<snapdata remixID="14043390"><project name="U3L1-FractalArt" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L1-FractalArt"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested trianlge, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>255,69,0,1</color></block><block s="forward"><block var="size"/></block><custom-block s="nested trianlge, size: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="35"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7snXmAZNPZ/z9PdbdlLGEwsQWxxTu84mffzXTd24yIiCAiIoLgRQQRW0S8goiIkHhF8IpXRAQRRCx9b/W0fQkiIojYYicyloyxdHc9v7pnqic9PVV1l7pVdav6nH+Yruc8y/ece597zz3n+QpjmjqcCfxDfH4w+md1+QLwafHYa6xsI/5fXa6iyFVS4JpG6M+KTs2zJzl2bhqmcLV4XJ0kfnX4K8JO4vG3hP3vRzlUCvxh3pxy+BnKg1LgwiQ6W93HzNOUMdU8hyCsKz6HzsMpzxYIPxSfLVsds7VvEbAIpI+AjFepDnN4l2XkHt4LflOXf5JjLbmVWembn1+jbsNyLMKj4vHRRttqpX6D6XusKXfyZqP90D6moPw5CabqcBiwtvgcntRP7WVTuviJeGxm5pPDfwK/FJ/1k+psdb9GYaoOjwGfE5/Hy1g9SJGvygAPtTpma98iYBFIH4FKCXg/YCvx2V9d/hsYEY9T0jddWaO6nILyofic2iybzbRjMC0yLAW+2yy7BtMiQ3FtqkNRfHL1+qkOlyF44vELdbmNEb4tA9xer95W9m8EptpHL8q3xCOvDl8BthGf4Hq0zSJgEehABBZIwOUn74cocjRdXCkeU5odt7rMYojVZZC3mm27kfZ0GsvSw2Mtw/Q91oj61q0O/wM8Kj4/rRcTncGSDPMCcACwu3jsUa/OLPQ38zRlTNXlWuAXwOXMYjl5kDlZiNX6YBGwCKSPQOUE3MuW5Li+9D34UPHN966mNvPdWdlJfL7YVMMNNqYOv0a4Jux7rE7nU+SYgURaop5MkRtlgJtrua+O+Yb/qSiYah/rUOTa0thPTQsSdTkBOAFhdenn9bT0tlJPIzBVlxVR8939u+KZPRmpNO3lWITJCB+GKlSWp4tTpN88NNlmEbAINAiBygk4eFPLsRvd/L5VF6E63EOOI6Sf+xoUe1PVqstWKGeIzzZhhrWXVeniGZTvhMkCp9DFSnIrr4TJGkzhSPG5NyRZBwvPp0s/A2E6o/5eevj4D2Aaw/xcBnk/ar+sy6WNqW7BoizGvowwIDP5a1rxa56vI3wNuLSmTmVVcvSWPheskZZtq8ciYBGojEDFBJwFsLSXDeniQvHYOAv+1OuDujxMkX2kwCNRdKnDEcAq4nNUNXl1+DHwpPicF0lnHxuh/KwWpurwGWBf8flsFJ0TXUbbCFN1uJ4cF0s/v6sxpx4hx17Sz6MTfWxt/BaBRiOQ2QQcBK4uP6fIoBT4v0YD0Uj9mmd/cmwuHl+NY0cdniaHI/08O76fuqyFcqP4fCKWzgBTuE28ym9C6vAiwqbi8XIcvRNZ1szTNsBUp7EyPdwtHqtUGi91zPzcWHwOmsjjaWO3CDQLgWwn4I2YxGReF4/FmwVII+yoy/u8xJLyWITvb2Mc0F5m0MVh4vGpCgn4VoqcJQW8OD5rH4uhvFYJU3U5FmUp8Tk+js6JLttOmJbP+r8uPmdVmFMfMIvF5UGGJvqY2vgtAs1AINMJuPwWfAxFJkuB45oBSNo21OUsirwsBc5OoltdbirF/2MpcMtof82zEzkOFI+dE+o8liJLj8XUJJEir4rPEkl0TvQ+5uGlTTA1Z/2HmTz2W7y6/BDlRfH50UQfSxu/RaBZCGQ+AZeT8AuMsLkM8FKzgEnDTnkz1aB4fDypPs2zOkK/+Kw5LwE7PAdsWzoj+nxivS4vMMQWMsiLZYwvRRkQn8uS6pzo/bRNMFWH/UpzakvxzLEw0pinE33sbfwWgSQItEcCbtONQeqYzS4XiM/vkwzOmIT7I4TnxONcdfkGyvLi8826dObZBeHLwWarTtvwVg8u9fTVNsJUXf7IMPvKTP6kDjcinC8eN9UTv+1rEbAIxEOgLRKweUp3SP1oTDyo4kmrSx/KUaUjPzvE61lZWh2GWJSP8B7/FJ9FU9LpI3wP5dROOvKVBjZJdZh52gaYanDWv4szUVOR7QjxmZE0ZtvPImARSIZA+yTg6XyCbq4Tz5wnzXxTl78xwg4ywNNpOKsuX0fNW+9vAT8NncExJ4TTKfKY+W946+Jdbh6tEx4u3jkSpSM8/w9lDSR0g1Kww/h0NDKmrQTpRDBFV44p7SlIZ9d7kUl0sRkj3EcuQhUv5YOx+xtaCYa1bRFoNgJtk4DNW7DLeUGykALnNxuoOPY0z+HkWF08c5Y3laZ5PkqO51HuB/6ZitK5SoJzv8G35D+G6FweWDrusacU/WypqnJ1tmDe3RbBkaiYRlDVUJENEVZCq58LTmB9SYTtguODCP8K6b8ecJf4fDmBHdvFItD2CLRVAi4nYRWPzPqtkMPlQ/HoTnt2aC/bmhKBHtPS0K0OpyLmLeW0MEzt+eBo59LjYJrGGCbVobvTxZu8H5S8RMmJz8lJdY3tpy53UuQKcuxRa55qL2vQxS3isVYadq0Oi0A7IpDZRFYNTHU5FGUd8U1Zvcw1dfgpwsPi8bNGOKcuV5fiv1J8flOPfvNGHfjps4Lhos0xVTxDP7hAs+eD50KiIefS42Baz9il0VddLqDIQwEnszr8w1xThfpWVjTP58mxi3h8IWyeqsMtCGeLR38a8VgdFoF2RKDtErC5EdZJEt+ogSrXO75GfNZtmI2A37fII+ITLAknbupwTYnr94oSL2/AvhNg+gTKzlLgybFKw5JOYgfatGOth5HxSUddHmeYXdKs6ZwGbDqddek2TGcBN3Mw9gE71a7is2c9+kv80W/QxdoBd/jYh5HxOtVlR5RDxGeneuzZvhaBdkegPRNwHqe0weMY8ejL0gCoY8gLThGfwUb6pY7Zufq++JyWxI66bIdysvhMH+2vLnmU48THnS8Bd0g50CQ4VetTaTm+0ucBw+9b5ATxcdK0X68udRlkhJPGcjKrwx0Ix4nHXUn0q8PJCMWx3OGjy/Hizb/BT12eZYRpMsDfk9iyfSwCnYJAWybg8lN7aGH5Zg6SunwWZW/x+Vwz7KpjqApXE5+349pTl0dLm9n2kAKPzZdsxxXrNzt/4WLx2SiujU6WN+d9c+wjHrvOe4BxqEhioA7XIVwiHjdkARN1jM97ic9u8419nvVLGwcvE48N4vqpeZZBeEJ8lqvwtvs2c1hZ7pq7IUsdjkRYWTy+EdeOlbcIdBoC7ZuAQwrLN3ug1OVlhthQBnm1GbY1zxfJsYN4fCmOPc1zIDk2FI+DF7hZjsNUHe4Gc5a5Jn1hHPudIqsuBYqcKgVm1iIx0F5Woot7xeNjWYhdHV5B2UAKvFYhWV6Mcrf4XBLHV3X5FUWukwK/rqBz75LOPvHZRzeih8nMFo+F4+i3shaBTkWgbROweZp2+T7KG+Lzg1YOkOY5nhyLi8e3mumHutzLCIfLgDmaFKmZgh5Ls4hczUilDqOYIryIspP4fDGS4gkmpH3m/Oy14jNVHT5kmEkyyHBFTPOcQY5Z4nFmK2FSlxNQJolPcP53gaYzWJgh3opT6GW0oId4bF0tNnW5jyKHIXwV4X7xuLiVOFjbFoGsIFA1AWuw2WeYnkiO5pidZCk0ku4QIXV5l9ks26riELoVSzCJF8XjI2nEE0eH4aItmlKXm0Tppw7zSlrWkjfF+oX3eI815U6z1G1bpYTlmPPowTGam8JIDNRlNrOYIg9GKE7RALR1BksyxPPis1TNsY9Z6nRsScuqCTjPJgj/G/xe2vS3flrh6RYsyqJMjqxvgFcEipHlraBFoMEIVE/AQWJT3oHKb0pj/ArKIj4TNQmkHY86fKVUGWpr8dk/bd1R9KnD/yH44vGLKPJpy6hLJBKFSqQOVW+Yc1cWVhKfvdP2t5P0lYujPCQeK4XFpXm+TI5p4pn52vSmLr+gyC1S4JdhxjUi2cd4UoeQxB4UMPlFmm+/ZQangLv4rbCYgCl8wAZyx/z7HiL0syIWgYYhUD0BR6S8q0Rt1jBvqyhWh4cQ9hOPh5tpW102RjlffDZtpt2xtqLSCKrDzcA54nNrq3yd6HbV4UHgAPFDq46lCpUGb6A5zhOPzaIoVsfwTx8sPp+umVQd3qOHpeRmPoiitxEyUTBVh28iLCsexzbCB6vTIpAUgZrfgNWlJul7LXLvpA4l6ad5tih9gz1LPLZK0j9pn9FvW1LgD0l1pNFPHY4rFTVYUjxOqKRPe5lBF4eJZ26strUIgVLxic2Bs8Vny2a6oA73IxwiHg9Etds2134IpmaZenHeEI/FosZu5SwCzUKgdgKexpr0cJN4rD3eIe3jYxS5U3xWbZazNZ/GXa6gyA1S4Mpm+KMu83Z3NsNemI3STtyX6GJjuZVXFhgrl2cYolcGDY+wbS1EQB1+iXCjePyqGW6oy5dQnLj1lrWdrv0amKrDJQi3i8elzcDb2rAIxEEgdBe0upxbOt/6lPj8ZKxidbmBIhdKgRvjGGyUrG7N0izKU+KxTKNsjIt/vvONzbBZ8wGkwtnUQN6eu2z1yMxvX6exFD08I16MzUN1hKAO7zDMijLI7Lhq2ubar4KpPcced8StfLMRCE3A5ibuMoJHt1CqnxT8O49LjqPFY/tmOxyShL5Njm7x+E4j/VKX0ygyWwp8r5F24uoeezbVjJM9dxkXwqbIq8OJJfrHhcTjpEYaVNfQIr4jPmcktdM2134FTO059qSjbvs1C4GoCfhglPXF55ByQn6SIXaUQZ5qlqNR7aRVWL6avVo1bqP62Ci5sWdTy2+/F9pzl41Cuz696vI6Q0yVQd6oT1Pl3jqN5ekh2KG9Yj361aV9rn2X13if9eQO/lGmj7Tn2OsZfNu34QhESsDlm/lj5Ni19N03qGu7tvgc3nDvEhhIq7B81QQ8jsQggYsN7aIO/wM8So47Alq4NM9dNtTxCaZcXXZH2U18Pt+I0NXhNwiXi8dv69WvDn8pzamgdGU+09f+GEzV5Z/2HHu9I2/7NxqB6Ak4z3RynIgyXXxyjXasHv31FpavmnwrkBjU42cj+ioIrqnIFPCynigF7miEHauzfgTU4XYwZA131q/t3xrUMXzRJ4lPbxp6tb2u/dtRnja1CQqGtMQ2i0BmEYicgM1bcFDNR+mKePA9atBLAgtBpKW4xUsX15ekwHW1lGsdheVr6q1CYhA10HrkyrSAQR3fORH0BNWOhsQnwNa2jCJQeksN6AAvF59Ppuni6Btr6e368ZrzeTp70GUqVIVv0BKWQ7lHfLZJ09e0dek09qTb7DBPtya7MAU1fMkVS7jOi0PoQnmtxNdtqB5tswjUQiBuAl6LIrczYlhy0mk9PFKiwXufYcNJWv2YTBfTEA5kadxqdYzHOqQuF1HkXinMLYFXb1OXg0wRe5//qldX0v6aN/SDizESsqmm2zDzbCb9PJvUlu3XHATUIdXv9OO/2dZMwLvTxSwGUM6jWGOlRFiDbi7lJdaVx/iwOcgkt6IOl5e4rR9ihCuSaxnTs9sQnnwWeJlhDqups5vfU+SbMmCoSW2zCNREIFYCDjSpw/cQ3hKP79eLbYkYICAvWAThjtJuzYB1Z4dqOtXhKcOqUuCZKHZ1KguxEu+IxyJR5MNkNFjW9Vio1bVka7HZlMfHYCo+3w6Lyf7eegRaPU81