMz6LSS+lurvxHKaV4Ic2BPSCLTIWMqQlOlVJRfdToIRbcX8g7HVDgusObPi9Xpx0iAdOAadZ52Qes1xF9U5ODvH5XZrbPA6bI+JyuV1djXULjp9++gRzwJ8cj4eGvn3yVM3hdYLX2Xz/Kc4CMc0nHfAJ/K8AZLWbTBoF+uDv4UEb/NevvrrVf11KsdtZHR0Qg7E0tZHPpjTS95tbKSxxIxN3CjEcj2zfLpDFwXjuBwTu57FbPVU8G5OVQgJzTHkgrtjY8ox5xgYgh9E3UVzV9DQuEXwyt7CwMDeLOriA8M09eTI7N7/gAGeMJ/+FV4XD15AAwot28vdiuYLdbaPLONFXIMC6XLHWUxvBVmv0wNrh/xfA0VAujzMcyPTAYqUaJwQ+IFvi9EqBvWylqKtC8zNSfQ4auEI4JE8Qv9WWdAYhJofIxGocpev8DYCeUPxNhbZTknbu7eu8Pl6/Umt0h+ntrU3SCIcV+biyJhXbewUAYll+uhaEIyQ0R1LbnlA+bnSGQs5Ri6V0WtobFxp/cNlr7he7IzFBcLtxPuxp9ZT2xg7SCZtWq1bKZPy2jrp6Vj3yx7rc+FnnZ9zLShuNu0wz8a18yGex6PVavUVrAFNiNGqH8bRPKFcZtEadUWcb1rmInxrWao12yjQ0I+to77zdyWZz+jhcbmdnVyML4q7jYwAQFPAxxCyNZvGp9ML123/ePAWNpLiOteTU5xf/NwrYAKmrRqFQMDYYssCBBwN//WrgVj/3No/LbSdLk3BMZSO/kVJJy5sbiUKBnKKmyuXY+rx1wrqRJUUJFYbAeIpsrsFiFQIgkcBcjhHDo3IxhVsJB5RbelMzJYEY/OPjx48BN4djbvZvc7OQ9c3Pzk5NTM5OTcE/rG6XiyeQUkIGXygm0uWj7PvtfAn1D8vpgT9RH4fzKUfJ1DF8IFDboxT/PwCO6paD+9XCfrGQJuPbim+YCfk1AFtU/k25vEkoNAc/tECsrJBwvMJAyEzqRwDBHoMiwq9b0qEQPyIAjnroN2/e5Le8lKxNprmt+ILLaRForXa73OSPbW5sA4C4QCARfrUXoV9B0APqSB6I18HEjMTC4X2fr+LzhJwjy554pViqeuW9EIEhADMNaW50raDK+RLuUK1UaftGahHUXqlUyCQyGauBdYG0U1y+3NjI7uSanvoqp/tbHhuYEDNkqCM9PWIh7htTEfokcokEN9LaXHKwT06d2WnWisVyf4KSUYPwinNxrAyXy8Ehv/zO+qEZx/PzuOz2p58e/zgz2avUmxTYdrz5vqW5RaR4vpOcl12s+zcBvIQAXmpk8bH1/O7AX38GAXx45+HA9wPqL3E7noLi82UdXV1duEG4s53iwcvkp7G9Gr5wqexRcmd+asK+kcSTOtR6Al0cAzGpE6wBGM/VCEyBBJZS/jHbmF6fsPiUcplm5t7k9OPH09Oz4Hn/BnHXC0hPTU2Mg/PDwd/exFEFhx3kXhcqJ+Ui/GOGjsfJfnOIwD0tPQP9fV9+wenX1wAkY19G0BhgydUHAkkX0rI7Wt13Hx2lmVvBYqq2o+HRqNOibxEYshE5VoKC3Dgx6J1RGMQ9MUAgmhASmxFA9woWjELYHdGBxcaLFx/IUj6TSWzOzLTLNPzbn376abNAqzeoWsSmRb/f59/aCG9livA1oPd2YzQe6sQYDWRqYkAD1yOZgBvcsHbE48uX8sVqMWsVjhvJNAwEcOVlFM+j3r4vbKdP3sMXecO46NP39CGAKtkEblK6yLrAusy+DARe7uQqF/2VU4v4qkDrsxl7tEot1o8KDePj8H183ORY885CADNuBIa1cq3O7Qv4jHKxPFOWyCSDgzKKSyF/pM2d23n5AvD3vO4xzpLBDH3BpFeKODx2fX+o2twiECk3Dw52HN0XfxeAvyWQPHWN9Sw296uvHv78/c9gg0EBB+58dV0BALZjVSquLmxsh+/tbJNmw78FFgQBTMTAhmE/7E4smc3WMkCcA1iozSov1mIwATB1BuAbeEsCgIsenx5nFE0CgU+mJ5/MOeb/troOT2QDHq/XO49bCPyJ7AmI3yG4kEK6bDBSRmt+3zPqfEQGvQCA/bfIyHexZfQDgQCgxRay2ch1sBOPYJadNR8S1Mrd5aNUitQGFvM+0hK5jCXRYrEw9j5b0Qqahs1BdIYhknFh/nV/yQXfsT37gypCGMSxmWA8BALyITzBKNZ/54rlg4O11nZ+Y+enf/6U049Fw/08nvrpU4sBIDDawpky1q7FYvhjDwB8xQThDdDDdUwDt2x0yaMLkUVQ1XKlPE6NG8/0+GWuBDnE60qs96p8rXxQ9huMFu3AQN/AgFgqk03JJVRzc/PFegIg+zKXw1kEtyUSC0T6TMjGhGCDROK1Q4CB6DLl2Nnx2lft63TAqhULtb5A2GcEhbQvNkmkUimbK2LjcNXO6xCBKQ778vM1x0zrj9/MfDPjmJubtxpFJlM9m8duCRWaBHKBBABMJmck/xaATHM6iOD5xgt1rM7+vrvfj/2MlyHYnjlw66t+iME1APlt8EVtp9o0Mj8qIGnwT2xmd3bW4NnZSSSykJrVENxnhuXnaxJYzJN6BAbAfLGY2bLZPGN+j99mNFjtE0Dgt9PTk9Nz66urTBWUHR6L0UjKoDbShZNCKg8eJFd5Xw5sqOS+REBHJlzh7hmBWER2tPYJbM7lDwTibV4+hLUNTlxlWqsKhP8DABy2pnF4B5bNFktxUvWAEdqjs2FjSYW2QhB2O3VOF44SZB74GEabx2bDQelodNwuJ87oGQYAMQnFAu7gfrSUz0XjeQRwtuFae31j55+/uNUPdPSp+0T9epNKpMcTa0soUywAgXT01QcTgkF4g7RIxjbouC8Uyu/Gq/FqOXNa9m14r4q1ZgbAl3ng77Dw91jvte6JnYPkplWpB/27A7+JiCeTWeUGuVAGKsgACCZEsVgpJgTwKLcsYrFYJBIolRTlXXPMYs497XiOr97G5obdh/MnvT6fXSsUQpJYD45ACu6jmYcF/tzOzzpBCnkqmUzSem9yzbFzsLMTWbeLNYtcit3M2XrTJJYLhDEEcG3hfwXgJ3Wt4EQ6SVUqAyA8A3231Ne5Cq50EPQPV3fxcXi0Sra4mciSOWOJ5GZybQfxgyeWLlYxCcQaZQIgUysNP6WYSVakKAHPBIvVDLyk+pCNNhqNi3bN3OTk5PT0t08WQEvX1zc2/Ns+eLcajRZcwOKNZCHZwUrCAg0GJpvYsBsCAXOQQS24rFX29X36xaef9gmWHy1/eDAhK8Ut/i2fx7cVxyMwJ+6qeeT0BUCFAunKEd5f44rlfRzNhoNTPcBf8fT0tEwLxBbbsGDY6ezRjlngGRvT2zxAjtHjdgMFy1gfrB2+j/wt6YZ7BCPINshf6RAEEP6gySc3Ll7rYrE6v/iC0/fVV31f3OrrV+vVPA5YEkj/PaFiIYd3DwRACMNMEAYCN5ORjVg4UHDnDkv50mm8WKV9FqNV3iI3Qk6Anekgi7lcYb2X6u6d3Tk+8FotavXDgTvYGSTVaOxym1FrlYia2WzCXyd3cTFb3BK3iDjKhEWAw9lEIjFFzTnWwOfNzSwAgDvP4cea1S9XCeUQjQ3CFqFWbGheVPB4VIuoRYH243ZnJ2SBIqmkW9bRMTT0fO352vp6wCq3iE0iCn5V5lQgEArkAODB2trmH34Pf2cEMvM5iBGGh3tXYRpT42UcAfBO360v+zk8BRccMB9Xx/FbIRGUyhYPsBgwFksnt5MHa3he59hZW9+JnVQrTG0WsFIEs8mMz0AAU3m8BosTO4LeJIVHx6CBFp3KZJ9xQAD+8cnjuYVVnEMFzAEkOqMFJMdos/pIoRLWFO7tYxNIMZugce8mUIbbq9yQvA18cevPX3B6mAHT+LxYBkPqy2vFehyCmylmMqm4T6v1YMz2+WzaQCKbxoUORZxxRHuY4wdP7pTMmatuQRaEy1F7RkUi7HsV9QlaRIKmFqVS69uNQhYWHAbduyq/b9YBgD0jODFpeR/blUnJ69u9Kar7Wl1dW/vlL/6MKwFvffFVH6igmuydtsFby1asBAOl6LPCK3L+ks4y2cx2ZJOpjqGjWDdRPa3CG1UrFqls4qtaLBfIHVarhcO3hXXqWvfQwtrOcXJz0aYWqb8fGBjoF4lNG2FjYNsoz6goqr65nouLfJOQkfqbmjgKRcIkJnPupRIJNbWAUcsxt7AG8O0833HsbG6qjHLIC1UauVAsNKianvLYbG6zSaGRDg62D97msxUak0o2OITPpGRoftxg0AosqkW2lBLJUyUBpM7yWDm5s7nzvwGw9rAa1TzTXfXD2oSOO3e+6uvvv867zWsf7JLhlRxJBCWDM7i18Dgdy2YBwJ35hQXUQEgDT3BdK7kTrgbIxpAagLiyEBuTUsx8BPgVGR/Oyx/zeCCNNWkWpkH/8BwGshGswML5CBYLuAgbUOhL4H7YVAp/ZGuT/gIeM+T8yB8k5h6bHl7cgZ7Rs7FrxPI6faGUvFkgErSIVSprpry1Ffcxzd8eH4gqWeSQKmLzSnHfiZY6TnIun1YOX1iB3GhBsnp6gL0WgVjcrxQ0CfRarVmnG8aAptNi167ZCfG3BwO/LxTPk2sF+EMHzT/09nZfu9bB5/ZDcnDr1pfInwg+RxyqqzeIxVpLqRJw70aDr+CJ7UUiZ+0hhEDwInQO16GUcrRRp0XVMop1Wlcod3h6Gt19Vxjv7r5xzwFf8oO1k02/2qMGrkQiJfgcuzuwHbZuGkwqNque205xNf5Fk1T5UTOH1x8ywR+FIxLzRJJm0xMQP7zDw8FsOwfP4YMlp6xyzc6a3b7o3Vg0KZsWTTyeSmlSqaTSwSE+X8rXmEyqmZnpoaGbN2/OOLxW73aATiRUKirpPcmf+uhwwBvbWR032f89AC998mtVQmsr63bn3X713bGzGAwEDnzJ4wGA7TJ+w2BHK78DnIhMdXBykD0+iB0dbCaPYwuzoOhrO/Or6eMTEoKBvVMfViYwFQhMQUy+dhuHXhhed7/Pp38wZgsZRc0KiclkGhr69sfHC/MAIBhfu99m8/ssozYE0LOVwSV4ubdVpgcJR/353DodTsxAAPEy+OmYfkzneURsMTNkehnSvy1lC0U1f95MUYBgogp5J9YYYk6YyJazeJONHUN5HLu67NtnhuXacMqOWKC0OMmdng4LbXpGerQ6QTNAgADqhofFTVqVXHwVYvSI4GrPss8ZYtqlILsoHe4a77tWp2TdFMXlDXAwO72FAPapFWxOC0esErc0C8Ue0EAXHWUuSCKRfzqPjuEZDa4Vju974Dfu6dGKdD0WbSB3elg4PMwFxoXd408cmHcfHINy+fv6+nGeuAG+DnKb3U37rUavlaq/0NbGaudrFOx66txlDpu3qOEAgJx+kVR6cWoGkIM0bg0k0LFzvPMcPtjMnEoF/8axtnmwuShtemriYmmRyTQoxZVZpC1XNnRTdqObzwf5TW4XKqEqnfRCOIyVC1W6VExH1qfGKcrk//cAPOMPy1I7WNc7FYrfAHj3K0hhrnN5lLQLp2R1tUIMbm+TyDaPDxLH5dhRdjsGeQieHDt25qcOyifMOUyl8C6cQgJJDCYlWfF8vEhwJAAelcNe39iDMc+WvrlZwRscBGn/Zvrx7Oz8+jwAuOq3W+1YEYht5jYEEExIpVohVV8ZeAJu7TCw4A6+fOl2BX0WD/5KD3Pfi1N4IUBbPB6fsrmtrfnza1RbMyU0eSHtBKYwBFoTWWynwmu5YiZfqeScIWwHqlZDoWWtTivG7k6L7jfnhyO6Ua24R9tD2sO0cqpZJZEaWnTgUkAnPT4PziaIx3O5w0opCqEy8Gx1oldCtXH6OH1f3sLNlBAi1XhixhapxM3N4hYjDdndfhzLq2sHgORAMMIQGInspSpvC/Eowa9HrBP3WGzB3VLptHIUkVPd3bOQ8jieHxwf7yQ3tkRKFSRgEoPN2CPQyrXedYnJa5fVn2M1sliNbW31zdzL9ezLnYCiCFcmcUTSczN2TNvXFiYdBzuONSDxuWNh6IlM5oB88PlmctOvqFdo2Dzw1SaNSsLStF3DghScotzdzb9xc2ho5sTrDgTzByd+00Jy84RMxY1tTEhk15pVpn8DwP+sieAneN0GAbaxk3sdQrD+4a8A9iGASGAHvwOsMK4P4WsWywcxADCd3o6VD9aezM7i6d34AW5MrxFYDMMn9SuAIDRRAPA1A2ChcJIFZ/lwzBN6Ws9RgMgDgOCDp2dnHX+bnp5acFgN4yar1Qi4OC15SMyKObIGolg72QmbrzY1NQncUSwHCIVsHgsuPCIDoMnUNZ9H16NVGkT19ZDYNjQ0XAQlpDQgfcu469Zi82+RaZWpIumoL1XikFyBAEZfgMHV6fVKC05YcJKVEUxYJ43uKGRixIUAACAASURBVIlOl8+gkrGkbZRGYAYPFFx2BuNx3FwXj+MysugullFHwute6/9H2vv+pJlve//3XzA+UYE4vTvu0c30SQ1JSTBGQUTAGEj4kchurSZSQwZSFJx2tyWhtDvOjjxBJQ7hCXFGjx1aM1qNtIQnpBIcjKjbnG7rBQWCCgUtYLBWm8zOd60P2Ok+9znfs2f21dZqf1jL9brWWu/P+qWVNkvV+q8xBuzr12stBoFQwBVqFIJOrVVlzp0s2KhdUg6I1ysE8BX5oGQTs4fpZPrBwj2cgOYwmc0200r2/Zv3IH8broLhQv+ZSh0dJo5zczqpQK5SWSdsJmymszolzpknk1ysi8ET6RqBoqaaU8fBRSGiRqxdkVf4Ai9WweitzaDFI+U089dalfJW49R8KrUGVlXHEmoEGoNBOamUy7lj3Frl1T+RC366ds149WpKBbHHnY3jF/NTL9xnGBgV1tztDe3cGrHitwP4xRfMPxIAeV+J+QP9Fv3Dcgw40A8A9gl7NZxBXitWRreSRer26cRR4rCA60c391MvxsdBvz7fGolGT04Igdli8jRYPC0DiIMqc2Si0EcAD88KPhfubg2EmsViDfA3NPn99wTAH4aGhqaePJocm/a5x82uBbM5Xzx5X8iiDC5PZNvf3YtT2Tc+z+vYzk5wZTu05F3wlpxvGUDQqehJBTU1OG6otpbNZoMtlHtBDKO4duhcq3vZzN4eOuFiJntyWjwAAGPPXoLxBBeNJf2lBuXyhSvssM34JUgVWwOtitHBFIIZ8yy+DHn9sbcYrcXIBFhcJbcCAL6KxlddVh0Ej30IYHOfSWuxKxRioUKnkSp0KlTiVNC2myDaY/3nMoBJarOcFV6PxneoZAjEVCkalplUofTr3XHAb34LtGsKr63U8vPUahOtQd49Pm6zTZjdVolEopI4p+afdNRWMVsYbbw2pqAD7B+/jsPhi5tBlnOapZWBwOrqsi+wNgJiGCwh2EJjS1VLS21ru/FvAOD8nI4rVIBjMl5FANuVDZVXIfK7VmKw9U9Xx7qPg05/qFNCo9UeHaXWqPDGRsCtrKWzcd747wIQLCAQyGQK+Xo1CPtzAm/euH6jR6RRgAppAwAHwRC38VqnDWtHicThfpSiNuOprZmpmRePIQj0bZYAxJqB053MCVEhmRKA+VgsmUljQ2U6lnxzeHS8igBaAht6sRD/p5NTPwCAk5P/8cPt29/cnoT3px5NT2J61Qaf8xTnUGffkYkLe0BfDitIll8VNzY2gMDQitdfnm5ODukWcGmCxSKTCrhMbNO5WMtu4dawWFypGUJLr8OqapLrbC7/xluwgHkcK/cOF9+A/cMg0uuwmLRdpnNJU/bDZDg6Hmu7OmktzC/a2joEnWYQHy9DoXQ+X8rypGM40o3sM9x+RYUDLru2swnuOdx1rcXicusMhsFBnQ4CK5vNanOFYl6fb3l1dZMA94pkNuPUeV3C+ubmejjmhX/YgQZQ5vAnqQm3oL17aD71InV+JRI+K00gH52ZcX4HrLqdchZLIhkZmXx0taWqllnDa+ngCgQ8Jp9fzecIm8EACpubpSw7WTCsG5HMoCee3/r+auvFKnAWLa0dEB2uvZhTcsQdOJ2v1mgEAgXsiqvX/lTmD03gvHFrzR+KLDQ0sBuMyqk5n9MGfqGdy67hcoX/MoD/978DkM8Xq7E9swRgv/7G9Z4esUYsHCRl0aCDW3itPPvg6lEimjoEwbYO0vv545mtx1vrq87142NyEghu9wQndOTOAQRhQiVj2NCWxVkxycP9IuX1Dn9rmQvZxUK+2GCfROYmb9/+4XsEEL5///3Y2DRE+Q8WTsAEkpXEJ+/yWBWd2cPOkmz09SEAGIuFgtshf2whZP5oAFECJwNzOoGAW1sCsAVNIIvR0GQLBeYc2iYGSwpxXgCNMhII/v3kJPNy8dlfAV+vWaZFnbtwnsGDT4hyhID91wXzZ2D+WtraFE0yM2qXGA6mihzkIQCMray8onBzCELoB53vMDVdbm6sbxTr7V6Xb84AIT0WQDqdYAAdZn82aEMSApvYEoIA4hxpFMXw7uoq/PCnM4v3ICjwLphMGyfp0ATwB+L1b4S9owLgd+hzXrki6H7+44/fTdjMZqtbdbkB/pCy29gOANa2tNDbeFwO8ysAUMQX1zVfbwbFIsNuFZfTqpLLx0FJP3kyf6229iK8ULXMllbloH1+bk7OUHRwq+mXqjqMRrlSIKchgGUGwRT+0D265vb7QywWvZLdolTqVBjj1HB5jBpBr/hfBPDTo5jS8uC2jpZWplDc19+P8xH0/Tgrtb+vUdQr7u3F1lKyQLOVx+R1KKcLhVWIA9cSW4lUYus5OOD16Nrz1bPjo9LMomL2XSh7mi0NwkDpkY/hrF6cbP8G28OOclk/WZ8+PCeE4BzuyhiZ1Xvr9p///GfcHXf7+9vGyXnMMCykT/LwmY4BQDQ14NT39ktrN9KxbIzaicV3wlQxlDO/xOKYsmzwxvb2FEIut4VJXPClS+iHaxtYMutaQIHjedR9/WrLMFZkZvIF/DrzmRAo6pcLZlcXHt50ouD4K65WAt9LKlaxufjZgwXH5cuCGngahVIcwuvPnL5LJ0Gbpg8OIisQk4ZIpScC6HW5XF1Nl6VaqUA3t5YAWzWqNJDLarc5HVarze2z65Rynd0VCFCB6M/RRDKaTOLRIBCJAMajS5n0gnlx4Z55MQQqPWJld//teAtdbwoFyHHieFnScOXOxMTEd3cnJu4+nTD7VRU0egUdfGkrE6IPBsgQXoeQU1dXXyeqAxdM1nWZQK+YIMz1B1OJF/PTQ8Y/VdV+UVWFPcU4Q2HQPmsXcAZr6FX0i6RfY5K91YLY4Q/iiK9du6rsBikfu1xZWUFvVYLtYzEYDBzMxRfxRf86gP/UGYJ7k75oARfeh4X5ww8RQL1eL+bze3t7cXUwru2Cq7WFyxu0FwrRVCG6hQCmUqtby+vL62u+MoDog7Mn4exJjgCYIym5ZBKPKrCpN7mLnXTZAAL48KeAWlzH79WADfx+8hzAawjgmHFsHmeVL2ZAIBwSC1gGMIsA4jrgWCYJnn0vGd/MUrEFsm+9TOAiFYuDB+ZyPwGwtraBJlDNzXIY1XV8jQgQ7Mde4VyOjFfP57HH14sWEA/6OrvumTFzsviglKnDKPAB2Wdz+XITRygQKqQyewDcb/p1GqdRH4D9C74OkjLjGMaBXtcCamQQHDrdNLFZL0a7cZAFFgFYbTYczynXaeUCqVZvD6wF1paxd5iUqG6uQ2hDymOolUh6ybxgxpfu4PQ0280GkbB1hvoXPuHx6rjkiso2cfcu2Z5w9+6EzTPSUFF18QKWsPO4TBwMw8T2zLo6Pn4Tc5pYffpAaCPmDW2EqMxG3D3+or22tqIK59VDwMwkawKFYoVQOIgtdp9fulRV2zpJTymvXju/SjbwmlKuDcRkLEYlu/3q1VYm4AdRZqOovv769d8OYBnDP1y6wKRzhOqHpRExN/tvDgzo1c2AR8cgr5fZcQ5gC89gSBQSu0dR7EiAV2J9fXV5eXMX3HEqgcuySgCWxrShCs5hTxJ43jKASTJWMBRwDH/7cC6krqvkC3sH7VNTCCAQ+A0C+M1tY7dxyowbLjOnJ6egsvax0+mgBODubpJU8saQvwxuoYyEPB8lA/rg0MYaxD4lAOEpLnHY0NAg0RngWa0TaZoBwK6FNCjh3B4CCKI98nfs3vQ+6OoqE4gAmonnJbEgCu0F12VWU5NQKJdLta4YaOgI2L50/l16xYPdm8kkRWUy+MXAX3M4FhwWm8NumJx/8bcXL6ZHAMDR0aHR0RKBOjlLqQAApVL1HAL4czT6Jlk6jVmlorgwNprxh/KRhYUQji0CoZ50suQl+ZE6Bhu4hTPcbKXFbROlyzbCrqiC24jb1dpa6FWMljYeE9PCIrCBfBEu7FLPBmJ73r2kfy/p87kNL9i1VVUXycYOBlYSAoYgV4S9ispK/HXwzGwlPWUE6v5ETGDZCV9VSnShkF3IqqzFEeNYycLhcUQ9X34p6vkdAH5+4fPPL16Ex4DJ4IjVJBcy/LAEYI9IKNb09uKyJBxVCVK5hckb1K0WoruH0SimgBNbq+7l5eUoiJLl575ECUCwWFQZQJxKmU3mYpkYqYXJvtl/gy2yGwjgt8MBTTUDfPygffKHSfTBZGvNN9/cuo0pH7OjDGCxNFoSAUQdXOYPLiQQAaRW/OUz6JIPDmxsSAWClhY2AbDEX22toIErUFRXMzi9eml//80uczpH5bJxNMjF4kE6RtLIYPG67uEBtBk1CcjfRbLZAQHE85imzk6pTKcVSB0be7lY7ABblfORpbtLsdcryWw6shOJbWOzJsgWB4gh75xdZxgbGzKOjHSP2qdJme34+KjVau2WC+QgjMVCodgemNsI4OkfmEBskwNhsonVMTux0HZ+e+U0j3m5POXQaVnjiaOtI/x+tNUtkdyB0K+0u6h0jcgbKuiXLnyBkyzaWi5UVTHbeKQsQVwPVrC+rrFZDILIH3KE/K6g0yp3K41sdkXtpT/AH61CI1aqI+Twe4WVFVW1Fy9evNRSy6anbmNT8EcdjO9dFWhDAbuYW0Fns+ktzBoOF9y3sLeu+ncBiBcBsIXZoekHAB+eA6juU4tF4IPB/OF/iZzVMLkduunCWgpeqrV1ADC66lxGC7gfHem2rR9hNi4LsiFcPN/cmi+ngzNkNgKawL1cNhZwDQ//ZJmbrevVwGUYBQ3ycXvrNzixcmzM9F8BzJcATJavWOkCu7Ee9PwK4L0HD/wblBxccAsby4O/wIkVCCCXDoFyZSVDrB8AB9wve5DOULkcGTScx6n6289QReMynL8+IAYQvK7XhtOhSDEhCQq7zCarDZS0OUSGLR1kwTlu372zRL1aJ4vJYqEVv2ex3Bvl8vrnsO1qzGgcHZ2ax6w5Xs/dTutIdztbIIZL2CzW2O2h8MZmGEcIvi5NbCPHg8Hsq+BBPkNyNJkQyCOHjuVLoP07Si2PXJGollYmIPq7U95fNGGzSWgVFy5dQgBbeX+8gE1yYAE5nHrwjfX8ui/r60XNYrXFJNNKZDiS166Us6vAZtZ+DgCSXpK6Gixk5QiFNZVVtVWAH53dzk5d++QYBgH85ppSoIvP6RVCwLQFO/HQe/M4/w6AJBRsaR3U6x9iZf5HADUaALCjlw9e+NwCMnkGXWINbGBiDXRIYTf6fN3nW43iWgFVkAxAy77LngRzJQAzBMAczgnEUoQ3qPVwxRKE6QhggKMR92LCcQwtYHl7MJhA4O+jBTwpku1b+fyvu5HI6itMf0WoSOR1MrztWfm4eAGkcyC0ppQIAEBC4DmAdDqbV1NZyRFrwAJ23etyYYIGXDBZ6ZU9yOdDzxaxdJCUdJX2WC+4tJgPXCil+VCTgLrwul3+nSRWV2TSxWJ6BaKw7Uhw/RAfih2/x4vd6gjgIlZy2e2PsNjxyePH8+cX7uWYGWmv5eJGLVGzqE+vDwQ2wsFX0eRuHOsSCIKb69EwBRLnhBwSec1mPCPvVDnXUoXj1HOJQGIr9akjg6UFWhNOSWUV/Yu2P4IL5rX88QKaQB6PyUHrV98IbpgPbzhgAyH41KkgHpHrjOwKekXV5/Qyf2gBv/qqsZ4v7IBfuoivGfvq5HztpXaC3qWPFtCotOdm1Qp5ZSW9ls4so1vXW8f4PSKkXJYFQqS1bVCj/8tfBvQDZFy+fkCt1mtEGjSBg22DHwHk2nWriaP4Ic6bxfWF61Gfb50qFp53q3yF0q7KUklWvrywASci4LjujwAWEECQIfa5ULOQLxYrdKPgp8oAwhP2jfEW6GArKElQwQBgecD4pwAmybF2DDwx9foNBbrzr5+M4giFVuXyEoAtzHMPjBjy6MxKjkCslurvWR64NjLpzN5eobxhGAzs9or316JCxNlk6jQ7SLU/AXBx4dniktfvL+1qwtnX74ord+6GIO7biUf3d6Nhv9fjPZ8LAvhZ7HarfXxsaGr+yeP5UePYIywmfjK//OLFTLcAlwoKITATqdWzc4HA6vpOFGe4xcv10dHoMnUIAKbzJ9hKfe+BwyKzdMqs+4kjX7dAMuLxIHtLuL+3vERwXEIjAKKWaG354x/pdASwDrBorK/vqa9GChvFdoNBJ1fJBWylwDDJRQDpF+gXkKF6MlMB/rBINMhj0iGKZLPbx45eVFwi7F26dOkcwB+mA0d2rVhOK8lnZint0supY/5eAL8oAdir6f/LtwggqJCH2B08QAAEmdChAAXSSmQw067zFY4g3IsnovvvCyAQgkGKOsxGR1RuuJn5bD52SoLAcwDBVBQjyVgO6xHABaexYc7v937bPzu7pm5Wi8Uaw+Tk2K1zAL/58/e3v//hhzErxPG4Hv1d8XC/gFPQ8x/pw/6KNzgUDgGMJt9EcLnNx8sbC/gl8nYEsKWFWSKwoQGe1Somva2SIRRrZRbz8OKCHwKDeLJkALGTALSwH4TwQmml4YMHw2ZZJ8tkIZk+LGd99uzps4WFpaUQaTRI4yliEicVRNLb4SRuo95f9/tdZM8YunGH12WyOscNBMDl5S15u/KHshH0zT8xtguFAKCILwIA7Y45sIHhTWp3PxEtp4fjP4MQOXwHz11+6R4a9nsuR6epUxvYiKokkhGn5y6J/ogGIVHgko5VUfUFgMdkfkX0IlABADI4dSIIAHHSbL2I36MAMa5TyeXyBoFuarSdBqaulklnIELYUfzVV5zGRhF/cLCDCeEfWzD54sNWRfufLl37FMA/Yce61iCVM+igkzHrjBc4SjC2/+d/Bu+/IPgrfucyuK2FL+r7y7d/IQUJmIpT6/Vqca9G2NsBJrCDWMBWXgtPYTec7R8VDpPx6C4o1Pe4EJOisofPrc7XxVwaOMEF0UWyLw6FMNxn/JHE1TWAIIU1BWGwgFJLf2hWrRGqDfbpyamh20b0vqV4F0TIkNVlcy1EML+Cs1chToOIH4KubCydxJ7G7Bv0wTEMvZJvtj2LZtKKfh+48b7dsIEFbCEAtpTtHxIIVhBeLLnCDmyAp5zwUnkyQKl04YzcWKjsgsk+1/tNn112WR0us9drLhnBhQWPJ5Q5jW2DaClCbLF05+52LERlkjh6N7rstk348QiGzEm/5zBLVW43DrhBAJ/TaDR2+/cvJp88nnnyYn5yiCtWYMG7Xi1q1jZbsG18dQP7hHdJrzq8CUfXfdlTMM0eHKVpXuxaNLkCeZnVCu53hCyOvjtRps9m83hskgYQr18Qi9TWBrespaqmhsHhgVHj1DfW9/Drv2wUDWg0doPdaZALaA3jT6YGQQXTL7RcqGZ+VfdVHfHA9UCrWGw3trFblfJRCDmv0q6yr136068xIFzzR2tNWF1dW4EWEBQ0j8kc7GXW/P8D+D/HgJ+DBvnDH1oBwOsDA3+B73/Bcfn6fn1/n1j9tYiURSvOAeS26ZSFVGG/sB+P4my24ptkGkcHHUWX17O4GQELM7NUIZ8npTAQBKZj5CSmPCULbldyb8PvH+7vUwdCYrUGBySMGo23EMDbwOA3pe1dVgcASOXzxWKhtAKObD3C9UtvsKsx+QYJRHP45vWbWND7AEdDA4D3zN4khQCy2QTAj4cwJT9cwxTIHYGNQGDRuzDhgU+fPt/silV4mZ2VUgSIAA4/kF2+DHGAo2th8cGzkmt+Bso0cxBJ4/TNfGTi7sp2MBZLU5trWy8Sz9uvyJ0eEylbwGUTXptM5xwf6R5//Hx5+bFT2UBraB97MT/6+LHz8ZMfZ3hykMBCkUbc3Kxu1tvtAXDDG1S8tFV9cye6jz0i69kDKh3CaohFbyAWMvsDXU0qq23CuYSxHwK4NLGyBDJo22NTCWgVlRdawex9xQMTOMiDxw2FF59fx29s7MFAsFEj1gGA7ikjmyaYevLI2IqRSWtNNQkAv/oKTWBjfWOv0GBUKgXt9idHqbMh2tX2f8rFXbt6dTLg7NRZtHJ04LUlE8itqamurKz+P/+r6/1vAPz8cyQQnh3wB1/fxDEdAw8fAoD6gf7rIjV4YaF4sINU5rfiQWDroHztGADMJimyjB7oQ7Aw/sOZWXmS4iJj34l9yWdi6UyOLGzAzFUygmWpydWAd7jPEnir1+gxR2UwzuDx3ze3yzL41je3DE6QoDs49g3rLQ4QwDcIYJqMuIjvnqthPIdJhhYcw2Ta1f0uk3eDckhKAOJV5q8EYG1NDVdgD+xthMBSgftM5z+aQHgPRGcktLhQ3qb5YMEsveLwOsydD8o9KIvP/g7/rwzmPrLFDLVknthOR3AEJx5JTQ3BTVVhn63ZBBSatVaTyuoE2pZf4Iab5yMNFQ0Q0s+PTjtHx2cezYMb7FAohHxRY3NPoxqVSAhzw7v7h4dvgLyd6PJyNPozdbASyYQWFrG1xRsyO0ydVyQTE+NLZLZfCcBtj6TTU4xMqAQNFRXVPDR5eK8GlVw2o5LB4An51Tghtb6xp6dRLNTosBVsilbRPfVkfrL7KrwmrUw8tEYAv6r/Cjw1Hy2OUSmQ6AxHR2cvKq6RZPC1TwDs1mm1MpNWQq+oJPoFz7Hp9Krq3wXg5+S6gDlhYU/PjRtfDwzcvIkAwtV//bq6pwee1N5BJfYmIYBtvEHl3Bkm3UirK7b3xOA+RrJHOLkUfGUGJ90lKQSQFMTkIpkkzobYy5IUBirYQo4KeL8dmJ3LzVkss3OzytGpR0bjbeM1MH0lGfKN0Y5Do0M4Y6Z4BAC+IwvpwAunSwPn4/vkJAYIXH+9ngw5HA4TKIsHlq57rtCGr0kiKdPH/icLCASyWHKrPxSDm7q0sLCSPijtHC4N3se1I55yThmU74KpEyJRUxcBcAGCwBWsl8cg4yCdpzxLKz9vUwcxKrkX3/rbkwY2/COfXTGZTF1dpR86lc0J1m8rsYXny+MCmqD70fyj6fFRu3N8/El3d/egYVBYx+eL1KK+fv0siPfVVQAwdfjm9c56eHmLDBFMbnvSmQV/bBGHajq6ZJ3WTsnE0sgdz9OnRHp4VtJhyZWn+WLYKhHUVIM35AuFONRMYdDxGDRGJa+DV93L4dc18nsg3hRKpUoMeSpoo+PwxUyOwWvEa2HUoAdG+/cViJBGtUCs1AmEcjk3dXyWqrh2rb10EH3tHEClXIoLNQUM0N0QafLrOFxmVVUlmMDfLEI+L19gApm8jt4bQOBNfX8/AKgfeIgA9og0fDHY5I7SWTQmegbldsz65jLJCOnZgLAsn6FA92bfACllAMN5EgRm87l8LBMrAViqXAd7WSzE/d77lllLYE0vlc7OKlMfjowQ/hlv3xq6hQDCZbfbMN+a+xXAN0nMe4HdxfVr0cM3JQBfB3fXd4MOh8VkwumAer0lFIqzBPIyfOxPQkBSnIVV0iZXbMNPMhYrsY+jz8lWzYN8enuxXIoAv6/FuQGkOAYkMLZrkjEjmfy7ZNjjx8QvGMAYFV7bGqNXoJm9LHG/D5uwYBEvlkTVPfJ8PbFb2F/3OZXtcuP0mNLudNrt46MzU1PTk5P2QSaHL+rp6VGrgcAAZoETu7hbZD28mkqAE/7559dLK/lMaNEM+MnMnRZ/THV5xH1nhKyvnPBMbB+cZpckd7aLRY/VbuAymGRhOsSAAve8HawsgycXMDQcAP16D5aksgQKw+iUsYI9Mzo9/+TJDJtNagdrMALEwgVcJyIWKpRyiBB0gsTRL0cVSjwJRPIGr7YSAOXyzk5z1z1tZwMNO3p5KKe4VRUVdPpvBfDzzz8B8AKvtxcLYL6+2X+TAGgZ0Pdd7xPp+QqN0F4GsLWltUUp10XJ5mDcAlIGMB/DpQRY3FTEI7uTvWD2I4DkJDAWIwCSDuFsrpD0e/UWu2XurXpWa9EJUh9S32MMOHTr+yFjCUCDdXxiwQXmhrjgQ5zMQREHHEnurm8moof7u0l06cmfs+ubbhv6BItFDwCaAoGcnAB4fjHOXTAaRQCQ1WkNhSC0wgXsK+XlI4clGwiBIMZc5a3CXgcOa130wsfPFlciMVLcmMGt8OEVP+CIRRFUiIrPKWsraGAB2d1bR8V9itoIuh1Y86SSCCRylUo1MoIjCZRKo7GdJrC77VZQJjMzM1OT08YORp1I1HO9p69P75jzB0ol+snXO+H16Bq8//Or1xHPymnMbIYIt7PLEiqeuK5IRmzf3cUVMwhg8fRddunu34unsXBgmsfANV0ARIdSHkiszc8/UbZ2CLgKnoLDae5vampiXW6SGwwgf5WPxnEG6iNBLY0MU2AQDQIAigBAsQEMoFCBwX5q67N2I1EeSrjayaH0VblMCw+EWU6rpLXVMLhCjkBQU4t6uub3AngRdDC9DQEEH4zVqPdv6nFm4I2+62KNWKxQDJ4DyGtldih1gWMEEJcwFIvvDmKYE02+wUi+mH8H0V/uJLuTzpJwEEe3YU9wCUCyvgvuW2Hf7/0Wor+5Pb22WdrMShwdzQN4t27fenRuAQ0Gp3NhAgAEY3tMAKS20X0fJNObTufyKljBPRwU8GZ9f3PV4WrqbJbptWq1TK/3gmcXSLi19LL5q6V/CiC7QcC60unwp3FzJq7fi5QI3N8nexUgwMtEXpYLolHTuoA/iABfrlAkrM3E9k5ym0FfOBSKwNcSSVOhjYCSVkGvuniR3f3i7OwYvUMBW1fXVpefP37++PFIt9VmUslVuu5uOYvGkuusoE1GhyYRQHtbdZ2I39N4XdSs1ltcy2gDsS6Gotbh3UT01WuquL0QyfjBA8u6XLG3xZNN6xXJdz/exYmVdz0TEES8O439Pf0OglKfQSgQ1nGkYqFAaRiPphKJrbVpI9w6Xo2CU9+sx74QllRu7zbSao2PZmZwBFk7jUZWUxILyIQQUNR4XS226wQChU6hCDjtj2kCJRJoHLxmHDOO/fDD5NiISmUy3+syyVi0pJM57wAAIABJREFUSh4XLCBY3Rp6FVjA2t9WjvUrfyhCLrT1ar5GAL8ewHpAAmB/X3OPWCMUDnYoygDiuEqFbu4YiwrS4IFwxx4Wu2QAwANUkidYpHmSi0G4TpYm4biYTDIbi2VKS7vAXmaThULYASZw2B6wfHa5WSxfe3H0NwAQ1McTAPAWrtDsBgBdE+mTXBH3naMQpl5FMAOyQ/nk8lFnacFGkooGE9GoLypnNUFUIpU2g2Gdi+cEAi6dVluSIHR6A6OBcQ4gFwBsuKzDwWsrz3DgczCCJQ6J/f0ELuBECZUOlUqiF18uLnjP3y3JKjDmVDy+7nOH4a/hInQqlglIPqPXVtTSGoa2PvxSIFVBh0fHeJ2dnX0oFMBgb+LiJbuyXcCVCFhNNt9492j30KMnIAN41XVifm/jdazW09p82KG++wYnp0Vxn1wChxZFqJV0ZtHcKXUUi2/fFmP+y5edTjyChm/mpVj24OTg4B3uJbNpdQYDq1mhVSgM7rW9eDy6tjX/ZFo5WFMtJBZQqpU16XTTo6MV7LFHzx8vA4ByGo3LZfIhBATbWVcPMaBIrJfZDTjjVaeQs5TuBoGye9A4OT1pn8YGtK0X806VrKvTLOtSSVg0Lq9GqAC3rqTjjGDG7wSwNK6yra33654bPQM39Pr+gX4CoL6vua9PIxb2ChVkZQNoEDCCPINhLQVKIhkBgXuKG0OSJ6guMIwv5tOYtSgWg8kTCPYoTIwkQaJkd0oEggkh+dc47kwaHnYNX2ZJ7fCCpVK3QIWMTeG8ylu30RsbR8ZtXn8OC/LJMINsNpROAuDUhAwH63SvH+EJZHTVfXy8tTXJroHHUMDhMMQK8Zw9t8ZoAP7otS3k+K+WwfgVQBIIcuVucyAT9AchlHL71gtY4pQo7OewVSR9UEJwYXHh3h08F1xYXNmOHZBdidlc3Dc+4tyk4P+cfpOGIGDDb9JJaLQqWvvkhw/HWKpSKLMH1vAYZOQZ+eD49OT47MPZUSrhC54Ufd89Hx8adc6MjxomBwd7IQyEaFuttweiAODr16+T2VxpftvW+s/RZCS0snNiNoeKG5nY2w2vSXblyvg4SBDPksvqLhTzp5ETDA/8XZ1SrcG+traWWFsDnRfb309tPXo0NdbB5SkVzc1ancWqNciVumnDuPzJ8nNcrfO8m0Yjazb5nGZ+fV19fX1jo9oCoOp0BpvTqmtS+Xy6lG/V5w64dKDqR3U6lc6qQpXVKdNB0EnncXkKg31ui1ZLo9F/gwv+vx9d8IVzAFtaOzS9EAP2AHh2PVwoQ/pu3BBrevEwGgFsbUUlzBvUwX+wUNiLwQ0o5opwM4pE3qZxa2amBGA49i77EUAI9anIpwAe7vpdjuHhh8MBVpPQoFFoElu3jUPGqZkZ3ByHSRECoMuF890QwFwRQvF0LLOX3bNJJBKBSrUMUeF+djeeSL0Yun2tvQUrKnmcOoxdFHMhw+UGLjJ4saR9PwEQv9eyuU1aqztJ+TedKolEZZ+e+xvctN1sabdiPhvDNYeLi/fuPV3EeTA7GXwCcLzDoW+ke8QXj++VczIbLofVZmDTIAbsTgFgifVo6hjBOy5fR/DueyCwWCwQKo+yJ2fvfp747kcsDhx3jhvlPNCgoi+v9+gHZkNxahOHFr3JFt4QAre2sEtpZyWY3wnHkqFMwOXqgnCXRXODBLbpJKwmJ04yOo3kIRgANLX2UC4R3U9Es3tUJhffXH08rUQnPD2tAV6sKrlOoLTP2afZSjIJZfmFUyDXycH4CTgiUSNOmQCprO+UybpMVpXV6sS9mhK3zYeDfrHM1uPxh4PBjZA/5PeHAnN2OTzPPOPY6KMteTvEIczfAWB5PgzWYzH5vRAQA4CzA7MIoP7hXwb6b6hFeg2/V6wEADuIDm5pUypeIIBYFZDJAYCxOBoqNIgHpXoEAHCHKkKASGHnWZokS0AykwQqsZTF7AbOvbg//La5SaBQKoRzf7s9ZjTOwAM71H0NCLx1GyyEzeHKpZNwOw7JYpBtXAm2Q6kuyyUslTWYPUzu7u3vF0avtsM3HqnpZTKEHHjY9YGQHDwtnf5RhzDOVXAtu4V4Zppcrovvr+4HVaiL5Qb77Nwa2LWP54KhFc/i4tOni0DgyjZ83WCE01h/6O7utq3ulwGMhVwPzCa7nQ0WsKF95vgosZxIHR6VrjKAx+9LOBYL+GtA4skZEDjy3QjOI348rqypqRE2XgcANQNzgY149NX6q9fZAmj+16RrOLG+HI2uhPPYnrpBgSPukmm1TSz5hNMjwWlEEpktdHISwXib8ttcseJxNo5dNBAsZIPO8fFxgVKubJuemzXYHQaVSqe0Txvk02z5Y7SAy2vLEIjbxUIyBkvUSDLBGn1nZ5fMZFaZTV6I9tw2t8fj8/hDoSAC6NkJ+jPJjbd7ucKcTo6zqWuvKpWjL2bAlrJ/Ywz46ZQ2MieQ18Hni75WD8zOlgAc+MtD/Y0+kbpXiGFg6/lJTFuHfI4ASPxuAV6aGFkEEkmWACQTEpKvUCFTpbuJp8eRZGk8EUT5eH4dc7iGwQe/1bIECoVYYJi/fZsAOAM+2HgLLuOY2+lw5UkZ12EBDxgjVHAl6PGrrqhUghEffH5gYHd1uYFWdbH2UgtJfXIYwjphs1hvD82pLsMLQi9HgecAYoVHCzkgpNEaJM5oIeoUXGYJamoEQoVhLhDHSdZYxHNYPIitPFu8e+fO4rNtPP3D4xrwwHvx5fFx9yb2OsMHVMhrdlhMVgObTgcTOJra2vKV6Ts7t4CA3Hskrwg/yG8cAYG/vP/5u+++s404Z8bG2EyeAad4gA6eDaxGSWMIvEBpXPBK+jR/3oyHd4qnceqt33FP2qXv0kplhsvW8ZEG+MrlnTIwgZl0mmzzpqhioZCkysNBk56RbtsIhMNyweDsnH3OabdZDdPTdgZjUjnmBIH03Le67JtbndVpFB8BrBfp9dJOc5fsTpe5a+KOyRQM7hTD4ZB/xU/GMqHjD21svI3l4jgbvaqFXlFRSVfOb820c9mV/8uqrk9R/CcASU4YyOrlC/kasX52LlACEIXwdQ08FPxPAGztaJNPJ7AHOANGL3tyUthLpvPpUhR4QAAEC5gNIYCx80wrSmYCIERSRDHHXF7wwJZQgCVUCBWawUmsQ52amvnxxymIAkGKXBty2mwO4OHNmzdgATMQXYb8Hv+E122FaGSZ/GtJKh5dFnTXXrz0J3h82sAK1gnr+GK1XjOXcwtA+jacl8LQazANUkMAJIawnd7AZXePCtgNNGzj5oJ61LpCWDeGNRO46g4CXPD5qJJBTu2V2pKT6+vPl1fje7G95FuwOC6zyWK22O01NEz1PjoiRbqp40/c77khfF8olMBEI/j+/fvi0sTEyMjoo0fzgx0c8Ze4FV6qdQQ20QODDUzCAx0p9auX5phn38djeyaZyTLcqddDlAYxiIBWyeUKdZa43xsCD5wFPVzMZPYw9XlwgFovHbYBpqMCeMQ7pufmAm6nb7TbOGisap0amnI+d7p9PggDfYFZg0GBdTnNZKewWK+VNjnMJMkXIh3x2RMbbkBeWFjAhe3w1uUPbdjsqsqKysqKigp8NRvoo/PzL54o/yUA/xsCsSSmFhcXinsF4ma1vQzgzZuYDRlo5Bv4Hbg1uKPtEgEQws41Mo0yFolkT7D4OXaQLq/zLZLEfjFffAV28B1Z71EkxiMZKVlABBC3zni9YAEtP71tkoqFBrvBaPx+yDg5OvXj8ydj3UaQxEZ0wQ4qf4DnxIe5NPwroZWlFQxCnM5AFD5fOhOj4usjtd3si5fw8eloI3lPzCz02UMbbsHlBjatDGBN6Sp5YfwBTNJq29uxn5VZw+TyOE3NzRb/3seV2AcH8Mhsr4Sw5gE0wT6pmslQIGfX4/vZ2B7w58WtuhYLAEirrGioYL84w2XAJR9cdr/lIJD8VDgH8MP79++SE3cnnLbxmekn00auAP7tPqlMawvEwyBCoj+D8ohhqeMuvJuIgjTexOXDMW3nPUt/f7/e0t+skQvB/wpZAoM95DIvZvAoDHOJEKeSNhV4dA4Okh6bLRhVSeQGIUQYvnGnUy5obx1kGnElwfNx9/KyDyAMOAwWNQCITXz1X9ar9bLOy56lZwtPn3lCmfxBMZM7MZk9uEH76VNsdgFxtuj3WnWSygp6FRYOYqRDH9ramp//3xZW/88EfvGHS8zW1g5lB7jDOjF8tRbgr/8mJoX7vuaLDMISgK2XLrUhgMrBOZzUgqPuMie4qSbyCYA5spr3ZAc+OAFvm8sUM0UQKwAg2V0If+51+jC7F0AVAj5YKhboZu1249DU0NDQyMzzFy8mAUDjN7fG7DaXI5Q9IDIEP0ueCnmC2/7g+jqViOMW2DS1Sa1101suXWq92MrDvhVcsigSNXP0eot/wyFglQAE2C58BPD8woLfWtIQW0OvYXKam6VNWhc8INn0m8PD1JtyyWsEq2/iyew+LohIxteXn/ui8f3CXuZtyIvLQSyWexaDvRIcegV7C0Xu0SHp2zj7FD1iCPENdrQVjt9/+HDouXt3wu97PDX5/Q+Tg5q+vq57XRaLLZwNvirPiYF/OVkOA3Fm5+bq+/hGwCzt7xvu6x/o06sVHAbELgKsbrGYzYvYHwAaMEMWFkCwHSEb+yIeTzZpU0m0cg343tGZkQY2r621w/j95JPHAOAq7jj2BWxaHVhAqRAt4JeNGr1M+hmZRQdXepvsMTZ1meGDBbLeBpPiLodDK2CBBayouIgXvMTtkzhY/jcB+H//qRoLcxy8DmGHXcEQ2u2zdou+HzMiAwN910Vijbh8FN1yCatiuEqFvZDDWeQRKnkCIGapgyyeSRAASf42e0qB3z2BaDj/zwBmksQFH+ZCDpfr4fDwhlohmJ0zTE/enhoDAH98vrU11W0cG7tmNI5Y3Y4glgC+JlPyM/kYBQCGwju7u/sFeMoP0jvhzeWRWlrV51980YYlIB1CpqhRVC+qs/dLrRuUDnRIQ2mNZO1/5Q+ui3R45XAqQHUNk89vlrI6zaEYmeZ1mNonq97hmSLn1ORw+XCX2gz7lsPRaLKYe5skOz1MDxAceyVokApBCowc2MAUERvnxu/cC8PvHRMCzz6cnX3ILi2Zn/r9j6en/2PaOGnXdrmGhwN+x0bx5/NJRVQsmU6ez4xZX40G37mCp94mC/DXrx7QqzWVldUKjgDulM7iNd/LZA7g5c4nqVweF7REQgf5dASUy0HWb5U1SXUK5RgmoOntrdhxPjk2/9jndKMD9nh9VqlW1izt60MA6+rUBq3sM+/SUxxAthBZyuRzJydm88LKs6dPcR7UUywcBy2k4tbQAMAqwO+LWkCwgd09/+TqvwLgJ0LkfEAb7o0jizPb2hQGnbhZr7HPAoADN/sf3hy4cQOC09Ko1JaOjkukNLpDaUiQ5nMAEEffY0CWRDN4kM6Xx7SBDgZkiul8EuQYpkxApOST2VI2Dgf0oQ8e1g/PzUkZAqEGJ3SMDY0Mjf0IpnxyaMj4jdFosDtdHojGqVdvSmE1FuGjkAZrlN0hVYi7wRG5EjTwF1U4P64Nx3li7XnjDb2207K3AQQ2kBExF+j/L4Dk2b1YhReDyeRXs/TawEkOYqc32VIbQGnbGEnUAX+p/XjYDw44un+Yy4H8NXWZLPe67t2/p7foKoFAmuDoOHWcABOIygPROz5K4dsSh+iA4ZOkgD50wktP790zO91P5p/8MDlltzxYGIbQ3uUM75eqAePx0A4ViYDIKg8tim6Gs2HH27edlmHpl336PrWQwagGbSjg6HQys8sLsRp1srlzmsvHcunM0j2zN31wggcQ+SWTSdYpVcgHx6bnjWx2R2uLsuP21COn2w0RYNDj2VTJLJ1NMvTB10VAoF4HAE5MvHz5d+AtkwmCUT1JbngWFhcJgi+fYZt+ZydW5FegB4aXsOIimxR80Ct+B4BffGxPx7VxAqFBIWVpLaVzwJs3yP5qcSMHAFQqAUByEAg3WqEJFdDZYjlAMVcEPwX3KomZLLI/DvXHyUoxW94ajPQcQFSNWgS3ZyKAuT0/BIEW11yIUScQDwCAY7i2a+zHF2UAv7mGALqKkW2susmXhUysXL+3n0tSSRxnMT4+P23saKnl8SAC5JOehkZxo1pv0g4HAj4kEGEDkQ8i5CN6/wwg1qmiDxZbXMEcfonZw1JvwUG5VjBL+AMG/P5glOw8Av9Ltq5/CmD7GTYMRQ8Thxjqpc5SwOPxPxtDTCuenR0W33+YAP5MLtf8ox8eTU+OO10OgMgb8vs2E0jg2voqrqmLoRQujUvYjK9QcVforasLkwP6/j4Op47DESvEGrtFa/F6k7lCsriR29sIb7z1e7EmLIiTLuFxDU2YtFpZk7J1EF5guIUtrcrayZkZ3PDi84SDE36VRNokJRaQmEAN/OnP/AvPyAjG7ZA3tIGrvrrMZQBxI8vCg6ZOhbKylIC8SF7PKjabTadX/UYAyXSsUmv6Hy61tIAT4wmlYgtLrR8gx4AA4P37N/t6GuuE/A7sC2nD1jjsjutQzOWKe8U88Bc/yZ5G0rhOOo2FmqXiebCDp55iMV0sRlCDQACN52axg1JKDnwq0LvhfWCx/BR4WwkA2jUGO5lWPjT55MU8RoN//sbYbXc6J7LUz9RrLAE9IOEjsUnAxD7mz3C8j9O5NT7IbSF1cPyvsPgXC4961LgV1r/mkjQ0kEivloyBLWviTy3g5xVVF7DXitPMaba4XKEM5rXTWfLgFIA+/A7xbgpXvC37w7jxKEn4u3+frNx8eN9igXuBAH44LhymEuiEC2fHBQTw7KxQOP6oR8oHNO8PD9//cqer68E9l8s3PfnkyeS4z+swex2OWNDqXAO/GIArtLODsz9eJ8t7RF4HN+NeLxWzaPv61P0Ai44D0bpCodHqdDZcKb+XLcSLAZ/Ju2E1W01dMi8uhMIDmpDDpJUKOphKo9Iw2DEIZqZyembmsdO96vO9WlHFXTZZs0yq7lf3XYcYsE6vkck+C2IM+PeVl16X2QHfHbbLdwC+p0//8z+f/SfOKW7q1JYAxM5iNhBIp7EhFKL/LgA/zqiEu4h7puak+oGBh6BBHt6/0X//5sM+Nb+ul6/g2SEIZLaRXBwAaN8HAIuYDSgUTjLYpBjJJt+B3C2WffBJmHoHIFIlZRJLF9NpKo8AHpCgLpOLAYDD3wbe1nFwC5jBPjo5PglOeGb+yeStW2PfoA+2OZwUWMDXVDIHIR8BkIqkiUOOF44Ty8/dbveoGxQAd7ADqy75nDo+ACgWicQWk8nh9TqtV0pemH4O4Md3ygCCCbyAjWQMDqdZ6/V7tmMHB7FIsjTRkDh7sIe5/fgWacFfT2Jj/I5/AQB8WFr5arE45PDS02hXPxyD/CigCCF+Fzg8wszc+bF06ecUeOfD96d37t17YF5wuGdGn8xPjbvdLpvfYfPaBHK4DLOBtb1wOBQGG08lX7861yXrfn8oFHNJpf3Spmb9bLMafIdAIbe6vBvJ2OpZfON41RmA/7XW5DDJtK6NjRyWxuWpgNck1Q62dTBrOozT9kEjj/5kxvnY6Vt1L7+ySc5y+3apUA33mwD45YBepv3MgQNAX3pCri6INExak+lyFw6qfvqfL4G/RS8AqFNUVlbS6RdRBqNHodViffTvAPDjBQDisZJePdv/7bc376MIfogzYh7e+FpUh51xk8rBthY8CuRxuR0KQxwzHclYbC9zAqYunT5IpnGpdLpY9sHZogcHVaI5wX4iBHAbAURZ+xoYAgBRBs8GNDimzWC3G0B6AICTjx4BgLe/+eaW0WB1uoPZ19HXFKmUIgSWq1fwNifGBYIRlWoZ7hqtEqIhPjBYJwIhLBSJhFotPLhWq1MuaKDRP+Huk5+JAbx4EZUwj1ktFggk/pWlpZVIaa9TDqcw7KMDPsxlX2MothpejR4CgMjfgwfD9xHAe/cJgGgBuz+AxjgsoAjGMcbR6GphNbUP31J4BnhGYkB47/jwrPi+aMImFovD5h7/8cnMJBBoc7hsqiZWk1KpUGjh5QhvhFfD2HZKJvm+ehUGBbQJvvBtzNIpbe6cza1Z7FoW/FntXGB1LxcvbOyebaiOXXMOq1Zr1xnkWqs1FIP4LUPtFUMmRSUTJ522dRgHDdXyJ06SiXseDEomfjk7swsEzf1lCwgASrWdVzxPF8xPF0KOTq1Uq9fKEEDwwc9evnwJAPrNnZ06MaOSAdRV4VlCLbsWPHAV/d8FkMkVGyz62eFvb/bd1FsAwNKkSr2Yj7lg++AgBBCtJQCVugCZRgkWLfY+e4IAQoiGVipfSoYU02eezGm2mMcRz1nQwbhJM5slmWCQwW+yOXISaNEa7FhyjXX5hlFwvUOTM4++v4XdIbeNBty3Vky+xr+IlTbkrCd9QEIz0JuP2jGb4fRJVFLWZQGHIxCK+fUIYKOI39xpsuD2KadVfgUPpD+awHP7Rz5EArGDtoZZw5uVs2xJDwTYz0JprDvIZfeSu/ulKq3kq+Dy8tYqNqqBAQwvYePHw48AugQEwDEI/AA9bFBCN7waXS6491F3IH8gS7CIN1U4Pjo8e/8uAvx1/RWMoHt8/McfJ0ennttMLkfnZZYAC/EUGr09sLoRDu9Q2Pfwmlpfh0gwvLkX83u9b+Ngz1xv43N6rfZyp1Qic7l98ezufjFeLMj2/U6rSqvVNslZLFanzR/Lp/Nv354WvdJqRk3N4CAP7uNgpf3x+PPHywDg8ork+MMvZwqOoq6v7zqokMb6ar1eKuv6zGPGPTwBFwJo0UpNrC6yLAIAfAkAmmQynVhQKaCx4ekG39vAprHBANb+dgA/JkIuXMDCWK5Qr7f/9NPDG333+2fBB5M5gf39YiGWIgB/HTjMtw0IbFNonPEcMYHJeLH4Lk18cLIcBJa87mmYIrPVCIB5nCEF5o+cFr5Jv8HzQb/XYtFL1XohhJganB01igTe/uE/frhlvHUNXLDOYHN5stsUttLh5G5SP4/tcW/egF15AvyxGnQ+m9vdCT6pGTgWETfM5wgFzVKTxWRzOJYmrCpBw6/8nfep/2oDL9BxMkVN27RdsZHdXnq2gMlfrD3N4V7QVApX470KBte3lrFWCpf0hBdM98wPHqIMuX/fMmxzsRHAhifHRyCBD6MQBqa2tqKrqfWCGyJANHrFIgAIUjpHzmLev3+/sgB/+dsHD8wT4+NTP05NTj12wlcrY7EEciy/7FXr3QFqYzW8k4wAgFEKbCDZbb2x4Y29Dbnm4nsu9IydON/eZbVtgigr7hcO3UGnSiXXWe0sWnUNSyAz+/M7b0/eFk83ZJWVdfwOBa+jTdjBmAYFggDCdQcATGgEQj4eRDfiQaBGL5XKrng9i54Fl9chU4MF1Ml0LIlraRHM38v/BBPoxXw0iFV5bTsbOxFo7Kvd7RcBwNrfCeDnhEI6nckVKOyzAz/95f6Nm/2zA/04KPB+f//XYnFHB1pwHJPaCkEsCQINa4W94kk2Fk9CwIcStxgB1rAnDgelog7OhHBaeTJZHllejKQj5Gwtk30DUWAuFwqAUujrV4sr6+o4GhyhR0zgD/P/cQvbM43G7hGb05f0hLPhJJkOgxcBMLmbSj1qJ5WmLJ9qL9Zk1naK1ZpSUh2/8YVauD+kfMPjRAIbaum/liZ8SmDJFDJqGMrEamrz3TbKvAcLL/OZt8UiWiyUv+vBYHBra3kZAHwTBRpduKL6wfCwxYwLsocdDZiJa3hxfJzAgxiMDuBPbxai+75CuTAGXfBhoUgkydFR8f3S4r2b94f/Omw228ZBksLls5psOlZltYDsmu7psc9tbASCoQjpvAIbGE4mgz54s+eNn759+9al7bKYrCbX6upu3GnD3aWZYm6vaDNZdXKdc01eyRAIFQKJNYNzxU5+yWmrK/kdHI5Q09s7KMcdk499z5eDy0GP5+xszi6s7m1sbqyvJwfRBkWnRBWgQlTAj6M++7RqvVbP6nR5nuHBDBhBv7dTqlWrxQKloF3QjS+ufD41dPUiveXSvwDgP5ck/LqpgawLqWHyNPpZAPD+zf5vLcQEwnv9cGd5Lcw2MIE8UCBtHa28Np7OMHe0mQT/uEPtFcDwRfJFrJkvHcHg23z2xI/HgdmVlZWdIikCTJYqYshwjUwxE/M7hu/36/tnqznVHSBDFNOT3eiDf/iP7zExfO1ad/fIuNNvsu4F4/uFEtUH797hPthE6lpr1cVLYPwbRs/OTpMOuBcWh1baKWWBpOF28Drkcp1twkVaJzxWiaSBCOFf4ashhzLn8riqis5gCHCAeTaygmO5Xi5GDrLFkxPqOHUUWAv4AmtrL14s44LBg20q6DCrHLjzwzJs+fZbeNNQgangFFi7s8JRClhLjIw/X48vJzZ3C8coRY734XfgHZIQPjs7/GXJ7LC4LA/MLtv46NjUo0c/jk+4HNpKBvYoNWKTyHWhwj7n3fNvgwUELfwqHA6/Sr4Or2+AM4jtvQ2YuoBd18be/ubu5vouNkO8T0ao/IZL1mkNJNaUlSyuXCmX2zaLxdPiu3fHa3P8an6duFfMr1PY7U7fc9zb6vFAvOsN26Wgp/EckNMIzkPMgZhapbPK0PX29ekhOrT0qZs6F0IhUCZwMyMrG/e6kECZTCaX++SXwQgOpY7G2tn/kgX8nwAkB9JMLk+sGSAV0fd/Gsa61H50wWohj8nDCZptPB63pQ0sYCtPqXMW4vvF7G4c4CgeggXMIV9kJGqRJEMyp35c25CLuWyR/wJgGo9sMpmQy6G///BhqLqO2durNigGDd1jaAJ/AAlyzYhFqcZRp6tJsrG6uZ/bw9XphweosJOFtel2CN+q2O207qOzQiFM2WwmyiFzqToFUqGyZpDJbZcLJBJJadOpzWSSlDIitcwShNhKWD6SKTHIYNAa5CPuaDF+aqcBAAAgAElEQVS9jXuAny2ubEM88T5VWAvY7Tq7PbC2BQCuR5PpCIgnt8PqtOq0Tc1N6gGL3UKrRAuIk/uOC+TwOTXi9O0X948K+7uFIA4wKSRK2pjYQpAhEyb4a2QdzzgW5/8IAC45dSxG3VcA4PWe69cbxWK93RUOb2NKGPwLBQhSoEai67t7sSS+ct5gMJzc3z2MrlI5sNXZk9iEORTzd1k31nx2OYTpOrsObtJ7YLMYdNsNnDphnUjcKBLxdT63c9kfdIU9K9vZiN8rawafQQDkEwDFcrnSbhCr9WpcMdHX36dX65u7Fkq783A9gAuC3/7+rq4umUy16r4iEbDlicRWN/3WtX8LwC++YOJJjFCtvgHYPUQAMR3XDzEgn1PDa+F1KNt4bVysOoFLobHv447M/XgUACxmkS1MiKTPTeBJ+jRMRsQUPaodIoRxRnS5PR2HS2UzG95h/bdYE1jX0QEAGqbnpyZ/BRBrAkdGnbbPrgSo1WghhwF9dHMP4qlCwt5y8YuLEHOwu7f+cUbthrMrS3ciExOU2QoPpYExyOOyAUDBFdK6uORxuqwSNpEgZQP4EcCSOcRiBQa9gaVyg5SHh/zZy2eghjP7hUBgTqeQK+w6HN/yYhnLk6nMjstmNagEXHCYl5v79HpDJRLYgDIXrFwKGDscXV4tFeRHD527Hw6PjqNbCQTwjJwI5k7Nd6RamcXhdThHR4bGpmZ+dNqcNqu2msPhi/g9CGCPWKi1u8jU1ddpdMK4IR3PY6h4PBbbCIWoZCwej+OobhAgJ8X8zpLJZPbHAl4KHhmJvF1pn7brdKpXyXfvkqorEjylYoA6q//aYJhb9i37QkvhJfjkacrR2SRF/gRYF42jLIVcrsCgEIq1BMD+/j61Vi/T2ibME+S7qct0r4ssUcErmZPg8tdE4shIu3br3wHwiz/itGgeh9Ms7r9x4+b9b4dJPQyqEAAQO1c6lLi1iwDYyhuEIHAf9UV8M547xprAdJYsRfoIYPZdMnxSPAFDd8dFnRAAkVAMByEQjKQRQIdl+ObDuJ0z2NEr1gSOjl8YwQR+jwCCDIEocMjpdl++4k6sbmIyIrr8eNyXWEskphn0qvbai2x299GHD2ebuQJ18vOzp08Bw5hTLtBxlUwGTTnqHLkzMXHn7p07Sx6PawSkKkTMv+qQmtpfJxfBBwwmKDqWfKSYvNMVy4O78dhcextyFgd8c7OYgxVCcNvWKSqSjwVtEFYywGhywHX19alBg1TR2Jh+A/rA2RbeP05EMQXyASyiL/ULGL7EVqp0GIjHgcV35i6ptElm87rcoyPGoampmcc217hzlgFRmkjU29OIADaLLdYdXJMNceBrjALLS20oxC5G7WX2qM1NKriZ3YvniiEKd0l0mpNv3x7b5XZupdI4PT09btWNUO+LUQlNIOCLhXUcdPCzc3OBVbd7c8kzsR3ZzmesTU3NapBwAqLgOL113MpqBg5O6kMAwf+pQXJotSbTHWy4N0P8a7bIzvnryuS7TCqrajcx315b1fovFiP8CuKvAOK+GsyGMBl16oEbfQP3h4cfPtTj4kwAsJnHw7mHSiAQLGEbzuBUaHSB/eRh8XCXovbBymOPZjaZPK8GzJROArFWi0rabK9ITo5si8MhRRlS45SlIAh8eH/4p7VmRYdC2Bv4xz+2jGACv//+NhjAIWzFGppy+wRXrNH19f3c/up0t1I5aLfP6gR09sWL7Fr21NGHfxQ+7J+dUWfZ7NO7f3+6EglLBPBl1lSwHwOaxWTx9HR7wrM0MeEj0XJDQw27nAv5BEByLsjkoqBruOLayaT93tDSUtitugyxvJiv14hFarVlzufzBdd3YknfamC0glbLrGF0CMGpNYu59KqLmAgpAXicSp0tgwLZh/gRREe0cHYGv5TAfHD5NPp93txllTY12Vxu8MDGscmZx8+dPrcrwBJABMvvaaxHE9istmhD4RBaqfTryOtX5a1Km5sIYByHcybh/X0qvreXDCAX97o6XbGQdi5gELDmxqamxsamZ5wjvujuYTetgcNXKMScusaBevHa2pzb5/a7ljzbIAvDkiYBB8weBwwgn89k9jIYFdWV1SUACYRabWenVmVSqYBB8507JofDb8ITKHK93blngmh0MyrA+t9/B8A//pEAyK2pU9v7rw8MDP80DDaQAKgWCnhcEB/KQQUBENPBHQqdM7d/WDjcj1O7RdTBWD+SzOTJhAHk8DRz4sGccCYW9IDfzZR8cGlrF/zpWC6XDLmGb8K/81YoGFRoNLMfPqSmMQi8fZuI4GvGWxADPtcJVMvR9UQhNa+Er6CjzWCnc6+2sKsq2h+B/fuAyf2zQvp9MXJXcmfprkciVylr6JUNM7/Abx6evTtdwSGOK8tOnaABz23ObV7NJ2oYPmTiSFUAUCB3JndCGf+mzTfOqmRUCzWNmh7c+aa3z/kw7AqH3b4RZUUls+VCNcT0X18X9faCDwcAwcAVsOqgkHofPcThdfvxfTx9PjouRDECLBXEYBSYNZukDNZl3FE5PmYcGpt+hDkdd0BlVQIIovove67X9/A1em0gtLNNRbAuJolHMbjmGlccgu+N72YL2egmldvcyMSwMhH8otkV2phTaCGEk4P5mx4amn78eHz88frRSEMDBHdgyDkijUg0G7DrfAGfOxhe2YkF0QByxM11jGpGHRlzVVlNABSJCIBYp6htasI9eqC6AUCT2eHacDiGSxPxFvKU1+tfSW8kwMMY/z0ASwUJrdwa4YBGpB8Y9s7+VHLB+n6xAMO+to5BZUcrAtjW0SbUKDEIzMbjUWoXVAgGgFjnUiQV+Tnig4vhNIiwk51ssjSrjXQSnwMYL+Rxd/C94W8tb9UchcKuEZ/9cjb/EcBbxmu3bhmNM07nyMjz9eXoUeqxvBXLEgcN3KvtbDat9tHZB/gbgOBZ4Sz8/t3p3zsld+7aVDo5m0arbQAL+OHD8S9nv6zc9XggEnQ7uwVXGj4Z0lHzCYA19JYWJilVbRCofOFwwOV2+uS0yjq8YzixBCJhix07x7PB9dXH8Pkr/tjKrO7tRcGq6WWCC+7+UKq9KoAJPD6MJqLgd9dT5YqsBIGPVMQggGmzWXaZdvlyp9M9PWYEE/gIdIGPfJOzcKIkAtio1tgDEOyFXkVi6XJZAibkcHhbfDcOhi0L7hi+bWBlmKNLZvMHfHPuhkqucWzQeOvPP3w/OT39GHz844K7ncURC6ubm6T6L3vUGp1C6ZwL+KjwaiBgE4DZFYg51ZWVlSUCKxDAOlAr13sAwGapWqpldVrxso3cteGsCG8mEAq9fPkSvrZQqeLhhDocbahQMn8/gF98USIQjFsNR6MRa/TDgZ9+GiAueECvFuIYYB6eRfPOARxU6gDAZHAd/ACew+CoqnQyRuYhlHVwNkJhaWrwtJj5fwGkCoUsAKi/qbdsWFgC8ayGdfaPf8xjSQz64O6hWzgkxvh4fNX33Lf+fPkwNd4KlFTzajrGruK5xxMwfv8A/n75AMFW9B2847kiCa+MS67Q8FxkGX/n/dkvv6xMHGSX7t4BRwyh22fghLE65sIn54IIYC244xYsW6DJG1g+p8yq8o1UchmVdV/j9RcIiuHrnPUFV7Or0ehjXIjwx7bWmg5RT2NP49d8XmUFbfQMLB0h8AxEx/p+6uwoun5MmjKPPrlIlBgzm9cEn12+bA34cAnl0OS0b9kddLp9yyiFBfXwSetFjT3qWQAwCGY3kn5Tqk4tVcZsUvEETnLbjyezm7mYwwzeV6aFT+bUGZR09vS8sf3q1Wt/BiP46MmWUzVydDRdwxALK5ub1fr6L0UazL3rAoFoILU2p73MEoDyqMPZVjWkraGCCYafX9fY2FgCUNskY0kAv5GR7ybuTsALaQ6e5E7IlIF8Ph/BSSz5TCi+JWio5f02EfKHj1WpX5SHVOLCkNaaGrGmV6Qf/mn2p4ckF/JwQCPmcLEIAVxgGxfPAjvaIKTQrRZ2CxAXrcYPyWTyWKnzPItNFMVc5h0gGM6/S76LRN7Fivk8Ct9kJJvMJovpTAxixlyOnATe1IfmWJWguwSJsw+JUQgCsTN9yHjt6qX2q+yheV9U51xed2ZTI7VsZlUNjzFonGSz2S9QZQKDv/wCsT7c5X+c/VL0RYPvg6orn4EmHU3hb569f3/280T6NEKGOXqcd8AGYmr4Ilao/tPBNL22NM+XDWJYImex5IYGBtwVDeB348bADZxXYrc7fKsQda1vdcMnaRvE+q+eL6/Xf13fCwA+PyMlgGckEDzaL7nbY1KN9eEsmjoHECPBs+CC2RFQXblidS4/GjNOjo3NzAN8bt/6d1G3SiBgiPj8r7GqZ8AeihEbuE2RPQ5UaZUSQAhKDAjcpdazMZeJAOgKOEH7ohXHaVZgSq7dNhon58efOxuUOntHXbNUqrZY+vubkUCxQqFggVwzzAkrq6v5X38lAgNYjaPyO3jVzGqmkF8naixtO5bCX2RJVNjEB6/hd3eXlibSZGtGnlyIXz6dD+0vyxto3N+sgn8FsBQElubwCnt7xfrh2eH/j7Wz/Ukz3fb/f9C+sSpxeqZOcdO+0ZDUBGMQROQhBBLARKdVSUBCCimK3WcfKwmiE7sjb7DccQhvSPe0p920ZlNtdCS8IYVgIYKOOXvUG4oGHyhoEYPPSZvfWje2M3ufc35n7zPnrra20zo8fO7vWt/rWtdaf3l4AaARAWzByZ1idCBY/c4DF+Iv7OWDHk90E9eaqPOW6HMpBcxD/o8AogJm07gTDNJY3MeDHFSjyjSalsJWwOnWDhojEWYZSyUSEEDM+P37/fd/+OHf+h/dqa+/WV/d/9QVUtj8cX9ub7y+qbmqXCw2PX7V2vpi5/zzdXhWwB3Nw09n24eOvXUXHySwM4l0Yhr4MT2xcgT+uNTKu+MWBeDViyNKv74Y2EywsrqeU1XPASPTVkbj0ctV3Xd77vbc64FI0GslPIHQUjq5Eeyvqyi70SfGnhrXu673NPDKyuuC8CiocIuJ4GHhoFSDdVDaBYlvfDmehEwGLBa73y7vcLq8xKPH/Z2PXsxBDA47pANvky4TE0cr3G1o6BL2GCcjkUVAcIV8h1MuVuI4iw4kEIcLb2xvby6FlwIggOZBu8nlMuGw7K8hjF1DAG/i1hXx8qXHVsFXEkqBSKMxW5FAdQ1bo1OKBCwBR8ARsQBAuorXUg4XDRtU0ctFN8ohDcBx213dXYCf3iy91Qn69/33kMl8PzMztUINbUEEsxnkD367kovDra345wG89rcAAoE4F1iAIdg6ChI4NHRvaAhsIItBlbzjOgz1RQtPoNO5tgs5Egz9djp3epRL42zgNeyAgOvPxXR+/7i4BmiCQOPWMJYFFjMJrCilyt3TCGDI6Rs0GkOLyjK+SGRSADRoCwHAH27fb/0aAKxvI0wEX+9depvceVZfL+aW9fURT17cvr1z/gnh+4gm5GDj7CPgd354vmP3R/cc0rrOZSCyBOCns+T8Si73ltoUmZnBAE353qq/35ortfOtrG+ur6RxTCYAUMWruQsA9t7rwT2h3hHC4/cvbUYLwWcAIKOFR8f1koaGuypGWXn9MpheXIMuAIB7h78cC0YCd5Y3Cr86KXw6Y7HYXE4cWeR5+gRi8OMX/lB0Ltp56fvgIaSBAvCj3cIakCBsmrWYWovFVpMYP8iVlbcrJM5yoI7fbaeXIhGn2ylvt5jlcMvUY2Xet99+81XznW8hncdWeoSfaKtgCggV8GfE9k1aq7GBrtYouVWQU/Eh66PT6Td4qpYbNACwiqtSAY6q8pqLPBQBbDTYDHVjYw++//4B0Dc7MzE1W9oXxf576VwxlcUz++t7/I4K/W8AEPhroqZ2iVsYXJ5I1ztqHB39DCAoIAPrVSkAm7iYA4pZSp1pqZDfjoaX1sn3x7jpm8uQ4VUKwH0kLl88TpVOzaWo4uhMroiHM9P76X2QyXQK/kbE7RwdsY6GvJCi8A38wsdDh+M+rgT+++Nn/3r7zu/v9DW3KXUsGRGKJzdeAI4tDADwKcFvWz77BOydU5wdJBG1w/NPh0G/f+z8XNqJofkQYx9FYXp+NZeZxxg8j51E6ygCaf9pb/jLaSXQxmZTH42ugjysu1f7XS+mgKiAbn8wvhksRJdbK2g8nrAcMkCUCRHt8pX6jVIGSA1S2CseUO1hzkoV0YVkfKfwuS4QfpxM4CBMp83n9niwO+yTZy+CDnAh9lvJjx+3/V4lv5wlFNaA/vSotaOhyOJSJBZP4pSLRAJZBAVEANGMrO/rzRa5O3CpgkbjVly+QnVyvvnNt2I0lAxGi8mrU9BYIkKnUWvwCEF7u1WrZjNlIj5NzOVxy+l0Ho/Bu6G60VJVXl5F56p4dJ5QVA78Xe9uuN59t1vELofbrhPpgw/cDJmamDneX0MDAvlpIJenZrWnlwoOf4frfwTw73tFfz4TAgoIACKBuNMLsVZnRQBDowgg1sOwOAwOLr60tXGwA4G4RUUXGQz+7YPc9ia5lHxfRACzACCJS4H5fbTCueJpNoxmGADEo9YknnbNpsli6eR+Il3ML/qsvqFRq3eLJmKxZDLPpwOqIuZP//7mSf/93397+05zFZevZLNNk8H4zsv6+r4+JRZPm/j8jiimgGiDP54fbkAKuPPp8OPhhiOI2dbJAerhAa5SfzqE7DAdn0+vzM/OzFK1Ccy6+qbKyv8WQAbWtlWJxVU0HlBw97t7343gyvy93lHCE0om08nN5MY4Ewc+0FVdXT093Q1ggq/U75S8xs7OAQK4t03tvOFv4eEtLBd+yQEPD07tFovP7bT6gEITAQL47IU/6PcE/fzv4WFvRA38MhbYG2C7h63WWt0BkozF1qh2cImVFVyQXoqWFgXX0ylwv+5F3yUmn9/XVIkd7W9+23ytGWf/teDWPoGxVtWr06k11mELAqju1TJlbA6tj8utAuPRwmPcKOfdaKGVlTMYPBGLLqypKeNhW2lg8G6PsLEMbdTc9w/gAv2bmpmYnj2ODOKiNC4N5rdwULE9nk6HyWD+fwIQncffngr5BUCcGwwI/gKg1Tr6l9HSVohRw+JyMAtsuQCwRUwB6Nk83C4U1uMkHkjH1inpNeokMNVWvIgrMYHcEXYw2AcA0zGSqqlP5DLghDNUe0twIb7BUevkFo3NVxoI/dmGwwE2+A///tOr/h/+/dtv7zTT4EURsnWEP7j8lMMFAE0mlYkQVNwaWzrB+IsKh9kXOuKdM4+ncIaGBNIurE8+p9YJP56dvJ9fSWRWsKHo7KyNX1dVX/mrEv3/pIDV1PgLSM5Vd0sAjmi1QyPfoQnZSG/j5mOwDYseykXdoIHdPMaVy5fr8SASwr+DO8LFvQ2sA9zZWEiCMi4vL1DwFSkAzw5OLYMWq9mMpe42YuHNo3FciJ7zeILjY/GPO4Wkn1nBrxGWcrAercboW0yvrcZW8fA5EBiO4ZQgrIwABYQX0Oz+sGiWsPhV4ibGzWsA4E0Ivi3NzVUtjBbIk0QCtlB1965GrcYjfO3tI+oRK1vPqqrqa0HouC28KkZ5C4ghAAi5F6sckooywB+c+PWuuz06dtnZp0+f5maBwO9n5qnxJPP7PmoXRC6TNHq9zEvMDsdSdi1NRnP/LIC/rMEggCiBkAO2oMs1gf5ZqXb5FIBGPrYnRwDFHA76ELGYIdJ1uMiDTQBwiXyPEpihNuOyXypisF4wQlVIZ3BnJB1Zw8ibzcZiJPbhSyRyxa2Izw0AEgtKAJDw6heiuDcACvjq+e//8Ce8mRm8Gp6wQWP0BF91NnHbxCp4SVUmJa2WPxY/OcPQCxp4drCBRjiZlOIvh7g2TW27og9GBs9OcvGVTAKiB8QQe0d93a9q9P/uuor1CpUVVNNGXvd3XVSzuof37g319loNBld0PQ2p/0bSb1IqWeUCjaihW8Sv/uryZT6G2wsAIf7ulea6LcO1sQGfvwAIOeKpZWBQ0igZtDgt8oWd5efP/vz9nD8ZnZsLjnfsJQ+2F6S1fAjAYEO6e+C1t/oW18k1LEzAYrYEJYEL1IoMuU6CjwtkfVKJTERraW65fe3at8038YAgjlVTwSUQiQQiALALzx5Tx6i0kAnqIaRBNlVZToP3sopbzmthYH9fgRgAhMyvXHgX8z/Ud52g/BAS6eAMeJDvQQFnJyz2NdJphu+EZ51q5XpmhczgCpCr6Vw0+n8BYAsaXQRwEmcHa6mCrF6jgMtoAnFs6RNzIP4CgDwsmnBF90ABN0ny3btSDM5lEhclWccZiLBAXQqSwCwa5GImRgKcq7nc7GwYXcg7ADC7GAKhNVpDXgjBOsLkXcDN0T/88OrNm+c//OnOzeY+rgDbu3frvG9etnGaxVydStUt0un4l2pvDSCBaEM+QdzaWP7kepFc2jvbRgAxP0Q4qWXq848fz09W5+d/nnnwYGp+1uNQ1FVU/7cEVqJDqQAJbGHVNPRi13at9uG9EVyLVnbYgyA7+ej69k6IIERMkQYMJa+q7MqVajyShPBBzN3Y2SxcdCja2dh4gwzuUH0rLxYCAcDBwcbGRgiHesnOT0+eBR1jkLy6gsFkfLzOvxGcS47xG4R3QYGAwN5Jb2hxMUbitnAis5tJkTFci17G8+pL66nFxeMPZkm7Ta6r4jJa7lz7CrMonKvLaGmZ7OsTsEQiEbxkAKC2narglgwaraNyqwLcZFUF5H00fhW3rIrRgt3uuQIB5ICq7usNkP8BffABEfzw06fzJJUDYlNq+4TvQ6C93dwub9fLmZfYegXfZrKbY6vzxS3yfzYh//JfN4vGwdW/o2xwkxhiMEdsslonR0fv/QX4G9L2GHu7WWIWSyXg9sGTo5QQ5brN5MchRrlV8v07PAicSedSJQWkAvB+sXhUXM3hzHNwJntH9oFY8R2ZSc/aZ7G3curd+71CNjRsHLH2ehc45eUavdXqRQ9y/8nLV5CeP75TfVV8A8xgQ43QQGwQTK5YJbx7t6erW6fT8GkVjbboQcmInJ8dBt9sBDeCro04upNPKI0fcZX68OzzYs3eTi79dnZ6xh2yycvoLAaj6sqV/5o/HGpT3cQQ89msHrDAWm3vJKERQCiT6+Xu9fh2IRZLpUILroheo2EbTZyKiitfXx47p86dX0wz39zeKxFXyKXfpd/ndo/wgBO1TH1wdpi1TASkTqd5yO2zuDpax5b//MIf9QfhI+53SB3nOwsvLjHZajYkgFq10OQlvAsLC5GFxbU1qqJ3pbQrjMvS5HqRzDolZqdEo4GnBPJ37SbcOjduoLFg6UQ6Flug0UIKi8mkltrAbR8eHLTK9HoFt74aW2tUcniCclo5QwwpI11M59F4Kl759evXu4FauPEFGhlk2EH/gwcTU9gXeGp6yvdhGIsRzHq5rLZcAd7RQLgcrmS4mA7/HwCIBc8chthEQAAevfcQTfC9HpBAHpfOUol4KhUCCDIJN4tIafDkC/liniSp+ZilyeglAPNYKINZ4GruGBwJ/Glhr+PW7EkukSFnB9xk9jOAgeGhEaPVu8Cqohm1erNt/NHjx49/ePnG8erloztAAa8BF0SFOlPIxVTyVRBNerq7tTqNBlIPhWMdFO6QSgQPksGNTtdCYaMAEfkT5Y4/YWNIXK6++IT7ITExO+2Wy+ksFpfBqAQAr/5XAGLPsSZ8Y+hdWhybR0yaQKA1bL1M71yMbhfIRch3FjwLTqNVazQxK8oqqqsfnx/8AuDO9h4ASH0eUCc7c/jz3sVO3WnKMhPo8Loto5GQnq9oHZubwzZBwaA/GvX4Ozr8n3aCBmYjW61W94BlFRgIwhtaWIhGwzES52yTq6tL8YueCWS6mLaDHFn1Ajqj+gquY1yFN+hGFSBIF/IELLZQ04OXGjjUluoHLO1WuV4nYGBviCtXqiCdKi8vw70FLg3SDhpL1VBeTq8BB6xqEGog4wktJO0uHAzxYOpHIHBi1jcI8kcBSKP1YctBk8vvef9+L+n+LQBe+xWALLFpEhuY3ns4imPjekACBSwaS6wSC/p4XGovToyTm5VOiLPYEOzdO9C7VJo6HXxxEv24SFVFk+kjXBTExtBjEhcuV5Mx++wK5ICpd+lcIR8YxZqHyQWdgKXRyE2E4/GTx3+4/+SVy/P80Z3mJvENPKnQJRDZQyE+wRKIuqmXU6sxNNZeqpW6NjDLQzPysRDc6fQDcR+/APgR+0GW9ktKjvnkLAchxNIoYol4vBYu47+JwRSAjHKQ+Bo2G5776GSvjEWj60Qyid4WC28W0utbZHLJvxhyuq1eE7Os4vLX9c/OvgBIFSD8auv34IA6X7xX2hwpFM9iE69n7T6reTTkbqztHOt0BJfngL9gNBn1xIDA5MedN3q5HOQPAic8WMJkIEKRSCgWWSPTmc+dAxHAeAxu/pQFADSyabQrV65dudZUWcVtaWFwbzDodFYDnSdUUy+Y9jN/w+3DWEmq5NAqqUOpEPLEdHoZl8cF5QPjRaPDr7QGMC7wwrNFvTolYbPd6nhAjSb5cebHqQmfXGK+AJBJU3Da2toM4ODBGm3/z8sw/yOATSUABQigdcQ4+hcjZME93cZeFQtHz6p4uouV6BKAxCJlNt69S2fzxWyKArAkgUelkqxiIoHbItlMMV2IDdipmYW58Co2M0pjJ9p8BBt0aAmvVyAQGCGbLQH4+EnQ5XjS39qECtjQJRLJnKGILaRU6iAtpwDUiBorLtVJx9ZxQRoJPNveoBpfgAOmvC+VB34qXMRgSgJPjkgA0NYoahDdwE0dxv8HQBRfAbvruhoDsIzJpHF0k2y93h4Ip/feb8HTiIdji26f09B46VJdRQVuhBQg9u4s7+z8cgz4y2YIymEpLTwr7J3NTk9brEaZdtQ62CgfG3c8Gy/1K11aXwrH4v5OaaHwJuCGN8CoVmtEAmyXgg2jQtB4LKwAACAASURBVJFFMkK+ew8Err5dXS0BuO4njyPOdotRziq73PRtZSU1rAvP6dNLgzIbsAU/xl/s4gBB2GKxgH2Vi1g0bGvw1VdNEMxYPOxRrrpBL6fzbvBUwpoa4d3uu9fpDWy1Xg5eQ18htSOAMzMQhCd8jRSAEMX5nKq+ZgNhMvnJs9zm+qHnNwH4TakgSyzmc1g8HYHPH9wBBJleTAJVLJwAoBJcANgCAIqUSlugkMe2ee8Aq2I+hQ3ILwgE6cun949B8EAIwQcX3+eSdjuJnc2L1LCQDJUc7acAwHsgMj/RRexJgx7PJUEMfvLM7xh/5mjjc3jCroYu0Ea7O+Bf95p6eyAo4g2tEbEba2trbzk2z05OKKd7vv2JMsALybMDYPIQufx0SGkf/tfDg7Oj9PzEtNMNLz4EJ1xTr/wlC6z8mwObV6pRF1iQh6m1xCTBrgUATV6Z1eIMYFNziKi75Ep4ze121l66VAEA1i+f7O0hgDvUfshhqRHR550QLJIuEbh3spc7m5meaper2Vqr2WL2dHY+enb7yRsEECIquTaRdHV0BpcXIwG3222FRFCpE6h0uB7o9IZieCog/T5NxkuVMfEgNgz5EAGo9Epaxe3+byuxpA4Q5PFojBoVHjQC/6tGB6LFTg6WoXaLBNyDRsCqqqRaNF9rZnAx7cP2pAI6XagS6oQQIFRCFb1GqNaA6sv1Bqbc/mBiAgGcmpmexW8gg08+n1P/vK/NpFB4tvKb29HoP9Af8B8BUMxn8XXEyMiI0WgMwU84Ns4o+gKgABdhkECBUm9yQxKYxxicoE5gUgpXWogJk0VsjwW2FwHElo/p2XAGWwplstTAX2rQVj7tGx0ZGholFvgCFtxK1DIgIPjE5fLMvXhmoAmEvC54HfRuXyC6ELFiJoMKaDSyG9mUBro2IeaenOGSMzB3DrngXAEXADcOqVqZ0jJMKRs8ys1bLHafQQcAIoHNAODXf6N8X0xIJaS68IiwJt3qdkprmYwmAu5Jt9MdTrzHeAp2dH7NPe28VVtbUVHR+uedk73CXmHj4OLoxyG1IPMrAD/3aDvcy50CgBKZFhdYnPYJx/jtzvGfnr96FQziUfTwTNjv6HTshNcigUBoVC5j63SgBw3gSIyQCpLYxRybU8diuBoTfwtGxL2YDYEgGfj1ra13KqlWsWCDGTTGjRKAkEi2Y/xFFzw8KmmvlZvVMjYPcuArX3115SqDIRboAEBwwCoWWhCdSodL8MIGoVqrlstBLuVMme1BaTD2xCyEYMgPZCCjfGZT/aM+TptCQSyub22GvKbfCCBVEy1WKviQcfdiQXSvMTRk7AUAtT06AQ8AREsvRgCbUQKVBhOxXijkClkyQeb2jzOZBBY9YxaYLQYmwlSTrEimiI3c3mEm+B7AXEuTOayJef8eh7fmsyGsih7pXSAAaMLz1DH+CGzIs5eB8FIUe2gLBGyhAJL/yGw4Hl53yoyYzNy7Z+0VsdkyZm0tEPj+/BxEELfkQPHWo+vBDVDAnWVQvYOP55/5g+v05GjlwcCA3UwIhA2iEoDYWezvAMSjmlcqr9AQQI3GOmq1OxV19eKWpwQx6nM6A4kMqllmNxeJzDqd8lu1lyr49w8OTsBvUAdCDi9aEh2UWuQfHn4pxS9tzR0BgBaJGrvvWJx2G+DW+mb58avHfw76/bFYIDUbnAv+eXl+ZSUC6Um7Ua5U8Rp4DT1IoNUTiqL3TacT5BpVoh9fntuM+VIpy6DF1jH2qLW1Vczh8LkognTWDSHmLxcAmgdLyzCydqYcrc0FgF99dRUAVPFYDBGDB0EYQrdOp4PUsQYciNooA9hkMjadbbNTp2vwjI1bAn8o0QN/lfXV396uVBgMxHo+YjIp+v5PABSLOQjgdyO990aMIa22F0Jwj7pXJ2jgCYQCkUrMowBUirnwfzYsIIC5BACYP81mycxnAI9mpQP548zxcQTLYnAnZBWXCo+KZI4skrsJPF0OfxeSQPeodWio17sgMAkILzE+/uTZs7nlHZTSeNRvkmEZh94aCEwEw+HCotlqBFs0MjpJ9GrYMr2kAggcS5fSvDNQPEjkz3Y24DfRjY8HWCBzfmFBwJGcnp4kZqSSDj0hEtao8LB9VSWj8uvKL/hVXrRLoACsaqHR2FZjJGS12TuY/P7+p08Jn9NimU9l0FOQu/srkcD0hFsKZqi+9c8nJ3vF4snOyYX8IWulFjGfPw+o2Lx3cHKKtQjtmh6t1Wq2Ot2ujrnOV8+fv+x8FJybDc9HVv1z8bk3f56ZnY9EAk6rVc4X6RroXT0NDWqd3uRaiEfjq1hLREYgBlNd9GPuQOTDMLCcPHh8+9FTU5uCw+Fg8yxMALuoCCyH6GscxCQQ7IpRr9awVSIuhmBIAq/QEEAVT0C7weOxVEIAUFhGv8trEGnYRglEYPjbbJnNMTProqaDTbgbJQa5TC9rpFVgz/fLNL7MEPFa+QT/n6wH/Lu1aOwReOFCWHyV9ruReyNDuBCIgtOj1unYbAFbxBaplOKWUmEMTkQweQu5rVw+lk6k94/2U7hbBPqGE7ZWOyaw7KWYJXFXGAwvhCjskpDOrRZTuyiGmXQqm/+w6EMAhyAG82kcg+npKwhGc292sG4wFo+6sGcHYXWnYt8H38b3tqORUMiH3aNChEZmIrx25qVbHXb/yfkJBZonmSwc7iwkC2cH/gOKRCSPKtv/CPydvn0wIJVKrEYBe1KgE1Q1Xan+VQymIKS6VlYDleW0KqbG3Ahh124f6xi7008QTvfwsGUtk9grvt97n82u4Cxzs13CvFTX2jl3drRHnpxhZWTxS4voL/VXZ6U4jK2KisU18AGD2GrXbDbb3Rabx0M8evrk2ROHKxiPxGJhP1qSWQpAn9upZ16YiYYuncbkDYUWgsm19EqaJLFr0XI8+Dbmc/tSgQDp3zhYflzXR5iYHAUHT3jgv+lpUKtx0Q7Ur10iUcvbjXqrWi3SCHTcy9dufn3n6lfXmsQQ41VcHp3XhzaTDr9hNQiFQrjzIVTLNeiERC6XI+jyOFwuu8cvbVTSGmUyZgUky03NlzlKQu4l4Duy/hEA/x7Ea1+uEoC4wsLlCHTG777r/a7X+BDkDwHsgSwQnCdu64D0YT0WNhNU6gzOrdxWNkcmUlTr+wTmdymsf85nJsLFDLB3NI8rgrgMs5crvqc21LG9+HuqPjqbz6exKHVoZHJLSWOylIanePwx+GYZa2tW16Iej5cgvD7fIjkPSfpGEmckLi5iiZyXYCuJkLej7lJthyd3fr6HCaAnubOBBG6fHy7vwBcHn6h6Bfg8BT++kph9IJW2S/RGthq4FlRVXan8ewArv/4CILPRYMX9MtAWw7N+ANANAA6TmXd7e1gblU2lISKbnfbGSxX1rWPxs5N3p7tHJyfHx0cI4ckJlQDiLwfYKf9wB3fhDrYLeXJ6ehoBxKNmFrfF7gTD9fjJk8eOF/6lNLkW9nte/HluBghcWQn7ArIKGlbnNdR0sY0iHG8WDZFkaiWVSlHlqcvxWDTgC6QykeImePDOSjFhorFYfDzjhgCC/1AjfpC6tEsaJe1qrd6olmuULGVV081v7nx782o1o48HOIIVYahYJgjGdJ1IAEkgRaBMJkMFBQDHbQ6cbDLWOd7RSIMHxWSV0Soqr9Q3VXIMhIYwsgVKTtX/BYDiNtzJUekAQKLXiPPiejDv7+3VGY0gzgKRUoCVqaWFGJ2BiObTQGCi1LU+lcbzbuk86OBxAgthjnKns/vUznAatO8k9y5TTOTWipnPAAKBIayKHhmJEGUCQZvpaWghGg0uJ9Pvd3OJtZjf7/e4AMDAuzi1/35YRATJpWhka7GRKTe5PIaKS/Wdrp3zTbAhZ8ntw+QGVkifn0EAPD+72AeBXxOz1HjxgVuSDoncKtEYCZ2AVV75NwDi9fXFjnAlDXIpWyiAZVM2g6Kz02QAC2KxTK+l3+Xev0vnUltbWQAQfLGUya+r6BjYPdldSZweHSF+2MLh5AQ+4BNpLB7sFJIHG4fbe4e57HHEhwoIobDdbIEga/G5iPEnkPi6PG9z68k4KuALrNyZJ9cCscbacrawBiJwT8NdyFxFBo83BJziSSU8KLeTfAuiGUmfRoqFw+Xb1Rxun4jOYgpYbDzri8MfjGpIJPXY3Zxd26jFQ25yuU4gqmpua/7225u/b27iAIB9DBpNzAUARZgEinRCnlCER9Nl4PVkEIH5BpeDX1/fWs/nK+rqyjiXywBALq26Gnuq6XQamYivFPFp/0cAcqo4YhXgZtRpjNiQE1cyjQijTiPEzW1+y2cAIQb78/BOFBN44G2fGqAJXxZz2cwpdofBZtGxVBF9cBJM8lGJw5UvAOLs1kWnc0j70Bjy0kVtJvh+0VAQR/aBoCZWYjhkzeX2uKffx5MbOzvbOJQ4m03FY77FRSZT0eZwOKT1FXX1roOT8yKYEXibqeFYn84PziEF/HRI0XdwtkfVcTwYuFXb2C6TgxXUEXwBv6zqvyuJATPC4SvcWx8CEGXNHXx+W5ve5nZbLDNruOYEAK5vpbIBt9Nndgf80oq6W9KBHFjElZ9/TmR2948h3MN1hNfJyenJSRFPzBUOqZ4l+9O4H3bPaDXrzVbz8KDZ7bahBj5zOObAYrz1+4NBD/A3MxteCfsb+RUs4fWuhi6q+rWGLTIYnIGlNTKVzZTWo99i46w0eZo+POusq66i8TU6DZtFRwBlGiNkmnKzWWbGNgdsJtsIeZ1IJNLxWZxXL3EC9b/1iRlcFlfcV3aZIe7j8VQqsMG63m6WQCPq1gjpbBYbGNQzmRUVl1tbb7d2PnrcaWprY5axOOUtHEaLmMPliwRslkig0wnovwXA310A+O3tZixP51JJHgRZAVut6QYRNIIb0WjY8OipiciYBFIx2J2HGHycylCzWzNkBmJTAgQvhT2kM9SMhnARawLTEIL3Mlipj5NUAEAcoZne2jom3e4h7ejQpFdEV5oURCgSCqDW4Xx0MhYL4rx7j89Njo0lN+LJ9F4Ou2SlycXFmFRhUJg6x8c7Ky7VKVzohIG5g7OLvblDdMWYACbPz4uH4YmJ+dlZt/1WLVMi1/pQf2gCJQ2r8rFD1tUvtQlfXHFlHd8eIQPgO8w2m7xDKpNb3a+Hh+dX3r1L4zS37S0yG/E5J9zuyLqto7ZWIn0w9eDnB69/vLjmfwYWcXpC8egESDw+Pj06yYEwnq5MD/7xj8PY180MMbh9pH3Q4rN7xh4/f+bAA8LYsyoc9IMjQQ1cCdvstTQBnlTHU0INuCaqt/nDgVU8qJRcjb8F/t6Gw7HscS65/KSSU0ErY+vURk0NnqiEbz0I7tesl1nxkDke9aUAFCgEbc+fP26t/9f+l6+eYvkdAkhTigUsSAKFbBAatgh0rVtYAxSD2XPyTW/e1Hf2P7rT/wR+9CmqyrgsFodDg3xNoBPxWSylTmcSCH+bAoIL/uYCQKxPb2qiMOQLVDpNj5GaXqjVCBDAC/7E1HYwOPBsFiSNAjBLYqkpSa3DUDPOc8XUaWD/NAvYJZE9XBCEcL1LNSuHPCb1/nDT77YODj38zttLVxJKbwQADAfjcSxsTawkg2/e+F2egC/MvxVMzsWpkZwAYBLotds6pIa2zs62ioo6/q3k+0+fcCME+PtY2vwF/LYh/5v7VDx5+/3Eg5kZl4ug0cqY6tHQXx5q2eUCZVUJObx+AbA0d6C+vl7qAhswPAwSqJcbGiVyM56Djaxgw74UDq5Zy5KBCUvA4stmt6TSS9KB+am/vqY6yeM0A4QQGYTMEzDcTySOMvDj5HRlyvL6xz8OD1MAgj0Yah8a9k34x548f/oEMkHwH/FoNBwIzs35QQNXyFj4Vq2MLRSqGvCoZldXj1pPhKLB1RXcEsEF6dVkHJDNpc+2Hc+bL5dxyujC6xC3QPxw3wN8r9mqlxjZQjUbT/qCVwBdEZg8b149un37Tv+rhZ/EOAWGW0ajMWgC7J8grOkWstmQAOp03eCFRY0GIiRtOztvvX3nD3f+9PzO0/5+LqMMlxq5NCWEQcIgwlioNIk0vwlAXIcGFWy+SY23wj+pbmpuaW4BtnV3Qf8QQBwejM3axBdBWKTU20N5nKH2C4C51dUEDozDwIuHk04jGUoBxyYK1MklbKWKo2uwPQK2z98O+Uap05+ESGnSTXqBv3A4HocYvZuIJcGQvHK5Z90Bm9S1EVstlnaa0+9WIqmw32AYb2urr6ioqG7ld8yeUOkeVkAXDoHFEwAQ1O88vvP2JPj9zMAAHhkuo5XRjX+BS32drVRyK6svkPtVbRbVNLC6ulUx5gkHfJbh6WGzXqKXyNsHhy0WdyKRfg8Aprf3cqnc2vzs/Iwlc7q/n5iQ1k49mJn6+a/U9XMCW4lSczWoPdSpqfmfE/AjV5yBr/9qmXo9PAQeWE8tag6BKXG7HE+eYh44B/nvUigQpUYoQBCej/k7GiELE6lqwIc04EE1vTW6FI2vkO/ew62Ah9VBB2MzR4VPnZfbLl/mCYTaGtxCtBqpvd92i9Wqb2xkQU4HH3Ap+XyB+CeH42Dn1eO2xy9/8vJAZhhXK7kMWrmYZxKydEJdj7aRxRIZ7wpBdQV8wkN2vIEE8084y/lP/T/09TWXl+MBOj5EXr5IRyhBUw1Knaj7nwDw1yB+jsEI4NVr10AASoc0r4EnbmpR9enAf/SAG9aqe8DA65SoftTwQnw6hC+3hSXPqRR63gRY3HAshiXP2Bkrl93PHaUTxWIh9+6WNH18jB3cslQfmWxJAnOFwiICiOky3Jt8K+H2hcPBZBKSvf1EOI5K4HLNOu3hjo5w2L+6W+oSmNlNJHIFv6N1vL/+Modz+7m9diy4A174kIwefKSOq58cJkvzKcccJ7nZB7dqbbZJQgDJ0WRIOwQCaDQpwQn+GsDKLwB+XV3Z2ulfX3RSm6dOe7t+cHDIMjxoCWQSkOWukZAK5NO5yPz8TPb4NAM531FmQjozkP05k0qUGPzrf/wHhSJe2HD+x5mpBwMQpWd+HEjs7v91eHAQCDTeu6ceGXo9OG0Hs//kyf37z16+fLMQ9fujEIj9VBCOx2Jup1zG59Gv474uAKjVB0LR+CpJ4pZIPBx+SxUleMidtuqyKoZKiGWEDWojBWD7YDu4KD2zrKarG6OwBt4yPkcsPjh4Ob68s3ywsbARUvZBHohV1FXcPr6JThfgxEwRW9DrnbzLa1AJ+H7/+ljnx7P61t//2+/v/OmHH/r728rKaYAtjyUQsAUsk1LFF+h1bDX7fwEgXBfHguGrm99cvXqt+uurN7/5+uq1m99Q/WKaxcDfXYjBPcBgF3hzUZ8Se1XipRTJ9FY7du7LZfBcMA6xBgWcX80Us7j+nC1m0YdEAMBi+tatMFpjCkAIxSCAGJa3i/l1n2/knhZ8tonFYmmso75ALJ5M4GT198loHE9LgAtxBiDbD8TD2KyXGoUGL/7muqetrZ9Txujrc4xLb43NAXfHxfT6Qcn6ftw5O/z4aWd8bvPsaG9FKukgdDpaLbPWOqrGzsNClPIvJ0OuXPQPxKk/4Iwr6zuDCyG3uR10DzTQYrYODYMA+tayu+DjU2QWh3etzs/P7yaOj7PHvkBmf2V+nsytpBJZpC6RQfh2Acaf/5pI/Pjj1I/z81NSycDUxNTUTOL0OIvexgz6135v6N6QddjpdDkcjx/94YeXj8b9QGAwGA3jGCPXrD8MOmzG0+N4Vr3hepdapneH1qNvsWHgu1w6Fo7FMWj7NxcUFVW0KrGOqubvwTkBFrx9INM0KOkgnmyNTCOXGZRl3D/07+zsvHi2fJjEUwNP+7AyqLmvDzvhaFi4KGjSqfg4RFLAEgiZMm+ItHeen9/GWfZ3/vDvjx8/HVfQ6DyRiAW0Um1BNXjqWKap+S0A/stnAK9SA9RBAKn/8DuQQB01tuueFqcDCIVKUV9zP9UpSyESyZRW21aukNuDGJzCwSGJbC6xSmJH6NwxzuzJHGeLsWIBoq+01p4+zuHUYAQwcwFgspDf8rqt9+5pR4lJOqvGaBxxh2LxZZI63QQ+z++Z9Xj8ACDwBy92rlCk+uWv5IppcifpIvoVnOZHTzvHx8b4ncGzE/Q+lAs5P0Qncnbo8R9sn5zvnT7osJkm2WwAcHBUO9Rr1Ik0KhEC+KudEOSPUsOvv251LCx4R3H91jL8x9fTltFR4G84QIJ12s9kE2R+u1B8B7lCsXi2f+qzmN0prME9yibWADqc8JXIJhIg03+FHxiPQQdnBmolUzOzMz9mTo9+nqZOCA3eG4F7bxBQcTrtjif9kJXdbjU89YYW4FuDFZmDpx4OBMJ2JpPFEwqxi3i3mq33RRZL1YDke9wVXooigGRUUVFZyVX11Qip9kY4VM5stmDPBJOS3dPQpTZKZHo54eU0999e3tkJzr3Yg1dzO0q0iRmXr1SL+2g0FugZS6nSmUwgMQqI1WwWsBWJhMduHx7cuYMh+IfHjzsdbwy8mhqq4EaEAIqMavAIGln5bwAQBZBi7mr11atfX7tJIQi/b2LwRDpqbgiWATSAzOr4Ju6jtjZFCUC5yRzLFd/vUUlgPotjgXGOYLGwnT6F9yObOU0dx7Aua892y4xV+lkKwOwFgJvx7fxWCAG8N0qEWAJ2r1brjlCvLQK4vhTHlUCP3x8JRBYjuVgYMk1sFZ1ZWUmnk+sbG/6NzrrO8c4Xno2NztbOYDxdPMX50OBADg4OPh4WFsaTZ4fFk5OPJxMul9+r14MjHO19+B16SrBTVV+8b+WFAF7B+T9XqlvHX02a9HrwkaCAryFLcw5bnL4IuP0VUPU0ub25t5cESFZPi8cfnBKZxPfh9DidimQWyUgEZ8wBfT9nEomfdzPwNfySSCQstbcs86mVxP7p8Y/Y6AzbPI4OgVcYsphBAl2PbmN/kCqOwvA0FI/Gl2L+GY8LvEiYnJVWcOh3a7qvI1h6vXcrtJGMBsNxcHMJcg0UMB4NREMGWkUVV6xCAK831KhlGivwJ2nUEwaZprvHqG6Xt8v9O8ut8Dz/dWdn2T8W39srxvxeE+dK2eVKrhinzrPZLJ1Kpevra2tTKpR6JV3HZkcWA/bW5Td3bt/5FgC8/3L82Qah5GF1CvwDkEkZjvey6mWyf2YZ5j8DSPWGwWYxkAVevdnEYNzEqTR4FlN11whc9Gh7teouDdvAN7X0tyGBCoVIJjIY3PkiOIYs7mvg/MzMbi4B8Xcby7H2i5nTzDGOsd3LhQfcF4NsMxSA4Efev9uOb+a2Ij7c4e2dDIHHRgBDOCWcxBicTsbDwaDH5Q/HQGHAm5BL6dIsy0QstraEHek3HMw6fqdn5+PJxphC4cqdYnkWLsWcne0cbswlPQe4HfHx6Gx2wm+O2gwGGS6uXi+vaRCpBGJO5WfwrlZepfI/CsCvbta3tikFbPXg4PAf//gZQR/oXzoRxmeX215Pb8ch/Zrdz+4HrBIZU4KFc3KZRAJB+/VrkD0Iwqh+CXTCcAG7ryWS6cQxZIzHpysgqlgaMDrYrsYobzUTTqKt+kp1ZVUVk8VXGkJRch3UH5w7aOB61N7IFFAmGNI4qzcUAc1LrpNLazFsn7oai8XXYtHoU0U1h8toYYiEDTU1uICibzc3NgKAcpZObQT9k5ulhmBbXXXrvy9DAjj3vSe9l/b4F1z1FU1lV5taqkQ6nUAk0KlYYjEA2GYiTCKBQSTzhgO2Wsf9O+BC/vD7x/efdRpchE4EqLLYIpZMJtMbcFwTAV7pNwD4u1JBNAMArEYIm5sYuC1M7fuCBIIA9uAJbbVWqBNBDoiPT4EAKvU2WyG/BzE4RaYhG0yjclFvUTGLjaDBDudzYRypmQmT2Kk3m6VYhVCWRgA3AUBwIffAF0x6sSmS1uoLxJPxtZKWJuPBkgKS6Vg+4IFXeZ0CcB+SrYB/Yye68aajtuLWWPL808n5cqd0LHn28ahYKkE4dM0lx5LjextvDz4WzxIzEzNSqd1JGERsFq3sepdQpxOJGRfTGqh5DWg+qNlxX127yWVxIMFWQ+pHATg9PO3zURMAE/F0GlKK7U1MEFYhKTgOOfVmiQzXa2WSRgCQKnv6ayr7V3Ahiezr14HIX/8aASCzkdevI/vHa9n97Cl8PYwMDrdTfx0yNautjV8JADK4lLQ4A4tLoTA8ddBtfzgaNujZTFBtdY1Gblrf8Cc3ogsL0VAsDPcy7oisJmLh+Jvx1taWKh5PVINXQw3OgK2VyI1WEVtnFGnkYOU7DJ31Fa2Pl5eXD3b88e/JYhy++Yu2qrLKFkgETSYdJvmqcnyHcVgfYTAYTKYAmZutdYz3t/7rnTv3Hz1yEIR+waDVyNnMRjZov0xvdDotthCzsfZ/BeCXVRjqYDADDybCVQXZEYOaUY19EoxYlar97jttj0YoUgr6lG0XAIogqTBs5YGsbIpMYU0gmcigUyzmT7AIIQM5e7YYxnb5uASYphrmUzGYAjD9PgcAboEN1g719IJJ1Wi0oz5fNPmWhBiczUGY9XuwXN2zTroX/fZw6ALA3ZU1MuwPkQtBV+2lWwOzn6ii52edVGnMWake+mBsLD7m8W8Gk2dnxdOMZWpAIjETcFfz6GWX6UKhSidgVP3CHya/YEaufAUf39wUcxkCIVZADVP6B5/zkcw+AJiBdKOYL2xv58HZx/2xcC5gtllxlZfOxJmvJQQtvuz+j1NTr7PZwcHXr+Fb+AKBQIT8cPxhcTqQyh7vZ+Zfv54e/HK1W40yJiakNAYXg1uD3A7/IBqe84MCwg245HFLGpnsGjVbZiI8yY1XC17sGkyur6VAlFdWVsh4OLrwEvwpA6cmX0cAG3ANuVFvtfbCjW0QQS4olXbcqqhvfUIdHNgJ7k3E93AjxaWou1wFT5iuU8G/EvCUZSAwfffHOwlvyDsZiqwXjsO1jhePDYMNjQAAIABJREFU+f2dj/odzzwugrkoB8HHJ2s1SxplZrc7YAt1EI2/FUAciM5tYmBJI4dVVVXFaAEAWwTgQnrBg9z77jvwCmqRkq8T/wKgyGQIw1sBwQmQARJxkxInhqzFskdH+5n9xFGuGMOZNlT8/U8ApgGoD5AEDsG3nvQKNEYNEfD5k3GI5WmcXZ7E0zohHKDmCRkaDetRcpsywqnZ2VjA5Sf9dZck0ge5s5PTk/PzjeUOqT2JB9bPsDh1OxjvdJydbJx/OvyYP51GFzrgIkxiBq2sDJIkoYpXVV5ZebUEILX8RJ0T+/rqVQAQG9by2DLMAV8DK74IbrHtYiVCce+gUMhv53BM7Xw4FogYrFZjbw+77BJTZLVqh6jSz7/u778G9vYTEslwu4S62gd9qaxveNDiS33YP828hhg8PD10QaDVyC6roFFjExsaEB690x+KRuHWm5tzueaiYbebaW1Uq61mN8EnfuojFBClQ6FAGIsDqX4JOEvs1fN+TguDTqPTa2qEvAa4ISD06iF+6ZQCpcHRIb1VV3/7JTiQ5Z2DjY09fxJSHL+nk8/nlDNoNLoIB53xBABg/507jx/3OxYKh/nDfDGfmb9l97janr56s7CzEPdaG0Nyuby9XSaTR3ztknZLIEBCcMp7fwOAV3/3O4i5eOJXzGFwxUqdTsVlXHQkAleErfN7v/uut7dXjc9FIEb+xAKcqmKweYpb2D4MfUMxhV0CsdbZNRAGB5zdJ4v7RTJdwKXAbCb3GcAUBWAu/f7dWj7/IeAeHbk3qvaGRDqTxhry+ePJVIoaqpSOhsEIv/D7oy69Sc9v9IQW01u5/eL+LrrigD8svXRpYGrqx8Tpxz2sxwICB+JnWJz16fDwbOcgOnZW2gw+Oz778cHAg9ngpImBzRix4FcngNBzAeDX1659hQJYefnKTZzLzeXBmyHsYsvMmP/NzK+kqFE5u++Le8Xtg4PDIs5LLO6R4SVPIKQn9BAbystYbPao2QoBe/p15jT7R0gGj1OSQd8FgJQ0yuB9s0Y+HGcpDRwexHE3VOdlALAM+6PdAPowg5NbvdFQOOqfm/M4wIkESKfP4paP+kgnn19VLSaYTL3B5A0E1nC4+spKeAU3RJZ/6uRwy8vpNwDAbiFOnzFq1Aihso/GdwWldfX1T+4f7Dw7eLVzsHy4kSzEoyEHn088EWN7tppSOb5KDABi28z7jjcbGxv59dPj3d15wNvhRz3u6GiUyUNW8GfYrPyYtFumfeRa5DS6vvC/AfCXfRAMwBBzlWJGVUsf5J867IRFlT6LqHWYe/dGHo709ho1GoGOr8SpegolXDKD3ZnboqrxQQFzmApmcNKtq3Y2UwQXkoDPfKxQTB/h/vCXRpU4NphSODK3VQQXMjI0MtK7oNMZdSZvyB/cIZFknKiE26LPXjy1+Q18BZ/mIkKbuSwO7ooEfJ6ov+PSLekUAPgfux+PTvAY8FwHfyJ+dnJw/vH88CS5vRmktoYBwNOPRzMPHsz6DS1l5ZWXaUK414W88rLPOeBFy8r62/WVTc3XbrYwhMIbYCdlAOD069nISgZHheV2Qf+2Dw8K6yQ22AS9J+PxgM/rNuGsP3oZja0PWS0WyO5eH+8fg8L9vP9h2GltR8NL1eNhjgi8uRdPj/ezK77p4T9ib3HLMHVICR4XNmSgI4HXIdR6QwF/NDgHCvhizjM7Hwj4fG43qGIds6yJK+azdDpstA+BPZNKpKjl6OCbN485VWXlDN6NhgZQQCFb1guuRSYy6sSMtrbO1vrWR5T+wSfVt2YnFLIppJ2OJ6bysnK6kKe6K1QJVWIaZIBPHj0Zc3kIA2FwFoux01x6CXIBP85tcVrMPjc8GLgCkQ9pMP0R7PuT8xue/kYAuZTt4LIYgj5i0kRVnmL9vQAJxHkNCOB3RiN2N/wCoEKmtzlJJLDkPyAGZyAGJ3LhW2Zcid5PYSlMDJLDo0LmM4BZLBykRrym06mtXJ4MjA5h84uISWdQGjzRYGx7EUeGw5WMRpdfPB3vNHgETL6AaTBMLq6n89iSLmKxRd21lyQPcHdr6uf9U3C/H/c2xviKzuTBDnUYc3PvIIknwfF8HFjP4o8DM66KCjx0xBDW8ISiFlrZ5xzwazwKUlbf96qfqsVo5gmFPJ5QrZabp90YfnMXY5pOTjYPD9ZxbTyNfb+Kq7GAP+AmjFaturG8XO71YdL4R5C+YwQQPEfEbbbAW+Ucxc4sMhBBq9Vi9aVATjMR37SFAhAum0lWgQH4C4ACHYFZHo50c7leeObngcBAKBLzx+sqysTlYpFIJ2BD8PdFgEBsWoRlCUCgor4CUih47CpeDbZEBZcq0xhE3L6++rq6251vfsJ2ITs7Zzs7GwsHBbtdyjd5PA4TtogW1AiF3d0ilbiqr+/R0/vj45Ds0VhM+TpWUeTSYb/f754J22ed7pAvskguLpKZD1SjVDJLkqub/rZ/piD1v8oAcWSwmMvBIpdJAhcYuVwuTrNnwfO4hz1CH44M9WqNbCNbp6RCMBCIJ5OcAUQpWwIwRyWBZC4tkeDA9P0srv3FijnqpHr+IgaDTJYAxHCdz20FnKP3RnqtkUmdTqkgIPXZpI7AZt5n0AbjxEsFvBbYZ1tgmgyl8vvZ/RT2lgKTN0GNsQUR3D86Ovs0FxyTSm+NBYO4FvgRS5E39s4LVHnC2elpYmpijF9RxhFXchBAlYpBlaRS/OHYR6YhtPGqDWSxCY+VAYMCWbvFTbkPalLd7m4xXdg7W7ApOuQdga08FleAFwr4nFaN1mpVsg0IoAUn3O9/2Le0D8yD/LsH3Vg3aMVr1DlqdTtBJN37R8fH+6TPMo2d2iwWu83UxuFC9s2gUwa2poEtMkyGFuJvsRwIFRCuQHiJjAU8FZzKFhoD7h+hsNdq9EXCESyOXcFTSvHgskOBAIp4DTw6SyTSqDV6mcxAEAxGZXVr/bPlkv4dQAA+eBo6C/EbO1welwMArKiiC1iomyqVSmwi+h91jrvGCWYZkynxoZ08OjraK8KD3p2fNoNnH8RpZe5AJAXvZRZ+OlqNu8b+kQaV/zWAv/sMIFfMYin7dDqiVyfgc9EO88AMdmmpbtEjcPX0GNW9LB1fQZkQUECdHmLwFhWEyRRuwAGAGQAwZ5ZmcGR8FkfHrWEhXKE0xBAlME0BmMUh11kyv5UPYbv8od6QV6fsw+zavxRbIqkDnnvryeWx1tZmvqGcLhIIRWy1yR358CGb2k+5EUCbZQoIRAR/BIFdru8cs3Xc4nfOYer3EcuxtvcgAONvzk5OducnJjrqLnHauFxRAwUg7bMCVtZVVvBNoe0Fr4FWVl5VxWfBOywQyPXOAIn8FS8AhKex3VHL1NttvtgWOqv38UA44HEbjVajwUQ4cQDX4OB0BATXNzydOv1w7DbjURLnMEWg02l1Wm1msx2byu5nAwCr3W6Hn8Cd9/WBBaQIvAEJKIsvMnkXMLHDAlUPdjfE3ZGwS1rBAakEgRYKhTq11QdOZC2TyiQAQDwrvPysro7DFdNr2KAbGpzwITeAmW2+ebXpT692fvppmZrZhCdUljf8TL7cjv3RPZ11dUysYm0QNhhVKmUf8fQ54Sf4YHTlSrnBlV5NwHsVI2Or87Pzs74QvPRO5zAgOJxdnLYEwql0Mp5U1P9Dwwr/ewBxZHULt4qlNOngUlKzGbhcALBLfQ8PiGCvwIddPT1qHVsnUChwqVwhAADhzVjPZykAQc6yWI+A6WBglixmM5Ct5YrFdSyVKVBTbC4ATFGNsvB8JsTvfVwJHLmn7Z3U9Zna2vxBTxwBpM53xpPLT1ubmqpE5QJRDa9b1K0nIh/gGx/nA05bh1Q6AAkgVXYy9XPuJFjf5vKYFLVMT/KM6k90cn64Rx0KOQdbnJxdyeTgn1TQuOUquNkh2Sn7HIGr4R3oCCxGfE4Dn1aOsAvwCILe7F676IaMMbhYKJ4U1juYfL0XErIAKsPeajgc8PsAPzAFNgMANmw2T0TgH8B7lT093rJA0oSj5Ww2m8Fs8zrddrvT7gFXtlcskj5nOOB0ul12pbKtv62J0czFlqVAYA2LxVc4ohtx5M8/h/MFEcD5NVsts5zbQlc11GBvOHXvaCgCToRMp0jqqHpweRmUgc8H+thsud5qlkvMoa2QqfpK852fQP1+uuDvcPmw4O/g2+w2l8fjmfNI+VK+rJHNEjb0igRi8ABeT8jWaDBpDAal5NYsNrYr9WabmJ2e9YEEWvGYXbs8G2mXmCcCqfcbG63/2Lzg/y+AzS2cKpYIm8rBG4CzGahApO65hx4Bjyc9VPfgYX2NEgGkjLBSqbfZIwWMwWBc0zlQP2yVChKYTeDAEOwNXUyvFY5xmAgG4S9L0SUAM6n0Vj4VGh0dGVIbe00mos8AphcVELdCciebG8uddZVVLB5d193Q1X33rtbo3foANjK1aGuU2CQDJf2bgo/5PQ+/0+MhiLqKtvEd0L+T85Ozsz0QwMNPOLbI5SkeJWYeSGvrODQVpYBfIvDXdXV8Q2Ax5MP59pDM0WVsGW406i2YruXycO3nc/lCYfvwcLOjscPkdvvM5kgeMHoXAwADTqvRatLrTYTZCvoWwNbJiUR2//R0ywlvssU5YTPbgDyP1+1xQdDzbG8ml5LptbBna93lcrts/Dp+/+1m7I53g05n3ODRkUDDXDJ5AeALF3jhYDgc899ilglUNxrQ5tZ0gyV0R0IByANT6UScCsILc35HmwLUrJGt15vlerMvn7Mxq6/+8BPgd1Dqll7YgQ8XQOeyT8x67HaHQyoFANkytpptFIp0JpOCcHkMVsJqMmoMsku2jgG8sD/HAHWyFVsjyPGg02Kkvb2jw75+kgwq/qlBNX8DIO6CUABiCshhAX184A8BZAhEGp1WO/RwBAFUax92dWk1IA06CsA2yAEhDhucvnwek0CqOwwuQ0Mc3iwCZ9hAHQEEmaNmB4MA5vNUJVaCoo/KAddzua3IXx4OjWixDRDR1+nwhwDAtQRI4F56MzhXV13ZBLfCXRxdcbdHo7EGIOnY3w/IJXKpRSJB9v4DGHwwNTtW12lzEQSrooLv2T6hADynmpKen5/vLPg3z1YeJKZudShZkCMBfypG0wWA1XVSZzQV8Q2bByFmsVmNbJlcrtFbnYHF7D6eXKHmB+dAtw5yC4pGm9ftCzjtZBHyovfkKqSBkUmjXqk0TRJmuJyh49Pj0/3d4+JxMRtxe+xSuctmsDkAPRvgCB92/9wL+B2QtxS144aDoq71VX8/FnnwAD+qsQsfJDCYhCQQCHwxB4naC6wRjPIraPQbNyACd2MncTYbkkowImtw8+Ng62Qwubzgf04Y1HKN0apvb3fH0sVNW13zqzOqYWGJv73C+c649NalWtsMHrV8OwdxoUPaIddrNMLuBlWfqU9POCfB0osAQJMeACyhBz8eTEzNWMyydj1W07ZLIhFsEmNe30huvGr+TQDepAQQjC8Hk1e2UowKCFkxDxJZ9b2HDx8O3dP2aB82NIAN0QhFFH9UFJYp9U5nLo82mAIwVwJwvbh6lMjt41RMPJiewjwWR8XlscU6qGMJQKwNhAQxv+j+i3b03sPJiAlCMOFfWoqXJHCXPEwuQNZdL+DxcCZHF05PkVlDKcgtUxaJXCIdGJAMAH1oQzKJOGSA8HZyWBV1CkcS8DuBj7MCjok5Pyu88eSOfj6af2BvLKM3NKhUIrBYnw9jMp25bMRngZsao4sce8Ojw0yB48YJoHDXgJfKFY4Lm5uHXoimPl/A7cvi4aPi+3exQNg3aTUYCBOkI5geuddmZ7El8MSEO+DpcNpu3TIopB1IoM2G0dTueIEXfDUWjYIgEo62Cv6r+3/obxbj6itmgnQW3Ntjc3EKQPjEmUf+OU8c4iazXMUDp4z3Y1dDg8aod1LDC9MJCMLv4pvBYHQ5Skwugv8GC5Xez50WPdL6H3DV5aw0OQdejuWxWxWXJBMDEw9mVt8lk28fDIyN2W1Wo07IpgtEOpbeZHXqF416nFMju2S3f18CkGqSBcZJL9OatdikbTGETTo6Nl2OZ4+arv6TAP7LN9/87vOFPW0AwJYWMYclEuAhOyVlQnhYjHVvCP3HkBZCsZrd02vs7hbq2hRtuCGsBBXUW92RYwBwC2eYFfLgQHYTEIMzOZCpTL4UwGI4QY7K6kAH0/tZkLdsqUVMCiJVLuV2G4eGHo5+sJrgbfQvhKLROEggrlynlxR1dVzwBF1d8HJf7+pRs/Uggdli1o1dwiwWycAAFYF/3s0l41671cpnKWhl9Z3BnUOQQKyNOSxg5nP+Jvj+aHdlfqJDVnO9q0GnE9A4TfVNzfX11XUK5yIZmab2xizDToiiBsLtDcXS4OJ3MZEAhV/PFQpbJMhgOu/3ut2hyCL2h98tggTGo2EQRLPeKzEgXm7XhGdiAqKby2EH5jrsjlppx5hi7NnYC8fYuOuZy+NwzM0hgR6PPZSEmDzmGK+//er+nx613m4Tt4IMwtvBUbSBaPovAAy+eAZWZM4f9ng6ZOU6cClCbKEOCsjWquH1j8ANS6YSMTKJnSuj8VAglFq0mAOYweaKpKK1jQq/2Lpm7+Bg+81Yfd2tW4DU1IMZyNn39mYejLkMBjZkjkC+AI0z5BQRXDmXyPWX7GMPvlxTUxNOyCzVWrUE/tNiSCKVy+Reg6G1rfrKP62Av7v2awAhBWnmNuOhYCMb5z5TJlhnInp7hygHjEuB2q6ee1oAsI8SQLGYAtDgDBS30vnt9fU0ApjI7aaoaqo0hi8qguXDWWqEYb4EYP5vAMQw7XZbKQAnIQsE9/dmKb6UfIcAJjajnRV1HD54IZyJ0NCA48vc2AT9w6LbPGgZfP1HiMKgfz+j+VkMua0mdqOCX0arVwQPgT8kEJJu4tXG4XnxffHn2QmzXi/CUz46PgDYfPs2p57DN0W2Fn0WalsCC0+dvkBoMZXawjGzWH4Iz2B7K58jA57UeprMRRcjgcXFrXz+CHtw5nLrUX807HGb7Y3EuGPc4XEAe3h5UONcYxSALumc49WT548eP3/2DDzFq1cvKRF0IIAvxh3POztf3X/yuPPRIwjE/W3NXC6fAtCDW5EI4Bx64bnZeMhvM9TyRRSAeE/WXFerNcZQJLIIL34ivLKCfbOi0S2nJbU/O03NkdnfJ83Szlc/lRq4HmwfHEYNdZfqpB2AH75yCUiOVh902DokNBYLvD9bpjGYIP+z+iRD7XK52XxprPP7L/hNTUwDgHhaWAbBL+Tl82UigUnJKauu/CcBpM6E/ApA3ApubuKylEaiV600mXQqAZer0pmM1MzCke8oFzKEhdG/AKhEAMGGuPNbW7ncZhoPJKVIiLQJ9CPZHNIHH4VCLFWaIIdVMtgzOoWj5fBgSDpBdfUNYIOEkZFIyEQQJtdCCAB8h2eNj1YLcT+zniMSCKlOO10Nao3eYC/kivv5YsptGfYBL+2SH8EDY6HA+nqIsCr5CgWnqoLZObdNdQVECfR0LOAxkfnZ2Yl2iUyI9cFGPpMjbm5trYe/bopEfGaqfR5cTndgcQvvGoy6OeAvnStsb+/k1wOQfXtyxdNCbh1upXw+lc1geexebsnvdzl9TnvHhm0cAHTZ7BSAEGSfvQC6XLcUHa7W4PirR08eP3757MXcM9fcq7mXgKDLE10AAEERH91/ef/xY2yMAx9Y7tbXb4JvRQEYXA5eIDjnj/s9BLOcLWjoLnV+6WrA3k2ToVCUIvDt27eruMMbis36wINnTvezp/vhgEdqcLS9uEgBNzyGtvo6qWuC4unB1Hxu7+2EpPYWk1lGZwuFbJnJBAkkAGiUGNtlMrO+tmPgF/6AQLsZ+yWo5XKZIuRl0kCslIqqCto/CeC//C2AmALi1cLRGSd7jVYCrj4eo0+HJ0KMvfdGIAvUYrtk5A9CsJKqiOlTUAAanaAW8GOdOnKZSEEMTmPlcKY0UwfMIklixXCmdFCzBCBeWBwIOeNufjHgxCj/lwgIoMG08AaiSBJPMBUTxfUN7HbC51HNUnsaejRWrwvYyO8X9xeHIW2ztLcPggDuYv99MrXotFr1cqVOwKxjSl8cXPSmPNzxxw/OiiszDybMkkY2xA+1lgCf1dzKaW17GiIMJqNeMgjxHPRv2geecgt1O1eaPQY/FVDPHB3SRr5tHZ5lLg9PFhQRHt8uNmtLhoGLkNNu23aBAoJjtZf4e/Hs2TNM3hSd4y/GQfSeP3/y5CUoIPzpy4sg7A++cLxwPHvx7MnLx/j5+OnT50+fPOp/9OjJExdVCYSLe1QaOOeHJDDoCboUTLaAJaIAbLjbDbeS3uoNhUIxeGArK2/xsHA4vrSWPj49PcZBbr52qVTSYWfy3yzjBtyGp9Pk76zjfz9zcWpqaiUxOyCprWXK2CI2WEy2xmCUGSZxe1GL0zKll6Tf/4o/BFCvwfYKMj7fS1RcLqPzdQJOVXl52T/YG+abX7WI+QXAmyX+xCJT72TvKOBvIAgVr4Wqh4ZHAgCOgBA+HNGqAUARAIgE9oECyqgksATgOzyXCZq2n0oDDrsZ3L+iZndl1/JFyqlA8ETpo5oo4Befj6f7cDDJyOQ6gZPmIYuJxiCtzsDbW0wmXWMKGnZHhVe8h62REQuh9WJi/yhd/OCeHpS0SyyWKSz7BPYXEUCnTS+XKfllZa3jLw8u2hP9P8be7yetfO3/nr9g5qRTa5qdZ3fv9nbPSY1JTWwM1TqINEYT0ES/HdomoDEDKVa926dTE6U22OAJCnETTgitbhzEVKrRSjghQHAgAm4yU3WBYJYgsrSAWUp1Epvnuj4LbWf2/X1yr6qtP+ovXut9/fhcPz5u7v9+FIWQD+SykSftVsIt1iyogavVuJKdwe7/RhVmVueAP5roNsYd2OySAucP7gFxq7gJYkVtggknw35wAT9kcQjJHktSMSEPuGfaEY/FYh41EstrXVqyTU9ZJiyTo9MaIGx6wm4uAmhDLnH+wTRWuhh100ueafuSe9puc9sBU9vk5OTExMTkFEDqCXhwDqBzqRiLLFmNTr1RIa66KhBgVfe1H+/fhKgQF2q7gsGNNG5Toqj1UMJHHR+zuWPQPxduEm5rM1RfV7jzhwehUYkRwun68vZxtL+I4MK7xfbGG9erAcAGmQzi3h69SAE+IN6nIpWp/3rT4pcAvoUgRCSUyVv4FaUKMS6Zw0VrNRcv/m9K8v9vAH5H6p9ra2v4Xd24xlyvlAq6eu6AF4idTzgvGwMR8AWHB6VA4AMEsOUOUtjSLFeoTK5kFldQk0p6lECajmPZfQYPUPFRYoLYJIwKCC8zNOEO6ctw87TYjMuEAKrCM/qu1h4vErhKalJZJrQSsOnEAgG55cFNrhatbAWOouxRPFfwDhjaGsERXIy/XwYAE1QybhgwmbT9PKGgtKT0tiSyc4KO4PHH9PHJ4uLC8lx/Y2NbM69TpQIAq0ElxVbvyoqehw3Y/XiOC5Ev3BGYeM5wyxdTuAolUIJXeZNCOxJKxlnXiMrgCDPJTHwNU+z79Dqok9fnNAJvuPYD60inl+xTcE1YpvosOiAOreuT168ngT77lM1i4yxqBMwr8EcGVC557HYkEN4NFMILj5MoYCwU40wwCCAYbafO2VNRUcoXEAUEq6CU8kTNKr3JG/RRQOD6OkXFQqsgh6iAGQcp537e9nygonpkZSs2LdEA70tN1xvPeMLZp9p2nLjGk0llzT2q2ZmZEVGzUg3xjVTmTwSamnDBwBmAPw0MYJpALOaXlpSUXb5QVXX1ap3wgbCq9H8zmuP/H8CamtoqZbe6u3OoW4kz5K6WXi0tvXr1KhitNvD/IBBGCZTJ7ncRBRRjXSAACCbYweQg/qCo6ObuXoaKYqqZ3kvjScjeHtnb4AOUjjIYhuCyTNKSmSEAwoUPoterwjFtfq9e3qI3zq5wYXCGOWKorZjbPal/1CJsuIf2prrCuu/bxfKUHDnM6m9sM81hJwaeB8Zpx3ODw4GjRYU1Fy7c7rXvHEKk8HHv+Ojdu4Wn/sbG6urOTqlSrTL0N1ZUVyuM2wnvrIpHBgmoDSB/mb1MGscv7HHeQza/lQhYey5dwTmouljC6gu6GAdIgEjlBy8UywQhvNr95ZdAKOBZGp0AzZvC4EIHFtgCEE1O2fuAQ7vdAi9e2/41ZcdX7MSeAl4HWzsRHAiG17Tbg+Q57dOghG5A0e1G1fslFIoFYugGLlmtOjy48CoqykuqBHUNSOC9hh8bGqRVInmPy+8LxmlSnxrbBgsSzx0XjqmB5/PPnr18/vzZ87ZqhXUUwnCU3sqSryEI/ukMwLcDCGAjaKBKP9szO+s1yavlKgBQJvUn8k+bxn96+0cAxfyamssXLly4dPnyHUHdP6rqhAJh6f9WAb9clXTG39/QAteWVbUIVN3qQcBM3d3VUldWdvlyFR+HjOCMawSwc1hNAGwhV2sr+oByOdjgTC6ZZ6PUZjSN3cE4KpBzAjkC2QICWEAAMyydiX4GEHWSTrN5vxejEJXXq+9q0etnQwRAnPbGbrOxgNttm9Tru4RSGQjXdc2+Zx1i6uNCpuA3gQ0W9ZuAv2SSTjJ+yvH8+bxjoJNXLbhz+cKlSol7/wAIhE8E3vb83I02aXOnrPmZWuXob7wuks96P/gNqrbqCmmzVGQymTbIwS8GviDeeLvkUytOvbii5EpleQnf8/un/MkJc+wzzOqb5aYw5WBZrJFhmVgoGFoNRWwWVDC7xWgEo4siZp+yu82oayBpKG02RAzwcno4m4oA2kAsI6B/FgDO43S6PWcAAqfTJASOBbYQQKzQn9ZJliKjPRUQCQsJgPchHJHxBF1C+azf5d+Ip9MI4GYsthFkjuGHcWF5zkukUN2vMihIBlJSicNsOKJ+JSeZ4wZt40h/m1xkMM1qvbMml6FRrpR231fyZl2gS9vVAAAgAElEQVTZ/j8A+HYcnEBxTemlkm++uXC5tkxQB99Il/Dag7qrXxVX0XCk/RG4/5gMeD4ZAXtBOAWsvXpVpuzuJkk/Zbe++0FtWenlKkEL1gM+Uz8bHB4ECIc7eTJwAeHPnRbxOYCOeDaZZXfXqTWaAIjjy8ATjHMCuIfze7NkZxLx6jH6iGMmhtQFks2tSa9a/bBTPePXK5r1cm/IE1jdiOJKUGwACizpJs2KWYVMqVQYRm60g1dEw+fMZT/QWO7Z1m8wsN5wCkLxuN8Pv+/5gcE2Ho9fe/nbS7c0ntTR8XF0eWHh3bv5ubZnnVIyHPe5oa26WoS9dqZ+ORhlMDaAMdwVcMuwpPAADXAylVhx9tRXlF6+VF7OH935/dOnT6enx6uGxKy8WRSOW8kEkj0wwvAtra5G3DYOHI/TuGSzu4E2gNA9FbGhWXW/JnSiANrBC3MDXe6dyE4EHEIigbipYRpcQbiWiC222adRKpecEJGtkMos8BlBW0Fc+RXlAgjL7t/H+un7EDsIBTKcqxPcoBl67ZfNzc3YepDKFHzxjAvrw54PPn8OXod+xDht1Wn44E08PQfq3bt3bxe1/VrMZfabTA6Hw+d0ueTNStl9ZUOXYjbV/vQpscA/nbmALm8P/8qFb7698E1p2dU7D+rgFmhouFYn/Opv//V/UTp8/a9/JK9IH9eMxPFXVnUO4JBSCYoDbyr7vqVLoVT2q9RquJUG1QTA+zhhqaUFS2JaxVwY7GXIvHxqbXMPs4A0GwS+KK6MDh6hHLPB5o4Y5gsA43FOAUlDJ5t0qFQPlWr9rL6lRa9ABVyFXyABkNkOLN0Fze+Ri2QikcnR1GSEUA8TMdncB29/I6ajTR98VCqVTFI4zuX53PPBh228Kj5YiZIaiY89Pl4k/M3PP1cNDUGEZYAParzRqMJ5lyoQ9045QGnyo/O3RzIvYIThRT6/knCKyy+VXqoEAyxZ+f3TKRJ4nDAkwypVoyMeJl35nyXQHYmAWCNe007Oitr/xbl1E0AgAZBooN1JXECPnQAI/KGzB/8LjKNnVLek001BxDwFEY1tCnM1Hm9oZQU0cMmJ+OlGLU5JRXmN8FoDAHgNt3oBADwptsuF/RTO1KFiMZra2KCz465C5vlL1zOwwCoVhJXOaeO05HoJp38/YQL/VwDw7cIcoJc5jhsMYAVcrlWXy4ReoFKolOlNlKbpp88+4E9vB56uHk7WX0YAL5TiRjDQ4I77164J739FUPrufzK9eOKGwJ37gOdDsTj+CIC1fB7EvIQ/cAKVXYKyslt3entaBCKVUj3vePn85fCbwWGlVCZrEAoUgh6BAjWwRQ6Rk8oUzwJIm2ubm7tsep3ePnRus7n4EVMEkDnyoViwmSKBmUw0TeFSB65PHU/jMBOolspmIQaTK1a4ODiNAO7vBq3l4lFjwNTfrxYZ/Int2P4mGUWTyRXiJjx91fppX3J/m6Y34vPzLzGaVatEPD6fX1paUt7u3PCPL7z77d38y5dz8DWGn7U9JwA+M3kdBlU/nr6BD++iPuRA/LD2FAUwD9ILtl9cUlJx6UJJCX9iB9A7QQA/nTLWcNLbLBKFidnHMi2WWQ8GA6GIG+i626rQT+umEbYpBBDkz22B6Nc2OfUaLuAKQhCic0u2JYt9QqIZHdVNEyKnLUuYyAHywGW0TJj7xvpGNRqdFfQyRjoEjRaLDscYL7W21rRUPWi4X4dN6Nfu3wcJ7JqF4NwVjGfotbV10ABqg0rEB1zHcXBKnj8baBPxuhRWC24qQ/6I6/frr7/+9Os7QPDpQpoFQ5ExIYAmlxV/OvC3u7t6ZryMkX8ufyRqHlg9tN+pBPy+uXARBPBHEOJOJTZa/weAZwb5nLe//Hko0Xfn1+3aGtwT3D00OIgWWCkTVl0uu3X7Ue8jfoVAOTgID+zLl443g2q1VKrkABQr8Ei4RQFRiApc8g0ftbZGU/QRE0zEPLpQiqFIBxspAyz40riyJp0hy1zhr3iGAitNctEQBucZHBatGpI2e2VyRY8qEsJFxCCie7j2a9057Ql4vKSs0+v1Okc8+f19lgUFLOT8hgGtyUFTq/n9GB33ZeY4AF+q+0U8noBfU1pS0a7VGlx+EEC4hQafqdUk4aduE+HW3oEB3FwJQa03nj3KpffSaZa0vjMQ/MasCjB1cF0BV3LnBMhDBYSnw7DjQ7JCDgqaxAQ83GBH+5shny+wErFPTlZWiPWjGqMNnMAJ1LvXdrN9YsIO8fCTV6/NZtvEhMVGcoRLFtvPliXQO93oNAogHvm6JeDlOafhQ6YsU6/GzH0SiVgCH7EEn9vtcdqXLBqNZUIyPTlZU1UquIpd6PduXvvxfjc8JjPeWZfPD65zFCLhKAC4uprxz7ly8bnnc22iahzq1zPaWl7eJDnTv1/x6afowk8LwGvhmGUol8m6uuhzGCuaRTyhQCmbgZCwqUlznoJZePv2abvVa7t9iQB44WKD8Meb0g6ZsuOetKEI4Hd/NsOfR2D95fN1DiCeuJX9lZy7yZQvXgzhfrhBpYx3leuKw83azXLVM+DvzfPf1ByAQlnLAxIHt8oRQBkBMOyjKGqXirFMMLYjWQoBVZhL5swuS60XiGgxWJMFAKYBQPocwG0cV67s7JRJvT0KmUrlgZhyNYGpnL0cu7/5C9z+AXDXBtSmsNelbbIe5vfz4ATmsrm4YxxTdxvU/n5sN7qcm8NGXrzmBpqreRVVVRUVfIVBpZrDOwi8oUEwwSThBxAOqJA/rG4zBZNZtL4sqlmaTu3v7KQi1lZ+6aVLJSXl9a3uA+Du9xPiAsJzwUXFDY2iakeCQSOMyUAmGnT5vBGdRFJRIe7RSHS2SYt96vWUe8xim5jqG7ObLfa+V5ZJwNECsjdtBx2csGk0E3YImXUQhYAltoFsjk7r7HYdAvvqX0+e2CfHWvliiUJjdHojK26n2475nD7JmN2tKC2tunq14f41cL/u31cqGxq69eBGhIPBJBPf2IDHAgiMb5gWM5nFgYGm6oqqi5dLW8X1/KZ27TiBicQfv75bWPhpnP4Y1G6ymePjDYMp4HQZRMIeXnNXRRVPL1K0VzQ9PQcQEHzabnT2XrmAAF68cLGuAdDr6JB28u79+NU/bn33PzAIdvcvZyb4DwD+DYdSlv2VG89z+fLlOln3zDABsHtIVl1aWvv97TvfldXwAcDng/Dwzb+cB3kclvEgEO4SKoQogPKWIoCuTBwcYCpNAQlU7ECytZM/ZM82d8HDlPOxDDkPxhVenOmNk8MQAuBh0u8yqTv/LlX6vTNdSsU0ABhOUAAgBqXp2FZsyemjafqD1+Hwa6+Xp/bz4Dge5TIggQsLy9RaEIwyvRvzpedJ0AfX/NyzxsaKal5VRVWLXljdODD/lnjjD0kTxiC6tAPP+wcGiP6FM/BV0ntHqH5pOom7fj2j9VculVwoKS8pnzj5/VORveKLpIn+IG+sVnkTbBabpPYw1+5yea3iypoaPNtTjFg0fXb7a5u9F3N6ZjwIdt+VmCfMNsmYbkI37Z742T5mq5dodDp4imzZwfLqRu0a2+jEqXsUPqzv8dTjx/bXvfWV9a0Shd446wZ9dU9Z7BZJr2XUZp+tuXiRh6vVG36su3nvHpboS+WYkPZxexwIgz6aWRzPHC+M8Cv4d3DaQGsr6Nn4OMcfV0UUfbrGHKw23fDlaaaQDYdnRxTy5q6uKqEQZFBs1Lfz+SRpTSYr/fR0fFyj1dej+oELWHq17n5Hp/Sh9O/Sa9IXX9XePiPwb999YYf/SkzxX7+Yiv+Xz0N5b5WRN1y6VHq1oQsBBP3rfqhWCq5evnXrr7e/u32ntqpaBPyBgoArMQhOIE/WIesSfAmgXAVxMFjUvegmFdtl6NiWJLKzlWLI0Qd3HQdpkCyySpMAmIuCBKbRCwSudqls1nT9ulStmpnx9sgUKuPKSgDu4EyaFKMwu7/EaMYfxl4sg8lvam8P7B/mGQAQbHDcv7wc960zMWZ3l1rznwMI1zNpYzUQeLWqpe7vFW3w9pek4KCtDZ6eEwVEAAdANjK4zglvENygw2TzW+5JnDx46UplJX/i4BN3nZ6ecAL46dOJK/zBKxI1j3gBwByJhHP0hs9rbBXzW8VdLT3tEk29GIOQH34AY2qzW9yWKXt5fW9fn6V+bGLCDADa7BpLeX09n9+kaN85AKW0W3Q2icWs+91tGeub6u2d6n386vEPCGCrpEc/6YxEuCQPfA6JXj+FG0MFPB4AyB0LN9zjCSG+cgWCq/F4EUDGFU0vLDB7mvry1juPbt2+0qoRFxXwV+56/3QhwyQUYr5YoXMlkoVsVi8Xyrtaqniy6mr9bLN+RFzeNDJO0i/oAD79SauRlFd+c+Hbby9eLKura0D8HvKu8RBAHOYC159dweLsoT8ByPGHAHLT8UqrhN0vhsEGkwhEpeSDC/hft8nyripem+P5b47B355hHmZIKkUF7GpRtLQqFK1yhUKm6B8weJN0FOuwopsME4vYIriV4HCbmwcDz8cbwWOuHiGLJjh9RGXWmDMA0/tM1tuPwcCs3q+SieS6lViA2sCwlIN2M/YLtUz5HQOmgWcmk7bdmT8hgrpXyGXi/rWojz6KAafr8YX5ATS0SB/89aytugIcQb6wjldd3fby5TNQwMF+UWNbdbMS54c+e/Yc54zHM1y2qBgBZ5mYfQzl79KVS5WP3IdF4UP0TgmA8O8TU5ydlVc3z8JPwx7htBD4RoJeq36yVS+Wy0faxe3llTZ7xF75w+sJs50DECLpsbGpu1N2u3kKHEO3xFw/JgF9MY6u7NglZptuzD4qmZLYpyf6+myPH//rvx+/RgBrwdWBCHbSSZLTFvOUpVfSOzqJJel4enaz4d79v9/ruHevq0uglylc8WAwnkYC4Q4GZ3B9eTkYnG4tF9+6g22PrZKmG03jb4utNBB+LK8Vgor6klaP0Rh0BsNak0gu7BK0CITyxiZFuF/rNZb0jCB/C+OA3/vogkY7Wl554duL3166XCdoaOi82cF7WM3DoawIICJ4i+jgf5GkzH+RP2f+ICHvD/x9d/sWjuQu+8vlGgGup8H+XHJ11V3FNsHLVYIHDTxe23MUwOHn2BcyKL2nxIYJ0D7gDwHEjQP94Oy6sEk6SjHs6pbdTuY/pEDw8EwBA2Afm2HJ0T5WJeQyzEaazhRn9aZ393KUy2FS6bv13plmmUwbCLjC1AYY5/QejvXArq+g34slowP92kVnYh+HDrKAJzz6+DWp/V12c9OfnsdxQi/BuD5DBAeeiaqrq6ruCAS86sZnpGPy2fN+XPPFk0vb1OpB7FDzxSHWAQu8y7LwSfKpVGrF2ltPxhZVVuq2iOPHCSBI4Cn3z08ncRed1DaKR7ykzgfusRybxXEhVoVVLNCPtLc3VVba3BF7uf31k1fg2rn7LLaS+t4x89Rdt9s+MTk14Y788OruWG8rv0drdEfcEo2lt2/M1mdrddtGH/fZnjyxvXry+lXv3Vv1d++0YpWQzhlwezB+toyOmsd6R7GUuqK5uQHwu3ft5r3797GvWuUNe71x8K+RP5ygiq0iq9MSXKJ0q+xOGWgGv+npOwTw3W/v4+8WqHxIUVl5d8LptDp9Ia1hRCTvwsRis6ipaSQ4Pm50trcbxxcWF9+9QwDTyxqN5FLtt5cvXCirFdxskEql96RDnTIeT9nxFY4Sun0ugsUzNnjBmeK/AXRfGOAifgBgWdmV2ziH7ceH3Wh/8VJ2K4V1deDkXr2KZShSAPDly+FhbEwaGgYA79/H9mAUQCBQTgA0ZeLLGwAgRWVYasttJhNItlMIICmCYX1khTBXYIIAUl8ACJjFEUCVCkI5GSiIN4gAZjgA9+lMPOoPbkAUAuazf9xPM+xHbHOCoCF3tBeNxmkK7X2QWsZmb0Bw7jlW9j3Hgzoeny8ovVrF45FaK9A8efXVOlxjIB12zA88n4cvkt6Ls1jat0sz+6nYztY0H+Arv1ReyY8c/H766dwCn/GHBB4HfdmAqKmxP5ylSc1ZlmWTq66AU29VtOoV7QpxRaUFTHD9zr+nzLapUfvYlL3+7oR5bEICAPaabWZ7xPz6h97eSdxC54zYNaMTkjHbWL3FfhKxPO6DCAQYfP3qce9drHtT9CjAD+QOUKaNutG+vrGxMZ1VUc3nKXEe4LWbDffv//hjl3LGnwj7/WEwwnFqDSORWCy2tbOkkfSIuW33eoUER2W+m3/7/j3OUGedTeXlvRN2O/acWCmTVt8Muqqsljfd0P60vLCw4NRaN5aX19ai798tvH/3dlw3Wv9N2aVLFy9W1QmEHbg+8uHwQ1ynIP2qtgYJRAxBBG/9Vxmpcvnu7LyXYPg5SDkDEATz9i34zgRdZP7Bw8EigMquB4KrVVX8Ot7Ne53PBoeJdwjvfvgGABQKhbKuLkUrAtjKAWgIx/3+aBzEiGa3Y5E+0gC4RSOAuD+YPgqSAJgkrLEiKxMtAphBABk2if21KlBAPwQ1/Q6fLxwOF2f95tPx6IZr0ecyPMca6DmKybMfj3BnA9Yk5yCUwSRkjF5Ozw0QAOchxsXhU8/UaqUMfoaLF6/xeJ3w/Q8+Gxhou/b3ujrcNaf2OoA/knLGg2UmSJ0wW/sHS/zy+spvvimvrJ86/P0MPs4FPDmjEWQx5WTyRkN7fzxLYyAClriQT/gCXqMRDIO4SdteWTkGHtvdf9uf9E5aNBaLBXy611gSCIEEPOC9j22vXz1pJTGeXm+ZGp2cGsPcn908OTHR9/hf8PT4MSggQNpaU8FvbhbLOQJBBI2jkl7QwEl3wNpTLbhwE89D7jUAgA1d+ll/OOwP43Anyh+NRqlYKIYd+iGP+HJZbVlNTatY0d50/Rm2Usch6to08kv4OpvdPj3t8Tlprc85O8vHpozGJpC9ZazgMPmSLHjbR+Amp+ETauorb3NNvMIHAGAHDs1QDil50ntf1WAjJZFB+KuWjLrHCxAsK+MARNN7pn7ffXebo6/mTu2jO3eEXVhwCoghgJ1KpLBLgLPSZR1KkhwcIvvTBzsRQOl9fA9ngosKaPCDNxZn6ChOZ4vt6NxYA75Ng3eEolegWSrKkoMDeLSzHHdxriqVRgBzGa8JAFSqZsIqqVxucgXDq+EMTQBkcWWDz+nzO7QDz+fmXGjlj1g2i426WDiQzmRzEIGDwwMAEhNsgOC2sREjXJWy4sLVi6V19+51PBwEH/a5uvMajgAA29HpcJjCOQh02DRdwJ1iqcT+fmS0vhIC30p+vSZyBtwpMb+cA/hZDRNhOuF1WhPJZGEDV0CBT5oM+DyzekWruImvU9TfNVssth/sU6/MU1N9EzbzxNSTsT4IicHBGxuzj425I5HW26U1VbzmnvZRyyimZaYmMDPda3lC6EMfsHfqh776kgq+uFnc3qO3enBi0dK0GRWwV2d3Bpz8qovXSFkMamAdGangj1NUGAEEl4hax7WGh9tbK2J+i+ByDUSOiqWFp3Nz88vHzN7HkIZ/g98DNwrW2fhci4sBr96o4HfJm/rHtcsLy+8Wl5dNDj/wVzgqQNB3dLQp5l+6fasV/MmyhgbePbLIqFM1o+5WSb/iC6pqcKM58Ff3fR1uLr5FIEQthNe4kATzLmVnBGIdam3to9ZHLQ8eoJoODaEIFgFEIeQuFL8hLkM42PGmo2iCAUAwwsQFBAJVrkzGH9/DeySbje3YzQcQh6ToDO5VYJgjMieQyXFJQbY4pLxYFo3FgblsGBVQ2dntBydQDsFcOLiKVYUEQCboC/pcPpfW4HC5KGZ9l+U2EkGIgqdnmcxxht71pV2OuZd4DRhE1RVfX+9X9St7eqouXK1r6OhAAOFSm5Q3r9XdrLvXKeWZ/P5MLh0HjJPJ5IdcIsHGPKP1mHgu4bdq3L9/Ov0jgJ8+XzhqIejKhxNhKpwsYLdLOgM/Fh30BoytENg2jY5oxqZ6775+bbPZJl/Zxsz2vj774yc/YGawz/a61zbxairy7yuXy7AFQ9aqmx4dm5pALCemxsZsr8ZsT/pe/zc8/WADAC/UoAKK2xVGZ4AQqDOP9YE/qZv2ePkXq3COUkMDeIENDdeuChSqWRDA1XiGWqOjNB0j7Q1UjFLoe/glNT3yEeNqcPz5/PIyW/gY0/ErW3VTU0vTS04PuIC+oNW7YuS36kV8q398cRms7rvFca0rnivk9jDrcPxxs73y0ne3//tO6wMsiu3gpjer33i93s6vBAKUQHLV1dWRvzkRLEMFLOM07zZYZ5wARei7dafmzqMWvb6r64EMxHSIVJ0CgCQW4fDj6gDxsUMHcOhhxzAQ3wFRSAtxTPAZ++/l2IHlp/ZozJ7kQzsRCU5h32dIUSpQAhi5CkUbnGPRtmaieBxcBDC+BzEMAihVer1SmULvCAQDqxSVLgLocwY8VqfL4fL7fXEmmGaPzghE45lJF5jobpAehxt7fu7lvEFUUXL9erVCjn1d4AHWdXTcl3aQG0g93H0Px6/cBLdZHf6QyeRIQUsSvkggcRjhf1Ne//98e6Vc7AHr+zuXczk9j3//QOAp46KyyaBJa40fMzmuKobdgMdPzOeLxYpR48RUfX2v7dWU7TVI3oT9MQD4qv6HMbvZbJvstb0eu2seAzsmAPdU2Do6pemzWfrABE+YJX12i9n26tW/Hr963dtr+2FMcqWiCKDe6gyEQp4li2Wst89s7vO4V8TfXL2KywUbbsLL+6RNTjUbT6yCD0jRmJQAJ3AdV4pbnXpwh8WKEe/qqqnflcmy+yGQarEOousl/LweTyjodK54rXy9t8nq066l34HP925hfM5P5Y4LbOG4kDs++Wgsv/V/7v6/j3ofCX68f6+D2MtOHCPo7/yqRVhsKOfXcvyBFmKp/XecJS5epPweWbxVVlP7iN+i70EAu3BnxdAwRxpncJXdJCIm5BH68B2DnS+6O6XYHUyi4HMA+1UGKuf3ZcAHXM+wsdhObySys5UHy4Q+IE6FYZfZLCgWOQzJxHGv5hmAdDwTz6ANRgA71V5Zp6Lf5A34ghsQB5OhMvkYLrHy4Dg+yr9BLdN7YBCOOPzAomfSGayGXR7QPp97ias9rpderBEL5c0CIYQfF0tvdmC6Xope4HO1Uor2CpdRO5K5TOboaJ/Z305mE6mTFX5lJe4dqbzrPiTnHlze7+Tk0+l/AIhGOOliEi5RY7u2kEP8MB9NhyhrT1NruwKM6pit8u5j+5Mp2+QUnoM8eWJ/AgC+njJP2F712SctEvu/b9+50wUOl6hVA2+12ycslj6zzTblBgDBV+x7Zfvh8VTv2Fh9E/6uR3RGbFMKrQSAQPMYXhpdRFdRWldV10B6RG6CBsq6ZD0ziQSFycBoMQqJQTjCBulZ/ay+x+pMMdmMny2cbBubyutHIVCyjDqXcA6r08PPB6z8Vq9G88n3NIi7dpYX3kEcQrn8oIEQp8HzYYxf/1eg546gruPefbC/yk6ZVI07TGVfgdfWIuTza4HCOn4d8QcRwtu3zzo+Pl/4BhDG2p4q4UwP7oXrIpt4ixeJNgaL7ZhE97jXEMCH3fAQogQWAUT+FEqR0mAI5/wusMDRDeZjApxAjELyeOqGHjpwlPUTk4mwEABzACC4tWRgIBPNFD74TapOZXOn0tupVMgNXq8vGFynaRzIAo9riFQsuUyuOAR5PgolEN1AjsBcZiNN+Xa1WsccCXWrL1yuEbQIu7p4SgFPWHWzq0MKAiiVIoDPVbJ7DdKbMpnSGwY9zuLISWbLuZJ361rB+QMDXG+O5MHq/k5iDax+KZycnhvjMwHEvOCxK5jMDLQP9MPdw+AZMruXpxJOq0LfPqowTo+5K+/+YH9lmxybdE/Y3K9eAYN3X7stoIavX9shHI4c1NZeFdQJZXr96DTWCU5N2C0TY+a+qYk+y1jf674xu+TJpKRvEtOA+p6RUR3oKpZIezw/g1L29U1YNLbR+pI7pQggDua9DwQKZPrZMACYiGOnJgVWeJNai/pY+M68AasrkE3m0Weh9nVNfMmoBYsinHghgca8pl2Dc9gW1xd/gpj33fvf3s+/c2w4TK4clvhDKPJxh9/6LXhx39cBgJ0P4c6W8nhK9Uy3CgDs7lEqW1qAPwFOMMdIpPZW7Rlvt/8PPOHmD0Jg7a0aeK8A4oxuiDM6ue7fh0X+OG9vsPgKKU/gVBE4HHoIAHZ0YBDSxfGn4M5CDGF0e3PwI1P5/VjMY9nZiewjYRiE0OgEBnGkWZrGeoQ0AgjRB1akZtK4eqMATqAKd2d0zkiVSpHK63XhUnAMddO52DYCCL8okzYcd1CrG+kcEJjLYE1WNoeN46CKzvFx39xzg8HQdr0EF6AJurqEMqFM0NAFsRrEHJ1tg4inStQskN2Udc8mktlsPrufZ1IHWDU6WQn4lZSDA7T1Ze7lDwB+yd/J6QkTTLIu7biJwv51sMJYnr8a8FqNPfpRi90M4USv3Wy3gfwBgGZQwL5eTAJaLKQ9ZCwSqamtEgiUKr0OAIT3YOXMhGViVEea4+Cy9E2MjfVNjup12CWGp3ZWZyi2goX8Ztzx2jdq6ZOUtF4WXOtq+Dv2DWIcIuzRexNJKkFHKRqzErHNzSgpE4E/riBTwJa+QiEZ5JeLLUsQ0WAZLHGxsROiSeNcal152rS51rQA7AGAywuLroEBgy+LVjjHfsy3Vl669O2ly+jYPOzouHnz71XVMqW+U8kDAPFGUXThSksIpfn8OxAL12Byugjg/yGmF8cAttZerrkjbAHpUypluAqOADj4GcAhzu5i3uUhxyPhjwA4SBRQ1iXHGdYcg3Jl/whEIVQ0R6+D7/ExFYloIjsHeQQQ/b/MEQQgQU4Ci9PyGRIGZ4pr4zK5bNyl7u9USqVqZadc3jPrDayGqBjpIsnSKTA78MdpgvjYEEj4ovBZCwWWAzCXzW0EF/edRlf0QRAAACAASURBVOOAyWFwGERfl+Li4ztd+JsQ8nj3yd5w+ClekmLBflGzVAqxYjKbP9hJJLYSsfzdSvilfoP6x++JnZ6lXYou4PHxyX+aYATw9NgXpECRw4Us2UyGFxDodcJ3YtTZdDYzBL8Tdqx/gejWDLHFvya4no8pi23qZ51R0trV8kCo7EEFnLYTAG0Wm0U3PTGhIwCae4HEscmx0dFRjWYUC/0hWAhFPJGIZwJbOHsnLBIJX18rvMjD2RHXbnb8eL9BKOtyJbbBCYxihhQJpJf3aJ+TZalkOF7IZRn4hZ18jLVXTnOlsJ5l3/q6zxcKONs17U6ntV13o3Ht7funb7FSay3tdwz0y/sNgXyhANHwcV586cK3314qvQq0A38XL1woreLJCIDKbvWLGb0e17AAW6CEd1ru1OLY3VqSoT53Ab9vfaRvuQoCQcIMXIT5kCvDOjfAg2cyyMH3JwCH2jo4ALsU2EapUHQpMRHjoLNr/kx6HUT/4/72wWhkC0wwrlFnMmwGB5X7GRyQQMIQnE2U4QDE5qQ0Nn9n/GqVEgBUqqRypULlDa8GYrHdXfhght4Owe/cGTDqq0UqhTXs2sDUCxCYwwQwmwWT7mO0OmM74GnSNn1difcYDpoT4iG9jCdta+scVM+55sFDnFP1t+lnUf3yBymP0Wi1OiOVZEDq3WnjqPOAaNtZ7PHZ4/sPJxBVkKX8WRY8VYA5S6pv97BJ0wMIWnXTk26bxW7BFNvkFBJntk1NvbaZSVvSBJg+j9VohIdLBt6dUQeW0O2OAIRLWAUNzza8sCTVbnPbpqctOlIz6PQAfFtboZgbJBBCYbNZM9Y61dNyEXzde9fu3bt/XwheYI8xkKDABOPKHKwL3FzfXV8P7oLvl2WOseXqFGL2j+DM2ezYGLDo8y0uOEM+o0SjW4ppmspvNC0uRN+9bXz7W3R5cXFuoA3uWTnoPPjwhZOD1kslF0ovXrjKu3evo+MatsXxAEAlUUAIWtWggt3g4aAx7gKfELcj4jphQPAWWQt0qbT2gX62h9elxPrn7iHlwxdcrFukj3smSZeHnBhyrxTjk8GHanUnAbCFAAgEysGIy7GkOEP50pl1rC1jYlu6yOFJHp1AUECc0cGyUfocQAadwPhZfzoZW579EDYYlCq5TKaWieRyPFMi3cFkv1wCrPESACavqIaI2wSxCAcgNqjDMwDtixk1TU1YWG5sL6+4c1v8qBUAfCDER0Ta9mxQZXA4/L8tzuHKD4M/zLKp/E5+SYKjDnv0AGDllRLJwc7W4adPx8ef2JNPXxrh0/9Mw3BvPcksgubHXSMANB4kY1kMHfQFPF6vcWnabfdEfoYXTlA3mw1MLzaEWNx2InYenccaWEn4vQaTwYqrKJzFDvRiFzoH4AQwjDXUtmksY7WTda6R2A64gQAxWGGNZswimbK3VlQJhA24yAb82y6lfsSDYyogBo5iZQy1uRvy7VKh9UIaJAw3lcBTIR9rKscZIUvO5V+CC4sbq0aFBgBfulHOb/9peQE3jL0dWPY7tKAt7U38dqM3kYH/eJxSlJeW4KB3APBeJ9j9hpsCaWc32K6vhl4U83bdWFEPagJ/K2RCYTNPKKwSPLpzG27zy6UXS+u69LPdQmW3TPlC2f2iewgLEIaHzry8MztM/kns7xl63PVMrR7sIASeAyiXI4B4qr/G7IEPGDzKp8BO5FdiadKNzmQxTcvSFAKIPmEuF2fo3HkqOo0NIlk2bnDI+0ED9UopAhjwhYJkQMdehqV3IhGJWMxvrqiW8XhyAxYwF1ABczkSCzOJGE5HHdE6k0bnSEU5ny9+9OgR8Af08WTSfgP8D6/Lv7E8PzdncnjpJJsHAGOSShz70dJaf+tbiH4tvwNXJ1h5esBJ4Gmx+oo7BTk7ES4CiG88PQ764rnMSLMqjPNfsTDwaJ8OBXzg7qNWRXaW3ASoCGBkwZaliC1CGjAjIaPT6ExlEytOF3pgmATxREio5QkF3PC/sPIFrbKba9ZEG42fMQIvd2LwOSBUnjBrNOBpTv7bq+BXNMvu3bzJuwe+uVIBCpigE1QcrTAGIRgJ/4JJrczRXg5iidxxprDtaS1ptXiWrMvw5f3rPmO7ZikAd2R501PcKPbut/no/NzyvBbM7wi/uqnHaPTmkdzESHlJRcWFCxXo13RCONAt5XVCKKyUfTX4AotZujGTN6QmlwoNMnp5St6Dngd3Ssl1taFLP9PdgYm+F/CRQ1iC8OLFWdDLcVhMPX9pgs+uzuFzADELQwDsIlXRpjAT3dvDWtz00UEMkNEFaPD0SN4FAQQbzAEIblsaU4FnAGZokMIsSztMbXIVfLd6+OSqWS/EZTGUQAg26JTHI67n8wXVvAYQfFHbgCtZIApIAAR7erjULjZq2keC1v3UUnl9fauilZhgBLBTBdD5/X5qzb+4sLDop7PZAu64t9SD08cXPhD0YvEVnzQdEbROON0r2mFuxu/pWT7wtOgBkvIs1u/PUU082WyWSbJEAcEIBwKuoDOwsrV/cACeg8dHtA0cPDdYWSTSDfyEPL/4fMlsIgG3WYimtgERDLqKLxE0N+IWsUfc5F/40s1dkZ1tcEciNt3EqHlM09dntm15e3g8KU7q4KEAzgS2U5iBSRej4BhoZuyXzfV1Jl0AFSMDO3JGvlhc0Wp1Wl3BRV9wsb/dCDeK5sb1pp9+Wlh4/xZC4Lnf0v5+UZuoubqCr7Hq242JbOH4mHFWlFRXV1yvlnVKlR3Sjk5lxz0lhBHdXV89fIEEdhN21OphvN4MkxajFy/ud+u7Hlwtwzbim/eVnOfXDR/94iE8vSAZaPxf5wCSp4dfquJnAIeHOABJFAwSCACCEwhxsC8TxVIXil5nQ1bwVXYYtoCxIR6WYukKAsjVBOLoojRxAtM0mZyPJYIZl0HeD8INHq1MpjB4Q05PjCIA4l6iJY1YLOAJGnAcikjU7wiDM1Mgzv9erpBN5bdCS9OxgNPqXPXomhQSBQKokAkQQJnB5fWHw2HKv7a27MfeS4Zl9neMfBDAO4IHD+pa6/kXSviHONaXQ/ALY5vf2kodcgCefk4InhIfEN4c92XpERGvJ0zjzF6cFcMyq2Fn2JuIbR3s7+yAnoF7T6QLN2TBbRmJRbYiodh6cHODyTPZBLPLMNsMTac4+sDtiK2E3Eu2aTDbWMg1hf2dpKHpZzPGvj/bIzgDKwIuJg40AgjNxsCKd0ZW/XfZPZ5UCTHw1k4qkQAAo1FihbcBaERwjSbzrgHBjMMwwhfXlJa2zlqdfpNvYaDduBKwNt0ob/rn4vLy2+V370gSZq4N/L+qUnGP1WlUKAzhzPFJgSErjLFZV6qXkvAO6EOkOADJhchwBKpJ8njoRWe3XtmN/mDdzXuduPwNLTXo5TAC+ObFMEfe8NB5JpoASGIRtMHnNvlLAEkWmkigjACodeDsP4YO0usfscswcMgWjsgwaDwpBWdtgzRncl5gHAKHcwBZDkC/oV+lkuvBBstEopFAwurZRAXEta+xLcso7m8USnn3GmRYeBlPZnJnuehM9nB7/2DHGNpO6FIha7vGODrSAyF6Twv8h2aZ1OEPnwEYjaMXngEA942VlVfutAofdFX18MUl5RWfky9n7t/vn07zoZWdgwP2GAk8OauIKZYI4r9ZXybu6qkSzYI8sGQTwBGbSrgSq8DTzlZs3xNbDQJUK1tkPj382dra8kRWYvRuEKBLJugYLuyhgJLtUAh+awEIc+E/eHCwjMUyNWW2498/2362WDAi7hsdHbMsedZjwLR7miQDxyTmUV8g7Nc3Yyu5CuL7bCyV2k5i2gXdwCi9Cwq4FdpeD61F0+gHwq1uEjU3tfJrLvCNJlcYxy6BR6CRlN9oX1hcRPreL/z222/zv823iRorqnBgKsRV2nZHOHd8fGJsFzV3wpfqlM3AC6lUPUQA7PqK8/8Gh4hTBzQNcwNdcMQ9LprRkxOPH3HzW3fHQ4TvRdHhe3Gmc+ozzoocPhwGFXzI5Qc5nxDdwqE3Dzs6yGEIARAzP7iPBytikuCyRdd3Q/vbOmssmGL3yX5qUoqP5jd4BPFwnoLXjyg2nouDV5LDIVNsmomDWaQMJvxEnTN6VbNIgYtzQQ5oem8vk4vtL+n4NQKBVAoerdwARMWTDJnejpkd3JYKGgiKuWo6TT9tb/cEjLpWsX6mpQe+NV6jiQms0i5/em2DKo4sY5h83lPPL+c/Egq7uhQCQUWJ4tPp2bHbF/FHQLdzcviRYk6OC6dnB3NfnIZ8OmUW1+LaZrncf8jSGfhJMOdOJRLbdIrePkgkvIFEaDu2BTiuhODH2Y/FAkTptjc3MUwA92wzts6dV8ScxhGIynFFEh63aUYtdsmUe8Ju15jNEHJYxshRnUYyobMu/4KfxPPzRF9fb2/vqNHkhHBGJWrGtcp+Ormd2oevDs7fJsYg9O4m+fSx4PpGnBsp8UzUXCHHtsEKnRPXcQ6YnB40v+1axA/Ubxk3by8vO0Si6usVThwk7XTq2nG8+gmbNTSqwE2XNUv9UulMM/hkQx0yvfABByDx2oaKBL4BCVTD+7kYVw/v1pOFR0OdCCBRysGhz0HH+V9nMqgkAvrZByQAdg4OD3ZIO2WdXZwTiJkY4EYh79f6k6iAVCq0/9FoDe2j8WVA4kg9AlYOB9kCwwEI+OGWAw5AfH/RCVTipZ/Vi3BlZIAAmAYA07v7EUurWCTrBPDlOLyUzK/iAMxmsYE4n99JbOXz9NHi00WtLwShCH/Wq5+dmZkRVY8kV1fpYBxt/h53eMcw+4dbk5LyypYWgVCoaKmqKLee51vOzj1AAg8PnKmTk4/541POCJ/+fv4+/DAIWU7WXNmgtlGhDydxBieGW3jijQuj6NVgwAvXCnn4t7e3Y6FVTyi0fxLyoadHsFiHpyDwiiNgjAqxXKF3eQNLziXs3oz0uj/9btfoIgAgPo1ZJiZsY302yz8XcQpWLGK3mBHAMc0/nZTP73K0Pfcn6SS9QQOAqe3tRIwEwVF6E69YbDUUpEgQ/LSxv7ERtxzw9e3aQPsN7aLP2n79a74VzO+7eQhAfnuPFti/YWprvK5fIfh5nFZje78xGz8pxFWqNlm/qFmW7GxWt6kcb2b1ggdltUUFJEEIJ4TEohYrCsA57NbPzBRt9MNBUv18fvL7ZaB7RiRG0d3KoeGzbGDxnViA+KITFLBTQTLReCnlCqUSAHQl8wyzu0mHYoc6iTG/j2sz4VHhOh3ZAhtkCnkAMEuml2dwgkeaIT4gDiHN5j64HCq5srNTOTsDkbXVSwWKYTAEN/T+9LRRr1KrDWRBUPIDDvDD48kjckuD7uThU9NBill7+nTN5/TpyitWVrwrfq9fXtGO5SEU+gfFozv8kocHESe/XKwQCGUtLRdLK7zYe/QnAj99ygeshwk6+/GEy7yQEq0vMjPHnz6xEP0Hm0XNhkQ2iSu7MSLCgbBwOa06o9EY2GLoTTpGM7v7NB1adQZiq4FV4AfeBCK1vh4KblAgZyHPqKK5Wa53+pwhNMGjfRPuPknflAXcvImpiQkUwb4JW1+f3YwjyxFAt20C62L6NDqrb9HnD+NswzDNgPoyKSAQQ+FYDM9C6G1Ce2h9HddOZNJNjXJtM79CsLLlNmqMRudqQAv6t/jL2nsEkPA3v7y2rBU1Kkb0eq+TAOh0adtHTOHsccY/IJJjbvCDXqRSqb1+7wxO0fgCQE4GXwwTYgh/wOKL7hczxCbDPzkv7wvg/gSgWj2EG9JB50iC5hxAdAqxaAE8ABnnBYKrpR9RyMn4BJMpjnf/7iYTO/RJjCwubGBzdKaAAILtYzcoPC2gkD+wuhmGJALRcWQZlspmP3hNJgjnZVK9Xilq0cKvJUCikL29NBtjwJ23kg1RWJMQz5DiQlyegpFwmkxAL+C2MDq6uJD2LQZN5fwVEB9vOKGqEAXp1Ti8Ezd+5Pb2cHIrmOyDrVhrOb+lRdYlaLl4ge9c2foMYJHAw99PUu2eFDgTxeMQko45PauO4f5BO5JJU2OjPJzMxuNYu4NLAfaBwG2fsam9vd2bStGbUV+cXg9hy9qiM5hYBfrI0+Z6KPSLb9kfC/4SiegnW1q69F4ci7U0bQH3zi25O2azjNrGzDhc1Wy29I7ZenvtGpy+5QmtQDRN+tf7ftbpwJfzu1wmg8lBZfPbKXKhBsYS8LxJQuEY/As0kKHXqI3+NpFcrveCjVA0Saa9AR3wN768+A4UEPD77bd384t+n0nb1KRwrXiMPic5L4Y3tI9ok9lMZq7/GXyGZq+yUa5SOxJefW1Z2aUzALvPACxWEgxhrwew+GLwxfAXpraYeh4cOos9hj4DCN6gUlr9979DiKOaUXV/xpPQiDENvEcmhzgYvUDw94sAGvwEi9hBLHVoDbAMtYEAptk9UpOASdozADNHXCo6TQjETA2mlv0mk7wT4lapUgVRiDOw6tuguEmDLPwCN0NOl8vnD65TuNyBm7laJLDY/JktHO9F1/b2cIPpwo2mRCBAhSnGJerfANYRjRypx8lhcVt+f397y1jBrwBT0tLFvyBW6K0np3/UwNOTw1PKqw0w+UOSi/kiH31eKghGeJGiwu0ikd7LJpNZiNnzLM6t3AWba6yo5lfrvUGKWl+Ip30MFV33aRfgdoglqBiIX4wKhUJBH/xIoVDE3aNveQAAerHwGQTQbI9IxrANbuzxk9d9jyef4BhVW9+Y2zyBAxOcgZUVt21qYqzv8USfRmMEAOefa00+Gn4uDsCtrUQssbV9DiBa/F/WN9cXc8cDbVp5oz+rF4vFFaO6nSVx+Y1xzP4BfuR6t+x3mbSi9nYFu611Li8uOj0uXNY1IuoPwu/b7+gXtTVWNFZXN8pFqrC7vr7y9qUvTfDZqQX++2E3BLoI4MOhz7k+UuNXBHB4eOhPaWhs3+7kVVdAoNOtVio/0wkAohP4UHpPiqctcgRwZATTMcp+MMEGVwbdKyrmCZ6sJsgurixDxzNnALKuLJvHxdUQhuLsq3Q8TQYJYpACmvYh6XCABQbp7dTLWxSzgZhnfT0K9jcKXuLmfuwXeKiAyM10lkx6IzNXWbDsmAFG/jIFUt/Mkn2JPq0xRm9DNJilrItkhzZLTDCDg8cz7DEmYlKBdhEerUAYVQEueVPo8BzAs9L7w+3TwMg+vf/xI8ue/MeRCPn4T3R0zecakVfPJMETJfcCTXBntkcAwKoWPU7bXMRBscvwEyxGC9tEAWMbsc1NzNetg7WOhdyTd3qEwgc9s06rBeutpiK/R+yRyNSYxf3k9b+ePJl6hQDaza/sZsndmhpxz6x/a8UJXmAfxsK6fy4sL88NjLtWE1srRP1Sqdg26N/W9hYJeDgAY6HQetD5lCpoRSbG3yyCG/Brz3REcqPppy/xg2fHQLte0brjpdiCdgEB9PmcAavhRr82+yGXiT9va7v+9fXr1dWi5hF/RHy38vaVr/BMlyMQq/hIeAucvcB830MwusMEwOH/CUCSLVT/AcCh7k5wxoaUg1wldFEzh3F2W+cgCUJkZD2QQqEfkaMCAoDgndEA4P4mKP3HXZojBIcR5ci8aJY9XsQxHWgocXwvzupNR8EJpLN4NJzMZT84HCqsR5B26pVykSGUcIaCiB+OGmSYzXV4uLDZfY/N4K5wmptuSRrkcFIHfMZc+viIHInh3MHNTWaXyTMpBjfJYiIcE4pZLhMGVpui95mEy2gwGPQqeU9LxfXrFRrq5NPn1iNUwJM8vEjBrx4eU/aQy8Scfj4iPiSBM07/pbw9FYrZMEl54jIoCLay2e32Cr6YL5zJ0xt5XNkIOhynfcHENgX3Br2LLdHkp0CHccXZU9vVILyvnLFaIxGPxWy275BZWjbzxKsprOCaeo3l/ea+Vz/cunLlco1AoQcfA+IQs/mx2a77J1jQubcLPl8gEkMA6VRqkwEOt7ZQA2MkCiEAwkVrM3GHH/hrNFTwR+3u3vKSdpyf82sRwHl4GmgW6918iSK16lrQGJ1WZyDgdc6KmqtHTPFcJucytH399fXq5mpQ/pWETsKv/AwgEUGINMh6j0FigjtB/oYfngXHwwjS0Fl2rwigWn12DnJeFkMsN1cMyL3lIQEQIpiHnZgIksmJBSYAQiCiVBsccXwANkEEU3SQYWlu9BB4XAyRoONF8PY+gnhhpxxGIfE0xeDeGcwKZthswWFSS7vvdSg71Spl9Uj4DMACcLoHjxMCyOzt7zFx3A1EzpmKAO6zQPSH9HH0KHp0hM2gaRwztIspoM19NInsEe7OIUYYC9tyTHAxxNCJpDfpwrGYKn1FRUkFf+nki9YjVMCTPB7PWXXORIwBe0yygee9Ijj99xP8j0/H6QV/QS9qVnjz3F5GemMXo6IDBZ8vEAhnd5zGlGc/FUtR29v5RAJrVbBp/xzA9BpFAHzwjwZh14zVueRx28HlswF0YIPH7E9ecwDaXgOAP0jqr1wpq63lC0Szs143Evjkic1s/OfywtvxZX8wENnZYVL4qTf3cSVuDADEQORMAn8JbYcWfwH3vK253+CtVixFIq3lldpF4O8MQNQ/ebN4sre8VZwKLiy0A4BWb8BrUBCj6ypkCnG/HPjjN1c0t8z4d1Y04spbn33AQSDwxfALEEA8ZUMF7CaHJGcXZ3KHyT+KrxMJPDPFQ8UmuDPD+/CMzOLLTqASVEoplBP+MAbpV8j7lSqDIfwBkNgkdzWqH0mipLE1CV2vo4/UBuZhGBK14jIuOo29l/F0FoIz/3Gm4HWYZNKOe51DM0qpaMQV8PhCuC8kh8OmccUwzcZYGrim1vzg561FMYELVv0j4EUfZ3K4WAvHC2GZPdbaI3b7+yyXr86SuwCBzR0fry0vaheD2AyS+fDhg0k+Y2i/XnH9RnsMU3uc8eWOgAsY/cY0odX89uH5mdzpGX4IIBZOp8czWT+PJ5iFb/HsqwCAWWdzI1/QMrul4etiVs9OYGtna+vgMJ/X+hLkuymqOPjDVN7Nf3CtoaFB2DNrBSbA2uJI6QkzMGh7/Zp7so9Z7GO9fT+UXbpTWyXgiXpmVzxLHpv5ifn1z9OLCz89XUQBjGyltlPEDdjf3QUC6d1d7jg4Vjzl+yW0uezK+tva4N6bhdgr0lvZ5Fz7bH/9oH8DI4qeviuVrTqna3GhXa7Xz654Z+TNzdXXK+T94VzuwwctmIwqYVWXYCaZjAes17+IgskpxzBBbhDzLy8IhC8wz0w8PjwhITb3jDy1euhcA4sADv75Og+VPwMo7UIAtcQJ7O/vV/arDf4PoIDktt7F32yaJsUsHIBZtkD7Ua4YokUY/qbjFBkWCOFjOnqUKYRdBiW2WQ2+UcnkuDvYFaQ2aRJfZJLJVCzGxFIhyudbxsu/Fqc2gqvboDQHH/fZQjZeyBH/a58tzsXEZxykxZJtM8WOKHx1bXl8YXkxw8lw5kN8xNDvauKXlPM1qU8fz6YgkJJ8onen7dqPv/8eOzn5IhDBlCBaZIJgdJxOmngtzTMJXKid5moD4U5LjsghsM1vSfgSd71mxxnbSaUODnby2hDFZPfJN4TDcSAWo1JOgaDhwf37XapZhxMAHC0CaLOM2SZe42jf1xab+TWY4L4frnz7PQDIb+6ZDQQ8bs/PP0OArPvnP7Xjiz6r1f7vrcQ2xN0AHiCID8S5/S0iGHLuhhaZY8rhD4e9EMo47fwK7dp7tMC/YgpmeR5ilNnJ+pJ64M/pWvYZqpshXu6ZVQh4vOpmxcj8fCYXphxfV1cLq2UCfdIfp/1NgnMFJGUG55JXBLC7m+MMD4m5Q5IvrmGOwKHPfmGxDenhl/ydB8NolLHEGI+De/RaLSA4MoJHGCo17tEFC4Qbz4kKIoXYGMIByGaDpCohnWOLCMaxLp8sL8TCQTbjN6iUnQ+HOt8My+Vyg9cHUUf0M4Cpnf2tGBX0LcC1CAD6opS1X+NMHeSBsmSWJc7eR3ABkjRDxr3s7e3jtXc+o4Yjw784Pr68TmWLtbEf/H6tw+lsqiz/ukn3kSAFGnh8csK5gaefGN3HPPs7yx0J/6lGEE/kjt8vpAvelma+whXHYIc9v7yzLS09Bwe9fHGkpH5rOpLf2ckf7GS1NMUtsCU3DLZo0alAT8+DBw1Cpd7l8Hgi06MTUxMWAHAKG0QmsYZ1grv6+saufFtbWyMEAI3eFayPcZvNP+s0OqNVKxHz63tHveHtbXCBaYx+aSKC50EIGuFAKPRL9KiQg9s+Hk+sOI1WcXU7nr0Bg7++jy/PzZlMWjG/Bj7Tksfp8vvB9evRgwjKmnlg9EYcpmemTI4N4zqCZqGo54M//iGu6PnqR7g4ADu6Z2ZegMqh14emuAjgMFbIDBMA3/wRwCKB5y5g0f4Wi1L/VI5A+tM7SCawCCASiD2VEIXEC9n0EU7Bp3Fz+hmAJPHMgJPnx1Xj2TRzlGNyaTInEHfR4gdF92iwnWEC4HDHmzedcpEW+0KCFL2bYjgA93dCIafPapqfX5xfXPRH/QytbWp37sQOmJP9VP4gz2bBycLxGoQsmkx8AQCZ4s6PMzLmXAOujWWW65LPZHO+eNjpdI7Wl1eWaDwnRfubPyymYk5OWB27f/LxMP9n/k6Kh3d779fihcRMi3zElch+po8tJFOH7YrZrcMxPn+nsj7i3MJ9Wfk8a8zThxCGFwHM5NIQkm8FZluEPJ6cAOiZxkZhC+afLRYs6kcAQefMYz+b+yw1l2tra8WCZr3RGduKRTwRy88e3D43La6sLCm7U6u3eldABKnd6NomKiGeDJLDGI7AwJbHxxZw3xkdj4PRASde1Pjs3XtAMPr+t3eLC5TfMdJUUS+Ztiw5fT6/yytvbpHJFDO8ZpHW1D/id7U982c+JMEnlMtlCuWHeDoenvV+df/BgweI4I/3G5Qzev2MmqRdgDeskeke4soTd+NhIQAAIABJREFU1Gh+1X9WwGH1mQaeH8z98VjuDwDiATHO8AcAe8AEEwD7CYBqU7iADSDYkRqnKKx2ppnP+sOgEwgPDK67zDFRblAlTkrFMq696Md0gUIAB4elb96olCKVy+cNBklTIc5fyWynYtNLRq/LNY/Xu2X/BmUC/mIxT57NHx6cxE52tg/yscQhqEwWG3bxS+4TAM/0rwDCk6K1i1pfcJnl2kQBwONcMuFZ8WjqS/hN7SfcFKxTlnQegRSyzLHLd3II1/lsmLNpCaQ/8/R0eTm6EfeHvV4vRT7nWcsoG8+eGK3hra3Rev5Ok3gptnN4gFs3D30FplAo5mwwNwS/CXpra6VH2SxT6Z1WnEium16yTE+TjSLOKZubFBROLE2MTk1oLK21d8QCsVis11qxfgYXOYAQTtyVXLpUc6ms9fsWbE9PJDbwpAXbxBIUngSeS+Aq/I9Nmj0CDQj7cc2dXNXf2Aah7/t3oH/9i8fH4REIyTRu7JbDdhFRj76Z1yOvaBT1G1wjT10D7wba/B8oNmzq75erlB/Ak0qkDr7C8vOGBz92NdQJurCJRT+kLNYkvDiLMt4Mc/7ff5rg/xnAoS99wM88giYCgPf/ACAWUqnUBi+2wOGyEGyIwaXAm18AmC3gcTA8NgggG0dfMB3FKYFgh9ei0SOmEDeplZ3gYQ5536jk/bMuMMIhanObwU4uZlsiAUCMJsc8dy0vu9pvaEABEr5Y4GTrBLeh5cHN31pZ2cpCCJDMFIUPR48Xr/1UIrZqGnAtmtajZMY4mndfnD1u4mt27paXV4qNZ/XOZ8lmNswUPuaZ/KeTL5rjPkNYYOML42vJLK6PS34htOiPFrJJwDJ/uBNxn3hCKdz4Cj5poQB2oFAg3QTko/Fwmk6kEhCP6x0OrysQxIHlS9Ncw7jHQ2oBI277tHtKt2QZteh6uBMoo84aAJ5A2cAS2+5euvLtldqLl+/U1iEBTm/QtUEFNzLJIEWtxmKpcysMr22HQvsfweWhXIZnbW39A/1tjc/m37+Lrw2MM8cZZ3v5jVHPkmba6gu4XD7XCHZCVF9vbu/vH3eNPx2fm1t8PrBxTCe9OCF5AB5qGtygr76/831dHaigAL48mmy9qptj7Ry34Tdv0P6iAhaLoNXE4+PKVz/zp/5DjcIZgX8AsIPHk3adAagjEqhEAl10lmFzaSqK5bhxMDBFAHPcA3PsYz6y7BGdi2eOSSgSp7ltIcvvcNdMIYNRyGBn50OvV90vNzkDwSAAuLmPhawZGpcVKaycAr58CQT6TFpnKBJJWJ3eiHvr94PDyKjEOqufmZnxbuWTwUxRAnNcy9AeSCEdW4VbesS3uJChOACxo21tjw6OenYmwILxJavn5agcY8dJiIXpk8KXGehiohrN8JpvfGHcXzhmkolkEn8UhutQwp/4OL/KeF0QJKXy+2ATSUBE+mvJCm9yZSFSygKM+/Q++M9+uOJhLGB2Lnm4LQ2eAFZCk2poO+6zASrds7PO2VmPE0for65i7Q0Q2Hvl0l8vffd9Wdn3tXX/KEMEXEar1eELU2FSbQNuIcnFrFKxFCl7hWCNTbuet+Hq6f6BtrY5f3zu6WIms+Hj8/licP88VqvP53S4XCbw9qqrG0XtWi38rD/99A5XDiynQUCBv7Y5cLhSW1vTX915hAtXHz268z1uXdfru1UIGVcUwyGIAMIbiAUmNYBDL/4DQFLOyoXEnwtU/yCDBEY8KVbKupQAoEFrNGoRQABT7aCyYHvSFIUOLu7Piqb3SP4N/TCWPfHRJyAD8Yxvo4ABaA6iX5xPlR5/u0hH4Zb0Gp4BgA873/jVKrnJFQqF1sGNAYgz2QxNWsNMJhMBEJ4Xfcu+RMCzY1yJxSQRC8iEuaZC3MVvedTTo59NgLaBVwguF1MkIkNTG+shn8tndPmC4IId4fYmkiGi07HQkjsyVV5e3jRy8Kk4Dbo4DbAAbmC+cN6q9IUVPj1mM+NzA+OLNAv4UXQyAx5dls0WvxwDcX82GId4mP4Y299f38d50kfEOST6hykBUjpTwFohlsl+SDLJ+AfMscfI8iSPOxKCPxHs2dxCCkmhfySC9ajulQAOcw+EqMQ6HYtEWr8t+9tfym6XfX+nrOEf/2gQCuFWHek3uUwObP3DrhqawsPn4EYisRraZGKxfUDfhWMSnzW24ZYo1/icK8rS2LAuMeJmJhzZBpfLNSKqvgH2tx3wGx9/u/Bu/t3828V4Lhp91v+s0ZGmceFOKypgLfZcPgIIgcAepUqF3L15M1xUQWDvDQlBzkxwN1clUwTwLA5Rq89MMm4oxP/0mb7z+FjKk8qEUplS2aM1YMmHdmAAJVDpCGOnZCYeBccUF7gBhGRhHJagZI6ZAh06ADcsERw3FdJxYDMdJ21xa4vjC7EoaCVlUGMH5YsXb94o+w1OMB3/X2HnA9bknSf4isQIjpmuqQLH7dNyo0tL6QtM4yyUDSCNEId5sw04Jbcj2k3IsSZDKL3n7rFmNqa6uEC7E9eURjrdMM9Mr70oI1YXash2NkgaS4Y/Oee2QoiJ8wKGvGASN4DQO3nu+/29CeLu7O0rhvx9SfJ+3u//3/c7PjV9J7QQDUej03DD4eqzWjj8QAIO9Ds8w3Mu090Htw7+j4N/dmB/dnYWGWR1qLJY2heZnQVdN7+EIbkYHujpqRGnc2yMzJvGoCII1tAClsKCKJhnhztiscMF+wsOOzgrcI0rEHzElT6vrX2z0aR3o1x/dXr6qqH+hGVglnU4RkeDM3MRtCkjpN0bi12z4uGVcJRdDmGJxuTiPBbwLJP04TKZ2xjhKtZmGXwqPHc2ukKGU8z7gaxb3AYm3o0EecO3/MNcVbX/7vA93wwh0D8zyc6BBs4h3W5zDx16/vnK6upKqUoeNOlNCo2lz+UPgrMyyXzF3p6fnGJ8kyQuPTkZAnHnvGo4CeLv2kjUZVHYI6uL52lRLfBH1uA5yJJht6ezpkYOUvKEYaDr7c/6b3527Rr2F/ynAJnybbx/N3br0yMHnjpw4NWyslfJklgE0AwAotebBJATgWdJwJkEmk+fagH/5EwLyMlNInADQPh1uh4E78mzrs0ikFudqQMbUNpQ3ajWaEEHI4CdBj0C2Oa6jzkvXHAEEGKkD1cVJQDEc97zYCn2YMbb1Y8HAIibBh94OnCbGej/ah67q9jb1Dgb+/Rll07fafN6PWOTvjtYRR+NBvzjnu5hW5+V6N9r1/r7Oz5QdNhc3U7zrYM/evbZF17IycTZTsXFldJDYI1o+3xgBIRx5MLMLBsO+KbhZB5wgkqxm6wjrA9D1FigFQ9FFxhmxnPecfEIjgQ5PJrsSZRYnEmigd9880StPoaiQzf7B7r0NZTB4vKYFB3nwBLw+JgIWTFPGifhKiwganUh+nA1DvQhgAtxbMtHGgIT6uLEF0djFF4Xji4TABdnAKwEfxyICB4IQfjxg1gcHx7uRvg8Ls+o/+7MzN1b5ysyc58r+6Ps3IqKvZWwlVTLZa4Rq1zRqW3VgqkYxDTm7dDYNDMVwAT0nTu+SdY5EIq6QQYarwXuj9TrR+Jxh0IiobsvOrj5nB6PwzbgHu+mRTUnDQYDmH+49fdfvfr511+PfB4NTV09WW+YHb13RZKR+VRZBWm39gLRw0QC6hKF+QkAOcl3lgvFAEwt3LqQtjYdITCZgQP+TnGtYi6fqleehF/JjMhjAE+1qJTK6oZGtQ4APN9ts1pM6IYYdRr7fTzlwb9nUAqySCB2wyLz/8BFfDgWW4otzc4MuFl2IRRlF3xYjzB9e/mrfvdifGHFN9LWDACeaoZzxai3esbdBMAFAuCdsWHTsM3lJEMjAMAuEU1JzK3m2eFP9v/o2eeefSEzK7dCKq0srqzCYyDWuCbGGFwSMINzPH1uH6DnJPJPb7EEfAvY+ANnOsHeQwzjHe7usB0p2L9f0rH2JIDrm0pR15Pr5daWpwcGbvbXo2zQd5qw8ZkZvgm7KxAm9IHZAYJuhQA4zUaXl/0JAMEhWo6Qx1k2sZ49sVQGAYyHWVxHw44Pk6wFKuBb3GQvTgIm7MHhc3TH+W4HlrvevQsexr1PDmRm/mFZWXb2888DgNWVIAE1nSMujUavUdRpzC7fDHP79gBzm5meJFWIAOBYYMw5Eg7b609OhH12fc3E/VlHrWj/EeyVQFoRDiOAtoF+urRUbngHAHwbTcATbwOLt6OhwM3bgfCIHZTJ3Vt/m/PtzKcOvIoNJ/8o94UDb77Z1NTaYsTZL8QA5BLAp84mryadEqzUhw3jMsmyaS4l0owm3il4LQ4y36gc3LQ67nSbulp5FNdE6XA+s81mNemNbSBz1dYJXISO3Q5wA09/OgkgGoGxh+O+pVh8lh0jQ9XhOCGA4AOzA12OeTCRAiMWbP1xprn5sssot3jGwcaZYgDAhWiUYcbGz/tto65rpAvbNbuBoihaI2udCGr3H3zh2f/4XGZ2RWVVFX7/+0qqpVUyJwLIzJCMTNh3EwC0OoFAiwX8vhEGy2bY5YUQV8/FBP3nO4c/kYAnrBjmpoIka/S5cOA3G44vBgpX476BMatJLpcb9AZDvVwBfmk3sUXsOIMMp72ipl2JrJBVAAw4X7EYw3DT5eK4Mj+0KWBN6mTjC1hdu0CoZD3D49zKOFS+SOANDr1hskLuxqXDBZJahdlms8Ed41/N3Pv4YE5OJgKYW4nNw6vFUi0ubnXpgUBtXavVMc7cfnugn/Xdnk5EpX1+d5hxOkO+qwagUH9Sz6zMmkolHeB6k0FOX42Pe1wut01Pi2g9zhb4DPk7oaD1NfqrvmgI7HewXgITbveNI/tzdu/GHtFlr75alvtC2SEEEBRwIva3GcCzj/UxiU+f2YhOI4BnSRQabT8lGRLMLUxPRv/UGwSCilSBE9KoUqm12k5zdzcOSTVYQASC44BF6RjiDJCWG+x0YANA+GpjM457sfhczIed20AFRwPYoHLhzqSp47qbWWTDOD2rseHMaWWzSy0zu7zjfixXIgCGmK/8thmHh5OAIAItNVSRQibXOh2KgoO7n835w0xsmlOJLSjxGBSrnDg3zMeSwpzA7ZtTIwBgn8WIa59wNtxYl2lsdYU4wugf+22eG7fO7y/YTyti60nJl7hYi8fWNuY0YJpkxd1t61bIazoNJjkAXSOpraVbW7ttnXJT2O0jRRjI1QoadXGMSEYe4jAd0soSLqYZrpAiCSCZ9RBfjmLiGzR0jIEzj4RfhrlFmcNXhrnFmXj7yqef/lySWSSRHEbqL10fd4x7juzfX5ZTdiA3Kzd3b2UJiH+lSq6RWyfseg3Wnlr0Ji97wvT27duTXGnMJCiWcZ/vttM5df/RfWt9qd7iiqw6CyTDt85zs+vGgD8QgfoaEW3ov4oAftb/tkJCl8qL5ODcTETvR3FZT2SiuwPk37O7nzpQwQFYVlZxjMRhjBxajwN/G/xx5h7JEbedJhieTZRmJcPPhLy2x6uFTz1Rmd98yqiqVrW06BDA1k448RFAa5vaqLNawfCPciJwGlzg8HRgwwuJRlbYWLdnaQnckBBpVLlARruCszJ2vqP7A2aZXQ7gyJqGlsZ9SpdO1unwjHunJkPY6hd2AABen3G4bfbHBBbJZa0ak6MjY/+z//nA7sxc8D72Yau8ypKGarHMPDEBAC6iqp32gQPisposxjq5CgHUg1GtODEwPz8fJ346+IjeB/57d+FI7pec/4b4IOtPApjoGfNo5VG82+TpK62RdaL7bzRYLPKsjIICCW12mOQmrP7HydxgcYAWXgHQYsF4PBhbjM0tkrWbUa5RIheGiWB7Ea5NP7jCN7/Gh+HdeEdHEwvRhzEESJp8XCGN8kH8/fytw5lZAGDt4cNHzn180eH4arhDsr+8jEjAXE4CylQyIK9txK4BKa3t1HQ6mQEkMHT7tu8OlmIDh2NT4Ee4w4GT9XY7cz88uzohoVpveDgFPDbuIPzVKAxdV69exVFd/XRBBl0kEctkNXon6JbACLYE1x7M3J2Z8+xTFbmggl8lDSmrmrA3wqlNApCrwjq7CUF0QbDoD4Vdc9uZZJn0hrPRllyTmeCuOdEosJlbnIR9jc5gExAScuy2WgyGtja1rt5qDURIuxbsHY4jV1EYkJEz2CkQdHB399rSEjvHoJ5hoqH4NANCkPUPK86fR7804nOZ1Y2N+xoaLrfJtd0gAid9BEAw1MAwujjucAzYryWsQHt9jUZm1NW7zxd8e//BsszM51+tRP4acHTG0aPizpGJqVk/xiKZ2yNusP0sOq24SKYEh11fX1pTb8VEX/whafXLMkxw0X/37sWDBRmSWs83jxJxwMRKzI088KO11dURq9upkWllMrlRpzdaDEaLNkuQAUiYHXaTZSSMsg+08ApOE4v7AisxNr6EObgYSRQvcA1eMV6VqJBY4EonFxam3+5H0zjE+Me94xyAZEk6Ds8kHRIAwE9//vFbf1a2pzy3AgDUtgKANvf4uKPjYPmB3AR/ldW4cFcu18jq7a42nUop1+g7LU6mq/9tN3PHT+pTiST0TU3B97LSfzM8Eri/sjLbV1tAHb6BJqD7KwDQaVXU0CcMXSD9rn3eDx6XKCNDsqe4TiIrlVnsExMoU8JuSUHOs7ufBQCxH9ur2HV3b5W0qQUAPJVcnI4AkhAglwq5nPBCyMIPcWmpuPE0KZ1Jpj7IUmDj6WQt/unmjVYJG/lh0tbIrFOqtBsA6o1WtU4GAM4SAH0EQDIKKUKGbhEjcGnN0bEWW2JjLHiCC9PRwIov7IuPzc0FFecvjs+z85Exl7FE11hyRt1m1Gi73d6xKSzrIAAu+of/57DN4XAOEBl47fNr+nqDDAthbZICMIBy/xC+/OdLKsnkFthU5tmAd9Y7NhkIgPizWy1Wo1a655kqsVoM5mppPbaUm38Yn0vUSjNscM5/138EADx4OJYUgRslMMltNXp7YMBlrSmSalUqs9FotFj1Rn0RACg53O1ygY1J1j9hE7QIMMiOja3MzXmDsWBwZi62SNwMpC/p/HIbBrDh4usTb09jkS7jAw/3+g2OP27I5hUOxBuXjhx869ABrMiqkFQhgOcvOsbBVb54+GBteRYHYHFJSbEY7COZUq22u4wqNbbb0VsZpmtgYJJlEsUxk/4pEIHw1awGwquByP37AbtWVkpJPna5hjEL7/bY5FSNqd9gOHECAPx84IO3RQUZ5c9UYhGW1GwccYXvR8GDPJGR8+yzIAErKw9VVmBz8txisbhKpdNxubfLCef37AaAiSXD2MZDCfiVfkfc2Hz6zON4MxF9Oh14MadPJZr2tjQ/bhONz8CIC3xAEIAqaWtfa2+f1QKGUJtFrtc7nfHICi5IwvZ0pBYhFCUtUEEC+tZisQcKrBqYwda78UB0ehkBDM5472rP24bnHzIPfSaLrqlB2aK+fFmjMbkmfD6yeAlXE/nJ9HrHmHPgKicDP792zWDUv+O0Wjolmd/OLct+vvL551EGcghqVu+7gxMkljpgNRn0Fo3RuHePWNXQuK9R3VZvnLgfmGWwKCBORk9HA2Mzc57Ri+CG7N9//ZtvEsUwa49TcCQsHbp5c6BLUVokbuptBWXe2wbenl4re+aZulqzDQC02J0M0BcNRZbhm1hmB9zBmIfWLnUAUz4WF+uHE52yueGhiaosNIWjX584Mb0QQpccHAHsYnSJzBj+9NNLn3xKpN8nV35+sKws5xDY+W/W4fyG1nOfXBy/Pj7juTV6rrU8Iwv70++VFO8tlimVyhqlWokxfaVOV1pj1JsY35QDLBIUgbhIdNzPTCKCq+HQamSViRpwTFdRQa3Nb3O4HYzbUUPRpi5wPk7glDhwQOiMjOw94GTva2qqEovNRstEJBBeHi/I+XYOAAiOx7Fj0sriimJwwVXITyIGeHrD84A7HselsS4BW8foMObSsjnzhgqYdJVRq4kWbiEd3DgJyDUM1AF7ShVcqlVSLQhABNCkt9g1Or3Vej8Sj2HYDVvmk+82GgmRGbxR3woA2BF8QNLwOD6TDcQD2BcgOBc8b+q+fmeRXfQqFL1N0gZlo8sllXc6g8EAdk/A6NgCi91Bhx0e90A/l4z7p5sDBsNJy7VrVlvHwYzMCg7AkpIEgapeq90kom3dnZ0mU71cb9RolHv2VFYrG8UNynqZ0Wl3su6OjpmEFxBlx7xBR/f5jgJJhqTjxvo3uCppLZEU5qTf2vK0G/Az6PUaGRyBFqNZB7K03thmlmdk1ME30dfnslgjy9j8A0vCoisrACD7wFVKz3WMDnc7Y8vswjJWLCR7RIQYTvZNk3EVnAQkADqGk1r3U9JTkAxc/+SXVy79178tyz1UUfem+U1cEnvukyvDWGbv998a/qQWAAHVXCGtEgMCKpkaJ8SrL7va1Hi0dMbOWfccM4kKGJcpgRnI3JkamWJGVrFfjN0gl2mNWnlpRq3NMeZz96P3q9e/3Y9jla6BA0KD/Msoz977PLh4lcVZe2Vai2t2ggkN//xHmc8++8JTLWZza2vTMalUekzX0sI5IAS3x84HB2Cia0dbsiCB1FdtrJkjBJ4xtzRJq6RoHjZz8g5Xcz4GEAzHKhCyyZpAsw30m8lgtOPiOCODpjUbnMJgIJb9BcAiD+B61HgADO6lbkcMAY3gEQ+hkQgyDoSgq9vmwCLeoII2NzU1NjRe7lXJtdhuFqxIAmAkfnecS44mAMQpwCfr5Yar1wactnNZe3Kz9j4PAD6fALBaqbMYawQSk1YOklkuNxqVSvGevdUlONlKKVaeck2MOBV0hx/DcChhlwNTQff5jvP7M0AEdi+B64EVMButONbXV6Oh6dsDBn09HBiZTGPUkoX0mvqTemOrBCzAPrOjz2myglsVgB0uI4DxsNU5F/NIJP7zfke3O74cYh9yNYOkSIyYKLiCBZv5hdjbn/WD5xbCVJxj+MoNbur1Je4S/t269MsbV35+Cad0HKprrcOGpOcu3rj11T3/8F3/8OjwkaKsrGyQgVVVEqlKKYajhN2J1S6XUanGPqRaUzASBLvX7w2Sdkjj/hnfmJeZXF0OR2c1NfCvU9OqeobSuia8AwpKpLeC/MPBXtgr+gQlyMjIOJRb+by0cu8+kLFVcrPdNxEMeG5dATfkOQCwl7Rm06EH0tbLhQA3BB5e30RiYiESlwFBprBTRwLIllNkSkhxMdgRuuZmdFNUapxl/TgOiK2plaRPARYkmM0WBNCkt+LSJMPECmZgg2Pcghs2NI21z+EotlljY/EHHhvagAw2k1oILIAQnL69MMlOBD3jflI6YFMca2rRKRvPtJix05gvCBSHueYHACC4ha7hASsnAf/3tWsna2pOvnO132k1Zz+TtWfP3n0AIJGB1Q0NxTqjrKhIBm6gBvt3mXUymfg7+6qrG442HCVde112RY2i+3qMTHtbADs17PM7OmqP5EgKCo54vlnnurU9LnzBwXTT/TiBxKCXayxG3K1ap9HX1+uN2toqbV/fqM1usIfDTCiK2ZBlHOTaNTB3z0/TXoff48UQzAJmSgiADNehE3+HOABDN78ObAA4jBbfpSSA6IfcwqlzR97aX54rqarSVgGA585fv+UfX7w7fnf8+vDwuVpJeXnFoUN12HAEtGADzlFtVBpdLh0eQqOxxjU64QuSzHCiFZfPOxUIs1PgrOvl8Jk0cq2mqLTO5TDp6RpwP7pwtPXX/aB/B0xURkHO7kO51SUl+/bsqywBMdtq7psYY+6O3vrFQVDBZ0hYpaXF3KIqLcx/6ZU3Ll9OFCL8mwCeTgakCYDNyUlx2GRVUp5bXixWIoAoL1S6pJLmJgqr0QZUNqqqq+rQCzFZwQsBHayH42xwgQSMxfFMYxhUwuCvYwwGGELzOzbniC3F4gAguIOBhUA0MO1bmPaBhT6HfXrisXGFtLUFg9y9vUYQ8sFZLERAdyu2ePcWGOIOONXtXCTm2l9//s4JnJ501WrqLHhmDwJYgl7IPhxd0LBPJS8tooqa6uA0UWt0LUq4u4TMVStpVKob6ttAPopM/qVFMu9yAcc9gD9+7uDH/y0HB8X5k8FAjr/V6MjI7dsjN7vqDfV6kwWTj3q9Ti7TGXUn9frO1lZtrQ0UsEVvd2MvOBY8/JV4NDxtdT6M+RUSj39tJvZwAdeMhBDAKMv1aMcIELZqnybza0H++RBAn+M66GDQuZ8ig2AJogr+FGzAG788eDCnvLy2trZVA7aP7fowUDQzh61ibNe7O7SHD2GDbImkChg8qm6AD1qCBF7GRWRmZau8b3Ri1jszl2wGN+4NBr0jAd/KxH0n8KfXaZRKDcjWTjlNnzAZCH+ff/45AbAgIyfnmUPF1cV79u4pqd5XXVylbdU4ur1379669daPMjcAbC4UCAS7hLApN+U+iD+8WR7+QCjctXPnDxJdyJubz4CJR+RnU1OLqqo4N7esIltSpcL5wUqwmnRcO61T3LL3Zl0LAEhapGPhTysCaAIdDADqjXZQsfEYM0km13IAxtETwbZowF7M+2ApHguxmBRlWAIgy/rYYISdvwMALgYVh8wtR48eb3T16lSdDt9smExjCxMAb924eP7jUZfdmogEwldjeMfw19fsllYEMGtvZUlxJQC4rxJHZ4DtXZSRoWmSSnVNoJAb9pUoq3GaQcN3jjY0Nzar6+vrnUF2jk0AiF1sYkHHlRv/PSdjf4Hk/FKiRSVpyrESuIkADoA0APIs8HnB6NAb5Xo45U6ehEswgGzdmJOEf1ZTf2AlEl/BVVID7o7uB/dGH/i9i4tkLjEuGtnoE4YEkqxQAEeXsbg8JBQCu9hhu34FiPvlL6988gtg8NKnn14hWvjGp4cP4iCSWk2r1mzBAR9+8NzBPRufvI69qVtri7Nys/Gb2Kc8qiTBABD2bSO9KuVR0I1SIxg1Y8wGgGPjM8yY2+eLWic5gc2aAAAgAElEQVQYV70G27Gp7eZSmVx+Qt9l6OLwAwA/M5lqC76dmbkbPIx9e7gZgnulOq3MpHeO3rt15chbzz7FBZZblEKB0Dy3ujRRLxT+IAFgAjxiASYh/AEiKnyDW6mETa9OqdWNyuqqKmkVGZhOAJSi5DvTeLRaSXTw6UTjctI4BgAUi0vE4jog0AROsMVgBAL1+jbrLPAXmyN92X2hODix4fjNmySUHGcBwLkH8SWWC8jiqnQGVDAbCAfZeYaZX2Rjc4pjrS26RgSwpU7T7QliHg03IgEvHqk9/PHHJss7BMCrA/0DV60YEezuLMjIwumK+4qr8dspQQJ1ZjGVlSVuqq4+rhKL1fCG8YAcLdn3HRANjSDIjYaxIIu9+LFyANVwND7nv/e//qwso2B/gWL44TpJAT969M1K2Ddy8yZOwkEAjeBydV21XjXIjfVWo7HNYDTqQRH0uRxWbI9hHRuxmgIrWJgFgnvATdf6F/1LSw9iLGmXg9U3WKYQSQAYxopvkIBkgBRWiSOAwwkAf3HjF78g+vcSCcNgFPrIkSNacx3wB1Yz9try3x3/anj4q+HuD86fP6eVZO3JAlskC4zdRrB2SxrUDeCK9LrgnJa2VJtVRtdIkKvOR27HvaCFGVDDTkvgvksnk9frrC5VqUyjMOGp9hnyB/8/O6GgCzJ25+zeU1EsFiN/GGqUNsnkuHbs7pUj+w/mJCTgfxEKFQm98dt84StJ8B4DeDahl8W7LOt/uesN7N/RfIa0PFACUGD4gfguzs4uA0u3WFKH2LXojsJRO55s+3HqlBoOHViB6IqLq6oeA4j9/fQ6i9WHALK4DuHOHdA4vmk23tWFQ+LC8dklLNCLP2QjuASE80Kmb8MvJgiSAASgPxbpfPPNVl3D8RbXSG+TxuQOzjIsaeABNuCNS+cOZJfX1dXpjTgW7vOr/YCg3XnNareairKKisE0Lt4nLcZqEFDCKmWvsbS0VFyJ0+GqjzbqgEKxsrp6375qgFCpbtMZrQHPzBKuDMG2gegJx2OoUHL2Fwgkos5Yskn0KnNzYCRw9aThKvZYBZf/qt1pNRlM9VYA0G63u+waTd+owzXqYid8jDvMDph8K/CxWfjM1gGJyL80t7REylEXlpfZJwHEpZwAYBAAnA0HwpEAqGMmiACiwv3ljU9RC3NxwEST/e4Os1nbZ+pzOD0JYw5rB7s7zp/r0NaWZ+3J3IPWyJ7Ko8fB2AUJiI0DXX3HG7H9sU5unGA9nrlF7zgnBkEJz0z4xsLWiYn7Rnl9vcVl0Wg6O+tNTtKqlxOAJ0SSgmd255btBuFXDN4B/FTuqy6RlmpkRuvo6CVJQc7+p7jGV4VCzfp6T+EuoSzmJSLwr5qbCXeXL59uTmjjy81/jhLwQwBQfrr5z5vVp8/iyCWQZnAAEzO+crOz4YZU19LcckZ9tFp6tOl4y3EddhtsbMSmCSABlcVV0loAUINVqRiHMRjbjDpjW68zihV4c25im+AS1akVWjQVZyJcAdIKVwlMmrWQJenTgenINMPEAyGSQnVWlPfhJNAzI+YmrdkZZGZRAc+ysbuOnx+syMyqqioVyzX1BsBuYGDgJqDRbwUoOmuyJBI4gYq5OAymozRmo0YuEzeVVB+vrD7eAG9ZKRPLVGI4i0uKxDqj3mhyYigrjMvu8I+Qlh9zt96SFGQIBKUKdu3RKngiy7dvfj799chVQ/3JmzdNA9MDIwMjI84Rk0Yvt8idYRxQOVKjcMXuYXhpNhAYOAEPhsLcwO2pAauInnkwG2MCHG4LCxu6l4zrxj8ai8wyM4lVonCmzc0FHd0XAbUrqII/ueS4Mexw3MCiBAcwaANN2221O91BL7ixoDiwVsEGW3erVlubnZGR+Ux2FgJ4rAQAbGlsaITtTN/lFvAplTKVVhscvXfP658fn/RzIWmvwzPmm7DYZu/r6wMTJ2sMVvQmTXasPf0aDcD+fozAZB7CVHNlJfrYe6u/AydySbWqVGefcJ6n90sSAP6FsPDR+mu7iAmI/DW/gr9faQbgXoIrLwGRcNfOnXjvh+udwj95GQzBXa8Ywf1Qi1XSymIE8FVEMDd7LwEQVbC0Wnqs6bjuOBqCHIDN4IQoJbgypqoWzpckgEayMsR+Pwoy8E73kesg6efgoARWTLSTFF+ykY1SdDzWUVwWF/ZNT0eYEAMkkMWZU/uLelWN6kadCwHsA1MSO3fMzd3rPlKbXZGdfQgkr0xWowHX2zpANjgcVqu1U4IASorR09i3T1ylVGJCUq/XNhVXH6+u1pG0hQ4817qqKjByNJjE0FsnohPcYScQIgTzwx0KRW1RRpHJNRZfBfMvQNbKgvq120fcJzonbwdu+gITPqNM3mlRTC6EArMTEzVyd+zu3NxsBLgboK1TV0nsKB4JTw0MUBI3E4yQiozHq1OSRVgsV7jNzuLSZXwL4XB8cXEG+5BfuYitzT+5OIxFCNi9HDMjjksXsa2+2+OdmpzE6oZ5P1ZrdXd0An+Hq8Dmzdj9TCZpBn4UB4O24KCexkbdmd5eHTgYOpVU0+qf8/iYOxvL1ec8/vMOt9djm52dsJ48abDbrUZ5jdwA4HH+x4BCUJDx7d0HKkier0pSKikCAQiapEEp1thHWM+5gv0JAF8R/mp9KIHfLmE+QldaKhTmv1EoFBbW4MUbeFchMAgquFNIbuza9dIpULRqcH7FkkpJMfjykooKOJZiqbqlBZyQqmophherpU06HfrESiBQrVJVAYAAYR14waiDAUALqGDUa5HoUtzfQXXMzIwDgIyPddKgk0gOnvT122jVGwpP46C3aVTCoIrQZ4mykqJWnbK5sbGvtxWMwIlZHOOAHe866fIs+A6OScW4acxOk2HgZn//TYdtAAC02zq1kiIEsLKkWgomikZntqJFZjVXSVtVKqO5FzkF99WsrdMYyWN2i8U5y0RIJT02Oyer7+Yd5851m2uLSsGqcE75Quztm/1XTxgM71zzgX+rV4xNh26D5J7oLCp12rpCC1Hm/uwELXfEGAQwEo5MGdyBLh8x98C9unmzs9PHzq5wvQmxJBq3FTJsjNRhoUcSi6AYxLFPcAEAzmEYZvgiDvK4MnzLQ1q6wOUoGeXgcLjGJ3y+KfcUs8jexfzQ9Yvnz3WaDx+uRf4ynnnmmexskFXV+yqPNjUdPX4c9TASqBIrNSqlXNLn8wRnfPN3/Fxv1hmvR0HbZrzYNt1Sg/y16WWlpfUD/VeBv8/6nbUg/3bnfBuzbJXP50rwRAcT5yiY0mKlzO6aDTokBxMAviSMrJfuUgt3gRAkHJpx6p4Zrrz8O3DnflcI95rRPlyLIIC7dn0IN/65MO2VttMt5jYMwKiksPtK8OKrxCpMqACYYizvJH+9qqkJjiwBsFndJMa3AgR2JgCECyICLRNhsPNmPqAU/rnxOTbiC/imDKaReHxTe4IEgGABhqIIILiBIQZkIRCw0iqpa1U2K9V9veY6WacH49nwyrm5cxIAsKLyWHWluAqno7g0Cpuj3+Z2OLDKz+l02Q6Xgx1IEpFSsdyM9zndbrfDbO41WpwunKkH99j7bBb+TgG38fmC/Dy8kpefl5cP//PyyL18fkoKn2w7dgh2bNu2bceObTvwedv55HXwLHhGvkBAwQtgD7Af6kW4nk92QAn4go0bsFFUHpUPu8/PpzZteYkN7sVnJt9APvXii/iib8G/f2d7kXqaeyKfv53P5/F4KVu2pGx5Ci5SUlJTefAD//E3bHx+ehrew+fBh/qXO+Kn4OUOQf5O+JT4qbelwuffQTb+dthbylNbub2SPW/atvG5r5HHAfgHwrX1jF0NQiFZxhARmtfX/sG+tm4WvrS2/jvr79bX8vGuX7kerceICoYbH/5qfU2YpsGodC9sZhDS1dUkkIlRGdC5yuJiUMiwVVQcerNJWlUF+lGN2eIEgDKyOh0ABAjbyOI4VxiNwGGRZHjGPxeMMGyAdbrDWHpEdM4mAKPg8UWnp0D1Mjg3GBezB5YdEplZpW5Qw5tpkrU6J9CNBqlwT1sE+vdV4uOCgVel6ZPR3bbu619hC1nMnk/gtN5isawJ27jXGEdweD0zG/AFxzwu5wjoFxxiGmCYMV+QfOv5hBT8AhPc5SGLedwXCoeAv7GlpGzbAShyBwufC5gggJQgj8Lr+fk7dwBlwBFylpdH5REA8XZeHvmPbOWTDe9OXMvniM+jNgNIIH3x30MvASBH6nagD/BLIQBuQQC38hIAPiaFx0tLT0MOefyU1H+1J/ItkNNGsI2fIDCVEMjfxk8H6jawfgJAXuq2NHwhJUhPAri0/vKuZuEurnOO8NGjl8EEfPQo/8N1l3DnLte6Jf/Ro8Kdu+oJgO8K1x4VCl9bWu9MK8QoSxu4K73Y9FxNckw46gZtw2Ks8oEfsuAEszwcfxyAVTiElpOAVg5Ao9EeANgeztEim9/PBkmTAhBiLAcgZwUmsvDxEBOIMr7pAI5vxUWaoXAg6q+V9epUoDVazK2a1r4xUru5uBhTFJSXHztEUm1ggIirzKWSbpsNNJXD4QD+xobHXd2tGo2uD3vdWlzgDoAtQDzt8NQIE41wtt5CNBCJcwcaGdyBBCYkVVJgoZyDI5C6DY/FDv6ObZww5KRmPie5KKSUEpAbFN7ipBz+IHqC/HxB4nYSwHxOAiJvQNyGLCQvyE/Kwjzu4acFSdi5E0Kw8c446SvYdPNb6Sj9tmzhASBbEhuP94SY4iUIFKSnpSFcKf9KBG7aMTy+DagjZx3yl5KyPfWpp1IS/KWmbEaQvyFNt3MA/rHQs27e9cdoAAoL1+dq1n8rfOklYXC99HfrL6cJ00TrgZp18I537lr75zQAULQ+Bzp66cdp/DSw7rg1JG2nSKM3DkG1zqgq3Zu9FxUwmfBaUV5R10SKFHRGTgJKQGGa0QsBADkvxGgZAaPm4Vy3Ysw/DgAypBsZiT5sABghAIbjCBzrm/axvsA0i7NVwBK8p5D3oscKMrhVo+1zBUjHFTZ2TiKpAAn4PJnOXFJZ1VpE264P33JcBKvI43Z6HN5Rl7PP7gq6bPaRAEMqspfjpNQugM2RF7CoBltSsHE47EHChWDjK9wBv5ISME+wE45C4vuF+3/qmbhA8QXtY16TIE8x5lXk5Zm83vcEFO3xXqAASYoSBek8iu5BsuiePIpgikwS4JC7fHiKCRcRBGnqiS3vsTIeDOLWDvht3w5v42nBi7BHwYvcgwlE6Av4+8UEgaJuwfZ0Pn8rQS8B4PsUyELeEAi6lAR8CU3MT8NNZE4Dvrz5v0egwv564CuBMy81KfcFQ6l8Xopn69YCm6fvNQQQNt5v+AkA08j5iy/mAHxDKFtfKyQeiNC6bpUBgIWFwsB6ze/WC/lCfuG6txQBTEtbi6WZ1zuLwC78UsRLS+MVqnViMivkMvjJZEomSV/Dj3LvXsJfbkVZdk4ZUcNqkg9JAFheVKtFAK0mK/rBenCDjU4wq5eCM7ZFxj0H7E2yTJwNRxKaN+kFk0HC2BYBW9eGpwLTcV844AMqH2g1Zi38YZ1Kp5VrbB4MJMZDczEbLSmvrHy1EvNpJSWVUm35YcfwrVvXux0IoNs3HvR7JgKz97E5JDgDAfA7V1aXsTcNUfcrbCC8gj1RouwCEEEAzN9BZBvwRjQsUYUojjgzkHtMkD9ECwTfHxLRgxQ19Pp3x0SiscR1kZem/pFGZUr9tGeQIqQhgKDI0LB7AsC8fJHHA0/pctMJAUiEHRGgLybkbz48Jw/EXzooVHJeCBHAJH4cg/RH/wKb9PTtPM70SyHblqLWrTxeUWvqlpSUx9IvcQ0YLAWCd/K91L+h1vPy4dzbBrYdyj6wfYf4GfwUDwD9NC/9fRGngnm/SUuI1jR+0iZ+inRkA+vPs75UStyP9f9bmE9U8Muggq3rg/BlDoI1+OiRkMcTrcd4764r+GvrRTye4E95aUKpTtesbuYWJ2Gyo7H5tFqtUrfolKq9JcV791a8+mo2hgeLq+qIE3LqlFErlpRLJEXlEgWJBFrRCUEEjUYryDn2AS6GZmYYJs6gdxvmBnbh5fxKnCSDMTKBCzenpwJYD+JbBknIhNmYp0gya758+exIr86oMXvcAYzbMot3bbVVVccqK6sbgMBKaV1rb18fiY7dGvWOj00FWXYu6AvcX12JhOMrUaJtAcDlhRXwObFVS6JJ/ko0vgwIBCn6wmDwdYXXvpOvcHvhqLR7f32hPk/h8bbn0T0e04V6gaBHBAf9goh2e9upHjg21HsKRRdFmU6g6ILrpg055hVNiAA9etDTRQ8Oek0Ew49oatA7JMpD+QdwDcHu8gd76Lz3xoIfUYpBgQiINHmCPfBkTxfyKBCNC6jtki+GfpjCo12e1wT0YI/3ozx68NfwBkH2jsFbuwBv1NuOb3ewXUT38GnPl4otvPeHu9NTeFtT0BIcgt+tGbxS2E2qxJwq/Ic02JlLwuPRQ64fphZ2ot3mBVE66FUovENPC9o93McfvPC66IKoxznxUz5f4bG3iwA2gQdOhxRPavoQCMKUhAAECVho/tDTmZpKe36j4E4eDkAQgcLfrq/PuUbW1h/JhEILeBy/Wlu3CAvX1r3m36IT8uH62vs/e0QAPMJTwI3319YlaX9QBRJHqeQWIYH4I10Am9UoBNVKaXVlZTFagbmYKUEnBBMiRl0NBmyyyyV1nZwItOD6dKNeb7QGYjE2xvXHZpgIAZB9DCA21WUSwxqwZAu8EAY0pi8ewF5FbMwnKR0Bf+iy67LRCDp4LICNb5m5mKu19XATOiGYCpLWmfscjlt+BJAseyWjsX1YWo7FJlFsOrOwvLq6HOfmiWA3nviTAHq/LwJt2kPXDFL5gyJ6iIKbcJ3qeZ32fpcSDQooDwqoHsGQCOQF6lrKI3qvnaIUJrzfI/qbriFvFxFwIBFN7yGAXsDQJwLpiABeoBUX8gA0dG3z8kRD9aY8ur2Hpn9NUYPAJj1E56EoHaRpL8CHIo7ygGV5js97V0QNCgRDgiLY3xBNc5dD38WnXoA3+vQgLRl8mvpS8r2fiX4mSH+3SKTYUmQi9MHWWpTC60vJeD+N/66I96Goh+IV/kN6+pCQej8trVNU2JnKTwcARbBTr4LqVpC3QD6+h/5+D949SD78CMi7bUIPqORUT2oK/aVJQuQecujhFXqotMHCQid8JSijX8xLZELO/IlQ+JdBzKAHS4X5QCDm5TAMUxqB++ZexgA03NX+iAOQ17q2vv5/Wnnp0mM6sQokG3CHvkcjjnNoTsz00qmPNx2r3ItpGIzPSIkJiATKNwBEN9hqMpFYtF6vt4yAF7zIEABJC8DHAJImVbH4aiCRDyD1SDhOhWF8cWY6DOZibE5B9bnMbZfPXu416jTd4L1i59v5+JzD1Wuuq0IAgT9tt+sGN8J+3B8MBohTEwoAgKuo42HHOKVpBQlcXgERSFoS4NDllfjyQwpVMP33+O3ltytAqvw6SJsU+fldina0wrpoOxDmoRTtiAUBcDDvApX33aHXqfdO5OchgNSvaYHJAw8oUJ/2KPIBIpSAeSA+8/IUFk4CikBMJXwMSjQEQIOEobm/lyfyfQDGHAiidlp0IWGKijz8FHrU6/X++Ic0ihvKzE//KcAsEHzw+nsga+gP6AsdCgFf1HFEwk9RSEQXjvwWnq0QDL8v4fCDi4zWLUV0ymve0VHvj3kCz49TU3/4GrrEr3lxx4WdPNCvACDsFOBRKAS0adAPH18gMAGA3wdJ31WqoEEIloI3AmdE6jbeKFDHK1S4CkGZ81IRQOrCNv6PRQpFMjCwAeAZsRBjzjUA30tGjDrX1CQC0S9jIBocEIFQlMFfv8vjtu1FRenp6RVvmpukVSrweYkDrFaqMPF7ulmNa4YBwJaWoyUle/dVVjeR6lTCn65Ngyq4vLxc1koAtJhMRnRD9BqLMxKLL2KkE10BTDkRPKIJAFexawrLTpPW9SHsUDvlY0AJYywGWI3ETFRn0Gi83Hz5stnYBAD6GDJ6I+gNuvpwABxmwrVmx+joeHBmZgb4w5RWlAyrJHYfDrBZAJ9jAVh7+HBlZXWFtGSB37itPkwA2IMAUu2K+iGFqKceATQp2tvx20SGhArFoAhDIhdECo8HBJZANETng/Sj8toVoE/BMAQQiTTMp4j38Dr99/hC+iMA0ATQZPTQAkrR4xGik0wAtH9/iOqhFWA9AoaUF8QMSEHqnIhqTyEuD0hAQQpN41F+7U9R3FAmHr+dRsfDRBChL1AXOujtKQXtChEvRSGizAoFQJeyhfe9d/uSAKb8LMWUloIEAy8Zng9TYWcIIMEwtdDERyckT9RFAGxXwFsQfUT/DQFQ1PP9j/iCLvonBEB8R1688HCBRZEZrUmUgHx8Yz8p/X0AnuHSb8KX3mg4m0zF/dXl028AkcJ8oNO5Vsjnta5fIPg9k46X6YcOvdl7rAkLQaUo4lTV4gZdixrb7J85e/ZMSyNOdz1+/OjRo01caIarSjXivDHgr0iiNScANBEJqDHa2djKInYVv5Po0ME8BjC6uMrioMi4D1MFCGA4AACSwdVEYM7GHJQiaDG2qS9fNpq1ZowEsrFFbC61FmNdfWYjdug393WT3iXjkwxXMr2Cy82iOMl6mYwPIeOESdZhZSUBILetrq48CaDJAuoYjsN3QQXTINR6FMgR6Nh/FOAwggJgBED5HuhclGPghMBz8HoeXKcGX4crCpSY7w0SAClOYYJ9Bz6KokPwtEcgxIgj8JuvGAJbkv6pifo+KD8PPaig2tv51JciqhPh4QDkZXwhSDeVZvSlpf0so/DdVF4SQFCSoIJFF743yOddEFHdfMEXRZSJGkpPf7eUVmzlf4n0oYmWIil6PzU144v0tPcl/EHqQ0kqnD3pPRnUF8I0c2mhCf7UNrQB+ZwEbDflwTtFRTwGANZ8RP7WYD68P2Rr6CcUdWEQvCFBCv81BcYRwTfx8BHj9ho4p6ghUd6TACKDf9HcwDXKJ5VWXB0MeBZnz74i/Mv1R97g+pqQ/x/KDx2qyM7Myij7wzcPHDIfQhlYhcnU4sriYjGIQdgPKZRpUZNywGRkBtNzZJWmUUv4yy4iOthiQwAtRAWjEbgSWeRWJmGHDmySwE0sZHGUEOvD5miYiEcVHEIdHAL4ptnQdGCanY34impHrMbT6rNnja1NWosrEJxj2cX5RWbexwYnRjCj4XB5XejlhOa5virYWWCBzE/n+l2A54HJNS7pyrVFWya2IBnzuglAUMGiIW/Pe+35YIX30PnghHShBMzPFwwqnn4acwwC06i3R0SZSIwEvRRF3k/x+nv59R4MzOTlgTgENgOKHgJgjxOchBcveAdNIv4Fz2ARXxAUonodElBBEQWeCfy99naTiUJ7q8/z7g9pCqEA6cIXDPFTtki++FIB9v2Qi04FAFNRQyMU3wJBrOCLzm2nHUM/3LqFHrrwblHGu6n0Fx4Fj//ul31UylYvH/YC4vALMN9ScTc8hSIlbSg9FZwQEIj41FQKdsnb5tkp6uHzCYDfHfL+Xfvbgvbxwb/bABBdEisCKKB6vN4L+Tv59OBvXD9G1c1P4fN/s1Nk5gt+SgvIl0FCWk8AmNg2t4W53EbWgZwSCjVLYCAW8f+gvPZwbXlxbkX2gdwD2FDG/GYxVtTtLc4t31tZ0qRuPtPc2EjqpQHA48dx4iu3TokDsLnZ2FlLS/YjgBiIwWJMg4kLBeotLqxKnQcJCASGFtjpaQRwAVujkBHCYwOr2CAAk/+AHxv2+XBylw+uYCAmEpHQfX3GU2T9cV1tpzPIzM0DaIvTvjF4dHbCNzsb9AW92AOZzGQnHJOuFwTAGHFzsCoeE/3kGsdfIvsaiT+OwiWyE1ykGEQb3ko8BDJMIODziHLcniFIZk8EeU9seFvIXSPJjI07Uejx0WlM5fFN/DTBRtwjYe5l4B0ZfBB9W4k2SiWXoE1JMGUjf4Ghk/R0EusVbOelbOVhgC6FBJvTvxAQx5SHCTYSB2zlEQDhwcdRaG5fvE07RD8Wc2jUju1PRGBArG++5aZ2CHbwd+7EcPTGRvQ3RuV3bjwx719JQNIVH7ziDfxOJ9oCwtYs3CXMEArShDJJU5OkWCKVZpcdyHn11bI33zqUnZWbjUtLK3IrK5tA0KkblC3gijSq1aT/tI7UwjSTBcMEQKO8FgDMKirHZIhlE4DECEwCGGAIgET7EgDBB3F3IYAMu7yCM+NYfJydZqawMsYH/MVpicll1GEHpaa6Kq0zOMuy82yIvX37JpiTgYmRABOcQtc6FGIC2AAuRFpDLnCAkVXf5D+2HVghs9WTRQAJ7bwZwDwOQ0rkDnoVj3MVGbSXFpDDDQikpG4HczkBDpcxSWYvyEYIFJDQH4n9CfKoDIR3K4lapPJ+DIgIBOlw4DBsDEcQiMqAZ2Q8nZKSMMZ5+LxU5IjHvWgjh8FHAtPTt2/neN4KwG7d8lR6n2dIwqHKx/dGUhUKghfsI3UTdClIXXJ/RIXCPZjlwYzhRkpFNOT3KASPbwU9NJcHwmw4bDu5n5/gnyR35G+EJzcDeJpMBeEAPJ0UgcmCVHL19J+8hHVZp9uMWKDZZNaW5+Y8l5OZAxjm5pblPpdbBvLwTWnTUV2LskHd0qRqKjna2NiEi02wGotIQOKEnDQatTKig4kfbOGywQZjmx4Hx/lA9DCgMn04MjgcCHD9EYgOXomteTvZJXaGjfvZxTj4HxFuOfYUE58CORhhZx2S0hGQuM06dW+TSmMfxWGoIeziGCKrKnCle5xruB9lF3DtWTgeDZH+9MxDrANFc5AIPC7vB7cW4tgcN45l8gtxlsuSbRQEJL7G/A0JRuW9CA9u3ZqydQsccMzBIyKAUyoGprmnJeXmRraNoqjHKa2nBd/i4sJERPG4Y8/nkiskIwtSDeVaypatHOEVv1cAAAGpSURBVIP8VPJntuCNlE1ZXB55IW7b+byntmCel5OUvC3IbAphjbd9O/dKHsmWcXfChiTCXRx/JIkGsjIB4rZtqSADdwj+zS3viQTgY/HN3yHAr4ojD9NA8F+4SQK2JBXw7wdw08pgnUrVatZJyp7LzcnMLSvLzHwOtv/0wgsHKo5VHwPHo1Gp00mLK6vB++AqoltwRlJyHucpAFBaXp6bm5UtqSPJuHcMFovRZMHx1dYJEEDzDOP3BbGeL0RatXEARuKxlaDJt7QYm2Mc7pklrLlncE4DM+kD4xAbq8Z9RUV9OiBejMan3OKawKZ2uJoCAMQJrqSZClnyyYYWyCQkYmDOs3Em5g8HUBsD2ovYEpy0YCNPxwk2GJ+BV5PsRLL85XFVCocVhk0ELz5Nbd/K37p1K3ewiWrDEBiPv10gxKc91sSJRAeWpiSTJ4KE9uU0cIKmhJ4FgUUSHZjG4vMB8K0pCaRSCDKEok0Zfx4yQ4pYeCgft2zlrhFvgwhLVKmYDcZbBMDU3w8gqU7gJwAE4PmpO7AC5v+z5eU/kXXe9ABncnAAciUX/w8pzCl6k8psTgAAAABJRU5ErkJggg==" style="width:100%;border-radius:6px;" alt="Satellite Close-up"><div style="text-align:center;font-size:0.8rem;color:var(--muted);margin-top:0.25rem;">Close-up (Zoom 17)</div></div><div><img src="data:image/png;base64,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" style="width:100%;border-radius:6px;" alt="Satellite Wide"><div style="text-align:center;font-size:0.8rem;color:var(--muted);margin-top:0.25rem;">Context View (Zoom 14)</div></div><div><img 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" 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<!-- FOOTER -->
<div class="footer">
Sunland America Corp — Intake Report<br>
Generated June 25, 2026 09:42 PM | Property ID: IL001590 | Confidential
</div>
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const LAT = 42.0336601;
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const PROPERTY_ID = 'IL001590';
const BESS_INSTALLATIONS = {"type": "FeatureCollection", "features": [{"type": "Feature", "geometry": {"type": "Point", "coordinates": [-88.27435, 42.331411]}, "properties": {"name": "McHenry Battery Storage", "entity": "McHenry Battery Storage", "state": "IL", "county": "McHenry", "mw": 7.8, "technology": "Batteries", "plant_id": "60656", "distance_mi": 34.9}}]};
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const PARCEL_GEOJSON = {"type": "Polygon", "coordinates": [[[-87.864733, 42.0329445], [-87.863715, 42.033538], [-87.8646235, 42.034369], [-87.8646395, 42.034384], [-87.8648725, 42.034242], [-87.865209, 42.034037], [-87.8652155, 42.0337555], [-87.8654575, 42.0336245], [-87.8654565, 42.0334115], [-87.8653935, 42.0334005], [-87.865268, 42.0334795], [-87.864733, 42.0329445]]]};
const ACRES = 35.02;
const map = L.map('map').setView([LAT, LON], 15);
// Base layers
const satellite = L.tileLayer('https://server.arcgisonline.com/ArcGIS/rest/services/World_Imagery/MapServer/tile/{z}/{y}/{x}', {
attribution: 'Esri Satellite'
});
const streets = L.tileLayer('https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png', {
attribution: '© OpenStreetMap'
});
const topo = L.tileLayer('https://{s}.tile.opentopomap.org/{z}/{x}/{y}.png', {
attribution: 'OpenTopoMap'
});
satellite.addTo(map);
L.control.layers({
'Satellite': satellite,
'Streets': streets,
'Topographic': topo
}, {}, { position: 'topright' }).addTo(map);
// Subject property marker
const subjectMarker = L.marker([LAT, LON], {
icon: L.divIcon({
className: '',
html: '<div style="background:#ed8936;color:white;padding:4px 10px;border-radius:4px;font-weight:700;font-size:12px;white-space:nowrap;box-shadow:0 2px 6px rgba(0,0,0,0.3);">⚡ Subject Property</div>',
iconSize: [140, 28],
iconAnchor: [70, 28]
})
}).addTo(map);
subjectMarker.bindPopup(`
<strong>1480 RENAISSANCE DR</strong><br>
35.02 acres | APN: 9221100050000<br>
Owner: IMPERIAL REALTY CO -<br>
Zoning: Commercial (Office) - Office Bldg (Multi-Story)
`);
// ===== OVERLAY LAYERS =====
const municipalityLayer = L.layerGroup();
const substationLayer = L.layerGroup();
const femaLayer = L.layerGroup();
const wetlandsLayer = L.layerGroup();
const portfolioLayer = L.layerGroup();
// Load municipality GeoJSON (injected at build time)
const muniData = {"type": "FeatureCollection", "features": [{"type": "Feature", "properties": {"FIPS_PLACE": 9447, "NAME": "Buffalo Grove", "TYPE": "village"}, "geometry": {"type": "Polygon", "coordinates": [[[-87.97444095664189, 42.20450950249763], [-87.96989192275255, 42.20452049818778], [-87.96989792309152, 42.20438549793662], [-87.96990392342825, 42.20425149768735], [-87.95910784328022, 42.20419648730379], [-87.9581578411549, 42.20225248269481], [-87.9589428469395, 42.20225448344639], [-87.95869784815821, 42.20105548092836], [-87.95869785015178, 42.20026547942304], [-87.959016856316, 42.198741476823244], [-87.95999786714614, 42.19725147491986], [-87.9550268349365, 42.195851467509776], [-87.9549678348506, 42.19572346720947], [-87.95426782982807, 42.19572346654157], [-87.953924827367, 42.195723466214304], [-87.95245581699791, 42.195660464692544], [-87.95076780471537, 42.19572346320209], [-87.95076180430985, 42.195854463446246], [-87.94810878446624, 42.19613446144923], 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41.912828094751916], [-87.96766182763781, 41.91172809530571], [-87.96896182951114, 41.91162809711187], [-87.96906182543306, 41.912428097350904], [-87.9687618235527, 41.91272809696973], [-87.96716182136504, 41.912828094751916]]]}}, {"type": "Feature", "properties": {"FIPS_PLACE": 0, "NAME": null, "TYPE": null}, "geometry": {"type": "Polygon", "coordinates": [[[-87.98726185736061, 41.90992812264922], [-87.98596185705395, 41.90972812081054], [-87.9859098589561, 41.9093521207193], [-87.98476185789244, 41.909328119099776], [-87.98466186195218, 41.90852811891597], [-87.98346186071124, 41.90852811721996], [-87.98346186383476, 41.907928117184575], [-87.98846187004051, 41.90772812425752], [-87.98836186421882, 41.90882812415638], [-87.98716186297735, 41.908828122462], [-87.98726185736061, 41.90992812264922]]]}}, {"type": "Feature", "properties": {"FIPS_PLACE": 0, "NAME": null, "TYPE": null}, "geometry": {"type": "Polygon", "coordinates": [[[-87.97703585252228, 41.908824108163856], [-87.9771408599011, 41.90743010819021], [-87.9788268613812, 41.90748011058544], [-87.97863785449762, 41.90876311042096], [-87.97703585252228, 41.908824108163856]]]}}, {"type": "Feature", "properties": {"FIPS_PLACE": 0, "NAME": null, "TYPE": null}, "geometry": {"type": "Polygon", "coordinates": [[[-87.82475669549353, 41.90872989307214], [-87.82784370918395, 41.90679989596497], [-87.82784969882894, 41.908704897421785], [-87.82545669621763, 41.90872989406084], [-87.82475669549353, 41.90872989307214]]]}}, {"type": "Feature", "properties": {"FIPS_PLACE": 0, "NAME": null, "TYPE": null}, "geometry": {"type": "Polygon", "coordinates": [[[-87.83505670669078, 41.90862990754739], [-87.83505670940485, 41.9081299071835], [-87.83495672830057, 41.90462990449321], [-87.84005673354473, 41.904629911790835], [-87.84500873182688, 41.90588791973581], [-87.84512572146771, 41.907823921223674], [-87.84515671876612, 41.90832892161213], [-87.84235971538703, 41.90841891771904], [-87.83995671339032, 41.90832891425809], [-87.83765671046471, 41.90842991107767], [-87.83505670669078, 41.90862990754739]]]}}, {"type": "Feature", "properties": {"FIPS_PLACE": 0, "NAME": null, "TYPE": null}, "geometry": {"type": "Polygon", "coordinates": [[[-87.97316186624596, 41.90542810233586], [-87.97186186438535, 41.90552810049149], [-87.97156186982254, 41.90442809993958], [-87.97016186838339, 41.90442809793503], [-87.96996187549432, 41.90302809748095], [-87.96896187446846, 41.903028096042824], [-87.9689618713319, 41.9036280961174], [-87.96849387069973, 41.9036570954493], [-87.9674618645619, 41.90462809409534], [-87.96556089923598, 41.89762809039772], [-87.96916089244543, 41.89962809590941], [-87.96896188440088, 41.901128095806634], [-87.972561883906, 41.901928101101184], [-87.97306188494028, 41.90182810181214], [-87.97316187877709, 41.903028102082956], [-87.97340587902742, 41.903028102433865], [-87.97340487183196, 41.90440610257612], [-87.97316187146728, 41.90442810223049], [-87.97316186624596, 41.90542810233586]]]}}, {"type": "Feature", "properties": {"FIPS_PLACE": 0, "NAME": null, "TYPE": null}, "geometry": {"type": "Polygon", "coordinates": [[[-87.97825387200938, 41.905328109595494], [-87.9768868706023, 41.90532810764374], [-87.97693687629189, 41.90424710761961], [-87.97778587724784, 41.90423110883456], [-87.97778588365631, 41.903002108730654], [-87.97835388425462, 41.90299910954733], [-87.9783618778554, 41.90422810965955], [-87.97825387200938, 41.905328109595494]]]}}, {"type": "Feature", "properties": {"FIPS_PLACE": 0, "NAME": null, "TYPE": null}, "geometry": {"type": "Polygon", "coordinates": [[[-87.88995879608925, 41.902528982186766], [-87.89265879939128, 41.902428986028966], [-87.89335880010876, 41.902428987037545], [-87.89335879904058, 41.90262898713054], [-87.88851879364506, 41.90270998020073], [-87.88845879455157, 41.902528980026204], [-87.88945879557669, 41.902528981466574], [-87.88995879608925, 41.902528982186766]]]}}, {"type": "Feature", "properties": {"FIPS_PLACE": 0, "NAME": null, "TYPE": null}, "geometry": {"type": "Polygon", "coordinates": [[[-87.91216055693968, 41.951828032914], [-87.90126055721235, 41.94952901864838], [-87.89195956091454, 41.946929005996054], [-87.89279157021457, 41.9453580062934], [-87.91438755966315, 41.95177603560768], [-87.9144605552199, 41.95262803601181], [-87.91216055693968, 41.951828032914]]]}}, {"type": "Feature", "properties": {"FIPS_PLACE": 0, "NAME": null, "TYPE": null}, "geometry": {"type": "Polygon", "coordinates": [[[-87.89245959618451, 41.940429003567196], [-87.90795358215578, 41.94621802554922], [-87.91433057935156, 41.948056034159926], [-87.91441356104559, 41.95152103554498], [-87.89292957172161, 41.94510400634693], [-87.88807857626504, 41.94326699939247], [-87.88775959377426, 41.93992899735507], [-87.89245959618451, 41.940429003567196]]]}}, {"type": "Feature", "properties": {"FIPS_PLACE": 0, "NAME": null, "TYPE": null}, "geometry": {"type": "Polygon", "coordinates": [[[-87.96912562235437, 41.95129010224238], [-87.96916262428728, 41.95092810224288], [-87.96916262794639, 41.9502281021565], [-87.96907263210282, 41.94941410194543], [-87.96966263267589, 41.949428102672286], [-87.96966262290226, 41.95129810289884], [-87.96912562235437, 41.95129010224238]]]}}, {"type": "Feature", "properties": {"FIPS_PLACE": 0, "NAME": null, "TYPE": null}, "geometry": {"type": "Polygon", "coordinates": [[[-87.99827667684318, 41.94695413785871], [-87.99601368042087, 41.94578813504941], [-87.99571468080569, 41.945651134676524], [-87.99500268056426, 41.94554813378863], [-87.9950026817213, 41.94532513378708], [-87.99806368503987, 41.945328137605685], [-87.99826367800051, 41.94672813784433], [-87.99827667684318, 41.94695413785871]]]}}, {"type": "Feature", "properties": {"FIPS_PLACE": 0, "NAME": null, "TYPE": null}, "geometry": {"type": "Polygon", "coordinates": [[[-88.00880772140567, 41.941731143477675], [-88.00736371280867, 41.942928142871025], [-88.00586371011516, 41.94292814229753], [-88.00318770791671, 41.94241914128788], [-88.00309472204898, 41.93962814132505], [-88.00446372442256, 41.93962814186386], [-88.00458772448471, 41.93965814191173], [-88.0045057225128, 41.94001714186836], [-88.00577172702012, 41.939563142380955], [-88.00734972677859, 41.94015314297839], [-88.00767872651106, 41.940320143100315], [-88.0080257261865, 41.94050514322813], [-88.00876972572786, 41.94085614350277], [-88.00880772140567, 41.941731143477675]]]}}]};
L.geoJSON(muniData, {
style: { color: '#6366f1', weight: 2, fillOpacity: 0.08, dashArray: '5,5' },
onEachFeature: function(feature, layer) {
const name = feature.properties.NAME || feature.properties.name ||
feature.properties.NAMELSAD || feature.properties.MUNI_NAME || 'Unknown';
layer.bindTooltip(name, { sticky: true, className: 'muni-tooltip' });
layer.on('click', function() {
document.getElementById('df-ahj').value = name;
});
}
}).addTo(municipalityLayer);
municipalityLayer.addTo(map);
// Load substation markers (injected at build time)
const parcelGeo = {"type": "Polygon", "coordinates": [[[-87.864733, 42.0329445], [-87.863715, 42.033538], [-87.8646235, 42.034369], [-87.8646395, 42.034384], [-87.8648725, 42.034242], [-87.865209, 42.034037], [-87.8652155, 42.0337555], [-87.8654575, 42.0336245], [-87.8654565, 42.0334115], [-87.8653935, 42.0334005], [-87.865268, 42.0334795], [-87.864733, 42.0329445]]]};
const parcelLayer = L.geoJSON(parcelGeo, {
style: { color: '#ed8936', weight: 3, fillOpacity: 0.12, fillColor: '#ed8936' },
}).addTo(map);
parcelLayer.bindPopup('<strong>Parcel Boundary</strong><br>35.02 acres<br>APN: 9221100050000');
map.fitBounds(parcelLayer.getBounds().pad(0.3));
/*__SUBSTATION_MARKERS__*/
// ===== DILIGENCE OVERLAY LAYERS =====
// Track loaded layers to avoid re-fetching
const loadedLayers = {};
function showSpinner(id) {
const el = document.getElementById('spinner-' + id);
if (el) el.style.display = 'inline-block';
}
function hideSpinner(id) {
const el = document.getElementById('spinner-' + id);
if (el) el.style.display = 'none';
}
// --- 1. Opportunity Zones ---
const oppZoneLayer = L.layerGroup();
async function loadOppZones() {
if (loadedLayers.oppZone) { oppZoneLayer.addTo(map); return; }
showSpinner('opp-zone');
try {
const env = `${LON-0.08},${LAT-0.08},${LON+0.08},${LAT+0.08}`;
const url = `https://services.arcgis.com/VTyQ9soqVukalItT/ArcGIS/rest/services/Opportunity_Zones/FeatureServer/0/query?geometry=${env}&geometryType=esriGeometryEnvelope&spatialRel=esriSpatialRelIntersects&outFields=GEOID,State,Designated&f=geojson`;
const resp = await fetch(url);
const data = await resp.json();
if (data.features) {
L.geoJSON(data, {
style: { color: '#d69e2e', weight: 2, fillColor: '#ecc94b', fillOpacity: 0.25 },
onEachFeature: (f, layer) => {
layer.bindPopup(`<strong>Opportunity Zone</strong><br>Tract: ${f.properties.GEOID || 'N/A'}`);
}
}).addTo(oppZoneLayer);
}
loadedLayers.oppZone = true;
oppZoneLayer.addTo(map);
} catch(e) { console.error('OZ load failed:', e); }
hideSpinner('opp-zone');
}
// --- 2. Energy Community: Coal Closure ---
const coalClosureLayer = L.layerGroup();
async function loadCoalClosure() {
if (loadedLayers.coalClosure) { coalClosureLayer.addTo(map); return; }
showSpinner('coal-closure');
try {
const env = `${LON-0.15},${LAT-0.15},${LON+0.15},${LAT+0.15}`;
const url = `https://arcgis.netl.doe.gov/server/rest/services/Hosted/2024_Coal_Closure_Energy_Communities/FeatureServer/0/query?geometry=${env}&geometryType=esriGeometryEnvelope&spatialRel=esriSpatialRelIntersects&outFields=*&f=geojson`;
const resp = await fetch(url);
const data = await resp.json();
if (data.features) {
L.geoJSON(data, {
style: { color: '#9b2c2c', weight: 2, fillColor: '#c53030', fillOpacity: 0.25 },
onEachFeature: (f, layer) => {
