Joyce v. Chillicothe Foundry
This text of 127 U.S. 557 (Joyce v. Chillicothe Foundry) is published on Counsel Stack Legal Research, covering Supreme Court of the United States primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
Mr. Justice Blatohford
delivered the opinion of the court.
This is a suit in equity, brought in the Circuit Court of the United States for the Southern District of Ohio, by Jacob O. Joyce against the Chillicothe Foundry and Machine Works Company and F. M.. De Weese, to recover for the infringement of letters patent of the United States, No. 154,989, granted to Jacob O. Joyce, September 15, 1874, for an improvement in lifting-jacks, on an application filed March 16, 1874.
The specification, claims, and drawings of the patent are as follows:
“Be it known that I, Jacob O. Joyce, of Carlisle Station, Warren County, Ohio, have invented certain improvements in lever-jacks, of which the following is a specification:
“ My invention relates to the pawl of such jacks; and its objects are, first, to substitute the weight of the pawl, sliding in inclined slots, grooves, or guides, for the elastic spring usually employed to press it against the teeth of the ratchet-bar; and, second, to obtain greater strength by dividing the load among several teeth of the pawl and ratchet-bar, instead of supporting it all on one tooth, as is .commonly done.
“Figure 1 of the accompanying drawings [see next page] is a vertical section of so much of a jack as is necessary to show my improvements; and Fig. 2 is a modification of the same, in which the pins and slots .of Fig. 1 are exchanged for the tongue and groove in Fig. 2.
*559 No.l.
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Mr. Justice Blatohford
delivered the opinion of the court.
This is a suit in equity, brought in the Circuit Court of the United States for the Southern District of Ohio, by Jacob O. Joyce against the Chillicothe Foundry and Machine Works Company and F. M.. De Weese, to recover for the infringement of letters patent of the United States, No. 154,989, granted to Jacob O. Joyce, September 15, 1874, for an improvement in lifting-jacks, on an application filed March 16, 1874.
The specification, claims, and drawings of the patent are as follows:
“Be it known that I, Jacob O. Joyce, of Carlisle Station, Warren County, Ohio, have invented certain improvements in lever-jacks, of which the following is a specification:
“ My invention relates to the pawl of such jacks; and its objects are, first, to substitute the weight of the pawl, sliding in inclined slots, grooves, or guides, for the elastic spring usually employed to press it against the teeth of the ratchet-bar; and, second, to obtain greater strength by dividing the load among several teeth of the pawl and ratchet-bar, instead of supporting it all on one tooth, as is .commonly done.
“Figure 1 of the accompanying drawings [see next page] is a vertical section of so much of a jack as is necessary to show my improvements; and Fig. 2 is a modification of the same, in which the pins and slots .of Fig. 1 are exchanged for the tongue and groove in Fig. 2.
*559 No.l.
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Zijhzwe/xpEUjyBfjSHKDntbRx5j1nonW+GY+/uiwnwPjwSCwDMjA6UXdSkekUY2oVsAY39XdF/M/3tTMyR00XrVADpmaDwjO8DKMGWCxk1etHRI3UqCwR++NIvhwStFH7qfZKgTcYKxZLIh1lZjUc1p52uhZTpC3aPKyjDIzHACHucDwvv4MsNCSzGg9Eb+tu8SnnMLB3oBdnPju3JEl94Ogi8KPIhzicPmLq5JnsLAuFsZBD0TJxRMLu83pWpi0aOyhwusrku1zHCrnT/adoHfmrl4nQ+GEx9KPuzXlYqAtx7xr8Q/ADfRyjifVMJMg7dJfMZJVbujKxeEQIl323fH09cpu/+2AXPGPz2X4/0/8j7h+vtzqcboHqEivgPAAVi+L/3vPzUUC/rAe74YS9g4jCEu72OEsIz9aaAfBgmadXLaNVIjRx3jtd75epBsqBuuImQbduSWTDbocq/ef13/A4Z7cIH7/76jp5WXrnb9zF31ksz9iOX393ymi8YkqBZkBA0T4mVuNqgpvrt2zV7agOgW91PVcFpaXWauLPliEw8dkB77XgPFmTfYyLwELgh1u/iqV5yIpcvFLIbo4yupwStWTzoH6w3m5Ndud6diXP/DMKe4xvhCXzJN21IiFusATjXqz1lzvV+ArjiH7njBj9jK+JAesJSIytJ7EiVuuKLID9xgv1g0OG/qFJ5U6AAu9rTwnHRwgsTetbRJKUVU71Vt+kP7TM/e/rjzNqMvRW1PZ11M9ahTNWzU4KWvRqcEM3tUJ+i4bEEZwsYLoT4KXsKEQ9s6pBwxRUb7urFSjUe1PIP/9UbH8S53PXDS77dHqpJqEddxqXnw2xk4lsbQX1Rp5NoZHu7P/sKl9nnfKt+Zs8XawnA4u08o8tpVU1ZxNjmfPDNHpAZisrslqE7bOI7ru98cU1QlWlJRBA4shpPsA4rRnlBhxwU4tyH4kIfxnOfG02/NJFuZysugNKxHpDE8rx17JuHetPRFdxSH4CteeD+TvqOVerQFIFDSDbKYAgtebjoVJ9mxBalvf7Yan1C/EH6/PYvAeT9vx3uRUcXFodtNHCvBDqdZdISB1kSgibLJapEN1fr7QdMD9rV3Hf/F+vOQEuGApi+S64BpJ8+HcMbR55u9KCjxzyXsatA64cYrQOa4os8SdCrnAoNScOVeNzr8Hqfusipxs/u7hxAvxHP+VjLiXX8ra2ZemFvVvcI0FQIlXnXlvKyt2SmWikJyQFWOdg2cSsw8r8WCFOcEczeEznJnvPpZKIqQFx601gPNWRiWWdDg8vkAS89U8hGZmTpRrlc5mS1frpYKuXzpXw+HxTzHZaqiZn4uXHaZuPgD/sEGLDL5+24MYSIVIoMAf5TXOb3ECMWik+ln2Guk0jOjPVYb2WhLwVOmKWQxSto2TZBiytXX9C+R0X/wAdS5dN1+pJXFXdKgqEBnLnnqiln+a85s+dT6aandOfHjnWhTT0oU+EURckJN2KSM/2c5ZsdBG1x75vd29z+dFtJ6W7A+IPuX/6OvcJIea9zxypr1f9QP1L3i8X9wYnCxlwmox/L6JmMntEt0brMmfiZzPqnVu4hFzsdT3B9yWBFO9dYbFA5oFZ64Jt+1162c8eo4iUSWmgjCZo2Wh7VQrSwlYuZpAQixAdJy8wmrfjQW4FLIMlyIZcRh66I6GFujr28c89L3hAArc5BWY2NyIwxhKZViY6eBIj6WvfE9tTucRZslcTxHugOBi/2wNGP/rb8K1WvS+ggtaovAkdWL0JHaCfxFOKPQKzQUZUwciaSb5VS2ck9Q9oHXv6XMfq3fy+NkB9/K6CAAq66M//3yyKLpVwgm9JtHFSCfFpLAKHV1DpNSimLbhO0UNip80pyZPODUOJ24GzLsue0n+u9v5itLL9avW3Ppzrge13nDm9sFUfRqrK+WEED16GT88/08yDMnrWYn4ep2Rr57ltaB3+87ei77anl5uZ558vtHcmd2j96eSaj60b55mq1+tG64u8vFQr2xjBbYGM2+6LWXdPR0Kwyol04OBq4Ms1eu7XfuTU3Uf7tpX9lLE/PzojvfKrjG9pdJ2NZXlKp+5b0yMxZYJGzYqUjjCclZ+duvHFuWl83sbngW3sQ17gYKAEXikoP0WveMwFtkQhgO6mqVAwMmYU+ExvAOoBWGI8ycZmoHNzj3HO0vUqRNqdvq4tBe+0/SPtueX3T3Z5saB6GQtjda0nS/sCBLFEGozQAhFpYaxeviCuvusAa5uHdt/sYATDr3Be99xCOcGDoa52Pw5GVj+P1M8tmZos/eNAFsL1wC49D9xywkrJKYTbCJDbKTGgqEKmNztTIjXUkxQZdgL57gYNADFMv7wz3TgSOf//TF00vm5ntvK0CIdiJ/jyn7ZdeGxDrUK7yg4TCN+ttgjakzdgQEcxhIdA5A9y3iAdc9y3i9+HpD/7jvy9b51W+jy13lLnR9gNnnCxEpiwASzUlaBX/xESboAnr304riJv6lMz9H/woe0TnIzoDsXA+TQS4By547bIVNPylT4dZkxidsuuoLnW/BAU09jthRzhzbE35IJiluQWojnQ84M0dKrN4DSC+C5WPqfayOTA/2sJmL3BWjWQiTLWqHleQFa1zKhQ2qtCS0CJ7Ysvso7PKQkkuxi7rQPaAK1W7oUtY1rY9e8uvWCSjfoE4eCU2hEZNpY7iC4JCNiKjQC6jxM02QXMqTGI8/rQOaLN9nLtFERf+7xuSUkxp4JH4feDBi04tZ9sO8VKB1vPS/zraLWWtSkPxKUmCZhIbApExymE7JWA4PAZ0izV9MCAYJtUPROqvIb5jKGNP33li3FkaWYANeC1SMTds46dVT6FJiYIWZiMyutCoUQ6pOe0MWjOaDbEUcpIQxEWa82kgoPjeRw5VlqFnTfdPIF5wjAGw528UXxA42QiiDEaZKg27itI4brcI2rTujCj9FGYUhrVtZ+a4Pjmfbk2CyIUj1+K88NmfW1YTfvZXQ590PTJtXnszVwwcEoJmILRq1FCUOnCQSkrQlKmLhkc4zwQwwru7f6DRMr27b0EFxIO4b94zupwmHCNjC1ryogdds9TKIwmaEqOJmtrKhJN3i2k1nnjisv7d49tOzeeagP2COSQNBWQl0yWRRfaX8dvyojHvs+rZyIRYL6v3OMlUkFbcsKC1qvFUduxy3JkrP/sCj/PxMcFDFzcPvuR65de+SsuPPJ2bcv5blK5bhqOfeyUaYHhe1zcUrS3t1mG5JqCqxxWaInDC0Aa+t81X930vucjWQhfAhv5Z4GIyH+I6eW6OHTLhgMMb+5bh6L64MwS22YB9McF8Yai9JtC0ikE+DHOeGSu8QF8346cEzZm4FALHB1Dd7vvvBgIP/BY9u9bg3+955allOLp9Fiw4M+crtmVmdap8EjyFgwRGPsxGZHYHkMQlJtcJ+4XjT9u3xRtXUG/wHOFEbUFabKVz4MaoBDz9wbu/vgxHX48MwZsCeIj5LEqZrkoTWj5Ek4FPA2Vk17QyR8T2BOEYI0D0V9T3tG/v/1b681YL6n8QnzqgvXZ8Sb45aycvYnsLBNcBMNMyhKKasQwU8GyUBlRTghY5I5nPOvR9d+57cf6XVObOTQzGPqZiLckDUgO1HUJnf4n2JcIIAkeyJaSLOfVmHZpCtCS0UIz522BgSwxM5IGpX579lfe+CAjnh4kn1lF/aVnDkdd6ye4CPP1F/SHZCEsWRzlJfVaReVTypVY1npl+eyLjflm+z/MAsn7ytPHDSSbMND05EFD83oZtS3N0P/lrJ9xzruAI2ComMXqZmlxMHL5R5IEs+6YSby/tkQuciVaPW123u4WW5SuJrDlyLUr+9Avv+OySyBpdGBJc3YQ8o6CD0KokqQp3FfYBkQnZlKD9YJ0YUdjdzA688K7uH2je9OOR7iOoQPaabx8SS9Izzf2jBI4HXvI17a5LDCHK0O/WaVqUyIfZD5lArBO0M0fM6MC4xbnPdvW6dsFntfsTjt6Wz74Dg8/53LGlObqbLh8DEEPszZ2jWq1cTSpaG4ETZiMzjg2BKNPOHPHamgl97xZzHx82nd1fUdMfUEj/w3AMlubondPZsxdIBwY0pMUxyIdauJHEO4KbqxCVQ0nQ7KlN278Gw4D3rIHbxE+flciLvvXlp//ypsCgYwYc2Wckv7xir4juG1SZmERKaBliylRRvfE6xNXUhjaxPX1HGy5sm6+afeft9DCJhoICgTtxvbuMTEtrMtlArNhKt6iGQjEInNCOzBgMgSbXVbwigrQaj1O5vr99h9+xmT3zyv+DgQJ+py3o7EOXTfewJuwnuDxFSgJzhKxSkqBTR4iyVk0qrRp5TrgJQQuH3WlmjzaveEUc73EpFdNbZ+x4hLS2K44MSFQhnnrLj6ae1+PX9BbW6oC0aEsZGTEpg9q0LOybSlTOyJka1+B2FAYywWw6WpXH+2Y/eGUi04rnJ/AAJnYUnrmSWpKSA8wNYM+ZMbrQqNKo1vEJnFCWpoJsonKGbSlsoGMtJTYy52QMRdwaM+5bIqByv2pZPUWvdXAlxZuj2MW6MVDWqtV6vVn395dOFM7nzMy6jH5M182kGk8gbtt9n1xB+RZQXNevCEBl24UiTovdJ/9IM7StwMvLAwNvHuu0kmJ/vgigIAN5EGiaACFDAZqmnY4FH7KZM0gSon5Jl6NWSUZzlHzN4tkL/N7qoaQjIwDI2t0nq8naaz4EO5JDTqsCROVQF8APNrUi5W3w0uD4WA2HUJLHihf/UHKmCPbkH33tiaXls057MywoazBQ95FsKQIzjgeEXJAF4mo0KUAjFHtCxGG0WWDKS+6cHpiofBIIjJhu0072i7PZZTThJEvCUk31RYBkS6CnBK0YGAhRkZUBXnu/Pr4ZRqT5zIk37L9n58v2qv4252zLBU2k+VZVwPzIf2R69du2E3ZpM0+4DfLSx0WOLlet45fIh2gn0ryIdmsZ2M5O4IGg+l4gtP3uR4k7ZWiR7lzV7/SIzANbkeNtDhMgTNcEXFBl8LATnrdV8PInXCBkalNBrXvAjOjQ4pQQiCMM8CTVEJvct0Dg3oTDMnyzQ5mwiQEP236o6xLliCWLY1UbaYUZslFGAXIqLwI0x93e59oAEwHQF3JugJngmY8A5WTtqJhQWg8A9xmX1pZeqVhgyHvzrtGNcrlWrdabzaZfCvJhbqtpGcf0Y/o6U65yitEgIVZuRZpbBkA3Bo6LRO1TbCqtDgD6vI+fXTpKssNSqQDEsc08NjVUpsokbYKW0eHmWllr5faKt50Fn0iVLmjpktwLxAcQ6a/4Xc9862feVFwy3uldN7Z7Bs+WFuSpLm8ksGTGLBHkQ+wIU6cM9zaO25EalUMdQo2pcYWDAJyBuG6jRv/6zMu/gvjCyOWtGI9W282r/dtvXBKZk/7xANsj/ZZd61qGpP/5MBsRWbEuecLBSn1oLCFoYbtwhpG4TkX8GqVtyPGiK4CM2QEwsE+PfMRekgeI37tBbtjQ4gRhl75JWksmSdJTxlXr+OSLOJWEoAUis7sWAjOSesqkpgOBg9iFe+28Si0uxP7Sc1Pm+7c+/XJs8GJiUOYZRLUgH2ajyIp17TDSaisCsju0oJQvIgAltrqq2elyTfpQ9/vJPx4Ezvv9gfzSuVbXxxrgO/IWG2Tvz9H2ZUkIKKs11Lo0ckSmHTX2eXn37cB06uoedLql0QfiC4o693HAiZ/s+/gjS/ZZP9k7AfflXZKj1z0D1KS+vPTH90WQJxtldDPeytbpQgRMXSQTIc1VcNxLxS6iVh7wdsv+/az5hSWRKe4eSCaC3dLR7e6XVP5cpyzXBA4KEeTDLCZxOQSBudUHrmoc0VqozGl+vGf8Z9nH04QHBJ2QbUAZrLxJ/+DSPCAfF29It72U8M4lv+eT8qW+yJfy4UYGFZ2jVXDKhCIDmuVf0HXDORdtfXPH28AiVF2n64niuzAwtHe5nCT9TI//kXwVr/VK3tyrqt7FXhMR7MgWpBca2lcaMs5aoAvsxqbdLuV3/OxfHQDUNEmoeOCTgHttMlTEA4C41nBh2ZVXxUs8rjvRzB0uL94gTglpqsqlXmj1JhZ14hqTAqe20wFH120ggj+4g6kss+/seEbr+Z4KhK66fbmV1xwPg/ty5OqJEXvgzc1zaX9tPzvIRmT0jM5ep6rWoZRUF0MBRv8IsKUacg5cEB8EEOJSLQ2rsH4oNeGIgJmhdx1abuVV8ezyc5e8AjL5kByRNKG5ac4Z29OAg1YRsM4BL5fr0rZHSPyhDwIgPhmTRJ/47QfG6mPP8YfGltGdtjDW3gkU+e6i6xLjf+VyViajU67VqpNK0y+W8pfnolw2m83mn1eCYdsbUZSvK4olb/DU/xVP2Mndye9XOp/49l+/4peX91gSN+HIuaNgYGN73hxk2qkMutBQqw0UKdBmZ9fJsMSsVyDUnH/uumGW/exCextAEq6Q4gxsMJRP3Dhyu7EssiMj6ZhP57Y995KHR9G0arrG6YQbMWNtlBZBC8WW3d9+OLZ/7z0gVyWHhzoeYqDg/dOnWxw9cF6tIJaPE1aOOZ9uvdGCwFSt5lQ9FPySk3h76aKGGlEmFBlx40w/PIyijD5dAAx9NKxau934HQCKSqDg4RN4SODE4nfivL+8vum0S0IpgEd9jnePMt04rsiA+SyR6WcMofU3ANtVIyFQ7t81NE7X6FQlXxFXMvzbc1VH4Oqf3PFH33WXtR5sa+feN+QrzRln3Kg0/VIpyO/LmaYVZ4yyVh1vNpvN05P1Rm2vK9foAoaS+zxkBsNOym93Ps+91T1hfqsH64GbxlDMS/SftIIR4IQ2ZhxjlHGv+Ah+iYSgKT4Tlwq1gzy7ysixAzNv/I9fkrH7uNcmpon0/RXjwkf0HjKBa9YPU0RzISUt2gHShFZ2HVdVx31KBdsDzXUOCuKOjKbyBQUW8Hznb0m0AtvuUgT6xv631os11MdQDEBx5ktSANiqrEJVpqomDODyrJlDZR/5Ey52Y/Pub39izz987Wh6x8A50uryLQtyuzldaU6XaNYkPN4yxy1wQTwoK5NLe4Yv2MGmTJxBAbLei3Bqu3iYaPYVCTJl9uKzEL9j0d8Ovbt/tRdk4nflV4zdaxe+YL0gcdrwS6MiDxvJjKKFBKOYWx9DWAc8aE9ONR3wovUImTfaf/4PgSCeuet/vOW1lZ78aWNlLrntbJqmVauNet33S86JfDa70coYNc2taUa5fAxrJLb6AOTCsGznge6KiB1I3UPBJYe29WjZiyGGYOGviXTaEAGFbKRGVqyX1cZxJa4SqdExQWT71ylICylApG552C7ewV2fvDI54mlYkyCeHwA4tw1f8Z539zQDAFAMwwDw5qkUal2m2mAjJrEBZbeviRB1Yji59z+HnSmgnQ0ypm5TAW+DJn4jOSZeTMtYOzP630bes/T6pmxW2lNBF