先上一张效果图
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这是一个搜索按钮,带了一个搜索的小图标。写的CSS在IE6和IE7中的兼容性不是很好。四边的圆角使用了CSS3的属性。
一、小图标用字*作
上面的搜索图标,我是通过网站icomoon,在线生成的,这个网站在国外,国内访问比较慢,用代理或*工具上去会比较快。网站如下图:
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9ybP06zGcyNxSDcKaJuXFs/TqyX3bnnTM/fO+PkpMBe/D3zpb/Io9+8Nab5GKl72z5L7VSZ1ac4fpknHfcMeO9Q/14JpntF9RLu+SVJPO5ykgiiRWPHlu/Dl7Swyv//Y3VPzu2fh3ETVLqgN/km/LpRUZHoVkM4IfCA0ehHpBfysQXhwd5cFIHf33dtYfmzDx0z63wefCeW/H7oTkzD959C3zuv/uW1++62Sb/vcRqFm9d9zUxkiZeiqfXrPuaGEkTL1Wz9EKbAxsWEMQ22dRL75X2fHl663Kpxk/vumndB+++lfzrn32LWtBWUrLR0VGLgjW7UYNEo2Y3apBo1OxGDRINi250ZNVPDzz5478eOn9+37/+ELRyLaNRxxs1SDRqdqMGiUbNbtQg0ajZjRijsW5a98HZt/TfdfPB2bccnD0DPvvvmoHfyaM2tcvxIA/yYL2C0NM/8sd3IQg+6ne2/FdDRZIHeZAHzQ2um9Z98K6bD951c/+d0+ELJWgbJez8+fM8yIM82AjBwyv/HTu8d9wx448HDzRCrHiQB3nQuuC6ad3935oOfwfuuAm/KwZtjRNvHuRBHuRBHuTBKzb46+uu7f/WTfh34I6vU4K28+fPnzt37jxhPMiDPMiDPMiDPFjj4Lpp3ftnfe3AN7+Of5SgrXHiXWVQlzVInHl62YO6rEHizNPLHtRlDRJnnl72oC5rkDjXPr3rpnUfmPW1/bf/44FZX8M/taDtXMU+/PDDc4TxIA/yIA/yIA/yYM2C66Z177/9H/ff/o/7vvFV+EIJ2j4kbGRkhAd5kAd5kAd5kAdrH1w3rXv/bf+w/xtf3X/bP+y77R/w+/5vfHXfzL/H73DU1jjx5kEe5EEe5EEevGKDv77u2v23/f2+mX8Pn/tmfgW/77/t71+/9SvkUdvIyMjZs2dHCNMVlFi9Tq5ZUFesrDuZp9eioK5YWXcyT69FQV2xsu5knl6LgrpiZd3JhoPrpnW/fsvf7bv1K/hHCdosjQoP8iAP8iAP8iAPsgTXTeved8vfvT7jxn23/N2+W74Mn6/P+DJ+J4/azlbszJkzZwnjQR7kQR7kQR7kwZoF103rfn3Gja/PuHHvzTfAF0rQhj87UzH8zwcffMCP8qP8KD/Kj/Kj/GgNjq6b1v369Bvgb+9NX8LvikHbBx98cIYwHuRBHuRBHuRBHqx98NfXXbt3+pfwb89N11OCtg8++OD999//gLCpF5RYg8SKp9esoMQaJFY8vWYFJdYgseLpNSsosQaJVV3Su25a956vX7f3pmn4RwnaGjYZUzIosQaJFU+vWUGJNUiseHrNCkqsQWLF02tWUGK1j8a6ad17v37dnq9dt/fr1+39+jT43PO1L+J38qjt/Yq999577xPGgzzIgzzIgzzIgzULrpvWvfdrX9z7tS/u+cf/C18oQduFCxcuVoz8DkH4D/mp62Q8RzOIP2f8Lfl/eRLUYq54Mk8vTy9PL08vTy9Pb93Tu25a995//L/wt+er/we/KwZtbXqsXacFdVpIp4XDYfLTdItEIuSnpgmCQH7qtajFJuq0mH6Lx+Pkp+mWSCTIT72W1Gkpi61Dp6V1Wmai6f253uhZnV16H5/e4mFFiSXNwAtFmt731+r6RG/9xlKFkmZFlU6aXtwAoSSfFAMCSj4p1tbW9su/+f//o/v/Iz8pfza9CdBlenNT79Otkpd6C6vV8LO67rAaddXDr8YwM92yOi2n0/I6rTDR9P5cb/T0Jt/qx9FojRUDjQ/yk6XxQX6abpLWeaM1PqxuTEQmajnG9gH5aa7ZLIVrDWhKfrLQlPxkoWlMj45MNLYutBqNQEfyU9OgBsdPFtqRn1bDT68VdFpRp3XqtK6JpvfneqOnN/lWP45Ga3wYeKEavG2hywy0FRqtcSD/pDcO5J/sLQPN9oGt0WCs1/TyWMJmXXalwVhv3aTIZl1mNYwbHK6adpVO+8xE0/tzvdGb7I2DBoQ9+clCd/KThe7kJwvdyc8rDfbiRK1ogPeaxk76SCRiaygYG6BvzEplnJzouWKhL/k52WGst27K6lfGUGPiJwt9yc8rHMaa9tmJpvfnHPb1hX317NdleusfvfXbFIC9/JOd9Jq8F3Qq+8kNbwP8lrBcl+ktfFcgvOUs12V6a08Obw7vKQzvzMR+JRZaZxpJqU8xeOsityK/NY2d3JMe3nrJneDK22J457jy5vDm8DYJ3nKW6zK99YPe+udKg7fIlbeJ8DbAbwnLdZnewncFwlvOcl2mt/bk8ObwnsLwznDl3Ujw1kVuRX5rGju5Jz289ZI7wZW3xfDOceXN4c3hbRK85SzXZXrrB731z5UGb5ErbxPhbYDfEpbrMr2F7wqEt5zlukxv7cnhzeE9heGd4cq7keCti9yK/NY0dnJPenjrJXeCK2+L4Z3jypvDm8PbJHjLWa7L9NYPeuufKw3eIlfeJsLbAL8lLNdlegvfFQhvOct1md7ak8Obw3sKwzvDlXcjwVsXuRX5rWns5J708NZL7gRX3hbDO8eVN4c3h7dJ8JazXJfprR/01j9XGrxFrrxNhLcBfktYrsv0Fr4rEN5ylusyvbUnhzeH9xSGd4Yr70aCty5yK/Jb09jJPenhrZfcCa68LYZ3jitvDm8Ob5PgLWe5LtNbP+itf640eItceZsIbwP8lrBcl+ktfFcgvOUs12V6a08Obw7vKQzvDFfejQRvXeRW5LemsZN70sNbL7kTXHlbDO8cV94c3hzeJsFbznJdprd+0Fv/XGnwFqeG8m5ra/N6vU1NTS6Xy2az2Ww2l8vV1NTk9Xrb2tpqBm8kdzAY9Pl8brebjI/b7fb5fMFgkMJyXaa38F2B8JaznGLpdLq1tdXlcrlcrvb2dkZ+S1iuF97RaNRms7W1tRmDd3t7u8PhEEWxGnjbCCPhZ2M2ErFq/5/C8I7FYoFAAF55SDi87IFAIBaL1QXeGI3m5ub29vZEIlE9vDMqypu9nBgzCq07ppDyFgTB4/E4nU6n0+nxeARB0MtvTWMntyK/zYR3OBz2er12u53+7O12u9frjUQiVsNbEASfz8cSH5/PJ4pigitvi+ENNRR+0q21tZV8TK2trSy0zlehvIHcYIFAQC+8yQgr8pvD21J4ZzKZQCDgcDjomeNwOAKBQC6Xqz28SXO5XK2tralUynTlzV5OjBlj/TOp4S0IggQcdrudzm9x8irv5uZmTUxK8qKlpcU6ePv9fnl87Ha72+3G9rjkkN/vN115RyIRp9Np4A2RmNPpFARhssNbYnR4S2phl8ult/bUVTULgiDJc01+q5EbTM5vA/A216yDdz6fDwaDHo8HbuTxeILBYD6frxm8Q6GQJrZJczgcwWCwjvBG8/v96XTadOUtf2HTVfd5w5UptO4wQ3k3NzfXHd5YkknzeDx06LCTW5HfdVDe4XAY3dF6zeVyCYJgLryj0ag8PtBuIh+PKIrgTicZ73K5YrGYicrbFHKDOZ3OyQ5vXcrbALwLRpW3nNxgdH5TyA0m4fdUhXcwGFS7YzAYtBre+XxesaplMbfbnc1mawDvXC6XSCRisVgkEmlubpaUbYfDEY1GDbxQEpbT4S1nuS7ThLec5cbgbbPZWPhtKbwVhajT6UTEhEIhv98fCoUaU3m3trZqwzsYDOoS3HKz2+2hUMgseIfDYTI+zc3NqLN9Pp/icxJF0e/3k/GJRCJmKe9qckZukx3epIHbMBqNqsG7vb2dTHt7e7taLSmKYltbm5zuVZIbjMJvOrnBSH5PSXhrgtPj8VgH73Q6rSa4HQ5HJBKBshoKhdSi53A4UqlUDeAtsWg0KnEB+v1+vbTOTkXlDXfR5LeJ8I5EIn6/H6p9TXiHw2FSkrlcrnA43FDKu6WlxWazacBbQkrDBrK4enhHo1GMj9PphGaRKIr4z9bWVsrzw0dit9tjsRgLrRNayrv6zCFtssObVN5kupqbm0OhUIro/wMjB6xJasaOjo5wONzc3Exep2BIeWu6W9X4rUlum83mcDimMLwpmps00N+mwzufz1OeXSQSIR9WJBJRO9PhcGQZ9Le58AaLRCKkm7C5uTmdTht4s7JTS3ljbtQA3j6fD++IAk/NbR6NRuXOVPDXig2gvMPh8F9jTie3YW+53FwuV5XwJr3lLpcrGo3GKqPNyXY32byS6G8yOS6XS2/h0IS35BBjmSavMNnhTVoikfD7/XLfOEWOkyKb/JXD4fD7/clk0grlDabIb01y26a08s7n8+y3zufz5sI7r+Utz+Vy5MPKUEdyud1uS+ENt/B6vfKh5ul0mmyDNjc3s9M6O3WVN+aGpfCWN+lg/pGgMmBN4g5EQ6FYR+UtJTIF3hLRU71pjl+jwxtd3xJywyd5VP4IQ6EQKdnhSyAQ0KR1Qo/yThkabU5eYbLDm1TeWHNFIhHFIYTNzc3hcBjqglAopFje3G63IAiZTAZpbUB5G+N3IBDQ/Ik4pfu8GWU3WDAYNBfeFE84mC54QwwthTdpLpcrEolInEx4tLW11cDLpQlvOct1mSa85SyvHt42dX6bAm+ywxQMhy0LSlPF5Ofjr8S6Ku9gMEgKIZ/PpwpvknYSY2lBhMPhpqYmyQ81necUcpMNJeyBkPAbWyUS5zk+D7vd3tbWhm0xRuc5yXJ25d3c3HwFwlvOcrSEkhBXMzWpLTHr+G2A3Hrh3WXqIi1wTXPhrWuYmMfjMRHe2WxWs6iEQiES3pqw13SemwhvMK/XmyK6ikh+RxnGr2WuAOUNpshvU+CtprzjKou0NKbybmtrI3EMTQ1VeFPeW5ZIAL8VS7MxeGO/RXNzsyK5yedkt9tFUYzH421tbaizYS5WPB4HisA/fT4fndYJo8obonqlwVuuvCWWVhfiYBKpLad13qR53moWCATa2to0T5OTe+rBWzMTJGYivFkaTzabjWXAGmmBQMAieEPzNBqNSlqoDocjUfGiZ7NZdC85HI60zs5vTXjLWa7LNOEtZ7lZ8LYp8dsUeMcn9nl7PB78vyJooip93gDguihvybvgdDrD4TAN3pRxaozwVqwoAasG4I3xiUaj5P8l/MZ3w+12k88AFmnBxyZWxrjZ7Xb2wqFLeWOJvKLgLWe5mqmVLl21p154FysrrFVpiuTm8DYR3rqmdLObw+GwDt5kCxVW4sP7Ar+z2Ww6nUYHoebg88wVo7zBJPw2C97xeDwYDPr9fslqm2qskYw2B1jCodorbwm5YeoWHFKGN32cTjXwttlsbW1teuGNrgyfz0chN8wHkNzO7XaHQiF4WglihTVsjgWDQQqtE1UobyyRdYd3JBIJBAIejwf7MpqamjweTyAQEEXRRHhrKu8q4V0wY23zKvmtRu6pB+96uc3j8Xg1D4husVjManijEEd+w3Q1eEdIRy7+k8U04S1nuS7ThLec5ebC2zaR3ybCW9EoWjEajba3t/v9/vb2dpSLtVfe8hewra0NMa0Mb8NLItgmol3t8eiFN4K2vb0d/ykIQigUamtr8/v9brdb7iqAuWSUthic1tLSwlg41PitCXU6v8kzzYV3IpH4dEaglrW0tCSTyStBeVfJbwq5zYI3eTv5f+Sa2Dp412vAGovPXD41gDGebW1tpsM7kUh4vV6bzeZ2u9vb29PpNEpw5LfX68X3AruN6CPXJovyZi8kLIb8riO81ayWyltO4ZaWFhLTyvCWjzVjN014NzU16YU3uf0AfUUzu90OAwghKBKuconyjsVieE0KrRNG1zaXRIzCb/I0s+CdSCQMtMA8Hg+JcGO0zja88jbMbzq5px6883WaKkZ2UqqZYXh7vV5T4N3R0RGLxdrb2+UDOGD1GLn+jlYGqWHZc7lc7C9XwypvxpxnN+B39fAGnJkF71oqb3ntDYPUtOFtbMlPGMutCW/KhG+1XKNMN4fFzJubmwOBAM7wxgFHksXMJYbxYSwcLG4fiqnxmzyneninUim18VaBQCAej8OLHY/H1UR5W1tbR0fH1FbeBvitSdI/zTAAACAASURBVO6pB++r6rRIC2U8o8QMwJsy4Zu94LHcKFpZzAB7/UhUI9ETiQSF1tkrT3mDNTc3VwlvbAKqrbzJyOxQKATTyWCdUEZyy/kdCAS8Xq8mvyORiJzcOEhNG94G8trtdkciEUlU1E7WC29MAHRChEIh6LSPq+znLRLj0RTFOmwYip52Cq0TSsrbQP6AKfKbPKFKeMdiMUWvCUyKk7/tcZVlApuamuLxuDFaZyeJ8tbF70gkoknuKQnvq+qxPCrLEwEzAG+bzVYlvBFydIPx5BLnOaIah9aGQiHGl+vKUd5g9KlAdHhLZogp6m9GeCM+HA6HYeWNPUEUfgO5FbftwEFqJsNbLrij0Sh9OpAxeLvdbvkhCb9FUWxtbdXrOWAsHNXD26bEb/JoNfCmTM2PxWJpldHmcZXBQeD6M8BvCcsbWXkX2eZz22y21tbWmsGbYhTQwjWtgDddf1uxMQnLEwGrC7zVXhm5wS71uVwOB9K2t7fDq4F0oSy4diUrbzBd/LYI3uTqXsaUt6SSgQV85PBWJLfNZmttbVXGdJVuc0XBLZlRLrFq3OYUcosTdx9BA73u9/tbW1vD4XBra2sgEPD7/ehUobjNTVfeNsvgTZnnGggE4By1FjplUJtefk8u5c1IbjAWfk9VeF9V2y1BG9xtTq5g4XA4YNH+VColX9/D7XZDaUcHDw5bIzUJ48t1pSlvMHZ+W+02DwaDMUPKGwYzkibntxq5fT6fIqNV4c0+YE2X4AarZsBadOIkbyR3MBiUzMyDHS9sNpvdbld8cuhgoAxYk7O8Md3mWBEoWiwWQ3iLoggFUSRmiNGVREK9T46F5YpGptrr9ZJlpqOjg7EONcBvw+QG0+S3AXiT1wcE0v9Dolr+H+vgzWJmwZtlwBpYXQaskev4hkIhsmDL29Dw/0QiAUFENf7HZrNRaJ29spW3rQp4x80esKaL3Jr8hv3m6eRW7OrWgDf7QGV2wY1m1lQxJDc5K93lcuH0MPw/zs1PEKPNsZlMmSpmrvK2bsAavbGFp2UyGXK9OXl1oGjsyiDLrLwlG8mQPTXhcJhO67wZytsAucHo/ObwNgXe7E/HALyrnypGrr6SrswKk7dKbTab1+uVu5rwZZH/h25XoPI27DZnsSrJrcnv6MRx5nJ+2+32YDCoRm44qkZuVXizbKZk2KpZpIVcG1XCdZtsbDnZqyR/ciyLtMhZzm6SVFs6VYwd3mT/jRXwlrNc0VC7uFwu+A9WiM3NzYx1qAF+V0luMAq/pwC8C4UC6R7Xax6PBzp6q4E33RVEmgF4x6pbpEUURfJqdHgnJm4vpvf1ucKVdzUD1qyAty5ys/NbbS6VZFY3K7wF6vKo1ViVy6Pa7XbSc44AttvtijuBgtB0Op0QTFSUN0o9+vKoaspbzVIq87ytXqQl1jBuc0bljRcPBoO5XC6fz5P9hXRa56tT3lWSG0yN35Md3rpWZaFbe3u7YXh3Mi+Pqhfe1S+PSvrMYd00smCTxRg7vA3DW87yK0d5Vz9VzHR4V6m81fitaG63O6q0KygTvBmb3qTbnOX86jcm8fv98B+czQzkjk2cLQaGb5oE7eRYBr1FRGJk6hSVd22WR22QAWtylsuNLCooXMh8EEWRpRo1wG8WcjMWZkV+G4C3LqNwF65ZDbyrWVdR0TQXTKXAm7GNpRfeVW5MQjZzcceRVCqVTqdTsgFrONScK2+9ZtYiLWiwcrZkwU06qkOhkN/vJ3ew1EVuRX6DafIbiEYnNw3e4XCYRXzrgnc1W4JGo1FyS1Ac8Ekhd5xYAxU2CYUHTMrumGxLUPLnCaKPXK1wkAkklTqWQjq5zYJ32uypYpCxBmid1VLe2Cnj9/vz+Two7xwxnaa1tdUK5c1IbiCBMX5PXnibqLlJo+tvCrzzE7uW1UwXvKvfEhSrXYfDkUwmcxMXUJNYLBbjytuAmb48qkAMqSH5TSc3/kQQBEVya/JbUXmz8BsWMDeuvAVBIB1EaqYL3i0tLfTU0ptCWLk7nU6kFAzfj8vWaQETKx1UOFtArKzfYrPZAoGA4lOH23V3d996660rVqzo7e0dqFipVPqEsFKptL9iPT09K1asuPXWW7u7u4GIPp9P4lS3FN5pQ4u0KFY9hhdpkZgivLGPJzGxRzBWcf67XC7TlbcuchvmtwF4k1djd5ubC+9CoaCZUsOWU+//psC7s7OTvstnUcUoPwkGg/RCQi9sWJkAufP5PIXcNptN4lGfwsqb0VgG/FqxMQk5hZgcF8XCGhvh69VFborypgwvt1X2RNYktwa8BYYJ3+zwpkzvZoR3TLZOKoxfUyM3GNntTV7B5XJJgN3V1TVnzpze3t6TJ09+UrWdOHGit7f33nvv/cxnPpOY2GVuHbzT1OVRW1pa4hYvj6qpvDG9MBCXVN75fB7njHWoTBgrGFLeLPtzS8gNJk4cnaRo7e3tkx3eFsluzB9j8O6kTvjWC2/K9G4WeGcyGeA0kjuZTNJ9A/LCb+CFkrC8MZW3WfC2aEtQUnmT/acU0JBT+a1Q3mr8hsXUohN3BTUIb0bnuaZpOswZ4U06z202WzgcjquskIqGPXnBYJD8bTQahV99+ctfXrFihSnAVrOTJ0+uWLHiK1/5iiLFyYyqHt5giTptTCIxef2Fcgp3biANXzP6hDG9ylvTAatI7mKx2NnZqclvh8Mx2eFtem83aZSeb01459mc55qm6TDXhDf4OSnkdjgczc3NoVAoFovJNTdX3prwlpDb3D5vQRD8fr8wcc53bOK65RLW4E/If7KTW5HfEpPzu6WlhZHc2vAWBEHCPAMGrQmWpGrCG9pEZHz8fj/8UO2xKU57C4VCXV1djz/+uKXMVqT4E088IdHiZMTMgjcinGVLULvdbtaWoJrKG/picIaYRHljZa02YaxgSHkL1BV/1cgN8Nbkt0hsWDJJ4a1ZQqo0w/Du7OxMEwuDGzMYE85STtTIDU5UNXI3NzdHK3uQ0M3ACyVh+VRV3nJymwtvRYsR65Y7nU5N9IimKm8wEmdNTU1R2a7eVcFbEIRwOGxsnzGbzeZyuQQGzc0O71gsFo1GJQ0Wn8/X3t4uTtwAVBRF+YxVp9M5Y8aM7du315LZctu2bduXvvQleXaZC2+0aDQaCAQ8Hg/2iDc1NXk8nkAgIBJzxqqHt5zlEoO7ywfiIsvRhWui8qbwm0JuhDeF3+LErcYMwLsRBqwxvMdVWTXwBv3NvmCqxGCVAsZColbMBEFQJLfX643JRqWZCO8rRHkrkrs28CbXvWBBDzu5FfmtaCiPYTE1M5U3WnNzsy4JDnqOEdu64A3m9/sV4+N2u9XGAnz1q18dGBioL7ZJ279/vwThFsEbTLOpXj28oYbCT4nhwIh0ZYaYXHljDSIqTRgrVDHaXM5vOrlJeCvyW5RtEsrhrWhVwhssFArpkuCw/KSuEkJpJmYyGZLcDodDFEV2bBuDt5zldHjLWa7LNOEtZ3n18FYjd23gTXGba5Jbk98syhusvb0dlmQxX3mjRSIRr9eriXC73e71eiORiC5y64V3LBaLRqM+n4+lSfGd73xndHS03rBWtnPnzs2ZM8dW8e9Bw3aSwltiksoLujD8fr9a7UZ6KSkTxgwobzByWKUmuSXwlvBbTm698LbCjMFbzfS2LRiTbwzenZ2duVwuEAhoItzhcAQCgVwup7d40AtbpjJmzev1AsuthneGqrytMwqtO0xV3hRy1wbeeo2d3Ir81jR2cuuGN96jra3N6/U2NTWRg7ebmpp8Ph+5PajV8I5Xxqm1t7f7fD5SczudTojPF7/4RRa1vX379ptuuqmOunz//v2f+9znksRY9MkIb6ih8FNi8HQSxAwxufLOV5bCUJwwVqh6hbVoNOpwOFjILYc38BtUlyJdOLwthTc+l1gsFggE4JWHhLvdbqh8YrEYnmYuvPP5vCAIsDgBmNXwlrO8vvCWs7waeNPJ3YDwFi1T3orkNll5s7QdSLMa3jHZft74SKB6Xb58uSY1S6XS7NmzQxWbPXt2uVyuAa0VbeXKlZ/97GcR4ZMO3nKW6zLN2lPOcr3w1mV66aKXXnrpqJe+UxXejGY6vCVmNbzVlLeapavu89akdYdJyluT3A0Ib13kVuS3prGTe9LDW0JuMovnzJnD4iffvn17NpuNTLRsNlvHEW2lUum+++5jkeANCG+oofCThdY5mfKm0zpfnfLm8ObwnizwlrNcl+mtHxgFN8lyY/BmIXcDwlvkyttEeJPkJnNzzZo1mowsl8tz584Nh8OwiiyZX5FIJBwOz507t44SvLe3F0owhd8NCG85y3WZ3tqTw5vDewrDOzNFlTejNRq8dZFbkd+axk7uSQ9vObm7u7tZpm6fPHly2rRpiG15jgPCp02bVuOJ4JJIfuELX6DwuwHhnePKm8Obw9skeMtZrsv01g81U96TFN4iV94mwpskdzQanTNnDotWHhgYyGazOKkO7xsn+suR37lcro6j2MrlMulCb3x4y1muy/TWnhzeHN5TGN4ZrrwbCd66yK3Ib01jJ/dUgDeSe/78+Sw47OvrA1c5Ri8mW50NH0w0GgUXel9fn9WcptjChQsTiYQc4Q0I7xxX3hzeHN4mwVvOcl2mt37gylsXuTX5HeXKm5KVSG6WTu5PPvnk6aefBnKDwxyuAw9SUgLwFpDwcDi8evVqqyFNsRUrVkCBJvndgPCWs1yX6a09Obw5vKcwvDNceTcSvHWRW5HfmsZO7kkMbzJ3Nm3axMK/uXPngoyGuCmSW8LveDwuVvR3JBKZO3eu1ZCm2G9/+1sJvxsQ3jmuvDm8ObxNgrec5bpMb/3AlbcucmvyO8qVtxq54Rbs5CYHlouEt5xeDmKVLvAG5HcDwlvOcl2mt/bk8ObwnsLwznDl3Ujw1kVuRX5rGju5JyW8DZAbveXwK7iOGrYVCwTcVBCESCSybNkyqyFNMZLfesV3DeCd48qbw5vD2yR4y1muy/Q27rny1kVuTX5HufJWg3dvby8L7XCEmlDZ3MwAvPG+wG/GRoNFtnLlSijcDQhvOct1md7ak8Obw3sKwzvDlXcjwVsXuRX5rWns5J588MYzGceWb9++nfSWI7YZyY0FiEQ48Lu+m4r+8Ic/NCC+awDvHFfeHN4c3ibBW85yXaarZc/Ib6682fkd5cpbQu5oNHrPPfewEO7kyZO5XE5xPjc7vyXFAvmdz+fruH7LJ598AvO/4S1qHHjLWa7L9NaeHN4c3lMY3hmuvBsJ3rrIrchvTWMn92SCN+bFNddcw7ISS7lcvvrqq9VGqOlS3mQxgkcOOXv99dd//PHHNeC0WgK/8IUvpPRMG6sBvHNceXN4c3ibBG85y3UZY5ueZDlX3uzk1uR3lCvv2MRBasPDwyxsmz17toTcMdliLHoLB1iM6P+u7+DzkydPJivOcxZ+1wDecpbrMr21J4c3h/cUhneGK+9GgrcucivyW9PYyT354K1rkJqc3ImK5jagvMnyhPo7EonUd/G1tWvXwovRIPDOceXN4c3hbRK85SzXZSz8lrCcK292cmvyO8qVNx5l7OoulUq5XA4XQEVyy01v4cAihc9eEIR8Pl8qlayGNMXYO79rAG85y3WZ3tqTw5vDewrDO8OVdyPBWxe5FfmtaezkngTwxiwoFAos+3N/8skn06dPV5wYZorylohviNvNN99sNaEpViqVPvvZz6YYnOc1gHeOK28Obw5vk+AtZ7kuYxTcJMu58mYntya/o1e48sYEL1++nIVkMDdMoHZ1V6m85fwWBKG+M8dg5ndKy3luCrw16wj5FdhrN721J4e3GmsVr88Yk5rBWy9o1Z77VIV3hivvRoK3LnIr8lvT2Mnd6PDG9N9www0sDPv444+z2SzFYZ4wQ3nL+R2NRvP5fB1Hnn/yySew8zddfJsFb7haWcvgjnR457nyNhXeXV1dnZ2dmo9G0U6cOAFJwBtZCm9Q0oVCYdOmTcYiDGVmCsNb/urpMhZ+S1jOlTc7uTX5Hb2SlTemlnFH7aefflriMKc/PL2FQ1624oTzvL7Lph4+fFhTfJsI746ODs26FWJCh7ec5bqMw1sCbyCiMRaWy2VIcs3gDbw8ceKEsdhCmZnC8M5w5d1I8NZFbkV+axo7uRsa3ph4xsXUYJyaoDU3LG6S8ibFN8QzX2/xvXDhwhS159tEeCeTSc26NZVKZbjyrjm88/m8MRaWy+VNmzaR4ttqeOfz+Ww2azi2mUxmasNb/urpMq68zYW3yJU3O7wh9ozj1GDHTwq55aa3cND5LQjCvHnzrCY0xU6ePJlIJCji2yx4d3R0sMA7mUxy5V1LeHd1dRWLxVwuZxiHJ06cKBQKKL6tgzd4CHK5XF9fn+HYQumawvDOcOXdSPDmypsJ3pjyGTNmsHCrVCpJxqmp0TpunvJOKo1cq++0sdtuu40ivs2CdyqVSiQSmnVrMpns6OjIZDJ0Wue48jYP3oVCIVuFli2Xy/l8vjbwhqgeP37ccFShdOXz+akKb/mrp8u48jYX3iJX3ozwhqgz9nYvW7YsHA5H9chuRn5LWE7hN8C77j3fCXXxbQq80+k0I7whJnR4y1muyzi8JfDOV+eILpfLL7zwQrFYNBA3A/DOZDLVRHXKwzvDlXcjwZsrb214Y7IZZXe5XM5N7O2m0DpuqvLGQoZFIV/vnm+K+K4xvJPJpCa881x5Nxi8jx49mq+Ib4vg3dnZWSwW8/n8xo0bq4nqlIe3nOW6jCtvc+EtcuXNAm+I944dO1hwtXr1ahxkzi67GfktYTmlkMUr4ru+u33v3LkzoSK+awzvBFfekxDe4+PjgENL4V0oFHK5XDU+8/IVAO8MV96NBG+uvDXgjWm+5pprGHF1/fXXk0PV6LSOW6C8k4T4jkajX/rSlyzFs6Z95jOfURTfNYZ3kivvSQjvMuE51xtDXfDOZrPj4+PVxHPKw1vOcl3Glbe58Ba58taEN/z2scceYwHVyZMncfcwXbKbkd8SltPLWbwybay+W30/8cQTSaU53zWGd4Ir78kJ76NHjxYKhc7KnDFz4d1Z8ZmvXbu2ynhOeXhnuPJuJHhz5c0Eb0EQGLf+fPTRR0mfuSat49YobyxqkATGlodFpjZnrMbwTnLlPTnhjZ5z6+Cdy+WGhoaqjOeUh7ec5bqMK29z4S1y5a1pUT2e589//vOMPnNFlusyzaIWr3jO2X3+Ftnf/M3fJGWrpdYY3gmuvCcnvMsVz7le8c0I74IZPvPyFQDvDFfejQRvrry1UyswT7g6efIkzBCLsvnMExYr72QyGa9sFVpfz/nKlSsTMvFdY3gnufKetPDu7+8v6Pecs5C7aJLPvHwFwFvOcl3Glbe58Ba58maBN6PP/Omnn4aIwW/1Pjy9hYOltMUr3d6NMOE7mUxy5c3hLbcdO3bs2LGDckKpVMrr95wzwjun5TPfvHnz8uXLNVMx5eGd4cq7keDNlbd2OvP5PCOibr75Zl0+84SK8lYjelKP8ib5HWWepG6dXXXVVVx5c3grGrxxx44do5zz1FNPFXV6zlngXSgUcrkcxWd+9uxZqD00UzHl4S1nuS7jyttceItcedOTKgjCPffcw8gnXBIVMlfvY6P/R45zdnhDcixls6bdd999yYljzmsMb668GxbeULDXr19POae/vz+fz5sI7042n/n+/fvhZdRMxZSHd4Yr70aCN1fetHSCrVmzhgVOAwMD5AagLE8rkUgAofFhzJkzZ9OmTQMDA7D9ycmTJwcGBnp7e7/85S/HYjFSo7OUNqAa3CUajR4+fNhiQNPs+eefry+8k1x5Nyq8scRSzjHgOWeBd07LZ75o0SJ4WzVTMeXhLWe5LuPK21x4i1x505Mq6OnwBp95lFl54zPo7OyETjXK9UdHRxcsWEBelrHAxSvKe/ny5SaB2IjJJ4zVGN5ceTcsvFOVNXxOnz5NOW3p0qVFPZ5zTXgXCoVcLlcqldTuWCqVsC7WTMWUh3eGK+9GgjdX3rR0RqPRSCTCCKfZs2cLFZ+5yKC8AcOiKN56661lKrZJGxgYuOqqq0CFa+pvoFoymYQozZkzxyB4TTJocHDlzeEtMay+t27dSjlNr+ecTu5isZjP55cuXUq54/79+7Gu10zFlIe3nOW6jCtvc+EtcuVNIbcgCOwzpL/0pS9FIhH4ObKZ/pxEUZw/f75eBJbLZfSia/I7SYjvG264Qe+9zDXJbG/D8LbZbDabzeVyeb1en8/X2toaDoc161auvBsZ3vBkFyxYQDlNr+dcE965XK6/v59yx8WLFyMYNFMx5eGd4cq7keDNlbcGvG+++WZGMrHP8MZ8X7BggTEKlsvl7u7uuFb/NxZQuGO03mPWZs6cmSA851XCG81utzudTs26NWm28lY8X1cLwAp4y89nv6BefpsFb3y46XR6ZGSEcubChQuLzOuc0+FdYPCZp1Ip5IpmKqyANyN31WBsLrzlLFcEtpohNSk8bhzlbQzGXHnrgLfP57Pb7YFAwHR4wy3Yl2eRjFZT4zfme5U6+OTJk11dXZr8ThJLrYmiWN+lWlasWFFHeJulvCXV39KlS7dt29bf33/69GnFLtvx8XE4dPTo0d27d7/wwgs9PT3wc71ynIXZcJGnnnrq5Zdf7u/vf/fdd999992PPvpIEquPPvoIDr322mubNm36yU9+Uqx0J8vRWCwWOzo6wuGw3+/3+XxWwBtyO5PJ0D3n27ZtyzN7zumyu1AoaPrMgce1hzdZ0rLZ7BNPPPGf//mfe/bsGR4eHh4elk9swzK2a9eujRs3Ll26NDOxm8kUeGcqmjsajba0tHg8nqamJnSDud3u5ubmSCTS0dGxZMmSrVu3HjhwAGJFj/CGDRsWL16MXFeju80Ck+BZwux4PL5o0aItW7YMDg7KUzE+Pj48PPzmm2++8sorPT09JsbKGL8jkYjX67Xb7dVHwG63e71enDzFQm7d8PZ6vXg/Fn7rhXcoFPr5z3/OgqWDBw+yKG/McVEUGcfB0VlIhze2LhHe9R1w3tvbmyCWapl0ypus9dauXTs0NFTlmprvvvvuiRMndu/e3dfX99RTT2nym4Jt+OGmTZtOnDghRzWLffTRR0ePHv3Vr34FqjSVSoVCIb/fjxU0mN/vNx3e2WwWc5juOR8ZGckze86r9Jn39vaCPz+TydQM3mRh27Bhw1tvvWWsjI2Pjw