z9oIN4jPOjWuveCj0+nS3x5JpVGY4nAXOY6Qfu6rhFVShrLWz0LrQasQiJ2Ayzf5f5Fjeenn3aSOl4gBAvKC58Rn6bLO34EhFvj9eJ3q8nXUcN8eGcee5jmKHCuKx9Fx+lWwfw5F803px/XoSaNvNT7XMobzYZqGPauj8Qi0ep6qw08Mn69nNvDN19ThM6XrdF/xzRtg27RGYKq9bEgXF4rHxhUTsMNb9LCK3Gxq6NtmEQhFIGkC3qdUXaZXPPYNtVBFwCwTzWWRMctEpYo1qwC3i89qY7tosEz2Ju+LH5GZacEbSLCsva34PJ/E1zgkBkn0J+mjDjMRThaPoMD9vDYe0yS6bZ/WIKAuzzLCNBng70k80F7WoItbxDPsTLGbuqh4pVm14PXzIsKm4vFybKUt7tAITNXl5xQZlAL/N+7aOxVhjnic3uKwrfk2QiBRAi4nzD+Q42DpNwXmYzXtYzOKhhhgi3GT+AcIr4rHD0f/ri4XUOQhKXBhLCNl4aiF5avpziKJgeaZSo6rxGO9eThVwTQJZrZP8xFQlx1RDhGfnZJYL9WZvqVUD/xs8ehP1D/PIaU5NVW8f3/jVJdjUZYSn+OT6Gx1n0ZgWt4M+bp4LD7v2svzUYSHxWeFVsds7bcXAskTcB03/FJSrJq8dQzDik5nXbq5Urz6dhQmvTnVewE3ciqow0/NRe/xM/NA5PIAIxwoAzzUSLtWd+MQSPqwV+9D5piH3ccZZheZyV+jsmw1Do10NDfi2leXYygyWQocV34ZuaZ0Pjo4c39tOl5bLRMFgcQJuDzx5ltGjgKaOtRcvtY8+5Njc/H4arWl1ih25nuzTrg8V+8SVlw/48iPXZoPwzSOXivbOgSSLiOnNU/VJV86kXCc+LjVllpbh04yy43CVB3M0jwjrEkXp4hnzl7bZhGIhUC9CTj2ph91CN3ApS4Po+Yby1bimwo8dTd1ibWRKq1NHHU7XkPB6Oa0gGO23k1xjfTT6o6OQKvnqTrmjP1tCF+sttkoejTZkGwEpqOb00rVxtZkmD1lpqkWZptFIBYCdSXgwNLoUaIox16iHmFS1/D6DlBkFSnwWqyIaiUsh2Kw8StwO0RnDmEH8UzRkUw3dZkFXGTJxps/TDqN1eg2pR5fjGA94KN9XHwODZONeuQt7eM25nruZSW6eBphu2rHbcL8z+LvjcBUXR4Dw8C2c1oxay/70mXqb/8jgs6gOMp5UjAbWm1rQwTqTsDlJPwqOdaXfl6vhoG6rIhyv/isHIaTzmBJPmRZ5vCK3MN7YfJRfzffg2AdNOQwfY7zUR5JuiEmqj/1yink6OXjDPFOUIC+Xn22f3wENG/KSd5tSn/WasLPSrSee0uBmWFWohZ9SbvYjLmWN2ISS7E87/MPuYt/hfnaLr83AlNzQqKb9ypxcCfFxdBVdvNcKQEHD2pvV9VTZDLdnI2yRul4ZnW5pI7Yfk1BIJ0EnGc3cuwhnqlmVbGpy7UUuSysjGSjo1aX9ymyWzUe4/I526A84KRG+2L1tz8COo1l6eEx8ZhSde47fC1YqhSPr0eNOKycZKPKWEb1rx3l2gVTbaP7aTvOgyz5nEoCNk/OLrdVK/4/WsxdPMOm0tKmDkcgnFSNEL30+1soJ0iB81vqqDXeNgioy3+X5v5wpeL/o+QYcT9nhBEqNIrIoW1AT+BoO2HaLvfTBMNgu4xBIL0E3Md61ejvShSBhspQ+nkiC+iXdzAGVG3mGMFoU4ezA9o18U1RENssApERqEZ/pw7nIzwiHhdEVlYWrEYp2Ggqw7h+tpN8u2CqbXQ/bafxz5qvqSVg8xbsmDOpD4jPRWOSWkBesF6UzSfNAqfMlhSQlXfPl4BdRhhmanAOslm+WDudgYDm2ZMcO4vHXmPm/n+U5v414rNukih1GsvTQzBPVxw3T19niKkyGIlBLInpju3TTpi2y/20YydLEwJLNwFPo5tu5ohv6AVNU4diFvmD1eVOlNmjBBDq4CN02/N8TZh1HWpCXe6iyNFS4J7y3A8YcU4Rn8GkIavLaSWds6XA94zOPN8mZ+bpd5LqnOj92gVTbaP76USfU0njTzUBl286RyKsLB7fUJdzSzs/nxKfnyR1sJH9gocDhlmRHAvTxTNxv9M10jeru/0QUMfQdF4sPhtpnl3IsY947FpvJOrwjpmn0E2PmaeT69U50fu3C6bq0Db304k+p5LEn3oCNknY5RmG2I8ewxyydhLHmtHH1JlWHOaSaN8oPl9rhl1ro3MRKJGKXFIiKrkd5TS62DiNIyrq8iUzT4MELNwoniGct60OBNoJ03a5n9YxHBO2a6wErK7hmO1BGQlB7D+BXVCuRTJeIUY4ycSi5jxnWi2oELY8RPqWvDAYpqbH0zJu9bQUgR6E41FTnCMSd3Ukb4Wty+Vjap83njuXlwDuQkyRlonWlkHZEolwhlnYsnwvq5vbvMEgB/fTz6D8NsX7qaB8unSffhiJxBT3EYY5SQaZ3eBYJ5T6eAnY4bsmscJvaqKkrI+wc8oTplEDc3zw7RfljhQNrImwAkXuJJjmtVtwE/g5wisp2reqWoWAGkq//RFywJMpurGtmUvh8zQ4vz61lIR/GGHupeheRlQpQRW7b6A8ioQU8RG2ocgHCGdmxPvKbsy9n+6Ecn1qCVjpIWfYrh4AU6CoVtsEWFh8swpjW4oIxErA5uHa4Q6E48Tjrmp+qEPAwbs3cKn4rJmiv6mq0jxfJmeKqG+LcksaO7W1l1XpYhDluwhbiscBNXA6uXQmuSgep6QamFXWcgTU5QVG2FwGeKleZzTPReV5mgubp+oyyAgnyUCqKzr1htDU/tpHL0VOqJUwxmB6L0VukQK/bKqTMYw14n6qLpeiDCCcFjZPq3FFxwjBilZBIH4CzrM+OS4Tjw0q6VTXPH0uLz7fVIcfITwnHudmcQTUZTazmMISpqzb82ns1laHGxHOF4+b1OWPDLOvzORP4+PXPMsgPCE+y2URG+tTfQioa1aA9hPfrBjV1cxmwTfNPF2k1jxVh8+V5tSe4rF7XQY7oLM6pkZ38AJwfcX71CimU/iwtF8luPaXymLYjbifah8bUeQC8dkkbJ6qy3kUecwWJmrM7IidgM1bsMtFFLlXCvzvWLd0BgszxFvis+jo30tkDUMszSJydeh348ZEWEWr5jmDHLPEm7v8pC63okwSn22SOqIO2wNHiM8Mo7OXLeniTPHYeoEE7HAlcK34XJXUnu2XbQTUwUM4QzwKST0tzal7gm+54vGpsHmqDqE12ZP60W79atWer4DpCeVr/8Qsxdmo+6m63MsIh8sA95s5VWWe6nQ+QTfXiUdwnt22BiCQLAFPZSFW4h3xWGS+BOxyMcrdpUpSl8xLwC4HoWwgPkFBjky0ahenYUwpsr4UDMtJ7KYuf2OEHWSAp8fE/yuKXCcFfj3mb1uhnFFPso/tnO3QdATqvYFpLxvSxf0VCsYMM8wnx1LgxWElazoQLTJYiX1Np7MR3dy3AKYZfHip9KITlVSiGuTqmEIxO4pvPhGapnnWRrhBfNaZ734e1EbIcbr0E5xnt60BCCRKwGbQxiw1lwex6tK0ujxaWsbYI2liSzvuastT6vCD8hLex+La1DyHl5bmVxePI+abxBWWmmstTce1a+WzjUA9S3jq8rJZRvU4YdyNcb55atjDMryM2soRGv3MJA8yp3zfqoZpppbvy9X6Kn7qq+d+qg5vlubUauMZlMbP07Cl6VaOaSfZTpyAzWSeu9lqW/F5vtbmLHXZrrQX+GTxmd5q8MI2aJQn6ElxiocYWkCXD8c/Vc97wnSYt9lKHfYL25zVaoys/XQRSLKJxTzgwgnisUwlb8bOU3X5RdY3EqWLaHRtoxstxeMroZhmaANbI+6nOvcUy/vic1rFOeWiEnw0mfuCldomwuijNfEk603AwXepg4FfALuKz57VIFSHa4ArxOfaVsKsLo8zzC7V6j3rdD5DF1eO/Y4d5q86/BThYfFMLeyKTR3eoIu1GeElelhKbuaDML32985AQF0ORVknTqGXMm3mLlKofERkdJ5SZDu6+LF4bN4ZaKUfhbo8wAgH0sXdFKmF6bp0c6V4BOduW9ZK5DUBrWuq91PtYwpFw3Ee1CeofI8qz1OEFygyWQrzk9W0DJAONlxXAjZPSnNJ7jc3xNAF/ll1cPN81CQpnxVahafmOYQcU8XjsFo+GN5Q5SEp8KUwXzXP1JLOq8RjvZo683y+dDL0ZFOq0OOHYXrt752FgDo8UZpTO0sh/Gywzt2gN7X0sLp+6DyFKeTYQfp5sLMQSy8a7WMzitwIvBKKaVAdr2iu/QvT8yCeJnX4h3lgS/F+qi5Xl3QGLxY1aziow1/LpYQXi+e1lU6CQP0JeG7N2x3EM2/CNdv4Iuhh8mn/HpUYorz78L0ox5LUYWZp0eZk8bgt5Gb5EYRLUI4MluzTjs3qyzYC6pJHOU583DBPoy5Za55NStfevbaGeRiiZklVGWaDSkcCx/auRIAQrj09iThkG+pwKsIc8Ti95r2nl23p4pQoRDOa51BgihQs2Ud6o1pdU90JOK6T6vI2c1hZ7opQKi6u8hry6vDjoDKR+JwXRW15o9YqQWH9avLq8tkS2cTe4vO5KDqtzMRGoETWcD05LpZ+fldjTj1s5qlnliFDmzpm018wT48KFZ6gAgmu/ZZgqluzNIvyVLXv/pWGL8r9VB0eIcde0s+jE3QKZDbsViTgvUtHlfrEZ59moaIua5XJFj4Rx6Y6fFgqJ+lUqypkdqkOsaEM8mocvVZ2YiKg01iZHu4Wj1Uq3kzzuOQM2UJQHzxyU4enyeFIP89G7jRBBOu49puOqbpcQZEbpGA+QURq6lLzfqoOXwU2Fp+DIim0Qk1FoOkJOIhOXe6jyGFS4A/NiFZd+ilyphTw49hThxNLRRAOF48p4/tpnuPJsbh4fCuOTis7sRFQl++jvCE+P1hgTgUb9dTM01i1iTXPDqWiMsE83XFio7tg9Imv/SZjqnm2KN1PzhKPreKOYa37qXmJGGaSDDIcV6+VbzwCrUrAG6OcLz6bNjpE7ePTFDlAfD6TxJa6vEaR86RgtvCbpluxBJN4UTwC1iPbLAKxEFCXd5nNsnLPv8kCykdEgnmaaJOiuvyeEc6TAW6O5UwHC6dw7TcNU3V4qMRKtJ94BJ8gYjV1qXg/VYezA6a1UpnNc2IptMJNQ6AlCdgkMYfLSudh+8Xj8kZGqw5/J8fW0s8LSexonm0QCuKz0LwE3CTfk/hr+2QfAXXZt1QIPzg/v9+8OeUyxAhbjZYHjBuFTmM1ehgQj9Xj9u1UeXV5niG2lEFDDRm7aR8fp4j700P9AAAgAElEQVQvPmvE7hyjQ6X5EKO7EVWH/0PwxTNHQmmW73H9tPLzI9C6BNyEt0h1ONrs6PM5pp6BV8cc8QieJD9b7WmzHv2278RDYOwbjzr8rkTgMUU8NqsHCfvG82/0Urz2G/4WWWlFJO48GL8qZ1dE4iLYGvmWJWDzlNbA76g6zTDHzBKfgB+17mYYaYaZRA+3NfP7dd2OWwWZRGD0mx9DfKo8TwP+4Lqb/eYHDbj2G/YdtdaegLiTYfR+SpE77J6AuOi1Rr6lCdgk4QbtJFbHMDXdKT4/rwWtbsQkPsLSofB3cQ5qWI28Zu7gDvXLCmQOAXOcZKEID345cyRuC+D34rN/GoHYXa9mOTbStR8V70ZhGrYrfqx/Oo3lydEV6nOOB1E+pIvt7K74ULRaLtD6BOywa+nc417is1taaOh0Pkm3KWL//8J0lompAx/eCZMFVkL5QpxjAhF0WpEOQ0BdnkTNQ11YudGg2tBHohR8iQPRRD73qS4boFwiPhvGwSxMVl3+zDB7jmWgCusT9rs6XBcU5xGPG0JlXT4Ids8H7yw1ZZXJCO9anvEwRLPxe8sTsHkLjlhNKipk6nInIxwjA9wdpY+6PMsI02SAv1eTN1VngrJ/wtpRKspEsWtlOhMBdcw539vFZ7VaEZoiCkWOkUL1GuJJEDIbB3OcKh