layer.bindPopup(`<strong>Coal Closure Energy Community</strong><br>${JSON.stringify(f.properties).substring(0, 200)}`);
}
}).addTo(coalClosureLayer);
}
loadedLayers.coalClosure = true;
coalClosureLayer.addTo(map);
} catch(e) { console.error('Coal closure load failed:', e); }
hideSpinner('coal-closure');
}
// --- 3. Energy Community: MSA/Non-MSA FFE ---
const msaFfeLayer = L.layerGroup();
async function loadMsaFfe() {
if (loadedLayers.msaFfe) { msaFfeLayer.addTo(map); return; }
showSpinner('msa-ffe');
try {
const env = `${LON-0.15},${LAT-0.15},${LON+0.15},${LAT+0.15}`;
const url = `https://arcgis.netl.doe.gov/server/rest/services/Hosted/2024_MSAs_NonMSAs_that_are_Energy_Communities/FeatureServer/0/query?geometry=${env}&geometryType=esriGeometryEnvelope&spatialRel=esriSpatialRelIntersects&outFields=*&f=geojson`;
const resp = await fetch(url);
const data = await resp.json();
if (data.features) {
L.geoJSON(data, {
style: { color: '#c05621', weight: 2, fillColor: '#dd6b20', fillOpacity: 0.2 },
onEachFeature: (f, layer) => {
const name = f.properties.MSA_Name || f.properties.name || 'FFE Area';
layer.bindPopup(`<strong>Fossil Fuel Employment</strong><br>${name}`);
}
}).addTo(msaFfeLayer);
}
loadedLayers.msaFfe = true;
msaFfeLayer.addTo(map);
} catch(e) { console.error('MSA/FFE load failed:', e); }
hideSpinner('msa-ffe');
}
// --- 4. Chesapeake Bay Critical Area (MD) ---
const chesapeakeLayer = L.layerGroup();
async function loadChesapeake() {
if (loadedLayers.chesapeake) { chesapeakeLayer.addTo(map); return; }
showSpinner('chesapeake');
try {
const env = `${LON-0.08},${LAT-0.08},${LON+0.08},${LAT+0.08}`;
// Layer 0 - Counties
const url0 = `https://mdgeodata.md.gov/imap/rest/services/Environment/MD_CriticalAreas/FeatureServer/0/query?geometry=${env}&geometryType=esriGeometryEnvelope&spatialRel=esriSpatialRelIntersects&outFields=*&f=geojson`;
const resp0 = await fetch(url0);
const data0 = await resp0.json();
if (data0.features) {
L.geoJSON(data0, {
style: { color: '#2c7a7b', weight: 2, fillColor: '#38b2ac', fillOpacity: 0.2 },
onEachFeature: (f, layer) => {
layer.bindPopup(`<strong>Chesapeake Bay Critical Area</strong><br>${f.properties.LABEL || f.properties.LAND_USE || 'Critical Area'}`);
}
}).addTo(chesapeakeLayer);
}
// Layer 1 - Towns
const url1 = `https://mdgeodata.md.gov/imap/rest/services/Environment/MD_CriticalAreas/FeatureServer/1/query?geometry=${env}&geometryType=esriGeometryEnvelope&spatialRel=esriSpatialRelIntersects&outFields=*&f=geojson`;
const resp1 = await fetch(url1);
const data1 = await resp1.json();
if (data1.features) {
L.geoJSON(data1, {
style: { color: '#285e61', weight: 2, fillColor: '#4fd1c5', fillOpacity: 0.15 },
onEachFeature: (f, layer) => {
layer.bindPopup(`<strong>Chesapeake Critical Area (Town)</strong>`);
}
}).addTo(chesapeakeLayer);
}
loadedLayers.chesapeake = true;
chesapeakeLayer.addTo(map);
} catch(e) { console.error('Chesapeake load failed:', e); }
hideSpinner('chesapeake');
}
// --- 5. Natural Gas Pipelines ---
const pipelineLayer = L.layerGroup();
async function loadPipelines() {
if (loadedLayers.pipelines) { pipelineLayer.addTo(map); return; }
showSpinner('pipelines');
try {
const env = `${LON-0.05},${LAT-0.05},${LON+0.05},${LAT+0.05}`;
const url = `https://services.arcgis.com/G4S1dGvn7PIgYd6Y/arcgis/rest/services/NPMS_Pipelines_2022/FeatureServer/0/query?geometry=${env}&geometryType=esriGeometryEnvelope&spatialRel=esriSpatialRelIntersects&outFields=Operator,Sys_Name,Cmdty_Desc&f=geojson&resultRecordCount=200`;
const resp = await fetch(url);
const data = await resp.json();
if (data.features) {
L.geoJSON(data, {
style: { color: '#e53e3e', weight: 2, opacity: 0.8 },
onEachFeature: (f, layer) => {
const op = f.properties.Operator || 'Unknown';
const cmd = f.properties.Cmdty_Desc || '';
layer.bindPopup(`<strong>Pipeline</strong><br>Operator: ${op}<br>Commodity: ${cmd}`);
}
}).addTo(pipelineLayer);
}
loadedLayers.pipelines = true;
pipelineLayer.addTo(map);
} catch(e) { console.error('Pipelines load failed:', e); }
hideSpinner('pipelines');
}
// --- 6. FEMA Flood Zones (Map Overlay) ---
const femaOverlay = L.tileLayer(
'https://hazards.fema.gov/arcgis/rest/services/public/NFHL/MapServer/export?bbox={xmin},{ymin},{xmax},{ymax}&bboxSR=4326&imageSR=4326&size=256,256&format=png32&transparent=true&f=image&layers=show:28',
{ opacity: 0.5, maxZoom: 19 }
);
// Custom tile URL builder for FEMA dynamic map export
femaOverlay._url = 'https://hazards.fema.gov/arcgis/rest/services/public/NFHL/MapServer';
femaOverlay.getTileUrl = function(coords) {
const map = this._map;
const tileSize = this.getTileSize();
const nwPoint = coords.scaleBy(tileSize);
const sePoint = nwPoint.add(tileSize);
const nw = map.unproject(nwPoint, coords.z);
const se = map.unproject(sePoint, coords.z);
return `https://hazards.fema.gov/arcgis/rest/services/public/NFHL/MapServer/export?bbox=${nw.lng},${se.lat},${se.lng},${nw.lat}&bboxSR=4326&imageSR=4326&size=${tileSize.x},${tileSize.y}&format=png32&transparent=true&f=image&layers=show:28`;
};
// --- 7. NWI Wetlands (Map Overlay) ---
const wetlandsOverlay = L.tileLayer('placeholder', { opacity: 0.5, maxZoom: 19 });
wetlandsOverlay.getTileUrl = function(coords) {
const map = this._map;
const tileSize = this.getTileSize();
const nwPoint = coords.scaleBy(tileSize);
const sePoint = nwPoint.add(tileSize);
const nw = map.unproject(nwPoint, coords.z);
const se = map.unproject(sePoint, coords.z);
return `https://fwsprimary.wim.usgs.gov/server/rest/services/Wetlands/MapServer/export?bbox=${nw.lng},${se.lat},${se.lng},${nw.lat}&bboxSR=4326&imageSR=4326&size=${tileSize.x},${tileSize.y}&format=png32&transparent=true&f=image&layers=show:0`;
};
// --- 8. Census TIGER Roads (MTFCC classification) ---
const roadsLayer = L.layerGroup();
const MTFCC_STYLES = {
S1100: { color: '#e53e3e', weight: 4, label: 'Interstate/Primary' },
S1200: { color: '#ed8936', weight: 3, label: 'US/State Highway' },
S1400: { color: '#3182ce', weight: 2, label: 'Local Road (Public)' },
S1500: { color: '#8B4513', weight: 2, dashArray: '6,4', label: 'Vehicular Trail (4WD)' },
S1630: { color: '#a0aec0', weight: 2, label: 'Ramp' },
S1640: { color: '#a0aec0', weight: 1.5, label: 'Service Drive' },
S1710: { color: '#38a169', weight: 1.5, dashArray: '4,4', label: 'Walkway/Pedestrian' },
S1730: { color: '#cbd5e0', weight: 1, label: 'Alley' },
S1740: { color: '#e53e3e', weight: 2.5, dashArray: '8,6', label: '🔒 Private Road' },
S1780: { color: '#cbd5e0', weight: 1, label: 'Parking Lot Road' },
S1820: { color: '#38a169', weight: 1.5, label: 'Bike Path/Trail' }
};
async function loadRoads() {
if (loadedLayers.roads) { roadsLayer.addTo(map); return; }
showSpinner('roads');
try {
const buf = 0.015;
const env = `${LON-buf},${LAT-buf},${LON+buf},${LAT+buf}`;
// Query all 3 layers: Primary (2), Secondary (6), Local (8)
const layers = [
{ id: 8, name: 'Local' },
{ id: 6, name: 'Secondary' },
{ id: 2, name: 'Primary' }
];
for (const lyr of layers) {
const url = `https://tigerweb.geo.census.gov/arcgis/rest/services/TIGERweb/Transportation/MapServer/${lyr.id}/query?geometry=${env}&geometryType=esriGeometryEnvelope&inSR=4326&outSR=4326&spatialRel=esriSpatialRelIntersects&outFields=MTFCC,NAME,RTTYP&returnGeometry=true&f=geojson`;
const resp = await fetch(url);
const data = await resp.json();
if (data.features && data.features.length > 0) {
L.geoJSON(data, {
style: function(feature) {
const mtfcc = feature.properties.MTFCC || 'S1400';
const s = MTFCC_STYLES[mtfcc] || MTFCC_STYLES.S1400;
return { color: s.color, weight: s.weight, opacity: 0.8, dashArray: s.dashArray || null };
},
onEachFeature: function(feature, layer) {
const p = feature.properties;
const mtfcc = p.MTFCC || '?';
const s = MTFCC_STYLES[mtfcc] || { label: mtfcc };
const name = p.NAME || '(unnamed)';
const isPrivate = mtfcc === 'S1740';
layer.bindPopup(`<strong>${name}</strong><br>Class: ${s.label}<br>MTFCC: ${mtfcc}${p.RTTYP ? '<br>Route type: ' + p.RTTYP : ''}${isPrivate ? '<br><span style="color:#e53e3e;font-weight:bold">⚠️ PRIVATE ROAD — No public access</span>' : ''}`);
}
}).addTo(roadsLayer);
}
}
loadedLayers.roads = true;
roadsLayer.addTo(map);
} catch(e) { console.error('Roads load failed:', e); }
hideSpinner('roads');
}
// --- 10. Electric Substations (HIFLD) ---
const substationHIFLDLayer = L.layerGroup();
async function loadSubstations() {
if (loadedLayers.substations) { substationHIFLDLayer.addTo(map); return; }
showSpinner('substations');
try {
const env = `${LON-0.07},${LAT-0.07},${LON+0.07},${LAT+0.07}`;
const url = `https://services6.arcgis.com/OO2s4OoyCZkYJ6oE/arcgis/rest/services/Substations/FeatureServer/0/query?where=1%3D1&geometry=${env}&geometryType=esriGeometryEnvelope&inSR=4326&spatialRel=esriSpatialRelIntersects&outFields=NAME,MAX_VOLT,MIN_VOLT,STATUS,LINES,LATITUDE,LONGITUDE&f=geojson`;
const resp = await fetch(url);
const data = await resp.json();
if (data.features) {
L.geoJSON(data, {
pointToLayer: (f, latlng) => {
const mv = f.properties.MAX_VOLT || 0;
const color = mv >= 230 ? '#e53e3e' : mv >= 69 ? '#ed8936' : '#ecc94b';
return L.circleMarker(latlng, { radius: 7, fillColor: color, color: '#333', weight: 1, fillOpacity: 0.85 });
},
onEachFeature: (f, layer) => {
const p = f.properties;
layer.bindPopup(`<strong>${p.NAME || 'Substation'}</strong><br>Operator: ${p.OPERATOR || 'N/A'}<br>Max Voltage: ${p.MAX_VOLT || 'N/A'} kV<br>Min Voltage: ${p.MIN_VOLT || 'N/A'} kV<br>Status: ${p.STATUS || 'N/A'}`);
}
}).addTo(substationHIFLDLayer);
}
loadedLayers.substations = true;
substationHIFLDLayer.addTo(map);
} catch(e) { console.error('Substations load failed:', e); }
hideSpinner('substations');
}
// --- 11. Electric Transmission Lines (HIFLD) ---
const txLineLayer = L.layerGroup();
async function loadTxLines() {
if (loadedLayers.txLines) { txLineLayer.addTo(map); return; }
showSpinner('tx-lines');
try {
const env = `${LON-0.05},${LAT-0.05},${LON+0.05},${LAT+0.05}`;
const url = `https://services1.arcgis.com/Hp6G80Pky0om7QvQ/arcgis/rest/services/Electric_Power_Transmission_Lines/FeatureServer/0/query?geometry=${env}&geometryType=esriGeometryEnvelope&spatialRel=esriSpatialRelIntersects&outFields=VOLTAGE,OWNER,TYPE&f=geojson&resultRecordCount=200`;
const resp = await fetch(url);
const data = await resp.json();
if (data.features) {
L.geoJSON(data, {
style: (f) => {
const v = f.properties.VOLTAGE || 0;
const color = v >= 345 ? '#e53e3e' : v >= 115 ? '#ed8936' : v >= 69 ? '#3182ce' : '#a0aec0';
return { color, weight: 2.5, opacity: 0.8 };
},
onEachFeature: (f, layer) => {
const p = f.properties;
layer.bindPopup(`<strong>Transmission Line</strong><br>Voltage: ${p.VOLTAGE || 'N/A'} kV<br>Owner: ${p.OWNER || 'N/A'}<br>Type: ${p.TYPE || 'N/A'}`);
}
}).addTo(txLineLayer);
}
loadedLayers.txLines = true;
txLineLayer.addTo(map);
} catch(e) { console.error('TX Lines load failed:', e); }
hideSpinner('tx-lines');
}
// --- 12. Oil & Gas Wells ---
const oilGasLayer = L.layerGroup();
async function loadOilGasWells() {
if (loadedLayers.oilGas) { oilGasLayer.addTo(map); return; }
showSpinner('oil-gas');
try {
const env = `${LON-0.03},${LAT-0.03},${LON+0.03},${LAT+0.03}`;
const url = `https://maps.nccs.nasa.gov/mapping/rest/services/hifld_open/energy/FeatureServer/15/query?geometry=${env}&geometryType=esriGeometryEnvelope&spatialRel=esriSpatialRelIntersects&outFields=*&f=geojson&resultRecordCount=100`;
const resp = await fetch(url);
const data = await resp.json();
if (data.features) {
L.geoJSON(data, {
pointToLayer: (f, latlng) => L.circleMarker(latlng, { radius: 4, fillColor: '#5a3e1b', color: '#1a1a1a', weight: 1, fillOpacity: 0.8 }),
onEachFeature: (f, layer) => {
const p = f.properties;
layer.bindPopup(`<strong>${p.NAME || p.WELL_NAME || 'Well'}</strong><br>Type: ${p.TYPE || p.WELL_TYPE || 'N/A'}<br>Status: ${p.STATUS || 'N/A'}<br>Operator: ${p.OPERATOR || 'N/A'}`);
}
}).addTo(oilGasLayer);
}
loadedLayers.oilGas = true;
oilGasLayer.addTo(map);
} catch(e) { console.error('Oil/Gas wells load failed:', e); }
hideSpinner('oil-gas');
}
// --- 13. Endangered Species Critical Habitat (USFWS) ---
const critHabitatLayer = L.layerGroup();
async function loadCritHabitat() {
if (loadedLayers.critHabitat) { critHabitatLayer.addTo(map); return; }
showSpinner('crit-habitat');
try {
const env = `${LON-0.05},${LAT-0.05},${LON+0.05},${LAT+0.05}`;
const url = `https://ecos.fws.gov/arcgis/rest/services/crithab/usfwsCriticalHabitat/MapServer/2/query?geometry=${env}&geometryType=esriGeometryEnvelope&spatialRel=esriSpatialRelIntersects&outFields=comname,sciname,listing_st&f=geojson`;
const resp = await fetch(url);
const data = await resp.json();
if (data.features) {
L.geoJSON(data, {
style: { color: '#e53e3e', weight: 2, fillColor: '#fc8181', fillOpacity: 0.3, dashArray: '6,4' },
onEachFeature: (f, layer) => {
const p = f.properties;
layer.bindPopup(`<strong>Critical Habitat</strong><br>${p.comname || 'Unknown'}<br><em>${p.sciname || ''}</em><br>Status: ${p.listing_st || 'N/A'}`);
}
}).addTo(critHabitatLayer);
}
loadedLayers.critHabitat = true;
critHabitatLayer.addTo(map);
} catch(e) { console.error('Critical habitat load failed:', e); }
hideSpinner('crit-habitat');
}
// --- 14. Protected Areas / Conservation Easements (PAD-US) ---
const protectedLayer = L.layerGroup();
async function loadProtectedAreas() {
if (loadedLayers.protected) { protectedLayer.addTo(map); return; }
showSpinner('protected');
try {
const env = `${LON-0.05},${LAT-0.05},${LON+0.05},${LAT+0.05}`;
const url = `https://services.arcgis.com/P3ePLMYs2RVChkJx/arcgis/rest/services/USA_Protected_Areas_Fee/FeatureServer/0/query?geometry=${env}&geometryType=esriGeometryEnvelope&spatialRel=esriSpatialRelIntersects&outFields=Unit_Nm,Mang_Name,d_Des_Tp,d_GAP_Sts&f=geojson`;
const resp = await fetch(url);
const data = await resp.json();
if (data.features) {
L.geoJSON(data, {
style: { color: '#276749', weight: 2, fillColor: '#48bb78', fillOpacity: 0.25, dashArray: '8,4' },
onEachFeature: (f, layer) => {
const p = f.properties;
layer.bindPopup(`<strong>${p.Unit_Nm || 'Protected Area'}</strong><br>Manager: ${p.Mang_Name || 'N/A'}<br>GAP Status: ${p.d_GAP_Sts || 'N/A'}<br>Type: ${p.d_Des_Tp || 'N/A'}`);
}
}).addTo(protectedLayer);
}
loadedLayers.protected = true;
protectedLayer.addTo(map);
} catch(e) { console.error('Protected areas load failed:', e); }
hideSpinner('protected');
}
// --- 15. EPA Brownfields & Superfund ---
const brownfieldLayer = L.layerGroup();
async function loadBrownfields() {
if (loadedLayers.brownfields) { brownfieldLayer.addTo(map); return; }
showSpinner('brownfields');
try {
const env = `${LON-0.03},${LAT-0.03},${LON+0.03},${LAT+0.03}`;
const url = `https://geodata.epa.gov/arcgis/rest/services/OEI/FRS_INTERESTS/MapServer/0/query?geometry=${env}&geometryType=esriGeometryEnvelope&spatialRel=esriSpatialRelIntersects&outFields=PRIMARY_NAME,INTEREST_TYPE,REGISTRY_ID&f=geojson&resultRecordCount=50`;
const resp = await fetch(url);
const data = await resp.json();
if (data.features) {
L.geoJSON(data, {
pointToLayer: (f, latlng) => L.circleMarker(latlng, { radius: 6, fillColor: '#68d391', color: '#276749', weight: 1, fillOpacity: 0.85 }),
onEachFeature: (f, layer) => {
const p = f.properties;
layer.bindPopup(`<strong>${p.PRIMARY_NAME || 'Facility'}</strong><br>Interest: ${p.INTEREST_TYPE || 'N/A'}<br>EPA ID: ${p.REGISTRY_ID || 'N/A'}`);
}
}).addTo(brownfieldLayer);
}
loadedLayers.brownfields = true;
brownfieldLayer.addTo(map);
} catch(e) { console.error('Brownfields load failed:', e); }
hideSpinner('brownfields');
}
// --- 16. Existing BESS Installations (EIA-860M) ---
const bessLayer = L.layerGroup();
async function loadBessInstallations() {
if (loadedLayers.bessInstallations) { bessLayer.addTo(map); return; }
showSpinner('bess');
try {
if (typeof BESS_INSTALLATIONS !== 'undefined' && BESS_INSTALLATIONS) {
BESS_INSTALLATIONS.features.forEach(f => {
const c = f.geometry.coordinates;
const p = f.properties;
const mw = p.mw || 0;
// Size marker by MW
const radius = Math.max(5, Math.min(15, 3 + Math.sqrt(mw)));
L.circleMarker([c[1], c[0]], {
radius: radius,
color: '#fff',
weight: 1.5,
fillColor: '#f56565',
fillOpacity: 0.7
}).bindPopup(
`<strong>🔋 ${p.name}</strong><br>` +
`${p.entity}<br>` +
`<strong>${mw.toFixed(1)} MW</strong> | ${p.technology}<br>` +
`${p.county}, ${p.state}`
).addTo(bessLayer);
});
}
loadedLayers.bessInstallations = true;
bessLayer.addTo(map);
} catch(e) { console.error('BESS installations load failed:', e); }
hideSpinner('bess');
}
// --- 9. Low-Income / Qualified Census Tracts ---
const lowIncomeLayer = L.layerGroup();
async function loadLowIncome() {
if (loadedLayers.lowIncome) { lowIncomeLayer.addTo(map); return; }
showSpinner('low-income');
try {
const env = `${LON-0.08},${LAT-0.08},${LON+0.08},${LAT+0.08}`;
const url = `https://services.arcgis.com/VTyQ9soqVukalItT/ArcGIS/rest/services/Qualified_Census_Tracts/FeatureServer/0/query?geometry=${env}&geometryType=esriGeometryEnvelope&spatialRel=esriSpatialRelIntersects&outFields=GEOID,TRACT&f=geojson`;
const resp = await fetch(url);
const data = await resp.json();
if (data.features) {
L.geoJSON(data, {
style: { color: '#6b46c1', weight: 2, fillColor: '#9f7aea', fillOpacity: 0.2 },
onEachFeature: (f, layer) => {
layer.bindPopup(`<strong>Qualified Census Tract</strong><br>GEOID: ${f.properties.GEOID || f.properties.TRACT || 'N/A'}`);
}
}).addTo(lowIncomeLayer);
}
loadedLayers.lowIncome = true;
lowIncomeLayer.addTo(map);
} catch(e) { console.error('Low-income load failed:', e); }
hideSpinner('low-income');
}
// ===== CUSTOM LAYER CONTROL =====
function buildLayerControl() {
const ctrl = document.createElement('div');
ctrl.className = 'layer-controls';
ctrl.innerHTML = `
<div class="lc-toggle" onclick="toggleGroup(this,'grp-ira')">IRA/ITC Adders</div>
<div class="lc-group" id="grp-ira">
<label><input type="checkbox" onchange="toggleLayer(this,'oppZone')"> <span class="layer-swatch" style="background:#ecc94b"></span> Opportunity Zones <span class="layer-spinner" id="spinner-opp-zone"></span></label>
<label><input type="checkbox" onchange="toggleLayer(this,'coalClosure')"> <span class="layer-swatch" style="background:#c53030"></span> Coal Closure <span class="layer-spinner" id="spinner-coal-closure"></span></label>
<label><input type="checkbox" onchange="toggleLayer(this,'msaFfe')"> <span class="layer-swatch" style="background:#dd6b20"></span> Fossil Fuel Empl. <span class="layer-spinner" id="spinner-msa-ffe"></span></label>
<label><input type="checkbox" onchange="toggleLayer(this,'lowIncome')"> <span class="layer-swatch" style="background:#9f7aea"></span> Low-Income (QCT) <span class="layer-spinner" id="spinner-low-income"></span></label>
</div>
<div class="lc-toggle" onclick="toggleGroup(this,'grp-env')">Environmental</div>
<div class="lc-group" id="grp-env">
<label><input type="checkbox" checked onchange="toggleLayer(this,'femaOverlay')"> <span class="layer-swatch" style="background:#3182ce"></span> FEMA Flood Zones</label>
<label><input type="checkbox" onchange="toggleLayer(this,'wetlandsOverlay')"> <span class="layer-swatch" style="background:#48bb78"></span> NWI Wetlands</label>
<label><input type="checkbox" onchange="toggleLayer(this,'chesapeake')"> <span class="layer-swatch" style="background:#38b2ac"></span> Chesapeake Bay CA <span class="layer-spinner" id="spinner-chesapeake"></span></label>
<label><input type="checkbox" onchange="toggleLayer(this,'oilGas')"> <span class="layer-swatch" style="background:#5a3e1b"></span> Oil/Gas Wells <span class="layer-spinner" id="spinner-oil-gas"></span></label>
<label><input type="checkbox" onchange="toggleLayer(this,'critHabitat')"> <span class="layer-swatch" style="background:#fc8181"></span> Critical Habitat <span class="layer-spinner" id="spinner-crit-habitat"></span></label>
<label><input type="checkbox" onchange="toggleLayer(this,'protectedAreas')"> <span class="layer-swatch" style="background:#48bb78"></span> Protected Areas <span class="layer-spinner" id="spinner-protected"></span></label>
<label><input type="checkbox" onchange="toggleLayer(this,'brownfields')"> <span class="layer-swatch" style="background:#68d391"></span> Brownfield/Superfund <span class="layer-spinner" id="spinner-brownfields"></span></label>
</div>
<div class="lc-toggle" onclick="toggleGroup(this,'grp-infra')">Infrastructure</div>
<div class="lc-group" id="grp-infra">
<label><input type="checkbox" onchange="toggleLayer(this,'pipelines')"> <span class="layer-swatch" style="background:#e53e3e;height:3px;border-radius:0"></span> Gas Pipelines <span class="layer-spinner" id="spinner-pipelines"></span></label>
<label><input type="checkbox" checked onchange="toggleLayer(this,'substations')"> <span class="layer-swatch" style="background:#ed8936"></span> Elec. Substations <span class="layer-spinner" id="spinner-substations"></span></label>
<label><input type="checkbox" checked onchange="toggleLayer(this,'txLines')"> <span class="layer-swatch" style="background:#3182ce;height:3px;border-radius:0"></span> TX Lines <span class="layer-spinner" id="spinner-tx-lines"></span></label>
<label><input type="checkbox" checked onchange="toggleLayer(this,'roads')"> <span class="layer-swatch" style="background:#3182ce;height:3px;border-radius:0"></span> Road Classification <span class="layer-spinner" id="spinner-roads"></span></label>
<div style="margin-left:24px;font-size:11px;line-height:1.6;color:#718096">
<span style="color:#e53e3e">━━</span> Interstate
<span style="color:#ed8936">━━</span> Highway
<span style="color:#3182ce">━━</span> Public
<span style="color:#e53e3e">┄┄</span> <strong style="color:#e53e3e">Private</strong>
</div>
</div>
<div class="lc-toggle" onclick="toggleGroup(this,'grp-bounds')">Boundaries</div>
<div class="lc-group" id="grp-bounds">
<label><input type="checkbox" checked onchange="toggleLayer(this,'municipality')"> <span class="layer-swatch" style="background:#6366f1"></span> Municipalities</label>
<label><input type="checkbox" onchange="toggleLayer(this,'counties')"> <span class="layer-swatch" style="background:#e53e3e;opacity:0.5"></span> Counties <span class="layer-spinner" id="spinner-counties"></span></label>
</div>
<div class="lc-toggle" onclick="toggleGroup(this,'grp-intel')">Competitive Intel</div>
<div class="lc-group" id="grp-intel">
<label><input type="checkbox" onchange="toggleLayer(this,'bessInstallations')"> <span class="layer-swatch" style="background:#f56565"></span> Existing BESS <span class="layer-spinner" id="spinner-bess"></span></label>
</div>
`;
document.getElementById('map').parentElement.appendChild(ctrl);
}
const layerMap = {
oppZone: { layer: oppZoneLayer, loader: loadOppZones },
coalClosure: { layer: coalClosureLayer, loader: loadCoalClosure },
msaFfe: { layer: msaFfeLayer, loader: loadMsaFfe },
lowIncome: { layer: lowIncomeLayer, loader: loadLowIncome },
femaOverlay: { layer: femaOverlay },
wetlandsOverlay: { layer: wetlandsOverlay },
chesapeake: { layer: chesapeakeLayer, loader: loadChesapeake },
pipelines: { layer: pipelineLayer, loader: loadPipelines },
substations: { layer: substationHIFLDLayer, loader: loadSubstations },
txLines: { layer: txLineLayer, loader: loadTxLines },
oilGas: { layer: oilGasLayer, loader: loadOilGasWells },
critHabitat: { layer: critHabitatLayer, loader: loadCritHabitat },
protectedAreas: { layer: protectedLayer, loader: loadProtectedAreas },
brownfields: { layer: brownfieldLayer, loader: loadBrownfields },
roads: { layer: roadsLayer, loader: loadRoads },
municipality: { layer: municipalityLayer },
counties: { layer: L.layerGroup(), loader: function() {
if (loadedLayers.counties) { layerMap.counties.layer.addTo(map); return; }
showSpinner('counties');
if (typeof COUNTIES_GEOJSON !== 'undefined' && COUNTIES_GEOJSON) {
L.geoJSON(COUNTIES_GEOJSON, {
style: { color: '#e53e3e', weight: 2, fillOpacity: 0.03, fillColor: '#e53e3e', dashArray: '6,4' },
onEachFeature: function(feature, layer) {