/PtxF4iHyKT6Erji1IiKGEIRCWeDEQlI6jEn/+SkO/Yf6MAiAgFiZohvgiIT7e86XqK+EtfFAeMhcaZEhRkPJZOGU5CXfGdEHuKE1AUNDOV4jDDnPsSoEaowchuF5nlvf12BunnMfJnPhT0ZEE2QLoGX4uioMzjARzOye7SRBVpcWQjRFnw7PyJu9XYdqBtatEoxgAWIo3682TNusRpIzt5z77e4oQTm56jODg2xrxZcHmmk6AVyYc5KwYFtpJlaGqDA7Q9kCEjADKMteIRsSbbrhHm0x/8p/d1Ips9fGwhXOI7AEYcqCd43H15rBhJlaFWe0HLCy1dHcvoCBAEhulbE9vFuALukAdEEJ6T5B/fSmeALStpfHESxOOKfurA0yodFYFmNUZBC90hT4i+d/sVsj+cufwrf/3Ct13zAPGXghcVb+w7BhMv/NVn9H+7S00xyjWVhgLFYIcWstGMZTbpMhAKKtfr0GEon02ypPR9qZW6r2sxK+gfK2udccJTyTUOCGaFPFJl//Bjke/MTGyTV13JeWdixma32/GsqszRLMtxWrGOOMlkTJUIyqE9bTos0GYdEBJlgsKXLwpAWz6L7S5ZrNXWfdBmm4769K8qX9t6khGrP3BJ6hOlrd70i6V8vpDNmRkrNsrl++qn/WbzdL3RaLgwFffFcRzHycO3xHG054N1lA/HnfpPu0WnnhZ2UI1ptuw/8FsX3LvzAn6cseq33t4wrXqmfKN49nfOP118+tZDqqo4xi7nk3/9xrc1P3Qw7jA89fsl8kh/fIGG6taLgePKZH6NOzLuziKQkELLB5R7JKOL1Ih57DiePfFvn7yqrW9W+m2j6d50FWFFia2zYnzatBQGePffopD/tAH37Ju4lkCzieDmz53qeFZQQJrQhFZDxVP8fBgWQOOEa5wbqBzsuNbuvFFxP9t6Rvtv6dA7L32Fl37NWJR2V34QiokZKtORPRU5XmxPU/nP1L8NkqLcgfFDNf90rdO8HOZyZiajG2Wtqjbq9aZfyuZyW3O5jdmsk3ceJ+hIwOp3cRFbTWeGoMWepgcZs1uWvfPKu7Txq+7PVa4etKcuctxLqe1ypja0ljmC9mvFvP1w5d1f6Xj+kZSgKXUUnxIvMon1jAJsVJn9gtJhiPJIU471zX7v0m+33g4kLTYeVz72vj2n25rwGTUwdnuNTfbUBsfdLqwbhHVQjO501ClOpDEyCStX1E+8x35uR0CDzB1UUxN/fCe0Z/V0yXLdDLZb28kCbZZn80t/kuzEoy9PF4bVUUSlrQmPDTSJbC103EuF9brN1vSgNaPfcVBMuOuuijuFn9BDwXC6v0lC0PxSUNDCbGTGZaipEXsdwhELjT/80PXnx0L5YyPDrdljPZ6yrChIKC1EBC97VlsTFlsaWw8fm7hU2K8bsLxNQ94G2x+0H8lNiPcHnYwFIAb3CqvzyHEFmoKgQLI6VsVTiKFKdFOoWzs/8AH4sBQH9hzpGHVnfuNa6FIEAuJ/e/x717Q04VnsWm7d8MWvMmmss0++kNpO5webULltSF7e6jXt4ji6esbTjQ592JJrr4Q5C2K9TF+dJkJAnXjs+jEO9EEqTHVJ0bHcC9tHjccxvT8uTogEWWg5owVLo7HJru10K4GwDorKdmdqU0780zxBNrx1uvhvd3Vm9zgjHMIsUSY2BJqrKj4l8tKI9t7xx7YHx9qvIbqe5QBdQl8Ax96/S3OGEqyBPWzVfIZqoTs6Q6UZWzOIQLjRDloj3yDRA4J46vGjJzq+gBHuC7M508wYo2WtVm14XulEoRDuKzj5fP6PT/3U+anMSgvAl1rpaVU21hfIUK9odz1bbeWMOzUe2aOFdYzeoFv+II1N9vSg1TRHD97+Nr9DOVcgROkbuOqzM8c60q1pkZmTtvea6qEovtgR5rD8nAq8Np4Z7nRObfdZrOD8cicmX/5RiTiTft9xP9xt1QJh+bHdiOxa6ExFdgMrAHg8eVsDQCPQVGub6HQcU+M4oxvl8snqZL2p+PtL+dzWTEbPZEzTNC/cdx0Tmfvix2Y/7APsto4J2qHoCauOEsw2EHkPtytRHb0iE9l3vM60G5uc2k7XOiBGtztaZPvbNGuSOO6UsrsnKgADo2jSC0GuJW5YB0IjRCTuziKPxdAsgOPSTj0/9co5tiDPeJywWLvLTfmmVssdvtlrbHJqO4V1oN9qZu44IKxHHO8qeb5jEsScj3z/tpFM+5ByXnrVKn4pT0iOTBlOEoGzl1AwvE1e1ycErQzstPoqbeKLkxAQz+Rf88wbkj6L148WMkfGa7/C6IF+qzlgNzbTNK2g65s5af/H4YkffDj/QMepd3+QJOdkNlLNGANXpU4Mrnq+HNb6WvakOU412hWdyJI6LoeGL65ZiXx2fotVa4bOKMNWM7IbOLXIbkR2k5tjcLtjdjwGbsz+80/2dioqTtEvilI+X8iZmcHYGL25Olmv+8WDit+oe9Xag84X5GwUMHtdOjUNaOe/UY1kbhjwMdMtp+MsuPze0UJmeKw5YDfWObWdwjro1HY6jc3rgauSuXniGgDNVtS7ROXtR/68A1lOk0nnE9t7/3jdF4ED+41Kceb9cSA63m0s3ZhR4MrW4faLKqMG9Ced6x/ebdWakd0InVogRmewAjGKqIEbEnQvHCqB8gPdfmNXP8bZfeHGnDmY0cvlWq067hVP5J1smC3k9+d33XWwyYXRm28bKw08HF0QdHmu3t35FOEDASqBOBwkyD7CEXs0gdWMremYs7E1w+h5FC2Vy5Jx9mAs87V0NevWaGsmoxuj5eq9DbV+qpgPs9loq5nbuC9rB/mjsa3cUXzDsbPrlXN6HD/2WBKc/nA41XqEQQo5Kk27Zjogj87gWDXEqBJbjcieimwvsqdja6boQGtmSouLFyPgu13auvHljC7zXNe95un9pXw2Zw5mdD1jmaa1MXt5dGXn1a1OW5/m4fZoVW83iPd9/6HnIjl6rPn6LKM39FvTF9ha6Exsd2o7nakN9l9ckGRoTl4rYU7Z/3zlV7u+g/ajUY0OgrbR1AOjHAICLLaEooP/dzZFfohL5J4v/9z6vbf4xZTSNjKH1Y9MX2BPXeRcVRf2dcI6KEa3O+VjhNYkccc4uwQjMv3gfVm38xemJUFrUgoKkMvoIkn3XSZErL/xz0fmOhvDG3/9D9viT5oHKgxQ9Fd+5HJ1SAOIjFqOI+NTFzkTl4oxJbabpjWjjx5492jrMbFciJQemFcefff7u1IN9CmeglIkoGBHWDGJKBnbx+3zWpnphQyIf/M3b06rQSSjSpW0QrMvVpIj4bbRRhPHDUSlGdv3RzQi248tJRyS4rjyONCe2OfKH7Ouu7/rV0oH/eL+IO8UpKpya1Wt15vF4sHTzfrDjar7MTK74w/Hl++lv+u2uEuhTsef6hEn9CzY7dVelBHWDTGNTY4WOrWdTmOTPX2R+Hh6UyeR6FMNQ3Tb9wraCUK5yIlAu7eOL4IASgaVgyJjRLgMMc6c1ly3QF8GUfGhTUMSmX9kfPTzTdOavmCotlNYdWEdEKM7nanv/VLyavKPIQHmbUUEx7oJRxTaRJgxhlztL5InBNvT+ARikWKmYLRYXif//E/nS3dXivIHwt3eV+3InrpIVGb6raZpNTOjB0Rl+pdw35KKjC0i7b5tNj/t3r+38ye2KDIxidCk+1KeLJHlmzkVyHM4/Hz6Cl0j7kwityRkzZd/1PV/sTGp1FK3joxX8hc5E5fqlVcN2o1NdmOz1czcdvYPLSD5lO3P992LslMPdS8VW2IUNMFJpU4RgiwmcbyOdTNAlssf2byA7Tnjj21LajB35q7Tzw1cfH+alrhp7PYmLhP2qxIBzXF32Y3NuVm6CtyRfNeB0sjEW34kTnT8iGGUkwT5xSDvOudNYgNB/3kQmNjqQqV3mgqln/kRYIeSB0g7rd109ibIaoXMkXHxqkE7FdCE8Q6ntqvQFabawvdSdVyvfOTyp3f+iFZTQak3EYETFrKzOkJz1UiNEreNB7b/2ZEf962/94qf/cNrDb91m1K6CUhXKpLB1mfA3kTfFG7T2O01Njm1XxHWDf1WM2MEwjpYeo80G8vvaDjpF1XulxSns00CfuK+aqGXkZVpiauRGpXD9/9Y699AxAwydly2+nP/fYGuDATcfamUz4yrGsERuxaKUSW2piO7EW9rxtaMH2i+Ah1fLVBQuIfyvKepvl8slk4U9mVz5jpdp1pV63X8ot887dUb1Zq1SIVyR/71Oo/1l3429j5pPYjjC2s5w0n45tRFjnaexmZ7ekp2tDPHmL0bQu+hzV3HlMDFLUhTVRn6pBsf+RKcN6nAuVMLALOPJEzG7jwaP/hvb/1USX5N0x4tZIbH/AtsyaAqlzq1XY739E5XuvSNYuDwDcWvzkkQfTi090VmjEyFk9QAtNnnaef7KVI6+865k/NC87vKu850HpFG+GDGNH79J1NS1sjGVi03YDfWOROXCftVmYrk6E8jjDqj7FPjYLzVz7/mvNv1O5dvNiE2hEa1Dog8WaLIIgcqeQ57L2JOe+wxLXNGdKyLIb6QvP2pK25ShlQgcu5J5caKH9uNmCbWDKOgqR1f0gCDAJToSnXDxXPqF9jrj+m6Ua5Vq3W/WNx/dTZrmpmMrmcylmlms5dr2x9WXIBOlaQ41vWIdKNvzEJGyoczoePVdiZ8Ey0aamxmetCqXJP0lVx2yCcrT19+TfmCR5w5syDWtMTbqxjkOR9ZJCY0Zo4xqNifuWx9NGcNMu678Vl/2LHvteE9lsq0h4J326MzsXV/ZNdCZyIUtfNDH4vspKOcdhblAECZUdfPW7i2rqhWj9frTb+YL2Sz9rpjulYu99dqWu2+cnn0WKbSlScIgOiXzljJZicTNsCbGpbHgqnLwt3e9AV2baczekDY1+mjB8Vo6Hy38+p2c/ohcNWXdf2MUYcmckXYJNa0chWUSY4z3U/EqO17c5FNra+T0P1QO5LmwCFQZ4v/9x7PUQFlwueIPRU6o8Gw1YztZmw9wmjbvQIStpSI20Rnznrvn/M7frEoSvkwm7Uyum4It0q97vnFptKs1xuNGpM/llrmdcozDDvEGWbsJVcIQHWD7kWUKMjf/qAUDOPKDtY5E5cOjzUH7B9schqb7MbmbY/kpI/7A60ecwNDMRSDMLx76q2f6SZzGrJoemTFRjnU7p2EIgH5kjFtgmg0a2+XbzrGY9SfBuNHlcf/HClfGJCWRfEgnt5kXyG/pm//1uczwn7VgN1Y57iXitGdTm2X08gBR67xZD8b0Fo6igL776Mr/qWry9TgdQ3sKKlDpZxCSKgFbeMPoGSURk/7le5eVs+4v/Mb/ibm+aZc8ohzRTIDdlu1Zmw3kPomdwSCUGidxRflva7c6VMGKzvmaBzKeSuXG1xnjI7urdbrXulEPl/IZnNmLmtls9lCXljrM3FX87WxJESpcxTb0GcYAhwV8IRtNCJq58QdzdhSY7vJHTNMhOmlSIdrNYFo/MIhWYu1u+mZjKGVtZNq3S8WnWw2u9U0M3rGjE3TzIW77GBszg3rBIBJUt9VOlMBWIG4R35NJXIqxZ2u9TrT7o+GpjY4jc32tFm5XsbapD3mtp/5sfcRd9MmGNZG0dR7Y1lYL5ukxwy1sBxCZutj7uSZ7hv83PkwTJUSTfaBChD5vvvtd0pKEsYwo1tq5Iy9g4ntYiJypjbZ0+KbHmlXGTh/iwOGdCr0fvTBOciGriBSFc+XpqpBg6TCTHTF5RAKi++/i2pnZYExmcdZpWOcRQDxv3kPXSI5erx/jIMHw/pm6P/k7spHvlz4n3x5J1OA+CYR7lVzUDBTvOIyt/uQVQd8Svm7nZwZG2VwVU+JpX9lVKbPekMXT9fPNy4hnZpdIqpiam+Z/tw2DRLDkQZw/tQpTl1ICd7FizZJ6qc6f3QNBETOG68NAOJ9fv7CbzOn+QICJwydrbFOuQqTNEEIUYG4inLqQNflM31ee0fmWEVcI+nHxNVbjm7TgK9nTtnNZ4XFgf85fMcP2zMy9sW/t7oY2e8GgGk2NttdqhNgBHkgG4FOWSacQeThBPsNqMRsoy88r4MRMDQGaHvfp2keEbQMkuKbAGp81/UImV3Ah8zPgJu6qorGqT7jzgERHvu65cztMi3ciBqZMYYmqop0xiQE7IIGRYaZOUJ/Mm8+DDPrAvGboW3BHOaXgBzSAFGcfwZQRArNwQC3paw+cslVj4h5Enea2xf13jrFII9UObFyKuQ5NFx7a1fuj8ybPon0iHNfn8JJmKf39Xukx1Kzc2gagf7t237npZO//S97xv+/z3+TNHDRcD7qJrOoX7WCY3+h5elsaiwzLbn0naIkk8mBnjFmMgpsbOyhtmu2E1oEeHPmJgCzNxZP3uP48zxJAmZsbmcjKnzNA4icN17bOglgwNkPP1d0mwSUgTJQVRooIn8+rZhVJiwNHBZYWBg4rvLi8eE/3nxOhzP7OpI9t8o1Bh7g/vXEg58vaoDZ5H8GN7kO9X1f+pdQuK3rY+d9gIpBQAA4iYIXfWIq6jbqAEfvkpk2RCkfbhmUOU6poji/VSsTCsTYgbs1vqLxPyUI7y9F2nVx+61tUO7P3rUfNOn39mfgwJZ7eTHtxd5ZrV1BC4NWVv1gNvzqm4bnDttdt4Pil/InyEaZUVHGVaEOt7+FKlGZqj3T+TZKf1v2eXqX6KjeMujsSSTHua+ftL5tp8XvokauXERXUx0lDOx91XlXh0UgcLKebcZGrVxFlvvg9EFRJ65GvHR6cP2ZobH09z3ElXiovDJNaaeRgDVSG184ItLHO+7bLn1j68e8OBL/Hk1L6SfCTV4imu4s2JS2nAaEWTM3qGtHG8cV6cad53z/iQmoxOfvndjw3IncP9y/+eLqPdcVh5M1mDnpo5OeuudX0IBfaQHD5b28qePCKfFqLNxrjeQZBsAFU9udhzYxp2VUIDL1jFGuKk0QBHnC0I4adh4+cdU07k5HZ5uKrQ6JEdOVxnufu9KPFkpKy6cOpBzdKFbmd0HSqq9Ot1QVpL6uXvWIO3j33CuNESGXqqnWKSHDJcEEMwtTJ0JGD4qJixwtcqaytoqQQ+MZD8/165y98uxDl5RQgak5Ml1HE6cAHIKEE7gGoFiBd/RLgu6m3afrx4xytVqt+8VCoZC1c6aVWafrGd0cNLNZYmuGiRAvFMw6/qxjtZ6gACohQiUEym8qqnehAtPuol12ePYq2vmGDNnvsX/2rRd+y5l77VS5rJWr9XqdUj5ny6WKgXJZjJaPDRwbNHORPU0lEBMzTIRMIeRwT8dIanYHRZ349T3SZ2/GWxSZOvQPycd3gHwyF/Je/rNXzLtUHXs2nmSYGzNKrKMJqDI9oEZCu+Vw5rAztcE+m6m8arBynahc2qEwpfl8E46O9csvVjwNCP+gkz1lp8Zf88t3X67El7+dW46Kt/72NeQB99rWLBr44Md+z5ln4Vea1FH8UuCEGzOGEEKjiofSyBFXiQjd+0a3O1Ob7MYmu5mpXN8O0097X5P/Inwl4ehbC10fhd2coQrVMpTZIx5Ibm5heeQFdxyYz9EpGUKQD22ijFGulU/KRRWECRXiajSDgZiInNpOR43t6faNqSknRDWA4Sh/drDoa4Bubzs173dat33nmo6b3WsB1bDhM3M4OoT5E8ji5MbN1ca9sjJhnlCDIojMI1Su1696RFgHxMQGZ6rDC6FtoQ5CEBOffvQO2YNTt399UWBxWxJq3a71O/7L9TkcHS7PEhFZOpTvrStekUDa0IA8lIzSrD09aM30W83MxHZReSHiN+f6DUcAfYr56btPFDVgeoJFm5L2lHtnaz3FwNX/403z3maLiQx7pVqXPlVsVCMTIBupBc3FmdpgT19gq1Su0ysfbxta5uhhv6Hf3pAnZyYXWeMDyKJi4CD9n+QXPOu95+k3/fncKy0duVRB3c9np8JshJW4UAyi2HzvnKjsdKY2OFOb7LMyw4UNgKMkxm1xDRqwV7M/JpH98u8f7da4k8jd/p+99Q0vaCWXaE/GwC9Wrp8bJwNGGaipdfBLWTMbmbGiJ8bmEGFiK1QOiMp2UdnpeBsc2pT2cTRS246aKiIa0L/L7/6NpHfPU6mweeQbc4WR841fs6+fiwvpLzqJLwheNBibaSEvgMgpczgzPWjP6JXr9coBMbpT1nX0mEd94LLQu+dXUIG+7M3KttnP3gt9wm6dt5K/ORXXlczpFxJlRdvqfK9deSVtWr1eP+0XS/kd+7YYtxwzymW3WlXr9Xq9PlmtuuVbLomc6Zjp2J5hdKZD75FbhrRyRHDlTPH9ss8at746gpfLFHdzfi7ODb1GbkUtQW7T/3epeM8L57+rLwjIhxtVMy5T26vSuNjDFwAV4uM5IxQTG+ypDUwPWr45+rvgQQROQjASWWNWO/TGSxIr1X2H5v9M0qQvOYDakqXUu64Tf+PPu1RNNE4LXeoDKKcEwXYdKEJlkhl9Yrszsd2tbbAbm7dZ3T/Slmuv+OeNV8h19A1X33rrLH0s3GwwUjlbNpfpLz/7xLwLlTAtJ6DdlBSAJU+4uQ/Iw34jmDYr1wn7er22y9GijvVE6Trayuo9YlkjypAG/MYVNywYXwJXndgNELjutU5b+Iy873/vjSPzXaqOyMxxmnD7fBEQOKHt5SxiBTaiFrRwahNKbPvm6AFhPbJD/OIr7M7b27qAMJBi5X1/OsXC7QTj8xIEw0s+4f7xO5X5Lvu7k2APGkppB9jmtJnLxAZCkEGx4e932tMXOI3N25TYCto01L02Bgg1OVHj+FtnXi+Rabccut0D6fZ/888Gdu5m2ylSXurtnPs1z6hXfW5e+hlA5iqnTlPsyMFgPBiv00SoaWVCCEb8ygF39KAY3eXcv8tuZu6i28iqpTr6kfDh78l19EZ42+2kZOJddHOLzagEOLi/3zqk5nKfi+fWmQXsKngKRYL8xowxk2ic5/uBCArHhD2jGzP66EFqO50frPN24Un3n8RZKxloN/33XYa4uqgBj0RZMe9nulunQ7qvZYQa3Tj/IqsOik+ecOM6NKFBFerPeBjfirFrlPEHxasGrRlRCURle1RvMfQYMMJEchR197nHE62ueOsrxp30+crwhx5Zf8pK71ES9ctx2hzd4ILwaXMXF2HALxmBQ2hHGcpqTcVTwL/eBKiczlCt/2Cz1dhk+2blVZnKde5uMIjmZICD2Uf77Wf3oQHmSw+81W6diwXUL2z92oUgs9u7ra45dbH73b8/+Z75nRYUtDCLCXq5SgPlIBC8qJ9QYz+GqPvuzqHaLqex2VZjlC3Y2+VtqfVAtBZSollU4LnPelNlWwJk7o+dW+BDbzv7kDqzAJ1RQzubi0xd12+u1uvNZjEfBPnCszduzGWzhUL+RJHRUIyGQoucqciezjEzVw8GwIiiVz6UyN63vn7sFXPFrb1/n5lVf7brHz7wnAekRUMFuAog8Iqf3btATJaS5iXh3nqRgHNhQRZkiBVyKuRLd8z0WzP6VY+IynbH27Dt1JzXE980bAheGOa/KbW6xn3PGpr3M3dbiqbqX7O67c4nAM7XXuVoC71trBujRlmtHveK+Xxh3+Vbc1vNjK7ro7qeMc0o+3tD05E9HVsBlUDU+GfRJbK2KK12o31UZmR4JLp1s/v57DYaP/7FuZ+zWfzifASGIsoL5fV2y9T2qnUUP58lMrfpGR2hQW2vEwpRUmKk3Ng0aWZGD/U7oqvOgZbYz371c8MXN1GB7KH7do3/9nZF2fKrg0pn00asZy8gP226Cz6zoAFJrapqnWKxtNE0M7GujZbL/W61Otmo1sq10WMwEYqJyPlBNNSIrTM85DoLPMS4ccpwZTbhV+669e8XlLdnBfqPxGs65mViR4hj/ewC19sf8S0fkee8paMd1tQaqjIJKPX4ODVuudeTcuN2MRHZjc1ivGtMhHJuzpwZTXqQrxQPffSvW4KZf+6jxZEbv/ESI8D2nK+7LNB+sG/vJQu9SppyLNY1odboa6BQBPITCCbjqqdMD9oz+ugN+sR2p7bLngrFF/xNUgwyQHwTGzhVuu7K8SENmLr11f9Pm3Fb1o2MUpBzr7m1dBHOR52PJtzJvdZxecnZf36w+pcLALOCHZCNzJiyWlUaCgcFInCAPCUMUY+eM7XBmR7cNm1WrhPWQad7JTKx7MXDl519SNq2p+879Ke33rpQ33Dq9T/8R/ktHeT/Bjyaf+2BOelcZTPCHJjogpPUOVgp5qU7jgoU0ErGzDsr28XEBsfbZCuxFQjbA6zJDr8oDW5/8UumfvKqogrMTN2avy8Z9CPKbudhcSYdWe7huR/NBW2TfcWClQW0yMpkYr2snazXi8X8/ny2UMjapmUOmmYul92Xn6Eyw0RILXLux27GNqJVPMMIk+l+6MHhiRNCaEB46FOHUglNUGUjLSWv76An4bidXRM5RHNtByDXBGRCO1/kyRayZg7T10EgMihkh2J72qxcL+yDYnSXo0bOPAs5wEh/pSop+9ZdU7ceyix0DQNp1zjpkQBcS9wTzl1FlK1crtWq9bp/Ih9mza2mnlmnZ7RyWauVR0f12LSS0DNmGD0nPha2svTTacf+DWzkqNOzhz71p7f73b9R3+LZpy58w9jLoG1vT7fFB4rduQxkU3ClQTsIbRM9MLRRjXNfAxrViL1OWDp8bCJyvE32tGkpjB5oO9/Y7afMiju9GKECU7fumrqlOOdXtmCzzXIqya4LLTXdmf7yJYcuEAtAu2my6ft+aceLcqaua6PlozW3Ol4fr59u1htqo1obneGqUNTOO1OxfT//P2f/HibHVR94458qFeoGpJ4yl1iWy6Mj42wgv6wRRMY9MLGOFb1YzyYhXhYESZTsQNiNDQRaDSHjRKiPRK+nQ+x22+GiJF6QQZsYwfp1vJs38sbYpXbH0xC/IDsEyK5jV7cKWeLm6pbA1eMzp35/VHVPjzS2R+/3eaxpd5+q+ta5fO8Xt5c0hq8UgDNU+z9n7v5KTWVns/zlen/td7ec+6THKvct4ZVZLn384pPv/ZO/PHcsgFwXA3JjMpFzlN2yrS5WeEujFOdB0UlaT9/qDnK1Pap2lXQWxcnLxFjhdFD/jAbr4p94r/jKax1gENZ31S9ZYaNVaqdTd/D4ahpol86s4PgDJh2NgPXcgt20TsAelN+SGkc7s5C/7bQR0Xp3kKvdqBpvkP5V8ukRVv+qHfWuPET2FWr/Xd+92wZ0ed4rN1Z40P4Nx4f7Ui7NC7JxlVpRsiLxxGShsD5f85t+JyhFUTGedaY9ITzhyenp4p68lieNeDxxezRidVCrUSSNshwwOHDb9m+vlaXR2ZxqV4aW9vnB02unfABEK32iDza4to8f+zwrRPKOsyth5hYKE0kuX32kG3SiUnH2qCd3PzBZKBQKhYJ3pdDFo7FqI1tG2InoJZzOFgFQaDgAuGZ/G6SygZxXnveWVM7i2g2DR7YlSZL4Dx0kn9JUH5cfZ5O3IANjzqgVMMtfl6vVqtVmp9eLZovetDZeYd9ELvfyuVyukBSEp3s0tKppGRppG9EFeAUM60WCTlNtGMq0u+r18t+c/yBrAeIs3MlE0SgrTN36dxPBSnNGuAPb2B1mYdorTHIxcW6dwqeKVmrWmrQTBjk3Vo03qParpTMSF8cqoNvMvu/Q/plUpvXK81PHhlLZest6qWVdhs9bT2OzVDPKHfVUvOPoygWUHbtrd050otL09O7JQu7iCVTNUc1mt9tstna0bpmbCI3oJ6JH4zTtWLWXfAIKYB8QmWR39OEt2MDpsD4VfmW0OmchhtC61sqfhLGElsi2wYe126x/WnteDAeA3bM6Ual0tDg5WZjIOeqWaqv1iman0+t1Ot1u12/V3q1laOTJRNg0ejTOVsdtl+oA2G7FFMJrJA7gfeBIufzFO/Ye3xpsXqZ4bNm53jAyTo0wfOmTr7lhRVkD4rQNyeQEubQkYNes6aQmNBpRl0eIVeN1qnaVDC8V3csEoN6CT0bF1W7AnvY/++8jZQNvmwrrU0+LNb+YbDLj7jD/l7LcHnuJREgJvvIx0UqIWTqe9jxvcqJWq1abfrfb6UHpaLFYLBaLpaN7eh0slEVNq7aRLSP7GkAiUAwdBNa/OI2LGtjAvFee9z52voBm7fUBUUqxyw4RwM+ixyOTx2Df9GShUJjIt1rNhzudXq80e99rt3qet3Gj523VxaOlqJ9s6eMO0iOqvlJNs5xYMqZElG3xTB4bcOpTYX1q/qY3WK2dwdhjtsdg8oHC2HZ6jUn51OXJPXoF6xWwbXIiN5fL39w90QlKpaOzRfnTO4UpvHrCLRQmJz3NR0Mjw0T0EwaJu6QJB9l8xRjYYYKwqkZn0wtrx/ml+zcvaU4T6/4JsoBaY0xmfveBJ01usJKsAeLiWrW1o3qsF5VKxaK32/P+baEwkSOfy+UmJgpXbr0m1Z4CM9NHRDRIG8YMVzIPLg/oe79+dKhv7qrXy+caa/vb/B0A6kupjBFdMuTs83+3o/zp87w7AG61Zds0O0f9WHpptZvUm4gvtaNvupLfeW+ucaNqXEUa5wZENohs9hLsRTX5ofj2zldSffMfvfL8b8wtdwdX7t12b3oubWA7rmtDykCr8Se+siI9I9+0H+s81on09LRXKORyuVyuWlXN5headrPlt+ZyiegnYoAaqLZWjxqpxg55yjwjfq7viVRHf9tUo76rfss7lj9EDX71J+k8GAO+HWWJGeC+4vbbVvIwQFbGJR9PupDkHQU0sTqR24FEBK0qBJfI/no3KqQuix9Q+vsTEKB+BwGJho/vqN4kU+40Xy4dKZe/WDr3KVp9CxsRpVi434my75PNNyYryxo4EaqonYWJHDjKzoJJSmksY6PXbZoTratU+xLRvYz+egYOw3xSOwHULRjUhPsnjPHNXfX151hmLvrmK4F8gJsJUUNkfiwxW1eya4Ad+9qDxXV7nVRCi8icnKkNrZH0ltTgS0Q/N7ptWi7mOLgWLv61qStKl+97f7lcO+cpUfDKtB5BBDZErvs0WP5vcdU1VX3lyoExlvaMcUkOtLCtTqQgTouC2MZmGueGfOWioRrcfoMM15NRfzF6t8UDfxqtCdK+Oz+gXg7ru/5gUwDAT16++D39Gtb97KO/OBL9x5iA+89wzx9UVrJrAGY9eRTzJ4BotgikVsgEi0nsaef/+ftwqAa/RzXu/720vFJWBTS9hXnH2codZDKt+ci8994M75ezxr48Sc7MNwCTX0ItwgaF+9BibrDufWpFzCr5fLXqrA2iqFQ6Kj3P8yYLhVwul6/N5SYuLkx6WrWN7CN6iejRUKAM/qi+eIwhUfXgypSjf2iqftu7bq3vWrr/k142wyJ1AmLbuN+5BEOiLi2sUzvKf9mWK2Imq74NnShtTF6A469PCVqLKuhZS6BuVO1LZPdS2b1s0/eG12VzlgdsnW+/QUWZTPvonffNe9eOChI8ZFmWNZv1qBibHAlw1n7gwGHLHft6DETT7nQei45u3b17Y2Eil8s9lK9WDzSbX+h2m77fquU2JO6AnVo5WrV4c37pttn5s7HuX3Pv5vRstga7GlsHYf3Xh7dPfZe3X+qGwVUEP4eNAVzwwf+tD331X6x8Eq2MmduhBOjJQlZBq/YgweYOPegkImjtmHZEv+AOcju7udqe2U+xQu/FXTYTmX9Tl/f8ySfKR8qLfeeJr34UCmfMfpWyMjtG3f+0sQ1Er3saG4m6pgymOLMiZqTp3j9PGiQKL++QxiHkQdE18MvhpaK/3u2vd63HfE1KwIXavbQyJvjpJ0s20AvrWz9681RYt911Wz6SJEn0XipJEi3F7o+BDexIzuo7gxURy8dbpz1vkMutu6W6/eFOp0MUlW4obpXTxWJx9uieM90nlG9kiAiNGKvcG5glmfUBXbo7/eUd/797yut+7f3lURVnk67UoesQ6glgRGsz3B646ndOr2yhwdGTFNhSpZlFcbuvBe0Z29ggKSo+Sm2Palwl21fJZxu/Qho+JrAzv5OB+oeK7ePYYApTQX1DuT51QnVS2VLTYizYIDr38f9d39ZdJ1fEzDYTE7lcvtnsnOgEpdli8QbteaLgrp8oFAreRq9YVEkqN6qz6vhr04t8RtYfx0b9XN9r+ENb0D3r5PvL5fJ+rDHb2SUwKlU/oriG+n/Nz96yYyxxbxysJF8Fu0OEYiveYnYWcPaiCon18/1rEP31YrDWtVKhSv29GU+sM5G7o/onMygH7Nbp/9x46z3hGEFTiozuj5VESlO4bNQrdzxtb1gZMVCObwdWeg48U0jMRJKnCrSoaqVmC2JBhpfI/stFvzD3RsjSYIO/+z+Qyhqqvvl2dUylZ9Pbc+st5SPl20rp3Y+/ooIbnJ2C7AS84mnDUu256Wsu+svnkTVAHlgT9NzZIjrtQXJxvgpNCKBpdlBDxarxBsJXy/DV+Th917Epx3YtC9S1ZGfz3f1H3hnW5XBAysAVaYHizG6Q/mBSR2m0ol0D4K7jpdkbpj1vsjCRq1XfekW12Wx2Op3enl6n2+0+0qruR6HasWq3/eHbMBZYBUn03EOHsIG4PL9u/wn3vvnhEvlPAoxoaXTOiyXEpnjmXNEkAxHNFqffPFkoXJzkq04T++FOpxOVSrPx0dKeXi/oNu9ItgxQFo1r4zGSpEb/JObd0e+k+U4fnKrv21Xatyv8kwYAazNv0PSwt+M4zcD9T3/24Eb9F87KYhBuPO2ZZCKHc8uoJCBFtAjYyix5FThGPv4Wt7/+sn52yTkbQ+395Ld/qCIHMF75yIHkY/2PfCn9aclNZTE8NmZ4Aoh42dHrB+63V9RQIK8nzQQ1hyakaSlpTRAzSeYUmNW0pkR4yfRiAqCmxgznCfCJf9jf/o10leYLUyevuezt3yi+b1OSKOzStmMnJWzBXVp+e+mjuuiJXD+3ol0DcBYvnsjXWs1mJ+gEN8wWi9NpkaOJiQnXFZMbp4sPxKqmZVvfMLzEXp70qn5lTcPOYvbmPrDnS/VddS8HVCosrG1d8lBaoS+bpXTOvpTdhhv/+OU/cc9JEhrBBmotu2sRoWal9kgTJqlqYBbL7RsLN1bivSfSwkjngIEdtvjXzLvTGuy6bX5X+dY/jACIU/+BHQBq95La5T4NGPd7bF+Tz1pFnA92XH2ka/UUMUXfM+utTIeyHzGQV8wWkv560SsIe8cbl64KhLoUUL+FvQgmePTekgMM3n6k/De/5hXvueUPLGBTs2B6KTp51BPinBOAugfQwfNMmRU1Oz1m0wjHQg4UDr6N1Ulgh/Rv0epdfyu7l8ofkVaESLdv8Hd/SaqmRK984A2l215RssHsvjasv6r8zsve++A0QGeTlaSIbSGAIBozUKVC94NJPLj7eTBDPVZSs9Pau7JQWJ+rVqtOq9k80ekcj3q9XrfZbbaq39WqpVUwM/KbSBAjG7XL/zMoppKjXThbPtJ4R73+Oz/YnCzMfWIxH8s1/7z17MTf/PJYL6tsrQD4y+d2pxVcV4L35M7uWJgk7arh25DuuRikn2/0HptoMsjlBzn5e+dfm+aIrTnw+zLV6uZLTn2tVz7y9lKjvrZSObY7ZN3PnYHeYvGq9NgsU8jdhAfuf3xo9j4fpidJJvJpbHS3h5sxUY2edm6AfCPqFxpvX+8MqwOMWedSrWP7n3xcHUvP5sH3f+TW2an6Pbv2AEyv2XT3dwHyDILzuj/YURS95vGkdZVkZZjYskjal9bYHSvWzEq0FgY3wpbaoRSHl4jupWkxUw3gj7rT/BZEF+2/PY8/YwP9hwvF/nXegXnvHZblWE7n9Ft+z7GsN9wAoVqa5dHHviyvO7hSLFUKv5TPV1t+sxmc6ESlB/yj0543eWVhYiJ38UTBu9LTxek28lFUVuZrrOSGwgIOQKxUGk/bve7L+2+t7wrrvw2LQMwCcPwx4FO7xbLHGlCbVPt57C2QFrSwu1j0FEUWLg8mswQj7WhuStZf2Te7b1TujaRVz9X8FAx7aLwrARfiZz9fxAZ2l8J6sTTvlecvKVgwkdTS7b324do4JVQw5AXaPG9aDWtDmnf1elHpaLHobRSFyYlcLq+qVb/lt1pz+VquMCEGiTswkKzUvyBSye5TP5bYQGGqP/8LbwnrU+Etx0ySRPzhmkqSJEk8/TGMe86Ftss69Q3ufh7rAVj9L3Sio0ePFj3PK7hP5T6bd6o7Ws2m3e12u60drepcXvaN6A+5s8rm3x++/KJZL9VsZkG+P7zZK8975UfOmQlLJ1vOmTSw7UN/vVdnO3AF2N+LZj3P80yhkOSotqoHmifsTuexXq/X63a7zVbVD5HhSt4+BbjsvWXLO9NYVKfulR+uT4X1qRPeOQG8a859vjFgPeMMJp8/Cj2ePTpdKJjCxblcvvrWZrd5V4fHotLs7NHZ2T29PUG3GbS1et7rI/t+pJ1SkMfnC1PBvFee98qftvePghAsy7Jczgbnzplxy/K+icbzYvbmae+yJHdxrlqtVpsv7fQei6LS7GxxelpPTxdVcc+eTtQ4TcMwTJ8amzMLsPr4JuUBg3DuA0d21XfV67veec5TeuqcMFsbXGa8P10nnhczQSG5BaVsPxAdRbEdSzQeBhuKukjp2T9PbcfnQwJwWAcnbis5wAP/eM9gV3++XD5SjtJyTIl883t+/dfu9gTrnhXOOVJthPUCRAMmyKlHzHasjtUpUdRF7UGBhHxssRGb4mDgGAlLBoAYkEfSzy7+z9/w9WFURHfeuymsT4X1ZvqrdWxucsuJt2xKkjPniFApZ0PrQD0fZvladW3nRKcTlO4uFWM9uVEUCoUkl69Va7m5iYlCwROqrZcFeMnhBwvgzr68PdWEKx+58dO3fiR3pFw+Ug5WfFg0+mTbQPi5KwellYVtgJZtRQrioi7qhSuTtAJkWufaqTlaFZJhpeshtDNVV/0WUCmEl4p/jwM8Wn977p7Uitw4bOUuXnjVD5bEwp85H8voZQ9e118pxiWDrhXNxhK90Ybb/tBJCzk1szrX21s7plVF9At5AP+3UFPpavpkZmRzXf5n5JbMSlVyGovl8pFy+cjvM+hyaqx01waIcJ8mImurixvvecK/7vPPi5jTQ20VpHtrXdVuySbQgR4duCuhtYNfDj2yglnq/nS/ySOkq2ndvPlfSOlZL/ys96UThamwPhU2zn2O0GOuVxdjXAbcaD+6st8JwI5n3zhZKBQKuVwtT/NY9+FO0OmUSjfMzpZuuCHas6drP6H8lGj4LNOBSUg5ui+xwY7LrbouX+eV571ye7mL54wXppzNdUe+q2iD3P48sfEAWHunN7m5XC7nVFtvtTtBL4g+1ImKxenp3UU5PVuM93QG1J4zcJ52Pvw4jD/bPaV0yamnO235U9aduAwgOleqTUYdFFYAOTkxl26t7mYrUnGeHmc9DIWNNmhJ6WziDgBrGA1eJDVVpfvM3B1+KExjkL39t972H1KCVl7W9O58sPPg8NWprd97/jHmYlo20KEXlChqhyn/LtekEs6k26eojYhQ/y4Xw2j7Mmrd/fH3f0X+wqlUEy6W21emBG3qX1Lm9EbrIveS8uNZbycXIhwVgYmxf3DooP7cSon3GWzi5hOdTqdDafaGYtGb9C7Zs2Ximly+NjeXy03kCgVvUsvuUHhYkoNSxKK1R93Gq1M/eTjnTYW16fK8V573Ms35m0S9U7e9/ljmDI5clyGO8My/KU48n44OuNVjUVSKolJRTuuNZqIQzOXz33SqTsupVmvVubnCRKxamjzIlJD7AAiBD/zo2y8RGUfvt+q6/PCVU2F9Kqxft9KjlltE8x+79p/y7vOKjuQfDmZni0dni54nrpyYWDcnnepaDjS/0G02my1arbn8fmrMLF0hxycN5cjFlGpYwfyVU905rzzvledZfjhHERGZzSoC3N3KccTzzxlBaXra83Z7hfWFHOtUi+3NYxzr9HqPdTrdh7t2q3pfskUMM43V6LIURQft/1Cl9rOPhHPe37TqU2F9KjwnSjAjD2qZy+Qi1PkN9ZbAKRUnJwuFwvpcfs65ZXuTTZ1OQFA6Onu0VNpzfE+n6/8w5ejL6NmQErmHBsHjPjbYulhu1V+V+vnL5xXE0+l7qbG2awl6sfT8mNnFjRMTuVwuX622VLPTaVEqlb4RFfW0LhaLR+Mb9pwAnl7Ez5NGaiw7TT94Wb+0Pz0Zi96U0oW/+bX6rnp915HlRHSdO3Z2/jorA/at//U/PrT1+TGzpn+Ur6Idmlb34U6k3vDNWHJJ7Bk3siGYxinFZ1UjEO9Ejs19QlrBy1znXC32YwOlgndTqM6mZ/N9y59yNotyjZbMlS5ff/C6/iLPD4v5qt98pNnsBFFQmi1uLk573rq9hYnELRQKk5OTXnG6R8PNVkANX0gI0HDRzTdslOkJyM8VZHl+Mj2bv7gpSZIkeSr5+MlicVnynM7uEUX7A+cK8QKYqbXNE51OpxOVPhYVpz28yULB/HYun5+by+UmJiYK3qSdiCjjIyqTuofuHZvjl6gsS/LBuQ9M1W/7SPlIufzJcgkAwQHmgd5rHQfARf3K8MGx+559f+a+AGZyfydCQVwcbPNM4ZlFNwduFR92yFQh/s4lBF44pqZES59eKuSDAgdsui0+8JH/Xpiq13c59d9Z9pA86HPdOwPxnhdACxB+GlKFt/6Mmcj98CtKOfaDNl0R0DS2YU7t/JG89nPvwf+tMe6UNoV3ceClaVfJA6e7rULxvdd55XnvI+2zP9rj7P/FSkaY45nR83R6QjFFCfHzasKAGxSnteeJyUJ+vZuvbm9VH2ke63Y6vcesXqfb6XZb1S3644UtaiymzMViSHLXwpY0M13f+Nm5D+TD+q56fdet/9YFxagd2Zn/yxm7OoOnLt39fKl4APnIMxQgyVFzaF7UbXZgj1IU22l78m7TOj1BLINfGGWeRSRCRBAtutF3pg4eTOtSPWjn//ugXD5S/h83lsvLGeKaaDTdDhHqdU/D//bXH61/7gUwc+JCkpmNWzYdeo+hKM4Wtd6Kw2yxRIPu4lFvccOSJ8Yl5U7uj1AfOfH3x3GAfa/vORVdmKrXd4X1XfWKWnrG4svD7I1g5Hn6SXDHK1TjBTCzF3KOAmj2f2zxjDULRfS0lwYZTXtbnRLrtgaF5OYVL/e5aG0mCOZv8+4P57zyvPflf7yzvGxU3s8YwLh29+HN/7RSb6wlSBzVbH6h2ez8056oVC7unp72vCsnCxMTExOFwmRh0itu/SaFXO1Bufw6F8A+TmVaZdLRo/Vy+Z7Brvqnf+XtJ6bG1TW9pfY6jXrddfcPiRmQv6q383zr0hhYbLc6WB1QxdmtiycKkxRICxGDmshNWB7vvDLntPQDz6TvD0CQnrr9N99RvOYhHGD//kldmNqny/d96APOkfL19P/P/3BLAJxKHTCvc1miZ7brqdrzWt0BUA8dR6UFtKbF+r9JJtJ6v7TILHyznJpxDnSfcwD1neXGuBL231y9Jatk1DNzH/jjT9d3BZ/5UFifsICsazj6n25Mp6rxuqVrXf7i/S+gCcO1t81SRKOFoZCr3KKzIj1doGmAmsI5cKx3FsalbQHAovWWuZeqkg1gz5ZbdVme9z7yRX3f/MzYI6yzMaDAzvimCxAlE9ELaMLA7PRub6OYnDQTEznW2a0ddtPudDqW1es91rW73Vb1muaxQI32RH4JMWgQn/1KWpmNMGzo8lT9M/+u/Lb7wtuX6N/iy4cE1VR/FtT96nUA4e6d9soRmBlsWusVSKwkfyqvHP2I1eWuTCYo+uSVUt0vbA4oFfdqQH0n7Zs+gnn1v35t6Lk33o1h3Ss/LK59ulEeT7PNB2TCwC3DD8DXn3CucF8IM/cv1icvz8/lq6raavqdYE8v7Xywdauent56tKj29ILSDUVvaDqLAaxMYl7zres23a9xAKWSgswdqe9qNEof+3K9roYYEG6RjzqoiMX3WekJiIDo9lMH/uyFpCDy38lXoVX1f77ZtQbPquIsqZcTl8gORFHE+SJeYWZ8rlKtj+iVB+qNKNWd9lsit3EqzHl7vlaYOvEL5futX7N+1vo9Bw790pb0KsUzKT1zoRCLh18ILWCtU236TbvZfazTi244WvSmpedNFgruRC53ceHKws/r6a2etz63zA5npRwdM9Vvu6Na+DuuKpfvGexaP/eB8v91W5n/yRP8BRbWc8+mCP3ZDEDjS9jQvzEWpvhCHB3rcbsDEeyh6E95FCZJ+ZWzF0fP5uPCJIUkX336t39u/GwSySOQHLkp98nvRg7wu//V6+rCVEOXc4f+eKruVUeVhO2z6gmg8Tr8LZEzlIZ8nrzkzhfi6DDoRIoY6Us9PVlIcmlrKn/7gwA7d2hmyVF9uPWzYwXFZVbcON8+8hXkvQ7gJbjmui/vubX+H7r/5QPl+q4/zsYe+/Xjv5g4DqBuLQFqKjP3viso7Hx+HR1Q+biITnmlm+SrWlVp2YF/AhJM01BzoNlRn/qPS9f4b0t5wEKyfjZJ620rmM3V67vKR25zDg92HRlxTrHlV59OFZaz40apx33nprnn9VYDMO1oD2MbN4Ec1aapNrE7ZzoRCpV0SFo2dCJHAOo7y5Qn1wp2eu+7CTvFbHrqwLw3FaL78947RvagQw+5jCRGPeLoL3nq8vteUBOGST1ZKFxcmMjl19Wq1Wan2+x0OtFsafZosXh0f6nUOxF0OtFsRcIYQ87gw8HbMo6+f/+afe/Nh/XyR/bc9DP/vf7OstqxbfHsnaVk/6yI0BDhwqsc9a40bCL/oTO1FUsdLsHEpJuDOaUcP62g0ihBUTtaIyjC0TZQZEFlVbNjXDImEFm6dK+azIpPLlZKQflIfZeKz773Lz4W7t+PBXtY8/1sgrnJXHQpKrN5uJu3uS/M0eG2WhVaO7DXBINnVVy8oQie6V4ZUcAjtZgNwzyHIAALJvY98qnrvoQNFCXFucmpMOfJlnlDeMton6373lDAVstMg5v56OCG57e4ADxabTa/0O2e6BwvnYqL09609rzCxJXJxESSrC8UCp6nPbN+TXZvAJIgW9L/6JVJ7RrXPZS0Wp/1yq26eLzyqvI/TG3Kip9t2QkxDpHibDR2D5Ir+/IFEcvTtDpWrxeVZotKeqIgJguFfP66/C233FKrzeVyhcKVhYl1Tpqz4JLusyC9+Ohk/1ufH1LaNd3WTVNKV+7/pfqu+ldK6Ze7975Skwf1LsWQgdtA9IO/3BaOtcRaAZy0Og8S7c38biHJrSfHmgNO1bcx6GoaIKDyKUdPp8oClwSsuZtkoTyy+PWCuQ/c/071kU8eKZe/nB3OL9/op/VRIxTJoV8ZRgbFzQdar+y8IGZ2pOKiBs1kWtBIO2D73YczgoZRDjzgLl0x9nHm9w/9ZzK+aVnxR1p1r9xwrw3rUyc2HrOszds/r3qxE6UdUFR2UWQAffvXbPcFjyZWXJz2JieFuXIil59zqs2W32we6/SCqBT1ems6ne4jzeYXEC9Z4dokuXTu66mvDkAXkyOFKf7Ln/7pkXLptgYEwUMTXWdo1bKG2tP9wKvF+56/CGQGe/VkIcGZv5oqzoEvbO5uDoD/+WiRo2mxPuXSKz/zzUuX+KYcTt6+Xw3yabWU6Rb8jjcIr/vy3GeZqtd37UlruLg72pCZeBUghnMuHRNFL4zZNZMTOao0ztI0ttU7rpQCZYpeIJh2gNk8bNn2/45d4r8tRS/3wLHPOAoHzC8/DD1L5u6p/4z6Xa98pPyfO98EBs7vZZpcig/BKNJR6/+5PFboPNg0ka/SNK/w7U6yOVAUZ4vo3rYThSvhysiGaQcWxqvDpGAR5X5jTePwUvRKfu7npx6f3/uGl9enwvoWP32+yn40KiIIQKVravu3DkT7eaIJM3Dz1eYXgi7dTlQKSsWiN+0Jo3hbksslyUShUBCe9wtNvgIOI6oB+KDfaAtc7PT/iFtz3k0nzSvtea88nxYrHMTZUBIrWJMi2wD40VOvLRcaQ7SfB6rNTq/X298rzRZPFT2vMFl4+TbIratWa7ekBK1gnCQN9Y1GV8ns77fTTXTMAiZbg3KuXBiE9V31O99jAW+4dzihVmQvfuISIIuO+1D0j7llXVHPh3yzE81CdBS9UW8skJvID4QiVE2MbaiCVk7tD9LXmzpSfm991z1eed/HTtz8h2smTf5M7ZRDVpDqNNotTtY+6H2pXP7ybwMcv/s3gQSU/RG5/31/g8jeLv+Gay56QR0dWPvY7PSkXTi+0U3yixdXsX0uj+EHaYaQOlG6jUeI4ZbyLeUvv4OsW9eJgBj1G5+98y2v2GIDm6KrX7Ntbym8eWPkm2JYnzqxOQYYlYOIWNy77qO3vL3xxvobH3ljXW6xZjn+0RfEzIp3XzlRyD10cS5fXVdtfuGuTufQKdClYrEYF2dL7Ol1grw+icuY8QBQeR6/f/3m63EgYaINnTWDzyaD2m6+/E6+fPXTCQz+Tf1j76t/rHDLpfV33v6RH40/V1X3HD2vpOly2GtyKD6lobnQ7PRQ7AEWi1qwm2kHZvPJ7bH8/Sitq6aGhzSfmP1n83IssmxDfXfJX7BSA/fNCrD2jR6Tf28ak+Wnb9d/6MrBC2rCwDUXU209gt98uGN1IqWKMQK488pCoVCY9Dxvd/EaEa3gJ42TmY/CeMxbrlBsV/ypsD51sv46//wrbDBZXaWXPHldP8sheF7Y5FSb3Y59ohNEe0uzxaK3Gx/4Ri6Xy+UuLhQKBe9VMgiGGKihpDZLXskFP5VpOxbA9NwNx+Zvf2/5nnLpSPlr1syhYvhOIFDvBIzPqJUQ8d2l0stPX/Eik3bg4U7P3a/UsPJSapP4gaPQDlpB4Rn8nxsl68UEDiBUYvGA91QpWjpj3Vb8kW+sKUw1dn2yXp9Vh2inC6a+Az7yi2ZEdha4ys4PW+Y8H7jHglKckv5J2xSS1MtKfzsAporma3/v/t4wo8QAOqvQmdyzI/MJW13vVIBEF4r2dV8uHRHlL989ki7EP5/30Ny9b7dU/CInIB+Uihpv2jMu5KB6FgHEVgCQ+Db8Q+gOjTuOnckuASTquvw7J0oOcI3Hhg3sXXfrdV/ec2t9V/0zHyq8olKht6zTabof/N8GXiVZ3vJsJXCiomcoTBayOJJmf80iVuUTMxEADdjkHMrGDtst/Did1wf917RSHiABmAnL99R3lY+U7/vQwqX76uPKkf/b+JjoUrJ0XP/aS7/Vn3lhzOzYM26Sm8jFVaCJdRywMVvSp5fi/MTxuU+TrqNIpSr3e0DeesIWi+NebLNxqqHLU/X6rpl//Y2rCir7OlDvylB3hyN/FDw6+6UXth6ApQtJTjnawfaPb+kQpRamJE53b1E7L+n/HsOWZ6lMYwPE9gcIfthQQ5nWsjY1vC+Fda887/Uf0uWHFJm1cRx84BoWSncEF8sXwQyTW1dtNVt281hn0CE1nhrwssoRwnvVuXdPIW92mFIzr8bsRPMFrzxfnwo/M/Xt+lRzv+WODbclw0mzca7e/AFnw4q3HYOKc6DZtbp3dYLS3htuKEqARFFPcrlcLlcorA82aLJ5Cpb2jsLWuni7jw1cnSzeFh9cG15npk7Oe+WHN94/n9VjCxhOm28TpTvSJ79R7rDFiyCGPHCs0zu+JyqV4mumd2/cmL1JLl+tVqvVuVxepjvJQF6wL84LDGgV888/uFTsxAZ2Ypdyvzfohw1vT1if6h7kZP26JPFZWk0zSrJG5nEVJnixOXvNXUHp6Gw8Wyzu3iSMO5HFTDrVZrPZbLaq1bXaAQq2K8E5sFRjCeUU5LKI7Jvs+XqxPO+VHt5477wH0yO+gQTbBXx8+WAM6jd16cXkoEKpVPSmd097XsGtu7nhajWbnU6n0+k2H0jtqTbLtB0Byb+Zyav0h/+xTQDs3XNy3psK628MPntJWAdQIjPZ+svMlvz0oYsHL2x1BygWPSbNlYVCLj+fq97MogKwOlGpVCrt6bRRei8RRDFpZY0MzLXfjVVaze4bzY5lWZbZuiese+V58f3WLeX5juX8eOhJHK8VAcTBkzvUi5aATDyvUPi7i5NczqmG1aaffR2UZtPKEaPr3fywypgNAViKM59n/Gwmk8XyfGEqbPx2d+1vhALOAgoi95y0H/216MB9K7UTXAb5eiGXqzq1avVAs9/sPJl9faq42/M8zyvKLUtPzphU9pzktaFJo6O3JUmSJG+KG54VznnlR+s3Pry3vI41NNJYg/SCaHSjVzf+lh++sI4OOPM5p8r2R5rNYx2rU/ogvBVAeyYlaL4ckflljQxJjNf+oBrjAV9bnK/vKt8z2OXOffjif5p65RmOSfFpIA0RGJs3RwiLZR1EVgI7rPKwHVikuVgDrD/5X4AppLGXmXnVNek+G+tTwfT992xf1hnYDnM/T2Ox3G49t/svygpAH/rbb0Na5H8cgsti/WJn0+o3raAHKIqgt8DAC7OWKYCu//7Y4DHuxJp/yR3aMdTq5Hd/ffOzlf7hQXnPrfVdty1+9H1pCMJiOtY2YxV4bRaD+bfsfk69CGbcdJASsfSLeGlee6wBp9ocHxSBe+IcwaXsyCdfn6Hpn/rz2f32oDxfL5bnL+mdWPj5+Vftt3x4BAAT2SOG7sOp0qv2FqIXQwxKpWI8rac9r7B+1wT4CuBlTTqdTqfTYdzL7CjQw7T8Hfj/OL7PQE/Vc79A/WBc+ewH3ndrAwX6k79KdCnu06Mpkwa7+K6N/jefJ69uCXaHeHoSF3I8lVdUfICL0rRw+EMAXBuWGgjErAG0Du549b9dOpvJW570yof3iXJrYepw/Y3tN+XfkjQ5KFBmPNwyBufSzf/ovPtFp8x4GwuLExfncjmnerY6KohXKsXFYrFYZFwEQ5FO4QD4xnMf3jwuOdLqWVPlIy+bahS98pc/Fr7mWfgl9Yl89lpjkP8ZudNeWYQZhwmL3J2zVe3QDBaaAWu+Ksma047jP/o0wvOv317sXfHVocUFID/nTZ28ztuzpjB1Ym9q4N635ruoZSSjbQNKL+WdPj/M5Rx7R/ORZrNj1Tojld5LJbSMUkfjr22DA4s73rdRTSobSCtSbYVW3SuF9eJ7r/PK35gKACx2ZgZwUoHDl0Cs6uboiyK2zq8eoJvGVBFtBd8C+oVCPsnlcudQ6kNjnw989yIeGlvq/9diUhemDvxF2Q/ruz7p3WgBhYWXwvV/BmboQ4wN/PTzP6dflG9in2xae1KRoHjJTYJFZSlFkqOSPtX/2bHB6irAkAcsi4RGsGwPReGc1wvrM/157+Z6EaBPDA9mv9qQNl/rlLjp+XKrx8DqBMwWi3Gx6KFdYJ2CddXq2keazWZz+dgg/ZMGokU/rbwWGxhVi7up3KoXy/Mvuz+sv6G9RYPLzVoNTbKjSdJtsyPa+OKInSqV4mnt7fa8gmvyYH0EsJvNY52g81jw/Bea757+XJFlczY91Z3fOBXOifL8ht/9kzVJ8kxyk0HZtg1EEF2PBF7deOcn/urFmBOg4qKeTKPe808BCWzkok7neGlPadQhbGnudfZPorW/V6llmE16N4af9cqtT06Ft7xxmGsoKJAlZLn3AhAJRk0wXwj0tHfNxMW5XC7n/Be3CsBZKJVUsVgsvgnJeemEANhTP9N4XcrRh/3et9xbkLl7Brsaulw+8tHMSXKp+uv7cb837uRwSJj98IsixjVXcnX6BLv5906GR1RMnXSL2WtnoP4ZB5u8Yy9ax9fM2MvIMMfF7AemGrq859b6rvotpZTNeqkHLRoOimF9EH5u4ypOQC6Hox4B6ECSScaxl0pAS+Eq0bJq7QYO4O9IBY8to69bdW9PWC+Wc175katGr+Mu1YoA4FTp6/6v8+KwtVo90AxSglaCjAWZtF5VTQCZzX1JQ4kBHB38czpnS7W2N+n6rvKR8tQ/13fVxdwsxnxxHyxVpALyNnbx3YM3Z2bpFwLdxOrsAYhjGQGvwe1feXEqWWQ8UQO8lLTxoEn/Xw9K1e+ek6XYY740VfjM++fny+XPvA1s+z2VTa5tfjyG2zU/++1LxfY/vvpTL4qZ0yFSRfClFmnNNU6lnVwA8/PPe909M1dfnq7mV2f/IogkQFwKP+v1v1ifCutTD2WMd2b5Zb6v8gVp28dfFDHsqDRb9Dxvt3dlofBHwCILOLbf7HQ6nSCT187ZZw7R4nXhxmtT60HrT35v80XHLMuyFqbKfmHKTsOk64PNH6zxnIquYZTHD4CbB8vxXxQzK61mVCgUcrlcMET30IkOpVKpbMnh7dI/S5ututNV1y+ntCTe4OScd0NY/42w/ovz+eDTN1kvQTUzZX04Nor59IuiBbB3ty5M5HK5HNVq9vwNnV5UuqFYLBb9JYpoLZO2LduFlNqklbK6V3vfDfeXc/XB2/NHdPnIsHnF6Hr1FsCXNpw55FRezOoOIAuPXEUVX9IcFqBwTimJ9oDf6q10SZZdpdLqnAKAyaf/8Uw+V5jqz4up8DNT4ScPD3MqxjVhGV/D2bBk+29T5970fLgs98pqtdm0m1/odIYdqh/Y7XmTplAoXOMzytZZXljfRD99aMs5q+m05rz7w8945Ye98vxmAEscAnukHkLbxnD15ifPbzqyAiiVGlisqJTN0BlhCgX34lxuTkTnDNYADiT6u196Mq0C21tjWdZFCni826p75S8WpoL6VOgC8FTgZjUmU6EKePm7N8oPrhykuxzcR/qdTlQqlW5QxaIC4PHCRC6Xc6pVp/GkWs57RwTsWk2mox8HiPbvB3LowpR93ZfLR8rluRqwCdTr+DH2UAeTPghXNa0X09GBfGe/UkVA46WUNffUlpqTEbSEtOzEubBm4dWNL7Bc1gBuDOe8PWlRTB/gBCJaVmjFT2dQvDhe4ETMFj3P84QoFLYAsOOWVrPZtDqPPXaCUyyPexpO2jucGWFhA1lIS/Jskjwhy6168e3zXnnemzl5MzO/I8C2r4fRIZWY4KwKklUIaHZclBtNoWAK63O5dQDJy5pdq9MJSmq2pNiUnUQLIK+Hmz6PT8LS2YQ8FLyp7rw3FdZ/I6y/7pKbks83psHgY0CBC0WfH93QPfSdVcgaWKRNyS/O5Z3qdrhILVzU6QWlUqlYnC7+LgtZJmGmCOuMb8Y6+MEyiwtAruDd+OnP/LvyEV0+UgKIZn/VzQJI1N+DLb8MC7IdVV/MHwDA3idfn6sC+NubnfSAl7JqhUAg4pnLzrnCAb7y/tLx922xgcesl1jWZZu/lz90Kr6uIMsPf24q/MxUeBDgRIRK87UhIjI+4HiNP7z8RdxOKVyTy1dtv9lsdu/qKIgUdxeL02/0vEJhfaGwYU2m6sajfwCSt/aLB7IIJDSEgTd4zyVueJ031d3g3feQV35oyrLycm1WZXgM8q8Wb772H9UqMNvUqjaPneh0Oj1KkWICy/M2Tm4pFHK5/FzOIUuwHvdWg0nCSzafOnc1ORN+5v17/nu8K6zv+iQwmOgQZdaz6tXfg5Svyy3bVnEAwD2wJTWwxBS5RP1OlQJJPs5ThdaO7WaTlwVBAUt1I26+qOOnNUnS7PgUGhOfi3dN/MWBj/xJ+cZ9ek35/9653gVDBHv/HoYdyVfoB7QS5K1ONBtLwINFnuDlOWCdogldcezqwE/DZiwAL6OQFi6cdwLY+mgw7RHe/Lab69fjoAq3o5Y1Ts0Dg+CHf7mqOXMoxdMCSOsZ+bhVhj1zrQ4fP3Hv0tjRPrMBZZ2HmSmW7xl8rHzP++fnFRD90em/Bdynx+sLxP1S1/+XZ17MfgbYFNP6uWlTvVO23YSuBZTiPHHf/3/TOKokfY0MBfPavt+bWbK4WFfsdyw72TjVnb9lqlv/T2EF+OJghmg8llb6Ngth8WtPvZgbPXsJzxRyuVwuP3dztVlkvZWy9xtuKMqtW+VU4C4NTfeZhkTf+b2n5Lge8K8KErmn/KV3vsTb8yVTPmKxrT3DMFIvG1qEXO5VjQ/1l3cMWRmsPyqQUw6+bNl0xIRyT+XJqnthsD+c8U2LFCnyEHGTan8oTPmm9UYxwnC+QLlVL/7nuakAjm04BCrKimsbLAUGp7FebN3PamBb7uXVR5rN7sPdTicKFJEsFovT3sbJQqHgThTe7qfDEiDO7Pjumjtyja3qvLOZXHPdl6causznBjd+6LJv/U5jx3gNi0RdhvxvdpCXr1mF9QDA2U4HrKCngFQ9NxRIcihQlp1qGKM5A6DqiOXWUACsrvnM+/fcWi+/98/udc90HvzDpdVUqW7sQ+AwvvdeAMSBtDpbPo4l2sOst8iagLdsU/3ef102eomgJylm/vivveTheNeBvzC9H7jQSQVt4z4NqL8FmzwU7v6p/2v/o7aKswnHglLalDDwClGBHEplTcBtul/43rndLlIJRgc/dJfizzJYu9h617RHePBt5drNyfZ/Vd8ellBGg3tCftnmR14v8H1WBcdVUXsYuyAKuYkcVJ0qdhM6RIqG0mOWHMcxxLCWr7y/1Dx8XiWhBUvc+OlBuXzP93+3bAnvK9/blXEAACL8GBbMyRvuWI0UBMRFrwCJlSvk0pyAQGSlr6VPKV4Wyq/hpZrFj/9Dv/iuja+1gW1vGOPY2142fWC+MPXeb1+2k2BTw0YobHeEm0TiTOR/y4pYDeS0V8jncvk5Z65abdH8gtXrdB6LSqWi9Hbv3sq53W1iWGRH9dLNO9MToMZ+G+y/Yd3JuQ+0nypcW9m/V0Kageg+vaSh5Ndd/9jMCn0RVwBtCrnEUTjbIbC+iHX9znyMTLv7IvxOeryWaXX7b73odsl5q4nzUPyxPbcOdn3sui9xrcYQpKkiUfZ73oAtUK0VCqudD0El56gm0Eksq6QUsSQtougmeQun/b7xR6d/bMtFHTt03tm0w3m9tXykPFVv1N/6xMw/w/JSkP5/ICYAgg2rwEzIqt3sgCopKKqiZqONSbthVjWfdd+RDVT/nBI0BwxRPPdSde7ZZO1Lw8+836nXywf+YjF/+NU2pHTGzchN0UabUv/Xr517kfhoAFzRtDqRSktv66JncCFJ8qQnNNmUSkGSA/9h5LpIFt995tAl7z5vNResyj2zXvlI4Q1By62tH+YiRSxN3eJPii8JblkFXmAueo8qxUUyRlkgySmlcOwmncSiIL8Hw7gsDeS1/SP26jBJre7bziR/nCRKemCxZu/U2+cKUyfnXnWD/FcwQ4ITDbO/H2QdXlB6xaowI0epOO153mTBFCbcXC5fbVWdVtMPOlGvVNJpMETiY0jziDCsOVRv35NpwuuoQuWhE0liEv073uDwdd6eVl0e00czPQFccNSQJ5UL3736PTOrwsyJit5koVBwcxO5/J9SvbnZbTZtq2NFs7OxPJ2NGttONtyYa7xancc3ISnIi/+ovus2XXnlk3kgqzSp7kd9J3NeH/70obvU3avCzJ59opADVPUW8JsEVq8DkSKWgqeG7z0anQC81RGkJ/UhX7Xve9uIDc59gLXz5T235td112EI/u5L2eXquvQuxzY4WMy8uO8V8kYXco4C50C6syxm8xTbRbSnCxsdPaahOGQZH4w4epNrYX6kdEzHH7nx0/VdZeXKFvZYxveogWpEcH4L5pVBfzznHGhCYAF7GqWYaQe2esaF/IbheUw70A4/vPnZ4IeN8/QAoKsL07kjij2bXsVQF2ykOVjp6dz2jsXSSX91mJ2WVdvvQM8tQfGGohZgbFPIJ1R1dVgMZng4DRiiq60bmn5pSXL03/zkz544+Tp172kzd6NTV+Wde/9w5aeZelycf2p1mNnCPpbmJRZBT2f9PpLcGpT9iBLReOG3bJYS54/e8e6Lxk6A5LUIwe231/K3DsrlI4Vrz8KYsqV+JZVubXTuB97+j/8xq4HwdamEpq/QKUHLgVJU1YGHsfw1wWtGI5NMqI0K20//grh2hXqK/ObJ8pH6rsLcjZF6ItMZUEs534aBc8Vpd+uqEEvabwhK737Cw+gC5OIcaq1P1fb/XZ4Z3lNpvwYy9mil/9iutV/cLqVygLO1V/BfNvuj23nWyfly+/DgP7wyhi0Ma4yR2YRYa2/Iz7xGrQq1xu+fKq6bLJBYOaDm8AiB+MLmICR3fUzWr06mFeUzSguQVTS9FTL9NIXoHdxa31X+8m9BaiqNABfUd770PYC8xXIu//zgCK03mokcqKrCbm33A6v3GMHeG1joV9aAc45DAiI4tXDddSutJrWbiuUj5ak/9f/6HagnBBC5RKBKU6kfPYli/9oXjXEBQMZmIkcVWgea0PWtnoplm9dCUsFZSHsm+BlSGXbJ7t5T9/zCWIzLc/3CN5Nn/2TDdOs6byr8tPi9hoGs6AWwF1JxI6/NO85c/41VzRmcSfJOtdlsdo91Op09neNH42lRLIrsVwVudgRjwLbAZV/B+dD0OHdy1vcg/7GPMVGol8tHBiUvbSGqplxKGak2xGD0PuKDq8QsVFX74awkCcUbpLfbLHgsmmt/+XM/eNWzR9XIjTqSgtY84E/8w2HGY1yGcNOBeTMVzqcpR/Ehlb5dFZUGRsQXDybCKcHqoD1j3xWoUqk4WywWvWltChe7hUIH+WuPnSUCO1oaqwAivrZ2w6Vp+Erw/ZhTl6i0uawPuhd+1isHNRQBeZVdphkKRK3yup1CrhKzBndFpdcWi570vI1mcnIi58zN5WyjjpPM3CWWnSRlwF4XHUDo9KR2LoYlPz9Yj5TvGXzM/cvXqHewVPrrb3+d7ET2D/+l66oXzhEbQiJAFT0oeKm50VH2I+bmP+mtUTtyyv5PMK6a24nDgruDYPF8TwVAsnGqO697AaOioyjUqAklVh7S5gcvCrbhZFTcWCisz63P5fLcUj3Q9DvdYwwSEbK4IRgbm1lcCjxg7g3VWGxoBvHvdeLPejeG9XffAKDGIotU1pJVxqbU91eDGGjpn93o5nL5aq1arb612fQ7ndL+p/J9I9uD1iY0I9KogWPaaD6tN3zdP5+e5Q6y6A/enjvyMvl/bACh3gLq/qpGzV9ig00idPF7wero2WDO3ee+HIX9CNABIlXMl24PX63Ev//lq5asY+pJHJBfsn+EGOjbO6y0mnaYm5w6ObclPckBlhr+4howFN482Oh/eBUeMaCfuNtyBw40m37Q6XSiiNLRohe/ifYgEcH4tBwAUilocccbXy18ZQOD/Vb+EguGQqJ15nDDKx0CFaMQajEiO9HpezxwW3/i4JtXZULmsBGi6h/rdB7bQ6k0O3tD0fMKGz3R6Bvpy+DcOUkADoTI9Gy22wzGS4Xa6+1/rO9au/N3h180XgcI1HWpwvKG/Lv+VqxGDwbQMmh2IkVcLBXRIvAK5NxkG+GrK/bTb1waZwD1LrCxyIO/4mqas1/qzntfClGg4iCdSjW63l1Y2+a8aInngXys2p1IFYvT3lbPmyxcWUhyzhxGtgcLXsYrx3CwMCQwOHSvGjubi88mSfK02mBvftIrhXXvACovyIuUwKqA4Wo7uItBsG41iFluj09Fquh5onBloeDmkty66oGW2qsa/UwmVaM/Gh5yAPXu/oftcXpm54ENlacXn5xwp+z5wuUQo8aCD9LoV4kmikvfOLuqORN2soail8Zs5F7u1KoHmse6tw8SET4G5Ed3twHMtdis+dzLwjfJFVeT/M3ennBOAAEES5gpDPgYc7RfVCtdeD4EoZn56MZCLvfyqqpW1YGWf6wT7KFvZHu7SvMjs2KmmXcfl71zbU8ts4YGV/YhgfglD8fl5J7Z0ncyS000xOwtNtjktMelFx1anbQhe1wzkXMOPGgDWRcSaYevVptAbw7SMV8muAqGnsPTTuO91jLuJPqAZVkvdbrzhalu7Sx5sfwxKbV2biqEhZnVzVmyIVbfzFcP+F0rLXJaKhWLG2gPEjGDkwg1ts9Ia+FH2xHPLK7IN6EXVrwvHcoyF8bD9QwYbD/37vz