7bJenfzn3U5S6KHC0F7kkzDo1RTSqK3TiV0cr3yH0QesVj36r3qN3p4k1DttATxQcr03oEspGAI9ZTjgKXzq25vIt4fCGKvJncLjuiHCI+O1Xqo2PqWEetqRrVtpXrTATK1JavVqv7rXnOKdVG3yUsSSdFR12uoshVUjAkKBOiaZ49ybGzeIbzNvWW5rUfpzb4aCDq8AdyHFyt7rdmoI516qB3uMJMJODyE14oo1CUsRhlHZJbmRVFfszkDs5PniM+t47vN5bJKQqrSBy7VrZzEVCH96oxX6nLCCOsLQM83QgEJuI8TXrtR8U/LUyTsGOZe2Qvm1ZjvtLpZILJKSqWVm4uAtlJwCGculEGTMfw7kaRHyujeVY355J91pzv7xW4jMN4NePatvKdiUA17ufyJ5eieOQbGflEmqf1XPtxxiANTKOSbVTyqxr3s2aIyzgOnhNdNjMJ2DzhuXwdZTXxOTLuwOj2TGbEkC0sG7fvvLdgl3Mo8owUDHGDadU2X5SK4L9FD6vIzZE2byV1yfZrcwTU5eHSnNpHCjxSfotZgy5DthC+ozWF2NXhTTDX1NspqMukCs2zDMITzdp4VM+1rw4/Mb56/E8SMNUx1feeE//fJzdKm+5S38iaxDfbJz4CmUrA5gbl8JQhayjwTJxw1OVXFLlOCvw6Tr/xsuoyjMdCAkXNcyA5NqxEtah5vlimYQzlDK7HH9u3vRFQl61QzhCfbcrz+znUzNOAcafhTR3zPXRH8dm74cZaZKDMn3yt+FzVDBeSXvuaZ22EG8RnnXr8VMfUn19EfL5dnlOvlObUBlLgtXr02r7NRyCLCXh74AjxmREVDu1lS7o4UzxzTreupi4Hmcns81+liT7E0iwiVzNSSam63MsIhyctH1iXo7Zz2yAwmiDM0aScmadNrSGuDveQ4wjp5762AS2io+MfcCJ2q1ssybWvDh7CGeJRqNcBdXiVHOujHFAi8JgkPifWq9P2bz4CmUvA5Se6G0ul+c4Xj5uiQKIuf2SYfcPItqPoMvZdHkV5EOEh8Ti3Wj/tYyOKXCA+m0TVbeUmHgKjS6TAYoyYedqUN7VRpDt5nqZ97UednXExVZedUfYTn12i2qglp47hIA9WNaaXyBaWSkOn1dF8BOpOwJrnkOCpDng3gvtB4YFviM9FNSdXL6vSxaB4fDxMZ7WNLmH9Ikzu/40yscuFPAbE57J6bNq+nY2AoYxTVhWf5VsRaSfO0zjXfonw4DlgUZRiCP5BSdDZUQgY4mCqLi8wwuYywEtpjb86JqaLxTc1CmxrQwTqT8AbBQctzPm0Yxiau9GkYhM2pJtTGGLzKNyU6vLD0vLKi+Lzo5BkOYdhJssg77cCf53G4nTzsvgs2Qr71mZ7IKAOrZ2nfSxGkVfFZ4n2QCzcy1rHvMb3Voc9gK8yTO09G91cAZwnPteGeRD12leHbyIsKx7Hhum0v08sBOpOwAFctc6njcKpLg8wwoEywENRIdag/NosFpcHGarURx1DXP66+JwVVWcj5NThOIQlxeOERui3OtsbgczMU5djUZYSn+PbG1GzWfMHCFULnVS5X1Q962/uYw6fAg4Wn09HxSfs2tctWJTFeUM8gtU/2ywC8yGQSgIuT96A1/cm8c0T5HxNHULLqFW8YFyzwWBT8TlwAZ19fIyiIVtYNQtjWirY/hJdbCy38koW/LE+ZAMBzd48fRFhU/F4ORsIxfciaqnPBe4ZvQRHwG4Rj7Wq3G9CS9JWSexVr/2Sr5eUSkjeLh6Xxo/U9uh0BNJMwAucTxsFTx3+RY7lpT/Sd+LxyftPwWYD8fnz2B/U5QaKXCgFbszCIGmeXcixj3jmTJ5tFgGDQObmqcNnSudI9w24rdt1iAx/Mmbz4+/jxqAVzvqbccpzFDlWFM9wiMdq1a59dQwZTPCNdqNYCq3whEEgtQRsJrHDiQgLicdJ85Kvy+ko74hvNmrFbuqYo0Wni8+283TmcclxtHgER5Yy09SlQJFTpcDMzDhlHWkZAmrnaerYp4GpKQPq0S1lZiEN9rFMZrZ4LJzU4UrXvjqGDOYo8bk3qV7br7MRSDUBl5/4X+N91pM7+IduzwqM8EBp1/NK9cA4vrC8OvwVYSfx+Fs9etPuqw7/AVwjPuumrdvqaz8EMjtP+1iHIkHhiqnthqqhehxiRxnkqaS+q8vBKOuLzyHlF4cLEe4Xj4sT6xx37TeaGCKpn7ZfthBIPwHn2Y0ce4jHHupyLUUukwLX1RO2bsNyLMKj4vHRUsH1w4C1xefwenQ2qq86nI/wiHhc0CgbVm/2EWiDeRqUQnxUfH6afTTneqgOX0NYUzy+Xq/P6vCXUvwBB3k3cLn4fDIFnfOufXX5J++xptxpSoHaZhGoiEDqCbh8odwOXA18Vnx608BeXU5B+RA4JW0C8zT8G9WhAcGFy3Czav2m6bvVlR4C6lDM8jwtX6eZ97FR15XmmU7OVI/qpsiJUuCOekd/9Nov6Ty1pHNYCny3Xp22f2cj0KgEPA1MubUgEc9OEcLgmMCLpcQebMwKa8uyNFtXKyMZ1rme39N8Uq/HD9u3NQioYwrtZ/7tMutv6WNHrxErS+qYneCToP7kO8bXYOPVihBpg9gyKL+UQjJihtbMbms1TQQak4C3YgkW5QaUJ8HsWKy/KauR4zTgcTSk8ovwFZRXpGCWq1vS0vhW1RLHrdG6ENA2+77aDvO0UZjqtuzMQlyGpkhUkeMk1HxjPwYxLwuVW5GFCIp+DLGyDPJGXZPOdm5bBBqSgAM0dBrddDNHfBZKAx11GAiWnxFOo8jRUuCeSnqzcu5SXfpKu7+DHZA7pBG/1dEeCJR27fvkOF36zXzNfEtjV3Gjg2zk6QJ1zf1kthT4Xr1xaJ5tyJnl5+8GlQHFo6+aTns+uF60O6N/wxKwScIORyKsLB7fqAeusefsws7WlX6/nhwXS39Kb951OF7PecU6zNquLUJA2/SMbdbOKo8dvmacr1eHdxhmRRms73OZOubTmKlZUAtTddkA5RLx2bBFU9WazQgCDU3AJgm7PMMQvTJoCocnauOrTFV7etQ8TtiTZyIHEnZKWrEnoTnbrcUIqENbVpnKyqpRpeFrRoU5dfkSiiM+X046hXRc1b5amKrLXbVW8ZL6YPu1HwKNT8C9zKCLw8QzdVZjt0q1VnUjJjGZ18Vj8fmelh2eQNlZCubbcyZakpq1mXDcOhELAW3zOstZqVc97npuWo11dbgf4RDxeCDWwJeFK9Wtr3Tta57Pk2MX8fhCEju2T2ch0PAEHMClLjdR5MdS4JY48NViG1GXY0o6J0uB48o2Dg02P4jP1+LYaIZsHNaWZvhjbaSLgHYI01CrGZvmS75NZhnTPJuQ4zzx2Czu7KjF3Db+2i/tPH+DLtaWW5kV146V7zwEmpOA86yO0C8+a8aBMIxvcyzHprqoeDQlnjgxmIeDPPuTY3Px+GrcvlY++wioy88pMigF/i/73lb3MA6/bqPjDLv2G2FfXX5BkVukwC+j6tcQ7vKxmKrDyQhF8Tglqn4r19kINC1hqcOPEJ4Tj3OjQKp9bETRFFzfpJr86KYXczZYeEK87J6nU5eHKbKPFGpwJkcBxspkCgHtZUO6uFA8Ns6UYwmdUZc/Msy+MjPSWfuEVmp3i3LtN8KwzmBJhnhefJaKql8dbkQ4XzxuqnqfmnvtB1W8fis+y0bVbeU6H4GmJWDzJugwxNIsEqU4hrrcywiHywD31xqGcsHzlcVnlSwPl7pshXKG+GyTZT+tb/EQUId7yHGE9HNfzXma58uIqRH+bgQLH2WEn7UiCWovW9LFmeIZEpSWtKjXfiOcU5cTUCaJb6pk1WylsQ/IYI4Qnxk1xz649uG3QRKWAr8O02t/nzgINDcBuxyEsoH4/FdIUt0L2FH88APymjfnbJeSAldmfdjUMT4GRfCvyrqv1r9wBNQh+jydS/YecMIGVbKqN2UJchzALFaQB5kT7kX6EuryK4pc14pkoXm+SI4dxONL6UcWTaM6vEqO9aWf10MS698YYQcZ4OmQh69lEL7AMNfJYI3iHNHcs1IdhEBTE3CAm7o8SpE9pMBj1XBUxxQwX0183u4grIPiJMvSw2PiMaWT4pqosajLLIZYXQZ5KwoG6vCTsE8l6nAdwiXicUMUnY2Q0e2ZzAhPtmK5VB3eoodV5GbeaURsUXSqw+dK47SneOxe9R6V53ByrC4eR0TRaWUsApUQaEUC3g7lZPGZXskhdUwB8/fFN2UnO66py3/bQu3tP6yj5CDih5RFHRdqrc2C2kcvRU4QH6fVCLViw1CWrn11GWSEk2TA1LOfrynkcPlQPMOkZJtFIDECTU/Agafq8JsSrdjl4vHbsZ6PpR1MHFEbdLRUZW0wSDVcrGeeqkvV43Lq8jjD7CIz+WsWEGrmkRntYwpFHhGf5TMRex/rUeQK8Vl/gQRsKUezMEQd4UNrEvA0lqeHh8QzrCHzmrpcRZGrpMA1HYFulSAsWXd7j26981QrFIxRx+yLWE98Ds0KOs0sGqEuV5fO8V8pPr/JTPwOPwMeEJ+LRn1Sh/8ojdM14psNdbZZBOpCoCUJ2LwFjyuCPlrIXDy2qyuiNulsy9G1yUCNczONeVqpZGpW+YPV5U5GOEYGuLtRI6a9bEsXp4hHQGOamVaJUGaUFEZ8BjPjqHWkbRFoWQI2SXhMEfSxhczbFs0YjoeRSsRQZUWbiEBa83QsaYg6/BjMpqfzmhhKJFM6nU/SzaXiEfDcNqSpy58ZZk+ZyV8aYqAOpWMJZZpBDFGHq7ZrGyLQ2gRcLoKOcAfKpuJzYBtimNhlS0mWGLqWdBxfcL8eJ0aL9TNMnh5uEo+169HXyL7q8L/AneLz87TtlMgWgupwG4vPQWnrTkvfKKEM3dxFFxvLrbySlm6rZ2Ij0JAErFuxBIviAh9EgPdsYHXeZJI8yFAE+Y4R0S1YlMV5QzwW65igOjiQSgX36wm3fCzpcyjnA3+sR9e8viMsDGxGjj8i/CtUpzLCCL4MMlxNVqexCN3MEp9JofpiCqjDhwwzqZb9mCoji2ueLYDgjK6GdAqqnAUvB78Wn6MiG7CCFoEQBBqSgAOb5jwfPAyhHJubIMwSz2xumHBNHb6JsKx4HDvhgm+jgGsV3E8aRuk0wH+CKfnYD9UTYEz9wdGYgAg+YPWpWUgCYTXUJNZtw2yow9HAFPE5Jkw26u/qEDx8B6Ufz4naJ005zXMawleAh2rqVRYiR54h1pVBnkjTB6trYiPQyAQcbKg4SXx6qz5Z9/Fxivjis8ZEHgZ1eZ4htrRVcrI5C3Qaq9HDgHisnraH6rIvyrbis18autXhMvM2LXytlr8KgsuweHRFtasOfyfH1tLPC1H7ZP3aV5fbSufyT5QCd1T1NcA0IJPxuLzeuG1/i8BYBBqWgM1bsMu1FLlMClxXCXZ1+T0jnCcD3DyRh0VddkbZT3x2mcg4ZDX2KAX36/FdHR4sEYocIH59y9BjKfXC3i7VMSUxHxWfn0b1XfPsRI4DxWPnqH2qJrWEFKX12h3fv7wKcbn4fLLKPWrj4BOB+Gyatm2rzyLQ2AS8PSswYs7RrbTAxA9qOOc4XDx2tMNgluwDMsUzxKNg8cgOAlEL7tfjsTpsDpwtPlvWqWc+Uvlq31e1j3UomprkU+PaU5dbKXKWFPDi9h2V115m0MVh4pn62C1v6nAhwv3icfEC9ymX+yhymBT4Q8sdtQ50HAINTcDlt+DTUd4RnzPGoqcOT5PDkX6e7ThUEwSkedZGuEF81knQ3XZpEALq8BRKnxR4pkEmjFp1uYIiNyQlFVGXvY2fPvvMS3RVdhirS4Eip0qBmXFjUpe1UG4Un0/E7TvGr0xd+7oRPUxmtnhmA9u8VgnTpDHbfhaBSgg0PAGbm4vDv8ixvPTPpWJTl6+jhmzhSDssYy74CMX6LV7NQ6CZ81S3ZmkW5SnxWCZJhOryNnNYWe6af+fz+DO2oxza4vPZJHbK13Pic8ulzZkBecEqWdtNrHmOIseK4pnNZnMfijJADJF0jGy/9kCgWQl4H4Re8dhXd6eLNw3ZQk97QNRcL2sV62+uJxPbWivmqeb5Njm6xeM7cdAfX1Vuvre4cVWm1OFFhE3F4+U4NsbLJqncVamyVD0+pN1XXZ5lhGkywN/V4VSEOeJxetp2rD6LwCgCTUnA5bfeBxjhQHJ8FeFh8UydVdvGIVCrWL8Fq3kIqMNPWzFP1eV1hpgqg7wRJVqtUld9viTsmNrqV5QIUNakyGQpcFwU3bVkktSu1gq1lev1I83+Opez+WBy7J8lYog0Y7S6soVA8xJwH5uhJukGT/jrZQuGbHlTqVh/tjzsbG80z1RyXNWKeaouu6PsJj6fj4JyNWax+RJwno8i/AlhcfFYPIreKDLq8hjKgSh/C5XPsQ7KeSWyheDsc2ZbaUPcLWAKjpybJWKIzAJmHasLgaYl4MBLdbgTNceSLqzL6w7vrC55lOPEN9XEbGsyAuowE+Fk8bityaaNOXUMB23AC3xnLfvqGPKCmmftR/uXGZyelUJ6BV/U4QcIR6H8IxQnYTmKfF8KnBAq20KBMlHGTyZqYaAWQj8hTTc1AU9IhBMGrQ7XIVwiHjckVGG7JUBAHXYtESPsJT67JeieShfNsz45LhOPDWomYJdHKbKHFHgsFcMJlKhrviUHZA1VE2s5Ue8pHh9LYMJ2sQh0LAI2AWd0aLWXlejiXnvTau4AqcMrKBtIgdeaa3l+a+pyEUXulYIhQligqctBxk/f8Ai3rGkvG9JlztAGJTArNnUZLp07Xr+VDwotA8gatgjUQMAm4AxPD3X5Psob4vODDLvZMa5pnuPJme+k32p1UDqVhViJd8RjkSoJeBiPhQSKLffV4W6EtyoV1VGXfpRFotSbbnUc1r5FoNkI2ATcbMRj2lOXd5nNsnIP78XsasVjIGAYvCbxonh8JEa3hopWOpsaGFSXcyjyjBQMj3AmWnAsqXzWfx4BRIlucxXgOfHJZcJJ64RFIGMI2AScsQEZ707axfozHm7L3DMkBhksuD/2bKpJvr2sQRe3iMdaLQOrguFyOcfpY/0yPLrKzeJzaJZ8tb5YBLKCgE3AWRmJGn6kVay/DUJtiYtjSQxa4kDtsTdnU8Xn0yYBO4a45BzxuTVzvrrMDo4lic8V2stXyPFj8Vkia35afywCWUHAJuCsjETtm3AqxfrbINSWuKgZL7hvzqaK4c7tRjlEfHZqCVAhRtUxlIrBw8GSJf7g2QgHWwq/LI6U9SkrCNgEnJWRCLu51Vmsv03CbLqb7VBwf3TZ2STgcqnEpgMV0aBZdi4yhxwLZ22ZPGIIVswi0DQEbAJuGtT1Gaq3WH991ju3dzUSg2ZEXKYFfADhzVB7woqokaqrhnOonXoFlC5g+dKy+asII/WqG9N/BZS3g/rMNXVqqYQKSCUK1BR9saosAqkgYBNwKjA2R0nSYv3N8a79rNQiMWhWNJrnSuB+Rriqhs1uunkS6OJDViNXTsXNcjKOnW5TaWsj1MR0VpyuVWWFbeniOIT3GOJzNXV2cx7KTbbaXirIWyUNRsAm4AYDnLb6uMX607bfKfqikBg0I1adxiJ0M0t8U3+4YhsljC9/A15ffA5phm9xbej2rMAIDwRvn+ryGu+zntwRoUxliCF1eZIhdqSb0xCuEY+rK3XRPFuUznGfJR5bxfXdylsEWoGATcCtQL0Om+qwB7Cr+OxZh5oJ31XLDEHic22rwShtWAo4aKeIzzHjfSmRLQTkBZeLzyeD39ThL2DIGh5vtd8L+OpyLUVT6/06zbMbOfYQz8zXxE0dvhawOInH13Uay9LDY+IxpWICdngIYT/xeDixQdvRItBEBGwCbiLYaZlShzsQjhOPu9LSOZH0qMt2pUXck8VnelbiVoe/k2Nr6eeFsT6NJ2bQPNPJcaJ45LPie/nBYAFiiKikErXiGM87rC7/TZFhKfDdcTh9BdhafPbPEi7WF4tALQRsAm7D+RG1WH8bhtYUlzUDJAYLvD328WmKHCA+nxn9rdpbpI5502wKYBGMVHozH//2HkHNfCLq8D+lt/1Hxeen8yVbl1kMsboM8tY8rGzFuLjwWvkMIGATcAYGIYkLYcX6k+icCH2yQmJQCWtTN7nImVLAN2+VVb6jjv3WmoUxU5eDUSp+mx79fi0eF8fxtbxD/FrxmbrAw4rLF1B2Ep8vlnGyNdPjgGtlM4OATcCZGYp4joQV64+nbeJIG2aejJAYVEgsa6HcKD6fUIcTERYSj5OqJOvTUd4RnzNaPXrqMoJHt7Dg7mzdiB4mM1s8Fo7jp7oUKHKqFJhZMf6AAAKOYpgX6eFu8UzdadssAm2FgE3AbTVc8zurLt9AWV58vtnGYTTNdXX4EcJz4nFu04zGNKSOIVh4AeF48Zhcq7s6/KtMgPBuTDOpiUchhlCHIxFWFo9vRDGseXYhxz7iGW7mik0d/h+Yt+oXyXGx9PO7KLqtjEUgSwg0NQGry29Q8yQ8FAqCsBxzmCF38a9Q2QksoA7PAduKz/MTGIbQ0DXP6oZswWfNUOEWCxhmIeGL4vGrkAS8D0KveOzbCpfjEEOMJ5UIietFhE3Fq110pFyiM0js67UifmvTIlAvAs1NwHnDihLsVjy1puPCrgjd4rFXvQF2en91mK9Yf6fHmzS+LJMYjI1JZ7AwH7Iq8E8p8M+weEvj/wdyHCz9PBgmm/bvozWqxaM/TLe67BiljrW6HIuylPgcH6qzj48ZrmGPv4XJ2t8tAllEoKkJOAAg7EaofSxGkVcti0r06RLnRhhda+dIRr35t2PE2sumdPFj8QgIO5rWkjz42Wu/acNjDbUJAs1PwCFLgepyKcqA+FzWJhi23M04S4Etd7YFDsRZ/myBe3WbVJdfUOQWKfDLupVFVJDk00fYZwB77UcE34p1DAJNT8Dlt+CKm2G0j40ocoH4bNIxCDcpEHU5F+Up8flJk0y2hZm4G4DaIqhxTpY2l30EeE58lm6G/5rnKHKsKJ6p4BWrVdsIZ6/9WDBa4Q5BoCUJ2CThCsdB1OEechwh/dzXIfg2NYxax0Ga6khGjCU9ApMR92O5oQ7fAhYRn2/H6hhTOI3jbyVfh1iaReTqf7Mlqcu9jHC4DHB/TJesuEWgbRFoZQI+CGUD8fmv8ltxsOFqR/HZu23RbLHjtQoitNi1lphPWgSiJc6mYFQdXiXH+tLP6ymoq6gijQIw44uhqGM2W9prv1GDZvVmFoGWJeDyW/CjFNlDCjymjuFEXU183s4sWm3gWJaL9TcTvnrLIDbT17RsqcPnEPYUj93T0jlWT5olUMeWA7XXfiNGy+psBwRanYBNUXzgTuB98TmtHUDLso/qsEBR/Cz72yjf0iACaJRvjdSrLoOMcJIMcHvadtIkARklxLDXftqjZPW1EwItTcDmLTg4xyj8Z6lAx/dSBG4ZYJuAmBvhwxC9iwDPlDhML0rRfktVZbFYfzMBSYsKr5k+p2VL+1iPIleUaBbXT0tnebVqd9TQIH6+ll7Ds9zNCcE55gj2g1rOK9fiQo6gw4pYBNoWgdYn4OkcQhdnAWemiGKwi9oFLgBmheg9AOU4KXB5ivZbqiprxfqbDUaaZPDN9j0Ne+rwM+CBNB8q1eV1hpgqg7wR5qM6/BXMRspnasoqX0b4k/jsEqbT/m4R6EQEWp6Ay0/Xp1FkthTSeQs2pfyUPnIcIx591QZOXb6E4ojPlzttcNUlM8X6m4ltGIlBM31plS2dRjfdzBGfhdLwQfN8m5ypTPedKPp0GmvSw03isXbVay/PNiWdp4rHdlF0WhmLQCcikIkEXE7CbzOHleut/VwuZv+k+JxXKth+fa1C7erwDsOsKIPM7sTB7fT4xo+ZTmMpengmjMSgE8d6ASwcjgBWEZ+j6olXt2ZpFuUp8Qg+60RuYefS1eERcuwl/TwaWakVtAh0GAJZSsB1v42Of/LWoFZskTvFN7V152vqkupbdxbnRSe/4VfCWx1+iXBjGIlBFseqET6pw9PkcKSfZ5PqV5crKHKDFLgyro5gJUp8chWuveCzz6bic2BcnVbeItBJCGQmAZu3YIf7EQ4RjweSgKwut1LkLCngjfZXx3xbfl18853ZNLNRpIeHxGPFJHbaqU8ri/U3EyftYzOKnCM+WzTTbpZtaS8z6OIw8QxhR+xWqjEe1Jc+W3y2jN157vUcnPFfT3xDwjKvqcsHzGJxeTACK7ofewEAACAASURBVFoSw7aPRaBNEMhWAs6zCTnOE4/N4uKneXYix4HisfMCT9wOcxhmsgzyfjnR/wbhcvH4bVw77SbfqmL9zcZJXR5ghANlgIeabTvL9tTlJor8WArcEtdPdQzD0gHi88e4fUfl1eExcuwq/Txhrj2XH6K8KD4/SqrT9rMIdAoCmUrA5eR4meFt9eLtSlaHv5Nja+nnhQoJOKBA3Fp89p+I52RbUay/mReI5vkyOaaJZ6gubRv7ttnHxynii88acYBRl31LpCgBz/R+cfotcO3lmU6OE8Ujr9NYjR4GxGP1enTavhaBTkEgewl4K5ZgEi+KZwrMR2rqmKLwU8TnmGod1OEhhP1QwxgTnGd8PJLyDhDSGSzJEM+Lz1IdEM4CIajLbGYxRR5kTifGV29M6nA2mPE/J6oudXmX2Swr9/Be1D5Vrz2XaylyGTm+ygjnyQA316vT9rcIdAICmUvAAajqcgLKJPE5MQxkQ2A+xFvis2gtWc2zBcIvgH7xOSRMb9TfNThOISwZUX4R3qO/3p3eEW3NJ9asYv1JfKunjzp8D+Et8fh+PXqy0teQHazIdKA7ok/DvMlA2PdUdfiQYSbJIMNhetXl+yhviM8PwmSj/F4+l/5nhPvFY8cofayMRWAiIJDJBGySsMMrhqyhwGs1E6vLxaUzv3eLzyVhA6YOv2OEE2UmfwqTjfq75vkZwg7An0P6LIKwhXgsFlV32nLNKNafts8hY78iyv3is3Iz7Tbalrr8GTUV3F4JsbUiQk48NgjzSfMcSI4NxePgmpj2shJd3CseHwvTGed3dfhfRrheZnJDnH5W1iLQyQhkOQHvCuwlPrtVGwCdzifp5lLx+H+tHCRzwxxmT5nJX6r66nAdwiXite4G1Ohi/c0eA3XMJrpLxef6ZttupD3dnsmMEJxlX7ZmsnR4ix5WkZt5J4o/7TJPo8RiZSwCnYBAZhNwAK46zEQ4WTxuqwS2utzJCMfIAHe3cjC0l23p4hTxDBHCAk1d8qbcpW/KY7a0NbJYfzMD0z56KXKC+DjNtNssW+pyEkpOfENWsuCccjgVYY54nB7Vp3aap1FjsnIWgXZGINsJOM9UclwlHuuNB1nzfJ4cu4jHF7IwAOpwDZgi+Ncu4KvL4wyzi8w0NXJb2nQ669LNleLxny11pE7jmiFM6wyland1eIMu1pZb569nrn1Mocgj4rN8XNvqcjXKleLzmwXmqcMTKDtLgSfj6rXyFgGLQHwEMp2Ag3DU5QKKPCQFLhwbnjr8o3QjWUcKkVhX4iMTs4fm+SjCw+Kzwnx+5jmk9BAxVTwOi6myYeKNKNbfMGcrKK5W4KGZPjTDVrWHzFpJNMyvaslbXQ4115PP18J02N8tAhaBdBDIfgLenS7eNFzBPaMhhy3PpQNNfC1aYVlQXVS80kJ6hlraxfqbHVq1EofN9qMZ9sZ/ZglbRo7iU7vM0yixWBmLQDsjkKnEUA1Idfk6ymric2TUDSqtGhQdszFGHX6C8IR4/E+r/KmKaUrF+psd11iyjWbbboW98RsNo2ykiuJnu8zTKLFYGYtAuyLQFgk4AFcdnipTDAYkCtdJgV9nEXTN80Vy7ECR7yLcID7rZNHPMqZ1F+tvZmzqshbKjeLziWbabbUtLR+1Q+mOcpQoir/tNE+jxGNlLALtiEDLE7ApPLACS0cAbzrCscAQyqcjyLdORLjJFFJQvgvckaIjQXWwtyPp62K29PNuLVnNswM5Dm+X4gjq0k+RM6WAHwmDDhEaLTZj5pSwKkVGUgktmKdBUifiPH2FN+Uxcz7ZNouARSAFBFqfgOdWvQoqXkU5yzgF+CByEkoBoEQqlCURFglYmBL1r9wpGKvlIuoMqoI9KD69YfbrKdYfpjvN32uRbaRpJ6u61OFvYGg1Z6Xmo/IRhIUjzqmg2tt30qqOlVoMVpFFoI0RaHkCDrBTl9socqIUqr8tlsgWgkL7OyBskvVi7uryPEXuKy0X3iCeKX9Zd1OHy8DU5e2pVSBfQXAZFo+uKEY1YbH+KLrTlKlFtpGmnSzrShsDM0/hPqg9T3UMoUKW8bG+WQTaDYFsJOA+1qNoztCuXw1ALVMK0m0KD8QqLN/MQRklhuA9vhuXVKJq7C4bo5wvPpuGUcSpw/kIj4jHBVHjTlKsP6ruNOSikG2kYSfrOrSPT1M09ICfqdfXefN0mFPo5mXxq9czH08pWK9t298iYBGYi0AmErB5C3a4sFys/eLxgzO+OHycwvLNHGidxiJ0M0t8JpmY8hxPjsXF41v1+KEu91HkMCnwB0MqkeMs8dhqAZz6WIci14rP1Lj22gXTuHF1mnwa38HjzFN1ORhl/TQJTDptTGw8FoGkCGQnAW9ED5OZLZ75JjWv6TRWpoe7xWOV0T+qw1eBjcXnoKSBN6KfKTgPd4rPz+f56vIyQ2wog7yaxKa67B3s/haffcbovIIiN0iBK+fDyqVAkVOlwMy4ttoJ07ixdZJ8GjvB48xTdRnBo1tAOwlHG4tFIAsIZCYBl9+Cj0RYWTy+MSbZXk+Oi6Wf382XbBweIcde0s+jWQBSXTZAuUR8NhyXFD+Lsrf4fC6Jn+ryNnNYeSyFoW7N0izKU+KxzDyc8uxCjn3EIyCxSNTSOmOayHiFTlkh20grnrT01HMWOs48VZdzS3P3KfH5SVq+Wz0WAYvAvxHIVAI2SdjlGYbolUGe0zwOOY4Rj77xg2Z4eHOcKh7bZWFA1eUuihwtBe5ZwFeHAeAU8RmM46u6BGeeZ0uB71WI/9ul+LvF4zvlh5eX6GJjuTWUwq6qC2lUWYoTX5hsVsg2wvxsxe9Jq4FFnac6jTXp4SbxWLsV8VmbFoGJgED2EnAvM+jiMPH4lDr8FWEn8cwRjAVaPTVx0xzcMGIIdfgP4BrxWTeqXZ3G8vTwkHisWK2PurzOEFPp5gCEJcXjhKj6a+isWqy/Xt1x+odhGkdXJ8omqYetefYkx87isVfF62nMPFWXWylylhTwOhE/G5NFIAsIZC4Bm7c51xQIeBYYEZ/DqyaLOlhh0gS/GmvNWBvq8FND1uDxsyi2a7ErjfZXl91R9gTcWrtYo9ibp7ONMI0TVyfKxmWEijhPzw8uQYSPicfOnYibjckikBUEspmAe1mVLp4Wz1TpqdnUMVV8ArKG08JkG/G7OpyMUBSPU2rpV8jh8mGkmFy2K215OVl8pof5XD5zfJEUDA6pNHW4FzF0heFFH4JiDsr2lZbekzoTFdOk+julXxxO5DiYqsswI6wqA7zUKVjZOCwCWUQgkwk4LlDq8CYYsoZoZRrjGqgir3mWMWQLvqlQFdo0z+HkWF08jqiZrF0epcgeUuCxUKUNENAtWJTFeJcRtkBr3IRz7EQXO+Kxi0AxDVeyTraRRoxp6lCH35bm/qXic301vXHnaZr+WV0WAYtAdQQ6JQEH37R2FJ+9mznY6phjQMG526ui2lWXvzHCDjLA05X6qMtBKBuIz39F1dkIOXU5z2DqsXrVG7vLa7zPenIH/0jLB3X5VZbJNtKKMy096rIiyv3is3LVcUowT9Pyz+qxCFgEOjwBB+Gpy72McLgMcH8zBlx72ZIuzhSPrePYU5c+lKPEZ4cqCXgYj4XSeqOM49t4WXVMfe4jxOeSCr+diLCQeJxUj42xfZNimpb9dtWjDt9DeEs8vr/AOLlshXKG+GzTrvFZvy0CnYpAR7wBmwTcx0YUuUB8NmnGYKnLHxlmX5nJn+LaU4cbEc4Xz7AmzWvq8COE58Tj3Lg6GyGvDnshXCgei8/n5zSWoodnxGNymnbrwTRNP9pRl7rMZhZT5EHmzDdWdczTdsTB+mwRaCcEOiYBmyTscinKgPiGuKBhTR32Q9hSPA5IYkTnbjIbFI+Pj/bXPKuXdPaLz5pJdDaqj1kyV2aKz4HzfHW4HLhJfK5Iy269mKblR7vq0TxfJsc08QxpiWkW03YdTev3REGgsxJwH4tR5FXxWaKRA6gO79HDUnKzoUZM1NTlLIq8LAXOLt8sbwbOEZ9bEylsUCfdkilMMpjmjJ99bEbR+LlFmiZHyTZkkPfT1DuRdKnLA4xwoAzwUHlO1T1PJxJ+NlaLQLMR6KgEbG46LseiLCU+xzcCTHX4AcKr4vHDevWry/u8xJKshINyiPjsVK/ORvRXh+Dh4CPis6U6/IEcB0s/D6ZlSx3ODDhpxeestHRORD1jH47SnKcTEUsbs0WgGQh0XAIuP/nXXZaxEvjax8coGrKFgBi97qZ59ifH5iUCB4cRpskAf69baYMUmLOhas48ryke+6ZlJm1M0/KrXfXo3M8DAcfvN8RntXaNw/ptEZgICHRmAk6BmKBiAna5gSIXSoEba00Onc7OdHEc8FroJBJmoDwsvknEmW2a5yKE/RFuRBlJydFgWXsG8BfguZo6lS6ELvH5VEq220qN5vk+wkalxPqveY7P7lmeOT0fo7v4779BF126Ju933cQH3Q+0Q5Dnzjpwrav/tdMnV+154Y1G+fvcrn9a5tndH/7okk8tM98mtTTtvbnSe8ut88elrrv9e5d9MU29VlfnItCRCTgYLq2Dmq9i8s3jkuNo8dg+bDroNBanm79R5L+D5eqq8koPOa5gmE1kkIfD9Lbyd92G5ViY5/5/e2ceGFdVNfDfmSS0KW0nLQgIaIHWpCKLgCCyhs57FSoCIiKgsgryISA7iOKHsoqIssgmCkJBBUVBFul7UyrQInxsIpSmtEixstNm0pUmmfPNe01qmk4ye2YmOfe/ds4959zfvZkz9717zyHJHxHuLZIvXybCoUFpReDOfnVKWCHrQfG5vEi2q0qN7sNnqQlTtB63xvG3R36NjohDXed/zw3UJDejVieytO5WVEoWbIoJ7/A3b5rkL99zx8kjHi3ZD4anL79/yzcO+ucmW96z/VvF9L2nrlcPnDNu/INNC1895e6PlcqG6R1cBAZvAC6gOH3aAOwyl3amyAzmZbME1AkDdXCHNtjhpW3q8kuS/F3iYR3him+6ulDGn8RjeDGcVTc8xDYF5U4ibCfTeDct+zzvXBfDx0rSoTEuJ8Ii8cJ35mHTidF7QWbKnNbwTEKmRC+VNJ6evtTTem/K+5krGFPw2Yo+x7hs3L0IMxmxoOg2tvnJES+//Ym2rd4/6IH6SmVsflUegUEbgMMvI4dfAC+Jzw2FoFeHU7refX4nFz193fcNfYuxXSot5e3i8elcdJZbNqwZnOQliXN4Ib50VbKakEqhuIM6fDmV0vMw8fhK2gBsd1nXYOl931cbG7ZH9HE6OiewxdKg2lHGVKeFzFup+q7P4u2TyOM11ExYyqi0P8QKtr10y+2JJB+ns3YCo+YXzcaXTjh2jz9f9OTj+16y69kPX3OrHSQseKKGjoLBHYBJ/d516RCPmkKmNO/aq2nu+67ZuTg8jnCeeMwsxLeB7qurmQbFJ/JeO2FhCoeO7qtNXTu3GXTyA5nOYz3HZHdZ157htPd9G6NXIozg44kTsin2MdBrJlt79bQGwat+BQ3fzrZPznLLx12JBrnOFxTNxsd/fcgHte2R9te+dfcmOftjHYY0gby/RKuFWr671x6BsqBdtLr8FGWh+Pxsjc7VZQQPEZ+vVgvHtYKiG+a+bsx39x7uopUXxWfNYRWdzDYkuUt8tusVgJfTwVi7H/xfKuqEV8C+KT7Phz9emjYchbS/w9gV18qsVedW45pa7fN7o+pZL3jFc+AKon8vyTjeaxrFiJXzEDmQEa8XbMM97ahL46e98N0pF+7Q+MBtt6WtW16ScZjSQUFg0Afgrt1VTu9v1wTKIr1HDt91LmKkPEt7lz/v0s7WMoOSnfos9ersfn8rHvFcbOk+TKGWe9O9R1YnrJX8jPj8MuRk94PTolUnPDF/VXAvu4vTJ2kbFicx/B/SkujzzEEu81Qu2REkTkrCF1cSLd04lo07Cfgi6y8o2EbDQ1M+3PKFsf98/vypnykXM7NbvQSGRgDO4QRzr51enCQXS5xHC5lidTge+Iz4fEsdil7EoBDf8u3blfDkrGxLMfbY/X+AcnHPJwJrPtuJOsayVDyGaTObU8cs8fh4vj4O5n7qcldwelzi/K77xD//jl5KRK+VOW1FSxFaDob1JJ4Erl1BtHTjWDbuSSJcS/2CvG3sfOE3ps2OvTlp2Z7xjHXLy8HRbFY+gSERgLt2CX+BsFjDg9lMizocmLqberT4fCkb+Uwy6vBiKk3midTwQLGLGGSyXarP1eGtrmIN/5uNjbBqDxyZ2uFu1pe8OpyOsDnKBCLcItMI5s1aLwK6B2OoZx7JMJnLkeJxsDaN3hfkamlJNFUzsPVJ7JuEq1cQLd04lm6xLxG9mhEL8rax3j8/l9x1auMdj/34N0dVM2/zvXwEKjIAd2VHOgf6uUO7ZtvEesAHEuea/jCqE+6kHss2O5A6LETYRTzeLMb0aIw9Ef6QKht3mnj8thg6y62j61Ho4+JTl40vXdm0du5+d9lnEHZ5E2We+OyVjd5sZLquhTmpq2GtGeWVMcAjEsfLKFtGAY1xAcLZ1NAkjxDeb9Wm6J2gr0hL28VldK1g0/W03qnIKyuJlm4cy8fdifIK6y/I2cbEnx0+v3XT5Ru//dX71qoUVvDATcGQIlCRATj8IgkCIGFhgkwX5w9HuCabEn7Z5sctRT5pjbEBcBQ13CPT+PdgWWXqhmkP3xGPAzL8AFqTTzrT2HUfjkR4T6aHOaiL0nQS44nwCvz3Dm2fioXzULYSnzeKYrxESjTG1mEmsbe4VmazKvy7mTiqkWRkNjUyXl5prdjUppmQDOO9xgh1sxUdv5IxpRlH21aN1HTOJhIZT/2/srZxwElHH3z/5Y/9cb9z9jju4RtvX6dWdqax2edGoJtA5QbgGDsT4Trx+GyfO6UY+xMhuHrR75d/z/6ZKhnpAFVUGkxLMLimxRIa5Cna0o2rd0Wlco1dHc5G2FA8+jwpnO7Uern8zdeuNjVcBLqZtCSOzVdHJfQbweKLQDZbTkPpxrFs3EXAZqy/IGsbm079UmJk67DE3JN/Z+cTKmGhVLEPFRuAu3bBt4c1cr0wwfw6TR0WEGGPXHaUme6VDlRN4SpeM+vOQ4xbET4nPhPTzlOamsLlGr+6vEE7u8mM8AnLWk2b2YI6povHVuXyrxh2tZla3orOAzlGWloLOkBYDH/y1/FobT07zFP0mJWMKc04ghzjy8fNJ8Ix1C/IaGPvs47+xczjXj7p8EvHjLzjjmnL8h+b9TQCQVKFCm66O6MYwULxiK7zZelwFrCR+ATvinNq6vICSY6UOC/27KiT2JEabhYPu1KQE9HwlcFykhwl07lnLaYxvkaEm8SjIt6V6WS+SDK8Qxscsls7ALs8SCfXFfPRd44YiyauTQ3HgB4lLYnmoiktg6LhLD5GkKNW0FC6cSzd4hhIHs3IN/bONMRR0932xic2efLZH9xRtPMJmWza54OXQEUH4AC7upyPMkJ8vt89Dbofw2inVXzyyruqLrujXC4+e64VLByCqwmnybTwvaa1HAjopPCE9497/1hSJ3ws/Z1UCcdbc1BXUlF1CPJ4Xd7zDnM2ubtL6lQJlGtTdHpQ5EJaElWRa7wvBPW0The4czkNpRvH8nHTw5zk6y/o08ZnLvr6zLmfe3eXNmdaVocOSzClpnKQEaj4ABwG4eC6i/Jpia8u76cut6DMEp+8D0Cow++Ae8UPszoFNo4ICgOIz9cH2RwP2HDCVwKrmZ4eMo1xHRGmVNojXY3RiHB/z0fm6jAvtaYmS5zXBgxYiQ3pxIa9UZ1KTWJ89yGtEpssifrhLN5bYOoKGsaDhIfNit6WbLE3EZ3KiPXHI7PXsfGV444b+6dzX/hgz5u2vfbRn952atHtm8IhSaBaAvCaZP3FKmIQnkoW5nQnklCHxcAWqeCRGJIroQiDDgNbhFe6c2+rSyfKlpV4mlhdriPJbIlzvcY4tVqLGGSaNm2KBj9W35G5ie9lkq3kz0fQegtE3lnO6NKNY9m4W8Ia3usvWMfGJ35x2L9XjF41auE37m2oZE7mW3URqIoA3LXrDZP1E+GSYhUxUIcLEZIEdXlhZeo+6yXVNX2V5606zEDCwBsw/VB83MrzcrVH6qIEhTpcVlVzEYP++Or4sR+jtnMemtxe5i6ZU6lzkcmvej74GNTO60S2X8Xo0oxj+WabQ+18amR7hr2+xsYXvn3MCQ9e8vhNB567xwH33XSbJYbJNFn2edYEqicA78P21DAN4RU0zKhUnKb8OTyKJgTXEfpvSYYj/ANYmkl00H2ujEo9Xg5KKK7MODblYgRFmZJRtrwCBweJ/4PH5sB9RXGlkxpq2JEO/kVtFrm+OxDqeVQeDmsjl6TpxGhwjmI7aUkcVhIDA6R0OK3nC2y3gobSjWPZuPNR3Y6Rb6yxsdE9Byzb4N8j33zljLs+MUBDNTNDhEDVBOBwx+LwAUIbSkvR5kdwUCJBNq0MOgNWYyHMjqRFs189ioLxB7vZRVmMP0g6EjCq6ExSBBmvhJ1TySyCQ3fFe/UQFGzU8F3y/H6nV/kIQlR8JpR6GWhT9BVUz5S5bQ+V2lYp9dfT+oogZy4nWrpxLB/3ChHOZPiCh/b67lFTnzrs1SM+3H5W8B1hzQgUlUB1BeCgjmwRHxeqy96pMBE8ht4ROFc8buyLrrrcSpIZEuc3RZ2BKlKmsTDv8K7ihcUl0rbwfarwQ+ClYr0qKBUidZmROtz351QFpv3FJ0hTWXALX2usbt/LlKJTXf5FJ80yPTy8VtKmjaMPQ+QMaUnsUlJDJVZeT7CL1zNW0FC6cSzZ4jAinMH6r+8yYuakzm3/upn31EV37FvioZn6IUigqgJwMD/FPDCjLi+lDuIcSpJtqOE28RmRbg3Y/eD/UunrDnW3RJhprJPg8d3r1HKbeOxQiX9XqeIYwePnI8TnEHX4U+oAXjD/BT2G7nmwT12+g4aH+sIT4b2bxjiDCJuKF95nH5CmTdEHEX1Y5rRdNyAGS2RkOK0PCvLwCqKlG8eycQ9+9Mlx261cOXKjxfs/NKxEQzG1Q5xA1QXgMAgX4cqIxjiBCDuKx4ldOoNDF8HVpnVS0qXuiNr94K4/lL7uUHf9OLojeJogPp8K/12E62Kl+vvsebVNJ7EZNfxdPD5WiD11+S1J/ixxft/fOtWtWY/NaEtXE7kQ+5n6auPoXRB5iPbIeHltcfEeuWcyXOTP63l/F6h9aDjJ8YsZW5JxbDl910P//ZHI73f/w+ZX/O2Hd/eZurTIQzN1Q4xAtQbgz6eq2pwmPnkX1FaHdsYwXO6hs+vLMsi2tVj88H3wmqYuh6PhI8qvDbG10edw1eH3QWUn8XplvQpyQtdR332gqNCEKaXinTa5S4zLibBIvCyKNaRxTCexGzVcIR57dH+sMfZN6TxVvLUPo6nDzQhPi0dw7WVAmzY2XIskO6SlLe3OfECdKcBYPYuvBTpWMKYk4zhk5D3PJTVSc++yL29fgJvW1Qj0S6AqA3BXwHwA4XrxyPkwhjr8DOH13hWU1OV+YOOeBSDUZRHtbCUzsihjN0QWmzazIXXMFo+N1gQbh2cRFgR1aXv9gDkTZRPxObsS8Oh+jKadN8Rnnfuc6rKURWwkz7I8V1/V5Xk6OFoeDU/J9/wBt1Z6S3XYFpgqPmX5YteJozZAI8FVm31kduvzuY6zUuRH0bZBO8n5EXSf5Ywp6jjOG3PF4b9OHHHnKRvc2nTBexe8WiljNj8GH4HqDcCTGEcNM8Rjy1ymRWNsFRZ46OPkabgz7mQPeZSn1OWHJOmQeBZXlHJxYhDIqsuPUFaJz8U6ib1SRTF88cPazOs0dXgd2KsSEnKoyx0k+avEubO3oxrjKCI0i8cxuUxRfwU+dDJbkgzZjA9/OLr8LbWmvi9xHs/FRjFltbHhdCTZLC1t6+TDLqadUuuqZ3Gw+21ewZiijmNSvffWuNqFT9265JiDSj0G0z+0CVRtAO76MruSJG9KnKuynUZ1whqzPxc/rDW8brCI8SOE4+lg2967vGxtDBW57qcD1NGCcm0QjPtgmnPZyFIw1GxKXLo8QycnyHSey9aHjCUunXB9voGykAiHiseh2eoulZw2Rp8LktrInMQfS2VjIPTW0/oc1FyyglFFGcfJY67/ycxlO3/7+VU7pz2QORBjMhtDh0BVB+CuIPwhixgpz9Keadp0EvtRw8ni8YX+ZNXh/a4vy0t6v+fMZGMofR6+HyesrftR8di4X6Yuj5DkSomX726wOjyNcJJ4PNOXr+qwK3CV+OyWzVyqE74zfld8rsywplYhLGYl28jjvJeN7lLKaFPDgaAXS0sieCRetW0Eiw9MwsUrGVOUcWyz3nMrJtXP/Nk1iVPOr1oo5njVEBgMAfibKLuIzwmZqKvLa7QzSWaEj0T7bLoPR1LLL8XDrh9kgKoOQeL6r3cXtegzsDUzgToeEo/GTPNUis/V5RsojvgclUm/OtyJ8IB4/LbfdTKZj5HkiVSlp3FZ6Ax2wZuJz1czyQ7U59oU/UOqAMnT0pIIfkRUbaunNRzHChoKGseRo29/8K32jbf3Vnx+86qFYY5XFYGqD8ABbXXCgy9BEPhnnwHA4XSEzcXjzGxmSF2uRpknPsFpS2tpCGgVMQ3LInawqczInEZUm2mgjtfECzOf9f1DLTi0l+RmifNANS4Q/eSYbUgmn6KmY7zMXvZ2NY4h8HkkS7bppPOpCLXjlzEyr3FcuNEl21373nH/OGHs1C9d9sFZQXIWa0ag5AQGSwAOrn5cKj5pi2TrTtQxlqW57mjDaj4etTI0U0/2u/iqiam6XIrSJj6XZ/sXpQ7fR1hPPH6Qro/GcIlwlngEV+KqtmlTNNg1jpaWRHgfvlpbPa1XKIxeSUNe4zhw/T+/PCyyaundSw79bLUyML+rj8CgCMAB9r7ug6Z+3AAAIABJREFUpnZ9lte9S3X4H2Ab8fl29U1taT1Wh5tSKRyfEZ9f5mJpoJlqM5tQx3PisWkufobrxuWdvt7Zqstc2pkiM5iXq95KktedNh3B0mXzIXmItCyZWUm+5eaLjqgnMR8iX17B6Fm59D1nzJUn/q7toF8cu/GfN77wzbPez6WvyRqBQggMngC8Jx9hOC/1Pgykk9mGJHeJz3b5gFKH2UQ4WKZRmhJo+ThV5j7VxDR17/aPCFPFC9NN5tTU5Ssoh/R+b5s6pHcy0Cg+g6IwuzZFT0Q5WOYmJucEqMKER7DoRIgcvJyGnMaxV/2M95vqXp32y7bjj6iwIZk7g5zAoAnAXTuWNXdTu+et0HuXGmMfInxfPGKDfC1kPbxqYZqqTdwM/EB8JmU9uF6C6vAYcH6qWMMTa9aUQ7J3xrR89VdKP21qmIkmb5S5bXdUik/5+FHP4pkKN65kTFbjODF6w43Pr9z+iKc+3G10PvasjxEohMCgCsBdQXhN5iqNcUgx7l2qy70kuV3iYeWcId2qiak6vJyqyhTsYF/Jd9J6Z65Sh18ElZ7E54Z8dVZiP/1k1CXJDdKSKHlpxFKOfxitbgRuWEFDVuNoqnt51b4j4xdcvfjUH5fSL9NtBNIRGIwBeE3u5v7e4eWyHNRl01Rx+afFZ8hfT1CHt4mwnUzj3VwY9pbVz/NROsN3yJsVoqevvuoSPFbdTnxOKlR/d+5mhCdIcm/qytXWheqsxP7a1HAHmpwnc9uCcpJV2+pZfIfCvJWM6XccXxs19dHWzoZxDy7ff6uqHaw5XtUEBl0ADnfBDsEhjH8ivNPXKdZcZ00dLkNoFY8h+0s5labze8Bw8bkgV37p5EvJVF068FhPIFmor90nviEMwBdLnEcL1VmJ/XVCdDw1vEqSCfJq4rVK9DEbn4bROj4CryrDxq+k/l/p+lzQcMXeP209fsZpDTdPurT13EE5n9mwMpnyEqiqAJyq4foiwpigCkq/2JThYVGFXpWNCkWtDkuIsIlMY1mhuqqtf6qARVAt6nXxQ/5Fa6Vgqi4/J8lrEuea/hzVZkZSywKEtiwG9BE0fPc7qN8V6sSGH0JyC5nTljFhSRbMyiYygsSFkNxyOWPSjuMLI/4yb0zNkoVTlxwRnBOwZgTKQqC6AvA+HEAt59MeFnzvu9Xyc5RpEuf6YlJVhyMRJonH0cXUWw261GEq8JD43FVMf4vNVCcR7OL+Kh6fyMZPdfkpSWro5Of9ytfw91Txj+bBfhpeQWiKzk/lWD9BXk342TCsTBmV4FqSwgkraVhrHKdFrz7noWXuJUd03D3sQi4s+AlJZY7fvKoGAlUVgAOg6nIPyu/EJ23ydZ3MZ0mGxRY+V4oJUIf/I8KJMo1nS6G/EnVWE9NULue/IlwlHtOyZakO76XW1ESJ80G6PupyLkqD+Hw3W53VLKeNDUciyeOlpW3Pah7HcBJHChy/guha49h12KzE9sNf/t1NieO/Vc3jM9+rn0D1BeAYGyO8ID4fTftlWeIAWepgVIlLqtQ/OnQSu1DDNeKFhRDybik/gyIbJ4rPF3NRojG+SoSDxAuLS6zVdCdGMJZ3xWNkLjqrXVaboj7C3TIncXM1j6WeVl/g7uU0hOM4oeGWO2Z/2DjliRV7bVDN4zLfBweBqgvA4S7Y4WKE5eJxac9pKPbjzL6muFSPYytxSVUTU3X5F500y3QW5MpSXZ6gk3NkeniAb01Tl1tJMkPi/CZXndUsr41j9kA6f8+y0RNk4cIV1TqW4bTtIejvVzB6/GXRy+tvXPaV9w4Z9cCpP118WlFfT1UrH/O7vASqMgB3BeFW6vi4PPzfAzSlONCTbnpKdSCpvEshvfVqYaoxziDCpuJxVj4cdR+2p5bbxGOH7v46iR2p4Wbx+Ew+Oqu9jzZGgxSui6QlcV41j2U4rTcJLD5g1CN7r0wOa7hv2UGfrObxmO+Dh0D1BuAYXyPCvuLxja6APKDXhIp9JacSl1Qprwn18cMmr2tOujXrsRlt4oWn3/Nu6nILyizx+XXXmnqSCKfJNJ7KW2kVd9SmDTeF9vnU1HxGZi8KkppUZRvBsk1h1b/Wk1XrnbLh1B0veu/M56tyIOb0oCNQtQE4/IJ0+TudnEoNC8uRKKNYiT4qcVWVOlFGX2POJ9GHuvySJH+XOL8qhKXuxzDaaRWfenUI8gJPEZ+vF6Kz2vtqU/RcYCdpSRxazWP5n4YbX36/Y4O37ln6Faeax2G+Dy4C1R2AJ7MTSW4EFgK3ic99Azk9xUrLOJA+Z2urXOk3c2XaO1VktuPr8weAy5kom6TW1DdTa2oL8UkUqrPa++vEhpdBzpM5i/9SjWPRiWO+CHq5zGn9VDX6bz4PXgJVHYC7HhM+AmwuPmX54yq0MEElLq1cClCow3Qk/fWddcaWZKzEMxe1yIVpumIJhTJVl1aUX4rP2YXqGgz9tSn6FeBcaUlU5btwbYo+A/xYWhL3DIb5sDEMHgLVH4D3YsswPeJj+SfcL2Q6Cy3NV4jtUvXNpQRj6kDaz1CaYPV70z6bhDvKf2YT1LJl2le5wEK4KETYi08xjA/E481CdA2mvto0+n6IxKWl9epqGpc2NXwHkjFpaTugmvw2X4cGgaoPwJUwTfkWp68E33v7oA7/A2wjPt/O1j91aEHYXzxeTddHHYJTp3/I5SlFNkzV5V3a2VpmYEXUs52sPOV0YnQnFI9anSAvty3KU82AdtNPjR5Lh8xDcGVOYsgkzhlQyGasIAIWgAvCt7pzd7J+8RhWBHVlVaEuncHXrIBm64jGcIlwlnh8Pm0AdonnWsRAm6mlluXis15anTEuIEKtePxvtn6aXGEEtGn0zyEi0tL6ncI0DUxvbWq4GpIqLW2nDYxFs2IEciNgATg3Xn1Kq8PpCJuLx5lFUjngatTlapR54nNtrsbV5X6S3CxxHujZV2McRIQjxePgnHX2wVSbaaCO18RjbK46TT5/ArptdAyrmA9MlpZE8F61Yps2RYP31dNYj/Hyz8TiinXUHBvSBCwAF3H61eU12pkkM3i9iGoHRJU2M4E6HhKPxnwM6mQ+RpInxGfcWgHY4T/U8Bl5hLfy0puGqTrcifCAePw2H53WJ38C2jT6VDTiytzWnNJ95m8xv57a2PAXJOlJS1u/FbHy0269jEBxCFgALg7HUItOYj9qOFm8MCdxVTV1eYQkV0ocL1/H1eEK4F3xuTLk4XBeqjDCaPE4P2+dvZimii0E+aKvEp/d8tVp/QojoE3R/wN+Ii2JuwvTVJre2hQN7iyfLS2JnUtjwbQageIQsABcHI5rtKjLQyS5RuL8tciqS6ZOY+xPhBPEo+CTouqwnI7w0XDwDvfNYtTP7clUnbAK1TfFx7IZlWxF9K9YJ47aH2p+XKn3alffW+48V+YsWet1SJlwmVkj0CcBC8BFXhwaYyuEaeIzociqS6ZOnfCR+V7i80ahRtThGGCPMAALvnjcUbDOyWxJkqA6z0Vo6Oexheq0/oUR0Kbo71Gel7mJywvTVNze2hgNnrrsIC2JrxZXs2kzAsUnYAG4+EyDR68/Q3hdPCr+zqR2ZX7K5n5utqjCdJJQAxmK3GercLXcVxE+FZymRljVb1dlFElmyaPcn5sJk86WgE4YuTU1Nc+itRNk7gf/ybZfKeW0cYPNkI55dHbuJPOWzi6lLdNtBIpBwAJwMSim0ZEq1tDOGIbLPXSWyETBanvmPi5YWQ8FOokbEA5BuKloepWDUvVpt0YJim5kuiL1HZLEZDpPF82+KVqHgE6MXgZsIHMSJ1QCHp0YDWr+fiBzEt+tBH/MByOQiYAF4EyE8vxcY5xAhB3F48Q8VZS8W+/qP8U0qA6/A+4Vn4IP6qjLpkGxja5H0J8WP0wWkrapy/koI8Tn+8Ucj+lal4BuwXCGReehkcNl7uLHy8lIG8fsiSR/y4eJCfI6K8vpi9k2AtkSsACcLak85NTlJZIcKnEq7nGYxtiOCLeLx6fzGFrGLhpjA4Q54vORjMIZBNThT93FNvpjqvsxmnbeEJ+GQm1a/+wIaGP0eISvSkuirFWGtCnqo/xe5iZ+mZ3nJmUEyk/AAnAJ50Bd9k49LL1QfPYpoZm8VKvD4wjnicfMvBRk0UkdLkRIisePshBPv6OdzCSSnC8+4Rd8f0zV5Q6S/FXi3JmvPeuXOwFtGv0YEvmVzGn9Te69C++hExuOQpPHSUvbXoVrMw1GYOAIWAAuMWt1+ANwl/jcW2JTWatPFVsI7kkeLD6HZd0pT0F1eJ8aGuUR8sofrC6v0MFB8igt3S6kY6qT2IUarhEvvCdsbQAJaGM0lsoCdwstifECyQE0HRwGiNAUnY/yTZmbiA+kbbNlBAolYAG4UIIZ+muMjRFeEJ+PlthU1urV4T2UiRLPsoxg1prXFdQYXyXCQeJxeK5qNMZJRNhaPE7u2TcdU3X4PyKcKNPCe8LWBpiANo6+jUhkgcxpHdDc3Dqx4Yckk+NkbtvRAzxkM2cECiZgAbhghJkVqBNenVkuHpdmli6thLr8ACUiPheW1tJ/tavLTJKcJXGezMWmOiTFJ5KuT0+m6nAkwiTxsC/hXAAXUVabokFZ0HnUapO83DaviKr7VKWfGj2BDgmejEyQlsS/BsKm2TACxSRgAbiYNPvRpS4JlrO5zGTJAJlcx4zuwRjqmSceGwykD+ryaZRfi8+O2dpVhyCH71zxua6vPurQSh0fp53/EGETmcaybPWbXPEJaOPoHyCRT0hL6zeKr31djdrUcAeafFXmtuV9xmAg/DQbRqAvAlUfgHUvtqWOzbK4GwrCMNqZVY76serydZTJ4nNkuZajutxFkvslHl4RGtCmDr+CsFjDrZkMq8snUB4Qn6b+ZEOmcC7KneJTURmZMo1xsH6uE6NBTehvy5zEtFKOUSdGJwO/kDmJT5TSjuk2AqUkUP0B2OFshLNRnssISsK6tR/J90BQRv0ZBNTlKZKcLHGCZPYD2jTG54hwpXjsPqCGu4xpM8OpZZH4jMhkX12mkeQKieP3G4B3ZxT13EOE42Ua/86k1z4vPQFtGv11kJOkJVHSYhnaFJ0Fer20tE0t/ajMghEoDYGqD8ABlmwKIKjLT1MnJReKz89KgzKzVnX5DMr14rNLZuniSqjDcwjHiscLxdWcvTZ1OAvYSHzO6auXTuaLJMNiCwdmr9kkK4mANkUfAf4kLYkbS+GXNkWD5DZfkpbE50uh33QagYEiMDgCcFeyfvEZnw6cNrMFdUwXj60GCmyfAcbhN8UqUpDtWLoLJIjPcdn2KZVcypcFRNijrx2rurxBO7vJDBaWygfTW1oCOnHUbiQj9zJ8+Hh58Z2ivpfX7TZen5Ur5xNJHixzlswq7UhMuxEoLYFBEYDDXbDDVRBmQfp5b2Tq8iCdXCfTebi0ODNr1+Cx6QgWikc0s3RxJNRlGUvZUJ5kRXE05q+lvx1uNjvk/C1bz4EkoE3RG4Al0pLo82lHPv5oUzSoOT1KWhJ9piPNR6/1MQLlIDBoAnBXEF5FByNkBh3dMDXGvkQ4VTymlANw2h15jO+m3seOFI/vldondfkxyvvi85NS28pWf7p3vLm8I87WjsmVj4Buvf4mdNbOQyKfkzmL/1kMT3TimG3R5JPUdEyQ2cuCilvWjEBVExhsAfh44DPi8601AdhhPhEcmUZF3RNUlzdpZ0eZEZbuK0nTZjanjlni8fGSGMhTabpTzrmcks7TrHUbYALaFA0OR+4qcxNfLoZpbYz+EeHv0pKomB+TxRiX6Ri6BAZVAO7aBb9IhCNkGi+l7omeBnxcfM6otClWly+hfF18ivLllHan7XAfEW6Rafyl4sbf455vPveEK2085k96AtoUfRHkAmlpva8QRtrUcCDoRdKS2K4QPdbXCFQSgcEXgGPsSYSLaSdGLcvFZ71KAt7TF3V4FOFC8fhbsX1UlxjKeeLjFlt3sfR1Z7rKN1NWsfwwPaUjoBOjX0b5vrQkdijEijZFn0e4WOYk/liIHutrBCqJwKALwOEu2OUeNMz29BeU24sGvI5RtGeZyaqTD2UGS/uzrTG2TuU6vls8timaj12K1GFO6m70ARJnbrF1Z9Kn+zGMVYzMJBdciwL2Q3gnn1zRGfWbQEUQ0KbRf0Yjf5O5rXldAdTGhtOR5N7S0nZQRQzInDACRSIwOAPw6hJ2QWWUD4rEqVvNWKCVzBVf6oC3M2VyCn8sONwQFmvwuKlYvqrLt8NiCz6nFEtnLnrU4XaEYOeTzanrsXSE147+nosNk60eAjqhYQdqdAaaHC9zl7yfi+faOGpDJDKfTmmWea3P59LXZI1ApRMYlAG4axf8Q5J0SJyLijEJ6vJDlI8hjBOPWL872wx3XXv2DcupuawSj9pi+Nk1dhUv9XC7jC2b+7wh0yLOURmHa6YzENCJo6+CyHoyp3WtylaZwOnEhusguUrmtFXcOY5MvtvnRiATgbJ+SWdyrtDP1WUR7WwlM8Jda95Nm9mQOmaLx0bqci9Jbpc4f06nMJ+7rBrjVCJsJV54aKygpi7XkWS2xLm+IEUFds6U0aon0wJNWfcqIKATxo6mpnM+ql+QuW1PZ+OyNo7eBZEH6awZL/MWtWXTx2SMQDURGOwB+HCU/cXna4VMijr8HuEP4nGPfp6P0skz4rNZb52F3GVVh3lhsYY4r+Xrq8ZoRLhffCbmq6OY/frL6dyTaTFtmq7KJaCNo09GZIq0JLK6k69N0YdQfUjmtvVZEatyR2ueGYHMBAZ1AA6Grw5BurozxM/vHaM67AFcKj57deNUh8sQWsXjxz0Rq8stqSA6S3x+nRn92hLqEOS1PU189su1bw+/ggfPl4sXvv8ue+vrB4G67I5yufjsWXYnzYEBJaBN0aeI6M/klbZ+K3LpJ0cfRlJOl5bEZwfUQTNmBAaQwOAPwJPYkRpuFo/P5MNVXV4gyZES58W1gq3Dkp41aHUftqeW28Qj7+sW6vAAwvXi8VCuvqrLASjHik9FnRRVh2sR5ojHL9b8UOiDaa5jNvnqI6CNo6cgcpW0JPp9SqNN0TmoniFz23L+W6g+KubxUCUw6ANwuAt2uZUkMyTOb3KZaI1xHBF2FY8gw9ZaTWMcRYRm8TgmtOHwOMJ54jEzFxtrBfVJjKOGGeKxZa461OXfdLKrTOc/ufYttby6rDkUpg7HIuwmHt8stV3TX5kEdGL0tygvSUviknQealP0e6lXPtvInMThlTkC88oIFIfA0AjAOzGCsbwrXhZ3U3twVZeV/IfRMptVab8oXJ6hkxOIMAE4WHwOK3Ra1OVKkrwp8bC4RFZNXc4hyViJc15WHQZYqOe1KHVYQR0N8jAfDrAbZq5CCGjTqCaI/JOOmvEyf9FadZx1/NiPUds5H5LbSsuSlgpx2dwwAiUhMCQCcLhDdTkXpUF8vpsNSXX4CcLb4vHTvuR1Mp8lGVZfmhDeu40X596xunzIIkbKs7Rn8lU/Rz0jeV881s8kW87PuxKDPEGEV/pjWk4fzfbAEdDG6CUIm0hLYq0SmdoU/RXK2zI3UfJCJQM3WrNkBNITGDIBOAzCDgsRdhGPN/tbEOqExQseE58tMi0cDXbB8GoxMzmpw9QwkQVZFGpQPgrcJX6YVapim+7DodTwK/EZVbFOmmMDRkB3oo6l0fmIfEPmtIapWHViw96o3sHIxPhsfnwOmLNmyAiUiMBQC8AHAkeLz5cyBOCgeMGN4vNgibj3qzZM5dhOK0lOJ8lf+xQWDqCGy3mThr4ek5fDf7NpBLIhoE3RYPf7dWlJ7BMG4Kboo6mnSVOlJfGrbPqbjBGodgJDKgCHf+QucZJcLHGCP/Z1msZwiXCWeOG1oLI1dQgKjl8mPg19OaEObSinSxz7wirbTJnhQghoU3QGSFe+dj1SWhLNheizvkagmggMvQA8mYkkuVd8tk4bgF3m0s4UmcG8ck9kmM5R+UO6copd13v2z+fEdLnHZfaNQDcBndjQjOrq2wkiR8mc1hlGxwgMFQJDLgCHu2AnvJP6kvjc0HOi1eEUhAni8Z1KWADazETqeFk8anr7oy6dtDNeZvB6JfhqPhiBfAl0PXqm+1F0vnqsnxGoNgJDMwCD4NLRO7B116etpElUl7+htIuPs2bXkOb/Ksln88UIGAEjYAQyExiSAbhrF7zWbrevXXFmhKWXCHe7nWwl01mg+9BEbVgYYp1dcek9MQtGwAgYASNQLAJDNgCHQbjrfS/rUdvfe+Fiwc5XT8/3valMUm9A+vfC+eq3fkbACBgBIzDwBIZ2AO468QxhAO7zZPTAT8u6FsMTz8J9KF/s72R0JfhqPhgBI2AEjEBmAoMyAOtktkG5BVgrzV1aHMoXg80wwgOZcZVRQhkPfBrh2dRd5mIevJpEkjlE+k9OEo5c2YDFfN6SJJRxHZhpI2AEBg2BwRmAIUKMF1HuQXi539kSbkNJQmVnkiLJl6jhC3RyHxGCRCGFN2UTIlwKvIByTQZOQW3lRRJftzBF4Y6YBiNgBIzA0CMwKANwuFlz+GTXu9JP9TWt6nAewmiUWuBd8bmyUpdAmB+6jY8wmreKlfdZXR4hyZUIQV7ek8QL02qu07SZTajjOfHYtFL5mF9GwAgYgWojMGgDcFcQvh7hRfG4sffEaDMjqeVN8RndJbucDsbKDFZW2iSqy09RForPz9ThbIQNxePcQvzUGPunHjufIB4HaIydiXCdeKQtfq4Of0zdj54qHn8qxKb1NQJGwAgYgf8SGNwBOHgU7bJKvHCHu1ZTN3z0PF18wjR46oR1ffcQn7Wqs5R7sWgzW1DHdPHYqtuXMENWO7vJDBbm619qvAuIsIdMW/2eXF3uCPJOS5w7e+pUl71RLhSfMF+vNSNgBIyAESgOgUEdgMPAEuNUImwlHqetCWCT2YlkWGxh57WCjcNzCMeKxwvFwVu4FnV5kE6uk+k83CMAH4ByrPgclI8FdTkTZRPxOXuNzv0YTTtv9D5hrS4vkeRQiTM7H1vWxwgYASNgBNITGPQBuGt3Ow9lssR5revfTxLhNJnGU2sF4BifI8KV4rF7JSwYjbEvEU4Vjym9/VEHD+Fy8Yjn4mt3pSXxqU+jM6jBOlx8Luj68XICEXYUjxNzsWGyRsAIGAEjkJnAUAnAQWWj08RnP3U4ApgiPl9Ph0ddfkuSP0uc32fGV1oJdVjrh0OvHwuNCPeLz8RcvFCXW1I/RmaJz6/Tjt/hbSJsJ9N4Vx3aGcNwuYfOXGyYrBEwAkbACGQmMCQCcNeu9wGE69HwHecW4pNIG4A+z1g6mSs+G2bGVzoJdfkOGvp5el9W1OW61OPh2RLn+mw80RjbpR7H3y4en+5Tp8OXEQ4LDn0hvC4eV2ej22SMgBEwAkYgNwJDJwCvPsz0HMpV4nNxf5jU5QcoEfG5MDecxZHWr1DDYlaKT10mjeqiEjyMzqKpw+MI54nHzAzjfyqVyGRz8dksC7UmYgSMgBEwAnkQyOqLOw+9Fdel691nsJu8T3xeyeSgOryHMlHifJBJttifq8uNJHlO4tycSbe6fDv00+eUfoOqw6HAweJzWBY6DyDJGImzuk6rNSNgBIyAESg6gSETgHMlpzkErFx19xso9+FT1PI78dg2W73q0IKwv3i82lcfdXmXdraWGbyfrV6TMwJGwAgYgdIRsADcD1t1eYJOzpHpzCrdFKytWR0eTT1QvlA8/patTY3hEOEc8Zicro/GuIAIteLxv9nqNDkjYASMgBEoLQELwP0F4H3YnlpuE48dSjsNq7Wrw8HAEeJzSK721AlzRN8i09bOE617MIZ65onHBrnqNHkjYASMgBEoHQELwBnYZrq2U8ypUYe3UD4tcd7JVa9O5mMkeUJ8xvXsqw53BpWexOO3ueo0eSNgBIyAESgdAQvAmQLwfgyjndZ0iSuKOS3qcj7KCPH5fr561eGKnkUl1GFXCE9975avTutnBIyAETACpSFgATgLrupwFrCR+JyThXjOIro7oxjBQvGI5ty5Vwd1WFNUQp2wdvA3xef5QvVafyNgBIyAESguAQvAWfLsXbwgy25ZianD7QjTxGNqVh36EeouKoHweKrYxF7iV3id40IHbP2NgBEwAlVKwAJwlhPXs3xfll2yEstUCrBbie7ECMawJ0JHFopvDBJpsJgN5FmWZyFvIkbACBgBIzDABCwA5wC8u4C9xPFy6NavqDo8jXCSeDyTSac6tAEvQYagqmyfKjbRKh6fyKTTPjcCRsAIGIHyELAAnAN3bWYCdTwkHo05dOtTVF2+geKIz1HZ6NMYLhHOEo+guETaps1sTh2zxOPj2eg0GSNgBIyAESgPAQvAOXJXh2tSd3WDYg3X5dh1HXF1SbCczWUmS7LVpS73k+RmifNAuj593QfOVr/JGQEjYASMwMAQsACcB2d1SIpPJI+ua7qoyyUkWSpxLstFT1/3fQMdmTJi5WLHZI2AETACRqC0BCwA58FXHf4H2EZ8vp1Hd7SZTYLKTOKxaV79e9337daRTU7ofOxZHyNgBIyAESg+AQvAeTJNFWuYTYSDZRpzclWhDn9EmCoef8q1b49gu+a+b7j7dTgZaBSfU/PVaf2MgBEwAkZg4AhYAM6TtcbYhwjfF49YLirUoRn4gfhMyqVfb9nu+77ic1xXAC74sXgh/lhfI2AEjIARyI2ABeDceK0lrU64g71NfO7LVo26vESSQyXO7Gz79CWnDs8hHItyfHA9SXxuKFSn9TcCRsAIGIGBITCkAnBXMou6rNAupj1TEgt12RTlafHZPBud6vKtsNiCH75DLrjpJHYjwrUII8TjkwUrNAVGwAgYASMwYASGVgB2eRNlFNCZgXANkMgmsKrDZUiY9OLHmWZNXTrwWE8gmUk228/VYRbKbyTOTdn2MTkjYASMgBEoP4GhFYAnsxNJbhSfnftyY4BpAAAHY0lEQVRDry7P08HR8ij/yGaK1GEJETaRaSzrS15dfk6S1yQe3iO2ZgSMgBEwAkOcwJAKwMFcq8ttqSIF08Xn9nRzrw7Hpgoj7CYe38x2bajDkQiTxOPotDonMZ4a/mqpIbMlanJGwAgYgcFPYOgF4MmsT5K3xQ8fRa/T1GEFdTTIw3yYy/SryzN0coJM57ne/dThYeDn4vNILjpN1ggYASNgBAYvgSEXgLt2weeiNIjPd3tOrTr8BOFt8fhprlOuk/ksyTDIfm4tnS5TUE4Sn/1z1WnyRsAIGAEjMHgJDMkAHAZhh4UIu4jHm13/DooXPCY+W+Q73eqE9XwfEp+7unWoy7/opFmmsyBfvdbPCBgBI2AEBh+BoRyADwSOFp8vdQXgv0B4QOvBfKdZHaIpna+Lz5hQZ4wziLCpeJyVr07rZwSMgBEwAoOTwJANwF2PouMkuRiozVTmL9vpV4fvAcN5k4vYjDbxGJ5tX5MzAkbACBiBoUNgaAfgyUwkyb0ItbQzRWYwrxhTry7voDySOhn9mHjcUgydpsMIGAEjYAQGF4EhHYC7Hj2/iTAW+HfRplbZBFgfYX5GnUFiEOUqiXNFRlkTMAJGwAgYgUFDwALw6ve2i+igqWizWstvU9eOGlAuoJNn+tG7OXXczlKa5ElWFM2+KTICRsAIGIGKJzDkA3DXLviUVHnACeLxnUJnTGMcQoRDUS4CporP9n3pVJcH6eQ6mR7eE7ZmBIyAETACQ4iABeCuyVaXucV4Dxy+/13JNvI476nDzQhPp3sPrDH2JcKp4jFlCK03G6oRMAJGwAh0EbAA3B2AY7iFnoRWh+8jrCcePwh31jtRx1iWisew3itOHeYTwZFp/MtWoxEwAkbACAw9AhaAe8y5utxPkpslzgO5LgVtpoE6XhMvPNC1pqnD6Qibi8eZ3f+pDqcBHxefM3K1Y/JGwAgYASMwOAhYAF47WOadDStdFqw1AdflNdqZJDN4XZuppZbl4rPe4FhCNgojYASMgBHIh4AF4F7U8skH3Vce6B4BeE0+aHW5kSTPSZyb85kw62MEjIARMAKDg4AF4DTzmGtFpP4qIfV47Pwwyp+IcIp4bDs4lo+NwggYASNgBPIlYAE4fQDOuiawxjiKCM3icUx/k6AxtkJ4iST7ynQey3fCrJ8RMAJGwAgMDgIWgPuYR3V5ng6Olkf5R7+B1WUpi9hInmV5v3K7M4oaJlDPAnmERYNj+dgojIARMAJGIF8CFoD7DsC7o1wuPnv2BVcdLkNoFY8f5zsB1s8IGAEjYASGJgELwP3Muzr8DrhXfO7uLaYum6I8LT6bD82lY6M2AkbACBiBQghYAO4vAMfYAGGO+HxknQDs8CfgNvG5r5AJsL5GwAgYASMwNAlYAM4w7+pwIUJSPH7ULaqTmUSS88XHGZrLxkZtBIyAETAChRKwAJwFQXV4nxoauw9PqcsrdHCQPEpLFt1NxAgYASNgBIzAOgQsAGexKDTGV4lwkHgcrjFOIsLW4nFyFl1NxAgYASNgBIxAWgIWgLNcGOoykyRnIcwUn0iW3UzMCBgBI2AEjIAF4HQE1CFIurEZsCrDGtkU+CbKFeLzQ1tPRsAIGAEjYAQKITDkd8Dq8i2U76Hc1S9IYSPgUFaxgzzGq4VAt75GwAgYASNgBIZ8AA6WgLrcTZK7Jc4f+loS6vIISa6UOJ4tGyNgBIyAETAChRKwABwE4D35CMN5STw2TvuYOsb+RDhBPA4oFLj1NwJGwAgYASMQELAA3LUO1OVHKKvE5+LeS0MdFhBhD5nGv23ZGAEjYASMgBEoBgELwD0oqssi2tlKZtDa/d/qcBawkficUwzgpsMIGAEjYASMgO2Ae60BdTkcZX/x+VrwkTYznFoWic8IWy5GwAgYASNgBIpJwHbAvYOww5NEOE2m8ZS63IIyS3x+XUzopssIGAEjYASMgAXg3gF4EjtSw810cBy13CYeO9gyMQJGwAgYASNQbAIWgNMQVZdbgd3p5GiZzqxiQzd9RsAIGAEjYAQsAKcLwDF2RviR+OxnS8QIGAEjYASMQCkIWAAuBVXTaQSMgBEwAkYgAwELwLZEjIARMAJGwAiUgYAF4DJAN5NGwAgYASNgBCwA2xowAkbACBgBI1AGAhaAywDdTBoBI2AEjIARsABsa8AIGAEjYASMQBkIWAAuA3QzaQSMgBEwAkbAArCtASNgBIyAETACZSBgAbgM0M2kETACRsAIGAELwLYGjIARMAJGwAiUgYAF4DJAN5NGwAgYASNgBCwA2xowAkbACBgBI1AGAhaAywDdTBoBI2AEjIARsABsa8AIGAEjYASMQBkIWAAuA3QzaQSMgBEwAkbAArCtASNgBIyAETACZSBgAbgM0M2kETACRsAIGAELwLYGjIARMAJGwAiUgYAF4DJAN5NGwAgYASNgBCwA2xowAkbACBgBI1AGAhaAywDdTBoBI2AEjIARsABsa8AIGAEjYASMQBkIWAAuA3QzaQSMgBEwAkbg/wEMZQJImfzWEAAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="36"></list></costumes><sounds><list struct="atomic" id="37"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="100" y="3.694822225952521e-13" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,245,31,1" pen="tip" id="42"><costumes><list struct="atomic" id="43"></list></costumes><sounds><list struct="atomic" id="44"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>255,39,15,1</color></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>9,0,240,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>0,245,31,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block></script><script x="20" y="411.5"><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>255,39,15,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>9,0,240,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>0,245,31,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script><script x="20" y="750.1666666666667"><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-175" y="129.0000000000001" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,69,0,1" pen="tip" id="115"><costumes><list struct="atomic" id="116"></list></costumes><sounds><list struct="atomic" id="117"></list></sounds><blocks></blocks><variables></variables><scripts><script x="21" y="29.333333333333343"><block s="clear"></block></script><script x="106" y="28.000000000000114"><custom-block s="nested trianlge, size: %n"><l>170</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1-FractalArt" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>