8NDa1du5Z8caqEdyqV8vv9DodDrdJfu3btm2++WU2Ee3t7Ed4SihtGkeat5Yp5zZo1g4ODehPy5ptvLlmyxHA80QyQu7W1tfr7yi0QCLDzWwe8PR6P/E4mwrulpcXhcBw4cIAFSy+++KLT6WxpaYlVRqsp8hsz3UBXt9z+93//t729nZL1TqczEolAiYRb13dv78OHD8fj8cmovMn6rq+vj+JrNWxHjx6FO7LDG5GQz+dfe+01Y8yWW6lUWrt2rVqhCofDVsAbUp3L5Uz0nFfjMx8fHwefORQ5FnjH43Gv15tMJo3BG0taNpvdvXt39Wutg5VKpb6+PkWE6yJ3e3s7BduvvPKKiRHesGEDNLVJNzvei/STd6j3eaPTUfOOWFcvWrTIALMldurUqZUrVyJidbnNIYF6lXcoFMKa0Ov1+v3+oIq1t7fDZ0tLi/whAiXl7zsLuQVBsHk8HmPkBqPzm5HcgiA4nU673c4O7yVLljgcDqCIqL68WqyyTVn1shvsoYceovtJnE5nKpVKVMas1Xe2GMC7XspbFEVjyhtruqVLl9K5Uo3t3r1bF7wR2y+//LJZ2CZtdHRUUUZ0dHRYBG9gasY8z3k1PvPBwcFUKgWoy2az6XRaMxUulwtqTwPwhpKWzWa3bdtmFgVJK5VKPT09+BLpgnc6nXa73Wo1TF9fn0URXrVqFSJcEd70Pm+Ad4xhdR1RFFeuXEmfpqjXdu7cCSBg57deeKPyhr5jv98vVPpt1RQpfKrJdEV4ezweVuUNZxsjNxiF3yzkDoVCgEOA98GDB1mw9G//9m8Ab/hhJBKRPzPM8WKxaBYODxw4oNnJkSQGnE8NeGPxDYVCbW1tHo+HBd4ulyscDutV3qTgtqKSQtu1axfETRPepOA+ceKEdVEql8uvvPKKpDgVi0WL3OYoiHV5zjOZjAF455h95pAEFng7nU6Hw6FXeZOC+/jx45p3qcZ27doF7x02SjQtkUhQBPfbb79taYR37tyJ/MbuG1EUGZU31Lqadzl16pQVkR8cHNTFb8PKu6mpCbANlWFTU5PH42ltbSW51tbW1lQxtaepCG+73c6qvMEo/KaTG25mGN6CICALHQ5HW1sbrHSmacuWLWtvb3c6nRgHUTbVG7I7Go2a4jNHw0aDmqUq66zVHd6jo6OxWKx6eEtkQYptnjd4UwKBALvyhn9mMpmNGzda8XqTBvDWVN4kua1zA5B26NAhLEsul4uko+nw7uzszOVy6XSa3jGBnvN0Ok268Rnhze4zh2LADm9RFHX1eZPkrs3THBoaQn6zaG41ctvt9rNnz9YgwoODgzBQxufzwa3D4TCj8ga81SCSarZ582Z2fhtW3vDZ1tYmeUYIdeQ3HZ2K8Ib/sypvMEV+a5LbVoXyFgTB5XLBRZxOJ/j6GbE0b968cDiMP7fZbC6XS/5sRAtWOrvhhhtiWnO+ccD5448/buKtDZgpyrsaeNtsNr/fzyK7QZ3UhtzlcnnHjh1AC01415LcYIcOHYKsa2lpsQ7eSNZMJnPgwAHK+X19fYVCoaOjIxQK6YI3tA8KhcLChQsp10efObSlGOENfh298K4lucGGhobo7xS+WWrecrvdfubMmZpFeHBwMJlMInv8fj+j8q47vMfHxx988EFGfhtW3gAvxSfV1NREMk6xq5uEtCK89SlvMAm/qyS3JrwxYS6XK1IxRiZ9/etfRwWM+tvv9yvC29zdOW+5Su0/OQAAIABJREFU5RYoFnJ4QwlOESuc33LLLSbe2oBBPOsLb5s6v1FzZyt+xYULF1rqLUd79dVXfT5fPB6nwLtYK2+53Pr6+mw2WygUInuaTYd3V1cXyOIlS5ZQzj9+/HgymQwGgwbgXSwWc7nctm3bKNdHnzkglhHeekeb18xbLretW7fiC6gGb7XBsHa7/c0336xxhLds2SKKIkTA6XROFuVd1uM8r0Z5U6jc0tICgAMAU9y0pilvMOR39eSmwzsSiWCqQqFQNBrVBe8bb7wR4A2rfWEpJ53ntYR3c3OzovLm8MbSQtff2coaFOYOY6HY0qVLoQipjVjGGp8OHuvs4YcfTiaTQEGL4H3VVVcBXOPxON1zDuQ2AG9oHNCVLvrMrYM3OUJN88pW2JIlSyj8TqVSag7zvr6+ukR40aJF6AkQBAFonUwmKTRiHMpqtTGK72qUN2VEIWAI+Y3zq+msBBN0zfOWm8fjwd4OilU5zxuT1NzcDInUBe+HHnrI5XKFQiGgtd/vh6uBliLhLTAv/MJo4DaXwBsSIlfejeA2rx7e+NC9Xm9LS0swGGRpX0vgbbPZWltbFZU3wDubzdbGYQ6G8MaSI0E4arXaeALkNjw8nMvlyGHeVsC7s7MzlUoFg8HXX3+d8pPf/OY3yG9GeDP6zI8fPw6zEgDD1sEbGoj1epqnT5/G11AOb6zB5CSoY4SDwSDW0ii41TzGtoaB9759+6yAN6m8KcPQoKITK6PNUaOLpq+wZsyqX2ENK01BEEh4l0olFib95Cc/gUVaMFtx5Lkc3nPnzjURh3BTObyhiEuUd90HrJkLb12vqBzeNpstGo2qye6Ojg4D87lHR0eHh4dfffXVV1999fe///327dt3TLRjx46dOnXq1KlTkovDhAVJ9CTkzufz9DHSinbq1Kl9+/bt3LkT47Bz5859+/YZGHD0wgsvFIl9vayAdzqdDoVCwWDw0Ucfpfzk7bffhqmruuBdLBY1XRcbNmxAn7lF8EaHOb1rX9HgaeKjhJK2Z88eA53Qzz//vJr4VpTddrv9tdde03uX4eHhPXv2vFoxiLax4tfb24uUEgQBe7tFUcTOStJg6JLeu5B26tSpI0eObJ9oenO7VCoBVuqivG0VRQpcowxbA0rK/29ceWsaI7kp8Mb0eL1eTCTAe2BggAVLy5YtEyaujYregmAwKHGb5/N5s3A4MDAA6VKEt62iv1F51xfeBw4ccLvdoijWBd4ej0cOb4fDkUqlSOWdrYxTe/7559nfz7Nnz27atOnee+91u91NTU0+ny8cDstftnA47PP5fD4fOGngnytXrly1alU6nSY9QGBkvQ/VPbvuGRwcXLNmDdneJ5dcDgaDbrfb7Xb/6le/Gh0dZbwmTNOyDt6ZTCYcDgO8g8Egi+c8Eomww1uvz9w6eMM12Z/mkSNHVq9eLa/HQqGQx+PxeDyhUEgQhJdeeom9xTkyMgKJlcBbsQa36ZTdAwMDzz33HLwOpLW3twuCAItJRyKRF198UVeEsVPS6XQmK7scdXR0JJNJSdcqVDUsPjmJvf3227/73e8ee+wxKIphmTU1Nbnd7h/84AfsM+WeeOIJTfFdjfJubm6mIBKGrUHJUfOp2Ezv89Y0dnJT4I01ZltbG8I7FAq1t7cfOnSIBUsA7yixNioO92hubpbAOxKJmLXG+GOPPQYPTzLanMyi5ubmBlHeBw4ccDqdTU1NyWSyLou0KOoJr9erKLsZhxGVSqXly5eLogh1k9frhVXtJIMHBUHw+Xwuwnw+H5wJAgISmM/nE4kEtvwkDnPG/tGzZ88++eSTUCqSyWQoFHKpG9REr776KsuVy+Xys88+W6wscGYuvNPpdCQSgRoT+M3iOUfJToe3MZ85/MRceKPspq9Fg3b27NknnniCrFsSShaPx7Hu2rFjB8uVy+XyM888IxffivW73W5n7O0+c+bMv/zLv8DrIC9vfr8f44n1PnuEV65ciY5fqEnI0ebIb4/Ho3fA2ttvv/3LX/4S8IwDljGGZGwhIVBQX3zxRZaLb968GQBkIrxJftOX2sQx59FolIL5mipvXeSmwBtdMU1NTVi/AxIYV1jbtGmTZD9QsTI20u12S+Btluf8448/LhQKKLvV4G2z2Xw+H8zz/u1vf1v9fQ0bwBuG9dVlbXOR6B8hLRKJkMo7w7aWdblcPnv2LL6QPp8PXHmpiWsyR6NRr9frmGjOivl8vmg0iuSG+r1YLMLEVlJ2ZzIZFo1y9uxZxHYqlYrFYi6Xy6FkEAFE+K9+9SuWJA8NDRUKBRDfZsEbMg0qTag9Ad5PP/005VdHjhyJx+NF9XXOjfnMOzo64FmQ8Pb7/ZqpYIc3tAYYnyYWMHymaobLOUSj0Zdeeknz4uVyeXBwUN7zLXH/4FvG4qE5c+YMqG2Xy4WFnCx1Ho8nXlk9GggEVSJ7hMnWLSwhgqPNESHRaJQd3r/73e9AYcuBLVY6hkWihxjeHTg5HA5v375d8xbHjh0zHd7ixHneih0HYOBRjtZ4tDnF9JKbAm9yfjYarLD23HPPsWBpYGAgEomQrWN8EjjhG3Mc/EXVi++lS5fCi8GSXT6fT6z3xiTPPfccjMlyuVz1Wtsc3W6kORwO8JQCudPp9IYNGzQvWCqV4InDlVOV7SMxqrFYDPb50TQY2EjCW1Lj53K5H/7whyxRwvhAZKCzQM2Q4uz8Hh8fxwXOzII3OMnl8A4GgxQ/7fj4eC6Xi8VijPA24DPv7OwEcrMUMBZ44yBzxqdJFrCOyo6Zim8HbH2WJJZTZBGFsBwNOn7A5B2odrv9nnvu0bza6OgoiW0oXZIiB3I5Wdm/K04MBmLh9/j4OPyQHMXc1NSELRj4D04Va2pq0rwmFDwENlJW4uhGakJC4EwosZrtMHiU1invWCxG6czG1dboQ7/V4M2qvAOBAOXqaC0tLYJ5+3nDNR0OR0tLS1tbGyzdDt1pjCPDjx8/Tg4Vhg3yMEg+HvScX3/99dWA8MSJE+FwWHN5NTQgRH23BMUV4G02W5VTxaALPxQKNTU1sStv8IgqOo7a29tBfIPsHhoa0rwg7uoGDX+IGMj3eDyuOLkRZIfaUa/Xm0gkFGt8Ri/rmjVrID6ZTCaXy7G8TYhw4DfLFN6enh4Q3/Rub2PwlnjOjxw5Qvnh888/73A41NY5l8ObHhm5zzyfz8OLbCK8oYyxPM3Vq1fHiBUJsfCrTW7EbbCTySTwm+Vprlq1CmKOr5hiIWHxmT/33HNAbmS2YpEjp2UDyJHfx44d07zLypUroTVDFm+8IAQR3iwPjtzNWcJXSccEGNwCfAZQmbOIb0FrzFqVyhukgjy3HQ4HpEuzNqhWebPM57ZV5n+bC29yMRqIaCQSufnmmxnJROGoBN4ovg07z8vlcrFYxJeEJcegjjZ2O7MMZ8PbqoY3WjqdTiQSra2tmi8P7iqmuOgjiO9sZeK4ZlP61KlTIIlQtdCxDWAmJwslEgnFl00ySQyHqmn2wY+MjMTjcfT66nJkQfFwuVz33nuvZk729/fDsDXr4A3PIhgM/sd//Aflh4cPH7bb7ZrwRp85fe7f1q1bSZ95Pp+HR2kuvMG7w/I05QUMO3fkRvqNkN8sT3P//v2SYWvy4uFwODTbAWfOnCHJTSls2MjAudrQFhdF8YEHHmCJcDweTyaTJI3UlDfLg5NgVTKYgFwtAwxuQfoMHn/8cc27LF++PKq1YTRc2ZjyBrJIVmux2+0wNraaPUNZlTe7wW4npsAb3eYkvCG6n/vc5xjJ9Ld/+7ft7e1+v7+lpcXv96ODglwnFXMcGwcG+F0ul7u7u3WR22az2e32a665Ru+9zLV8Po9xhnV/TIE34yItSWI/70gkIs+iUCiUy+XggppXW79+PZAyU9npJB6PK8JYjm20YqVvW/4rRDjAm2Vk8vr16zGBqVSKvWxgCQH/uWY1ffr0aUCURfDOZDJdXV3FYjEej2t6zh0OR6FQ0IQ3yG46MufPn48+81wuh40w0+HN+DSxuYnkVsS2hN9wfRhs4XK53nrrLfqNTp8+LfGcS9zm0LDTjPALL7wAoyvoBa+pqSlNGI4VB2kbjUY1xfepU6fi8bjEba6mvN1uN/1q5XJZEITYxJGASSWTwxuqdKjMNfMH4E0R34aVt8vlCgaDyO9IJNLS0gJ7g8JILPpYdE1jVd66zOv1mgJvcu4gqbwFQQiHw4xkuvvuuwVithgmBgesKfI7HA5Pnz69XC4z3gU611leEonZ7fZZs2YZxa45Ju+hh+WgawPvxMT9vOUDHZqamjKZTEdHx6pVqzSvFo/HU5X9nuGCiuVTDduSvm01hGOHN32jLUwgOlcl9S8Mbqe7taCOdjqdv/jFLzTvlc1mLYJ3Npv9zGc+A+9IPp8PhUJ0zzn68OX81uUzP3PmDLQmgYJkXpkFb+zwZnma8gJGJ3d+4vpCmUxGEASn0/mzn/1M8144+wN+K2mDMnZ4g+zWrJQ8Hk96oqEEB1f/6tWrNe8Fm2DaiAFrQG6sdQVBYB+wBmhQY7YavCUd9ppbk+3YscNceCO/8R2HFatgCiXSTXM/Ek0zX3mD6eK3GrwVp4pBjCORCOPe28uWLYO7QLZiluFUMQm8Sf95NpuFgbWU65dKpdmzZ5Pk1gXv5ubm+s4TO3HihOLwumQyWRt4h8NhEt6K4htqTM3+yNOnT4M/E73l+XxeUiwVsQ2ucjwqqdzlCAetlmGYdA5zdgEewWAQGt2pVApUKRpWPYpmt9sDgQCL42Hp0qWod02EN5A7Ho9DZFKpVDabpXvODx06lFfZ3lviM6f32m7atMnlckFplEtPs+CdY1tCYGRkhHQUsZAb4Y3+89bWVqfTyTJOftGiRWS3t2SqmN1uf/bZZ+lXOHv2LKOiCAQCaZmh/xz4rRnhf/qnf7Lb7S6XC0ecwBWMTRWrHt5Rhul5psMblbc8k3E9c1FrMxIWs0R5g7HzWw3eiou0QFx9Ph/7gHNSecsXaVHkd7TiP4e5CrNnz+7r6+vv7z9//vwnn3zS398/MDCwevXqadOmoVMRmwhx2QwxNEkWwQo7dR9qrtgwb2lpqQ28YUhqhtjPW96SCAQCHR0dO3fupF8KthlGVUTCm45tSblNKq1hTiIcHa27du2iR2n//v2SOU7AM9IUk0ya3W7P5XIdHR2aK7qvXbs2X5lgbRa80+k0khsMVFoqldIcc67oOZeMM6f7zOfMmQONS8Wx1ubCm+VpxuPx9vb2YDDIQu5wOAxnkuLb7XY7HI5QKKQpCnt7e8lu7+jEUUsOh+OVV16hX2Hfvn2MM18ikYgivNF5Ho1GNSP87LPPOp3OWCyGMzMTiYThRVqqgTe0NgRB2Lx5M/0uR44csVR5kwYrRje68gZj5LcavEViNVPScw7Tc2fOnMnIJ6GyTgumxE4sjyrnd4zwn4MBnskFichFA0hlTyG3BN4wDUkURUvZrGkzZ85UbJiDs9oAvFOpVCQSaWtrEwSBBd5OpzMYDJLwli9GAYDXHEwEvcvQPwrkyOfz7NiWPB0KwguVGd6a62jCPlE5Yo6TBN6FQkFSuylWtSD0NW+3a9euvNaYNV3wTqVSXV1dJLnBYEmAwcFBys/BDSAX37p85pRBJHa7vaWlRTMVLPCG5ibL0xQqU3JjsRid3JhpUWKtX6gEnE5nIpHYv38//XY7d+6UjFkjy4bD4dBcFXXLli0sPnO73S4nt0R8x2Kxffv20W/3yiuvhMPhZGWFFlFl/Qa73c6yPKpheKP4jkajy5cvp9/l1KlTAnXAuYnKG13IEteyMTOuvAOBAMuMFxZ+U+CNyUOHQyAQgF5A9m7vGTNmwF3wauTGJHT9jSYIAi6dAZuTCsS4eiR3XGkPUDm8YXmWWCx26623WspmTaNMbDMAb9LpbbfbPR6P5isKK6KQ8I7K5kVAY0tTd65atQpFPFmN6sI2aWoIx9FqmlGCpbJyuRySWwJvcrgpLAqrOAA1zzYtbdeuXblczix4p9PpfD6vqCGgPU2fdo+j3+XwZveZU4Sjw+FIJpOaqWCEN4tjA6Zv4bJZ4XCYornhHFJ553I5cN60tLQkk8ktW7bQbwfwJsesYbsW6sDh4WH6FVauXMniM29paaHAG+quWCymqWJ///vfQwVI9nMrFh4Wl8kkhTdFeXs8HgngqhmzZlB5BwIBOGAKvynwFoilZ2COKXx3OBzt7e2M06OXL18uCAL+1j5xS1C1BwaymGQ5uSARRjtWWfsFSgy9nEEEYGHURCIhiuKKFSusxjPF+vv71SpHu92uF96S8sr4ioIySCaTZB0nj0w4HNasW7HDG5ktIbcatkGdqx1V3EmMEd6LFy/OEBOUJfAmm+cejyeXy6n1f4NIfeaZZ+i3O336tInwhupP6Z3+9OHGYjHKz0ulErRaFOHN4jP/zne+QxGO0Wg0bcbyqOzwhk7oLLGpNqzHGY/HUW2Hw2EcdAnLxGKphhcESnsymVy5ciX9dqdPn05OHLOWrkynZIT3k08+qQlvGMSgBu80McNtxYoV9NvBgHMgPeWmNYO3KIqas8VqqbxtxMIsaIxrqMjNiPJGcpvFbwq8RaJjnyyFra2tkUjk6aefZkHU8PAwqQj9fj+d3KQEjxHrBZILEpFH0SgOc4Q3bCmWqEygZBx2Z5EtWbJErXI00OctHw3LDu9wOEzCW36p1tZWzVkfCWIhFInypmNbAnj6JLFiZVcMlv3NYGyXIrzT6TRevLW1FYmO82pIKxaLjPDOZrNmwZsCToCHx+Oh03fp0qVFYrszCbzpcSiVSslkUnHfGniPsiatbQ65wbKKAKI0l8uJKktAgsFMVCh+UKTT6TSc39bWlslkUqkUI7wl66xBuwHyX3Nh1FgslkwmFUsUWltbG4Xc6XQaOrBjsRgLvEHG0JcMqyW8BUHQjLNFyhsW4Gpra8MlutUsGAzqnUFqM6C8JeRm5zcsFm0A3vKXBC6lazW0YrEIueN0OjWxDc8+QazdA0bGgfw/FCD8pBi5GWgikbj22mutRLO2FQoFtYZ5Uv9oc8kVdMG7paWFhLfEdWy321lG5yYro9VI5c2ObbSi1jzvgp5dMRThXSgUoFTDQkukI10N3gAA+u0A3kXqbDFT4I3Pd926dZQrKHrO0We+du1aym/3798PpJRvikwu3aOZChZ4Z9iWzU/KhkOKotjc3IwFzOv1wihUsu0IRRoG3LndbhzOGY/H6bfD2ROSzin25Quhduro6FB7iJLp3RTlDZ5C+u0A3mqiU1JyNCNfS3hHK2ONq4c3Ku9oZen1QCBAtkEdDgfskwR0g9MMjF/Tp7wVyc3Ib1x11gC8hYnrtodCoWhlNjaj5/yhhx6CKwiCoAlvOcvJwkEWEUWjF7UksY33448/bjWeKYaTxOQVtLF53sZm8gAhwGmMhn0ceCmv16t5KainyLo1P3GqGJgp87xBeWtGCeJDjlYDksFlYTF5yeBzSUkDugNjWOCdyWRqBm9Y/Y1yhVKplK+suC6Bdy6Xoy92Cz0OuVwOcEXeOhKJ6Go/mQVvr9cLrpQc2yQxsHQ6Da8Gtjngdgmt4Zxq8O7o6ICp/5oRpg8113SYk8obqiz67QDemquGNRS8y+WyufAm+e33+ym+K3ShRycOyWI0HcqbQm4WflM2LNGEtyiKoVCIzIWWlhYY7P3oo4+ygAoWOYf1blhoTX5qwjvJrLzRIBr19Zk//PDD8toZNkphJzdZrcjlMju8bTYbCe+YrPucZewbwht7u/Ns87zV4K2GcPbqXhHeMJqppaWlMHG2Nxi5RwtMygI/M9yUfrvx8XFQ3l3q25OYC2+n00lf+g0855A0hDegl9IPUiqVAFqQdZlMBiHk8/nM3RI0l8tlMhmWafQwZDUWi7HDOx6Po4slkUhAW4QR3uPj40mZ2xx+Dv5IlghT4BGPxzOZDIvyxgHnmhGOqSzlbaBmqB7ewDbNG1mkvFkGo0GHsljZ7VrzfDIPWZW3Jrnp/KZvNcYCb2hDkf5zUGMdHR2MrLr++uvhOiz81lTeVZrdbr/xxhstZbOmdXZ2xipdYrgzUrqKtc1RYWAaTYQ34x4n5IA1UnkzYlsR3nKEs8MblFahUEByx+Nxm80WDofl2AbDu7S2tiLdOzs7gTGad4TbmQJvyEnFSwGD4Tr0Mefbtm3LE57zrq4uFp/5gQMHOjo6csQUu3RlrBZ06psL7zTb4rvo/PT7/R0dHXRsd3R0YPXtdrvTlRmMQF+9iwdL4M3idS+rwxsXV9Akty7lXS6XoXbFed4pmSWtX6QF+V1f5c2opJubm5HfLOdjhcaqvFnIrcZvzU1CGeENhuPXsOH/yiuvsLBq06ZNgtYGMuzKu0qz2+313cN7x44d8GKkKrtcVw9vqExbW1thxyePxxOJRNjrFxPhTSpvXdimwJtEuGF4Z7NZl8sFk6cVrVAo2GQd4UDKusDbbrerwRsw7HA46PkwMjKSJzzn8Ct2nzlkO+ReMpkMhULwvS7wTqVSbW1tiEO32w1rPSWTSQB2MpmMx+PBYBBbsTAvJjfR2OGdINZRJ98yxp/L4W2322HEHBojvxOJBCO8yVpFzu8pD29U3gJ1l27SYLEQkToEUmLYd6ytvNnhLeE3y/beuuAtVtZpwTqdUcKWy+VisShO3AtWl/I2MCBQ0XCNAqsJTbFbbrklXpmRSZK7SngbqF8SE9c2lxvUdEmGGb2Kyjsvm+ddDbzBjME7n88HAoFsNqtG7q6uLlEU0VUugTeL27xUKmUyGbPgrbm+Bzag6XOWFi5cWKx4zqGBksvl2H3mRaLHAa1e8AY3st/v11y2zOFw+P1+xYLNWKRLpZKJ8IZhofCyA7MZyY0rnGvCe3R0lHFNGOvc5gZuxBJnm6E+b8ZhaO3t7cA1+dhMRQOqspBbN7yj0SgspcJCbgPwjlUmXre1tfl8Pq/X29/fz0IsWOdcU3yrKe9wOOx0Olkyl25Op5NxkptFdvjwYcgBoF194Z2cuFi0Yk0H411ZLiVX3nrJbR28k8mk4vKoEngXZB3h7PCGAWs1g7etUj9u2rSJch3Scw4JYfeZy7Fdd3hj61AURb/f7/V6UWe73W6v1wsDkbDtaBjeMGCtGni73W632+33+wVBUHt/TVTew8PDHN7ixP1ABUHwer10SR0MBiGxmsske71eieY2WXmzALtKeMcm7uA5ffp0FmiNjo4KFc85u/hO6DR6IYNbl+stu2OxGERVQm6uvK2Dt3yRFkZjd5vDVDGz4J1V7/MmPeeZTIa+HxfpOYeE0H3mvb29mYrPvJHhzWhqRVrz7age3thAl9A6Y43yhtHm8Tr1eUssbp7bXK9J+K1p0UqftzhxWU81Yyd3Q8M7Go1GIpFwOFwqlVi4NX/+fE14qylvCq0TDKPNsUgtWLDAajxT7OTJk6Iowlst95k3svJmWUOjxsp7ZGSEHiVT4I3M6+npod+ulvD+TGXYWi6X08wK8Jx3VhZWo+9oQvrMawlvzadpCryzlRFnmlvcwiItagPWEomEZoQV4S0xRngnEgnNVWVwkZa69Hk3CLwl5Nbkt4TcmvyWkFuT3w0Kb5EQ33PnzmVBV7lcLhQKmvw2XXljeerq6irXVXbPnz+flN11h3eCQXkDvDVXr5w/f758nrelylszSgsWLMgqzfM2AO98Ps8C70wmUzRpqhgjvCE36Ouug+e8WCwWCoWlS5dSzhwaGiJ95pB2q+ENOGR5mumJi7QYhncHw/70avO8Ed6aEZ43bx5610haZ/Qob4AuI7xBGHDlzZU3Dd5y8T0wMMBCr+XLl+N1aqa8E5X12uq7mPnhw4dFquxuQOUNV2OB96pVq9KyFdasUN5IDpaNSUyBd5FhelW5XN61a1fGvEVaWODd1dUFuUH3nB8/fhyfSH9/P+VMic+8BvBmb4o988wzUOBNgXdvby/9djt37qTAm+WNWLlypRzeEmNX3mvWrKHfbseOHVx5i1x5M8IbTBCESCRy9dVXswCsrHPYOQu/JSxXLF6xWKzusvuaa66RvF11h3dCS3lns1lQ3seOHaNfqre3V1EYWQTvjo4OzU0kn3/+ebPgncvlNDec3rVrV9a85VFZ4H3VVVcVi0XIDboXF55LLpejdH+gzzxfWVC2ZvBOpVKae3RCw6J6eMPbwbI/vRq8YY0Xlgibpbzj8ThLhGO8z5srbxZ4x2Tim3EU9/bt26Pqw84TZivvRGXFn+3bt1uNZ4qBy4EuuxtTeWcymWQyyVJ3YE1dA+Xd0dHBSNO8yq5ieuGtuaP5xo0bawlv4Dfyj+457+vry2azdJ/54OCgxGdeG3hns1kWmu7atStd2ZikSuWdSqU0G6Pr169PqqywBvBmeSPg/TJFebNEOEas+8SVNwu/o1em8o7Jer6z2SzjyLVbbrlFZBPfLPyWsFxetuLxeH237i6VSsViMUbt7W5Y5Z1Op1ngffz48dr0eRcqW4JqbvN1/PjxjPqWoLrgnc1mNQcogZe+06RdxRjh3VlZak3Tc55Op+m+CvCdkD7zmsGbpRMakmCK8k4mk5pPE5zeaWJLUBLeSYZNRY8dO5ZIJExR3rFYTDPCK1asiFUce1x5s5Bbkd+axk7uhoa3hN/hcHj27NksMBsdHS2qOM8T5ilvLEZdXV2jo6NWE5pic+bMwTeBIrsbWXlr1q2lUgkuVQPlDfBevHgxPUrj4+PVw7uTYQNNMJCtNYY3ti3S6TR9RkBKa9tNfHx1gfeiRYvol0Kvvinw1ox5nBgrLoE3XOHJJ5/UjDCgtErlnUwm4wyrsYqiGCeWfuLKm4Xf0StWecdk4jscDq9evZqFZ319fXhBi5R3ojJObdOmTVbjmWJr1qyBZCaovd0Nq7wzmUwqlZo3b57m1RYvXizXRhbBO8O2m8WSJUtyxBrdeuENP8nn8319ffQblUpxLwfUAAAgAElEQVSldDqdz+drCW+4YLGy6RldWNP7aNFxUiB85jWDNyNQFQsYO7xRN9MXhC+Xy6VSKR6PI3flyjvFtrz5okWLUpWtw5DWGWbl3VHZD3T9+vWaEQbWJrjy5sqbEd5yfodCIcatQhWnfSdMUt5Yhuo+sRuKJgu5aw9vRuXNeLVdu3aB+gReWqe885VRTpojfg8cOJCdOGZNL7wBMJod3kNDQ5CNXV1dNYY3es41XREU27BhQ1rmM68NvHPMs8Vg9bfq4a35NAcHBxOEaJYrb3gjTp06Rb/O/v37k9QB55rwZuzwPnLkSKyybiNX3uz8jl7JyhuzDNMWDoevvvrqMsO47nK5fMMNN8j5Xb3yxgJ04403ssTEIvv444+vvfZakc1hXhd4J9iUN4zQ0ayqcFlsq5V3vjK/SLMnvlQqZSeOWdMru4vF4kMPPaSZk1u3bkXc1hjeXcyec4op+sxrBu802whwxQLGCG9EL31wANiWLVuSxFgzNXizRDg5ccwau/IG+iaTSRan1+bNm2OVITVceTOSW5HfmsZO7kkDb3Gi85yx83t4eLg4sfM7UbXyxtLT1dXF6AOwyO6++25x4gjzRoM3i/LOZrNQEWhWVeUKw7LEbG8r4F2oDDhn0Zrbtm0jPecGZPfRo0c174ILwlDIbQW8yY0+01qeczVT85nXBt7oR9Hs9i6Xy1u3bs3omTAmb4bSV4cFmzdvXkJpnhhcBJuzmt3e5XJ5y5Yt2GqXv7+asjuZTA4ODmreZe7cuTHZJG+uvDX5HeXKW8JvQRDC4fCDDz7IQrjt27eTV65SeWPRicfjjOvGWGTz5s2LRqOQhCR1hHmDK+9spUtSc3htuVweHx9fsmQJXtAK5V0kxqwlGdZtHR8fX7p0KfJDF7kLhYJmb3e5XB4ZGYH+giJ1nph18K7Sc44+89rDG/wo0BRLJBIsT1NSwFjgjdzV7O0ul8sjIyPQ4JbLblJ8AwhZIrx48WLs+U6zKW9Er2Zvd7lcPnv2LFQ1AFT4IVfemuRW5LemsZN70sA7ptT5zTjze9OmTXjxRBXKmyR3fXfsXrZsmSAIsYkzNzTJXXt4aypvMLhgPB6nLIuNNj4+vnbtWlIbWQTvDNviHhClp556Ki/zCathmyQ3S5JBDsL16wXvYhWeczWfeS3hnclkkskk49NcsmRJtrLsDB3e5EuxceNGlqe5ZcuWhEqHN8Ibx6wxRnjx4sVYA9CVN4rmZDK5YcMGlghv3rxZnNg3x5U3I7+jXHlL4E3yu6+vj4V2sIYJXMew8sZfPf/881bjmWKbNm0SBEHU6TCvC7wTWso7V5ldA8KIxYMHdvr06Z6enix12rdibctCdKzx0+n0/PnzGaO0e/fu/MRpY2qdu8Vi8eGHH2bxloMtWLAgk8mAbK09vKv0nFN85jWDd66yij5L/y4YLEaLCJeAXOItX7hwIYu3HGzu3LkJYn62mvIGFs6dO5c9wkBQeJvwU8JsIO6CBQvY37UHH3yQBC1X3ozkVuS3prGTezLBW87vcDgcDocZ+Q2Dz+GBJfQrb9Tr9R1evmnTJsjV+MQ5lyzkbljlnan4CVk856SVSqWhoaG+vr6enh61iz/77LM9PT09PT19fX27K3b06NF3330X5LKc3/AfdAlojlIm7cSJEy+//PJzzz2nyJLnnnvu5ZdfPnHiBPsFcTOPYrHYRR2tZim80XOuuXaNxLZu3ZpW8ZnXDN7oOU8yrBlO2vHjx7dt2wbNRLn19PRs27ZNc2w5aYODg7FYDH3mavDOVJZqicfjmgM5JRHeunXrM888o6iMV61atXXrVl0RPnLkSLTiM0cnH1fejPyOcuVtLr/xUoz8Jp903cktVPYsT+jp6m5w5Z2tdHvH43HD45kNWF9fH0BFUXznKkuvay4gY6nNnz8/U9nMQ5O1lsIbPecsvlY02K1LrU+hBvAmPeepVEpvA9FcA9lN8Zkjv9FzvmLFijpG+IEHHogRk8RQc3PlrUluRX5rGju5Jx+8Y0qD19hXPpf4z9nhHYvFent7rcYzxaCfO1qZ1Z1kmxvW+MobK1aQGiwjaMyy3bt35yqj3iie8xTDUtUW2eDgYJrYNbxe8EbPOXgj2F3EIyMjqVQqq+IzryW8c5VBDAmGac0W2eDgYLyysJomvNOVvqR4PF6vCB85coSUChLZzZW3Jr+jXHkz8ptx22/J4mss2I7FYvVdRg3GlktepBQxxLQx4c2ivHPENBsDfsJqDPo1c5WJXmqKDfpKdclNU2x8fDyZTCKcgHZ1hHdnZXvv559/njEJdJ95LeGdJyZ8z507ty5PE3AFCKS8X9mK5xzdUQ8++GBdIiwIgjhxYTWuvNnJrchvTWMn92SFN5lxyO9QKHTXXXeVGVZNGRgY6OzsxCdKIXc8Hu/q6jp8+HANCK1oH3/88ezZs4WJ3nJ8ixoc3uzKO1cZUpRIJJ588snaVFUUeBeJsU6QXs0dmk033AUVyUfv8K4BvAuVGfCMDwiG2lHG4dcG3pJha8lkUnP7atNtzZo1iUpXF112K4rv1atX1zjCq1evFqmymytvTX5HufLW5DfcC9Zvufrqq1nWTjl58uSNN94Ym7hyqgTbsVjsy1/+ch1XYjl58uTnP//5KDFCLTlx2EiDw5tReZPiG65cG+c57AJJgTfpPE8mk1u2bKlBrMDWr18PDmdSdtcR3sBvHMfH4jmX+MzrDm+yHyQej9fyab700ksxYj9NuuwmxTe87IlEIhaLbd68uZYRRuYlJq5nzpU3I7kV+a1p7OSe3PAmEY4phylkLPuXlMvlBQsWxGQrn+Nzfeyxx8r1W/10zZo1ZMmTk7vx4c2ovJHfWWLk2ksvvcRQyVRldHjLnec1a1XAZs+Zyjg1lN11h7cuz7mmz7yW8P5/7Z3JsyRXfe+r8mZlzXNOlVVZ4723WyDzrAADz8z2C8vGYUV4j5DBbwMKsTGThbp5S9TNwvKm7QgzaGBlWBE0EhCyFwqvUHshto6QtGPTwZ/wFr+uX50888mhblXd/EbHDanGrMyTv8/5/s7vnIPmG9tYGIb7uZqvvPIKgCompmLLyU2Zb+htBEGwh5sCDtgjJqOKbHfpvJX89kvnnYLfsISqzv7f9+/fv7y8JK9uGIaXl5e/+MUv9kBort5///2nn37aS6bKWXIfPrz1nTea78U2sRmG4d27dwvNn+vA+zy5uUUURf/yL/9S3FH9/ve//9d//VeoZiCxhwS9cnifb8vW4Gyw0RD+A/LDS2Lh90OAN1ZHYh+x6Kt57969cLuYkhG58Tjn2znfEOju3btX9AH7TKqPpHXpvDXJzeW3UvrkPnp44wUgTxbye7lc6lSh/+EPf3jmmWfwM5955pk/XJ3hfvHFF9frNZKb7Pyy/d8Dh7e+88aR7+V2zRYIBL7vv/nmmxphJ43+8z//Uw5vFDliCjnMIo7qP/7jPybbhTOX283KMGF+5fAmV2tZEsMcbMydbadCYf/jEOBN8RsLJIMgKOJqvvnmm4ioWXL5cU14k91Z8o7wPK+gA3Zd1xOU15TOmyW3kt9+6bz1+R0mtyDDUXCddcjfeuutv/3bv73CFcvfeuutJ554wkumyuW30JXAe6G9iWe03X1Bx3kDuVfbNVswtoZh+NWvfvXNN9/M13D8z//8jw68L7ZLmVIVT5PJ5Nlnn71//372ienvv//+L3/5S9isAvs6G2KnExKfSngD+ZRfCp2DFPC+2O6nAmeDErY0uJQb1X4te4Y3679xRDnHq3n//n1YlWxCrKQE58SI3Eui7BzLQYBbvu9/5StfyfGAv/KVr0DkCQTlNfk67yCZU0wHb9/3lV+UL7yNyM3lt1L65D56eGOmLmRcOMnv0Wj07LPP6mTRr0TvvPPOs88+67qun5wPpuz5XhW8SdfCthDP8+BygANbJteYFDnvFTH+jTELY2sYhr7v37179/79+6Zzyd5///3f/e53//Vf/3X//v179+7dvn073K5yRTJGBG+K30si9wBN7vbt23BU+t2L3//+97/73e/u379/+/ZtMsQvl0ucd86SWwfe5+fnmOSfMDMp4KIstFd9YeGN/D4n1i9j1w0FUp6rdkoVwZvKc5ChE4SJ6OU2RaEJb5LfS2JpXriUvu/funUr9dW8desW3sITYko3HGdqwe2AeQ44JxDiXNd94YUXUh/wCy+8AG6bPGwdzy1y3ngave0MXkqsuc8Cb287z4gV9V2l8z44eIcqflMI/5u/+Zur3Q2M0ltvvfXUU0/h/UPePDr3z1XBez6fw60FJ5y9iPgrFswC0XKR9WtkwML7Db/lq1/96p07d+7du3ef0SuvvHL37t27d++CAcLAFCZHZPHYlPCmcLVMLkBNnocwDL///e/fvXv3Zz/7GXVUP/vZz+7evfv9738fjyQixhThYKgR4huMlKy92K5jutimWynhF12oVkpn4Y38FqGXPW8Scovgfb7NzGMChg3feNLkl48L7w0x8xu/heyNhUQC7+7du3fu3PnpT39KXc2f/vSnd+7cuXPnDsZZaJbYwMhUOdw4q21VphG2l0n/jScEmxwZ5VzXvXPnzosvvsge8L//+7+/+OKLd+7cgZdhSIdPwPgpjzxK5012LCQQCQh/nw7e0EUgwzu3l5AvvI3IzeW3UvrkPnp4U+SmLgmePjh4EuFXWI8G+sUvfgHYJg03dfMoe75XCG8IIuwNBo/AnYyeQ995kwaO8hwYHfDuldyB5C1KHtiUGJFdbvc10YE3azeXyXpgHP3F72KFz06JZXaow5CQWxPe59u0NvfywXfBF6WAt1wSTpvCGxsA2YDJlr/YDsekgDfFb0A42RsjQU7FEzJMUZ3CiFlAiSR3Cnhz7zvuvRASICeJToVu/A+qn01yVCfyIMtZeE+YOiRW5OlKDe9wy28J58ifWTrvw4J3KOC3EuHj8XixWDz//PN7nsb9zjvvPP/886vVisxWBUSH3ejmuUJ4YzBlO+DoOUhG6jtvEcIxvJKRAu9w8m5nwxCeT/xp+HWY4FXCm4twCWNmTJlunNy3cblcwofgd0mwrQnvy+Suo6zOiVT2wcKbhSu2PTx15BVMAW8JwtnemFzY2KhLTGI7HbwXW+dN3QXYrvAIgYUQA0m6UBzFmEnhE36sMvIonbek60NGbLbHYApvbheBix7qJ5fO+1DgLSI3dXnIr4AfAnkVAPlnPvOZ733ve4Wm0996660XX3zxiSeewGQOhe1JcjEETV0VvCmxX7FM1uaYOm92DBUZuSTsOAVL9pzAsZG/hWK2nNxceJPJYRYz8jBN/fANr55LTkd91nI/jX3wMOEtoi82DLZHkg7em+SwPdnG5sTemogu9g6dEenxOTMTjGrtpvDm3npUNxFRymKPzT+RHQ725xgFH5bfchJzYZwF3kYwzgXeQem8c4R3qM1vPPsBk1NCii+Xyy984Qv37t3LxY6/88479+7d+8IXvrDa+mw8gXg8os77IcPbSCqnzWE5V9wguNg6MOob2W/nBn0Js+Xw5mLmfDsvXEkL8pM1ma3JWlaPJWX69iuBt/4JV0oH3iTFuaAl+6Psf3PvFFHzNr19FozzFnWaKZBzbTGVGyNfT/WAJbSWf4tcSrprwtsU6ilgr8lvpfTJzeX3KcNbSW7qOk0YL06CHBCOQ+N//Md//NRTT33ve9+7d+/eW1tRJevvv/8+PnXv3r0XX3zxqaeeeuKJJ7BiAtPjftJqsx1PU3IfJrxXWwMqCWEUrVdi581qQzhdndenALY+vFm06L/YiNklvPEMFwfvTdKF67ReJa0zwptluUTs/W4aOkzjz3WDd1A67xzhbcRv6oLh17EU9wg7jv8hl5sUCWz8rsl2BdaIGZclu8NHDW9KmkGNZLmRTKNzofC+kFZWc1XC+2DhrSPT5p2C1kux8+bym/yrVLwdF9Akd+m89cnN5bdS+uQ+enibkjtKVnawOMez7BH1mcByydnEp/BXI7ZFzKawfTLwXu3FeePfEt4lvE8Y3izLjWQaH0zjz3WDd1A67xzhnYLfLMu5l5M8+8qTTh5/kKxvjJiiDEnjPgF4syw3kmn0LOFdwvuE4b0onfchwduI3Fx+K6VP7qOHtym50QFPeNt4yy8w95JTr4QPmRLTeZXAPjF4r0rnXcK7hHdO8GZZbiTT+GAaf64bvIPSeecI7xT8JmXaFPSbkRGzTwneLMuNZBo9S3iX8D5heC9K531I8DYiN5ffSumT++jhbUruSOq8uQyOkgtjyTXbTslIQe7TgPeqdN4lvEt45wRvluVGMo0PpvHnusE7KJ13jvBOwW+K5UYybXzXEN4sy41kGj1LeJfwPmF4L0rnfUjwNiI3l99K6ZP76OFtSu6odN4Fw3tVOu8S3iW8c4I3y3IjmcYH0/hz3eAdlM47R3in4DfFciOZNr7rBu9er2fbdiUn2bY9HA6VLE8N7zAMu91us9l0HAe+0XGcZrPZ7XbDMCwI3qvVqtfrWZaV/fxYltXv9zebzTWB92QyUV6vHOGd/QLJpUlr/Ht2dtZsNqfTqZzWi9J5S9Xv98/Ozs7Ozvr9fgrc6JOby2+l9MmdHt7dbrfb7V45vE3JHe3LeQ8Gg+FweK3g3ev1iohxFL83mZ33YrHodrtKfFqW1e121+t1jvAOgqCIUzSZTE4Y3tC0NK/XarU6JXiTwp8p5zfFciOZxp/jgvdoNMJuH8hxnNFolJrcSn77h+m8LcuyLOvK4Z2C3xTLjaTf7KBzdzjwHo1G7Xa7UHjn4iZZ2bado/MejUbscVqW1Ww2m80m++2WZY1Go1zgvVqtijg/oI3Afx87vLnXSyK4XjnCu4i0OXyyzj21IJz3dDqt1+uVSqXZbEpovThI5z0cDlut1lXB23VdxDZ4bvDf8IjjOOPxOB2/ldInN5ff+cO72+3Cz1aa76LhbUruaC/OezgcwvkxNd8FwXs0GsHxmPI7hTMoQrk47+VySfW7K5WKZVmLxYL0aqvVKgxDyprX63VNCy4BVUGZCVC/3y8O3nEcQ+cmjuO9wXu9XgOrUshxHLDgxw5vStPptFKpnJ2dad6/+p17ZLmR9MkNP9mU39nh7Xkedsqr1Wqn0wm2u0sEQdDpdKrVKjzbbDY9zzMit5Lffirn3e12cfARfMV4PCYp3O/308Mb45rSfBcN7xT83oPzxj6dqfkuAt5IbpARv1PDGx80jW7cpGV25z2bzUgY9/t9vKW73S53uHS1WpGnzrKs+XyeBd4FZSbw8IqAN2Cb/CI5wvOC93w+Z0+XbdswThnHMVyjOI7DMOz3+2ylhWVZcRwfO7wXTLV5EY0nLtJ5I7lBRvzOAu8gCMimS2IbFYah7/udTgdf1mw2fWLXRyW/lep2u5rk9n1/OBxya4aq1Wq32x2NRt1ut1ar1ev1lPBG2w2Sm++i4W1K7qh45z0YDMjzY2S+c4c3RW6QPr9TwxvilCatV7xqc/LTKFqvDZ33kkjp27Y9nU6Bzfig67qicuX5fE72gtcq/y0BFXUVxuNx6uK+er3e7/epB/OF93w+b7VaogMQITwXeK/Xa4rctm0HQXAhrTb3fZ86n5ZlLZfLo4Y3y/LU2QiJinPeFLlB+vxOB++AZ6m5OECOsAadi/DA0HkDKzX57bquTv++Wq2iETeGN35Bo9GoqMx30fBOwW+K5UbSaXBgu1utFsQ+I/OdL7y55AYBv8lHinbe8/kcatFt2x4MBhKWy+FNSYfcZHHyiihomk6n+BXx1sxRWieTt/V6PRd4W5a1Wq02mw13oF2uVqt1cXGx2Wyox/OCtxzbpFiEZ4f3msmWt9tt7DNJ4A0dsna7Tb7XcZyjhjfrvIuAd1yM8+aSG6TJ7xTw7vV6iG1wqJL4T6HE8zw8vWB2lfyWC1tju92Wk9v3feCpXJZl9Xo9qBY3hjdpu8fjMfxHv98vnTcI2yv8FjxR+4e3hNzYnsj/Ldp5UyO+vV4Pab0q0nnjFXEcZ7lcUuEez5LjOCwMptMpadnhP+T1a5rwrlQq9Xp9s9ncuHFDEuNYDYfDmzdvXlxcsEE8O7xF2AZIx0wKnXw2L3hT7bbb7ZLPyuENolKDw+HweOHNspz6dbmoCOetbNU6/DYi92AwIGvQRqOREgdcppBF6dSMssDQeZM8dhzHE8+1dl1X/3qdnZ2B+TaDN5mYws5CrVa7EngPBgOY9IlHZds2TP0cDoeaLDeSsrXVajWyXUIorNfre4a3ktysinbebCKUG92U8KYkj8Xk0OlsNtvwFmnBG5VKnuM5tCwrCIL5fI7/uxYnz/XhXalUms0mMC8MQ52pUGEYAmW5iM0Cbzm2SW8tR3hGeC+Tcxba7Tb1Ah14n5+fkx1To+R57vB2XbfT6eTovNnhkuyK83beLLlrtRrrLJX8NgrO+LGdTkcn+IvgDSIHwsnH9ckdEM4bBG6eC0pqsFUiJLcZvKl24/s+mu/BYLA3eHue12w2MTciUrVabTabQbJIISrSeWPvKQzD6XQ6m83Crfn2PG9v8E5B7krxzlsE73WRzhttCixmwoV3HMfwGkhlnydHT23bnm/r1PDEUnYwNbwrlUqv1wMoLhYLyRC4bduLxeLGjRs3b94Uhe908BZhu9VqzedzUWGaBOGz2Sw1vElbCVME08F7tVqRJ7Pb7V4JvDEgIL9N4c2yHENujsrXeXPJ3ev1er2eKb/TwbuSn/MGicit5Df3VoUFCVzXJUFJ9hUkOjs7I4msC+/RaAS2EkVm6mu12ng83gO8yUoEHUH1wR6cdxAEcMnJ5jibzdB8h2G4B3inI3eleOdNdS1Fw95KeFOSx2LsMSy33osb6/EeazabVNAn+bHeFlJZlpUXvCuVShiGQMTz83MREc/Pz+E1k8lE9Dnp4M1+DmAbnpVNCxMjPDW8yR5eEATs6T0/Pyfn7DqO4/s+95r6vo8fZVnW/uFNJUKB36bwZp13UMA6P3F+zltCbhisNeJ3Cng7jpPLmDep1M47CAJJRs1xnE6nA75XM6FSq9UU8B6Px/1+v9vttlqtWq0mMgSAZ6onaNt2rVZrt9vdbncwGHielxe8faaaVF9QrZqX855MJq7rDgaDbrfrOA7VpwmCYEasbY7mG89+vV7v9XrD4dDzvCiKcoR3anJXinfeq9WKW7C2Lsx545knjRfXebPnDdahPGeWR0VrOJlM8oJ3pVKJogiJSIW/4XCIT0VJe0EpO7xJbJPwjqXzvFmEp4M32S+xbZs9t+v1mp2pX2HqEFFkuAjDcJ/w5g5hdjodU3izLJ8SVZZ5KS/nLSc3Vlrp8zsFvDudTqvVIhFuWm3OKrXz9n3fqKJFKSG8AdX6H4T2msrsc78Syu1Sw3s8HpOG++zsrNVqDQaD8XgM1wBo2mq1sGaBUrVadV03i/MGVMt/abfbJRsftGnl6hyA84zwzkLuimD+WGp444Or1SqKIlFiNoqi4pw3gpYM3BD+fN8fjUbNZpM7mRiwDaL4gYAZDAY5whvWikEcQrcDBrnxwcViIR8XzwJvFtsgFsw6CE8HbzJnzj29kruPW29IuhkcN8kIb8/zOp2OHN6i4qMU8Gad96KAqd5xHs5bSW6Etz6/08EbBAgnT36gMc+bq9TOG0xsq9UyyhZLBB0RDrzH47GIfFyx9XJgRtvtNuVHbdvWtOAiz40/nir/m/Cqzfv9PvdkVatVeFmUynlPJhPyRzmO02g0IMEA3YKpdFexKIo8zxsOhzD2Q+ZnarVaFEVZ4J2R3CCW36nhTTpv+VBucc4bA0Sj0ZDnbCzLarfb+BrSxrHmD17TbDZzhHelUqnVapgbB1STOD8/P1dWtKWDtwjborFw/PlchM9ms2azmQ7eZC+BTWwoy3HZ/DmZ9Go0Gtnh7XkePIj8NiJ3irQ5y/LFYpEXCVDZnbcOuUl4a/I7C7xB5DY28hXWJErtvFNMBJWr3W4L0+ZG/BZVmIOwH61Pbi68yWx5vV73mbnzXH6LTpxt21nGvEl+DwYD0VAN5bzlg0NI7tTwzoXcIIrfqeGND65UC3oX57wlRg0WHez3+67rxtsZ3jhKSi6OzeIZXiOa8J0a3vCZJL9JcuvM7k0Hb1Nsk8p3njd5vebMYnbKpBdrvuNtKWJFe8K3BN5IbhDw24jcKeDNdd65T/WOszlvTXJT8Nbhd3Z4I8IRIuza5kqldt65Tw3AhVH5Y976/M6d3Fx4Y06j2Wyyz3LJjeLyu9PpRBnGvOX8ljhvJbnTwTtHcoNIfqeGN+m85V9XnPOG98K+omEYwgVdJFcyJ7XalsQD2lmzXq/XyUx77vCuEMXnpDQXRc8Ob/mEsbjged7kZ4r6THKx15R8Ngu8KXKDyDlgOuTOy3nn7ueyOG99crPwVvI7L3iD6vV6uqqp1M47S50Wq2q1SsGaX7Cmw+/cyc3C2/M8SGtAtTZXIn4H2/Jv9hQE28yJUePQ5LfSeYvInQLeuZMbhPxODW98kDsoKFGOzhveS+VLRdh2Xdf0NisC3pVkhdoNkyVcssD7EOZ5y8+tzhnYM7wrBJh1yJ2X887o56Bmtt/vj0Yjz/Mg7KRz3kbk5sJbzu984Q1SpnBYpXbeQRAMh8O8hjlwSXMZvDX5rSS367pG5GbhDWHi7OyMzZbLye26Lhy/4zjsD2k2m6mdt5zfSuctIbcpvAsiNwj4nRrepPNW0rog5413qQTeq+TuIyjbtkej0Wg0cl13Op26rgv/i83bcZx84W1ZFk7cCLd1aiGxSF9BY96HM8/7uNLmqE6no0nuXJz3lFj1T6lqtVqv17vdLiyCGYYhd2WIdM6be+NIyC2CN3fNOOB3EfDu6M2oJpXFeQO/c/HfVM5cCG/gt/yGkZC70WjAJPSM8IY+C1mhpsNvLFg7OzsLeAMP1Wo1i/NGfmOfUeS/ReSGQmsW7UY3T0wUrGVvGaAiqv9MuBkAACAASURBVM31vz1f541XZ0kssEUG9zAMyZsKupvQ5i3L4o5548/Mt2ANdybFuEzWFcPBFFptTuqq5nkfUcGajlhy5+K8JTnzWq0GlRyj0SgIAjmnkdbztPt5s9uFVTLAm1oH4jDhncJ5+74PMG00Gln2FbQsi2W0YpEWSXEERW68lo1GAx/MAm+4nGdnZ0bkRhtBzg1jzfdwONSkdSRdYQ2/zvM8ufPGeqhWq8U15acEb9J56397vs6bO1UMIzsJA8dxptvpYeQyeSy8g+0SGTlOFcN5YmRYsSyLvNU7nc4N1Wyx7PC+2nnexzJVTHQMpLjkzsV5w3tJSx0EwXQ6XfCkw+/UzpvkN8S0SgZ4T6dT5HehafP9O2/XdbNnzlnbrYa3pLGK4E0+mAXeEBFarZYE3iS5fd8nb+9+v49ZdDYx2Gq1MjpvFHwgwFvivBHeInKfErzxQZ3MOZVFz8t5o/EiAzeEdZITZG05mWvt9/ssvLt5L9KC5I6kC7BUtgu5LJOrf5PKAu9DmOc9OZJFWpT8FpE7F+cNGIjjWERr8m+hzhuziehGKtngDfwurmDtqpx3wCxybipqbRZdeEuKI9i0OTxOrnOeBd5wow4GAzm5fd9n0wPAZhRbWOE4jiatI6nzRqOGtBY5b2jcFek65ycDb9J5K2m9KmbMe7NdHpXcmoIkt2VZMW8nUAj6tm1T8MbfmNfyqEjuNbODNffF6/X65s2bIn6ng/fhzPO+0FseleyjX9XyqBJ+S8idAt4sy6GHVK/XRW57n86bjW8Z4U0pBbwdx2m1WgflvOGvzo6fXFWrVSgtNIY3t5oAxMIbol6X2DglC7zh08bjsdx5s+R2HIeaMxYwCwLDhG+jxsHlN6R6arUat/FRjRtq3IbD4Z7hjS9bqJZnKsJ5y7+RVL7Oe0NkznFfSIzpInKT6dY4jrm2u5vHxiSWZc23FWGak3+azSaQlcvvdPA2xTZ1PHGu+3l3j2djEi6/5eTOxXlPp9PcF2mJc1rbvHKl8MbGc3Z2Vq/X84J3p9PJ7rzhb7fbTTHszU2Ya8FbElbYncSgR9xut3OBN3yLnNwT3j4NAbMMHvdlmrSOpM4b8iGNRoNy3q7rsg4bOl+9Xu/k4U06b/k3ksrdeZOQw/hSkZL7nCh0cl0XsTHPdUtQIPfl5eWNGzckNo6V7/sifmeHtwjbe9vPm8pAHPiWoB6zbIsyz2QKb5blwO9ms2m0GqZcp+G8oygiJ3xKLLjmabFtm7KOQQbnjX/H47H+MuTdbldCZwW85V/TaDTIzcTgniG3984Cb02xR8WSWyTTxsE2L+ivdIklzYMgwAgIA/bYuHu9XkW6vffJwBsf1EicJ5Sv895sNjhiYts2giEMQ7lvg5ehwyahMhqNROTWhDeS+/Lycq2RMCcFGWAuv7PAW45tzUliceb9vC+IfVdBvV7PFN5UshCTLrnDe71es5t+Fu28lXnyxX7HvA8K3hDVEc8iC65zo1GGOxfn7ft+v9/XnDYGm3/L6ayAt06KBhEO+cZqtbo3eE8mEyptXq/X5bSe5LqfN5wfmA1MYpsUIhwm8lar1ZOHN+m8lbReFTbmDaKqnKASTS4c9gZyYxsTTe82gnen08EHU6yW1Wq1ELpkJEoHbxG2r2Q/bxB1vdrt9nqb6pBftdVqRVUGaU7vTg3v1Wrluq4muVPAm2W5kXT4TbHcSDrwZhtJ0fCeTCZyCy6/v1jDLSK3kt/I7OFw2G639bvplmUNh0Pf99PDW7Txe61WGwwGg8GA9OXNZhNdDu40XjS84fRhbK3X6wEvZ16Q88ZsvOd5ZNRwHMd1Xdd1yY5Fp9PBAdeIN8n7lOCND2oGNZLlcnhT0onIy6RDjcUJcxRezclkgu+VJ8z14V2pVHq93uXlpej+Usp13Zs3b1LFpOngzX74Fe7nDVoz2QjY0lcOb59ZitIoYZ4a3kYyhbfIecdx3O12z87OYKVuI+c9m83wvb1er2jnXSHm10yn08pe4C234JI7S2S4RfyWqN/vp1iFvlqtttttMMNycivgzZaaW5ZF1qP5vk8OwqNNx+HwouE9ka5tXrTzxqQZuenZYDCYEdXmw+EQR6fwZZ6g4Pxk4A1xSpPWq4Kd92azmc1mJA9Go9GKN7kIxS4JArluObnl8KaAlKLqVfJ2y7Kyw1s0z9sU4RnhfXFxMZ/Pubu1wnpN2P2K4zgMQ24qEsoajMh9gPBmWQ6ihga63a6+82bfW7Tzvip4iyw494aSGG4RuZX89n2/1+tpjnDDlgrj8djzPCB3JudN1X1Q2BYhvLJ1mftx3qb8ztF5k50bwDb1Amy1JMIrlUq/3z9teOerjM4btFwuqXxst9sNw5Ci+Gq1CsOQzb4qPbcS3twUYl7q9/tZ4C2aMKYDbxbh2eF9IZ7VrSOc+X3s8BY5b2o08+zsTN95s++NT9R5cy24aLcqTdzokxv5HQTBeDzu9XqNRqNWq5Hn37Ztx3Ha7TYkyUlmZ3Xe8DvByMMjIniDOtvtUZvN5nVw3hDiq9Vqv99HWk/F87xx3dZOp3N68M6y+J9EMGUoo/NGjUYj7nGS+/6SsixLXqGmD++VSeG9qTbbKjZTeIuwbQpv0CzbPG9WouslElwv7IodO7xZlsvhreO82feesPNGiXYe0jHcInIr+c2tNpeIIncm5w15BjDyOvD2fd913Xa7DYsnnLzzbjQa3W53MplwWx6X31EUQRcsX3hrinuHS2QUWajVifPScDjMxXmDwFt3NSZcQqpJ03DrwPvy8jJg1hvIRZPJRETfFPO8s8BbH9ua8L64uFiv1/rXi8qjZId3cdKk9ZLnvKkBTRz21nHe7HvjU3feKCpnrm+4RfxWSp/cXH6nhzeJbU14Uyoa3qbkjnJ13iy25c5bqaOGN/A7x/1rYStultZZnDcZ2cMw7Ha7pOd2HAe2dgi3c8mMyK2E9+Xl5Wq16vV6uWQpLMuClV8l9D0BeKMmk4nyelE6dnizLEdxC9YoieIA+V7ycdP4w8KbKwreXO0H3pOtBYddiDKSW8lv/wqdN6tDg3cKflMsN5LIYes779OGNyvTvKI8S5mL8zZS7vCmZEpHU/qeErwvtBdpyQXeOkqXNjei9fJ45nkrZRo/i4A3qRS40Sc3l99K6ZP76OFtSu4o73neLK2n19h5A63Jvzq0XvGqzSW0XufkvEt4l/A+cHizLDeSaXwwjT/XDd5B6bxzhHcKflMsN5Jp47uG8GZZbiTT6FnCu4T3CcN7UTrvQ4K3Ebm5/FZKn9xHD29Tckel8y4Y3qvSeZfwLuGdE7xZlhvJND6Yxp/rBu+gdN45wjsFvymWG8m08V1DeLMsN5Jp9CzhXcL7hOG9KJ33IcHbiNxcfiulT+6jh7cpuaPSeRcM71XpvEt4l/DOCd4sy41kGh9M4891g3dQOu8c4Z2C3xTLjWTa+K4hvFmWG8k0epbwLuF9wvBelM77kOBtRG4uv5XSJ/fRw9uU3FHpvAuG96p03iW8S3jnBG+W5UYyjQ+m8ee6wTsonXeO8E7Bb4rlRjJtfNcQ3izLjWQaPUt4l/A+YXgvSud9SPA2IjeX30rpk/vo4W1K7qh03gXDe1U67xLeJbxzgjfLciOZxgfT+HPd4B2UzjtHeKfgN8VyI5k2vmsIb5blRjKNniW8S3ifMLwXpfM+JHgbkZvLb6X0yX308DYld1Q6b0L/+Kv3Hj58+PDhw/d+9Y95wXtVOu8S3iW8c4I3y3IjmcYH0/hzLeD9sQ///NaTP7/15M+f3gRH67z/4ZfvPuTq3de/flXwTsFviuVGMm18/Cb8rTcEJ5I4pW98O0d4iyBdBLxZlhvJNHpSwfc7v97+ol9/xwTeL2zfR+u9X79gRJdbv9kewG9uHQK8v7s7nu8eI7yFF4ZzoU4Q3gvWeX/yo49YIvr3zGPz03De//tPFL/01pOv/eWCC+/PPPnJRy94cp4jvI3IzeW3Uvrk1oX3v/1WSRs+wIuGtym5o0Nw3hrwhnOqJPgBwnt1pc47BbxfeaDBhRLeJbyvAt4sy9Xw3iL86J23Brzh30sf3xO8g6Nz3mpyP7wKeP9ge1i//aERvymWH6bz3urtH10JvH/89vb7f5wx3JhGN9PomRHeanI/LOFdwlugl7et5+2XC4J3Gue94/dNHVrPj9l5b/996vZjB+a8P7p91xfWmuQuwHkn0C1OkH/961cH7x/ok/uwnPe7b3wr+QzcIT96mzjjUvdt2rOmjHUR8F4dkfNOoJsf/S8uLi5eeEEf3qb0KuGtCW/oQfEHPcQ6dnizLN/B+5nHOLmyBNo//d3HzeKDDr8plu8D3l+84AbnL32R4Pdzj3/2oMa8P7p715U5b4Ldv/23gypYOwHnLYB3gt9S732A8GZZbiSz6JnNeRPsfvCKIPprU7uEdwnv/OEtc948eM/n88XisX/WNt/xUThvAbyjKPrsX35qy++PfKl4eOuSOzgI571j97u//AfvQOF9as47juNvY2b92OC9OhrnvWM333SX8C7hfdXwZlmucN6LxWKx+D9//ekt0j769ybxQYffFMuvFt5RdPESkTkvGt7BMTnvXYE5sFsL3gRVOfD+xutbcr3+DQ68fyAYYP/tD/Bk4ifwX/hD6gJ9k/Py7YuohvDNHVW/Sfzf7l3bZsWOWr/7xrf4LM8X3ujI4WHq3iNhLHpcDm98hCslyp8Xvf29Xz3PDWYv4+95ebVi3/3gZUno/I5sOFQN791oqoTdNLwpllxcXFxAH+DBK/B/ijHvVx/wD/fBqxQFb+8+5/aNG/Tb3vvN7XzgjV8j+HzeEckOm/6ZD169vLzFvPHBq/uAN2+4/MHLfGgjhh+8zGtYdDuUNj0G5S+/LXid6nZK6bwX88c/9BNZ5nzz3a9xBsj5fP7ElqDP3Ijj9Xefo974J1+WwXrFvP5Ttz+QL7wXt7df8dLHtce8b37wNcUg+of/ju+841v0L/rw3yUR9um/+KTkk//powp65ue8d8b7t//mFQ1vEbfxEH5gCm8et8lX0g2BwbWZgMV5OO8du6kx70OGt5DcD7dfwgJcFNcIUYET7BEGW+GXKeG9M97CnLkc3okRczW8RdzGT3iVC2/xL9QCuATer/63+MP/+1US3vKDIQ9c87c+3AK8IHjLy9w4BFe2p2Q71Ia3qn0bZrY0nfdicf7/tnj+508kQsSff/7TErT88yfE8Bb/e+lPOUHuc3/1KeFbnnv8c1cG7/OXVD9HCG8ZkvOBd57OmzHeBcJbhW5zeP9QPb/tjW/mCe+HD9/+YbL5pYM3UbBG16sdM7x5+NaA98P3fv0dE9+Db5LDW894C+FNSwVvNc5M4f1wh9gU8JZ/fsJ5qw/9vd/cNoY3nKBC4K0z+e87xvAm26EmvNWtWwXvlM57vkF4/+Tzm10g+ISyUv1T333cGN4/f+6PPkeFuD9VveuLl/nA+7HHtx46kTYXwftLT+uQ2xjepP8+FOe9P3gTQCYS5FnGvEnXvQN6FEUJqCfddwLev/1htBvtpvLkSUj/cHePvv2jHOd5c8a7i4b3I+U75r2LYQy9yfD23q++wyd0gt7JQEubKP0x79zgvcW2DN5E5niXMpaOeSfgSnA9iV01vQXwJl237EOSB5LsX5CE3j7DgXeyF0Ocifd+c6sIeJOXKNk8JA2HfCrZWRS1Q/WYN9GZxedN7yaW5XrOe/F/n2HhTWbLk2PhJNSfuSGE99c+9GfEM3/2efTWn/ruB8kAR2TLk1z/8q4+XCN/nqFgjQ9vIlsOjyNMPr19/c+f++CnRWPet578p48mx7yTTyV05WPeO3g/ypoXD+93X/+GHrsV1eY7dr/7+jeZMY8dvxP0To55i1LqtL0m8U0NfWeBN3eS2OHDm2U5EcbE8N6GN27YTGTOd3H2wcsZqs13MV6WNZfBO0ltPXgzyXQlvHeu9hG8E+hV0psP7x2RFR9AsJs6EIrfj+jNG/OmtMP3g1cLgHeyU0ZffrLxcB/nVFkI2qE+vIlWn4LWyzTOe86BN28gPMZq8x2//+TvhWPeVLX5DtKJzPkH/+g1gSOfTpeY5X7tL5cZ4U1OFYOl1hTw/vhHkNCfmUwmiYI1HMz+5K0bAnjzqs3/bmvlX/uLmA/vq6o2vwJ4axtvhfP+4Q7t5MPRozpzZHsC0yy8p7tqcxGgp1PSmL/9oxydN+u9Dx/eHOfNYTTzxIOXV0y1OUlibihl2bw3eIsWblE5b5pmqeC9o7dy4JsPb3y/Cv43CAzrHKYGvBM9GX14S5S4gJgzf/DKOafaXNBAZPDmt0MT57172vRuYlme3nkjnvnzx9CXJzPnSXhTwoHt1/5qxebMEw8+gvf0c+iVlZlz/UVannv8s1FkAO+nzyc0vEPE8EsfE8I7YKrNd0nypzeH6rwLH/Omh7zVDlzqvHdw5vhuCu56zpt8ki0sR7InbbkC3qKCNXKVlv1Wm+fnvH/MHe8TwpvjvPmWh4qkOcA7VdrcDN7MIDA+mw7e5LMp4K3/dtFhsN4b4G4E74cPXs0d3uQF4sGbxLQxvOlnFVPF6CHv9371fApaL3Ny3liqRo6Cx8Q877/fviVRtiZz3kRV2hcvMYjhg2whW9JP5wTvLbmvxHmTkD5U5118wZq0Yo1nx6XOWwTvrfOOEN4kp6XOWw/e777xrTzmeRP8TqTPDxve6pI1I+e95oVU8rF8nPc+4C2v4eK42qODN7xAB97ks1cI70QLkcKb2w414C2vWEvTL9Z23pxqcy68SSG8X/v8WtN57wrTCHh/+YsaxM0L3smMugLe4jFvtN2JUjUN562G95XN897rVLEgkMzzZr34QTnvb/GfTA9vwRprBwxvNbkfGjpvJbyzOO/sU8XM4K1COEXHo4O3vvNOB2/NMe8inHd6eKsQrvTiaZ33TVxkTQ7vjM47C7wzjXmjh96uaq4Fb51q86c3tEs8UuedbpGWr+/A+XVjeIvs9cOHtP/OyXnL4a3rvJPwzsF5C5Zp+fburd8+LHj/mCwpz2fMWw5vLp4N4J3XIi1G8JaxPOG/S3ifDrwJJe+Uh6b+W9d5/9H/YmvT9J23BN46zps/ED6bzfJcYW03vZt8Vglv1TxvxnYfsfNOtTxqnvAOQ2Jed9J7y6vNBQVrLNzlBWuH5rwPFt5kaS35uC68tZ13XmPe6ZZHzRnel5ciTGsWrKWsNr/SgrVC4V1EwVrO8JbdLhxaL82dN2L451/70J9jFOAVrBHOW6tgTcd57wXepPn+yJcM4C1cXu21J2MefY7XeafbmASxyuNz/vB