49nsB2Cd61KrNY51eUIpKpVKxWPS8lzqNvnlzetesHC8HEkgFMlcQpJnyWfTNGBy6QX2p/rEbZsTWqb8771k21rdfpFbKOMjuZVd8waIUE88W0Z6zUCCB8NU3vPJLsJAjwiyLd3Q5+erS9/17V6TkM1c4t82vu3YD5xZSikg7CBCcOnRqVXxTq9rU9rtKFLXjBR6mELk5nGSm/fNELBljRdp8a9+/fslE/NPdux47vvLZxHh7Tt4s1g4PZrT0PsPnnYjOu2hFOE1NW6eKRW/SK0wWChO5i3NUDyyoRhQC2EopbB9QwzALly9EnkqloI51DtgPFd5detgFQn95zIgNkBwZnGo9tDrM7MQ9rRa8jQV3fe7iXC5frVZvbh6zEmG/DMjEPDlcTtuCKLH+ar2QK1lcIFHxB6Ya17WBb4y2gLXkgdoWTT/609Vh5hhhJ5sK5KAK2LaP1UEZGebUVMarDYD6PxrUbmyMvD4vU5l2Ikme6ukq8N6hxNOqezeyvWKlnM3NGEHWxraQP3BlYzXxZ4DUMjTXz+Wcm6t2s9n07wo6QakkNW1IdUy1bE4AS8Us9YsT8Md/DPxXqACJ0IXphX2oQU2uJ71ckCWlsnjzSz89szrEAFV7wy3SOeCThg7vIS5ySazEtuXDUlkjtezd+UH/2IzDSuVFrB5zNxkgN/OJ9YyHyAB8/99sYIUuQyvDIHfw/Wsf32510lyHIv60x/reuplMxlbXYS/ZYxOIKh9/29lf72ED3oHaxK8vCa4As6XW3BaATUakN9ABjHIYIvyTq0OMfkLf+okVlG6YLRaLRbzpyUIhf2D5e/nZXwNg+7mA9AT8WgXuG9PqAOuRRqty82XRnTNJKgPdP3ZUTBI/F3xtdTKtCC4R4aVmJirqtHVp4cokh3P402rinSObtj9sp5k++wn/lY+5pZXpGXh7uv7LfrT4HiufVqVKIQIgWdgdfbixKsTA19I3Hy4VvcnJgnELF+dyead6YMMg3RypY1cC+3yG39xouxelZ3PN8kLWH7l536ZnC1v3HFcArxp7ikpdxOtUPRzZTF4MDsaqpmuxV3Anche/fM6pquqBpk/fXMP43g2QZORS2RClMS7nmMJugf2L6iZn/74KJJNLHfRSkP/Nvl/tfEy2V4XYy0Wv4A7W60IO5ei1zoEmdCAKX60+mw3JbHn/mv6fTXS92XLitvP96Nnvh633SwBrZNcG1P02NDn2uLNq64Ghe6mICiZX9W3MmsRKJbTZdhq23d1M2mACe2gudN1vX/WpH/j32sA3M6a02VpjWe87RSIt7IfqIrt5Fli3eekVnefbnSuA39KymySOvaYTnAjeE5RKpVKxuLfRz95bDQcmDCXHyoBjy/QWAgz810ss+xh2L8xNWNYlL9k0/pTsLlKZ1SRiAdCjhmqZ0oFjQbSnVIpKcbFY9Dwp0pg/kd5GAsfSBxi4olxopHHb3sz5d4zLhxWc0l0AFzVyuADcqe8++fx9KpZD4p6mpm85drw0GxeLW4u7Pc8rFBZle1j9XAE+QknAgE2y/fDLZ1IN5fJNyXnwxFQZn5GtSEGQOTkgWT/QXzMrvM4K4CJs3IEdzBZ37/a8K7009F2oxijCLLW57gPS7jYmtfI8345Z703dvi1JKmOyYzBcTbOzLBrvW/Gy88HIcFH0rVPSM4WCyRfSxuQHExGn90SlBU/sBFTK0WHR94cBBX90XrBzvaxGnyNgrNWZX335p8W1/2ZViCWa9htkeOnMxkIOLk5yjgLb7zvSVventXjHVd70z4aFmfcEDmAds1iKcbD278NKxIaChHPiFYYVmu28I8WqPPwQK/EeVbtqYSLLD04DXHr6E/PL5Z+UqllAon41ev25se4AyT5ICMLa6y3LSnv/uMulKGmh/cBfFWL5XiJ61PRt+azggZ+m8gxS+UIoMLYE7GMACQb7wZeEr8gi43Ix8A+/sqd0y5+edtM7rus/vNRjNoKlSGX3e0kSD4LxKrYvBN1LZfcy9/TFzoEvQrI5IFJQHHwkGXGesckxAL0n/Fd2077V6Yq9JapMfCKeGLZoGXRfmlSS73pDhEZSd4Szb3f/hs+o1WHW0soxosuBuyiV9gQn+keLxaInvmWmG5Ck/g9fjl/hfsB2kxRhI8+/IQ+UjqL4uW76f8vsxV/36+G2zStcswI4tQFtLVvcFZWKxTecNs94nrex4KKVgrRGkMHPdHRlYaMciFJRcPrPLcuy3nfDP/Bnvz+q2WCmrodsfl2q4yLstU/k2xtXepuVYEuUNGJVi6PZoueJGOqFgptblx+Ie8ASwzcWRqYNCoyFNtHJ1BoauwD/9c+nrQ996hNDzW6bJ4/lZfEspLEa44LijWsarmJ1ILtG9BL3p/G0Vyi4UJjPzeWcA/Q3PPXBc4a6igQ74Wf00a8Fygb+ZsXqCvVNcnDsa+5S5Hgw+vRW+xyV54WgpWUXAk8Ucrk8hYvCqlM9cCwOs5x+BbaUcCDBUQcASsnAa5Swga6znDPdliQm0fMugLWkvogUGxdfm2HfilVADdUyM+23rc+pqrIiUW42m8cC1bZ8BE+SbTPwR/f8q7IrUr657pynlMCCcH+SJMnSkRZLA76hbzh5SK4KL/shd0BNq9vn89WWjw1/0Ol0gpJsxFtYJJ9qPX4wusCwXh5+iRTYgKtXSD61+/cBVI8DWfZgemFEMnfT9LFnDq0KM4zo4w6STU7V7p7wnQW5PiqVSsVE9PMqVYeNGWl1CmwY4+jxfmvzubaNSetJIKk9MnxEirsNXHNFX9TKq9M3LS3DRREZ2W0es6Kd+UHltXGxWPQ2ytDaR+KP7r4k8luAnz5JnFHn3hDCuGJZ1j63dj4GZ5uH17vv+daqMAPaWnY1mzvHS7PSxbxVe97GAqodU+Gj2duKTKvzMcCG54JD6ZyF1yXJbROWUqlZJIWNM0B1k+UMz2EwJD6WlV8nVpMmCdBWCtWKVVCa3bpbiL7eXygU3JxFo29G+/soWeMuiU3CvztbypRu34NSZCqVJPnj0Qn9jpUk3+CaMRIbZH8TFOcZ/Z4P1iTugFrPRMVpYVw/jJNcLperqkSEWnkAKvVvHUvHG+w3zwVXZ7LGymrQQXgDe32WaFf216l86ifBV1aJWdWIfuJ29VFPFCag3TOnqtWq7RrZHiRfzO4oGZO3LJydG1OqkbiLl1xklXwSemflcIADYA1WiJt4mXlbVDqwSszyWoZGtAa6sD5Xg0ZXB3azeZevVaNvZD5732AUZ2DDr9juhnQ1jeBUxO3XWrblrj82PJzOFy2rUuiv8LBjImcXL1olZsSqrWUtMkm+2lKJaA2wOp3o+kEiQq0+lUWOiyAdbGGIdkCchhdouaJhR8MBN4hxUEubzQX4YfV9l4rVItajEVdce02t2uw2jKz1NzRK0ayMjPSt5Jy7qDRpzUT9lGoU1ddyy/nTc0mYfP70foXw8ylSavwGU3a74M+sErVuQs+Iw5c/0uz09mvlhsTFo5KTWh2MjQRtgwzEkqWg8b/0d7+XYmbR8JffzeFSZpr7KsE2NV6ySA0tXJa7Wk8FsmVEV8ua1elEikEi/IH2PK/ZHiT0RxVwl8CgPjvQ7XSf3bEoxAr3FMBQq3RU1qvLxkWaJIrVzOowo6Zli4oLpdmtMjKy1t9XKLy6+rK+mTk8ADDnWHySK8oFNz2bjpb/cq7d/ZLqsSf/lbv2NtDLl9KO4F3mW2c+768SMzdWtQGCUnF6kpO64oYzuZyTPxhq8hFLir/M7u/u2344dyjl6HnO61SbnPq43HaFdfOYCTcYfXrI2cuqUhEBLhG9xO0vyKDoTbq0B0a0E6eqJqQfq8ZJDWCfY43an3fIQrIHfGYiUVts93cPjX6WwMyG49n/jfaaMS5c/ueF9odWi5rsIg7HanpjYSJnu33tN9wDzQcmSxt6ifDjUbVlNRwf7QdNkHL0KLFmqXxz8Zk7/+PoeD6UJElDPBrhcO5m/+m15VzjHawOXNVakDUr2eLm1lWlCuNERHd12tPJIdvIgxFwwEjJsL02QBJbM5mHv2vEm1d+30Yq1C0V7rJt1C+pHWuFteIF54NFDeX2MTlHNRdF2zLyJCVuCmSoKxwGMr/TQ0Nj2jPsPnUq4+gtLR+SK9z1eEUgBahl1n+V8IChq1aHWZS4pxMRmm3VA82O8ht9zddOyTV9X7UHiDykHnCQQ8bZ2Ffvbhty9Fjdecw6D9yHM96kHJwxadtR9+jrW6vEDETXyJ261jzWiaxEhAPVuH+DE95Fo78gh3rskDv5gP3VXGvjtSlH39Ibk/eXoFcdL00QpOqwgZc9lBsUX7SaXQYTC9LRyh1gBaWj243cGSVwaX7++kSEccVNB8kMKSUxbu9/Owc3VDIdvWs2q9cnyeeTzyfRR4oTk2VHgPA2nIRRKXwLlXlRjj0py2lN8FVAHtUeJPSdoFT0Wjpxu2bmCePWIyPblplROOcG2/NRW5BSDa1aWu50YYYZJm6Zjzq3PvdUkjwViHZWuSEzuqlUx6d08+HXiVViRkyjb2ZCHRU9iJV4VKtPkHgzWjX6+hPpGD9Ib6d8iBoQxOkJKFKL1beOyXPveVYqIpzzg+Cusl602PAS9BIRaNXm3R7raz0jG4NEqCev9QeJCAcAB8YmTWKjtHntmZRq9BK3l3xCNQ/BskWKPg4pxVDLBQ6xWqwA54ChNaDxfV24NE9XV4iMXK9no76R7Wgos2daNha46tP6UJjatm0jbCNI3mNZ1p7RwaxO36X9FCG1pG9iUARJvOCvEjP7sJa1KBHON3LmZloDRFerOwbPEOqMO+3DH0XSJEAiblrXTjn6YS0Pa3nb8mf1Pv4PBwbZ5+FyDtGbN7t7wSoxY0NccbtGdnLOgWNurW/ko4NE9APacSL89J7SDwQSMD4Gs+O+tY0RR6/FFVecW6TUiYBzXaw28KnpQriK6k8Z9IxoadV2DvjBJjdM5f/Q913LyNqpkSkfF7AldsSBcI1I7f3uIHF7RuT8ym292ya+GVxHVGBmAxu6IwFjGXbbLu/MtV+81uoQushaTKN77LEPI9qnExFq/E9889C3dcUNUBxIbY73ki3KGqsGqZVK9BFdLe+2VIPSFv+io9uejSpzgREy2+sqe4YDEPFT6/1rG5cqVgUWrbMVt5eI/YF6k5EN28g26rPv82V7gFg31FDSwUO7og4eSX0kgZGtgVKnEP1ENvqJDAynLEb6g8rcHXuz6/wdnEcenx9qPSO6RkalojddEaGmMcDMoOgb6Ssw9qjgtg3wY2YHpc+ojKOrGonbXZThQkK4QFsrPzbXXD+6eypEKUj3gyY6sVrMnnFtZEsji557k5HtuCIeT3Z/dzONUKs7QCnkTjH2phOVD/avflXG0QeJ2zeipfHjfcKPVeM0jcf1XgUuzhLFyD601DcWjn59tVMGh8+qWqyOeoV8X9M4Y2iZDx4iEe3TyWR60yYMrcgG2/wXxxvq6H1EqGUtVrWeljUrEd1EOANYCr4czpkBtj80F3urlc/YN1PrJW6PvYWcFcYVEWq/ttgFIxtdIwEbTJC9uQX0vuqcKgx19NBIP664vWRLN664fSNbRrazEEkNCgedRnb1Dbz0ySv2mMZqMTurXNuIk8mWnDNLz0g/xo0fCYKzFRz9UQXnOaV32teTcXTpa3Uw3aetnhGhVmjVCI+ToaYYxXu7Nvil7X81IVaL2bUJoZa+ucY58Eyxq6n1EvHMx2/we2am/dxx0JlSJxnaHLeTCTUUVW2QiC6ypVWtq2V7QG2QCP/R0d0VjHkRuWp/fvVH0zYzMlY1PefcdUi24sqWrpFBcVrZWjWifw+OQsphnkCS1hqMfjri6H1D66yqDRK3FatGlGzpGzlmu1LL/iBQK4UFrAxCs6GXuAPoIGs9Q+us8m++rBTGiVh8LWCbYcNeFBC53zBHO8eHHD3QsmYlbt+IWi8RXSNDnQYgukC2oAJShdpNmF0TrBYzBhXRNSJygIp7Usu8xSfaG1S7Z+ShdITvL/OLzWkvsx4c1rIVV9zIiFBvc7tGOpr2IKWz0ZISHQiyas1h5f3RqvmmiQwtLU/yq3kL4aMa/cSBpNHVauTvFWMXJFfctL4xk3L0ON3/SD/eJ1patWPV6C/IbPU0VLViSUvf8vUH8+EbV4sZXS3zsfL1fRfbRuYHiQjNhtm4JJzB4ksBDJJMpsUHzPb78jOZjt5L6GrZ0qrW0zI/oNFLRJjGk7rAuapwfPsTlbZgleC2YtXocXCAqGrVeNzItt70m2cOyXb/bEJqpUKMa8L7Q2eoo3fNTCtWtdOJa8eVRj8RXUN7MI7PSBN2bXhO3Og0VotY6hbuJkTAIBGOrjROmYlQqUZ4uw84ymbUJl1i8wny2veHmjA1K9liG3G4hwiNbGm/0U8AorRu/tiDIr4tt6+kBD4fuF1Dy4iukbW+ke0B4otP1NrXJmI+tfWO/E7pc1xF/FyQngBZiytu3xBqWesa2daqNkgIR4kramgNVcMXw0SrjYwjd6ilZV5LR6tMbtxWvdFpCCPrW9L7AwiVxSAbTLI7+nCaj/6Q2zPisJbtWLktrRpx4vaNaP9kOFNqKAUBxrgq8h/UR7+26jmTtVg1YrXzdCLag0SE+o82bAe0epX0AQ4YCDAShLIgemZf4fCbsvq0oqtlbaAavUTkBwlnjAiQDca7mA2xtG1Igs/e5DVWi5iTuL0EK3FtI1XfyPbglICIQXJ8aVCqO80osHnFA3O1X0jr0xrZQhElomtko29EiHxUV0Q/O5jOCDOVyh7tD18RrReKVYIRXTPzOCLUlXQ5DwUP6qNB36R5904qyNo+qGgbuHs6a7dYGUendjpxu0a2dCICLdtaqdNGhq5KcLKNNgQXFMXtf7V6TZgHZEvTMrI9MKI9SETw56XPDrQfajcbsHScXAD3/fBMqqEUK65tZlqaWryPFqoxSNyuVm2wWAcopcc1FMXG/TVn2Xl9IbCp1GKFVo1Iy0bfyBZXO2/cotqnz7+DsiBih5k5mZ7NY4hQq1qs3J6WtUEi+mamNaBB5A8lx2UuHnkRsV61P4B/Me4ZaoNEnIwrItQcjMVrwpfMuN1oGVKjT6UHFqOvpfTs8QXZjhO3l9Adkg9q/UQseamWEDOgeAb1g+P+KhGz+ogg2dI3tHsGP67w05f5eW47JMmE/6X8AJVg4GfiYhYZ58RK9YzomplWz8yEWrbjihsaQOKO0BLZkyL8sPLzwR8Gq8QMR8uWkaGWDVvLWs+IPBCrbYIl8irG5syt9D1SPSBvJe5JncmNtAeqYZmZtpZZo0atQC95q1219esPXufsXi1i1GJV07QHFXEY5dpagjp7prHv+oyUp5xgWHDVJrmi+uqZjKNHZsZnJDf2E9HXNGKlXEb2s3EwFz1Rffcqyz8BRIkbq0aUChqHUWd/+tCVzn7NUJNbxuoM5pfvRvkZR9fUBrhRKjcGRoZU6CXDMkNqrAGCMfAd9YEL4ZuxZUQvEbam0V+Q+QGFzjfk3fLUECOVtp5K0m73Nj3looa27bji9hdFN5UbW1q1B0Z0zQr+KmwiHCFhlZkLACe1PGnkV+KKOBxXGn1+rv0Hf9oQAS6+DIYGl6Xj9gqiHwyrwNZ6RoTIFvtES5OPafS1bGkaSB4CHDRsBkdhbBcwC1GwasSkHytfK9UzstZDhAOnsd0WgRMZlgmzlkhNVSp5N08ONeGulm2tDp7WsjaoNM4kIoxVLY4Wt/mRBQrtQIJI9TsWg3kugKNT61GLE7erlWsbuTO2BSBtWDH8mcjcEh4easJOrBqnh+RMhEa2e4l7Zh394+6o4F0wtLur75c+dQEcnUtcO3F7CCd1ULs9EzxoAvIu5yRNBOmf9XptfnOEDUzLdi+ha0TLMiJE+ppG14gQOCsTQA9XM40rdK4Wd6wXq8YMERpx0sidkZHtQSK6e0uf1R+eGR+x5FywoHTTmutJT2xcaXTNjKNl7XFkW6taXBEtLds6guMWpMQ2EcPyyWz8ZecCODrS19LXyu2m9kZnUHRuepPyAXaODUuyf+z7GPYstcgUJtc5S2OQcMbIWqwagwlYTDFwRsoqqA0blLoAA7erarGqDQaiNUgItWofv/TyO7wkDaJKC1HF2XQBsP+H8OXMW70gazGN3qLYeaZC37ihrmyxEiKuTjuwoVmKdY8gRj3nr3rKrMTtJW4fWeubmfaAxtrCtbdchB8NycXI85q9u9LX2wz5pttLRBfpBkaEeqY9MDxuRDfZ+bvpHnMYj6WKoooX/UdWCzkjukaEZHJjIvJ54mfGrFwZhgkZH50dFG8/hA0m30tEd0G2dEU4WvqxUhGypWXL4MTgjDtfDS7Fkw++LfxxsGrUtGxp6Q+M8OOE0EgVs/ekBDL2ZGcnIDO7VH6hv2kmjSZ0uwuyhaoNFmQ7Vgd7iWtrVUPltbqbr6Z335tG4SuIlP7a8bn26irMADizqharWh9Z6xmBVvQ/v+Vry16sCGCl2i/mreHLVEppRQtVi3H7KNVLRNeIwwPc0zQGNAZpUepl8GDjb9c2xKox428St5e4oa64XS13DpKz3zNrG2nvcX+F4e4nJKT7RuYHiXsmEWGcbOka6SBr/UVhL4p+kppw0DhsBpQCl0vF5atHC+wuIjDCHxjRiitu31zZ/uCalepzZC9r2RtQqQ+FxpDwp+xcV9wQGWoZmixiyAFGRZUUPGmiH64etXVGrtWy1kfme4hQ5xpTw85FK/k7DsBP/TRm7yECpK+V6mpqMY2BEW2t2rHytfKRjJYzEz4i5vXR5uoxc7VqxxU3PKsatpH+oCqEDtQoX9UeRmcH6R9F1An2Y4NtRGpv3PJoSj4e17IxILXf1JYnxCuAq45/6ibv9lUjZhGjeka0e4kItar1ZwisD88AaZ+dZZKjBcYcbX94U8Y3D/YSNzKykdobnbgi+omwExHhHvdJxSBryDeVXbn83gvhm1EvcbtaNrpGtk8nbkAw//5rUpR8Mi8igBCQwDPaa7zJz/gmXSO6ukLXyEe1avcMoZGh4WQisrpAThqb2QCU88Zru3mpVo2ZOmlEK66IllaNrhHOZaXPHH6V8sdGLAsXaAzWCy91E1hGtLRsxUa0tFIxyta+r1Vby/aCbAyp7HMM9eG2UNXzlIMXAl/LWi9VAxwt2/HVm/OWO7pegZ8ASRCkuVlvzMuL0jW+Q8s8qftkkLi9ZEsYUxvQiJWKK2aIg8IZagMuxIdWj1hci5Vra9XoG/xYNR73JEkihz/bULRY4uhnQnjGHfLNxunEzeTGbio39hPRS9xemli6jNSqmMqdZ6LVY7bN7SUiHCQi1LLWS8S6gorDPeens4usnF8NP7Me5K0E24jUfSJbmkbXzARGdo3oIkENPfwZTP/0wV8LV5Unn8KCsI30IyPbqZ8Ckt1fP3R+KEqASwLO7A+C9r0p33zciFDLmq1lO1Y1KjiallYtLVuZ+3CZXePB00F+51vk6lGThzW1bqqkOFrBvsLtmSobLGu9CUDiOaXbMwtyS/vtuOKGqEYvcXNG7IxVbUAtVrUBztDhmkGkLr7+fTe7r1erRkyoWlzZ4gwSt6tpD4h/+sDcmPlt/EYS4G3B1cLHBpv8gEYPsfN0IrpGtPU2t5e4USbw6aWLszV1+OVVY5XOgtszsh0ZkbqOFjr/gpRpKQYBCtpoRnzzZXM7PTnkm6m90e0aWlr6AyXWIrpG2IiQTPhJKW02CZjoGblqxFxEVyeqi0xdRxfvLOP7gG3J4VSlaiM+sGftlgIWNphEdA0tXRGt1PvaX5CHFmQLGRrZHu39zAgPECzqo+fWCX4ByBvZitWW1tmK2zWyddZxncGMAkaLkSl3AVhZi5N0nxnZ0rI2MJJBxe0lbhCrGqp2Vu3USsXDaWK4mmqx9MRNl6wy3wmAvarWM7JmIVqa2hmE7j8jAFaspFkyQeqywNbUYuX2tapFCNuIRy3cQeJauINkSyRBOTyRXuUCnCqqO9zVVjICnDhxT+qK2zcyH1dcCD7DmyTuSlUEE0Df/eznt2CDkRW3l4hgkLhdIw9pqfqJ6BsRJaJvZOBAdbk5dPslr3HOrfDygvA/jPAHiFBXGmeMCC9TSegpzjFPYWVuscLAC/ZtwwYGiK6RrciI1ll1S1xxQyMPa3nSyFCrX4Uhw9SkMciOK2uOXD1idqBlvr8g2wNEoGU7fr2z01pB0M5eNukX2ltSHlA2sqWpdbWs9RLXMqKtVR7V1qo9gKVUrOG85fPEq/cJA+tQjTBWjb6hhWo8/gp71EyecXqWpstH78s3Xh1hg77irKoNKlsejStu14i+lmpAY4Aa0IgSO0VpeEQNEMfcuXh89YhZ7ulEtK1EhNqvDRLhMMPJiiQ6V0MRAKxprxGk/oC8lbh9I1XPiJaWYazcfiL6iRsldBckAHo8NlSf+Xzh1NHVYwa2kY2+kX6cuH1DjX2n2o+NF/tJIUgxrbrwlKtswO0bEejE7WqZh3ZvUYRGhmbmJKLF/rHrhsnQ4Yeu614IYqXDZyuEWh08Y8RhLQn1E7dfP3pPyGZLZN9EOng0y3cKtWzF+0QrVo2BaqRmvramvSAPnmbMU6FTUvuPO6+q7lhltRQA4lrPCD9ORKhlPlbKvmm9kEQsBQMFY6Mr7x6UXqGwIZY+6mAvlZ36iXBi1RjKjdgjjSkFF7Bd286/aN/qMZAuyIM9g49q9JKz7TuQo8Uco0fpCXjZJ/vF/Q1sQNUGCV0qbtfIwMi2lZDKjZYRQRbdohma6wExeQFoAQknz1ZSV2Ui7IUrb3fyY3tfDUcF6T6zCC8Vt2BDL9nSN6J12oiWVi2tGo8bERppG9FHtgC0g8NYBYTgKYrRBWC2UbR7JrWgGxnGOUHsq3MHSSvbaP1cviBT7pT6qW0tazG1VIvwdRqXWan5y907Bijc/cS+O0+uNjwacKXqpo6dUNNeg2TNUzOjX9VQdxJBBKDWXp9XZ7EBLf244oaxctM4nHasarGqofIDE0sg9e4Ew1v9SB94YJUtFzgLYFVcJ1ZuV0s/Vo1I+ZecPT/x4djSRxGnPpQwVjXLiLa1KLpGhFo2eonbwx3Q6OsnAJwsPyCbvPiyzf8ysUqrewSQpAp6C3Wwl4hw/390xdYDfrTE0WOWNa0L+n6qB/QSt69lo6/lFVq2BxVhG9FNRD8RYd5d4Vlvc+V96xqrwwyAvJYN28jaIKFrZDv+8c4NQyEqOD8J05i7v/eUxAa/a8ThuCJCVDFlbmHq9zNyfsQ/NIghi/IBW6ymfcAQZivisCaNWFS3fXtrVWCykmxiNMgCpAXJWa/9IbAh39IybxnZHiT0EhFq349VTau2Vg0vApReLgXF+A9m8X8vCq8CcHpG1gYVEWpZGySb85vt4CkU2KOiJCNIQO3H3ZrKGrW40uhr1UjVYH/AwV7iDmgMkkmBPFeng4UzwWcXS6vDLD11X9DK7RvZTumGiyk9qiSAz/I6HT5w832vVqkP5Ta3hwhT3tFK/dRdI/oJkZkevypI/7gQfviK2dWWTQSwnTgRoVaNHiLUiqcWi3fAyBGQQULKrRbTkMrUv2lk6uNWtVRubGkZmpkumYdTL7cfvHznm+z7vAvAjHzPSH+4/5Po0VltHTqnrW0GFlCCEy42TNLSqpHJjT0jfE0tVm2tWmf/OjsBDs7IIBLhut6x8EL4puWe1NT6ZqalVaO3EN9xx2WZ7pQfe2ULXD+BV8WLQbuETaL9WpzgpHJjV8vaoOJaNGJq/Xw6x45eNmc2F5G/ABYAkT+ouKFWtTjh5OC5zc7QRiXJEITRdnnmzoXSHT42TCVuz4idqdzYouL2Ef2EXrLFcc97hg2YKCG+EKKBqkVG+DHuGSP8/ptkDXXv+O9LN7OAt0XbNgfYEBlxUm9zu1rWULWBEYGRoRFdIxci3JEXJtWEI4CjP93mjSccvSg863a1rJ1J7VQodQsPyfNE2iEszIUbpI+N6eo0vjGuuIPEfVynlnfZ0tzlE8llV7kGWPSCJ992IT5+pGjFyg3SSOdQVX7m2ScjYGVPhbX23S9TYEMrVrVe6nrpG9GK1cEBjVjVUAfOL1nnAtH6r5Fbbb0gABZkrZeIllY1C9H+3/624IPKj1ipkF6Ejchq+uatxO3qittFBiPBtpe4pxMeSomydkY8wMZV1+Tv/W/V1RUZy0BUXHtB1gaJ+7iRjZ/87/zOrHLZ6ByNbEEuDkGURkW4fSNaA0RLq1ZccbuG0MguomtgFBw/BgpHXv68u2RFuMiIEOX2zYxztiLye252xfJ2uKM3TwBz98mHSthocUjLWt/I2oBaz4gWsq1Va0G2tJAOVuZG15bASaUajf/kheAFaNkeLIpA07aMdN+MCCzpMpauoCMIRIQVoTVfexJskNW44h7Wyu0nro2snVVqQC1W+fi4D5KhTTtIO+9EfFXPPETpQhDLx6rxuJaPxqrR10pggnlMBMTDEN/hGkgwA6/xPoUNakMPkR8sisNmJtQVt5e4/cS1aETZRUqj73RE1nnHVd7glLf36gvBLLES4cRKpTZuHtR3f0plhztIUU8nDnyXpL9eXBthM0joLshGpGVNq50DI7pmJjSin4hOBDwEex3hZFXGAGzK8sD9Gy8EM8qGtpW4XSPbfRNcPNCXH/JHP0aQjLXfWVtdJy9PfSiiFVfoxsqNcftaOlr5Wh428qGlvshDYaUB7OsfvmTz4+6FIOYc1n4jlRsbjo6q5cuuHW4xAUA8litp3Z2VaOOsrPWMaPUSegkBqh2npQ7VUnOpgGXCZ96V1QsJ2MDOxyN7y6Hnepcf3qDGbu2SLiS4SMDV/pfBpo9yu9o/2DWia2YeTePJLdzBWK/fEURAySUPF1BwGHB7hnaMGxmpIvdYjXNqNVopUhF+BKeeu76hUk1YOKmW2dLDePJ+QpbBmEA6XwGkpM1O4tj/o1UWNM1AdHXqo9SVfPhaOLVtZtnvOWep8Guy+3hyuY8N3QXZjoxsp1UADmdyo+iOnq0JAp3WknUBzG+emX/9BXh3wApagwpdI1sDU2rHyezTzaEXUQAQ62g4NsB13n3tDDa0QJ2MjjZ6idsHpVUtVju13xoE2VhHI8b2mdGN8I/yaw5dCGqlWmRES6taX9P49jW7fTUmEUQw3GKAWLy5nXL0MD+ouHzqa6JrRLiwbcMgca3EHVDr3wkgCZby5FU6A7mdcsenLgSxTAwaJG4QVwRP1Gu/vJR5NqSy/lB+SO61ABsafTPzVcXxVioNRUY8jogSN8jGCwfGpG3c7zvu5k9ckEwLohUrt29Eq2fkS8ltEYOl31yAKJszF8chqRzCJidCnewlf/Zgmrx2UkvHyC7CqZ7/gBJQkheGFMCbZa2XiFDLg12t3A84BJY/+jEaHxmhCX566N9j81Ppx4pNz35c9BK3Cz6qrVXLjBVTHelOCgCzzAixKkjFID+u0IoRkuAfhncKzkUN85NSx4CNptYzVkCJrhGtU6o2oDGgpiuNpcEOGfloAI3v6rt/uG/1Oa8AlhGHUbWeEbVeAouldJsuE4x9AAlJqdjeW8LmWMXtahvWHW9pWXs6cR9PRJS4AwRcv4RYCgpgzZTXfODPLwgzkPk4cbtauvZC8M/xs5er7HsxXlABfIK1X/Aar0uwsY1oxetgTVyLK65vhGNk14i+keCPgpad9J8IwH588fbAvaAj8JRWjZ6ZceKKODyIquVrrh3j6IpldhPLWS/SyDgt81EJuN/tGZHXsq1VS8tQq9TjngTgkeUjqfRSV3zgws5m8XQiupq2tSBr/T3i8C+o4S8ZSnr0D9TyPjY21bjS6ChAiK6WjVg1Ymqxao+OtRi7CICodkHsHID3GtmKK40+yg1o5hmJFk8QZPRMDh8Xwz842OR7RvgALk5cwUpED9ei0U8CyDZ+MHwxBUTuhXmdAJyWJg1ATkRLWWkl9CGoc4Jc9p6Sn/qj1I8uDwDkkT0j+kaeTMTjiQjNuDMi3Wcp30zufC749IVhZufjimsb2e4bWUPFP31wWHdUgBuNaXcuyYfWPJVKjqGurANYG2zoahlq2gbHSP/scrNZAqgS4Jq3RaUrZi/IfICb5tI2Qq3cm7+6u/PE2G/RuEAUsZAPP3TtXdi47YFxAaxnhBOrdqzUWb+tqaVraIFecgspAJ0Lr97+LBcGaSAh7UEiXhoU2jeO64pjZE0S8ImdW1UFO0lUPyMpH5PtHqlhuzGouI+nYy0UWVKFBiKwbt65UR26QMxSvjnT6BupPjjX2D6O2TIhUqyxt2wGbCbdQEsAppXqJnSN6C6Kvpn5h9AFSKhmJ2Aoc3zfcldd/SwDK0r5ZoVQK/ctjhDLnYjjkrND4KKw0TOtOMVfJG7LzLS0bCEDTV6dZXmRuWw1rwHMcxdG0J51bSPbsREZNfrxKMICxp/igzbRM0mauVBLx+DuEzWtarGqadWKVQMvnRo9vEVGNR66qDNRXa0TZfhEEWpUT8tGP8EsBtc9/1Cjj/5w3xZsU6y4nfSr/APb3EHi9tJqgotCmiFTOsfkyHm2jheFjbIdV9wuFREunHpX/OErFJxbUT6buOQmr/nAfmyGhBaczj7RN6JLWk1QtpMPL08OcwAXg0ZgXZAigKUaPSNaAyP9gXbKb9oOZOEs8IplfHMthdv/JcGmq1NCC/b3kUHmPhEt1GfpBy5wjqMC4PoLnrVEnNSy9rim1r/n8sNeerYjAFREXpMdAxfrMzlRBptWPOQUFlq1YlXTyk+dpIrwh6NAJZEOioAF2s9XBPJ5wdBGuU5ccYOnj+UvYsvol6EbJR7+U3OkQ8o3hzOiYmo93AEHU2fHJEyuJLxaQHJhqzmhpRosinbPiNYpeGasOkGg3CXutDMKQPsabO0uKZbX9BK3m4h+Qg8RaPYrcAn0UBMeWly0ujCJFsjHFfdxLRtdLWv2tnjtvggY2ml/nA4Zjv3UYOYzFjaiNVDZV68/aUTLEBphG/loXBETJPsBguVi7YrFpl8YnD1GOHFFtOKK+1+e3H3qAQVEbnoje0zWcEVS6D/9mgQbme8Pv8/v1DKvpa/lYa0aPSMJiBAjK62DAgUJDXIXiJqtZdsyaYpAqXBsmZnXBbJ95keY68Lf3N7AptIYVfNbS6wagzShJaGrVWNNcBYye+gQ1IWVf8rgcKwafZ24XWR+61zj4USN+ixmWA3nR1d3sr+BjRGjOACLXiL6aXyjEa04EaG7nBgqXNQaXDAXxp3sfC8hjPcJRyv3NY5w8Ed0R0XLhlq2exEWtqVlzR1+OdtN3SdpWZeeke0zwfC38UMq4bkLQgzL7ZqZdg/ZHiAMPGDBeV1FUlgLz6T5TsPCbcB0SysfnNRJ2tWqEV68LDImjepXF2g6AMDRqtHVqtFf5Gl9/NM2gIsQyxGUgInWbpvBjmOzFCNi8jE1LduaRi9dznbmP3eGmEFhUX2LldwfLwhRO05Ea5CIUB//1k1/KNJGC+lv6Z8YkD6B1kdPPwk2vUw6A9jU6CXuKdUYpLEyPSNZrkIB9LMojAuDNEuyb6Q/4MB98q0KiDIhyB3tfl8iFgeer8vYdDPpDMAVXSM6ieinsTJdrRrReDVH1IX5Tsbg2S1dnbihptb/w83hxv2HWJIdo2Vn01HrG1822HZrzB+Yp6Xl2gVCLWuWEa1BIu4ermSHJS6+aZWdJMfgGlqDfcIfVNzwFaMzF42PSOkZ2PetEyLBptZd2oBOUItVO/b9QcXtI2uRkX82dq1WWa+eiEMXipmWtb6Wtb6Z8ZWaZaT4BqMR+awasvVD5JNg446VxrWfcXs0LA72EYd1xe2erQjG5UYFsIHkVy8kMA6AzRU3iCtbAq1qccX76S/RZAy1Yfpaqjtqfx7sH4mdp0aXW7Oiu0g/ITSydtqIR3vnU5wI3LGtuVpIExB4NMb92INv6zzhZ3cWoxExpHFLs4PgUwqbh9wTS9e/WbaYCY3wNW4XqWw9zZi4rQB3Xz+/sCG6UMyMliozvb/0iVx7sEkxaqA0HOMDkOzuf/hysC2zzEI0khsrwtEVN0SN6plk94hsIvb+0YViRlzZkJne1Y3Vxn3jP7kA5JGpr64QvvHau7BtZsb4/ibcmLSsS1oP4/RQR0m5U/p6Dod+80IRm7CMqEVGOFq52xFpY7yM0i7fMnquLZTC5uySuxDcj2d5MYc1jb6WjS5kdVaDIflw+/8fCC35PtJNy3EJCNL2LEAgUH3SeQvAd7GchgvYROMGo/wDMg0nYVARYVwRzllgGOme7jMsHy5cqg11RbTiSqOfBF/Vd7/r3J8jQEAcsdYWEf83drhmvB/S2kC1tHRidTAy0u8Z2Y7SH9LpSm2ObJEXTs+cnafTFIFwIbrzJq4Ypawt18LyBJjg5DaJTaDHQ0xOU4vVzl4iulrVulo1nh79NoqMy104XmC7XZ2koV4x911iq5WHSRet782b3jKtDqCZuL3E7RpacbKlNUjEudEPCvOqmmudVwf7RUE48T4RatU489LfDTfIz2VfB8FwzjLuJMwgPvarFWxqy6mpEV0jHC1rZ4zM941c6hMQkKkB9t+vE3LiQjELUrkxIXztqG+bmz1z6QlEJP2fb7wF7JzbHa9sc5mWraxciq40Al35CWS7TAzHWN+y3y7cC0TMIpUbjfADiE0W5pWaQ1NZI4uoWlvNCVKmMfCXbuDOqhqq0TOiHUNrYGRKaZdn1vEoFwwJrUFCoGUt3vapZx+oAESppyLT6mKRcvS7kQbss7IWjYVh54/hnk7oaqnOmJlaX5dGPwWg0gWQC+1QXChmHxK1KM1hPvPk24LO8EgGKw6et7D9itsdUz7WPr4ouukNAl1xw0GqP4+ERxWhmB6or6+2g8YItHRPpiHSTinXfv/oNbNOI5glCvHcoU+BbRnRGrvecrR0tMynJiXR7kvICIaA9Awk/zZ6c+PC/OhAXBHtQcXtapnfWr0XFEoZEMEhlY3IATEk74g+fLnAtrWsLbc4KT9Owx77WjY6IwuqCHBAKWyz8z9v2hxcqP60xshGZIQTK3cN0BkGFA4fbpOdNGPCa64F24nHtDpg7+nkYC8RrbhCOKiI7yYEIltMkQ3R1bYr775AxNiRpgi0e4mA4GcE5/YnIztni432q5TCzveMGPObcY2N6C7IWs9s8ftGft4Hh0A7WEv9e9e4qAvV6sAyshWrhm34qi59YngzAsYcAi5gv7xhkWDTRd4SLF3/+tDIVG+SBwNdidOa6874tvp+AmkI8YWAflynoe46uPOmq4WMoGHDmMkwJusYLdK+kq0weUW0dIP8Tq1qvSxNe2C2+hbLLSzKYE790+e9C91nojVIRNfIdvzM5fdtfNiGlPiLYMgE8gwVgrDSwKZm7VsWt+6eStxMDa5FHIJAEwAJw5YVRj/hRBcU6w5QyPeNbGnVONO3wotQ7rn+cwA3Bq2v//qD78GecLv62rG1WitOINLlrLhpHwnyQg/dHAplX0yhXd5+oXOWNAKtaoNEhFt89QyK4akUZNFKGZhB8faghI3wY7WMpzsLaXDVwIh2vBsgzsL2hga+m3KNEdtbPQhngNs3sm2BU5nJoiyB4QnIHONr+p74/QR7n6z2xmMcrMBPU0ZqkZaNx5SVkDrDhlUslLLvuLBAqhTycme0KEKtVJLc2X1wRMcCII2jyrCwr1gv32xh62RDYMZJbXSwtyhasXK7cQV/yWy2hEx0rndgdZC4XaQ/SNxv73vb154YdrkH0hPgDk10Vj6vhI0d7xO2jvylURW6WuZ7iWhZRjSctIQDWWkSFKiL8vp4OPYuqwPHiJZWB/tG5B+oNW406hyebkjrtYsA1JMG+4yWvxrng7FbCCdWja6Rtb6WmZ1YLJOCknhw9N89eKGYkXo/Qi0v6iTirclIqxDLhwUi/r7/rgTbiXF748vzRtm2FkVLV9ww/rhIE51CluUi7o6eu+iJC6UadqzcvpF+rMQRB91RLAmzdvYfbh4S7yWBo7DzVoVR8gSAVWn0kbWBEe3eWQmWOM/kUuhOitIFIgbHEhFoalYCOnhwmS9riKE2wMLbgg9ffgjbfdyI1ri8fbkRoa64fS0bacXFAEZaXTqk4rjygvVNHk/ZXt/AoPTZpe+DsTE2YNXab7pWYeOclbV4nKBp2jEijCu0/soffYcY5Us+ve7d+QuO2MBytKpZRhzWwYPR1VfISHMOPQOHGOw193rKwsan4kZPqdEdXKQ6Y2S7Z0StxvAo63FXty1i//YLtm/nBwmPa5mPo8p7N/6yveKYCCwHLkqCVKsTJ1x/9KMZZAV0tL/eBYYxjkPCpjEEZ4K84gLBjcwWJ1bqzE8Kj2Zi44+HzxztOh8CgmcM2Il7UstHxxe7b4RvJSIcLC6rJjkaEU2YU+GHV9dOeBxUV/ttK9kSeh3ylTRGZAzS7qiSxNOlH+6tYE8KP1aNcbYfpkH5OyM9UDhYgQOOgxBk8Vjr9j7g/3SbvFDMokdjGo8bOX+9y6kHJaT1nsfpmQYwg2LTD7C1rPUSoiXqlG/HlS2hxj1pvR3SVQyWXhxcBqI2nZHJC4FGLxGO5nZ/MT7xxBeAZZYzGyDKYyV9b/8/gk3F7Rrx10tkI2n0DO1BRfhxC8AisxYHOAoFHLij4F4wWrCNrpHtQUVEe3c71nhzSBgjmcna963fUhXYXzOipWVtDHnR1bIRGVl7Ju00cE7PMG32V3NCLKtEtCqIRUurRmQ46d/afv+TankRlmz6YrDaeR+wbS1VrNwxe5BsxRXR1RU3mCEZJoktzakD+ZjQdy8UswVZGySiq+VLv5ZvyE0rDUlTv1xHaQt7XVzJ95LxcmSq1jO0BqnfU2NlfldLZLKGzUcJHs4Sli4ARMWNjHRittzsZHbaIdjgpPsMBJH262C7PdyuwV8amKoBfS33L53YpRKAQHLlmlLtgxdU+ADAQpzUqm1VkJpvBxFZ0cZzIEje8dw3fw9suka0tByL2sqsGnEF7bJEYbNu945mYdv1V7tFeaGYYaQf0+jDA1bwie0jfAMww6YQLrBQj/Y5M9i0tKzFlWui0Q1Ss8ijltnAMF5bjLaZ0nDqltZGccF44Wp1sJcQmqAef/jyDFkYHv0RWPmweOAfsanFFbdnxjoap2qw6utkmdtqxDeNZeddyQXzTeKEwIj22cWf67/xWki1ugRGHN3SEWCv2XmZZWEnbs+IrpajWRlYw+UU2Tfp36G+6di2RV5duG0v1zPiES0b0at2XCHOI9TOyOLi2C7JWWxBV8vWuGLXT5ezdWap/muG4VCmTeJY3nHBmNHV8uCgIgL5iQ3uSN+00qfIZSOf2jeDnTY16CVL1TbDdDlrIUMflQbGLC4XL/g/fYoLB4cKfcM3fIhGKlkCYPxj2gz3izalbzygsDW11MyusqG2n1o1tvhDoUw4zphkrHCU1/mxuHDEdp4yItT+7RGnwn3BSEPRYCOBJNGAWNTF2wdgf7fiYkRLL0lotS6pVWPYFGtcHFAoOFpo/0//gq1UuB0t/Tjh5C898fUHlkKNHEA+NBoVcJMn3g52uv9rcS3IfvnRlpauuF2dZBb/RAQ8wYiuKW3sf0oay9OgVgfCRh3sIfJPsP9rjOYsDb6H7Phba+9bjwP2Wi0fjSvumdH8IGuxEa14n0C7ybmpWCjHtqr5FduvvgjY8lcHieguyItufPWWA6YB2NntR3VgXUisMC8BO58WdQ+WbIgVt5daNcCSWS6qdpZjGPx/OQEPuY8bnLgitjvSSSJNNlc6KzMGgAO1mE+C7aZlIFt6KJR0EH8VV/7/zb1/cBzXfSf46UaHGNsUpuXYMawgmkdZZXtdWRnSqSzY0WmeGJ6F3cpmXVfZLVdKtR6tVXv2rSNDiusi+2j0A8UyOnsqoq3bOvOuFIvrwu7tplxZne8qRfkYsin0Ci2HFzNaVyKnZKmn0YGIxGd1NxDl9eiL77s/3gAEZXEtIvbovgWSwxlg5ovu9973+/n++Hz9Na3gKTUkM7xSjjafuaCuXTMWHsnYAYB44ChAsbzipB1G1B4eO/eBHbupVdjcNXzR5WEHIANGem9Q0mVuwZ3Hvv76Z9+EyBTqZD24eHYrO/lGrzseQDBTWy8eUUO7WRm/7ij7skcKLsmTLu0l59vpeVAA+J6HxPXXwLW687mkosaIQuuvVXPmpjf4DgMfAP8jMec+MbSbOYts59hIGzNd6ACFduCC4GTAbh8KAAXylq8T11aACQD4vsFFlvHm1M3H7nj/TkrNLt94T4CCwtY/WQBc+BULj+RuIkXVjNmKRVoavJEobDzSakl57Rb9Ie49TSosrjv8zRvu/vGX3aGWzoFpYAGuETnJWa1CXLTf4BeWaiDK7P8NLNeqwfCcxQG8cfP9TxKP1KONmY5bju+rK8PHEt7w6PDg2vFbLiOxdDxDYGcQN/PC04H4bmbZmCBAVxYhG72RpdduA1qN8WvG14Byz/2wvt/d9rMBij3O/vjLsHhzGzmLl+2dZnGyJJlWLJUjgMsnrTMsdQfA9+Zz19aLaKWEKKiL135PY34nXmBVjM3uRzmD7bl3nonhbgR+TiIhOSzUoS5yBFFOpn0JuwDAA4Cbhx/QHD3h3SH2oVnOMm3Ujd+jF/Iz0h8+mcED7AQeAIA0embh+4DrskgQt7QKrfZ6XiQNi0TP9wA49kLuTe4QDj41Pjs4jGuWmQukVMmy9ZmJ//R9NXzSuWKhKMB4D/293kOA621ZUnfjZwoAKkuJH1akTG8P8dmef9yLni8WcO2iGjOdk+vfN376oT38rXR5kpuCh7HllvIE3LAMfEv/nZ0CgG/owE8o8PNmOBHKQOwoODzUrj/gin3oBVi8qQQ8yG3shjAvt7/aWnxLFelGDiNnmZC03sbxigUaFklJRwcKe31ZsjagVIqz9b1FHm9SjMhJxRWyjLJ4h47Uitx9RMhKLb8EuMghki0VavUdDcC0cjo3W5IMc31sOHdkdyF4AJSCUn/zGbwB8+1PkhukbBDmfOmPF+ZOvM/ezdaQmkrumHXPdLY2szswtJuO8St8dQCA/UTzk7kO/KRiOThlf409xaFKwRDufPYaO2TsD0/VZjohekzf8YHhU9rs9Rg8BoHnis8fUUO7WbPIDc4pYEuEFZBULMKcTmOnKmiX/wAA+LfqW6LPXftJ6xhRsAz13xePiQNXFmvHADgeftZ8+hH31BBvFiSTQS+OgYvn/JwQ5tT1k0sAbCiGrjABaN0/fs3pTQAuy5gCbLbuPj64+9TwrfY4pHIYdX9HNLUAuCwslVsIhCnovIXBiWYRruFhNBcv/+TuNv9K6mEfFn2CEDbsFwD815UMyz3e4wGI66HgDrlvjK+DXxjIrwAyrLgXVke7ftIc/5xceF2uGoS/dHzal0nXyi9JpDo+Wpohp8Pw0scO2AXA8JwM2Xeh4B6Nw8r4LosKh4LzwbEtyyWb63kR1vQYXr68vmzs0YNryuYT+1AM5bZY13G0+dIt3l09AFDuOED2PLNRAhfA9txEcBjuZ4yfs7CkrxLwqnk7g6Cirp81mP5Yd6dLElMZoBSBeabWj+9DswwyrYwoHrjnr1+w2gC4vEpiZGBgoGcunv06XIfFEZKhVumWehoTk8NscJjreZGUPCF2lqgGhD0d2/S/Zd2brn0LjH93S0XrjNbtx+Vncfk6DRV0pV0spv7FhRcA9xeo29KBX0FV5vfi0ib3deAnFWS4Tjbil2FYr2BPx8ZPPiSvWTFAVUbEJP1DmD4MtVvXebnSUQAeJu6fEP8ScC9p5Vcs8m0fjLFd3CTCnAI/bXZo3ehylbx/vB4/eWUp0ZuU6ZxlqAMAmfgBcPNwQ+6EmGL7b5O25JEcLmz4wCOxDpFsBb5LMszR9ZOGhap3gtp7D7SxwhP70kwmFPgV4yWULzq7I229y9cMagigiOFKGz5LIWOSYcliWQe+R/MifI6600WzS+WjtWfNVInYzfZm3t+8hA1EjvLC0dN/7u5qM8SKe+Cwjv9MwL2YaBU6JmpUqAPfjq8VsxskfU/Py7TeU5lkTZQHyEH58rXyPwHwYGfwzjz2lGXp83YBrQQUIOG6wPgnN7MAcFVYGb+GKI1fsXh6K/Bz6vq5DkRcEaKMAGQC3s4yI8A83pxO565dMxiRURyWU4eeu+79cucE37UlwyIohx8tPv9+Adf4OYuCMSyKdlgkWomkGsiTuQ6Ep2ELFezvSADhxglMRbfvo7OIZdIYrP8/8njrboBe2OHkrT/erBy87SvOysFbnzlo3vW76jecAC5EQjKmOCGZaPXoRZJhxQhzBEgqlmm5Sxm1Ky+M19cy2mNXxmJIA3/7h/GdXnz25n906ZfKD7977V3Fv3po9VdeuO62xVuT625d/S15/bHnJ6QELgTt0gy/+tx5pOTOSjnfWayo217RpnPhi6uTL8+8PPnbj689/tsnHjzx4KMPxvPvo242bq5ZZszSGnUXp7pKtxfiXY0nr/wFNrmjTZy57wKwJ3zntQC0FgBAKgGFwcrU8Ufvf/QL9mUXAJyFHwJves7rHvk+ogIy/PLFk1/cG3V/XfDmE4Dlp92hFauMn7NQDYtEb4uwJkTLTWDrtsudn2IAMFDbn7jmum0AtRExBf5fBTc/thevvi759Ef8wVfPPQnXYbjcs21+CXUna5Lhn1LXL3QgwprlnvJUd6e2Tn1B76NHBvBYhg2Ed9uvejfEmLT70gFeeVR/dPXhccV+duD6GEcf72cSrku9U4SUZDJAqOexrAPf1fMirbjrZxQI2+o91M0FfDxz7pb6o/5VP//q0rJ1+OG0Cn2sZt12aZb0/NKr/s/jmZbS9+DDY/qB8foppA8ouNA4rpXSKtTn/ArCZsNIqpyUsHXbO0Ny7RUrgRe7xfR911zqC+DSvMhI+YAq26eb2AfgKH/bKAcXHaSQBSN1nnt39E8AF1UwWRm/2sk/Iadu9JwO/KRhGdavm9rIAOD8MJz9MdLaNyNqjWTSGJSBXleyhmgQaSjN4q+gNKKBSklFpecJF3D9HMhZ5CxcksmlL0/bg5ZFWFPgFxrwdm/mDpL7vw/4+7LoSLQKay7Xz34IEbJt1EbURtSQmRG1gUbUGAEFvFjCtRVrMiGZQYVrhLBitHI652cbLNKKLSMhYFcZAEAAdbwfzVqbxi+w1aLZZ5VKSC6zLFgWpCxvQGVEzbJ4O2XvAFykdqCHVkljfA9dP6dulDQsLriQUb4FwPev/IAf8KW/zHr70CzKuJeSf/4fPBLdbaesDucnhFsq3ZnykP7vzdwnIrisdOBXxq8QlizSZl4kjRJhTVIVW4FIysvvu1PFg+ePxvHn9wEEugKkVPNvIxdC7HB6N4hq41eI9FDLJfnQzE1PWiSMnEVuhplgGZYMP0PgpxXLMNthvrx8IsrjzQ3hbfvYAa/KX2uMX3tCIgOGnN61ERkL14gKUYOoNDccX/5FpwcXwoYcExYJAn8Zys/pnEgusVA5Gf9PMtpThesCgLnpsfdMi2tXDGTHe/Zwluaym6dOywAAIu1JREFUwZDTu2B5AbJgaRVd5xnXMs634kTHSquQZNiwUM22SBqW4Rp1pz09L9SPq1Dffdy7EmK/STnEoiCZUvaeZkbaWb6W1puGxGYFy5gWHLTsvLqwMpOV8XXg19SdLCHDmsx0ouflbEXdW654b3ueqcv79ZrEhUy1il6bU+V7e5XxG2UHdYgNRBohqZQQNrWBVhlcGD9n4bKoWGRaiW9sGT+7NI+wIvg55iVsM+kVH3EU2X58DZBSlemUd7z//T6GnN7Grw1yg03ja6gm8GvGJ+tYwgWLmOQyyW+QTCrGcWdeHHGGDveFjR0btPcSmeCWjbl4P5rZYecHbzjfaikPlm25V3DssSggLKlBYebf/pcvAS5IHtQKWnk6CHOSrZLkZK7nRbLJUtmWcH/4xmx3wMGvj7sz10hJYsVlkdCC7wNapaRiihNCSkhJpixzFgVkeuCPgvSBHlxPB6pCWCGseDrRgb+uA3GhIhlmFPhJBezmJPzhseHiyM3v9d/4s//LUpBsWVKU+htRg7DBSTuuo1Eg5ZGMSUXb6cHodgUXFfzcTOfGz4GwGoi0Yqlya9J7rfyKeJQEADj3H5v0e/tQjFOtospgK7j3L7fFc8YvjWWnEDWiBilUqzECx1xxqw8Xx1jEjJiFR10/xzmVk/ETh0VYEiJP00XAcvkCtT3RftW5Ilb4psXY8YZlfnYizWTCImeRsyzYWvSoQVSzLDzOyhIulkl6JB8lKW36xE+0Beh+rgORlimKyAV+7gu4XNRhLun4v6TCVcQXOcuE9LMvLEZQLZLJkNxbWY6WelsUpGKiuZd8uG5Lq1ArXwctm9gXYUVdP9HzIqlYRpkTw8MpAL40ch6QwNnBmWuYW71HpEcqbI5Gn/WEg8gO6hiSNMqUZEEybaD+oJn5kzm4QGX8yoiKp3Md+DnO2XhjRTLMyYhn8F4F3o4uAXEL5mG+CCzhxrFyH4q1VNoYv363OAzAzhA0fmlEbaa1irRKoaLafHi8nnJiuPDtzc5JJhWLRA/jjbkOpr1mXv6ui3EqZtxT+PKjpw+cglEwB7/YLn5nH952Y6ejQoIyDGcI2oWGTWvRjSj4Y0fuv+7JHlwHCcmEkGgVuiTttbJuLWZrCvyDmGRIOFPROy+2yknU0Dc9dnD2mhvSAcCIgmQMnHXmMjtDkGVCSGnHorNMae5Y2pISMJ12tgPQV0vurJTcXuxTsLSi5zurFXXb2V3T4+XB8SnchQnM9Cb6cTBOnf1g9IqCJW3ak53J+1YXSrNUmiVt2pXpaLOkzSIFq9p0qr7pUKAyF8a345tdFnHFIil5OswJUaKVSGvq+rhrtoWt99yEb+N6yFPIoPZlAABDiBrj/8tXbv7Ge1WFqELUGL8GNkzUoEUqbQxqF+VWvAAXw1NFLJMMQTLsU9dPdCBaFcuo0EqsHT0+/Z+RSUdDOAoaUF+gMt+Pak0gahbeHx72/Ll8W7hG1BCZ6bnYPc56BcxvbL40DRfDU0WGOvDXLwX+AT1vtcopEOkmywsN5IWFASY2S+lqDCTO/TP8X/voFAZKRkGyNbXQasHD0G9MWBUsC4jaiIyQ+oMTeKALGGXapWlrbvd1d+k8dZf6OuisaO4uVtTtvKy5s6ZNZ6Xkzmpp2tkEnO9OzfX77X2sM72ig6XSdPqmrR9c0uaKLwpWKVgsTafU5WpcZu5wSPjGDp+GVLkOMITBXXGqYVE0Bl4FkVZm+mW/B3yudazt7+eaJVpFFQBz+2v/MbLopDH2gSKV2rLWsjk4e6iEC5dFxjtdy54OrM2syfiZnpdhCZmWLFKXJXJG/BcnETfHl1u9/Wh2sjLIDV6av7HsWXSCGqI0ojZ+g0gb5NzLbnN9AC48ks+QjCkOKxapBefn/ELPi6Qi4+d2VkpUUBAlJMPGuxE9t7W/BjaRs0gG5YUzUSFlwTLjXsHSZZmxqA0qFh6pe34IrAEupNYtrR7VBjnJKKeuf6phEVc7GZ7GiEQHYrZhobTyawhkAJ3aj2YyIdlqHn7s2fFUqJRUQkhJFZYQF2KdZNoYofjJ70SAWc3G2n3T6XN3seTOYkndcbsH5juLfR2016jb7tN8Z00H7T51V7VZCnk8288OoKBdms6a6j7Cnf4wBNupzFJl2tos6WBJm84a/fa4Xr1xOnNB2bafG+Q2sRP+KclJuwfme2GuAz+jrr9OEAWC6ZzkbAP1r+d/c2wfVV4A/MqIbFJ6AIxfGX/TiNpEtZm2Y+g2jACN3dtMHboIF4ghEhbJVuDndM53bVDb7oGkgkgaJVKtZNywTKDwHIx7Zqno7Sd+ZkTOMjkO4tKwyO1QGIiCURtUxndZLusvTdTXSQU7fKRlEztJA5FoFmFOXb/Q8yLMBzK0IxNVWJNqbRjfMzjUb82+bT+X7NsyIdWi+ASdPkXyAsmEkA5kSnHBPZd7BamwKheLFgCYPsCdktvnddDu66Dd1/OdxZK6i/YBd1Y0d9Yato+pu6hhFqhTju1jnc2ZpYo7P3/jTLXmlKZjF5o2ndIsabOqg6WKO2t9ausAmQuDSRQVT7s68L+BYI/fqOfFTsPwsmbRqliA5Em9APeN+qJ/srgVohJi7oEjD103Vxnrs6IBKkQaszqIaohl1/VfOzcHF4CY55zipGLhNZf9Rj+pqOu7O0xXlosx0YGoumCU2X5ONNeInOWjtx9btlUPLNa5VxuRG+EY34EoWIYAyj8BXPiIj5tEI3T35qmrQdbKMS8KHfjDP3beHMOF+hqdXt2HYlhmmZDyD6EFFCQTkjGhYJmwrNn6jYG/zZeKowow5ZgG2n3urGruLGruLK7poL17nFXUXexzd6lPQbtP3RUdLP7JXVMPri3dce3rjNvatCvzRJ/bpdMuTVub4d862PEbuZs9vLbUzzLXpnunX5r/1Kx2RettLMJMBxba5Qj850iedFlGLgV+TriglTqf3fStiT3ETNcg2vg18BL0pvUjjF/BB3ytdvxGluun/cgFXGASmJLxmYf8EvLLLp2bTioWYUXS9xqIRAdimQIsNywSSFVhEg/cXYx3sn0o5m+yKLbLC/P3FqqXQ+QsciM2jNjc9Ru31N3/+efEDwAX6HnoQT1flpkTbKFhjN9E5ywMrgeyVbFsbbAIS+tc5tsCtytA7uekFQXJdFs/duZEKpU3kBajWBLJ2oiCVFoZPAp5AXDRUhhT51Ce0pZQpcAJz2GRlCyjAkGUk4rc4Xa1s8bgADrel7eRaqX+qnGeH48OIdWqZTmXt1RKcpll2iDKuQfgMQUYY7hLADAOaBw6r27E+BqZ9oo+2m33ubtYcXe14u5in7urOmiXZuk8H9qXT2s6nT53154MHqFu33Qq0+lzpzKdHfTUWePuqn75kc0bu8hcAE7sAsD/iDmJf3xO/QiUHTfTiT4j/dxyMM7WLMPcjgGrgD+e/8fuw/uym8hZFqHlUxO7wwRrI5ohDJZpgz8oH5CX2RpuhHMXHr0IpbAF/iM1L1uvIhAJqemMjJ9R4CeEsGKRG+WeCe//6H5uJguPkAJH6WLGsmDpkSxYFCxrI2qWMamoNvcUdyoA9jI7BmOZw7CtYnISM2XnGYeCpb5FKosVBe2KOys6WKWJGx1uZ/uwm2YyWCpN5+c7frW0sAeaLOlglYJVbdoVd1ezo+2+QTbU7BGjOuWYUeOEtnKySUzG7RNj2jyxQt3OGgWdSltzXpolfaA7xh29n3V2vfVQT8xsrjqV6ZTDJWYt+lLFnTUKFvvc6XNvRzNjYqM7Ju4Yx8RjZesAMI7xynRW9Y2dVW26/Yq6qzpo902nUsEqtfelmcPdFQrazxz9dPbgGnf73F3jbt90+6ZdmU6fu6vatNe4E1Mv281hj8ETED2cALyWfi/QAOXvlWnrRyJutvHvXoGUOvBzI0qpiGb2UecIHLB28wb3m/5cwXKd5TLL3Mjc+LWln2mMDy4vHL28A3AnxmJcrzCHmRkgc2LVo5eO4svYklRT1sqmMFmxSFjmUGfxeLkfzUJSYQNAoTVMn7QICauEe4Wln6lZvEjPv/Op3R3wOlkyjyxkPQDjgEPOajneiR3uruigrYPF493JB6t4P3ezXXGnb8Yzbpe94UFWXYbp7Yq7qzpQX1zrjvUv380rZA44gVPAWAPn6S2TvmpEbImu/Ua13vED78lX9lEbCqCGyLcJ6l2bp4YHWY1II9JQjRnSb3zl96+Tnnl9rcSu/Ne+jxhTChM3XkT0wkCqg/RFVUHUiHC/25Z76M/fvKiM5QW65Udnf71Qw4MsM6IyYtP4pYUBm+a+oqVw/VU1E6LVFuhJwEjgrAiA5pK/PpCeEYDziWwfegFISEVN6/wLi6lUMcmUlMcyH8iMezk4bYyfMRTUh8xV1pkxseGOHjOxY0ocnMAcYbyv2qvKPH1ndxxthVawj3W21K64szbVWSCLhDuVaWuzWJpFbRY1ddYoWNQvL1Y3fjS7yjoDxuD0vKMQLlp4qEbrC86Zl5S+ZwF30Z82qIB3qX1cMpvygjgMATNdDSMtoYNQI2xckRFaDX6/fuBXW1e9mzcDakxh6k54joKjogMMUO2a4fzx3tg+FAOLZZIp9QBkjB2/zN8hH5cXEES1mS3uPDZ9Vc2GlVdjMcYmHBzw0OpI5+ywi2ZM3bc/ZxuypVV06NJZ+gRIeqRS2I1gZ3mrqGFRDMY++YtOeVXN9kiJeMZFCbg3wQwQAd5++hYAYEtFlRFafq2ZkVqlDaItlUKmFCcUp41BTTJ1jgk2zVV3wBWyZsyCKTFu88A+2vGY7uxjA5gF7q5R8L78zvtyp8+dPnf7Q7veLk1njbqr1n3M6L6r7oArZAr4OFqYfCeO4gA+nPnC2w9nFvBxRkGq+IXD35jorbNYZ+kCFSzLvShs+Czji9/cazd/gszAczLgGN4GdLKph3eIb69RKE4bKDgHWwoWBiPLjcwgcpaxo6KaZUynH7uq3XxDeclQm9FFsJ/7aOW7len0zVgZtHVl0ydLxizSHhi8qg2qrDt29fPsDURgbM65diqSvaJLI3Lz9zdPbQ0+HDXGLxEBLVIhqbSxaafGvP8hXx7/sRrDnyAKn4JRfwfVcpYJt8Qrt1SZqFmsG3EJUWP8DZsNJhXVfPdy64rujzcp4u+gFoCEEJJ3cF4WSi6TjG2emoVrREFIGyMKUiFw57Vr9neUsAn8Jvdv/59m77MwGDGjsFWE2q7/Bvjrcx/xRqyZ8EsWtYNDrg9ElfEbFZKMSaUUR5URBamTtfmel3UvjVgzI3KSxXYJCBjhQtTGb1S4gagxwmVLRswT2Wc8OWLNBjKBinH6pfmLYFkMbIbOd20V4ZCMmBaf/5VjW6NeZyrcQIumLpw5nZFKodKBLFgsM3bXvzzpeKcERr0DHOO7Jmom/ufvT8U2VadVSrJFMtVBVLNMdYADADgbsWYui4JFPS4e8mVtxHM2qq0ijaiCKGhIDpGtfXnkpwbJlKQHHGFRsEy2e64RFUQZiHwg08b4OckzNPedb/vXYjd/CrJWmo4247r7iO5bjLlKwQoH5ylY1MbCAONUq53xq+HNn5lURjT45ebiiSaOGkQatiboaUKrMaIghI3pPPSLvfDqePNnJC7LGlz/zgfqT4naiAqRRovUo8PzXwd+zR8vJpQe+TorSBXb48XHjhxXw7KWCpEe+o0qrCCW6avPt/D45Ig1m0gbpOTNTh/791LFpDyW60Zs8jAMNJ2zbDU/hA4mRm6dohJRk/tw/EM42SAlxCwLsmEgC+Frc2nz6/f0R7w3y+4qd9ee6JRBu+Lu2hCa7ISBKLDR0LXVk4xR702Zsiy+XP7Z/zFTsizsAC5EQxZisiNF/In07wGjvmamo83S5MqSv3Ze28Bxd407a9RZ1aZTWVTX15210V8zgwaREHhwItYqgopJFiyWqZc2BjVk2hjheuJFzkZ8zSrqrnH31qqzom/tc7dvV1nQLk2nP4TBFKxSN6yuCTv9NIRkxvKfjveEJ9dZunaVKd8xIrcwuCD1bcr+9dzIT1qtEkLLi1/EkyAU3HONKCGes2T0Ncu0QdB8/qZ/N3LNKoRaPUzZn2/3Uq1SQsHIjfRI2TmwKqrNTQ995O7WGxIq/gzFuMavQM3c8Ye70bD1RCaMVBvfwgCR8X+z/MsK1Yh3gF6l7irfuvaVu96XdVeGkaC2Np0+da0b1F3SLy+VPF6NegfMkox5vPjNuwvIxFp042sjXJLWDZJRA1Xi3ldGvc58rVrkzfoqhGqRSljmLDZZLmO4/gPUZmt9fiIb9d3s9rlT3tUpzXifd9InwcpO+sQeZ+v3nZjRo7ebOcQmUAZTYFFCaSioZJg+aQw8UrODk86zB0Z+asAbyOLFufWzvw6SuYkq42/gZM2iIBXW3MsA3xl78hmMXDOVQqU08+wL4xnUBe7lLFyDjGTaGD+zUTQXUjBGvc5Mp286H11r/y47lelos6iDVeoulhY3VdxZoWBVd//PKh65ryFcIwYT0x8DaoMGJ7VKKbbDSBCWLBJSdzq9r0CM+m6yLFh+bzyG7e4wqBA1sDA4mM4hwwY8+LCpR77OtlRKCsBZilNIa9FrIxOoqLQkF7V53/d+4cjNGPU6q0ynMuNld/LBvi04WKRglUy74u6KDjoVd1fpX4yX3Bk5Rq+NKM2HNl+6uR72a7ZIpbYXPNEKNcuUFibhYNSxIBQscx735g4vQ+ZGlIgaRA5EQao1dIMalGXwwZFHD2ZJXSBP3LbQgkqGzaQ4wDJtTGTRsKjNzPrZU/GINfP8BpF2Jw8BDlo7LdUpqaiGsEURshg8/uwLB9983umnJKI02ARgJjEMtsRD/59la8PWxjnXRZ/9uVFHkCFzFh7Ktfl/mBmxiajBSSg1rKLKbW2c2xIf906N3KInJE/x6befWZQsi21RG2zAL+wQI49UVBpReJKoN3LNQqiQpmJ4IBVTXHAvNyKFneVokwJA/Iwe+d00fmP85rqv/rGLBieBlJCwjDZsFr1muUwq3u4tVSO3TixqiOdaImFr0ZWjWltKuLswOGzMlwav3PzPR383ZTGQByFBsS2I0IgqI5d3YLDxa5iL//TwBectsOhQQPztRqQUFywuGuEydmEwRMH3Hzm44L8FGD1qoF/Lvua6EZCSfJplRoHvMlJta0PpkUnHlBixr0Fj3FnjW9dO3PnpfreyuQGzVHJ3UQedvu1UrF7uZPTfnR+xr+F63CvQKj5y+JtG1kZsYLKBcliGTSByUlFj/NqU63fSuRHfTW6RSgdjs1MLgFpm6RpRm+nahkGTxogaohicftY5sTByjN4g0q7vAw5CUsssM5bLDURBKiyBgmWKKfUP3zHqU8MVpbFIeAbwG4SkLpBqPccybozvDmRKKnKumz6CkftntrJr7kf8OIwo4WtEDSKPVFiyKLSKNow40JIxjd6iXyCV0kx8ZgI2fWJQb/eG6cPZygiXZQb8q9dGvs5sy+bUV78/npFKWRbcKwhRyeJCo/ycZUEq1uc+UI7eoqM0wr1OPOTJBhGplJBCiZykXxrhkUobc3Tznx25f/RIWOQsv9eS3hCjR1pFG0Ze0EqtW7+x5t/C9LF01HFakEzItIABWYwuKiNcVlFlBEhFtREFtu5/t+OPwm6KK/6nQq20jr/m5MPGfaAgI9zBDhpI6djzPso3Vef405RnjV/xC5sv3fwwfKiUkAxkqlkWQzeIVNQ4eGV7ZgRI+Eqqf5fFOiayBw7X26c2LI9FEG0S0sqgsJMPalN+8+jjI7CbdjDCjngkYxq/cPvCNyEtFU8F4UNFLveGtXHF4PQ7n5r4NyP2grhdmnZ1ptM37cwsUrBC3RUKnujvhI+7q9os9dc6Y/pN1ob+9C6gXxm/PgZA99EilUAmpJTLMt0Y1oYicq8Tx994XNbPVFwWBcq14F6BSKO1pcLGoCAol2Wq7bnRksB/HHXeCcsk48Hp7/AEjKhMVBm/ZJE2gV+QiixVeAxQc9/okbBWLYeiM4tguc4ihzhAMqrt+n+OZUzq6F8/8Qf1qO2mY1BhSf/SoWc9QSom6bE8pdUODL5AKmwMe2q8GL1/Np0b8WeT8mkXDUKtUkJYGRlbGGx7UT4lbjkyO3K8ydLju1vAQaC0qerAz1mFQxhcsijoK613H/NHX3+mUlLQ8Xc4XmeRG1GzSMhMF4SotpQMGj4w+nxAg6gxejMLLFUpy4Jk2NgRkwXLGEptAobLkV+z2ogaVHz+5i/Ch2qRSnXg16SikmVMKmzMdPHikz88+r2Rx7Y9lgWui2cOP9Y5tYGosfWN2oicVDhMJv7S1tNP8agjyGiRSv/mg+ENCwdhYbDIWaYVywuN8WvuFaROujd+9bn3jDyCDI2oPDB9PQBVDGTBMtlSUU6ISu4VQNoYFO/pHffmRo7RKwMArxjtIIWKCaFj2Vhyy+xYcm/4raPOvK6zKAZZoe51ETUIm8AvgVbFuKARbRhxgBADR/9m9Eg4Jpk6c985O8E22AKR1zLKSaohDNaBap74SD3yu4mwUZGecV5YFCyXWRYDmTiBHVpgKWArplr9qho5En7FL42o3xt99gBItQgp1Mnactt4pNIG0Tq9WNzifvOtQcLFZO8whjC4MaJA4LvWna2NiBsz+27lj74qQiakWgDg1kZUBjXLmFgUsO4syxYO+ADeAoseNgDwZ5wVlo6T1MkNugyDVVQ74iVcGrlmjfFrs/XXp4Ivc0oqIZlqAxeXYbAR3zQXD87fO3K76bIo+JbslZs1ogYtraKKRbHrN4qaJQannz5zYuR20yMZU8t7+PC3jCgtWSfJ1BYF+TWjIBU5U1/9/vjI7WYLKnxtLP3Nhfsh1yFcW99YkLK1QXHabAv3OvGH3uj35obxS/dJB4CKB7IghJURNhsWpw2iGrJoxcDoNctZFMiAxx2c1Cq1Z/+wKDSqjSi2VAx1Znv0XpBHcpXn1oK7LMH2JouEMCwKFQXLdAxHB/H/MvrMK2a1irZn3n62zYzciIJkuBHItDHw7LlRGq5e6tQjt07G3zSH9NT5Fx7NSHoDmerAd1lFNYtTBNUYUfCnigeO3I8RR6nMie6q7r6v7CywY9lu+tRd1dxd3aUkWdLr7di0R14XxDKGLFo9Fxi2+ZFMG5apNlFt11vj+Ifgj75uG2FjLTpyI2rGMlRUk4o2IWCjyKWBMeXIrRMFfg3oeGLw9A4MNqLQRhSDnSjyOsqCf2Pk12yMRQY9dnGx4R0YzEgrljHUrGOrb/7i9HeOjt5uHoFMzIfK37lZ7cJgkmqd1MlmWEyCyJmKnhofPUIhdXIwvnzX4T80ojTCHchZHfhxY1APi0kMbnr3of925D2vQGOgvXBqIUO8zrKA8ivuhSVfphboFZ48gtHbzZpFfXjaBxykhNnGiJzgr5NMrfuYkIoJ8fbIbQAKkkWclQGASCub2A9EPMQqpE5qfKk59c7Rd/whhUp57kD83wsjhm1+JcuwsuHjxojKGPfzT4w8gmxzwjTTfxFguT6QaQM/J+W7LBNSrZplzv/i9hlv9JlXg9qgmUo/t5gRYgvlEr0tClKtxkQFqYQWLt1w+Pm3oMqr4EO3XRc1nmxUy0K5sBrCYIi4QdhAXb8w+npakjF1k5Y47KJG9Kpt88uHWZ1BHNbGr/EwTDn6HaBOapVBMstsW1wiRA2EVw0Z9oxfsCiM3JyfmRm53TTCARD/OR1LIOMmQD2QqcsyJqVKiJhkPLjh9888fmrUnuMqdVfY2exMPbiy6zeazqJtkVmhoFOaTr9Zur5yRu05gmTCd5Sfd7+FqAHWSabNthhGtT0KUBnkY9H/MPKKJUCrFnn3f+S+YlvULFKtopqkb8152kDk3PMg5FuQeXVM1LjplFKQxWuxqowoEIiCrL9t5xwgO0NPjnqdvbzC3bW7OqUZP2+WSu6sULBUcbBUDpk5TbsyTrN0fbUw8nWWsCxQluaXXUQ2BBrVtsYlY5luGL80Rt/xgbfAboakwKcLdRe2RU5ytjGi2DIiZySkIpfF+uBzD4m3oGIJfoNVeu/bz44z5AUd+DXL2GGZDLEKyVh/afntx1KMep2td9f4xlvL9iQ52rR36jR00C6HMNgs9V9ua9MeddUqBrJgUbem/4MLbfx8EKfaiEIHfgVRUBBtmOhAhksB3gK7mZIsPLjobUJ4GlHFMq2GlAwQOYvM6PX4kyPXrA/VLLQIzCgGMnUMclLROobMnDIhOcv3nn/x0XjU62yFO5UZbzr/q15bsixxSxV3d5k5zZI2nbh6ImyuH/U6E9yrzUE9F3wRUbUtCpKqZKk2dmHwhhGHxk/9ytjo7SahwC/V/9X7a4h1yFQH/jop390NO+YsD0AKjH4HaDXLs8WNdy//ADGpqOJevMPMbIRlgs0Qvzj6Sl+vgj/srY5bjREu4WQ5DIOyTEm1NM442blm7q2w6HW3Uwbj522ba8mdFW06fduLWJpO3zibSwc/PfKTlhLGVrf83rkpd8h2w+KCNjZlEYjKiHXzjvKO25ZHbzdDkqd45ukXJ6Z5h+1JOSytklhnmXJ+8w13tzDyu9kpzcTDLy9NPnzesl0ultxZs+Hj4XGmf9QpzfjI76YRlfHPH/T/w3E0BgXLsOJe0SAqWaQOosaIS98HzNTIT42BzCG+s30KiGvupaT8nFRaGpGTjC4Z1CzHzAdfnf/1t8CiJ4O7vZYEjg0LexONaJ1lggA5i4JQ8FT/TDhyzRyc1AqIDeJYG9QDGVbbIiYVbrBISKaNSilK7xsbuWaugWM+1GQXjmKyYlFA+TlkaDdpS6uoNpFzIPqQO3IckEGUGK/nHnsKatjml2wpv2aRaBVVRhQs3LEeMPp1NpDrfOT43x56blsMMxO2p1q2KlvxRdIDmEeumdAqJfff/6Y8jninvn1Yfeyy9AgKKqZTf/438ahP2rW+6ZRBuzSL501nhbpLQ2b+PndXS9OuuNvn8Wpp6sGRM8zANSjPATh607bwSEYuyxTGz1mmDvySkfPH6jtu+tbE6KPuLNZ5Ziu4BSRTHaDYUlHDvYSCqN4WOUkPT3g3nP/h06OPupOM6fH87D0ZVFRxL3W2RU0IG4iCZKJVSgc+4wMY+TrrlObEw9XSJI3tYbspudPXwZI27b7pVKtvjUVHhagZjz7romYJbal8Kxa5VlFjfNeI58ZRBveOPurec434FsRhYJlUWrFMmyDKSSaVEc9BFCwTlOtnJ0ae3wSWWRYewLLVmCgnRPb8Vy7L2CKBVz/5D15YxKjXWd+0NY/rjtIrnTXqLpbcXaVgqeLxod9YcSfOOgs08giya/xLoGbuZGNERjLcHE604YeHMLhmMTYpDrujt5ssHNxS33HzQywT231i42ZQtREuywLSg8To7SZI5nxPxu4yVFiyiHcmegR+wShIxaRS4D/R6DWDSrbwa798d8sxfg4Z1iyWoU5W3ItJztqE2Gtx1KiRx4Iq0ynnO6UZP0/dVc2dVR20S+6uaNMuubPGnTUeX/v61KdXRm7RnzOoHVw0PZfitOFerJVfsUy08SuIgkXBf1GUn15+C1jGWBSmPHAXoUFUE1qOES4pVBj6jemWSW9TrdGftCnJlE87L5yIa2Pre1kWDU6vD2RCKtIqqn4YHQJGnw/wtYrOTKUL48pjmTbboiCVumZnnvyYEa4rfDM58ru5jWobDUcf9HCJVPTqdpw6iLYYQYPIhfweZIHsFfza6O/mfR2PLxoA3J0BMl0+qv8Wv3fw/KvTC//vxZue+pUJpN8qs/l5OepTI8buEBgPAJwYUJM//gv0FrIRa6Zer8KeJ+K9z48+J/x6UZcfyitf+Zlo9hPG/73tTY3G+Zlotn3VVz7uvGzMq39rjOknPQ9vI2NM4xvTGGNeNoaNMXT+1evxz1045qrvsn9pxv/u79H/mVyz/Y3bfp281Tvg6vKz0Uz9FN7j/7/X7P8DozWjm1JQ2ocAAAAASUVORK5CYII=" width="1219"/>
“Referring to Fig. 1, A is the pawl, having teeth that engage with the teeth of the ratchet-bar B. DD1 are slots in the frame of the jack, inclined to the axis of the ratchet-bar at the angle of about forty-five degrees, in which slots move the pins C C'of the pawl A.
“ The operation is seen at a glance. When the ratchet-bar is raised its teeth crowd- or slide the pawl up the inclined slots *560 out of the way, so as to allow it to pass, until it has travelled the length of a tooth, when the weight of the pawl causes it to fall back into the next tooth below, ready to hold the ratchet-bar at the point gained,- ready for anotherJift, and so on.
“In Fig. 2, instead of slots D D', there is'a tongue, D, on each side of the pawl, with corresponding grooves in the frame of the jack, in which the said tongues move; or the tongues may be on the frame, with the grooves in the pawl; the tongues and grooves performing the same office that the pins and slots do in the form of construction shown in Fig. 1.
“ Other ¡modifications, involving the same principle of operation, may be possible; but I prefer the construction represented in Fig. 1, at the same time not limiting myself strictly to that, but claiming any equivalent arrangement by which the same objects are accomplished in substantially the same manner.
“ I claim as my invention—
“ 1. A pawl for lever-jack with two or more teeth, and adapted to move in inclined slots, grooves, or guides formed in the frame,' substantially as described.
“ 2. The combination of the pawl A with its pins C C', slots D D', and ratchet-bar B, substantially as described.”
Each defendant put in a separate answer, alleging want of novelty, and setting forth sundry prior patents in which, it was averred, the invention was contained, and also giving the names of sundry prior inventors. Each answer denied infringement. The answer of the company averred that it had made for its codefendant parts of lifting-jacks in accordance with letters patent of -the United States granted to Samuel Mosler, No. 168,663, dated October 11, 1875; No. 172,471, dated January 18, 1876; and No. 194,711, dated August 28, 1877. Issue was joined and proofs were taken on both sides, and the Circuit Court dismissed the bill, with costs. Its decision is reported in 15 Fed. Rep. 260.
In the opinion of the Circuit Court it is said: “ The specification describes, and the drawings show, a frame with parallel sides,„ between which a pawl moves in parallel slots in the frame, forming guidewavs inclined toward the vertically mov *561 ing ratchet-bar. The pawl is provided with a series of teeth on the face adjacent to the ratchet-bar, and, at opposite sides, with projections or lugs engaging in the inclined slots of the frame. The guide-slots are inclined at an angle of 45 degrees or thereabouts, and the pawl is actuated slowly by gravity to move down the inclines, and engage its teeth with those of the ratchet-bar; and the patentee states, in his specification, as one-of the objects of the invention, his purpose to utilize the gravity of the pawl itself, thus ■ arranged, as a substitute for a spring.”
The clear statement of the specification in this respect is, that the first object of the invention is “to substitute the weight of the pawl, sliding in inclined slots, grooves, or guides, for the elastic spring usually employed to press it against the teeth of the ratchet-bar.” The specification also says, that, “ when the ratchet-bar is raised, its teeth crowd or slide the pawl up the inclined slots out of the way, so as to allow it to pass, until it has travelled the length of a tooth, when the weight of the pawl causes it to fall back into the next tooth below, ready to hold the ratchet-bar at the point gained, ready for another lift, and so on.” These are plain statements, that the weight of the pawl, unaided by any spring, is to be used to cause the pawl to fall back into the next .tooth below, after the ratchet-bar has travelled the length- of á tooth, such weight of the pawl being employed to press it against the teeth of the ratchet-bar, in place of the use. of an elastic spring for that purpose. The inclined slots, grooves, or guides formed in the frame in which the pawl moves, are the slots D D', made in the frame of the jack, and “inclined to the ¿xis of the ratchet-bar at the angle of about forty-five degrees,” in which slots the pins C C' of the pawl move. The specification states that, instead of such slots in the frame of the jack, there may be grooves in such frame, one on each side of the pawl, in which a tongue on each side of the pawl moves; or there may be tongues .on the frame and' grooves in the pawl; the tongues and grooves performing the same office that the pins and slots do in the first form of construction.
In the opinion of the Circuit Court the following statement *562 is made as to the defendants’ jack, which we deem to be correct: “The defendants manufacture a jack having a many-toothed pawl resting at its bottom upon a seat slightly inclined toward the rack-bar, and actuated by a spring placed behind it within the frame. The inclination of the seat is not sufficient to actuate the pawl by gravity, nor are there any slots or other means of guiding the pawl in the sides of the frame; the function of the inclined seat being rather to assist the spring in preventing a backward slip of the pawl when under pressure, than to facilitate the forward movement of the pawl, although to the latter result' it may contribute in a slight degree.”
The plaintiff claims that the- defendants use their spring to start the movement of the pawl upon an incline having a less angle than that mentioned- in the specification of the patent, and employ an inclined seat for the pawl to effect the holding of the load; and that they thus infringe the first claim of the patent. But we are of opinion, upon the whole evidence, that in the defendants’ jack the spring is used to press the' pawl against the teeth of the ratchet-bar, within the meaning of .the specification of the patent; that the jack made by the defendants would not be.and is not, as constructed by them, and put upon the market, a practically operative instrument without the use of the spring; that the pawl in it will not operate by gravity alone so as to make it an efficient or safe machine; and that’ there are no slots, grooves, or guides formed in the frame, to guide the pawl, in the sense of the first claim of'the plaintiff’s patent.
"We concur with the court below in holding that the first claim of the patent must be limited to a pawl moving by gravity alone in inclined slots, grooves, or guides formed in the frame, and that, therefore, there has been no infringement of the first claim..
It is not alleged that the second claim has been infringed.
The decree of the Circuit Court is affirmed.
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Cite This Page — Counsel Stack
127 U.S. 557, 8 S. Ct. 1311, 32 L. Ed. 171, 1888 U.S. LEXIS 2018, Counsel Stack Legal Research, https://law.counselstack.com/opinion/joyce-v-chillicothe-foundry-scotus-1888.