const p = feature.properties;
layer.bindPopup(`<strong>${p.NAME || p.BASENAME}</strong><br>${p.STATE_ABBR || ''} County`);
}
}).addTo(layerMap.counties.layer);
}
loadedLayers.counties = true;
layerMap.counties.layer.addTo(map);
hideSpinner('counties');
}},
bessInstallations: { layer: bessLayer, loader: loadBessInstallations },
};
function toggleLayer(checkbox, key) {
const entry = layerMap[key];
if (!entry) return;
if (checkbox.checked) {
if (entry.loader) { entry.loader(); }
else { entry.layer.addTo(map); }
} else {
map.removeLayer(entry.layer);
}
}
function toggleGroup(el, groupId) {
el.classList.toggle('collapsed');
document.getElementById(groupId).classList.toggle('hidden');
}
// ===== FEMA FLOOD ZONE QUERY =====
async function queryFEMA() {
try {
const url = `https://hazards.fema.gov/arcgis/rest/services/public/NFHL/MapServer/28/query?geometry=${LON},${LAT}&geometryType=esriGeometryPoint&spatialRel=esriSpatialRelIntersects&outFields=FLD_ZONE,ZONE_SUBTY&f=json`;
const resp = await fetch(url);
const data = await resp.json();
const el = document.getElementById('fema-zone');
if (data.features && data.features.length > 0) {
const zone = data.features[0].attributes.FLD_ZONE;
const subtype = data.features[0].attributes.ZONE_SUBTY || '';
el.textContent = `Zone ${zone} ${subtype}`.trim();
el.className = 'value ' + (zone === 'X' ? 'good' : (zone === 'A' || zone === 'AE' ? 'bad' : 'warn'));
} else {
el.textContent = 'Zone X (No SFHA)';
el.className = 'value good';
}
} catch(e) {
document.getElementById('fema-zone').textContent = 'Query failed';
}
}
// ===== WETLANDS QUERY =====
async function queryWetlands() {
try {
const url = `https://fwsprimary.wim.usgs.gov/server/rest/services/Wetlands/MapServer/0/query?geometry=${LON},${LAT}&geometryType=esriGeometryPoint&spatialRel=esriSpatialRelIntersects&outFields=WETLAND_TYPE,ATTRIBUTE&f=json`;
const resp = await fetch(url);
const data = await resp.json();
const el = document.getElementById('wetlands-status');
if (data.features && data.features.length > 0) {
const types = data.features.map(f => f.attributes.WETLAND_TYPE).join(', ');
el.textContent = `${data.features.length} feature(s): ${types}`;
el.className = 'value bad';
} else {
el.textContent = 'None detected';
el.className = 'value good';
}
} catch(e) {
document.getElementById('wetlands-status').textContent = 'Query failed';
}
}
// ===== MUNICIPALITY DETECTION =====
// Point-in-polygon for AHJ determination from loaded GeoJSON layers
function detectMunicipality(lat, lon) {
// This will be done server-side in the generator; client-side fallback here
const el = document.getElementById('municipality');
if (el) el.textContent = 'Park Ridge';
}
// ===== SAVE FUNCTIONS (stub — will connect to AppSheet API) =====
function saveDiligence() {
const status = document.getElementById('save-status');
status.textContent = '⏳ Saving...';
// TODO: POST to AppSheet API via proxy
const data = {
propertyId: PROPERTY_ID,
bess: document.getElementById('df-bess').value,
buildability: document.getElementById('df-buildability').value,
voltage: document.getElementById('df-voltage').value,
buildableAcres: document.getElementById('df-buildable').value,
ahj: document.getElementById('df-ahj').value,
ahjType: document.getElementById('df-ahj-type').value,
access: document.getElementById('df-access').value,
poi: document.getElementById('df-poi').value,
};
console.log('Save diligence:', data);
setTimeout(() => { status.textContent = '✅ Saved (demo mode)'; }, 500);
}
function saveNote() {
const text = document.getElementById('note-text').value;
const type = document.getElementById('note-type').value;
const status = document.getElementById('note-status');
if (!text.trim()) { status.textContent = '⚠️ Enter a note first'; return; }
status.textContent = '⏳ Saving...';
// TODO: POST to AppSheet API
const data = { propertyId: PROPERTY_ID, text, type, date: new Date().toISOString() };
console.log('Save note:', data);
// Add to UI
const list = document.getElementById('notes-list');
list.innerHTML = `
<div style="padding: 0.75rem; border-bottom: 1px solid var(--border);">
<div style="display: flex; justify-content: space-between; font-size: 0.8rem; color: var(--muted);">
<span>${type}</span><span>${new Date().toLocaleString()}</span>
</div>
<div style="margin-top: 0.25rem; font-size: 0.9rem;">${text}</div>
</div>
` + list.innerHTML;
document.getElementById('note-text').value = '';
status.textContent = '✅ Note saved (demo mode)';
}
// ===== DILIGENCE PANEL TOGGLE =====
function toggleDiligencePanel() {
const wrapper = document.getElementById('map-panel-wrapper');
const btn = document.getElementById('diligence-toggle');
wrapper.classList.toggle('panel-closed');
btn.classList.toggle('active');
// Let Leaflet recalculate after CSS transition
setTimeout(() => { map.invalidateSize(); }, 300);
}
// ===== CUSTOM SELECT HANDLER =====
function handleCustomSelect(sel) {
const customInput = sel.nextElementSibling;
if (!customInput || !customInput.classList.contains('custom-input')) return;
if (sel.value === '__custom__') {
customInput.style.display = 'block';
customInput.focus();
} else {
customInput.style.display = 'none';
}
}
// ===== INIT =====
queryFEMA();
queryWetlands();
detectMunicipality(LAT, LON);
buildLayerControl();
// Auto-load key layers
femaOverlay.addTo(map);
if (typeof loadSubstations === 'function') loadSubstations();
if (typeof loadTxLines === 'function') loadTxLines();
if (typeof loadRoads === 'function') loadRoads();
</script>
<!-- Site Layout CDN dependencies -->
<script src="https://cdn.jsdelivr.net/npm/@turf/turf@7/turf.min.js" defer></script>
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// ===== SITE LAYOUT EDITOR =====
(function() {
// Vendor component data (injected from component_library.json)
const VENDOR_DATA = {"tesla": {"name": "Tesla", "country": "US", "products": {"megapack_2": {"name": "Tesla Megapack 2", "model": "Megapack 2", "type": "integrated", "description": "All-in-one BESS: battery modules, bi-directional inverter, thermal management, AC breaker integrated", "length_ft": 23.79, "width_ft": 5.37, "height_ft": 8.22, "mwh_per_unit": 3.854, "mw_per_unit": 1.284, "weight_lb": 67200, "pcs_integrated": true, "round_trip_efficiency": 0.92, "cycle_life": 5000, "chemistry": "LFP", "voltage_dc": 1500, "ip_rating": "IP66/NEMA 3R", "certifications": ["UL1973", "UL9540A", "UL1741SA"], "source": "Wikipedia / Tesla Emergency Response Guide", "color": [0.86, 0.86, 0.86, 1.0], "notes": "Integrated inverter \u2014 no separate PCS needed. Price ~$1.47M/unit"}, "megapack_2xl": {"name": "Tesla Megapack 2 XL", "model": "Megapack 2 XL", "type": "integrated", "description": "Larger all-in-one BESS with higher power output", "length_ft": 28.87, "width_ft": 5.41, "height_ft": 9.14, "mwh_per_unit": 3.916, "mw_per_unit": 1.927, "weight_lb": 84000, "pcs_integrated": true, "round_trip_efficiency": 0.875, "cycle_life": 4000, "chemistry": "LFP", "voltage_dc": 1500, "ip_rating": "IP66/NEMA 3R", "certifications": ["UL1973", "UL9540A", "UL1741SA"], "source": "Wikipedia / CT.gov PE1607 datasheet / PoweringAutos", "color": [0.86, 0.86, 0.86, 1.0], "notes": "Integrated inverter. Price ~$1.39M/unit. Higher power than MP2"}, "megapack_3": {"name": "Tesla Megapack 3 (Megablock)", "model": "Megapack 3", "type": "integrated", "description": "Next-gen unit (late 2026), ships as Megablock (4x MP3 + transformer + switchgear)", "length_ft": 29.0, "width_ft": 5.5, "height_ft": 9.2, "mwh_per_unit": 5.0, "mw_per_unit": 2.5, "weight_lb": 86000, "pcs_integrated": true, "round_trip_efficiency": 0.91, "cycle_life": 10000, "chemistry": "LFP", "voltage_dc": 1500, "ip_rating": "IP66/NEMA 3R", "certifications": ["UL1973", "UL9540A"], "source": "Wikipedia (announced Sep 8, 2025). Dimensions estimated.", "color": [0.86, 0.86, 0.86, 1.0], "notes": "NOT YET AVAILABLE. Expected late 2026. Houston factory. LG cells."}}}, "catl": {"name": "CATL", "country": "CN", "products": {"enerc_plus": {"name": "CATL EnerC+", "model": "C02306P05L01", "type": "dc_only", "description": "20ft containerized BESS with 306Ah LFP cells, liquid cooling, BMS, FSS", "length_ft": 19.88, "width_ft": 8.0, "height_ft": 9.5, "mwh_per_unit": 4.073, "mw_per_unit": 2.037, "weight_lb": null, "pcs_integrated": false, "round_trip_efficiency": 0.93, "cycle_life": 10000, "chemistry": "LFP", "voltage_dc": 1331, "ip_rating": "IP55", "certifications": ["UL1973", "IEC62619", "UL9540A"], "source": "7SUN distributor datasheet / evlithium.com", "color": [0.18, 0.55, 0.34, 1.0], "notes": "6058mm x 2438mm x 2896mm. DC-only \u2014 requires external PCS. 5 racks, 8 modules/rack. 306Ah cells."}, "enerone_plus": {"name": "CATL EnerOne+", "model": "EnerOne+", "type": "dc_only", "description": "Outdoor cabinet BESS, 306Ah cells, liquid cooling, modular stacking", "length_ft": 4.46, "width_ft": 3.94, "height_ft": 7.19, "mwh_per_unit": 0.407, "mw_per_unit": 0.204, "weight_lb": 4300, "pcs_integrated": false, "round_trip_efficiency": 0.93, "cycle_life": 10000, "chemistry": "LFP", "voltage_dc": 1331, "ip_rating": "IP66", "certifications": ["UL1973", "IEC62619", "UL9540A"], "source": "Scribd CATL BESS 2024 Roadmap / lifepo4-battery.com", "color": [0.18, 0.55, 0.34, 1.0], "notes": "1360mm x 1200mm x 2190mm. Cabinet form factor, not container. Stacks for larger installations."}, "tener": {"name": "CATL TENER", "model": "TENER", "type": "dc_only", "description": "Next-gen 20ft container, 6.25 MWh (launched Apr 2024 as 'Tianheng')", "length_ft": 20.0, "width_ft": 8.0, "height_ft": 9.5, "mwh_per_unit": 6.25, "mw_per_unit": 3.125, "weight_lb": null, "pcs_integrated": false, "round_trip_efficiency": 0.93, "cycle_life": 15000, "chemistry": "LFP", "voltage_dc": 1500, "ip_rating": "IP55", "certifications": ["UL1973", "IEC62619"], "source": "CnEVPost Apr 2024", "color": [0.18, 0.55, 0.34, 1.0], "notes": "Zero degradation in first 5 years claimed. Standard 20ft ISO container dimensions."}}}, "sungrow": {"name": "Sungrow", "country": "CN", "products": {"powertitan_st2752ux": {"name": "Sungrow PowerTitan ST2752UX-US", "model": "ST2752UX-US", "type": "integrated", "description": "Liquid-cooled integrated BESS with PCS, 20ft container form factor", "length_ft": 30.64, "width_ft": 5.68, "height_ft": 8.53, "mwh_per_unit": 2.752, "mw_per_unit": 1.376, "weight_lb": 58200, "pcs_integrated": true, "round_trip_efficiency": 0.9, "cycle_life": 10000, "chemistry": "LFP", "voltage_dc": 1500, "ip_rating": "IP55", "certifications": ["UL1973", "UL9540A", "UL1741", "IEEE1547"], "source": "ManualsLib system manual V13 / Sungrow product page", "color": [0.0, 0.47, 0.75, 1.0], "notes": "9340mm x 1730mm x 2600mm (W x D x H). Integrated PCS + BMS + thermal. Battery unit dimensions per manual."}}}, "byd": {"name": "BYD", "country": "CN", "products": {"mc_cube_t": {"name": "BYD MC Cube-T", "model": "MC Cube-T BESS", "type": "dc_only", "description": "Next-gen modular containerized BESS, 1500V LFP platform, 20ft form factor", "length_ft": 20.0, "width_ft": 8.0, "height_ft": 9.5, "mwh_per_unit": 6.432, "mw_per_unit": 3.216, "weight_lb": null, "pcs_integrated": false, "round_trip_efficiency": 0.93, "cycle_life": 10000, "chemistry": "LFP (Blade Battery)", "voltage_dc": 1500, "ip_rating": "IP55", "certifications": ["UL1973", "IEC62619"], "source": "CnEVPost Apr 2024 / BYD Energy product page", "color": [0.85, 0.11, 0.11, 1.0], "notes": "Standard 20ft ISO container. Blade Battery cells. Higher density than CATL Tianheng at launch. DC-only \u2014 requires external PCS."}, "mc_cube": {"name": "BYD MC Cube", "model": "MC Cube BESS", "type": "dc_only", "description": "Previous generation containerized BESS, 40ft HQ container", "length_ft": 40.0, "width_ft": 8.0, "height_ft": 9.5, "mwh_per_unit": 5.0, "mw_per_unit": 2.5, "weight_lb": null, "pcs_integrated": false, "round_trip_efficiency": 0.92, "cycle_life": 8000, "chemistry": "LFP (Blade Battery)", "voltage_dc": 1500, "ip_rating": "IP55", "certifications": ["UL1973", "IEC62619"], "source": "BYD Australia datasheet / solarenergywarehouse", "color": [0.85, 0.11, 0.11, 1.0], "notes": "40ft High Cube container. 330Ah C15 Battery Series."}}}, "fluence": {"name": "Fluence (Siemens/AES JV)", "country": "US", "products": {"gridstack_pro_5000": {"name": "Fluence Gridstack Pro 5000", "model": "5000 Series 5XX", "type": "dc_only", "description": "Modular BESS enclosure with AESC 530Ah LFP cells, liquid cooling, grid-forming capable", "length_ft": 19.88, "width_ft": 8.0, "height_ft": 9.5, "mwh_per_unit": 5.644, "mw_per_unit": 1.411, "weight_lb": 100310, "pcs_integrated": false, "round_trip_efficiency": 0.87, "cycle_life": 10000, "chemistry": "LFP (AESC 530Ah)", "voltage_dc": 1500, "ip_rating": "IP55", "certifications": ["UL1741", "UL1741SA", "IEEE1547", "NFPA855", "UL9540A"], "source": "batterydesign.net / Fluence specs brochure", "color": [0.95, 0.5, 0.0, 1.0], "notes": "2896mm x 2438mm x 2896mm. 45,500 kg. Grid-forming capable. Fire tested at Safe Labs NC \u2014 no enclosure-to-enclosure propagation."}}}};
const PCS_DATA = {"sungrow_sc5000ud": {"name": "Sungrow SC5000UD-MV-US", "vendor": "sungrow", "type": "utility_pcs", "description": "5 MVA utility-scale power conversion system, bidirectional, outdoor rated", "length_ft": 13.12, "width_ft": 7.87, "height_ft": 9.02, "power_kva": 5000, "weight_lb": 17600, "ip_rating": "IP54", "certifications": ["UL1741", "UL1741SA/SB", "IEEE1547"], "source": "Sungrow US product page", "color": [0.533, 0.533, 0.533, 1.0], "notes": "4000mm x 2400mm x 2750mm. Forced air cooling, no derating to 40\u00b0C. Compatible with 1500V battery systems."}, "generic_2500kva": {"name": "Generic 2.5 MVA PCS", "vendor": "generic", "type": "utility_pcs", "description": "Standard 2.5 MVA power conversion system", "length_ft": 10.0, "width_ft": 6.0, "height_ft": 8.0, "power_kva": 2500, "weight_lb": 11000, "ip_rating": "IP54", "certifications": ["UL1741", "IEEE1547"], "source": "Industry standard estimates", "color": [0.533, 0.533, 0.533, 1.0], "notes": "Use when vendor not specified. Conservative sizing."}};
const XFORMER_DATA = {"pad_mount_5mva": {"name": "5 MVA Pad-Mount Transformer", "description": "Medium voltage step-up transformer for 5MW BESS, 480V to 12.47/23kV", "length_ft": 10.0, "width_ft": 8.0, "height_ft": 7.5, "power_mva": 5, "weight_lb": 18000, "source": "Industry standard", "color": [0.267, 0.267, 0.267, 1.0]}, "pad_mount_10mva": {"name": "10 MVA Pad-Mount Transformer", "description": "Medium voltage step-up transformer for 10MW+ BESS", "length_ft": 12.0, "width_ft": 10.0, "height_ft": 9.0, "power_mva": 10, "weight_lb": 32000, "source": "Industry standard", "color": [0.267, 0.267, 0.267, 1.0]}};
const SWITCHGEAR_DATA = {"mv_switchgear": {"name": "Medium Voltage Switchgear", "description": "MV switchgear/POI pad for utility interconnection", "length_ft": 15.0, "width_ft": 15.0, "height_ft": 1.0, "source": "Industry standard", "color": [0.8, 0.8, 0.8, 1.0]}};
const COLOR_DATA = {"bess_container": [0.2, 0.4, 0.8, 1.0], "pcs": [0.533, 0.533, 0.533, 1.0], "transformer": [0.267, 0.267, 0.267, 1.0], "poi_pad": [0.8, 0.8, 0.8, 1.0], "fence": [0.753, 0.753, 0.753, 1.0], "access_road": [0.824, 0.706, 0.549, 1.0], "setback": [1.0, 0.0, 0.0, 0.25], "site_boundary": [0.0, 1.0, 0.0, 1.0], "ground": [0.565, 0.933, 0.565, 1.0], "substation_fence": [0.45, 0.45, 0.45, 1.0], "substation_transformer": [0.15, 0.15, 0.15, 1.0], "substation_control_house": [0.6, 0.55, 0.45, 1.0], "substation_deadend": [0.3, 0.3, 0.3, 1.0]};
const FT_TO_M = 0.3048;
const M_TO_FT = 3.28084;
const SQ_FT_PER_ACRE = 43560;
let layoutMap = null;
let layoutInitialized = false;
let layoutLayers = {};
// Range/slider sync helpers
window.syncRange = function(baseId) {
const slider = document.getElementById(baseId + '-range');
const num = document.getElementById(baseId);
if (slider && num) num.value = slider.value;
};
window.syncSlider = function(baseId) {
const slider = document.getElementById(baseId + '-range');
const num = document.getElementById(baseId);
if (slider && num) slider.value = num.value;
};
// Initialize layout tab
window.initLayoutTab = function() {
if (typeof turf === 'undefined') {
setTimeout(initLayoutTab, 200);
return;
}
// Check if parcel data available
const hasParcel = (typeof PARCEL_GEOJSON !== 'undefined' && PARCEL_GEOJSON && PARCEL_GEOJSON.type);
if (!hasParcel) {
document.getElementById('layout-no-data').style.display = 'flex';
document.getElementById('layout-editor').style.display = 'none';
return;
}
document.getElementById('layout-no-data').style.display = 'none';
document.getElementById('layout-editor').style.display = 'flex';
if (!layoutInitialized) {
initLayoutMap();
populateVendorDropdown();
layoutInitialized = true;
// Auto-generate with defaults
setTimeout(() => generateLayout(), 300);
} else {
setTimeout(() => layoutMap.invalidateSize(), 200);
}
};
function initLayoutMap() {
layoutMap = L.map('layout-map', { zoomControl: true });
const sat = L.tileLayer('https://server.arcgisonline.com/ArcGIS/rest/services/World_Imagery/MapServer/tile/{z}/{y}/{x}', {
attribution: 'Esri Satellite'
}).addTo(layoutMap);
const streets = L.tileLayer('https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png', { attribution: '© OSM' });
L.control.layers({ 'Satellite': sat, 'Streets': streets }, {}, { position: 'topright' }).addTo(layoutMap);
// Show parcel boundary
const parcelFeature = PARCEL_GEOJSON.type === 'Feature' ? PARCEL_GEOJSON : { type: 'Feature', geometry: PARCEL_GEOJSON, properties: {} };
const parcelLayer = L.geoJSON(parcelFeature, {
style: { color: '#ed8936', weight: 3, fillOpacity: 0.08, fillColor: '#ed8936' }
}).addTo(layoutMap);
layoutMap.fitBounds(parcelLayer.getBounds().pad(0.2));
// Click-to-place handler
layoutMap.on('click', onLayoutMapClick);
}
function populateVendorDropdown() {
const sel = document.getElementById('lyt-vendor');
sel.innerHTML = '<option value="">\u2014 Select Vendor \u2014</option>';
for (const [key, v] of Object.entries(VENDOR_DATA)) {
sel.innerHTML += `<option value="${key}">${v.name}</option>`;
}
}
window.onVendorChange = function() {
const vendorKey = document.getElementById('lyt-vendor').value;
const prodSel = document.getElementById('lyt-product');
prodSel.innerHTML = '<option value="">\u2014 Select Product \u2014</option>';
if (!vendorKey || !VENDOR_DATA[vendorKey]) return;
const products = VENDOR_DATA[vendorKey].products;
for (const [pk, pv] of Object.entries(products)) {
prodSel.innerHTML += `<option value="${pk}">${pv.name} (${pv.mwh_per_unit} MWh)</option>`;
}
// Auto-select first product
if (Object.keys(products).length > 0) {
prodSel.selectedIndex = 1;
}
};
function getParcelFeature() {
if (typeof PARCEL_GEOJSON === 'undefined' || !PARCEL_GEOJSON) return null;
if (PARCEL_GEOJSON.type === 'Feature') return PARCEL_GEOJSON;
return { type: 'Feature', geometry: PARCEL_GEOJSON, properties: {} };
}
function getSelectedProduct() {
const vendorKey = document.getElementById('lyt-vendor').value;
const prodKey = document.getElementById('lyt-product').value;
if (!vendorKey || !prodKey || !VENDOR_DATA[vendorKey]) return null;
return VENDOR_DATA[vendorKey].products[prodKey];
}
function rgba2hex(rgba) {
if (!rgba || !Array.isArray(rgba)) return '#3b82f6';
const r = Math.round(rgba[0] * 255);
const g = Math.round(rgba[1] * 255);
const b = Math.round(rgba[2] * 255);
return '#' + [r,g,b].map(x => x.toString(16).padStart(2,'0')).join('');
}
function createOrientedRect(center, lengthFt, widthFt, bearingDeg) {
// Create a rectangle at center with given dimensions rotated by bearing
const lengthKm = lengthFt * FT_TO_M / 1000;
const widthKm = widthFt * FT_TO_M / 1000;
const halfL = lengthKm / 2;
const halfW = widthKm / 2;
// Create a bbox polygon at origin then translate
const cp = turf.point(center);
const corners = [
turf.destination(turf.destination(cp, halfL, bearingDeg), halfW, bearingDeg + 90),
turf.destination(turf.destination(cp, halfL, bearingDeg), halfW, bearingDeg - 90),
turf.destination(turf.destination(cp, halfL, bearingDeg + 180), halfW, bearingDeg - 90),
turf.destination(turf.destination(cp, halfL, bearingDeg + 180), halfW, bearingDeg + 90),
];
const coords = corners.map(c => c.geometry.coordinates);
coords.push(coords[0]);
return turf.polygon([coords]);
}
function getMinRotatedRect(polygon) {
// Approximate minimum bounding rotated rectangle using convex hull edge angles
const hull = turf.convex(turf.explode(polygon));
if (!hull) return { bbox: turf.bbox(polygon), angle: 0 };
const coords = hull.geometry.coordinates[0];
let bestArea = Infinity;
let bestAngle = 0;
let bestBbox = null;
for (let i = 0; i < coords.length - 1; i++) {
const angle = turf.bearing(turf.point(coords[i]), turf.point(coords[i + 1]));
const rotated = turf.transformRotate(hull, -angle);
const bb = turf.bbox(rotated);
const area = (bb[2] - bb[0]) * (bb[3] - bb[1]);
if (area < bestArea) {
bestArea = area;
bestAngle = angle;
bestBbox = bb;
}
}
return { angle: bestAngle, bbox: bestBbox };
}
function getPOIEdgePoint(parcelFeature, poiLocation) {
const bbox = turf.bbox(parcelFeature);
const center = turf.centroid(parcelFeature);
const cc = center.geometry.coordinates;
let targetPt;
switch (poiLocation) {
case 'north': targetPt = [cc[0], bbox[3] + 0.01]; break;
case 'south': targetPt = [cc[0], bbox[1] - 0.01]; break;
case 'east': targetPt = [bbox[2] + 0.01, cc[1]]; break;
case 'west': targetPt = [bbox[0] - 0.01, cc[1]]; break;
default: targetPt = [cc[0], bbox[1] - 0.01]; break;
}
const boundary = turf.polygonToLine(parcelFeature);
const snapped = turf.nearestPointOnLine(boundary, turf.point(targetPt));
return snapped.geometry.coordinates;
}
// ========== PLACEMENT STATE ==========
let activePlaceMode = null; // 'equipment' | 'poi' | 'access' | null
let markers = { equipment: null, poi: null, access: null };
let customCenter = null; // [lon, lat] — equipment center
let customPOI = null; // [lon, lat] — interconnection point
let customAccess = null; // [lon, lat] — access road endpoint
const PLACE_CONFIG = {
equipment: { color: '#7c3aed', label: '📍 Equipment Center', btnId: 'btn-place-equip', hint: 'Click on the map to place the equipment array center.' },
poi: { color: '#2563eb', label: '⚡ Interconnection Point', btnId: 'btn-place-poi', hint: 'Click where the utility interconnection should be (e.g. nearest pole/substation side).' },
access: { color: '#d97706', label: '🛣️ Access Point', btnId: 'btn-place-access', hint: 'Click where the access road should connect to the existing road/driveway.' }
};
window.startPlaceMode = function(mode) {
if (activePlaceMode === mode) {
// Toggle off
cancelPlaceMode();
return;
}
// Cancel any existing mode first
if (activePlaceMode) cancelPlaceMode();
activePlaceMode = mode;
const cfg = PLACE_CONFIG[mode];
const btn = document.getElementById(cfg.btnId);
btn.style.background = '#ef4444';
btn.innerHTML = '✋ Cancel';
const hint = document.getElementById('place-mode-hint');
hint.style.display = 'block';
hint.style.color = cfg.color;
hint.style.background = cfg.color + '18';
hint.textContent = cfg.hint;
if (layoutMap) layoutMap.getContainer().style.cursor = 'crosshair';
};
function cancelPlaceMode() {
if (!activePlaceMode) return;
const cfg = PLACE_CONFIG[activePlaceMode];
const btn = document.getElementById(cfg.btnId);
// Restore original button style
if (activePlaceMode === 'equipment') { btn.style.background = '#7c3aed'; btn.innerHTML = '📍 Equipment'; }
else if (activePlaceMode === 'poi') { btn.style.background = '#2563eb'; btn.innerHTML = '⚡ Interconnection'; }
else if (activePlaceMode === 'access') { btn.style.background = '#d97706'; btn.innerHTML = '🛣️ Access Point'; }
document.getElementById('place-mode-hint').style.display = 'none';
if (layoutMap) layoutMap.getContainer().style.cursor = '';
activePlaceMode = null;
}
function createDraggableMarker(ll, mode) {
const cfg = PLACE_CONFIG[mode];
const m = L.marker(ll, {
draggable: true,
icon: L.divIcon({
className: '',
html: `<div style="background:${cfg.color};width:20px;height:20px;border-radius:50%;border:3px solid #fff;box-shadow:0 2px 8px rgba(0,0,0,0.5);margin:-10px 0 0 -10px;"></div>`,
iconSize: [0, 0]
})
}).addTo(layoutMap);
m.bindTooltip(cfg.label + ' — drag to move', { permanent: false, direction: 'top' });
m.on('dragend', function(ev) {
const pos = ev.target.getLatLng();
const coords = [pos.lng, pos.lat];
if (mode === 'equipment') customCenter = coords;
else if (mode === 'poi') customPOI = coords;
else if (mode === 'access') customAccess = coords;
generateLayout();
});
return m;
}
function onLayoutMapClick(e) {
if (!activePlaceMode) return;
const ll = e.latlng;
const coords = [ll.lng, ll.lat];
const mode = activePlaceMode;
// Store coords
if (mode === 'equipment') customCenter = coords;
else if (mode === 'poi') customPOI = coords;
else if (mode === 'access') customAccess = coords;
// Create or move marker
if (markers[mode]) {
markers[mode].setLatLng(ll);
} else {
markers[mode] = createDraggableMarker(ll, mode);
}
// Update button to show it's been set
const cfg = PLACE_CONFIG[mode];
const btn = document.getElementById(cfg.btnId);
if (mode === 'equipment') { btn.style.background = '#7c3aed'; btn.innerHTML = '✅ Equipment'; }
else if (mode === 'poi') { btn.style.background = '#2563eb'; btn.innerHTML = '✅ Interconnection'; }
else if (mode === 'access') { btn.style.background = '#d97706'; btn.innerHTML = '✅ Access Point'; }
cancelPlaceMode();
generateLayout();
}
window.generateLayout = function() {
if (!layoutMap) return;
const parcel = getParcelFeature();
if (!parcel) return;
// Clear previous layout layers (keep placement marker)
Object.values(layoutLayers).forEach(l => { if (layoutMap.hasLayer(l)) layoutMap.removeLayer(l); });
layoutLayers = {};
// ── Read parameters ──
const product = getSelectedProduct();
const targetMW = parseFloat(document.getElementById('lyt-mw').value) || 5;
const targetMWh = parseFloat(document.getElementById('lyt-mwh').value) || 20;
const setbackFt = parseFloat(document.getElementById('lyt-setback').value) || 50;
const containerSpacingFt = parseFloat(document.getElementById('lyt-cspacing').value) || 10;
const rowSpacingFt = parseFloat(document.getElementById('lyt-rspacing').value) || 15;
const poiLocation = document.getElementById('lyt-poi').value;
const rotationOverride = parseFloat(document.getElementById('lyt-rotation').value);
const contLenFt = product ? product.length_ft : 20;
const contWidFt = product ? product.width_ft : 8;
const contHgtFt = product ? product.height_ft : 9.5;
const contMWh = product ? product.mwh_per_unit : 2.5;
const contMW = product ? product.mw_per_unit : 1.25;
const isIntegrated = product ? product.pcs_integrated : false;
const contColor = product ? rgba2hex(product.color) : '#3b82f6';
// ── 1. Setback buffer ──
const setbackKm = setbackFt * FT_TO_M / 1000;
let buildable;
try {
buildable = turf.buffer(parcel, -setbackKm, { units: 'kilometers' });
if (buildable && buildable.geometry && buildable.geometry.type === 'MultiPolygon') {
let maxArea = 0, maxPoly = null;
buildable.geometry.coordinates.forEach(coords => {
const p = turf.polygon(coords);
const a = turf.area(p);
if (a > maxArea) { maxArea = a; maxPoly = p; }
});
if (maxPoly) buildable = maxPoly;
}
} catch(e) {
buildable = parcel;
}
if (!buildable || !buildable.geometry || !buildable.geometry.coordinates || buildable.geometry.coordinates.length === 0) {
buildable = parcel;
}
// ── Draw setback + buildable ──
layoutLayers.setback = L.geoJSON(buildable, {
style: { color: '#ef4444', weight: 2, dashArray: '8,6', fillOpacity: 0 }
}).addTo(layoutMap);
layoutLayers.buildableArea = L.geoJSON(buildable, {
style: { color: '#22c55e', weight: 1, fillColor: '#22c55e', fillOpacity: 0.12 }
}).addTo(layoutMap);
// ── 2. Determine array center & bearing ──
const mrr = getMinRotatedRect(buildable);
const autoBearing = mrr.angle;
const bearing = (rotationOverride > 0) ? rotationOverride : autoBearing;
// Array center: use customCenter (click-to-place) or POI-shifted centroid
const buildableCentroid = turf.centroid(buildable);
let arrayCenter;
if (customCenter) {
arrayCenter = customCenter;
} else {
// Shift centroid toward POI edge by 30% for better POI-proximate placement
const poiEdge = customPOI ? customPOI : getPOIEdgePoint(parcel, poiLocation);
const cc = buildableCentroid.geometry.coordinates;
arrayCenter = [
cc[0] + (poiEdge[0] - cc[0]) * 0.3,
cc[1] + (poiEdge[1] - cc[1]) * 0.3
];
if (!turf.booleanPointInPolygon(turf.point(arrayCenter), buildable)) {
arrayCenter = cc;
}
}
// ── 3. Calculate grid layout ──
const numContainers = Math.ceil(Math.max(targetMWh / contMWh, targetMW / contMW));
// Find a good grid shape (aim for roughly square-ish footprint)
let bestCols = numContainers, bestRows = 1, bestRatio = Infinity;
for (let r = 1; r <= Math.min(numContainers, 10); r++) {
const c = Math.ceil(numContainers / r);
const gridW = c * contLenFt + (c - 1) * containerSpacingFt;
const gridH = r * contWidFt + (r - 1) * rowSpacingFt;
const ratio = Math.max(gridW, gridH) / Math.min(gridW, gridH);
if (ratio < bestRatio) {
bestRatio = ratio;
bestCols = c;
bestRows = r;
}
}
const cSpacingKm = containerSpacingFt * FT_TO_M / 1000;
const rSpacingKm = rowSpacingFt * FT_TO_M / 1000;
const contLenKm = contLenFt * FT_TO_M / 1000;
const contWidKm = contWidFt * FT_TO_M / 1000;
// PCS specs
const pcsLenFt = 13.12, pcsWidFt = 7.87, pcsHgtFt = 6;
// ── 4. Place containers in grid ──
const placedContainers = [];
const placedPCS = [];
let placed = 0;
const acPt = turf.point(arrayCenter);
for (let row = 0; row < bestRows && placed < numContainers; row++) {
const perpOffset = (row - (bestRows - 1) / 2) * (contWidKm + rSpacingKm);
const rowBase = turf.destination(acPt, perpOffset, bearing + 90);
const containersThisRow = Math.min(bestCols, numContainers - placed);
for (let col = 0; col < containersThisRow; col++) {
const alongOffset = (col - (containersThisRow - 1) / 2) * (contLenKm + cSpacingKm);
const contCenter = turf.destination(rowBase, alongOffset, bearing);
const rect = createOrientedRect(contCenter.geometry.coordinates, contLenFt, contWidFt, bearing);
placedContainers.push({ center: contCenter.geometry.coordinates, rect: rect, row: row, col: col });
placed++;
}
// DC-only: PCS at end of each row
if (!isIntegrated && containersThisRow > 0) {
const pcsOffset = ((containersThisRow - 1) / 2 + 0.5) * (contLenKm + cSpacingKm) + (pcsLenFt * FT_TO_M / 1000 / 2);
const pcsCenter = turf.destination(rowBase, pcsOffset, bearing);
const pcsRect = createOrientedRect(pcsCenter.geometry.coordinates, pcsLenFt, pcsWidFt, bearing);
placedPCS.push({ center: pcsCenter.geometry.coordinates, rect: pcsRect });
}
}
// ── Draw containers ──
const containerGroup = L.layerGroup();
placedContainers.forEach((c, i) => {
L.geoJSON(c.rect, {
style: { color: contColor, weight: 2, fillColor: contColor, fillOpacity: 0.65 }
}).bindPopup(`<strong>Container #${i+1}</strong><br>${product ? product.name : 'BESS'}<br>${contMWh} MWh / ${contMW} MW<br>${contLenFt}' × ${contWidFt}' × ${contHgtFt}'`).addTo(containerGroup);
});
layoutLayers.containers = containerGroup.addTo(layoutMap);
// ── Draw PCS ──
if (placedPCS.length > 0) {
const pcsGroup = L.layerGroup();
placedPCS.forEach((p, i) => {
L.geoJSON(p.rect, {
style: { color: '#666', weight: 1.5, fillColor: '#888', fillOpacity: 0.6 }
}).bindPopup(`<strong>PCS #${i+1}</strong>`).addTo(pcsGroup);
});
layoutLayers.pcs = pcsGroup.addTo(layoutMap);
}
// ── 5. POI / Interconnection point ──
const poiEdge = customPOI ? customPOI : getPOIEdgePoint(parcel, poiLocation);
// POI pad
const poiPadRect = createOrientedRect(poiEdge, 15, 15, 0);
layoutLayers.poi = L.geoJSON(poiPadRect, {
style: { color: '#2563eb', weight: 2, fillColor: '#3b82f6', fillOpacity: 0.65 }
}).bindPopup('<strong>⚡ Point of Interconnection</strong>' + (customPOI ? '<br><em>User-placed</em>' : '')).addTo(layoutMap);
// ── 6. Transformer (60% from array toward POI) ──
const distToEdgeKm = turf.distance(turf.point(arrayCenter), turf.point(poiEdge));
const xfCenter = turf.destination(turf.point(arrayCenter),
distToEdgeKm * 0.6,
turf.bearing(turf.point(arrayCenter), turf.point(poiEdge)));
const xfSize = targetMW > 7.5 ? { l: 12, w: 10, name: '10 MVA' } : { l: 10, w: 8, name: '5 MVA' };
const xfRect = createOrientedRect(xfCenter.geometry.coordinates, xfSize.l, xfSize.w, bearing);
layoutLayers.transformer = L.geoJSON(xfRect, {
style: { color: '#333', weight: 2, fillColor: '#555', fillOpacity: 0.75 }
}).bindPopup(`<strong>Transformer</strong><br>${xfSize.name}`).addTo(layoutMap);
// ── 7. Fence (convex hull + 10ft buffer) ──
const allEquipPts = [];
placedContainers.forEach(c => { turf.coordAll(c.rect).forEach(pt => allEquipPts.push(pt)); });
placedPCS.forEach(p => { turf.coordAll(p.rect).forEach(pt => allEquipPts.push(pt)); });
turf.coordAll(xfRect).forEach(pt => allEquipPts.push(pt));
let fence = null;
if (allEquipPts.length >= 3) {
const hull = turf.convex(turf.featureCollection(allEquipPts.map(p => turf.point(p))));
if (hull) {
fence = turf.buffer(hull, 10 * FT_TO_M / 1000, { units: 'kilometers' });
if (fence) {
layoutLayers.fence = L.geoJSON(fence, {
style: { color: '#c0c0c0', weight: 2.5, dashArray: '8,4', fillColor: '#c0c0c0', fillOpacity: 0.03 }
}).bindPopup('<strong>Perimeter Fence</strong>').addTo(layoutMap);
}
}
}
// ── 8. Access road ──
if (fence) {
const fenceBoundary = turf.polygonToLine(fence);
// Access endpoint: user-placed, or auto (nearest parcel edge)
let accessEndpoint;
if (customAccess) {
accessEndpoint = customAccess;
} else {
const parcelBoundary = turf.polygonToLine(parcel);
const fenceCentroid = turf.centroid(fence);
const nearestOnParcel = turf.nearestPointOnLine(parcelBoundary, fenceCentroid);
accessEndpoint = nearestOnParcel.geometry.coordinates;
}
// Gate: nearest point on fence to the access endpoint
const nearestOnFence = turf.nearestPointOnLine(fenceBoundary, turf.point(accessEndpoint));
const gateCoords = nearestOnFence.geometry.coordinates;
// Road from gate to access endpoint
const road = turf.lineString([gateCoords, accessEndpoint]);
const roadBuffer = turf.buffer(road, (20 / 2) * FT_TO_M / 1000, { units: 'kilometers' });
if (roadBuffer) {
layoutLayers.road = L.geoJSON(roadBuffer, {
style: { color: '#d2b48c', weight: 1, fillColor: '#d2b48c', fillOpacity: 0.45 }
}).bindPopup('<strong>Access Road</strong><br>20ft wide' + (customAccess ? '<br><em>User-placed endpoint</em>' : '')).addTo(layoutMap);
// Gate marker
const gateGroup = L.layerGroup();
L.circleMarker([gateCoords[1], gateCoords[0]], {
radius: 6, color: '#fff', fillColor: '#f59e0b', fillOpacity: 1, weight: 2
}).bindPopup('<strong>Gate</strong>').addTo(gateGroup);
// Access point marker (at road edge)
L.circleMarker([accessEndpoint[1], accessEndpoint[0]], {
radius: 5, color: '#fff', fillColor: '#d97706', fillOpacity: 1, weight: 2
}).bindPopup('<strong>Access Point</strong>' + (customAccess ? '<br><em>User-selected</em>' : '<br><em>Auto: nearest parcel edge</em>')).addTo(gateGroup);
layoutLayers.gateGroup = gateGroup.addTo(layoutMap);
}
}
// ── Validation warnings ──
let warnings = [];
let outsideCount = 0;
placedContainers.forEach(c => {
if (!turf.booleanPointInPolygon(turf.point(c.center), buildable)) outsideCount++;
});
if (outsideCount > 0) warnings.push(`⚠️ ${outsideCount} container(s) outside buildable area`);
if (customCenter && !turf.booleanPointInPolygon(turf.point(customCenter), buildable)) {
warnings.push('⚠️ Placement center is outside buildable area');
}
// ── Update stats ──
const buildableAreaSqM = turf.area(buildable);
const buildableAcres = buildableAreaSqM * M_TO_FT * M_TO_FT / SQ_FT_PER_ACRE;
const footprintSqFt = placedContainers.length * contLenFt * contWidFt
+ placedPCS.length * pcsLenFt * pcsWidFt
+ xfSize.l * xfSize.w + 15 * 15;
const utilization = buildableAcres > 0 ? ((footprintSqFt / SQ_FT_PER_ACRE) / buildableAcres * 100) : 0;
document.getElementById('stat-containers').textContent = `${placedContainers.length} (${bestRows}r × ${bestCols}c)`;
document.getElementById('stat-pcs').textContent = isIntegrated ? 'Integrated' : placedPCS.length;
document.getElementById('stat-mw').textContent = (placedContainers.length * contMW).toFixed(1) + ' MW';
document.getElementById('stat-mwh').textContent = (placedContainers.length * contMWh).toFixed(1) + ' MWh';
document.getElementById('stat-buildable').textContent = buildableAcres.toFixed(2) + ' ac';
document.getElementById('stat-footprint').textContent = (footprintSqFt / 1000).toFixed(1) + 'k sq ft';
document.getElementById('stat-utilization').textContent = utilization.toFixed(1) + '%';
// Show warnings
let warningEl = document.getElementById('layout-warnings');
if (!warningEl) {
warningEl = document.createElement('div');
warningEl.id = 'layout-warnings';
warningEl.style.cssText = 'font-size:0.75rem;color:#f59e0b;margin-top:0.5rem;';
document.getElementById('layout-stats').appendChild(warningEl);
}
warningEl.innerHTML = warnings.join('<br>');
// Fit map to parcel
const pLayer = L.geoJSON(parcel);
layoutMap.fitBounds(pLayer.getBounds().pad(0.15));
};
// KMZ Export
window.exportKMZ = function() {
if (typeof JSZip === 'undefined') { alert('JSZip not loaded yet. Try again.'); return; }
const parcel = getParcelFeature();
if (!parcel) { alert('No parcel data available.'); return; }
function coordsToKML(coords) {
return coords.map(c => `${c[0]},${c[1]},0`).join(' ');
}
let placemarks = '';
// Parcel boundary
const parcelCoords = parcel.geometry.type === 'MultiPolygon' ? parcel.geometry.coordinates[0][0] : parcel.geometry.coordinates[0];
placemarks += `<Placemark><name>Parcel Boundary</name><Style><LineStyle><color>ff0088ed</color><width>3</width></LineStyle><PolyStyle><color>200088ed</color></PolyStyle></Style><Polygon><outerBoundaryIs><LinearRing><coordinates>${coordsToKML(parcelCoords)}</coordinates></LinearRing></outerBoundaryIs></Polygon></Placemark>`;
// Equipment layers from current layout
Object.entries(layoutLayers).forEach(([key, layer]) => {
layer.eachLayer(sub => {
if (sub.eachLayer) {
sub.eachLayer(inner => {
if (inner.feature) {
const coords = inner.feature.geometry.coordinates[0];
const name = key.charAt(0).toUpperCase() + key.slice(1);
placemarks += `<Placemark><name>${name}</name><Polygon><outerBoundaryIs><LinearRing><coordinates>${coordsToKML(coords)}</coordinates></LinearRing></outerBoundaryIs></Polygon></Placemark>`;
}
});
} else if (sub.feature) {
const geom = sub.feature.geometry;
if (geom.type === 'Polygon') {
const coords = geom.coordinates[0];
placemarks += `<Placemark><name>${key}</name><Polygon><outerBoundaryIs><LinearRing><coordinates>${coordsToKML(coords)}</coordinates></LinearRing></outerBoundaryIs></Polygon></Placemark>`;
}
}
});
});
const kml = `<?xml version="1.0" encoding="UTF-8"?><kml xmlns="http://www.opengis.net/kml/2.2"><Document><name>${PROPERTY_ID} Site Layout</name>${placemarks}</Document></kml>`;
const zip = new JSZip();
zip.file('doc.kml', kml);
zip.generateAsync({ type: 'blob' }).then(blob => {
saveAs(blob, `${PROPERTY_ID}_layout.kmz`);
});
};
// Save Config
window.saveLayoutConfig = function() {
const config = getLayoutState();
const blob = new Blob([JSON.stringify(config, null, 2)], { type: 'application/json' });
if (typeof saveAs !== 'undefined') {
saveAs(blob, `${PROPERTY_ID}_layout_config.json`);
} else {
const a = document.createElement('a');
a.href = URL.createObjectURL(blob);
a.download = `${PROPERTY_ID}_layout_config.json`;
a.click();
}
};
// ========== SHARED LAYOUT STATE ==========
function getLayoutState() {
return {
pid: PROPERTY_ID,
v: document.getElementById('lyt-vendor').value,
p: document.getElementById('lyt-product').value,
mw: parseFloat(document.getElementById('lyt-mw').value),
mwh: parseFloat(document.getElementById('lyt-mwh').value),
sb: parseFloat(document.getElementById('lyt-setback').value),
cs: parseFloat(document.getElementById('lyt-cspacing').value),
rs: parseFloat(document.getElementById('lyt-rspacing').value),
fh: parseFloat(document.getElementById('lyt-fence-height').value),
rot: parseFloat(document.getElementById('lyt-rotation').value) || 0,
poi: document.getElementById('lyt-poi').value,
ec: customCenter,
ep: customPOI,
ea: customAccess,
ts: new Date().toISOString()
};
}
function applyLayoutState(s) {
if (s.v) { document.getElementById('lyt-vendor').value = s.v; onVendorChange(); }
if (s.p) setTimeout(() => { document.getElementById('lyt-product').value = s.p; }, 100);
if (s.mw) document.getElementById('lyt-mw').value = s.mw;
if (s.mwh) document.getElementById('lyt-mwh').value = s.mwh;
if (s.sb) { document.getElementById('lyt-setback').value = s.sb; document.getElementById('lyt-setback-range').value = s.sb; }
if (s.cs) { document.getElementById('lyt-cspacing').value = s.cs; document.getElementById('lyt-cspacing-range').value = s.cs; }
if (s.rs) { document.getElementById('lyt-rspacing').value = s.rs; document.getElementById('lyt-rspacing-range').value = s.rs; }
if (s.fh) document.getElementById('lyt-fence-height').value = s.fh;
if (s.rot) { document.getElementById('lyt-rotation').value = s.rot; document.getElementById('lyt-rotation-range').value = s.rot; }
if (s.poi) document.getElementById('lyt-poi').value = s.poi;
if (s.ec) customCenter = s.ec;
if (s.ep) customPOI = s.ep;
if (s.ea) customAccess = s.ea;
// Recreate placement markers
setTimeout(() => {
if (customCenter && layoutMap) {
markers.equipment = createDraggableMarker(L.latLng(customCenter[1], customCenter[0]), 'equipment');
document.getElementById('btn-place-equip').innerHTML = '✅ Equipment';
}
if (customPOI && layoutMap) {
markers.poi = createDraggableMarker(L.latLng(customPOI[1], customPOI[0]), 'poi');
document.getElementById('btn-place-poi').innerHTML = '✅ Interconnection';
}
if (customAccess && layoutMap) {
markers.access = createDraggableMarker(L.latLng(customAccess[1], customAccess[0]), 'access');
document.getElementById('btn-place-access').innerHTML = '✅ Access Point';
}
generateLayout();
}, 300);
}
// Load from URL params on init
(function loadFromURL() {
const params = new URLSearchParams(window.location.search);
const layoutData = params.get('layout');
if (layoutData) {
try {
const state = JSON.parse(decodeURIComponent(layoutData));
// Wait for layout tab to initialize
const origInit = window.initLayoutTab;
window.initLayoutTab = function() {
origInit();
setTimeout(() => applyLayoutState(state), 500);
};
} catch(e) { console.warn('Invalid layout URL data:', e); }
}
})();
// ========== SHARE LAYOUT (URL) ==========
window.shareLayout = function() {
const state = getLayoutState();
const encoded = encodeURIComponent(JSON.stringify(state));
const shareURL = window.location.origin + window.location.pathname + '?layout=' + encoded;
// Copy to clipboard
navigator.clipboard.writeText(shareURL).then(() => {
const btn = document.querySelector('[onclick="shareLayout()"]');
const orig = btn.innerHTML;
btn.innerHTML = '✅ Copied!';
btn.style.background = '#38a169';
btn.style.color = '#fff';
setTimeout(() => { btn.innerHTML = orig; btn.style.background = ''; btn.style.color = ''; }, 2000);
}).catch(() => {
// Fallback: show URL in prompt
prompt('Share this layout URL:', shareURL);
});
};
// ========== PDF EXPORT ==========
window.exportPDF = function() {
if (typeof jspdf === 'undefined' && typeof window.jspdf === 'undefined') {
alert('PDF library still loading. Try again in a moment.');
return;
}
const mapEl = document.getElementById('layout-map');
if (!mapEl) { alert('No layout to export.'); return; }
const btn = document.querySelector('[onclick="exportPDF()"]');
const origText = btn.innerHTML;
btn.innerHTML = '⏳ Generating...';
btn.disabled = true;
html2canvas(mapEl, {
useCORS: true,
allowTaint: true,
scale: 2,
logging: false
}).then(canvas => {
const { jsPDF } = window.jspdf;
const pdf = new jsPDF({ orientation: 'landscape', unit: 'mm', format: 'letter' });
// Title
pdf.setFontSize(16);
pdf.setFont('helvetica', 'bold');
pdf.text(`Sunland America — Site Layout: ${PROPERTY_ID}`, 14, 15);
// Subtitle with date
pdf.setFontSize(9);
pdf.setFont('helvetica', 'normal');
pdf.setTextColor(100);
pdf.text(`Generated: ${new Date().toLocaleString()} | PRELIMINARY — NOT FOR CONSTRUCTION`, 14, 21);
pdf.setTextColor(0);
// Map image
const imgData = canvas.toDataURL('image/png');
const pageW = pdf.internal.pageSize.getWidth();
const pageH = pdf.internal.pageSize.getHeight();
const mapW = pageW - 28; // margins
const mapH = (canvas.height / canvas.width) * mapW;
const maxMapH = pageH - 55; // leave room for stats
const finalH = Math.min(mapH, maxMapH);
pdf.addImage(imgData, 'PNG', 14, 25, mapW, finalH);
// Stats below map
const statsY = 25 + finalH + 8;
pdf.setFontSize(8);
pdf.setFont('helvetica', 'bold');
const stats = [
'Containers: ' + (document.getElementById('stat-containers').textContent || '—'),
'PCS: ' + (document.getElementById('stat-pcs').textContent || '—'),
'MW: ' + (document.getElementById('stat-mw').textContent || '—'),
'MWh: ' + (document.getElementById('stat-mwh').textContent || '—'),
'Buildable: ' + (document.getElementById('stat-buildable').textContent || '—'),
'Footprint: ' + (document.getElementById('stat-footprint').textContent || '—'),
'Utilization: ' + (document.getElementById('stat-utilization').textContent || '—')
];
pdf.setFont('helvetica', 'normal');
let xPos = 14;
stats.forEach(s => {
pdf.text(s, xPos, statsY);
xPos += 38;
});
// Footer
pdf.setFontSize(7);
pdf.setTextColor(150);
pdf.text('Sunland America Corp — Confidential', 14, pageH - 5);
pdf.text(window.location.href, pageW - 14, pageH - 5, { align: 'right' });
pdf.save(`${PROPERTY_ID}_site_layout.pdf`);
btn.innerHTML = origText;
btn.disabled = false;
}).catch(err => {
console.error('PDF export failed:', err);
alert('PDF export failed: ' + err.message);
btn.innerHTML = origText;
btn.disabled = false;
});
};
// ========== GeoJSON EXPORT ==========
window.exportGeoJSON = function() {
const features = [];
// Collect all layout layer geometries
Object.entries(layoutLayers).forEach(([key, layer]) => {
if (!layer) return;
layer.eachLayer(function(l) {
if (l.toGeoJSON) {
const gj = l.toGeoJSON();
if (gj.type === 'FeatureCollection') {
gj.features.forEach(f => { f.properties.layer = key; features.push(f); });
} else if (gj.type === 'Feature') {
gj.properties.layer = key;
features.push(gj);
}
}
});
});
const fc = { type: 'FeatureCollection', features: features };
const blob = new Blob([JSON.stringify(fc, null, 2)], { type: 'application/geo+json' });
saveAs(blob, `${PROPERTY_ID}_layout.geojson`);
};
// ========== DXF EXPORT ==========
window.exportDXF = function() {
// Minimal DXF writer — outputs polylines in real-world coordinates (lon/lat as X/Y)
// Engineering teams can reproject in AutoCAD
let dxf = '0\nSECTION\n2\nENTITIES\n';
const layerColors = {
containers: 5, pcs: 8, transformer: 7, poi: 1, fence: 9, road: 40, setback: 3, buildableArea: 92
};
Object.entries(layoutLayers).forEach(([key, layer]) => {
if (!layer) return;
const color = layerColors[key] || 7;
layer.eachLayer(function(l) {
if (l.toGeoJSON) {
const gj = l.toGeoJSON();
const processCoords = (coords) => {
dxf += '0\nLWPOLYLINE\n8\n' + key + '\n62\n' + color + '\n90\n' + coords.length + '\n70\n1\n';
coords.forEach(c => {
dxf += '10\n' + c[0].toFixed(8) + '\n20\n' + c[1].toFixed(8) + '\n';
});
};
const geom = gj.geometry || (gj.features && gj.features[0] && gj.features[0].geometry);
if (!geom) return;
if (geom.type === 'Polygon') {
geom.coordinates.forEach(ring => processCoords(ring));
} else if (geom.type === 'MultiPolygon') {
geom.coordinates.forEach(poly => poly.forEach(ring => processCoords(ring)));
} else if (geom.type === 'LineString') {
processCoords(geom.coordinates);
}
}
});
});
dxf += '0\nENDSEC\n0\nEOF\n';
const blob = new Blob([dxf], { type: 'application/dxf' });
saveAs(blob, `${PROPERTY_ID}_layout.dxf`);
};
})();
</script>
</body>
</html>