+9/VvstXmu6liCXo/ct67eV+KqWLTq3LegjHv3ePvvvHtPcBbu8aGLK1d5lRtzg2agkHLFPBOszHJYcBbv9g8x6liPHozz149vJOzCITtw2CqmAa8Rav/ZoY3y3K1897Z7qTJ3k0V4y14vntWNlVMx3lLp4rlB+/dquaP5onpwXu+tewf+VIua5sr4f3cBz51Zft5J3fz/u0PRHab2BL067v1USTLqGnCW7h8yzeImdzfYHcV4y/Swj4jMNdX6rwle4LusukP333j2+TdR2bjssJ7t9CadnDZfX3Cra+SS5bTUc7ceSdWt0oiWvwMH97UUlxcgF9cJLYEzR3exBoommlz3fVVZPDOZZEW3jNXD2/JIi3fET6TEt67D9SlN93TJW8WXo/Z1HknVz+lIM1ZpOWR896RW7xIi7bzns0ud6npJL9zhTe9QosWvHe2Ow28aXJLnPflB7Zf9Mlbl1e1nzeNb4ESO31/XbqAKb6DhLd8zdOHDx+yJef82rbdIHeG5VH35Lw1xCyy9m2dN2eF94I/0UtKcq2CtUefksV5a69lqYa3zkqaDxOgTgtvdnMORubLo+qsbp5uedTE2uZZlke9AnhnWx7VCN5rfinatoFr3BEEu4nc1Y9F91gC3qp/P/nrc9peZ1keVd95yxc23/r7L2eGN2m+X/q4pvNWrG3OSZ6nc97B5p+4n/8Xsz06b88j69aESsCbyJzL3iGb582IM1uMC3yyQk2+Mcm7r9P2et/OW3mKeIusJXy5QJnhzV/kXGHD+cTnfUoW5514QvwlevBW7WHx6LMyw1sJQDoprYa3xsLmEngr8G2yMQmZGzgIeKsuKqdtpIT3msvnbQNXLm1OUvp5brJL5rxNyT2fz1UbkyQmiaV33rOZuuY8n+VRd4usPff4Z7ONeRP/kmVr6Zy3YJFzObzzd95bCR04BW4hwN99/RvSMW+B+5at18Laa2ZuGI/g777xTd5+3gfkvKXbeHMA/t6v/jHHMW+B/Vbn0JlgtiM1d43UVM4b/jKbQzx42XDMW8esUZDOkjYXuG9+HbcWWjPB++bNm8KdxXS3BGWO/UDgLSS4qFmkhTeX0WQDF7hv9k7SKjPRgfdP/voc72Auv/lbgn7tQ3/O3c87lfN+JBz8TmG79eBNbEyit6uYmtyM/07pvIMgCPyPfpj+5L07753kvQZW7O+RS2cMgub3drQ7pPcmUUvYJgTSaXKkhPwWSApsjgQ3p1AcQkulQLWGtEYCCXFCp1TcUCyRSfQ/P2cK1pTisEoqDrcVY95meiwp07eLDk8k059venpNL59p8zBtfqbNW6PXm0iac5y3VPPtCmticicUE/O8dQIO7bwNZRo/TeOzKt5jzvyTt29OJsyY926pFnZ7kq1o562Sr12txuX3KcPblNzRdp63JrmnO+etRe6Zzn7eJw3vFW9tczmtyb86tCb/lvAu4X0K8Nab32F6/5rGB9P4c1zwZu04jZMb6Mt5E74Zciv5TZFbyW+vdN76Mm0cpo3vGsKbZbmRTKNnCe8S3icAb9HUsUXpvPcJ73DzkhTeRuTm8lspfXIfPbxNyR2VzrtgeK9K513Cu4S3Ibw1V0UyvX9N44Np/DlSeHN3FQtDYnhbkDYPSuedI7xT8JtiuZFMG981hDfLciOZRs8S3iW8TwDeElovS+edE7x3u4oxG5MkyH2Lt8K5gN9K6ZOby+9ThrcpuaPSeRcM71XpvEt4l/DOCd4sy41kGh9M48+RwVs1yXv7j9kVVEBuJb/9op13dlWr1UajMR6Ps8A7h+NgpMNyI5k2vv3A23Xddrtdr9drtRr88FqtVq/X2+2267p7hjfLciOZRs/jhfdmsxkMBrVarVarjcfj4uBdq9U6nc5mszleeI9Go3q9Dm3bsqx2ux3H8XWA94LnvD3Pk9zvi1N33pmQcOMDKnJ/TETuLM4bvty2bcdx2u32cDjMx3nnqG63e+Dwjk7IeU8mk3a7Xa1W5SehWq222+3ZbFY674OC92AwIC/TcDjUoWMKeMPnW5a12WyOEd7dbpdt1ZZlrVark4c3qdls1m63LcuS3+/YuTlV560d/oV6/E8/xiX33RuVSqWiT2595829TM1mk3K8xs673W73VWq1WuzXw/dRD1JHkwLe2TPn+FEn7Lx7vZ4S26Sq1Wq/39+b857NZr1ez3Ec+HbHcXq93mw202G5kY4X3lQUrtVqBcF7s9nA/dvpdI4R3s1mk9ukp9PpycMbPfdgMFBim5RlWf1+/5CddxAEjuN4npcO3tynlAGfEoUS+GQ5bvTJTfJbcqUajYbruimdt/IV3J5vRQDvRqOxT3iz5JbDOzp+5z2dTjFdZqparRbHcdHOu9friQ6g1+uxtF5dS+dNxWLbtguCN/Abrv4xwrvdbnPbUqyROT92eC+Xy/l8jp3gFPf7bDY7QOc9Go3AeziOc0TwDjKMeQ+Hw+Fw2O12HcehfBc4qzTOu1arOY7T7XbJR3u9Xm0rUcvgwrtaraaDt23b8Anj8TgLv13Xhc9xHEd58XT4TbHcSLnDOwgCkeGuVquDwQCOs9/vi66aZVmTyaQ4eGOgaTQarVZrMBgMBoNWq9VoNPC6SKKbafQ8WHjbtg2XQ8St8XhMXhd22BsVRdFwOARrng7emDzPV/uBN9e4OI6jc/mOHd6TycTIcLOqVqthGB6U88boVK1Wr4nz9plqtX6/j8gDge81c94oKJwh+S1vFlx44+Om8MbgPhgMUpN7MpkMh0P4nGazyaX15Gid93Q6laTKB4MBeVtSQ6qkLMuK9fy3aayBNmNZVqfTGTDqdDoQiUj/vT5R502e8E6n43nearWi0DUYDGzbtm2bJfd6vfZ9v9PpkJ+TBd7cka+M2g+8Ly4uqDBXqVR83z95eM/n84zkBlWr1Zme/9bhN8VyI00mE7Iduq4rD6eHBu8g72rzbrdLXmLHcVzXNXDepGq1Gvmc/IbPF94Yp1qtlj68WX7jMfd6PeXFkzSOLCrCeU9V2XLq/pT/kFqtlju8Z7MZfDiX3MhvPNrTdt7z+bzX67G5ccqOi0w2+S7Lsnq93mKxuLbwDpLm27Ztzct3vPDOki1nVavVrtx5R1FENuzBYKD0QocGbyNyk/yGRlur1dhSc9d1yQvtOE4a5w1qtVr43Hg8lli9fOGN6e6zs7PU5J5MJmdnZ/A5nudxaT1ROW/D+4KjWQHOW5kIMYJ3pVLRqV8zgjccoeM4InKDoKWi+V6fqPMGbTabIAhwmhMpsOPwo1iTDarX62EYnp+fIx1TwxszUjlqb/AejUbk99q2vVgsThveksxZOmnWrxlJP7L5vo+RuVKptNttnUTmocE7yKna3LIsamYWWZXZbDbTOO9K5dE4BArjDvyvbyh9eAdBgP2y0WgEJ8v3fZ2pUL7vw5XAm1xnwFvEb+3bQajcnfdkMlGeB+rmlAx7g3SS50bwRirL4Y2Mz8t5Qy8z+1Vjzw804CzwRnGNuOSr0WpTSg1v7BznqHzhPZ1O2fS4kWzbniZL0I8U3rPZTNRU5DfsfD5fLBZRFLH9RW7yPN6L8/Y8jwxfrVZLh9wHCG8jcpP85l5KGKfm8rvX66Vx3pVKhSxew2zbHuCN5rLZbOLJojrdsyRTlQAAD61JREFUrEaj0WTrvLHJ9vt9Ea0nR+i8NXOeOgVrpNrtdo7wxmNQCl6Zl/OuVCrdbnc2m2UM/aRs247jGOZZ5AJvkMSIg1irnRe8J8QsjLyUL7xzuXxURv1I4c1Nw4CU2TLQdDpl39tut/fvvKmUT61Wm0wmRwrvIFu1eb/fbzQaZD+mWq2SWXTMn1erVeC6MbybzSY+LcnWwveJHk8B74CoOUfzHYbheDwmUy6os7Oz8XiM5EbM27atefFE/BZJs81Rzns8Ho/H4yzwNprSrS/Lsq4c3tmdN3xat9tdLpe5jOy22+3VaoUzJHOEN0r01SJmZ4f3fD7PfmaUR5sF3nkd1QnAW5Kh0XHe8Jd9b7Va3bPzpshdrVaDINCPn4cG79TO2yeq1WBBTDKkI79d18VL32g00jhvsmxNNMmyUgy8EcBnZ2e+7+MpI3slIBjYR3L7xJgKeHERrSf7rTaPoqharVar1SiK0sG7iJwwyvO8vOCdLm2+zsN5gxqNxnK5zHi6XNddrVZkCus04E2eqLx0TeAdBAF4JnLRoUaj0e/3wzDMHd7coIrSdN5ceFcqFWq95EKdN9uTVpaXHzi8g/yqzYfDIfKb9Nnkqirk5K808BYtb1QpBt5hGOIlt22b5HcYhuTNgw8CudGydzod/YsnaRxZRLIcp8A1Go108NZxk+x9qHmo3W43L3inK1jLy3mDHMdZLpezVCl0SJWvViuqm3ga8C5iqvdpwzuOY0n6mlSn05lprB6oCW/NL+VK7rwrlUq3292P82ajVr/fNyL3AcI7nfMejUZQzmXbNqw/jz4b+V2r1eBBz/MwdpEpcF141+t1eG6f1eYI7zAMscdQrVbJ/Dn6clzIZTKZ4GI9FcHcborWkz2OebMLcaSAt2SIFJUa3vV6PS94z1JNFcvReYMcx5nNZkvDFDqkyuM4ZufnnAy8c5k0LD/a04B3HMfY59YX9M6zwzvFV6OUzrter+/BebO3XqvVmuW6tvmBO2/XdYfDYbvdZl1EtVrFUnPSf/f7fc/zfN/HoWrLsozhjQVrEttdKRLeJL8rlYpt26LzS46FK8nNZXlxznvClIgrk+fcO0R/MdQU8JZP+DaC9zLVIi35Om+QZVmz2Wyz2Wim0F3XPT8/j+OYi7eTgXfuU71PD96LxUI0p67X602nU2h10+lU5I8Hg8F8Ps8C73TTu2GWkNJ5UxO+9Z33aDQCAMuddxRFbDOr1WoQ944d3prk1rlesB6q7/s4MA3TW4DfCI7hcGgAb6S9aElzVKHwDsOQvD1E5xdf0O12NWk92Zfz5vag5clz7m2j/70p4F2RjqKZwntpvjxq7s4bZFlWFEWbzWYmTaFDqvz8/Hw6nYqM6cnAO0s+VvNojxres9mMC07LshDbpERtxnGcKIpSwzvFT242mzEz7VP04hTOG1OerVZL4ryj5DIsIFifFV5w7PAONJy35pzMarUK+XMyeQ6Va57nYTtst9u68IbKdR1yS3Ql8O71eiGxN4mmRPwWybTxSTh9qvBebv03VxLPnaPzRnmet9lsloIUOqTKz8/P5SVCJwPvjFO96/U6bGIYhiH0eLLAe7VaHRS8Pc8T9d645AaJ+vqWZUHlY9HwBsONNyx47tlsJkmamjpvarIu2GhNcleSY4XHDm8luYMg0F8Nqd1uAyXR2ACqfd9H/sLGa0J4Qz4E9nIfjUbKbLlS+0ybk6ZKJ20eHeHa5keUNl9ud/KeaW8JWpDzRgG/N0wKHVLl5+fnSqSdBrw3m43+mLdlWa1WazgcjsdjsHTKA9OH92azwTIO27aD7TI4msemVAp484cPK5VKpdLr9SStcbVaSfIZLL917iD9tDnXcEt6IRXxOqkS581Ng0+nU5LfInJDKd/JwDvQcN5ke6hWq51OZzwew/Qw6uRARbbv+7gsB5SteZ6H82lt25bBu9/vk4l15TKcSu2hYI16UL9gjWW5qHFkEbS8vNLmOgVroBTwzrFgTcRyIxnZ7rXKeYOQ37PZDDYCibe7Sco9Nyh3eK9WK/zwZrNJXt/1el0QvCWMqdfrnU7Hdd3JZDKfz8m3azLbCN5shLFtO6NhIGUK79m20JKrKWG7J5MJtJ/JZILwlkeMKJk/17ll9AvWqLs1jmPlaaQK1nScN5ffMJVXTm4c6j4ZeOs4b/J27nQ6PjFPjL0HsWwN/hdQTT5Sqcj27K5UkuuZZ69q2edUMbgAAbG6i3yqWLTHMe8oinIpWNO/IingneNUMaQ1+VeH1sU5b8uywjAkIzV8KRnfwzCUW9Lc4U36PDJqVCoVz/MKgjeeELDUMN93s9nI314EvPU7o+lkCm+50yXbHgYZ27YR3mRXjBVV4aFzB+mXJugbbhQ1VUxzzJsbhWBdahG54Vkqvh07vAMN503GfNd1A2KGN5Xkw+lhpIXAmjV8RAFvKFI/BOdtukgLyW+dRVpYlhfnvKfTaS5TxfRXHUkBby/bIi1UetxUbDo9R+fdaDSAT8vlst/vwxRwiOmr1cpxnH6/DyBfLBYSy5I7vDGBZts2MA/DbqfTKQje8BUXFxdGby8C3umair6KgzdepkLhrZMNSi1qkRZN5y3ht2hQr9/vs/Ht2OGtJDe1LjVgGPlNRXJqezGQZ7qfd6/XIx/K2DXOAm/R8qjc6eZQsIf81lkedZ/OG9pr9kVaYu3lUU3hXa1WJeRWwjt7Pw8FHM3LeVuWNR6P4VnSkWAkxXgN0zNw8Hs/U8Xwk3Ebb/KuLgje4OdarZbSbV83eM8OLG2+lC6PmkXs8qj6zlvEb65Ese7Y4R2onDeJTlg3LSCcNznsjQPeEnIr+V2p8ErasgxBpYZ36o1JkN942KKNSViWG8m08c3yWB5V/54xhXeWjUm4U8JMxU4hy+68YZEWCMrs8CEEX+pBKPyBqd5FL9JCxvrNZgPMW6/X+GAURUXAe2NSsKapdPDOcXibq2MvWFtqZ87JW1Xn9ezGJEbOO47jGW8BFkqSWHfs8JaTmxyohmotcNue543HY6pgDUvNszrvSnInMVDq2WKp4c1uCeol95ITtRXP88Lk3iSiLUGjq6g2z74xyXQ61THfRvCuVqtx2i1B5YuxGGk4HJKLt2R03sPhEPPkyjNAaTQaQRad6i/mC2+sI+31epeXl4g97LkOh8Mi4A387nQ6+pMXlEoHb3YYqNlsDlTbV8NrRqMRd9UqUsc+VWy5XM7nc52elhG8uVuCmjpvHS8hiXXHDm+588Y7C8lNLqBGaTAY5OC8Jc9JvluidPDGwfyzszM8WZqddCgyB37jyLfnecqLJ2kcWUSy3EiSG0aeoxbdjZK39Pt9OblF8J5pLINqKrQacRync95ouMPkBEIjwaREyoLnC288tvl8TsI73k7or9VqBcH7scceM3275Ei40oH3ZrMZDAaWZdXrdaifglMnuiiO46zXa3gNUlkyMJwO3puDWaQFpOzNVAzh3e/3ubQ2dd5xHEeCIrWKanDw2OEtITe6BSQ3OQ2KFbmTd3rnjV8AtxNM9UalGNdMB28M361WC223/pciqrFX2Ov1uLSeHOF+3iCJZzKFt3x6txzemhuQaGo4HMJf3LAkhfPu9/vgV7KsC41qNpuLxWK1WsENmSO8sbip2WzCIyT5cMBsLZ4wdgLwJkWeOtHlmEwm+BoSzKJCs9Tw3kiXR+10OtO9LI+KUtaB6sNbPr3b1HnHcTydTuWLqZ0kvEXOGzPEmuSuJCmZacybugBUCt20fi0dvDHsDgYDOFNGeXtcYQ3vPc01W47FecfayXOldBLmEnhrbv1pKuwTmDrvKIqWy6X+wkaagiz6dDrNEd54vwVBwMIbw4cnnjCWEd4XFxfD4bBWq9VqNdd1jeB9fn6O78VSuz3Am7wEJJhFabks8IZGFV/pxiSo+Xye1/0+EyTM4wy7irH+m1thfkrwFjlvOA8SclerVVhNYTAYiDx3GufNFW4s5nmeUViE6X0p4I3tAHcMM+o01Ot1uB6YfucOex+1847jOEjOI0yharU6mUx0yC2CN3xOXsxG5z3Y5glNnXeYIU8uF9QV5whvKFqxbRsfoeAHaVjJhLGM8Kbu5eFwqA9v9r37gbfrulx4i0aFs8MbEa5TOAaVH0psp4D3crmMoihjmSG4YR3bbeS8QWEYYjiq1+vK+Hbs8OY6b+jnichdr9f7/X7A7OddiPNGkZuJ6reVRqORDt74CfKOD6vJdrQ73K5tjh+lvHgifotk2vhyh3csSFhpqlarxXqeWwnv4mTqvI10bigjcivhDT9wPB6L4I3FXAXBmyJBrVbThzf73v3A27ZtFt5+AWPeFLxRk8mk1+s1Gg1ykahGowHZPh1mp4b3YrGYz+dZ7veZtEgtzryft7/dAiuUJsxPA94suYMg6PV6XHLXajWYya1J7tycNwjHv8mdN+WicgJFw5sltxze0RGubc4VtBjdm7hSqVarOhVqhw/vDeO8jwXeGHc2m40I3uvtnLFIMGHscOCNK8wUDe9KpRJs1z/H6yLJteQOb4mMyJ0C3qjBYGBkweF+1zTcqZ03RC3P82CppZOHN9d5B0HgeR5Jbjj5JLP37bwrxMprml0/3GM8C7xzlPLi6fCbYrmRioN3HMfT6bTdbutMpWu327PZbD6f5wJvI5lGN9PoeUTwhnEBmCEmgveN7Zwx0YSxjPCmFmhUDnuTX80uF5gvvCU8brfbJLyn06nolbZtnxK84R6Ev3Ec69/vcRxr0jqj8zZSjvAuTqbOG/kNl6ZWqwHLQVfmvBHe8k5ftVptNBrccfhDg3d0Ks4bBHcgbFlTr9exj1Wr1WAeDrUa4h7gDREK/+rQepVtbfNjgTfAaT6fy+Edx3FFPGEsI7xv3ryZumDtxo0bw+EQVrkpomBtOp1y+W1ZFuW8V6sVt1rNtu3pdHpK8GZZvlgsPM8T3e9ecrXj/Tjv6wNvkfMGwdgK+UjhzluJd1I6fYd08AbJez1ccTPnmjpq5x3rda73DG+W5UYyjZ5HBG+uuAiUKDu8jWR6eFngrSPTy3fs8Cadt84NC/c4/tWh9fzYnLdEpvE/BW5E5BZJn9xcfp8yvE3JHZ2i8z4oeEOEwr86tF5dD+ddwruEd4obimK5kUzjg2n8uW7wDlRrm8vJreS3VzpvfZk2DtPGdw3hzbLcSKbRs4R3Ce8ThveidN6HBG8jcnP5rZQ+uY8e3qbkjkrnXTC8V6XzLuFdwjsneLMsN5JpfDCNP9cN3kHpvHOEdwp+Uyw3kmnju4bwZlluJNPoWcK7hPcJw3tROu9DgrcRubn8Vkqf3EcPb1NyR6XzLhjeq9J5l/Au4Z0TvFmWG8k0PpjGn+sG7+DAnPf/B6dYK4zJE+WtAAAAAElFTkSuQmCC" alt="" />
做好一系列选择后,点击下载,会自动生成字体文件,和CSS的demo
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAP0AAACaCAIAAADtptlJAAALcklEQVR4nO2d/08b5x3H/W/556Waumloiqb8sDRptuy6VdvaqOxbK2VruwpKp5xQftg0IjpFW6JtgibEUBwHB8g3EhrSpE3AEMAmgYQQL8H2+eudzX44fPfc3XO+B/BdMJ/3SwiZ8z1ffnj54Tnr3vcJaQDQI/SqJwDAKwDeA4rAe0AReA8oAu8BReA9oAi8BxSB94Ai8B5QBN4DisB7QBF4DygC7wFF4D2gCLwHFPH2vpT+Iv9UVpZPZFNdmcVPMwtdLx92vJj9c3rmw7UHx5/P/iW7OhrARAFoIp7eq/mnJ9TCQFV9pqz9/X/Jzvmp9yv5kWrliv5TVr5cfdAZxEwBaB7e633+6Qm1OKgWBzc2tI0NLfXV2w9u/Knw4gutPKoWL1WU4eWp9wKYKABNZAveq8XBjY2NhZs/uzf2h5VvPqoow+XsQPFl36Pbx4SGikihsJzY6YRFSMjhUCgUkmQ5vDlkRApJkSCGBq2BgPdPWO+1uWtv3r38m8dfHy++7Munz+Sefb40+Y7QUEF5n5DDm5In4D3g4+19buUzXfpy/nytqsyM/fjOyDtLt3+Xe/Z5duVv64+6k7d+KTRUUN7zxoH3wIK399nHn+rSFzP/1Sqr9+MHpi7+InXr2Pqj7heLXem5jx/dfndt/oz3UPAe7Bq8vV9PfaJLr6T/Wcjc+Ca2/6svf7J44+303MdrMx+sftv+5O6v569LLq0jUojB9NE8Xj8WkUJhOaLvzENSxDyFkZjtje8xc4YUMXc8rPfOoesXBO7dgj2Gt/cvFj/SpV9/eiq9dPLucNutCwfnrxzVjV+eeiudTj+8epTXNCKFrLptisauyIabEckwUTfT3KMb7to+OK7qb57G8Z43tHkaoIK39+mHxw3pVx923Rn83s1zP5obfWN56q3Hk0eWJg6m0+m5Kz/ltLRtOIw/rf8D6razZ/Ne27cv1g8Ms3w38t51aOv/FbDX8fb+WeJ9Q/rl+x/evvDdG31tsyMHliYOpq4fSF7dn06nZ8ePcFo28J7j2Da855vq4b2r3vpmB/aTwNv7p/d/a0ifuvP7yfOvXfvP64nY/uTV/YvjbYvjbYcuLiTGDvOasnuRhBxmV2R2/+PcgXBfO/Y5Lop67XMcQydkmZkkdjwU8PZ++d4xQ/qFW+9Ontt37d+vzUTbdOkXx9teP/PtzOghfmP2GlK2ba1tF5Ke3mvWbYqrnw2951/Dmv3Cehp4e79051eG9HPXfj55bt/Vs99hvV8Y/+H8RHsAcwWgWXh7/2Ranr365vTYoenRw9OjRybP7Rs/+/370QMzY4dnRg9NX35jfuK956nBAOYKQLMQuv++lF97vhSdu/nH25EfXDt/9OHXfYXsit8zA8A/kDsBFIH3gCLwHlAE3gOKwHtAEeTKAUWQKwcUQa4cUMTvXHk94o3bXsBuwt9cOe5vBLsTf3Pl243U4vMC/MXfXDm8B7sTH3Plloi37YDl1vewLLMRcua0sJxA6Bv4gK+5cna9d0uFRyRLhFw/hVnvsfQDH/AzV8563ygVzqawHN4j9A18wM9cuYf3zpA513vjLdgPmoavufKG+xz+s3Q4+xyEvkHT8TdXbl3l3a9r7d7Xr2Vt17mwHjQJ5MoBRZArBxRBrhxQBLkTQBF4DygC7wFF4D2gCLwHFBHyfqwhpVLJ71kC0FxEvddUVdPUalWrVrVarVqrVTVNrdWqk5OTly5dymQzfk8UgCYi5P3o6KiqVpzq12rV69evFwqFkZGR9fV1v+cKQLMQ8j4ej1cqZa76sVgsGo1Go9FYLObRi+91PHc+AMp9UkHI+5GRkUq5VKmU1UpFUys29Z+srKSSSXgPWggh72OxWLlU5Kpv2B+NRj16eTXeb+nuZXhPBSHvo9FoqVgol4rlcqlSZtTX4D1oSYS8HxoaKhYKNvVVq/pDQ0O8pkHWK7dE1C1dbPbiOQS8p4KQ95FIpJDPFwt5q/rluvpqtapFIk5hAq5X7hVRFxoC3pNAyPuBgYGCohjql0rFcsmivqapAwMD9mYB1SvnjucWUfcskQvvSSDkfX9/fz6XyytKIa9sql+0qq+q/f399mZB1yuH90AUIe/7+vqUbNaifsFQv6R/td/X1+doF0i9cnNLA++BKELe9/b25rJZi/r5fNGqfm9vL6dlAPXKPbxnI+rwHmwi5H13d3cuk8llM3X1c1b1i5Vyqbu72++5AtAshLzv6OjIrq8b6is89Ts6OvyeKwDNQsj7D8Twe64ANAvkTgBF4D2gCLwHFIH3gCLwHlBkC7nyXK7AfYFcOWg5tpArj8fjicRctarpLzRNjcfjyJWDVmQLufLU0uOVldVqVdNf1GrV1NJj5MpBKxJgrnzn+J7YAlTwNVfO3H3WlOJUfO/dSl8xKRMArIjmym9Opxr/8PK1lmgIJyC1Vdy9D4ftN+OzlYK8aJzBRV2tPYivuXKrMTu/ydfde0m2yZmQw9Y7nxsB78khmiv3XO95uXLWGPM2eU3TeLlyt8Lkbsl0+yiWD4X+h/0Qtw9L9jwih43BI1IoJElSo6FBq+Jrrpzd33MThxrz2UjIEhsvMbPkvGS6fZT6wxGsQXHXaqGc4rj2AotmC6z3exDRXLnnes/JlduehWDx15krrzdgV3y3hC5/lPq/FGeQ131E2zyZ+TX4nICWx89cueMZHuYGgv98J8cKuzXvzSfo2Fd5jy9A4T05RHPlnus9L1duMYbZ4PNy5YyaCXOT7ZZMdxuFfSyObZ/jGJH/jJ3NRsxs4f0exNdcuc0YxmfOJax5KCxJdpP1BZj//Yzj0+VWC902ok3t+giWY8YHBNe1ewvRXLnneo9cOWghkCsHFEGuHFAEuRNAEXgPKALvAUXgPaAIvAcUQb1yQBHUKwcUQb1yQJHdkCvfQRDLlmYJuDloWQKsV+4KvAdBE2C9cle26j1uDAY7JcB65a7AexA0/tYr5yXFuZXKG7yrOe7BZ85wPKmEN5zZyL6nYZo3nqpoh6BF8DNXzlmX3SqVO0t5WuqYu8ZhvauZc4uYO3riT3XrHYIWwc965fagaoNK5Ybhjnc50Vie967VzPnFPR098aa6jQ5Bi+BrrlyHeY6fa6Vyrrv1N7fpfaOits6evKYq1iFoEfysV56QZSY7ayzpvErl3KeNOA9GZDkhus/hPzknXO8gbOnJZaqiHYJWw9965ebOxRL8th1jrmu5j0wzD1qvQcWvaz29505VvEPQatCuV45vRKlCOleO72PIQjVXvrmFwWJPFOROAEXgPaAIvAcUgfeAIvAeUAT1ygFFUK8cUAT1ygFFdkOu3GDnlT4BEGI35MoN4D0ICCHv2zt7FpPJ9s6eZP23E7F8beMbweA9CAhv79deZM9evqv/Pnv5btfp4Zuza9vNlcN7sCvw8L69s0eXvr2zR//5V/zeX89POFd9gVw5WxlcksLOVIdnwNzA/i6/apvjhnoAdDy8VwolXXpFUfJ5pVQsdJ0ebu/sKRVL28qV22vNWh+o0DhgbuBImntUIAfAjtB6397Zs7CwuLCwmEwmde+d671Qrtxea9ZIrFoDh43Li3MSt86BnEcAMPHe3+veZzOZbDZbyCu697mcsp1cuaPWrDUq2DBgbuD6LjuQ2xEANE1kvT95ZujiVKrr9LD+c+rCxGf/GHCu92K5cuv+IyGHw5JkRlQbBszNcJQjae4ciDM0ACbe6/3FqdTJM0PGde0nvYOnLkwUtpsrt9X+djy0wD1gzoYCHUlz50C8nDgAm3h7r6oq+8292/f328uVN97RAOATovcp+JIrxx4EvCJEvW96rlzfh8B68EpA7gRQBN4DisB7QBF4DygC7wFF4D2gCLwHFIH3gCLwHlAE3gOKwHtAEXgPKALvAUXgPaAIvAcUgfeAIvAeUOT/IsB2fdHP7tcAAAAASUVORK5CYII=" alt="" />
在自己的文件中引用很方便:
@font-face {
font-family: 'icomoon';
src:url('fonts/icomoon.eot?-fl11l');
src:url('fonts/icomoon.eot?#iefix-fl11l') format('embedded-opentype'),
url('fonts/icomoon.woff?-fl11l') format('woff'),
url('fonts/icomoon.ttf?-fl11l') format('truetype'),
url('fonts/icomoon.svg?-fl11l#icomoon') format('svg');
font-weight: normal;
font-style: normal;
}
.ficomoon{font-family:'icomoon';-webkit-font-smoothing: antialiased;-moz-osx-font-smoothing: grayscale;}
.icon-search:before {content: "\e601"}
二、按钮框架
为了简单方便点,我用了a标签作为按钮的最外层
<a href="#" class="btn_green">
<font class="icon_pre ficomoon icon-search"></font>
<font class="icon_next">筛选</font>
</a>
.btn_green{
text-decoration:none;
display:inline-block;
color:#fff;
overflow:hidden;
vertical-align:middle;
font-size: 1em;
line-height: 1.4;
}
1、a标签中的line-height是用来撑高度的,如果不加会出现下面的情况:
aaarticlea/png;base64,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" alt="" />
关于line-height的原理介绍,网上有很多材料可以浏览,有必要的去了解下的。
2、overflow:hidden是用来清除浮动的。
三、按钮内容
根据效果图可以看出,按钮分为左右两部分。
左边部分如下:
<font class="icon_pre ficomoon icon-search"></font>
.icon_pre{
padding:8px 15px;
border-right:1px solid #c9e7de;
background:#69bda4;
border-radius:4px 0 0 4px;
float:left
}
border-right显示那条分割线,其余的代码是在显示字体图标。
右边部分如下:
<font class="icon_next">筛选</font>
.icon_next{
padding:8px 30px;
background:#69bda4;
border-radius:0 4px 4px 0;
float:left
}
两部分都用了float浮动,我不太喜欢用这个属性,但不用就会出现中间有很大的间隔。而且由于font是内联元素,所以padding-top和padding-bottom无效。
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJ0AAAAhCAIAAABMTD6PAAAB+UlEQVRoge3Yz0vCYBgH8P5dL967SQdvEXTtEMSgW1AhhDYGgzAh+oEiRmriD7K0hBTbptu3g2S1vZvOcD+eni/PQd7Ndw9+tndzG+BQzEbYDXDWEnalGXalmW/XhCxFpApP9Z8tht5PBItdaRa70qw1uyqZg85zz5iaAGAZxvChk08r7Bpr1/xt1bCcM5rGy3E+Tq7CQ/g9bsDn39pcFfVOswCYRv+ikttUpIRytFOpNgwLgKm19v5w1QbvaovboJNw/pmI63Z3BAB62+6nqEUdAF672Vi4CmEWajl3oOEq32gApvXaoXNrstYzAGjN3ci72ibH15XqsY+T05n4upaaADA4Fy62SrkNAG9nkXdd6Lf8VwLrk1392cDltrpkGzRciazDTldvKltXK58EkXUl/tzkNiLc5DFD/Fy9/+cIvOPjKvyZ/o2r7P5eYqJrwOSjta/G1XUhGGlX2fYe0dT04WP3Kq1kC2MLgDkZqNeCGzAl17CA1+zqVvlSczq7eEfl+xN2peIqS8liazBbpC29084lo+rqzQPRm4r5iHA8mJ5Dc/1N28/E09UXapAVpmtCllKN/tiyxu+lVIRd3Q4hHLedAR6h7LpahXJ/9bUp9GJXmsWuNItdaZYP163L09DbnRW7LiwfrhxKYVeaYVeaYVeaYVea+QSO6gMAfhqD0gAAAABJRU5ErkJggg==" alt="" />
用了浮动后就能让font变为块级元素,使得padding有效,而且也会让两个元素紧紧的挨着,不出现间隔。
在网上有很多关于浮动原理的说明,有必要去了解下的。
大家如果有更好更简单的方法,请不要吝啬,贴出来分享一下呀。
demo下载: