<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1130392331161013124</id><updated>2011-12-15T13:30:24.814-05:00</updated><category term='Families'/><category term='Drawing Together'/><category term='Neighborhood Collaborations'/><category term='Exhibitions'/><category term='Professional Development'/><category term='School Programs'/><category term='Announcements'/><category term='after school'/><title type='text'>K.I.D.S. Art Education Program</title><subtitle type='html'>K.I.D.S. ART EDUCATION</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>VERTIGIMOL</name><uri>http://www.blogger.com/profile/02249419034579255063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>31</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-5731682500308019540</id><published>2011-12-15T13:30:00.000-05:00</published><updated>2011-12-15T13:30:24.874-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Neighborhood Collaborations'/><category scheme='http://www.blogger.com/atom/ns#' term='Families'/><category scheme='http://www.blogger.com/atom/ns#' term='Announcements'/><title type='text'>And the winner (of our first Cake Design Contest) is...</title><content type='html'>Liam Battis!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;img alt="" 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ZhtJpmMZ93GodylYSOz9APL6XRDig8TYp6RcTtCeBz0TU/hkxh/4YqjFJ/jG/2ciGt0xrR2cEY5+af4W/n2U93fuwHHJnpylwYWr3oF6EjAGvzJGLtXxrOuE07yu3D2QH7vZZd1bl4Ldko6Q04eJhO/eX4ZJ3g6ff7059MnTx5PN+ldXV9liCGR/TKBx/XsVdG/jty/fv58+sdf/Wq6TONzW1F/JibPRj2b3KSnjx49qckxk6zn5/l98qhkRG/RIo1GYkTz9/fp0ajfmmDhHDnzNJapiWFREVLkJxkb3Q3K5ceA9V35V8Y/8oc89vO3nP5I9v9sbi/vouyfPntajtJM75MoLKO6SDeVwEQU23TVKBEhY5LBq+TT01lFeK7f13jXZjrLZA/HSwCcr8oZTnU4QpxTFLPcZqmvvomm77VG4HOqjIMBmdiQH07joSNCTHcuz91bxDlKxsRaCeTx3Cw62sArGt+/K8XhUHXXGS98ynnOoNpBcjblFOeHZfi6OmbjS9mjNFpVTlr3zNiP8hwvp7RNpNDyIgsJ7FZUsvF8KMlwGPItQ7NIkFM0i4z/g1XG3TQuLSQKnUODE+an1UIUngmQ0Pvu3UXh8RtPeOFg4HFvsxnOHR1wuKeOugu8PwmlPJqVJefO7x4ZoF+qgf5UgXyrOFeyz4/pJpEQmdS4WHChTx7yVtYZbe1Q/facDODiYOHpmffrOGbPG0Yhz5/9e2B0+nB/EhEPPmrcLvSjK7VW9aFngle48DZgDDr34TXc756b7u/eh19yBrdwhj7X+VNnPKYJCSUZcMyY4l2c32Z9PZ0dxaEd068M/cwfprLTc0Bjyj9O2Zs4yLuEyOvY5+zqsuR58e5mevH8t6nLfyxe2Jfe0El0XZ2QI8fJ5qwwoG/04+TxJvJelcxHnQ9dNeEl3dyNHsVHR6kOUlc7mSZsqnz/X/6zfJfo6Oc//3lV4vsYGcXViomiSonThSrjzpic7phKp/AMh5E9/OS8Kvx2141ShpJTfkqwWukmjy4eg1Fet4wDUFEqUtdiKFJEnefgwrlvWAyZQoKvMpU13riOUknMw/POo7zn91GSB1n2QUk7MVKw4ebAwUMjGtpxoh3Ok4yYg4MmfLXCKyPhBy6RGNxD0YYjce2e58o6+w1G50WLfJTYCgNO6+zhWOpTRpT8cHRSbj+1rNAvP4PAg9Q4PeMoms6P9MzTC3gX3kevQJQtguD4JXjRhsYug/aWFVoOg2+TLp37B+m+jwZpOIXDDKPkauD9Ds9odKwzQYDnljua4TXcgBcHGtCpzjREfqtPOBmshJY+3JfAIZ/7RLzKOEp+iYLmidA92ybil5+TBDNZ6rfrfZ0pgH/mH/jXO70jw2Xq3z0NSyc6dpTJlXmc9TRLPd3T8zjw9K5E+EcnzyrqvTOhgq80zuYOZum1ia8/efxFwQTXcBS7ur66LV7Jbnb1VdXfu1cvp2+++rJ4krdlsT27qp7js2fPEsk+LQcqAtUbHHX0twUfvb1SABlD9qH5o2o2S//sGW5a9l9SWr785kUE/SjHkyiM6PAsayCfT7dR/DnlMbghpXtNMJfpCmD0IF3iy+tEeper6aef/aTGpV6/fh3HI4qcTV89fxkjjYLKG2UcSj0U7+L9RRnO8clq+tvPf1LdKl0PBvLTn/50Oj16mKgxEzZvGedRor50E9MN17VnrGrmfaLC07OssXz1noV8mOR58Ohhre/7p1//arpP9285S7SYlnqRiJhi3CWCjJpND8PnnXGfKBuHbjyQER5nHShH/I+//A/T6tjkw4jK1llrd298Ma37fZZFzMOT+O4way7X6W6uMth/ej4mXW5jEBSMM/nm2xfl0I9r+CGz9Lsu78bSq+RZxUDg2yQyoOD443Riuhm4fzZdb8YEjvsiizJyrifLlCKuyPu05BchTJ9//tPCKUoG09AE43St3DKTOO1A/P7d775MNzSwgi+ue8pqk/CTqEakkl6F4YNlJtDm6VkoN8vQAniv3r4pZ6iRoR5greJ08LOMU8BHXE7xdpoo/uLd6+k2MhJ9aAiMsc6S3+oSHYGD/KYjnDwnS+cOUh/04Trwo0XTYelVICQ/x2MIZrOOsYW+m9TLahn6MmtrHNSz1TITje8zGXWYqC1lFnHYt5vMHqfIOrpMdreR4SyN29VunHYpQgrsZZwUXbFu1dnRcitbyB88O9pL0HNJXtfyO5vw0iOrc+hMOxQ9u6pJExNg2+QnE0MhpwfpAaV3AEZ1eDMBtlxcT3fxqe/j+G7So7sPb+RynLK65ddxpvAsQjN4q4NE+OHrMPMAZ2eZZzh/WrbXdSSvyVl1RD8vrrNE7leX07e//FX4/WXwWPaVSc+s1VWfp48XNXlkVcnjRw+mxw906R/UUr9a1zx7PGTALNO7uUvQsd5EXpkACrE5RvQ/5DcaKWLDI5puM5ZTsowGmgjV5kUckcmQp/WSt2nk0j+p5O42jfgmOrJI0JVmIBF1yqTcHTmru+S5ScN/GNutKhpFf/DfJQI5KOMiojOC4yzcl7rS+/f+2bU1lFphQtT6SJRdOYrPeFvBnBmZcmXEMXwVLvyH0zPlOgpVScZPwFe5fhvAR6Pf9/fL6j68inMW+RqTYWTWVIIncX7oAANe8KVUUZ0N3LvH2E0I6Ua/f28R9ojGOCcH2tBfTiQ0cfqrdIXdAxtt1nmKitDXST5lJXDQ0mUqUo2jKTnFWOVV9iYyhR8v8TXFKzmhevCuizQiIXJouY4hgXTfzMQnebZjc8f/mESJbu3kd191Di8eGn/i3Q8454kOmz/PHeiC0/UyBtUyJV881rPgRqM8kjzq3Gyre4ZxFmQRB4VOfNE/0Y8oEhzlTbzsw3U96n50WenK4+XDauw2GQOfW9oVtqu+oyvgBECdm0709bHa4fGb4xC9LSN7NML1Y9OglWn/fgLbYbZ+HdySGepQHB6Goc9C/91t5BWZ3cfxmLC7T93W2lmCif4b8zXJIviv8cQ0pKJtDdDtrdUFQ2/x3s6/G008P1mdVI/pNrPkVxnaepuI/SYRaTxQ0ffit++mV1+/n375i6+mChSikCcJDM7Pz0oPHqYhP31wmq78w+ksM/GHabQPswB8lfXQB2moDN01r/R3yH1Eoq6PBAg7H2F8dJthB/l7ctKMvcarAm3eM8nYuGicJbOsiKCu72OXdJv2b0N/VLccaH7+qJQewOiW/uxnY+zidd5+YbzGNErBQhhm9isbE545U1LdUU7SmB2H+/Lb15V/5NGSjjEecEp5U45jcP8qraGIROvEmRjTu0prVpFinK6o1H3OkSMK+0UPrinygwxU38TADPKDQwHQAE/jXaiolBdSELP7izg0DvTqpZn2wUtFRqGxjRQOzxjrXeChv+hOpIXvuzTxqyg0ObjvzDnfJgLhSJTTEipHScFqeO6RM+fQ8pRfYqyWoPgt0hLZtYLfrDM2F7U6DHw4LdMCazRsY6bYom4yA3cMyI+lLgyKEzJxA69ybTD4WacM2aTgB3otFZHwgy4y1xhqCIuvaCKeWtaVOX/gRr83WDxLnFeP2lElx6iHlAVHHhOGYHVEqTw4knJFW67d03g6t1w7nzLxEwUTLFMNnrmWt/OB6RpuB77I4PbuelpF59z7SyQ09/FdePD3WDPjDoHD4BORiYzQu7xPQ8mJbLIm1s1cmygzjHQQ3dPFlkSSnEZONSlH3UXWGn+soOEmEbR0H32SBAT4hofun5wtY08PI4M4WnE/2VyPYaKWD7uSwLi+mKXH9X+ksWM/yR+98pLJo8dPM6GUuY34kLPz0dgbTjrL5BI8AjK2rK7KHwReajflNRLRhfydcYhRRY0WfT3Ms3tHbid4HrSl3HaRYSS856hoM/wYw8f4hhB2epeLH5zKKhkKQTEchkugLbxWpGCte55hzqGMLiDjacaNh/g9BoNVACuP9985EeWVKwWOwM2AS4zQwbgZiXwqybpKtGiR4OwxKeXdl18FSOByFu433SpB3nYo5QxyDy7G7jc8Jgy6PBh1L/iaXrglcOWFV76zdKNVuPt+V6XnuvIpnwoGw4Eu+NACHrm7Bkt3WyrFDD2Uzv15+mfKuT/kHecQJWijhw/swcdYLrPMZE7TXXa1g6tMyTDGohyY6pzjdH8bPHBQuA/lo6no9Bs9Epopezv4zgseuGAtdpG4PGC2k5yVNxh8khGa5CFD+bp+6JDnXtFjLa7hkYr32AG6V2lUL9MbWGWxdMEL7Rz7tiKv0ZDmQZXz3AEPGIVbN1YDEbrxZVx2kYmMu82YaKqCP+IPmptu56bBWSp5h56m0QLvWaIp9cYpePtLJMlORIdLy+kWutipwziLddY5gnWgbgOnrsPHKg6iVppERuqldCjO1bknOeG+Cu/o0hbqFZQvSNimiyvvMlGjtIkdr4Kb7st/cTHeTjp98Cxy1I4b115MTz99Nn366ecVRW5D27v345Xc3/zmN6nnoaurDCN0r+Eww018h97kgwz7nZ0+CA3BsZPP+zQEUxbD07y4bF4ovBquCa+5p9fjbPWFq5KrsqHT74joR6e8lridDNoSmNlcAqCwlkqU8OKchpGO3zBSLgqljBlDDlGeu9vRDSQEcFsRwGkDclZe6vu6qGbe3PdeOEfNiVFcgoWnjDs4quJihO5RIOOgD9LN9p4xJ/V2N8OrLHi6XxVFRsG0UcZ/0HAXWLfJ8/jRJxU5GgO7ybjj+4zXiF6N0x2qrB3thS/54XiQhfIq+eLio7zAZGzojE4XDvdUoLKS3xwCmOTnMESA/+sY+nXG0zgi8je2W7CMv+A7Cq4LUq+0gZdIyvibBgWvZN00rBNBSO4Z/+vUdMjvQAd88LiW3xnRrh3zKGN3gYuf3Gsa8SJ12eYP/YdRfDgYHfjr0IuPRcaJ5NP4RTC5NxwfpwsufuDrhnLQNHSpaAs+crOWDx49EdHqk0+yBCaNJRip5HTHrAoIijADAzjfTc0jOtFUtGZcUCRzZQyaLP5CaR+W6/7N6B1SJFQy0tXlJJb60LMMG6mHZXQr9X+YcXkdynXs4vrqXRxGlvhEjiE/KsEtaACItkLTACWB8B6c8tREZfIY7pDn8HD0dDhlMsCyFSVXGZP2+zwOSsRpWGSd6HE7X2Xc8ipj7S/LX1yny3+ahszY+mm64J988mx6+smnoTH2eZPyj8baX7oHNxth061/rzNM9uLrb6Z/uP2H4p0vOYltned9fjqx+eIncdCx14y366kepF5pd7Q3jvl+Oo1syLKcZK7zv3glP/p2sGuUc/cHp+jvsgyVwutmHmZjCUq6SbcOQ4eJWiBThZRKfgcH5LelCJQ17W85gB5LG8Y7IkBMdGtdDBUnw9lu79Ptw6SIM1GX8LrGhTJIjabFfEykwMcARK4E7riPI6uhgdDbRoYHOO4yxoIuzlYyCG8iApxyMIEN3k8+/cmgP/fRPKLgwR8+78Nf0RwY5HCTit9m3AVctEiee+bM0KyPRDv5HGXc0j3XrRhoaBkqMxRn5JfXBgxaV/c9x+twLDH+KjvGCTls9MqDHooPj7xS0aDFzT0wlEVDw/XbM3JwljxXFxyRe+hRtvPABa+y8Djkc7/K5prcPUebsng1KUhG8rqXSviADy5lNHho0+2GT7mCHWNQpsuCfZdIB+4X374K7k2NiS1Dq4aGMdZbeDHugzSSZoWVldDZdKMHf/BI7msgNQyS53/pBH+nlhk8VkekWU4jyCeyheQiy8w0XWQiTg9qm4f9rv82XeL3F+v0ZAwjJG+cgR4GNk1o9ESlOpGcydRZ97RxL9huCgkgClBgmOBb6qdLiVo9T7gyvbnMhFxuX2TC8/XFm9hYbDETYvfqiT6EN3QasoiGp0GMXHNf+eabvK1xbv3nwtFEpy4Dlz1fZQjp29Tr8+ffTM9//cvp3//f/3Y6jgNmFw/jgJ8++6y69Ce593SRYcEEciYXNQuk6xAa3KUuP4YIufED01KYi4mXL18VgWqHwenCIp7iSK3soiRK7bfK1bUzfkkIJkEo8OiKjfett1st31BA5zaghuteT/gwag4aXg4L/LO8+N8G63eNfZQyD6c9Dz6JcRG0smhTGcqpeAPjYKPxILOqsZwynHVaTN0GOK/jRC2FsehYa2zW2MTM3XZEhyGmeDOuBxeZ4eUgv+FFG7zw95AFuPI0T3imHPJ1eY6hadayo3mZSJwc5bFZhPJ+cyzO1khSeHgk8IZcR+SrwZLga+emHNzkgH6/4TLGg/5yFrknv3HUgW/Abn7Q03DVD7xwyIuHiK3qHp7L0DbkNBwcPuTpSJK8dPvcq+VP+S1/04se+NSZAy54Zolc3JdXgyiRj54AWkRE8iqTYHPQ6DrP6nmum4/mpeuEHO4yY36cKF4eNP7Y1LicGa/UPBWNnGOqix7r6ov8zN6SjRUlduC4uqST6aKefJJusKVxGYowwZHr+42VB9ETVbPjV+/pXt2ku9vDXWTSh8iycMOx09uiMzSKSl1/OBI53iRQeP7t2+mrFxnrR1/KzxLRHT3KCwp5bdmQUioncrPfw0mWNCW4yK2D6OlVok94wWudqp5a8JY+VKSbiDYTSEeH2VHs0a7Ow1M0ZPqbrUg6AQy7urievr36cnr+uxep2+hCHPSjWYaKzuN0HyZwybwGvXmScdG/f/bpdKar3kIvyf+wP0uLSymmyZcykPvLMp7HGcBlCFrsweCYra53RCMQidI9TFjMQBkSA+RgT7O8RteVEnthnhKCgQHPlaOADvd0OZXX3We4Drgpv7JDqYaSc1Kt7GhRHn64PzjClD866e76iNDAkNDRZ91wfHPS66vRIICt8h5VZGYsZIwhCt9LDlFkeMjKjN5xuga6y8p5L5rxoh1NaGt8yjDCjw5vvBPtHuXRknPmLSs0yvvmzVhc7r7hhaFwI8ohv3J04c3Z0he0G1sCE43X6TYpo7yz546RP9HexXBm8h8HHz7kc7ScRYQtsz7j05ADuSrrt7HM6iKFLjJAnygPLrC6LNjkokbc7/pDrzJkJfm9OBhOEg64DJc4kxu6RJ3e7gJDfnDtZOWd86rz5IUD3H0awEPHVXaokpQrvFnDe5jprMVwAAAgAElEQVSIxW9l/hoJXX1wSuhQP45tnAqZWQY1Cy2ze4tcVtOzTz6f/vZf/LdpzOfT869fx3+mUUnkdXH5PMSnjMhatBkx38e53qcnVjKeD5ngRVBABt7k4T1c32RCSP2wBePfizi2lhe6pjive727OOT1No1qgiLjyrXLUNaMZUFI6j/6aHWGRjwwBDLot2TOUjlp8Dsi+jEUMGQ+zwsOEv03hBJmueA0GqOpP48sOMTTBCwbUWveYb+K4lyFn/sEPOtE0+rw20S2l7/7den2zx4/mw7/u/9h+vmzx9PoRxaKH/wn47Jn0z/90z/VeMNxoifKbUnNSRzHf/Wv/n76x1/8oipulYF40+5CecZwl6jLtmeUtMbUorRYtd7LesanTx9H6a7ShRqOz2YXjJ6wrK+ipAajV/MxSwsvQ6MojE9FDeUZBqgiVbRWSIRHobVWsxjHItuS/fq3/zGVdx/H9UmNUZn1lY7T75qnAq2H5By80QBubQyR91Kf/vTT6W32RPS2kVZX90xraDYZj/CiGT74jzN4jfZOupFm+kx6WH92mcg06lnLJJw5yioXpyuRFUdCFpYqrdcfnRf1WIS3xBQF8yCyOFglUr25iNJk9nHn+DkIvEiM4rg2P9A9FnGJFs2AZy1oWtbNi8g0BnCWSOtdGq3LOBZLnXgoPSq79mg2DEWQuaiuHFDW8qmH20QxUwwOD/bhlDgnQc71xW3yH8bRJrLJfWO1unJv32fvTLLjiNLLuEi0QQ7HcT63aTylo4yVqm+D9Laucw2HMSnjlYZtOPCjVaL25L/JigeOcBaZWMdr7Nka1cucn4RPEX1cTfQzjKU+RFWWhGyyDs8yG8tWrHHd3KXRWcS5h4FVupUHhw+m88Ms5F9HP1Loi59+kTrSKMRpZY0tfXMAaGyO4xlpnKtrvLtDT8hwOIQRseZW8aUcxyItFoErwppFJqnvIE/9Ro+yd+Ot1QvJd5Mhg3l07Wb7erqOnn569vn0r//lT6Jfm+lf/fynhQeubZyXM30gQ8EGW1KHGo2bty8Hdbm2bdo2+a53+en0YpkXSNCRsVgRm/bJpNfBMntuJt1Fp66zpvc6Y5JHp+SRe2msz6PDV1dvItM0zHHYy7whJBBep+d1m+gv3CTCjHw3Yykd/kt2JY8xHg7+Mk5cIjNJHvbJUbq+zQJ76311pu8TGW+v04gdPIwenISuvJm2CG3h62zKssU0INfRt+dvswY0dmDIJZrwo9PS5haUvonkABBH8M4mVBizChBxcWLdYlNa+TxTvh2ZCJIj+NnPfpbnv6kI0dIeeeTXWlUFBZfIUnm/nVX2iA5OKhI1NgqPwzP0NU74GLJyDmsYW8hNf/PFAN1TAa7dRyN4+Fde8rzLuIbT78aLd2+SMHqysD6zcTmXDNJVUGZfjmD77XnTAPZy6R33MVbUuJ2bD/kpvXsOOJoXNNUECOB7CW6wleuhjC4jW/PjLMHh2gEvB948oU2Cqw+/GSMcaGo9gIMcu0EBa5PyjcdvMORruZJj5weLTKUhm/E6o3tokhg/3GCApzz6xR32Eyi6yxkNIyuaY7Dy9lH07Pg1Iwvm6dno5TQNvTzm98oUBUN+7pe8dvd+6AmfG4uvU68tpxAauQ5nMQ/vxghN2skzxvuip1kvSS4VfOX6ON3iR4vzqo/foyX1QVZ4ZJcdjJChurpIgCDBfZsGX30n4KwzfAlhUocZMtvmzae80GEZ0kzUuk6PMO3nbaLMJW8UNzZPo7JI0LNMgz6PgwTzwALHSn3+6BA93yY6JUstod9yjXfnh3uzzClNW03SWCNaEzRp/ETb8zQk0cyCrr7Sc/+QGtaHGz/iYklYhI1QCgK4e2aZ3XsSJ0m4uqWcinuEzjA4uLFEx7KgwawFrdfZndr9n/zkJzVzrhvdSgAHmfjNgCm55yrMM5EWpTdWKr1+NRwuZUdbG5m88LcTAQ8Mley+vK6dPXN0ajjyUZ6e1eecCVuSHw4Jv14pA89hY2ERl9c0OdhS1uTv5UkWI7vX9/flS27ggjOczBgvha8NXn550OkemUjNE3rasYg6lPWM7KWGzyA+eTTeuCAb+fblCEYKFQ4wHfKg0fUw4OGMwFT3ypOba7y777dysJOnchKavMeu65QAs87eTKrJr+Q/yNZ6usboUF5dHqQBavpNItpeDy4HePgAv+V7mC6XcsrYeVx0bFciVqeMyYROfqPfESuuck8exrHkJxhg4gkPtUIjPZDG7SyhYf9cP37EH0FvWA/c0Cr6Cnz/mv4RvQ46oCGnmSORJ8dS6wjlDn1dR32WX8/IxMZpFnifZNzOM4cE1pSdy8mfzV9EX2yQ7a2by/fj1eP37/VEMoT0kOwzZJSxe8/W1/mdIfGzTDCK3jMLUFHt+i6ONL0jg8Nov9nt1rUvxw/XqQNePjmHnPPbs5JB11ui66GXeNzVpcg7Fa3TsJ2Zd0gFlu5HcgGpfMmyuPzxf5aUgtIgDjHOEmUsI8uYJSNgqG04hOye89tsjaUMJSNoybX8NpiwvEg0yvMjniKmE1SGKAoEU96GyWFxyMYpLeu5zWyyPGB35cLBSYFr4Tla8XCVAW35nj37RJaCC6fyXdY1GtpZWYSuPGfksMygDbGMKXCUaRnR38775s0Yq/PcUZ+gCOyjdH/JhxzgV9YZDcq6hoOS3t4au8trV4mUzvKpCl3Pj4rCUaPVOO+IEkyOmb31phMYyv1+/jGUwZGUEURdOO/aAaiikzCUMSxDE9a2JfcH+sDjvMkGjZxFK/C+LPCBN7jh6cbTrOTAORy1OpC3D7/BabnUOffgafl4rn66nraZmOg0ZDwcJBrlm8XL6I4NvR26O+Sh1McIreF33XGSDvUE5+DPRNeY7CJ3CawBexife2ANHDujdfMHJrLpDUz4rBopyL10RsJXosfoFcfvGZx4NvuuQaQHh0fD4aEpuXb0foyc17xG0ngeGCln0kdSV7qw1pWeZMvEsyfpxqY1kzcxzuDTaEvq2LBZvZWTT3W8fjc2obahyvMvvwpQfiM2na6u7v/djQY19S7yy+yzZOijpdUyLRmGBy6nj+Qc+Ysf+hJ68s84qFdZa+gjPNHbZeq9tnWrcJqzHTSPhpGb/MukJcOgOK3cKoHyV+WFUA6MMjMEBoQx15TLb0suSlkjFGFyVWIq2VsBHKiIkLP79tuPe1MaD+TkwOWkOjJo4YHL2Yk0OUJ53INTotAcLFycqrzKut98gK08A3RP3qr8VDgDw6NGQCOhrDxwPMgrVsra85JReuYcPa1rz1peykvod9/iXTDggQM9rp3B6N+uJc86L1pb7uDJU89T1Xglc7w0fLAc8MDddOJDOb/VoQSWaMG7155xDk0DuTgksKWWhTJ5WvfAgq/xK0MOZN8OS7mGC4/fq6Mhd1H3bfa/VA5tNjzW1b3IK6Ajkhz5lYOr9Q/fYMLrXDCDF8+Sd9jBE7WMcjEmwx2MvMxkOAR5PYcfH7UYOQaIrjR7yTnq2i5WvjNzk96QZ2Dvp5Lf7sZ49iNNMcZfshIFR16VNGa76MotvbLiP2c40Y82k6Jk18kzPHpucgTp5ZwiUziaF3iaj/tZduribCKLu3houKwfjrZX/qOMV5osffhYxJ5INPW23X4ewBn/S1SZAa9qbC+zr+xdxvvVCz9wk5fu0f4mEypwma1Xf8WrB7s0n41hrqZ91GF42OnJTcaQ4w4TIaa+4wzTJGacMr2GyGjci9xCu381y76DO9oBdfP79dd4/5xzdOZjt5DwWsiAYIqTZMAclGtMUlz52sG6lpzbwP1WWZyYqNC1ipanNnuNk1KekXmmnAqv56HJtdcLnzz+tO7B24JsQ7N8hqOS1zN0teHKj+Z9JXIPLnlcd3fRhA1e0WIRN2elotsJ4qVlY5NauDgsZe6C27Ph5EbX2G8HhYHHga/ms+8pb3OHs2wmUG8ZxFA1IGaxyUr+SDU7EWmhE3Hl7ZDaJT2w7MWp5TYO20671tIFr8hUKueZqrGZRkKIuo8uDkIebzEdZ0KDPKWWnzzqA58mr9Desm/eBm2jgZAXT2Tdzqz14PBsTNYph1/3yVeSn4yVIW84WjbgK2NNHT2R1yFP8ZUzeCILZUYadA446iBCC69+d2pelHEfLRx288zhy3ObgbnmS9mPOBrSaDQ//vphV4U30ZxVJJssl6vudRyBaMhbL0tLbvYdZXjOSGT1MK2LXGYJTMsMBa7l76EXeVy7z3Ea68xl0pDJaAg4rdxPHVivaaMMOqGbfpdJNzPuZHGT98jJBvI6p9RNXgOyj+zpOWc6PvninW31aVOau/BWdpI6Vn9dl6PO82ru5bcle3nqiJNeV69z6LD6EZUmzMm6x0zqWcER+Hez9PgC/zi0bUOvV4b8i2TiLDGIp7+QkyQ8ytKOA/MU1Nl9ldgG6z4lQjiGMG2dJOLsPOONG3nBXNnRJDOVnEk7YoJW5uz8USm6CBH8xqEsA2CscDOgk+Oxhq+Fik6H38ZNdXHRNRR+jGfBKYEFN/jwomsftnvNYzsK4694x2dHbuAHSOFp3j0D//ZyOFj06C6L+m4zaw+25xJZldIFjvvk0DwvyWmXjwLBiyZlJA5NWQ1U8+WZMvLWIuSh9VUOj2CjWSPB8Tet/RZCLfcIj3hZZQxQfjjlV05+NMLrmjzARbuD/OHHMxied92618t0wO2yzuiWr5NGym/3bcbcTtrz4i0i8Axt8DvgbnxNNyPSmIyEVjqlbMqk4YkrLTjySwUrZ8tvPI+mhO/giGFZcVFdutyFW5J/P6HH8RdJOyffOPSO7ROph7ZO5HSa4Zf8LJ7xvc3sMZnFT+VeKPC5hSJk0Fj7jOZ305c4dSzHCQ/xj9XdFtXBJ489RJ3jl6JL6e1wyoHoN3kcpyGuyDL3RZmOWuLD6lPu7i6RYqI8W71tk+cmvQWOdxPnKNqcRU/IdpFVGsdpMLOuoajtP/Pp70rO9Ir+0zdneqS+rrNPplUBXlq5Cs33JmdXp9P7rEZ4HZ/zRfUagit2gt7m29m/v0SKHYyB71LKENVKCbjrVYygKiU1Ii8lbePx/PZmfBgMkwxSouyMRzlvvjAGS4D8ls9zxuhaxZdhwRXY7oPv8ExZtLkvH0P2DC7Peif0UelDoV2jzXPG3HDQBofkmUrorgznhmbLP8B/lM2H4VRh5cQoWehx7RVBtKDrNr/xwbniUUTpTTK8osPhuvmBsw/3wfdbvuYPDsrintcQVbjfeGqaPCslTaQnoU1qJYGPrL7K7DtZmZSqXXeCq7qagYn+WRQQXPCaRnQ5PAfXUXUdPrv+PJMHv8pp0BpOKWjgK8dAQlXoQl9HNCgdy8VmMbCmmfwbrnryyuvN9e4zFoGH93bK5KbcTd7u2E/4KIMvOUem4U3XC61Nn/zKgmflxuO8M/zpZ/nUbHB2HgbH2AsemDt5N66m+ffdZz/9M84xbj2ZMUGjMRi0qjNRWqZcCrdPoNCLWZTLWPLAGxe4i8CHjFvWwzmg0dxwXFXld/YPDjfqmzu2X9uRu0xdrLI8T9NADtuMz94mGq8oP0MS84w7hoCSHZ2NZ0oUGfvPWlbj3CmVc2jMa4ReocTT9eai8qPFv/1UOjeNsXa6yi9I+zJfZYMPu7C/Sy/qwvv42fptliVfr9JL/+236bn8X7+gVaFE6oYyMILqu/gqyw/4k36WiHFEYpS6vTHnY/B6nTEB6yF9CoETeJZdzDkYXV0KO8sX3SgaobYDU5kWlab+QrwJgGygepwJCF3DrMannIye4K7iZO3vZwdu8Mje607VqiW0NjboTRgfSIJHhXkb5quvvg67iYAzSRJkWZazWwcZB1Z7DSaqvckg83HWbNolCFzd/kOtUOhPtihbnH5oPT56UIZuyymwzeLBVU4kwtY1te7PbD1j87qUsdaLrOO7SIt/mj32VOyrfNBKK3yc1l++9xd2ns77pRxJmv7rwLWRhRY3A4RZi/qgus/eE68o6iBE5pnBehG6RFaGHTgn8oKHgpKfvTevn8eZxguMjSMo9NgTFO3eJmImPsz1Nt8p/+yzz4J2VhNj9aZV8M6j0DZDUH/W6+kR3GYyrCKQ1PlZ9vyEz/pC/u7heTYiyXu6+cBOLe84yKbEDPqNpSTRH5//sNXcXerUR74Owsc2y0RErOvUyW3gHz8d46tHiVIu4wgo9GH27syAV8Gw7OUmjRA9sl5SXdANukonyWEsnA9dWSK2zfDEcp4x88iBLNP0ZV3fGKe+Dl9WW1xex+HR835RLZ7Up1vf593vR48z1ha5rePoTzPbbQG+aMmuNhxlO3qepSLOqoPdeKVoqWqKo5Mj5YR+rpKP77B+0Ou3s2xfU3UYOcwjF6adNQJh62h6/urt9D77JZC1tbbsq4YSvvg8+nOedb55YSN0iZhsamE5TjUwwR80qZtAyzEPjrkbth2Lc9nEjqNq4T16lefJke7p0CGTqbQst4uuasYSmW6z9jGURopxeNsR+NSnG8AvXouMXOmxpFdp0XtkW07cd74Do6L31EFCHaIo+HjfT8icMiZZ5O4/2LtOXFm2uXps7fFq+vST7LIekDZM/8Un6+l//U3W5q4zpBe7Oozc6fG66OQiC8EetD//0gz6kvIxxDY+YNoYGbpnWm0OlOExCGsDnQkFUQ7POxJpGCWUVKKutw/YcwRP8h0PimwGm2DhYOTKl5MuyUWusRwKA6YEn2iPo+MgOA0J3RJcBSM0mbm9T6unvMNyDvlLgJxXnCTDqWU8Ea5yyu8fYI6y4xs+D7NQ2m/K6yzqc5bQqGxtAhD4VzE4dLl/EuMHH58tT47Uc/SQL9qc9+vBtXIw9LX8cHbZjnL9dqBhHw587qEDDnIbY6djHSTawWu+XcMBFtySsmAqi+fmtWE7uy/J5zk90UVzv2lq2ulbywMeO9fAVJ+iTbkgjzPdySO0v0u9N17lmk9wSz47msFHi4Nn2s/XeeV3LeGVA+xeTefxrGUI5l872exhm8XX3lV++c1YcyvCM35orJqNqQpOG/1oi4JHg3a8pGGTRMv17nbub+l/HJzt1GYa5TwDMzkCR1MTRxjbk8srkXzJcCd5GLuryZ7wHg0s/QNfIqOW67gz/rrfhzvyBNW45yLJ8/1UefZvfM+1/N9Xpp9/F9f3gP7ex0sKLYlAILG8YCjTIArCXqKigoyNMU7XHNdQtrHGr7pIgdFEtlIyHI6JU9LtszTIeKTftYFo8A8FMNGh0ocxUNJFKhMORm7PSkrjjQtGqwyamwZ8wG1cRhTg2jjpQSKfMUOc3chjuNaCFa8pb4PTLjfKfoQJP9rBR6vfJqK8edROlxzw7XybtwHAt9W+JLJmtA1DeXid5ZMYKfh+Ny/oABN/ZO+3Z2DJ67ezLm45pMim4IVndHgOh6PrwD11B64ynrnnQJ8zmPs40Oee/MVf8EjNQ93Dbw7l/ZbUkTLduKIBXHlGRDhm0sGG26YNYxxrTJa4b+ZbpGPpkgmpTZYCzRISuee5M8cBV/MMT/Gb+sdnwc5bUPBKTWP95hh2utO0ue+a8xjOaehGFf4r/VnlbTG6+WmWreHDm2LFR8L2k6wTPfDGWPhCm1n3Gi/NWGu4KYrGZ5F3Npd8VsPEIxZv+Mt0R9oM+dNRELLvEnj+rYNH5Cumteu5N4HI27hlLK+cJDidqtyePN13r2nsfM5172PRyrcPaz/vH7uWv/4Fzqj3ARAn8DY81/vpu7/3n/251xWmATjGjMJYhDYY1rWImCIwCseYKRDD5DAs9OWsGJtEIR1+Y2afIdeeMRyOlYPz21l+eHSj4OUgpRJOwqi4hroWAXkukuOowFSu85ZyR6Da2DBTZSoPxUleG34y0N9++XU5OPD0iji8FnTDKtyBNYwnr9vFsaOdoy/nkoztGNxvh7bNIlplbNArwavM4G90aTkOX7uTjxMlS3KQOF5w3VcGLvkK5s4ZMd52NGQJP7koK4JCK6k1TDRI4MmPHtF4KxEc7RDkxbtnLVsbVdh8od4xztmnKfp9Y3I2NKBM50eHuiQTsDupb3DRSgZwOewy7axcy72HbTqfslLj6LKNd+jvcPjg60koU/USWbu3fxScyIoC2AhCXvotPxmZafaxLbr+106GH+4ONH5pXCLfRTaR9QkHScPhPXI9r4/1wqnR7xxxYfRXDde70mmcayY4npI/LPlkq7Mh1+Qn81SJElwNmRi+sgifxuoke4uFvhl+8EXNu+rOf/R0ZN20pEjVaders+Q53dhP/azL97PK2z/+yHnQv4O7y4Oicf8jbZ1v7Ib0+/j/COg/6XZ9voHSjHVVKmA4ucivlFKkd5Jxv3YSFHQY94NSItEJYVM0cAhYno/CGNHQw3wvWLfXeB6FsDGnsSYG5bOpI/+ogKrhEoLqH4kz4UA4yXYUHMHJLpKIShVe9aOCvL4keRf4IGOE0ts3FxVNeWTmHb090+d5G9++cbv+9NNPy7ANEaiI4Qh2s8NRQry733LYZuatYfWelGgvBxnDu060QJ4cNcOUFx5wHe6DiT+/lXXAgXdl/SZrhowP5S2t8kz0ZSIJ7JudA+ZY4VHG0XzgG6ymVz3Arazk43DgtxORVx464DqIi2/3jCXj0TiiCb/GibaOmDkh+IeBxlhjjKssNWkZmpn2loiZ2Ju8P27AzJs5AV+RlEZc/QmONIj4AB8tzn7LgB/X5EHfIvLCWUzlD3rtQeAsoWcc0R390yR0/rUTvtFgdyobpHhzZYyBxoai0+rh/Z1VAKMRkdfECM+ILw5dVB3Ow0R4ioPEhyjbvU12uB885j6h5T65iBxrHDEYvUJYo5NxiJbfDNlCIO+QRctB2ZaZe64DtVLRtpPn7lbhqjwp92NS1eseANC6jouePfB/iI69on/2ZepoRHCcIkKMR1A2LYwEIcOUECUxTJtMGPxnFJ2aaGcV1Yyp6P3uqu6F38qatBlMDUM3saHcqOi0rKELjWjgkDkNi9P95kScS9F2TjKFixwwGTfjeZjZS2OiHKwIGPxysLuPS+3T3zy0oMF2vM4mo+hV1pmTwNcqThKtZDZoHngbTo+htsOTD81dHm7l5JfQDF/j8SkIZfoZo28Hpoy6AG84shGBklHTin/PlJGvnaSy4KoLyXXT7CwfGdi0t+yEAcZ5+e62Rsdhj055O3W5cJRyo7uLFvfxBAe+0OQ3vv3mQDlUOD2D11lZebosPhzKODzzu5PfVW+JJJsuZQ8yIXaQGVjPJc8CIco9SvrddJLHUdbgzTJhuA975PzL/71PtGg63t4Gzz6xgW6iwTQUd3GKIknDDugjG85QvIfH/Mn/1GHuROMy0TciUCxGepVXN/rN61/XxrMmuuIL6w0lhXaQMqH6IBM5aUgix2hKZrNHI7kITrk0JBJ5dyoZoyHJdT/rc93Ls/q9q6v9Mt8t5/efkvZhIKf1qesRPvf38/0pcL8vT33jBjKHRLAD2agYkRDjYuSiE/lEVN6o8TYM42ti9+EgVBIl1vKTnMe6SEayzuTP6ziK7CSS2W31AWcb8GCSMnC2syrP6Bs/peFkKLRrqQVD+atydpKj6F6PusouzgzhaWZ4lfn25djHcdezKRj+DN5H95GBwYFftOEDDRaQ47tgcx7RTOWa54bTQDky9OsKkaWZSvRL+/TXs+CUlNE1rkH3wG98+4Yrv/Jgo5OzEak50KQ+OB/5lHOAIz9+XHtGLupXUsYz5eUHF2+clmfukYs8o2s6nO2Q+RiPTG3Uc7DBhQedDZecwAfHDkW6lwkQywkvI0/RpE8UcxblkAPnKlvZibBSLLDU8XC46AELTPCcxUVwNT9wN866ufvj3ncbHfd011oO+/n/GtcVNWaS0TpDOz6VK0pDdJwF2iLyu0zjVqRo2U/p2NAzQx6VLOxOqUWiy8UsPOetl/WNne4vMr6ZcfvrLzO7rcGKDnAs6RluY3/8rZ297/Ju/zLfo8kkdb3Fsoyt2N5sEcW7t3lu5Ct1/daP3Z+SVeSVh1W/6qGT/CX3vWCrnysnOSfbD0qp0qqjoivgGmYD++7vvv9DzmWRFEo4j4najKCYGIwQEmVnsJyF7jHmLctpg0GQexSrheleE8q5MCiRHEVmOGD9/d//fSkC/CXUjIeAA4eyQ6hjCY2ueTmNPBdRmsQRpb3JJxTQ0R+sUr78Y4Tv+nE+SuTMEXBSxU/WnJ2cjCU1tGWfVkJs3GjleGwlZxBdBItHTpJMOm+Xd4ZrXw5oNYaKl5Pss1kyi9MAWz7boXV5MF27j9eKErPFmbyO4jPPW15+c4JkWXylvIaIrDkmcDg5cLuMa/Iv3Lnm/OSHD47SgdAqn6Pp1DhwruoSjWAot41M8az+fIp04B29EfnInSOCzzWYrj1Dc9PZEbHnaJWnn7s3Gpmhk3B5Dq9D/sHfKKOh9NuzWpRthne0pR9kTRdM2tnAFryGCW7N8OYe3v/ayS72dgFaWluYSRqfZbjLZ4QXkc9x6kGEJ+GlU25X0hWOJMNT7CZ6fJcdJ+6uXk8Xr76e3r58no0o3k3/zedZX5kY8TDL3WbpTm+yDO02aw5NEJmkuczyqaPAPsjrh9s40jA99IBDzU6+6kBqGdWPP/DH807qNgVGmcCu33koT1933j/1rFwfyhDHvkzcGzR89Dvu/SXS8i57D24zriFiZDCmx6wdLKVMi/rZpz8r52ZNoHWE1hByHA55vNrmlTpGJOpjtAzIbDmmdBeWWSj2zTcvksfs6nij5PTkfHrx/Nv6zvUmDppyUkpldDPm3ieN3J/FMb1587oOez4SxF26ee/ykn3lT9fKa3yLOD6D19aCHWTsk5Fk6n46zN6QPkJ0nTV/cHyVD7RzsMdZs8kwF4lWaifnwFXGO6MimU3WmT15+tn08vW3sZlMwMSYjq5W0+MnGRtdp8F49830k88/zzhPxgbtFE0xgve7uhQAACAASURBVF9EJKlAGxq/s3NznP5Rxhkt5raDC8eAD/TbCopRbjKeZxkMh+BNoovw9ySb+vrIlb0tj7LOULLe0mjVXSYkDpI/mKanT7zBlIXRz19MbxOhF+ysRwWL02u5Ko9OvyV0qKtufOTn0KQP5UKePSL11dQtp2vZig0PdKvtieitn5oAS9RQ5WNrGgeOqMvACyajUw8aPY1O08LhjoZsNBJoUCauNxFPItR0761fHPU/JmPAWcyzQ1LeQsGRhfE3V9G7RE4pnLWSGWnLvoOnWcv5Ni8JmOUVodppyEQet3OX8ncZ+6TH48udGUvNm1O+030Zp26XHU63lpWlzuCvRjhluYX7WkOTi/rlnMfRyTyow/xyOd2yh+6l6bUloHBPfWbd42V2kr14n4gy/3yz2vihN2/u1pf1rfbaGi1R3tq6Ujobp3qUOn/9Pk7t2DrjfO/p1W+nL//DLyKON/nuUxb6P8hw1NHT6HXW69rCbHYaXrOJLqecNYybvC1z+C40vP12Wjz4enrw2b+ebh79fHoXh3qf9ZEnJwleYmvqIf8jZ5Ef/H1O7YRO4/oSHZwn/zq2pq7vIutv3r6uYTmbc9vLki6JZN/HX5wnaFhl8fl17htbffPep1dm03l6mNGUfDomgUHWkF4sMgSTb+XM83G2edab3rGj4LOu9S6EHaWXaj33aYYs5vmE7ib8ZpP0vNJpg5bRYzPUINV83a4e8bJJxF73d3ZbP+Tbu6gPgRFCtxgcH+Wj7CYQKK57zoC2IZUQ4lR7CQJj4GQ42o4OwDT2yBmV0yoHNMaGlO/URiwfvA44dUnB7bFI+dzjoJUvIwkOsOVvmK7hBocT8FxS3n0OrJQ990alj3FGz/0mD1GqazSBF82thmBbyzJGhAUuYXYZ5cBGM9mhR3lw0eJ5OwK/0Z/woZ57Jp9Exsrjk4OQD1y0w9W8uW6eyB09ykjgOTq5BsOhTP/mIMGR0Na0on2UH/WFnm0iffLkJOED6yRr+aTGpTw6HPI8zssHnjV9eGua4QXDMzzSG3mV9Vu+zku70eTZbbqRjcOC/Ydnxq4ZDn7V7YgoNS7LjLeRV+NtmAGVfMNxt96QHT5niYjn2QwWDov7k/H3j+L4h/1pOXVpmzb7DIGZ5MOM+UYicTpkP3okx8fnpYut85wrevGIvvNEn9u8//zut7+abr/5cnocXdXHOYtDO0uwMN3lExdxHLNsd3YfnnzIy76b8zilRWbNFylfy34stXqf7wWdPMm3s1MHCXhSNR/qtendP+PFmLlUs+zJr/G2GN6qB7p1nAYrzVV2/o9TSz1zVpzkbRrFm9Ms8UqZCxFweLlMdFt6dzjs7SD1t0id3Gavz9VDdTLsI0WqppfZNX2+zUsMqR+65NMrmww5bDKusPHeuLob/0eBlFPv9CQSRnbKjtM/97ecJMLa8AieIVAWhixCrG5VJNb55CUgh6jPb2+qEIp3X2eJLrxTrYLB6aVCFFQ3ncK2shCcvRodb9Idt+hVRKV18vYGI2K86GJEnCQ47g9DSmSSSEb3gXPCtTdsDk+zHjDK9z4RBCNEu/LOpfzJ6fourR7VdA9si6Dxw0lyjmShfDtJW9KvMtsqD7rsh4gXsBo2nil1l0WXSmyZqZAu37T5LYEpLx6dleVoXUv4bkNXL2dpdT1Tjjzghacce/I3TvCVdZCDMnh2wKGsQ/7GLY/egXPlSbeVPnCS8snvmUNqR+R38ycfOaAVr/Lsy8pvtEvKKIt290StyrunjLzolxrnUfYznKWh8UaJIZeSY8Y4jVua81W++fY6H3219hQOW5RZvbE9bLmMz4Xc7HSgv58ERuNseurGn/BnlP3YWO0X8cwMM95qvDUqEC2JYsrPUX4MBJQbdTwa+4Zzf/Niunnx6+nyn/5hWqZ7/Sxvxy3jYO9vs3O7dbsxidlBIqrsxrRdRke8ARWNX6T1Xd7GHtLLY6s36yxkT+OwyLZ8JiM5oOvb6EJIaVmXeylZDH7qvugxNOvhxCvUG2TX2Rl8k5c1rqO3j84yGZUo7y5v1himKvnFhu6jC+kATOvaRCO9iDj9eRot0WgNH8SefUp3s4jDPdJ3Gr1LsqEBscjpMutr5+ldGCVQhhyjAfEl2cYx60/5SEne1HA5aPjlQnvZQuj+vrSUuQswhDYcCCnSu3eZqNg5mVLAQJTH9TCmsVhaWWU4SgbhGSWX1+/9JB+cYICNcOXlH920MVnD2RhvoxzKODCmjPIj2fRg7JZOFBbCEtjYCX3s7CMvHIxMYtxNf6oqfI6JjoCvrtLY6UcUOT40NXAPwZKJVzY5ms2OB8/3HYtnGhjdZks7tNQX2TaOE17tIkdnn4RltAwFPXgzNtyGfJEPHx2loQG7eS8lC952UHBxQv0bf00P2cv/3QNtcJEruZOzawdcEnij3GhU9mlAa/G/c5LyywsvWTvI2j00gNV1Bq/7YHS9eA6+e67RQc4cvt8FXxc2qfHID9Yy0YVPOLx6nW8VpcHQ2JrUWGe4JNqSPD12OcYolXGgK+FPwSP/kFzX3sR6k2EhzsIuS/Chs3H3dd3Y0TOuP+brZ3/sDGYnEfAqOjJeXRRpxRnE2Xv3uXiLs2gZkoUhr04l73zFcJtJmsOMMz5K1/LxPC9oZPjpKnzcZhhhk674/XmOs3Sdo/73tVlvXieuncYTjGSdpi3GvfWTF26nbeptkaGNwydfBPKoo8bnjHbOmwwln0Ux1snBGe64v+Wg44bTZT/JUMc8QwmGB24Khxl4MOlK9CwOyh6kVxoqdZF624TvG3ym2lexs7tsurzJEMri1t4DxlU1HyOV/mai6jDDE6vM7lMRE065jG2mUUk2/RwalKfV9pB8ST98GE//U1JZBOFzZIyY0VAECtutP4EM4XxUhFaWViLRjq61ct41BsfhFUbwVaiz/G0MFN040TrjnIts2fXTzz6ffh2h6YJ8kg0mPOM0lVMGTgpT5QLHb0uWGNM6lUtoIlAftDqM80CT/E17n/fpQPOrjHnikbPx1T3O2jWHDy98WkrrEHUVysAiXfyBqSz+HJ0fDvgpA1gOeTkkSZnOC37z1zRyKvDbMIDDAds9eZVFA0el3D6P6sx9+RtWn5u+xtX1XHLc1Xk/gwMcqcsZu5aXkaCJs/WsHSI8aHS4B5Z78tAtCf1k4+w+PC0Lz/ECR6fm1zhf84Eu8OV9+fKb6euvnk+PT6+mv8279cvoghTM+RNZZRwPPmVGuRhUxmt9DmGRsfTlbAzdtAzktaHxNl3TefgYJomej0dY+pD2aXUTjU3+d6/z8Pd4k38eB0NO9jqIhSQijq4nn7J2RpLwKaE/VfABBvldJQq8i0NMbUSmeRd+ne7plN5EZsbv81G/7VV22opzXMQRzfMdGil+JB2jNGBxLvcbG0fHjuJJ5tHRzcu8bHGQhfWnjzNe/iDj/ANf1Xtkii5p8BZ7ND5aokmgkHN9Xz0TPpFwNVg3xtyTBBTzBDPr0BwRJ+WcR69tHh0vtMiz+9gYuByuod7jRJUZrKzx+ihJ9Rav04DNlmngMx1/nRUq5z5cGBpnvqoYHnlEy6oEJuvg5lTN6nuffbzuCTOe8ie4Rh8GPX88lZOkpByMqE03k5Pwm7IjuhUZGErrkFSeHUB8d+P2faKS7LV4kk0wHq69kZP3d3Ofk9tXpDacVkoVDQ5cJlQcHAqFMLjvGcVtQ4Kbgfhd9CVS0E74+JgoUrfFtXsiQdtlwbmfqsJ3lX2eTXZ9p0M30iLs80doP5i+eZnv+mRSy0fuyQAMg/sCf901+Bn+JrSSFX7BRRueODi/7RhkKEBlcf6udd3v4mg4Xg80aPWt7ozv2PvR9Y1xN+eKXEfXmxzAltADP/k4OqEFbe3A3fe7lC9l2+mQHfrkd4BB5vK2fOBAA96UGxvRDqfW8NDkWhn5lZca/3WM2HNykQceuOVz4E8C330HOvDpaJpiBQUfLHnhUvZ1xr+u8imBTx74QqZF+LtGI2Ii37vIuuDH4PQAlAM35j5oyi44okdDCCIcdD9KOR/i2rFS5f+UPy0HZwm/3039rM8+tSu3pU/1pcGUqSGOGPldIjLjdXSTXAb8j3UJ/psXeTkjQ0qreL7b9E5uMga7yV4Jh4tHib7SyL9PtB2PszCJAXac8GaR+s7ERn5VIFJRVvZq5Jx1la9nX08nT/9uWsYWbiO/j3wMfgYd45qDJM0h1+hpGqZ8ey2+KjgDbxN7VP42ztRLAxFxHPvoGc6iW3eJIA0BzBMkcbhkXg1cYC4zXDZdR2czfHeYqPQ2Dy+zXnm7eZuvTmRDk5cvprN87XFrU5N8DGyRcUhyWBprzWcfMqVcDQIBD5h45rB3TlLlEP73pBqTxCBlZ9iiMooyxp742QGllbYrF1zM7x+WujAG6yc5uv5IFtgUkHLvw3M/MqzKl195+BkG/H5v4gQZMTyMFXw0tDHWjGUW/h4mIvTlOZV2ECW/tbN4HJJ97cBTXhl8NO0Uz/ILjtm1PPtRZONRpvl0Xbs372jCUzsmedoZaBzkFQ3IQ6bkDKYzZ+Gs9+S532SADofUsqgf+QN+O7N2JD5f4X47HfDJFQx5XDf98MDpWY9zKud3y4bjwYMy7gfyB/o8A1/3ia7I40uVkvvwweFaXVW9c/zqOXgbl99dBj/KKIsmsuT8Oz/ewOt1gX5LaKMfs6xqOD49mh48ehInmYXx5ZQ5nijWB7mMRkRZuAf+RJf5XCuaRN/uufaG1qkoLEMh6YMEU0dPdH04qKahCCmzG1d/6C/aW+e/+7yexQlFIwaP6WobaklsXrSQDTtAX8sBnWQlGLiOA529+mY6tYxHuCQWeJjI+PhR+Intvo8+3mYD3HmirPsMKSVcPEiEfJ/lb4uMT8ZfJnrMBGW+SyMd0cvrN9N1drNap35n5xqO0YOD38LyQUdlrz/V0HOT4dOnXzdxer5UaKRynWh9lSDAipNtJqO2qedNZHxdsBQPfUJGz+PYbDLMIKytTrZ0tWML+XzLcWzUe/uLyIZjXdKZ4DhNELZev47OpO7i+A+zE9Rl9rO8i+2/e/31dP5JXljZjHHmWv+5I7urhCcgtu9LS0Kn0BRehaiYVhxG63VFCqtiCMJzZVy7v8maLkpOsRmOs7V0nITI1FKfYYRjYJ/TIOhFWvyCE8UzjnSXLveLr5/XN3GM4+myuxc3VoYDFzzoZKzocE9iXO1QwJbkcd1vDo3r/9RJvn17M/3dz7PsIfTiiTOzAYfyrmNzdV959Joxdc2Y5XmU7jMlltxHE/mRheuZkD9wycV9Dsi1MuRyvIvSPJPkxaM6MRRwn4Ek+dx3uIYHHDJAg6R80RcZufYMjL7ftIHd5cjT0bjl2ZcrXIeJyt1Hr0N+M6vtZB9lzLTL41deh3tkBB+6+j5a5XPQKXLCi0M+R8OBH3+V36BdUvODTnVWY4cZP/RmUD1LGUl049OnthOr36EDLRL6K0eMk0G6jy+40eyztSXnPPtrp3oTJvUaiUX26QVkicvYsUcwMHSenFq/ry7j4Ep+Y0LsIJ8bPrEtWl7KuBCV5i24LIrMjHccYvi0yDzNZrqf4TkzJfNlhkKO44hO8ixY719/mpnn6FbCv1W+3LmsLnoaNhOalD/233WX3L8nDvfVCrnFqkN7PueSMjfwRnZmvI8Mk9CHXFe9Jv+oz9E7OkpPjeNE5SLddFH0YcZpyxriKw7zRpCdzmv1QuCswo95rXnGIjMYHVYzsSMCtQwt8lqncXv57YvpN//0j9Pl68xaHTwuO2BzltHBXUNnqWOO9kktHvs9tv6TH0vrk2zC+jbjcl4zfPbZ04oA7zOVfpwZ4pt608F6t97VRTdlRD4Um7c/CFPvY0DWcq2isLcZR9DNsVnmLI5Ou77MmANlNKsl5DZVvw3DorLEHmHGIG4GnNNSWP91GYXxzV+fuaS09hik2o5FlGYbxSLcepMgjuvFy1dFv30pddMZl65MCtaAb15miFHGYDiQOPZ5lj4cxfBuI9xf/+6307NPn5WD+DIbYNjDMk1ixkrTKoUHfKoYLb7Kj++p5HMKd6HFx84YFSdGYTQ2HCyDU6oN336anItFw2fZl1Gkfb8Nvd+8HM4nmuG1zKPIkAL6nvFJFnyt02XXij98kJYy5X073J6AZgutO3PPOOxtNmTlKI4y5oaeA+NcqRvODQ8UpCKTRNjzKEztOB2/scoQCSdhIinamMZ8OGOGeZfWW93a39H9mxiBd7Tn0QHwRD7DcYbeGvpIZCwSy7M3WVJykg1SffP6Xb51gjYTVibKGNAstNGFI98TN8ESQ7Orua/1cfAG6q1+wBtc+FwlcrxJtZoIe/zwaWw4azbjIE4yXuwNEV3qdeqAnuj6iTx81vQi+0Z6uychS711At4q3bwsipwOYwPXGVrZZG3g6jB8RCfSp4vhkcOIbMkzEEuH6RVdxs/3JU6vnEkM2Fgg527sTQB1Y7IkA2p3eRVxmZnlTfTNW0YpkCAiPiB7dF5kYuUwcjg9SoHQfxfZLhLtrrKH4ur2mzi4N7GVOEHOY3o3LV/8wzR7/ZuM92WFSaKy64w5Lg+zfCtDYavV68gvayMT1V3dneWd8Gz6cpBXi8ntPK/9Zq3m5uSTOKlMWt68nh4vv4l+/u1wjaG9HKYgITpd7jHXswwoGjqcR/5myg8jv6h2wbDM6C6yLBuPfi3Muoc/ayu3GeLguOzzWSkVpgdIroaz9LDowmE2/3ict4JW4THiSfc8dcrx5xk7er/KMMx9HO5N6iqDomdH+Qz2+9fTp6/TK05UeZP6Nw9QjTBOUu+GA9QJHXgR/WS3dNga6bL1nW6zuYx+R35ZS1WGFUVENGVgSKJIvw+zzZjnKhcgzxl9ObwdIkxCpMWj3PI4GJl3piUEyaNcp4IRRwgeojlpzoVRdz7wPIPbPbQ4Ny1aHs4Icw7JeShmHHqWMqCD0sNfShp44AR1no9PanbU43njcE8LV4ILTuXBdZSRhd/mVRn3ld/HIWjp8l1G3pYPZ45//CjfuPEof+PqZ50Pbcr1zDjaHMo4PHOoQ/clsN0Dyz105U7hdh2vUGVruCJ9MXxYVtM8KaOOQ2rBQosdatBKXxiR4QoafplIRIKvGszQ2/XmW8vW0eEBPHDJA31gutc8uCcfPuiG3y2TivQzJgXuPo/yJFecXrqmGQ7wW579hKfqOcWIRTr4B8P92msx9+yq/4dS4/pDz757T96Wt2f7ZV3Xb07jQ3RrKEm3cthL1Xdk5d596JnH0axSN4dxvtuMM24OM9wSR2LYKVKIocfJ5uAkhR/L2eep4TS0mZ+5zSz4tM4cQbzE5W16QJnkWcxia6vz+qTK8iQO8Czj+mlobs4Pp7fZQLdl2zw0/R9oN74VQ2InZrkFErVaIHpfE0/h0V3ljckbc48bjKNLzvBycjiGdegJpyS6k9SdiF8jD5fy+eMBIVYeE4ju91E380f+pjtWFSmMg07YeyDkVJmQMN18PT6dfZsyhnSKvzRGzd9SL6UMJSOZ53kDgSJeZHGusR6K5a0EU/aUlPJQXsgx5Bpx+4bMY6tU3SDGD95NojL5UvURQvJrzAM79FbSuoMP7qOHDyqvt03cv49HF7WIOo6ziBuuYUzDMAlfOfA5Qs913zCIDjR77r59Mv1umt3jJAlOKppSffLYg1K+Kp/Ip2GAK59nfU9U1PfAHHDiL4JXQi9ZdRp0jUaEkV94IyfwlHOQbVdQw3Mmo5a7M7iNw3m/DHzyoL/LwEGWkrx+o8UgtrMuyH3OpfM7+YlSDaarS/gpZcktz53pzn2M1Rk9ll7BzWHuN3RowBs8nhtP8+aLMseJIiW0yuN5N4zuw933lW/YXQf3cdKd3OvU8nBGq0MCyz0GLDI1uXgUQzXEAz4Y9A0NmSlocH/w3HL8gw/3bnY+Z8m5r/0uB6nXhVaGHxrthyoAMHR169Vb+qQbG6e+iNzur15M2/dfTUerV+XkZ5FxtC4WYUVEhlniGLdxOK/eJ6LMmOPV24fxL1l9svk8ODJUk+VC1/nw2O3hb/I52cfTUXa62qT+apF5osIEvtNVnOVpwl90kUs7JcY7fnMssRXeZid7Y3+xrHJmvY1ebV2XezO91qxVtY4zziB3suNVnNBl7t+m55hayuuRO9jVeKUBT4+nJrKih/UWHwcizExCQx2R1/5v9BoWkyxIr0XpO9VQAxoUvVBLlh5XUXDIfNjH/rfavTW0bCPm4CiQLqBNUK09lCiXZ1rdYQgfK7oFRcEpFacoDwNhGAxLWc+lzo8Jz6VVFBPedrDwc3ScXkWVWf/GCSiLlnYWH5Q+YHzq4CyfQoDbdmiUvcqkgsF2mPWE1+GZe1SKEZrRNzaE7qhpPbMMxL1V+AIvxQb9oRkMCQ+WGuEPXWhq3tA7aB344cOyMu3UWp4tq33e5AdDkl8e+ckZDs85J7OyUssWDeh1yK/eRHf7dMk76OGQI79dN4fyePPBc93i4fxGIwdHy7x5cA9tZmWPMywwi1FaYcCRaTzQMGQyIjUOcNxjICO1zOB0DaczmaLZ0byhGeyWGwho8byT/AWTEcaYwIETnfL5DY58kvqvWGdXDjzrDE00NG7l9nEo189c/3Op8zW+Piszrkc9g2+XdmOI63L8GTaJg7Bi5PJONIVHXctE3FmNMctbNpt3X6U7mus8mlv/mP/e1rGzVvqfqY/U4cnDOMuz6Hqc5n32Dkgd2VBE0MAC1vMn6Rs/mm7ziYhtxisXcViHnll4XzLsmhpcDlnsNR66vvGo9UXOzC7TBV9bvA+N89Aqfy1zytkWdJx8bfWmEYhjSm0nMg69OUSWoj5jjCLmWbrTITHXYYxjDcVuoIiumuzRqEt1z7VIM7jqXvIs2FuixwVeUu+5GHUZHIs4SfhG5nEy/BOGamjEnQX9sfzBZ1Qplg0o3r0dTsanPI0lCI17SRAnQolVbitav6PNoVHEjiIJx/VPnn1WSs0B+OaGPCaDRDBg3NeYUTx6vi3i8wfv32XPxtzzsv5RHPXD3eYYIg+tqUmedWBrbR2W+HDOnIfIgIPlcNvJNp6wO6SQv/AyBsp1nwq11yXje5flD+CAeZP3XxkXvpzvozzFc2jQorpmYE+ePSnDwy+Y+CzDi4z89p5wp+I3+dBLDiJ2ieEq0wYNXxuTs7zuKe+ak2hHoY6kUsY8U4+dvww+sMEFB23y6f56NuhTH+l6R3nsUr1OA+mdYpH83S5KU5aDw4syDBYehzesaqwwz90nf0up4EGvJB+9QZfyZey7e/I0zc4l65SVlDnU3Qnv6oX+4cFveSV4WkbO40gdMYagN6YqKSMpv4r87LDjnsYgg5SlC4YZrIi4iu5ZQ8hk/7kEF/w/KqUuOAu9rIinFpaLtrzTPcubL5tEj4x76E5kF74Y/Ub/OR/ZIgd6rKtaTiRn37/ZpDzrtaaQqESPs6wtPOCoMhN8v8ikbGSzSrdeN/467ztvM76bMCS/I1cOKD25WFqxh0/RVvEbT4J3icPzFc7hplJncZKrjLNuNwIOk7ojiDAsk4UmIT91F32jCzll3bH3sUNHaPRBtNwoS7Wngfq5zj16ldoMD/DiM/4nNkqvC47fgCXRLzRypa5r9poe5jCs4ihekl2R28xP0NLWHdxWve74W+VGvXEzFPCmZqNVhoFyCgpJzKsKMWwK5jkgnmECQuUZkeeMxDOJUtsgYBlhp7bKEWgRqmIjJLSv8/EjsDk1UQ8YGHfmOD79/Ity3uD6DRfaOIlByzAgOD2X0CQPmC8TiYIV+6/8nqNfWZ/TXGajU785SMauwTg762U9wxkM4/5okN3taD6HAxnygrtlY3Y6bqv4BSMUlMzwK59Kjo3UufnxDI+ek1PL2310tuyVxRcn4p6E53Yezn6jTWp5KteLdrtcL16Wv94QCm7jR5fZuGNrIiRlqs6ioOjCy/g95MgpzrJ5wjxjjWSokYmNplHfOXOzEEldR5TeJipVz5mUksBt/vx2rYESzctHDnRg8DzqzLXU9DiDIzkr414fYOKFrBmv3+RjLSt+yJ0ovdNsVtwnXRteAd39Ue5PTV3+u2fl3Yu2hL7BD2fHB6AXISKymeEMUVV0Z0MOyRTNr4YsdzIxE1oDxWRI4uVcR9aRmVURucjkT/QyPK7TkwIlLrFgBUJNmi3ihNnoPLvqz46jcz4klk00AjZLbjjWUcdF6xDt77EODv3xnMNcxSkf5t3rTP3E+eXV0nwo0OYi7/P64CwNj9cFl/iNsxQt1pZ4KR/fHxjDb6iLsaY1sON0RZj8BvuRypeq36qnvbqIDCwi7+iScZERGRPs+B537imS8rmpGxqpjeS+uh1Yxj3DH3lBITtxZPLmm2+ex6mNccRllForjHFKRfFFZ5RcdNjKV+fA8sx7rpycPCq5ZwDfZxbSOsTDzHAKhcGrQWYKUUT6fOujD3j2FbCMIGV8hAvj6AADfDC0/JyEqOBNvgaI/tFyiRTvM56Tnb/zjRNG4ehU5SMMTvQ4u5P0juW6DW2ET558Uo0Gejs/2koZdsIcfI7unHLkAaZK9oxcbM/vt3KRaDkucOSv8jsn4V5FNlFozgpe5SRwGbPf3Qi5blmD47dVB84d3bfz1njIC84oMxwonF79onyWn2hlDbMwNTAvLjIWHUfxgVbjw4FP5o0ffQN3aI7M5Y0a57+IZYwhqyt44eMIjEl2cl9q+Q3HOBoWDUNILro1uM072vBCRsoP2Q59bbjuycPJOjsKPxpyfEjRpwAoQy+DyFTtIsM36QNkvPhjo/sh/+4CjMb73Wff/d359s99zZA5w7BUNFpPzLStaeSoDrIKZJHuZtEc/cym96E30WMa+MVRdvWJuEWaolEaZrbfgOI6awuNu50cpSd3+Dj3MxSWJTbWT1ZXNfyZ0Kl3o9VH4MIRlxAfm0mfALvPkZFquQAAIABJREFUkiA26j75UWGyH9HckLeP+N3Hw9VmwXGw9rRcZUeieXZEX84vs4IkepTZZt3/5TJ7nqaHqmmwYgM8KxHoiaQuXZtl5k9q9Ur0SIOLx3KAxkDDP7yVQqghSjrLubVc0ek6oqjDTl4kVLzkvi49AixAl4ATdVaeujP+3IamOUNGWCtgRyyl1JQ9iXNicLrdEBOY5IwYZSRd1hL0jkBlKHfnYfzKU+5WcJ9ffZCdZG6y7OP6MpMuiE93QvdPF9cYpXKiMk6ky4KD7tH6j49ccQbuOaNFUk75rmg0jwofERGj1O3lRMGq6DcVaMDc7zZe5R2d4AEXTVI7Ik6SnBqnMvKSp6N5QJ/7kjNZOTxvPHgkO+U6NT1oc3iuvANOv/HXeN1vfvfzNS74PLf8h2z9Vp/trJqeph98eJWXFqknOoRnrf6o34+TTGD34ZnUNKNx5B9RMfwSOuHFDzzyww+Oe47mhTzUnedgNQ6w+/BsH7ayYEpdFmzXDjCUYRP/XAL/+1LT892zcn0PLYxcxMMRVAQUetBgveK2+NPrCL70yOZ5o+Yg76kfRkdX2SHn4CSO7SS6dBR9ySRUFkimB5D8Xq2ssXhuybvZWQedJUH2q7zjga3BTaQkQrVjznWGbiyvSpwdZ2Gp1dCv5rHlWfSiOQen8jHFH2RsdJHZ9uVKr0+AkfXHmUxaZEF7TC2fgomui2rT4JrU7dQ64nfrnDqjU/CSTc3w73SoyoVm5ciLLPuQv77CGfpMKn04UsikTKRch0nJZbxjHRkLWOY4SFDQxzLw6xtIz549nn75y1+GGd+dsfecLeOHIlbklvtI/CavAPkGx8lpZsxe5ds06Y5Yz3eaSOzqdmwse52FrRRwmy/bbdPEcQGzOMHnecXvswjm7OFZnIkuuFcYfa93Pf38X/zt9PXXX1fUhkmKgW/Ghw57SH755e+mv/mbvwn+scGsiRZOxmSM3c3tMkR2xjrdd09r9+LF+D72oweP0mV/Fd44dYaxKef58OmT7Gn5ouTN8E06EPq7d69TfpvvbH86/epXv8qrhFlYHmOdpXXXWbmPMIXuj59EXnHkRUvWYFJwMjNcoTvJgFf53rjI7j4tIBzWi7pfnz5IJXGu+La3omvHoGVEDyZm7EvJeF9mLehYjC8isGTqScoOByA6K6UlPGNGMTvLu2oPxvzyzW/PG9ZtjE8DcpdX1w7j5KIbJXvOTkStcWJHcVfTg9OHOyeTCbb0CKyLW2csyXeetbQPUh92U+JojSXhx5jmprpYcfrJfxjDPj8/rU2BT06OIrsnVe9GYjRMt9nI4EHqaRXgjIcepcmNHo2G4ia9BLORIa7Wkhqzuwq+izgyUZTXY1dxEoyv9CcOwKRAmMq94F9laVLG4dJDiyGLlKJr0cNtFtAu1GdgHMUxvzFRmDXBq9O8tZIeK319mPFy27Mx3qrL5KWnlXYzouOHv0GQ/52sHU7MG/gmJ0xaKOd35BNijPsZ0vLN8IMDk5zpLYXN+0RexiOPsxEFpzM/iTuKA5pf5Y00Pb3Vg+k6Dmd+mDWnmY2+rN23UonZuWfzLkNm20fTMmsYX23epa7Ca2ztgEwio2VCpvGu83x6cxJZH4W/m8g7Nr3NmlkUZuXzdLjO8NfmaWjBkAbBOTIu+ndOKbTELebb1FlmlJ1+7BlJz2xwsQ0vV7Ms33qUPQsexZnP1fN/nG7SQ8G/T6k8Oo+OZsjtKiHyZWQ6m+d98ewbeRs7PsryvMUqi+PTNb+7S++FQ0+dHWSCycy5CaFt9GWdCq/Z/9BmT1AB1kz0ze6yhrIcKcrDB9qikeGBhUTueX3x+9KSg2GAFAAAgBix5PddHAeFMLBcihJjFGXcRLEfPXpYxl0GlTwUW9n64D2nEoW2bZl78JxlM1MOwOwhnE+yiQVlFXKPLwzGMcapHqQ1BGs43Hj/CMGkkjPc4LkWwXBQHEsLgmMVfSgrGQLgGPAnH548Fy2hoSMM9/HZv+Xl8LxiCQb4DnnOokiciSSfpLwNieUxuYRPeOqTsNEtC6rRTlk5AcYsgacMvJwWhwEm+t3r+uhred1zoI8Bg9F1iE94G6b7nsvv7EAbesGExz2O0ZpY+a6ze8yIqE0gjAZT/lq/lzpVrw44yBsctKgL91qXwDg+z/6EwSeB4Zk8zeddHCka0CzBL0/Dry3PQh+ZoDNr1qq8BpE8D6+zYUj0SffrLouHN6Elbi92NTwVXPmfsqNrPt67x+8wezRF0wp26z160KGs83cT2jr9gcf96E864wl9GnVwyw3t4R7LUeL84hBqrC2Odnx2OcadG9t4cvwuwy+6a7Nq0dBthkmiaw+z6W3xwCnHSa6z8H6zzeSXfzaqzsTNMpFYDZJoX7O422cdFqHh/2HtTrs8y407Md/cl9qX7uqd7CYpUpRI6cjSjC2/8Bx/1PkAto+PrHPsF7assWY4JEdcxKWb7KW6a98rs3Jf/XsCGVXZpSZFsomqm/f+sQQCgUAgAAQA4TX8zzcYhd/JW+H8hpOFpLTSdGKph8xFHs/kYJm5KEx5E0ZOoMhscPJPR5c5y4WzEVY5uq1WtFeidaYTWA6I2cUI8qUcMpP54vmFYVp2EDtPnQv99lhvG4iJWfjA6eX6aTxP11ESfCk3T8BxmB3DjMbQc1chdhqJivTYiXIugk7crQgOjA0pMDQSJ96MxjomxMFioMmPoFHAS+djr1WMMa4/la4bmPlEMMFRSPEwB2eLo6GscN8aiCHxnRMhX8xeTDIaovSYHOwaCiYME+1G46GJSvs4+167YSiHxg5XafmbfxUPnLBy0UYZCFh4PMtKfDiqGjUc4QvGbhq5ho5OR2m8YPuWvyGcPHyfFlIEjLzE8+09aPlikaroiTFDUzgRNOfPx7wjvzl+cAdbnv1bmDiNX8+bwmU1mm4ttCQczrRtNLPbR1/LgTfyfJFPw0cHAgwuXR5nbIrPj3mRxSB003MvmfNE36RxXXFm16J5ZyErnYbToHbnWFBkcS4wartq6KsuWgAzyVKuKFmFr8MP6Pc0XoNWuq/7paPsxeG/RKxJf79Hwx4fo7EpWxsww7mmnzJi2QuMFujKetqh8XP3+aDn3r/rB9o3/M/N9VUZ0hll7nHGfHEEhHxTi1EsKAV2s2Q1PDqfeV4nxFsdniMsc2juDJMgK8d7t9OGtM2MhsxLxmRoLyfgWrybraPMMjWUTiY71qONRTvPSTplJxxt7Dg8GEiVb9c3GnFNg/lkbkQRjoxfOuQItMPQPDWUPPBp6BjZRvwfO3k3IaxWkO0wYVZs5hcyvRYclpZ12gRpcFuK0hV54BzKbOsJjdKJIntWwo+jncOn6Rbf+q6j1tIG4db4lRBHnzyq0btcfw9GOfH81y8r4NkrPmwcuyG0ltENjGlBESZcKWPxFZTWg6EISHN6GuDZs2OezGQ5eOJrRAqj0XtjdvBa4D16fL8amTD+HunkXwIrTA8W+MLE80jvN3h+y8fvFnKKyx8c976sxmgZ02/nbDpCzjchaMjDKVcLTGHSlrBim5BGZtgb8FXmIcjGta3uvpGu85WWIzjkzbzG29ONXfmUiRBp+ggnnLyFg6c8pjh8j90HQQVTGsqmcbFn1fm00JZWOaQDgwMf7Zr+jav8OZpC/lYa38JtjRQfDEOZ5hF+HHjy6nyUVZwOFyZf/KExe8S1v5Y//lEe8Q+i1cAF3Ux3KGuSV3x+HvXAv+OBDwcOOx4x+k5nuhxhe5SLs8Qf+KUuArsutSIUUn9geHxruOLV3t+85QUn+lDnJx+80M43unhO+3f47/tuWN5c1UfqwW942pI7Y+dLhKDhJo3MVscyg4uAdNMhwTlLOGWV+ijCJs06AiZ1tZy5x/MRNJmWmAmdl1Zz/Fk6xagfdWXCBoGzkEVRQirSw3UJpbmmjMyIZrL44x6gLqf3oOsp/jJ0z6o23I50WK6IyFA/1Iz8S71nq2w4NTjFtJBGyPwo+aqXcfp6+CyjU8PjhSp32reyZxrCG66mqsbKd2g+ZDQOCg3U+5AHVS/JBX5N04G3ztDDvajHF36D7iP8i//OaxQYF2BMwgGOSfi5G4bglHkxUOJjsDdzdp909x/mfoxiujFE7jktjWIgORDvxkEQnM/cpGEsTeZZFmv2o65nf2Tm78auGtq7tGV/FdWfq0YWHDgal3xolC8LyW48zWRwU0bzmfxokQSstJVH8pGmhZqyEjriSgc+rfXZjvnAnHGXMBWmHEWn9PIEBBjmUGoYbviStOa5wgpFt9rqFz/aEjom22k3K+8LgQemB0zlVA++rfqj2xAcBMsL7VA8T2mDKY9ywoOrxhX8/WYv6C2tMoFFsLY2KUyZrVj7Lg0y8XpV2GooGkhLYDcO8oCnclY+CYcrOrq/RHx0281KgMMVCPcZw8B0GuioR1/KfNJWDhihMZpTOpujzvCZDukwCw+HtVI7Fuvk27QR5yi2ffI1bVHnP6azQ+Oj+Yx4aFuGjNX4lBsPnQh1GafTA8+w0twymsC7eedZphu2MoV4FA1YXpy82ymbB4wv69DR2ZZaP3gNs+wJU3eUrTT7ol1t+4N+8p6bO5PV59wRNBNj8Jzwo6zm69yJk+jRhA2hsykkc91H65mS2sqJSQJyXe5x5jAdcruXjnY5axIWapRkNr/nMvx2GpArLI7ZVp6U9TeVk8CbsXc6c5BgH8SUaHOPJm7RKGcULCTfnHrO/GcxsOaPXCiXGopQdOfTUbRPeVdLiZC2yHIUWtSJQqG9MwCCSGU/DslN3abOaoeMznf09RUO1+ZF35yq70dGvk/7f05ujqB/9bc0SUyicgD2xiynf3eGKnQ3cxbMRDQsGmQLC2nA0XDE43zrmTAYlBUgXFdpwbRgsxVBwZ/g4DDl0G5SoMQBAy5ggq8hErD8HGTBr+CfEAUM6fh1GQggefC7du2VysOp4RaPNp6x6xuakXTgd6cgjcZjoQEMONgBYU7RsF38Pi/Rt3SE5Fg8GI3LSUa9wk5zHEJgrP4WPYK/cMLbvG0JgNBAGHh2Mngsdimr8x3VNLos5txLQk3cpn8Lvxbw+OuFZjUaOjge5TG8PpfJ8xLGEU4jf3V1IoTCRfzkN47WH7Qdv8dd6MKb5r6VE63VKQFFQ1zK+X++1Yk56dRofasvuIrrkVZZ4CaP9dSP8gnzu/Py+3kZ0hmx9ds/SJxoNmdWYxeIH+0aYS6SPDFgMKlvMHR0DmddymVUBw4MiZ+Hkx8zk9M8pHwvu4L7sufv+bvtNcHqofc4eSt1FUG2Hw1wH386Lox2F4E6l0u95uav5J2FwMOnsQp5FOETTbPKEG0yiyV7uTLB4uDKHDOcmOilvIfZcnyQQyxmsrC5spT7xecyr758edrOQsruFq0v0yOxY9RxWxtoA+0vKhJ80cQhuxZIaJLH2Q65nd1Ba3sZJZlmyuEtx8FxNotJs+GBMy70Cl4z2+GXCNe5zEHOnskoJEJ2N/hbjEoLD5zUfZ698Mkioe4xrUBzNnWSh3DN1o3AGVKv60Id4p3n9UUq9hMo9a1AJ37h7i8q3nM/4OcJHEyJUZsJ/W6noXIytrKHOc+dO1sMSsiFRpW+mQyD4TWwpMFoNApzUBxhw9HkCFi9iRNgnPhh8UbhMEIxdfhS+m4kGkU3PkepwdlvDs7SduV5iw+v0fiGZgaX27dvl+BwQrVwcbtRwrsd2Gy1wCH8VnNuoe/N3OomLwI0fV4JbULG7g3oGKLoSMBdmBmnpCv/DuGBsVJOuFsFt19aWq4bvm90kv9mDg4WX/k8YHqEEYguP4JT159yiNea0V6EnTLCV9nk1XQCN8AKliG2NLQysMAUbzGrlt7g8ve9HI2yfxPAHJzAazr6PWAMfOSNNuJUvknjrT7gK50yycMKvvjywiPeysr5jU5L6eDkwej4KDtTAi2a1E5WS3Pq0LnsoEpZ7j18EByG1mf/MPhwoLegiUWehbybPl1O0wTzEUibJ4tr/D2cPNud/m6/3/c94I7pk+JFqiNtN67gR0McilRwCE6z0dgsplGh3H54uJNzVx+n7oLfUobNiR4LCnUX86WsJu87BShCdbloqy2F13Pi7uLh+WjrsTb5LFM8zyJYMxd5nKHwzPkMu19LG7W+kOFxK2pNg6ZD4+cwECv4EZURqhHqoW9qLOcRpV4iOBejVS7nTMelrF47HSxD12nByWEJp7nSHPeyoLR1nBX2mdh0TlkDiGa7Gn7YzWYGt53mkps8BC5lC0baAcXmhe0zWsENLzXvwPGP4ebfeOONuotFD85hJBli2n4X86fwENB4GYdbosewV1+9NiozaYVJI14TlZAhaAkJsDGgOPLD+LNpJPy74Ugnb64YObDEB0Mc4RoSISveYh6NUVxO3MahhNgJbHHkLS0NFCHh0A3EbwIETH7tD0f5zp8dq+J37typRSvaH/jyKgEqXh3ym/khVXlSBkfMKZ/5zx7mNm2KFslXXLh4N/41bE954M2vXacVl4AJNQoP5WrmILjg5rdyeItfgvxEIAv3uEoYfNMq6tNQFyx+NhqYppCWs7MGPELSe8Qf0zV+q3cCTLm4Kkv8hLGOsEnBkJCpFONew3C04ZRlIaupXT5p0UT5hS1Gs4Fv11lpOuCmSRlq1t7cCIhzOafrtTevTesbz6Ynzx4l72heIZ+FCuXoxzwpp15mssChjuUp3KELUVRyRWuMoOMap/qRP+L9sRxY6ON9Gq7RlN/Me6peSziEVpmyKK1SeLSug+3L09rjO5k/3Mh5u5kHzvmtSzFrmrcFMYs0+/G3eDaXw3dnctjFzH5GJ9H29rYitKLhHDxNR7KTDli7y/7tmXTqM1dGmzNcX86Q+4tc4zqbOkuiMYeITSg8C+m0mVWlA9sKbFNOyngQM6rDvWi2EXAEnREX/A8jILcPL2fm8s1pezYmP+6bCM/ub+YE8jP5tmhTT5JZxIFQ+MnIIBLLr+eu8WqPViK9Jax3Ptv/36pJXeP8XkwCXrl6KTtuMpeTuQJn+83rqaj6YdD5zC0cZCizkmGJpflXshPFOXyf3fksvVa2/mUYdebVM7FlvDPtbKYnzzyaBQU9Ux2HlEawm0argc7mDt2lzDuBuxPbSiuzr159bbp3eK9MfOZz3iLHTEb8iNpanWQ79+jxvTI3Ont2JXndzErY3PSVr3xlunUnd01n2D9uZzSXGALksftkX7cWZ2jMDpHwIFydbqRx1rykyooWa4GKtoHwrsksBk2DcbsjbdshGvfvPYw2aCugWxxpZumRZaG9mUlIpS9WY0wZApNgJwMePAhtCNAwypM0ypXslFjIY0dDnYGY5PahO8nFvt2FMAhSbGenwtbJrg/4zuX4q7Bb2acuZgV4L/ZlhINnISuCVy5nYj5C6uGD+6UlsVUU5hxNDT2f9ZtAOIyGKexMBKE5sSdPcutehBDhTDtT/pXcV21hmoyU/36uOjiOxjnq8uSKivRNhvxsMtWXswDs4IJHNf7gq6NBP7sstjPZt5qDVAkjC2qG8Oej/VUHmAMN+Ps+EzOrukhtNTpHBIWrT1dja7mbRq4ed3JQ7FzqaydDy7ITzBQI3tzcmp3ef/+zOj/yOAse7lahih3lvMgV5idpdJluK23MdMXGk+wSM6+Zxp3iRZshxJMk9Wi+rRYdItBrKBwBFWqqrSobmvTJ3an9olmdKZDvduiIDkX/oEJLto3P4QqHmYqpBY+Er2du3lmW88FxMRoWLYtt7n6E245zBJwnORutMLYyIU94KUIo9Td79rXpfITazu3cy3T7XvxyHsDF8GjsEucz1F46+9eBFSUkWw4PctCu+Tx3XTP7CRGnV2Zfn7ZjhrO1HGuEs+kwL4dmqXdCZDkaKLM/fGyqRAcayqWcoUD+EN6HWTVnv6pc2tByNNCDzQyjF3MUW8543AgdL6SjOpObG8+El88kTagRu1pWDpk2yG2PDG8Pl9+YHs3mIJ25cylnzv+MBryQ09Nfje3oUUyIDjKvyfLVYtJSpg/W0mGXnFK3oV+NKEJ29fSiIwxOrAO07TzDxnXUzCiD7xTmtzgactlJWggxfGGdvx2BElY50QrTo+QfhifYxIMA5sWohit6do2A9mCoJh4mx0BcMz1/AtRvQg2RLTpsrqbiQzgNj/MtvacYLIKDa22NtiJvYeDAiR/4HgTzyN8jjCbi6Tg0XvgKe/zkfuEkrnT8GhdCA77Kzx9O4Dj5h7Yl/kIxkMY9FmgUW1z4LWRlnDkFB0aSTuspc8PRcGzBAquFSniqaEDD4c8cCjxxGy84cYVz7P/4qwPxaXfylgeYntJEkh4MOAvj+HPSVH2e5IM+TcvD4C8/cT3ggS+NutdxwkMcc2klDPLdeelwVjJkMuwvLTD8VItJEUrh7+I7Bz9X95SO5UymcsQvY3txT8rd8NC/8jipr63gcDX2usoP/k6MiTNBEqGXjiDwZtLQHYbgfEJlD+qFr0Ue7tUcEba5kYWF5KNcyrKfeA5bPu2EJ1LF4V+/g9+XdQOnkS+hx5UJU97pj4YLD8hP3PwfeacDjMSb5i/n2pLjV7JolSmW+9nY8CTa/lquhA7+tO390MQe5+PMRc6mg3F6txXwuhMmbX49ZjkbUYIOosCsXroQhefKNJMOajdC0eVZht1DqzUXPXgAUnBBK0KLoLcf+9g5oelpZjM3mXFXNEgr6Vy2IqYeKAWZrEpdZEouX+YDc0hjhMT5PJnLj7a4G8XGaUEzmaM8Oh5TTiAof9H8hOTqypOQ4S9SHD/xRtjw+7J/5588fVYMQdg45WUmmkANhZLZgUZ60rvjB4sL7NkISUSCDMbUSD12FXQDrAacOCqFE3cI0rG6qhAaGiNxjVJ6wkBjE9aCweSxpf4L2brodjvxt2OALJ+HTx5Pr7/29nMBSEhILy/4cYZVVmXNEW7mXmI9o4UYGgz/aZiJPs9XuoYBP7t3uBYihLV7weFXTJK8LEzAZ+A9hNA4bmssGMGHdmg4uRkBL24Jm/gTPASSxl9+YS/xdSD8z128VnnLS1xv+Xh8M2HS00vfJ7KDgxajLKOzArPp4i2+Zy9av3Jy4EnDv93xyfwY/85f50ELlwchyYFZe27hlzJ0HUonTFnQEAyu/f0Gp/3wCProJMBwEjx8mr6EITzBU06nwp93JmX4xB0pKUFApWNK6yz6JP++wkMecJHnTOD6vpidNc6TxH9gZsli1P8J3p3Gm5Mm/wu34fPl/hp9gAlXc/EEiM4jv2pqsrROPB2hSKTQeO12q7Il682YA+Xy9Rxvdq00bnfQ72b4ffQo8/05+Xw/u2YWozqD7cT6ZQtVEWhbGYUYIR7nHpujlH0uMOauZEor1blXq8/JP0qTcxmdw4A2ww181Q06uCeIBpktHNEq0yFHuKJvMK60BOehXS/REvejAR4exKokgFyb6/6bnZxxubFrf0/aUYSqQ26tbB9nlX0237OzYx4cjU477e9lByd8pf1yfrf7Td8d/pve8p3fzRDoKCuI7KrOnRs9hcMODHmxO26DEPMMzPr4wcMalhWzBoAwjawL4c2Oj2ukfQ8hfCLkIlgxuLibuaeCxqVjr0WSVBz/0sJqyD4WQAgCFdVaKJgEdDcmv4WrILB9Ixhm6rQED3w1cvOD8DvdAIegH1rYYNpxNw1Y0nR5NNiGy9ar/Z16Y7tcDVczxBDPo9LYG5qTk59hsjLaxH9CqcIV3vbnyouTx0rumDGfV0JCA9J8krb/iQd+46jM4KifFkQNSzrl90YTcdbXcoVohJRvYeB03YBrNRGcdr67wyhtPA2oy69BwxmOYPGXj+/GwbvD4NG05Fflip969cDDKdk6NJ0dug6hyrLAdMBydlNdzPTCvenBndsZbl+err1yJXHTyVo9Df6RLqHVaNBws0Alny6jb+VQ90Xj4CzdTDofYe3qO7+V6Y/pwAOb0TjhaGHFb1vrLIrgmbpvOu9wcx68By+CIFND6XgI1Pl05kuvvl7l3cs2w8MoEHvZbWNxB8Y656c7Mclhw5zppj2LlhFqc+dWc9zfq5mGSOeUDs+NhIexUi+D/sQ9SBtMoWu6pPAMbsVXgZmWHoTNe2YeMsLQgRsZ20erTRuOf1Sn4qfZmGW5qG9p5fXMfwZeTkdn+j8XLTS2CNFAs0lER59tljPpsLYzIh03lZIlyjnagvyb+nDoumi8/MZHnaYSJgVzoWGoP77581OVDWPE/dd/k+U0v82OLZVBpcZEpdFliLQfjUuDDsmqoDQoTGQeCVLiyYWJj4ZVjIUhEzb2Fw8Db2EY27yeb5qggvBrraEbivxb26BdarxWvMVbCi60F3t1EcqODBb2hB08FRac042Nn8YPN42O8JGvt3yEeQjaJi78wZFGvsIZzKsUaXUIlrg0fr/dn+I+7prPzLBOQ5ZuN/M9yssp13ZWxBnXgptkha9h+2HmhMFpOikc/Ir2yZN/M0GXTXzOb7DBRAfxfEsjfaVNYxPfowycNB7pm9mUxzc6dfnFhYu4hMrpNOCro/s5/r6dcK4FOR5h+9p0d6c52DQ+eNpZ4c4c8cx3LWVHSLixrn6oXReZVxav8T5dbmUtARxmV38PHq6nQ1maXp25WjCqwSSscAofpEUXzfGU8yRpktx27rWJnhtaDA1VOryxndObOL/7KY+TP/yUtACfDvg9v7vO4JmmHOGe+tGGsmJcT/IgHONZD8GEvlWeaHA5cqbS1Lybue7M8S9lAWb2lZj7ZOS0zIYxk6wrubphz3z3+Qir7JGfi0a5dC577mNCZKvnWso8Mxcez2jtMCPCoxyCYarkwND3hK+0N/N68uaXnDOkN+KMUIxN61LmjzOuTh3ERDAXlkW9LNlyKYU6yvzkzcfb0/07tkkeTpeD43JW6peuxWzu0isR3Fdyr9dW6jK7gZJBuqy6jWAm96Kjtfy4rgu82+50GF6m6D1BAAAgAElEQVRpPun4He80nPb7Xd4Zc0SdTn576WFNemI0ZgTbIbADCmYzua2BYGRCyoNxK8PkoHIh2YgKsz9WA5VGPMzMn4A9rXUOQaNhjV6BgGm7usMckkGjNc+pMcpHAwOPQwjw2wnvOD18E8e92nZ66Jloq/DUaBHZxVxgiOe3pwkMXyvYYMrTb2lLc01F+Ia/CpcObvA9DpPRfqQrPGJv563hTRkaLaYs8lCZ6HqQO6PB6rLx91hsAXctF7TJB7xES1pzpANfHdvp8xbBBQeN4Vv0CIwuA1r5HnQfglneFS/p+ls83+oQDmBJ480Pfr65rgO/PVU/NKDg4iHs4CMPceEHpt8eDn3A5aTnLz9O5+OKhaqDaD7iqk9nlNLcnzzNVR+h1YULQ2jDu3AobWvAg6/5Pvmq+4U8mIH/TAyeHfJx+fLYbivvTWeLRts/zmITWAWvsHnxZ/ipuxd+f+iXPNHOnJ8td0xpQvVMM4U+4X/zuaZVaJqEpY4kTUYlTQuhp5+uXGXPbSvh8XyuaYiGOL9/IedE0uaykGPaKeAOooHvBq6V8e1c13r14pXp+qefTh98/OF06crlOkjGlFpqrg7SkB86od0+M6HQo/mH31bqZjcC9Tga4mY0xI3s7rGivbZudBkeyClFB7nn6mZGoL/46Y+mn/78Z1W/r196LYdwZArg1YPpv/sf/8P0Z3/zzRziMTdd3E5ZU7StXBy3OG9UOTYYKPrpeoATp777PQ7hfjFlN+KLN+K+eEvRfr+9AsHIttVxGII8q8cPUS5GOMzHIp4GpcHXXGQi99BWhULOLok2FgdML0PzsrpJmCrIQgQRrcMw2dNMjDGkAatQTlyNiBZGoGg01Viy0sZW71k0MbfoaRDVoIKnOZOFzM+oLHCklaeGpIHKV4XKV+MklMAWvxu3vAlDDVmY+MI84vewHN7ScaOsg8j84GPhhjOnJP/R8DN3Gjs9dIOXoRM4Fjj8hhPXZQVLuHydfiSOLWWhdpWHvxNgxjQhPyu/QzCexglM5VEWDQxM9Gl6ows/cdrRINGs4YgPH3lWvqGHMOWCt290RSd4gtdp8+M5/Z6lznRrplL2CNikE89KPn/p0BiuwtiSSu8bXEN49QIfcVsrlS+6Ps19SOYk53I/ks5UGos+lK0waBr7qCdpOeHK1biifdO9IuQPXI4jkHcIpuDB1fv094nfCdiK84f+GUIydZky1na8IE+rPIgZzW520OzkBKSxkMVfJ4pEOhNmPKFpFB3tNakjSEnMjO7Ei2a4nX3b1goWgmhqN/SMDWJ45tnGzvTpJx9P//eHn0yf3vx0+uizT6a33npj+vo3vhqNfm66FoF5LaeCnclQ3BoFSxV7wwvXrDZv5ZZGtsq//ODDaJDpQCMnnMCzuZnzBFbO5tKxCNq0zcVLWdQ17M7K9sOnB9NnD6IshG+3cnJ5tuZM+589jt8/TP/tp7cj5DO6zFTA1VcuTufSlq+981aRVJ3h+eYxnvzadd12ncLxZdf1yP/098vxXv4tbu7dJqjSc2ffq/kawu1cCm14vR1bs90gQ/hoGBqIBqYxYVrDRauLAAmDt3BXP7Qw6gbWK+LSiqtgLVwUCnxpnzN6entxV2MeAoZFCXOKvuXXhIEHeN7SakQt2DQkroWBOPDiWlD4JiQRXaMDFxxx5YMe8tTENCb+FmHgXAxTUwyDeeDLTzxzaOI+fbJecB0pBy6DWCY38qt5t+QH5xbwtF2NdCOXP3V+8PDdZW/hWnim0+jpAHSAg7L18FtHAqeml7ffYKBLXbubsqmLjiOvKlvw5+TvkUa8dvJbPEObHoJEOo9GWjRLXsoIlvIqJ5pwYPHn1El3xOoYvOYRdzCLCzew5a9elVMZveXlJBqdqRXdmQztVBihY6XUt6Gi/MCBg6fKxNws6VvYwwcuKynG/ccvtq7y56QJiHp3uUfIH/a3YQx6j3IUXjE3qlsmY22yk44SPVowjDSjDcxlt1R6wnQq6WAjMFMqg8My4TkIDx7GsHw5GloZj0VQBWoWTOamW598MP0f//vfR4vMyDB2bM92Mk+YhDvZvBAL9endd97OKOfdaTX5ow15gN9UGWF4/fr16Re/+EWOszs3XY2ZDlvUhw83prVHmY67HFrngF87nhYsxKTKM6s0PXqSYw8fZzNAFkyXY3bkrMyVhfPT2hNmSeemv/iLv5i+8tV3coXLk+mTX38w3fno4+ncX11OudO+glvTquvhZYoL9zRfvRz+m9J9UbzTfvOzIRB7ubU0yldzvuJe7Nhu3r03vfPWm9OZ3Gt8MQI0Z3emIT6d9kJkcx+pj1RCGD9v9mRWxTGrBvE09nYM1N9545Xpzt3bOYvw7PQ0hMPoiL2Zholh9fJ0CdoobYfgkd6pyXZNbMxkYSUN69XsLb1x41a2D0ZYpcHb5sf0iI0UHFxAz05uJ3CtWr+W3u+OrXtxlzP/cic2g2z0atgWRpM1QlqRXs6iiKHFTm4sfPuNN0tjsxvnzdder+PVPs0wxGnbduaIvxMNxWDHyc3hs5RpNzZ+OXcwW8e2YxVw4WJsSSPgth03VbMqmQvdX8tpLRl+LmbXQzobTgPV2M37PEuZHeVGMLaQYTY0LmSPJpVRp0pHPydYOzmHIMGwiwvpsc27hS6lMYamNBGOGY10S8EVg1lFZRIjnffjnK8pzcFutJCkWcq0CrqY8iB0WoipA4t2DMDXI/D3M1dnUt8dKGkDw+4xo4eI3tTlmJMyRMMPo6McwnVogJlDS2NTTtMf+IECbhth9KZaJEgJi5+UQfqD0IKQWLnslBraVrTvaENrMXPZiLaymO116+t7WaWOjWwEoi2ji5nbpImxXaVZaWSuCUEPZSQoCZ36Tq0r66BvREwWE5xdOTcXq4aUbz+7eBy+EOWnlAg2lWWiEhg0OTA474YdBJ9/C1XfdWRepYEDRfdkOiZliZxOvcVon6VA6FyXy23lTMUEzFQHkNKkjgy3aZJBoARhqiZ2tppSRlMZCusU3MXOeHwvNySuLsamObtwmEUdp527qgSOe8nzVzduTtdj27wfvluLjebZzBFuZJPORgy42Y8ezz2bLr6WTu6Xvy5rltKugwC6vXL1WtlFUyAuZev4TG4OuJQNJt/7xT/Vbrbdbx5O3/rWt0rT/PBnPytF4/GDx5XmXBbh6tzOLLY5Y/RgNlskg9uTg/vTo50PpzfCW+/+6Vem+diz/vhHP5+2v/+fCtZqrG8sMtuSqQxGaLO54Oz4MHIhI9fjSGIH7e5uU7ayCBnedj0EPhRf3Z+uf3WGD/n9Noev5zFMV66GCygj3WqIIaBqWcuQZiOExPwqPTMT9a2xFYMlTfApx9SAsNMALl+6UtqDBrKb4aN82vnuhx+E/QaPo1mp8IcPH1djESaO3vTlAksDdzifiRBow3GahoYmvhOOxTudHq4MycWptFT8a2MHEe1MfugjDYb0HZIVnkXgNAYCxZWVNEc4KuswNA/jas8nDaMKlT9+e6Sr8p80UOH8Of6c3+Yg1Yn4g1HHghg/ZaZtlBlJkgx7taGpGZ9I31oTeOwFlQUd5AHmUea8xBFXR8DhG+HgL8R0ylsaj3jNbNLRWr25pvVKmLR/Nw6DlieC5AQ3cUpQJj1cLN7It/MQ1rRQl6Zx0ED+a9mM0GVhYcBPfBdRVfnQJWWtDpl2Fbz7KeRO/vDjGlYJ5vxeSscIpoeDR/6X6zTxHR4nf/k3vh1QcU/y4Pci7YjR++HtPc+xinFjvnfwR36lgyUEdUxlkB/aEQip2YFf0IdzIpZwzDxGeJ0+Gdzsb05ndO7MYo1MUlHF34/vr00P7rJ1jlXDxfMZUbRZ2liMNNVz48aNwJmm977xlenOvfv1OxpRCUk7sQhLdF5c+HT6m7/5m4A2bbIemG4xMJpZzBrEw+nDDOfxj40m8GQSiEboihYXLp4r/5/99P3p0+sfZ97yVxGKfzpdvfJGFJ4oWrd+VXk7dPtiNgtE9o36jRrCnI8Vn7pzyWD67RHWFTVI/KX/DiGZTCCuMEsZspDACnQx0hsiBIjGb75xMMtgOt8Q5GiFCm4uSXzOivazu2OPNdjd2It5Q6BmGHDMWWlsVeFJa8hDu/zk1o3CSxyMwTkUQNzOH2zfhstngyPbOe5BKldlYjiHkQ5cB+PDVRpOZWuEBDPjYmXtVXj2aRp4HeYanK08Mh/gp8f2XrZDIb1zRHzBYscGv6NomKfLKs9++MufkPENT438NF7wbs2OP5hNR7/RmU0Z/LmG7Vtcv9sVbOOeuBIi6JmydLzxHjB8C1M2OHjDD74dHxwCi5OPut3L/KOySANPdenCJ3vaaYjghJwxEUk51WYa1mrKz58WsEOlCrMb9pm/9bYSDrY4ntXs5GjY8PGth246F0L507zV+BEajXuHSWMUZSeQOgcfnQKs4HXajn8atrw9yam8xRm/R6yXf/NtON71L+/Bn2OR8EwWOZ6lTi0GGvlYvGOCY4pmLseQOUnHiTtUSv9S+WM3ErOeeBO09jsbYTip3agnFwmkvnNHVXbsOA/2//y7v59+8uNfTLdvPZze++rXpxuxeabUmPdMsdPuxiHOT2JCZIT0Voa/M6mvp2t2wASH4NyHjuCj166tTleuXsymjAcZOd6s8PMXYi6YNrGbLYg3b96s0ctytEabSZzdqT7RmzMao3rFXDdKUaYVtm5OTx/vTd/6k63p3XffDR8sTLdu3SraLmZKcHHBCAl/U14G36s3o1obALqjBxsN/xiuWpHKVeCuWJkqSDF+GgeHwfzWMLw58WdTCAhqKGy9wLGR3corOOY8ExpCjB7RkVw0giHoCJcRrxuXNIRd4+MtrC/+kU7+Y1X3ReOBnwZTguOEyc25wUP+HBwK51QUB64wq4p6U5oM3GiYVtWFSd87iXxXOQnr9Kq+CQL08+3d38qB+boc8oOjR7784UugnE7nu9MIA7fyDJ06HVicvMEY5Rj1oXyjjENwgdUC2FAXfLiBKQw+FgEw3dAKRz6RT2H0obVJwzX+/Rt+Vp4ZzpuS8NDYMa/jsLzHSvRYraY1qTuCyNSITnfkP+Zlu4Mc9TviCh/xMyzLKEHe6KpMyqnsaKAsytXvpsFpepympfKAJVw68DgdJTopG9e0993xGyY/37/Jdbx+f1F8pzqh2VLmUtkSX76SRYtYZDjF/2xWqG2hNXwc89jBoUxywr8Rlla8Xc1AaPZhyYy0l3NmZE0PxLzpMErOQs57XMsVKn//d383/cf/+B+njz++Hlqena5/crPm+ikI2py2g37wRRPD6TTw3Fj6ep3RENE9tLU0m920j/m0lW/96Z9Mb739xnT/wd0Iz6fT629cq6MQ792/M926faPqqgUiupr/V6foqp6ZGmqG+zkpaG9zdrp/99n06ce3gk9GhWfHBgvlYxnzKJppuDfpjNzyzjTbsHfUVrXnITSF51f5/TH+1JWyKh+jQR5xTDqqMAR7sp59o5kPcU84NWA2BTtK725+TiE5c1vL2XJk9Ws/K3JnI0jZMT7NDYbgInozvl0ZVQnRxjA4Q2n5mvPy27fGiogqzz5nRIYLwYh5CTFO3CbM6TzE7fLsZw6pcVBOJ5aIO4R4euuUSXyPcE9/g69s8DqOsJ8PEcpMw6Rs3PgeAkQeu6lw7jg9sM6hBbayNE7o4BsO4KO3p+NorMorrBgpTC9u4XCCH//KJ7/LfgvdwsAhZZSqgY/fdYZlzI4avnRgpzQntIvWlwYqXB6EGDMm5VjKP/WgXE2PxsM+efh1nXYcv8ES3zPKN3CjsWXwW5qiU7OxE+3RVIF55qHNjC2ufa1tSlR4gXUmuBCWpn1G5zeEfWq0aFO0Sv5GQWgFV8+gRpHruV/7ezedm77g4C78UfFOaA6C31/kRrwXIZ3uhc9v/jI01aHczfy9feIr2fli3/qyuePwUJaUyorANFLdbePk8Wh2KWIJdvyqDCn4iaZ2XNrbhx/+anp4/+70NHc4uVvqgw9+Pf3Lz34eIfbV6b2vfSNnHjyePsqc+5QrX7UJlhKmzzxGg7aKbmVhBew333yzaPrRR5/UPKPjBdXJu+++W+cnEKa/+tWvqg4pUcIM190PhZ/93suZB+be3ZZYI4zQEn8dhr/LYiPC3z77g/DnxrPYqWadYPPZRvgvNpVJt5c7fIzuXn3lWioilIrZ1nx4179q1yHBTBaL1N+QEerqjyMoa7iNKJi7nYIqwNrJqeOQ7Iwh1AyFGSxsBMvyS00VUa1I0/icj+jQVYSuikwG0nMNw/AV7DStIujZ7BwwpwifW1HVF7PwwxGMCEAwcQUnjAwufw1NIyLchakYZdhaH3d58xvph1Z7uiGJCw5NxbcG24xOu5QOyTGTeH0lA5i0IfRylYPGKx17SJULFpyKTvnGHMrKycv3RhhMvI7THQKBw3nLx9NCCW38hstuDs6oPBPXmz/nG96dXpqtGLjreJhRNayRRt2PeT0MiDaGLY4ZM2/ld9VXeA4cDbTzohEqlxVP5kjcOC9yDBkt8IDd8YUdZucHMoVQWZgZdAFDHmiiXAQv/LmiW+io7nU8HVZ0i6ZDqElXmmZWkwrf+HkTHsE2z+cdfPo5nae8nIgT6VH5N62l7jJ8HtKLX8K5UQPDf9THqD+hXT8jlDWMjmuntK619Vy2Fw0SD5/Ns5yDVFYjMC2q0TR7cQ19WKIcZbjtu8yBAtwunY8jHP+3//V/mX7961/HOmVj+sZ7704Pf/lhaYVvv/P16Z13vz59cP16Dbn3KSjmMoMDWqGnxyJTu1//8pc1j3kl018Xv/vd6XrSfvbZzSrHX//lX9TC5c9//vPp5o2Y8ISN3F+/m8W97dhG2lmmDsEuuoZ3muZdt2n4OQzDsX857Drl3cyCTXTKiv/+++9PVzJl58K7J08fljZZ1iaLpv1M8A0es4d90EE7jkKWzt5Q+2Vad5l+33eM7TN/pMfIZC/mcxDtpUs5fj0Fq8WLvNm3ETi0Q3EIVUh5Q8S3npdWtxwVnGDYC7HZTLmcqVTsNHYw8z8uzJ/h6kl7LhhNTGk9bLAMAVYzl0gIuaTKkAKMKnzyO8h5d2kjFV/Po5F4CDkCy8p5lS84S9OCAYHlr/EYvpgYPxthbG+13kolL2U1Wv56QvmbjxnpCbmThYzMF8FV+Pr6MFtBC7Z+cF10gGnoxmE+OMCfE0/aQZNRLnGqDpIGvZuRpPMoCxwIutIIA6tWM+OH+XQ4Zbsafw3SAwaagG3IUsNK83D5XfWGs8XVwNNo4GS4Ip24niEYwRyN0lxZ0xJOXS4wxHVyEj951E6Q+Bd+qSv+vdIrL41HPA4sfiPOmA+dyzxc84a46lYeXOGcd9NUvAxIBk2DLbg6BPAILu920nZ66Xx3OUOYiiY+GA1/xP88jNPwXoZ/+rd4/du7/uU9RkIWrXJCVU4Qf5rDNh4+up8h96Ua9m+sjgvw9nbfDa+GrhmlRAJUPS8SbidlUjfmxR/cfzo9erAxvfuVb+Wq5rPTRxGWz54dTpeuvlmr4z/+2S+nTz+7Na07RSfzhASk9QCX2Fkl1qnUgSDRKH1//z//pxLa3/72t6e//Mu/mq5eyj31j7OVMYrTKzkQ4+aNO9MH738YoZh2EuFlPv7c2Rx3dnyzpgLwSblUGfqp36Y1Ho79UfHzzHEu2zvnLICsZQQ2+CwpyAH2m+cy7bD58F46k5sZzUaQpvm6cHDUuWkTbWQoD/y4pnf9+BJ/cnL+i9UmDcK2JT3ZphVtWkcKOZh9FNA3JAgGTDUbrizGPkGqTVCKoTMRmzX+ig8OAZDSFJHAUIj8LH9DLI2EP21BgwYfDvKShxOkCxdCNmxWuAQGgcIhvkd6z7kIPppeCcwToSRPQ8qOLw/wCXLfhCSaSMe2k62ZcH6egffAvToMAukk337zJyTP5ipWh2FwGKIFi3zgofGB6beyoD9/+RFs4NHoOq70wgjv50IyeYknrPM//ZYWLHT0tFAjbGqOMpqE+MrlQUsaC9zUQecNP1cKqAfw4C1d0098miRaq3vh0iym4ylhHSa20DUETsqdbws6a4kjD/FNpyhH5+mbMTicfNPqwZRnsiu/jNYLJv+ie6aBis8CHxzOu4Vk+/GHf+GTcG+/0ZfZjWP25OM5nabheXPSvBw+QsbfEfZCsH5RXB298q3EFIpaDP/1THMx1n80c6/Kv7b2JEembaXeo6TEmNtqN/vmth90vao5yrWn4f2N/enC+aUMt2NsH1Op8xevTa/kdJ8f/ewn068/+jAmaeGxldxHn7LOpnxGI9X2U258v74+zipwuvnZaGQbzMUyzfHWa9dq2u0gizxGe/tZqHv//V+VZrmeEVvRLiO+c9nu2GsRyoKvCDz8Z7itrPwI5oj7mmorbTimW2fTDl1tfTmLPPfu3YlAvzF985vfmN599yvB+6BuM5iNrDjMtB44TjgnCzi0bfq+TPeK8Af+mT3KEGwlxDHXyYTkXNTq3dim3cw5jXUKRwrBJrFP1XZb4kHmB7YZncZIaybPQVaxjmPzt5zG5SFoGH+bBHd3jVN7NMjXcy+OPHZyZYOVS/NmMxGiizlaaSf2TUtZuUyC2DZm+2KEzFxMDXqB5nK2T63k0q1MlmSFc7FsrRxX76BbcxcaktX0Jxm+Pg1zLaUhP4mgZ0JzJbsHaD8Ep8ZQdn6l+VqVz+EdmbOxPe3J+pMygHWow0GI/7U/+VpWyzM3lIa3GpMGt8IRsG2vuJIhwtVXLgTu0DhTbenpXRFxLWXN6T27z55XC+FEeHjQgrDBNJuZjphJbxoJE8P5cY2DRjPncqU8KltDlQaMjRzBbyg/HwNKc1OrZ2JsH60X4zikxEEB9rmn9WbbWXbd8EsYFYsRsWch2vNq8sy5A4FBm7Y6GGFlXjhSx9FahjAe2nCt1icvi261iBAGb+fMykBIT58TXlIX7u0hGCnr7ODOBO/SdpKvs0rLbCz5Mfwu286UZUaHEtjZIFI7jMylakQEHxvWC7HDc04nnks1heei+eRE7gwupmtXsxCQhrwVIz8N1QERm1nFfbL2uAzdaVhDMOvYxiIcAVtCPmHuYjlOGUzlOu/U/eTlXKy1n336udbAYl6IkWkEq/UaZQp3MoXgUq7M4OUZw796n9RZCd4YGdvxojzoeJTGfZi5syFcAyf86fDbGDKmXLE3zXFmswcZjeUszHM5OXwlw20jOa7owbA8Amf9yWbakamL9WlvI+chpBNmK/zhhx/muLnV6aPrH0w//sUPpyfbD6aL13Lq94mAoSAupzNKI87FX5nbCywdpq2us7EI38gGEvy2HPvTmZzwsx48NmI7+kmG0z/4wffS8S9O//5/+O50/vLK9NP3fzx9P7aMN+89iilRzpGNQpGoJ2en6hDDM5k+qzFI4BPEBJqbDfCdC8TmUxnLqdTXX708Xcq97G/nwOTzuVBQ22F3bDrn/r3HkUEXprdf/+505cLXM42Q0UH2YJ7PSvxc+P8wbWk27XM3px4dpd508sqwukx+DF5C73a+1Yewl10L2n6Lm7nzSPkswx+n4gg1gWMHxxhmmFzn5zJwlQSB1tzCrgnTq49eWC8EHkEgzehFxjxeaxelvSQMwSBgxwe48ykopFVYa1Rg2A0h3MOEwEVawktDjNCzqMT5zUkPB0SCF8H41ltvlZ9vcNpJY7jTODeO8gUHfgQeegxGGosV4Oo10YGgkxfcpYMbYUYINk7gcMI56dFGOmHewkyeL6V3bJMWeFlM8W7YHdcbnEqTOuly6V0LbhqAg3lXV8ZuKfm1g7t40izk8jLfjb9vcJXDWxx+ytR4eIsP96MIAGGc+PCsYX/CW9uleY7wAQs5xK2yJAC8gkXUpFyOAwPH0+XciNZCSzXls5T46iMyr+rA4gd6e0hnsMEDN8icvAfOA+8xCnGAg4MuqtM7SSOdfL3R6Q91DQcsrmCWTq3/etFg7ZRhnkbo6oAjr0NvnRChnLm5jbGdFt61+QFuKXhd0JZpsoVcmOYU8vVn2d736Z3pk08+KZ4cJ01lCi3C8Kc/+Xnlv/Z0oxZey9g6MJgXKSMaN8+iHTp7ij+i3R5FPjDD+d73vler0d/9y+8oUvlpG8XnqbOvfe1r019+57tlUP7BBx9U22WxxOlK3SyKFxjLMxI8iunV0y03mZIbl2s0Z0RHq9xiV5lO/vHjp7UI5Pu1N96KAreVnTsPU/850StXQsBXG1x7vDvdjeYJ7+ZNtyEspqP+Mg78aOuDGTHUuUhyjenRoxfnRTYDl7lBGowFFAUthkzuGhDnzY+gMRxEeI/0kObvQRBPh6soO0xW0pjBpg1sR53nF7oXQ2EwhVeh7CfbyRPDyZfwhXsLyWZO6XzLU3pxFLzTdgNG6BaS4IMjrY6jt8w1c7eQBo+xu2EgjRcrGGYbali4OpNdDO3kKT1aKHsLIcwJJ49weKFZx+dHUBLmhI5OSXi6rXowlPKDWye0JEN1OtKNRZDOSzpOXPRowSf96TBx4MPBQ3gPeZuu4svDG87iy8dbmo6vocmvYfFHN3HQATwwGp7fXXZp5F2nBaXsXbdwp4mOdEPIOlqPEDEElZ88OHTi0MmkPoHadS8f8cRX93AFk/PNwafLXB6/5Q96vOxeTi9OP+KaToEXMyCd45hXG1rpCNPhjrMP7lutzgLG1nZO7llkguOQFlrwTrYXfjT94Iffm27c/LSERvFTxmqExPXrn8Xs57PiS3aGtMSF+FuAVE71AKeup65DdPI0bdDKbw7vqEs0NwpxWMyf//m3A29v+sd//IfpXnbzoDkaU9O98QdY3kYL6hGvMhNzCEfTShxTDQ8zotzJrqpPPrk+ffTRr7Lf/HHykfdYUNx17cRJWyKsjV7hDjflEfZlHZzKBEjBL2USFnDbkjRGBCiGq6EPTSNMnaGMjAkEiSFiOI+5iqUAACAASURBVOubkEJwyEqPucEz94T4iMSfUPIbMyKWIbe8+BNKhJW4hmjgF5FTUmFgIqzG4jHftx07PWnhRVMc+A34CAQ3xHMvD03Uijs8pUFQHQPY4HHwkic4/Al8cesA4rQfaYXz4xovZZKXh2umM8xpRmxhU+ULjKJDNJnN5AUXebYTBy7Sqh9wba+ThqYBPiedZ9iLRZMNPUYcHcgwQxIXrIYDprrRATDzkK+wLkPnLQ0YtBpb8MAZeCjTKOdSGgmHfi0k0+JrXlv83tsvT4ckqOudnHwkLicvBvs0PjiUKhX/9lvN0EzaqpfQwPdqhvbdKY6yv6C5eA5TTn+bcoUuGd6GchmeDeHUdeDyuaNcLlV8EK3Eqqm6nMlRa+jQGwG6PgtZeBUN+tf47VfHaxq9iHEqLLwuPP+fu15sGOkJdNp5BHSK5KrdVO20vrcxff/7P5z+5V/+pbTLlfC9a5nR4kyMtp883px++fOPp7t3npQfIahOaYxM9dzZ7X7zhZjpOcTYYhpt31SJgyrUgfyl8VYPHr+1RzR+772vTn/1V39Vh16gU1TSMg26emMtJkefZdpnfrqQutrOgtCObY4Z8qO5e4zAjCwM7sOO2SYRpmp48HzWQJpm8sMXw2ZZh0tLdhi3054eZH71fiksF7JL6G5tUglxFkdHV7wT6jXuzwn8pT9qSmAMoa0m2U9LKDA3ICBpdgqD8cY8XobQ0fAchU9bEo6AwjGtuUiCSuEVXIMw/8JhPJWqh1AQzKrHMGY6F5MhjXB9PXaV0cr0WOauqucKHvIw6Q83QpW/yjsIzG7sFlnkLUw+Ksab2Yi4rTnJW75wIyTgqYGrIGEYpvEl1AlYw/WB7xiCuOVQPuMUHIw35kDMFZr3Cgcl7wEHPPkpvwYpnd/FOKHb7sliBBrChROmzMoW1o1wGR2NuTBCSzjN0iqxQ3p3Mq8M90QrJiMk9PDKZN+zsoItDw5d4IAmp/MCA5M2DaTn4MLBBwxphCkTuMI7jnjggyG+o7zE9XsxUyMdXz6Fj7mpk3Jb+AETCeNb34lUc3L2JcOPGdOZw8zVRVDOpn5oMbQwDYl9J5murtz5rAOYz4ov+LafEkjiWtF1B7hywEGeeAcfwL1vUJSfOB6u8ex3+3dY/xZ++rsSn0rvt3A00YaMnJhKuY3TYiO/Qb+0w9AETgO3KBXB3zWq/J7lOLHbN7JDJfOTT3Ntw5mVrApfuhp+3yreLF6LkLTIUlYbmarqfFFYuZWRQ4euN37KIM+sOJRgeu+99+pMBqeW4/sL2XJsZ9vVnPewvamDeZZh9s3pv/93/z5zgSvTj374kygkDzOkHhqdNQiLs3WGauauzSFzS7mi2dkPyb54z2IhXOEAHzLp3XffqXycNMQkai8G9OrS/dypyeKz4pvQRbrm0eKvyuUP/4MO6VB67iUHGKTw9m1qVDLDTK1BjIxHgzDfoVFIi9lVBoeoHGGAUbtRDWYYWiFmJHzAF65wGis4hBmY0sKBv0de4mlsveotT3CsxIOldxMPE4DlW3y/hRMK8JMnf3Es9Hh75CsPFeNRXn6+pVUGb868CbjgtQASBg4nTDq/veECXtO1YQtHD/GFVeNOPOGdL5w4ApA/WMotXDn4SS8cvoQFP+XESBzcxef4iwdfeXPSy0c6OCmXt4cW5vi3ulbA0JWQplkaup5MkIsPPrjKgN7SwtPvzlse/OUNd2UR11mPruiQ3l5r8aOE1DB7PR2jzlEZCIwq/4kxu7JIjxdG2ZVX59Qd1BjqG84KB8OjvGjDT3qdJdyEwVl54DjiDQGJTpw0v4sT7/TTaTo92PILBjGe3s7hD/djvpNRWIaQM1ngmc1CGQ2QUy/5m/h5Z4FnI1fAfvLxzen9X3wSu8h70+2bOWdgP8IuV7MSkAy5H+QAia0sdDGde+9r75RmVwslGfkpAn6hsSq3h+v2Ij94+o222rN2iN5owyxHPdjC++ff/tb0zjtvJfVRdvB8VJ36n37zT2rnkA6dcDT36KYD+YCh3OirzV66fCHbGi/F9DALvIF9+9bd2EffKXvLmuLLkWrXXrtS9fTZpzemn/3Lz8twnd0k4/ump3rDW3D3wL3DqnB/6J9MgYRHSN4cYxSNya2GfQXqmKsMU4SBDfMQVuEsvWPiuvUtYRqBYWz3xN3QwS0mSELvbihwVQDhCB/L3RAu9omZi0SUOuoqPSm7zWE4PuYPpVN4J34jtooLF5eQJFybKNXAkh8nj36Ew0NajUJ6YSqGA7vx9FaZHoRWtqWTb8JMWn4qRUV7g4PxMZV03QjgA4Z08oaHvDhDPGcGGlahBXyk47ylpdEPu8IxDzmYa0xJGDpJYz5IHhi3NU1zQ8ohL2mEdb7i+sZYrb3Js2nUAqLolXpoGsKpGVFZ1DXaowX4YZMqu3tUpAV/JfGUA024juu3fJYzFw2u9DrlIJH92lbihz2djlv6Ojs0aQhTsOHBvm8mDyEIXgm78OlatscdFC1eaHTysEgyNPB0oGERUxRosRLNR3nE4bzRIl3P89/1cfJHmo77b/mL6yl3St4WPsH9yOHSwXV9zUp6VpxjTWBqSHkW0r7mc51BogWptKf0AVGcE+8o5xJsZGprO/Fzk2eE0XJ2prFVfPw45jrR1CgPq1mJfuXa1RJin376SeorI7iCF6Ugi0UWf7os8Gk8+xsOaF20SDh/02kfX/8oc8Kr03tf/8b02muvTdevfxz76NzfFD64deNmhtYnykbqiImWumLuxYbXSNAeazzlnIWvZm+48mkLpaSdKGBj+/Fijk57LRYklxL+bPrs5u3gEjwiuAj5M1kFX8zdOeqOgz+c8ba1ji5PBX6JP9llOHoNw9XtrCBq5IZ4XBNrEOp0Lzx6QeEqg5DUWDQKhR+N+4VAEI8fpxB+ewgbw3SF6kbcgkRcaTQk8bqipK8GhchJS/jQNBBEWmG+PS2wpOWaaBZiPARc49w4iAuGR14eOEjbAlJcaZXhSVbf1lOBu9mZYjO+1WTXq9prmzZYeItPoIChTI1Ha0hoJvw0ncSRjoOLdE2PFlSYHrNIOwTH0HgJSDgrC3/fYMunaSEN+GDJSzzwOXFe5DEOQlYHYPAXLq3HN/geNOHUC9pzcJdG2saFP1rKt+kCTj/S+O78DL/lpS7gwZnrLHpk1VM8Jl540cMJk6Y7C1qT/BsP31znhQ/4dR7wRy/xf5tTBk+709/8Xg7veOB66irWVCLTMYuWDx88rTNImea4X5tQFw9vj7nE8FG2KjKBWVo8n/m/1EnOz9zKNa53Yrb36NGTwpuGBq2VaGgOm6hVdIc+RuPbjwkfJQjvKGPXZQsb9dX0k3e3cWUhJO/evVtCTRiN1cEU6Btyh36ZusjQey3DZrQHB1wdGDjqmzOvaopP/gzpKWlGierB9JW8fP/5d74VC5NXigbmwVnDjIVR0zDZ5ZVM1RUlw9N8BTdhX9YVnNXVnN2YU4ppiOzuYjSWBp45wbQXNl21qyY5Mb0IZethqZ9qy/d89VQ3b9/IZfA51y0HHKTfyXxihpjppcwL7WXC2BOZMfwK7wztn8aOLQL64pULORn5egi7np4vK5bpJewkWIx2MJuev3qo2EEqsIazGU2SNuF566tfSbrMG+ZwVD3WYrY1TdFAjtLrRqer5zDqDftBhET4rRzndCZzdm+89ur0OJvwd8KMe5lnPc78htU+R9Qvxu7wXM6JnMuk8VIqfSXDyme5RuFC7gl/I8c3reeElK3YYDJFCSvnCPtUbOYAL2SnEk2YwwwqbC7pz8Wey8MGzQo0m7T1MBtzn7MRdGeSxkHHToR2XiR7RVq0I6nQnIY2H23b/OXTzNvacbCSepvLRDx7UPvpmVDlo3r4+ex8WMsQ7mmO0Hc9ql0/HkNYCyPumnFifN2EGG3FQgi82S16dsL0TsLmh7kJDoxemn9AECboqTFtxi6yzj1MizMNQUCmyZfKM5Oy7mYi3zxadbxoHO1sP41/Zj54Z6V1M7RzIvVh4LvMfjPzZruBa/eHvf+2RWoUbDRtTzt3No0/OZjz1ZjmMsR8Fi3s2UYW8yJcd9IoxZ/LxVQLtVvH/Fq0YXUZmOb/aCVkJBgL0agcpnDt2uuhSQRwaOiAlnM5KHEvDU0ZlR3/eWs0LUDUM1xq91bKVgsViJzvfmrYnHblfu4QInWQRh170b3w9kbm99JdJI/UyUq2IZ7J9ru0xdsPniQspnHBedvxOMmbVoun9jLHbJ1gNyYy+xlaW6g7fyEG4M8eJA7NnCnfcml1z7LHOrdtFe2duYqPtqNlzi+eTYdmnjPaY4b7bb+pvRPW3vxWYmc4G1vJuw8epn5yZVfmNm/EQH1rx7B+O4brd4NHVpS312N7OTe9fvXV2Du+nrYRG+q0Y8P7Pln/TARYCcjwn7LHVn+6HFvi2diG3rv9JGnSkcakhw2o80uf5RKz19NGL5+7lBXuWK1k595B5JJbF9lf7m6nPo4zIkxfvL+7kbZ5rs4MtTOO1npc8/UZKTEGjq0qe9aZXFKmY8CL9aQu/y2nfuf1/hqBR+UTJBq3fbt6WQ22e1RhXGsGGopJVjA0JtqENBqTuIiyn96Ew2TgcISdtJiOBipf6TpNC8TOF5zGrXHgRxO7dftWhYmr8Qr3mAwezP0Cf3hrxNKaVxFPGo+4nHfnMfAYWg2a+K23k6/G4rAF0xHybkHS+fe7/fXADN/Bb+1VOnBpR2gHD37ioE+yqyEIf0ITjcBDX2kK9zBj95p6aumVE70GzV5oCsqnDFzndTYnzvCTvykDuMEdfPk0XzT91TMnnuGVupQevh5p+Q2cIwzTMsFSJnjCL1hUPLDdUyPMd4eXf2DACcxldh9xcADbY6/+btIdndSpNOplORql6Rsak40Le9HEiDKcCzdOPvADh1Z0Rgd1Qnc0tmiYXukE10ryuT8N53OeX/BDPHl5OL898uAsfFy6+Ghs1AhNCAdlNCjdz7BzLYccr65Go9IGU1aHXpzJKUF3Muy0gUEnQRtTbnXReaGxmyT9tvvlxme3ovE9Ch1tk82oLIup8iEuCLM6xSltwrSN3wQv2+nG9fB4jBCL7sHdrp/1dCwhYUAM+2odpFVpdprD+H7ICdMA6lD94BMw8KffcCA/1PPAZ4w08QPlTPw6mStNE2x1ppPcS8e7m5PUOXwo7XbCm1/kwRmyf1mHhrOQRAwNAnFVoEwh1JXbDC4eP3HEJWxaRTbkJoA6TTfUTuONWOD67sb28OH9EIw6bhseZiIQFG28DTeEU90tSojjt8ehnojEJMAiArxMyA8cDB9fTOR2eXo4xhQIPub8aHfDTouQMpGtEROYY1EEPHZ58H4cjVI+0iqjCuGPRipVPp2XdCOPXOMQOnfZu2NCQyY0cAdLWfm1PZ+yaQDy802IyYPQEU++RankyfHnBz685DfgDpyEYU6uypT6Qw9xMZh8POLBW9zTeci7NUt5dD7KLu/uSDpvaeENj2Lk4C8MHPkXvTIEUO2sF1J1GUVEg8mIoE4Gqv34bqyMXV+0KnNyND/CgaAt1ThamwU42uKduzndOifoh3MLdtShEU+BS0wmzYnGBw8aZ3fSYqCVBw28xYGnp13To3//W29lbyetMoOPZqwm/vxPv12n4r/+6rXprdffnF698kqMrmNHnNHN00dPcx1CjKRvxVD8eq7NvftkWs6cZYPUFtRBHfoQummP+MJq9rvvvlsneqPZp1nwIERLUGX0pzxO1em68Bam/nyrs6ZD1VOKr23jPyfw024fZFj/LJosIU0owgmvfvLJp8ULX//an+Tg3FfrmwBtfm0ekx+e0C5a3qAPvkMjeHDmFsG2ILUZ7VVe8oSrdHDFk+SX0cbgz8G7p2nfdfCHvOdJasAIOdu9OMRQAZD2IJQ4jbwCK7iCrK/lqtRUuOGMqwzMpQAjDXMhvAnWEF5DzXXuoO1GrOZN1qpUlWBeQt7SykOevj0covBHEGEYXDq40Ay3M2SHo3lWaVR0fhZ+dgxhIpWAsRD3Ui6PSvKq3FHmIUSU57mLoHQABj/bw+DgmtRz6fUJFsN/cOUHJzTR6NGNE8ZPGMaQf+cljBNGMHLSuVcZbOXj5A0GnHu+BrPV7xhRN428u4F3vqYSOHQh9F/Q9QVu4MBBmPTgiK+snRbuwj3oKozfUbTjQfMRJn7jw5/wFL/4KEPRUYejfnx3uQi9wiF8pLy1Rxk7GiPGwcsCh2kfhsjtzFe69gAfbWa/89zstWnpog0Ho7zHWVXFj6mByrvrYhzIMhYQ+TmMBYyjo2sRUqZqxoiny+L9Re60f9f56Xht26ps4o56GKMVfP+dP7tUp+mra7xhzk1ZxZPGFlH+5hFDtTpZ5/r168NELkPojXW3E8bqIkyHnkxy3s40FCXDOsP9HApxh2F30Te+iWMu+3RH2/UEf7wADocuq5lyWckC0MUcbPEk01rmTaPY5vqPtenT27env/7uv4ug24j5z92kO6qV6a9+5b0IK1sCKVJj/llZlAtf+ybk0GO00dKKqsx4ir+8OVNezsx0upCNG0YJ77yVa3NDE8b1C5lvvZqtqbOzw7qEGZ72pf7buqMA/YF/4DLPng5RNCpCQyG20+to44iHSYWL7FFA0rqFmoIjrkomrAgwQkgh+Nf+3LwVugkivYYwmHIsLNBowOwG24KhYKSR9W9ElAc85T23YFFgaCcnU6aVL9QJHvnWkzLATxn0quDBhwY7Tl8fQ+ixkKW3JdhGz69CEQTxexhgF8iZzIOwxUOTqlSjlcTjvOE6bpF7cROh/PnbXjmE5JhI960hyHcu+7JNfhv6YGbxhw3mixXILhf7OmlP14/fHvXmUBBl9dCSCTlpg8ZzGojXcXw3/g1TmPK8/JTmEf5QD+K2E694Jx5XM0/7JNo3P/FtOTQVAj98QjOkNbmCgZbAioD2wPjYNratzMEBDa+dNGCNvbayRps5zBQEDVI90jJqnjIC05xtGdebz422qH5CpgqnPRKQVbY0dniBbbsbnkJr/LkTYaXcTYMu2+/6BrcdmjePgIkOfqPR669mt9jKN6ujpuWOqQJ4jQ7NrYPOCFBn5vvff/+XJTC0L1MwhzGRqbySnTjahvJ89tn12sftXEh5rWb/e5U9oxU4GJUpKzqxizY8N5razK2kUMcr6nUl8uHq5XPFhx9/9Fld5WL+fi1z4x/86qPpjavvlCkQBWntacy1Ypz+8ceflHav41nNiUDyU0fw0obQVN78fHPe6MSfUybf7np6+MRK/nrNJdumuJd9+xczD0vmeC5cuFS889Zb70TLzJ1TocNByq0MfwwXvIYZDJX9TAjltwcRqyLDll2h3gqMiRSCsDEUUtnmDMwBjB5aoTUqPUSpA9Uz76enYSzL2Hk7xqTmVey9fpy9mCb3VTB7KSYvzqkclR+GDnP4rjiZlKZIbOWydSt08EZg4S08VQacKk3wFe43ohPCKl8ZEfh8TBeUye9u7OIra5X7BC8NqAQim6/Mo4ENXglQpUz8zi85FzzhdhnAh0Ov/vaG72DYEyEfmGAoH3zRmZlL49J1U8DyR1pG0t7id7mEK0OXW5i0NFTON+HCf6yujp5cfI5/08R3l63xEAZPzOjNdX71I3/4y0ccdCbsV3MadtPMbw0mEKpO8Ata0tq3cn+NfAlTJ8UoFzjJZOQTVabzXQkNNX5Da50WmnF7EaLScSFheGiUrTz8ORGUPsFSpi4zv+6sXy6XsHbCGo/28+Z3mpZ+D1oPwYsuzWsLOUT3Si45W45pDqGC21uIOxB5YdUcbkZBCZ8Lr5pCgqeFy8OMArftmCLo0ulcCP3cnW3RjdG9y+Cyqlj15+i/qstAw8t4UX2edxoQYZRHp6VOBn+8aPdnsyvN2oSptZ3kabHHoSjXb96avv9ffzj97d/+bXByOdt66tkh2TTGzP/n8Im5wEUL9CQUwddBwgUeDrPuNgkHwl/b8MYj8nqQ7YmPHq6liuejGTNQ35n+7M++FtOmd6ZzF2NjmWH2hZxiTliyWlkMnXazcLmYcyq/rFN3uVJ2qLUWFqwImd9x1zFERbDboytZYTGywmB8FW1FmhMH4b1VYhMjpSy/RlbBVYL01fgi6OTldzsw4CUfzhtB5a0RIKpHPExjbvJSdgDQilWEtBaMaB3Swvt8tEh4baQHlM6zn3wJWd8qRTwPfDh4Ss/AWVm75zvOt3gl1IMT3Jrp5YGhhBcdMsnMFU5p8GAXE5bvyENHQovkryMQt3vBnTAcWo5O50Vjo3VgtGFPOjoEOLQga3rW3TvBpcssHJPSmOUDT2HoCTcPvDlh4nvDrcpwkoe8PPhDnHbiNky0u58hH74As+lXNEq8arQlrMc8mfM8wdRYHdwBro4XbkbdpnQiDYNvFrZiYWHbHbve5gVCeCxwZSEwjTiLmZWHfNBPsYr2KS/YyqPswmdSvhFvNNpB80EDZVOmcLLP3+rA6/KL6Cgz+dS3fBLeecIlki54ZVEjQ9q5XOLFmBw5C0YOD7Eiiy6rEQLXr386/fN/+0GZ4bAlvRihgG/hirYEBJ4E36hJW7t1836FVx2V1ceoczxgXr8XzigifRVH2atGWONFcxXgyUM5lrPws5XVZnR2e+H9+w+Cz9OaJ3TVhDrHm+ZCtVcavPahTj1gaMPND0YR/NW7+N15UhRG23U+615pkZey0CWcsN7cfC1HqH1zWjZflrrd3x28olzy48bcdX1+qT+ziAdp74cPHxXCKsijEvkrEAbiVAqiaYTiqBwFFKeYOfEVll9VdOJ6S++RnkMYvzXK1qj4dSOVB+et4Py9wUaEZjw4wgUe4MEDcb3N08BDGQznwZLWmx947uWwuueABMyBWTAOuy+aqjjiGurJU1oPfJRX/srnt3BxvT38mzb8/eZ/2o+AhCv8vcETzsGVv/KNRvsivThgDUYa+Xd8b5Po8JNn593f6NR4N67SNP0bT2WSj/TiS+c3nDzSiCO+ME+XH/7KA6a08BTGeUsLVpk7VXcWuibMIcLb0ajs0HA9rLjKYe+87zrKLW+wmXrQhOXR0xHw0vnJz9xxa8xF25rvHKus8KCBgtk08O7fytS0Fbeduv99nPjgcnDg5MGBv5o5tcUc2HA2ysaFWBosRftxRJ6RovnDuQjJ4xxgsZWtfz/60T9PP/nJT5IubTCdxXw0JrTVfnoqyWr99cxZoknBz0gPD+t0lMkaBHzMS3L8PHBSl979wFeYHgpdwWtN3bcj+dTNvXv3prff/kqdAqQj0ynyV0x54V317a3OBz4jf3mCLU/+4OKjpjN7Yx1lCelI3NWsBYhPuVFu+JAp0hOm8uW63daPL/EHHjmrM2p2ED0McgdZUHma29b2U0mOkT+I2q4ncfbbnrm3FPhskLKquGWlKT0cW0nnGeqpq3cJY1uZvHz+Qo6bZPuUhpxugTnGmZwt1z2BW/BsR2NmFpFSVvTsLC3yJIPYSWb5P8bteiVHwRsuXLxwuQjhjg3DMkTZ2gzRczn6ZuzLMMBgFqu142pLpzlfyrWV5ifNgR4Gz4WsHu6F4OvZoaCXBgdDwM38pFVmUwIOOVDerVS6+6cxZ83r2DYWG8UD28TCrJcvX8304YkmHfStVpuLfJaFhGLA0MCmfzhcOJctmxSIQ73qaNyYycqct5PcXRm6u5MfsQF8kl7TQR4YoRiWoEo9oN9s8mnBhA8wGGbBKCrX78NoI2F/aJb9Y4qf+srKfOb9DoMzDe1Zpj4OImzOZ8GDzaTDH3aZgaTzAE/HBKa8MLUFNn5GHUxM1D3bw0dPoqVnPnU254LO5ZCFtc0IvAz3Is4yv5jJ9XzNxgbPmZazmXo5ypAMTQ0zzUdi7GqMIZBVf8fw4wV1YsTARIWGQevWyC3+mUdjHuO3To6G7OgzqsxRbD53j0ILw64IIva7yTq0SWcYuYVGK0tXYwKUFdrYbKof92yDdeXKpWrg4/rWLFrlODI7wuok++SHDsMNHiCMv+jBv3g1emw9hox1DUj8aFv7OWTjIFsNt+1HjkZ58ZUr0/nYDi/mGoOzObPxwqVXY4v89vSL3H/9T9/7L1Xmo8xDLudumv2d3Om+m5Nxclza2ZXZ6etff7v4zNUNTzOPd/fOw9RltNG0JRYc6pLNL0Pu2VT8TOocfnUeQ8rmPil4am/mhS3C7mTv9IMoT7/4+Yd1uMXbb8aSZHYr1p0ZEh+Ev2aXpo9u3MjZrU/r+tnzF7MLJrQ+H1vQV2Jrup3ppvuxiXamrJZNqDvfdE8HmFHSZkZ2ZMQ4tzUmX4vH09tvZSF3NQL6KKPN5WyDfHor8ia2rdE6nT2rPeznkrO5ldRB6oEtprNmL4QXt2M/qkx41fmYs0YfVvRT59GJ84TOYQ9PDC2LnyhD/eCv/vYWrzTJ1g4QkeQn9X0TOMnr+XDpQhZ2MPGjxw9OeoqhHXUPpFEigsaM4S3Vg0OrgTTJTyvS0/gtL3G7hwWb0zt4wNKDEBCtCXZv1Lh6y5dgAgtcePOjlktL+MFBuYTbn875hnv3WnC2eIQeemJHncGp8axEp/5I143FaTXimQt6XjYVEQdHuIkvD/jAq/OXHxoor7gcWKZA+ImrPP1I55GGsAIbngRZ15240slPuDAwu6zy6XoX3vlI41tcsDhxO740HLjqCDy4gCENevgW329ciEFNGxqeORB3Iwbo2+lI+YmH5vKVH/jyb/y90ctCWdV94MtXuTfTifLrQ2ml88AHd8OjHVp5Cqd4yg8/6pSbnnDpJEPgfR5G0w5M36d/dz6n8+x4Hdbx+93hXZdwh5fysTbRfhjQ/+AHP8gpQN8vKxD7pW3RtB2waa5uleUb3/jG9J3vfCda3dtVP8qqrTWPio++4vNTXm/xhMGj6Vc0DIIDRjYmxFTHmQ2mNORFWQALDMrHP//zP1cxXRoGZh22faI5Bj07xAAAIABJREFUgtF5dBm95QkX9aKspgtaPvhWx42PfDzOsyXMdcybGxGOZ6KkXMlC8rnwrWt0U5/OngT77MlRhV1XX/QW77e6LCjmcJUx5yhiM4sCAQhRFaYn9xtxMGXN40XKSisN5IVjaH5NcMJKA+jfCiwtASSefNqJ0wiDpRFKLz/pEAxBEVF+8hJH/gvp+f0GjxZIoF6M7aRvJ6uYW5Ev7RLsIYwHU8ifn55TPrRCjRIu3nCV74A9BJg8xfW00ECrFkj8O37TAzz+yoGO4nJd+d6YS15NB2WXvoVql5lf15V0hIt00sNHeeQjXTNaw+z4Lfzl0WUAVyPtdF2f0igP+ODwVxY4yMt34+R30fOkLI1n06zrDByPvPEYmDoyv8ETBg5n2CxcGT2+CYqOD7eKHy0oXByaGp2E+dOQwBAGZtMczMYfXm13y19Zn79PCdrGpd/inP6uRL/lT8c9/fZ9mj7yVh94nOAhmAyvHXZ7PlYC5iB1wubaDHEtYqCXdOivfISrg6K1AQ484fJCB3Xo4fgJ86Bh+4HV9LEgJs/7D3NUWUZGtQsrCgF/j7ow1UF7ffDo8XQltxmeSbhdTI/SyTdfyoMTH57yhod1hJYzLE0Gry/UoRe+nYdJhpgOM4LAn3j60cOn03/93g8zGtrKpWkRnBGWq2cjbK+Yix2Kg/ndYQak/EOApoaDxXh61Nq/xe347QfnjFSGkDSEC1c9JyaieWy21whtpVMoJgIaGCJSR10R25UAINdEV4F6COkQpXuJz8enzUVah8GtZuohGI7OpcBWq57kUnRElYbA0jOCJX9+dTNafo98h5BxZzFmgT+CSredaQS/Cc5mDmkM8zCPMi3n2PyzF1ezE+JaKndMVLcQkVe7bvDeW9FmzIFx5zJcDUlquMr0wsxB0Sn4iYvWmISz/RDseXNQ8UcjOMDFb/FH3CGUArT8wRO3ncaEJuJKo2zeaFZ+pksCbwiP0SDQgxNPfu2UsdM6iUa6mQz962Ko5F8u9WOPOgFkBZnDuODMZu4IfsfBAc/Ip+HDC07CPcLlN5MhLjzVTXeA4mpc3qZkxK/v5CWN1VzTG9IcpwxpKTVtYJrAgg36uKo4iGaoNMqoXE1XsKSF35mcvG2YnUyqLOOPUQ4hPoTI6TKcivSvPjteBxRNCJO402FVlhO6wwNu/cAdns1vP/nZv0xOZX/tjTfrvhfHj6EXY2502c+0yJtvvFZTHyU47zm12+hrdCxgiXfayZ+fPFNrlRfe81uYR7rCLXxgS9+z2EeCz9/2zoWFzDlmeyl6F2eknHbbvHLlaob9X59ufHq78lCPxVeB6QxLeXBge5TFNQwEFpxYK7RSpvPiTOtQLJ5m2O78V2nuPFif/vH//S+ZNrk3/Yf/6X+e3nrz3Rz0EdwzjbC5Gd6JPHHvj6P0ArzKVMBO8XsiVfzyz59RU5+vq6oXBVCBHhVEsEEeoRmj0sJcOE6rc/QSxhonYI/4CFrEPkkPHj9waG8co1lxSmVPZQhHvK4ov6XzwEFYE9ewQuMCj18zm0r1SCtNCz/CrfKNmgxvdWL1WzplkYd5q87vBQ7jdGrzMHouQ22Gs52fcvju395gdFnWIqyq50sv1hqORgs39BQPg6GDt4r25t+dgLjw4ZRVXOEe+Z3+7RtNejglDj+u0/jm1/mCLQw+XMdrGvDv+q8I+aOM/PqN5py04HZZGreuP3wi3XHm6jxkLPORjZiKracT3Mp8JP/VaJEBVgtjtTiW/Pw+CC7ENwFcp/2kHLQjc6ZoYU42k32Fl+/BA+HlCE8dgsZvjhx+cCeUG3d+8B9p0sgzV2nBLqUtf2E6BnOH0nq63hPpuROPE3Y6/OXfzxN8wUfDBgsN1QWBoJOnYT19kjub8vx///mfcgTarQrbCzGbfygBhteUkdsx7nYNq3arbGhHSwez67XzQQN4yl++HY4XheEFMNB2Jp3ibuZ379x7UMJ5CMZ0JKGaE4dokpSNu3fuTR99/Ek6MdIn7Sm88rwzPCmf/MGWr3x20l7lU+XOqA8ehLF08KIwmXJgJL+W/dwPHz2ovFaXL0yPH21Em/xBHQ0XaRSlLVYhGXIz/VGfm9mxxQTPMX8O+Ehp66nToPLbe+z8CKdFSHf45/wSp86TVHcQhhTCeSuMBmgnC2JTdyFO5RWuULRLBW5iD6YbREcEDYXAUqHgYVL+nLijQqjfYxXSwktNjGdSW09OZccw4rbQlK+HH4ISjmw6B96jUa/lQi+CSjxxlGMYaZuVHQ1BuqFaj8YORxqtdIbe8KXZNC3gDPd+WqBoqCalxS1NJvm5iMwuCHF0NnBFX/hwYCo7BpdP5yEOPBpn76Zd14u44nnQRB78hDd9/eYaV99dT/JrB34zcePQYd5gts2bhsD2zQERqtCCCxtZeEgLvnKqc7QAV5gOR+fhW37oiyd8Kz/egre08uPAE7/oFXzB9Gh7wjTcTsP2VtoDadMwDcPVSZUzab3h1jDQBFz0x1v44SACAA+JN+gzNEnD2qYbvODXj99c4zx+ffHv3xan61c+aOIRXzk9aPnJp9dz+vftoqkjytCt9penvPZ/g2GbLU2OIgKWp8uIlujFj/NGh44nH/n6DTb6oCk/dqocrRpsi3b4YISHr0/aGLtNtL+elXVPt9uRdtANbeXVDn781iP8aPMUMfLFYcLaJpwd/cbfkWpj48dYZDXKnMvFbTM5yMThGBaT2W4uRAE6n+H+UmTTdhZLjTJol0Z43p7TfpGUSTsegw9P//aWLhrqYCJvxFZBvhXgIJFojwcHuQM3BGMqMypvTNyLvxN/TppmBhVgyMXx6wpCfN/NpN7U4sIhyICtQqWRn2+wVEhXrLDOR3zDrsFoShcYaSOHWSnUSD0ECThg6GFMyLMHO+1qtVOvEocZRn6RBFHXfZ9+xIGvB24cfExUi9dCRznlG6JVHPRUXnGl801A1JClmHFoyY238kqP2bybNt7DxRg314U6Hh8s+RHI4rbwBYNgkbdk8i7GD5ODA1+4SCOOp2k7dh6lo8xBByWgklZ84afLgg5VD2gSmODDBVy4L8a4uOo5FeNGx8UMA4WFy+pZz/QN+OI4nQh8Z1wSdIf5Pgw85bBCC7brCOp38kslVN2DZ/qi3r7zBJuCVd+JVxsUIlCVFb8oAwHOoY3TksBNOxsru6YSMtRMiyl4TXf49VOJf8c/0qCVN/cCxgsB0nwFRw96Y2iWD7RoZ67iZ7RglTHm8pwitFcHddAgab9oqSz4a+WkXPIEs8oaOkIDbZJBxVcHfhNI4jXdCqfUG6y3k/dx2pTFGxSu/2lPLCNYwDAkd4iLjvStNy/kFJ83p/VcS1vlECdw4cbBb9BkLN50fsLRWpgF1sPDuVinzNa0nytmhoDWNqPlZ7j/8MHmdO9ubJ1jQRE1LDvVcm3y/JnwmfaVK1qOHCxNFo02O84QVRewUP5RH3513fhuJ3Qe47Had+ozE4q+vRCiED4Tq33zBVXQJOgC8ANUwb2biZhdIACDdGEYUR78MKdvb7Clm08FCPObP+ldjTK/MUY3QvDFa6HXeMgDw6v8hiNMOnMbeiZCQy8oj8VoxDRLZhlcw1Vu3+J6Ky8mM3zHhGCrSPmB7c0ZboiPYTnp4EPY+a5uIHH7gFwwim6EhvxijqR3VmZOeKUrXMdec3l54E8Qyb+FOXr7LR3aVsOI5gaGfAxV0RW6ygGvjWjo/JSJlue7BFpO0AGj6xNcD5qD1/QRlyuc0zj4w43dHpgzoYl06NB4wV8+6CQPGpLnMPj7be4b7nAEDw5V17HvWzpZuAHjIFcPFx7B25UO6CCu47TgCJaRQKZSc1TaKKP40rrqYtBi1OHgh3QMMRPSbxa9gn/TiXbj2D7+npfdy34v/xb/tJ9vdHnZz2/4dXw0VBb0RQNTTkYnhs78b2dYi1bqcjdnSbbAV5fMlNBAOvWkvMoJ/uCf0UnDA10oKcKUGezuOLr+jhMmPNGrbsVZXtIOUt8R1urXU/flBF8Q7fhhWUJxIHR13sx0wARLecE5zIMHlAsM59nCybc2evXqlWqnyjPOwxztQ7nZx6qS4xybtr6W9YOU23XKi4vsMG1t1U2Gn4chS+Utf0/Tv75PCcmqgFN/xPNvlunMYhZMHGi5vxsVfyaNJpIYEQiZy1dez7bBzVzEk4MsYhuYCKXqOx34IMxlYhSjq6gCGnMPd+0e5r2S/ZyGZQ4CNbcwei07KGifGnsqJ3OAc+n9fIc2EdbRaGLVP59nMYajVG8G31EZy06ubJfMH+U3rVG+GMbQyA4MdoZs3l5/7e2as3COnx5FL2eO0VAPno6C0iksZp5yDqzAdK/2q5n7cIfIZoaF9hGfWT1XdpQ0DCtt7DUZzJq71GuzAWX3dTY2e3pRd3csYKrA2A1z6K2WV0xIxwA4cyaJmqmLoJ/7m5ktHLHLi5/hhSGfsxztd1/JvT/nL19JxSe/0NBUm22RyuxswP3cAb0SQ2Sdm/g6OnaOHnqaVUjDH2XVUHRqY0I8DTV2sIexAbVb6kI6sbMEZZhTB8WAGwO3TagzQVfPBod0LjSYczEDWwqdnW3pzMco7VG4MnSNXazFKiuhbBoNjUy8n4m9XDg5dEtjTXr33HguZ7X2arbQsV2UBxvZ87FnXYwt5Ga2nO6lfoJl3eWssZ1NvhZxlAd+7hliH7kUvJxB6vAODdAwdD+0NKe5nca6y1QlONqhgk4a4HHNQUYYJ92URYk3c66hLW52jJjicT/4K9cuTysXxsiK0OI0qpF+CMzyzz3PuTg8FKd5ju9+86vDfk/mPM2TPZ//POFf8/saNVgr6WTsxd9xnWq21f0//9c/5JbAj2pPtCufs9ySeIRBtK357HY7G02fAIotpBk3fGke9iC7T+aiBS/n3Mhz4Z+ZpHGNQp0OHhrZKhhz1ZzdmZFIeG83vNDvzexh930YHjnIDiCzFzpi7fRg1/AznZZ2kDq0bXLYGgaz4H4UxSPHYMaucW26cedmtpduThczt38h0zLL4RH15SqHEnqpBwIyjTzmwEvTWkY3P/zxT6fb2cFzjqVIOkZmdfMxpN/LeZWPMx+6EvlzLlsdDY8IUe4ow+v3P/x1KRpnIsti05jRh2taMi0THnIerROm8LaNC94EeZrD+I0HTp7T9pG+JUsXGT5JxXMt5HzzI61J+PQ39U0TUzi9E2bEqEM4DQ3Bbw/XbzDLIDXG2gxU9Vr2c3r7XYeUhukxvjz1Ir71eGBL7/QPAopAMvz1+K5hBUPROIwrrd6QQNB7+YYv5vMGi5bYfr7FPc30tBxlM2/WjRHccRTXWIyCpzDxGhYtiEGuipOf8qOTnr1wC76+5dn4ogEnrvIK7zI3HeThURZ5iuM312HwUQ75eZSTn3zhghZdTv6naQsujQPsxlveYPtNAxAOR37gNF285dH4+O6nw/yWtv37G55GCQ3TGy09jUvnC2ePsKFBjHlDsMTtgyCUi+PX+UujPHim4TYONFBwlYkTD4yOV56/w5/O73TUL/I7HX76Gw4dX33AQ53xRwO/4Ywn2c3uZChbNA/+/MacrxOpho0s2OgNFpM3MNDBb0+XH3zl9cgDDk1jdAZDPt6c+OJ5442O2+lPx5GGFkyb7Dl5fg1LmuLJCCDwlBdscaXDH2SPsonXvKD94BvtAL7aG/RMM1B+zJ/KQxsYtCzUf+ufpv1vektcQlKEbgAdGTEhhGBMPbayK0LGtDWFoPnp1TjEFJ9rIjZB13KCtx6cCu7tXEY9deq4fovvQTjvxgVBFJiGZEEkmNaw62wOMZjX855MFHcab5WHgAiMgI0TOPxVBideV+5e8Db35XRvPRhTqLUw30HSCOMIQYTvSuanzOihsQkrBk5vCK4bH+VnVV+YuN7dIKWpsqWjgItwYR60lVZ5Rj4uX6KxZ6XXzqaolBaY0L8buvToDZb6wlS+wUALjj/adl4YEE7daLohSeP5/1m7ryZNk+tO7E9511XtvcUYDIAZEiRIAgRJcLFBLLmrWN0ppAuFNnQt8x32q2zshUJShCwJkruiG4AACGDgOIMBxk97b6qqu8u3/r/M93S/M4KhyM3up573SXPy5DknT570/D1+F47VKIIHlvILVxbpPX4L4yqsYJTSFQdsDS/LJ8wNzpQgeL1cbRIvdIIvehTtGuD8qYrjW6/HhXXy1e0CP/+DXxR06PYMpyjMOHIrf+UCG+2eVtwkbDKfsikPB2499T3+9psbj1PfLeAX/JE3/Dj0VE5lvpbjzT788MM2q2vSFL6ccHxDU3LA+tW4t7KnPMrRZm8zMZmSt3jFhypzvcGrsE6zZ3xEGzBLtoTz81T6wgmccScuXqsTlqihZ7vhIPDaBE/KDG7JhTKJa3bezLY8WJn88AddKE9PyTH9gHZ6POTGOZb4BZb4cJDHfwqXfLrgFEEgKDNIeCAqQ5kXkSyPgXy1Evy5Kri3CqVA1b3lV8JH+VrigMgIJWxcWOTLD4G9wRcXTEsdKBKOv/QlINJRCipQM+UTh8XJajMGqevs8c3y6wqnj3EVTPgqbzFQHnAgiITTN1w98qV4nYBUuGpEMMmdN04nQasGK5WXUtM6SAsOHEtZy1MZ5aEM0viusvn2gI0//L090hY9hHuEVz4lYPzE9aCVMoHpu+D4hlvhAj+Ov99o4eGkqXfxFqyKK748yQ544PKTDp3RjF+VRZyCD4Z0HL570KZ+SyeONFUmv9t3xBFMD1rwo4jBxntp+bO+/C6FCx5YhZNvXeTqjnnX99P3KB95cZXvz/oeD6vflaZkShk1Hu7YpjCMyxm2MFyi7OLZlmsrp2VKQS687ENA6OUBO73rDId0iw2v+StPlVH5lRMv6jfY+OMRD92kQzdxi75+F76N3qGZPIsP42+n9xtC4mpNdduimPgl68LoGfUBPPmTJ5ayXhxdIy64JXP8LZp35Yz7xL/73dcyeXWz6QblsYXV0p9/qkOHlLWb0DKHHAJARuWHsDEayz8waCqtvmPSuX7iR5+NlLYxJgClLWGmRNsSjTBzImkNCTzSXcii45VM4Rtvq/y8PRgiL3AIi2UdBtydiOzIeDD2ZY+mW/aMi5UrnDG1zHywysFRgSlnQoOQ0tBbLFPWLav3Tu6vYe2yXFUJ8Vil6MH6kgbNOMwDjxJSCZW7C2G//Q2T+QkrYRLeCd+FUXjBgyMa+PZuOKaOmsm0TCpZx49SUBl1QfvSFjjhHVjeyg2GN9zxgZOvPOBLMaAVxw8MdAfDt0d6OMCl8FYOaStP6QtXYZy86xHGCYMbOkoLJ/BV9IhhezDDb4ca1Fsa8eFDxnyjO3w4++7rimOTb31An/Ig190qTfIGQ6MIVp+c7PJGxjwqqLKCKw90QA9Ovh9/fp7/z4rXgPycP/ApXqGVxuONN94YfvzjH7f89y0vRu6yTTfjwpQe5WH9H96zwh16TWmiT8FhQVriZmy44Ff2yiYefw6+0uIPfzLhEa/CvYuPJQcFZ9zfbzQEjwPHb4/x7CZbyQetrVIw1lxGDTnlwCUX4pYhpjGFH36ou3Dw1sNTH8w53M5xam+8/mbLS5iylDw2wP+EP4HVBbqI5rsqC4YptEpB6BRAgVUyiFIQ/KRFIEjxV8AiGHjSiKPw4nSlMrTuvG95eDhpOcIg3/L3W8tq3aY8VTZOPh5+8BYfE+QHF/D9xgT5FvGl5Y+RmEFYlFflrTIJhztlx4knTH4cizhRgueogYm1KH95UGLyzKhAg62Lp5ISbAqgl6FbcmChDRykh7NHmeWP6coGH3EKL3gI9+YnTX0rO9qDIVw5K508lLX44Btc+VQ86YRX2ZUJPHwhtNKgR+UrD3kql8dvrnAET3r+pbgrjrLLt8qvDOBKWw1Ta3DjL450vvFZXLjoVvP3FI3kL0+uZn2tRhAfbGOVRWPl4s9JU+Xqa2kplI8+z/w/qkSll389vn+RK5zlh65vvvnm8M1vfrNN2KCjcUUTjHo6YMLTW8OpTjqE9lpmuw3J+BamyCYB19Z6/R2Xi3H+KKdnHFe/4cQfX4oX/ItPwsSBszd/jzhoWGmUuybbpGF4CHPTJfpXOnyEY9EcT0rm0YQcSl9+eE8u+W9ktYNjEj/zmVdGY5O5oC91Bd0cUvPLXNH/572lbxIkAuIpAGGlgCDKBKapRetE6ya78UkWpTQKqnAKjUiEmr9K2InVuwQJCkEJn3tFKKycZJJugvTFRHkrYBEBXiyDmu7fzsyYgz0fZwbWOJTDNYsp8oUDq6Dj2vEKag1/5XBSTR0O7Pil1gplFo0VuZb1esZNzRYbAzV+2hbsJjW4mAUuxYA2nEaiKcIUrlt2ffmJeMphvIRjuWAoepQwKYt4yk7w5VEOHcRrApV06MCJ4zd/+dY3P7TnX5XeN/8SZOnxRF5wk7bwgUMJqfgFC//9JpwqKb4Kxx8P/L3BlB7OJcjiCueHR9L5hjda+uY0Hiy+vnDbYDx44vcw+YPNwZvzLU95i+dRVtZ2V7aJE0uraIo38vPwk57SBBtOcK18wOHAhysnrJ76rjf/cuNxyu+XveXf8AleZOTSpUtZOH75KZ2uXLnUDANXnYAP1364dXplmQVHr/v3V5t/HzLqxohy1AVf1cDBBT/kWfQQz3fJHPrgV9FOvI+Xy7d03lzRrOJ5S0++wC5FqZzqWEuX9JanlSzDq3AhQ7VLj1HEGOmrD/rmBfHIubDWyw3fHdVGjoqe8E7Wv9SB9YseABqYIpJCIBaFQ0BoeARDZA+nMBAQXl1v/vyEUbDgUVYIwKyuxcFt+1hMK2MS7oaxrEV+HMLJA4zKG5z08dv+UDDms2ZTGguQwbX4WB7wJiAIp4VRmapCIwCY4IMr3G/hyiZ/+Sorh0H8wVQm6eGhYksHtnD+8hQHDG/hnBl9rsoDlrxVPOnEg6tKPh5WsHRBpBWmMXnWPaRYMi45mkjbbRM4vYGD17iCkn8Jut/oZBhCvuCLiwZFf3kJ88BPWjRRRvGLptIIL7pXucRHZ3iD7V3whSl30Vw5wRUPHN8cHNCEHycfckR5wBMe8ignD3C5kuHCT54UpckN8MXrEzyRqViQLTz5yUOYOPzA8fiGz8ed+B93/D7u/7P8Pp6uvpVX/CqbhlhZ0dZWPHuWyZy6dSTXtqqf4jI64OxxZF3VvUaLTPagD7/inzTCuCp/0UbckgX4eJRffPSp+N7ScEU33x5lEN/jd6X3HROqwZTeN1ykwV+NceWJf8rHAOH3jW98o/Hf+Ll0nN8e6fHY0j4z3L6lk7fyoN9/Cjfp7EfXaW6tR7lk7d7ZUzmKaSrIx9qbynKdmVha29Z5RVmlQe6zykHWbWv3wjxjH3Bve5cj+E6qvpotUhPpDuxEGOdytqCjjSyaNmjOYYYdELdv38pvlYeQZxb5aO46DmEeRYnORSFuJs4Du0py3t5k7tM2CUOADEw+jNKyxpFJbWwCw8qyaJZv1om5Q9gI9vUbN3NxUQ4EyNhjX2OYblXWQc3Ox/LJjPF6lhk17RsNbOPNZsa5di1IjrVRjMY4LbPB+7mkc5z+/Qe3W2sub+dlblJoWVvqINWFjB/thUaBGKbX0W9ZEpVFe4+z3mwn6822s6WKkMhjPvFXcjDHStZTzqdcc1lzlyMF0xgERtaC2TqXbNqzbsVAZv3nLdYNf6K20t3MQvLAOJw7Ptzz4UxEXcLpnO94P+c83ru7muVXEa6VrP/LfcrLuXtkK4vakGguaxr35/zEqIuMIWeGPAuznc957OjJVsk6v3TZVbLwbzbnBeaOkY3cd8wR/F6xl6NMzURnaCC7IbayXm/HIuL0HvbnjhWPRoowG/e1ltM2st2MnbmfeydlXQw/vT3CJiNfoaRMsk4vXfboKDAsGG+LxgPLpIYKpILBhUIPO7I21brW6MSsA5wN7k1J6EGEB+mw5rrZNMDZqbGZNYgbWXzsvvaJTPBtpEtu2xvFQ5aSReCjpwZOoykfyjX0yJ5h6/LIcNR8W7/qSPStXMO6uZc1sIE7F13bpD88cj+LrjCaut9nW5VI4kxT5czN5JcdJo5DWwx957NOcyb5HQ4eYjy4czvnRWayL93WvpA7DVNk5MNL76Xn8zin4Sy1taomSh6mp+dU+zupoxuRyb7wPsRTJ1M3J5Q1z1RoMJ21xPNZtL+c9c0hajsHdlFdSb1vt4Sm7htTVH/aWtNQz3pYfqFO0wF9c0nkKerQGZaPs/7XOZ7WwC64ciX8YSRFf7UVJHpSLvmyttZmAeOn7bT8vMGcpOhSzqOZnHmYA4cnplKGaTKSbYoZn90fWZ6bzAqNnAB0P3d///inPxg+91uvRH71vIxVB+5sPwkJZ8qpq+NP21VlZxV90WqS2jT+pA5hVmlcykarQwi13rSxx3iMijwR7e9aAYszXY/AT8FUkKd7aONHUFlNYBFMOxcgpnK0BZv5Tds3gbZIOd8Hs7hYXPmCK4wFNZOFqwhMQeuSzUSgeisUcz4z1Exx+1e1tPIUlzXkpBpl48epQB7hWih5UnwqFAuLP4cW4y2ilpiT1jl18tYVMMteLSBhtAg79uqwnEahWVKxfMH0yAMuVT74oas3XMTx7V3xWFry3B94aMGSBbfoBn90n094lRE8cZykoiuCj/a3dj51qxH8cvIDWxkrD3Dh2RRNfld+8JRWnsKk1SiJX7QFt/F4lE5aj3B8wls4giEtXKUHi+Nf32Yv5bm+vtry7fLQrXsw5QMumPvbKTITI2uiX0ECtjQWrk9GaVmCUnI1nQbEAu52ZUOUj/LOh/6V92LSKuN0uv3PBkEaih/5Aw8n20gvrXcdakKZO4nn8W4qXBpXGxamoqhnp7LOmKRsk8PI+ORIVqNwb9+5Obz91k+aYjl//nx22dwbVo7mFtEcC7axmVUmSefuJ7K+GUWoLqFD0aPKN/7dDIdR2cXl4FlRYw6kAAAgAElEQVRy5jen69vKE17gR/d/1kMSVmUsfhUP+Auvx3fFLZg2jMAP7nDCGxs86AbwWl0Mffp1HX0ewI4cE8QsxQMHHqXeHU2DGn4G5Uhd0y93+pxk+12rNZQF/7yjNv7JLvh1ASVwEFXwsm4U1K6NIkIncfKMhufHiQ9Ga/1SOVXYIqg3ZCkA8BFeOmk8XBtTiPVx4FDOyssYy41YlwbXjUOyKqe0aNJFQLRkmOsAVg7BVSxPDQ3ID2wVTLhHenGqUgqHD6KqtLYFYhp/DOSkEUcZ+CtjCSGTnruWtWwYJo6GxAC7Q0HnYw11pdfpA1ZjWvKgkGtsEM6bqShOw5kJDRxeUCfm+N63cqClE7+2LsIBLpQoxWOJEevGEicTQywFlo4dTvdyekw1Osqi/PDiikfoCRY6UMQaCb/5l6IRl18pY/n7poTRt2B5oxUeyw8MdNVYeiuvcPTw+O0RBp50YMsXb/AC/iUz4lR8ecnDMhCNu9/kFq3EV6ZW1tCD7KBRyQMY4tjH6+I5x+2xvFl4TjrXy7E7aTOnchet5Oep7/Yjf5xRYJ0t2ODOZWfJTMbLa0dH6vSwMZWF+bFZtyfSOMc6cwUFuTfcf/fOjWH9wd3stNkcrl25PLwTJbn64F52QcX2THZogwb2MaOnbcLKBX80LJzIO/7AgT+HXsLR1FO0a4H545s/WPIBg59vD5pywsqfX8EvvxYpf+RVaStPaTnp+PmGJ9zAaTvD4BejxrpkO6WcIvQoa4g3owfQyb3hTkBSfvWoZLTtFsx4pPFlVhS6wEE5+u9f1MQ1tPKHHvpFT9SdSleKDPCnFsiIAY1wsZAoxoZAJjWkIS7WPSGKAhNKhe6DqR1JRIQsf/E4fkV03xaLWyCukt+6e6dV1M0InD3K4ra0I8YgEhO/pQ884xxwr8oNL/jKC65PGZF0VWn4d2HrVi585SOd+MVk+WJsK2vSFLPlJ74KCZYnqLZyqtxgS8uP6+Fdwar0jZ5j+YFbeXmrbKWM5E8RUS7ieYQTNniIDz+On/zhJg1/4b7hoFyFm/jjfnACF0xw5C9c/lVuaTj+6OQR11YvlZkqahegjb6nEuZhpWpUnFIDLnlAB3nJF45gVtl8U6r8KAcO3lzRwG/pxXMStrKBDV/5+VZu6TQYuv9VdnEc9OowZlsnNWrwZtGklcl/vZh0OSPnQT94qGjPKlF911sZ5Ac3vx04kszb416e2Z1sc8ww1sxkxlmzjTd3VqR7m9/Zbrc3kW2/2Yq5NJ9eTq4SoCxN09vq+iTd3sO2YiZ/+MgD7cixYQT+8ms8GPEEDUoOxMfTSteVRrem0ZYr3opDXvAU3TzjYcUfacD3cAWnfeQPOB7h3hwcwfaNt8VvuArDD8aPOCZVdcFJ0/Wbd4ebN+6me21ffob2MovPH9/hZ9hLQ3ooW3cZVM7ZdCGZfBr+rq0Y4QCPf6zTwE4rKAJyhTghxgyE2tFNSJyWIavJUhaESvxCAgwFVpk9LL22dTDxOrEJ2TMidr/ewlGOThV5kDFRi3sXl/Y1PBodMk4SmUlLH4KHwLo2xuaMgxqTQXC4WwLhN4KzJODuYNDGgPjBryoaZrCYKRQtkjKzgik9lbLiwbfBH3Wblc+3dFXO5557brh2+Vor4579s+rHqFK1cav4lSARWOVWifn53ZkdWqacE7E+iO52GO66g/adN17IUznR2/c4THtyLQdhKZndBdcCXovajQ8SMPlUGuXyGyzl8UYD5V7KHls0sKSJoKOVt/jiElA0Fd+7KeXVfrAuOOI1AUWIVpqh0XYtMmFoQnqTbXBEDw4MtJUPP7wj/IVTO94qsK2K4OQhb+PcaAlfVrb4+OrAZXiDKXwmFor8HIxsvJWVQmmfzH5t+4N1hddz4vZceLDjPMIMH8UzadLQR44zytzylK+ncKj3k3R5m8wEv74vWdc6Q1CjOjUf/LYXM+wTazVVJ3EjQ8qTMbu9WKrLGaufzj0xQXhYy7j5sSO54yY0WI08LkeBzuzPcNCdBxljJD/kqa/fJA/2JhefqtFCG/j4LpnDu5Jr/JFGPHTx+2lZUj7xio/Sebgmq3njc7ni+fg3eOVfNGv0T/nwRZg4cINjWtKGi3rtrND9Wc5zL/d337h2PbIwn8M9zkQeKMI0zs5LGMGHj/vCjx45Oazfv910wMUPLw8vvvCJ+Hf4E1lo3tq3QvAf+c5uvK5EqkC+CXMJBCKx2NrMdAqZUjZE9ewcvokAhFOBVWDjdYSwGEB4EQS8jxNdHMfSg60byjI9efJkZsNzik66PS3vtO7RGw2e/OTjYZ6rYPJUUeBgnBATVJASBnRBWN+FEwHzTTEqqzFNlZOTXpgHzhjrLa0uO5woYvkqp7EzlkkJBhji6Hrzkx4NxOfAQGP+6MLBr5zfBBWOyiFvFpOuNVdp/AYf/uKKx8GzcFUm8IRVuDh+SysdXOALjnRw5Ye20vIXl/MWB+7eaERJu8jJKS+UBKXWB0diucYiksaSFnErLRrIx5uTT+EJJ7/lgad+i4sW8OK8KVLprZ3V2PGrR3lK2WqAHUxiPBsu4WTebt2bbxNcAd8m2xTRhIFDTpqVGKGryYhe0zT0ZEID0N9+ywtP4Iiuxutnwz8HOqDH0vyBHLQxPfz02trw7beuDj9659pw/VbOWI3uOXXcYQ25vC4TfeuZYLl969qwku70DAMg9HIwRDuyLjiiHxmSF6uXv/KiD1fyWt9Fa3QkT/goTDwOLfz2VgZhJQfFA98eblyGSpakHXe+x/3AL3zggUbw4lff0tMl/A4fUg/3Ddeu3houX7kWnoeemXjcv2J8ug/XSEcWGCoPH9q7noNgMixlU8E777zTdIH6qEH5h7nOVzz92U/kDREQXubop9Ifmuu7SBAD8vnb8kMABd/Lu4jmeCIV6l7WakH+2LHjTak6mEIccAOiOXmNExiTKYD7OTXE+sf5CL0lDiqAnQTG2FhI4G4FltlOu2wIMsa79e/evTsdeP6CRXEhoHw5OFfr6Pe+zLASAgxTbpWF8CmDR17F2CZoyU+Z4QovCtnDz17T+VhvBFA3zWlA0n7kiRKh1MGVrzzlBz+0YNlElNq7IZzu4XRgGptcyxq4Rn/xIlweZWjpRsJW33CHE7joXHkqJz9586/4flMyW7GkCh7lT+GwSOEpDUUhjfJ7VyMlfS9DLx8Y8/Ndaffyd6VFiWkAKbxG9xFcI+rwlQ/Y0gsHU+PFKdPaw37orpOHfLdDYBNXGmmLX745vFAuY3fCNx9pWKNcYqlYf4keTdlk9nwyysbqDuOPU8vhfXgYdaBSRHCi1A0a8kl+9dR3C8ifnSg58J2ws7KSFRCBt5EdMbvpShsG+rNvvzZcTOP+VsbYXCtwKjL9qczIvvziweH5F48Ny7lRcCGV+l5mrs3wp3nNqT9322lOh/YfGPYe9q258rcKQJkYFV1+e4OGL/jhISN4JNxvb2nVAeHl+KE/+hX98U08Dh/A5T7+ls7DScMVPO/6rt/Se+BTfsqhHi2sdOPE3nsTXZa3PVhbjyzkDM3lg6lzB1tasmlSp66l2BoZS4upP5Tr6t0Ph7feemd47733hld+5VdGeHUcG0L/6D9pjArpElhCduLksSbYKoxZa0RUyEacMGgzhdXd5U/4EVQhMEQaXSoCj1lmEWnoIlA7KiqElFZe1q4ZQ7MK30TN4WNbzWpiWhuvlFraViGzXMFvS2JKKOTpbhwC2Scy+voy5SqhgIt9nL7FURbxvVUYDwXYK2GfeS6mzo7KLox1omsHF/hfuXJlOBIhV06wbRursjIVtPYsGXkVvpUfnMAkpFwJnXwrb3QRTxyPshNKv8HRKKQuBx8Web+P2G8Cd39k7TaeRaClgwO6FG3Q/96te608RWN5g4+fvWJ1BQkPMOTr7RvsJ8mLk75kybuF5a2bDY74ZGX91s0Gw0QdZTjdxgz7LCp8pEMvvQL5wEeFciwbOA128pKfxlCZgm5L57dGkpJ0KrU7qJ/sdMVhKQq+Nbya1dAt/oOHsuwmS4QOHVoe7uSqVvB1/bai7Bx0srjQzwlthfwZf8jBbrp98xn3VOm/862/G779zW+lkX+QMcYc7nD0c8NeZqqnLnx6OD57YJi4eGn44d9/a/j7b/118hyGk8+dGJ6/8Mnh3Z+8PzxOeQ6lwm+tbg2nTp1q149sXOv1D6MNPRVd0Yb8+PYbHt54Rx7RTFnQUh0RjxMHndASDcXj/OaEe6T1lMMH/uUqnJ8wjl/h55s/mnvDT757GdLgSknO5YplYZmEaJPEli+BqT7aymxYRRnAIUPKLP7EBMNOnbDEzlkSS60+Op39hRdfTF7paifflKLl90/5M3Xs8PK/3U5mQDlheD1KjiXBhLUjZTetZIyJrAWLYkhBHJK7F9N3KpbOckzdI8dPDh9kLOBh1gg699AdzvbeqhAqVA6zC+FUXEQ05sMS8j0xPPf8+QjynVihZiRZU5PNogy1UimMk0Yx76R1i6I1/jCfNYQu9FpKq38sivzqzcux4FJJU1Gdom78TTmyrik49IpsCUi/mzlCFKIdPnSknWh0N2dcLoawW9uuG7DNzqRCV3JtzDMKjsm+ZAwt9Dl99nRj1N1Uehe9b0WozL5lAWlr9c0qW3LAspS3oYN9izmxKOV8lJlmOw0IUNtBZPwqFoV1do/TTUUvlg/nXMeIXSyLzLibaW0aAA1j1ZhYSBiBpghZ8TE9cu6eckRo0oBNZRxtLesoPUmQsdk+jqjiqBgEljBrLAjqgyyvUH9sDLCDqXZBUVgqvZabv0vhzQbj6WZo1WCHNvjG36J3ZzpaIqbhm0/YZhq5h+EJfK1SmIEvPidDS3Ks3XMXu4pN8FUAuMGzKrWrZ8ml02OczGS8W29nNvJw485NpzhmHS94OW8gVslyzshcX7s73LpxJTPNw3DmjFP1s7Ywwx8Hc4MmK+3wweXEyxhs7qqemsvhJdkf/ShnFt7JgmSV81CWmszmnENnej4Jj5+7cCE4ZYgkNA6zsq4yXd7gsRu53kqjtGRVQqzUP//f/nj46v/+x8Pta/eSTy5Cy5Db+r6Dw8u5emDx3u1h4spbw3Dzg2H7/q1hKUuzHt/ZGq5cXh/eefN68k5vY8tGipwlmh1g+6xdzbrHW3dyr8vtu7k/5k7wzd1LkVl1ifW6R+mn3GhaSkg9QK9QPDKX9bcxIGrYBb/h3OgbOjNo9kV2Jsl6LOLd1MsDoe1cZvzXs2EjzE05a8ioTzp2heTkJJZ8lJRZ+lh/85GT3dAiUt1OwSJ36oEJML+tAnictZXtxoLQ0hrojeA/F2PCVdXi0DMpUOpAhisynr4dfNe37w4HD6dxSdCBdLuP5ZI+d8bfTj3cy1zFVBo4ywIvXbwZfXR8+L0v/WHg5fStlOlJ7uaOwCSlonTjY/zdlb4alfAWq7/ru72DVDuZXDgtLxFCmvElrE3zq0FxCGsWkMBjiIciVJHErcpHuMFQyQi9Q3NL6MVjXbGAinFaOZVEWIzWBl96acVzwjChMAv5ON0RsPhL1074yeGgXLMSIhRwhht8wJ1KZVIu8OHkDT5rQ5xIffzENeZoDK4vJ9I1gyMYrBNwWXa+Pbpv/Dg0abACr7XaWRtnkTs/9GkHr4Yu0rH0EiBV4vYdP5aasNzQsxSFbi5HOVKm8JbfTH4rK1jwOXykW1zC4dFwS/mUWRlNYMGDciuLAv2El1UIHld8FcaBCR444niEgdcUX/BpFSDxOEsx0FYDi9YqIZzrAR//WAS2fxb9TLCgNZjK5C0uR56koSS9DckIA1vXdiLjjQ6VdX1AP1w1tE1Fc2DyXBpt8cRfWswlYlF6h0Nn38rO2gNvwwLm5LOUoZfo+fZ7LuOEEfdU0j7hgC/S6OY1/KMAdLUPZmZ6PQrwz/7Prw7fePVvg5OuaMLC5umkOXj/+nDlm3+pJK1cs7EIJyK7m+nuLyd8NydrI3fQbxOi4iEn6+mtn74zXM4dL+iB7qhsXB4f0Vm3W4M0Iv9TOqMb3uGTB74e5d5OwwUeh/7CwfYbf3tj2nUBf3HB4hK1xReXBceVPIhT8fiNO3m0xPEcjyeO3gC519CY8GoyZtnWCC8z3k2OAtMbPufOn8nBvneHd3M82r6jvdeLbuqQve8HDy4M584ejYLPGGxH8yluDZcRcg3foPbL3HS12N4SQcIYkt+6PISdcPBXbxHAmA2iE+yr6dIIw4AimIKqXE2oIwh+szZ8+y0dwiAQ2PIGby5jDn6DgxEE084PBJB2c2syLd1Km7XUVSMoc2kp5N+EJgu64cFKYmnww3QOLJVdXH4l9L7l5w1vuMGhVYikV5lVYrDkKZ5HOcCo306VZhFu5Qj6rZQV/cCTrjPc6oE+obQQq0z5njx51GBoMQnAYiwIrtbnNaFOZWoVJ8w0TmN3FHwpXxYd2HApmjc6BB6Hpuhc9Cwhw1NlbA3NqOy+5adMRQ+wlU9Z5OEpIRO/l6FfOCUv8DVcLHL0I0eTIyVdOMgDL62/lZ7lAR/5kgc4yY+Tt3SenZEMziUfa+nwECzWy0roNmMJT35b1H8w41jHsjQEvhorWxMnMwHQj8vLhE94NZdZZbuPJrOGcXsr543GAl2MVbk02vEz98Qp95HhyJEF4kUHk1EWipuUWYi8Tj/M3dhfe3V46VxuLPzKvxhe/dq30quK8kocmy/2P14bNtfvDQeOZvLBjpzgODOXQz7SS4uNnd5ZCpry0YBoite6mXbMXLx8aXgcWuA7muDtNIst8oUP/Bo/OrkaPWZGWqFo582hofjkhJ906Mev4AgjV8bphTd8Ele49AUT30Lsp3CFceL7Xd8F13c3ZbqSBEcYR7FptBeanPTNHK6CbTISHCZyhLqTyCZTrts3b0SeV4YXP/mprI89Orx/8cMWj6xZK3sva05fe+211P/Z4cTxL4Y/fXhGPo1OeVe+9S3sl7npKhChgzzkEIvAEtwD2QLkGyKOQm+CHeQJtvg1XsBfRSkkGkPDBFvR2s6UMNjEhiUyrjZwB86dXGYOWc84cRFbnmAtxvRX+R5keQReHFg50lqcxxkcb4KVllllKMJLAx6FCP9bISxYZT1VOeErnTC/5QlnStJsN4vGpMP+tFRk90G6PY6kcjgvGbGLQ2v6JC1Hg5FuowH41NrWxQAPzfpsaLGhC7dFsCy8otlO6KZrCncKUjpd7tqppGyUSmtIUi5vaY3Zohu8lasc4ecvjt8cWsCzviu+eEW7SlP0KDgVDj+/OXF8P2mVUg+h7/2VBmy9EcMYK4f6aewtbuJz9RuNZiLIFCO4yq0sZBAP+ZkQKT6xHFVi5RCua4wvi5FLax73qWxZ1oM+rErj2sbUH2X5zFp2rzzKt0p56GjGLdui7PRWFsP73Lc+H6tjO0MEaCAfSlDPqVXW+MFB2RgK8PXblRaXf/Lj4fmTJ9INPDf8+TtXhoe55mR+X/YZhy4uPZsPHlOZHNtO3rb2rmSr76EjJ1KG3YyhXYu8xIpN45riNMdAMxPPClrPxN1susN2UKGFoaH5LJFrcpCGYastCTJ080zRFV/ERyP09PBHN/7orn8pvHjKT5hy7sW69S3+/NSzFQjigzMuM/x8F099ezh+FW6Yqfxa/qNwv/F0eyUTphkakKcrLMhQm0DbSu8sdX0iitO609s3rmfO5GQbOtm/3zIwvdL5bNfMetNY//ceXM8JSm8P/+IrvxMdNZthlGcyJ/9x3Pq3v7/YtdsSq+CiNkFIISGPuDs7Zu1WGgEVWiGMLVEmBK6IUwQBS1oPoj8Js1mkdzJ7pxLsz9ovFdZvDyHkEGr3SR84n4lwIRIY586cDpzt4dLlD8e6vX3PMGFhPRRj4F7wMI6iNIBP4futPISAA78LUu8yS4uRjpxyz+/Bg7k6Ii0YXClpMMpVWaWfCWM4uCq7fIxdCXPnrz3ZLpDX5eb6spI0EqHLfNbHybdvnUNzQtwNC43Ixka6t0Gvjd+lPPnfxoimpvrYHZNGeZQFX8BSbm+ulI0wDs/grjzeGrqHsbw6HXqF4V+8Q19PVTKyX/TjLx1lL3+3amo0+Ld7idJdZIEXb+oND78rH28NUuFcYfw57yZzaWDFeZwxb91MZVG+/bkHhfWFT5986aXgM5vdGRcDE78mMzYZZZ37Yuw+WkuvRFnWMp63RiHHQnzlMxeGhVSmvWg/55zKwwaOqXTVc5XM8CDdXUtU+NspQ04t8cHnd996e5iOAn7+hU8Pf/3X3xq+/4M3Ml5+OA1nDmFIxbXXf2dKo5kDTjJG/JU/+OfDFz//hYyH7k+3fRj++P/+0+G1N344TOUOpOmsdU3TF0UYa92YfBT2TKxd+5rR1CYKYZ7pdhMg3kXxtdUXnUZohf8cHvqNnvik3MVn4eJWfG/xxVVOD4fXCxNkpocJB1N88KQpGOL7LU65CmtpQjvf7RnlJX0ZW3CbyXrSVk+znEfe+L7xMENvGVKZCX9aw5fe04PVu7lTKbvNYvW3pYOpd1vhqW74/tW+MsMcw9paRman+42YhdM/5t1mtxGFwEFMIaugCsdSPHPmTPNby2xdE9jEpRCESYdg/BWUGycWmBcuXAhBd9tso+4fwji1Q+Wyf5ZDMPtS5Q1WPWdPHmktxEIG/vdFYLTwq1lZb1A4vZWnSkF8kxjw4eAkn7qXmD9FB0flKlwrP+HKpBJQ/iYHrNmMxnuqIMEzASNtMVwaExby297OkEEE2uVoymaMpS/wDm1T/rl5lle3EKVrFS/l7r9H1kqK1RRtunquvoUffI3lFt7EsPtNNyu9BBwN/EZz5Sk+ogec+cFT+eSt8olbwgqm3x7l62Xry4mEWQhd9JOWH9PKygFwKSpwW5c5zMHr6PkWT1xPwaRIOHlJy0kvnF/R2MQVXPQEPA5G3g1t9ua7pUN5UPqPrlxuXWP5m+HU2Clv5tWCTyzQzXQlWfkZ/FuPYtnKUMBuuujL+2aygPvIsLyYBiHW+nQmDfBtLoeAtEu2kgZ+cMLTvdDxcCZ27qUX9Gdf/dNh4dHq8B/+6ju5+OpOYGe8NAp3/WGOgkv5HayxmkNQDsfiOZZLuz7/0qnhhaOzw50b14bjh04OX8j3t3/4nbR1hguy2iM0Xc/khknBDHpkotIJ9WkIg0OXvW51zWZBeXW5O686fxtvYnmjId6jm0k37ik/M9HptwkcTrx6pCseCsMvYT2PZ1ah9KUrhFV6/n578+cMvYBT/OQnvPtFzhIffRlM7dKu8O/JTIdPjtJeNH7ALdCbdf8o6yMPZDLn4KGV4da1B1GUOdIxvDl6ONfYZpPAvn192Mii8ujm5uA17p5998Z4POzjv9sBF+U5XsAiEGIQQtakUVCCohI3Ezlhxl1UzkrblFUASo9QugJuETyYyY+dxNcabGVGV3dZd2YnW7QQQPzJkZK02wTh5H35yqW2a8OSCPEeZF8rfFQYcaYj6PzlpUKxMMBCdH7Hjh5p3TJx4UzYuErjmgWu3fyWt+PHVnPupNk1Zb6TLrdLyxzTxpnN1B3aykSPGWZwZzJmBFcPRf7oIYs0Y4w5L5NwhHBNeRAOs+AUDIUTKjXaGbSHj3LtZgxSN5Llyc/MvLc0FGW7KyTjQQ434K+cPY9nQq38wvAEDSgL7+JRE77EgY/ycCqHPDjxPD3/KOuUUR4EvvmPxhPRUhg4hhAoRfmQgaYscyDIkAMdhHukbXyW90hm+UkDvsfviu9bOMut0ywz5GQDPUaW5UQsLrMtlvu4Nc8WxOtZZuS0cnCmghcLNzZSGir5p1FL99Yp+xsp+tsfXm3rUd126eQm+ezLmOaB41lhECtGOQovZXVL42pWY/zNX/3V8PqPfjTMBubMTI6SWzw43MxJS8Nuuts5JWk1M9hHD+/LjpELw+6GZTjrWZaVDROzLw4Hj+/P6Ty3hjc/eKspgFT9pIuMuAUxeDV5Cz6zUdQ7E/2waLP6xsfXM+a9kMlKQzHjNFRWtNMDwW+88+3BD3RHS853uyMqfsUr/iU3ykuWweBa/BEvxAFTHPz35gp2+8gfcfgVv33Dkat3y2c0VMCAYamrM04pqvTo33qcaTDAMnzVjJjHh4ZPnD83PHzwbuuJWKPqNPdjoe0f/dE/a/nI/+N4ffy7Rfwlf6YJRVXwQn78LdyYoq4TxURBOjHFeB2kmf/Si4eoCl4EAQcz7Lg4EQ3PMnNaMmXViWf8s1d2afYCRyEsE0Ic8K5fv9pP3clRXvZv2gNs25wK2ZRVrsBUwTFSa8JJZ2kNv410x+BWY6fKIC9xhMOluqHw5S+cIuGvUfDYwtZx61a3cnMY6LrYJyMhgLf04GoQML/RIRVBd37C7OaIeQ5SoPhiLLTyOmXoUSxlfsZj0HojlgWcCL5nO0JV+E9P9wkvuKrAaIoW8PbARRmbZZp35Ss9f7gtZIwLfDQCH/86b7qiFUfcroz7HnjxwVJJ8F78gkGAHXvlu8Hf1yuSPD0lW414+SMefzQWphxwAR8uygO+6i0v/vCUt3LduHur4eZ4vX25TndfrradS2Ozvbee3kZWF8S/bdmMgsnpbfFPLyUTNTuZYJraiF+UFzzzK01Wl4sLz70wnHnupYwPR7nAMWnlJ9/FDAV9/7XvDX/yJ3+SsCiB+ZUc1ZUx4UzOuHKZ9ZjCDEccV5cjB9c2M1Zqou7J6vDVv/7u8PXvvz4sZ/gpJ3kNP3j9p03ZV7mn5nrd6dcK56bA0GEyh2Ksp84U3dDHEp3iATqiCSeO3/iOZkVXtPXNFR8MIfAr/klbYU15hdZoz1WdbnwY5SWub0sDy38cD/AKHzDq2+9yLTwWgrKQMbKjLixlzW+jdfi7md6UjSYroWEb80/+DKV79w4ML770wvDuwtXBiUmf/dVXhj/9k/+rlf/ll19Oo025ZjXMyJIu3Cpvb35dbY/7/n9/T7PyUmLn/d0AACAASURBVIJ0abNfdDvrBa3bQ9BUxkaAZqlNZm/ktXRLjsbE3Z/9ylcyxnizjREaNDMIjmgUIgZiykYGmQmxDf926FjcrAu7HaV4P7tpdENV7u0I0sOMJ+iGgtFPXR4ROGI4ObU0XLt+N92fLALPDOWj9N8Mej+OomzCEAJbd9fWKGbwPrnlWKmHadn7WNqQRadqmDuv93LHsvVl8KrK/yjln11kxkcobCXTtclYB1N+dS0LrcO1mbTqrXsTQIS0Vd5UGoy19ER5J9J9mZ1VPl2zvqVOt2sjA8csUpbpTpSgu3n2xfpxl3E7xzPwFqO4V4OXmdMhM6yWPWAgRTcfvhAYDUKKGYlNF8YqgLx3Mp7YxgRZwzErWEf7cioQJWPt2kziTcXqePyoW8Ysj0ePM6OaoQtKXDfuqDNDA9+xcyokHvhtcW4gti5o1FXg2DubnUIRWnvdl8Jn+54nwnPOuDOrnBJfzl7bu7G2pjOW1LaXJj+8Uina0WKRLzLGz3YyC4bXM3SzE/6QlyfB41Fkg9vLOYkHszYO/Ju37wwzmVQ4ceZswjeHy7EeVx84tShyFDpP7GaIIconqmU4ENqhw83cGd8qg7wjy+0EqdB2Kt3OzbUo3ayfdLslK54ls5NGd3nlaE5+Sb7pPNx5lPM4s1PmSMo1HUPhuz98Y/h3/+5/Cf1ideY8w52sbbSFcIiyHaYeZQ1mrjxdzJKxrA+eCF2fPHGgbKzhLGpfy+6f6+kephMeXsdinTgUxRqrLnViJnzfC8+epOeQXmJa3xx4nInA+9HsG1HqLKipyHAM42Er47+z6W1EzQ+bsaINAeil7WZGfi5wpkytO0gjcCZjWTf5FC8qwXDDbspCORhrxFd7wK0YaGuTQ5sUJEomdSnxdnKkmyVNu5lltmWQVY5W+Kcu6BHZMKIRjYEeHGLB599EaO1cyUg5JsY/Shg/gY9rskDPNEwobJZxdm+lJyXVvjTedoOtpaxk8uba/eHs8umW1sT6XNaZHj9wMnC/ORzan4OIXYaWMzxfeiH3py8lp9B3aiYTXjlcpLuuDj+qLNMDMh4TV0q83uW3Ff003a5rjQ8lEAl++qhQiGo3i0FQFQlhKAgZ0f4IE7sHvPYtXFghonATKl0YuHDIYax9nIw/JQVGaNdhj5by6G5UPiY+VCTHYXGUkjFGg7UYZZ+4w3Exi2OpNRwCkxKo8U/n0REU+VVXUz7w4gdfFWqKkkqZqwU1odCWj6Rc0sNbPEoWHXql7wTWJQSLs9ayXcK0k65mhFWeFFjLo5W5t/hg84NHU7ijMPlw8jR7Vzg2ekaQ5OvQ0rICiu7ChbF6+Am3N5iSVsaN0Qy6MI9ufRf0Po5bZZIfOPDmJy7egVuz9aX0KFoKDHyWwBbLIrwUrmyphq1s4JEXZSorsPLmp7JpFOyiUOnhrnvPbzmNCJz8NmOsnOTHU3yBnzjSgYv+8nNwrm/+Kq8ZT6dO4TGcptpqiy7XxhmNSyqPMit7xk6G5ZTtVGj1jb/52vDtv/iL7Ii5n8NwM+4Vdj+McnTakcXfs1FES5ENy1nUHjCWUpHmo/Vmorh25zOZmIZ+N7Pn28FtOkpkA8+iXXajrBx2vRGF8jj1bSsW6fxm6kLyhWfjbbNrUw/yzQ9919NQptK2b2t9KTGGBiMEbcqJX67VzzFl9RR+4jQ6jeBXfG9plEfckhN+8PLt8bviSCNuPQ3/fLe8x+CFZE/T6+UtRzniJdwfpw57w0ldJI/4Ji/fdr+R4Vu3bgx/r8eQxvzcuTNp5LLrLhNqURdt8g0ula/fXH3D76nLz2iv9o+fsLShw7QMy4NnJS4/b4hCHAH8FoeioIgmm5XQld84gcbhSCu+QlIGiMFaEj/tX2O2SvV0HCnCLgxh7baxmBtBrFPU7UcgvylB6+MIR1MkwbW90wJqndvsapSTXURg2f8rrV0cBEyjUAqlVfooWenhCs/eYvb95WijsmGSNH6D6WhvioNQtkXpsUo6rSLMsVJTLRudpmb6Imu7gVQKzuC5bXkq81YU5gRrMfwwmN3yi5+dKnBrWeWPbrhxyc0oE5NBUxmol1+Dl7QEipMGryZjCffffSuj8vn2oM+jdBXxCr258d/wmk+3Ba2K55QP3Dh5sXDBeZC9+5uxxFzZ6ySjqalYxhlb2gwdqwJJU3Dkj6cOn9genWbTK2gfQ92ORYHOGkXLe1iOeOLke3hZFM2BDfemkNMg7O3Z5GCYZKoNEy3syyRMGnqPDQA7UeJ6SLOZsJHOrKl7Yiw1YnkdP3ZkeC47ZFg2UQHDXBTZSnC9+8F7w/adW8OXf+Nzw7HsfPn+99+I/Mg33fDghD8ah5WMI7YzPkMDcjnHwg+5NrP7Yyu9ms0ow93dVPZYmkczm3s7Fu1aFF0GLaJkswsqokFRouv+NG7r4SE+Fg2927mLoQVZLOXjrX5VXUU73ylE41fFa0Qb+wNvzptlaZILj1p5Ur7iNbmpOokP/Pt3nyyEFz+PvIRVWt+ecuD3R33t9Vx89a4aL3moY/LFbw2ib7JmLawxaDy3XnIuMnTx3fcj05P5PhbYZD5DQOFbTPOWbeEiX66+x/HiX+F+cxOpgxn964XZC1Nd7+khII24KZdEBForriCrOVZqI0gX0XqF6xYkoDKXRlxvSLRJn4RRbArclFcUBYtwIjsWxDWjSCibQRupMkAfIyQthTP1+l0nCAUPD4JReK484NqZgaQ8UNCBAtWNM4ECB5YjwcErDPXoAmcRWyuL72itwO6X1WsAuJ62MxCecJE3h0lbxgwzI+o3AbWsZDlHPom7t5dubrruXcj7eCdBQHNOHLAIhN9o2RTBiOZwEo7Wtv+J46FMhPmNxsIpyvJHY9/8WbjiKg/Y5S+dx6GzJoG0wpMRWDCVuS1fsYQlS8B8e9CvTRiMeIwW7eqMlOfug77Q3uLrx7Y6xo+Cnw08+Ghw8E0lUE64Vj5oZ6zvQWDA0RUOGlJxWWjirmaHxXZkM0hmrLCPg7L6bEnrLjhGSVsys5xDVuBv6Y1rLsA0rmjceJvFsZsDMBIPPncyybOWfPvhCTm34MSJ1nPRwKHftGO3ck3F9bs3h5fOnR7OnD43XE6F3NyKBRn5mdWtTmnxdC5dvP2xhI4cPp48MoseeTXcQqFnQXIOvUhdSoOwFHq/kKGrzxw9Nbx5b314/+r14V6GHabmdamzOyoN0ZBu7qHgfDuHqLhO2bKgPb2S0EJ5jJfOZlE6HnjQklJEa7TDK/5BrIUJb98hFr7zr29hnDdaCxfmXWFoQTbIkofr8tcb/OYx+iPteH6+K6+CXd9glUz6XV15MkFOSnbg5XfJOtqa6/j1M5/NMN7+4fV0x/dFbvBU3oyHrQxTOOZx3Cn6uGNwlCvc6tvbqVY5cSwzlrR5qknbWRAtpevtW5dbQkqNopM5xeRRoGrJ+I8TDvE4/lxZkSoqhYGZCFDEw3RrIeXVerxJA4StiLWwWxrh3vA5e/ZsS28ShwUnzD068FDugzl4AmGdKAIoK8LC4v2xSp1ZaecDS5KTVjp4w1U6ZfSNKaWo5OsbvtL4HSCNyZSw8bV2vWysALSxnVDlY1m0PGLdUqidPqwQu5HkS4H3/bC64GBKx59gwE1eHjRtyjjKc5x+fhM2sIUrg28PmjVFkfRgCRPfb5VJmDic9MrrW7iGrMIKB/4cmZjNWJAtg3Bdym4IFhBlprz29nqP5yWN/Ah54evUbYPs4h49drhN8LmSIRLU8r53t6+xlSfcPMa54MVqcH0omLrn6G7Q3tswzclYGsb2jAHbCw+m/fQUbFsfGblTZnHSKUm7TN1lPC1K1sqJvcWMx9/OQSZZgH7m9Onhhzm84vvf/laGjsP33OFi88Bkyj8TmDMu30rlXIjCX4mMLceq1ogsRqYWsxd8JRbPQoaHDgaNc7mz6fmMq70ydWD4VE7dOpkex0yWLU1kVp5bT0/rShZO38q+bWVTnhC38cQ99HjgIWPkxUN2LH3yxgc84dCf3Hj8HvdTd6QFx6PKevh7qg53We9DXvzQDL/UY2F+lx/44/lVnuJ4Ch9vZaAQpcVP9a7qW8EshUmuyY03+N5wdq3uXNuVNJFTgN4PzMhfyhS2tF6bnlvrvYUe9bveE+FXPQ5r+fhjbDMNnCUOCMdK6oQpovuGCE0NYVreN6Y5/JPA382hq745Bf04ofZHsSCG2WUE8RshDh8+Oji09uqtq1Euad3TIs+G2PJGAPm5awQTrKlUsTEDDgRGF1wF3g4+XC9DmEP3RXilM0ZGMUtn98XebsaXsn9Xa9PL0i2yzujRPRtRGs0CaBWwMx4M5WpKIQyFSzFbRe9jkH2M0IZ9YSZNMNeA+Fzw3Yuys0NmLpYnBQgnjZLGSLwGz8RI/NJ7zyB0utCpeAayKXhDBSFexhVz5FYUykYURcsn4kCo0JaChw/6wbFaVb85tKd0u3BVA8EvC7QDwzl8LEWTW+KAI/5irLmCrbtNmNFPo/Ek5VAeByOooNYWKtuBAwdjmKd0edCXjMDRu+QID0OqhGccMMeCUW6sIArtyZNcHJbxps3QXvw0SSRjtPfYRF0s+ihHB5w4y3JuOWOW5CX6wuk7yrovvYJpWzljCLi4Ch/dtMnCtNaOBW38kUJT2R7cizxFkbKqdc9N9Nkl86PXXx+e3Lw3/Ojmg+G7X/u7YS4N25mku76aU5pyqAaFlDUPyZPV/CiWX5bMLR8KfWLVpOzoi6Z2J03GwtyLItxaCx0Xt4YTwW8vdeFhquD1HB67ntUP7TCNdPNv37zT+DIZnk6NFAmL0lGBqqzDLIq2aM7hWzVqZCEjEI0WVffagRiJ542/5BqtyFLBqG9pxOHE8xv/xuNKU/HFE8bx84BRrsetrw5zKTxTr1hsYFuipX5rvB+N9I3fTS6SvzptktnkIflbfZAJ4gxx/NEf/WfDD177+vC1V785/MZv/cZwyKEYodO2yhTX8Ortw7Pv/AqKH3Fw/ohLHZxmBaRatsfMk9mvmDtRWlGY+Q1xSCJ+m6IfEZM/Bpk8cfglQe6M6K0XpDBJt5fSEQ4BhFLxPNY+bmR8hhK0PhG8YNDg+G3SwvIj+YLNT4WvRextEudWLJ3MGncG9i7hUpQgQZFvE4oILyZLC55ZdgP6NYsszAwdXC3LKcUKJpy94UuZKZP48FHGUh6PQwMtl3Ep4zrddcvXflONERra+SEfp4BTdmCUMBVM+VV5tzKbL93CfBdOv0spNoamISvnGzy88YADKX7gURT88EAZvMX7OMxxfJQZ/wmu+L45PKBgnmRk202NTozS5bbGD21Z7OKvRJAtF8NDMNDLW/4E/803f9wqiZ1Y8Lh48YPh5vUbrRE8c/ZU/KJ0oyJn5rNczJBQ8Fce1idnPakhA3CtKtjKNjZ8xkc83dx80E7VWcr22rU1DVqfgLKVjTUJh0fZbmqjBLjK2nmcbbO37w037t0ebvz4reHKzW8PhzYmhhdOnh9e+bXPDauh9Ws/+cnw+vr1lDMVSb0JrZ8YYknXz9FsLr96sJ5LvKJ4LeuxQ2o6vYq17QfDxZTrSPA/lGVck8s5DOVRZojvZQ9/6OjWRvv5NzJpNB1FzzWeRjOiG+VIBvg1CyrdcFcu72b2u/EzBkHjWXpWj3N7IIenaBfV9fSbTJBZ5c7fyC6LdBQ3tDZG2VYEJFy+0kvjt7rY5K/iJ4w/WOUPFjzRkxMeNJoTj3yUPNgKKl30WoOhHHQGR17wiR/DaOpw38UHl/tZvfDSi58Zjmf4YmF+//Djn3yvnZh0+Mj5FCSJIwOcn72c7fPpd29aul/9HY83mVsU2wEXVSiB449EEGSREHLKYy7CyikAxfGJFy9k7eL1JuBFRPCqQvld3fMirngGXrUguiMq3MPcBdKYmPiN+RFWyuS9Dy42xoBX6eWN8BcuXIil8azlRLSFheWWzqSAyjIZy47ytxjccV63Yy3MR0HtS+WdjsLUGIALHgVw926fRdufxakqreVGBAJuvks4MF98R4thAUtV90x5Kefd3d6N1f2em+uWJ3woUDAc06YcaGsJijK38eBYNMrh93QqtHzl5ZGuxYsfPokHJn+48BNeloS0hi/QTnp8wM+54Fx8bnklXtEeLYrWwlQ2fiUjhNrDopTXxUsfNlgB0SbeNAaGb+THOtvavN3GouEJFjjwVfZ2aHHwsXri4sWLTZ76JFiUXtaeKgcZg09LG1oqZ7OiIjNgwY1FIZx8Kp9j2ihL6Z2S084MiAzIl2L3tDJQauEv2XZdgC68/d9ow/q7fuXK8PZ77w2zd8On9e3ht1/+jeE3X3wlS3vmhndyp8qD7NW+v9Dx06WezhmGejS3790a7mdt41YmGHanc/5A8jVW/SSK07KgK1nec3M1h0Vn7d/ZfK8Hx5vb6WYmPDWnT8ygX4wg5UK7Lot9wgSvivfG3YVzaOE3vqATmd5IWTi0ak9TDylqYPhmRCivtN78Kj440+HheJh0+OHxe/wZT9+A5A8Y4nLCy1We0otDXrxNqnkrB3kVz6M8dtsJs+6UXNAbL71yLjbd7PAnf/zV4dqVt6P0LVe8Mfzar+dywf3Zlvx0CdBH8y98JtIYFF6VV71bHL2EFLfh7ZrNh3s5fipIzEVAvSeiXY7ErL2dPj+En4SZG45UTxfBrOTNbObflzutjyeOHTQPonTmEudRLDsN64mc3XgzfnY6GLSeCtOcCagLY33axauXhk/MXshlSIeyt1WXqrc8Jj7MUj3OGilrKCm6thYyzcxsLABHW93JgtLZm7lVLxaI+5/NeOkumv43OP84gsiaSO+mVQiD/QpPcG5mgfrjVKyFKKHtDMAb3D9/7kSEoQ8pmLG0ntOzsRWhSeXBpM2sH5ybjeTGejOwb+xpX5QpS8luie3gavjhSK6kaOdHpntICRJwa8wyb9nwspZRhUbj9ewnVnnDwggcRpqEedZSx7ZJfrr4vfGoOP1OnQxRRCEQYoIoL3ApaQ0Qv4ejda+bsdRVQLuDTHLJW4WemtElzVrF7Ce2w+Nx7uLeRrQInkM1JmP9sHoJswX66LCUHSnouB4r10EWGjNdYxW6NXixKPfCgybY0dIPojAa/TJ0sHm/z9TCU0XHV7ApGasODqbbvbSsx2CZR4YRgrUzLdtMZehIeaLnZqxwO2TmMnwi/erDfrisfDS8lKCKt5gJGuYSRTkRBSp8XqVNJVwKvplKHu6lGz3MLA/HXR2SvdZz6WZfz4TKpWuRybsZ5okFefjQseHA6ZPDTg7sePvK5eEHN94bdk7nzveJdNVzf7oDGDa3M/E0kR1h98PbDPEuLx5Jlz5nIsbKm8o+/b1csj2VeBPZD/1Wtite+8lb6Y4HH7hGVvXp7NnOOEJkL5sc0l2fnozyTG/LocM7O9nRk+74k1jP01m4bq3whKVCGe9czbIkV9a2crezApJnxAoPcd5SPD3EED387b0S/HLRloapGkvGJEW5G7hRoZF9+CbbVAMnLhmGIG8bMTg0SJPBfy2NjDE+v7cb/N6jaWeeWqcZw4C8cb0O9slaGytYkLYZV/7kyvDSo1wK2O9DSkPPLwpyKzJjiZCDLtKtGP7VV/5g2M6YorW3p86fHd6PklyJLpqIHpjPSUAmzyzVKsXfEBj9eerXGoXeMDSllXCGU7nJ0Gq6kCdonAoLYUBqDE6rT+C6ddCtlaqYuq/6/r4RTeutoAez+0ElBR9hOMJd+YgvH5VMBWMNyEca4w2E2e4a+MAFDG84aGX8ViEnU/nlVxYHuOtpZeTjt1N7pPVdT+p9yxtO8hFu6Qrrk+Wo0rMuWEVgz2Ypi/zgxsGBU16VXZl3ohQ8BhSFy1v8vNobzmCZTJCfsoLZlVXvuvOHTySzlVvZKT6PuNKI71EW+asUfpe/PNCzaEKxiQcW2PDyHuezsUGuKbjkUXiAkeap0YoffrWypdLjJXz4eTiVTrdI15sTV8OKDujkKZkSDpdk1srmm4V3OBNuGuTVjPcp18pKPwQELp60Ww0/5TaTPpdKA64wOHqjld/KXb/hwA+OHNj8Huqix8rbCN/nZw8Pp7PkaPXmneHyW+8Nj67fGqYz/jWVPfe619/94J3hxznM917GNR+kIm8mr7nIyEYU7XwsurmVbFJ4bJIp63GjoNYz0Li8mJ5Ahjkmoyw1Qnb2rIZ/a5FbCmImi8WfxNpZzHCA1QC65XtZ4Ly470CTw/XMht/KNtklhsuEOJHZrP4wKbaTRe4LS2koknYlO8vw43EMlOIzunBooLFx9Krf5YcG/dDkTtMWMPqDN+jl3fgUf2nrqTAwyq/eBae+613+3vw4sMHouPT8+OMNXlK0ZJV8t4Ob42dJ2Gc+86nhC1/4wvDqd747vP/B25Gdo+2Mibfe/W4aScNpOX3sjuGsng+YXOXbv375X/Fz6G5fZN2R7ADNNEPMDCPCE1pvroRRIQihikChqMgE8Pbtm22c0rifdCpTEalVGpkGNqfglgUVLPE5lYXSM/4wmW4pBQO/UgR+g9niR9javttUmqUICubZ3yq8GF0V2RpEThzhHIFaWc6+8uBCSZRLFokT5ZXWVxw4jAsLZUCZrq53nFuZskZvJxaQMkuzEKsADOUz/olG0hBeNFPRjfsoj/QsYW9pOHiKz6/GZv2u8ssDzeHmUU48wSOKG22NXxWscd6BAw/dLXgoP/54qgLAdzZCKj9lkIcw+4PJA/7Ar8Ii8i0vsMWT7lFoAQ74+AUHtIcr3FmS4qIZ+spf3MLVuaB2gihXuNHkIkzJkIl7bKKQRxVfOHhgwBMceMEFvCqDOPyqnBNRPtt2JaUxeZhxyYcZh7y1msnBKKDj04vD3ehUW9so0g+MfT+K1Rkrez5L08xkP7j6QcqYya/kt5DKuxctvsfqzy6b1fSuHkZBGpN00nkGBTK+lXHS4D8duu1mzNIlV3odmTILvpGz7PR5Ev+Z/H6U3tHtnAPwaGPUvc3aT8ag2rPEWjqQnWHZ9ulItZngt5KyZMSyn9RO6aufwdl62qoPrKVG//CAWeS2AfSv+uDdeBzatTSjpWcVjsEVx++SxfIXVnFLBupbHK7ieBsKwy/O6eYUIX5ZD8uSbL0IfI+8zYd3Vh0wIk6fOZ4Ty1eGq9cuRUl+OPzKr3w2qyu+MFy88nozssgBGbNekvtZOPAvm7HRgEecuL7rd9NWPAkUwCWsraWOQF+7fK1VCF2zXin7jYHi6hpCQhoMKURKYRpzEiZDD+EUpypAi59vFY71Ix0HFxUYsaaSL8tEXOa5grPwxPGbMgg9h6OHDjcYuh3StjKmnLujSo+ZcGgVZzRA7Xs23QFKWZe5X0HQFZryU9RMeWXt5e3WFPy1VGA2azbh1utNZEbazClc5QOGBqfK3L8z2BzlJW0Xjq4wij7oWON9yidNa6iy9tBWQ139TovgFfrjga63d6dLFzI0a+OfKd+jh71Lr1WO2RIcAyN0tv1wKisB8Ait5e3RXW+0Txnmo6TgIU8KXVedMrQA21KTI6EDHnh0kbm+fKlXvoUcA8ahH5qAo9zKX488nRLelHosJPHMOJO3+w9yRQPlHIXUyh1lIj488OD9S5eav7jdP2cKpnfT5AJfIlPyVh5w8FQ8eaP5bkjiKgHK2jDMezmM4vDznxg+e+Gl4crVu8NrD67BPou9g3cGCdvFbYG1ZfN1/OYyi7+XNY33VjM2nu22S5PZQx7rZSmXoq0Ep7XsmpnOnds2Nzx6EGUW8i3H6pw93o8LbFt5U/lrh8z9LMo3ATWV4RJylpZlOJ8zTXfDo5kM7fzWr//qcP7MyXaE4Mms6bx09crw6t9+fXjr7Xcz/JFJPQNomWxQtrZUKDgWnXW7I8kpQ1dk+NpPNu9x8GlUNZK+8yw196nsVx0Aj/NO9Wz0991l5FmjXHHKH071WxiHLx5lrQYMXpz41ZgZIgjX23jtYiz2I1n0f+Pm1QxxZZVFDky+EWW5kzuKLMUKM3M9byYKMzSwnbox7uQ/7uTxs1zFE9oO3RURkpTY6iqLp+8bpmwIFUcIKw4hRqCmUNP1UkjxHKar6+YpP2n9RgAwpCtCIXo7aTrhYOmKEXywXLJFmN2SSLilEd8bHh6OHzwXs8ldGGX3OBV2Li2SMHlX+Wwf42e2lJ/fLY9UTJvoMcTYoa1xbYF4xl21bJwyFzyKS/4qI9yUC/57GSsVz7cHPa3do3TqmwUJT4qZZWWW1re44IuXV/NDK0+jbfDViMiPAoC3+MKV0e/ii3LwZ+WxuihZ3/AWr4RQueRbMOSNT9IrT8e/H4TKT1rhjzKGKxwO8PGbm88+PXQRjwP3cCo4XioreB5OHOkmRnEr79Tjlq5wsotnJ+Nfu8O9VhZlpSDb/T6hSdEOP+FSdBEPDHjLs/KDhzB+wi1RmguP7HxaSEVcDo1OZTH60dz/fC33pszmqKCMkLbKZuvklLWtxqlT9zSwu8+9knGvVPC1jINfvTys3vlwWEnNWsjZAUF4+OT5C8P5T3yi4fXWO+8Of//6j4e1rHBARztx9pbC7zQ+mznhHF+P5Fi1c+fODRdy0jnD4Viuwjh6+NDwH/7sq9nOvTr8N//qy8PZU8cz1ho6J93+haxjnvvS8PInnxu+84MfDa/9/Rvhb+pzeLMRuebQiDLW3abefFOY7Y0GCfPbkz+NVtiCphzaCSu+Vlx0NL/Q0hXcwBt3jcbgfsxVGuOPejPz0SPOFODgJh0L+2Huh2qH70ZxTodgB7J55OWXP537sc4NVy5dzGVpx4aXP/PZ4etf/2bq2YN22AUd0uplxm1bgT+W9/+fT2XOobsKz8ozw9vH0OrtulZHnbFAVEAPxvfdH5TMMysIwdwrovKrKHXIbo4ZakIJMRVBPIL7lEj5DW5NNlCwKtWVK3ezqNhYWRgV68mgcZrIxqj8bX7eBqYJOqKauVYJfWdODQAAIABJREFUOAQ2saKQ40pSvvFp+cPTJE2NfbKAKBDb6QhsW3YQBsIZDHlQtCoiOCq58sLflaAYs5BlS5STsvq2RU5aLbb0nMbAcATlp9wFu2hSigQufXzPcpm+kJ1i5jeffcBl1bHylcV6vXY0XSw8VqXjo+zWsH5R3mVpWv/KKS885dvz6ustWzkbr9UZNKdketlZoRbNs0gtP0GnpuxSRvDQglz0d1firG1lNaECNv7LF85OUyqlj/cm4MCDD95pGIS7opg1gYRLoa9qx/JH46IX2HimUaiGBRwyUfmB51FmaafC26Xw+3Eq60p4d+LUSUUb3vjpG5kIuBIljrbWYmbcORM4xkCz0ibKIb8zKXTr6CeH3dnlXMOcLYQH3h3u/yjj4w+vtobkYayY38vi+N/93GeH4ydODWdi/cTOb1czUIQHovwmIx/KdzcTFQpHOb7wwgs5gd+ysdSZ0GJfFPdP/+4vh0yfDhdy/NrKbO6Mv3ttuHf71nA7Xf2zOQDk7OnjrYzXMpH67sUroXG/pK0pQ1UIj/NM5ml+eXNoltD2u/6IK9hb9cMHdCSnXE/T3yNRav4tfvvVFaz4HdZH4Y+itJe6RQ484pINfJGHMLK9my72Xp4nMeBOnzo6fPozL6ZeLQxXb1zOpPGh4fO/+fnhG1GSu5kt+8of/GEmYc/kd3gWWA7a4Aq3KsPP+26Rx+Kn0P1KWUTgCNtSbpEra6IJ16hyE/oSfBnIjOBltqIR0bfwZmnEsqN4ENa2IG+PQiOA9PL0OL1EWkRBKHmqVJGLJuiTWXIkfuUpD7/B4vxW+dadQJ7B/n22MUahrmZGdW+u51O4JXKHk3zlpcUBh6JyGvnCQgbo02XiBy4GRf0ml941g69bDdFJJfRmnVGa1rSxJJW/WQnB0yw7pnch6BaasOkoM44/By4ciz4qJdj8H+UEH7+rzOL5rjLp8goT1+M3h84lcPy54oPf6Ch/YfJFf/Gl9+ZaGVNL5Ce+feesdvTiB56tjNJIX7ydy3Y5sMmHcUtp5EOBiSe98NbYJB9+GhbK62F2SCmb+OJsZuLCTimKM5Rq45NoPh06rgY2XMWVN5zk4e0bzmBTQuhuQpB1Bj5FKs5mhjEm0ug4dGIiVt1aDqx490rW7uYWzwMHjw1f+d0vZlnQ4vDu22+1ZUoO1d1Ko7Gbccnd7LCZfJJrN9IR3EwFBZNFupcVAtfuXB/mcgjs1vbD4VYU2uLybCr3c8OLn77QxrktSWs0i6zq9TS+pZsYakaOMlTyKOPJeRsSuZurJw5kVcfC1NH0JLNOeD3j51kNsjc5M5w/nv3eGXN89Dg3eh4/kjWDL+T4uFxnG7rsWKUwcmZsfTWlNtJZ6DbRPHrPqvFxNB5e6dDK0/CTfsRraeu3uOJw/PwWzikj93E44374jGd4TDaaXCV9e6cBq4nWjZTz+Imj7ebSO/fvtDW1v/07v59VJ6F96on4Z86ceppXy3j0Zxy/yrsFBd/6jnYYeY0IlC/laQdcEGaFIVSETAEhrJLM53w+YTJRGGFViaTrhW+wnxKNsKgYhPlRBBHyTSAD028EAYtjShOGauEtLIeYltbezMmpZ+NX8oJjMQcu4FKSZslVhgs5nACh72eJECeN+Fylc6gv3FVM6zX7Fq5+Ks7D9X5zoUvR0WAhLdZEBKdgSKcMZZ0YR7OgvimRlAtOnSZduNAQTVl9fiu3NZBwFFc6ft5FJ4uTCw5aC1c2D390HacD3AqW3/KXV1Ms6W5z/NC54FZ8vK24hTc8xPVt4gZMCk2e+Cq+b7i55hesytdbWjAKtt8cRaUs0lc8soCmLHLxDEf4nkovwLeJs8KVpeq+l6VYczZBgCNMPnApmkjngaO3ODYe1FZWihttGs1jZUdFZdIjEyuGekLjteziWcz1s5//8peGr/zLP2gz2E9yUMKlKxezHCcTeKH/Vuia5nTYvvyDDDIeH+7kqoDHl64Ov3f++HD8+f1ZB3l8+LUv/+7w2fOnwq8sg0nPZne2rxm0i2qPYk6+izsZJtjKqo7gOEO2g++TNK7z6eFN5VyD3ShCvYczZ8+3SY6JdPcfanzjP59j2fZnPO5RypCRvRxleKiNVa688dawncamVfrRmFzxFh+e8ip6jerUMyxXC8oTq3lVOmk8HHqj6T/EVRpxwapvv5sLHEsDA7DJ9/qoQSUn25EjyxmcriTP2TRKNqDg5a2MRzqb9lis85/+9M1c2fFhllL1etR4m1Pim2yEjpVn4eA97tfw+Dl/xJumpR0O65iwjW2D8d38Ta+qjcdpxdEDeTrgVMgktNNBozOZtzVitlwdPnYyM3Ebw810PU9GyRHc1es3k46lyJJRmVklFCRlknxzdqBz506fPJ2WeD0LjK+km30q24oOD3cizPcDz/ovaxmnMqA9meURlIWKFADDp6IUH0ZR7cbPFQ+b6YI5LOFItnpZ0rNg5jrdtNkUYDkzog/uZFlRLJ1zIfZqWiPrArXf902MpKxziTOTvNbSMun+TcTMR5OUuHWTF93rHAW3HX8KxNap69ejvIILOmEmR3nbbrmU7pQyo0X5e29G0F2K5pCCvaxJs90ssxOxPBzim/HMlJnCoDDdHwOeAX2L01XuicQ1HELJ6HoQoO2kJXzgRbqilGKOpyWWN7z2rLELwz0ZmM1Bwg4jdiiwCSnKtR8MAl95m4hhpViTeDqnQFM4N27nzugofbIADwvoT2RZk4pswmkis7KzGZtcyQVw+LQdfF3tuhVLayICrzxHlnsDNB1esrQOZdvrTGixlkMs9qXnAA+ntyTrYTc0nIucuO2QNdROFU++16/dbpMhc5nQoQzN0nJXL6VhTfHIQLvmwbhylNSN9FDW3n47g/yLw9nIF3psxBpbTyVazmG38znyf+pwriTZyzrNzEDPPLg1fO75o8P0esbGl3JxWIYbXO41lfHLBzlhfCd3Ps+Htyt39oZbP35nuPfhB8M//9LvDv/9f/uvM4b5ZPjg3XeGE2k8HeBCCS1k9wuaueTKBEQ0ZA7HSJc9yqD5tzoVxCmNRoPeyE7m9Kh90/uHCwvPtQbqdniusTmcrrrGMhPfjQ4Hc3biUqb6Xzn3ieHtT3ww/MW3v5eB0fApCridKJ+tkBZjt4mayK1myy2RT9Lb6oc8pG6G7lFjjY6RotA/DUzoR+k0+QnN4ErmOL9Dvszyj8Z3hakEceYnuEmbLWIh2zAAhrgaAn4O157POOOxrIu23ncjh+e0SwJjxBhdS+7B3WQNuc5kWNbPfuZTz6fePRn+9q/+Zjh15FSGSw4OF995LR3aGEgvnc947bkgZtaBwdLrI3EqpfxUUYf28C9j2+9yT+PEQ21uO24If69cz6yKpZy55yTx1Tu5CCmFo5XtsfXbRe8TExm0HqXzZpWBQYEYZ/JbZeLP2lJRtQ7867dKtpMF2LpAO9n47/4SY2qONrPA1v3Na9v3Rq1+7xbCg4LEKPA9LAoO7LLwOr69W6zC2v2wlQrKioSTrpchAeVBIDhRhmB7lMm3gwzk5TBdQikua4pjMRMgcU1AaTzg8jCD0KyScYuv4Hl7KD2w4MzJH85dAX60xRUfnsLEGY8nf1a4igOmuFV2sC3C9l2Nn3zgSLEU7sIaX0dxwUIjTlhZZNVtVi7+8LflUji4HgN6RU/ffosLt4JVlYw8zC90S9UQC6U6jj/8+DVczCyPKjA8xIOHBfzgevCNn3Dfym84x+4ZW0DbWOSRw8Nj+8qjMOBx6MjJhGUiLMpmwlR35HopF62trJzImY8ZIkj4Vhb8P0gPw5KdNu4aljnmbi0NzIY1k1kMbR3jsVwb2xRSZCWsSsXPCGRnb6Nl8dq7HgHj/ug17ofn+IGHDf+E80M7+O+k4Tyc8mxkBQPl84ksqv7cZ391eOfK9eGdrEwRFw13rGTIb0rB2K5e9pTZ39Cn40I/d9lq8qOuBM9+G2YP801Oqs7A85nl2ZVm4V9lMPQFntOooo2j9tCOsRS/zIPsX8gW1tR/B+1UmeDpgjNLrORl5j/NaTNaXvzUp1PvHg9f+/o3hv/hv/sfo1vuZQnQu+F534XX5Dh86vwPE+KKvn4XfvXm98tcaxIALGcxtWdhXx8EzzmgIyuhC10jaPS0grSMRjNjC2kNwFmLkvQmqKwyAk6ZYBSHOMI9YCjUkcPHYrnl2thYL2Y729iOSYUMjK8k/e2k1RWRNyJrbYzbODwjEFMJzBAbDujXz/aJDbsrMhOZMLsUtESUA2YdPnIsyTLrnD27zh/kCAsc5aHS+1ZJp4w7BadWoZt/VzJw73j28UECm4axVUpl923iSLpGs8BtzB+VXZ7COBXeI095ow26VLqiFwUwDg/9NQql0KShmMApmJmZewqTEhHmgUspG98cnJW13uDZOw0ntGv8CTw4yKd4KE2ryBFO+eKJcPSDIziecedbXF0k8cAvxx9M/ACnNVqxju2gkqdGVxr02E08fr7hVbjLVxlZ05m7yphh568yP8zYtQNdFyIvq8l3KeOLh8K8DZfeZLbYOQJZNDV8+ydvD/NRfDdu3sk45Y10sXXMw7PAHXIK9nq6tCZ+XvnkheGlT74wvPzSS2mMswc8dWJ3L4vAb10bjp4+3fiobK2+tO5tH05RRvc8cX5zPc6zNzqRAzRA45KJiudeKFuF96ZSyKA2nwm+33jllQwN3Mz1q7eHW22yK/SPmTiRJ7/aUEW+5GbmtuVt8lZvqNtOMOk49Z7ks/HuyhcenDcc+df7I2EZnojkhyaJm/wCKb2nbv3bPXM4k2WuZdif1QSU370snGfxOgcVzDYcZ3gh5Th39kJOYjo7/E///t8Pzz/3yeHFFz41vPrqd3O252uRk/Qk02NwQAldZCwXPsxjcAonOFcZ6s3vF7m2BIhQAuJxAglhrEpx5vjJjNOMdpVEINpMX7qoteC8FJKKxAIksODcymzd7Hq2iB043CrZOKKE1zfBdp0Bq/VOWgRbjwiC9X0OS2AlqghgqzAqgQdu4pklNr5EWREicOWtYvmtwuzLciY7G5xRqIKsLB0M3Kyv++By27Knqw2XeqSXzje6yAvsA6OTkMDgSqgLJ/nNp2swE6W+G6a2ShurFQwPhkkDPicPZQNbXnAWxyOtcDCl4QeGb2k+7kfJSVPp8UB8cPlxRR+0BEd+HTcKtS+U7wtve6XULebQGQzd6aIz+OgCfincfho5gez0X8/SjaaQEk98OHuKriUnG9nzDncP6xtOfhed5I8WM7lBrx24EqXSG7OuHJVFfPA8fsO36CpuWNxplsbfcIxybISPrpQ+mDL8yrnTw4FMWX//4rvDvdDyQRaCq6SXvndz+M73vzc85reebn92ZU2lzTUOO5GjzqajXI/tn23Lb770e7+dk4xy9XImmnSh25UGmQRS5nGn/J5yVc7xd4V781ee+j0Ojx9byRFwJn8cQG2t5MlDB4cvf+E3h5uXrw5f/eF3U3xKNmN8GdLYHFnQ8icDaCuPJmvxA7M//be8CzdpON8euLRTq5KmcJSWEyZOOxc2PDO0xOpcCD+XMglFQXZZjNLOUqXnP3G+rfi4ev3acOfeautJ6jlYf7zn1tCAnckW2ldf/frwZg4c+Tf/9b8Zvvrn/8/wH//8Pw53s1f+9//Z7wxf/OJvt7zx11ANI4k8Fb7e4659j/Ad9//47zZxYxyhAClc/jdho4COZFyuzHxjTvaMGhuTOQXhTVnp1kGuETja+1HuRxb2eK4rGf6Y4i2d/Aj1kdMnglNa8SgyTndmLyc4b2eZiZPKV9KVsJ/35ubNRkxEN4Z6KP5uVrv6wQfJB5N0DSkipnZf9kKhUI4qtLyNVCxmc/y9LNj98OLldDmCRxhhXWTfGYP5YOm62RKYJR7Zv8ux1lQ4lhv8CQUBUx5lUTktZD2acShK0rADwaMohIvLoYlyN6EMob2FEZiq7N4cvxI2MMSVt/jyB0dXBcxqRMbhisuJS9mIX4qZNQaOvJTB78rLNydPygZflUMc6dESTHKhe22hdE9rEq4vKrd3XhoKhiuew5WDj/I9zuJt8DwcOPIH3xvdC4+YjZk57hXbvdj4Gp+n9BSvKcURfGWzZ5smmcwe5LY/OnAb7JHC/Hwq0n9+4flhMjz78J23h9VdPQ8WYyaR3NW9YRIpE07Z2z6f4896o5lzSzNuPR18Xn7hfGbHY2XfupmzCg6GHKk/yW/KeFvGPx0mzbUypTzVfU0J49fLKxzuP8tZfies6AbOeFyX8vFTJ7LFP+dRZjItyvLFs2eHr/zObw/ffOsnuX4nwxPGVK1ESDYeFqheIrjgOeatr1l9hge4De/QjBv/jU9krS/L6rwSzoFXz3zo7yqKyUxyOCthf6w8Mus3xbeJh4Gla21i7cK586n377YGse23D/12Mia9vG9+eP2Hr2f/9sbwX/0X/2XmEB4P//P/+n9kHPtajly8MHzlK38wvPSpF6OMjb1Cliyym58pyS6jz3BryI5wbr9/zp9JFYfrhCrh7LGFtRnm8NmxZZxtQT2zrkwI/3KUpLiEkvZnXVi/aOsYoQVbPESsCuG3Crg/ClAXXTwKzhYqFQ8jzQiCiahmP+UrnorKzzgWeFUBhcED4+EgDwP6B3IIgjFJ+YFx5Up2AmUMdCqD0r5VGg+mc2UdyVMDQBmI18Zbk5/ywIvj7xseKhA4FECVFyx+4nlKkOq7YFAY8IM7OMohbuEFHiUFR+/6lk7elHelk4aDl/jg+M0VDSq+u70NR1TFVrmtDeTnEFllh5M8Cgbc4KCcYHdcu2VRayXhYBZfftUjELfgwBsfi07ywD/pxCtewrnyE4ae5cASjwPHUziWQrfyofxVOrPIFAr6g/tcKtOFyWwX3YgcPMxqiT3bWzNDfeDkcOHgibYYfv/BXEucJWIuEXPYwplTp4eD2QJ7OD2dl7KJIUuWh1tX0jPJOl1LiUzOOBHICT3w+fgDX2VUngrjN+7Kv+gBX34cP/RqT+AYEsqIbyZes9Qpg6uT4d10xnBfzhDAr7346WFfGpSdGB2B0JQR5RQEcsBHHw5Cq3H4cAO76lDlV7g0JEZ/xOUK38JxFNx6cc6KbAcRZ25AXTwQRelMyDbplnXKLEnX837w3jvZu38gY7uHW72djlJ3NYN4VpDY2vvyZ351OHfhueEv/+pr6bYvZknQkeHXP/erOaz5YMLXUwf62KQykQ84jz/wLdoX7oXrz3u37rbAStAL26Mj3FomU+wpVllUmp5J184ypyBVRDPJWmquLeROBYDodi7kQXCCSuEQapUZbAuqHUrbD5ZIRU1Xn45MNWlEV+EU1ONgiMoHLvC0uwYOxWRMJfjCwBdmraJTa+QNB135hxmn7JW5WwyUAuXQJqTyW0OwlRNbrEmrBdBlTcFBeeSTLJ4KF9hoI96kGfJ8b4f5ZtalgZNwaTk484dz0cc35VtKQbyeTx8nrHIqG1hgCh8XBnGUu/IrOlQe0pUyL4VDkZXyhAOYHCUoPVgFD//8Lh5o2MDu+817QwCGLZMN39H4k3EmeHEqtThwqbwqX37FR35gw83Rdvbki896sRJBXNcIwwWeHnRHQzhaKrK1meGLyJvJRLd6Fj2MdZnp3c4pUu+l8l3Njpnbh84Oj44dHfZliGn2cS77epiLqaJa0vvOmF+2SMYy3pcK/umXXhwuxRy4HxzS7A4HM3yTRRo5lzLjqlG69nrrsXDUGlzyJzRJ1zkPvFtYfhddfZd/C8wfYeqHdz3i1COeusIwsXLBFjw3VLam/lHuus8pQn/4pS+3zRkP33/XvElTOO3KCxMjsZj3cj0F13bdhD8F27c8e1jHt320uF2O8RM9y43jL8y3bcVObrI4fl8Uo1FRqw5m0+uy0DvGeHPvv/9e1n+uZ4H+M15qq5fSWzyQBuloDq04efxEDtT9/PCXf/nq8M57H2Zi+XQWek9n3/bLMZr6ORMTE71H1s6BzMoOlmQ5+JQMlt9E5OCXuTSMz7pkJWQ1HgWg2+VYUCo/oS3BLSLoDhFcY4j8EJZgi6fycvwJOsuMBchBWFqwLUPBaHGk78SOCZ5vRzLdyi4CYxinTpxsb62QAW8Lj3sFre5eH7+Rt3LJtymhdJ+l5efk7Pmc8s1SbTdEBpcqt/AqH0XC2qpZ6nGrVZ7l/JZPWYIqaJXXGxx+pez9LpzBUF7xlNkD32pI5I+2hR+lI3490ktbrnBRBrTzFu4BV/nEgVPRB0y4+5YP2OWEiSvtOG788a7ykY6TD/gmPqSBu6fwEg5+0dk3ufIuhSxu0QB8ccmMxkqZ5M2BKwxe9QZHuDfH+jiQtGDjo0ZZWeUhnS7e9x4/GF69fXN4M1bVwu/8/nDiD//1cOiLXxp2TpwdVnO9AieuNOTNhoHFLFfZSWPxMDKvyzqXytgmYPK70TA9ISi07YsNQuezsI8/o+CWR+VVfmilPPWMp1Vm9NBjs2bUtcdTMWYoy1beNBwmRH7r1z83PH/+Qrt7B44Utbq0HCXOsqw80Uw55Vl8Bf9nuaIHPonfyjx6j8MD0x1FhsvMwFsBYkzYBKChGDRVr2az3O1A1mPrcZB9m0JiRDa+zqfBOXvmTENDz+PrX//68K1v/l14GXlIg+A0oE++9ELrCTl825wJ/Dlv+JWDtwdeHvn/Q9zU4sLkv93NoGqSRWnEQkorvRdzDjFbixM4c0F0NbNOWoOzZ05n6UPGamJhHsx45eHDR1qX3HmS9l5CYkT7XsgMtrrqtR1Bln3R+7Osx7jCgZxefTC/L+VQAZYBZ+7Lmi1jjO2enfy2P3Y7Y4brOX3l2InDw7HjWcKRGVdjiu1AhdBjVpfTuGIrRbccbI0zEWGcxRmWB7OubDNK2/YvdZrl4+H3//L1Zl2SXVdi3onIiMjIec7KyqwZQAEgABIAh25a3U12S61Wa1xiS7ItL+tJ+h/9I/zoVz942Utr2ZbUtNWtJpsEMZMFghgKqDmzMrNyHmMe/H375gGhXl6+QFRk3HvuGfbZe589nX3cBywTU7oI5sIAnBzDR6TJFu2dnZFP82J1zZKK3vQqMZ8apIWZq5IG9AkIUhvtAQHtkYYLs4FStufquDXMbCce6cAMhoe0CrHC+pCinTxVTRwZfCpIOiKgBCGCiPxOfJ5onx1z7nRhoPZoB5AWya7K6lvFq2u4k2VECOtQ4hI5tUdahwhk7KFbMw3LcDzcBiZdwi3mYDJLeHafxVgM7NU7OgJRCtOKUj/w8JjaPouQp1r6vKG0h0RjneJBDydflT4pySld2adlEjNMgzv3H5JBB3veGAzXbEH0KPojvqihKPmMw+RmYZAbGPTd4gqao6kUmokEZXC3MXbOo7gjU3SsLjAnJDk4YL+zuCGMu2TkMSTFpB2+Y59O2qPp12Nzaf2N302Hr76e+hDf8GQ39dbvprkWe/M5h7vOWdZDvNmcwYGaWEkff/zL9PmXn+KkG02XwavZxXnsZoSB8WyOXTYmyxg3KziZhMbHWdjASz8MxymHk/p9gZshEYv9Ln4uUi44Fvr6B83B3/Fc+Bcff4N1ETusSMaSQhiT76GpEKY34BByd9SMkfh3f+Nhev3mtfSPf+/76e//7nfSH3zvjfT6SzfTHLbCBrbXBpJlG39Dm7mKnJDGtyrtaaukvjBTgHsiiH8bJWIcZR9pUIFDGnPewq5JGfHOhellhJMJ/ALS0AkRLA0C6SXAERaWU/dlQ6NudZ0g49I4UuFECzMAC+cb4Mj3b96kHQUnFgIiJ4wfnmJL5ndfux3bN+UB/+JHfxdVewlTA05fNUzwc5Q6+Z9VCifrYC7g5ZbmPr6OPvG3xtpinEH6B370W2FT27H3fc0RAz3GzlgZGxEAxcqRV2i5qwMMZscLPpfIJE6lPhmEEqGTnfcfu6p7+U5+L27wD1XxvozXhCYcWE/vl9k+ZRsHpMb33czZYY3B3e1DbtNvyypxuOrILCQOP55l3cHVbx3RNu3k/vtOXkX8zvftV7zLeLzvu66IlvdjPbapBOUkO24ZiwzGFVDiUxrxsqw5DaVmmUdeWSVSQ0xURUsgqm3LhLXLWE9hkC7gavu24Tu2K5N2Rc3Sp+PNH9vM8LBt2/M9L9+LCedv73vZT/+2Dec3S7GWFZ7W62Lk/Twm6/fvPN/CyraElW1Zj2WESYyJOqJtxqgDTBh6xaJDWfeYW973rNP4V79l1C6OkRSW5/bFd3X48UeUKeBZmAfsY4aRDMAEJD73mIScAs96bdf+ivTFc9R+WEwfZtxh4anjkOt3XUCIOyT8aIj5ZY3tqMulVjrZfJyOWUQHpzDko02kxlMIDk0KoeCY4zlefPnlMNu8/+67ED6nO1J2HzvkdTyzk2SmcSzCa5R6vS5AEX/nf+ybzJJO5lsBW+GbP1894A/nzsv38mW5PCc6XV2s4rmrCpdMzMtyEwSzv/HaN5Do/kcWJxJ3XF4JnFVzO2cO/zF7ne8Q6vQXf/Pz9Bc/fwsab0LXnPUNfbv7pQrOyiXhlXKSYPfRJ2ma/zz3Puactm2PyS7aBYcXycyVhQOjI1wmxP86sK+wuJnUwvTrzCYHpXF8Cs/mlibSTaINlufJsqXARvzn5xtsMFm7mnZ2n6YhQf+///3vs0g9SQf7u+kXf30nPXmwy3ZkjkRhsZ3AfDJ+dTr6OoofpXWIo5X2zJQFEoRDSCcVVJcqLJTu9xZ+AxZecTTPWcwTMJdRBpN0kCKYg5SgRa48CT7zbxFUxiGjnEX/V3KSOA5w1yvR5V01fsuL88e6/HjpLbeeJSQDkd5UaiOoCV554p0APwLUtpWwvER+73vPj207k0q+gSCUsR3LeA5yJkoehmpoe9YhA5DA/a1kZrv+rfro5fsZQN5TqjUO07+N49I0YKag3I94B1iQYjpgpxRnGzLTcRCld1qMX9g5GpFEZpkv+ylMMvz9O5izfe9uAAAgAElEQVQX82C//Mg0LRdwAQlt28u5srz9FR6SSGbIlrFOidbL3/4tjL7+jiEc9i3XLzxs37ZkZH7ny2fWYxvW5TPL2o4wzUdTeN9++0zpymd2jiUwJJwWDGtn7xmwV1MgdpM5FCYZB6J/F7hovzTGO3e2I8P1W5OQ5Z3fsDfSloeJeRkobhn74WaFvjhIfwyVWcQpY2yex8+afmyCYPaJzmGaevJZKmGX5NAUGCMaRMIBwHfrFEzkfTN7/70f/jB98MEHEBQB6qjeqqwHlDcQen5RRyKMn2dEtQWMhJUqrtKNfdVh0qO/wkJW6bwhrPHst594mAHOt6FIXrm8f0sTMXbuKnkaXmO1Fg02xj1WTD6O/yzNIIHdvnm1YI7nBO2zhVIyzf374Xe/lW5du5rWME/89J0P0ibM35yXk/NL9LcQXIS7WhAvsRhcBGsDY4DMLVplEMYuK0lqDnMDh/SlBhZ95vk4cz2FhlGlrjE+7jgqseOs524g5imkWN5p0+bx5nHkpp2CeaKrQdxI5bx7TmTK/rPddPvWzfTCzZvpNx/eTfc/fRJhWR2k/epEPb30xqtp+epKunrrWnqRY3s9g6lFFn0XTrVGTxs4J6yxzPxWGVPMA/2mS8xbIXw4XmFshv2RmcnanwsskSpu8lAi8J4ImkMY/Jv1i/G6j7cw6EtcJyCLCGylzrgNqvbk92VY1i3j0JGhdObhUBKOqwvLXrwTbVO9iN3VyE8d3otzQ7gn4bhvU3XU82QiGw1SgE4XGYRlDSS179qatKXaZz8a8GVaMviC8RWMITOXaIdyYprty8xkTErM5jlU6rKNQCrKBFwYU9GuTEM12VROeuHwzIEM5yCHSKIJwPISj+N3HNpmbDM+QNR67be/89/+tqz9sZ5gHLTtfT/eF+5Kq8I+T6p1yDS8hLnlfNc+ZMaW35WJ1ZGIrMfnXrYljJxbJWdh4bTHSX8gmVJKnzrNyqR5YgJHhpcw0kxgP6zP5MPCx3ptz+SzIUVzz/3RagX2T0lQXJAJ+L+mFc0XjoN/0hxhNVEfiG4CVpkvmBZ1niHd2Z73jGKw7/bXe3EBryqcYwjcR3EW/V2Y3H/7L39EOMqAbYP3MR2tgpsSIPBiG2oZk84URsY60o1nbatC3rx6kwDnI6TOerr98ovpnXffJq0ZoU30eR7VfootobeeuwmTJDwIQi+jKXmUrPAxAW+JbXearhwTwwtGJp0UarVDZJzev/iOH/wjbvqxfz77//qIKzE9MkTKekHFAQPnyDk85ThepegRxhRSk9EMhOS43bYU4TI4Cim3wJy/9uJLJMlYYavtWTqEXqTNNnBXQ1EY0aThPJWZdx1Kti3cVb3NxBVHmjCn5nYd49uMTuKqEqcapHAvEfR9Gxvjn/z+H6QffO876cXnb7B9c4m+FCcNNKHhLSTEQ8wkA94ZcPLkJJtNzthCuYhpr43Kfoqw9Y1XXkuTmIRqTN08tuYJViaPV9nY3OHYjd30xSPOJ3q0SbIPcouy7WlscoY+YI9GtY8TPjluha5HAh6ZvOBXE2rSZ+kk09MoND0yPVH984DuxT8+dHKcABFcpPO3V40V04oMTJ0mAFwiapJ9RMblRyky21X8NsarBhHkTig5LIBMAsTtRDIWMzpnhJDZFExAObJAHDM02+YiYQFLbGbf2jIJMLt53E0DM+0RvJsHxEwFQ3bS3ELpGPRqS4z2VWLyb5mGSCdhazv0nu3aD+uS+N237ftHnO8TtkL6ZmKFMVbJjmEedFC7m2qbEJYopoDJFAboJhNppmvtfVUmWubg1Qb4tmH9XrYlAdkvmWhmhnmSZNT2M+aBvtgf++lzCcB3ZJJ+e9/FyDLaD607j9Pxyags57fvW856x/H4Wtb3vRy3/ZCJBUyYVy/rlun5bX9t38s99tbnPXHA+r20JUe/MaSr0mvDnp1nDzSe/6a2Qf7TRKFNsUFdEplwlBlLgD6bQhox6sDFT8Ick6FjKxM7WtThEQ+aLrIt2bhZ5ztylDJWx2uyCAn23/3bf5v+7J//KH32yW/Se++8G2phi3bPGmTUYb52OdXwFPsj8nE6xq5axmlz49oL6aXbL3IC3+exY+X+fTywtKm0tGxuAM7EXiJV1/Vb14m+QDuCAei0mhgjthPKkWlo97bvws3L+XfOaSB+Y+2kpPwGOAMngMgXuOhHOFhOZLv4hLTIT2oo7vkNblpnCDQX5Txm17wCDZhNW3hTnwmobcNdNkrDOp8itI+/+8BCJnaJRf72i7cDrz+68xEefTaI8Fz7eLFQFr6KMHHQlkJQpDHk7zHoYQb46xhyUfA9Pf0KKAyGcB729JMv4A+//zvpn/zJHyG5LqQr1y5H5iIPp9vklMwWi2sT5xiQ41gKMkOR7q/BVtEG++nBaOAhZBU92HMPk9x/9iTGUMHuOQczHWKGOeXQtlOSIO8hjf4Gtfzzzx+lT+8+TPdjA0knhJ8pPP9NFsYhvEW+ZAyp0Q7yDRdj7fzhc5BOhLFEInI7kRJlnlD/1lnhFUTEIDNxKYX43MvyUQeTmp9nxud3ICvfpl+XYGNbGJMiMZ4ycb4bhBo4UqiTVm39BoTaYb1ZBi0f7HNcJ4xhemohraxMpo2n7tss4hP15skYJBxmJd5XKsoE7zMZo0xLe6qTJ4FL/IG8AgTG4W/HoXkgw0Um4Jh9NzMFx2XCDWEks3ULXDAQ1PKi72zPZNeF0rPvahOzPiUj+xLwBuEzfIRlhlcuYzmfe1mH/crz5T3bs07fsw8+93K+fJYZtPXl93wm7O1jblu4ODde/q3ULSwM1/DbZ77j1cRuqJfS+Dfbs24v4ebfjqt+kdBBVdN2fT+bDQJWtC0cOxCE/Yhch47NRYf+WX4yFuIim9M4EqttQZMQeWHacI69p/c77/OVMQgL25RoNSfcvPV8eoxk8csP/qf0+MFDiOOs0CxItHyOo0PP8JCEFX0lKxa7UUJj3nyZ2LuVm+m//M0v0hZnbvchpHFCUWxrhoXSpLzbzw6wVaIWHuxiMrge83O47w6w09jZZd88HsU5LOE8QYgJ5uZ4Q+Kln/6XL/v9tz86xfKVy1rG1/yuwhS0FzrrVBuX86vq64FZ+gOKuS9s4+4GciunczSkzDYmL5masaPnMNQykR8vEftZHvm9dLa3m/7Xn/0c+oJGwIFITkGbCjlUXDBmRtRDWHHu9WI7b0qx4swUtGcMtIukWbDqbJ90V5Bn+gxQjYdItD0kxJXVq9CyfgrGgGY4gwZ3jkPQI4RPOUytNrNCKFE9TqCcZdH03J87n32WVkhruPHkIbZFzhZCq5yZX0Kal5UO0hL4VycpSpd5a2JGOezsEsd6nDY31tPjh1+yO+eN9J3Xvxl5YAWafMakMwKzyNNa0KUIF+q2wI6Jo5dOrFeerAEvO2CfuxrNsPXqMgZgGYNMBBYZ70ioSgAihJ7OXIdqjjMqp1bNngLRVGHd+hiMAkS2TSdWD6uXHF1PaVx02janWFGURlTRleBklHMcGmUyWIna/moGcLKULFRTZJC2IcHbPy8J00uCt90WjMRvx+i372tPkchkrqr1SsVKuaqTri56afXWexgTGzli3Hr+JX4ZtshcZgx9VsUzJBRhF4RCu8FYQSyZl0zPFTmYJWXso4wtMz77ab/sc7xH/6zLciJ+EAMLi2O377bv347JMr5rO0p9mUF6P49XhLav3hNGwkRGlh1UMe9MSTA9yjoG37Vt3wlpGyboYmNfKpg5MgyV9H3Pc5uHMhhCQWY5HK6BLaiH9Kitq4XkpSSuFOm4NLwrOen5V7VyLPsHO9SJYZ9+OafOQXjRgbNteryo4SOWNWHJLh9hZQCy/TcBxzHS3927d9MdMnc/hSl4ep9HG2gqMBJhjrlTRVwgY9Q4exXnJqbTClKJ0R1vvfMOZchRynxeuXZDoS3w9PjoNG3v4AXnBEOZwiJ7vBcx6xi+0oSpeLCcu8McY+Ckc8MY7adjlV36t7Th5b3i/m//9nehhfld0KbfXsW74IerBlV4X1U77kNHwkA8crOALWj7FR7CV3yynOqwWy2PwXNPZFxgDDKpA1R0F5hvvvhSeswRy0d72CiBt/VXsVWGCgr8/NYR5zg9ijfjs7ihoGKEyO4+mbiQ8jyHqspC0ekgicPkFokC8JwaHWDGv9578DD9+pPP6QfmMyMzmL8RPmfLt9LaS2+m8vQlNkKZ0IQz0o92g58ctzhD65xEI9DhbgOJGS1ggPd6CpxbQWB69cpK+juXltIyR5T0WLiaTT44ajyHa4doiWOcbqskKx6jb0bwxHSw3Ejj8iA3Q2i7DMdNnpwAtCsMpQsCVLQrbHCWabECCwhVmq2tzUIqI41UnjAJsZjYws4osCQoLwnMSZKhha2LybL8AjaQzORcXYo6YrovCK+IyXPSc65J6zOQXAlzbW3tQu3/bSYg++Ae9Gxbs7x9tD8+k2n4beyd9jHvB8OgP/ZTxiLh+44qhn0SNtnxdOPGjUBAkU1zgOWmVbOZbMc2Sy7CjKSOWVh6WbdlMxO0TuEjEdkHGZVt+Y5wto8yGi/ry8htfb5nPZ4zbj1+vHzf59F32rIO4Wt93vcTY+WZ7Wbvsn2TQdqe9VqPV5Ye/dt3bcey4sAKYRrb2I/si+0ZoO8zy9iuH7fDWaf2XZ8dbakJMPfU53MN6Y5NB4fPS4xd+M9ii3y6bpiXST8K+NsnP4ZaqcZarw6fDCPVbNXOOebCey6ojyMVHIsIBK4atbJymTjHQmJepE+cz5U6SP41QmjA0DTgaFl3iikQvPvOW2l6BvMQBDMO0TXYteK+/x1wz3e0b7kR4s7HzfQc2xNvv/B8wNSEvYtzbZg3qfbOhFwxVvjPhePGpanAqxLwEQ50Ly6ZYnEVDO/rsKSgiBww+AoW3JNaHF/8TxvWJzNUWLDvJYid/6NMOFhAxzi6tgZuYC5TchsjVGmE3yjiMDcWEALAB5zT82c/+hFhaqfp008/DbyUptSMbF881U5pH/0Y2C9tyWDtg7Zmy7ivX5v09MJUWiRJ8DEM7S/+8sfp0cPP08rSYrp3bz1tbB0w121s0CsJYZAD16BRFsX+BCkTyTJequFErXOoWok5hln2aI8lGMbJAoZy7jbizggSNEy4Di6dHcMf5irpWpvExIuEdcEeNmini8A1igf8McHoW4+epJ+/9VfpzTe/k17/1pvwg6XAG3HuBDu0+HOApoAnvlCPXDV1lSshDpHyzGQCQy4kETrsgiUS+3Hv8+YWacYAfAebhSrIBLFK28TUuXKNTxOsTWiAk0psaxDdZXYxuOrI3Dg3nskGOfhva/sJ51LchIhHWe2/ZMVTLZukgwTqAoilSxytOTWWnsKUTwlPqPOs7YwDlKdkWamiJr344svpy7tfABgCU0GKMmEnc0yk5yofgMQyIIkmMw+BkPcuL9B3vewlVCiRagYDr6K3nuxqBUbFNi8ZnyEEqn/uJtp6tk3zTJyiPG2aUm4CwtslgW+oLWQXEmlspzQAHjwzVCOMGxCfUqhbrnrUZVJfEa6LM8pEIvZR72BmZNYjAzJWzOzpqj4DxNcRVAnBKIzdjSLDsz3fDxiwGs4gEQcjZ85kfD6TAVmnMLG8YRjedw5NH+dCFIjOXFlGE4aws36/ZYgSiuYK3zPAWknQ+0rg4g1g4V5hUujjSVwkyYlnSH/xxRdhcnCutS1BCqjlGv2LrWdNVnulwlH6dLBnP/AwjyBdck51vYpt6sLLHUwc1XhxaZZDtWYCmecWZrFJzUWA9xz7fE9J8XcdYvj+P/qj9O1vfy99dOez9Nd/+dNg7h4YVYagZiYKp88kiDzPFkK0xtSCWYwvzaQv792F9IiLpP+q2sI8zsJxzpBWulUY6zLMqXObUJrz9PYvHqa12cc8Q7LZPuAZRA5xjo2ScBltqKxODM6MEBKG8S9wgZ+AQFc4c4F9rIGzL8bGzJqWzZMuK54VweVcNAmHkXCPMDmJk85t7SK/qfZP59VFzegRF6XAeWyuXVRupiTUXLAJZwXjbqCRgRfX124SgTCFA5b42UO0DKRDtZtTnFguXHWkr+8+v5rmCJFCtENLxBdAv5xv4373+/gl9k44B5IFkthHFNZ0hlQqLY7w/j42+RXMdOMdFqGe5hi8y8x9iy2gX7z1SZqD+RkdIDOtTbOXn/PGe9D3iAwPvKptfZZ6AGps9ZXUIjnN+cWOonGYboU8kyOo1RUk4hn6VOIoixF23NCRtEkf3uL88+qlNXLJEnKGGaHEu61YNME9pNQ6GsLdJ5vp8fa76Wc/u5/+4d//o/TqN64B4/30bPsIM8RyHPgWkqST4JWlj+JXsSI5OYrgqpZKXjJJJ8jMMV4CqwkBurtBL/I2G/01iCshaAweMHESlSuLxJelFCfQS2a0sbGBh0ob40ra2y3OqVESVORVYhEZ/FiH7QE7+lSo6Ep3qnSWM4O4z80yIsLICCVkr1hdaVPAO07LKWFNIz3ZPxmG0parpO9ZRmTRQeAl8o0EsRS7SVxAZGTNRpHX0LH5CXi5OPCRsUxcMCX7Y9vCb5zJ8V3bZJmNb/vjO7ZjP/y2D9plhNUsBO/l/tTs0XbhCmmQui3rWP2IcL5vWzvbe9GudeSPz20rf9uel/DIpgn7I0MN5GUcfjs2x2A9/m35kE+oS6edi4vllCj9ttz4eBGOZeZ467QtE5AowXoJMy9h4fNgvNQb8wGMagQZ6101n6dt536Pwzydcw/hEpa+a3viqLC+ceNG+jf/+r9Pb37/zXS+f0ws3ZOQjrp4euuEJXlM7fbmVrqEV/TapWuxve3pzj5tkfHnKWdXHzfS77D49pAWv9h6mg7QEmRQUzAJx6rcaShRCSa3hSPxV598ggCwBdOuxmFV58zra8CoD9PRXjqEZi4041DhzkkAYo7LvWeEDaGSRywm6p+5LXsw1AGL4AAzzwGnMupBdlERvxVqhnyEoYJGmXEIK+3DXuKBwoWw8GJqItzHY22Fo36BCv0vgVeeGT679DEmATdrQF/YN02I7dwKTxnvKYu5c6Zp5RRhybY0YSgg73AGOfI0NK4pAQei9Af8DLmpwvgnod8/XLqWFjhv3O2JZRbcA7zqe/SlSvxmbYSjhhEaSixAikxMfgghbQLb8zG47TKax94mGwk8kBdewv7PIZKX9tZzNiqABsCLAHH6o9nkCpqCJo8BibC7Z6fsqLqHFFrh1Erok+Ql7sgp2T6LxXXiQW+/dJU9488ISTtOP3vrLfiXQttK0CXUF+MOJhkMAQD67cdLZAzCZrB++1GNlPB2d59FGe91WdEjhIMxLiBNHtMxvZUirmUZAQZcjoCAVxmcKiEFkgHYYFgwvEM8yJOoMa5+Hn+qLVC1JntaY1/4BRG4G4CuhmTmhPlMJqkE0kdcN2BdxiGRitS24SXxOfl+5zFmohcJTpGIHI+XjMIySnwSsQwnYACT9Ns6aDoQUUKVscqsi/vFim45YTA+XqieIq0GbxmyffW5TMZgdBcOx2IZ38mwsw9dENP2beeYXU+aAURS27IOYexc+XGs3nfs3nd8Li7Wk5mW933Pexk2jt/fedy2J+z8tg6/rd/LPlqXfRf2xoV6OQbLWrdlo++MyX27EpxM0nuq9Ht77G+HwK1XFdQ6Hb8qY/Sbv1XdxAe39okP7p5x50wHidtktpPAyVCbvS2cKoxZB4XZ3CdUlXlfGJpV5snHH6dffvTr9AscMI3TfezpayzqhPCQ+kxJ+++8/C0O1DpJ9x8/Sef0aeEKRMZcLuDQ+Z0VTuTD8fYQ54DhMl2Iv0uqHZlJj9CUuXnmfpKdXMyRMZL3tp5FSr06dtMv/5+/THPvf5iW0HzEjxZaQgf8dJxNQmy8ZMhDjoowwF2cheVBltAUJN9mLtuM66y8zDrKnPKUqNcwCRhiVqnBIMBHLPtITgXdCl93FHk6QJ9wGJkz4fmRnGNIvskzmHmjjZTK2AY905bVkguDfVJT6ffN3CWTLWzb5uCco/8FnoBjMmLIyfJ+nO9zPiyHvI+6zd8s1fzupzkWwVsIPv96aYUQnxXSIc4mPRg/f3wv/ZLMWoougx5SqzE8MO2YQ9+mfrdZyi9iN1gHf8Lu4xDEwpxzTi1EIcSJCODaGBsLzsEJ0yEuk3D4n/2jfxCO4TvA/rPPPks71NVCqmV5IZs8mrHZlcHHcXD0ucsL6fXf+176cOpe+uDj+zDIfc5TH00vf+ul1G/gWMJ+Wa0So+xkeQlggZEJLiO7396XQaqSaTcQ6eM+K4eisiqo+SCvYAiXsbXg4noJ3dAOZgXCykgl2KgXYMeE0qZ2RQnM84adqAnUT8sZV7VIuJAT7nPfc/IEHr2NPglYPXQStOEfEq8En4nekr5nW9bhx7+9JFAR08mWSO23yJz7KbGeI3VkeNgWeBDv+L7veW/l0nJ824c8JuuzbvtRqRRqg/XYP9vRoK20KgPW8yc8hbHqj+9ZjwhoPSPAwV0f/i6kSJk0xAXsRRrH9/XLd23L+mRkMR/A0PcDES/m2HIBP75t07K+IxP3kmF6nUPwZYhSVUtRyJAOpXi3gZ1AdNPcF1a5Puuw/TwGv2Vywl6YW9Yy7tSQYdp/+6HtxufCyNCR3DfxzY9M5oQFWMn18gR2RcJszGYvHGMuYZxujXW38byaAf3+T//hP6Yndz9CwtsJRvEnf/xHbISYT7949x0cCk3CdrBnH52nR+sb6cB4vMuXUgfzjRnyLyEZzeGR3Th8RhwhcbKYCzw+1W2AbrPskaB32GL74SLaBw6pGm026d85Y2+C832cQ8fdg3RSO8UMoK2uCIgXHgMktMiCgyTVHSIBm7KPD0Y4mB62NexubdrvUNeZpx5ydwSzjcRaQ12vlQhlQx0dUW0HHtYZeAwshZ9446Vt9SYq8BKmrnUWtC9wwjSV9lA/+0hvHZhsLDow6TrvNGEMBe1hWlEbwFRgXUfEGiqc6FAZ0kdh7pyKv+wiDHV2qHosfcAPMCGny7T9TQLUb6JCj3HueL0C42N+deA4Xx1gK0o1IWggGeFHjl8TlrHR7sRxXFBoap/iIDs3ptoNJAgH4I8StGasb4zjDARemwhubbTYEWj2BsfMjv/OmziIWunDJ0+R5nX2WXewSqwb8CLTMQ7OsF920nNX1tKDx3vpIWa3FkKdTkK94l3g0WbegknamfzJTEEg+zfrHc/6oU47AJkByyrDKggZfAjVScBlKUjkl7MrJSzhJZT5uRuDsQVhdyBac0VKLN7T7e6RoV4CsE4s1TiR8zUCPnfwrDlR3jdA2X56SfT2T0bkCi2RT+FBVe0PBsdvr8wkLZ+Zu8+tT4RyJ4b9uHLlarSzHWfyaBMpbJgZ6Sxj07YZRC7T5G/LaWdVUrIvQfC0Kyy8ivcKJDb8wjJdYGN/ZU4yZRHcdvxtf/3tt588ds//cewL2N3cAVRchUPDfnx9/nzHy75Mk3rKeoIh8zuP3ee+Z7vCQqkw/7as972sQwbnM/vnt3DMEqr7b51vJQA/ukhEdi8lO+tW+s2X82DdLcItAja85D3rNp5RCTIWMxZZGZ0JJcw9eELsm1sWXVQjBhNGdYKEoHQe4+U73oM4NRMMUdl+9atfcV7RKeeerKUf/ct/gTf1Wvrgzkd4zwmiRwrd2SUk5OAhKiKREcBpiM35CFwirUi6guNI29kRzEDVz1jHFvMyAlOrh10Mpwfax9bT9dgHvsSCXlaqYV5VU+eR9kfY5XEO3qs9NRiHAoV4UYYpUQStia2vs+z+gSG2IU4l1Y6LJu12WZG70MUo6mUJdbIMo8HFhdyIZA9DqvJbiU3magC+cIpNFJBshYB4oweqZEf/wdqtNAOTHAdnDqn7mHrbMHuWPtqlXmy9HXCrh6S5ygLuCQC72DxP0OgMhTpBkpZBavpyJ5O7pcyiZayrmZ2Uap3tKnhRYr5rZBWqIunVwAFV+73ZStrafJJOCNVrIrk/BIbn8jpCeTzzyIiWMebe5NsIlFG3ZypF/gawqaRAhhCmQ64CY8Wzh8TKIqvDq19Jv7dwPXVhNHdYsO5tPE1f/Prj9Pp3vs1Bglc4HGwtvf/ZfTIOsXgAe3rM+/AcIm4aaB4Ptp+m/wZ8u752DRz7DDsqzpp9fAvsBhtBgx4lqXIZreG/YpIiskTgJ18SiYRl0KkI4CmEIrQIqUSDySQCSCUcCU2bkIcwnZJM1Qw+s8/Nxv1M+BKzdfpbIlEaUv0OGyQdsh6T3S4tLYBcBTFK5PbB0AoRQqbru95zItyWJaH5W7W0B6LLtL3M/ycR2a71SKB+vOc73vNyzL7jGLysK97jvmX8W5uQ7wRM+C1zEA4uHD63Xn9bPoiBb+u1r743AYO03BllvJTajtgX7Jgtl9sxQ7uXvz2pzUXKMqa9nyUWrdPZ4WlhHvG93EYBz2J8vpsZlAxNeOeyPsvv5H46JmFkO86zf1tfyfAJmITagvZTETkkCJicdkWDhsUHyzo2v4WBsPC+ffCyPu/X6Yf3Q3WmLVVs31OK1zst/GWOGZ6Oswyyxvh5nu2kboUtnFgFbE3aHMkrINoWEmWJ5+4HdpfFN177Zlq5vJY++vjX6Z333se7iuqLuunhb6NsMdW52OB8mxoJFqbnZwgxOU5HqJ13D3fSFgy+Cy6wJMe8o0PAZEnGgMPkHC/tGUx4iTR+YzCeGc0+qLCr7CC5tbya2jDxj/a1xSpJQWrUMwRehoe5kULbcgMm6hG8WeU2YUqd8TbpTxNJGRkfvAMGMLSaUhbwR+50NYp+J2IOh26oAOfD1osKL/VWKMu+y3SOkKHD0US82lANrvc4FB8rXVU4z4fOpNvXr6T/4c/+Wbp543p6+70P0n/56dvpiwePUD+xjzN3ahEe5TBgbryUhMdhbNPgZwURUjunuAEIWVSw69LGYyS7vxptpWdkDj9XfRSEBlkAACAASURBVOWgujOY1TnlKkh5ZUwp+i6mSWWoaQWQp2c4DrXLdt0VBG7j76GPYAnmDm2RXe6xvqQK+FhCIqwTND7DqZHheOO9zwn8H2cOV9qraRdeVQbfXJzUbIddBDsG7kYBhoPj9yTd+c2nafUawt/uNmYTtLsTBBdMdmPwJTc+mIynIvLmj4PPhOQ9L5E+2yJVwSQ2EdgzJTIiu4VQ5HWl0as1CqIGMkOMlvE9mYSdzczRum2riHksCNqy7rP1XU8ZVDqTsIJYAZTfErNR8blt65HQ/e3lc6Uz34ux8E4mYn9/nUnaFwnT5zqjbM/n1iFjkVFGEmDqtX4Ry3FYj31UlT1kn6uXTicJ2fe8rDPaYsUTlv4tI/Bv67fPXrbhe96z3miHb6+Cmems0Vvu2My6UziHhAWvxnu+EzDiPeuzHvvpVcSy/nZebcuPz63fd2V69sv7wsQ6rM+PW0DLODpUpQzmV91RC1DVNbRjEhPMFHAoXajnbokcygzpwzgE4NwrPXt+du5TZuC2GbjDcxc7f6uBeBl7Jx6patKN6IuLjNmBVNUbbY8KKWCrNmDC2Tr9tu/CyxMWa5h/dGJ4JvV7H3yYfvLzn6Ud7N9pZILgYxbV+gye2CYOBuybqJbLBi4Tt/cAqeQhJzd6nSApd42hYwEvQWiaj0ZgDHrW+wfusKGH4WklsxUo+PyVy+m7155Ll82oUyPIGWrcJO6wC8NuMD7jPEdYeFhvYI7ABTU6aAKBwHkTNrbVIyQp9pxzT8dp7KZhi6OIYNypEyJcqkhuSqLWSUmkzwJvHHeXAh+xCF9m4TlGYpu4sookzKK9exAZ452/I6TCIapw82wfKWoDqWouvf7KC4FvJ+cnaQtnkv2qAANPVHVOjEDxHJk6Enm5yuLolOFEOWKudeS0kag7RCo8hhd8gde+zmIwNo6kztyQ21jFkbAaeAahRn3oQhwsYz8V3zycLH7Tf68uqrRmVzRlpE5gTVnf1+xAYoR0hGQ7XSbygXb3kXqf/PK9dHdnA3sxAeniJH02P6yLqnGXdDgC8OssRt2Tbvr3/+nHmBE/SuubqPRnaMlt4mSJvhgdxf9SwfSkxC5i/u1LoORLKUZbpJfbrmISuecWNI8xrbCamPVbBlDi3NYTQndSHSSik4UNE88ZnbUd456CeQEAkdnLbz8Gl/tMTmQbEuwxK4FMx/vaV7yfEUm7mMAUweqGlPC3RKgU5DuW9bIe//ZZ9IGxWVam5aT4TOnzDFXOy/3hSpR+RAZQMt6Ld3keCMO7Er6fdcZmXar5BjN7yfByW8XYCqZoO/bPOrxvP60jM1bvZwTxfS9/+47lJH4ZmsHQtmHfHb/te/k7j8tyecxfH6/veT/3QRioDvudGbXhPUrHwt227atM/29f9lFm7yczXu/lvrmQPH3yJKTJMiEfuX9tQjWs07KZKdqWY/HbtnyW6/KeNj21DtsSXkZFKIkJF9vWA+zYHZdlZsBLg88rqIxvv/Muu2eW2QKLNAZjahCIh18DVAN+7uslIH1lehliI/Aeh45H3Q6pdxsGA+2nChJ/xBcCo9hAgBQzf2kOLgcs22XU/n2OSDgmOcYxeDqRVlnEr9CPcULD3mNhM3i5gwSH7oQazMLg3CNZGe4ig4oM3DBY8ypW6XsVhlejb9oJRxEW8jUCU3N8JZiFMPYzhCF5LLFRFM6ztOj8+sxkw3dZPO5vrLPVskkWIM6sRuodZZdLn5AfF5v+CLhFyrd9pOa/+PH/kdaffJF++Pf+NL36rVfST979RXpCWNs0Nlc3BxxhXhCv5uYXi7A3nDrVCh5jYvraRywYMCLENeablHzMhblb+wPPSWd7KVrQMXbfNrZAw8oYCf4mFuELmkVnURmOuWV4MU4jO9qMl1UCBo0dGAl7wOKDCIqQTM4IduXsIS0fcDT0XcIBT+UdwEsxZQf81fwgLAFGMMj5hUvcY+GFv44RPXBM1MNwlF1He7vhBJubJlyLWZphqy4dpi/QCatZZcBkiFxxxCbZQkTIC+9IdNSV1YO6TKqrGOxghMUE+SBF1gpYND+NF5IVUqQeBRgdpAZNpHXsik8gEj3OhZG+8KyaOMBQA4logNgtgeakF54nPc2Oh13OVR7H7T+3UIv92hLJKIiP1oH6RxiCapIIw3+qGQaTThEmI3F7HOUaW6u0FZ6TpQgdI2K4RDaNwsZzGU3vbhoDjJXQnHwRSyeB6n6jYcgLagnvGBPpWdYeom7ZaXb/XLq8gs1jnUSnGN+B2eONjYIJIDHI3pS0zZas7Ujm5vjtr3/LDILZ8V7EG04WXmiZ3xj16Rxx5VNw8TzhGdSR/J6wCmcOCGNYjPF0hnfIGLS1OQbTU4U0AhLapipvMB7mRFgdHBL6BMOeRnXvYv8ZQ8JvoP75tyYAs0Z7PMEx9xRaTk8OIBLCL3BeOOd+9EB6GiZLDYZ0ziIKmEH0qHUxFyxcZ0hjEm4wZWDdhjEo6kyOcsSvixdMDG4WjE5mbLm8GGTG3yPnXxfVuE4YCUtI4FiD8JkD6nYM5oY0BrFFPOBYnQiJGRxpSBQT3B8yl8+ICJiZWQRGbgbg8C+IBLGF8Wi+IRYXiagBUu12CWuDc1q3klsPmoANpzNwerqEdFGb5WTF3XQ02E2LbKB48ZWXSKk2TD/94CeEdKFRsPPDM7Dv7pNW7+699F3wYx44rrtI6PAkyuEyO8KmqG+Rumfo39k5+8VPhpGXVdvcM+195K7sQUMIaIS7YPIBjua0LJHLEpcQ3zBqJHpxeAwJWPV5YW6VHSxrEHqxCeLweJuY4j0kEPAKddztdppFdBiVUHGnYW7m1oTQ0xiMq0ZdLQSCL7cbhOhspk92/iOSdoO91DupDcM7BBf79FUzlgmH69g8S8DYVHNkJkBixygAw61MkYEc7z/yfZpw0SI+ttkjJLDD9s9TFjSk2GkVPvI8NoD/SQ3HHZpKgzmqIdGali3wl7q6jDHyP4jj4DV6IdKn8Zbchy6gqPQEx9f/tXEvbMLPWKQaMMUp6NtFRAY5YJ8/qAGdI9ARcmTsbg3pfgI89jx4+S3rVPyWvg5Y5K5N3URqhi6g0RFod2rpEu1CVK7qEpME6GqvfTD/Hp8oPJ/aikRskd5yXhLmELFfBNfZYhBzC5uhKqzlDhHVbdwwEJmvkqQEW4IYbMe23dIlc1XalDBknHbQj4S9snwpJB3rCfWD+24b+up9+mS5bB+0nFKFhKydwxU7GD/9lQC/3n/HaHuOy79tX+bl5W8vYeM7/g6JhTIyEgnaer2nN9ajV4OwGYuX/fcSVvbP36q+Sm2+Zzvey8zB+nOdEeqAhOC73nesXsLJvthOlrKcCesJuFLW+/YZTlDMC3MUjM8+sHgFHGW+9F8YwTe/umwnj9t2rBONNvpvm77re46nBiN2/iQIbVF+a04ZQxqzjiarvLDJDjrv5T7aTtRNXWaXERbWHW2C3NbvJZz8TMKw/TbJgmOxvLhnOfvgM8es88SD30I91QnCovPttTWiFHrp7gbOA7SF+csz3EeFp7/CtxLeZY6WPUXykPjpp30xG40qpfF9M8uXMSus4NBhrHt4iDmEygWYo6Cx14EfwGaaUzndQLE/PE0fIlXtVzok5F1IewSab5PTsH5pPk1KG6iPr1xdTc/jgBtloWkNizCrTfZ8d9YfsB98n5yJBOsvLGGuYFteMHZmUylS1ILg2eIAMjDHSMF6eWX4quOq8GMwseFQzQ83xUkDZid9IxQwj+LeyMg2dIBjixtHCBRjY5hKGLPmjQFS4RlJnM/OHoIrwIj+3UDlPGXxPGcua+CEwf9wD5L0cmQuYU/VMgHbwN6theKX+KcJxXkRK0p9TRU4SVlIdDK18FKXB2gFMLwetCn+xhwCmwqmlrB/y9zEdeBan8IRi5aqLdLzz53TsnyDTwczypd47E22Y8JpVXWTHZtoWOeo8OqQpNdk4kOk3Qo+Evf9j8A5tVG2WdzFAfEn4x/dibq977iMxww9TaT1lDcbFmD+jnsOmFHss3vhkM3hAUwAbqUeJSvhVCFmiVSENaOG77nX2owt2vhEZlf8LbL3iNzjIJMdkCCMbRMYXjILz7GRackwLeslMS2wR9s2NNTbB9t1kIrCtuc7qvZHRMpbTmDJkFSBZdCmdXdsZfblek6P7VuPIQT2L6ubmRHYJ5/bR5mClwDzPRmtDNk+ymSU+Aw6N1ONV4GkSCK85/MJtnbZhu0f8o6wC0SiLvue6w91gndUIycmCmdIEZwNg+Y/8DU+Io7SppdMyJCFQBj+1qGVmZj997k7kuy7fWBhvIB9AUPfk0nm/uRvx2nfHGscfgVi+dsdLzrZvBxH9B1p2bb8WEYY2q5I5/jdQmg5s/rUWOXVMJy3YISCDKLPSGof3dJW4EaBvAWOFOYLw8Mci/2s6iF2fHwbJD2GOughU0M9rjC2Pt7ZGhLFn9x6Pt2HAW0Rw9hfwMC/eo24x3XsiJ6kqPMMwkLKOGFnySmSYRuJRseP5+GcmQGqPs2kwljFQTzdY6ZDw465ub4RzMP9z6vkkkw1TslEdT6BEB9DvAZnn81ijiDB9MmDg9Tm3Q42uiWk3au3RtNN1qfuDnF5hJChcqVbK+AI9rtN1Man58+w61IH+FrGVjpG/+BhwBEkgGb08OuFZikPqSkSjcDAq9gsq0h3IyxU52eq3go1hVnHeTE29RgaOcWMZdLiMWDZ7VI3DFYcmySMahp6C2EPpjd0oUGqNk5TDbGGKusREcLfRVBaU4oPegQt/PZZpFETSbiGQ3BobCmNLt8ElxC4dtc5avoZoTdooeBTh/mLwHHnjPEZEqcpT3Oa+DRSXyLyoNg91Cmxh7xH38GnATZbUw+2watpIgnqwMQTL9UOxTeVd3GlCbyoMJxCiO6AD54G73DvvvuywUbML6341JBYXWmaMFjD7cTH8z1OFRUh/zaSmxHYhuKD0TMP3k5LWEFcAMDfAqoOU9LrdipTgGHJFMFc7Dus3OzNnAJ5JYR9GJflpbMhbjDblVgC2NTlewJZe6DlvZRgg3j0mJ8isTKJ9ifaZRASofZQxyHR+Mw6z8hoIqN0u6XvS7DW/XVilrHKEKwrM4Y8bt8p6ikYmxKMdWe1WbXe+nKdlvXjxBQwxUSlXZP9qt5vC/iwo4mQLErgu4Zv27FNr5zwsxh7AdsKm4tjZWYtgbUzXsbHezFnUg5M2r+LfhfnENmHPEd+OzbL2H8XlH6fFZI2ZWSGs/i3sLOc4/Ed67DfSg3Cx4VGp4NzLrEat/h13PFdr4wjwttxmKD16/Xaju1ZzvdH0UBs07/tn/ftq+9YTkZtPROEdznPJsiwvPdd3LqYRJSKeA2ootLjaGEA7NVtEAkwnS7Rp0eoc1WIYxwvaA2CirhPmIrbH+skXdBzPAZzwdKHmnqUXrh1i8OlXks//9lb6f4zjoAA7yaXoZNpTk2ENsYg8gbt7J7ukcAWxw/2yfGlNex0t9NEo5Q2vnyACokj4Ih+2G+kxq4MCiff3gUBjrDBYgSJrvXwQaovYifENDULwWvmeIbD5JiwnG73NI2hGta74CIMbCjDkvghcmYtmFsVJmcUyXlFG/qFFE/iB+9pQpuYc6cWdkekTR0YPVVvpNBpjsjtALQmjNig9KF+BYj4RWJFr2newU63u76R/jMefJpIFU0rLFJeRg641dLgny5MxXnyTHQvcSWcd8yRczgYRYLEBNJZvJo6zG8DU9noAEdkEym+ximfqNMZd8Q1556JiMv7XSLAy0jbJeikP4Y9nlDBcl8GzuouHLB3emZVH6bSA09iowrzKrUQbRtRFNqYK/RPSbd3Bq4jzIEx8CuYJG0ohXYY0ySCndsuxa8WQmCfXBIKHuG4cZB6wyQgkc/sGCJm3BeR0eMnsRN6r8XqpK3AeyJ2kw3gToDP3Dq1QoYgGeQ+RzNAbhF06mDN/uNmeCXGCPvhmVlj3OtsOzIhGZB7hyVegSXA98i0IjOTmRgwHueVsNLI/ByMdUvMviMB+rcfy9snGb7ZgYS9eSk1oEuMGvW9f0oQu3XIGGxTIvWybqVYxyijti6JVPjIAJQkfWY8nkTqSmu91mMZCbBQrQuV0DH6sYx1OTbHG4yI9nRC2HbBRFxNC8dLZiLW62WZzEisS/uadRR7eYuthI7HPto/TSeW957jc0w0HfByDO5Vt+7cN5mj5Szv+4JDWNiv7DzxvvD1YwF3WrR4HnD1fZ4bW+d21TLwt05pyMUxwjGoW4lhLJg9c8nzr8PCvtgniRxRiRg3dtjQT1f3Z+yKcDxK3o77JDKJo05CME3sa3UDnsEtkd8zl8zruYkWozoojgyRonRG6qUHBcLOBiZFO13wtozK/a3XXkx/+sc/TCc72+mzJ2+xj/xZKq9cJagfqQnct39lmOsYdvEhzGgPW9bEAodt3fo+0tgCat576fTjn+A5ZrEnOcOl1cvRH06OT+sEtv/4kztsb6yml1bXUn266PuXzzbxyj5NTaa0xsaNJrZ+U4p12UPN/l76h0SJdCvtRPJaHBYSPqSNGYH908Ba+Oe56mDfNPawhZNKfFRaPkQ1dfPDG998Aw1nKr3z1nv0CJxk/D0WQb1Z9d5kulwjiS1S9/lgmW3CY6STI8cm9rxzaH9AG7FQi69If2ZOL+gnL7DQA72C7fIfiSaQ5CoshG1inpssyMQLpsEZ6n7jIM0yf70LRhW0p1LJmGR02rytxQ0CA4QtNSIAErAfgNvGT7rHe8pQqQMYOVKpmoEZ64eECw2C1o14MLYX2uZd8a+NXbWlJEk5tz+Kt/IE+YpCiunw6szrpFIMV51FpBITDtKptkhAMqtzdhxkBpSJSylPJJPJFcRXqJ8xMSCkVaou3+Rw8c8+/wSRvjiP5hz1RAIzflKHg/WKpMHxaffr9dspCdfLNrzsn1KbRCSTUoWXgPytSi4CWFaGZN35HQnIumVImQF/Jd3Qrv32mWPycpKs12/ri0mjnPvRQ5JiYnzH+75j3ZnB+d6A7WWWkynbXiGxydhkfIWkWKjDSq7F+P1d9LlgfDIdicD6XYysN/bU2jdmuMyzkqELTCYYE5NqGfsrnByfDMe/TUxsX7XfennPBLaWta/23/IDDe6My4999uNlvTIj++S3Dq2jY5kp29yQNGqEBWV4FIy92L4oDvnbdqzD4GPrdAeVH/fO9pDqXOmplrk9+grmtmNuwlyfCRbs8yXCq6zj4cPHIQ1NE04is9XBNgqRRrwh6q14UpuDSKi3THjJGZLTHeIEtyDUKmegAIV0Rsxev3mMLQ1piEV6hGM3KqiezS7eUpwZYxD0pWXSns3h8Z41MJ14yv3tdHT/s3BwJbLMVHH4uFmtiv2zBix7OB86EN4pMCxfWk3z330D3HqYvvzyrbTUK5KVmIrr8tr1tIf0/wFREN07H6Q3r+2lH3z7TTSO43QPr/AWDKKH1uUCO4nKroNiaJYlvrtNtAjGNYp5q8LcabZQBzfoRhwqlwu69G/nWlgGDSgRAW8zVJmZ/IXnrqU//sM/wHEzTB9/+FF6xEF8xmEasnOM2lkFDhBvehnpdg3n07+59Gp6dLCb3n/6IN07QVhAmOyTQCZnz8p0oo236AedxOEnbjmPLcxN49Q5ApOdREqrYZ5p78M0mZOGCxUwA1ECH104dbq4q0dHk3V3OIytcgbusw1zAL33YYYD+hnaLu/38bifnDF+FrdxHLd9mP2QeVxAgp+fJ/sPJp0T+nKOxGoQfYd3tIOXpAHatQ1eDsavw9Pz1UeRKIPV85xbhU0yE4XEKVFIQALZChy4zERm5Mdn+SMR6KSJowtQFRaxHbhLxg3moRwGAutEaYY05j7lICI7Sd+iHehFYpPpyYD9FNJOYd80e457vr08W0ZvcJeJz4iQmZh9lDCD0ECSghGrXos0BZOWqJQKXW30wBpiZD1emdFk5pB/O37bdBuWSOfkK7VliSuAzPu+Z1mG9RWDMY6yj2dS5ml9Spwy9vzbdmWinuzo+zJP+//Vikn5M9Q624KN037BRFV3rcPLsfi3H5FS+EUdPCsYXCEVxrjog/31uf0Rzk0yK2Wm7hx4/+v2YMfsu859XphinE4gl4jtEi3Tcn6DWHgkok0glRieYSC6v912qWHed2ogbGGkJ7wLnHOM4gFKQrRlP5UOPZTKxdE+u8HAlT7GwGIh/ozioZcJaH87hrhHwb8OjGSeCITD7nn68aOHep7C6w5nQILhgwdbr7hMu0Zg8SgmDeFmtMDUNJ5spDvct0iaePtnqI9sMoOnj9KJgdocGsYeOZjiWLo0egVpC20DBjTfIG/i4QNCh0bTKrGLZQj2MfPZ6BMjTJuz0wuc+khKslsvpsOpubSBENGDgW/+5tfhhW0TltMBXyrY/CZhElOjqNXY3Q44ybEE/Jtw/nOIuQl61IBhmcUHZIRxFnZ68dyUaM5NkQOVHUIwotEawg37nYdswesTzM00MV/a9DBxgFOtY50lRFuwOImfLRLZ7mHPfYxae5M0hi8vktWfbX2nbIU8x6itA6VHHOlQ9RSpvQVzl3mbUFr8cy4j9Ap+gCUfWMG0DsgJWn8aGZKqwE5TSB9J2R1GRjhEn0UnQKuwFZnb+RZPBpw/RA60VGK4GHyJx3WbIGOEft1bfgpz9wiQsSnwFI6omeESOPzd5TUC+ldwLrXT3c0n6aFhWsQsN+mWAseIu5jYwz6CNoM6XbTF9ww7rdSCHIvSZZzfLXJKGN48OiqIWYbjJWJmxqCEJwC8RE6vgvBRCQCw9Xjf1VyGosQg09WEKiNqNg/JQLyKfYZwIlZOAROhO4bk8K4fbYgSu1KDhCrReLn1zPbHUB8M2jZtvvY+dxJIQNvEcsUEaVyWqDHoelaFbcgIJHLrtI3M4LxvXOOocQBctlUwKmysMdEFTByPXvJcxjHZFxmGlzAq+nlhV7uYdGGh9L2L19R37JfbuJR4wedow/aEoUTvtk3HnOHo+/Y/H/ng+z6zfGaItu82Reu3H9YjHBzbJFvAbL9FqIbv5OfWad3+tr4OkcDWnRmV77sQ5Hc0UWSmOQPh+54LkH3PfXX81uG3uOPHPkR/YVjOv32xjPV6aUKxruZEsTB/lbkG6VHY+r6SpBKC+GSfdcSZPEJtQpUuNAwYJPJA1Ksk0ILwNPpXWBDPgH2T+V1ZZvcWKumQdw2bMxauRviMdtZxmBBWJ94vgvqbDaQ0tvMN2DG292wDVZ+QHSI8FOeOUZ+1wTU7SG04s6Zx6pxfYeF98nFqb34OY6MY5qFhaYoA7kZanr6a7h4/RQLCc4vEfrZPcmLqGp9idwmeXu2j764/geeSuQpinUTbGuJ8qUD04/RPB8XMa2+kSVRbLMBIQTJA8AImf4Yp4AQJdwX7niYJbbN6foWT82AqPRnZ8RFSK9JvBWbaRSrbZ4+z59jXSdxgJEDX0CXeMUq4TIxnGdujKdB2cVp9jLP2P1R+w2F94+lANRUmMyZs2WY3zZEK14k7vPr6S4EfX96/nx4/fhy4qVorjoqP80y3SXybPfoDAy4Bu94BKQWNWWUxOJNpUl685H/+dlFHCHIxBcdcNct95PYOAgqOLTxrMH4WU/ADaMN8kbCZIxQCFmOyj9HP1enL6RbmmWXsnguXrgaePNgnFInyHXRyagS3WFQIJypjAshHWiuIKDAohDQQ7KQFQ5HcvAIQqRwEdmASnFunFEEHAEXVSAkm9gsDTGME29gR3Essgxp2UFXg3qMzSpTD9PjRejBGPU8iel87Av9pgDYEQyK5fvUKE7UdyO6m9Ru3b9NpxG9WBSUWvU1I3VFPh7i6Eh51dztIvKv15TTGeSKQI8ZnvE8wMXd4qFRCT5FYQICbDFdirRgTiah/RCZpAXD16o1ApL29QxgDuwYYp/X2NSADYBOOGuXA8s7WK2yWEGgDhu9YZapKHKalHzKRtmNuPkMlwvYnctB3Ec1U94YsuRXKjw4HJ92QGGGtPauO4Z6G6KMhMcV+8pgg5sBjU1W5G2aruTyPh59cetjk9LzKONzPqzQs4/We4VczhKzIUEpgTJ33PQCqhpTqoU8StfaVEfpsG24jM1VWibEY02kWmwRxm+m9QmaWMupob4C0Aw26F1jpZJx+1+Y9hhNsBm7GnE4QgCthyhAD0WVyjEtC9fc0W+EkFsvILP3bj0d4BEHDFDqxe6Z4Zj3iYRmRSabYZ3+u4TYy8fYFDoi8fsSlE6Q2cza28EojTuJ8mEZNXEsk9kH9+mYav/Ec0gIhKp9/hKrN3AFr+A97tGHyxDuetI9hTuy2GbvEYrsJjvbSX7/7m/TJg630y02SZ9RW0k6Ho4SHaASTpGIjscYEcZNtJKEyXPEyf+8+RWJuEqN3xgLVeowEDOOGKY4sLKY1YCbeuAtlmawz0s3e9iPwjE0C0Mvy6qV0wqJ/gq3VGM0qUmaVvdZPsHnO3Lqazl75AQHfJERB4XFxrlFmHrW3zCmclf4RDtt9MAiTFA6nPjZMFyOztQPqSDpz3CP5bGkGxgrTbc+nzR2YlyYPpK5DdpgcED+qr6BKqMwEDLBGn0wP16uQWBd8wR0NHmGqUeKCjvpN8AuJ/ArH6P7zf/hdzjhaIT53Mt27cSP9L//7vyf4nLnCQXYGTZUZ4wmSdpldRfXDL1P/8ItYGJl+AsOhBXCiCaPUu26iGo924BH0jzbE3A6UJliQW5hIBieHsVdee2iCdgy5K8EzauC2O46q7sxRVe8ai1lPC+SCHcXhNt5j66kSPYlmWGpZeGCMRBZ0aLOsuQRYVAlROkernAeXZzwCGceXdK2/ZOCiJSPRYOn5yCJozhMZKimr1xCRtJAeCuO95VUjJzAiK8FNEBAqY1MlFfmV1CQOkToYLhMssyx2PxQ2SNUoCUBEn4v4KexHMFCJqJA0Ci865M09VyQ6SoetGHLz+gAAIABJREFUVya1iEh8c/xmpKh6srEZ92U8mRgt5+XvOKMFgLgToU0dtSmIl/YNfre9PkCXKBXvNNxrEwkmxLvciXAiwBNMwTT+5t7T/mQ/RS7YB+I+E419CyGDNvW+q3bCMGGKxuy50utUsD/T2MaEjUzQ+5aNflK2YCSFLVKGOkAtMkGtK6tnncgUDXB3q6D9Fe4yePvvmJ0/JWb/FrYhjfGeDMs5zO04bss4hhkCi5UMfVdHlvNu/7QFClMv5DTuK8VqD3VRVWUGJCBnA2nMfuc+iB9emUnaP//ObVvWv/146XG0b9pO7dP5eREi5W6uY2L2DpBm1Bok/tlZ8QdagMErDTBdEdZyjrfzFIl5Enj+/vd/l2z1z6X/7T+/Q+LbtXT22u/DPIAPXui+uEmiVr2jJRaXOoOYhZGZsMGgffdkdyA+tzAKWxMt1CcqaRV7ojtldg+RyrGvaRem05iVyLKE3cvYuzYLmlmARlh0TN4sjhsK42mKo7W1kEzaLH6afCYxEejp7vTZ8ke+TJNDVMYNsMdmiqahQ6LHQjPBmLtHWh3xXlNfU0kReMssdWYYLTEDfNssDtroZtmzbJxgF1xvEMt5iiBwSjKMbhtTEVZU9z//1bsfpg1sjPN4tzfXdwi31NyB7Rnvfo3cn5p+9F4P6Et7iMebBQZkZS85dAhtOO/TeJSv37xFLKenF3oYYJNENgTY3+Ysoa1two+w7cIfYB30l/qcazQsA+FVoQ3u9lLipxFgqzaK44QFTHoyRdwI74gPBU0UjjwlTs8hioxK8IWuIT8KI/xnWXOElmCG+8ybKe4uEf53Trl9hJ9zogowCKRxzCtexoF2yAU7gxDVJJrABCGXLz8feCbdaH4wvtJoA+ZTsUlP88W+aiZDAnZcumPMnSfB2gn+Cca3iIrneSXa9wwF0SkjUjl5WWVU+mzjWm/RGSU4CT0YC0Qk81zm5EMZq0zS31ml0pCL7BVlJQYJVqeBRCzAZMzugFlYnAPRyNIMAVkmM8mAwMU/mTGERHsxhtyHTNgxfphnXG7nYeBmZ3ZiZXxKaJMwR+fVj8kJPNTdur2q2GW8ZC6ZAcg0lcadeFVH65Jp+VwmJqy8Z7+Eu1fBVAq1w7ozYznGDqMEOcZuKO/lufDESvuuFzP6CmEKhyBuYOw4rd8DuXzP+8JIBum3krHv6QG2X3HuTDBPuKAMCGnTVHHOp+0YkOwq7oJquISON993Mch9ykidYeO4BhAW0KEPwlS7a8HQjZDwGmEV98LFRJ30A/ulDNOs8M1GhyBv7NTY9EpKvXxswzr8eE3SrwahGqcwDyg7PY+mcPXG7bR39lNCgBbSF5M4IFC0jsmA3SP0ZZKoAW1xrHTYxYpTL81w00bjKbGgV2AYLvRnqNvCqH96kL5166V0k1jJT4dfsqNmO20jxVfHp1l4se3RDWRTFovicLEatFNhjkeQBD2dsIt3WVtsE+I+YyvgTGUehkQm8FG9rEiAZNyJAG2YnAthX5jipFEjOXr6NHXn0MzAT8degzb7SJInB1vYM3cJdzom0xBbfqFfzRerS5cDLhs7nN9CCrjGOYwNE4kMtI9EVAMHjpCsfvVgPS1O41AjULxaQqOCVquhUqo94HxUMIFJaOZqDQmzE+bQTw17qSaNCLvjpMIS+NU7ZmcPmsbs5ELYj/VPmEy4hiSqzbAKngQKMFeBHzJJ6gMZCvxj55hbkvVIm/WocElBj9IbBKdPwrkWx5QufeD2aC8pR2ZnLC/8LHDT1Gub8KQvCF06YZE52NlLX7Jj7BB4Un0k4AiJU/7G5wwNasiYF7B9v/LqN4JWTtkA4KyOExe6CPzIPkRIAR0Q+SOuipVvmlVAiQ2sQpAHn5hsCcJzPhRztR1OotpduXIlPXu6GYlGs3NGhHPVcI+rW/7ahC8Y7OpnwErfB3BhT2RF9fAsj2uVQcoofc9LopXQyojiZnexfUVyJ9IUTTLjOVZNy8g87VsmVJmDf1tHvmJS+GFZmYRjy8/NwuIVTAlmEARuHbzviXNsRw/mox3MfsqIlJaUkGQ8Sly+I+EVDiyjBGQq1MGEmvnEYzE88Mj3jFMj+D+YpV5MmYJXHFtLm3HWC+UN72BpDCnOfqsWaBspQYD2NUt5LhbRZ+qwXF4EHKcM2bF6DIABskrB0Qee+Y5wK7GCiqQiou/kS5gZV6eU5Li6hJyw7IeUEwySvhiQLBwzvDOcrcO6/K3hOyfGsJzSkm0b8+fvXPac3RT2x/d6mCfa7IqRWfVhNm50MFmDxw/7XNg7jmCUxAa2xjFVcGQDyRcJCSKTC5IME5MGmj0IHSlh4jBRaw81zmMBytzrwFAb2LhqZ1MRwWA4iGfYuF7WUamFW4cdLab9uoFU98fXn0/PwWT1ph9ur2P/ItMN4WNVFiG6pogT/Wq0sLvqxHIucCJp6mF2YUTQBCq4Cas7UKdHp1p/BZuYC6qpv1iXQtIagVmCiamFtHn28S9wFmGTQ9I0wUQTFbmxu5lKR8+Il0QtBWbTJLTVVu9Rto/2NtPWLjGWxAaW6qQ+o+5KDWmdORzgRNIEXwMvhKfniS8iKY5WsK+XCa9jOvT4Dtk2WCXYe5Q+HYMbHqFs+TE+7i7DBZT2cSieQ7tTeKsrwMBty0821mOuDM9qKJ0DK6Vir8AN8Y0PCBDSZCyKOnzoWxwjDN4LC8uoYcmPSjJt2jVWuIIgEmF82paROkENxknYDtKgClvs7gLGG33iRDceI+AwJ8Sq7qM9tKnXxV4ziD6UPnNUgfcNmGdzXJr96PVvvhY04+I1hglhCol/Eu2tErFhcHsRDwhxatxcWnVf8uOH6QBJwvMsAtkZmAToAJQgjXv0TJRRCRqiPSBeTUanFKAdU8Ymongur8isyuyE+r6ZnGWUt27dIiaTGCee+zH5aJlBewUwKSuAJKqCGNlniWSmZJoJTKeK0o5EYzmZh2Vt335Puk2LyRyHoXl0pmX1gBln6f7OA7aMeVUntEXqYZU5g6BIr76/umbqN5iBv2EoM2SinkQF1mlgmyXitAwhsW0MGYyZCZY9YrdxS5OBuuZVnEf6lsB9Z5TJ8fRHmaxqWSAQfXBfeIxLqYaxW6dG5QxLHVeWdXx+Oxb3ySsxWrfwd478W3j63Dry+85Hhpvv+3eXPvrtb8sq4fl3/JbBgRtDl2CQXUS2rMcKSHRlbGAyQPuT+xRwYCy5DpT2wK08x5Zz3LnPlrdsVsvtv/21HRfDEvCUcHskRugrjVK3C5Lxiug5LEOmRCNlFxqJW2L/5t230+a+GbbZNrf+gKMZLqU6W+FaO/dT93Q7EaCIFMgCRljJCdLFBDHBOk20iYmf5iwV9krLSoP+fcqOnTR3ll5Ctd7r3UqfHR+kdeZqG8+98qzSjAl5ZX4ebToos2sKs477hLV3uRd+BIldE4lZiI4OOLpB2xgMchn81RYvU27TH/HXkx6Vmc4Jj2rsfuC2M86ywV6M2l+S0WOfG8VmPs4CPQFOG3o3gRPomG1+u6iQpXkC28lENI29sLtHPkXSuVVwOvX0tOt5N5luD6m8CkzHWWTnVtKA7X9lt5TCoEtnB4Td7EXQ9zzZINQIYQPgFDBhvpj1dOeTzyJj0uu3Vqi3kn5N3sZ3f/URu5DgI2hXR4zJw8aUJMUb51g+oVDmHLrLRjwl20eYv/oIUM6mWqMOJ3dLmUfSd9QojaIx+1ETKbIMHU4hyU9je22AK3rqNaeZ8wBiS0fA8XDfFHUIMhzs1lfLg0EirEY52x3BLAakw2av5WuaBdUsUwoxIVSQRu+ATQhl41GVCjSQBlECdA8Xv7p2mWMkSSSLwXyIQdSOirwiuH+bUEFGqYh/iSMbNzbYooUtRaUpiIg6jV0TqEJERpAlrjLPFM9pMqRDXipWXer33RIGXfd4C1QJSyJSepPRSTzL7M+13WMQRelumrgmy4pkEpp/W4+AcEz+7SXyWZeMxHr8bb0TMC2ZierNEGYW6h8TRheC4S/MsncVcb2N+D6A8XXYvhbmBSSDLYKUEa4h+iKtV5nVeAyEdneIcOpB4PQ+4GZ7XrYls9L+pxTpGO1zAS//LqRaV05ddgbrMkOximqLVQ2wXUODHGMH76Y2Rf+2LtstGJUMV/upTAfsYD4q2PlKIIweUiVlpafaGESjukJ7Nmk9pkFzrm1L55N10hHuMSd8BhBowBhEb5NYIjM6v2V+X/8NOYQXWbh/NVY4gKFiUCT9ADece/VW5ljzjouKnnQ/O3t4QgP3kHSBv3AcQ/qZxhFoH01rVUKSQedKuyD+Wx98kB6xIQEjTzr4/A7xhmQWB9FHNh/hDOI4D7zZZdRd6xkxvlG8IXTIQ+rMP+nB9oYZ6dyKECXw/wGJHu5PbKbXiAG+yhzM8e4eTO6UBdUjUz1l0FnylL8h/zRor0P6rkhQwUIySt1VaIulPeZeBny643Y3+gDzv7a2iKWA5Cx4gZ0TtzaCkRH0PFFhPlCpBy0YNYQ+wlxPMK9160MgWeBo1kkI/BTn3QahSg32Yk+98EJaef17OPyupdanb6Xu48/T6BGMBbzr8J5njdfYxWKKu7tIkeWb30gljm5tsztGh8XI3kYabtxlG+V2Kp2A49RfoW23BVdHYNbM3w4M/G/eez99+AGMCzju4LnfJVi9gjPUDQTS3ih41UcrkAkEXYJgIwpdsADNOYbyhfNQsye4ZqZ1cRN2lpbRQqssMs+I2dZeXDIgHalc48yt526mV59/Id1cvYKjaDfd/eJ+eriObwJ6k0lqfWR15R3MHKaUE7fRTJRM3bYavA4tVRurpggdRtNoxmH7x+PdZwE+ZawueBMISCzIMCRWDzP3ukIrzgr0OaL+NwAGbIqXlRqKUA4dMHpyRfqQ3gCaCG4DhV1JIpKglIwEEKuCDAKCKKRKBsrvYHSoU6qwEqHSRWyShyhLqArBAEAmftL2bxmqKqREpcovU5yACXrPq1iNC4nSMn7MdC0z1C7kAWWG1EQcFoCzH1fxLspsC7un/YCZyBSYDiXWaQiyez5MVwgjkTHYz0uouNa9hBNmHPOE5ZmeqMMyBucauMusxGluToaqq0TtYqH0c4o9yf67LVAEqrDvd8B4hXPs6mDyzOnU1NMHgwPnmGxWdRBSKdaQoZBEqdN5sA6v/G09fmocvylSyJj97QIhs7IvMuxz+uAzF0vPDC92VBUhQ96zbsfneFWRi4sFCzwJiQ9tsoAXc0SZgAXt2VZRr2FYwlSPa8HIi98F4ciMwtTDeFW/xDVxY45M4eLYAjC2/7ZlfTJh28hjrxACUu1htybcY4qQnCd4e7dOn6WFSfCCvdjlB3uonaPkqoF5ocKdoVNOEH84j5pOcARzbEIEcBccNjyoxJxpbrJNvdIt7HXrSCkP8HheZz4EwQiwl/GdYiduEFhec5sn+N9DOjOr+ICYR3QjmCVxg8RVVkfJioP6X+DhSFqZZ2yE/RxhuzPZxg//9Afp5VvPY7raSg8ePkl/+Yv30xPyJXiaX20EcxV4AcrAUNHE2M6rrbwOQzfLlmp8F5POPlEQ5zCG8avPpRGY3h7S5P7YfLry3OsRKF4j/GeUulx0zX5eph7n19MGR8nWcz6/lIj0DCY53Ra/YUosxHXmQ4GmRRiTeQUKXCV0iwVrD48wQw2cMblxZYyE1zJA1GFtjGYNGmNOxDUXHL/dneW3H5llm/AJt2wqlSBnYh4g5Ap6fvHyahwg9jnB9I+fPgmbrlEs80vz6fWXXk4vX7+RVvBp3Lr2PHPfTlvbhBkxt2qxbRgzNeGNp2+0ExoazFEa1GwXp16K03QAcgxT2Mrl5TBpeVxtnbGMThKNoMoPPce2RCWNGp4gvU4ipki4gGF2CmRpk/9JNUACYGSB/CKQL3tPaUVmcox42mwUdkjzyrnqaJvw6E6R2w76ngQqw9Jb6VGue4Q/qDKL9E1EXfdRRjS9Eg1Mtgoyy8BMmDECskskMhcZhUxX4pGoJErv+9syMmbHwSIf3nidRDJR1XU/Prfd5dnx2NjveLyv99FLR4a/WwShTpOFepkVWyK3nLYtxXzDfMJmoo2D+0qjfqsIikwitb8dt31z7I7Tvvq3l/cta3+U4Oyzv0WiDK8JYussZxza4cExkuQz+jnJZF9IrPQr2mM+AhHpm1e0g62vUPGLuMXcnnPiZT9s00PP1AbOTgumqaPGvsMZwQsIH4zTYK9Tz/3YqpBe5ln0fdv9+mV/Ak9gPiYVGWcx8BK/vC8+eISuZ9VYVjtugU/iC8s1xKL9bh712Pk0UYKLoX9n2DiuUw6KmmT3RKVD3OIkNqQBx1v02fu89xR1kd08EFuIPjCpBsyxcUS2fHIIXmJbnm1PrC2new/uh6fT9Go9QpY8Zth2jIw4JIvOIYHYW0gze2oStNnX3kYfTyHKOIyLvjZRAQdscob3oH4jcUML3qvAMHSEXJ3DxMC4B2gPSsGXVxbT2cN1PKsHaXV5Pr36ykvpVSTA3/0O9aOi/58//0U6Bf6H2AM9U8cdOzouDIB2Xiuqsphf2jhyBmhmqqQLK1fS1Guvp7NLz6W9qWWOScCkg3TI5vJURhJuN57RJ8Lr9PBSp2cUjZH5R4fQPgHk23jrNaNUkFzHMIP1tnbTMaxTi3sfCVmz0hlOjY7MH35xgko9IO1dCWmbp0jBqNXQTQWzk4llJpkv90JDDYFLzpdHt0hHaiaOw8QnA0xGqtvGTRsHqe1wCqY5j5Yw4fvMQ9/gb0SRy0vL6fat52JLY5swshpHAJdoV5OMWwyNVqkgJWqwMJqgh7QPcMA8FhjuDVjlPMFVHNLnoHlNf4laTOR6MCUfIXB9HEp1TCY6cUdITvrnUEG8oPu/SmDmwvIMn8n09BmHhu/TMMN026LbeXQ2MNUALKWXmNQNUqDvE6YwyQFL2ljU4zVAqzILCDPymCfODOTBQEAU93ebgWebcAEdCtp0IsQDxulJck08mgwnJkxStE1XmGVOp5uGYZyj/iKrswKwciKkLs2x35RM0X4vcmbIGmmproP8V1YW0lVjDGGESOtkiZHZTcVnnjyGqsqd1h7dJDTA7NuoSap0zDSxh6TvYiU1czQ8AhsV6g9M3N0jStuqiS2YYo9VXILWHCCfcMExeUcN5Dk/Z9UEJi3VV5Gb1RnjFYxJUwIfEK8cXmNUA+2aSAjhFWfC2zDeOPUO5Hcbork8PXfkEMm7BwxHWcBO9XSegnjUpWf2DG9wQ7WCNg4JnznCM25QcNMN/BCCWxz1PMrs9FR3QGg6y/Qr9bEAgZDheAPmrr4yL/vk3mlzVeqIY9gQwShmmfn4ljUuEM51hOHevIVjEIZeWndSmO1HevC8cJPdbm6ivoHAl1ZWuQ9MGJunG8ocQ3OAaU4yrgXUQGN3PYRpDmnKLC8yibCfMg4Xc49hFW/HkFANI+qyKwRDFkRlTC2xf/TzBMI7ZZfLODa4USSt/+6f/FMS+tTTvUdfpmnKPb+wmv4VJ1euweTN5gO7SQ2Iok57K4uYnEhbRteAXTudEFrylCSPb+9tpT0Y6CGe7Soxhp6oVwZ+LX53mHeJVKZgCFMNAQEXHdmE8ECjxo1QzvN56iyIfbzs45g6tOF/8vGdtMgpfVfXZiB6Fgx42A6B7OPQ3NQAxg/Jy2omqG+GbZJzZC6axlnlJzYbsCNlnKzqU9deSOXrt1JrcRl/PvSKjXL17LN0+ugO3vAneOrZYYY5oQvjb+HcasPsBidswaM/bTJPzS6Sbm4ExvLkc4LjH8GciDGk30MWjzaJtIdj7GxhXLBrNCCdYkjciGJu5ZQGzA2rnhQLpERDv2uo3+a+lMH2YGbmTO0hbg5h0iB/0JX8QgboAkBIRbrE+drXl1bTgIXml1sPI1lvH940wgJ9dfVyevnmc2kOZlYB741ffetXH6Z18HwIYyv8ZGhAwKsDTddpU8ckYiOyPbgDTpjkWAZtekfPuqlodmNx1Mu9w/75o0N22ROA3zGHJjjJ3u1CohFRDSQ2Tu3B/XWYFsHfxyAeiOgK7iloRsO3iPdzg/3a6kpw4VNSL7m6aiuZQ/qslhfS0w1CFGAqqhejIg0IHymWVGngriZ5lQC0f4xiR9ADWaFtt4qtsKouwgx9VwnFw390sCjBTEFQZjVuNQiAJgVVnb9ddSzroJWSlCT924nyb5nG/9+l80Fv6hDqlzEw4Phbhkc1SDtKzKo6RZ2Alx/AykqRsgyJGMDsDAFSfek40dRhnNmQcoWtlkUD2GnOcNeEue5Ude1fwBYk9bm/YyGhYb9D1UWtymOR2SkNy+Acq5exio7X9/22Dt/zHaWhEjC0LstbRonNb1dSn7cIE4Fdxd/C0XErZWpP1rs8avwc/fOe82Ebvie+2JbfStzaaR2r7frxvuWVVG3fb8tbT5Y6rde+hGTBWNRIrGeWYGTL+H7t4rl15vZ9lsfru/6dx2T/hKm/hUMPD3RjpJeeX7ue/vSHf5guP1hJv3r77bSHatslbGWWI1tvX7qS9lhYzk5dUFppl90s52wbrJiiDM+4uLsNER4jeXmVIPoRcFVH2jlZf5wX7dC4SxkLeARed+mHKvGcGhrMbYAktE3c4hhZxN0lNUrCmAXePyYEqIe9+4P37qQr7Je++vrrkTV7UnvlFA4lzDlxHC2xnQPUffMfOEZthIbZHZ/tYidG0DgHJtvQAU6pMQK+V3RYYI8+ufub1GVxIgUX6hGsk0Brd6b0EQbmpurpjRUS12D3vPf4Qdp7yNgQAoacpz1CbOXYpIyMeogVLRESpclsAgkWmY/AFygANc29+c6BccfSD7wS2NM/xu65WOKGc+chbgoZsCnwV+EOjQy80BVXY6GAONDQGIff0LohO2fAyw0o2mmH2n1Zc/bRWB8ai8lCZjak//t9MjXtPOP0w4uFky2TbnmVlP0osIh/CmyBJ8DOSxzyvrAU78Rp8dNkF0aBKJQgItA78F67V7Tun3BijbCPHm2zyhHlf6zkqHEZZoGEp2FbplllomZx/WtoPj/aDeQd4HCZnSAbMxPbxthqgyJrBtIs3lw7NYE6e2lxCWLH+3V9LYzwmaAcRHeGA8sBer4XA1QcJsauzMQpnRlGFAMdMkGI+l0kqvh9QTzAJuqwDxU9l0ySQPHbz9cvV5a4L/CCERYMxOzpgrM6WtjEfKdMP6IumGGfemISeK+F2KKtNhwbqFoUSg2QUKnJHIwyBsfjMOyTp+zJUGSUqt/G4xWMqdgWmpm+bcoYhIfPTd/kt+eNOB4/LmyjrMjaObO9U1XWOq37jCBq3zkj0FlVt6whmj47Nu1rPhPuIgvVBTMz/MLUYTJWGbuxonpcLVvGO+q8eh2ApEqmvQXMCIg/Mn/nC2iDkyANcJjBCWLokklTDM5WK9AsoUhqWJRw8RpFfbW/4p0wcszmPxRR/duL6Yn67a/zIPyUwK3D/ivd+0yckwE73obMDmKf5PcQBjDJGOqULVFWc0+6huqGtDrydJPga7bFQkxHptkrc/Y2uQhULSfIXNOg3+4iEeaaWIwK0ahRcdzYcr0qlB2BwMLMBK14rs8MNtNR5sLwqdPDFir6eWpi63RBdW4HnINdr86kp08P028+uce74+nBF49Ad+6DPx3aqgNzt1EqDYVtD5o3/Mo65pYxLyDYNHGgtY7XU/9zPLLr98AJbNFIbAPiGKdgwuY79SxvnRtNVOYaNtYldk99awIJ+ehpeshOuS64Ms521jJxp50BYTTaUtM040UIuJgPeUCDv2VeZgcaghfCxOTZigHFXCBFA+9xnCHyD+dTBnmOgOWMern1MZIjqwW5cCv5Ot/CDRv2NnDa2t/GTwGsgYOCQRtN70sEsEbnXUwpvEf791nQwm8CDtj2LIvKOPypyULQlra5pxSv9qF2K1qKTzqTDauLoy8u8MWF3I904YmXhblPJgng6VsY4m0kDLZwY50Iw75OBRBWxNe+onoL0psEdBI9103tt66sBPEIlBUkwJAqMIZLLBl5BYp/6831W1+8kts4RDKKPQWcRRotvLUiu+EYqi+WrTBQOy7yh0jPhJhFOZgH9ZnVw3J+LBMruf2FiJTuGvTRy99FHcWKYjtRnhVRtbDPRCiV2W+3VGbC1Bzgu3JEkUFO5+9g3tw7ZgdGABb1IZ7Tln2L5/zt4ekyPdO82cchTFQ7h+onbCpg60opw7U/EdiLhKAUpDpajKMIFDccxxVPJml4jH30d2Z0VBiXv10dbW9AFmgZpt50t/fZL/vnx5jXMmO3f/bFnQxuPx1DDdRe5yeXd379WKdtBqIBD5m94VzadnwWF+MQvn6s2zFkePo8S/zRP/Aqcn4S4hJB1Tw3RExHoO9LYI7Hsqrxwsjx+NwIC2Hus2jvggD9HUQKM99Hl3t2sIMjZJ7QEMxCSHFl+nRwyP5vjha4B7MYH5JEGUbeoC4TOJSYM3dzHGAvHEWlPGaB0YxirKAhT1WkwQFwU/IcFUa0OwE8VzAXdU8IAoeB6AzV5trigK06TlBPV6xV55i3Kvb0Y3alYAtkHj2kbAR6qCEENN96P/3k/V8VzkwcKhOYAnQs6GiIfI1ISx1xG2aEVQzmjGSI0OHRGtZRctfPIV7e/S0Ym8wBho5EKtOLXIowNEN4xsC/NRj/68tL6cV5PP0sNp/DEA8w15TZs9fClHFM2FAXKXoFZk3IZJgOZoHnPONtY27x5MRT1PcWNm/np8rCqvSoau1cuDA6503MCkrnZwgyOvt0aipFum97CibK5m0WWiR+yvYZ7IA6ToBdG9huMzeajrQhagaSiR5Cz6frLAbQpVKrR090GbvZkZaRXG+wrXOK8ZnsYsCCcGcLmyrnEHnErngYkR0wSOlYJunWYPvvM3HN74JPUDd9MQyMrEsAEsTIEpUEXKhwTASR1JPo7apoMyST8ICcMMryewm1aA5pssvqoBOBphW6AAAgAElEQVTFetoE5/pxlTN0xK1cZunxmR5kO6DtS+nDv4NQUR/9ltF4T6KK/vC3v0UJ+AftFkywz2qtmqsdoy0jd/UCWAbNOjnGOLlKlXHqmO4flI96+AciY4KC2V0AjHtNV1vvMzFeMbEgjczB9pvNQgr1fetX7c79c8U5JxzG+yWYufX4d1V7DL/923HF+LSLcGmoHmNPrBMTK+yFGizj8J7vxLhp38v3JXjr8HkwKxiu9+2j9/z4jvV5CUMZhYxU6U57mzZlExbLGB1DHQJVojMZsDZD25VR+i0jyMyRkQRhCX8dbo5dWETQMeNVytTwbabsvDtCR5se+hmkEm1uwkUbtPvPC4aNWki9ls/bIGWQ1u1edBdDx2Q/DcdwLH7A/OiXC4gxcDLoqem5GLv9toz99iMMbKuFJLbBgV539zfTj99/O40RVrTHuw2qO0cy+Z8/ejvNba9i2yIBBbjulrgycNImLvyGOAaUkr7x8u1YHO7evUv+SM7GwQNagunI8MaQfKZggt994cUER03v/fpj9oajssH4NjfXIchl4EE2I1TyGZJQj+NwO6ghqbEYawfdRH10a+Ix6nA4L4COTsUFCHgWQi+B7GWdl+A0cl2YsFiGyHCDo43cZfQYCZE5V9GDcQ6w+4H1BSzYMeNW1hZjZXWO6IgZaOcazOQmjq7hicIIuEVbPSTMU/BD1RjAI/BMQ1jYd9nxNY2GuIx5wG18Q7ImKTeeUBZRmB1pHAcMzOglfZDmmAfgaYaeAWYC50ua7yskgT7jzOllduxdJR77vNlPDzaeREz2UOZLLXtorUaEoCfAi8C1C9w2a5C8YAgNYewMHCmdMXq1EtpdgYGvsLXU83UGaMWq7ijogR9wk8BD6VJGKYP1Ek8C5513+kztQVva8Kuo+DqRK4rvisTxmAFEKA8qXJkOW6hMpSZFUMw2jsmdINokGyCeoq3hQibplfl0grkUjM727IBq1DGIoxQjoRvF3lYlAaHdQ60zYxjMjN/U68FWMSA4EDwdxgZzYmJGAIrI0CD9lQkE9Kb0BsY+Up7fqlISo8wjViUGLeOA5uK+hOP9/PG3zwfEInpP51GdcB8lIg29QZSArOfBRozNshK+IVMSs+qkcB77fxm7s1+/ku2w75vkmTjPc4+3u+/Yd9CVZFuSJzm2nARIggR5UPIQIA8xnPwDAYI8GMhDkP/BrwEcxwEMO5YF27JlX2u2pTtPPTfJZnOeycND8jDfT21uNnVtAylyn9/vt3ftGlatWrWmWpVuauasZus9a7+9tCY54OMWcH7aCUnpUEff2088zk85Mp/dLbw/H8SEkGDcgkC8rb7I/oyAz/pWlaOchSjwkUQw/DZ22s+tpZ+Jm03ByrSILSdKIrLgpA/E23o2PrnhjDJb4HwaK5HT7xKTQ3Jtln+Bi/f1m+RA/F4PdjPxml2MEGx1lW3At1HoN0KPK+ajOus5SQXErkHcwouxj7x7IcNwpCe6Kmu0rb4ZB5wrrndZgNxzDUspHGpsl/5Zmg42GW9nxPrbf/f/CnYdo5oIfqgoMZcjMv/4/AfT9scftAAQ9dNzNW58OC2yjGg32699NgPgf/2f/VqfJ6bf+I3fnP7pb//rDJrFXEUow8OtjHwPw5mjiXOvnH1luvnxhen7uQbdi1t6GD6MeAZxlbFO05H09seC20ZGkhupXXBiB7N2Uw2cj5GgolmL67+WWHkhfeoXXz5dwIZdGZdWp7ePnpheblHY6Dt8/TBm4Q+v5rYV7t+LtXzUXGWwQqweR41wxThQzMHY9RZlME+42NFnbkV8L1y+N53LcHm1/lDNpNAp6lDHoTSuAmXc3Mp3U+CO3IP21rZ99RdOP4xgXkrVsCcCCQdsMCBSqzt2YUiNApI8zqj0MNXTVvUa2921+dTBvdMXOzfo9a73Mvqeuxj32xwzbrhGHi4w386ghzFRVdmcZ2SsdIhduxFhKQZ4ni+Yp6SSRm3cZ7k/n70ETprfAlUEhVnED54WYGMNz+GOOcGgg0gq2W/tcXywUGpViByZeyZ+orBMGhMBDS9rG+NGu0tM9iR0EXvsq/3kwrkZQL2NFTax6cgosiWnCyKOn16+Oszru/cmwnXK4ppVq0nJqAC5EEYRh7bq5NMMJTPSa5GFmehVUwrmRA90l6Nt3E9fR3ryrC7vSCbxAGTfB9DLtzzzafK4dkYM5omUONgkfFK8vLVWIpMd0UFwTE47BEzGHVU4fEoHICu78r1/sl1H0s1O76Ooli61d5aOkigL2AZJXi4g9CIGR1s26yJC47c86lvaOrexldmkidiYRLhN5Y1dUo2PvH67j1AZcOXhoJQlyQMen10z0fIOomVLGwKuz1x9wEx77OTY2c4RYidEo//jgbAQWfWCtXa6x3dWvrkvc38Woqkt3l/6qK0IrnctKsJWeRbLNtppmfdM8p4+6BsjnoVXwoGOoCoRM+8OuJXPe/5J+pLUFXcaHFqMRbm+l+j8OC7pWlv6oqqdhncmI036tUTLx4nAexKlg3rPbBtsCSnv/Yjy06LsnN59avqrv/CVQpRdmy79i98vqEYcTITSBKezu18EnMOvHpw+f/Tk9H5+sKvGJ3HYLpSVxk/4sp1Zj+0AYU1dO3Yg7rK+H2snTwTxgwjjnUTPp21/fNSkf5Ao+r0PPpjOxiWePFJA67MHpreKD7kTfsYpHUiX+tOr9+O8ilKUPXs74iqBVYPSHElsrU80fhibFSJnfaa2uRZsPohj3Lfn4HQuK/iD2nQozh/xXM3fMuqQ7rHTJtu0QeLYteNwJzzumc5uHCx4RUQxJunaobvTjThdeLDZ2A9cN2+Ch0heY7yf8DWMSGlXf/a2SL7cnnpi8b6MhrfztWT0If6CY0ShcW5+DEEq41veJSQYrJMjI/SNGorBFN44DsIuN4aey53rc6QFx7k752u3s9PpM7VrB0JWgh8kTETSnIAj8HTMrQgptOONo56BSxl+kqJmEUUR6CJqSnTcEdGyFWyzbU4i0SBTlPMrZMyIp32km7HnnMHtG60dvVfPauCd9Bkq4PCMeIx4j60q20XOdHavYz2vJaYYEMBcGrsQAgjvfelhjTLJuLkAtEY+oifR8Tq7FjR1SBmDIJSF/6R+DVwP+IDkKsNYAAY32HPvbGWZLktlrEcEEomy6g9rYog4nNMbOO8yCkAcXDVyPLcu0SGYEMvu4k4yTrFy3rqBW2zBqW04R/UsSRuVZ2AW53dEY7mv34jOAhOcpOcQzn35ViOEiIzfRFsD7buk3wiVQZfUJWrT7iare1spsRF9xCcSXUzOz/w/l3YSvxBb4+Fduj91SNqnLcrSB2I3rjqsGSs653rGGe8OUb982kC8F0INkcOhKN/7DGSS3Rk7k1YMhsntHWWqaxGJfJe0Uz99Lpw9uBhf7TMJ/IY3zle+k18r7sNBZLgtMQCoaoi9u/IZfCl3sZUI6WaWU5wI38e7wceW0LWI0b3E+o/ffWf63KGV6Wxi8Jtxd9QMthxy6zmWIfLlRPXtFnCRso/Uxx1xPpidh00yC+zxo8enb3757bGl7kcfvJtby+2s1+3KaZLTh+/OSHTyyKnp/OXr00fn0inyyu79O4lCW8Fjtd/7CgO2qxhwD9Kn7g5PTwSDY/tXp3O3KoNRJCq0WntbhlsIWkyD784kpd3pLIefcjhMYEVQ3r/aPve7SVF7CuYRQb6/aza+IUT385O8Egd3rhBliUXxkM2PiNv+bAjH8yGlTtv1KNe5ntm3jasdY0mXH/xIivDDGDyOazVjxo67hmgj2B+NyO6N0N2/fKWdOoWRi8umlyZF8S0mSdkv7riIgNc42xbMYFs5mDHEsjJx3ffSGW7sK2pP/r03MvZcuH01SaGD2hqHu83XA8EQTsCXeeb2fr9d2mcuaKu5eD8vAYxNhvPh+rbdAk6tskI2t/IiLEPkCk0U6AB5+yophYmJTff2m6oQEY2DqJPiBvCx275Fh1QcyCYG0cIEhOTS7VaLrcfzUQt520yfFJ+OAleSB4JorGvRC+rA8v1Qvo9OsCM2ozVDX1peRHMjArRdJ4lHthxxLyKK7EsUOJC+lAEAMn8aNwsYqxEKRqgtXHFgDnRj18XtxC6+m2dPHc7KeGG07dVXXhnc76c5b2+1GMx7vUO/AK+txJcjbVHTJk7P2kys9exoYpED6REr54gbZDH5rKfrBxJxA74JPBOKxKXoGUW3FfJByur9RcYWIZvObU8E5V5BPUQ6IZY+yFcSR0dFgggR0Y0hPZLyGIhY7uxPR3Dq/kC02V2KkWY+Ing2tswrKgOc/gX1ITVUVQjZTqXgaqznuI78Qo1DA1GyS2ItVYs90nZ8rBS1h5J7O9Ztw66lDB6bGUru1Q7tIqU47ZCLDxixts/jPKteQjo0oYWUyiEY92+kuJr4yMpuEYjAbTXOduWAqzPj+TASs2HxskcY8cIVC9nFOiwoq7PY1zOWrZ/cX9Dmm2MP747w6kDEyTnUJsmuA/nLxY3xPRRkYqXyKfwZP/7+v/6TafXYmenP/OJb7cKJU9fnLNaX0nHez1r9jdfemn75S19OPLw//aBtfY/y521qDMloNSTpjel4EYW+2k6YV46+Pv3WuY+ni433rSb2iDaVD+JqUszuiNHZ08eLE/lgbNB4ms/nZm34qP3iP8xv+fjZV4cr3n2GpBajrQjyreD5KPjvLKoPh27i4ePcnrjN7N7eG4z4ArZdMAIgoMmurOUCV1xqK+HT/CZH6MDmxKGxKaOdRnHEVEb7a7d3jh86lri6Pn2vuf1ha+XdxOftYH6ruXnjwa3yZPlvfqmbPcAe+uET3MilIR5zkw8kV7vbzdGr6Q23w8P3M+b8NOPYRr7N2siH0qKL4PITxliutdX0QYZkBpyoVUS+mUs8aA7Z0ED835EqJf633VS7pp9cqU/6SX8a3drZnn4naaJX5gnH9QdZ+3njxFePuX3q+FeiIRsxfJi8JzFyLQ7NHXTlSLaYseNmoaqIlkg9fo8r1LPiEjuetE3qZistjsKKPghc3x9lQTMJcHMIkckvj4ngQtxYWhEMm9o9owfD+aDgJoe63FeGxJhAFLSThsN4pHEonO9C+srHga430NqwO4W/euZ3Z5/OfYkyAK09J1rlTbdr6U2x6PIhOJKwbCa42JjqwhEuxGPs6KnNI0BFA8uYgDtEvJXLIdhOEu9o/9J/hE3f9GfA8BnrLtYdGEgvwkde7+KK0kKOPi1l4qCsNUv5Sz79Xe4p03iAC45TOfour7TkXfL7VC5Cu7wrj7FYCLd3l/YrS76xcFYHYgLuS4ACz5TnHRNr5vJmPeLcj9kyr59LfQvuaItraad2eNbHaLf7ypZncJHh5tIfz+TlmeC5+y+mBcaejYPqC4GG4CehjYVibIcMH+81UW/eecZ5I4yNNaflvXF5G40hLlrAk3MZV/7O//P3p3/xrd8dxGurSceyvdpGgb0R8K2xXfRWdox26eST6NTFvW114xHyePPW9MGVi9M7lX2yrYtH04d+/vWX20H1btJaHhL3bncOTCcbNtZ7wqldubVtJMk9dfRHO95EvjqfY/UfXvhw4PupPYnFzanrccg/+fjjVFYRw0TlB81TRAYA6aMtyPceXB0w3GyeDvtDC9tqUgi1w50IzaMbxaQM91dbXKkFGPY2g8vezjEyb/dFzAY70TtVM04YvJ1hZav54PwqGx7ux2TYnbSvXWAC5GyHE1eTMK8VyvBhlG4OXhvBjanZivi88+FHzejONwpOZ187OxbSzXTfxmqMZc/gG4f8BOKOB74/Ha7Ms0eOjhMN6T5vRehs7HhYeVzWiMgNSTiMFal0Yx0szHFSjMSf29zFVe/U97juE2dOD7UNSzZ8olb06SgPeT8+d67+lwZyYmMbJEQSoks1ua2CkC+AxM5L8ppMlfOMaJQvnYZ3dHD+nN/HDRDdTV4VclTFZWr88zrqpO/EWeIQ9wBV7o8lF8wC0dmXmHZwHwJzLW6NQy/imCWsMhHoeUJHxFo5RCdSH45wOQf8QJY0ABXOaVhpccqtdlYW7+JuIAS/OS4wax06ZN8uDkr5CwGRHzSIBCIgvfrqq9N3v/P90X59cBwAIgJGiAaiME/e2Zjlt33u2k0Up49biIf80BFRwpGDpXaJwCINBIrzneE2c7Pe2bEjP73Kc0EsxEQbBkzrmzwuyXMIoB3D8huCGw9lex8sFjHed2nJ7/udFoSlfxYaddDfKVdSN3i54Igy7MfWR8p9z/VPma7RpxB74F+/0bn52XxPmStxKcpxn8g293nWJQ3CWRtmGMs9w8mn/Esf5nFop1NcjvNi1lpY9/TcWLO6IorGFkdNPWRSW2iH5b76RZ65H7eCe/s4lxI6vXwWmlDpUCM+NGZiXt7u+al2uxxMtN6Rzg7BPBrxenowY1pW5gMRHkR1JU72dATstZzmv53IiVOlo79V3X/2539uevvLXwz/94zAMf/nb/z29OHHd6fLWaj/8NqlguimB29323ZtvNjCfzXxzsx8lJXY0RWI2s6IwK7m5OF8fA+/cXw6mFeBoBkfR+hvRhyfPo5Bqb+P4y4jwUMiAC8i7s64vP1Zvce8qtzVuOwn8KT22eHFHoHYbuUcL67qo/SnnMDffPns9PUvfWl6+ZXXElt35Mr0xyPgxY64vgXvRPHBqZ273pk3jduhXKPEar2TFCSQ88CHkIBPI7Wfyxw5EAF7OwL5c2fPTAcj1oLq/uTKSsf95iPZwjPmJwZoeFKE5+G37ZDG//Dxoy0SqasqH+PD4g0fUCh44Lt6tQeecrdyj5SGIK62COeF8QzJtF8DYWppNJgIE0LIY0uiJHiqeHzOvaUbsyKPd6po6IfKK42Ku3eqlUXluIr1VjHAv1qcPB0YdQ9COhPK+IgxkWxzcgCUMnTMPuXjbTs8WtMABIHB2XFNmg/RMukYD2cPf+KSlTQedRz2jgCuxDrjTr07HEv7tHeTmDkO7Ko9CAb9q0H13V7O9ZBkAZp+IpAbEWGOxgeaAGPyll9ftFcen4vV90H9NpnH/cTlxwwErVLSQtjUBy7DubbvdwrNj5i4xva9Okc1MIhCw6ssjsQ4bAiwuoqg4axTb8Tta7s2U5/YOQX+8zuzDkb73LMAaYO2a4N7iJDv8uubZ+6pW17Eb7Q3Ha42C5evvGU8leEdyXv00spR3kKIl+fu9erztvXz2ffx+vhuP7+kDvUOtUNjj/gSl4TWU86S5JPUOdr/7Lcm0UUSH/P4HAupvnxwqTO0i79It0zE4mhtUV5bi7sKhnueJsLmL8TiymL8ML0YI6XdNg+Ssnam7M9LrEjY96d3iib0tEn5sGMAtsI3x5fuuXyj0GUtUhW/O4LwxvHXpidtU/w0kW6Phbotk9sRYfNjX+L2z3/97embX/1SE37n9LU3zyZVbkz/92/8/en9y59Ml4L/3SuFoegI1VaMhP3GNxF7R2qEx7nixPKO+SHy+le/+Mb0q3/hV6Yvv/HGCLF2oy22f/yDn0z/6J/9q+mTVEhPIv5UZev1VVmCp1D3zEtjkkXjbZwYXXGJiNtmHOTQTbaAmEckh81wjBHkrVdfnr76hcKz5U726a0W+TEGvD/CkcZA0F4oa+80PTTD1ZG4yOtXnFc1e1DgBhu0FixXX4MPq/jxxv147x2JKO9vYaJzvhF3eKFaNmJk4CajMZF5lhaah9VFNcfnUxI5/m5Mkm3E0dXmWkQyfCCp6OeCQ74b91E//9UMzSsLUumU789/++5fbCt3CEimIIaIeUJiR2dC5x0IrAKTRaNNEJOIvxdiY8KfOnZ0sPbLITveEQsOckJgekXBMYQEOxhCOYN7sxVRoEzioR0a9EfYffuslf8k7kBCYOXRhhuZ/rVBFPFLVy6PlY+uDkAg43g2OpS17RlhRYxNKhyWPugrYkO/YZeQXUYDWYKJsEpe/+ijD0aZy+TXH+9pg7YhlHYruAcJ7VlFIP0e2pq4yu3hxjQTKffGxIwIa+PgKONTZs6dsadJFazB33PlhOHjHSITfbBL0hdlLaoO97yjb+5rqzQvOojpvBHAe5J65FXXknfBDXnU7f7ORMPlHf3FibKUL9wwmEv6AE6S95TlPZ9zP8aj8Qf8lmdLBCr3pLmuuf4X8ylnuUbG/iiXpXT0I+6m2TXymCFjr/r64REA+eLFi0P8xEGORbRxgCe4mH1FJHfK4UYL4r04Ted4B8jE6MTPnZGpmpXtr2jYm9Nvf/TO9O0bl6Yb4eeNxnvsEqnPxu1hxPSnOV+fPxOss2p/eOW96YcXPprurx/NwtsBY/duTQdfe6nAFyfSa95OX3i5+XJ4+ms//wvTH/7R70+XE0dvr7ZQRdjs+4fbuzMU3m+3zZ7gaT+2qOqbEci11AZvfu5z09e++MVpuyg6W82xw+21f+v02elg3Nbl5tNwmE9FcCtSi8scCsDmEKZBINsh5UR4HuWiBPRrzb2DSXZ7Im7m9p2s0tvp2p3BdCqO8JXXXh9W73PnznVW+SeJqecrEkE0vgEIDYkzRCD5WBLDr3Qg4K2IsAC9g8Z0H0Glw513sKXKKwrUofoq4I7TWPfn4WBP+80YqVOJ+5dSS6Ax5qnjLRgyedfwgIEr9+AAm0CL24MkLFug6X7LPgfhwEDVH22EL1zmpIFvDe7AoXHnZ/5AtiXNVD1uEhkaFL6GpzB2HxFZaRWTH4KpjM6Bfxk9wMEspwtHZoJoNFHYZPJbQ4ZvZIPqDGSTeLUVdHbtSPzIjC8gwCYxKP2GbU5Y5I0ns6htAtHBWBU2WkWUa3UjEtIf4sy0+UH3+Oe5cJOsfjhCodIQB+1HxLXHBNZOHJH2+I7Q4Eo5xCPoCJJ3riSSr+MEyqM/C9yW9wAYRzwIUXkQj/GsCeSZNAgNOPR7nAdcuTOhmU8ttILPRHJWDdDHqkeddW08A1PlaIN+aLs8+rY8kx+xcB+RlIyX5P5Ahn7L55Lk1Uyfkjq8ox598ltcQ3W6L2ipsomsnusHYwm46rdylkt9MwxewLWeD5yIDZBPO7hgLYlhxkUMGm0K07mBvJhGueHqkojMT9sUsfBIQW20l1sKv9jXXn1lTMrLtrfpRxN5M5F0M52asXv4dF5U9+W2crQDuoi5lxNb70bI1AUGInDfCa9uJwbuSCQdfWwysnDfP1iMyiJ9b+cy96/SQRLZTx08Nr1ftOxreUI4tO3sS8V9dLJj8+nDjzpa4atfGONmG+qe4Hmo3UiHMkA8jajZRTOixIeHD+N6LcLrzR8H2RXypt61QDcPSDuMfDt7p0YOQ99+XGNEi+g5jnSIQ7xTnzEArM6csh0aZ5fY/pzHT7UjZ6XoS9z0biaZHT6ZjjXD1sVLl6dPr2WgxcBU43p4tpYr2Y2cNL/3/sfTd3/63vRJc2U+I36WQMUshUzzwhvepv/8JJXYeoYpOA2OoUmSwUygxhZbRCpUvBfzdKm2Xg3HtsKHKzmpf3T9anrJxP/aSc0leMu19tfbP75SeTwTRCJ70qIgUeVFEtoCStTGyOQ/m2rOXJG0C74xMGoL/93Ia3BqniwTwmQI+/wZgz8jmzs9qKU+XSiwSC1PAhZAp+Co8IhRiCveIOdz8NgTpT+Y2HE1gJowkJ8S3HcTyaQak7bGbieyS6PhEaB9+TrhiEzGtQ5Kepx7gkOP/DZp7FwIn4YhxuqkD0RmRPBGZ1YoZzXfsh5k2Yrdr3NiVe7PUmzV4dJB/4TLwTkiqmNC1i55l4msnRS6NTTFeI7AxTjUBkEGtnKjGCKfSftCGnCrDJ/6Z7VX9oMGFjGxQoOy54to6vnynqLsUvGbexVO2XMDR0ENbtoHecBUHbgiZc/7gRmNlJ2rTb4M6ljKf5FQIbwSjld5+uUa3HllKlddxEoJZ7g81xYOzCb17menJc7vz0RWu9U1LyY8JWY3JeV5d2mPeqXlEzcxf5/7NT+c82tPAzqeew18JPnBYYbFTODHYt59ebRjI3gKZKJeuzeoYrZYYnMd4UR+ul0wCKO9yMePHhu+ezirv/BLvzxd/OTC9ON3PhwHSbVCt1AfGuL20Fk1CDQd8J8f5nY4z9C3q0liXzH/wp17Hk+fO3t6uIhduXJ1+tcP38+K3MFc4eLGwZPT1vX2szcGq+3IufDhlem3/sVvjxinL58+Ofa7//CD94aLzlqETxSghwJdtM2QWwpiaVaSqmz2ICIL+EvtdeFSRKRNHKyzByPw1zJ+/PCDDxO1r0y3Uw3YLkhEbatO/pbF7wwW21mqD2YQ/cJrL09f/sLnpi9//o0I5ZvTuSS6f/DPfmu6kLQlkv/VrgcFz9iVlX+7sHRX4iq/9cffHXq8n77zXkabtl3G0a3ubjyTnsbYxMktUoHdWcYGbgu75znaYnyFH/SJGbFgoUD3WwB+XN03yyI4jp08Ip87QoOWAV2hh9wfLvJoeBDRnLf0Wvwb86TTJ2NjzLzwPky/u6edVGgBGgAvZ4+JGWfgCS8eeGQNHtZtDW5YR8N9Xy4IRX4fja7hwy2nPaF20URq80Oakdx+6Shd3GX6q/ILxeU8HGdHnGsiLUSR2I0gMaSYLCbWAE8ISSFMt0HPh4pzafEbknsfCE3KpP86KEpMq2cWPzH2TCBH3ZowiDCkA/hxfEJEQj3eXYhkks90LXZcPfIy0kiApe8+F+5IOSY9jswWS+VwSl7EdrqgZaLafSEtvxc4uqcN2qbdyxnTiLo0D8pslPCOOiV9d24HWCF23IS0bShcLFjlw4mDj0VFvfoDxvJ5x72lHcpbiBSih1DKIy3t00/5/VYWrp7u0qX9FhWI9SSiojzcu/aDF9gYC/DSNu+PPc+VtRBddfmuDm1ZknYucIv8f9bm8i75gUW/SAjuuWan/ZlIDmJVuSaGsiTGGe3gL0mX6H3t1Xd+mxaYfXG756b3s0JvDaKyXT/B8CLFL7EAACAASURBVOXTpzswq3Pii8J9uYhYH3744XClwV4Ml63wdqP5HHOXg0/zg0iDbOFmmhPZ/6bXEhP/h1//74ck9A9+8zenH8U9fXy5qP57nhR0o6C57Y565513BvemP7/z+380dGVf/XLcZIzI7/zR96fvf/B+Cve2dDZveEFux0Ha/RajE5e4GjG9GS43R5qPAxcK0PHb//Jb6T7vTF94+43p2KnT0/d+8m5HW/zb6ac5rDvy+D78Ty9pr/UgInFqp44cm371l75RtKRfmU4WXnBnuLq+70zwC0civh9/+EHzJoNNon3y+tBfksYuJ+X97h//ScaXRNpguJ5oLs6j9Kgy6P7QCDaA4WsdnBhqxX0Mi8d4YLhIfzvD5TG29LWpmrgFCbd4tfcdEUOyqrC4O4tfc/wZbn357benz3/xS9NPfvzO9G/+5E+K/TDvEhvxI3sHvoUUET6M3bzL7EyL11bctvrghDwI45h/M/qMPuzau3vX33JzRG3R5DowzpDunny2FlG6iis4DDUVxuxPd7An7up+W5mEOmLQ4dMnWC1EPJVuReSRa60AwQEKNSGJeYkJuTTQQe5rgt1Joby8zwfx9ddey7jxcPhq7R5EIUoPcNW7Phyi63z9/dxLr+ZIXiioIrcIssG/7X56G8R2Z5Qa2+x0t7W4LxGWEXGWKoE59hciSly8QyHCjUR64d+wyI6QJD4YWGfcPG4y7g2JupUO5nbt7XCgiDgd1p2cVXGvm51xAxbEQD6EtjHxF7QLwCLhbHALovOWXYMwPMtP0Uz83zsCgtBZzkTHeCrfpH+Yjxii6FA0dYOzfCaDwd0f123COojtZkgkkAWkvt9E4tpkLJYEERBBCSFTBky3eu/t/s04AkRHgNNd+RaeOXsyuKzl3PxxVuDGrHLF1bRtTjmzmxSxpDNCkgD07crVXGbCnVMFu90RZ2j7IAAql7ENAYu96B7RP2LSQsHdgm6aUUUZY/VvEnlPjD/GOYdAIZJY6MXNBX6u58ysSMcB+KzwQSDHpOiXsSCe2/drQYATIrATx7QZ3jt9zyaHixGvJy10h48cb5dNnNd3fxRXci8DyK9GQE5Mlz5OzM7oYS7sFnwi+OIcH1a3CU+0f5zEsjuu5XE7epxlfbrz6L/y1uemr79VtKHmy7mL5yJ2RQWqsXfyfbyWa107nDNEFGCjxed+MSrf/eji9Ec/+sn0rR/8KEfxFqfGe1iJc3YWcm0HcXJH4vTDdPJxxLuSmrZrk+AXDuDjd/k0HfyHueb87o/fm/7xH/zJ9M//7fendy9f737vVt7AofSRa+lVjx3amL72+Zentz//yvRL3/za9JWvviXUYxxcxLg59kff/fb0G//yX04fNNe2EdX6uqeFZZwGaWEos4PNuIU95csYvBlO4EUIY8mLiDcnm5eRoxiscMG4h5o8XrhdwVv4yAmepT9SNbwI0nPBgv71XjCDW5iw7WCdgmzaLNTc259/c/rrv1oYvGwZP/zed6YbeQ88yV+pUckLgf/nvKvM0Sx7sug/aIzeevNz08//wjem6x3N4VBDcxSh5mOMWlm+EeBQ+LMAFzjJZ90aFLUf4/Oz1T1ERAi8WEN9h3QHiyZiwvm+rNK4C3o8K6+Oyz8j/8yhQGD5TbR04oNLUd6hdEA++Sp6LtXuUe5GyIyEGVxtkLjoPA1x1IEzmkXOGaTqUCfuR1lOqlM2DmG14y6JgnzCvId4rDS4+jo2v/epLwiTtuM6lCXN3OCYjaPdDnC3nUq7htW9iT4SEQy1Ky2irbK873Nh85WrXUt7fc5lzWK/tnuuDP3TV+11KUc73QcT+bwL9u7rq/d999yn9/TZu/JrLvFePuMhXzjezorcWEIVfmLavHBm2utd7QD/F5/hZtXPyV5dS78HEF74o4/KWMryHU10X5volZTj+0xc57FZ2qAoeX/20rclKVN+PnH6ZCFTnjb5rXxwY5QzQ7iICT366dUr00tnzk5fzML8+//6d6a9t9emP/cXfmn6vd/LmbyJLHpOdpPB1d3Pj/FhcRyNpcuGjJs4HYQsYisSz6/95b/a5D0x3W8P+P7012+ceTWdWnu2YzM3C392Nd2mQ+bIdSNCdlDXC4E2nlbRvggwiepJi+Xt4kQSpfZkTHI65EpxIB8WRWiMbwv7ghd2TJENA1HccVxxIuiTRP+D+Vdq52Z1OgXwpfw4j7Zf/WD4cvLQ8Wl3jtu3EqXv3qSK4se8c/reez+a/um3fj8dZCeFJsGJCLyVB8Xt1FpUWVzptBeswXwQxypmoBk4Gmz5V+LQloQQCahjpnhvuZY5Jp/x8f5yr1zBNdgMPJm5PuO/VkSyYyc6CC2aQ7pjTIbLkfIMROFp6gP5uDftzePANkhR07/5zW+O8tTjAnX1DZzyifg/S0MnOTrXjdr77yQdeDEtBUE07zncfkE6ClSdEmBBZUQ07PQCQEiqQT5NMunMyVPTpzUQ8hLtIO6NuDYTVr4B3Nqg4/crX7num+jHjxR5/OWXB5F2PKb7EKZMz/OpZ7gsDc4l/UbviTiz91AnuhXK34Fayu5//YkwxnGErwFtbrfy9NMgDAQL6Yhv7s3i5awSoGukhsAZ0qUQ49StTeADLt73W1Kue/IMZKo89zwHgyUfLtNvxAjHhfMai3eclfze1Sd1gA34ap8+Wby0canXPWVBJvXKO4vw2iu6dYGWewflpM9UJlWEcvVXm7R5aZtx1S4iuOfK9WkBWog61cIyCeaTGJssqWXk035lu3DNypXXb9+1z24lSX7X8nx5b/kEB9eSV77xzjMLZS+OchciqXyw2Zc4vLfJb08z8fXW/SSWfBj/4q/+5elabjoMOv/b//G/R0cLgNGOnPUOEQPDR+k11+Iibya9bKS3XV9vS2tO4up8EvdsO+GOCObt9oU7lvdRYurluJaLFz5pp8xaqpv0kRFJnE7Yl969xTCu7eHavHA7ZuF+lw0GjJXaS1QU59MiuBHB3Z2oeMeG6PBtlz32EXq60BlWdSYsFnxjOwLpwK3DvQcHdvR793oR4hOvD7XtTqzQB/mBvnPh0+mD9z6cPo5jPnXmdIdh3Z3+xR98Z/r+T39aW/NaqCr+ohYAY/M0XB9xH4Lt84Q5MA6Ios+4xkhOsG9Rb17BB1IdVZ52Cs0Ip5b54PsyxvBPH/yWjO+MK/One7vTKYsJcStJAFOGMRCJaNeAV8TWYlWVpCsHwj1sYfvCF740vfXG62NX3FKuaEPPyx7sWGRT+/s/XIA0YvyrLeO73xr2rHEKkl6c1IBk4HYnzjrS8vKVTwdRPHHi2OiwbXl0DMvJe/Iul3chmol6Iq7jWMSOg6rf9JZjwrdimqyOkxib2Wuw97VBwrVYyU6eODImp2cvThLfXXSWJm8jmzg0v6sMABmfcS1WNu00aPotqO9SlnYqG3K5pyyffs9EEgcX8epdfpsiuEsDViEAIjLa0XPWXsgwT/55hVt+q9c7+u4deby33qq3EGV5tNs76pcfUixE0vOlDz7B8276KW4RCGW3xncE3feyJ5pBohlB5B+IGdyV7/whbVDnjNCfIbP72qlOCwjiA04IpnvgJs+YFGPBqcKR4FZ1x6XaA8wbYR477Zn7t9TlfcSTGO4NF0LbDKxNYW9paZ93l/e1d7n0Q/k6DF7GdsnrPhHxQDq0HU14bjGMiILAfvEbX57+y7X/YvpH//A3ph/98J10bY/CtZemtdQYj7LM7g+en1w4P/YzpxOJo7w7FgfGgMcPU2k0jraz/u63vzN98+f+zPTqKy9Pd3784+mnWa93tPBx0hbP8JX2gYvyLcDG1c6VsbstLBxjt7suboEJtO1zGLCD61qEuTkd/iOucxT2XiqaeK5d9cc2TfClJrMd72DEeyWiSr0DXmIwit69lb7vduqIHQWvjoJ0LMqdVCi3pj9IRLeP/jYrP71gc2RPjvB3+n23UIiO3EDxuLMxJi6wXnB2B3ypvcOmYNhKfJONn5YNIlqZTu5cDdbGW1rGxTgt37XXd0k9M67MY+/+gyi33VA3W9wvXjg3+mwRedjZ245MaX3KthwzUB36Zp/+L3zz6yFOTFzvLMRZEB/lq2/ELe35wK2I7HOdpA4NnVAiw2c6ySYdxArYCtAZDVs6BSgKP91RDvIAGuMGsZO7jAYgdIPzgeiN7OhvnwPx+yQYHGhi0Z8JYYVI7gzw/MCAVbvs9fadY6nEOgaRKN4d54BYOV9FG0aqLoCWanYhoO6OUGGGwhERx5LxOZzT49G5yUP/4JPFzbYnRihhuoSG0w/6R4kqYCBaCCohOAIIg9nuxLExuJUjvD4xdpyZUz5EREJQtA0xknd3k83nghiIC+Kz9EVYKrAZukI6k+qyKjoYzfeFW1zKXwwr2qjM21ka1eW+MURQfUoIiONZjcnY3tfYq9vOBUEbPr2YZ0KwMM4INU5Tmb6DCbibMMq2W8mBccafe41y5A2Kz8b9MwLXjfFMGfbRj9RkBgf3WLklfXANmPZs+Vza75NYudwfL/3MH32Tj8V3FkNT+eRa00uj/yFYzzum99Nr6Qdvplt7On3hS69Ov/wrvxDXuHP63Gufa+vamUFgzp87346P4gJEQO5cvjQdDx5f+9xrejjGwVyhr+X+ZheKIzw+vX99RM+Kck3vnr8wffv9d6ZLWWavE7N7by0itZFelW51BK5toeIGtzN82RF87+U+tBUH1AxsMqSL6+NhnhkOFKNjfxKscGpjcV3mQHNGpCj9lIeYvEaKwal2bxgPw084ZcfK5XbufNThcjeqrxlRIOmi8zTnHsZhDr/MKrWjqFlbW8U/wEQk5qdH5RIFlgFxjFV/BgFqVAZBHDaK2rMz8Uxkf7viEHhz0e4381xaxtonfIP/vuNUYat+4z5dfg+iop+19W6G1AstWCMGQxywyFaihbFjrIWrD+uXaFYHkxD+/C//2ekbX/vaqP9ynjdwFfNCH6msOSzirOKAN7Y1hpOzS8msDxnVa8JAvPrZajc7M2u4a3kGMRFLkwF3xbo871bpMPc7c5Tx+jAQfgGAd0wcvyWAuNHum+EXWYNYtDmCiuJMtyCsGKWv98ZAPHunVo+OWTGI9MrBBfnUUe/4vdShjzipR7XVfdeNDAzavW//0eqc+/A4DgFHi5tYb+cNIoIzRNh8XwiMPmgTP8TN/N1G0IVWLfXbJ4zdV6fIJURk+bUL0A2I+hFDv91fOMVFFHR/ScpUl/rHYtB7iJV7fnvHBab6CCbKV67PwSWOKRbxr58iVBPZJWHh1ltkjCu3FRNRn+hj6LHuNh4LwhprfVrq0ye/5dcOjv8iILkvipL2jcW0rgg2gZjBTJsTQvcu4swLC2/5JX1frnHDaEZAl2tGHb89NdXmpL7lehF+2vviog6ntFE8Qp98AxnlnAe/QzCNFnjjcTf93ycFlDh79LXp137t9elv/s3/afpf/+f/ZTr/zofTf/KX/sp05f0Ppqvnzk//6S9+c/ruu+9O3/ru96eHGWIYDJ80DuMs+4LDbLbQ/sPf+ufTn3z7+y04cZcRJcevcptx/vatG4m9xzZzLzs+/BtP5vf36H7vR4B2xQRsdrLjjcbiSmLzgwjfrogUUAqOK5zaSvvHjf1muPawvtIFcgGDN3B5l10n6S0djrajtggT9yhjYwOeG1DPIjD2bHMgZyE3poJ6iM61niGWElCwZoSIozkjK5GVD+STyhCYAneIacGtGdNIWW4z3WtM7EffqF5GUacZDskiXGtdCv7PxPZnY278lqRP+lAxfyoZ22WcfXKl0v4nSSQHM8BQ9TyqcONIgsJgmQcnTxye/uwv/tz0ta++HUxw0/wEZpxRj/niU4IvAzf6HOfALwgUeg5g83fUwBnBZ2B7cemAgnwHTHmIqvQ2Z8/mzV/kHT5LuJuxB5sSo5Vj6ZhylK0Dc0MimiaKQU8srLiBoBocXNXaAHymf1jeVz9CAZkvFc5JmdqDAKnLwPl0n0vCYPu7Jw8iYuKbPH7rz+4sdY9DWAQ/zJrLKozW0mcEyjN9U67f2ohAHNpOmR0icXUZYmxchHawdD4KcUeItRo+YFV71KdebV+4Rn2R/PbcAC0wGxO6e9Jyf/zoj/z6IS0EUtmS+nxH4H1qL2I2CGLla6M2sDCrS37Efm+Oy83F+nq9RSHuIbFKvUtSljaCrTo9w/37DkGVJbkvD9hL8/0ZKY2r38pZ6kZEfffO8nx+Ni9In5Xh2384eUda+i/CjUmCeHg2i//zAu23QMre0E6TJtoUJ9hCF1weFpHpahzjgWD8yl/4y9P/+Df+xvT//p2/N12/+Ml0IBy81gL9Vn2+n2vOOxmAwsREWD6YLba9g8k6mgHs7uXiT35yZRDmtRamPYnbXJIclVokwo6XuB0hzKCX6MmAeKz3fu7oyekXvvH6dLRoNeci4r/zzvvTv/343HSlqEFiVLYbdHgc7E5NZGxFg+p/fYm7SrozhuDIKkD8HZHp7dWu3Vx7+DM/bIyckf24o1JSjha/snOnUjscwBRUlmAPtvUJurE/pkGwm/txwTj9XRviH8TRRpAdKzwIJQL5DKYIKlw5vVuYvj1jj/zVvC+cVmCsWzfDrT6bb95ZrmXOjdZXbnLE82fuDSmj+8ZM/3ZEtIUvZA/AGfOWsZXVvIBLyj3z8qkI5DdSe7w98t1IYhCnlbS4zEswNDdwuc9QdtRgjs0zqp9LIxW8XF4QOcNvSL8U+Pw5gDe5bjWIs2PmHIbrboCEmN6ZQ6stk2PU+5zImqQHygeYdGuIxVbQ45e2zjm3SdR0bPBdz8DyrE5l6xjuThvGoUOVZ+I9LDwboqaddCa4OwDYH1FTx62MPDhQZ2zfa4XEyXKBkX+Ei0uno/0DQIlPCxepzBfFWURyT8d7wk5i+BAjasvY5VFz9YkbiKSMJWm7vitPHQtiaKM26M8MOxwk48zMwQ8/smgOVxoXogwG8mqXvnnfWLrncg9BpMOFOODjck+9ypjLn8+t2dsxpRaKJf9GXL32yKu8Rf+oHoTxcZNIPwT8OHLk0KhDXu/o2whx1iiOFFJCQOKtNirDNfd/ngzyebaU8R/CnyWPz+Wdpe8L/LTX4XZjQQpOynJPAutBpOM0NloQd+J2LZC4nMrklnLs2JF2hOwdEs7VAlEcTd/43/23/8104Xs/mn7r7/69HK9blFlLy38o1zK7hG+Eqw8iZPbcr+PWshYfKNDEngwlXG9udEwr6zB9+s4m9sVUQfc6rnbEIXAWSy5HXH6+XuizVyNWp9ITvnn6tbbm7RuBrv/Npxc7f6YJnVVXsIYdGTPtzAmMwZrkgPWaxwscEJndxT7Ykwi60Se8rmtjv/im6O53bwzLux03e+I6T0ec38w95sq1y9M77/00h/A8Q9pFRLn3NPckMF7NrQ2x22wBwo+BFxc4/qHcN8c+6vBdH189dmrMzatZwx0jwsl8hMrsndl4MzMEyljGcsYHeB6RrMzlvnFbkmfuC46xEf1wPCwJRpBvembthJ98ql/KHe3tt7/cXMw+kT53zOfmJhxAe5ayvGOhpDNdmEUqml0d6vW3UHbYO/RSfa9ZZaw5NUQhGrMUBLEAXzIJ6F9wUazMEJB/H13eZlzL0AHFUhs2DXBZcThxK0GQDJPLJEOsHiRCWMX2tKJuFgrJMbV8vxACrDtfKw6pPOuPZiC60yDfawUe7h0Rqr2x3oda1W15cjqfbXLZaQsckMEkHcqx4jSuZw281YCJh/eg9ozI4z1jRRbO7E5BCsShHFu1asebr58KFlbMCGQE43Ch548d7TjQDlAS9tr5H3ZW8DXkAuIsF3obLgf0LwlBQznNL9SKtBbs1oPTzri27RxeKdcP5XN3L9F/xIeMkCHY4+Cw8oqFZ8snDgAcwRuxx70ZC0dgslDz9WLMoGOZdcqQqIkakcdBXvw0H79WWTqgtfRfAmOM84xajHYUePZOltKDKecrcpTtjO2qfC7u8Fjgy6Z8vnoCMHCluPjphTikdqogKOlK+Wc6E8YCBx8YhiolXAqHhP+qTYgyXJBGfNBWdTi2TAa4pm8uhG25L+84iTCxGO9CBLf7SVnyGLN6HY4kJYR3jhaBA1QBZRpwmQ93auzTR+vPzjgkYc9uhC83c8pW5y9+8xvTl976YuxmFns607rw2huvDMKxmY/ngVfOTE9PHZm+de6d6QeXrk/X21nyKOfpzSdt082Jd094RHy/VaCHXTsKSJH6ZQRVSVLO+6wQXamuav/jDiBbbULj1qk6wGhlHODV3GpP/LVI0HoRzgXSYM2+1kL3SW28F3FkSFrfLqBw44FgWYY4y/sMksHjGfwak32HioRzuD3hHcsgCPBG+uyncYHXCppx5fYn05N99TP8fvXIvukvnjwzvRWx3Zse9Nr1C9OVDEOCWMzhZZMiKtshYNvBBtHcUeRwdBmHZ+tfSDwdjRC/3ZEZr7XP+410rrsj5EcaxwOV++COc3Qi8sH9biiwt7kXwgwOnz3AokoNwffycXXwEOAD+7j3t3tGB/oEHtWS+PbutQzkl8qyT5d+bxxmtjKdOd68bY4dOL46Xbt5OSPU7bagvpYabW/eM4VNzHXwZoe0OT/I7rmxsy2CjHAGRnzPmCvqGVGAIOtA5XlRHgi3IO1C3OSRIPBymQQIGF9JiXMxbgX3UjVjcs7Udl65iTY7cVSIbgQApVePSaycRf+wr10OnH2vXLlWS5+J9SE5BPbOIjLj1OZ2zkRYGVZkz51Upy2ru/lsJRrXRudx3I4I3m3Pqfh5CLYJJX7lShPd0aIvd57JzurhA3js6NHp7Tdz1agcdVkUlgnp+4OIcZ4+mRnjGCKYmyZikyg1X/rI3CWyWB4osACuD+HFldObUCYrx55fBiEDY6FwzwIEvi9yPMs93N94r/xghhtenrm/jIvPJSlbW62egpMsdbnnwp3itsHMgiicnPt79+YwXX3cQMBd+3CrYGyPufzuuRYu2XvasazOL7bjxbbRW0nL8wXXlnvuL/3yuVwzYcSBzpyC/NQ92jfKqFz1wy+fxo0B8WbERV8spsPxv3zKBGP5hPDyqRyvL+l5uxChnum7ICy74zy/+MUvTr/+678+/e5v/NPpfEFq96ZLPJA70Z10h0/T9XEzO37k9PTpjYvFV+xAso6OtdFg5+O2IaaGIu7RXT9ZPzTdixu3VXAz9YZzjeD+hxkV4OmTM4emAzk/C6jxg7i+T4ticytW7EGi+uNOGn3cIjSMGbVRckwD+FlAkEsGnkctCCuV/7TFBd48uJahs6Nmb175JEKbDWA9F64CJR9YKyxaATS22kK4p0PAzrZh451PIiSVR03R/yztwa15gwHgSL8zY9DYaVS76bXFciBt2FV3OGL8ICL/tDlMl4o52HUzFU8Eqle51kSCWuyCy2DQWux31p+nRQx5Ik9lzlsXu1+d/GfltevmafPV2/buWzgF0zCGwt6NABZx7iJ/XY2GCExzbtfH7Wx6b8SXvdGGAMEubnSut+Nf4AGcXeaccVeWuUJvP2v+aizEkmTAsywI8hwB3S/fixdEcwIabhAbTxdpoiwiKcJib7WkEcRQn9hZn8tEkw+LLLGmCnhKfL/VqnMvpCMuSdrkHYSSmK0uG+dr7eiUXSHEpN1Zgw8+Ojg4iO0O3HL27t52pnACvpnfWtsCCm6xNwCFhO1XtfIfO7Ann81D05FcM+zKOZEF/OTxE4lb9JAp0o/O4jJAggEADuIZUlFq3wmhL6fruHE7g0ftiBdoF1BLfhNGhONdibFrKxGrVlDEkVvHvnZesGwyILmU7QLXRV0hAtIyaHtCPuNhH/oyPuAClpJ7S/uW73eeEXcw5AdqjLTbJSHg3KzEroQY2uFdZbruNbnAGby9g1CEu4MwLtysRVGbTUDtY7Vc2gdWcz2fEb5a+vzeUPRXn/zSQrx81xf1acdczkysauZI417v+fT+gqsMCO4ZI58mrf4v90S9RtyVf8CKVvJs/pzr1Q5lDnjWX58uEd8tTo6g+MpXvjJtxZ3/k9/8jQJA3Btb7nblXrPSzg5RuPlHrp790rR+4uVgknSRTm7zw59Mj2/cmw4fKkLWyTZDpHq4lfvQ1tXLbflLlxaXzfQoCvyl+xenC49vjO2LdMWXskJfTj3ypHkUbUBe6uMsoY3GV9Z2i7RxBuMB08b37u3rg6giSMbRCac7MjjGk02HNtIjR3QR/+39LaQRx53Vdf/hrelGZ3nb1gkWdKXyDF0r+KYrpQuE245rMCRPI1CgyBH+Vrhg91ucQe1I5G+O3UkP6lwn+kgGMydE7kwygnfdHfPY/F3LAZynDDpkfvMaYMhFJHm2VGD/Hb+RZDgW/9nNj/55V8QxiHSKZLFd8zNt1KItj6ZLeWr84Hs/mG4n8d5t0aROQnfuNSbwy0KPrlhM4YvLPfrlsXe7Fo7Ojc/nyDITxAV5fUIk13IP0jwJwAqHkBBaMpkAFpfkzGJaZHlGvjHJcs6Ok+PEerWwZuM83sqlszFJNdT53s7O+fjj86NOgNRoRFL9OqhzDv0BMPdM5gSmwRGu63CTl/V5b1FXuGbc5Q4TdpkwLM+O3jx77OD0epFgzpw42kCm28OJ5rDb//zOrrbKEucalGe6KmNEQbyTlTHdTOv5tONEXFh6p4dZED/IIfc7P/zpdPfD6xGztFSt9qz+2qpeMGNNf0wXljgovuRYJJ7BDtxc+gqe1m2w1X+X74gRGCkT0RtwgLjPxke+55M6YuA32OMkEQfqEeUogwVwGbf5WVFgnpXt/qKbRYAglt8HCl/lfe1Wp35J8qjXWPiuH0ubfvZzwSHvaZ+09F1e35XV3fE53g9L9VX25X07N+QbsGkiyUf9sLRDe1eC5cjzM3Xon3L4FXo+X7NhzXdJHkYd/ZnL/swIBk5f/sbXcrb+8fTDH/yg3Tq3pqNJDrajJadXPAAAIABJREFUmlHe3dPz1Zdez9+xCXfu42k7SWb7TsbNxN27dy9NZ3efrL1cuhK9GxtMAnKxIzGZuPjpzfTaO+9Pe1OHKI9z9FAxCHYRV8XNZ4YFZkQbW8RxWcEhpI0YigGa/jXiyAXIuKWQDL8z3sVMbG+Z01n1K+tKef6kNq7X3+udU/XB1U8yjDgHCGyaBxEuMS+d+ChcIBy9XjQee7cf1NanjU0zMQL1YProk4t5WGZh74yapv+Yt3xAb0agcdBr4WK1DhUbWIMv/TiVTNU1ry0AwT4Vgf5R0ZA+4YXzwGO1hvvZN7709rAHfHz+fLBJ1dT8RQ/u3k9tFm6vJrKTnbkD3c4P9frG1aEbJdUh6PAG3ls8wEyfLPqIpDkjEtTzc7e9EFS7ZkK4IKy7CnJp7AC+myWd25d1D3EyYXQUEquUUYTIimAKBLurSD4jVl0DLagpBPNMXu9U8ihTPXYxjDiONXQJsCAv67nG34mF9x7DCSdwb2oL3YzOSnuauKOO6j562PnPM1di5YMkmfVy7zg0ffnVQ9Mbb7w8BzZIlHFoEkuekFFb+ajdvD/vatE3bZPUBZgmYIGkEj8DdFyvqM6njia6vP3m0FtejtW/fqMJlpKDS0XFN+FmFyD7T2GDrZHKNTBL+eoAf7D+LNjx3A79doGD+hcOdBmvGaHo32YnXWOzEFHP3Md9gKc6PTOxPJNXG/TPhJRHPxFBCIxI4vDHGMRNeb4kk097x1hWhu/qUp6y//+kBbeW/PrkTeLkCInXQMsDVxjzjMla4+XeAi/vvvhdvfqjHSzcc5SZuTXa7D6xb4GRskYdlQMG4371KXeBjYVZnvE7TvTP/sqfT43zYPrdb/1OFvHGcr1gKiZZnM5aZ/3sz2iymoi+El4/bJHfCr8exaHfTq/MrOxkUho2BkYw5eM4/APr70ZEAv7cSwTFdSKF2+G8GJE2WfA9nBPc7GkEIjJa+8CqcQhG4jEMZ+6IJ10t3KPrE+fyfjpQGt7W9yzXt6aL14qUXkk74sg2s/I7OXEY9xCs2vFSfohf+/KXIpQHR3Sldz/6aPrRT9+fLkQsqTJi9epLfqO55DiF9GGcoXG62WXfPylyT0YplnNpT89Z+6U7+Y7ejatmJ5jd/zoQDCeK8NcH+LSDqiVivTe7xOdeeXX63GtvTD/5yY8G1/q4hcdefZwjUFAR7Ii73Bu80Qpxaof+tGYK9wi7DrevGx4Yaxdu+XZxLl3S9WjOZ5ykDj5LC6K8+AlJXGMS9OmZ75yHEUj6SBR8mWAP08FAotNFUtm549Pnk45KweRkvHHGhXJGyxtj7zr60WR1Js3+fUVKeab7cs978uCklvaoI/QdRhOTg5VNe+it5D3Qainq9L2MPE5l4yrgqM8zx49MP/+Nt6c3j3dEZkAM8tNW76/SiURE7aLpZmJxLKVGWxEDIiR+Ege6EoIhIPbv6sPdXClsbTvQVq+XC+5xtl1IV+vflauFvk/neanvn7TFb5w9MqyM+ZtVnvYjQlYtBB5CuZYJrD79AAd9G5Oo9zzXX21Qht/Ld/dd8i75ZnjNOk/leYbY0uGCq+Sevnhn6H+C02pEYEgAzSJwV648YKwce3xHvSGX+6Ps3tcml3vqlv7UmD27F2DHM/lckvfk9RsslveqetRPnFSPtszj9FnZ8mr/krRNGC19XZIyX2ybsuCy+kgNni1j4N16POrzvmeIztI2ot3Xv/5z08Xzl6ff+90/boEXLKMFPHxl7Fr5/nemPdW398DRaT1CEpZNj/MnfRJaCQF2M3WSQ+IqdkQOGsfQgk0XAwmLc6bJIQGFmLWkf3UPIcRJ2ho54DYkKnMUDJ/lq+WBLGLRItK73hfVW3qc3pEej4js4C56e3Xa4cUAFnAHtxYP0AI1dhdG9FeTuI5Pb7z8UnniM1r4Bfa9GYd2o0XTVsxhRG3x3+olYvLT1A9PmztbEbp6PnClpg5PgmMR2j/3zbfHIkIF9d7HH0//5tvfaY96c682WNQEzNWuQN5H86I6LCavnH1p+sZX327bZ25a+VpTgeCGe9TzpNus3fB2XwYvnxZ3G0/gbSUPjnW7dok6tIy/eQh/lvH3Kf/zbYkDci/8WRBzDED3vbB89wlBIaB8uBmIiVvz23MTDuE8224F+i5cCMdVnv8st5DQpNuV/s87s1K2coMGJ1jPnHtxqMPYF+LoEyEBEB1H+WcuaJ7gdBLaabVSv/a9cvR4q2HWwDhKhPBwYvwrpw5NX3nzpelzr56Y9kbAHnLLKD9i+CRi8LD6DYiJszciImnjo3wuCodR3ritBm2jgdy1c96vm8IpC3WWu9sfdyTljelE1r1TRw4kbZe/2HuHD7QJv76++9GFrOttKxv7dkP2Z3BV11KPBcGkNngLMbCKOlPE/YVQya+PYK/f7ks+XURxcNY3sBNBSD8QGeW46ICUrc4FZsZPmer2vrYpmq5Z3mW81c2BHMf+4IloP7PIveCAMuRRnnuLwUZbpSWf58vlnjol9ZMoWE7nMiKavet9z0SHcpKmdyR5PPO+7/KMfpRveb7UY0K49MendoLZs6LGd7/pBhFJ5byYlKMeXB2vhhNZUx0M9vBROt04uFt0uVGz9Xf/eNq+UnDZXTk6ZwE/vC/CdrxoWQ860uROhDS9NL27UyXX6kukOs4x/jICdrv58jDxg3EGpxckpryF4ujmvo0lZUfELQLUw/A+GC+wKE9Qr6z+9oxrG2o3YIR09g7j5eMMSbi09WcwAj99HTtk1JhvJaK0ltV+LaIC5wVaDrLjH66UflHZY4yrK1I5uEneKDF3I8AF/MFEDHG4ecpD5Rs/97Xpq6+eKfxcBtzqB8f33/8wa3rzozEBi6jiWCwMDBcjzI8TUTFZD5oPP3zv3RiQdvfFfR7KrrC/Ezn3F/wDXjo9daU+4ujhKI54PWKA8D7NoX6tBWIrZm6M4zO8Ah9JX1zcip4TyflRf8ciNmdYkG95abzdHwVBIJNHAASTEaL57RnE0yCEjnIfAnpmAHxCXhNUkl8jx7RokF9M8tzdOe+JJeLpKD+ou7n9mPTKG5biVmKTHNG0YqpjDFjPD+deI5qPY1ydt3Ey3ePXE4fffLmw+dcuTo/bsB/ZSG8lkEC6pAhIv1phanP9yJ48moSIY/W5b0R2QpImqXJ3FrW8/h0P8QtGMjbNX7p0sQEs6ssgKuly0pUdPXRsnP/RWjf98KeF7RfzPzjog3ZDTJ9+I1YLYdNnz8DJAqGfotFYJOZJPZ90qL/GAGzdlx/8lQe+7nkuWVj8Xoide0vZe4sUo4wnqSPk8e5SJmdxsLVIKX8hLL6rfyEk8ruWdivf8/6PpE2S9/o/Ppc2e7Y8n9sxE0x5nZejnVQs2qE/3LKWsuRXD45JUqY2jHv9XtoItupYylCOvni/V8Z7nsHjHV0CNHtXG0bbqkK5LjvS7me84VLlYhgkPouGvxWR3DulM075/zSd5P5cxx5n8NlOJFzJkHioaD5bGfP2JMnsvbcnuHYOVC4sAsbeaezuBfvNDI9P8pV9XJm7ELp2zAzLR4QNKRqiMyCWjGsZ5u4/4zBjGMPbue222OkDbgxrttaivZELjzG2WIOX/fTcu0bw7Npxs/stUaN8cVRv5cPMv/JYrnB7Dxybvv/OxRErE+4OLjWXNTDcjpHQnvUCg+BSR1zH5s9W8+hRRq794fCrL78y7duVRJMf5vaj4F+PRNR61PgMK3sw35tREWGkN6UX7U/tfTRdOPfxdDd7xsWYH+H4jufrfCT13sGI5OFgK+KPPdhcvMwV4/m4yOm7siOgBWNuhCfzkc/zfDH+krEGE2Nt/u3as7HytwCOLsNNMrsCZ7bcBJs5SM9cEAdCKciEvRfLvQPwWwVmjSsCFeFLwey6m+HG/mOrlW1ZhwpmwRXncrtXNhE1wVCbB3zgnENh5wu65KwbbbA7oAVhRO3gsP3Rhx82Oey11BtrPPE8IqPDtWFv0WvGmRbdO3b4WMd6npk+DKAHc3H4hfbkfuONl6aD6bFutCn+Qedz7Egc2F1k5h3JD1Zh3LCzpB+kn+FLJkQVS+V2bXMVyC5ESh9ZVBRHf+5qaY9vjr1PLIuDoGvZaGAM7CefxDXmS7a30PvrwWBPZQvIYaviJ5fPV+/6dDtOlvMttp/e6l6BhDcLarq2kpiQMQhJPtjZHiz3LNV2xcz7uRmwhgqofHFBjdvN/D9FjNmdQehaIgg3KO0RlYgfpXGFaI7K4Hdq3/ieDAYmDcSk95vj+mWxzG0ELOh/xHMkstmSxp3mVgc3zY7JjaslJf84wVGVD1/UsRAnZUAv15JmYjRzhyYwazhlflgQbMJD49pi9bTx3JGleDs8unnzzgjPz4/OUaV3iUHBbAeC0wKHw2QAHMjdZKPX0oadTXhqikDVcyoKXHF62cZ0PXjvLdL4zibg3QwjFz4+H2f6aPqv/vO/1vkyBXGOgAgkC9Cvv/pazEB62HDWts1d1RlQKrMAEum7Ll08P7334+9N3/zal6cbBXvhD0tPvdlBXcObg34wPA6LgmsGyNqxx5yLE1yvn8f2HpoONd5ipPK13Z+P4Wp9u/IkdUps5K7wbuziCjdT+oQrwbkI5SHp0Kk6GbTOD2OoxbshG99XqY4aQwF5Z33hTBA4ga80x7bGvAkm4cSAeQNlatlyaF+3GRZW184IbX2+FZ58koh7OW+OD9sp9K1vfzccJ0gPMA28QhxZ+VuGujIc9jRMGrvr+BKshyfwbi3bxJHjp7l5VOa96Q+++/2xh5w+lqP9WAQ2+dNFW1ochuEmmpCtKf/QbBe1nwvTvubbiZOHi6LeGTi5rhma9b3BsbPPd7cQzT6/jVVjHihK9fVpi2tR2bkczXEL5nnBuLmjuvR8NWlvV+MzZDwEDyL49FUa90yBJsf8fb6/PEMwf/a+ZzPBnT/Hd0B/RpXpBShQcTBj5QlYL5axEGKTyLsuFi5cIwKJs0TZ7zchPVtEbvUuq4AjWymzRTg/3AFFD64XiKCN7Z9/9fT02ukjsdf3pvNZIfmxvfTSS2aOVodISukT0ALizrgAUUQs3EFjTGTEZaX9WiPAa4DSBtMPyBCHIDLUCcOaWl6uEZfTT50/f36crkh/u7uILKfPnJxOXL6aZf/WUCazumnAoU6ao4oQfYfuksh/MO5Dv13go84F9hYsSIw4uQceEm4LfCULmneWa7xbO/32HkJiVTUOYOj3QuDcGwtiMJgJ7MypKVsd6qcCWOonuivXe0v5Szu0ZWnDMubL72hgSDvjnnvgDa58/uaADNtDgvCeOnF+VDi2ie7tqGF9qlJVjDSXMX8Ht+ES06SXjyrHYuy78Rr36rOycVKKAQ/c8gM7TRKTX0yj7PLI71qLGDOgaBNOG3d0saDMV1P8m9SOTQhpwtmWu2YoFx1hzU62cH7l9EvT3XxszxdC7cq1TzN2tEtL+xoHuj1Hf5wsv0As+gG3xxbbCKPAtCuC7Tb+FgEMifYPWNRg24I30+2tJibbTTN622Koz6zMthI+Mf8sIM/68iLclOX3YEYi8BYwc9HcJTl+GLNiXgsJ2GgPEBmbwSi1yDGiNqjV10f9qbhhjMLM1NjpSqq47/3wB9Otq5daRHLmz9n7Qr6h92O8orB4tvL1bgzNBgasNswuSJvjnBqbLLivbaSrF03JggdXV+Mg17v2xjHStz/KBW9dG5/1McoyS26p8rgZrTtyowVEX1qKRr74zeA496l4cLPhZgYOBAlgPQToJeikiaOCFwcARNyTz7vL5b704m/x4kwUeflT6ggkIvIoW+OWd+Rxub8MEtRntBiO6nEZLOYXL837tZf8o74yzpZrHGjRpdP17ItoPLj5cbrHl6aXsjpv3in0V6KP0Gz7OcDHQUDkOSDvPLHH1oL69DidhajP26Iz1x4IMLYojbbhnIk7jWPt9xzSRlnHFjAcxspGuiw7ALavN8ET65uI64ljKxltEMvXm0wPHrw7FgDbqoS3f5JvV+OeaJ6fWo7Fdv8gkgjSIjovcNd3MHIu9ai/8vdVv/ZAYmnAUYHPkneXNBCqPjnOE+IjdBYgeZY+ed+2SITFMxNFnfI8fyciATYjPFYTwVgv9RgXacGH5bd78oyr8nC143sIrHwEElc7lzPHrEQkvK+dFlrXOFv9WTllVuzzunz3PinDRpBd+caScEz6QDf874iW8JAko91zf+eFBdHjH3s/TlI5f7oPc79Gm0cdEbDmDqItNN164+6Qqd3B5uHDC9ChsuOscge7X/CX44l7Xzh1ZvqPXj47vZ9bGl3thUTHq9zBIhDcaR459AtX3nzZqGxH1z6N2D6tXVuPRfSJI02iipUON9pUETFlpR/UpfJGJPAqXo2wiohOjzcktfDhZkT3zqPanOpoJc51GZelP34v+GXH24A7qhUrjONkeHHUNH3nVrrUgWfhYataUCdZzfOXdTnevjaZGkkZvTc8AyJqdqR9eOHiIJbGgP0BAUcviMCSeh/VLz6Zzbg4vKJZtRC/nP/y0TacsHGcz8+ZD+WdJByYQx954ODsPbNHrMlgpBwR23fkpGm7oV1g6+mHd7bIiFKu39zA5i2pjVVgnP0ym9v1Qc8G8syKjHkCIPYKkxQgQV7AmAHyGcfg/s8mjZI8c9i3CQ7p/GYtgpDyIBxN9VHmi2V4ttSzZ/e8mwehWElkxY3aq7rs7jFBtZFLiPKDYcEDsmpnpePG81JiU367RSoOwFnT1lYOJ9oJLtFZHQ/SrZFYBpDoUuvfVohg4UpkGEaCnnHoFuJfu6ycGxsm68yh8c0SF8+uHeIc4kN0hPiCsZ49M0dMFubtavt8H1XGSsTSYWYvnTqZVfzBdCRXpOE8HPHn07Y/lcFqzu6P0wvyD0Mg+DMOX7GQHMh9Hw631T36HfEgAiJeC7zBnPpCuyH9kuTHdYLd9vbNcduYyI8IeQ7++mK1Js7ORrPZmOT77YxUuPvVnO6VPXOfEfomlSMSljqVtZTn3hir8vt0Lc9NEP/Hudq1eeQbz2ejEiKtX9pt0RwnV9by5f3xcrgkVc1Io4y+M3T4Xua53u7hPPTXBMWl+NR23DBdMiL8NHH2XuM63p2LfP7XPReCrhztu9zOm4/e/2DscDmUJMMP1oL3Ti4yd59tithIhD7Zzq6z6b+3sua+vu/YNB060WaEuMxUU7fCL9sQH6UKWqvdlx4UXzUCNQ6fi2giQc6J8TlwP+LLiCEC+zi+OLx4aOLH3bLMn80x/OyxE+Mo1q0I7wP6vN59EpHMlyJYzQRp6c+CJ+DqHjxwj3+xz4FFtSMMHM85hNtfHUfRvcYaMeveMi52M8ENsJ3rSG0ToY0Nrp0ZpdJdOmrBdtlRZ/PO4iDZlfQonSWXtSrPcDRNJ+LAv/zKK9OR5sjliOy5+20xDndvN79IX9fgamL29aS0g3Hix+o7DwxjNBbz2jYW8uadLbLmvHZJXKYE30UkEU3cpLVhhpAcLQ+Dk6yTozNzO0fnFoIlm++AsAAC9zTSXM/8vb+eL0mj+DtCRGIMIwzAmWSqWfIuA+PTPZ062iQ08ek/F+72RZF9nuiQx8oboOshU//+2Oi1qN2Z9ngf65TDQ7ljJAQMIn37bsQowkfF+LhI1EKH4ZhmIIb0OcyK17jWROKjNZCkPnDc3dGKNw6l3/mZfyO3JYFTH1XgI6H7y2engIlzJAv36VNnc5GIQIa4V3Nt2pEyH2Kcrm82/gfSEL1BPFXEmBzQRS5qNIaR6W46Mn1fkBf8DTgYgSEAarf7WBZj5/4iAsu3jNmCDMbF/aVfiCEC5Fos2N5XLkLsubwWOGWAP8b5xXdMAo3RNsc3yD+PW4e3vYAL6l5+j8/wh0+cCU5EI05CJQuUNOIWWgDqnzYhkjhlBkPw1cbRV+wgqA2EnwmYNjT9GsPKU2hFPrH4N1ai8eDSRL5BgLQfnlKbLLDFGU7pFKUXYffid0YJW+H0m6HAGdoWyLVE6t1OKkxquHG5c+AfXhu6aHuPVyKEqcemTyr/+IOOwTjShoYTT6er08X6H9GJy3m6nr6ttm/ENQp+Sxd9/fa9duckbayGYxEV3KSAGMYnqjfa7RCu1fr44AFVScfRxi2dykPkdE7uq3X9TnNwJX347QgKl7g8x5/3T79evMCPFGGchj6weviZqhfnJ8IVRmR5Z7W5J5+F1U48XOhKBIuagTArVoBzr3Bpo80R6KbheId6gb/xUJf13RZmCx+Rmd42N+sWuzjk5pX2WAgcOe0YYKlbtSPtWfvn70UAb6Q3VcfKzg8GvvKRpA7ZkxiOYwS/1RabjewK5ouxn3034zQrDLcZPxxcn3GSGjMSProOQrYlLQixIPZAPC0qQSZEUp75zoxMgXp5fRBGCGT1N9ldRGZIiTsUfkmZS7lLPRAfMTUpcA068qRJDHGJGQPI1eI9g6Z+qydlPi7yYO86ZnOj7YAUyBfaAXDz2uXRHu9utP2KYYAIbaIBsPYgCiv3HdewZwAXF8UFRZSYbVG0OWLnlgGouNGdqzfGziITdii/gw0Dgh09RHB7tQ+lP9sVstxLxzUcuVvRzVXuSOttXbTLgk/c/urcF+dypT7yoeS/eUcQjAxI4GLgtAUR9x0Mcbzgj4iMAAfj3vzMokT3Cv6DiIJReV3giUP1qf8LJ2V81OWeZIzlR/DABzJ7hpjOhGuWLrYR6UbBPfkRUIsgzszvpSyffqvDtXxf4iDCpzGm+hHx1Ee4w4XMDi74gED6pJdU32hjAF3qWeoYvwd+klpmV5khcoff6zVJ2erScvimrIZtJHCxKHDRWZLy5joWbJ+fgNmtpATve0808DvpJAUqeVi7ThwWD2DHOD9HeLELEb2f3NkzvRYeX0vctqtjZ9Fqdm8U37T21Jh2qrQwRvj35ufXnWdjkhTTeAqAe6+dK/SNJ3N7sZDfC09Y1JNlaiMxPbxtnK5HDPd3Dvp6xsb91RdUB7GCExsRuW0E9lkCC5c+LuOznQpgEL44P7vY1jO2GCsBWtbkK5zcWFz67V3jhwOEPtuIZmPcKtJ9jEjn66TiEEKQ8dO559vlB00Wa19I7XBmLBaVx4iyQi1WXxvFjte4P71/8Xxqgs69z++U7hVDUlOG2xReVsCVh8+Yma3b+VxfLWr5J1dzKs8gFrwO5SBuoUeAuQlVa3UmAaJn1bEj+MGNQQtY+2dghMg9nNNCIJfPGWCeeXEBoN+QIij4CvPHs4FILxBJuiU6OEgI0QHUhDTRiG1PEkPcWwZnvF9ZniOSs6g5r5KmGjF7Y09b+howxE6QibApQM3c5/44xuNxaEU3yoqWm0sLzbnzH003r36a20IHjxXpRn2NTZPPKWmz2OUYgTt3EnlCzLsNxGZO4oKaHjw8H0cRVRo6xmX9CE0G4l9thwLjwgB6gwCeDkcak8X3+w1yUWJYzRDc3VnfduxLJ5M1dXe6q9VE972PKfbzU6zuYRXcPpiPXG4RdRjxBTfl6i+C4LuxkBYi5h49j3rlA8eZCMxETL4lLe8jfJJnYywq04T3HvgqwzPwktd73EiMSTNnjM+s2Z8XKxyE92/cmAmMd4RPU4Z3pWWc/Xbh8kw698exo+GOSWShyceid7mTZcCKC9AmySe4uIjE3l2uvlTuyDb+LPWS4FjpHwfUBcdsg5X8hstwbqtAjd5BRIwpAiUt7/jsx7gnn+jcqKy+jmAhEYN91BFxu4/Tg60koewJLw6Hl3fvtX+5hfW8xebK9em9OMrt8OBwapUEmqKVp1JKDbOaXu1R2w6f2Hr4oL6NobYNL31bVm+nYt67tzJ9/vNvTm+dbDNH8+l6lvcPzl8c0c/vxXjsrP0C8RLVbxWp6b0rV+KacGUZh4Lt3Yi3o2UtGvrhAoPRv9G7mTCv5fvpGYZiQ1yDdg/hCHH9iNPVj94Z81kkrFixMa8s4GtJRrwq4CPurWGJViYtpbcUScl3ddE3Gt8nGDT/B0kxRr2Ak3gYV42e1IZtXggxQh/wiyzv497daEcT1BYFaLg29f1RlQ0/5wywq3kM8FrZfMCQdbu5dGe69OnV4YHiqNvTwQ+x5HzOV1Q8TRyxaFfwGSo9F7dxJGTyn00LguuQDkvuAagLAKXREZ/lW757Ji894iKamXAmPaQ3mXclWv4skVSesk2Gq8XPkyAwCELG1N/PuQgTyh5NSmvKamHHjiZet98yoLWxPaK63qDu45SeD9U+24ya4IOQ4DJauuwyeBpCrj6ilI5TLDSawJ074/y6+5w4GWh9siJyfNWeU2tn5gEM2R7kFjGsd7V3bKuqnk8LUbY7v62MZDmpNyFSO9CVxK/mvREX1wjADwM29rRWxwNEqF6airgosJAGDPpEECCWhUd7fJfA0XcT3FgZC/fGmPTdKC1jIr/FahlDRFI+XJp3lmT8NhHw8gqygJPE2eOatW2lDiw4QrxTxghT1jNlQmB1yLO0Q/t9H20PfYhR7hHtGoahltAP78ElC+OZM2dGHgQa7nh/lBOcFnj47Ed1zTipD8OyXZvnfgev3luwdcQOfaFdyrQTZYELInnrHm79GY73fLR7AU6fI+/+eRun29oALrjuLXqvthU6hOtMjMLO9JE/vnBuul2e3Y3dg8TNG+Hajk/Pj4O4CHEn24Swv4WTh4pgDWtPbaBoF0/cIH3ZycohKZ04vG/663/lL0172mP9ANeU1CJWwcUIyN02R+CM6FMfJU7fjAFYbfvrWvVp31YLxZNUBE2YaTUXJmOz4MHSNX12OXxsSCuhoHf5cCI6VEctfYNgbmykFmjsEclthNI44hB7fyNGwFzbrI1Aj8sGTRs/iN076j81BZ8lags+xVtxlXSZ9uDHCvVedYYH/E+34yg3EbCo/dB9s+BHG9Q18Kx3cIKOEDb224JuDiyq1srk+mX7osWcao7BB5EktY1FKP9P0t96TJZ+U92cD/O5AAAgAElEQVTt2re+629ZqpzTovEANnY4RABsKxL+XySfsVdWHgjYfzoj10Y6jz2tSJCa0y1DTXXXGHHmcIQddtQhSBfzS7R/GTflYHRnd9MT5fFSHlzmvd4V5Wbu0iu57Dx5uhlLne4kgNIfDj+3kMsgcXs4kri1bzXRo5V1ZxzAmSMnp1MFszgYcm3sTK/XYUDHVx9n2d43vfXqqenVsyfT/7SHM9cgvlUCoTIGPUx02RQHMeIgXiU/M+cKC8a6nj+alWUFF8IHsvYf6n2+ifq6r/bYB7o7QDv7e+yNjSu3/fFgq36NGI7lmxH3lQa2tSqYla+8DxqsrZzKV1oNVyK8T7M0bhdVaGc+Zpvdv3Sx1T/EJ/qzws0EUGSSmfBBDBzXwcRQhHXRGbIWI1CQR5xOKgW+YpAcwkKWy1cuBceWgPbR2p5GH7QnTkHEJP6sa43paovURhPyk7wRxNqEB3w8GbGGu0+oy2gwfC4rn/FPUAa4RHRZDY584rTTDOEvCNkRGioS+LOaOGmyMFgNRXkwaup1pftq0BF7iwE8gid0WmHf+E0cci73qLfyECx4gdvFA1jy6c52xYGYoHZzCdagzc5HAgdqEcSSeHalraM4GAaX1998Y+CoMuCb0wPtqEKkHXMw+tP9jdq9f9+R6TsZZ77znXfCq0OKjbtrB9L+FuOkE/14sj89bQFttwus+/STm71X6LljxTdoc8ODDte6X0CG6FqxD69XR/m3U988zcev8myN3UqquZVeW5BjhoqDGwemt9/60vQf/9Iv539L4pqm882Vdy9fSd+Ym0x050Bc6K4ImLPj94Zf/FHBZyu9+eNWo50da7vyeO6L+5z06RGpiVzDVSgccQ7R45iGxxHareK8Pqwd929enW5fSYca0XmSNLdSH1ebuztTGxm9gB2hqvz+DT/mboW1nSteQ4ObveNPa8c23R+CFHF72lxBi7bD/dMFUTnc/NuR//GdfJZ5rjjLHk1ZL28DyzVn/AbwQSTDuZAoAlq/Gzi7hnbkjG4O4koR/OHvWVuoEHpQP+tz/d5k1Apud9tccjfdr91Q/Kj5aj/nJHtjJAj84mVi+S0hoNLy3PdxkFONNPkgBwo9AtA2QeWju1pE5uU9FF/CsfiK4pvQ9+PcdHZ/3KB6bXZfOCITRRqrWc9MCDqvz0X4nuZs6gS7o0c22oB/YNofYVtptTl0NFeBQ1mSa4PVXZgl7xPPERzX9VshHaBH/ESSfppo9GJ/d6fTHL9j9+L1huKYozCQWOkQjwEjK2f3V0O6lYczh63N/DWtSENErf3Kkl84L5xy6DoTgoiu/PRN4DIIS/l9l4/qwY4M5VhZJbD2bPbpE57tM25zGStwHQtY8BpjFHwXwuO+fBykfQ6dY+0b7Ugfp85hXKu92qMt2i6vMZRvGdMFnp5Fh8Z9XLUJs+T52U/tVZ5rSb4v+dzT5uW5T/UMMehZewS5fTH/ArelPJ/e02dtttjLD44mpnEwWYQC058HERZSj75KL5Y9bvx7/jTdOwc7XVdGwt0tOvlFFB8gfMhi/SQCdqtJuHfvwelYEWumIy9N7xeC7Mr1j3JPuzF9vl0rr7/y+rR/z/4hYT3M5ex2C/ZmBoXVfGpX85A4mtFhdxwOnH8QgXoQ0brXRP7N3/6taePAynSyIyKwOJfPXZju5mivS4/iRJ9mDhb67BGcyoq8Gie5d+PgtK+JylvibkGBn7QZQh8lXKLvfCiXtKix/AazAbeeg5WxvvGwY1daZDf6bmkaIdDgclCwgAEj+HAZco6OPpiHK4njVTY40pWI+NOMM1zuWlGmr33+1ekXv/GN6Wwug9//6NPpD//wD4cECZcsWKO9zdXhCVG7tN6C+yLuDGau+9R9S4IbLoRW2yXvjj7XhxEdq8VgK4MWiZWB5+7d67Of5Mj9LLPvC1J6GcVfiJpnCxIunwsymazE3Vu3WnFa4dfW5qAJRCP6GRN6bkxUPuq8TFyNtS1rPh9nVn7bbSD/Z7HsouYNyjJJtAOwGXFeytPeIWR7ju2d3mqr4etnRXvOnSVv+iOJtruzFJpoK4k6261ijCD0jjPAik9JB5Es3II72vccePVdWs2ZFaej7h1ZunBNq71PR8lC1o2h56nAdJYz4iz9hGrazWWD1RYXNe9kMi0TReJin4S8xNn53dlvdCFidG4IF65wXmzmrZeIrgQGSx7jgCCq2/uSuvV9gb0x0g+IPghG370nPxFdvlit8Z778lCN+HRpC/ioR34Xfz6wJH7hxNVH3PX+PF7zhNOuJaw+OEieq9uzJS2wc0u5+rCU9VneeaHxPs5geX/BSWUt93wui4F2N2jP68TtiqJOhTCMc/2WH1yVpc/0xEt6sfzlnnHHma2mSzxw/NC0K93XWjtkjucP+6gwfVtxQLs6bO72/hPTzR0FaDny8nT47Z+fdv306XTx8k+mYxs3ppdePpv6KAIeaXmSVHErtc1m8+5JEsyVOLTNfDV3J2WdPP3K9DScvnvrWmqci9O3f/qT6Ud/+/z0RvEq9zyOwCc1vPHyy/lbFhLs3o3gy9+yxSB4c3pv6U7MNaczXEW87Rq72557fR5W7NYqcIebkv6K4G4MwMJDYwDuj4KVe4+bVyQHol7QzVhOWqr8nvm8EfedcBRHF5scXmCgRnnmTa8NqapV9XGcofbtSbz9xa++Pf3cF95MrbB7Onby9encT9+b3s2lZ4Ssq27bjBloSQzqmfFsZnr0xW/Jd/icEDh/r21Qb0RYWohnece4evbsHSqX7dQAlsldwfDf4SSXjEtl1TEqGBV6WFKoaxCUKPAAWiuT3SJiDd6P40EoWSMBBDGTB1BfLAfyPmrlfhpLfKS89EXKpUC9l6vQdsjhHe8ul+fLxDGpz3340fTKS8emz79+dvrK6yfacojtT3m+3vbEVs5dETnbDBlGHI9Qa0eZGxE0Zdtwvzst8OM+1SG92EaK5c3aaSLRv1lt16kgggticDeiK78tXe3/Hz55XI+Ccxx+WyYjHibnIGDGgQIyFl/b9cW76kUIFg7Mb/npcq9/1Fa58vqNsyNSE1/kWQi67wsiI4DgKunfcJjOTQRCNu3jKLJqp8dBzGwcwDVRqyhrtKX2eLZW3/zeyrqJGGr3wwjiMJhEbOVB8B8RZQCjNhChR1/qp0/p2UfcxPydAcUWVYRy5HiWYanfOwOe5ZGWSQlx9XHGuxmhZ/jN5Xp/6M4GPGcc1eO5rM8WjLH1rjzKtTARQdNv1M65PvldYEdUX36PxvTnZ3+rV7+pJ9Zb3J9u3p5DAWbQuXYpsS3t84Fcux6denX6ZPXg2G98aEdMQQZBx3Sd++iTSEkBMgrA++qrr02nq+NqDud3Wpg30o3dKyjztUTclbs5qecOdijieyCulVXYLhWHiD3dPNdZUQKYFEAjnfvp3fkS3yoKfztYnqTcvJFb0maE82kMwXZ5HjO8tOVuO7zfvT1LGjvSTT4e4ugMuwFPBCZCuiTwRuQWGPhMv9I8awNEvp8nCzt2ILxAM0LCgdP5OSQuJwFFDxBKekCJLySJgPrD1lS/qbUQxjfb/HE0xkcMzLViI+wIFgkMcXaNSfNJvYK10OHP71dW4zDULD2De8bXpc1wrarmdlc3OrNwy5oqj2uU1fweEdcrrxkx2vaniKSMSxoAeKEAv1W+FOgTIPmxSUQ+OjruPddDGpMPkTSpXSN/iGcCv1g2lxiK6QMHtrOCHx1lWcmdxzLqBJgIiPfVDxFc8vj9ID/DV0+9NX39C69OLx1uwPPA51NF3+gozZU4yuGzxfpWQhxN8KFLGwxZAErUftqODEBd2meS6B+RQRw9Owbo/7R3d/1sFo3y1gOqyeg/+hcVDeV9tx7HlSmnd4cvYH2g/2JVfRLBHqlVUV1jwahsffZdSHwqAkRJXxGq5fud9gTLtxgwlAM+3pP0T5nuIa76sRCYpY/uST6VDZbyRjfHJ72cMUV0l6R8eRcjj3fUpR6LiDQU+sFA0oYhcleHCDWLSDSLSXN+/fD+fH2GsADq3oBF9Yw6yqu9mu69F9NSjk/tkm8pVz73l4VohkF5wgXnBfWl2Icz7OX1vgRvxw6T3lXWvzc12FxO9mYUREDuN1a7E5331N9P0yMf2H24oxI6fCp10BsvH2vvc76UP8w/8d7D6eUjJwpsm0tQTtH0ZScLMh1Wp9JpV0kHaK01/gf3n8kDJBeojx9OnxaO7d7Vx21QODHvXot7Xbt4dRh9bj/K3zP93b7N3dOJxuTtg0emr//C29OR2nQu67ZTRe/W1qstV+/kgvRx7blfv7M3B5vmRO3V71DwOWyhNh28MQCzBa4kQfgExjit7Rbt46kFXj2aPSB8tZ10YH/jtDNO8sPz5zoQraMSxF0rIlYyUPOvOdjcZsfgpzymTu89rB47jmCyqOV/9Ht/NKSZYegNJx8J0t2KLygv/DJSxHkLlURv7mJZR621W5JnNtqFWS0wS7i7vj7DE/0OB8bYP5NOemYePieSLyLBi8j14v0FEUetz/4sCLUZoIhjJ9LL6NAAYIN9tX3SGjrv8awTAZZS+DkSR1mICXfbgnf27Jlx/9KlO8N9YjidtmoubRhlBhhEg+sPneDbb56YfuWbX5nePHMsS/nNWOTEn1Ylk/tpxMmng+IZ7pn31zM0DQAGZN7+qwa6MolbpGcchfoWIvMkJbKwSkO0Ht+tWrU/tpGim6+adqlLcIbhpD6MFwEIPjyb0Kx5vVTemYMdq2j12skwiEkEmCsRrlGbDQ4CBJYWHIg6t9PCNCME8dkz8F1ghND9aSJGn7n/GSGkx5ytflySdrYtbV+T2yq8cLYs1AihSUBNol7jqk71q3NZpNTLeZmryxCJQyp7gYnAg0Or+7jVKghFwXZGOlNitFf+ZwRo+XR/wLMZ6vvyG42SZ372mf5pBFYZU6wM6itP/0ddI2rMuOv3zL2vpqfT/roy4KS8xQXps/LnMfF7gbViRpuf1bG0rRpH/3dndRHp/m7+kSnDh74sqtnsjPPJF3Lr/Dst0NvTwbj4/a3ij4LR/dx2Pvfm6yO694niNJ6O47wRQb2f5GU7wcOC9K512JdAGLbRbR/MHSyD29VLnxQo5khGyiPT0VRFV9NDfpLPoMUHwf70/JXp1c6qfeuLvzh9MZ33Vkaq+y+dmR5EjD7Mx/efvPvedO/jj+ob6eUZjHtXUF9HPBvXoRqJvmwlKYERNRPiOOAwBtOfNhbkInT/0e3mcEcuXy7mwODuwLbTBVITgZ+R4bCP0wuI4RSChWwpwQIYTkfQRE6naviDb/9w+uijtvI2F/7gjztyodNXz7z80jD6Xo97fmoffHiGs3ycFRvzgiYYL3PG9ZzTrC/aMJ+FFPf0/zH2pl2SHtdhZuRWWVn72tUrGt1o7NxJURJJmxLtcyx/mpkvPmfOsf/L/Bl/nZE32bQ5GkkUBRAgCZJoNIBG70tVd+1VWVsulTnPcyOjUKJ4bEZ3Vr75vvHGcuPGjbvFDa51D/JscQl50AI7Fa2JC5s46jPNBVHCTzI/Khky0PwlIoS/0uhaYJV0hkBSHwoV6dwWZGi0JaLWSJBU+suNFIIjB+UkpodRTCBlTJhs2LD4sg3PSD89LISRhwd+m2xTcAQQHI93+PM/fSe99coKwUm1IgMoLINhMZ5gUJnsFSxyYRhiELLzqJoTJhL/dAUy4AC18suVB5YeNwTba33hgKz/KPeNeIzsHPmruAmJkAP1cCBRDcJbRexkOjAYWFhVQDPJPTGvBhwcUA9mt+1jqCQs2wOMBJoD6ACrExI55V6OIHxSbImli4vfJt8rhCqQj/JiEeC9PPHzbhyvvW99jpkcqMTNeyqk/e37lud4yOGVPpcxLvrHaSIkhduVi4ziEkReblrjUTjg0oc9uHeDD+jkbvxHV2xHy/GWGJM1cFB6aYo6aJtWyEBgvnP6Er/87TOT+V1UAm6UHePHt/fzs1ywz8s7ftsnv1ULyD2IN+YRPmVnTYwNKgXWp7PyzCfsXCw8D+d/luhB9H2OEGgtxVikog57qTscDNdGr7UDFze/uJwmdll07jxLVTjIORbbBpblNov0LlH2W4Qsu3r5Ynrj9RsxRh/f/iwCZLiutnd/K0MUrmIXF9BN15ciNFkXYjwFJ+gRwLMzV0Mv/wzXrA64VGfheg7e/+Wv30v/ksg4SxgPpyGQc2yHfYO4BU9Bpwc4ZirG7nWIZyC6SmjAZ8c2c/wZ3g6BsBBPhEfBk8BZxtezbHynD+NQYf6HcAsBqrXlNJ1Z2fBmyEI4lGxNhvgZh1OccSGTsIv/4g4q3fSzX9+Ge2NfGnEFLEOvhjb9GeLKJC4ZO9LkSQexfRpVgZykYxsqH7CPJgcOOtaBN+ZFV+x4DyGs4oUfn9m/+FCnqifFbfupZqBHuXlpGGHBWWZrIPnbQkoqz6NS7ltJQVL3R3ZYJfWhu7CEaw4rzNOnTyEA7JnGuuw7wXkAaJnfUraTTeCr3/OewPczMcEZzhAl9zR731TqsgP6G966dSu98/o1lMUw8nA9HvZ+AhLq0jIJQnkEpSHktWD6jgpf65PwSyDVMXZO8bsMgOXyJUo6Bdtuj1ZQv5hPFGTQIYw1xAUP85JgOHE7WAhZ7mNVM2aeq5MKaMVtVzrjEXqy29mAMAEdqK4c3TGTHJFCblCiK4wkZPa/Bsfj/QbE3ndFUre7OeiK4ebzfuEAhU30kW/h7H2Jocl3fN9FSyLsSmse349v6vW512WcJIzW4z5b7zsGlh9IRn6vHTfAeMbp6qZhO4ooI7GRSJrKGHotRsmZxDVlWWdJXucP+X7Pfcvx1aiHushUXo3vL9/P9/3tOyK/cLX99vuIwAzyMiuj3V+6H9knk3A3r3WU9+PB7/kjbKqM1TKMwQpRnNborwuMx5g+IWRaQg95vPYwLbBHfvkq+4jBrQFeHCiT8L9jfOD43Np4//7ncIjP4DbH0pOHj5EwKrgHrWCYYLaAPxocm8yxmZWFNI9u+ngfCekABmARiQA6foldPUoda+gf9w8x3ED03tt+nrbaT9M3X7uVXmE+jsGZclBzuodr2R6Eegy96AU8Q+yrXhUV+u3clCgELrG4CANhJgwNo6de3Gv76OcAAln1TB/yHTGvtD67eKqo7BGmbYqy5SibcJYyEW3eMcoR1WR3IxYSRgjO2Uq1j3MWOWeVTyG+992VgwtfB6K7xqYNRWFxV7xWMjN0nHPO9gUe87yMoff8qP6K8ad9zoMgmvTQ9x3bAfPIJLaAedAOsSKXKZG0PBwAKKiknDMKtWD/6YuUObc8CctqLPCsUPHNyRKHiFsog+xxBe5sCH0OvXeVlisTeBHtI0RPwMEMqxB0VJ3Q/MJlXH7YOcBxj+MttoLR+T5+koQoJl8GSJ98HGCKDhHfy6Xp9Mc3iB8H59dhX+xYk1V5C7afSB813DDg3yFStIPxkp3Xz87U03+Ttlc9yRAuuNZDnKffitDqSHSr8kjLKqs822dpvMF6ISqsuiyDLIaw8vjdyVHF+SU10J28SBO0l/LRsdg9OUZXR8yUDCbGIQj0Mf6YjDSFZrjp7Ds2hhWfb8VuKU4NBXwP37p9XRAg2Efqs0AMCaQrNngA94D4jA+ZAYg7xJ50HAzxNoFYVcV1ROSwbYxevKOPpOcM+f4iXI3P/S2yhV8hiCBRtZ5pOCIJ6ZBBG2OnUBNE9JB5HborILvEOcpnwsyzs2nt+bOA3xT6MeEq72B8Ud2K5MBDbAMvxCfLL0QsAqvSDg1hIqIfn4nsJhegvHDm+yDE6F0KC+nDxY5rDAe+J5G3DAmgv4WJ11XwJ88VB1b9dib4tsXJu8VJgu7K8HeFcarR1xbGkR2sqX04F89qkhi48ImvLoIeYBfzgJYMcNaGj2Gc2uzUIsg0OroZJvjWPhJAfSY8Ik7Z1bX+4jD125vp6pVLqbVwkcWfhdHtqF2OBUbM7XXGITi99HCd89GJBjUxP5kerz9Nry1fRy/IzjB0h50KeAI5qdU5nwkfzFcnF9ItdnANwZMv1nfSFxC5E48CniDAM4aZztZeune0jSWcbYmTbBNFP/gSnZ77xqtydYj1bk2cgYkBXMCAvrENM2Jx0idhutOuhHQoTkxMZDsAgAx8caz0+xXO+lQKd/5GBHMZC12ZhjX2vutUP/Lz9Z0gXo4iONtRlSXqM2nGga8pjDtw4lWc6lucCS+snVzuXrJNIAfMAzQH/KoN0G3S9mNWiggAgzuR+GebKhJrFqDAKy39tM/A2f7mDzVBdDkhEsoY+CJB7YLfGpFkDpypNSTEM04yXrSFoyRSl/S71yWv304MOyHXZL0ip8gqUH0mIroy22jvy6GY3xVJgLFOBcfie953VdNKqXio4WeLFdN6XEnhwdDloEugwxw9Hwpuy4wDjyTq5z6+42BooCkTVO7xFI7Ntioa2r6T47xzQCKplU0dhy4Nvq+xhYYDZ8QBRBE1a7FticENr35WyjGIbezcwHu1zuqvW4lOrE7kWATgkHW8DgU43v8uFif6ubEd8xjdynGNb4ikYac8XF0rrsm2909ZdWmCfcz9tCwQgEEUpgE/6hNmwksEOg8DCZ/Rss1nciwsx7Gx/HhvxG2WMfF97wfR4Nr75hVWliPBsA3+tnyJpqncc5wLXjiO6nrLvcjIH5+bfCcOoj93z3Jtg8lvijtL5f7ZjXMXpUxvlXwxhpTht1yI/ZCu+tx6bFfpl0NmX+2T90MlgfOy+quSLEcYCB/fE95HuK54VMD7770XC0aXRfj586ccBDeXXqw9RTTEB9C5Ad5BJtPTzTW2IRJwZX6G3TS4zA2NNt9LqzvsR2dxH58B79lnIqul6LpxuJnmKsQwQFcsF+okb4HHN+Bcv3P1ZnpDggXxXxifT3127uzsbOJxAPEZEMJsip0+c1dR9bAQE8zZaFZNiCeUGbUUk59ytgmEkdg3XkP3X52FS8OQNcZc2EfHuUswFgM56xUiLqt7NjK5c0QYCUdFc6Utd6m4wOr0vs3CvrND/UgWbRzlzXf+I+xKmrftWsVZWAznpiV8nX3wcZ64/cBe4bvirTjuu25oqBMGLZcpp5g/Ema3RKoyo1mMNRBExM6Be0ZSAfAKvJCcA39xwnIsV9E/VEXML+uTWMronBFJG12QqnTA7/Od89oUSCfi8XEiBNKEN3ze6eEKr9Lf/G6V8rnIZ/5A1BGy2TB1c05er528IqoIIncqkewO2Y2AUafHAIVPHIDrscLX0Qu6c8aJpud+QXDPoYHVjEHUiODuCMuWNRepI8ozAHCXjO3zIKQAEICOCQACaJENC5isEAQ5Nt+7usCNjseecNwluA95ZFeKRAoCCmIRhIj2UB5cpwENqrStDyGtYmH3cKI+dZ2i/1JvqXXbYy1d1QM2IiF1UHO03f740f9OmNm20K3Sh45t5LcwmprKXF7JU8YoVlwg6WTX19HnIpnJcfB9P+M89x0/Ekbz2Z6QDsA0t3aavzxzjFSflPGSaPpMV6OsN8zttx7LtDwnlEhX2iQ+5P5kziw4CeBgfonq+eQuqy+X6xE+cqf8cyLYPj8m22U6/zuec8/yyRnPyx/zq3c0wpTXpb32CQgxBnnB9L7JMgqB8PcELjqqmT69fZuI7RxVQj/bcN0zcKCLTP5NPSyYIx46dYQrmoEbeh6ZgGTbAifdOLGOfnG/3077jP8J0o3xRacZ2xY4uoHVuoKb3OmpJy+yWCJ6D+Hapgg2vDJNlPsHj9m5BdZQ79HGXlqFQO/C3dLq2GnThJOLBRQiJBGbnsvEonhq9AkdOHvjtdRcupx6cKRKSoQyImDGb9KL5/sYjdi5w3uOn5yX43bKKWbCwXttONWvv/Va+v63v4nPcYMzah6n9z+6zZw9jpNUezUkxVEyvzB2PAr+TcKYXIfg37h4BQ60lp4ZexUOdIuTSnWaVw1i+43SpfrHHVcdjDuWw/+QRLwuZYtj0gTHSNxQVeFONjMHp0kdzFSIYcazEirO0wHEKQREOFnmMW11zIeMP+q63OjSETtfPj4TMKZyL36M/gTy0WHzKcqFRQvdh5PA80hssO8FsePeMcg0wwFAJglATFqKd0IKtMKV+NwyLH9heQlOjvBHiCCy55r+7aTn/17BtwylTnSmD0cTuqQTejkikk4uuUPoambpnR++DwAFAHSNtoN4tJEH0Y+8pY1ekwcKzi6FHDTYYwIasPK2VbBYhpv1MWqHDlTCXocgi+AdZr27ENwaxSvkoy7rQME0JFKyRx3EdGXAha795IaF2gryKqLnQSwwFD6ulE7eioFIKc+9xepQJWrCU/gFweJdn8fkcGGgrb5vnvNjVt5z/OTs/RaGwsb8luG3SGe5jskBYlPGi+z25bi7cEQfRpaZEINHEyr0U3RNJBZ25vvH7chtJUvUZ52m0s74Mfrjs/OfuA03kEGX32Pq5tsClmS9lqUFXzgI4fPJe0oCdSNgjzgV++z9WLzAAeHhx7IcD0m7yXwLU/PpJz/5awjKKlzPfnrj5quc0DmVPvzwwxz3Eavv9PJUHCj3Ap0j+znwq0Ga4f1vvvVOukRcxF9++hkndR6kNv07VCwFJ409oP5unQVxk0Pm/O2mixaEaIr6J/uT6O3YFrixxf7yY455GHBm9mr64uVmOkJNYkixScTN0wYuNoyfba+BrI4jv2IMvT/39q3UeuW11J1aTlsQdLeV1pss4BDvOjt95jFCRp8DfiNVSO5+wAQtY/gof/erb8AcdNPNS8vp29/+dvoP/+/76a9/9kGa9RgM+iXOWI7tELZlrnvejUYj93y7KPkdUh3DqFSlqkt7h+81uRY9KsBI9VmUSz4jdMkFOs5++wGDwhCkTO5957JMhlZ13pC6Rh5VC15blrtzYgYKK2AjzlTHiE/gw5LKtR3yuvz2ebn+3fsDEMzOy5LramhcZnsAACAASURBVOK1LLn5RCLFDzmPeWLmnWLU0R/MPBIDgTGJ/sckRyJSOnBOMq/lgBavsI2KFURCaWxFqB5h0NjzujCd5qYJPopOR6CfT2cTDOCEXsuHAEI3AEXnIExYxKgI8ZlIRPFyFr08ZKuGg61tl4PUz7KGTs/+2Da/vR86THSjPbgD7zlTna5NJxvEXKKpFXyaNlr3UM4TgivX1OsSAg29EoJEOoGdl/gp2sf05bfwmUJUMp3wghPUFIM9+vae+Wyn38LLz3lCJOHznnl917y2NRP6TDREVu8ZqUni5ThYnu/kschcpO94Xwuk3yWv9514mTACb1cNxkhRJk62g/CY1zocp9IHkT7gOSKsPvdT+ukiROZYyMp9csQ/AZVzCmWuz73ndanDa+v02491xkJEud6Pj9MiAJ/9S8V9++6n4EA0avQnyqbyshh1Drrp1x9+FO48fbazfe2dt9KPfvSjdJ/dMLtbu8QRqKfvvfvV4LTe+8V76dd3PiKQCqeA4tP49sVX0jucZdQZf5HWes/CUjvGPn1PFVS7d8J4wW8iYWG8gBCmBoyDkg/3n6xzUuDL3dREPG+jD93eO05riKqbnAmEaZENEoimgPAIFd66zuSMszu/muzhFnYu+Epw/af3OdoW8jS7nfbQD7oEzCP9TPPeOC5HExxQJkwy/uR5VuJvCj/nplKj6fXXX0fX2ieU2XZ4nrz66qsR8s1nlhHw51qcNFlmne2WB0iCj7ZehLVbPWaPPo5BF6Y532cMQ2muPzM21hliNWPpdUh80Dy5P8exiN5Muvit+B3jG8SycJAumtEE5h2qI97NeEMZqvO4Z6xRvS/GmOP/5NztglClE/JtJZVnfpfkdU0elf+uxHKQuv04AUQyB8drrdGmDUI2ed/JZXKgyoSLTkfZmcCqvxxD1DaMUb+D2Mjmc+tZWcQqRwguoyFbloTQ8hQtGZUYjNJW9Y8xQJSrvkHkj5UDZHCQGhIwuhPVQqjymcMQRPL1QBoRTgbdMphy8b5coDpJRWplbDk/d3LILbbkFifQPTL5dQsyEEaEcJJboc6q4YBw3vVMEvmJCiHZJK8wZCH25cCz3GGlpNYQrQOZgGERRYWTiJZXY8ocTWzhJawlYk5iPxtwGvbZPH587n3hZrm6G/lceFme146JHGUZZ5Hba2GsA7b1F53oDJyQ5eWxsw45ADrjakAqYxrwowzr9Nr7foRwGauS3/vmK3m9X9rid3kW+RkH++S9ksq19WT8oFHn3it1+0xKIoH3utTrtfVYrgui8LQsYSM37eFiBb6/+tmvOSwO4x4cXhsuZYuQfO5fvsH2wM/Qpx3ubaYZxN8ffudbaRmi8/z5g9hSuM4Bc7/85Ufp1RtvpJuc0X4LI0qbgBHw6YjP4DRqmyvXX0mtDgvhFHprFq891EzbRPhp0+cjJKvd9Zdpo83Cj8FzgEhusJYKC6MckSoAMI14ktnwN0cAYNVC+8wnicDYWC8CQVdebqXDpWdpbOkSRow5wrzhygSeD9CR9rfWiWXA+MidObAwNcJIKiunNQaMUm0uffFoNf3dh78loPRhunPn8/STn76fnm7tEMBjJQiasPS9Aj/xzMXYed9mXhy6iI64ucATcKyOZVtdlB4oitiOSdal5wVXJkWGi5bRSxmcTCSD4CkixkINroG7GR9kFMDPET0L9CSPYQ21W3jqJaQlkj6WJSZDDYkVLj6vDnbEj6kgmc9sjL/LvfP5vHYC2fkgULyrm4lAkIsxuZF+b09DDVsW2WrkuS1H+DPWCMvupn+RTY6xcBuWJdIKLOvUqrpIoEwR1SgghjXzgK8pfMtgC6MO22AYeZFaI07pk2WonBYu0X4JImIJd5yaMXFiUOy7q4nEQK6O92Krnjdx5o0ygKqiAPYv3pRIQh9ZAbWe6q4Di0W9LBREczVMlBx2wNOBDC6SPqFXcUBD/8WOgxZ6oiqrf482GTT1lEnVI79lxXnJTDaTMBFOuX8Z5gU+On+bJGAinojkWJjfPktM/Ta/H2Hlt2VJDCUt5i1I6/2SL49FnhiOqfks20XQekwZZzKRKbih65Tl+LHcGB/Gz3GxLebz2zFvwtFYX7lnnvP5cvmlnqgy/vh+fBgN9eIOcvHp9b7J++qrz/KO7sfDeM44cU/vB/taCGX5tv1jY9PxzHaYx2R7TcLg9kefMMmAX4/guQRR/vijX7jaxaSfQ7J62V1LD59/nu7d/zRdu3Ix3XrrzfR4CxccEOhTwuh9CNd2k2AO19++kR7hzWG0py67wzos9hOniHr0a3p2PC3MwATAFtaJInREtPKIuoM42hhAVsGraXSgEfmbpnXxoqgyBhdXLqY3l19jq/Asx7/OphcQ1U8+vxuHt8mBaQCsMYe6uCqdwo02mLN9+rwv3iG5DSFOk6fs8ZaAcD9wV7iLw37zUfeoU/y//8sfg6hZRYDIFNbztc3naBaysUWYOa7C1o/JMjWqeGKpfRC3jGegIajJ2BmYYwdJUTwxeZaPZbSIt1nGANLLQEvDJJTSDcdHNUumZWBHPGOQ+c+HBcaUjb0STeaEHiuqJmBcjFwf3CX3ZKri7BsHvlRYENVCChCgAv78JykqpFJXJQ/wNo6jhMEJZPRuO2O5uvyELgsuRx2a+5G73Rd0nBBTiOGWIxDML9AEoETSa595/vAJIqxRkKdh7cdxjFVHYUgyVQ8SNv4DozwAYUThgeW5m8Zvk6J2vuA39y1b3tA2BuGQLaevBQHkmAzz1TuNdTXKP4UzpEL/M8IgChbvGuJNgZ9tj6jKZYCYq+H/BVdg5BMDC0BnWSUzURviSjTBoBkwVGdz2+G5Jowa9UKOuRfWNvpe4O23SCvXHpydSydJWPq+79hnP+cJmePpvTLR/W3+YoSRM/S55fptPbFwUba/JZKmFlZMy/B3iGv0OdfrTp7MMTjRLcf7DGa8b7uiP5RrsnyfR7CR6AL3yRuqCSZb5Amk/zK/92z3+VR+W15J5+9Zh88cI7/NVa6jfr0WeKZe0mQe++dH2M+A18LGZLnC3sXCvhiToAdBlHM7hFC8/sb19OTxIzjEDzk18WaMz3Cykh68eJT+4f2fpv/j3/yb9OpbiKQf/AxXISzNjP17jz5N/esX0gmbJyaWiIXaxcoLTC37wYMHaYowfw2PRVUExBLeGGIQcZcX7+oDfJOF7hRfw0Xa2WYX2okBOY1wX59IP/zed9M3bnyDEGtsGYYAun96YWI6/fLXH6V9CI7nzB9C4AMnjMLDvnOt9Yee58R8MBL50RY7eYCJsJLwCAM9NMSNgBNSUcCRIdNBf0h5TaSpShOYIlUKK5+bnB/iUmZ4Mhx1b2rSXncnGUaxYhkHuOlpfUfNMDSABnVqsdZdzfdzW2yPYf3y2MTYjsbZ8fQjOeeFaL8D79wuRDN/o3aAuWiO2hh9Ir/1FRyRo4cWFSYzTwYrM5VK3fp3/p7PAoFGDZJTdLKqcD5An6Cwb9j4DoRSYDClg3jubLdR0ObQabMotkW8pbl5zqbeQk0EN0TDdKCtymbThNNR+Q7UxiasO8puJ/TSEud2A7BZdhW42lWGOxBDAgtAXFo4566+fMx2rZUQe6uY/2twErZDWu8g2XmBqxLXbwHiQ0Pg01FWDnaVQCCdMg56RU9dkuQz/K94AK7RXgZfIso2RkVkLWdQbsqTg8uDKWdTwVDT0CcTkkz1sJrABTi4VVL/zzm6uwPBaSH2dbk+gZifUK8nuQ1ZhYfodw3N5ss1xABj6QUxBgaeB+IBUK7ARoqZJLhvAy4jiBt9MFo1XY9++s4pXIuRmuSWtVp7b5xjJSRq+7hqNNBXTbPXWB/XY7c+wCUfn3D+OP1zzGcxornUuL92ksVKLtG9yk10rMK1i4gnEnt/hTGuuR1OP0ThL9LyzKQ/qlimiOVhVabwKQWJAVMsgOKc78hhx6TgHX87Eg6Oe8EdujH6A+YEjkJHok8DxjzKDG4+LqG9co1IKVGz9yiLRatOAAe5dmMfVnXjcgUzYf100V9gAh+C00ap6aBfd74IiznOin7v9s/gHgls0cC4SN+2tjFs4VdYQfd8jyjh4u5yA/9f4PIf79xLj/6fHxP7lLNX+hwdgpFiFwLdbi2mB7cfRAzLOvpLXYYmEPF6gxmcqeHMdjhS5IijICByU4ROm+J8bvX8OkNXZ4HPPgfaASsPxzPCypQwYxvfAIlrDkf5P/2jV8M/8oS+VPEHfbrxNN178oAzt4kdCgzmiZtYgUCpl/Qsc3V6Eg23GQ/6cLS6QTGHnV81pKqcJJYsJljpjVUZw1Kj/gi+KwMjZ9ZMF6cusJAqTWZcc27ImMi1lUWepTW7wDGPuqgNIlHgbh/psiJHzYYKmCItpF30sr67gJ9pH1uAhDOkP14S/hJk1WtyyNaj1Kg6J5IIR5KDPk/PbJtj0cRbAHIBJw0Dg7644oFA5mfszyhkEAtu+m0h5VuEEDm9Vwr3ZRvlMxG43C9l+Nxr85h83wnpR/FPZa+GAt+T8/TbPKJwlMFvk+VLNNQZHCKW+p4EWd3bIUSWYYuBlqsZZ4JrOJJgWJ6DbbJ9JoFhe9w1Yxl+HF2V5GHJcrI5/wQi93UB0KYQ3E9MyNy28320XAmd8y4HeLDdWYSzLzQfBOQqYAWn66y2bbShJlzrEHBCDCh2ez4wCycJhIKAGkFIg5Fwsc4yBgWuwsaPBCj2kPPtM6OwO5HVDRtswt1GGR5fclO+F8hBfpGugpOy/m4i4XCwAdGAEKJniy2FEC7HrcDR64Aj5TpxPWZCxb1jY/J5ga/EUtFFNLBO2xGBRSD2kiLzlv7FywKS5PDbF9+xL75nKvjkt8/9NOA+/PZe+ZjXd7zPVVxbjx+GcpRv9A7jJNeuHtX6PPXS79wuIt0bnarOeTLA17box2fsxz6Lg6cjzuNjeKR4S4f28Sl0m5w4FrFR4caWeL9DBNxtYPQLLN5GYVrf5BAzJvhJWGtZ3BGvxzjawag2U/grKnEpNYmDNRgHI97vst3XOTAHYzHFAmXPxM1ZwrMtE828gYEhopczi6axfB9gaf/Nrz5K0zAxV65exZ1mkFY56/3Obz/G/YyoUsDnCAlwgNpK48QMi/I0xlBhaBvFD2HYJs8UW1Mn2ScuA3To3MNlqV/DKk3b6koMzrUwhPZQg6lWm2HB8SRKjm5gDezx3hDxNccL4Dr09cwx7hslPcYPhkK4m8QN4S+8D/Dv1BjoNJZJss/ilSEM/VY/XJLllI/3bL+7v0wZF+Ly7Np75vFjKtflu9wLInm+AB+c/x0s9KgwG16em0eAquA0FQQ9/67X6oXoawBAkUaCNo//mIEw3OdtR51UMRkox3fsmN8xIQG+Fid5j9ChAeBY8bgjCQa2rKxwMzjiSiAFZINJaEctQ8Inl2L75Bid7HXarA+jedjcFwiuy4QEkpt2B6IFcbMtZ9/F6ON9qR/lqb8Y6WxpSZRnmaHngFszWEZEW44S5U4FN1wccJD76cL9uSKLBEN2BxlFRgvkEch1YgAPZ8IoWa7JNpVrkUoOqQt8HBs5IhFeTnBzOx/DMEBPNs593zNVIAYuVCJbLBS01vYIHu8ds2MoRE84bffPj9EI6xG2luH4FeImN+AxFy5aXvtcOEswbY/65Gk8EcRwFf+l3ZGP/jgW4edIu0I3OFrlKYVycllZr5iRPzrAH9/3YyrX1mu7/G3dfqzPXH6Xe7EzLN7POKsLiL50+uHJiQhm80oUXei2tnd5Dp4H9zOBJZndMOMsDnD4L56/SDNX4XDhalrgQh8jidHo3Vs8RARuMdxGiZpfgANnAdzaY2+zxBYPihO4tGMImTh9CgtTB8+q7M6yD8JKn8YporaPr3BOE/DdxBCyz44efWmPkUQ8091dYK0WCyXjZOi02C1EP6bQTx4SCOIEfeH76EyvrO+i98cPk+g/nlW9wHPQILjO43nayqaGIeH0dBECu1jYKB8YaTCZneSsH/o0pScJ+KybT41dPXU42iaLwIHtRvxmBmPwUR8vjqm35x9caMW2gl/6ITY1LDFv4+A7iHDQA973JMg+nLvcvGOlmkM4iPFu0/RAtX1OLqjA6RvfUrpxEVcjJT5Gkc8/TWXMbYcpcIFyTQVnvPa+eBj1jq4L7uR7edaaN1JBPH+cFZrr+CcFlzzmE0FjwjrTSFZaKsrIqcU1N07nXN8xpuE2LhI+LytIcFi864Txnp8mfoBDJuIKUVLcJL/FLgB9xqYgtAMdQoMAuK1OnVh2ODUCs33RBaXLlsFoj9wbZRfRz3bGhPakutGEiolGnX4HgMhTkaCN2iNHWFxTcvn0lwmW+26Jue++mxN9Y3LwFnmAkQpJdZp8jNPXQtRFcGLCWAerIu1uMbNa9OXYU+jYDVGIxajA+LIfLioFkWy/SG8gALnSE/zq5ATcH74z2Men7kuO36MZJJKmcSaikYdOmCSu3w2Q+BQiqH50jJVaHZSO9Z68595bFw79JP2G/GPd/HJ1ty2W6yIlwXTxc3JjpA8C28THL3ZtkM+22Qc/QkpY+vE6wy7DL9/PXCOPYpz8Lvmj35RnymOQx837fkyqPMyfr/N3/OCPeYITB3bh4ypXZJtG42eZ9x8qCk+mV27ejNd8x8Xlk0c4bRN9Z4+mXr90Jb3O3ukxYIeZO+3DfXkQ1wSLveK1x4C4tbPZxAoOfNA3wBXuQSRx3QFO6iDDPQcKU2WR2t1hIwbMgJbmccT/MQyVqkJqbNndRIWyj8dCnW2vnrXU453jXVzVaB00KfpUQ0UhLp2ymO93MK48eUGwiB0IOOoqAlx4xGs3omix0cO4A8yjCi4yctn7/DlUDwgeGfBC2NXZItiHi+3xrIoqYxYiKyfcgthPWRYLySXac5MzrgfM1ed4sBgDU1F4gM5RXbynG7r9Uv37EXvOlXKEfZv8Luoe8mUwXGHvJhC3B6oa+vbXv5GWVy6lDz/4VQT9cHzELRdnuW7j1p5PZawtJ5eVyzRPGdfz+b1X8MXrM7w8d1/Y5sJGiFQKsLJSwPl7XhcEtEDzSVT8eO0z3yufCGTJ4AkQ9zWP6SIDwFRMm99N+RoYnDhxGBZlSkxE0KiLydhkMIz448qzzYCssL9U3SHsIBa4zKUoXp6yjaHFNjynnsCzDXIDToAgjhAWOcgARKxCmXuyzd4LYPGOugxPSzNVEFdK/yzLNjvx1EFKhD3My7b6UYzo0jfza5iScOwdmtftq57rg6WZ6yZ706dwnXGyxdkt+LRpAKoRQgt9N3BgpUa3IpIHQaV9BeaWHe3kntcii1yeOt45JgDVUxeTBDG3ghL/AM5B5Jdw+Z7v2C45mFDcg7Dml0S5GcD9y3G2CZADCqG7zE7r7JsHceU2havJMbMcjXG6dkkkr1y5EvW42pvviHFxnPTL04KpyAW0KBscARZKCQFTWuD/KNk/cvV2JqNBlGV5tv8MN0b98X1TgZG/Sx5LLL9910Wn5C35/V3K9cRG3/W37zlmYoKckGOovs0oT3c+vg2RYz808P3Ba+8QdIIgtzO45HQgJrT71q030op6yy/uwX0SWAIu0AWp6THCjHsTXeQJOnQXKOGouK8hUDwWji30uUsXCDw7ivw+iQvPBYgiSmSCZxCjAH/EnjpDcYQuGSR5Gj29eLAhgVG3Cn7W0A3LlTYJiiuB1mItAXU+QIPSDa6vX7qW5tB/tynzk92X6W57O/WQSJrsoupATBmmIKzqad0V4+I5xgJQBU5LcHpd7r3BWTzfu3IT3Xo13ZtYTZ8T0m2NCEfb4J1Jyzs9pK+o0MDZ2NNPXvGJaR2LceiFuQfwqQ99OYvL26+/mW698WZae/YCFVs2FnqGvSqeJgtS4AvlF5yMykZ/vMdsjXH0Vsnj9/lr535JhQ74vMyzf+RMbsaCcOVaxeWX17nwglx+F2Q6/575S0PKN3ei0haDHMiHeV9CoX+hSOKnlOW3H8uXczMYr9ulnq6+CETtTw/wmTxEcXuZFcfJAScJMbOMKZBVh3GBLyKos4pvrrMlHGIIVyknZvl+B4EDgcMAwySxHAfK1DcoBQn6l/tkn7kubdSyqU5QoigR9zQ2uVpXO7+Pe4hxoVt0Iz5BLrjnIUOHRwSMYCDkPLTa0YsQ92QJVZx73o4TQadWk3mt02SsSa/tY5uoR15b1xSI5WFGilWm2I0DUkbMStomKjgZvd+EU8jnNXOkBYuC5WdxHR2V4uCIILogaIAw7Fn4VFKXZMYxNIhFg4+T3jYIS/WUxaVLwqwlVFj43MnqPfP5WzVI3sr4JSLb7i9VGJnwWVfAimfxHm1x7LzHozOcLfjo+PlOjC9EzWvHOAgnsDv/XinHhUN4Wp7PvS/eaNTwIDonj+qYGVQJitr37t6DM8KQjKjbog5MwmkMHZ3W7jHgu0yEnTk2KnhI29bTp+yeOcTTAcLCPLDccTlB2OwqVmUEb2APdx/t5IxziOQWuvox3OnG2F11xCImIZGjVZc/zti9YGOGQUo6+8AComVMgsB7/CcrEFsDYJvUPRruy4jffa6PkSRA0mAEZEremFlIby2spJl+M22xwWGXsbp7/IKo520IsBsJIHK0YQDBVLXjiqtniXUO8CM+hcFZYEG+jJ52GbWBrjtjC5eRKGbTF1sv0/u0MdY62mAwXS3nx7TPGJ4afWNcqSckEeAfBEtcoq3iyjT4JMOgFGLdugBqKPTgO8fZc2hMllM+jne5JxUtv/0uecq39woO+I7Xfngr8lK1bcmVlILKb18wed+PjS/P/C73eRTJgr+8l9/xtwcviRQi4ASTSX1VB3EkCBPPdeJ0krl6es98vlPqGuf5wlyOaagPpvU46faIzl3V6IDpw4moqB3e8UzAQ8NgwemNMbChZ3KlGHVeAmnSiTTaAMXTeLRP2a7CxrgT+Y1VZ7vDnYH+BmFF1+TZGv+o/5zS6AFGXVZ8CdCAiBQqtGtY8jwtcObSXBCOCXYQeLawUdjbRF0XwSVo9sOkSCvHOyAu0yQT6Aju0H4GDEEaiQNQzRMdpPS+iGVy77GELWCDziZgyHQMHS1lSvB4nTGUQLj/HC4S5DfIhrE33Xd9AofRoy0eu+t7cspy416LrK7cliM8rdf6hYOwM4+ET1Hbe2UHhve4EdxonOMDxoW10PsgfJSh4lVEph8RC1BOz8aOkvop+265fhwzf9sO691vE3BhRDRjgllOLDpZerEY6+HPqMT8VYiteS3XPH60bvs7+sgz+yAH6GJunYqmDx8+jF1lhkeLoMgurOBAhfZ0WRQ7qCo8OhY2M+1hsT7EMKMKqRxCZoSlCKsHvhyBB0okLvQu6ANDgzEXXuxupfX9HfZDe0ZRJvpTGESM4iRezjJOFbwbDo5ZcFD5DFDZKOb34S4lfrHQ09UmejwNS/vEdzymHeI3q/Johxx+kct4MiBKD8F/Q5gZE1M3nCOOkIBNSccYF108B3CcBYRume2gj9Sz4JCzdKbnL6Kf5ExsonDtomKpqh6YzPk32c8uPCXUGmEVs5keEXT4RIMVdbgAOOSOSaT4zriti5hHtBxyJIzjax7730Hnq1pokjlZkvhvXefT76NLPi/5/C7X5X7+/SVBDSIZyDoqPBDqXC3nkagU4rf5bLAxGs8n75dnVhZe7jRepGuiU5Qgtplw/nYyLbESi4h2PCYqq4OiVml4iIUgytYmVleQVjE7xFbqccKbRFADWZR4hsERKNAJAAAroEz+9tp2H0JMJEKrT1cDoRSxVRLLxYVVkZmrwvkIvZHv6MPFMHJN80DCELlHsqAimojcizN54FwRn1ucsWP7Jlaw6kGEBO8AQlTn3E0PJ6vWJvhGpMEPU8LZod+2S9gJo7AcA58D4CSshJH0wz4YIbrAh14G8RJOKvIlWpan6OI7k4hZijcSoPCtox1aUV3d5Tjl1K3vFLGyAxfSYFJbljtNhJGEyOdOuhjD0bVtFWl1BzJJQNxV5Rg5rhJM+2IbAifIbxnsHYn3YsxH/fC5yW/LFc4xdvTVOr3nGHjPa7/FF9u5bdQbyrUt3vOZ5fjbNokbpWy/y/hbju/FAsJE9bfv+b51qk/12I+peR3u89ZNx9MjR+/fvx/vLrOjZAPR9PPVZ2kGndoucN7AibuBhNQnupTHCudwYUgJLGKHEB5xU51LQx9ZOMPZ1y6Eumk3gkoQJ4hnQwh1n8XX6Pu6zsWuMVBdP0iNYTIa4/Stgb5Cx+sjiSgyt+oed93o23dEO4Sj0c2V3gzN1o4+gee822WLb4t95Q9ngeUY2xB3ddJm/PAFPuL+EWHV5FyPiekaRAxCrOQhXCW0J+CHHOlJle3C0xgCQc4TDFjHSHhy3M85EfLTR/fTRgTOpT+OHThXpe4qc0mrvWdHRTxH+qB9QdgH/L2vkzuwevb4SXqJDnZ1dRXkzxHHHEPb4fOJmJdfEj3H2DJKMp9jK14WPPNZGWuvz+cvbRihZDwLntwXSgE2wFSQxvMiyovlnnm99uO5tiK8K6HHMNgowBFWUlfZOjqnDlupJrCSTbFP0+1UbZT/UIkA7OYWIaLgVNx6qN/fAOAZ+cVOWe4Ku3Q85fDweD+suB5gPkEoqcN9kABx1C2Buj8ouo07gVmpWiiW28QDnCT0k3Hz3Guqu4Eh0NwDewLH6KHkToQBA7+4ciFcK2ILE20f4k9om09ODtLkAMskv92H7VbB2DzPIHAFpN02qLiLbhOugIdY/dTrIeKx8o6hI0JSGa2UEFGRCtEpjB9MXuHI6bOpNgHMURtYTjUU6HDYLB66UczIxUHMJIBB3KBuTmIGhXbxLnBya6BEaRNuYBukNN6knO3eC0+fhOuAUPqOE0zdrt4FIl04ckMU2/RT/aPlG4YfFEQfxRZTxKE5xtBFLU4VpIHGgQw/OrhKfS1NEkV1kY738+fPg6g6phJX/fkmUTc4nv5WGgi86rWFWAAAIABJREFUYGwV4ZuIbRLqIF7QSrdwSuyMJi4Bo5cZpxhnOS4VmfrHGZuz/ZRoNSxiEkt3dGX8lNPIE6jD7hQQ1BHN5VOfBgENhNyItrsYGMosTt+LiecE5VgLLLoNDqFqLqIyeLHJuewEYIb73iFI86On6+kap/jNDqfSOtv7Pt7g7Bks1VqAnZ49OKqlS9fSs8M1uMitsA4fIY5XMNRBfQIf9mnL9NwUQSr0AMBvcGwJqep6enT3Xjp4+Tx99cZlXMBO0jpGkz2Ge48YAttw/Xu4im2wCFZ6GwTaxd8S/0R9ZSuMXR8Ch9YXAs08IsTg8ixbgcELYW+oQRdz+Gvcauw6O7T2u+n/u/My/XZpwIkTbPLobECQNtNLiK6LeA/x+QgKoZ6fl6McCa9RyId8rK/Rb6U16P5f7WyAM7js9DGqENT3kAVmF6fwLeZdAwJbZbz++Xe/nr71ta+n5aUr6af/8FH627//edrXYMPcYXbEOKmX1a2nxsmSGyxI//4n/52F2rGA4WBOSItEg+lJ/HnDaJPVZnLQ424hlIkCxi6QJg83o7XMc7BAEdHEIHntPYPbyIlr2XcXjvhVBabiksreCu0LIpnf/P1/C/Es3yVXIZx+uyJ7vnR9mlUNwiOxcJK44tR0RoUYyJHY8EB83onO0hAHUO7HCeREl3BVmf1GYZZITsB9HuNMq8JXrmnAt2KBejRXL9+XMIv0MUlABOvznhPPtlUxiggU6z5iZXVyuz9Tg8PMEtY+lkr3nxttXKtfGzFJ159FDoDvQahquD4McCovfdav0hXfsk3RV4iXYrQiu5yierUQRZeuBqegAYOm0kZEhVPCa4G0tl3RAzoNasMFMW+H6nsY1HHa5MQ/lrg7qPRJPc0JdfacBPx2m+cuIbZ0otfPUaIjF144cieOE956u3A5IrgfdUFFnK6JPCj/8z0XAqMe4ajLeCxfWAyrrKdfSuwmRn6btluuW3gEZ8RY6BjurpOST1/PEp7OcRBGwkuC5rUipff1S8xwzWOm25Hle5yw2EyWeM6P+BYnHFvh4fv1et7a6n3H13dN5vGedMHyy2/FfTmd0/AoyMxB1E9Zlne+Psuaa80QjIRza3jH/fwnuP28Dse8z8Dt7L/EBYadSkwyQC12Mo4sYtT9iCNfX2D9nrvx1fAMaMKp77Mt8JBgE8dMYpwZmJgu2o4Ii5KBoivHBJc4ST/8xtvpf//BH6cxwoUN2Zv988/vpQ85BOw3uAGtqm+G4eiBJ/fRS06x+cKgLPrVmuxzFUJz6/ql9IPv/gmE6Sss+N30m08+S3///s/Ts/UN40CHpVpm4gli/QsWycbmaqgUuuBC3wUJlYGbDjwYuo1ucYo6FpiL4oZGKMMWNsCHATi3GVuNaWvo4zECAsRTGBMlGF0EG8yld2/dSv/sm38UG0iWFlfi6Nu/P/0H5nDGZXHcxcxxdcEGk0PtxRIA3smIwZbQRXd10cswVjlvxSPpSh67zNB5bZIelOu48Xv+OPbn8/jbFDjBtWX8wUSylF9eLoVLmyWGFibyCzQnjlyKEUt0fRFBi76qEEkbJkA811jfLd/3pEXTCUpu3g5dpMcb7BHxRGQ36jY2EhS/3fRyi4jLuBAtYw62fAoLcUOOyQXBe+WTO57zqRsUmcOpWWDG4oIIQTuhe/z2/HB2NdCGPVbj6gyTGP0L4LeKmCwOir5kzLPUOVBMRYyEuNoHuVqTBHKDLV1PnnJsKDqVtbU1dEUQHvo4O0NYVYiM7WtRjgtEEEoQXF2V/6rc1xNgD+tnnBPMvbAIQvQCkZiwGo0U/eW8DlAdSKAlAB2U8yyMiPw5sLH99x1FeNte9L/CSjFcYuBHmFiWYzgkn4uI+l69D8xbRGjLcvz8dNQrIfKIvO7c0Q3J33KMcn51Jz/JPjr2lmG/bYMLp2XZPuv32/YJR3/7jokckU/4B94wGobZZ8ioD9jBZXhtAN9Sjlbs8EflnVKH9UrKxC3VJeaV8/K+u6ksmybkOqgs4CMOsIA6iT1RsIF7zg9uvp7uDO6m2/sEa4Hr0E3HulD/ha7brXlqmhsYWSa/+695D+6bQ+4H1TsQU5zwMaro+N1na2AVIhy+qWxz7TB+Y0e76dWpa+ndOYxcPfHzOL359bfTN169lv7v25+mH3/+Bedqg+PghoSsA3dpqLFTcHAOl5gWhPcUbu6t65fT//YXf5Zaey9TfX4qXf9n36Vx7fSXP/6JQGMb8Xw24nAchAzIkWXw0fnfyP/GFxA3ajjIf+XGtfS9b30jXb5wAR36AaHd7qZffHKX91h8kNTUietuBuXMe59ptgSvx7wZB59rlP8KutSvXH8tdKGGR9NVyF0zEcxauDNO0OQYe98VF2RGhkQB0oXIKFoD4BH+zY4fun/dpA7xziB2XIyZ42Qq3wUX4iZ/LPN8KngROCVykcxTPt43/UFE0pdKgb5UCvFa51yTE0nW1Ymofs8JG5WDzOpQnBAHGAby/ayn8j07IlemHmS4OIzzcbpskZPQXlhaCCveBiuoA1ln5XLSnYJcuwzWAavzFcKv270IXyakmUBySfZZ3Z3HHDCHgtPRfSOCUYDsA8QsJ6o7oZqcpzNgx8Em4aaerxKPD92Rfm0GKJilH4pRmZDJtTKtQDJjWzKXEaFczXajLI9bcKE4GumO7NvjZ4/Tw0cPOUluK8TcaXcFNfBFROejwec6J+RVMV6InDoRq9wPeQI0i72yTGm5UsVnYdIAEaYQ4yXMB7iWzOJS4ni4w+KIfawSDAO8xqmQIjtij0TPveOKuRO0T+uz99yN06MTEgPdjiRgnnkuMdOa6MKwTd6CbOJAEBTqK4TMMdRFSA7G546z+SV2BWf8joWTunwuAfW3sDJZllymn/KO9Xg/tsPBQkj05AJjFxDlSeTUEdYMCTZC5hCT4OqsP4wdiHBaeS3HPlp2tJt3/W3yXT/ussp4/SV+y60fcK61ZxrZHgW4Gtzy5fnl9DHwPsAf1R0rRslWzaPv7gELt7trqiyGU+poL7/LQopfI+Myxhk4M1izx1A7behkSjqt6AbEdkYIRw+RdIax/gJ3qr96/4O0xAL4Fot669JluEP2dqMCuAmxnKVdG8yBOnOuAs510TfKwV9l580yW1N3XjwlsAS64S2OqoWhmAHnLly8hL8h5QgviI7bf5UgGnD2+gIDkIBbSGvOKNDQ8b+AEeZf/fAH6dvvvIGIj3P53NtpcZmjcFE5POMsmqqSIrhrYAiTukWJq3jl4u7WRmw4EcNACdCztz/59HMO+/ogbTF/QczgvgMaUS0LjmPLeIhDY0hyKrdkSPrgvsZa1TN9dKVyz8fgvAu7n6jfOQl+hsRA/0wFp/w2+bzc89qxlRkwBS7E+4XDRFqJJ3/gHws05UaMrvntThERUwIoMjjZ8lZCtnOBDBJOn+s7lzmIkSM05XkMq4RH7skzeBv4QF65fIkVh/3MIPhjznHp4jaQtz6pr5KzUOcpt2m07QkQLBPVGg7adrLPsu9kOAOG/ALLlNxtbD8LwqHuCbG+tZI+f/g0ffzoWXqKknwdxbPHwl5Y5LD4q9fS18aNPLIAYSTQAJNUdxqO0+E3SC93RBSWEHGo17odrDrvy4VduLjC8aJr6Y0VOFMIj/eWFpYDKcKyTH8l3CKDyMKP2InB3n7amjnMBqI184aFhwkPIVefOMtH8fYi5R3CVWwhwunPpqFJDismJLpG+6ebibC3jS0muwuIOhsXFQk/tD5WaQ95mkN8F3lYt+lHDlxiyH51mhI1x8d37GMPMcmxMxDsAg75Ptc1xE8XEVriZL0FZ1xE7acIWazfwkvJwHyxF5hv4SK+SAw1rDFboj7LkVuVq8yWYkVL8rDQ2U/bLf7ZDnHMj6L91YsX4l7JYz4/BY/LpIgb/PFRee4zWVS/bbvGB/1BZ9FTqdJwZ02XewZcgW1PX/nKu2nq+cv0048/5lTDHAFJg1gF63ENQqgYLB5OIub2ZtnbLoc6JDQZ7z5CFN9lwtem59Mv2ifpow9vxymHX7mylIYbO2kNpuAFusgGgXCvYIiZA557LJJrEMjTbXZn0aZXr15JX339ZtpZJ8o4df6n//Kf0xX8DBdY/Pv3nqa//YhgGuCxBHJ3V59lNhOg6xe2KKeALIQIZiT8f4GpZLJOYEmt6hItz3tvTbD5AkJYR1QZRzI6dR85eXuK6cBKaWfEN8VYH6G3dOG+/fRx+m8QfuH4849+lT787DMC14D2jKg4GgfuMdZykXoDdICVuNrAf1NdRl2/YvDdMT1h4T7GD9N4j9lomuPQUjXcel48GcWz+V/GtuBi+X1+nMu1+Gkyb8AF2vQHE8lSgd+lQAuTQ/F3FM7EVcxcYaVxMusq4TGuTlB1jT7zfSeFK7nvyNbzH0CJVAcg4TBdAbHr6NnWUWA7MLofx4FkIhG+Z0b/nmBSjyNuiMCOZzjj0g54DZtF4gqrconBaBuD86DOU9j2Y06sc+K+JHhG28kMMNyn+vRF1s1cvXI5XQXpBhv3gRgrGKK+InG035UukAjVAMQvaot2aDRo4KYBsUEUmGdQfwBRObyyzKTKFmpbKMc0gCDVqnMYsfDNo2ANT57FPOjokD5a0eCgiiila4b7gGcJckBmRBD2BXNdq9CHNdoAcWgKT/rhzhmV3apBxtQN0UaRU7hLPISFcLOtbu2yT+ob/e1CUoPbc2w00sj5KQk4fm4AMPnMd/yexfgg4fS59yw/FkvGyPpM1mef5WS9JyET2cWLHu0oZRVCZnm+Yz4wixKy2OO92JMu/IC/ZRjEw/oKTnm/B+WlaUgAmaD7zDp8vyT7Xxa3qBccM5HtLJ/PXcB1VZGz3kGd8BGTvQ0hOYJAIytDMODu4c76RPN+46030ywnHH5w5zZReCppD3hdPn6Zjnaep+7OKpwfZxUq7cB12Z4u+j3LnyT0V3OfBh+Bz/gXthnfHVbKHSL53L7/LLhU9Y4usjWIbg2cmYU5WERtc9SF0EIoOxBRjzWYwoH9EvPv8ZP76T3O3fkPv74buCBB3kIi02XOgM4eG9KnX244sP8aT5xIQWj8jk9KT8Cdv/7gI8KsbVIPuPPJ/XT3yWp6js7VfT5DAlC41ZI30C9C2JzM9E1DiHEEjlnhj6Cad/Ai2Tn8m4D5OoeRHVBdcwpvEjaDTOHwPqkURn7TBq5PWxjkol2oKsbYJDH76ptp8tLVwNHe00cYx7Y4uRQOOnBLgprH1nkXsjs4k8XuPK5R8O/54/uZhrgojOYd7Xd8TNKM/yWRNHN5Id4696cgnd9yL+KzVkCJj9zkytJyGDwkiCHiAfjgQkByUyAn79oc63Cv6AmI6Hqi6JmNLLgnYPmeYZJzfBpGChX11XTz6ixBAFoxKS3HZDsKsJzAIrnEIdrJ6Je+OGk0DMjRzNURRZbm09VXLsM5Xkzf/+rb+KaNp6uIVAuILv3WTQ5tmsRSjpii1QvBIbhS6vRAJEXGAww2QTiCM8jWfl1PPM2wqaGI/ofzLRNrqLeABEpdIio3XW46TLo2HKNcKpqwjBxyhUiE7rUeh4MyZqHtqgC7nXX2vANjickkItwpHFcDojlOgRK4cXZrROAKjqMdwvHxehAUdxFp4Z9BRJdwei0KzMn5g+jciHbKocGuBbek07OcgmOk76iwk3iaXx9XDXaOuZHphbdsr1KE1ukhSjr77jtlLCSmXpexcPKKpIFj4I/PfFfCpyb4BDWDi51jXMRxCbHwHud8GR35VdVYh+UE8YNbk7BfZlJV2RNvKrhWcNZ71ulv20gl8dv3Sx7bgg2fMnjM5Pdc67vs9tglr/6SG9uHQYh9Xa5aI1xE4GcxH4MATvBZeHknna4+S0ebLyFP4DU4C5BG8wDJCSOfR0csodKpD9iyiLrgkAKnwQt4ZiQdA0nTB+cH9zvAQf25jt6qa4YGSZHrh0A9e/I83Vn8Alcszs3Z3CNIL2owiO3mzsvAU2FwCKE+YWeaapdDVT7ovgM2lBlxBKhVwiBs+Aun3Eg/+fmv0vu/uh2O4gCcNmY4G4tSPquuixvt7oonwN4dPbGdl/mh7r6OyCwr8QJrteN2CuyUEl3sAy8Y7xZitPgtshpRbN9TSAMvUOdcwCPj5lvpdO4iLkmddNTcojy4e1QJJvHC8S84JbksYxgZ/id/7Lup5Hf8S/Kenz+ISPpSIPHo7VKgP6MSJlSXgXTSCoTw5WKiXrp0CTeA7eAIJJwCxOdGB/E7BodGyEqKqOMQDpHbfPr06Xc3ZHfNhalJkEiFP7Y2Vm1gmhYXOBcHMVzksD25PHEMpJb6k8d7liuhdOKjhUT5i9sJ7dQV5gKK6Cbh9/sYGiq4zbx2bSWs571dLOwMaGO9nTaJuiKX6rk0DeRsrfVnEwlEEi5OWr8lHF5XFaERjdXNOPCs8yOFPs0nTxWuQGKpMWASF6oKe7QP3QnhKsjEUNwtA64ztbuN4gNBkXOfArY1iGj4cwI+3Zsm4B7V92gd1ldO2I7TBlUPJkXYMgbCWL2gnD0V5agtIEdnxHGqn7QfJmFrPssTborAcnj21XHSHWeTo0sjSjQDozO27kuBF0wWd+WIxEX/WIikSO3HfPbVPAWGXhdH+ogcDTG3HRpcmLcw9liDIR4z83NpR5FcWErgR1yxRF3n/HHCnJ0iolpHmTguotlYxTf1W24srHB3jmuZJN63PftYflcWLoSD/zH5a1j8O02IGfOzUUcFQ90t9N593HV0XTOslwe91fnMQQj2PnkvzoTvw/1VERlPwZ8uMPIAtnF2j0AK6PtJHOewwBG0bjKos7VxToKB/9g0qg6NI084IGsbyWoM7rHFp4IPo6cfrhOPUodscd0IRXfQ90lkNtmrfQSRnsRDY5qAvTqUd2jTJL65KKvYgsiGDmDZU9oCnoZ3C3WU+g9yuNB5JGsbLhWoACsIO4+wVadLwGCZ0yB1Qh9H8jmFMG5AfE/x9dRpXCLrWfO8FMGBmwTEcH92jzgKuuQZzV/1kTuDuoQO1AFfTxWJrGOoKkhR20A3qiJmFxfT5PKl9JJTI7eZr7hgIo5TNnmsKxb/GK+80A31RrH+PyCVcTbr2Zxj3E0ZNyDk2chxThRhlcg5oDIjxLSx4TSOqKC0YNI44/M+4i/KltCR6VHvXu1TiODLdY7OROm7yGA+ePkiDRAF4sAogN6kERpGHNgmFi65TkNSOZG8dpK8fEk4KSzX1xGpPPSLQwHTQQ8fQADewyWov4Nx4Ahrra5CsrDo8IKg0J4OJ8zJbSYcXRsQVt1c6ALUBO4NC+BYRXNYBkQFjtLTDdW99WDztbTrjO2qWseCODOjOKSjuuopCBn9ztyPhBhLsS44uBjRdUYur8Ihy7hzBqV+n9D9FQ7/roM8Jn0RJS6MSAxCBYRQpG5hkOoiAxl8oIaup8KOAvU7NY8CRd9TBRZ14tyJvOMcdlbtUj9FVmjYBYIr7B8+BglRknPQWp3+noYiE+shY6HqQ05eIqmIqhgu5+9Ydul/HyOQcO/gfmJAEYnhNu4rjk8hiH6bJI5yoX4Unw8PRWj6A/Ua4svXHx2fMQbhGCeO5iGBDvoQgQV0abtMXNswNYt/HwtCjboa4JAi/bNnz2L85zFKhe4aqcLJq57UdMT2S+HmguUJhUsLSxjDttFNAzsWDYmvqpUZFgMJvE7GnjbYw6jSwVgSRJK/rDOhlrA/4TvIyX9O/QnUE3232TGOLuKn4GUHeMo1uehX1NURYOIvvv4dOLanaXXf87E5YwZfRBfiRXSJq7gHPdpeS1XULfga4NaDHp54mgvECzvaWocgIIL38FsdB9eJzN+AUA0b0ziZb6UliNe/+pc/CNgfSqias+m//o+/S09wv5nHOv3u/Gs4zrcxWLJ4swjrq7pNEBT9GbU4TzVm8IRgFNrMHURjjzpeWl4JwtNGzJbzTZwZc8xiP4YLEV2N/jXwz9TdrQpXptRhvEVhBdaGw/fskPnD3JFA1iBqLZBmnrG7BI6O4Wi/jw/TEEIrzPchdkpZx+CzWxDHqWcTOLSYt9OMTY1+eVroEBw6BZ6K17UJ1C9ww5vQhyPwRLw0BsPFBQJj0MZpRO2mhq97v0ivzV9Ii3C/q8draR8/ZtxECDHHphCkGJkfF0oNvPpSK+UEUyCXOyJ64lEhii6GeVEGLPTL7bHiu+Pt3Nfw4+JpG+L4Bqnx2Qqa53L8tpCh3tAkV2M5UXD6LFnhkI4pGjcA7imUQhFhAmONwWE7xxIQtrmBrI2ZFhOFMzTgYgxL5WSz/FnO0ChJ4ujqbpLzMQ99B2k7aQeEMnBAh9Wogj5x5e3r6Qr7TpfRiQEX9pzicA6wtFJ5JodRZ+SsdImJUYarqYK0cmsqkgvgPACdg2ZoNUCiPQ1cgKYgPIqWEgtXbY1Pruq6LSjqqCz2CFlAAmDlPmwx90GybANVdJFLwt+RPji5ZRKt07b5LTyDw2HVi/vcs6kSLo0vTjxhkbk1fEgRa11E3DJmEvaKeMLW3RwRpYeJL/HyqNIgxOSLd0b1lfcs27rNYz+Eux+JlTAX4f1tHY6XBKVw5JZXxkiCuw+XaV4RzE/BI/N43/LUpYmwEjKTXGJ4HWTARdm+V3BCePjb+rssXrazlC1nYb3mEbkN42U9ASvu2b6WCyfv2G7dpMzr7ygP/LDvJss0/wDibt0GGCl1RQb+GBdyHAJo/69evQyxqaRPP7kTZcmteFRFrbYUfbqDi85eF+MGGwLqXQw0VQL2QgDqcIX6FBpsZLqF0zbV4z0DjmUXJ7n/JtGfrt98LV2+fBnXMTwVIN7Ly5+mF4j3rOjRnGl0dzWkA3XWHXSTqjkawgCOVAIxyVid4Fupasj52EVfK2wWWQBevXIN16MW3gpY39nKuYPOzwX3qIsl3nFT7KZN7txxJVEh1gF/kaFgKlhZgM8A3NVlZ42Fr72KXAauhVWb+bSLsQnzEGWgyya754wfoa+dgBBWnJeUBXEAVowrFu8FGIwb6G+X8K12a+7WcD/URDPQCA2yzieQHTzAuMiYnaADPcRzYIc+HXAmeI0yHVeZNcdV9UwPvNXzRD9oA2qEqo3nZDuXaEcsA97yQZ5//vrdZPmm2JYoQkaFVGYRJn+LRHIxNkKLot9SWMsuBdAkGupbIDYAnARBL9H5ZVhkieIWXOQKrLnIp67Eiei+agdPZC1Kd6+dnJZre0TKQH7ITsM28E4Nq9wpnM88K+k3bryRlrBmP/nkCyKcIIqDCHUG2POwVSIMWNH2ANz8jIQSQixxso3APvoLguR+qnOiDn5X2Ddbw2IpnkggRV4NLb7uroaAQcDV1ZbBpgDFywYIXjtBJIGblTiqiwunOUU4uKUCS+s1BQGBoAJOJjElsXqFIwRIEUmE4uMuA98xPqYro9Z1RyhgD5zcvuZ2RmqM9rYhCopa+cyO3D+JgONWCJtwFrbeE4l05lacFtZy8+aTmPn8fHu977u+I5EqZRSx2PEtyfZFHwNZhxiyFtPai/V4X6K7p0M0fZagy/1bt0RKmFuvyfIsw3oCJxxC8FEHe4POFsItF5Nxax4XmpGvKnAx2X4DKfi+eWy/Ip7f1qMf3vlkfuvwuXgJjx3XtkuXsYsYRHqjgCLBiVMuaIXEAQGGMmj5rpB3egyna8TC+hwGMIiGOrkJdoi8gPhNYq0dojLqQGx1aNAAp456F/VOm4W+hkg+BYFsb0LM8AYRLrbVxVmf0AW5ZjjdE8dMTjTG24UavSa4vr0B14ZIq867hz5WojTJwrKMcWhlbim9wpx8urqW7qBH73AY2QRbEge8K3ujy84pBN5zYPrc68ScA7ucECQZEAlRm7nQwMjqtZs03Cp8gkuOGxBcNE5hKMbhnukax5Pg22zpEjylIdQNTbzZ30HK/Ndf/2b6o4uL6c6zZ+m9+1+kDccEaQkFWajb3DwB9BgDozFxgFkVIy5EsgqRnwGmugedRBxWJZiM0+K7kduVlsLPkzkT82U00AW/Rj/PngWO0WfhSLVxv7wH7rjCMuFoYC4gEykz+Lt85+sRcZRQ8NxnHLkMePF0QXcyzuDomb+Mf+M0UUfoHgOG0YV7gYAgVJcVTK4ir8CZeNlgkdM8Jr+djE4SCdskRFDltVsWeygkliZn0o2FlbTz8PP07N7jtHLtSlq4hoUQv0CtdhHYVC4SQqZ/laTFjnsl+wwVidXTOypmNBSoC6nBmVknHQ/EPfXoBnQxA0Q8uTuTbVMxbVmxIkEIFTE8unKgyM5kqkGs9KPUKOOEs2/CKvoHsocOjG8KRUxgwrL9C9rKN6VGe5l4IPcEoucB7+l6c1yBo6Hd6iHVQep+QqnoglhZ8bGTDbUedcMuNo6rekzrLQTFa9vjb9viBFRXK1E8zz1KvHyWiSikYkSoJBy+70LnPcVQ4WVdpWxh5LX3zeuKU3CrjKvf1mc97m82idwSo9JW+2K5/tYlJaQdsprPhekAImS5ElhLkPjqceBimg0Q6tXAF9pivhhX8pW2WKcpFmImYaWe++nzkuyHhikDRoizT548SS/WXoTLWw+uc8JIPsDdA6ocjyoMQpMFBErAuKzTKI7TOFLiYCw59K7ahrgQJm+MgLX1UyQjNBiq6CD9xITspN98eg+iAxFlnJ+zFVJvggFSl21yB1OPWI4tfB7HUSWgCQo1TZMjE6ZYTN++dDXdunQlHSJdbbIIsZE1VVwgIV62b2t3PfwcZ8bhRmV0eGcIdzsJ4h0girlLaKhIDg7KIVcYF8AHzjGEwJ8ZEgamcSzujo3qqQg7KAGlPONMTqoTdy7AxHgsiAzD9ADdqe2ASJ4is0uO8SRONyGSf3L9WnoTtngcMXp/pZ1+g7qrTV+N7CPj5dn1HXY0NYBBnTYxRTmqgjnGWTw9t+8CP8dIvPGcLXFqhsGLeSYnShluBDGPSTiWa397/ft+m/2ADcF3AAAgAElEQVTsGRMyOElXKZHIB+FwDRBEyozkXxZ09jKdCHmdGw1ZM9IU+gdPi3NlHaDL2Uapq3/jHMdU2rgOFr+uRhIml4pZOyKw5YL8No/1lckVA0HeMHSQN4dWkgNAg4Q4MAEHsba6nq4s4UCLN78h5nfZabBPUAYgwxLGZILztD7LCp0qbbNfOeUVRnHco2BZTnmGkOEAyY3SrtgPzqpvmxxwUwFehToEvVa72KVAx0UBMtNXiJB6EXSprmYuqVX6JgG0jxoWRADPaaki6vFSEOIhxNgOincSQieDXNsuxKgNMdA404AYSMBOm7SHOo/Qyx3QZzlnRe4+RiDbq9+ksf9EHAlNQRDr9xMwAa4edCUxNI99K9/W4Rj524+/JSgSNp3HzeskdttZKYuORLL+DDO3TrK1k/ckeBJZP5YrDpQx932Jn98+d8xEfOs0TzYcOY55Y4DtcZGlGLiJHIQ12ivg+D1iJM/qjfbQZ9tseSa/vV/u2UY/JttneQbCdb++6YCdJ3//079N27iMQRKCi2qxiHnektvvNDoqroZPLzhUQWHc7qMDRieqeGlcgQl21ygG1pBQGhCkfmxNFV+RZFpT6beffpG+uP8EdKkRXHo39LSzOJIbV9H2HsH9uVZPQmCsD8qJGw0cYmU8/Ytbb6ebnGGzgBX4vQdfpI92X6Q2LjbQXHwjsWrjS3yw/gQCRZgxdMiVxXlOU8TV7uVuHCgmV22QmCHRzE+Zu6ec3NiBSWjAdTg280gZuvNpSxBujpPivyH91OGvrb0Mojpkbs6hf55Dj+qOsZ4aFsaph0rrBD37gHIjFiVEr21wEnSqMxhmLyJ93sVg1XZuMIbSlzhgjdMS54hVKRexyfG8Wxi2DuAU3fwh/CYAiIt23UWSoXUxk2mxrUZGz/PWmWpy7PP4KxGrhyzjL3y99lPyiAdy0WfnbntDJFW085u2ZkTiIgqwjlHyt8kCy2QIzgBSb8AJnW5tsM6/hsgyj6y67ym66gDuRD1hcsvBOUn9bXkip9+2wTaJFBpTIsgE4sYE+p38Lro3Vq6JOcR6zt9oQaArcpoQukMmkWJRFytaHQRyBwpTggkk2wuBYF0UQAJD40v0h4Wiy8qjjiMOPPcp8HITPCSMT/6n+GQ5rpb6YY1hKNKgU63olsIAh3jtxGKhQRywDsu3zbbCIdAR3OoDRq7RzC6NN6E/85ryRArhoHHEgBwdJojKV0gX4pr+ZxgWYEW6Agg4ewzBEEt5tJmxk9BYZ5d3TcLT5FiYhG0ZP+EvEZMASihKXt93POQ0/S5jE8hzDqks5/zH9/yYTwSWyEn0xBEX5IxfmaN1IbP+ggMSwNI+8+nk7oTMhDovpkYrsj6fH1om3LMLm2JrD+LZpW360XoEcOxioi3ubTe/8DHZPgcjcJL3fBbjZxnAwD73MMRNIN432PUibOQkjxGLL1++mokhbQhDAca5SDACk+DFK+58gXnYI+ismyPyGessSC5iispYumHraIMTENEWrmyMOdGD2BrI13X1kPE2dqQqo6mRfr7KmJ8E1ypfJ7PA/AAXxsHJSca1wfEQr1y+ku65wNA2YaZZs0kf+uDmFs7nOxp+ppfS5PVX0+y776TWPmIr7e4xD5uMDVvO0smzRxiTNI4gKRDN6CIL6WUIqlygE1KjyzIbPv7Fn/8o3YCIe7TCk6drRHF/kt7/xS9Z+DHGseDPYLTtEGVI5uCUuXgip6qHCvOifXSaPnx4Pw0vX0OYm0hbLJrHKGudJY6F7nU1APHtb7ybFhaX0pO1zfTwgw8hlBjomGOecjjA4Cg+y0hcuXqJ+YaKzR1iEOCgS4zxWVCLPELx9zyunrt99sw5azKf9CI4ySYTzEkSyM8kdYI5+FZkhYGQDIhJpFJJLDfktbHmWrwv4TM4gh1zlNU7Skh8LoNkZBz6HmUZdswJs0+UEI0iThDrsh4nYkm2p8kkUgYwfL0x7apwkO5T3sZSOi2XAqK5jYmX4VoIsgFHu8G+boPyHqP7aKkbwWFWmUxdi4TNbX5ycqYMB/pBf2K/uQTPmQQFc+Ix/UL8MK+DVzhso4tAGsiHSEhfDulLF9l+HGRTLdDBP22Mfdd19JWFSIaXgNXykRhb3ymIYaRr4a3orS7S/BJSHY9dxQ1W6znLitdyvbZD15oNnHJ5TYoX9ygwgh1EmHwmGWQwJrwEyk/hloSz421SpyjMLdNr82g0k4g4LrbFcTD5nkTPvOazbQFAnokz5vWZ1ybrlMCZ1y2bisQGJzaaevSBSay+zGvLLu8VYuxvbvM89y8T0hw6rimXzlh1iQZlfp8JrxMmn+M8MTGf+0wdtstkHUA3fgeMuRff3LePpZ+213a7P3gcHZn92GIfvp4gE5zZgxwVZRnOy1BiUx55yVg20ZffYCfNj67eTJ35pfThr3+RvmAhm6R9SiWe1WI4tW048BoW3EnC5s1MZ92rAW0rLLiK3y6Q9l0Re4A1WKIqwZFzkwh0YBo8hnUZF6gOHFELIvngxXN263Ca4sFmWoc4e5hXuMKx8NcQfQdjWQ3hjhqjRE1cvJwmIPaD196EjILz6go54MvIU2OoAqo1XMTw7dQDYRorsidx9jHEus01nbbTxfmL6c+///V0gK55HhH+1vVv4Rc9n+5+9mmcvCh+yVk717Rqax0XL4fM/QEeKodEU7oLwb/z6a/iKIoezw6A+xgE3a25HazmLQxSf/Enf4zagEhgw8+Zj7/hI62iDAhkg7boEieu6s5nEIyMb1lKEIZV6Ev8E5FMfkW7/M54IQ74KeNvNpP4IgLSF1xK0K2ICCYHxFVTq6KES/ceX3ZFNtkgyAaNzURSgjfu/lIGTfcf3QlEInPrKuPRku6qcSLwdpTp0QLjWLVbDHyLb0WyMkFtWCGY1ueeVBlAWXDjSMaBR6NtS69wmNgGAQh6UOFjxAkNO+ZVaXvEiu9xsmllNnNuEkWBwnfsVQ0AsRKPxGjvxwfi5ZyK3QOsZhJXud88kcnPYHuSoNFQNNRUCTCwizJ5I3wFZc9ByDPuU44GX087AlwEoYRLGMYCBFJ0mASewyOHEbpKskoMFfyEhXljbDhxLwYt+qFYxxlBiOG6YDkiLhTei/NoGEuRyDbLTTnGjqFIc54oWLbPCpG0TRKI0j6JoEhXiJbl6yrkO+YNvODaMi3be9bptUTL90/wzyvl5XZA4DGeBFELnMj9tAzft4/mM1kOP3M9EErvW5Z5ctlIExDt0n51kBJi1RROGp9pgTXZLj860FuGqdQlp2dd9s82tKBU9nOW42I1NNjWe/cexGLojqeACYjmO4YY05/3ZI+jjXFjuTBVTW81kC44JfMl7lF3Gkf4cxKMmIXQALE7jPceUel7BKu9MMeRuzAPWrm74J0LtYun6oII+YVrTwQsYREeYrCxP57IqKphGmK8hO5/Dz1nFXx7gMP48spMunuwke5uPEcviWiOEQiyG365TZzC9a0duOdZ7hL/SShtesr3MYTE863HIPIu8pOoEaoYG4wtOYZO1og+HRYEhC7UZ/jbEiXr+HiLtrxIl5dxPWIOTiFeT8+w3RKR2mj6xoyM44Yh0FXmiazOEPcwDTw9VBhdF1jow2adRYy5NMYzj4tgyUStgE4VPfvELGPLnG8TYOEQQ9YJx+fiNIhNlPHi/iTlKCcdsCnEMVHqcAzFGXX3Jpm8kmL+8ON3v8W9knymgfZ8ql2/fvH/cnU9wkrmFkCDc8oFWpNiJ10L5LQgOUitwN5TnyZyGuPNM4jBLgYAIIOoYFO4y6hcrnF2syKQHvnGiquh56jqToNP3hyuCpNa60AGdXdOOnCEohDFQaYQZ1Ugo0npcCh1E4Jz5CSWeDH5v/aNb6Zx4ifWGeRJjsOs0e7tR8/THmd5v0DXsvjKq6yA6rbkYhFUIdbqf2KrIis3VQaH1seVoib3KJJSGxiDnknizKqmfgkxYQpXpu4OATDuPmGwUNQzCDrT9uFWd9ja8MmDtfTp8y0Uy+hs0CF1QFyxfWaMvbKsxlph7Vu4H9lH9/Ki7+njKtIFcToMPLZ9IhzBYaovAY4Godhix84pOq1ex+CpcMsLsxwedZjur7PrAB3dEPh44qDbyuKYBbgPVRst/CV34ChO2MmTxy6700iIJRYig3oZj47QdURXHu+bThhHEcVJ6ZiY5Pz9XZzSXUi9loAUQiqCKqaWfNYh5yHOqIxX/SJK1fijSu0E95opVCVNFukT2u2peae0z3XAIy/iGs7HkwrlwnIcSyy6ELoaLisS4CqqFP1gm+gGoaNY0tmWd/kiz47Q6T1h0kAswD2d3uU0xG31ofZdnFN900BNwUwGFhCwnUMm6XH60Y/wWWRhujBxAWvyfvrtb3+Jby6c9jGVEBDlEC7IGImvvHY1/bt/+3+mRw/upnV8g0Gk9Obrr7F/H2JAcIxfDTG4wR25F1kOF3+C1EG3tsexsjQgTTPOi+OceYSesC7rhfHRBRrMoChggSVZvNRl6uLlq3B2LazoLI40eQ4fzSEuMsfAYw3u8iFj+AhD3hp9Z7ciXC+eFRB7oxJ1uLG6zj5t1FIX2SY7frKTrvXwnW1cSa+iLrjY3kwtHNPHn99LszwbR993gl4UnRZW/Zk0R8xT40IOJFAE5RjW59PL3T4LyTUI6YV07+nL9DfvfRjBPYLBGI03GIKEBbMF0azBFDmmfRgLd+nAYhDoBedwpAEXiSP6ravfBjikr2iV43pvvnUrPYUZ+PDjX6f1bbZCQoSncPtTzbAPvji2Gkkn0GtOYCgzvquO86wDgNdAL8CAf8y8GHMqDfrib5k6NxxoP1CXqaEVSg5ugQ7OX0R/aUZdpC6rqFu8yiqrhdB0nsr+7m+fuart7kFIKdgT1OpoihtMLB06jQreQawIugNuKWopRspnSpiNoOz5IVqk42AvJpWW5B7lnkLMtPJtsEpIE6sQn0MC6R7iSD7JeSAz6KEeY7R4dwlHasQDzwOeYNWyL06GV7GczS8YnQZwOFkBmAxEBe4yNIPci/6wgpnkIIKT8Cl98bcEwviOjCw7h9o4Cz9jP/qDEGnZ2R27PrZWV/ERg8NiFWsiFrjdaxykbSI+qOMxcG8Vfzk5vGy4oTgmUBcirCglnOUCPV+H/7kt/BY+ivYLcANVkKePwtxgEh7U5TklzK94z3BRLgB1reu8IwcSHBd4STOC8EngCpdkBXJhEjfvSQyz5JANN4WLEw9EHBcDYWGSo81jznY6FkjhI2wliub3nt+W4bVcqc+D+JLXsRGtfK9cm89r37N88ypVSHhN+qtmv8jcTp+ZtHCbV47P9tkfy7WvDx8+DD2oz5cwUHgv9yHXE4sG9Rm5x7qr0Rf08eBstJtgveZxQWG9hJj30+4m86QGl3rlahojtsDW50gTHNNaR6Vyg+g61xBfH7c+wz1mkJ6xgFxm0u6ij9xh0Z7EmV+3LCwJED7wgn4KF89pORybTixlBE1BF8qghgQBoaV3QTjc2z0OIzLPhgHPhDL6/RTeHRJ03bd8XtQDXYMnM8knmfiOSUgg6gGZe5sbm/guM1YQEjlat/SuPX2MHyM6xDYMAOJtdRPLPYYSGZ0hxKWG0/5VdP6L4PW4CyowMcQfOykZo4P0xe3bafXug6hHD4v1ze1YeDyXRjx1TIWx+KZRMYgik3kAg+AW5IxLGZf1sZY7FB+7LPJKGzvM91/+9tOI+PWE863cvruwsMQBaRfSGptNjg5VB+pA3osg0scsDlqzHUMmesa7wJZMA4S5STwpuGsbh6w48U3d2aCT85m/CUcdRNIMIlFsDqcQH5L/LNmZ/NqIaPIj55GgMNis1rpyTMAVwjbALfEqg2MAT5Z5EASomqgnrNUA0I71T+EyWTE7rKIDRE7veZ6Ik9dQV7U67kKsCobCd+fMgTtK0I3oEvTZ2nr6648+Tq//2fcZfHSawXhDpCFGc2xZnLl0JY2z0m7h7a/IEkaT0WSP3R4AKiYCWGlfeqzY1qui12afOsG5HkckUXR1U8mFaxfTypWVQAp3w+yiHwoOhTG5uIRbR+hOFBerBKKQaGLYAR4qf2MyAlMJmW4WfSbFkBlo0FGRgvFnYWB1BbZy6ULcdk3QtyZuF1rz7Ns23P4GyHjEBNOpWDcfiYGfCHIKgkgwDkdEphAOx9drnxWCYpscD4mIOFCIlHmFRXCIECnhJOET2R0jPxIu61RE9FkQ3NG15YiolqtRykWxjmhlJGlxgW6FikQx03LUs1mXorJl5cmT9ZYq6FXluBjHGS3UYb1OPh3zdVQvdWltL32xHAmoz2xbJpJgQUwE8DvQkdE4h+jCx7JN3ve3Tte7m1vpycN1JvqlVL1wLY3fupEOnq3Shuf4AQJ7CMoU1mlWz7SKXu9nDx+kywvL6TGSxjGwOmZw9chQ9KvCAU1hCJlmUVe1tQpXaY2XEXu1lO9jRHGvekgF44ihHURjiKR4WMfHcn4Ozu7iES5CzzGYHKRFCHaHcamDB8cQKufP3Bw7wBhbe+mJhigo0i5c7qQ7lYhm3vO4V3aRIdukyWcf4ArE2NDOBru7xtHDTqLCGbqQYo2fZqE+PWZ2ERRGdZaW/TDMwIU5B9y26LwUJ9zUIM6aTlnIheFAKQKi7DZd9bJyxMeI2J5z1YVJONboxj/3pbsoS/Scr/5WnfTjv3svyhNHLE+r9Tjc9gCaU0calZCrK95kX71S8NLKEngKs8S8si1fEr88n7xnOX5HW5mbLoax4wYCm935mJssdgw/OmNg+48K8S4pF5QriBuje6DOqIKSB6rPimCEYEWmFqvnGK43ilPwgUx2LcVZj6eVW+NEF/+mDiveIeKBCNkBcQxYK8AFdCiw6YCBDWR4h2wvrMHtVVH0OuxL7IAZX5xJqy830t98/Fn6NhzjG2+8wiHq7GdFlFF0NFCvIfxVF9j5wkXKyRnAU0s5V9xnQGm79UTdECtY1gjsIJDHEJWddLFvWi6HsnXwFsgGxxBOS69cibNCTok4rlHJwBZOrim2JBrUooufl5xaLEByBSjGbYcGH7UlctpxQJLExEOxbFO0LU9gw5/V9ZULMWxIsOF9xKZN3DOw0YPIwtD2+HEsYxWlBAmD10bEkWBIJHwugQwiI6z5XZ55z/yW43XJY9vtj47mfgsn3wkEox7L9eN7wsryJZLeMz8tO7t2gXCCyS34XHHdsmyrHKJ1+r7Jtvm+H6+t13fkkKxb536fee096zdZpvXbFom6K555zj7ANt7jWzJhnT6zTdZjOaUs4XGA+NdGvbKzxX5qdHUc1JSG+DzuQfSaSE1G8f7izqdpjW2cVZgErdOfMT4bOGrvqRuH2ztg8i9A6KhZBAxDpxKHx510X2yn+dZ8evPifLhs3XePNuoft5uOUd4Aqcn5pYeALlCOwxIuby83N9jmuY2IqcsLfYD4KoFVIUKsHsyx43Tj2s30na+9lZ49X0OsJQ4B2ypnMHiJ40OI1BREeewQtc0x8HFc1VXCLbuj13GYRDQ/gRiNoWOtEKTXmbJNfn08lWr0EvG0zoAt77iNVGOkH0OpqeY6ggDZHhc1jzhxYdMIe4oaQgMeaA/cIZKMrXu3JZJyWcouGifbWxoI8felf7p7KZHJdKiCMgpYi0Xy4IDYniwQtsOxdfxcJAIuTinhwv3fl3xH+mBecVEp1LyqrDQ8L7DFlLirudBADAiIyevyoYy4pgXxTETSiJMLQlwhr0QmAMH7+yiv6UE0WOuwq79ivFF3eDWIxbEuEOSVi+ijUwpLOuV00M2BDzFZ3d4kQPtwZRMMWP+oS1SeaUQjlL2soG2IyVOQ9z9+8Kv0PQj197/GDhz0dQ2Aw3SKzf462eqGqLXMySnpdtJUsT7rd0nHaHi2jrmPV4Cpo9P5tkwe3YoarF7+djK7UpMJRMAHECvhLm2eQYGuQ7hhvFQzCDsDb7ibQvWBOj6NVzAcEQAhwwoLHv5eHVYs3Xi07qlSdwgUoS0/oj273NAnvQT2mYDP4Gp20JmNQbA90EmxTALinmaKCfWAK3TscQa+QyaZxMI2STj8Nr8fJ4LjKPEphK+MeyF2qjF8X+Jj/31PoiQSFqLiffMIP8vxXQNoWLYuZcLUueICYMxB29Hl3hzvuNj4vu/6bVv8mOL9IPT5EDLHIBP+/LsQxEJErTsII+96z9/qamMsaUt4JoD89tGyncjW68fkt/d914/XLSJQ7cW7+Zn9lusVDpOUfxsVzMl/+U9EBNpCHAdP0KVCH9GpAd8RZ+wCsETQfaUt1UtuFJhBX9jm8K1XCKv9zZml9Kccw1oRN4Hb7b0jCBe7RiDEGe/YlgtXpdGjtNFv4dXGkDPNqY16D3TAGT8eGKbG74f//AfpO+/exKtnPV2/dj391X/9HxGY2RB+nrPUETaJsWQGx0yg/ZYbsMNgNY0P5kt0tBOLcGcXbzB1wJt18mKQ6sJ1Kc24b15YyImKtwxxJpbA4Ii5f8r4KzpLIJV0gDz1KmJrqFLzCqMATJUctZDKTGiTCGsp86GOhVtO2LppWJQh/B0HFxwNdOqfhZN46bftN4lHjHqMt7/tm5+C4/k74xtVM96gKLX5vvk8d2uFYB4jOdgicioFSN0zokhLMnvKV9yD1p4BM7Z2yQ0yMTfYW+nA9WCh4+AtXpAj9L1g0miE7bcxKtj1Adxlkkzg9Cryu1HfFVNyJoGUI0BrxiBA6QHKpUUisNDM5xvrABdlKxTl/YerrLydCAz7Z5e/RYcAJHrLUPqTx/9SXtvABXBlEjBoWs3lJHUWVZGvjkcA64dmgFwDRdAEVlF3+4iQIAficFjNQGbbdITjrae/zaJ4141ngH7KAe2zUntovCtmAyrdVZ8DZ+rJkXLMMRAYr/p8VElIHLOrFGVItGmXHNw++2xPaUQVLqCLeL61TeBVghx0RUaQSsufOkiR1LGKcPd0VCLkINsf4RpwZFyCOPHtMwmABCXOxQEy3hPxHGvH0Hf9eL9wbyKnzwuhKshoHgmS+QoBVddt+UGIM/AZC+BC2zyF0WQbSoxKCZ5Ibb9th3UHwaUM7wk1o//Iffjb1d/AtqWcQtwsw/d8v7TVe6oFRAa3JZZku83jR12U7/nxt20ImDI2boTAyoaFGhcZjAf9p1jnEcPH8HV8hIi/zThM0Pc5+mDylMUB+5abjP8SeL6+vs6ph2ynHPXRvi4RnbxzMJnewqXlTU4pvAbm1mEMjmYWMV6cpEfgrDr7ocFjwNETOFr9Yp07wtWD6aA/xJDEer5AlBz0lf8/a2/+JHdyJfZlnV1dfaG70WhcDWCAGcxBzsVdLo/Y1bErrxWSHZLCshX+p/ybf1WEwwpH7DrCVsgR3jV3SQfJ5WrJIYczw+HMYAAMbjTQ91VV3V2XP5+XnZjmLFchS0rg21X1/eY3j5cvX74rX9YnUFvAkNRw7p7CEGWkqx5S2wQc13e//c3wZXz/lx8h7TC+9Et4EIYDog4+n8BbIqZxxAOw2rjqzExfSbsE+T2oToWLzwxGns4X+JAi6jbgWrWWe0icsFK3V+Cm54djXcf4Mq6gR2bsDa4hgdRAd6henTFVFaFu1bObVMUMxUP6rq5Vm0ZY/Om/ulZ34XhKgXgocyGTFTjMu45xGXNJXcGHGBD+lHH29+nvttv5b/K7e8yVQj151e20ei6EM/mLlwoy84II5GWFp5N5TQXB3P/prQMq6rBl0IpMDqZ59LuKDHbSzlJeGzl/ysAUIJKnFkos7Wzsn+YdnarlPOy49fdBwhn0V/P4iW1gsRUJtRJ3QnxHsX7/Wbrx/ifpG19/LbtbQEINOqtl6xAl+ABjTfhAggC6xESAUYikYm+cpubqx3dXJHUfgI3JjXjhZNmHI2Ry1mT5mUjhoqHeBuLZ0E0CpGzu84Z+iegLtTSPaFucS4PV/QjrnStlE39NdXAivP59oCVMLO2iDnUwwtB93JJMCbbcxwZc4x6WV4N6DNnPu7nNLiba3UblcIRlWCf7evNLrt/zdaIcgBe+ZHw6BhLRQiz9LiEQ3j4TqWOcGDD763c/M+yzsUYRT32RxMn3fEckNK/jLXKKuNZh2XKH5rEMF5MgPORVbOwgUXjPY049y9p85b2cPxN8y/byWZyXI/7QLiee+cQvibnPJDo+czGwfdZnP31uAIzyjrhkmbZXqcLtji/6wfuW4ZUnTubahizAB1qyG0g/hxus0ASF2HqSquuPcf+Cg0FPp8V3LHGiUbED5YBjHSJmAN4IcELbiIeXOaZjkX3TnlI5ZFvdJG2dhwg1BnBvYJwuRHPo7q7i+3iPIBmr6Db76DuHSFoSw4rEiPHc4wjbPicUqu9uU7bnxe9hha4h1bQw6AxRQ7hw9tA73v7s07T4O68Gw2FgC2EijCRCivL+ttxj5odyTEiILD4ySKAkRDfhVnQtbVZxah9NEpGd6OAcvDbGyd7dYdog+uwqMm6MmyzwFw/uUukRPpx54C4h7ApwrTI9cpPq36k+YKwIfggueKifbWJImI88490moroieBXVmGPkVmCDdmjsMgq6HiNVfLOdrwUfzZfHUE6M4hxnyvNeSeV7wa9y33lp8rk4Z5yJlZWVjJu50C8LKS/7aaWFypbCvvqpz6PJcrIC1MkjNwSBYQI14J581qf3Zo0jYUFqP9fW1kHk7JJBnxjcvBWvTxwnEdyDiTywvc3AnkMnMgHQ93EiH/FOuIiAmB38EicY7I9v3U137j1O7yy8DFHzWAJGmXY4YUT60JXwGft75SL9zr+yA8ShsU6JgdsJPWw9YAMt8z4yQxAzHXzl4o4hil3cj+Zxh9hhEu2zmyHECTrZAZw7KLN7cIQ9nMq1KF68cj7NMUlqTRCCFXXA4B/24czYbSBGqooRKYKr5FPRXa56q0WfI6hCE72Lp1LOEfpsJm2twZmKZCCNiF8mv232uwaZQqgkKqQzVSEAACAASURBVHJ0cnmW6XMRwX6ZvxAKx/H0feHmbw0qHhVbCJpEx/Isx3vCWGKlocR3RNxAbPDH9umeIQ7aDuv0vfCrBYltU4wP7zlp/e5zk20zSYBjA8DJJLA+kdr7y4iCcqO2oxBI22dZLr6WVYiveCms432JJJPb77omDZh4X8Ir1+szCZNc29QchjgMA/2Nx3FkxmDPLXXiNESDd/eJ1jOH4QLkZKcNx+YuoL9mpiqNvHzjpfSv/uW/iPiq3/vzP0u/+ugD8HOEcW8yXI46uK3sdnBUhwjNzMEVAvMheAbZYsJAMqhHPZw6diMfjSBqxqJssVHhqOMRqugIWXSUJDxvWwPfxrO99JO//ivOvZlOV1ZegovcILo4R6GcEKoJmAhVTLMEiDimfhmDFjp1lw/lmaiPRcUTQNsXOTQsLWCohAPd4fwndLGzMADHMEU27YBxMJamgTIkiB4Z7exy8a8O0Dkzj12UZDbAzlCZKZarEnJsGKTfGHMJakTzEf8AgZxviOM48usJMoY+iCI7tI3NsYEn4lHGC3HSWZT1qnJb4tRXk3jhpaHGWJlZhUjbeFM8EnfOYxQbDnExLIhYCvF3vifZypPGjngBg6DOPrdiG1WC3lp4HXa5HOegLg4Mw8olh8F99HoirivEyoWrYY0iqlOsfoZZ2utgfYN99mzjMYprgagSVQfhY7jU2avLaYs69aMKXSX3wpcQ5DHy/acob//khz9Ol29cItI4IvLhFvVjKWTzaNUlDn+tIWHQ3NzfYt9zpc/BS6xyVQiiRgDF4T57v12hZyBEB7j17OOQ3u7thkK9gigN40cILLgsxIVZlLptJDcNM8eIN509nF6ZnGgZE16f6Tn+jetwB4PpWnrr7TfSzKI+Ypz6CMGTgOhkXwFBDb4rYI1f6Go6wLC1A7e1hUW/h1XbWIytej71sE3Q30OcePdriHeeYc7koAGh91U0MHnP8iXmfhpmTgTyU/jnmHuIg1CIeIZrRiZCmSjtuW1NAhuSwUGE7jrA3cPoSgbP6J7of3pMRomnxqkDRE+373lWtUTY44AVU3JbUB3A9UZYNwkik2metmoM20e3rPsStDJELttv3UH4GRd3t7hnmpfAG1zAWMCcMHK2wSWA5F36FdszuT+NikTiWcMApv8kaBfEXNx1Euh2YvlTcCD2maA0YAWTBMLG1KJM8FRPHXBP/9IReNNRrOwStmyMqxmi62EdYoyFuQcuPUc91Bxx3jbBYKchUj1w4Pz5y+iSR8R03ErTLIoNdHc3rp4nUjltX7+f/uvvfiN9/uuPeJ/5gM/jHm383+/cS+eaU+mbry+mCyy6z6jX5bLBSYme3w5WMJbMS8ZMQhkcFrg3Nc1plmkmPWABO6zD0cFBuittg7MRqosvpe/98mG6tfanaeUsVnlw9wAOj0nGvOFM9v42fe+nNebl5Kid2uj8RyzCVeJ39tmhdoze0TBn08dPUm13Nc24bsAxq25Sz9yF6TkGxttHBPclruU8AW7c6+5iEZZyVQvA/Ii92mAWxg8AG7YAfgETndN74LyBfceI3nqJ6MGgP62eAlXGyqAWuzBEWsSNLedumwkMWvrHThB5Q99uibu42cB6XkOSktFST2+qMO6Kz86DQtfEG2mXv/0OmiOVsQjiDyqLW2FRunrlQlrhqrDVmJf/tk4ySv//8adQZCm2K3HEZAQR40hKGlmsRRZpo5w8NtIJZEMHeNubLEeLkoRXfYArWQ5+W48dOSL6Dn5pmVhnfZPvs6wEEDwp8P1PP0n/7i9/kP7bP/ou5+xwAmIXgEBEDnbQH+nHyEBIKA4BvhOvivJcUd7VWYdUV5A4c0fRgEkXyu3HnN1CPWM4wildMQxYIIdIHzwMaozOlSUTgoGzs6Id/WjRpgorvcEHjgim6o4iJ6cO0Mbfg65EP/QNhSkA6eGmXWN5VyW3hh51l4wYA54njDAqg+tnuSQoipsmYVM+T393XOQ2TbZDXY7vKRbLWRWCUxBHGAX3TH4/y3fz+Z5cpJd1+I5IKOysx+Qz34nxiTt57OXwzCvRLiKwbfF76ZvZS3u8p37YcvxufaXfJZ912iZhZ9n+LmV5nw7G+7bJcs3jVepwbHZ7LKis6ebJXDljAgwCR9WfISmoE+xx9Z3oEJtZCEibhW6V4K/6vOo8OAH3AbUkSKzbLxlDDuiS2DnOclo4lMVGAbqCdLDPLpXltM+Oi4N9Flb0zUe3OEDuGeceweEdYTipMHEHuBHpAgSCoXZBVOXdDFujYxFQhiNFlLSOsO5OoI5yz7qL/iQsmFHT791/mJ6itz+H3nIGUb4Kgayh55wG/6eZsxdxQztDZCK8izg/+4CD8GAcJJyuMNRFh+FO6Tc2BwnkFIuBMQLcb65XymBtOy3Tvq/PnUvnWbxW6ePtZ8+JOUmQG+ZkBVc4ncuNLUBR8d6IeaNRR84+Fu4goifuaTBGZRyt7xtvvMridyY9uP+YDSKb0LE838UJCateM3yNMfael/p9jWCRwAuT909/FrrllmwXTHHGe0pDMhziaOC3bYs3/zP+FOR0J4Psc50BcMKw5MWElOs63Ti5ABH5y4khsc76rQAYnZmF4JSJZvk22vxa+ALJFYNOCAJkBsSBQ4KwbsJV/PnPfo5oNJvevfkyuwTacCuD9PmtB+nayuV085UFVjZWQPUiIFGXtrkvOHSBYi4EQ/+0OitXDV2qx3XOce6I5yEfwQHOMliz7I8F642gxqQB4Q5YfWk/+MbKiNjF5GoyQK3RdFoc4vSKn6YrnPrOEcS0ApFULNGBXt2l4a+MCSl3ACpFRB/dGdTrSIT7wFPrvERTIYIiIOQnOk9gI1FdgBv0ue5YijRyW/qkmVx0RBDhKMwcfMdH8VgiIPJKZAsR8h3HoeSVaPhM5HHc5BT9LbE1j5ffzSeyWZe/C5H0HZNilkTLfBJGy3GxsS7vW2YskBAq26e1sTyz7SbzlE9hbn7Lty77JeFTZ2x+L+9rwQ4jHfW72KnXUP88hcua9fheF72g42eQZuuwyZYlXHa2nqFXbKUrVy6lW7dvB+dchygu4Et48SocIpzrR3fupA3cfo7hUOkgiyOEjqAPexDJmYUmO0UMcssRyec47pUFu4Eub5I4i0YMahp5HUPWHjh8CLFeg3tpS/yAg9HlFct1mVPcHNIXXe0U7323xTGzhiecYb48w6AxMeY3FtkDdrDoBO+++CpnyLsJYxeiVZtit4rjDxAnKe8C7f1Hl1+Co4afBtfvbW+lnz59kJ7zbKwoLy7rrkN/PYWwgTgu3N0McYinRQ/8mSFC/k2OOHkLN6Fldo/dnF7E9Wg6fUi0pA9Xn6Z1HYyBucczGLH88ET0Vj8tMtsXy2Qtg//jH8RZHHIcmnC9737tRppFBTECt56vroJvzB+wqYctRNFb1PDiL3eZh6BIvE8ZMmx+L5e5TAU/rLd8z0+AC/Bx4ZT+yMBFFKDy8D/100pMftpXGyRye06KSNjDv1ExR45SgmRU8jyZnMRONjgcEM33+yiR42yLKqenIb6V8pxYEkiR3sbL7QVgo2ZXVsAD4mEAZhXbSj/4xa/Trz97EEdHHMDC3/71x+nb776RLlzGEZjVx843Eat7rnBqxeG5w3pmi2iHE6TNBJkmzFs65oyebdyKQORDxLImq/wIMUErnHvGG7Dnui1IeI2M7iHvRxDbOiu6Ec6vIRIZxKOCCBiEi8mvo3oPpNUtqkcZPeBzqDWQ2dlhdT6AaFiW+1dHvktdEhTbpQI7PjF6KF45qMIkotZQrgTIMfAd7zfRT4lwLjISFIma8C/EzXuOl8n3vG9+CYSXzyxLguR9n5vP8vz0fZGqvOu4+L08c8xsrxZN7xmEpORxe6hle3nPsgP29EFuSOJp+RLd0r6S13viVwcC4jv+9lODnhw4G9NOkoTVdud+xJZUfmvYUjQr/bFc22cf+YhP2+7xEee/zlnT3/l2+l//zf/GOfDriIEYGyB8ly9cS//y0uvpL7rN9Bd3PuWANoJPnGPhQVwcs6V1W30eYvnT9a301+/9Mt1/8IjFYRcuEuKIE/QRhIIpEbtRtPq6KDbcK46ocSSnBWE5C9FrExtBg8YWBHYPVZTkpAluefjaBCKuUswUeIMSH6KIMYhCdb9r4depFVgjTaglsLKfr3IsK6Jqm7pfv7iSXkOnf4BaqcExJXU5ts11tsLibtSAUFL/CAKpa48E0lgMx+jKD1DJqHd2fC7iGH8Z/6Z58XNtk3O/0auevwRxrKaPcLhXt64Up6w00qMDpkBbA4Ix84DVCMs7GMA4ZAmgJqfuAHA5vkuolfpDlFgE1zCQDOxj4L3qojqSmbEuxR0t4Y5fWMP5zIFsABU4dTqZp+Ccn2WB1ieyjL/3Mx7QDsjbfxFO0gItOJCZ704gu+6EnWicYa/pZnRELtJ8mYvI1khZBhuXG58nqVuedCBVeWpyUsv5+K6T9Sg4wPye1mqJgZyUnF0LwrHPMvr83iqGFbglxJljLIX1Lx6mb7mN8aXzcT6OgTgmWck8uEgn2DJx3fqkjovlO1wnWhcQldkz3cT1QefjASv7AH2Vq6CBeBlTBp92Ez/Q9nl8QxMkHVKmuhf7McSl4pAJ51EY5nFCeL60ATuMHNRVdKFPPdhLCaZt0nfy0AFGFyNcq5Spi0gQAjhZDWNyvjrPixj7uNw4DmGw4T3r8Vxw19eokzER6YSV8MwElIjS6vR4JlytJ8YOpJPw+Z7RsV2kJCYSTOs3Sbz8bp2WW8bUcoKDc5wo1zze69FX8UE9ps8DsSlfDjWexxizrY16CqE3nwY271mfdZX3fMcr+syn921fxIA8aZd1u60x3LZos322j/7Wg0JOCC/9aGcf/ZoHbpmH7gaMHj9+nBYRJWtYjd/42tdCF/ro6ZMwFg0G2xF3oIvYfIm94pc6O+npBmImmxw8uErOVJ/QDQjbEruxPvj08/TTX7zPjheOhWXhqg0OOI53QXNweG70IUBHWLXH4EEf3NBVyUjo//SPfi9dZHFvwLn+ijK+/6O/hlBj0YdLFN/d2+2urnPUoYFPnKiykeEQMV12cpZAGPiKR+DmI45gVXo44BjXQTAxLKjo/PoQWHeL6ZMoHIWp0pU41qUtjkOGP9NC3MVPtyy0g/PoOJmnoCnH2uLzCsd5yCKyDXwPRFHKc4HyCOc68J1gnuzy/shAl+Cz8158l+jxB0YCAg/cvC9e245Hj1fR8a6BC7wCzqiain4G7WBgWWjCWAy2O0f8TbUn6TeJZLlbPu2r6UW/+W3d9pcvVEOZJfN/6qcFerkRPCYN392j3UdT7P15tkEZ8NOJ5nGbhlb3t5ybbiA9DCIq22nLyfvZ/cXtR4rZrghykQ5KA4QtE8b2CjA7Z2RxvfPtWJs9rsScSPsM1jGrcBdC1V4+n+6wU+Wv2KGzsnIJo8cSQQbWYsWWh9IqqPVUa7yimG48LIxx9YlSVCW4xRQr/ISh7eF21S4JXKOaOLkUHQKJIGQ+M+w92WL1r8HSuOVRa/YI37WIecgM6oDg+pBKSPQZ67FiH1KOYrjE0ZPucnCNrGDWwGGdgQx8CgcRSJ1K4bh87iTwmcQgiCOrvZ8SlGLwKETS8ZIDLtxiIYZ+SixcmCxLGDuWlm+5fvqO9yw36jkhtJZZiGkQKfL7KcGQIPq+oe58x1TyWo7llXd6KOf9bbJ/tsPf5T3z+du2mPwMYs/EiS2AJ+2WW9SC6fg4cUKxHxMocwvqZY2AU2NRs2zLtb9+hhqCSbfDAuTZKnKhEvsJAjXUz4zTY3a8/GliDzHv3a700i4Gjy7GOvMcIP7OYEwwhqO6wjFKvyMc+/eZG2fg/msQKfvIusmZRBzNC2d5iGGqAk54qqAHmV3kKNWbN67B9zo5UvraG6+lp2zHXdt4L/prOz0x1KDPc3C8WpPtp1v1huzFPkaKWiAC0RHRcyqI8w36IhyP6OsuuPPxw8fp2uVraQzhHrJ4PSf/DpJNn7Zp8HAh38aAI1x1vdETRWnIeSIeGpl8FX3tr+E+14VxB/e8fVyS1p8TaIPF3i19+JIewJnOElfh1ZsvsWV4Md17+Dx9cvsBxJI8wK5sAXRuOAYwrkh7g5COPvjsDnrVR+n5FjuOwEvDMYozuu65Er3YlouY7pjJmhsGUQIvjclYFigSfwr+iDteBX/9bvK3ODrWWBD3/gsQSQs+XbHfdakQaZ2MxxhH4lB1O0CSM7FBdsg8itc2LJBdo4b3MeE72N6XXS/ffd/vp1Mcnyo3CQJPIeYYVejh00fhdKzria5AOmd7Gtv3fvpBWrl6NX3369fTCDGlR3QXIylD7sLq6i4AEU5FuS5GbqvqHO2Gm8OQiWSkEidUj0WQpsNxon+zvQwoLAsDIv8MPEAkP52cTDfaQB202+NdXUCO1ekgKilSq3iWM5abHIB4umhsAqP17T3a4GSSYDOrgan74R1KV1iJjpPENkvoWuglXfHVZXq/jjNw7G+m/yKVhE94OkkK7M1nEvYSIsdO+MoZ+t3xM/mOyXHL43tiAOMdDXG+c/qZ9ZjPcky+XzjGQvBymbiYoJsUKU22sezftsxoHx12ktpGn5vX8ktf/NS4Y7JMy29gKfa+yTK8bJ9lFPwpfY+oRXMnMQpps3ncyukicfnyZXbSIEITMfuHP/oJ2/rYioquuguBaWMEeUh4vJ26uz9wR2HxdxF3n3+H81g0zFSmGRsW0Ufo0s4ikho0YhtPDlUn59nJYdBp/SzFHGE1hf7P9ulFoK5uFwI0BbOwjWi7390l0O2VcEuZENeAizq3oV/EYPreZsHsgyf0NPSU+xDsLiHZzp6BGWF+rONPiUGYnVoTCZ+B9DFBIoywNI/DdwucfIaHyCrwOwRebqc0wMQaorWwVA/OMp+jcAEjPQiM5POYOJvu34b8IhKzmDEvZFKG9gsm6Bh1m3aK3/+9b6Rvvv0mgYSX08dEX7/7iDm6A64S+V/C6/wtYyLuOCf1Zvh///0HqKAkWDApMD28AKEE/tTdws/Us9cdW8OkOXf5AZFlHgI/1WDSIsvzKsn8BR9qLKJ+N1m/+OX80Luj4M1/Nidp4dEA6hHBnHaBoFBzJ9n29jicMm2IE0Ii6YTxt8jP29EYkUMk913746eI4znENloRLMQLBwhgWKedkDC4oswygVRgG4jUUEkjOL8O3Nsl3Hm0Ps6fxYiCHunHv/gwXbuCDkXLGKKOIrT1lbhzuipZrn1xwhmGS4UyfBtEjAFQhckAaZhS1Fdc8QjY8MtkoDUSdOlX6FgYIN2D4DPD5eEYfWZsQQSTNLi4WkvA3KInofMwdsXfNRBvg7BsC2exGjOFbEu+hHbgQfS/EDvvCdPi8O194SM8dVoWzg6+n/ZJ2Au3gjhlLMzvVe5bp+8VWEukTJZvPsfXe5YlzEzm9R3L9JlEyHqn0VXZV/Ww6o8cb7mRUpfvWoZlB6GgTN8H6i/6b7ne81P8sDy/207L8fKeSSJX2mSZ5it5bbfv5P4ymZEVh0dMelQjvmMRJY/GODc5/PgHP0yb6BYnMHbsAUOPU91H7Bjh33iWSDlLE2cJpruHeL1F4Gfcqqa76TluaJMQ1So44W4yLcIzuDV1wAnnwjQ6w7ocIDikAW2yh+4QLlvRUw+MZzubGISepQuXVlIbicudbPsnjvozMyzguO0oarsDS650AqLkqQASTBebA46zfenaxfT3fvf34e520/d+8OP0CNw6ZFHe4R1F5J9trKH37EUglQNgvse9YwjRHs7om9oBmB+zHBdh4F2jTxl0Qkkg+HeItW3fURJihvQZkwYEuIrIPNDrA53suHaYzhGX881XX0mzzLne9gZzBLH/AOkS45DGS8cbGhg4o9rM3XqOpXNin3FxLA3u4d7uEfgjgVbfuggHbKi9YxYbUzBnvOMKoph8GrfKdz/FzXIVuuO4e5Xn4kcd2EoX6k1cCMaIkUPNphCDcIGhwXJ4srQqUksFFixR81OLq/cnQEAnnqyyiJuRH7EFll4uyl0hmvw1MKzz3aVmgDuBiGukYgc2EBYEaKDstiz3uC4uLjO58sl9ASTK9oAtXSuqUHmdTS3fkwmN3NOhPecW8KVE97HNIemexQFWpWN8CxdxvvZM6uOjZvrhh8TMY8D/1T/6JqfaGXoKosHAqAC37TqiNtATxo4CCDOMAdCnPxiczKtPFl/pO6sfnGKFVdhzxlm4gIxtom8MbBV9UF1fuApHMtG2LMYzoQFhl3o0KOn4a2y9OPGQgQ3Xp0PgQiADF8Udzhavc5qdx1AYlVruIiYvsHJAhWGNeILutNFdyv3e6uQMNHvEIE+xyOifqMO/l3WHczTf9Qf0t7B1HP10+5yTS+7QSex4FiLoZ0Ei63XMiteBRND3fV6IrLD0t+95T5zx0/tyQL5vvUiatCNvCzXCk65Yh7iOaDiL8sgwCYE1iIG6KNHUUGCe5x26SxaswEMWN8t3IHQu13CoaD0Jp9Rh0rkgQZKZeHnvdQRjsA3cNYo8Uhroz4IIgaArMdFs6/3P7qab119P9xD3pmlfw0Ar+2vkY1fGcDqt4st4bCQg8H2Kk/8GUzUWOGIz4hJUg0saoZKBOkNIGG9w95DxXoAjUoSX8zs/dTlVZ4jKjah6OOliyQKGTl4ZZANO70++9/P0nT/AU4LoQx98+HH62cdPYLkJ/OucIsbj7oGLEosACHZ0vIPejzFj0fb4kjlce14hsO8/+Margdfn5hvpX/8v/4bQY7h+oQ89pKNG7n+Ov+4Rvo7qzR0XvStUQ4wIJ/7apVb6J3/8+2mBoB626fMHT3Cz+2F6il6xj7TSkeAg7WmVnhZHGCD1liMYFJZcDJ60b5kdO32iOXFMl7uX3v/kAQZLxgS4jfDvbGC8qUNnJpj/NcuE6KmfrwKfRfrlluAKqgxPPaVkxkaxGnxmXJl8qO3yghmBwHmuwakGTMK4o6RIn/QPFk8Kh2gwZYpArP9y0ZfDDwRj+MPnFHyKMvj9IhXi5w2/Wyh4Gd/58K7UIb6VPy/yccPGnE7+nkbB7ASSyzHJHYp8lu0kcIKVMsqnE9V3JJhlYjnZ1KmZX0LhfcuwRgmbuk9Fc61uWuPUn5i20AnpVNoGkJaxw+/bt++mW1cW0u++coH91urwFO2/5Gpst7sscjvtMgCFMIjsEg7mXtyzvRJq8J6JDkrQjrC2gU6esOeJc+ozR4jAKq9ts5yOfbBvfup4LBehI76cpFyZ9ZZU8gsrd9hkzjkTIO9JFCZgb22f7QkYep8knCIKPDA3WZ/veBVOsnBl/pYbFfalnZZpXvvvvVKHbYq6KdNx9bnjZd2mQjDNI7FVtyfsC3c2pK5cXm6H+Uo9pf8+L3C3vCK6+9375rc+x8r2mD+4S7ga63SxmJxcit0+ExgxbGfAjvb5vu/aHz0qKnA+cbTACfzsQ8Hlm6+9gksXE44xbDKZj5nk7lQZwcl1mcBVdn/I/SmOera27XTxOMZ5/KhPnn22sMKJVRELdxDB5Xr22OrqXr6FqTrEMTvla+1u4t7TOMLYyYSOnW6089+/9/P0yZ37EBIMXqgBwgcQTmrA6m1U+0bDxYQ+gfM6zEOaITQQDZSdY6jAg4dP0hP0mLqv3XzlDXb/vJp+8vP30wRqHYPNaqkWbvZXIuHFV3AQaYc59A+//ffSu6+9SZBgXIxUJ7A9drH9AQdySVDR1zEewlFGwjKEsQtRGROZLo8T/tn7v4Ro4zwPB/npvQfAhsUbzr3Xq6WLF1aifV30mNofOGAyOEyD4vbxYjeGpjA33Jpbjd36Ocvi10JC3MeAJswdTzlJMV+CWGXM5EiDZvHXMfdiav5G8r0Xz3iiHtN+VJj/ADWexRk3GbW/fDcjCC9TaWzfs/C/I+XG5Unpd5MIbPK3HKSfis1+6s5Q9vaqM6BJ0SgHys45CbSsmhTVTLbHMp3AludvJ5zlDT2OFU54enIuzpnZwynX4yhMttrIKd0q54m0zsRkPQKwbpL//IsH6e1XVgJB9GG0bjkyOQSBYxeMf+hPCxIEttF2NF2CSAK0CuKqMPfwKXUrEmRJtzt7zGsE5RF6R92F5Op085HrUymusQlsiHL1iztkBQyxm7IcOIm/QX8lmiKd/bXv/KceV2u+oPtxxVastj6vECshni4YU4TfL14CEkmJVbSLd/20TD9FdOEud1YIuHltR8lvHomR9RYLtO0SSX1m+T6zfvPFIsCkUR9nGZbls6z4180FtQT7931fQmoZ1m2ZwtrfZbHztzs5/HQivigf2Fi2Br5IcDL2qVyWZ/K3opxtYMRYW7JfpuXJcfr5Ih/DIn7Zjrmzs2nnIWcJEcNzmc0CVazA99Z28DvkOAE4tcqu0Znk/NhiCfrruubxyl18BtsjxGnExCUCTRipR/ed7fW1tIfI2+ns4T/J7qjmFhv+SODcHqLkAcRvgBPuSCMhbZ0iJqpeEEf4PjaRujwVVMnJaFSMIDiFSgg4hf7NcH1wYiIsDGkcE/v0+W568GgtvfPO5TQHIzFzBqMlc2Bjcz8tnMMHEkE5+h6stEbGjGuBZ+KGcQroZ3sZLg+u/slTTueE0WhATNVJGsXLMZUJE2YxNrwXXaL9igobbN/9+Qe/glNkQUHXaT9zpP4x8DqXzl24TrB31GRPH7EvfiN07jiTsN0Yv1zGmimElAXnTryHFlwykzpNO2awgduI7vbfy36/qDe+/fY/wrVczCi+nxBK5rx45XzTbc8k4f2NbYm+WDjH/CVXGwjHC/EYAFBFFGD+InYXpIwHJ398ro/W7kEnWOjYpE5nPBNHYBpJ2GChJt9XjyA346SRQLpCB9vLxMv7PJ3QcoQ4T7MS2SEjg0wjihp84kiRE0IjkWRKRmddTPrske4irtFlBjZzR3sH7mpp4Ig9E/WoRB8hIjcJGDEaQRxYw3zyEgAAIABJREFUrT3oyahBptCfuVIxIU22V1a9wUDGFyadx0rYJlUVbg/TPaMHoTsE6FnvCMEGQUJ3SLg4EasFggknywvEpK+imFcW01kIzEg7SuRsCo56nMQSEdUSJkOnKfa1cRdRfyWBEHksP2BFHaWe0g/LsF7zSPj8LFx/aY+TyHyW4adlOjEkcn63zNyWrOf0nr+9CufnePtd52TVC5a9v8+50uiubIvjXsoq7fG3B0KZbIPRZkpbzGN7NHQZqdvF00lqHYsTSxCnTIQfPnwc+KRVVGwWe4VlGLV4d0RbKuhP1KPRqGiD9FI4uEh0IEJdROEGuuI35pbTjfML6fvo2p6y+2t6CrUExMXFzk0C1ViElDaQDEC8BnjYJJhuCxEY/Q10ELGUapx4HkOyQRwCt6V6FozbO2OBiKEEpi6yzPsDiIq+xJ7vbTKPbmfHLOrqdhWR41xqGu3ZL2OsJmAFlnRUR5TZHzTTr7EkL198KfWfcEAeu3vOIbqvbhGgGGJZgTEYgbtxYsDJOLqgG3xkAve5X2FdXrq0ki5duAh8iRT+6SdpG3G8ZjBq2hEElnaVMRNuEaAGWJo0LHpomdLWEQaYHviqRbuG9KQFWqOuhHZrB//MrTU49Z00C5yWYETmwWVkodTCF1M96QRMkgbOHQxpBuFGYg5GTimwtIOWgBfgOeTfhccxP51s3+lL3M2LbM4VDAlcqxG8fEZ27Q0Sukz588ThNx2U2OTZmqmsRfhSvHWq1lxQnuTetrxyz4Y78dR1udL1IToSOTkWJ2JwSidlifBaaOV6fF+RKeo7ee4k8x0R1wnq5T0Jn+UdsUr7WwKrdVwEcpK6M6YCwXCLYJvydcXQh2wT8eHho6fp4uuXspL7IBM3kRAaxFkgEEQcbQG/vTq5MpeiXi8TBSY7EzcTcAaH5TvcgRgkWgPA8A8EAR3YDqufCu89FPhykVrcdbL13GpFFemgn+68sWz7ZR+FtzBVH1eXUILUdXQ3hVBqEFBPK4FwgGfgZIRj23NIgKPE4zSH59h637Exv999t4jEwt38wjm3I1udadCLcnwmrvjc78Ld8fOyXD8tV4Jl/f6Wi47+0C8jJIkXzaYRYrJVXYJYruiv7zh+fPqez/RvtEz9/Qqeed/dM0oA4zHO21MztAncoA8aCTtEvzFkmPmMa2kZRsoesGMj8EU9GPcsz2S//CpsTHKfShoN8HcJrv3ds5fS4fJL6T0MNJsQnB6uOo6bLiulvb6nJGFdFQwXfdrS76OfZjHTBjDHfv4RnOaYRXSLcrSEW6/tsK9O8DJGEVcVmNkmCZkLJ5lZxN2rzDjgojYCxgOIygAPjiN0p2NM2EMP2MK/dx+Dz09+9kuCVOODitSztr6OjhdXLBiXZ+sb6eLZvOdfnaJtUHcrfZPQu3vrZ7c+S6swLGexxjv/Hj9bT2MMpAOYAIYUY0xeLF10Sh/64JNeHC4GbG6HKF+gP+zxpxxPa3Q+CW+3CbdaQ+IePIMzB48J6LvAtsmr7HB66+xSeo0AE+3GfNpiofhoFTcgDFUb6KJ3jCXAtKS5SFDgEaxm4Az0JRJSFP8lWDE2+ebf/ptxSBe3rJd0oXMuiRdTeOUAiRgLxtGVBMorUXQgaLxXSQ6Wyb+nbse93/bHd52IAiwmE+z2ISKE9ehaMWAA59jG5EmJ7o5wUoqQvuPEcVLJ9YlwMWi8E2XSgDivGELhRJQrlfC20Hm6d/U5Pn0qWSchkoZxb6MfcrO8W8rOwHm+9cq1OMd4B0Df/+ILLNvb6e7du+mdl4i6AjcpoIy9pyO7AVOtM8R2rJOQlJiEmavMxolw5UEnJKa4VUp3oCN0J/o/GsJNN4hj9ELGlTQI6i5h1NTHHMDtGshCQ5HuC3IW4acJkupfJ8EyZmK1gWjBPnH3e9sWh8EdGUN0YE2MUcLG+SIH1uNwKrnu4BwxfEzHYgFcFGHRlVmm4+gCItER1k5GkcFx8Zlj5XfHwk/LdwysOyYuefwt7AuBLWPm+16+Y/5CJH3POn3P5z4Tbj63DNs+wNHePD6zPOs22Rfb4mW5+iiWsmx35hIUw9pRVrwLoZSIOh7Cw34bHEEC6tZV8UPlf+jWgF2X5yHmQ0xGODn3qd9ElUEQXCymsEYrtYxol2qaI04KvLZ4MT3FILNKFKvacg4EbXAGY54GHIQZ/avIkRmkgmKb6A41UFQ0MCE2T3CQlnq2XifrZQ3WYBJm9sXkmLQUQxl3I4fLOelu1gV+VebPGaLxTyxewViEnh9EGuC4Pjp4hK8ibmtwY6zxaRJxvcNC+vFnt9DLs4ByqR5a4piD/nP2pZ/ggMdkuBGhDuwidib16/s8ObtANPJe2oIjF38NKlxlEd4zyvnMQoyt4+Eib9sdP8eS/3mMZ9GzMqQ7qNvUv8pZalzSsCOz18MIZpUeGDcHrp/BOHYJ171XrlxI7758kyhbC+mDB/fTr7n2oQta/d0+GjEwmWsNdsqo9pJAZVwJ0DEOeaHJelYeksF2OT6nk7AOesI89LllSCiZWSc4Sz/smLoeM4MqrHwZ0UVMFjAIaOY8otenSz/5Xio+PUnKIIvUYSU7GXTzOGG8J0H0KpNB4DppTEXciwkNIG2j7bHcwhVZr+UvcNiXHrnuVkC1QMdUXGPI4fREOUzdLJZYbV++epEjFaZSC0V15dJFopyw+sLhuRtoaYnQ+UwuyAjdZJcBE8xAq7a14SmNIIZKYxXigEwZAphltl5Jd4Avha4tRmXfgSAeMDkw6rHa6m8GYWQFFUnsqzKUelnrc2ucYbC01Mvximz2z7753EXEbWrCTVgobvrPyWXynnpa4WP+HlGPLGMXZNYY5SQ7Up9FmZZhPssuV8AXmAlb3/e3z1yohLXv+CkcRB6f+8yxkgCZ1zynCaf1m9dkub5bvvu+yXfM53PLs50+8z3L9r5tzuXkcR/Apc/QV3HjGBgb3MC8vicB9R3bIyffRRx0QXURnWTSyelFf8on9bswWa9tkagat5FhI2mk8zNzF3X3HqPnG7IYPySW41M2Qugq1AUu6stso3DtVpBAKMt297SqE2LIHVmyNGMjRzFmIwY52koFLSI8tSDgk3Ba1m+/fFdVgGCi+MDnbRbXKnVACgjmzPyhkS7CUxPTBFSZTWtVDjpDHB+xy6aG9FBlz/gY158B/r2IMGyRhKhBmNGrhZhuLMYu+NiAeZgjZmINnb6wa+NjrAHRemvMC+GlCsvdDWP6w0iTD8LP80MIuhGDmtMseif9Nzyb42ESruKTn3P4Mh7A/R0i6Qnzut4KwFKGREI52kfnB9fahhPW8DWJ6uOYPA/o9+jhQ87Y2UyfPH6U7h5sp3UI6RHSV30MviC2V7B6j1oS2xMaBc6HTQE4mfzr+HqBGr/xGc+5byrzwTzOm8C7ENXzc/Bbn8PMyUkkDclUXpSzzBXw5T8iWZnJd0wiz+bGegBc5HUwXHJKoIoZlNACUuSwHYVTCI4IgDuRcqDaL40HTjoH0LIlsgbHlOi6V1VIyDFMAsgLF5bTtWvX0vOHj0Ao9TVoatj/KZm7snKJQUa5vv0sRLJpRHGVwzp/z+K3Zj8klB6mVYNIWuckcR1dtWTJhV8WrdVDovvi+QG6NePb7bAv94DJEdHI4eq28XXrQTyDmwM8OrvLvXhwfJlgoRpAn2k4/HCsBcFEMoPtHuKeIuE2ZbBqIAJlye/767i7KGILW2EiiG2vPmsSIGEpISlESHiXcRKOiqUFSYS33x0H+1/uW57vm6zD+46ZZSkJODn8XhDST+85ptZf6rQMdZIablw41Keax7ZHm4Uzbfa3bTNNOsntFLhpuzqoSgp+lfLn0Vn5XXHbdtkP83jPFEjPp22yXKMs+SwIPgR2DIE0v+1zkbVq3/F3BzHV8dsH3k8gDutwvkMIxOfPHqcN7k0e0b6iE2OYYvFwsnJmtPMpfGkhRPXY1gprZ/nMhWPG9didWCxstsMTBjW+OcbCwkU3LNwuziwIVfL2cVg3undH6QV3ukmcvVcnidBDvzyudYbFd8p4A8Bp2IXoQ3iHBu+A+zyL9NZlobZPqiN0ZXMHXIWTIU0lvqfuN45vwJxFZRK9vSKy77VYLAbgZB0uehYC398hVNyZbNGfYJyEmW0vOOK4jwg/6JHSLuZtQxBCLHWfc9+16qalxlkiEMGtS2xg0NosQKo4PjVABhGMJmASFPc3WBwIcQzHCSz4Xoc7mUL9YSp4auR/x9jZ4niWyzx+N99Xkxyn+tf8TCkrMwYln3OvfnV5In2MpavNynTsSofO6zDEFBpOnDWpvMkB9y/LMjXaMPJyUTUrKMSVBjj4VmbsP0WMZ6vPAxldbThMx2IQOTCOgFQaNXa216iXe0Q+mfe4BLYw7aEkVy+nZ707GAzWK+ZExyljAsDqe+nWxuvXrysIYzHc0sUtIqIYfeXmmyvp9etX02effYpVcj01IYpr97tpkZX3GoriGlunGuiGzsBd7os4IELLE+JoNLxqiLMtrFtdHIXXNzC6MDl6gCE4ShTWrH0gDcgMgdR2ugsSPWfybuOjeaTaAhgZJaUL19rtsThAXCdAdh3VjYOnT6l7sZuI2LUJJhTwUNra9mgGQ7LhsOxg6ergftfgbJnYIoAI6GcFItoC1gfolnpoxUVq/fIYgLBsYhNEJIGjQWkeiw4zv4v7itGaDKfVgQjq9+l5Q5cuXYLjzD5yU0w0x9BoRyK9WxOdxOtEuVlaWkI1MR1+iHJEnsFjlHd3bXRYIIIY0vc+6oLZRZTtPD9isk/zTg48AHypP3ZDQGC2ttfT9ZdeBh/cibKdJxeIHkdsMO76TU7QFjlo3b8O4S7Uy7Y5qkBi1GX3irBQJ+XkbAM3J7Pb+irqKBnNJtZoYaITP1AH7nCdMDwOE01Hc8wZLnXOcT5mkQHnDBoqyqu/nGjPY3Q74FhjxoXx+wJu53++dQeMQ3zkfU8JnEUHGGIsY7hP1PzBAElhiqhVEkI4sml0bkA29KgtCMMka/kVtuhNQyguEO1nsn0jvX/r8/QI/OkyLl0aVwMX9V/sYEWuKWLAuBhFx1BnDfTr84brwye3S0iy6f5jxhjxnSC6M7j5OGYPdzjXextVQRsmBO04FCk9XicmJAvUFHryPhymR0P0PFaBWJKeedOC4XDh6sH1jpDTAXPgFPwe7ZE5gEBC4FSdKYHJ9LTwnFjE+u9Y6GepyF1DbTHLWfe6BomTE+yNr9exQcBEHOgID8yNETs/yXnr4L9zognN0TNALnmMqGs0rzXaosGzydne7lSTizHikoulEYlUZVWZow0WnRh72i9Bs/8mlrw8J6QcvC6+ukAaXKYJUdZDJc7NASf0jumjI444CHD8B+CVc6DCTiF6hOSAYyvvgSCyrIorikeZfc0reOYgouIgVlJoflGx1NmKC8WOgi2cqySR1lXbrVBa8OyErLv3fVddiquMynW4ZjiFbNLPZdq5XJJ5pbxOePd/SyxMKuflMDz43bNrVi6d49CjyzG57929TcT9fY6XvRAO3Hc/ez9tnF1Kv/P6TULpE0QVa53W5TVOupsG+eZwOm+BbIY2q42Jm4c+8hJYvY/7RSAQuxrqNd2F1OfJhXHsJW0Rj2P/NYRsD6KVCQ4gAtMmMABl4qbBILubiPRO4Ly6GTaM2HtsQ+xCsOL8ceqVMZZku1vIvgtTx8PrNHzlSuWeRBRAGnXp0uJvRbg2EyRzWcAcjsK8lncIkZTjmsLQYfscjzJ+wtW2mYSz70go5dx9xzH0d25/7l/h2izbZ77n5PG3l3XYdl2chKXtk1v2mb+tv7xj+RJc3xGVxA/Lt27vmWxrxpF8Hrf3/F3wqjzzPcvzXd9R5PN7wBHYGFauwr7rMQsKUyjwy7J8bvtNHgzndYSUsIdblW3rEwnKDQbCJrclw896Da1Hx6I9VA2DIJfL3AJ3W0gQry1eTq/jzrICY7BHIFl1l9VnT9NTYKBRSx3kCHWOMQSEEW+y+OZtouo+29M4brP4CZcO0pH4NOjvs3ihkwSPBwTCrY72YXIg7kznGn0boAsfslgfMFckOG7ZbWL9QCvAIoQUA5E+wMm8wxXSBxga/WrCXXdoHwzBMYTOHWUjRKkJxPuZRZgYVB/ulXYLr2PjguWYqrZzLNyP3qftJo/e9cRDN4vIKBmtKLDc/KCbjNYukslzpKMDCCVECeYSzlACdzLHasxzx9RXNWRZh7jkGJscN+t3HPz09+lkn76avFfyhS4TePu+yc/68vIy357y04koVaVghiVWfN1YTjKT6QQZMoUshdiQkkplAdyT9+yESBWDTXt9T/7T5LvGydOPTk7h4aMn4duni5Bcne0pk0IgSFwDKXkmcbDsPSbY8tIiA4gyGUvmjRs3iP13Jd369Ndp/fl+ugkX2YT7e76/np4gOi1M4nQOVdthR0IDAiEn8QCL3wROrOdQZs+zG2cSlt9T4Fwp62MiOMv9gqxG7ZZj6iBuGblaQrmKZfKIdriLxkg+Hg/r6uOuhyaEYtyW8MERsurFPmx6IacsgbX9W7RxF4W7blK7B4jbTCZXREgeyAFRAbmFmXAI5OCzwN7PNmKWsJHbFGYSKNsqwQmEsTUgp6u39alPCqJBW3kh9LaW67OSLNffflqW6hHLdTGSoJksX+T0XevxcnI5puY1+VxcsL4Gz/0u4VFEN79jTk2oFeAIgZELtqoT61bnGAEK4AglBpZRkN5y/W4+4WLfA79O6rLd5jHZTt/1Crzknu/53UlpXsuSGxbzTdyOdj5//hzuDEdw2mo5xjwII6TwYhxFY5mKATusil8sEmq0u85OKPcTj5zszifwAnsb3FwjXaPM6+gAW4Qoc4fRjTnOviECewfpytMFRxI0iKTGHxhcYMzWQIKy1GFktLTb575BgDHQ4Oke3LHESeLPjE3nEIGb8+fQe9IYcH0G7lYdotsHH+FStQ28dXJv4PA+Q2DfQ4ip8PDoBRdPLejWEeOFC1SFiD1TcMfthbxP+gg9O3IWHBZuY0RlF57CUInRjQKBD85dFocqTEdFnSELgU77AJ0LHBbH4e6HwGcCHJM7pYh8DAp6dPWW3IEgo5+G+QmvEfkkCHQNWMoJzjI/a/TfdmZcyMTOtjiu3vfyex5X6ibZvvzMX5mQOjdNJa9Gvvwu8H/5+ksg2C8ZRwqlMMUxOT53jshzl5cCIyzlpFJ5odONKN/NYvI9rwAYjfJ7+GPxvshp8tkYy5QWN7keJ4/lZKDnCep7wAnxBwyNlQMRBo5mBsdeEcY9q+xdgBAqhjJolKUOZpOQVdC69MbX30r32f+qu4/Hbc6BPENEh9tfPOGoh5XUYNvWAQRvG1FpA9HSFXoJLnMOEURD0qx6mUkQpA07PkukFwhaHfFrxD7wHkdD1BnMMCYwkFAi8sKJMoBNVm33/A4mswEh4kZCCPchtNv42O0jOspxDjhgyQkt16D4HkuO+lNWd5dLzzqRECmaOxFMDnnARVieDLiI4cAWhA14c0+XDmFaQxSdmsrET0LpvTbqh0LQfN+Uy8nGmrjBH/NKIH0WovvJBPK3bfO5ffBZGW+JoW1xogdRYxydeOZxMksg5xbm413riTbyXGLme6UcPyVQhSu1DL/bPy+fW755/G7yvvdKGeWedXjPz/Ld9wqh1xc2VAagp+20DA14Hkvh7pQciQlc5H0neo/nqmDcCy0FVT3S4rIOQ+QtsL2zjz+ux3r00M25Y6qLmL0DUergg8jKzgkjHFYGDhmjMrg48Cf6D9zgvWPOGAld45HxCGzfFNZlA2kcH8LtAkvVXO7hDlc04YtRpEH5E6gr/vnbb6eLiLtNdHmfw0T85eqd9FmH4CmI1HXUSZNEDhemkJVYmIxN6e+4RzePqbM2w5Gy517CpWgumJSDZw/T0do9cBOmwHOagHdEB3Ls+K747A4yy9AYBOeAURFDHLTFadJHrXYoIebizcAr3aXECdUyu9ACaUSV+erxKkPmp8S1BUGPhQ1dtsGxLxDdq4c6xDE0iY+Oa0nW/9VUxj7ny3NDtHHM5CJNfresGotSBUaxfv7COSaf/aCxZFAOr0Iw/V5e8sWSBAi54mdB0nyv5MhI6j2vMomsVEJsw2lOTAbvabF0Auq3KJIu41O1A7EcoBvQODImvJhRdEQckUyO4QzbvEQWORxeCu5TN6DgJiAUe0RYNoTUy9dWiEh+Jf30Vx9ypCfbFeHSPJ94sn0GgvhZevLeB+nNd9h4D2E8g0N6d3cTLpHJPdogNuAOepopzh5xOyRWZAw6OpjOnWMH6rn5NL2JSLnGhNljpYTr9HhXeYYhooW7IYzwox/c9ia6PybTIbq5rs60fOrEK0JrJDDQhfDUd08LqMQxIvuA/IwWOiWQVGQ7IQIFrgUZNEIIA5HGhUS066J8N1BGwJe2VWiLZeRAs0oH0t/sgmM5ts9k2b7jVe4Jd8VsiamEQ05e2J8mZJYh4St5Lct8jr3t9r7I72+/e88xz/2SyGbOTYd+j/CwHd6Ls5GwdPqO5RcY+FtELr8LLKzX+yaJrfXZD/ObzOdV8thPf/tpIOYKdYlDFmEb1MFqZPBAKN/xAoUidqdbDT3XZwJjRE9pAos6nYRrgkgAYEVELa3q+DsQUdY/ogBV0j2stD/84rO0ifRkZPCb08tEAcfBHk5gg7inWrMPqSSCUaPrFj/ECYk0gRaCGB7iCtOEo9JtpgYnNwDfqhUsw2yBbbHwHB7gFgUmTCBBzcAsLM3XOSOcqOjgx6QbOFAzTeD21mLiT6IXLeOtvtbZLSdZNmukY55DOA8nOOaCo5PZEoDyH+56yBZBYiQ02KsecxrxWdhFmEFgJ/yFfY86DYzhTqJjLOXMYog/Y6Arj0SJz6nFsxhTV9JLV6+n+/fvxwGBBp/Ryf+FOC+HDQwtV8+SY/abx8F70BTHKo9vHrfyO26e/PGeV8EBP/NbOYPSm8/lKJUc/W0yH94MrqT8YHA9sjGiiNAVSwix+4Qg5qLyS7/xnYabflvDvG8lJYlkAtQjYQviGkxBn0e5MX0n5zgV0dWxH4QEAoJFJiNtZuk9HCqLX569AucC4uwidowGrTSDocd26Lzr3t3LFy+ylYmo2SIp5c2hh1E35OTRyvrRR5+khxh2XiVSyu9+7eVYpXQBUEfTQZw5YoD3u8TqY5/q3Bl2c7CSeUJdHX83eJfUYoUd8OwQcWsT/zk5BvAVAqHjO+446GvG+MdJMOIoTJDeSabFPu95hQDAJYhMHsplPicEOEr/s29pEwKlOCJHZt9EaL7EhBW2Pd6xP+GEz8QQriECuuiRV+Lie10I2+QESEoDyjgYDk7C5zuW5eU75vdeeV9i4QQousQYQ54XIhXEg3fMIzEVkc0jMXX3heWZSj0SXd91zI2cbl6T+bxvMq/lNBFLhUt5ZptK2QW3fEcY+ux0H0r7S/3+ttyS/G6UF6s3ZJntj4lOc607+jLsQiwXQxUw5ChVnf/dBaNqZWZxPk2du8h+awwXLOx99Hl9iJAG0EPwTZ9ZTyCkUaG39ljifTYmv8+phQ/ZbaOF+FtL4NXiQlqnvgpGJrlRia396cLxGbTEuKJ4dju6LLZGvz9M11ANzeGD2KzPRAi0A05oXF3bwpCynCVBQd5DlTEHF85CPwJGR3BlMUaQKcVcD9gbgqcSxSA+tMEFWjipEhI+czAUdYxWdRdKGRrm0ARbScc4wbfBpZmFvHg6lgar9l3HyyAXjsXBMeI7IO8jlWaFGXgmcRHPmWtn8AK4duN6evP1N1AnNNLDe/dDYnKxlwJVmVBzSHT6l26zOAywagsi4ePpjxOtbNNw0QVIMbTWq9+37RdXyvjHw6/+YbEp+7WlM+KjZYnTNDBy1w3MMDkJt4Lz8hjr6CHn6B5wVKTJwrXExicVn04FQU/fK43xWZk4NjS+s1KG3xUvCEjvBYeCY61idriDEHXE+IquwE589ZWQPN7LxIHFOXSRtn8bQ4fliET6ecL0h8PtAQSzjtHFOI9GwRkzYBdA8rvsX22g9/KAox4DalQdD5R/+gwlN1zda1cuE3oe/QyDOhojsgRyAuTKDAckETcQoinA3YImEtg+g6+uE2NwC/H7KZzwJkp9dZJay4x0pFGgjiLK9dPUxovfAfDI2hgE7vXhNA16QFdC3aGVXofrGkg1haO0E1XEtm4R2T6XFMjAsLhbwnJVSzgGsS2SfAH70FJkrop1MBBXS2gTWEhc9uBeLMd6SopyKcf3rdu+SmxFTNth281TxrHgR0bU3AbH1ue+Y15T4TbVJ0tA3WcfLlWIfo4pVVJ+Fil9T/WBKetbnTR5ctgmy49FhXbZJgm49dgG3z2Ni/bTPnjfPpnPPsiZxCYKynXh1WoujE2FaGxsrqP7Yt8/z1d3N6h3Jl1iYV8lsKzjns6xGODU7QFZHSShHlyOZ7nsoQOsVsEzRGODMLsYVdHtVYl1OUBaW0M/t4kl+fm9W6m1PoczOwYa4DLHwiXGaChqYA2XYCJTRHg29aEoOfH9baTvfueb6d3Xb9JQjqMleO3Hdx6kP/23/3d6+ARVEPBQVSYs/qc7HfD/HHp2Ty/EIi8xhrAatV5q06cdoDrZ5XqzOCt83DttClwypur2GkdEoDIQr4BJd+853DOR/zE8SSD1zTVpGAsiCcF0nI5orxHGmElxOS5gKEwZcKasCfDOdjrGTx88SV988UXGOzhH8XqZraATcOxdFrMeXi1jAoO0kPwcn4g2hAeOuGCbo2zL5/rq72hc/Ml45NfT+cVV549tVlUS+KFEQFnhSDbN4AzGmUjizg/CGRVauuyEzApcioyKLdwGlHS6ovKsPPezTGwtYkYNsTEiqpNSLtKk2OwEGo3d8YJlEFFQxNd/0y75jsl7dsIynRR2RB+1lpY1V0PKcICAGha0vHVRg8W3fucb6dO7d+lpL4b4AAAgAElEQVQshg50lgJbxe8CCvN76+wrxyViCUT63TeuEDPwQVgM19iUr87pABehLb4PEBUm0cnoetEBKQ2+OstKvk07PBdnGiPQAavcAb5riozqJacQxdS51iF26lDPzE8Tmw9jEGKX0cpt6y5WxUM4lFg10TsdcZSs4pOO69NMSCPPFO5KWMdgUp+w9XLyZ1hZRh4jYSRsTLEnmYmmIUQiYX6Rssmn5doGPy2jjGUZP39L0EwisXWbt+R3zHyvEB7vOza+5/hqhPF3lE0Z1uU76p4kkiYR3GQ+L597z+d+t2wJjGX7vdTp76L3tK8x7pRj/yynJPMVOPmufTCPl6KfR7b6vjApdQLW+G67O4jSF5YvpQW4xgecOri8fCbdePW1tP/eT8PQ8Qj3s+XFxXSG98fooQ9ZcG2Lc8e6tveMnoPRh8XTYz/Cas2cAisgOIju6COPwYEW+OQWu0nmiId7TeHsPY3UJP61aMeANmpExXgNfPvBAMwrKrNF89XXX0mXX76Ybj34PN15uhZE05iVe+jrniAx3UKH28Ni3ASHZ5ViWHvGSGBD5sY0uFLGXeLsd2dbwS8cYtJg/Wmq3LlDf7KP7QhLeo8thJMYTdImHO4JTOfhiMUXx30TTlkONXbGAU8NksHdUYcKN8dFtZsuZr/4xS/Sp3C7PQxZzmsPGpuEYz1//kJiY2LssvEcHmNJAtXAgzAoM1CO3YvxlDMGR0ze9zLZp5IcW9Ppe7Y/qxaz6iDaxjrD7dy3uTOIcvhyPXn8FKp+hm1IiEIofY8glg04y3z+BIXwghV4mJdOmwh8fFIIqOaOASsy6YxeR64XwWKywZrrmtNkRZW9FoEZblbJCuLw+XSP1UNWfBhsEM9DSZ1FqiYO3EO2rkBfwzo2j0GlBeu/BWDHEBTrOITYTBMGTdF2EbZ85cJFkIDJpjhETTu7zzlMqJ3++PfeTL/6+BOCmN5O86+9jhQ/Rv85nxYfrxL/scPWRZyeB+vppbNApzqXuuc5G4R+bR1QBvVtyjFitDkk6vQcYbLkcLtYzBm3aAcakzSPD2R1VispyAfnMUV72uxKmII7aKMfigAUEHT9wVa3CHlPmVVEokEHay6TbMTEjUg16ERafG/B4TeATRUWUL9GRXUHXu7eAAHBMTHdDKHlGTymYcwiCB55JJYVojgLJ40+U+xTjvfJ53jp1L1ArD+JhxHNzRfGJseI91WSz2GJFXHlIGYVe0Bx8/fxzWzRp2MMG0oCTg6RVQLhu46z5YnMBoEVF+Q4JEQuVO7AcJooPomUE+BaD+v+UNcqiEmbaNpNCMgWxoYefXLXRw3uJMLKndQjIZ6aZoHEN6/Nzg4niGen+1truVwQTSGJqEoFcAosqmHg0qpKWzS4tiFIThL7KUH2OBC5eQNnLJ+5iITSIMwXkcQxwkjQvvm1m6l+uJn+n+/9WZquIYLSviMq6uF/W8UoUcPqiwaawUDcxm0mETJNP2EJZ5PFSnWIDEAQdnR70/hNHrFNdtjjjJhjDH/tldRbIJ4qAWWnVh8SjPco3UA6GmGQ2QLPPZDugw8/B9+X0/IFwgd2ICTPeql1dCaOMx4Tn7JaB1/gPOvoVIfsMZ+G42OlhHDSVuAywdncDejJeiNvhxRKMV/9cioZ7m/IHKtw9ITBYXS7keBX4P51VD8Y7qV38Il9G7XITSSUc6hmHrOD7fuPR+mX6ENRfMFJskDGwgVxRHWgPpKXwQMWCEKveZLjFnCXAI4QnyvAsE2AGZZcjmQmzukGRlUIb915xBiqz5faiGc4v8E540fKwqHFXBhLABvQEw8g1HnfJI6pb7SPGuC0fyioTLrrCTyoQ9fQrDPn8F1F0tMbIbZr8269iFngPZMGFp9GxequNcoNyLmOqOi3/bGhNqpc5vG7k9AGiYhl0ug8apJTstGuOHIDTqh85Q5m5Wluhw7EmWuUS9DNBDcFRF/PpFH8ZpMTnB3iKmL6jUuX0iKDdMQqpmtFDx/GKvua7eO7b70dhOvRwyfoPb6Am1mIA9UjkjnOt509tkENF+HwJB6KJNQPsKY5rW1pYQqCvoQVHNcJEDZHFGdSoaxf2807FNTlHLL7oncsZwSBot/Rd0Vh/cNYwZnpoZ/pICL1IA4e4yCsZ+i/x4VK7EzuO3cy1VQzAKsKYpAkUJ8xiYRihogqB91kwEOveEKUhGvhxAzoAUQD/hI/iZhjwQC9GKNFdMASL8soujAnr2NoH9SVSnxejCktyWOdRenDE+Jq2Y65eQtOlPH3vpfjYD7HOgganK3J7z43SdhLvsIplueWZ9l+8ic+Jc6lzlJPEGfKM6998bfvBDGmT9ZvXheZCly9v82nflKDhQQyREjUJy12O2xurqVLVy5g5Z5Mz/BndNF8442vp7/5m78JPZmsgrti1LUzu6gPYkg/PZKgwlj2lBrAHc9jMUDuGPlW3Zc67gGBVXiBRW0KIQ7cI7rN9Fm20F66xq6d+TSL9HEIA7O/+phgDxy1MAseopt7iiP5n3/v++kKB9s1K7SRyONfPMbqDH6MwV0XTYOKsPzFmdriUV9dIirS4OHop3guQgonYRQBKRiDPL7MfZKbBWonY+N6o6uTPpBkYr7003faC+n3r76e3mI+zYir4Lv7q88RvOQMvpoP6ZNGLK3z1qEXSpV6WYZCv1tH5aCdgMZkHIcpkLDp8L6L3+c+guUB+OmpAJatOsbNBaEGYM7VTnDZNpsCN04+/X5ym1kgDosHOU/Ol2nUi/6eZM67bjJ+kTvV5XjCkgYwPZhKgmOkmeyhDhBdfv8DqUwIKyqIfvq7voImEVLnURHSiVAiAUkAy6RxNbfxBkD1UxHIyNImfzv5ReYoi3KjHrZITTYRYeFqpqc4XZGVqom1cGF5EeRgcGjXcxBbg9DKxUuxcliWk3Vrc4eDkC6np4gP3X1WS/ZuiygD/cCYs66aFXYlTECQ25yDsjDPBGNgDBAghyRh6Zz4O6q0Nu6f945dhUAs3SFaRD+XaLp9UeseC3ieiOTpgxxO8Exg8mR1kjXglltwPBrTIpQc42++gI2oBOIxhIjw6GaQneQenYCK9O6h1SrsuAhnOX2/62Jh3+h6WPkdfJFTztzdF9OIN5bfQ9US+1ed7LznhDDKM11wFOg3fQPl9D6I4yggoo6LBMg2OpZ+d2wszzbIefpMgmZbHD+TMDJ/IWJ+es93/O6zgkt+d+yFlYtPBJjlu3V533teQfioV/WAdVqe7bAc6za/v82X65ewO/Ho4InTN4+pW7FZoqc6pZ8uryynb337d9Jf/PkP0o9++OOwfNN1njHuWovxRXSq1CCIgBxwuWiw+LM7RthV5GIYF3kgsoGXEGkWymn0lLASIf7u4xJG3FlCrkHQ2TN+xNU0Qj++ueM94izS5inmpgZmHdt34MA2PrkNd8ucgLNHZqMOZByknRa4W4UzXZiFSQCeFRwu98FRhjq4chjMhA89dXE5zgGjvJiVsfOe4686Sc7KhVk8EoYGThF+r6EzvD5/gaN3kTjWN9I6WxXvs3Bu7qq7p7+wqxpJpzCqygkaU3KM9DHqw8FSrpGAZDCYIKA133F/Y6g5eoXxgUuNWKyOlbCFE5YUqltVrLJteh+UFO3lR3zadi7ryAQy4wA3or90+SSfEof9hgmjb8Fh8kNp2e9+IuXhNB36GERsVheJ1gQclDs93NDuhPiPTdEoMgvkkmyAiF2QWSIyj0uF3ML6+nogq4PkVfICsZhYchJnWU19X6R2spXzfq3DiTMJcaxQh5E7ugyObgHzcH8LixAMsRa1geeC7Oxy3gjK60W2dtl5QAACIZ5MrbPVC7cfkHwPCnYGdwdhq8WLVnOGCRwmnakaExCug1oZHJAYpMd0yZYw9slqPCJuX58Q9UeDrFTWTSEmJqHZjKysA7qi5QBCqlI+B5M1FqEbG10Y/Ati89fVUfF4mnFxq5l9Rnqin7xPPxm6MAgsn12ESwHLGbes85wPAn5EnkKINBKZhK0pEIi6yhi5V9dnRYfrOCjyV5nQTgqTBCsSiOl7dUQhV+VCuCVqlhvcGIQpOGjKMa+X+QqRtBzH0TKjLsa14IefhTCazzLLM8sRN8tvHbX9brckaOKT+cdE3ZEbdAFwnG2byfct28t8pU8ZLqqWzCUeWmfuj3c8Dlg/Sbm/f/bP/0l6//330wcffcjiZ31MKnakeEa4ahFjBujs7Ix27hhg4xg/QlHFvcoD4iDW4L5eeelKevXGDSzVnXTn0ydpEzFasXZSLpBgKceoGEboEOXi+sQmqMfWPhazI1QPSFL2ma1y1ImURrvds95gX98EDzo8bwLfN8/j2YHIvg0D4DHL7ojZ5P49gk0cMJzu7KqwaHfYBltgE2oUxsMkbL0UlcVJx6/gVDAv6BCF4zoBOt7bfpI+5NrCd3iNrZSr7HV/CsE/oHEtXNA8OncKn1xpgHvZO3swGOC9FnQXO9Z8ZhXEnQVY7rev6o2y9bSpgMsSUQVpvAGDWMqgSCAtT6bCZB+CjvDOaVyPiQUu5DwumOJdxi3foVQeiSvqNjNHbb9M8Un/gQMrMwNuBTVmqiKf0TlgTgAuOhua/x9KNsjKSrLgcnnPZ3ZGI83m+lrUI/fqgCi2WG/J76fIa2kOiCKPHJXvdnGd2FnXwKMS39VMqo++jVXeA9/hUeFoiDrCpv1ZAlZMsOIqrm7urQYCatTZQYlOL8Mabr1ylxfPnU2zILex8x4+QffIPq0KozEE8eY5jnMZy5pEI8aChulCow6khgUb9AJOJ9ZbiAbzK7t8MC+rEFAnimK/Rp+dOvuku5y8x55z9567R9VAqm1g4ZbGYzh4k3TdIZpFVL6wdJZJmA0gisu2WYo9je7nAqfOXVxcwuqOcQRCJyepXkUXIq39ssKKgIVIqF8UvibAEsmxcVHx9yGE5Qju0GCxsWcasSjGiG2fThBAEPW751wfS5F0bJBitrY5ZuaRAJkKAfSedfppXV/N5z0v8/hpEh9NliVuiTv22+f7WFltk78LYS7v+Y75T79nWaU86/C5bQk4kt97xh9QvDN8mmOrft0y8yLHYsh9Ty+U6/v2t7+b3n776+kHf/mjKDcksBoSCLARG2TyNFB4qubAPdJgW7MmTNFRg68DjHJtDHF/+M230j/+o3/Ahodn6c+aP00/+fCXaZc5Nz9NPNUBhJadMGOMJYg3eD9AJLGq1yScbF4YN+Cq6Jfzc58Ft49oX0OaaitxMfYtrhXcdv7wysvpGgxEHcTVz7jJTrL76N6/f/eTdAd3IY+NHWJlb2F/KHBzkRO+JuEm7D13SqLo2PmsuPmUMfsQA056vIGHhviNPzCEnW5iaGKXF/PKwB3ujNF9SLge0r7AB4ihXHV3hIuQiz/v6RMqwUTXRAMQuflqdHJJmXQu5iFjyMC92MGlNb2Mp+3+arKdDLCvRJJmmF91nRwmS2LGA+7Zx/BtFb8jt+9BPLXCugrnYJgiuJPpy0Jz0X/3XzteLnPZqNyw/E4RhQS6xFGAe2W3HzgKxBGB5kCZLMuJaPKee7P1ASxlOnCKvA6YeY8GO+nqteX08vVr6bVXb3AqIn6XEMxw0gboE+yPHUGU6vSpxkDIdZkkws/XVrHOGZmHDfiIXLvs0ZZDnJ5UBCDCCS4+xw0Qg4HVHUFfrVCEAjgjj7vCxWpnn/mHFiwIp1yhVr3YlsVKOwEX6qHrky2IPkXMYmhyoGDW0wHS2DqO693uZmxVNBDGJLCahRCewWL+hAjSHXRQ7oTSj0yd0BwuEPOIx4ouExIp6gvVACIWLHCMYZVJI0cnIpjkrABXTuQpY6YDsQghcQldD/ojCZAHvOk5MNEhoAgTQGODQ+SYqLOJcaIPitDC0ve9V8bJz1KH7xRiV8atELOSx/vigbghrpTfcrTl3QHir+8VIuy74pew9LspEJ22W4b3zR+THbyxfJPtMb+/Xehi5Mir9wVP+Z2lGvPu7Wax3c0JUsP/6o//fvrRj36EvyPbVY33CfenO5XHaQDAmMBjmIsKng1NjFHNEQYZJBwNT9EmOH8jlFfV+bPz5g+++8302cPbaW9jHZxhNxn66z67yPqclnm8hzGIM2/qEMvxwIO5kCII2FuxLPqoKuUQXacBnI1UrjP+FF2Yoq9NKFUTsXYKnK9jyGqAhzPg+CTxSOs0c8gCzXIBjLKeT+5Zoi9MhI3jJ/zOzp8NdYp+vY7zNsTaOemRFcJ+lRCFwrMP5wjTTR9gYOw3n6wsMAJw4fT3mOAv+j7LPQsPfRDlsPtIcVXa72kJvIGTOF9YUEb0MW/xzYuzRNIdgc4z1Vj63w5hLiYxojrmBe8cM9svjprohn/jeaZr9MuKSOJGE+YC1iwuOf/S9/xehgOwztuBMqLB/vLbBI7Rj5OWx52/+48NPN3IkrMgovqhIHZGPYEgK0YrQpbnDoz1W0ZuZEYov7eY6LrUaECQ5aH74ZgtJ+m2wRtX5tObb76ZXsctQwJvXflEvLzTRdNFn/fE/yPEIieahKTBStpEFF7fWoNuylGgM+GUwjHOup7U1u/vpYsqookKY7QQj+1EIMIamlUQclZaqQe6QTjRHEAGOOv9mKAAUAvzAN2KYFTXok72/NkFxA9OucOJdxP9zaBrnzlpBEIuki6xE2ORxURO0mg6GxsbAS85PInwJNzyLMQ7DjmC4OtXqfcAm37pg6KiqySOtSG/yzmdLD6gQUme7yJsvZC78m3ejbHnU+QxqXvNoei0TGfiIofl5PBdd/BM4EbleDpRJAKFYPrby7yWp96yjK/5CsHyuYTRvD4Pwk7Z3hcnyn3f8ZnJ8qzHe3IgTnA/bX8JqOuiYB4viaTPCm5bZul/PsfpBBbAKBa3kzlgvg7qGk/j85iIfZy733jr9fTOu2+kT351hzZCGPC+mIQD1BJKdnwN4aDg4KZwG2pME+txh3gEG8+hn0OOPcYPE13c+nYXiy5uZ+dXMEpYJ8QJnag7ssZVrOu0vYFBzh1bjSFeB0TJGlfBQTDAmAFCYbrGbhr9ifFM0Z94ACHqkLdOW3pIMRsQn2Vhju+x9oUO224/h4PcBlf6uBodi5syQyInaCB2KPraf/tdkoE/uug8h+hAj1jItlFdbeDmptFVrlKOT76rhujv2TsmBBjqFB4snOQ5gqDqm+xYGIimBr4HiWYezlLXDF4EU/gt6we6zpZdd6sdI6m5R5uSMp7GNHOeqfWiAuHNvGywn7yMq3U7rrbfeej3QlcKgZSDLHjowj9GdVR+a7AL3A99pGQi1x/HN8wSj08E7OiHFBTYF1Va5k5b+d+VSgXl03zlPT+dAFbsZI/gERDJBycWQvNWEHXslNyLEzwa6X0mjPf1qfOeordJhJ+DHTeIxSuvvJK+8fXzke9Y48uuIY7yZDhilfE9hfc6VkTDy9sbHWZHircgYBtkObu0AJIxZIRLq/F7eMygszNlVCEoMGJCs7WFAh2dpWjkRAMDVCAr8igbjFCUO+F1apdQeiSmAxQ8CghRIZ/RUyTelEr0oTOU0U5P1zYJZ7UFrLKfmn2T6F+9jIUewjNmF8cB6ogyySWKrqISG2NSxvEAILV6sAaTQFgF4QF/RBoXcjndIpb6tskxkUia3+9d5DbbbYoxhBj4TPFenKjT1oiUDgLryuOZQnJfFidH4zuF4Fmv7RXu3rN8uVDvRZvIa37H0OQ9PQQ04vndJFKXMsQdo7H72/smy5SAqrO1nGgjMHbRtWx/m9dn9sPLVN4v/S739AA4RpRWzPJZXuRcKCDwjNvC/BK9Ff8MZAwW0PX//n/479LPr36Y/vonP4VD4iwWXMxgClmcIOAs1H2A32dMqqhKWksriM04QqN3RLIl4G03/fLW3XTtGrtM3ngNVQlwGCPOYuA7hGAdw2W1WSynPJOamidg+4bsIVbd4zHBPWEL1zYJcWpAWHUsD101eF2FkB7Ckj3qbKdfscBPAKuVi8v2Pt17+jy9//hxeojr0TZEv4fuU86pDndnv+2bn16n04h84q6xTlXliAuqaAxmIRNAlQwKhA/iKnc7CMICHLGuT4KrQ1UClBk7eCD+xovUEEhRqAyO0gL9uEysy3PnzrNzDq6d6wiT9hDmBBMAxte8gNoux148LmPkbxdKx7a023v5+o1egBsZf8QRr7COn+qr74i3EspcFvkhluJ5vQU7fGGZvZg1InsziOMhojdWtQZxDqsT+JwRdNYVplTuOTXugRapbZx8iMTN5yKznIv3vWgLFjkG64RVd3U3moecm36ONkbNgz5tnk4W7gaUKzFw+5WTZxGl7+rqavhBGmPv0uXldPPmKyDZFRTqWLsRTYxabee0opkU1SzTDnlGiOePHIO0RlihoWEBHjExOvi91RpsWwRT2/i21apslp+EOwQ59dtscJLbwQw+dMPd1IZogV/pEGvdEauzyeC3hpAKKCDSxG4E/Mncv+okNRy+OpgKSK+xY6qJFda+gqRDJk5zTBw/7vudY4URw5sRILjF8w56pqfb7iXnZDrabtTmNn6DZ9C3NmmD+im5CjFJo8OWCvsKTtogpsRsCl9LjTyABkKaEU19rkhVZwJmhMBaCnFwEph4LRBIkUnjRxWdFUMWrkDTM1nFoZFiwK4ky5nHj8/PghsSLyebfZc4WoeGi6VzC4wv7jjqk2mXhfqOorpEUgLngVDqni3DS0SWQ/XTySeToopGou+lK5STVkKqlJIX2XrksV7xT6pl6DD3Vh8DCyO662Nq+2CZos99uUEYA/sF1adpLBCU3aXdHfo5i5M3K2dwd2MlCwjCIr7E/80//vvpDBHv/48/+b/SlZffTr2pavri3gNUInJUEB3aoL8dyiK2OoNnhw9TFatzFZ/MB4jw//rf/iAtff8Dtu3lA++UCKZoU2wRxKhxiP+sfZ+GiTjic0ifKxCsOkM+h0SzSAzMKgu/OtAOEsoBVvYWLkoeTKdG6Ram68d7T9O7+ME+h5Nd3SLGJH0z5Fp3j00SjI+cYJXxiIWMuah0pGcGMyHgF4aVtMNcwtLOHAlOUWYDuDdok/67i8zBV199FRBhIEU6ug8hZjBYLCAmuDO1GxzpzHya1fUHRJU+iG99xn+MqPva3HS6Pr2QFtio8RF6+U2o7jNAfgZ8vzaJ6oz9Jp/fIhbmLK5UepIwathYwS28KpwLzKe8iMbUZixFYrhAq6cNxfjoYDONTuhW/PIPfaO/4ESNjQA19reHkZV+TLZnuU99TCBpXCAaKEUFJwUDAAcImgdygJ0nScQ2+ax8Gp6rTJK4+ZU/5pVoySW5ypddGH7XWqnVTaLofuYqOh87LBIrlnvtEHRiiCixcuVC+vqbr6Vr165ifXcSe9DTBgQji26lTVbvJHmxsvDb4BGKJnhNxiql6C43NZQtkDKQIr/wBZGEhYP59OlTrOFEBJohwEETX0IQWkKo/q9KG5oQtQGOZ/n8FAk+AIXTVNdie+QcF+BKt0EKg7g2sZx77gx4jNGdCOa4Gu3sZC5T2E9AxOUUDXr87NmzgJu+kPbHJMwkLMJHv7tjVmnh5kBmFQYBYGmbZwZXcNIdMNGbiO4mEcb3/Cyih79HwNxtWPZfsU0ky7jg7hbKok2xGJI3L4KZ45Ao2ZYBrie22SRxs63mKxyk+QIWUlsTn/7OVz63xvJzu/J9vxdOVCJoeV4SZPHIMi3f+kwlr78LkfbTS1Hc8vKincsXXxV/o8+oVhSe6ujRKkwUJ0y8C+tmnTssjjOoOISVyTp83z4vEWawhg753oNH6SIeGx7LoahoWb1t1CTAZ8YdXkdb4ZYzHLJXHQ7LM917HY6CYP/zEPHcevQNLguObbUO23dA20cayZgDY7YMLzDR312eS+9cuJwgk+nXq/vp1s6zdAsXoS4D584c8fMAaalLAOq/eu+9IHyG82M4cUSXscU9B/wW03OMBOtSemSM4J4gXxkGtMu15EgrEavUEVZrF2SNiwbBefXm9fQ//vEfpJWVFRihdnq8+iz96f/579KzbQyyeH3oqN9ozUdZ9gXmPHBaKU+aEHBkV80kQW2eEYDm7pPHLJq5jutXV9IfvvOtdHv9ftpYV6KSm4bjtwG0TyRV7C7jGvd4En1woEjWCbj+Vip5TsPZvFJg8bfgTha35ZCpzQAGs3PsbthT96G+NQMM+hcd+Vu1cKNU9NVn3j/9TEB4eWC7SPDo0aMAUDkLWgQxVFp228jbFQWgK7ui8Bw7Vl57/Xq6fv0lygDgcLJyRPryqUjX99BknX6zg0EkqbOkIA6w+Cp6u6xWRqlWF6XnvQYrFlc4B3RgAMkwcU30jiqNP719l5XqMK3A4czBCRHuh+1i6EhnObZAHRD6pWqVcPkER/DALo1gRlr2ALKIvk0bDrdXKWM2LSydCRF+H85pY3MDAgmKQgB399bRS3E8KQroRfSVclrbm3ts1UTMV8FNcqeDMS7nEP+n4UT8fQiSi9P2QUyOQL8EWKCyEGk0XCkaO/hewl44CCdh6GcQsAkICdyousZ8vgfFyQlBJIzc495euTjzy1H4jn6ohWh4OJSGNstXpVFDCnG85VIcCyPeGx4/dt7QF2mlk9AjU6klyivt89Oxk6iZ/G3ynvVbp8TJ+4Ugq4Yp77voFmJaJmGZRL7vZbJ9ZSIohQyApfkjyg79KHl9dwbjmWOLH3bUowqjTC77PITT20KPpspKvaQiJBkAGPElniP+syekihqrCYE0Gv8AEbmJIa+B5CKn0tMgFG3KC4PQsXy7LuHaQ29mZK4JxJg2YLkEd/o6XNXLNKgKYWnPXMWVk+jpfY6IRSobs5CO0UnrSuOY7iGJ0L2IbH5IoVqfh8B3EoLugtNFYhEWIEvoDzWsjCD0HofCSCJdMa/4bvAZqHTgn14ZVeDwzltvpn/6nbfhILvMi5l0kbCDH/2MHVz4jdaQhqzviPydMUsAACAASURBVAF3fBTTnePGPrA+YazO+0N25WxAb7ZWn6f7GClBn9hBdxaD6wxlLM4v4BEwyWFkcKTg4QT4HkFJwJ+I3C97SMojSxNPxjgAyM1C/B1zRW5hW5Lfy+U989jWcomnwqXOPVbB8xEOam3rEboTMoaIiG6OSkoAgFLw6c/oqMvwSYrfVHQ6xUQBseU65HbkJJ0EXhLnnc2tWCFAWyYaqzjEagQrbTDgV1+5nl65sRTWbcMXHaB8llV31bWvsb0Lz9qC1AJEDtBPwSYA3DWi4lqEgU8K7tGzjnkJsRp8pk7F0+CiQALfGRF2SjH14ZOnsTvg4HwvXeBg90kQu8XATiFutdiD7Ul/FdjC0A9qzaZM7duWrWuJZZ1ZfBWYttOzzUq683AtPXjyAA4QF48++VEPjEaPgoN0NTY6uxxiiJnUH2HyaZPbAc+CLLP461mXSOu2ztC/AUcHV9HzGIJhlBb1PtYNkAMhC5Hxlnn97XOJjqKs8GuoQoCLlrMQScxnUj3iljIJpYalWfxW1d9ZhnEx5egknJbnmNqmQsC8V4c7K2WJpH63TImSBK0QNd/1vdPlmdfxNq/l2l7LLARQgunzUrfttS8xKcE138lWfRFZbRYTiuf8ifvivnV4BYzUeZBsC7MgPtWrHeM6EzCROFA/f0InZ/k0iv9NRNrtiMIt1IY4Qc9AzAZbGGwQsYWbqqARovshXJmLg2MjPNyqWtosLGgKM5v/EjPwssY2OTkoxdMjcK1L3T2QE6UG84WzcZBOplDD2C5dyY7sD0/7EmzKMraqRNL35Se0ahsSrgJjUuPyaFsVXGAKYcmIh4B0okOiUafqLMhaoqseb0I/a9Q1jQ63CpMxtq0sihFhnPklfLRw8zKLAfBBnbXPux2iKKnftW9KU87NgDkqHQ2Nn8N1PsC7Y8A4Vlg8jsHtWaSXMxh5D9jm+ez5Gp8YfRC1NeJ6fPAh/qZusphD0ozxoNa89zqPPz8DjtbjF+Fb0pf58/2CU3Ef/C/Jdxwfpfe6leuaMz/LWbxwFL1wLlXpDjLI055KUelXfzsoNuYk5cLzqu19pht7wj2Q/jhtwh35m3Fi9WHjPgCXW3Srl530jJYRXM5VQpd969vfDOPMZDPvtNjGiGEyerUDIoG0Y3KCgdQnbbB+V/jSjhoKbYmNcRc9sEvDjeJCH6W8k9JzYsbciNh1BAft40bhfnXLcNW9+/AZ/l/ofq5y7gs60QE+mdOs4u0b7OXFgbfdYMAU01TSE+GlhYU8dJRQYHXYW72ZdPvBVvrVJ0/SoyfrICzGAGDtsQq7ON42IdgrK5eSOla3bW7gExerOcRRZBcxDMSxgFOxQTl8P1s/4UYg8Opc9csLXS/isoENJB7uFa7zzIkmURFmLkKmgRwfk9QkoTBJ6OyHxEKrrYuN49eDaAYBAU66Jin+et9jSuXiDMpgKtyB5ZY6zWvyfHXvu++/EEh1zsL/GG5cXaTtc3HwKojsGModmuxTIcbmLeNsW+yfxNL7qmh8ZptL/QUXLCdwknw+9xLHfW6bR7RHPXJ8Z8JYnsFXdChX8rANe3B+1qfR79r1l9LlK5fSowcPGTMWd2AWqgzaVEGHFxwP/BhLDGKirkIsJsBTLsx/x+rCMfyFJdZ5wZg5MZUObKeqrAnwFN6LZkIcWVjvYGVu1LbS8cp8Wp5ewti6mW5jtHxK5KptcMMFQCMKTYdIgkH2jb6ITfCFtAkYMPOdD0oybfSBqp4GbPW1v+I92IAePH8Pzp8yYvwQqXUFMtq62e7eu59+cfspUt7L1FFPH937KH2xvpd24Zb1KNmH4TJGasA8+pPhrz+qbfB+H92j23TdKebx0D08Phrs6zdWwfPhZrpz9z60gufgj4yW4zvCfWoGW8ESkleHMbQcAJc/T0iRt0zheM4zU8GDDNsC70yrfB7l+OUk5d+o0GSBZWMlPjJYWifqiKYqavKg58lUXvSzVHL6uw34balMRpXrKuhFdJNKeAfkAgcJLeHbuMZBRfoVvvvu17Ba38DadRZOYAiSEr3ECUzeQF4GUqsctnvyo2Pkn8iUtxCy0tMJ67SNDnrRgWqppFMRSVwn11HViMoQAJTxJg8HUlHtOcRdVsRpAicYOuvBw3tpG4KurufGpQvo+CibLV59/M0ISoXhBS4MIjuNbmlMiHuOj2NVhDhuEkCVjfnvfXCQHt5f//8Ye9MmzY5jMa9639fp2Xr2FYMdIHBBAuIiOaQbNKWQ7NAH/yV/8R+wpAjpg2WFww4HdSNu+F6Zl+AKgCQWAgNgZjB7d08v0z2975ueJ+vNmRdD0nLNnD7nPafWzKysrKysrLKMt6Eu7OqO6bgBmzXt6tZYyTOcHj8VK9ZhOwrxyih02KE+cpQdQsOcvdND/po8qBvQ/MnD10I3CmO1rZ64aCezA3v1EEeDb6fQvq/wqMSe+BOeTstiSkI9ZGDaClJCXOon4yRBwC12w6sLnU9cx/ZHCNRBSGZnXQzmHfGoV5dmTODAchh/Q4LRJMqdXU6/tp2aUoajeTBM6m2I/Br0ZFrrr9Qm0xO30oK4VerMNktbPjuFTKbuby/TeDf4zbRKNubdyY4zBx8V99vqvfhm+2xHlA35C88u1C1VH0Ye1Fnb2WFOJnz7r14vX3/9RezAadfwHLy5CLmGbaO63ja2zGojGfUAf+3mBZ23g881GM0hzM1gm7rRnat6kkmmP9Utzl9ytG2HZltQXSzvrJZP51fKg607OCxBL4zt5ENMeyaxidSZVDftPKBt7ujSY7rbISu+kbBlzrTrEHOxXY7AdSOuGypcrd6gvkqNgAomi66auloH4eJGC83nXEAUd9o1drF7bW5+ofzP//Z/Ky9dexl47pd7nG44/XghjlPWjhGFANKI+lal3ooz5A5wDk1ALur3ha3wlqH7GzmJnXOlfH7jFpuE28oc8ESjEf22zT4Aw9eRhQPWgNKm8GmExJvtbQ6+z0s8+F08GypsHEDqP9/nRSwgpIkTQSLSsWUXOoAW9lyCUiJWcdTMDVlw8z0KaqpQxo0EjT8Slp6yTSdxWZbBDixyVjjLWKemnd3H4hjYt9mNoCOBFc782ELTnL4lPRNmg1FUvZ8dxmq5dTKnc6oFJADaVDs0nd/OtskKZQDCzs9n0+lrUr2avPaAQ7hCeqGervT1sNovccQh9uhhutnBs4A7rK/u34cBd5az52CUrayCuZuBg5C2us9wXs5ueYS92+ESki17n59Mb5aHd1hRnJ7DO8xJlPQsHGGq0YNh+mELR6nusTccSXFrB8U9hGxQYtpAMotOzDsZh4QwjCG9g0TAnTbGSi+I1g7TXTae/6w+sjIDd8mYLyMtO4Uc9Q6ZY5lWXIkfiVVHGT6HJAWzl15c7VzE/s14/QwOkCUXAKKeTlXV9RhPQ14NkLVHDGsFOodpLN/8ZD4GZyfqnWX8vpPYOljJN49kVKbXp6ftEwcGcatUaP2kFS/rrASRHc2yhI9pjJdM1vcyNsuzzX4LA2Fxj1Sd1hWhkkE4s13mr1d3TwPcZlXZtpjWfOzAwwzgLoCZZ+TbVN56x2Z5/bWr5W8Z6Ndi0zWSIPV3J4u7njTy71EfC7toY5rdzYDFpthylFMY92A8jxi4V7XTgwmqDHDqrd65FR33DqY/1kNv4rvQhjBzdVj4qDaa3lkumzhX6QHHa3jAcbhVB62H9Hbm2a0uAkJzzrichu9B0y7CdUHDIR1CIzq3nsGeUqQ44Nj2Hk8NBY72/8ApeXo0hHbCHmcbDJt4nki5T/+apz/OfswqPbMip8/d4El9tobt7rF2uE0cqgKQ7ulIMNrKyHp45wLPBnV0FqtqwjJm8TVKMxE6EHwYiLU2Cb0m8d1+rNefTaRfGav1dGgXXqEe5E70eJ90IC3kRa7R1qCPRj18l9+9Z9CuEq9mcHlW3LRHVJzlsEyYDQgCKB1UTsAZns/Qwv9SaC5EAMmsbIhELuH5LAPw9wY7Fza3usprr71SXnv9JcrmqFEMvHvwRqQUdICbKqdm1sPzRGg6aRh9IfCQGqhrdgzjZD3tQHY2zW0sz/ZI5Ja/G0CA0UB0HRCd0qZx7PyDSAfGUY9ifuNnT4Mcdhog9U0ySjotn8Fcqq1rjenniXJjpaWsLm6V5Tm9U2OgvofObh8/ktuny34/pzZyrnIL54jswKy39mGObVs44oAFwcQ3N+doLxBnX7mwcEFG+y2pw5Mb7RDCL6Q0O1LU0XEAhBPX4wPmYfIyIlcMZexuoevdQCrux+iYPJ8PkYfME/zZvg4M6mF9TJ3xPTg1zfTooJw+Xac2lZnW6VLEB26md+Brg7kKz/B9SR19L57tbNZZ/Cr5ufXU1fcDTaQaZXqve2jrgW4yOSVB2ysztD3Gqe2tdGNe1tf8/SZjFe+WGVMwvslI/C3e/SYt+M76mNZ0Xga/mb9t0EM7BBXPbeBe/LtFU3XCPrpoB3c7rnEDZtSXn5HvseMj5dLlc/hE/KpKckzDN9Dt2SbVNvuazmBX0cYi4zgrvq8eHS+Xxy+UeQbWj76+gRNcJVqYDvVtb6+LXc5wLCeczMDoDhER1S3qYf+QemlOpWhO76C9PMP4PG5VxxFtSMMjGGafvHC2HEUVoI57cnKKGdEk7YEW6T+axzn72oPhbC9jvwncO5kNUWL0/X1MjQxOrbt6tBVGRYVPAgWXXRiUfWMPPa36cemuDbMd89MN2gYGo9q2evCdTLMTFZS4csBugbajrzZUOYEPBnXVXfqLsD7mHUKa0j37PPVD0Amj2iRP4a8j4m30neJ4gecWTa7AKUVFSBw/Y3MV1/XrMz6W8ZLGpHUzkVbyUj0hubB2C7ZB1NkLZwAAU0KYwMqa0yimHyCLtj4tXH2LxFQvuTHPAApyBCAAHiCJ3P3GKORqaExNIAC3cDmd8SyOIRTAATBWxXoHD8t733uzXL5yHgDpiQhbPgTtlj10S2qeqbsSYnVP1liVBakSoaK3G/V3SKdS27KBdANoGNqy4igw7DgyHhnRHvZkUUfq5GjX3TZYBo8fC3Maj1jY5txvldaWq06JflROnkD307dZnjBKbyNVtrBbYu6TiTjMaG/8MuYOGH/3j5WBY2cxIvZccM6d9pgHnC30SLzAsR1d1gh2dac4TuJgayaYxx6MfgkdTDuM6tjYUUZ51xORxNBrdsLU+/DZ14dnIxfSdumwg+ymYLwMl22jGN/2YDFw/d5nZYoBwQFOBX6bTASCWoH4HUh04CpDUt/cClFpt2gR7SwiOI06pGMu4lR4AtdbE7ML2CtyWDyErb1YL7TAaaJIu9WDj0xDuCuKSOzq2dogcuEZzJHaycC7mS4OMI2dg+lqhNFOOaLGw8/EQY3vsQhHy+gY53PDlEJ3TEdbcoXeDgXGdL6hnZuDYQxudBKZpc+WZx1k7p2dIzDlqouUNt2hpSekDfDViiTV1XuCRS0cLvgbGCtEIgiR3gGJgZIrvFUxNXV6qoXBLsZ4LRjbteI+UP2i/i/n5xaiozqldhCQGWgz/JOf/Isy8XC2TE2w0Ied7D9989Xy5quXy2e/+7B88Qinu+ClBUnupdEL5a+PXyxt0/PlMkvVo6MYy08tlEcwni3wPA+TW8SMBjTF9lrQF7aImjFt0qdUXaDID2leJh19AAbeigpjEKFiZZcFEFaK3337XPnJ997jaBEGfw6aW3n9Wvlf/vf/yG4W7D7ZjRN9BKbQArPdPsR3Km3r046R/GWCh8Colel9JwuFrRxPYT/pon93MyvZxudnG/PfOAYEuhpAEnYnjn1ej+hRZ3iH02fjdTBjU4J0xuQ02ZX1WMCRIUELbazEe8KiDonVWZMl7URihQCoBtI3ki+MU9th7Vy3oQdtIBV0PElBUyRK5h8J+O8My2C/lz3JvFUjdbgNiMq5o0g+Jig12ZIfycwVFDT/Q9imHv4mugWpfpTQPIXM0VgOCgTD9pAfjIIQkbUmmI8F8jd+K9GpZM6QnLn5t51hD8nGjmE5joyuvIa0BPHqueYHP3i7jI+Px3eJ3xHeemR+is/RYPKS64fE1QBESDIsMsgElRhSOvDuZTBOlQDsEIACgspv5icT1zFEhyM21KlxsYpypbpO9UYcui5s3Da1zXTAXTkHMIcFpIV1jpDYnp2HObK4coyzoZFEXXm0/nZi9Y6ewTzEKNmNNNDN6l0rBxgJxZg2UbdDOiWLh0wnkIokUuDvYcgyjRbqtM5eWaXKNpia7TgUH3Sax5h/3Lg3Ve7cuROjqqO1O4eElfGEZYzglCbsBYeYzJHTu3BQteCo7HRfGArfYITinpB5yRRMYxCvBtuZuPWdJlb+TinP+L10avO1Xt7FlXFtvwzP39bDdBkv62g8NwmY1vZEGbTF9kQdqYN5mJffTO9lftYh7pRvfuJ5F4begtW2HdzfptkBP5Ytji2jmfacYczizFYp13o+5gwZ4+hOzo0OMm/PUDp/7mL58Y9/XP7L3/2/ZRK9nAtRr776eizQLf7NL8rD6Qk6PLuLWFhbpA79rHR7sNfg2IkyxomFs9NTwSSc5tqRlc6X3fMNTdhOy7TNMU2m+yET12mli0noMD0qQp2gfhD6RjAXYjGmfeAIK99HmE1wNAIHdmkc3dfnufEa+jPIMGNT9xzG/dRF+ghjcfqC8HIwdoByqq/uXzkzrF6IqNQlK1BIWcMi4BCrj0NMifTCb1AfKewNdVbAM3X1nQxLfMpFkiYcFBEpog6MOqEj1pnFNio2fWWqYqu04GCNdGt/Au+xeNvgFVHYc38sL9rCvflZHpa0pHcm+ZjxrICDq/RgfGfUCn+YACEmowfw4Cy3oukByGnnU3ujpoJNaMO8exny7vsM+c68ZYyOhBrZKs2I4i0MdE/izfjll14sL798jQazJXLDYw+qLk55xOysuIiTQAxZrmVJOBIuMK8E1FQvv2eaSMgf6+IlEszXzuCq4ib1OuC3huFDrCAblJjsGJuMsL0QnqOito9OcXa1WUNKvHDxXBnfP1V++9V0WZyZLkdPXULyY2ABuXXai06GOrbDlN1lozfmLhDiat8m0k/dPql/SrVJdNyQb4ArBNuH2Ydem/WY7GroIKYYHm26wep7OyNqG6fWzdBhP/8aBnmwhbs2DMyJS7dnJHW1m50udIxeFNtHYLBJFND0UxjaTuHhVE8fohJzMh9HUt9rJ2kcGaXfKsyq3s/0wtGDsYwjzF3MGGQw6aTuYehOB1ffp+ojGZiDh0GmJHNbW18KKVimlmVFvqQ1z1icohzT+b7WuTrCME8XOtxDbv1cRc+VefM2vt/JJRikujnpWmYTK6zk72l+snynu84kfNZju86Xpzl3ewPP9NvQgeXqiERLCRchBzlOYHiYqSew8YTP977/jwKG/xcr3bfv3SsP7k+yT/9keevFN7HemMMhxmb5fGoqHE+cxaZwpB2HuidPlbFNcD67GGY+ToOdTeiKz0VTZzJKqwFfuw7tsfLWL1dtD6AfB3ZnJQ6gbomcXd4uM2tYiZD/PIPsrckZzLXQ87rYCZPswIGLR0C0Ij3ua/ZD29nASv5IlzAsiKQySPDW0yPe1f8rTeNbkzoZRzM0uhK7kpiNITQc0E81VeqAd0iDSo7iR4YjHtOUkKrH7yjD9/IRZ4SULZ0qVPlbRzOt6EJbWSk3/QF56WXpGL4Nnp1mKLYqTUcZxMvfyYOSZv0tPQQNweGTjjK+d/OQDrVjDYuDRn5UBdhwyZmVFg73AQQtceRQ5/B8yMJ9n89mnr99l+/jHdNG+AZsDy4NIPQqDo8pV/HY81dvvUqUKumZhw0wrQQSimNEY4FssE4CXcZoXDuuVwd1jhbwTpC5IpsA8C6QqAIMBAYFcEA/F3X3Apm7+rUjn3amSUNMRVQ89zDd1Fdk724/IykGvxCLyvgDdLdrGLUeQBi9MJ/+gaHyEsfW3p1m5R5poLubfdmoCvbYquh2qR2mbK3Mi/Yx6O1mFbMP5uHUSBjsYEwOteH1Bb+RSBYe8RCAov0e9emiDJAMZIVHIxXxGBHvQ+SL6JYm8d03j272kB09wsw2SFwyH38LJyWhEaT1Dtqp+Y87cYSdDCWmJwEx9XIylyphCy+/xyhNPuKk/k6daP0tLszLlWHNZpw6BQ4ZiU2jyZf0ZGjGh4ObOJWJGWR+LvJInLbBPKy/9TCeHdBn22McQ8YxvhK38AkmCX6VQPzdhcrCgYPMon1hQyiMoEEXnzRmr0FYKRgwuMAASUBeDh54Z3o8j1kQ00XL4f0mahbrtsHyq1KOJyIuL3MAHMdwXL16NfTq1z/7lOOLF8vHn3xR3njp5TAjO0BnuMpq8g122KzTjqOoV0aXh8qxLSRVXBIoXW46HQx9NDWwHaimdpjqwSLAkpKXtCSDZHGM6af07PZRbNaiTmGwz7tV6vbR5zc5OXG1HD0yhqS8UibZvTXHinirrg/pE65c64nIa1BVDp3BKbFOflWhAOBgeC4C7R8uABuP/F0PXatOcmWOnimlXfAZJFVtkfX7sAbOkSboVwhbSOxyBWFHkdEG4c0wHvWVRrwQIAPWMki/ustFWWoYL0qD9LHpKaR32ih+B1jQdfuq+n2FBj34mIf0kJdliKNnl2/quywzrGN4ZxrLtN/QK+KSLqU3Q/1OFc1MgtdpwrFjx8qduytIdUgOVNYRLZaeIkmkglRqoPvYhSPj/PysYs8YpdM58AuBa18HMTNSnLl4FinyMjpDj3Cox4rm9EkkyvSiglkYb3wvwEN6BGB+z0ZbrkAMApAIGpfvjJe/vauPsL1+c+QOcgNIT8/JcNpAuT2Y6ozgkmxzUZMgmCREscPUn3UmJAZghDONuaU5zvV+g7Q4H11lAWrhcRk+cY4tYRjRQmCe19MOQ9ynE46wo2YAxtsOQ9K1/zy6Tb2r9KB37EGP2UvHaXOlk6m3I5kDlO1t57AxJQeDHX1u/kl5MPuEvbjo7mCsbayYi2Knj0qAot0FN6c37oARXh2sWApfYkW7bbvTCIP4UQJzGqR0W+EjMxC+FY/WQ+aW0llKBwFXiDyYGYNsMkCZlDD2/S4dUp2sl31C8yWPLvCu1JDM1rhJnNZPnFqeA2uW7/ekMfEaZUBXbhSwDSGdY+gORdM+9Yzu93VFFssIppjOOkAjdx5oX9BY1APJG2YhDNXPC0/5zzqnA46wP9hV8R1w4EASi5t81Npi9RDnyTANLQqEVz/WEFevXi53b9xGkpzC/ynOnvm2I+NgsNqgXdNIYdOY2/TMowdkkUNnzYtUqpNFOAemTWYaGmu3YJLnESItrijTInWfgWeZGVKag5z4VtJW4t9jm6uSZAvtX6HNX9y5V1rv3Efy1RAemgrTImx/kQbbwM9pbHUHMTkawYuVJ0hM0g/nWRAJvWeUCE1QzjZn+SgZenBdsA7qtgtc1FF6EuR7J87GQDXPrrF7j2fLY75t0k6n0IcMaq3URV2jEzGDTLLeZY7Eo13qKkWJOmIXG4/jR/UoJoDObKfQ9ar6cuDQttIdTUrvSq04niC//3YIPBMt+QVjYISkN38Yx39O5aVTmaY4Vf1B82EwAEP9yin2UXZ3TxJJoqbyjc5Zs6zc2MySUL0/byqUBXr3uy6fhJCI3GSaPTTUXV568QqOKo4xjXE3At8bIRvjOyUfzX82YDJ2BjtgXtkB7VgqgQ3mL9ArI4R4aGlFB/giXmWG1omGE/zrJeAElpe+FWOqwJc4AA2E9LGdsKdlCMYH42CkPEL9+7YwYsWYemGOLYUbc5yBcwQd4Ux5PPENvh5RBrPosc9uAQ26e5iG9LHPewhD9BYcjG6xZUtJUeLYYfVg+MgwfitJ4yDCP2npUKIEzjsw70V3LmDAvoFuyAPQlih3jXRbiMd6mdHlm222/rFjCRjsomAX9gmv/X1NptTRVSnQbwbvSsl2eGGqNFKJRT2tesLKqM1H2CbuhbtpTRP5UF9NqgakDdqsHtZFPO0lq3F0ZXSmU2qs+K2WDtbdvPOd+coUDTJJ9WJZvvH8lmmMCxhtCPhF1qJsp/oyO987sOl0wbANs6pSTB2AHeAPpAXIJzzLK2U75aBT0FDyAhb+dqCgkzvdW4MBpKRu/rZ/CybgAtMKM4xxFgBloh4gNrPwqCzMMJhi63sII5ZRWMcdBggl113wtebuFoUIGKK66F18A3jsggtP7Qfu8a/Tbyri/5hiy+jzklE649CTfezOoh8LY22F1XUbdNrgkcnSh/4OdKx9Aacx7126XE4wiLS3bpQZrEcOH0xiKA/TJi/r6YKIhQJSwFsHTBf+DmV65HcK0yin8y/gmKKVrbrHsY6xL21NsYoOPBy6tQFqA0ZO8cVRcxCHwk9+pVf8aCP4dYfT+MmTbG4ZDM9h4ty1i0N8JOiVXTWYwkTAU9qhvoag28azdOFliMWgxm/rl++9C5NwvqtAKP3wW/waL3wYNOLTj7VvYyrD6pgRNDWQS2uNL5FBJVGYmdZOUjuXxO+FLBIFZ+E2yuBv89aAWgNiPfG40vrStavl0qULRIChsXOlhf3QnmoWUlSjMaZ1yiOiUorIjpJ5e7c+vq+Nqp3NdzbWdxnXZ0cGg6+Nk4yli9W1TUbhMDZnStRDmzTc1TxIhbGr/53A5ZDpQ2svyvaOAZyXYkvIUZ+OZB4Beoi/vw68iSwtzJZH928xELAXHglDFUY70lIvnZb9aUiU60zZ8KnFiGmdoLVyj21ZsxBex2P8WgYDqCYr1tH966vwoW2mOjo40L+khrk6A44ddMBHXY8dwzZ3IRnEoANzzZB4sb1OKwzxzs4GrpSCYtsYnRW+ELAxTgVfld79HQQFXszHulumwXoa/C4DTEnf3+JGGLiNNJTgpGuu46bbM0lvvGyD6ayX76XHdc62tjNZpu9l6slE851lGCfjCQOfw/aUaaAhVBbgVuYWAgB0QFeKRe5U0AAAIABJREFUwTUi8Mf8DJZjO73ScxJzXcpFB84/mYaXA283C3lgijR7od6g5rGldnMJu9OtpTLcy4YGdNDdSEPwGNQ65MCq7wEDnT4q+5kCq9/bZADUIuKFM2fiiI8l1BAP52agOfb8gzaHT9Zea/0Vc8kL1HN8rF7ptWBgUKMMmU0QFrgOHEB6Mj0koehzbpc8yezkRSTJE4KGhS0wVL4RN2S45WwEJtvCYOHCbbBMJPFddJgdDsy8GYKpX0SgunR8vKywWw4vHTB/aJDBQHFTMIpPB3rrYKj4oSbWU9oJ/kFZNM6ZkhsyTBf0AI49xfsJMzNx6cDjzKMVczuZmsF845n2JQ0mrfvdd/7OS9z67PvoC408/O0lM/X45j4k+qArcGJ9BHgwSUVsxXYbsoqk4kDepe1PrU9kbsH/X8EKJGF5tyALh3QZEWWI2ByyH/v1118rY2NHOE94FgKzI9URpb2xqmRa9VTqfcJQHKBItF6GBLp5R2dpNNxv2Xif/W7Id97z2W/1GcbilAZm59RUOKzj768VAHisQger21AghzkxQjKlc+dEN4OJU0CdbZw9d7rMo6CfnMQgHoNigaz+pBMCVcLbQ3LW/EVm777qtjGQAVBXUZYHY2LgeMh+9A4374MkO5pw68WeTv2bW+G0bHPa0s1g04r5jvWWiDXw7cHwuBvOFoyRtno0qgTlNDYXSPyWuIgdNLQ9caUuUlh4Cd/KQBpIJz/z8ZvpM59mPPg+BlKSmKcuxoLRk0Y8+ZySVzIwGZpx/W0dzd9n87XzZF2NIwz0Imocv9n2ZiZpnWxDH8fJtmDa5WCrqYfTbp2DyLAdn2SHYa7mY0iQ0KcSI/CNHRzclXwNCo8yVPV+3sPbNzANicQkdOZwaqDtJ/Wx7g74eqp6NL3ITONIee2NN8to39Fy84tvUC0Nli+vX49B2MXLA6R8V3JdHHWtBEUgDQSniIdvvvBC+Z9+/N9HX/z67t3y608/LtcfYLtKlBBKXNQBLsJIBmk7B9iy6kzQrYL2aR076+7NdsC9iMtKsHo2frkFVLvNfRbpejFkH0PSW6S/d2iahwlOi4IJCkEP/pKZ2T6SUxa/zY7geVIKqfsMPporbeHNaINBbpu6zQPvNRicun7p0H3k186cA4YenbIcZm+bqCzEJyiJtohDhYHwRwmOt6EJvW/p0GWDunUjecd5T5gN6vGrE8sPT0zVbMdBwRmkMPFqDlGG9eW98PLy2ffRh6xDU/C7C0LSp2om8/Wds4l2la1dSE5dHBcwOnQMnQV+7RBv1+kg+0hHPXgcNpi52Xq3OtbJTkW1qazTXqRCXsT2OQpQOlAXtMXe1E7Oj97Fd+N3rp0sb1w5XlbXZvnE/kwIfI/Ds+xI6o8MEvYeiyjt6OViagyD9awa+BMjYjUKVn+mAluTJCaV0fhmQGmCYCd1+qVzUIHiirmo1lOLjXc6qS5LfYjKfBsXMxSJhB/6PmzfoWOyX1YdTDvMkg+xt1S/lC3siIjdLxDWaQyKn6B/Gh9lJZmziFtb3H2ANEqZAzCOPdQKqPiZLtCC3jFg3F7m1tkTjmgRzMfCGenbIe5zp5lqjGJeEjoqDzGrklOVtoaC+BLRwXAaHcfpoAHVPKYjDcKgxa1IwJpc7WP8bccUb9EQyvLbPqvj6BGC+EJaAVYOTuq7dFLgSr8SojBz+ms9ZAzW2/L9LbMTxn6X2Q0cDEW6XqzmHfh1GOzlbEIsxDP0NczhUDPznM1MHk6zVHeEDR005rPv3QbXgycey/QYjLm5uVANDeBoQya8j4SzRefXibIMz3vsrCGP1bDrhEE4ANMB3F9t+x3kdA6rQqYdqS4OxYJ2pSEdS3Sx42Ufyd9vQzChZOaaELlYcgjdSPwdDLB7MAXVOa2sHHe2Uc/duhK/xyaCFXB8bORUOfPX/6z8P3/3M/SaDCr0GD1FKWUpddrRD5wGH2CEvoTpDwzl9MnR8moXxuDD7eXef/wZDGYlJHD1yMGumG7CFcER+ISGdlnEiPNqGEjN95BpurgOPNGX1Oe57dbeqvu7O9T338J8j+I0Rav4icczZRI3bJuD0Ah9vh1mjpiL3tE2YpkAo1jBsqITq4tDeMUs0+nthTnaCn6okTjXWsC+f4juc5edQEd7Nstbb7xaThzvKmPHT5dPrt8uv/xoAbiDAPrGAXV04WdPT+xuuSFsQh/aaS/T99Zg+jrW1ilwPws4DpIr0NgqXqfaoL0W2r7rlh47pX/5ZhCHeffZXuFOJv0bdAI/g3p4j0KJkQY1CwAKntPTy+42Fmc1E1RFIC9qp4+wMElk0GWQyKkL8KmMxzOd3dZmyMLjB3+CaYIQqxRMiAr5LggXoPmOfhUraeb38osXYgVQgNZvSpp1VT3E70Y+5hEcnLvPlutdxqhJhLBIG7eYNtF5jJ+X9UuAmS6D+eRl3AwyMkfeiEucmo+IrLqxVlUPvqelroAK2FBo05ncKqXTAkdK0+kP8hDibKVzOQKpW7pz9wE8aLMcQ5c5ysKYDZhlX7eenjXvMJ3mRTIlfVHKkByF3fcrke9zGrt3pSpx5YCSMBRfmqpksH3ZNp+1ElBysm3CxHvAoDFlMZ2DSabxe16qO7Jc8ZPxYvAhje+8ohzyjo4Cbs3LVe3Ege/DOoC79bUdfvO9ZZmfTEhmGwMG6W2jcdytYxk+m2/UvYEXp9Km6eVkTOPoxcjfEra67IxvG+yXWR6FitqnwTytR3PwXQbL9sp3xvV34IY2hJlWow1mrCmVkpCjroz/gw8+Kj/+yT8vP/zhD8s//PK3DK7YdaIuUW+3ir1lOLEGH0rh04/nywcffcLmirfKhXOn2OmFBB8wQ19NlSzTXSlKvXoeEl5bzEoGYiWfWQw6Tj1aeSKoTlE0kJ9mq+nU9KOwhdXUT33lGjDanp0uc/hF2EWVsw397ztVhuF4SJ0D2ZljR8vZ8VMcMTFWnmAP/PEfv8IlHJKddqdId7obdHYYwAQ3qn025RsMUl3Q7PFTp8vFK1eRCHGyi3Awi/u/ODGUvqHAEwIQMIoBi3LtXzpssQ+5gOV0XBvQs2ePQ6R14NlQSgXGwl98erdLPh8SV75P3Pou3/suf+c76SXprzmNeSA80aFhPjQT41Nt1/AKvo7eBUCI6MzQyAYzzUzyboWr+7Kq6LfyEr+A8KAfTy5847WXiw5z11c5PzikORcJ6rTUPGWuEoFpM0S+AM9XnlsThA7wjCODDHsxpkTZcbOuWUfjuZDgb4HglXEsI35zDykTQtH8wJPltFU0b3eatDoCQWyxAIEUoQTqedMeRG9NB5G6Nphiu8CwTsddZM/pNlvOqBadFomLAaiNUf9I77GovwxD6cz2Vns4p7kwSohDxhhSNYzENtleqsyzCJYROE2Tz9qphQHfIaCAiwRLS2gq8W0r9XQahlmHcMi8hAUYDDgIi4qnilN5he8iPvlZRwlHJiSsDMY35G/vdYpSiayWU+MGPoGhTNByZZ7RsRuSp2X5O43Z/e2VTNL3nn/iuwzmY/2Eo/n3t2oH2sAl8WSSOqOQGVtvcXDYoJ3Mw7v5NN/NM9uU3yzXOgiHZNamMZ5xvPRWY1nuJ9ZGVIN663D2xDje4bvLR7/+GXaVSziMfh3b1sc4pp1j1RwTMk2+oC1YB7iBPsGvKp3PvvoGdcwOB9tdgokuxwCsUKCkSsHQCh1cXIBfWUsvx2vsMxjva5GCLeZFVEB//Y//cbl07mxMvX93Z6L8/c9/Vu5PPIwpuLr2HfrfBpIa3IuFFfoRKEUWjHZKWqPoLC+zrfH1F19Esuopi6PrZerRPPVhEYxytSRYZtcRiAmJX061GzQJfQAT9c4tXK7mP8HGSacXE49wng2dt8H0VSNJg65/IMLBNGWIDqB4x9ITEPDRfG3x8eNy5ugxJNYKU/Xa4gFQhX2utKh6q5k+Aqn8SRz622dnleJNPBs/BJ94J+0rWdattN4zPxm4vard84RdfHJK5iFTvRgrP8G9u8KGDiQ8TzgLsrDMIO8yD4lVxFnpJKBKVHVKfB7EnT1zEsCo4/GsFyRXWkpVo9JWXJ2g+ZivI6WdTclA4pFB+g3ckr+jgJWvkoh1izSkM58EjnfrUrccVUD527jNcTTKddosQLYdHcmjXaNbiFEA6aLevbJ1mg6sZNIO67QmpEqaMo9h9xzEr+3jBnup9Uw9gJ2XgwMqFGDoCYCtZQGfgxoiL+GHUV2ex80KCoN1E2YyjWRE1jXr7Du/GXyfd0dzYZXMyW/GzTzyW/42PzKIdvrN+F4yXmGRv3mqsGjUqRn3lv0UV6SRSSajdACQwJWoLMuVUPNMSTiJ1Pr43nQpSfrNeF4ymgjRoWQiQNy68xCr13Ry87Beplc36XPWM+GZelfz8pvBckWfdzuP5XoZTJfx8r3xvPwdaYmXcaLdMB5tE6yPU3ulROuvTZ8M8Le/+TBwbmcc5riCzc3H0MkKd1zFsTQoDYTPTspex9Jg5g/Xyyef3w6cou2B9qirqz7QnX1AwrQeqgTamKp6YmK3UhiMSWcxJ8c9l2eHHULz5RQrxYMMNLQspD+n28JQW0bptxU1l2Z5WwgzTjt7EBA8jXMQaV7XfStLy6wfYOqElCrOD9inrXmg9NGB+kMJ0CqBoQoT8liHqd26ew/Jc4mZaDvqAiwz8H2gBYdqFHWwzKqjz3cgZBwZGSmnTp2Khum2zXo8ZpvsOpL2NEe3qOO00QF7hBn1+fb/pGk+/tkgjhooD7yKW/PwkpaCPokQwhHw6A/dM2XBC03nd8mC0xkqYcmRhZuegGhZNBjGLWwjRAX/TFWy4OykSTwSlO/YWVfefuMVzkPBzRPGtEFoYhlsS1CO0r6T8LNDazqSHdidEBUoEnhlkCqVZeJOCbOjWDXraF7WIev1FCi2uilUANJ2cYI0rffpVvZqgv8gBoEYe7gZNcFm6LBc7TPfVojLnQWem/LwzsMywVY0PRQ5nRlkl4teqiVM2+BecN1XaaphfWNLGMrrTfRItlOG4HQ7GWQySRd7rKPt8bKdtkVCtQM+hTPNChjy3jihBGfFVMleSd4yE64OaOYhJMwz33vnZxC7IHoKG8q3Pk6TvT8ts1En8zKYXrgYHNhkkE6HlQhFtYzEdhrf7wZ/W4dWDEM1PzOYfzJb83wKC/I2rZflmIdwUC1hUPKQGQrDyBfaEibG97c2kOatdE1XizT+yTzz7rtsY363PuaVvxNm1t105tfCAO+4KXP0SAEXyB4vLJTuk5wDP3iEQf+wfMYiDGM7gkg/C3oscKC309vPLr4qbWcMOgzUwqNF57zoD/UV2oFOnx5JGygJunOGo9pH+vQICmbkLO6BZwhX+9z7c7Ply3t3yxhOoTUNuvHJH9n2OBOw1kesdqt6A1LMcIB1n7SSXTcSqcentNH3ZYr37t3DEgOVBltx59kC+xipTvrScNzzqYJpkYemR0FRgNWTRFXRaZazxBrE2toM/Un9LxImeOjRgbDSIPAYYAF0Z6uVo3Shk6Mwd1QEy1h6rDH9P8ECLxaW5fbtW2WBFW53jtVZCKoZLN9Dcgbgwl+c/7mQeGy++5xmjdKRv+OiR7g4JD2FnpR8DXSfCMweYRAgVm/ZWtMPYUTdOsnc34YpYjYi1uiVsPI57xYkYUhAVjzvdtJzp0fLiy9eipVsN9h3sTCybUMhKpXgOtmV4DLIADziwGDn3Hc6QN6VkCVy09FpnB5TuQYPj++mMZ71yRAdsamT5W/jCCiZiHkcQEC+Mz2chil3BeAB+kbICrUBIyjZGqcXBXU706U1VsIf3J1kpG/BJ+QZDPLr/ndNqLbZ862E04GXZyYg1Jm6QmQyUovQnVmLkqFSAi+aYeBvtzf6TiWyz5o76ETABaUdpvoxOPDO2mda73Y2GYPfJSCNgDP/ajBuGyt0ohxwZrp49wxs0c5aRt0d43OWY2rTJqHJRGRcxkmGknFkzDIavyWDTMKueVTG6Hfr7TdpwG9eusfym5flhS9Q6hkDBRKGtFbLr4tJpnfqKxy8dOkm/UTdbV8jXxr4tAzLEa9eGXgV35vfG898fGdd/K1UJIP0t2cnud/fvJ2mq1PtgjGwxgB97ZQ+DNN1dutxHjKlWzfvlxY2VAReyEod3AbqAWdV1IaqQPtIlpZjGW3Qjiu87eoWKS/OvoYe3F6odcg2EtCdqZmy9g+/YAeXcVFlLO0we1lktiTTZdZHXmhsyZv6K5bCuN2JpUTobEoBYJsZ5BQ+CeaX8FpFXVbc2cWMzsHsgDgySGdGtr2bdy6urdNPtjRrcsCgT7FLBXonDniz7F4W39zvLh33IoFqyL7C+VW7HBlzAD1vIG3uALNumNX40aNlFZqZfvgQ/AM38tIESIHGclHSsRDnhgRppQ664i3x13wXTvkt3/s73wPcaLu0FyoQvsn7khJMEyZAIkFbxuGRfo5yOF6+vDlPY9V3KT2QghAE0XQ3sZdEIwHXWBE14loJbY6++85b6JUw8AWZ+s07YHoQlSWtzgt4EXlIBBK8UsjsfB21dN+mt/IaYGgSJAhQkgzCcXGEkc+ysj6RNwnyHvFon/XMy/wyvoOE7sFcLffZY1IpgXdIurj30ixCphlmFrw3j0Pg4uxHG74OFgmUGo/ikUfmqNoiHHhwd0AQRa7KGjxfx5U11QmWoTisuiOnuRGJPwHrRp1TgrPzJ2Ktu79F7BadKtrSIAZhaB2NK172G+oS3xma4/oc7aEsHgOHCS+/mYewNh+DeWfwu3XwnWlkVDIlg4ObDNH3OnYwnuUY12/+lsn5WyNvn3PBymcvy/S+iYGzz7bVkV6JIr+Z3um998zfMn32MkQbGu/ERn0vvVSayXjZ3mcwqXjIvM3LvA0JW9PGnuRGj8p9z652Dw32hwQ7OoIumiOJf/ijd8LjvgPnAdLV2sp++Tf/638oHYP6DDgSu3tcI11FKl6ErpZZxU3jfuElzXTBHHuYCofLQBiQU/RdzMwc4NtZ6e1kT7/7uJcW2ZKKLGp9u6Vp8ChDMX+n5X24P5N+dzm2dZ8dN8JZR730ZFREFT+SU3g1Z5B1oaaTXWHqMl3YkVH1YqTuKZzblB8u3GCUeusBwNSP2UEPDjXQLz6BEcpUtUJRUnUG1gvT7KI9HdC+kvcyR7g8bDBWz8LapoxVpMpqklQZozDfZ7Yrjdku1zOS3gIpf+GP6QymEbdi0LuXQRzGoikwlsYSx0kHMEEdXETMSKD3kuOc+tbd8TXTRzufo3eDAohRK/enkppEa+EZLFjpQSb32msv0YF06qCPQEd9mC8rwmCOHTg4f6CyQWwUY0dzmqbeTuZgh+rDF6P1cDoR8ShIhopwEPVxBdnyJaRsfALA+mSdm5+bAWHc3K0TfhLJyxHSzrGPIr0eegSiYhS289HxQbmX7rNcZdTkaJWVPwlmEHsuiYjqhgSjkazbt2zP/NoCU8PqqMH6yEg62jCvAXrWXyTZ5k538sNkrYNxkhisq7+Fk232u4OYdBBTSeCeTNpZQH1fiaTCrkp/qWJJBmJdGjTj47eC6TKt5RqSSQTsqINtE6bG85vtsD3WtQ1bWOMlcSfTt+6+28C8SpybLjpIg0nKEGUoxqntrAOjeSdcZJDaclqWIeHks2UKI0PW345lPZvbmnU2vtfzwXfWrTmYxjp4KXY4s7Fs4wojZ0jS/iKr1R7RMTLK+e5jY6hlHoQQcMhi2pHRU6ighrQYK6+89FK5ffdu+fLGzXIA7vWlOg+j28fV3vDQWOSr8xDL8NJaTsfRMr8h+pIDrmUHHgCF9XLaaz2ZswSTI0GsjCuJj+CNnPE5FpnW2xi4hbm7bmKQh2kivLjzTDMbbQdjMwCqKBmpZXTzbQ8d5TLw1yGOC04yUBUDOqroQI1QT6nUHE7nuDBXcLlDOZ3AZlvmCiNdXVqsZ9bwbZerFdx6DPLMo+nQa+uR//6T2UgrjreYIQjfWPBs4CAsTpqR89zzX8Jpvq/0wCACPINeAmY1kzyPvn2PXSaHiMkt7Dxxf+eVK1eYzv08mJ5eQwDl02KfJxaR0aNUhJ5hk8p3YokvMDoZpji2q/zw3e+zX7krthLtI/Xpp1BpUJ2FehmnJ+1ImV1MU5Uq1xDvn7Aneouzvls5V3h1HQpqQ9ymw0DqXLWzQSnBTDwSVqlOBq3xbwsjlXXUlMbVYKe3Lc6RCdmJrbPPBgGl7zz1NPFbwsEezDjuf+5BirWjkym7DbA7Y5RXquTA7Nhje+jojV9AiXGTw4koNQCtsts8nD6hVcfpLsp1Rke9Kfdwotza4uMYIByhVbCrRNf8oY+tfbFqjnSq/lPJ1BP19J5kf9dYWiaY0r3lqkOxPdqDimS35cU2OnLuYCQ/dMshA5PMXQIP4mU0D1oAb/scPbsPnpVGbGcciAbIttCZukgmk9dQOuBH/dUPC+Pedg2sGZxog95zDMbRlMV34llTmD3MXQ6gEadhdjzNOUKPZZ2hGQdN89S0xDp5yeB9r78/VP2hvO9l2oo4hff0pdB16p5sFi89zraUuMSXJ/FZN60F3Duf+k07mJce3K2jq/+5nVVVk7pnaVJ6CNUO7ddprCYtkMdT9cY2jhV0K+g72yw8obZgXGHGZXphCtzuP54IGljEJri9baTc+up+OSDtNN55WtEzDmASxpmwpXOOVXHgf/XSVfw3DuLXk102DMGrU5xyCO15Zv0w7ti2MSNzAUNHE+t4+dlnRiZzhkLANH2KugJRwAtTx46yo6tKdFu7LMCAG9vmyrt96ThbYT1QS/ytM8NbQH+63lElculdyVJ3bfucJbNMH5Wx7sPsKAWBwJVx6FgxgYnDNvQpzLvRo+rYxedWpE/dCG7SP/dYtOymP6pWayPBnjatTO/X2CoLOqCjjXLCg/XA+UvXXsS/KFI1jPKTL5FAWTAdxsPSHHpJbSh7cXARNERL7QNu1KBLRDuCwamCg4ByU4Z16aKN9kUdCMeGGVUMQNhJdit11jtXnIYJfHTywWwf5KO7JR9tTYVxuEpzdZfmRIdzNIdnsRImU4OB0PkMyXnz7jsroa5OYdrnOpKrnC/lXY5hePP1V+OdlbTymVZCjU7HOxFCSXSK6m3HPIzv+85OLlaMUww2jd+8W57PTpPN14tXEbRRtDxD7L+Npypp5HvTR32I11yfkFJNS9524jBToFdofwZZiJ6yQkc1n11GU4nKvJx26aVZw1XzM/itm2f1U52s4hlUJ9g2OzC9J8Yg6xEMjrR1OgpRUV7ALBAq4isz8R5IJt/mekfmjT8JD+9d7O9ug5DNyzJ8V9NVppZxTWocL787tMQ328bvqAtpK6OtTMf3GXy2bsYzCJMY/RvMxJiW73v1YuJZ+DiousBj3DTrEQaGaCsVEf+RjjTevSzP/HaBuemsl5ewNfic9TFuttO74ek9WlphYTyv5mAdravvm/PLPLRFreki06hbo4gow7a58DDNKm037gGvvng1ps7uLBkdHimzk1/D5HfKu+/+VTkyNVourJwum7hha2ML62d/+LT04uX+KBLn5jbHD+MPwGNU9Uq/vIrrPBykeCY4PabWjQ6vOY2Sn4brLdj2qC900TBgClxt3RN8AbiYJcNcRZJfR0LT87ftUGLVftc2S/8GYbADU1InbuiGloWfNN+NT4I1zI9aYVAat/ehDtCMZ2fXNQ764U53WcARjN9H+4djX/aRYVbg8aV5ZPRo+fzjD8v9e/fK2YsXy7/61/8axrldfv/HT2Mr8B5lrmDLmTQi/L0c5AyVJutsgdpFfZwtGKyf0+jEp7+f4ryBoMCb6ej00kuoWyN1pV9nvi52scnDkUemUgsdHR1mVKbgDTvjM8bWSPutQi3EKao7KayaVe+l87eipH7l5RfRM4GE5cdPicxK2rAkNvPcZPuhxr877O6QwJMgtW/zd/vmM0Nqy0tAPc2L/Hx2uum0PEMwSmrl8ZZ+r3GUjI1vJ2u0WSAF42l0SmMIaNqkXZf1sc7ZWcxH4rFjWj8Vx+FPj7qJTKcSmpXElinyFfgG7xLqDFMwTWSocLw3v0Aw6X2ujETkPhtYst2WZz2UtHyXDMnn54N5NQp4ylRcIDiM/fJV+rVtGaIetDPx47CZeTTD3HYEQVH/LN94mc64MjHb4UDg0RudqFUgW/6TK/TmiJ17xi1fPaNM0raZl2mtm3dXdWU0vs93xhUHfm9jR4RwEQbWywHJuPm8S8e1bsb1fXPwt5LC8+/NKy/VOkqwdbAVZ7bbXCoNhTlMwB8Y8Dbyqqg1UjmC+uoH732//P6j34WD5EuvvlROnBovyzOPy3dee728f++bMj1zv/xg8AelYxJmwylyA8xO3vvea8xcnpT5lYNyFAmT04fK+hImROy5dnV5a2kd0xpmXhxZK7yFYR+qHslKOnzCVFYY9Q2MxOJXKxKogw2cLuDls/hx8Sf1uuYj/my7MG7DbtffrqibF6iI2c7QEAtPilzOKthNdzj/hDKZ8bEt9vy5Myz+uoffI30ZqDAn3MVVoAtXx9G9vsGhYfa9I0eOlgvnL0Mf6+X6jW/K1MJi+fre/XLj1q1yb+IBnoxYNQddlisuZejqVTUhDBqDZxkC3jBg80yc2Q7h4LdYH4h40nO9Kg+wzwQiI14XbZVGlHgrL6n0ppQertJogeUFEboULtPgP7RhgjpqZwW8fyugE/Ew++wwdu7TZ07hHHM0TH52GKX8ZoVNG8CmA/jbSrk3VuPU2slshNKGnaBOE7cwQejuFlDqJpMRyiyNK4HXhj6r1jOmSBegzFp2IJ3ykgisi8/0kqhX1J93Wc/cu+rqt/WzPnZGEaYjV3UhKxCpInzkw10dBqUzRYXALAspR2SZxvK9ywhksB4YFfu64euWHc4TQg8JQ2nAyrQV+SKsEqrTUGFkp/UKmARCKB9Z1w5tx5aE/BZ1i+92bvHZLgU2AAAgAElEQVRqGyEq0voc7W7ENX7Fg2UQx/TgqjLXKr1HeY36CUNXMJs7V9KH7Ze57bBHWB+P+p00xB55CN/jfZ3i2rmNZ3zTepdGUnqQMaYk6XufjSMMLde0SVOm9xLWtsNn2++zaaz786H5XabPOP62DPMzXpad37OMoKFG1nVREZoJKYS6IMnreFgVhPX8za9/jd7/RHmV6fVrL7xUPkWqmngwhcegeVZ88fzTvQOTREUBzQ1zINvC47kyhpH6mRNHykg4X94pDybYz40N4YgrxOgtNUVDaxZqEesrzJwSW+d5GJgMwPfC2m8yxfB8v4qlCfGkbRmDMLJNMs8BdKoypu4GLJ2Se/UjuY5y7o8r4TEDheRMd//OA2w/8f24OUqd1FPiP5X0P3zju9gJ48B46kE5zi6gK+cuwATxOIQO//a9u+zMganCMDfpZx989sfy+08+DmnSBSppRPMphQvzOoTPVHoWrnVWoo1jcNNASu2/qY7yVeLQ9ieu8+43O4r1FzbGCafZvLZ/+50eAP6R4vYYvXShFKuziOzhz5ApGmyTiFVqMUFkGpWpHdBHV1ere3X0JDITJEKt9ftx0qBzWpFiOvWDNlBCSWJXjyQTCglCw4SmhpjO90q53iMPvhvHRhl8xg9VrVeMJvEaYNQFJ78rLlflbjKA2nnMLzqPjJQ6hPQIgUQaiItBR5Eyrk30idEO4m3jIMCBRH3jAMTrkQ7CzZCMOOBE3FqGGdXTENfJx3cyy0PaYHwHJAcWy830ufhiOpmkwbrKKIVhlWq+TQDGEfk1XoV5EAPpzbsOZMaRLiAA8G1dEj/G9fJdJUTwSjp4Ke8rzM3H4Hf6VMT3t/W23OZg3BgcmJpFfZECHPxkuDvAy7bYNs1KZHTGNZhP1ks60QTKXR98oUBUL1gKaEbieSf+1sTHtDHwUH9pw9+mtbMHTTfyjAKe+2NZhrwHzOJ3wtwBQxyQN/X3slM6AKufU3+lGsb6UfMYJMFQSGy8LG+/+w7bAOsREd/B8cUsh75NwyRePXMRT05MVzmfZ3Fptnzy4fWYlofFA2B+BCN8MrtUBlB5Xf/0DyFMaFt7/OQ4OjIsUbAcWWPKDeQV0DH5YQrcwI+e9jM45TzKolE4RgY2izia2OXgIh0xi0f111poBC2Ke/qa7fB96JZhoBpZ77LguDw/T51Jo1kQU39hprs+z5Efpb/LOK+eOV0GsXnUp2Q7feQyvmN3cS68NDvFIm0bO4HO0c5BJqoYjLNlchaDdzdn6CTjPjrsFaRg9Y6aGg2NDLDKvxRNEZ8ySelD4UKc+OwRyDJ48VPpUzqEjmFu1flFVQ08w2vFt7/rO2ABw5VJPs9c62/KiwxZij9EfwA1Q2BtrMSNloXlOVksI03tTM1ElAV4t6LWUd2H7sJGhnvKeZgkuCFtY9cE1TZ9XrY687CTaojd21sJUCnIDrSDuO0pbNp/hb9DVtBcNXYHDtCoCIY8U4oVWOGsIgjWEmSQAqKWnUxXYFt2dvjslNW0yHSERv7Wdw/YBBMnjZ2vTk1WYjfF4OAwI+JGHbUlGMuGsSotQbpRxz70QXbcFRTZazBJCVOCdAJq2UAwfnswu158ZAKbeGSxvn43fm1HHRiSQYZSGUKiddEeq20wjcG620bdcFm+eZgXlPYUZnrirvk/y8Pflk1PoGbcIEgHGfMSbuYbMOOb7yTQeq/fm+MEnEkvWUZdSK8jDvN3gcRFE6WETE+0+OZvYW0887D+AasGDrIOkWejnUqexlHi8L3pzHvTQ9AJmSZ+NP3J994NpsvgO2cP4ivL8lvWxe8Rn/LiHbjXVEddXTAa8uqFgYyw6PTg9t1wVHHy+AlMZvbLZ7//uNym+83OLDDz6CqffPCHWNyS8ethSqbvUQ69dOAnbMLogT66NapWgmJgOcpxxvfvTdLGjjI0OlJOnBgPCWwVZqZjEE++9FC1YzixOD46hk6T1WUXz2imOkptFn23yrTdpltfcb/LGsAhCzYrbRwFzKJfP5L7AANRH/hgvQmn0XvlCOZNR3Hm4jS8gwXWEerVgseeLcyWLqNKeOe9f1TWERLiyBbgd+40Di5Y/NltqELGT50qc9oYM8X+/LNP6F/UDeFsfoZD9lisGScPpWl1tvcmHwALV9GtofwJcySEK9FUceMaQMWbwkbgAxjaDeJZMz4a7SXj9BLG/o47PdDBVPhWvMqnar9TOHBaFgs3ZiZBsghV+vFQfubUyXLz9lysbB5QqSQkM3k+aCbgSYYGG3Dh4rlAgjt49pC62vGKbWNciDAkwVmmDMvg9z6MTSVqg8jKzqoDWTuAjMpgOgnW+lofmlMBGARbO5MruXkoUZ2S186dHcF7Puv1RSv8+E0zzNFps/k7Hdx35Z8yHaUPYRwxvZa5cOnHz7oYTK+9o/U2jiOx3c33OV3QE0m2DUBEGT0Qufk7lRN+xg+iob0iUuZviI6vzGJdGJHr3UGqMkN/m5b/vIskEcdnPvGesh0MIUbzcoolXGuaCg/hmXDXQ5CDZObr+xocfCgEpuu9G/MmmVjWx3fmI/y8bLvlhEE3HVBc50DVxWq+bXbgMVgvyzEP4WE+vOF9haNSkZezD0d5JQqlBePXgeDZgpD5PF8n4xl8T6LIn15Tfzfeu40143mvsHaQMYnf6uUgZdDpisG40lHkHW9qe258c6v86J13y6mzZ8o3779fRo4fDacYdz/7sox19TMV5jhndqO5oIf1YuB8Bz2jK8I7HXtIfszyqO73vvdOOc323gH0gW3YLGr/+p/+0/9RppFCx3H6fBID7IdTj+hMnjLAYhFS3CJMSEargbiHl4WESz11IuEsyLru4RTYvuUs0Pq7Su9MyZmUJm7hBJgFyhH65wmmy4MDveX777xTrly7grSHCmiLnTO4+nvIqvQv/svflbmHD0rPD36IoMAKNrNMHW2fHD9ezp8/y2mSE+WPf/xj6SLuF3fvl+u375b5W1+XHpjsIIPb3PJ89JtepvSeBTX7aCIGPR1eiF8aXu8NeAvmhHe1+rCfgjP6TH3f6Lu009/iSJrKdL6zdznQSKeaM9V4lQdx3nb8Zv5Tp5gq0vWV143YrMmB/KulTSJnKxEZZ+dJIk5CUnFtAyR2M9XW8smTebzenMJmsB8P2pqV1AWZjJf52VnsGDbQxYjndT6WYXki0cu4MlkbYh7eZWTq2rLhTq9NA9kGUFIKCiDztpbnSFOvtIWqwKmdyG/BJMlnC6nOUdd3dnbzsZ7mEx2D8mWT1kMJwnfudPDaoX5KBNZZuGg70vJwIurXDlL0C2l+RHvaJtsZgwKDTGUUdtSKLMvMZ+/+TnzYfkPiJZ8t2zKsv6YO3h04ErYygYwrwzU/4zgdT5hoUuE7Q8bXAN+4mvxkvSICf4zrN68unNImYwzvSQ1aMI1THOnGhSzTuNfZ97bf90qFeqb3nd+957N1s20eoepz4kS8md5gG/2W7WiGTURoxPF9fjOuoXGLfC3Htlh2fvfZoGOH1kZ6oAabk/IqPiMOTOeTTz4JJnPmzJly4ljdcrd5bL6MD46WyYUJptvsT2YQe+PNNzh7/hVSH+DPtLf89qMPy//9n3/FUQYj5Rqr4kC03Lpxk28DGKZfDbxuIi063b1y6WJ0dA3RezieliWtYJIaKXk0S+CDph2yoLOKXaow0hRrCKlU+K9DdzJJzaH0bOTd/rnEbp0B1h0uMc1vPcECGSo493Zr+zuLac76MscMU6+XLl8uH//y52XyHoyPafNjPMIvsyjbytlO48eOIOmeKN/cvFk+++Lz0ocH9w+vf8U5TYvlKky/C9eM7TjX6Zxj1sjqOtONgIdSnAtx9glVMiCp0S8RyJhxifNKy9JsxSGssIGnwAKw/MshaAM2Ka3ZR1y9F+/SgvDyvbjAloMtZawgc2IFkiN6MjrNcdwkxQC5y86A3cfsHhgu/+P/8C/K3//9z8r0o1n0SBxnwMhkxnEgEJNHdRkXrpxm9Y0T8LBRe/h4ibMqjsH8GaWouHZz6nCiYg3CDakM+8ND7KcWFudY9u9mNXCwPMHoep+9n1tM9bf43sfI0MM0Qh1JC4DTsWgPtopbWxxaRh1cPBBgNsrG6XBVAvWd0hO1Q51QGaDfNUAXELUuDZ2mv4UnvEBi0fU8Ujl5YnMHwh1plB5Mpy1ha+t2nAkU8SATPZVo06aayvZuw1i8u7vAHQm9MIstVAW6vPdkuzmN6+lnMngZQK0/phMa/mE351nc7s5RPyOj1eBaZuM+Ww3UPNOkNcyK6izAjmybn7WrTq/dQSGh6WLL9ir1K4UdEP9Q4qDVplVN0MVAtYOd6PoaRHl0pKzBcPqBrZ7rJVThKzysj3VWn9hN/vp4FD5O49QBunBlfhucr7LL5bdt8BfwBn6aSRmcbi/iwZuuibqmMB01X+oGWcKDGdFwHAHOxWc/koy4c4fSPnARnrGghJQh83XK5BGs3oUTAl88CzefZWDehY+X+jPbBISrBAUMZLDStEFp6oBKbW4qkVaVkiv1cTAZeLMuMsfQUsU0lgFcCR+kgj1Ko7syC1rjjO03vvfdkOZuMCU9zYDbDf3d72OQG+9jJfhSuf/RH0of7s7+6q//Zbk5BdPEe/3oPn3hwtuYzXwN7PbpH0jgDFy7zMwesYXvFJ5Tekb7yunHRzAz6wjfi51IpO720Yj9gFMo1yYelLNXz+Oq7Sdx9MevPvgt5jngEBvQRXSjYzBs1UyteFLSBEhH1x20aRSrlAOmwIAeB70cg7swS7/+Do52N8utWzfK7Rv3wMdwuXv/fhzEd+70GWgZa4bhE+UJno4+/eR6uQzTHGHQ64NXPLg7Xb64gboBoXv57r2y8uX1ECqGwMcaQpkr7APQdS8S8iAM/SiOi10HeLTwiEPS6kaDPo8gAVcyMelQNY84UF0VfIh2K3EqqNgD7atuh9zbxakwNr0yXO2ade5LcvoqAgZOPTrwenbi5NHIS92oazT2jw74i5SorNkuYdhJnEZINF2M7ko90rEjiedz2yFc4X333e+Wn/70byBCxHANTCVaiEK6GmQP6hD2XOo0PeDcsyjsMCdPDEfnqGVUDi0RWq75GyRag42VyL0AZ5XCeN6k82tisNdHXRvmL9Q9mMIWeZi3daz1qSOJedkpyT3yB0Y8Wd/Gb+IbVBfkO3/7bD55pb/G7EDJiCzPMkSYcPtWWhDody9BbbAuuqnqBr5uwZtHz7IB4+hDCjBP8/Le0qh3MBTSxEFd6GNDFwmsQzIG0Uw840pbMOubZQoPr6xrVIA/ze10yhppqJ7pMlSY1V8+ewiabRfeqhAc7GQ2DlhKkR6W5aDoOw3ZNQlTSvG0RFsvwYaHdzqy5XnIuAOCdeuhg2wHY6yzAgcMy1K3BHajEtKCTNkpud96emAU0iV11r1ca6z216mU7ROOtl29cDDLBr6b21Vb99/+axrzc+4JZp7hiPdS0/+fMINU9dFHv69b26jLElvwnALrku/Vay+Vrx9MRvs8vsTBRgP5Vcxc9tDTXxpHdcXCjcLLINJWLzO8QRYz1CXqCNrNBzPQnmcKjcKMNNp/xPHGfegQX7xytczefVhWmHJvIF06mI3DFAcGqpS9gZCzxsKJA+gmEqUOqDvVH8NknGq7aOdRupevXIbSsFdE2hSv4u7GjRtglaEN/A+Bn6+++oqNIHgLYkCSPj788MPyBYxQ57guNC3iDch2iT8lPXcfQQA4zlgImDqIOvhIEz7LRwzSi/gXD+LUvDM8xU0Dv75PHH/bVrLOpKJvkY+0RRLqIt07U0bJIY5pTwbpSILPe/s+EfVE7TTKo07draK7pb6+Vjbow0uh16WlldAl6Dj02rVr5eOPv0SPooThqrO954AtViCQUdICdyjEs7UPINTBgaqYdzpto7MBpksTFN9baSslkMxnoRtfejgUVQ3g9/X17iCU8KbjVJB2yOD2kRoEoGmjM9O8BIjpWrApa/7mKrYwSIYC+AM2xsnLfOyIpveEQvNPBEQH5JtxEqlhm0cukScDAz45Ii+qGQb5dlal0Tn86i0FUepqvyLBfGV8Tl+j4wOnWn/1YL57xtijovzJehpfOHo3n3zffLcN+TvTG9/33q2HacWbC2YG21ZhyUBA/jJo47iA5oBgfh4S7/tlOoD6tISR94AbHco7yaI9SsT+pjbx2zzsdCHN8d7BxjKsk232vdPxfqZ21k2j8UhPXOtmemm73iXy2kmMG3UAdsLd/IxTw59OvS3Ty/AsXs3L9+0M+ganw5m3+DFE/Jo0fv+5P9blwV086sCUTipZsYjj4lwXkk4P0vBJXJkpkbdgFSIcRxFQxrqPlx0WNrS1HR7sC+Nvy7/Igugy02t11jrPeOvVV8vKnUexje/e7TvMDlrL1J37eADC9djY8fA8vvDgLpLfTSTWEU5+HCynT2F5wiC9gFefR5wH3g6jC/MXmKS0Lt0LN9aHQv3xDvrHVXB87+Y3eBOaxgQIXefiYvkDpjo6jj5G/WWmrn63QyvOEvSkHoefaZSOw19/aySuE2IH1yHaqHpKpuoaiLgfBAYbwEeakKF6D8/2zJrEQ9AnA+LzOBIX0kXQMoOEQXQbr/YjcQmVN3AcdxclHQzooAPs9qnneJMWGCv01TKcC9T8gkPIXa2EIqxIFYje21itlsNLlF9++RUHeF0qP/rRD8rNm19jmwVQkBqczhrUH+k0tnaMSnhW3BP+1CeICGMKnCAyCY1LPaa/LcOO4bY58zL+MitvmhjpQWcNRGwx/aFqBM0vBJhZaFAsE6t52MAqjlem5XY/3zlqeDdN3gVUMgbfGayzzDsvJbmYFwMjUMUUhI7Mq11+2/ZUctfEDUYLo5TYhGkbq2a2SwZ52727ENOh01KKiyldoxNLMEpLruo5VWhhG5h1qohO5NuOykyFs/nXetZnf5tGQkiGoqF+c/BbbX+NF3ttIVJh5rTadEpum5uO4CyOBNaqlG+bXBF3IIP0wk7UDpPMyHIqHVXCFaegJRZXzNfFG8t3xXwHfIa+iRGlbiOrdCAt2kZNfOriX90t4lEJwlFJxnwrnpT4qy1qg5yiznVRR3p4NhBHuQ2iT3j4jgT58+k94lpProSpgwmkBj686jf1c0lPwqPC/mk28eAZNIfgFHmjPHw4WR5NTYVU5o4bHTmohjh2ZCy28Q1A96dOncShLUcpNPrBpUsXyuzvPyqTLIhce/UFGNWjgI3qgpdfuFpunbpe7jy4X+Ympsolfl88fVZj1LKCvm+T6b3+UL/87PPYcuw21X6Y5QqSv+typ46d4PiFfRjoKPrFRZwCzwdNOgTIvN5+682gB3fhHV6kf1JnBaMBdKInqafAULfuMRyW9cUnn2EVsxSM/4UXr4X6TDWP21Ovf/0VA66LbUyBoSFnHEqMOuTwtNHTrIAL72+++abcu3cvnt3/rnot+4A4T9pNOk/eUX9XZiitGczP96bzub6zT4E/GKTMcYj94Z6bE7o1aN3ZZo1HfAUEbtiDQkh0avc921FkJhKe9mnkHdKCDGtpaa18/vnnsbf7vffeLe+//xs6ixnou/AQD0IYmJJeo+hK6DKjqs9TStWerVZUFNgYYawo7LRJfVCVblxcsCN4GV9Gppitg1J3t1gnkRO8GWAIJC8BYecRKNYjQ82jSlxKZn4PptcAhgCNd40ECVTvzZfxZBKW4bPl2WntRIE8pq+HwFLp0XTBIMgztonJvEDMFnDdAD5CQH2b+2yTSaueGFwaRNdapxcyZJmxbeUPeQoLE5q/nVR1gkyxTj1tZ4VvjVPjNRMIFSM0xxNuBtsgzJR2bUsySWnDPbN+60SPJUPWTVcfEolhcWmB/fWc40z6kBSBr3naAbQLc8rbqU6TvbxxbjP5ef665hZKQ7sMevvoiSxT2FodnyVgyzRfp3kOsq1IdPGNdvredmhYX9M52GoxWBm/8E/62UUnlSHb7ndD/G7AIOP4LeN5r0G6qU/5jZpmkrhHugYTrvnXtHrzuXD2HF7KMawHvh/DSGY5YfA0izgOYJ517/WrL74q99HxnUdSu3n3NnuaO0s/Z8G88vob5Q9ffFHuwyQ1wJae+gYw9IaJuegY++LRcf7qV79CkPky4KBOWFWXA1g/fXeGaXxrO4fPAZ9WpUfgL6OS6w+zw24I/6creKiS8Ub7aKsztR7cAerPdWPxSRWCyOvR5DzHII8GU9MtwhO26B5lZb2Dqfznn34WTOXKS9dYiT8XWxwfPcKnJDSg5ceRo2OcV1MXQV2geYLd5VEGiOPMXIdQJ9xD2lSVJ367qKMG41vorMWlfc4rQ9ICkfPVn9wDD/YL+pK8JtPUDSgYzaOfHRxyt5f9q/IOWh752LdqgD8JFNgTFdAmsdoEWhkrqpmIzit0/NmNM96HDx+W69e/KP/0n/135fYdHWKiU6BwG+GUQXrT0YQrY1ZQZgkdx4qVQJHw5cwyPS3bvStWW3lD3s1PxmznWPZkMj5vopNcYQoyimRph3CqR58NAAQzIX2dFjrmAxT1dnQ2GUpOSSX0nO7LKAVW2FfG+8oUrYfxZUz2kYCPHZcfMj47Ze0EdfuXizXGjncwykAEv92pIhxcnBCWTjPamNrQYOpNgcKYf6aTsbgYJCySAWcZSRzmm++sS+RJ/kk43v3ut2BUlGkcg+8MUTcJtpGX7+sA+YzxGE/J0LrIJHvo3MJCnbDpxIuqE+PUrYXqCVmZBA5+z7LNJ3436ijslEADd1QnBxt3UimdrLOQFfQBLapwl5FqmrG8uBrpaETAXuI1reXYXukzzrShqZq2BCwx21I3LvEn4w/YUW6FYcV1wKUBG+tbv/lUYVbLqAOivUQBInZ48GxaSidmHWgiEX9qHlWC8XkTmOgMVx8D32EBZ4qtdx2Y58zgHPcf3v95+Sf//CdhD2jch8w0+lk0NShFCY8nq3gFB7cT07Ocf6MtJdI07exH/zs/O1fuTj4M3aAD29TEZOBiGKaXMNKW0byuvPBCHJWskXb/yFC5wUrzF8wOR2So5O+OKF2fSd8xe+R+86uvOXbldVz8cZondRZ37tQ5BwM0v8lHU/CM6vFJNZhT92GY/BF0jo8ez5aJyUlUZ8Ohtw67WPsANKkVQ7bXs+sfwoynMV+anHgY/UXJNRZpiSsdioekb2ETsId3GKSx5uA34xv8Zp39bbkxm4S+lBa9PN20l/oqWSoUxshAnzSPWkbFcLuFx2JIoywzVid47NgYuoGZQFSVmCTKg/L1jS8xVXiFo2FfLb/97a8xBHcKbCepOkelhm6kBXAOk6JisBBHfDuUnUsit4xkRAKrduaUJlwEqQpcOyRLfbEiq/NbdTYbTNNUQuvpRUZHERFslPl4NyTwbJ/P/OeqI5HMO4LpAWCtT+041scrQ5XWTOsbB5Fn2+R8jr3qDaRYlpdjl/cIMaVnqgLRKVmJHvPRe08duVnMgUjYrEhdqn7URZXQmRCn0oJtEnEy7nr5u6maz9W5wsB2PNPHVDjAnaNudiKDbTeOTC7hJ76dCtss1R97jPB2HjttL0xWp7aqB3SE4EJTeFjhLvNXuvHu5RY9CW8bJqgHI48X0GTMrajbStQwsS7o5uCgqiTUh4sPp8vWRxhK5OLUOnmJj+w4KYXbDuO4g8s25Hff+9u2Jl34LvFrWVFH3jV/N47Bd9bBziWwzSdpxenZn0tTUz7728N0bhkGtsMgcPXKlXKm5XwsdN26dSscSywB2w08f6t/dAFkAocOHSzIPGRK29PSyeLKKlNYLBugnb/527+jUkj6TNOPYUBumk3UEsHY6Funx8fRYQ4F07WuHuP6GClwDB+x73zve0iSbA98PM+UewhXbE9K+zfVGkGm6LGzugPUE9hxJFsPCFvFzduvf/sbFnw4Rx67Sm1ipQGN1WVkI0iUWrloT+nxr8KqH2HpCPG7NnF1B9yWaNsai0wuWiazcjFGT+fWe5Ftkx4f69ZNZxc9bKhogw40/fL7034ESMVb5mF3TPwIbZ+b8epvYSD+Daarwf6nfpnVdBYOuziHXGFKe2nTeEE13I0vL4DROop3IwnE8aq8kKuO4kpJhfKtWzinIIH6IXeeuCNE/cJPf/rT8hb6isql6zTdZytlw2h11McC9ZLie6/aIWsHNoIVV/8p03Lj+jbA3N9HckQKfAacKjHswGg38JCsBFM7f21QPfTKjlV/+y0JuQK1As93+d6y7YiGBKLfDKZpvnznN/P3vfXy2XQ+25lth+ZMUQbTHD1AGxdQV0Rv1yMHnA46LVXK1dTAs7ndQibRwHue5mW+tUzbVcu2jCiHsg3GEaYZ12/WqRkOfmtB75Ih2kVbfO9lqAci1em26Y0j81cyEUae2xNt4dvYWD+o7QtmtcaZJdvsy9aprmU3B+seZVPXLMujKp7Wje92NiXL1sPKDKUby5eOQmIjjswuvb1vY+ibwbjWycG3lQ6VwbTmm3CyHvlsnGg/6cB+Jok6+T5DPltXQ+CUfDQLe/rcFD/T/aU7yhCGfJgP+saHSF5HUFU4uGhc7kKodoPOyJTG1d/LNMfGT5Q1Dg8bxHu5MzGPRehwQY/p5/e//33MoFBNUGU9ac8uzZSPWE1eUbcJczvFarJ9V72+iyX/7j/8+7KIJPjNndtaq3F+1Wo5i4Su+kdrBfuf9pu7zJ7uP5iIeqgrXKNP7ns8LnmoMlBXqL9J6V0G/8EHH5Q+9XkMokqRmsAZxKH7rjvYNvkEU6YVzJUUDsSljDH7jnlIvz/6wXtF/aWu5z743UflMbuLOnjWqkIVlIJW0k3eK73VWZPl5nsZWj5bF/FV+8i3BR/TO8uw31XSlcbt189oyXySFtp7MTy1gurCPCphd7unDPaOlre/81b5zW8+ZaogP5VgMAfBntJDrh4+nEeB/Auecce+P4cTT7wlAyg9MLdxvk/xLlsAACAASURBVMphK0wXzuwUso8dBRL9yspSMLioGNKAncdGhF7OeTMmIqz5hdcXubzTJe25+nHFtMrhWnZGDbvX8cfXfkpJteo+s2PbqCRiO5/v7egy3wzPOkm+kdlgK0ddBGZzMC/fH9I5nTrvMoULSQ9gupDUjzdy9T5H8AuoTzp1LZ4mh6yD3amenplearHfhWE0kq99vGsHBrMLQfGveFQsZ3d30e5hpIa1NfcxYwTM2cmcngUjQrKmfHV6ej9ZW7N+jqQyXm0WgZbTd1b/hJMEsn/Q2EInx1WGb6WHAWthA++gjcDcxSasGdrocDJDFCKVQPQByvTD/cD66NzeldkQh3O5ZT59KOfdIeOKphKdkq4OhI/COF1wCCewMA9Ldj963lsYDPTIrtTjEQDh8YmBuZNpvBLzGh2pGz+kg5yUp72j9XbRwN00B9IjdTzgDGs7WcWxZ9vUY3X397GBI//wpk3+sFiMy5XkLbNKWKYTl7aBiRhtsmZ1UPV97Rx1gJXBGnxvcECWIYcOlWdnQoCZvJR8qSuMxbh2Lgcb6+eldBrP5sVA0sLCQB+r1CMwMVd/N9ipovQycGK0jG9cKP1IZL/6+ftliSNU3n0TF4Nvv8XxCTMwzcVyhkWN4+ePll+8/345f/J8eeW1F7A5/IruwqLDOTZszPWV3//ud2UYaXH49OkygSnO75nS9yL5vf7669BZXclepS9q2jcEjDbYxTPQzRZHGNwOWxAXVzATomydUmwtbpVzu+PRX8+cHi/fvXwNNdca9ZmOfd80LPrDr3/2PpLrKeh/oFy8eDGM0o9Q1hJ6xiUWKVfIK87FEZRw+rVlVutbHke/mJ6cQvrcgG8MlVNXruFomEXaZUySsCsdGjvJFB79OMfQdvexyMSJkWApJNxVJGiDY1RnqGmqqiVeIkzUjSQKK3V2Kv2KByVU+Yk2rxVfdWaiNOzupT3K9W5wMdY0lQKkE/iSzEHEy0DiI0j3nURFX4j3Jpa4XAmV+Rgqh1Z3WXc7OMeXqRhqHPUISiXrka/vkjEKBMvy9xrTkDQytwwlMglTJpuSQaRtSGpZbkqC/jYvQzLBLMd8rIPfM07GiwT8aSTNn0/jWZeESX40j6gjd79ZjpfvtA21U0UcBoVW4ChydRarLGE8v+vMtA2FsVsaWfoB2Upi1gPkwvxUXG9rJ4eO2IHNtmenlTkZUno1T1UOEaQcAjLu03c+W6b1k0EG7CAC87T+hnqvMHratsZ7y3WA0NO2umftEi3TqXi21by8EjaRKX/87eVAZZowMG98tJwDvpm/z67qy6AcdGRAtk/PNuJ/DZ2cd+Op9650WdUBticV8pbhlTizbH9nvaI+QMdgHK/oMNQ93xknnzOO5WYb42Pjj9/JpPnV0+f41vilVKVe2mD+dkwlvZnpKRgHjnWBgdPWi5culVu0R8PqeSRLp8pOa7Uo+fLzLwI+MjkFAHWMLti4qDXGb3ezyBQ9cfDiVVbAmVJP47x3Bg9Ch0hxMgj9McjMPD9KnMxgZuOAlDpz90krzc5zoufExAQ4PyjHPZCLnT/H2Kt97Ax7wxlwtIGcxXO4izpP5hcQknahcXSsbDJxkNPYf4K1i3ZmnTrivTP9ME4aOHZstJw/fz5UearNJtFX2o4Z6hmDLrBUgApVDXjzm3vNt2G2OXhVuOZsDt5L/xY/ibeEsWgMfPMAy4r0phWPOv82WJZ01oyr+ND44/vMl8UypziVcBwRLVjpbgjDVXS5mBBUZmGivGqnrQRiYY7sZihR6vBT3ZIjtAzUEdfKScx+10t2B6vhBhmhDLLmR9kySExuNJatnbBuAYzGgQDTWz8vF5Osj+Yjli2w/G1eyUyMx8/4lsD0u/ESAA2YfOuW+fkyyqbcWsdnwPe3nVSpRN2pZyW73hMLNo36KHm0IUXus3WuBqUObAzR7QyP4FkFZurxtS7+7EFoEkPWS8nLVWLASdm2U52tg1eV8MSb7wyZppbx7LfvE2cJm0xj3HxnPK9kRhTXaC96OMrQAqHqkOtilZ1zjw5s/FyMybSZr3fzdJYi7DOe8DTkXn7rkCvYMlLjBszxrpQzAvFp/r73Ek52aGlPGqp4huEimVtmBunF/MRVvKddlkfNnsKFh4z+J3fjylDIIvBqPSrOG/3FnJrKM76X72o5uGVlQLHO+k2M/dMMWpr9uMh04dz5ss03V5q7YEY6v/U87KNMt09gE+lih8wiBwdnJ253vXzxEsPrAdv+0FXOsDstZm1IutDLkTF2SjHIDm4PxsxE2lSiW0dnKHOaxtZR1YeefU7DVB+y0r7Gqvs+A+EO9RIcGn+fwg/m2fPnwnphjuNdVXucHDvGLiLWIKDpd9/5bkzp7967HbvwHsH0bKeziA9+/ZvYktvNAGE/dpX9/PnzEV+cOigKV9t24cKF8uDBg7LAkS3iUTWAK+HCcJmBwjx9jgGevOUpBt+J2wz+9qrwz7e178sMpQEZZgtM3DAI43dDjDrePwnkQ2b14mOsbpu5axq663f1rpMR4NSp44w+KFAfVynIQtx9YiUk0hRl1X2EMawVRJoM8RSCrjpO8oOJKIlIac6q1cfIfc1PYEksoZOEmQo4z9fwmxM33aslIBIAAtLLaafxlBR9tl52Cu+xisXdDuTvvASGz4bsjFUiFVAJLIHt6CSMvr0Y5G8vg2WLOPUtXTC9Q0Zgg79jMQNkWpYLW1sYYYvsPha49lmhF9huB1Oa3MS7dAwIpLX+WPfHPTKDW3kwWZQjAZGf9U5YZH3y7vesX77zDB6fbXZ+SxhYhs9O1c03GV2cdcI70wCpgKOqE701ibMNpBEZmh1QZiU9JDHbBusrfAKPZGIcdV/B9BrSnDkb17brxMRtnt1sPDAf32VbLEMmal6GrLuEb76uXksPlulpgrbDZ/OONBVdkdY/CYt8kfk1w6bCpNJJtsP45umVOKA2fxGmxjdPFyTiuTGY2x53nDymH6imUI/o9FSG4QJKHrEw5omBMDvNhi6fv1A+ZpVYZrWM/WMfqp0lpE2Z6lsvvlI+/+MXZWJqkr3RWJwwRX8CU4pjNNAeKLmqT3QtYayxct4Dk7N1Mk0Z99wsLtAw0bNtWrHYD8OmFVycv3o5dlLxIvC8hWSv8wzP5RFXMtJFdhF9CMw3WTNoYWq7DQ07s1JvahzxLq7UvZq3EqmXbZYulJCVfN1xJJN0pul76YreEHSZtCTfMYgDr6SLeMkfYc7/xr32V4U241XcS2u4YUPv+rwkmTSQeSUNtqv8hjPCUKuexALM1BHJBZz7s1jPR0eyM2WnqgRkpuqTKqeuo3ikR59kHi1IUJlWxuNzlMfhRBLy6gqeSSAa84lOiLcR43SgH1WXJpPLkIRpOjuFOjnjmtZLIIhk3+XdZy9DPns3r5RM/GZ6g98yP3/7LJKz7MwjyzKOCxja/mlq4dTXwaEFxt1+iA6EFfkdfquHc+rSix5zBqcAazAapYmeFnSrdB5Xj5VCd7QRUxJngLR+FIyUwM4UpFQlbHdGdajz1fyJ98LAHUTC1lCbIZyFyTNG77esu/cM+Y6vEd8ybXONU6XXmGKDB9vJmA7D17UWUyPwLtNPaU8YGRI/yah8r8RnvIgTUnGdESiZ2Vk0xTAYzziunOso1jxsh++86uBcCV4cWA87n509OjjvfC99+M00dvbanigi/iSO/Z4U9nycjF0HAvBEvtJC0kR+fwavCuPn38fCDfQgnlH7xgCwT/2WYWSP0M3dRorSpOfSmXNl5vIVprvz5eHtuxhus+rN4sVIe09Mo88cPxkmeE+wc1QtIWPt6UcXjJ5X/WInM7UF9JjqOrVOcbvrOpKY5jttzF6mZ6ZK7zeVYXu+j8zqCdNxNy+oC+9gb3wb5jiuei+t4ksByU7GOzI2UI7jxacTNrHAcbUHTK9PHj8NqR+Wj//4SRmGmY8fHy9HUSF89tlnQetvfOcNDgnbKFssMH1588uojyoBBz+ZtgOt0qN4cueQU27NCx0MtcGUQdpfnG7PP3kcdCF+si+Ka2nDSxw+HxK/FTcVb3E0M/mZj/xqiHPJTRrbMBv933xMY0h68DeekWA2KP9dJfa7xODCgOYyujJ3umxmVkYTASuamUiQEqmSXHOFIy4dLonQBYh2pRXK2rOiSCdO+yRg7e+Co0fZdO4gRKUBjGIwHreSARw6qMBJAB3ChAyahCSTkDkAg+goNtLynxmJfvt95hvmHdFV7HQpedb2mr95eBnMMxkktYl3msNoGmEc7cRamF7R0GB6wmRzq9qYOnINovfp1kIAYk4purWvrujaLhmGzER4yBB8t4YphMTl8/NMIhDa4Hk+W79Ebt6tg88yJC9AHjA1fjKakCSBezIB34OJ+O4iyAELQlt0Wnonzy4UeZZJH7hvML4GbASI5Un81td8WkM98Ez6dZrtd9tkfaybeRk36IDfwsEy/N7FANTMvI1n3qYT5j09dbXdNH7Ly7aYbo/BJeBE3bzX57xb4xoyTv7Oe+ZHgVEf626I+OT350LmFXdoIcQ24G693TNtHh4W9zV2igOcXDiE3lqd4OSR42VxYro8+OpWMKVO6Gr80hmEDYQCBsUdTIE++PkvYVonOTSMhaDLl2K74ApmNAcsat75+mb58voXQY8jCDibwPjJY87cBg7qEWXA0pDmaL4T7goiJ1kR72LVXVd+mut0Iw0643Nv9Y2vvi4nOHbh9OjR2HrozM/yh8eOhJ5ygcP73LWzCfNcwRRodLSnjODYZn5N/5mYNlGOg5/4kPkpRYtnDdCFgziWScosZe5KlR18N93cwvxTPEtXwtN8hKPB3wnrpHffg6p4X/utw2DtJJGO6bWDu3Wpoc6Yaj7i89s4lb9QF7cW0q/JKKapMAwZlPaODck28soKSTQG7RStxADIMo8dpsm6WovdOjTC+Ma1UTbQCrYSz8ZkI03vuctxvjdyihvi/a5pyTorxE6lBagXmurIxzxNb/6KzVbHfLLTWLckbN/7XAHQIGwjEGr6lLq+DRi/J9CNl1fWPdICbPOXyDxbRGlRBbmqBJJwqV7A2wrOdrtY4dbhg3CClbFij4IaPVQPUmE7Wz89IlPdn9LDDivIgROQooTkqnq2zbvtyfr5LEFUxGYb6kBhHWuo8JYgg2EihYoT0wYc6cRpk5lpattrWbaPFMRRH+nCEbahSB0OjsnUkoAtL3Fd86hwNt+ndW+0wfKFnx0oJUjTW0/j23kMbkes8KhT86x7prWjZxrb47PfHGz87bNlRduAVbbNezwnmCjr2+2P4oNhk0V0nZwqVrgjfdcof/aveXkJDyW/Q/DfBUO3vu34d/ic97/55a/C+88oWxdPylgeTpVWmN3Ujdtl7sEktMSZ1K8+Ij0LOjDC40McjYBa5xF4aEWSX2YbId5t0TNOYn3AAiFCSBc6biu2gzTugKT/hHby6QQeDtRKn8LFtqysuWhanc7KmJTyFrBC2cHkT6fLHaQZ0NIAWh5j6+Jm/1JYKdCwWJh5GTPAb+4hETI7eACjczFpeAxjeGaSqp06kVKFv3pZmeDZs2eDbmSK4unmzZvlHjtyPEJaHCu1W7dVfidN7DCL8l3i0PyEqSHx5XPis76rmKk4qLPDVM/5TvWgZZknCb+Vj3kZKp3U5zAmt8JO9xRJ3f5lhbsxZFVn0NZWXRWZuZU1sYSqTsq7HNn4BuPYAJmsUp2MNgncqajfq7RXO4gLGxuI3jbcb15W3BPbLEdCb3GhB+Ypk7Q830fjKC87gPesl/daTu0ExvW7Vwa/Z2h+Nm1e+d57PpvG/PIyrp3Z757jUhdY6JjCkimOsGjHhEBTmU0kQlIHgpxeJXPoYNpi+myDbfUyrdKRZzS76BXmJ8IUpiVMHeHE8fM9NetvXQ3G9V1zG/xtG8RnE1giTk0vLmt644RHeCIegBfbIB58Z57mY/CdIQna52xXc9mJC+PbzrAZpY7iWmZSy6u+DE2nxFnbWxmt+Rqsp3mYToKXhjdgHsKti44tAxd+iXfzIsnTtIlDB+7m+tUYte5ZRuRB4oRbhVFw3GeAyoTczS8vV69dbPFUURmTA98wpjLn2aroQkw7U9tDGMGjuw846Gu5nOTMG3oZNpFYQDBgzk5Mod9DbwsN2bk1nZFxdbPw0IVu0LOwhzHjkwmsY8bz4svXyhvfeR1zrjamzvPl//zPfxtMyhV17SHXmcIbhI2S5TBuyXTA28HVyoA1ianP9DQCCvXWwe8e8R895vwd6G1qgnNscDrjVHtiZrLMYTo0cuQEIxuwofwRNqCc+K+Uvdl3X8lxoJnYCBBcwH3f92LtVSqppLLlpS319EPP6dNn5mke+u+al54zZ9rdMz3usdvLuG23LFsqrSXVxn0pcAV3EiQBECQIAvN9Eb8AblFVlifJi3t/uUZGRkZGZkZG7toZ6daiurQOZrmGK6PPnDkTu9m2ozOoyxy/tJ1tWyoZu/OaePNUnu3icotGLpylDTMY2M76ZxtmvyqmZ/vbHrrld/xcagN/Zf9CIAFO+56HXzQ3uMwJMs1X/R2c5epH7zwOpsbg7aihBLcB8fud46+0f/zhNUpHvKXCLxiRnI6rVO7l5KvR/Rob017hZBQGK2L9gx1aGKJH8jxn6m7XahARBIZIbl5WyU7uhg1yTowkhrv9r0RGVVgETolgAaOd3sKmIrlWkwNZpHdNzg4rQ/Yd6Rm97CQ6O7GSMRDR+WAS5K2kl/YYHUGoE89yONNl4RUGRmTVnWSA5BxINU/Pj5ezHGGxob0jYxUKuo6QL7gf2cnA2g07wBe7msBgh7VDWIeZZ5MxrdB25ixTm2fgx3BVMyQi1wA12OFJBrDEFIiRFDj7WKsMhvycRsbWpP5hGNc69OAWtiIoidB8TVO4iXgwb8Oi4wfecrnC+hjPtcZpOuRzGNbwMLgDQ2GVx4GLdCEsOwVhENUCNKw28FO4MG8Zlp1QJuh6mRqw/dCEOHUN1VM8rjs/52oF1Z02b9oVcK6AeE0v1vtYfzWflTAc/ZyKWYZMRonIzmYdFpzxINWvRsNCuwHPwMcgi3/qt9KamCXjDms6urh17ZhmCGbcL4OO9L3OR2+Jtic+hBB0NAe9ei3Juo2rQjVN5Ws7bkj+ChRB9aSHLhnmSE/e9B3hlb7tyMzT6Cswb+hkBOa2SN7SxFr0Go8fO9YWsYm6gribWRecgFH+6O9/wLr28/avvv+vYmr6ALy7O/zDH/4QReurWPEebd/5Hz5oO2F4Smsj6NieO3Gq/dn//aeolrG+j6rNL69fi+tb927b14aRUl+wIbRtLzvp4G+WQdZ6e8xwGmTsGVvV/uAPfzfW/z5luj5AeYP2LbrV0ztYFd9zoP3dr/7fduf8RBi48IriO9jIXLdeBXh2r+/kzrXX3n58+VJ7+9232BFHJ3r2UawvenfNY5ixtHjtiy/aVXDioDbNtbaHDx9GVzg3Fl1L9doK7+CZRg1K4yYrlbqH1Ilmdsl6vbPUZ2yCQhIhgEX7USfDl4+L0muon5E8+jy4yGYgPM1rTFjC50QPywVb1jFDc2mLWyehP/tMbkTbg+QrkTze8hBoJ3eas1GTSUic/SiEu/OmlR4NtUqgkEMvoYSeemvFLAyXuQpwjcx+q54AlJHOXe7cQV+efrlj6gjr0TaB7bHQRAxTFLZ6oDw6I5xHmcXjfHXhkfnrLDvKgjirfGFIJGYc43XD6rdMX/9uWMFvegnd34nIZYnXq0hL4jOvHJ043gUMxXCifOovo9JJKPoVzmzEEPttdJiUJwycljuV9Vy7cVV21wlDPQVLBPBH2HUJb8Lob+PNuSkU4YkPO7CPzvzymzSUZXzpQTULT1ipW8kdpz1mkPFV8g4JkPjmW9cdBH0EDXx5aiSdmB/RKU/ayMfWdJC0/tZdHIlD6+5vaTDy78FVdRRuw3Rd/Duj8Y54NwC7dcz6pJTbzcPv7u/I8Cv+FI7ow8R3wECS7tGDGgq/zVkvd4NdyzMPp54LA7n0YXvNMHD0wSimaO/drxxt8z/jqC/MYJU6ijCePgaD1/dz9SpK8n/z1/+NO6Q2sya4p535YjxsAazbgHI90/BhlkBkvhfGv2jbuSphColv8vH9OJUTO+LAsO/ggcCN+pfuNDujSdUypfBnS7vPLgn0YbdTN8vAs3n7Fgay9dyIeI4lopE2/sUFroq43l597XWOO36Lo4X36Z8IQzBNd7ptF6Vn76f//PSp2EQ6zm74FgYG29adbNflpTnxaRvZZg6ADn6udbs2KZN8zmDXpXv3Tmw30Bb03uNp8a0/TRPh2bZJ89YjaMLBCWvw9sNqV99dVzRRZcoXsQLE6A5zI+voJEpmC4yeRlI5VUsZT1wXAAC6XfhbUS9J1xab32ZcjMp3FeC3wBUgSnMSBvQQ8Q2PKQiIWQHhu3O7gImwPJWRHYf5NqAlYxGEusLU5QE7me6ryrecLDcbu+L5LvhMJ5H49qmw+OjFI3LAbEPa+Ev1pBJ+22Gto507iIPv6uTFFM3b9MMo4Oo0D2Uc4YD/x7d5qB/64hFMldFc+It4iimaj2n87eO3zFpXdVqud+LFfAmNOIYpgct4ncL7uCRCzJghUJ2l/PvYzPO3zGxpp5xe7vRG/TKZn848dcJmnWQKvgv+gjMi8Uf/gt/6OYU0vhK5/l2cVVrjGafSFQMV34ED8hT/j+lkwlGPko7pCo/iwrCvc+alezmO6WKNmbdwai09cAntVJqvSmc+ngyRxmSQypuTHDfUTBxjBQxvQ7t47ka7h/GK7Rs3t2+/826bZQnqOXTyGOTfvDHRJlD5WcBviPXM52hKzEyrYrPYJoHDneY5JPoNo2sU/FgnZNmBNeMtO7a0p/SpNsTGquIT/WQN6+abucVQBrWCgd/TNEdR77nDhs61axMhnMjAnW2twwDGLNoMV65ewpjubab6T9qbe1/D3B9TbNIPo7myyAA/fv58bERpdHmanelRVIvOsRl1lRM/CjtOm90Iev3119tuVIU8v20busnTjxT3DKbFukK0efgz+5AfuMxQ0+iigaJvf9vvHGyjncBxhPXoUHqVnsvZTj5OrXUKfk61jWP6yvflNo/IvT+xmGgEJSbfmTAJxWmNh8A1xtmHUjldMjINm4KIrU7NMm12lOyQ2dH0tzL5ZH6Ldh6msrmLbHnkSAewY6nistDHiRQIYRiCd7OgrBAVgRofQKPSIklpi0wCBssrV2WLgPLPdzG8zMP4wlfOOJWm/H0Xoquz2vE8k67zxIyd1k5azvCQICBaG9s8Y/mBujrtTsZqx+kLQjK+O/063+LRZw7/kvC7cPntoxMmXflVfYU722NZAhWnjKmBd+MH8+C3M4CAAanXNIZBi+EgR0Z8cZsDnAYBrJPE6iBlHuJHZ5nWzbfhxcQikD8Fo2lkhpYZAyJTKKsfVpyAUVWnAY5Umr46iZ3HNLqCsdpFP+tt2ZahRCr+sx45oAiTT+HHdz0FV/2Wnen0X/LDy3KFI4Al3PKL6oxXznTljPMcWJj7cfQ3NRdUBdIohExkNccxT06caLtY25uCMSmwrN+AtMjthzKYWehKBjjHbG4j/mNjGLYgnz2HDrVppvx9M9CsurAMeEMMXjKjXRxXnMTK0Hqm4t7OqHUhLZRrccfrFTRAsdlbFDdixOb6nfbZpydiDf0md1MpzUX7Mgjewsr55EPwSXs9YAq9gvVFl3g++OAD1iI3s854o529MB71cAakypKDiO06ihSo9DwnjSAZqvjukpISv6o9fTBMTah5ckd6sJ2rPZ1d6BdaMS6R9dqh204uSYhzBatMlzjPdlhui6Jbl4asl6qNxvc4r2H2r2xv27pazbaXpnN5L25LrEALEBCJUYIS0BE6hRsShvXHzq1TNM8OO+ovV8yCSRKuiNF3ApHSUh9MwTtSKCXyN/II1plVAlbVSPuCqi3ELE/F2mAWEjuIUuSKSgE8yPWno1nsOEWpPaIFTtNVXQwq5AqjjeGUsRAvjOUSwdnZDde53qR/hWWDkA/yvngSRxKFTNIw41WehmnY085uWJwB7zFD81dfTanRzm24a17BrHq49/J3arUEa+Ijp7MBHH8KNtPrEucJs9/FZGRGrsuYn35uBFWagtn4fuvv42+zLVwpPUporsFmcTk9r3KFT/jNI+sOfmhvH/U/HdhsQxozpkv6y3SsvzBVPuKr6iHDM0/j+dYJm3Esg5pGeTJFy7cdXL90xzSnbtkuphMuXdXnS78jJP+Uv7/MU2caT3e51urqUahNSSPxvUwfEbn3x3zmGPxXOENCwtOy++Z1m9raTavaubNn24cf/jQslb/gLPXmUY4acm5+HRfv9SEo7NmywwWJNsoa9zznmu9fukF9VLGBsXDWeTuWfF6g+H1rfIJz02tDpWb82qW2efe2dvfmrTaPVEgv5RqHw+0M9iinWNdUSNnFBs5mLuKSmd1BwVzB49SpMwh00CftW2vJnkiZxhjGgAyYev74ww9ZX04ldJXZNWW2a99+9Ci3xjHGX3z0yxiYjr16PO62cYNI/E88vBdLKl576wkc8/IiMp1ttmZV9h/btmhGJhl0Rpx57KWKRx/TSifShjJK0Wu2VwkOtglPx0l7dC4sFKXqDyKBzdaj8Wxb8858MmGVFxuL/uD/kjOywAq0ALnQKW0qtQ2ERJGZexTRMONLtL6rINNWgeGPdPDCDRZt/9E5vR+7JIdBRhJ13fqZVmsgox+iUqWAViS+YrKdFozw7cYNEXvlWVU2IHr6klUBy+u6gi0ZQ3bqMJ4gonud2viJh2yI+h2dsTdgGF4dV/w4gtmYsPvo5KPsWNpxLd+y/PaxrmH5h5hPwYuEAcaD0XuRlOtbOs/4Gm8GZmC+ATdM07uPgyiAtWAUbv2MU7i2LJ1xhMGw+Ab3fveztgjy4tuNE2Gs+oeEHqmTc9kqowAAIABJREFUYKJs8pAuglErsQOzhLuSqZBpLT+IjxBhkNH5Nk/TV/0dSPwWZ1WPgl/4ZjiBVPHJkjiuNcJUeBvP9OatqzJkhKbVmbcdXiZqfGGMDoa/SvjCpEu6SNyYtNJH4FJ4/cq3acwz0y4PQP4OtSlxbFv2XOC7t/xBiVGGuOqmFx5/Wy+fSaa7z5iqfv6rX8X1JIvU5f6jSY4Rck0Dce8j3Q0i4R87dLCd5qjgEyQy77ee55K+m1fut0VUxMZQHzq2fz9rhhcxUsuSA0ZgDu3c33at3xw3FCq5XmENU6ZnfTZs2hhlTzH116rTYxiqNgYGuJLDtljN1NwbE6ceP6AcZ4usWWKgYmzPTmxSroojuHedhtNIe3buahvY1V5g5BiGhndg3UjmrjUf7/1WUvSGyN07doayuBtfYwxicd6bqTuUEnRhv1ilpowbY+An8NTDnXiVdnTiMxwDbXz32jLJIdvC9PVYHx+XCrVj6UCvzVuNeyMBhb9t5UOyDl3YfvZl+I4FFsGYcTmBkhg1b97Xf0v+FutZ0VmQJFazy+buUJkqqjxMX0Rtfi5266KSPQJyWuWOqQ3mtwxnnj4+AEPo50y2/k67ZRoyyQGZJgzRhd6AUWYpeYKZQmAhxbLq246pyCmSRKgI0s+lBeGxIXwMr0ao9L5NYycswk5kG5I4izRMJxwx17F4blzTZFk5DS4YqWnCS9qCpzF7HGBIdJoiXDHNoOMoCWmiylE9cEQ9fVe9qs6WU33UsKqHcEVYD079XX+EncXbjRTjS5hdZ7rCQ6ZhJkDzUcXIz+s5pAnTCo/HRsWNTMrHdi84xYWPA5KPxCawqjDZ9kpiBbxlmk/V1zKynbJdDHeaZhyngzrLMv7gQG38pIK0DFIX7zX9EV98CbPlxTvIPDuUYV2X7UXMnr/10dXbNlqJRPXkSQ5a9q+MG5l2swp/6zHPEouhMkXr4Nqfa7GvvXK8XR+Hec08xrLPibYeiVDJ+QnrZ6e5j3otu70DSI+r0T5x93gDEtz5Ly62a5fG24Gjh9ta+tboJqQ6ZnarmNmsI+0k0+dz7WSbufag3cWC+ZnxkzAiJFJgnoL5WvYsRmW8QkPNgufMDnNQQROCtvFkzP79e9FiwOoXzPjWde7upt+88dpbbcf2reDzcVuzAQvjpLvLJo1XQWjrkoaIDZpZ6PYuSujevqhptnnW359y+ubB7bsx3RZBHnvVkI1rs568sc62Z/UfcebjpXkz7P6L3+Ip0oK/bUdp3DV2f8e6L+VB6tEPsr0Bi9kKTCDir2etNdsqeUS0KTg0bsUP+Miv4vGp1gvSiBwQVxEFRIvdEutarqmE1lkfkNEls9NCl4ufShLaGzSdaXQJ8PIUpUuCVbDxsgylOWIE00tC1N+KhzIqSBBIQImFbqXJpQpZd5x51mNd/DZOMarq4IbZUX0THOWLJInWuJZbeddb//rO9KmnKXNx6mR61yRjnQpYjKOrNOZJFkt5Gx6dHwDsMH7PkpcGBYTbo40SrAvX1l/GIy+xHPOqvKu+/hZGf0e+5B8Nj7/xo07RPY2ZThh8TDPH8sYAaj62gXHFhY/fxpFoLdW4rtGU9BPrwUzdB2kPibce0xrXtMJVsFmyONEZrvO34XYQ8SdO7cCGiwPrYxxxIDwyFcuRMepv/MA7CNLPbN2VdVaiAYfAx0quV2WaWfRlOv9BMUsw5Ff8/Mo/wuMTkiMxhFdpWtUR9ToduHVVL78tR3h0KY3kzrbMQelW6c/7rCcmbnKlB1eAsLa/ftvGtmMbZsJgSA8vTrX//tN/aEeOHm1HN+xuO3ZvRnfxZptBivQ65Y8/+oirHB5GOfteOdA+Y7PkxCe/Zp+G2QqS+c3LE23y0u02Mbq2PVsBQ2aAESZ3/9XP3IW0px7iaZjUPZTXV4Fbl5WmUMvZunUzV6xu4UjjVHsIUx1CpU+r5fv2HKQuz9msHYt7mlajz7ll1564ulap0bV01yHVl0QAC53JASTkSZjjJEsfsftNOdLGbZYD7rE2qjCw58DhoCv7gLqS7pqbl/iUSW7YzKVh0H89c3N54AS2GPilcSMuf/yPSzqLtqbO0oFOFSH5mflKv9Kz2hsuQ5Uzja7a0rc0rRoXayYsomJXzkie85T7awzVqfDh3evaf0cPegWLxXNeBzqCbiDmz8bQ63o25T0Ro0Gw1IvMU2JRAdoR96l3FnN/rQuwGn9VBUhRfABCGHiRnej5fFpAjmtJqSRdPq6xHeLkgEq08yxOq06gSsqAInYfa5j2XAhtBQ24EBVOyQL2Gh2bigRT1ZLOAmVaWe/UhZXwhimg/Pocg6ILcb1pMoeQehh1YsecciR+Ldg8577f6vwyWUescMTRGHFb4OQJ9gIfcWRsmPXVee4pl8lXZ97J6OsGWE4HMRIgbDxqC0xBRHb27Hi5O26nXgHcXjvaz2g7y/KDzCSnoMn48rf1Yk0TeCQ88wnmFKKfIysDn6O1azrgxWsO+kGcadX9Er6V3IipHmAxYRmS9ZOwPF2TBMUUlnp7vtqb8mKzlHKHkBw88um0L0ZzRzLav5i/O+DiS6OsGowFCODJx7XpAdoF+uYUvzjOstzdD9UPTmoIk+U/gYFqk7If/TwZi1cfqFLz6BFnkaGxF+ByEunS88fiYggGuQLdukdzUyF9btq0hTurtTCDahUSmWvATvncabUMcRZ0T51tZ7/t6H7LnN08jM1EaNAbCx1QVrG04pqna+XSPTsQyXqB1z5qOmH3GQIn5qWktQj+p1GpQdsmlqoePLjTNh3Y3cbmZtvts+h/7tzR3nn9zfbG2++1v/qLv2w//tsft0+4E1trQV4Li+ogluHH2oNbU+2HV7hDm9Mzp0+eDd3mSQ1P8HvuEWv4rGPuOrAv9BSfzU6FatmVa9fagUOH2x98/4/iXPbHp04By/O27eBBmKD1eIa5s0vtKdP7A9t3tY/vnAKf0MEAJ8awObD/+G6aqy/MoD2eehhns4dok91sAm1cv4n2ZOBCmd07tVZCu1vXbGxTtx/Fmuunn3weNB4SKxKWuNuANOoJn43Yj9RmpDYOXPN0xqP9UZXI1VsWwS9oO2nZ2Yc06oax+pN+u+Zf+Da6DUA0liDZM4hlG/dPuH8LOwkSnDZzBzgP7/32g9zHrQqbtBntyIftTwwzCucKY1gBsjG/zh0EiatX/7BNYawiOjdMa+VKjOHSIHZuWExmLHH1CKO4vsDHpVBk7rdAFlEa13gSUMXPUSC5ecFjfF3lXekTMaxfxtnyzDeZR555Nk8lD1WGdFH5Dozh+dKfl/FgmuoshvlbZzk6f6uCY1nCU9MF/Y0js3EHs6ZZptHfcPPzW+mnpKWsU0kuqV85whpQwWD6qr/fX+UKT1EXCMtOW37mX/gsOBaQJvXXGRabdHxXXXOXLyVV65dxKp9MF4l76SWwkOLIyzzEjWl8Cg7jG6ZfDE49BmU9bbOqr/FlhOKncKSfDF6YjefgUHmZr+H+tn5FV1VXf+sMr3fh3MFbZ3rRVvBaF9PrTC8cwhj1ErnxZLqIpA/5m4/O+PYBywlY8fbwhocxnGpu3b2zHTt4OI4d3lIdB7Ugcz189Ehc57AFSWpy5jbK19iepFwH3GfoQI5t5pqEzRvJM5X5hzA8cp3daO9s+fYH32nHOHnjGtwqGM+ps+fauT/+Y4yrPEBv8Uy7cu0qElve2vjmjl2centMBx1u77zxRtxb87f/7e8gVGAm75jG0cweyPDCrj4GovMXL7WH6ECuWs0gAP0/eTTFwMUuNd9Oo1XevoOkev/uPaRfjOui8+iZbZfPxINGNLwrXHzcwlSbuBKf9+7dDT83jZw5uDlkmA9ZAkTi2bhKneUK1/Xbt+1nO0hfSky2o0+37bvxv+7b+Msl9WJVA1uwFTp06ABiNJISUqGSqSL7mg1rohL9sGzPbAt0AWqa+t0FKAk1O5D+FSbBVcdQ6901SopecgWP+fpURe3MdhLLMo5IKcRU3gGTUqHh0LkSlcetAkaYvb91VcZyudmJzM9dseXw9C9YzH8QXTQtH3saQCVYd35VmXHdz8cOLTF0yxFm8xB+8663ODJP/Rx1ZaDUeAk/+leHNV7VNzJ/6U/U3QoBst/xmziWW/mYPnABPLrMD0oUX70w49ogMnoHRUd6JVjhULrv4sI0DkrdwcLwKjsK6f0xX+PbnuYrjtRwkKn4bf6GKynEOhqdyrg6NQtCPQ0GqpHacpYVNMF5eMsU9/4WdiX5wDPwRd0IFwZnDLaHzMD8jSP5Gadoy3jmZ1jl6W/T8vra+hkn4pEeiOJxhuByiiocrmX/6qc/b++880579cixkPisl9Zw1nOz4CAM7q33X407qb3T+i//659zfezZthml7P/pf/k3sdExNLyJNcaZdvLTT1E2/+s4rribPvuIY7DXL96N2c1KptvarXwAPk5/cZH8p9so0+YZ6jMCjT6jH7+Osvdjptsawrh+BYs8T56hI/koli52oO7jjvlDdSyR4OIKiqlncanZAhLu7Ts3Y3anetFJTmvNUbd58OlBkWHqsH///tBPdKYg/kZh5vZ5jVys2bAlBAlxcY/z3arIifdaclGZHCqLJrYdnBG94Ly5b/uZ+O26pKvkL7ahhlJ0uR8B44w0kngNZNmnu3m8/P21kqSFS3QumEuoi4sQLjxDP6+P9YJ1D6K7/mOliqC6hBFEhxxrGp1AS/wC6NvHdIZnHDtkEp69OypCuoyT8NgBq4KWVZ3J/AsGv/WPTkVZxtdVOcaT4H1DI0v5yXiFsepgGn/rEh/x2fmd9Somr9Rj41qeZZm/1xqYh36WaVyZQHU4O3DVofAho6i6zUKsxje/2nAx34WF3FQSGPOv6wOihy+DuVT3iNOri7D4O3GeeCHiEpz1LQzpYGboLgprprNOSgWq3WS7GNd8nWKLd+Pp582HVT/Du65+G9/vyivapUcfwijOfI+wUWg8JRZp0nQyP9+W5SNexV/h1zzDtiJxnnKsVIPS5uHmke+BHpzCW/nkPeAJv/kIj5gQhmoL05rG2ya/zkX+PSlS7ZAot9dA9isZ4lMY1rUvLrXjr71KXiiCo+yscwNkgI2yO+4Sc1Tv8MFDbT/K36cvnGsDmD9T5/D8lUvcxsjmKtP/YY4IexvnPFKTRzPvcN2vVxgPM73ct3lrG0G/Ujw+nOYYMtImW3CxwXIHhXXXOZ+Dx1tMyV03VRp9jNL6Fu7lvnP/TruLvclPfv0JRjg2t1fZbBrTwhAM8Ob1iXZ1/BKDGAMVEmadvQ+ewQxIQzU3YIhagtKi1wN20113Vyda1aK1wLSaM+NuBj2DgbqMomqhsy8Fj8FBLgKM5bTENdgO3CiQLHLtifjvumoTN2YNq0e6KNr12zXJ0gvvpv+qb+P/hiRZEQ3MToTNPs5O9w/YUZV8WJRll0j4XJNbdF2Gihtf5zuIirdA+9t3PRXHt352oAqLPIjP/95DXi4WdH4bv/KIvGGmhayEN/M1T/3rNjzDfIroC8a6yKpbB/P3t3nYKXxnmVkPO5Mu0jDK2alc83IJIu6dAWCvH3CKMMhGgk5Yq/zqaPpFnXt5VaNW2b4dYYVZ59TX+MJumPELtiUm6VwRlzihzN4gUHirvCMSf/QvGMrPPOtRsqemvSC+GcR05uOgIiwFj2mqDgWXuKqyK0/fVXfzsfMutQfwmEf9HhzKKbtlVp6mUZpVKtFV/vWu/GSWrhsOk595VpmmqW91R83XPHVVht/GEfeGVb2Eq8LqOzy+5k/Ug06rtW21ATwKuB4VnC2YSPP78599FBsZ5j9x80ZsZqgKswllb6etY+t2wKRuYzh3gopy9JJp8cAA9wHB5Aa4Y0oDyCtQr9uKZChz0sboOnQS1+3EGo9S+PQiJs/Y6WZ67Jqy09h1MOeH9++xaz3QLpw5xVnmTe3nGMOwnd1MuQ/jdq9hhIFwmunyHErtN25iB3WS+2ZYntnGBtPtW3fj2OGR/Qfbzds32uyDJ207a6r7Dx7EFg08ATq5jlSq7q91E4+qNCnk1LTbGUI/zHKW91OY9BjCVz9rsDPce+Qap9bQH7FBapsoINAK0e60UsBqvq5vV5v5rqfaSzqRKaqJk4civsyTvqbZlrylgZAkl3w6HwZKHJ6w2MAF5n2XHscC+xAL+Os53iRC7QACXgRmctNJGCLFp4CuMP0qjm8lL7m8Ki92Oh+8e4+/EyXUP5wdwfKqTPOr6Z1h1VEqTj878FVewWWYfj5QXgfGZcZuHBFt6VUHpZJy+i3nkRtHxi/JULj8/XxwWVm8G7+Yh+UUXE479fcxbvn7bb3Mr5uH3wlj4sjfoqngDZx1RmL9u21ifPGvkrLLEJV35ZG/yS+kxtSHdDGdqLGZ8WU8dsv9MuFWvr6FoWAuHDtoyPCcyldb+lt/FYCNX+1qenU34/ABzNX4ha/CqZoH5Yph+tu0OuEo5+kxJSe1CWpArHi+C+Yol3bR+W3bvIDBDsDoqn7ddJW/5sOEq5Z5nHmJcy1sPbh7L87qv/XO2+HnvS/nUew+dOhQe/X118KO44qhVe3V429xguYeGzfs+HJCZ3jFas5S7+BenFfanZnJ9hgDvP0YTxmAPvvZANHK0PbDe9sNDDzPst7o9Q2rmOKvYxAfZZ1PlfBB6rseOCgY+L0mYj1nq7ezuTTYfvHx5+36VRj2hs2o97S2d/+B9vZrTMfv3WwTSIbujE/CdFUZkgm60aUa2/bVO9soKoM3uA+8j00TFy7GGAxGMZYjDtY5DoWUNxg3MF5BEt0M3I/YRVdyXHyBriaS5HqMciiQpVAmzWR75ds2yeUU8R3/eu0av/XrPLaNfdJZXra7wk/SAGT9z3LBJM206Ka+zVAi9synC68LC1dDqluzFq11dCS10hGKmawP6IxbhFy/g3j4kXkmA+x2LIlfxiDRDILkuM0PsT3SgZeslFKRmaTUZF52dB8ZtXH0q7J9Z/pCbEoJlithV3zT+OiEI9LwrZ+7aAWnti6rU/eiRxrjm9+QO8YwYs9A4xM4ES+aeyv4TNAtz7Q6YdXfsqo8w+rb/MVNxbf8YhimM7zqW2nA0lJZYXyiR2BVR8v1W6I1D+j8N2AQK4bpeqCGtCfz8coJy/IqD98645qnT6Urvy6TyjbLehtX+Ht8J9IVk9O/psxzczk4yAznkc6t7xBaF9oY8JvWDjiMr4qH+crszEMYLN8wYQ1cBcQJg37qcLr2O8Xapmksp+pg1KX2IC+n5jrzMY6znN/Wz7plmpd6nl5TsA6DFKq6PERncRX3SW3FDuMEmynXr16LzRDPcq9iiWNmahIjFQgG7D5v3rSuHX/lMBsnF9r9e7eYDm9oC5NMqZGWN7OL/9rBI+080/EvTmOIAus+l8axS3nncUyjB6DpxzDNBdYd1zIojFDvYY7mzUPfBw7tj6OGHmtcZOPhAWpKv/j8bLvD1HyY0z2jSJ6vsBwwOvAajP1Wuzx+KXQkXS4Yv3IZZslmFvl7HnsAJoziSEit61En8oIwjWmIhxkkUmngAeo+4tqlkjt30p6kExbR6+Cxgzt+Tp06FepbQ1zpId5kjLpikOnHoEA7VHvVOyL2/uin1TLb2G/pg1xyTZMj0nz+k840/+R029R2Ujck7A8CJiGG5MdZzigOPysswVUn8V2PZzqLqFJKXJYm7BQrUBFa7hzZ6RIBWR4wZr4h8WWNRHR2AsvMTiSshTi/q/zyFz7Du2GBVCRX3/HdYzBGq/rYyUxnfvobz3W3yrfy6+Ig6stIbdyqm37moTOuznydTuusUxd+8e70CS3ACMvw3jpaddJOPgJn+pjWUU7VqRTno5DeH+EQroAPLpl1y/TmUS7hyV/CLC4WmO7p7291AKt9jFVl+jZPn5zyFsNdbvsqg6oEPRlXNSfTFpMTZ5ZZ9KN06bdnoPUPeHpMstYzbTf9E76cLpuf/uZNLeMtXnQjMFynmKoGmX/VwTC/xbtpvd2R+XL4CYP4++dYATJPpUit1q+EOXn4wt8ymDHW437KBs0jNmpU4tagzH2ksEcY2P3wH/4RBsNpnBXQEZbhtfm4jWn6saP72+lznyMhPmwTNy63CZTHUYprhzgeeGjPvnbx9Jl26cLFtvfYgdB1HKXvvmBwoWA6O/2X6fgqNhc3wYxmGcwvsx74+ltvxnWynzP1Xonkp1S4c99u1iyZParOxmbKmfMYs3hwl3XJTUiW+9olzoPL/NaNscEEY3SdUz3Jrbt2tH5O3jwj3RSSooxQlR9pxnzFpW7Xrl0wwx2sgaadTXGqtLeV00N7uQTt4sWLDEo5BAX+SWfb6ZIupVf6A+1oO+mq7eq3fpBV8DDVhnSGVfrw+C1/pEuM7uaRL8uJkxC9xVEzUwHz+dzKtgfOzmDGASIuFlqzvq1fxajHgnIf65RzcwmkxKSTeOrbTj4IkcRITqdy2iaA4agcfQyCYcF2DVLCwmp23TBtDzzqByqgKsW5Cxj3UADXyKgXoTPdI47rNY76kH4QrwvBSm7ZGWqEAaEI/R5mRzNyqWzXqaoTv+C4nrYalQrsWINYJXE9RZ07ugQNpfEA1zPo9Ehlwm8ZqmNoBn8U3UhtQLp0qqIwwJCPephOYbiDBHipZfgroRZuXNuLe2vAifWY60MStUzqpYn/AU6LjKibOsSOqlNBBptgJBIO8V6w+L2ChvcaCwnMdlTSceUmywAGRvghlkvEQp64kXHliZQZdNFsY6et1JI6SUDglNNPWlQH1KiTa4Kz2PLr44ZLZw9PUebVbqNrebE8QGp3M1URMa62OBVen6DULIOwDro4f0951kF0WHY/eq7Dw2lOf+oJp0Y4tWQ8GiDgcSyapUzXe003jOqMxp7dtAjdS9uU8rVa447wQ844S3/q3MlwvXZ8eDhnHbZtWLuC7sSX017b0vjWw6ckzgCYP0FLhKvn66AlbbpDqxkyUKbiQ9CvR22hQvJ0EINqbAdwafp+Nl+szBA0ktboaTM242buPsB242LbyVpiP/nuQcH7HjqKI6zLvcJd1A+x2Xh74VY7/9k4xms3tP1bD7f7NyexHXmpjbGj/fkvz7Rv/86GtpHp9x7UiKbZGDnP2uDdeSyOXx5vU3/11zEVth3Ux1VVR9sLe4+80r79rfdjYDh9+nT7/C/+vP36xLl2+NVX22NOL01xOGSG9teS+RDHgfuhv75+1iE5kjiJRbD7bBrBuduVO7l++t777zCd557tM+gJY15xcA57pHem4rDF44l7bQ20ffbzz2OdVEY6iTlAmiC0ZpSqn2K4t59Z2LYt27GByeVclD0CDXrPu3ePb1mzmXbyihdmD3QyB8Ah6CxskpJ36APT54a5r16694SetGF72F+HOd++afM66MdWlUFL6/gjIZtX+iU92t9j0wfalD512nL9WkkyYlC4HU8Or5O/eV1DGrrFg8JylzOnMhJfdAKCLETCcqdKp7/EJiFKnFotkXCNp9K3x4dcdB6EuWhhJ6a85tNTpwES4iaTigoAi+lHUDyWyVi28KXLDhDMDFWf6CByAZBg2kjfiylcprWz6O/v6By9b6MVY++mrXSGleRiOeXvt6MoW5Yh6sukTG/eSjaegzfOcGgOpMTj7yrDfPzWmUYCyDpmJStewtap1xIOEufduvjtU/WpeledQ1Ee5r1Ie5i//sb9clm9qSpwCS+8Mpx5CW74BZNLCVUJTddXqljiG4Kt+rkgb/uxbNTzs96ZzywnQuZoP+lI/IXhVaSaWIAnjXCtYHD0HcwRhq9kDuSRRpwF84PJWm8HC+sjbTko6ufmQRnDqHq6y+x31imXNWzjPjpMFx9RsZf+RLglRTnLuMv8HCAwc8aBgZMnT7ZnMLDjR462E2dOc9TwctuENW/r6jrfoVeOxhKA9hk/+vDD9quf/IQLt7ahk/iobeJ44o1Ll9qfXr0aRnd3cKZb1RntOq5FwfsFg8T4qbNhhVz1H69s8Bii6nvem3Pl5kRbmLhGn6O/0dZ3mf6/wxWxb7z6Gor501j34U5wpuW2ZdgeoD4yWnfeH5PPDIyycKOE7IAhA3PtU+lywXYgjlLxfeqqhLzvwP6QNm9R1oUvLsZ6bCj0Qw9DHkhhKWc7kuVBpv4POQ45zZR8PVdSFB5FszRjudKM3zrxCqp5bN+MY5jMzrgxkNO3K37lV2/Td13QCX5L/gR3mGQvMp1EKy3lPCXjOgHrqUg62GND5FeiMJOgOyImARbAyzuCNriuGNBz1lVq6jOAZGIjVMWHIfZnXMk2TGMricVUzg7P4/TWk0BWuiprvo7a5iEBW2mZaCIIYHHC9YzTDL4zXOQl80nkyqyz3voX4iq+75IeM30iz7jCYr1CmZx4dkjj6OdyhPk7ICCkBnyOfN18ZRTmoXpKMBYq6uYBkMbUz2UKGYz56YJgyb9wZl4+2ugEE1FetsnyQBI6gBCv8OqETzjzu5hSEtwSPgj0uzYaRI+/dZ48cRQuyUlYHJyjfXplzCMVRT0RF8Wtt0Ka3rYqvLn+VG05CGF5YolVaSRjDHsgiTILZC3uEVIG9AIOxKezjrxjh40PaGWRZRq6MLOOnF5bpnQg0xtFo8A0luHxWfMwvFzABy6ExzTevyLu7VC6Cq96W0/xxvD5G2GV59e+wRdkGe2mdOka6Lx4YaD0Xpob165zPnqiffarj+M8ttNQYblP/VlXCBWh77z3rWDkwnqfjabnnIVWMlyJdOXJrScwtil0GrVTGldsgKutnGbR2s8a1gW1gn+d9c7PTp5oM2yQPLt7m5kSRxRhXPv27WuTMDTxtX3vrjZ56nTspovHTeyST6Peox7kp59+3N57+60QmJ4wRac1226Yn/qcXm07yj5FWOb/9UfgE2kTt8BMQl1Ip9UKWuLT033OltZixs0TN4+JMz3FMgoMW7x/9smnMNa7nDqDb2Crc5dMAAAgAElEQVSE4jn1q7azvVIgeolJUpa0rZMWjUdRvD30wmyWMqstjedTeZqmG+Zvc6r87EP0wOxAQe10togSjDILlbY2URkGbmeIVHo9jE59M5gKunoWVh3Ybwv0bYNKpMUoK8xwK6ETEE2gld9gjBBO2Zj6IuoTkzAYXkghrl31LOuoSEpYdASQa3phyN0wR5Bcdyi4LMsy0zK6eVad7RD5yJR9NMCQRhgCQkb1ZEyWYX18C7f5RUcHDjFV9dPPhqw62kDGFx/FSI0j7Oaln2mjNPHR8YvywixZSrfmY50KBsvpYxpnG+pXLvDKb/28LqHSmbbSW6Tflm+8pfrApBbAj7gUZjAOrnM6LtP3cTe4YEijv+Iz0yT+WDoAVp3xrYcW7gvGehsuflxH1eye6ilO970m4jFXfjhlVtdP6/bmI7Ozg81pmPkZAyTTVe9lMj8H3xqArVPRn2VX/YOeaDeiU6dsT4la/Ff9TVtOf3duq33075ZjGnH4squ6x5tZkSovOuM67XbauYEbCN945dX24Z/9RZg6qzuzX3/rraZZsUkYzTxolakdfvUVmBXXVUDrh5Do/vRP/ktbxzT9g9//bhvUbBn0/pQlGm1G/vwXPw16fOMb77Qjrxxr99CxVIJ8Qp8Vf9OsC+5n6rwSpuW66HYU0y/85EI7eeKzsPvouer7XLewigHLzaS1z1fGhtJd7r559uRo27N9J92R47Dg22ntSqyByexcUz3HeuitG6ltsoGlkw0cFb3KRo8Dfkj4thMnjUag/fWUraWhOzB3Jd2H7Jj/6B//kbaa56gi0244k4rgzkNsX3GthK3jM/xsFwWjEnRsV+PJy7LNuMjMkzs9Jml7+BT9Vb6RKX+We1D5JI/qSJKZeUaFwOWIPK59ubu9ZjUV5CznWkaM23dcV2DEZ63vWc/eW7dgvyUIAXZ0FqHFDLISQlSSW0pDzD6jwkpujgCDeihXQeTRkZkWqMCusmlYVaEMjRm8AKk641imSNA4R5VjJylnZxc2mWQhzDC/dYbVd6XP/BLp+lU63xFfSYF0Fd/GycZLv5g+EV7wGa86rvGeeNc2MHrWtC6l0t+b6jzgP6XpK8ryKed3leM7YOkFduMFXNRVvMg0fIyvv8ys8lmGPxmwWWX+y+Wah8sHwzPq6THlIQ/6ii0EU0tJ3jju8mdbp2QNC8rBiTReOi/BOnUWD/E4DYQBsrVBx1XPzx1dTHpRR6XsYe4oUep5wdTb/AehAWHninvKwviATJ06ZZm57CO9KR3WQGT9ylnnLo6si+k9KVT5CJdpLE+JSSfcri2IQ/Hg+n13Z7Wbf5VmOX4PQbt1Hty1UM+Ay7hWw+A2Iu3dwECuDOMp56/PnjzdDqA0vmXHzmBs1y9+0X528tdhhszpnMf75lYCK3YYx7ZvahdZx1yAAW5EhWds1fZ250fckkh9njK4n7kyjmGMWzFoA2yc0FGi24mqj9L8JDh687XX22cnPm/nz5yFOXMnNhLsKHgfZUPLmxb37NrBbAB7lnfvtTOnT7bZac+QM/CB94f3H6JneTb6+Hrqsh1GKbPcu2d/bPB6Hcnnf3qaTRru5fZIIzhV80OVn6doE8wjga5hY+kKcKykzD7adox8fu8PvtseoAz/i1//ItBa9OlRxGy7ZdqlqXD0aflFr9/Hcgptp3ClJPly+/u78rSty5lFtVn5afOBUom0NL02gSNjNbMj53yMWutQU9AehoKLa5JeXgRpLRF7FSoxFRH69rdE5SK+BCbh6SDVaEyVQQMwIJSY8sC6604QKZKClpC14C2ddyurVBhlMVJXpVO3Kn8bJgKUNMw/YIp8EkEBBH9iQ0P+w0NIfMSpDDpvpOlFfPnb35YrQeZCfX4XM6z4dkKd8fTzEQcv2FQxbj9rscYR3pJAxZV+MtjJ+cmIb3rjVF2tm3HMzzAb+Kuc8StOlAu+dN4FE8yABo131YVW9bpgnVMXsqdM4KfZpIWQCCgsjKJEfbJu5i3jEBaPjFVdV7PZJrMaZgOn6tdlkg5cTuNZco+6mc7bJXNqzfSKKeUz8KGhZ2ERB0/n+a0CH7BGeZQpLk0rTjzdIq1ZXtYj8atEuoQL4gTe6OzhSCtztR5KbLqK61s8igjLMW8lmNp9jci9+FKR8cs54zJPZykBK3Qtdh/BbDxSqbR4lfPL3/sX329HDh1q58fHsQF5nhMvT9ouTJa99a1vtCsT19vvf/BNFMIftAdIkqtQ/ZnlNMsjDErMMuOaxpzYwNMVbeuGTTAaBiLgXLtpQzDmbf07Al73BsTN3Vu323WugS3cbMG6j9bLv7h2pf3yFz+LEzkyRO2jYq6hHTu+t73+2itcf/uTdo2z5tqgnMKYy1qYj/EunDjZNmEv0iW5g/v2YS5tLZszD7h1MWcdK1ArUrldQSvahPa7fu1am7h6Lehi6ukU1qTYBKWN5RPvvfeN0Nf8lE2lRQxRLNLuSfPJa8RhB73RDjbNkpOX9Wae1lFtnOoD1S7Suy7zzcQVFn5LmfEhzcXv32CUdiQT07DsXK5m/cC7gefZHXMXVb9YpIRzLxGQ+QF9t8OJFH9LJBKXFfTtbzduBMhNGtdsgiloBT0qiMcsGxwI2272OH1Widmyg0CFjLQSvWdD7TjmbacR0d0O44ZQIrbHKCNtB0HmQxk+OvPt1sHfVUe/fV52Fefl9JVOf799ChdK4qaTiHThD5OJI2KM4E6NnKaZRmdccVQNXP6Vr2uFFdaFMfGS6Y0r/vST4RkfGTby97sesloq1zS1PCGMIUXBBF0XlImSKNInHBAw/xw0vK5CeFfCJHMASAk0IsOEQ3ImXFhc9Lf1fL+gcAcJ6y9xRr7xth2I1WM2+jv1dnfz5TraOapNpAWddbMU4xrmv0jXExCcvUSewCT8hgm/1u+tt7+zpolLAFnCURTw0p/Eh22X9FVMUjUi21Ul9jh6uBrVGXa09x88ELcH7tyxq/2cdT3Nn1mPzTCfX/3qI9Ytr7fV2Jd8MtOPKtCmdvPSVe7FwZLO+oOYTZvEIheWuein2zZuDil6lDXwI8eOtSk0EVwrvDlxA11K1I1QAn8OA9Yi0O6du9qVC+ehAXAJnBPXrruSHNLXWJzM2QCTGW7Hjx5p92/dod8vtkP7DrSf/+TnwQPcILp9+VqbZprvfdvrkBZXIKmq+6mNyWG+lfxn+O1VtOLQi/eUIG/fx5gwNLJ+3Qr2OdYhjW5t5y5e5mTRBW53HGr30FR4oaYJ+x/i0vbp0rXftk8fS3O2LRlTC+klhRLzVjfSmWzxg276aPuX2sy2+irXG0bNXRKQVL/sbNwRJJpVNOYCqjBaGFdSWMAcmgXVY6oijCBICKuYZDdH4+uvArYSBjlEsAQPVcS3qkduAHii4RkNYTyn4VbWtNpw1PntyXorXx3cb3AafiIRqAIuy/WInfES6Tml8upU87UjmLbyMn/jFQPu5m+YzrjRUL08/ZawfbIBMz/jCUcwQsoSFk8yGe85uKx6maflFE59V7nmV3nqr4twqiic/Ml3hOQf/S1TZz46f4s3VZQs36tOqUXkbV0HGLw8j5xplV4TT1UH0wZ8bLJFPemMDkTCpqk8GZn5aKBXSVihLGHPtjVf8/IRJs3y6ec/VXRMX3FCCmO5J8oWx8DuZk3s4vim47guZp0s0/Us4RuibMuUoUMNSzgIBPAncEpyndKg9Sl4TGcZgVtxBjzm7yOJVntE4l4e8d35I/zV4ZTwbS2XGswzwCdcVSKVqxfA7y7upVnDdQyfffYZa4GrgtF9xCmoi2fPtbuk60NqPPPZiXb09VfbFpe+jrJGee02RwHZ6WajZxMaHrcXb7YtnIU+sGN3+wz1ogcoca9+7Y125trlsOdoW7mBcuPy1TZ+7kKbuTfZTg19irXyyXbn3t3EMXAq8blWKX1sQLVqBfAVo3mCit6+ffva6RNs7ty6116BCb+BPqUbPzdZMlANayfSr5aNnjCDu81OtoxKfzeqtEs5M4XSPn1gFee0pY+3ju9v77//HXA00J78yZ+2G8C1iKT7iPoPIAWK9y4+C81FQ7EmCS0VXot2rK806Fu865/5ELXzHbTVy9S18e5vvaVp95ir3IhgJBmjzjad57d3sYi4oeFVsZNm5dyBnrGzYdeRvIORmUYLHWWTcBaDnhs3jsXOletLM0yjNJ0UFSGN6gNujMQmEJk4hVIycB1ohEV73yu4flN9wiH0oIaxQHLzxr22e88uNPs5zA9qn3J5kjtxNqQwaqdOSUQdLKd/WumpTuCcNBb6eTM2xWg+zL3QxQhtkKBjKyTroMO4LqPTaOgcgcZVSrLSbiYk76HT02G1MO0ayCw7giN0XsMltlGkqadMifxt/RwVV6B4qjJsWGCHMc0R7qJ27NbauRmMRgbQO4MBpXpUHn9zShi7yyw3KA2udgABXI9fSilKlN4LrY1GHewP4YW4TK9fAIsSrDqOsSFBr88BCMYIM3CaW7iScQunLokLyQucWU8EilA5eQozHRpCDQt9R6fVC3QMhcuV6NN5dbC7kzUtX6A+0pZGTl3OMGvhnsG2JyyKujDdQkHaNlTfcs26NVHuanDkVNHTWDJJd3JH2SzQ6S/8Qz3lcqVy6yErFX6lmGmM4/qdN4I6sKVGhO2nTcvqQL6T0UojKTnq5xUbwh26sEi3biytX8eOLtKRajegN+C0z7g+Ggxc/MgZGZTnaRfXyBfoKxrmIAj8odTN8b3PL5xtC9dutn/7P/7rtoqjv/fnsMLDmuAq6rR954b2jTffZr3wTNgXffDFtXb63uP2zW9+E2a3Pax+f3rxbDuAjvETNnnW0jcG125EpegVNlAuYIbtJsYpHrd+GOk2NsGmnj5uD5BG+6FB30+RDGVas0DkdQ73718LZfA15ONVsKPoKd6Cea7fdoTNGSTKkXVcGnaf/gdzJq82/LRtPzDWFlA/GnqyGql0e9D3fdbQF8CD/XGQ+frR3Ue5zwcVp4Vx6G+OpZMZThKxREA933zl3fZH3//X7eNPPovLzg6/+Va78Pc/aM8e3sWaEfess+cxpI1WrnVRhtOG5MBgDloyR90z+oDdEdEW2gTp+DtLfYpKkbQk7dpnfMu3igk62AUfom30i/ygSanRnIv5ei+Q2f+TTgIzs63cA6xlkDKNJtQWVIWaid/61XcQWSdOApPrOnZmR/oRRI3MR4KV4MwnO7hlmAeLlTEiWFnXxLag1rCGM70yGdMWcdtpjFMwBOx0mIJDuAIxdlYZIHn7mxIN6sGf3/oJb11PERG+4o+MVWeZ5me+ISHjHZ0Tv+VysnylHRmm+ctEbTzXTnyPoRZifOOIH13hrWCv34Yl/AW77ZF+4jdcvaincQuWeosvZn9L+WScjFvl+C5X5QXa8BRO+houR213Wm0P1x1lkN204qgeUwQMDkzSGG+VrWU8I6r4sLtq3hqGLTi67Sqe7Yji33i+xbtl64TT+DnQUR+mZemSRkFxwlYVIbDyN22lX+ytYy7XGyZKWTr9hM16iO+I0xMwyC3iFJ4LD8ZxyinMfrt0tXnr9rDkPQwzc63u5KefIW05wAy3D/7w99ovfvbzduLjT1VWjE2WlZfH47bFixcvtiGs/4xwfHHvoW0wMu7vZrfYaxlc9/v1Lz9Cqf9+7C7bN5TidJpqO3T4CLcvbmibd+xqj8j3BgaNnwGT92/fRL9xHW2x78ChtgMLQm4orUVadYnlFpeHqdO4Dia6EduX57+4GH1O4UA/j1Y+QFfSu2/2sPl0evJ84FWjv5sYCA4cPMDu9lC7cf1qu8Zti7+mXu7cexvkC/xlbE+gh9DFhrACX+DJ/ljfvsG+VYn2FbcRo+hU6Q+eod3Orst0XZ/f/i1N/LOYpA194MCBdvL0eSTB3GW02yRRQW0Bom8J0CmuBORonkcSJVwrIsH6HRIWo7V+Q2jp26EI6oUnsRGMhXLSIy57NtQR/Tmej2cYCdkNWz02iiiPYQKmIuarM1+dDEc/GQAU3SNi4cuOUciy/CBiGqiIWeLW30fXjRseHT9/B0O0x+GMG0ilji9e5PWatqcdKJmW+abZ+GdMM8VFwYqo02MuyWytS418BU8Xli58dlqlRZ3+VRfje1rJaYRx9K8w4xkuI1e6FG4f13mLwVYZkTF/svwkTmcLhisNYmQ+vkeYGbh+rIQiHs2vh8aMy2/bRX/hsGwlaxmGzxQWqgNm4PK3u6O+K00tocdSDPURf1UvYfExbtXL34NOx5EwjBfqZIEj17JqgOy1G3GFS1cwmJfssPAmRRjmb53fJOv5JY7JJeCICPwxbsHW9at8Nm5kfZF7t+9pdR1a37p5Wzvx4jN2lOfyJAu3DQ5B509ZSji8/0icljl5+lTQ3Rw08uHf/0Mcb3wAwxkbXRNMaj3qQW7y/OV//TN2jVOqszwtsiu1H3vzzfa9730v8P/gIapFrGWOcB/OzEPu+Kb/urd3k2sX+pHQb1++QB1YJwYer4gVj5uYrW3bugF4Drd1e92tftQeosjuuuZt1j+3oN40MX+1TbKxMz5+JZjgKtYnv/nt91nfPAqpP29fbNzQ/uZv/gYDwNcx5vF6SJL3WFsdw3jO/COOQ4K3FxzHdEDpOuvhA9bD25mJO9uaDkwzeNke4tL+oxP/y+nC60ttlD5f/Tdo6KuDln3NXMSoNX/qzIVArKH6SwAJ8HJ8v8zYNBK43xKbTiIUeH8/Rzw2vbus4kGCt+5BgD0p1XhDfVxgxFWbz1EKd5qpu4NxT89iHj9+DCbpxVBJiK6fuTvuM8+2IX0QQBGraeREqbARWwZMf3C09uxa/F5qjJQOSpy3ftahXLe++oe0KuA46yzMSjgzg9z8SH0LT4a9nJd1Nr51Flc6R1nz9DHMe2SMZ1mVl/H8XfmbNwiNcNf0TOtOfzh7OXGL8elnOi1IFzz+dnCzbVxz1r9ct+76GZbhPSbpFBI/coz04i3DM4+CEyACZuuknzD7WHcZpY+zBP2c0rpkoqqIStNF7Kp/mda7V2Jzx0Gw5woX/hRfDpDiQS0IXS4h2Zb+7uGKqdZih1ma93L9EseRONJTx164MBpXl3WNz5d+Z/2lvIr7cvxIC6zPkNrm4Uz3Z+6H7uQLBv4pptDvvvuN9tHVc0FPa5h+yuQ8/6xe4geoDv3q41+3eWYbbu48Z7liHAnwHjqOXlswRF/YMLymrWZTyLPpqvRcQ5q7wVE/11xvcA77088/B6S8ZvUZdfJ0zmo2bNbCqDw98wDGt5dljyEkdBbPQQj9lqWvWM/meOsmrm2Qymwfd6f7GGClK3UgVWy/eW0iBBcH/H379rU9e/czhb+HVfNJNvTWoIi+rV1kA+r1d99rG9euaZfRxYyZoEtM0ItLXR5qEH9Bs7z9zidxr7/OQU/aglsFTTnw64KfxNcy7VZeL7ddL9qXXgoYv1WSNEMLUuKROHQCqSRRv/WrAuttmB0/pDnCzcMw86tHP8PxJrxHVBCuLhmijA5rQ3TeGYx8stIVGz6PsIp8g4uRtF6iJGc55i2SAlF8V1nC0UWUZesM9yn257eOqoXrpkmfL/+txiq4EyeJHztpOTeLZMKh5sLUSgnL0U9GoJXnGYjLsoWz4Dd9wAYwntDwt2HWs+pjeV08Cq9h1KwXJztyqVhRsx6hLUtB86yxydDN2x1Xy+lDUVtn/oUTf9d3KafLaIzj4mIZelCScOR3d9j1vtiMI4rxlKAjfifvYOZIFU45ZbJOueP8On1Sc2jebaRUGsybsJpOz3rLX4e2Cj/mJw6KqUpbQ4NOyXNAl0G6VhrW72WQ0gD/ysXvJTpIQrCKOsOU1n1nW2V9TJ31y8EnN5WMn2lcw61620aRD/gpv/tIb+fGL7Y//J3vhlqdFsAn2FzZyhFANz2OHznWLl/8gqn0SDAgp7VaEVp83hc6k5MYzdXwxY7du8i7L/rFx7/6JJZq3nvvvfYaKkQeVxyi7sKkjcd7MKlHDEgDTLsHsFF5n/X7WQZHdRRd4pl+zCVjzATXIIhshsEeOf5q+4h1wwmM72r/8QnGix+jvH731oP28dUvYh2+Hxx7RFR6Wk2abex2+30VWH/wgx9gNeh+u3TlWhxb9I6cbdz/vRqJ0+OZFzmSufvAvnYXwx5TbNgMsqbNfMYNk2DC0nnQKG+FAH87GCe957f9yhkpKI444lrp1zjivPDt9/8fZ/zl3vw1Kc3ciBKcRJgFJrAJZHF6GZ0ACbThMqe8VL6yzrQ1EqQZK0enfi0R4JA5SSuxoY/JgreIeUpHXrVqDesgTg3t4DBtKv7oETe9sYu3dyfWTFB2dbRa9PIwLqayXDcCdBJOShFJxGk1KNfMHH1EeBjQ6PWGbAB7Rk5bHUl04qGe+p1xc/qonw1THaE6rHXW2al97NBVhvlZR50KxpW/fuLWPFyslkn4WMduGaYzbpUZ+fTgrO/IS8qhPuYvPPWYv870bjKUM54wFoGVv+9Km341m1hmBIa7EefJEsuepy18J01k2VWHpB9yoh3IuVe3rLdLNRpKHWYwERbrPj+fuJZZepJCyVOJUifMhQfj+y2+F5kyWE+ruMQgwXXWw1KzA/m78GF63VIcwsyvD+lEP+EeiCWFLDfbLb8J/pLLsMJPBpq/j2GLqzC8e/LTNs+63EakK89w3793u70Pc5tm+eH8ubPt8IGD7d3X3mwnkfwO7OG2Q3a0L7Gmp47lRfqcTGfLAps5NOFaNkq53447dFDdY73y5PiFNssdNLuxMj7GzrVM1g0k9xjWor94k4MhUxi5pVuxzjmNihAWe1jeWoNhiHmugDh0cH97k+n5Tz/+pF1kvXTTRoz8Avut2/fbD//hx22I0zFjbK5In57Uce3T3fK422pykQ249VHXx+iFPmJNdC3GhGW0T5nFrcNyURu80E6hF/oEnGquTotC4jpmF/AQ8S2eCl+FT1tOl+Hym/wdcakfrRH0MT+fa/zVppXet+X8NgcEv51JFpDuFlencfev/KlBdIICogoVCJ2EJwId3Z1ayyT8rZUdwyC/QILTYnWecuc2kSJzM99imDJJ8yWLIHpPVRzcywVDxBEe8/MxTiHNsIKtvivcON1Hf5/ML5mq7Lv8fXedv11btD7BjGhoEe+3T61XWoa4s6Prur8HWBqIfMGpsFfDVRzPuJuXZYi7wFkH7qU6IyEZ/rIz724d/dbPPI0uI3HZQUnSb8s3XBxUe7+cp3mUU1LyigolvqgHYaZVEmQxNMrW38d0lb9vf9thlUCdVsXACg6ezqcFIfEnnJXOuurM387u72Se7nAuDz7GqXIc3NMWwDLMhqdkK4gpcVuG+QWs1Gm5/plX4cK38Zz6W4aqbDq/o069flfrn+YbeIlY+aeLD60rbePkzI2bV9vJazfDYO4Iu/tnz5zgVM5se//dDyLfrawZnqD/3EEZXMtCY0yxj3PA49wvfxqnkw4cPdjucN/1DEZsV61fE9PyaVSMVu8+GBZ1VqKZMoJUPeLuNTvQnphRB/HuvTtM95HMeWaZyssAv/n+u1z4Nc957U/b2bNnsSeJgWAk3jlQOMmuvveDT0PLJzhtozrgSkyjrWGK7QaQJ4rcCRzGEE6sKSO12ve9wuEpafqg4ye0iWOyCuu26OVr1/GD9tCGGBkdDvWoIQZIT/tVOxYOxWc5vwu/if9s1zq/bd+0rbppTFv4r3z+qbfpf7NXvZSigFQML6CcakMTQUh5jWyKw11gBERC8y2SFL1lknYGO3y/SJGwIDq6LE9JHDXK9xgdOiXefyFH9ySEjadasBKAx9UKPsuyfN92GDuXBO13wdVFtOlEAKmCSVQ+EnfGy/Irje+vepLZZHlKP9WJzDs7lp1IycYBQzUTGaYbE67J0TE5lih+lCQLfvHj9Fynn+VaTtVJv8AdmZaEb2fVL0/JZLjpVc4XFkgj8qoykqmlcjgsiqXZDpOE4VXbVfnmpfN319V0uAaKBcQZ4Q0YoROqHk4/nf7dp7v2q57jIlcZq6Yl7qSZmgVUeuuioGC76udTuBY/Fc8y/O1O7FLbxkxFOEwX4MQsIr9yTdl6a23cNFEHqlC4zt+5rFHfg9CLzt/C7HQ7Ych2k051+nUxt5QexqC1o/37d7d59QkfT3OEbwPqZI/aJ5/+qu1Ysw1mMhrK3NqZ9B6Y25xoecQa/WvvvNXWs0Ot6tlW7sruQ/FbZrYBoxNqZWzeuqnteeNVrplFN5ENmjWbVsT65ARTbi/70hRZH5ttLF8CO/0R3O7ct6v93gff4Qrbh238/NmYHl/nWgkN8m7YMsZ1tI/aepjgngP72w7WRkfA16WrV+KY5TSXgs0x6HxxabytZC3T5YL92/aE1Z87WFZ3mWClfIT1b2cApzzSyDl2B2clTU3/yST97VUo0ra4r74tHsWbD1+9sB5d9ZZPbNduX6m269KG+fxznTBwgmm56ZYBWOa2A+wwrRjAyvGlS4zwdHxGIO/NfsEoN8iIO4cUIiBWLAihV4kYPUBg6AlClC4kD3CL3YCGK5QaX7DJ0r+KnS90rugcTrF9hCGIjVqIHI0c0FcY6ebjJIHIMY5h8M42z2jjqOhbycP3CCZELMNGj1MrEICNYproeNIy/wbdGaPHzVNHiSoQiR4WZB4dzzq5dqiC9XOYunVyt9T6Op1E+KOTyVyUN5XK0G8MaTjXf0aZPpnGskudx7TWzzVeiZ9soixhVyry7PJK1F8eMgqq64U2JsSSdw0/mQXf06kxoNRlfTT64dsdvsK/sGRHBT5w5XftRgeOwIsnmQofXthkXf3tlNTLmsRF0ANEx1AWOInfMAGZTBGiNOHGgRaplSJWoCQv3/C+9BwcxI0MTQamV28g4zDCIFdbzHILp1oKTp3V+3SgcTBRwnPt0Y0X8eTU29lMfEMTj9jYcCd+EydMnOKJOxm07TuHvrONLAQAACAASURBVO0Ql0iF5E6ddNGtKNtBY4E2cm1VpxUl10Jty3DiEgmYqOGEWSbsWpiMZJ60U9Nep4qUi4hRS0AZm+qxuy+eFjhqJ43oFh3M8Ss3T/7VPk9nsP7PHdXPOX45Rdq3vv2N9v0PvtsusFZ3nueXP/0JNjVpLwBcy4mbH//4w/a73/mgfWvPO+0Ba4RzlCG93Lv5sD28e68NQPffe/d327//7N+3xWmkPJYo7t7nXmt0YNfv3dP2vvFKu4QtyF/8/KfZF9BzVh/yGZaFjr1+HLWesfZLpvXf/+53Mai7nqOPg+3iTfQjzQO8DiOovKBd3n39aNvMdP0F/eP1b74bl5n95Z//GTYyX7St60fbnbMXkEi/xV3pV9vqYe5Gpz3vX7sR/WEB+5B92HFdzwDxiIvK3DwbYX10eBUqTGzEhuUmhId+8a7wxIEFl/K8ndPB0fbwKl1pSj7kuvPIStcj1cVFwmdktt+rMzuPmXR5iPsArpfn4JpCiksmCknZtjmDsl18SitkAT41WJ2oGvDltwkEyk5kB8/GldqzA5q+XIblryCUpfgdpqtEhNSTcZNQi3FYjs4wO6x5xJtoMpYsv6TWXNPU3w5r5xABxkmiTkliOV3CnNAtw2P+pq80xteZT9XBMH/7GK6/MPqWCWrUwQ6kn7+dCprnU3TOnj7Dogojqr8NU+JydJJZ+WgQWLiFQ2dZlmFeMlI3bvz9nI6in0/BYZuUxSNrpz/BEce8/O2JEuGsR+HOMjwCKBOzXPPUmk8czXNEphMbbJiEpqv0fhu/XPdbv4SB/HpSW1oJytgV1/r4BHzgxW/zN9xvj+zpokMwADnAONAYbjx/i8OYkfTgN6/Kp+pkPUmUhf8Tf83XWPH2u1dON4l+Osu3LN/1u8LCo/On6lRxO0HL6cG7myDCOsAOdB+D5DR13XfoSDty8Ej78//yV0xx0X2k4QYZKC5cOI90d6+9evRYuzVxE+O8d9rBgwfb4lPuA0LKXIfuovXX0MRpJLWNrxyNO3C0G6mFn0csUQnv1WvXoswR7E9qms0dbPEJwQStXuac9nf/4A/b//PnP2iPSRd1BgVe5uW58HkY+menTqC609+OHjzEXETpn7Cx1e3Nb7wV65KfnfiYHfkn7GZP02ZzDAYjbdvOHe2NN45zIGQbOtdP2v/6v/2nmIpbtnBV24mzesRb4bj8/J1+SRPl340rPaTgkXmTy1ITmDbSBJNcHrQqQpVnuwSTrICvKsjObUESqYhy8drCzCSIsBL33pV5ERLtFVIO3SfSmJ/EX4zStQlHyUW08Z1ED9IpfeD70VjeuWE5PrlGqRSTfiEK9xiM4ZYt4xA5xdQpLpBhWLcB/O1TcAq+36YtZ3xxUnH8Lue34W46gGK8kerQSbNu3qkhwzGdO6IyR13BULD62xzNq+A1T3HkW8KRSRpWjKPCzM/8zSvgAIYoj3KrboYxJIV/1UEmaR21oCPMwmv5/iv4nPrrAj4Y5lc5w3SWLUMFFBituCId/kq2cWLHOpo/j2kKZpm+fqa3HRP2hCeXIrINlRbLGb/wZHyddTGPqofh/jauruCsd3j2/hRMhqneYzrb6+W4/i4/01imj98W0w2v/A0Txq8LM55xhhlA7V/TDAyDrNE9hpmcvHi57cNoxEoY5s27N9sKJO1vsXmy2VsKMSl2lfPSp86cjHPYqvnc43TND//6b9vb736DXeVtbfzy5Zh5eRzw0smzgbMR1g0nLl1qpz4/EeVp/3H9uo1t9+7dsZZ48YsvYjB/++23w8TZIxjxrl3cm/Pa7faTX/wyByQaGiG6reDeq027tsesQXWeKTaOVNcaQRL0pNQIm1FrFzFRhqUi795+ND2OsYq5tmPPTjaLxtqdR/faysfkgcVwZx+erhP3sZ7ZQ6CDs7yh2lnvaoNelOgnqgllOySNdeNJ/85QSkhxNmXcoE/aVPdVbRRxem1uHktM8mUAIgf+SHyq38gku86MJJRK59uK+i6gXwbA8DpiJwMYQFlcfSbzCXNYIU471aMTc5zQshGsewy6kKTElQhxvalcwVJMWP/0S0lKuAq2LuK9gsF4wtx10WGAN9RFCKu6VT6+hc8rEnyHCTclSo/mLTE5porszDtFFNkyg8KbZfn9lDUD/Qt+YbMsO7vTSNUydAWjZdVjPPMNCYCmT7wn4xK+SmdaCUQnb+nWNcMIhyhjBxrKLL/Koxu/66e/V3Isxyf/HoNVkoQHB84T30krfhvftMJf3/qLNwcUB0GJ2/q71KHEbR3Fk3gp/Fp3H3/HNJvpekyxe/UUTy4dFMy+67vqJAw6/f32qTgZP4KX/phOmLNOX8alYZWvCapO+lWe+nfjOZXuY9qnyb8V3FX9hHaacqmFafMZjiQ+Rto6tmNvO4hE6M6vGzQ791xr/9cf/0c6LzMXBqi17PRPT07FqRzPf1+EST6AebkE8uMf/DBwM8pJrplnafJsPYrcntH25I3HU9fxLf4O7mMnm130K+ywP0Mv8h4bPDLRFeRJR0VwgXhsUwbuBSTJbRjp9VIxrTRdvXQB/dUH2LA8GKp5Fy9farfHb7f9+46jMH4zblfctXd7qP6oq3ln8j4qQGOBS5AeDNG21D5F6KPSbl1cFv4Kd/62rap/duNWm0orHlnWddOrthdpaRfbqNvm3XxMY1svbdx0AyPXXsZKMhKnTzkzLmCLYC2oW9gSESkfsh7hvB/yCIKWoeR0E7t0rHE49QuC980jcANIlhK5a56G6VIPihEGwgj9Q+BwnUoYSoKwM/nY2UyvVFII8l1wF3xdgq94llX4AI+BKMvQz/gVTz+/eSGB8EC04qlwIhypz+XaG2atmCYKk+HiIHZI2agw38Kd34b7WFaFCa9lmd64hvvbBjeOT8Hlux6NVZjWp8owLL9TyjStOFY9itpEXuIg8Z9TX+OUq3LMU7Nq4j4unGeq5sYF3nQ+YbKdEm5pwHRLo3kPhmo3yyqdU9tOf9vWe2MM00V5vXp2Yaj6GKdwRmss4aDiGv6yM6zq5nf9XvZLWrBsnf71lETycjp/lzNu5VnvSh9vlltkkn7TUpwoe8JNimMIB+xwf3G57Tl0qB1+7TWkrwftwsXx9q33vhmWo56yCer9Qe9yXw0FoP84wSmbyfYEqz/aR/C0jLvMhzGeIf5m2LnuZ61+BZdyyRBVI/Ks+1p2yJ+ycfQE9ZtrKHb3f8ByBoYsPHK4DmZ66uR5BkKEG7QwFrnDe3Q0Z5ZaEF/Fps9a1gC1JqSRXk0depGXjFVr5TNsLqkUP6wRFGDZtGlje/cb77QDGAJ+xCaPFCVs0nLQo0hjNiKe4pRYb8B9GZcRrddWXVxXvPKTpqWj+l3pkhdV7OW38WwHXfe9xCQramXYfdcInrpuSYjGN46V9G0l66kwCaueKrTSuDhrYw1xAZRTL40jABrAJYB9sVbHBfRIB5kGQw6UEadkAr3G06Q/puOR1IppWHaVqV9tquhfMNRbP/P2efnbPCIeI3oxaeNVWt/JiBkFQy/TKaNTRNZeVnNPeTCJ7FDmbXwfYbLePuKuXyMWvA2zHBmpYd361Lf1dw1yOb+EMRg35RmPGkX9jWP8uVgvldlW/bOtZIcyEutZ9U/4ZC7pV+Um7OYovjIf0+ncx1FrIdZ+2Hwgx8hPhidcLAj0aGS5XUwnbDrzqUFtFiVl23OYhf6sK+u6+Knq5e+itRqIxL/poxzewlltpL+PHbxc1bN++674WcdlBujvcn6bV+a/3JYi1T5Rdal4hbfKv/IxD53xfHSaxnMzaZFNDDcap2FQt5DmVw+NNneVX339d9o777/fxrGMM3idXelbd+O43yLMqZ8z25vZFffOnLG2pS1iqWuCNDdQ3HbXWGXyo8eOx8B96y6qPmyGuKMtHvft2xc2IO8j0W1Yu67t37m7XT13sY2fvciVEU9QNbqPkYyJNs7OtVfAPkFf2ftvPJu/SHtz8Le9uu9QWChag5GYIQxyr0bNqA/lzeuXuZICQxgrsQe5no2gW2sm2h0GglUsRw3DqMWXeHdTRGlWi+PBiPFnXqe8GoQmviquXuW6bdb1k/YLr8aRLnTm4bdh6Z/5GuZvn3J+V/v4FoYlJlkRK6NKbCSJ0kK8bS2kOBJbsMSdHTMB0a8q5du0pisA6RIA5KihVTSYJFv+vo1brgCzfNMl0F+uhH5KPQWrje6jK3gcQQyXEVSellNpMt9EmumENfNNWAp+szBMV/n4LWwBO3wp6sjOmvWT0VVndiHbNUvXX11mGOCUhMwz1zHBC9ma1jTCbTkyCb/1V5Jay3Et4VqCrVde1i07m+mpSS+e0Alz4s48jWs9Is0yKiO+4fWEfchMHn7ioPDU8448ys/8qEXQhzSysOBAtswE4qQL4eLDvKyTLtoBRiDc8U0+VUdhse0M89vw+m15/l7Kg9/GKWeY+WR9sgNIAfp9nau6KLkknpYZomlMan7CHvD0BqnKzzKr3MBvL+DlMivvbhyjPp+bpoycFVAap1Zco30aU1dNfQ2iIdHHzX7DLNvs3Ls/znRfYk1yavpZWzW6rn0yjjk1drWlG+FYZOAYWbuagXa0rUaRe/w2BieQHudZ89yAgQlVeWKNjrIecV5chfUDSJWvcbLnl9iJ/M//+39AvOPgAsQJ5bQbU/fbfdSBIMo42oiU0m4hcZ4EHzMTt9oH3/ygTYxfb3eu32oDqJENoLy/Es2CbRu3I9XOtmO7X29TKKhfvTIeln/Gz5+D6XL4A00E77bRCbu3lA5QX3Es7nxsE/tCtZFxC9d+d3EZdSd+15nXcl+U9pLOqi2M68GHct38/Da9dLjEJCtit3ED0JCOejvbdPZyAlWPfsb1qUpUgUpZird2J/2IEvGsfDA2GxZPn8jH38QL4sbDC7SCCehHx9LlqZkk6kKORGyetWssLCHdsChcFY7E/ClYfYd6Bsioxsn8s27mp75it15+68pPlRXTZn17SwNKBsCrEwbhF74abIwfUjQDhIxWZz2UjEwnEZsmppu8haPys9wq240sJbYonzySIIpJLY+WphWczCPx5tqh+SQDyoEsZgowcfMT3irLtwRWrmDJfLPOmjILOHrwZRj59KbZ1sFwnfnFdIoyrHfhxTiGmVY/O88IlnGiHcCDsBpeRkGMI54Mt+7iQz8fl2bEp2uS/xxXdRHGqIcIy6bu4C5zSnwsf3d/V1nl57vyrnc3zjDLLoEDNqhU9TLOM5aIHnAtg24Fp1lOcKWD1nbmWYOPGxVXroGB9bOuuLHNMmguoHa1io0Yje7Osn/wHNNko0xvt27f1p57cgbG7sxhlNmbU3HXemd4xNnRQ4fjfLw6mN4D/hDL4xvZNPL8tlbQXf7yWLC72mpxrOZ7E+Vu5X7uqTv324c/+FHgm+7d1q5c3X7981+jJ3m5HcSuwre+8+126cxFBgKWzmgbb0+Utrft2ov18ift7/72h9E/PFU3jGrg8IqkEfHhuqRO/BUuw6P352Vcmqboq9L5LpoyzKWvbnt08za/+l15m0b64mBEApaZJEBG9rcdxWsn3WD0zpEXNCItCvdlax1tfu+lQE7KzJHs1G1bQNw2vUA7QupCfQV+vMjoEXnSaCsGkbK4c3ntKpTMsVrMCWZiWr5EgyRl+eggOkUoeOJOExrWyoadN0a8F57NIm/jPJnlfuEVwM7Ct7/jDpxQzZExyAiSARhmOcEg0LeKtTAaMXY2mV4TlbjJ6PCNc8jqUabk2Gs86uApBUAFBjcQ8szwPHpnzyHmlRDnDKP9zCy6YFM3RAOqFlzYxIg+MroWtQfvEQanMALhKSfei7FanrhzZ1t8StQ2mtOyOTqSqkZecyDeB9FXCyZJe9i5zdP69vWrKoMU50BFG3pFaITz8koEV8rFpzh3lvAc/T6n9Er5QSD4x5IHAJaiuk0lPGF3kbRz4NibMPv71zBIwdCpA+v8MUr3IV3OPUVidNodGxQMloQPun4Jg1CalqkJb6k7Caf5+zyjAxXRxmEC4rnJ56O/dYadM5il5CmtDsTASLzYGe/Vm7i6YqiJH2BRiqO+7ujTjcAedEufUF8UwggbotYFmSbyfYEtARlNwItNUM2U2WYOtj5OG9XRXcJRwGDJlOG/5abWEwtKo3F+f6gP26r81pINw0F7TF+bAabxW1fbth1b2wbUe9Zzj7vrkBexPdpH/7kxOdHeerIOCQ9jERwzdC7z9CkK4ggzc4tPWKO8ysZif9x9LYzKOF7Tqsm0M6fPBf001gyt6gNNoEGLlr33yL62aee29iN0NKfRY2zQKhfpxGVjO7asaf/u3/3Pbd+2jehpYrPy1nQ79/Hn3OA4yyblQHtAX56mH5782c/aA6bv97EpK+ZXAuOpzy61E6euhITr/T62xRp242e5vfHRw9k2hjQ5iglEN7G0KzCIStQi/cp4OgUS+3HOzmxL+3NPqAJMT/VIEwvQNOQQYdKygpp9qXiaOpM0PG3hjrpY4ydADrNh6ECrzQEHhmnUl+RBS7vbGTG5aaTq/LGz6CQMW9m3gPvQz5dchEdT97yQqExbRF+A+lsXxMW3R9iC2O0xOOjMvyB3eXqlTyCAxrZcy7ITuXu1humFI1Rf7wy4+frIbDKvlLKULizHfFw7VFIpV53St3lXHtQ4fle1TJv1LHgSxmCgpHUQsM6VTzSq4z5hbtRoqajextUk/svO9D4pEQUylvBtGp1wGKfg9DskLbt6Dzc2eMWNj166SCNTAEfUroJ+420++QS/iDK79TfM3/yPvKI+EG2p0wR99Nqw8Ktf1cECTV8u88r8lsqhDJ2/hbfqVvj1t84w83Vwy3jZsSKw86fKWy4ry896Zn0pJFKUH6X36pnvLgxZ58Jlj1Z65WUdsv265Rpcvx1QdeYZa6zQwyI9fIgBxd+f/uhn7e6Z8baRmwddN5zk5Mo91grXYOh4EfuuH//op1jT2dzmsJSlmbNp1HHGYLjPOGVz/qNPobcVbc+efbGbPXH5Clc20yeh+ymkulnu9J5/+IDLvna3199+i2siPm4rFlhXRgqd5Iihmz0rkT4fc7Wv9AUP4fDHXDt7/nIYPx5igHwLlaF5jkL++O/+oa2kH/7+H30vzpB7cugB1tP7MbB7F3UipcWxjVxiBpO7zO77MGum6kxOMcAWLizDNXn7LBhlPZpjkuoSv+TEVaWp7+7viq6f/b1oRX/9io787h7C0D/4DkzNfG1b0/7GdLsKM0Mj+tQ0xwRRA4YeC5fgvf7AOBJSdjgJOQlUfytuYca1wvXb/LMSeQpGhjCrVIQ4E6M7aUMioUyBN249WZmUCszPciSouefuZqfUZXkDNJCjiHD7qGFvXOFROjOu9dDPxzi+yyUucl0E1C6VH3ggkh0SKGOUqnTmLUwyzcgTtCipKjmFJXby12yVO4GKUSvYpNEJb9XFck2f5Wc7GC6s1XCGVWObvn7bDMZddtlJiWAkuzvpgCl+Zl1NG2UZp+eso368llzGE55l2qh6G7bUTr0U+mU75IAa+CDDime0zDPL9dv6Ba0SFnlTmP4Vt9reMPP2bTuYzvbMjT3J9MttGXlFLl8us+cVL+PE04NRz0y3THsFi/6WMQfN6ldtUbShX6ZdLkG/7mPIAJK3Rzu1Gq970ZOI/VYNagtSnFctNKan81ga946aNRwy2LFhcxiEQN7kErD5ducSyuFQo2ep94xtalPK7sQf49jirbPn2mOEiEcYutiJBDeFxKWBi21YOG+csdbQ7bHDR9rnxHuCxfCbbPw8f4D1dKz59E+i6O5JMga/QTbmFmHA96fA8+IDRTusFT1st1nbvDv5qL3KiZ53P/gOqkOTbRRpbdOqde0//uc/aePXr7YtTP2/9Z3vxP03jzEiLBPeAON8wSOt25bOkGZnvI/cE1ap4VD4crajizV93+BfVsoXj30sBRHzKdo1rb91fnffptcvU0dQLw7x8Dc/6UkXkmRloEd9m4lPEEJvOuRUwrVD/avw2ohQyRxv88fJKJP/WpgEXMCbX1XIfLRC/WKlmvEYwOB4nNNC++UCSBGWqrBp/O27nGGu7ZmPznflnWt+HJZH9abCfBteeQhTN219R4LeH8vQ32pZD6ew5WcUMIHk1BlrxDFrpyvReVOs79ekPM40DhKWWYxZf/OuDu5AoXTr7ypDWI3j78Kh72on/XPA6o2YTgsJ9ylYjbtEDHy/jEfh0OkfcZluWLOEoTp7NGzEqz8Fk2obwuDvyIMIwu01EV7bkfksQbBUfpVX71pfrSY2nUsSL7uK7zvbs97SSMauMGnRb120Y+fb3+XqO+L0PP0O/6+IZ562kxeW6aRb1xjibmjix6klqGa5hGX8mnbpcXmG8/wyW6iF+mDwgtMya1lfvILBWqW6N5HW+vF/jsSm5Z7bmAn0jLbXy37zX34PgxBzYVH8IdLbZ59/wjT4LhLgQHvt2CsYwlgNLPAz/lwfmOD62rTQs32P17xubtdhxLcwjLEVFaA+GNMKLJCvQ1XnASo6a8a0Ln8LbY1V9HuukGXXW0lydPV6dDVR80Fqdbf97iQ3OLKGuZW1xvHrE+00Z777qNf3v/sHYTB4GkMau2HGSpo3uSp2AJoY4LijNisZYtBO4f4sEDXFGXR6WFuJNKv5PPGb2hz2IXDruoDvHm8A4aI+24i3OK0281snDZlPtGsnvPoQrdhLE9GX/pjedMIRvbsyWIrBh34W4OO0VZdEm0zGxi9mY1zXCRgXSVdA27ntNHkMzrQWHJ2Ht7+jMwNBGEmQwEBCH9MNZsV29fjt+Gq6qnQ3D8t1xKlwv+2s0XFIaP6WowsYQXB2qoStK60ZxzDjZdysr+n97Rqp4bqAu5d35W9YxRUe1ZKEZZA7euZpVE+jeH59iDXeUKOAgWihGbk3JEjThyRkw/Bd9Sp4unmXX+HE3xUO9Evwm49M3LaSsIhGM7mBBnJYN0vYUxKPikU8Yy878+46qhau/IXBtcpk1MuDjpEMK9j8Fp56JMCuS/+ijyzTtLHp1yvU391yS/Im26W26YYnDNlm5V/vwlcv64A140NrfAhvwe9v0/lUWHQgGJdwlyu6MN3Lrvwq33rbXkqP9v8BGKJnyfdhDs3bST/8xw/bBtYG3/3ud+Ku65XMQMawwPOf/o//0M6fPtOOvPla23x0P4rjTLERNg6ycTK9+CzOe6/H2O53/+UfceqFTRdUdjQgsfvVI+3/RLKb4QDEBtY5N8KMH8DkHnPlw1WMXjyHkXpv0UZ0HZnicEcO9iMRxKLuvX6gbYFNm7Zg+Jcz81gQH2SNdAi4Vq5a246/8UZbZPd8887d7f6NW+3SxAQMmDyYsrv+fO6Li/EwbLH2yOkiNoYcA9XgEJ/uwA+zFu41EZrY8/cAv8MFf0k6LtxJx96OGO3Sw3m1a+F/iMFC3qSEne1HgZJX5Me3P6Nt8202/tYVjS6JQN2CjODv7ETc7sragMQQxgDIxW/WQ9OPxdOKHxw+dqDtHMmczCMQgCht5apg/X3y8H+uy2g2i3VS1AGQlMh/wAXYzvSjyikk+VvGErAx0rnrKdyuU04FzEnsliMBuwxgx/IRO/oXQszLfM2rYCsc6K/Tn1r3ystO4zqna38ltZleQw0eqnc9SFuZlV6mrDRpPvoJh9dyVt4yGp0Spc7w8jNfnfjrfsd56x7cwlu2Mc3fuL7job5V1/Izv/KLd4849NcZT5dx6ju8lv5YxiAdoAYk4ZHEAt+9kd7Iwmx9fJvGp/BsuGUZ5rtox3IL1oIl2yDzy7gOfPnbfEyT6ZLQu35ZD33S5e/lMoQpHO2zDIv5LOdluOVmXOClvuEYKKJsGJ2WrYQpcMG7YM+IX/7r2qNlecMjOTDFzqtXpWute19FSfzT0yfbHaQuB95vvP1O3LX9iA3NxxiauPN8pp3B8O1zlhwO7jvURjevj8vHpv6/wt77Oc/kSNAsWAIkQILee7ZhN9trNLJ3cqONuY2Y2Ni7X/Yf24m4u19u4/a0caeNC42RNDIjaXpmutXT3WrHpncAaEBPAoQncM+T+SXwNdWKK/LD+75lsrKysrKyqrKqMCPqQcB8OnE1hu3i9sZrb7ZtB/eHhvqU9rADIbnIVsgHDOdX4Nmd3Gdz7er1Njl+nflNOnRHSHSm0f4Rvg6KNpBumfbVi7H4bmwgj7KLZuLslXb+0bm2izMrl9mSu4kDdzcNsV2S1W+H2v34PWJEd+Ms501ybuae/QdYKfcAExbBMJ6fRtjOs1DlUW0KSet4oGOd4OVeoTxFvcqD0ls+8ZftSF4rGhd/+O27yobh5fT3J8391TC+wqMOOx9RL6SNVmmACbufERl/I64NATvAIy4IKIV13RmFShwLBtUocziZ8RJewS4/uxP9XNCQ6WKowqqgq9lk3ynMutDuLqTzNi7cBNOiLUkUiWMc/gfc7vwsTzJ4ElEcyhmvnOmL4KbRJbGTVsJwKJD5JOGNI3MrpOuQi6xMK4POmR51A0MN80mBgbF8LC6lEBeWcKW3cXyKQ+VfuPss3Cp//XyXqcWzaFBprJKCpZ+/Yp6iT6zMkq/VKqyEaamkY9JyrdLxM45pQ2NeG25b1qwrtxSa0O/K02e5wCd4Jeu4woxfrjtt+dfT+FnOxMU0huUvO+mCY7xyRTO/SyB3+1GwKFuVz+eX4W8+teIv/PpVOYRv2j/lTC8fGMddKa7kegbjTYasyyxyeE3DKOY9Kg17EWgPMKrX5lFTnx3MNXqgRR/Ho23jxkI7Zof8G5l7tA3IZ66Ef/vf/ZCh/BKniE85Cda2cKPi7MzZdptFleVjL3KT4QUUnp62a9sutjeOcQjFZvaGj3NsGfPmmF+h3jLy4SxItDrpsszBvNfOn2m7hvvaV15/HeGHYMOyYhR7zttTLCohuB9wI+JtbCjvc3cP9uIs+AxwEjqHunPjtAAAIABJREFU8WLPKW3G4Hl5z59tZQYtV+N37+bxdPMlDoZxKT7MgNbqc50npFfVSVrDZHuXztK0nPVRw3XjG1ZpTZea6Dqfl1mc3bzxUk6ISgdoAagM/PbnQoqajYWrDNYyrMg8U1AmggWzgiuzbkY1TDgyWRQGYtrYRNz7NhQ2kS/zepWfaQrPwkdB4rvx7Zl816m1qeVpQqQTRu6ISUPlOtxXf12VNz46fwyLf8ahaFaqr5bHMPH22Z22hKS9ftDBBPzytG7meMDLNGob+ltm4wlL3CMN+RcT6ffszziJizikABJl4QpTJzx3zlRaZZHpIm9g+oz4ETvDLGTEwW89PNN0osWjcPRDOpeQ1N/8xGCVebZylW/lV0/965Sg8jNNwY9wylH0Lnj17E5T74CM9CX8Cl43Dsatn3TU1Xd8dP4UTJ+WK/i4k1Z45hWmU4QlvbMeu/Hvhud7hfku3Kh/lAQ1ykWEpJ3+LS7T8tt7sifPnm03EVpHnzvRZhCWT9C6FjC3mcGecZHrlB1+b3t5G4pFT3vMcWb98JXD8l7arXGfsgJ+6/qN5rUQO0a3tjdfeb2dfu/jdvXc5fbKcy8FPt7KyDgLLfJqaHUrj1i0Ae784lRbYuebpwQ5JbCDU8V3cSzeAnOR//LrX7cHk1fbtTuP2wya6CCLQe9gjH7xNgIeZecOw+1l8Hz+jRejnApBh+U3mU/VTnMTw23nb9WeNS88sG9/7Pn2lPT7zFsusgNPersJI121jWzfUTcoRQD/Ak276eu78aLeAGJd6+fP+vJbK5esX9pSjH5t8eudtvXOwk1HA+mgYgJt/sgdQKkFPsYqvzbDO8OqXdkyY3xGFjT+XJ31XuNCQI1EJJJxRG59GR/w2ZDId4j5C5Yz2sIsQmfF+7hZbCDCEr3rIvmsuPDRUal7+LYQsReZIao9jn4SP2wqkQLmJ9O5auzQ3fP8PMJMIvmjvIFjCqYkvrZXRbBaOJAUEtCfRs86811gcl0/BYNl9YQahbwnIEs3h9j+dG6xUxBv5gSCpXl3jVA2Okh2ZpEfdmyUe3FgK9syHzH/gpBnUsohjnMxTsrO0AA0jTIfNYM0Z8ohne9Fa9QDpkGoE/K0XOKmW6RzsJNZZBfE087cmfO9ITTx8+np8HERVjR2hDTVXgwl+zpXPE8DkT5Jv+zUzNvyRv1y3qX32YygSZj38gI2sBRSm9Ne5mCJFBqOQjrO+JPxnaPCmV4bTJgodoKsMHe2yCk4pA46e+ZlaBXEtRE7wlju0Nr0ljn3iNuAxC0FtnVUe/sdkq0JONOAe+EvjDg3QCFAefRf4vnU6Q7SiW8/HY3NRlo69eN5it6jvcCKsvd/r2CPmPQ1PeXnYIieVbSwPu/Wkb55h5Ew5DjzgHhrOHEKZtxts2vb9tbDCvf8vel24+pkG2NrqyvZvdgNfv7Z6TZ1bRLBxf02W7gvm5tCx44fbB9dOd92fXAGu8PNbYrhuItcr790qh08cKJd/Ph0++jdC+3Ptu5rU2cmcvMC85M9w5vbGHOON9lq+PvPPo158Qfg9jnfDx5wPiUWy9tZENrBIb7b0FYvs2p+m5OHoErbuXes7eMCshXawfTdxfYvH3yAJsghwXt3t4dP59vNa3/gDu9dbReLNNN3OTGIhaYDew+gpW5vNxHU23ZvbL3w9X124Mw9YNEGhWiUznQDc5I7d25uo1s3tTvTd0P71I7Is0RtK/KaZNMVf0YdQ7veXrfEqrT0sQMJI3t42D3qtuvBzvZW0yUP57SeO+CWbYw4L5pzUSzuY+Lbp/mpfOnM1/FQfPzxH/1TSMpkJqyf/hQhAJQQqTCRqXfTyRTd6YtBs9El3O68jesQxHDhKBgLXsHqjq+feUYeCBjj1lYjC1oXzeuvdlFxhaFfN47CKvwME4fSdIxv2LMu8rNREr9gV0Ua9yFDhxngjI4idDEwX6Iz0KhXc6TFRe4WUeB5eADpva43KodKU8hrpC5+RROfMofC0LzM59nzIo0jLGnoT6Nz/XQKEt/rF/h2OknTRL12yuinfkWTAMCfjPdFWmSnk7QRP9ME7Tr1UjQt3Aqf+hZ2dz7mUfnUs8J96tb8yaPgV1iUj8ZS+VTcSqe/+EX+gOPVvga6ZscY8BCE/iOnL+AmjHIJ1/zl8/TVL1JFGagL/umEWf6+S/twxNvEivICh+Lu4lCJl557wV0H3N10oL3FqvbliUvYAi20z7if+gmHV+xCQDok38VFYU96H7T/57/+l7Ybe0ONyV3Bfsrwd55NDk+ZC//43OnWdqYSc+DgPrJb5ZCMc+3uvdvBZ79/753AyxOB7BDuYfozhqb4wx/+sI2xij6PljV191EM+xWGnoMwi+DbTfyt4HwRnB+xb1zN9Yf/079vK3SKT+B3F6H2b9/V/uGnP0ebfdhWMCXSiN2Fyzu3mQNlv7hzj/t3cbbkS69wqMdMnLY+Pj4eWuYi+TofG7R0XlTM6WWjvlQI1CBxyiDjZD2s84Tfafpn2Tt07qSQBnaAuoAPlG6+cSeJ+dh2HBWab2IQSf74j4mN6KJENzJR4VZ68tAXwsxAVxnn2F+Bk403ewYZWObM8wFl2IJv+iRGaSrJfdXoKp7PSpfCCTwpmGnrRGgFTmoaSVTzNq64kTzyFFfTFL6Fe+VTk8bl3x1PP+MpGMTFMJ9qHb7HNwKthxU2TztaZJK9DyG5fccYlydx0jY7cmbVdDEo1pBEcwPTuEfe4Za9mvB0Vpp5KZB86oJOaNvOpYQWbCOhoygcYgqCXlaYKbySZlWfwnDbYMGLlXDi6kqrLnrp3U2zSmO4mq55JO2dPiAf8DWsNDTDTWOcwLtTBplQ/yj3Wt0kv1Uanzrh6co/PvATXrm1PCCbdFBrkD76+9NFXoyCetFgVyL/lJKGO/h2x42mKI6y+Ir4ptN1w/A7aGZzBTXLoqP0nXjreEUZOvkbx7L4U0N26mWWXTB7n3ux9WxdiRPJFXYnDh3iPmyGwuwKu3LhIprWWPvWt7/NYbefsU+aFWIEyMUzpzlY4nD7OqfrPESQTWMGNLwZExqOGrz96Hb7+d/+fWiRH2MorqbvIswo+7q3sGBjWXYhPL1ydhPHrU2zi05BK15XGXr705RPnoMooVmePPli24/p0AgjuRNHj7V//MU/wLerbf/uPdhHPsJ06D5z7xvascNHEf4b28T41TbCYuUs0wh95PcUpWATVzQcPX6svfFnX8EukpV2rpu4d/oxd33fZHNPXvVSJkBV90FX0ouz7KC/v6z7Dt0Jy3jUHu3AjRuZfp1vIgJ/YoszfNoNv/u94un3BTvJ7kj1HkfpBxOakchkzykhQ6InXh2mSNAWpJjJeBZEeJkmG4UMrL+VlhK7CphP40blpIwonOMpLUyv4BCGAsCteUZ9Nt9qIMLTFR4KCtOWf+FcOEZk/lQc01Ucn377q3BxESddhYu/K4TDXOy0kfcxhpmHt+5sr5w46CpOG8Uy4P0nt9tDJq69BsELnryoSXtRe3Evgxeu5dMV7r4XLkVH8ShnmhweOv+q1loLOSmg7LB0wrCjjWf6xN8qm0873vyOIOJmfOvedMIuqwJx8Ngvk+nW4SYdDfdX/gEXnqr81mjfyVPYfxSWoMNfOAXTp8hKD9M47DK88K18hRn1gsAwPxuLtFqA3oJIOJlWWH0KiI5LGMlHCduOPGlLSvKCRwqG2o4aZqd8gghyilDHmX8faVYYxnsPtZsMFhafwC+Y7SDw5tDC7mLXeOr48+3wwUNhpK0R+KsI9wfYQt4Zv87FYUNtM7bCT9lC9+D+bVaC2Y+Nqc+d21PtNmY9OzbtCHtI5wHF2Q7NxR/fX8Vk561vfT1OERphyHv1+kS7ePFihGv/KZ2esK3QTvv+/ek4bfzp6vNxyZhD1H0H9odRuhronZt34gKvseFNLFoicMlvM3vBb0xOcuWIArJxnNpQaIpxpiwC7NK5s1gajbYjx4/ljiC2J0b9UY9Rh/IK9QORIZ5+tgPr2TrwJy19SuUczZlOZ1155Yc01mUHJoz8Ts/190rnyMx3y+7PJg0HGLEqzgx8z8xFSqSjQw2onT+hrio08rsYxmdl5lMEg1lj6AIzgaD+MQQm87yLOgWd/tWYA0YBJwu/62eOBkmEwI2PIAQ4WSjjBaF56u8KuXjpYj9uvOUf/U3jMxtAPguPSM8ck8449TOu+fgtqczPhlbmPRXm4s0I50Wynbzt4OirU/sPtNePbG97x4bafXY2PKbXvIMd3OhjdkN4LS6w5piXE7539dQcofDESeGnMz/j6OjEQQFcOpUvTogJpo6hfdC7o5EHvlkO01VZ1K4LX/3qPRiPNJZPP39+WGRdlJ2neJUmqVnHKsM2Y0q7qBcj4yq/SlfhzuuWn3nob8PwWfWQea/D6Yan5mN6Oz0bUOFqo6l34fgr+GpU1rt+PhcWCHvivvoF4MCPtAnL4KpvucyDjrmzGKZ/4i3cLK91kp1y1o0diUK03CoVGmm66Bz7zBnGahz+61/+ikWRGVajZ1mcmWmPmbfTIHyASl5mGCs+NPu403qEEcRd5gs3IMD2M084hEBwT7bzuy+we0YB4bD261/9ejt27FgoI/Kjq8k///nP4/i5fWiRF69daXe5CvbIkSNRj17j4FBeYTwxMdF+8svfhAa6gTtkHnAJ2BR2lVxVxXw6Wifz7gPYU27gCogLZ89BT3DhLEkXk95neqCXFftDBw/HlREuWB7kfYRTzT3HcoQbHc+wKHX3PicaYRY0jcG59cFUZPB31VnQFLo67531lyOVpL98ifwKDd6hd/Gp9Heln40mjg2ijcgbJetKdskz63WcMNfbedZvZ7jthwiU635XkGXkZF6HYbzRSAUGU5BJFSTjJZSCEVczdODbrs1G7dT5jToQt5hVWCXoAjYJaGoBsOB141gNyTAn9WV+YWmEKk6Gq16KV+H4ZXAKpk/j+jOe6Z1vKicMnc+CQ7XEt2lK6zOdgixOf4a57zCvs5nhyQEY7wD3g/QscD0ne2v7gbMF86VN3I88wnDkBveIT/MUtjtVIO4aLpWf+Vd5fLeO13Fdx8X8o/zwSJZjPcz4VU4BRDxhdc3VBGjixTbRDj30IxJpO28df2keeSDcgjYIXutCpxlH0dN8qxzGNx2rDZEm6ycBV3kKbuFqHN919VQo6QDt3zVaOOkf+TE3J5yCVflLXDVqtXVxHdyQc7hBN0FF3Sfufpq39av4LDwCh07DNP/AjIvC1Hp0Mb1DwzRepYmArj/2wUMuZFFf7qgBqxBw4xOX6eDn24vsXJm+c6/N3HvYTrz0QnvE+xQG2gd37W07uahrEDOdY8efa8+/cqqNYuc4ef2602qYE622ncwL7j98kFHKIudI3ozzDWJrMLn0Mg/+GG110XLyc7F0Axqp9SINHB24I8b5zwUUAN1DDst999/ei5OAHO4PM4W0i6HyKgu5Fy5coIyrGK3PsGNnRyz0Hnvx+bDtnEeTvHj+AvTpad/57g/aHMbs3rE9tnNP+8XPfxHa6yqLfR6V5hTIAkLT1XRHmN7BAyUj/+z4pK2Vbd24ZgAPZeUHnWt6zA5qE1dWVHkUpL1MvSgoTadb54WsX+tIbvKp0uNv2emGUGc7mmFk3mHClMBJsEhMQge0rnzLKJGEXteeq8J96mQKf9EQel3tzUL5lDHt9XNeTKQTWZmYPmKth1ed74YVDNmBbRqFqRqM2w91MvDgcDL8AgsgUUCZmkovfMRPwhQs3wvn8jdMv+44Fa/8/fYnbJ3PEgqWwzArOOzcIPu9aXpK7cdgsgdPGGbDoIPsod0AI98dv9IGYEg7owVOchZvTzaJPMHFp7jIuOZvXv4sb+AYw5DEh8gSMxqrC2r+ZIqC0V1WYRRMaenPStXPX5W/ymw5haOrsO73wssw8xRewIkU+cf0BaOexrcs/mwMUUbS64xjuD/9vwyXgmn+jnzquzRJG51hVS8Fy6dxNREzrARllB/B6w4py7Hclb84Kv+MU7ik9iK+yVvCTNzlf8rLvzXcKUOGJR2Mu0Icz250o8YwQsKTtraxeLJhqA+h9KC9+7u321OOP3vsUWbMG+5nf/Qrz59k299yu8m5kts41myIYe34xM0QVrs4VecB9oh30fj2bt3dXnj15RhO32Ll+gYLNraXWU5/2rJre9vEfTMnDhyKnS/O32spouXE6dOnOXFoLOZK+7HW0D4TCcPKvqdSYcuJMN8Czz7/8inav/O4HDQzzPFrnH969iwr7gcOcBwau26YLujDvGjrTo5w++RMO3vxWnsTW0oPvLhP2Q5Slr17ubfn009gKjoqhuC9aMjWhbahtm8msYJmMZVhXTgqdWcetIut0DFikCeTL8OfcBX4YWxIc4ieMORvWSuN0HNapvgLbuvks97+I4zWtD7hElH++E9WcCJgr53MwbdCDCHpvmX9inGeheCKVrcrpCyMzOuJ5MWwISg7DbYP+MYRrq7SmRfea0JSQhqmUKJrC4Y3TjU8DxDoTl/vRRThi0e3E54w/FW8Slf+hY8NyfT20DpxNky4ozD1/Sf3WZWca3dm5rjgica4Ot1ePLoXW7LBdget0S1hPew6WAIGVRiMMc9iS2TdBc/yCLMEmuUNXLrwN2/9jOfPNNrA6Qpf341XTn+/Q4g4NMGZtuL71HWnibno8M1etxtGzBEQJjzzL+sH09fPpN3wC198A38bQXe470n3xCWzTrxLAJqfdrFreNIgTOfkva673oxjfH+LaPoKDs2dluA9TUpUBMTJUYTjJsklLP0c8gpL142jAvFZZz62k8Kfl8BPnAvPORbuNlFHvZzs7fF/mmS9+ZW30NC2tw//7d/a++981kY8gRwbxfHLV9sKGpf5X0YYXbt0uR3gTplRThZ///SnMVQ9evQ4c5wrXNg13Q7tPMCc4mwIvy0s+jikd2TqrhfNsAz77MznWVbwdAHH9nTu3Ll2mEUjcQwegre1yKC1thE7dPhWQeYw/q1vfDWE8gwHXExh5vNTNEN584ff/U47ffE8C07jHCA8ExeeqVF++IeP2wKLKvv278fAfD601ThZnTvCzSu0b+jjATQqDBsYMperOvQ4uaKfU3hqsPJOOcP8VZsU89IeK45+OuumXKbLupE3oqNHKFv2AG8EkfCSH9+1YdqAxjMNY8yC/BLmB/Ymq0zoMkICgKqxBzYkc5i2mNRe3Pk0bSeHscyvRmCcYDae2jY6h6W9QA93XbvCm/cuM2EMzH62I3nRV/Ya2Ui1QdPmsq5w3badE5hhGuMrDBbmsc3ytGMY3uPwgcj2pk1BgySGOObQsAizypxhEb+0ghSaalU2zrzPGywBq+1gCmLh2Ss5KZjnJ3boQANbhUl7Ia5h89Mw3yAriVxuNnl3us2R3/Ulz13kObXaroMz27uBLR5WJowJk0kbK8pTbeZmmfuxIdEhyUgenNHHvcXeKzPIhCfVBXaJh3dI99GZDcJIYY9IfYqr5y1qvOvKv3adC2gsMrrzSPnMvKwrnTyQL6wSsvDk9LVh1kEnALi8rfYz3zUf5h2rnEU5GPzjOaCu8FMPnENo/vUzrbBLUGjr6m+AMjkN4zCxl/yc5eh3KIVhsvR4qgqXMjzSu6AiE2+iUVeHQdbRyDKv1BTMz/oNm1PKKv3M31OZrNvNW0ah43LY+7mrxLMMxe0p9WDx3C0iTc1jI5qJQtLpHO3rBqN8zgDLHWir/BVJ+SFGTNBjpaP1xH3cwBW3JdoWJQw8vAZhduZxCOrH2B9uZZX4BifhYC7eTr7+zfbhx2fZ2jfRTj7/QjtyYHe7wxUOv7v+s5hTVPObuHa7/dOv/rUdPXo0pnfGL062z86eYXV7QztzY6I9+N/+zyiztNK5gLNtaGt7cPNB++TdjxGa3u6Zw1IPee6HP2fptH/5i9+Gv8egbWZfNlTkmzNQ1TgxVfIK2wHqZ5bphX7sNDdyVcPALFc8YLy+Or/aHlweb+O//6BNeXCvdAX2Inlf+IyzJyn/vSkWdFCyHjE3v4VFoxE6Ko3N5dH7jLhWaWu2LwbhUEoFAt7tQ7MkPzueJYfP0FON0bMnVVa0Ue7llKJ55vdHORR4kKF6yiUFn8wDf8lvHf6THuFNW5G3wy4TWTLvwintg1qEx7hmxYjdzkqsBuK7TpsjMzMTneE5KZ2Mtp4mEeBvxAuGgLl8VhzTJqyIEu/6KRB6IIBhMrLPxCNxqHzzaWPInsCnjTyH3SmEQ5AAz62BCpKCbx7RACCIRBEnD5woWH6Xq3eZy/R+F06JV8YsP78qjk8blUwnI8xB8Fn2urrl8hEr2VcnxgOW14NWmh7KKyx/+pXzW/zK3zDz18/yVNyC0w0j4nbwMo2MpDNtlcvvDLPOEnZ+p0ZpeLmK57Oc5ZTehZdhwtfAvVylq2/jPvurOKb1V87y6ArnqsP6Nhf9/Fkmn0UDYVrP3bArnp1U0ifzsk/TCdcGNchTvzkajHSxRjQKoA3zjhCFlr10mN1atfCKr3zXVd71Hp5d/mpC8q9ak3mLu3OB3iPjvN+ebTvaHe7X3rf/INe7nmLHyq2Y31MDtbOc4QbEf3v/nfbOu2+34ZFNoXzIc4jy0JJvXM85bsttmV24EbeRTZwtgCIxgLnOCkJGU62HXAtrfboRYBTBab16Fa13DKkkjWIkPgSNHYq7KOPCzuZrW9tGTrxSjR2Gv7fT6bz37j+3S+c/xe53GnOkbe3+3XvAIw4jPWXJDrTkUYb6s7SL+5xnaZk1XPeADa0MYoGJ/NY1waRa0bRo6NO0ls3O3vqXdaSnc6pVx8Yz7XpdrcujjqgKQWw8nTArL+vlC0IyABHJZ7JFMo2V1+3W5wRScBTAZDBFZPaYMoiZ6AwrON2MU2n10/ldSIZf+MOWpHcetDutDOlcikMEwyWW6c3TCk5BkEKm8jGNYeZRefoM+JabX+HhU4IbLvOUv3EKD9Gr9MLVCct87LVv3b3TppiDca5HGzBX72QOw52PUnMSFzziWWUXjnD9LlwjjXFxlq07ru+6L+KWNDUs6ZPaoO+WS3i+m4/pxF+/LFsySwDlj3667me9mzZ/alCJQw2DhN/tjKcTp+5fwkLD6wi6gu12NwWS3+KcdZqdsbBt4D79VVh3fqZ79md44UFXGfe+W253Zzn6UY113kp+UmCgfoCr9UQ1ORUAPs5UDXBD4CqrssLqLovvay46i8Qh8rT4QQLpiRB3yIUzr2EEiRqqzg7e8nri9+aRLW0Tc9jnr19jfvBR23FofxtBqLz9j79tew7uidXoKCMSfIYhtMNldxJ5lNpbr74e0z7C0v3+978P4fYG+669Y3vL9p2JP0j95Cc/aWdIe+rll8KgfIrLw/7b3/0ihPYcnbz0UXPX7tE50ffff7/dunmlvfjCS9B/gG2NE5y07xwv7YXFmS0ITHfGDXDr4mN2D+3ECP37/w5D9d3b2hTCUQH885/+Iu4SH2MR6hELSbOMShztzaHB2q4dHeiqvtbeO/zozpo8SCZ5RDpsQPB7CLf8sArOOv3XYWT7jW+qgepdc47ksi716vDVWmjnxYQF0HePGkpJDTQKz5/QJ40jsNiEjq/fVrpP/1XjcMuWrhinYIdn54/5GF55mzbiEa6fzm/nK+pbplZA2jMGMSHIBlb6TNs3m9deGicEJwwQQyAYx3xkzGxU65qY8LtdfRuvG69oOPjpAk/e49oH0mviYWNyykKtUVtHd9P0M0xzo38vZhneV+xUhkbcHqEmPublUU7mU3QoXKq8PrMhpxCLctqAcRXHtPqX891tdvqXAKm4lkN4VU7jlJAMmiXZA5Rx/AnPm/0qjYHBiOSRHQSdBOpX5EU5Y/oCOpQzb3/mZd717nfmkbzmu2E+1SqE7XfR3ned6XSZNvnRb8MrTg6hUosSf/PVUZp495yABRq8doFqUwHaP4xqgtudYuLT8029ebK3lwMYUCk9aVub0KcLybeVXwDv/Em/LH+F++x+V2DaqcvDlsdRxzK2sgo157Tv3mAbIodcnHz1VFuApucunOfKV65OQQDJT/PYR7506iQWEqOc/8jWPtL86Ec/ap998mnbzhzjN5kzrFVqFxJ3spHh3NnPIBIrx1w/8QFbC52LPPXqK6HNWXcKaPFR2MYlYtAoTv6HBq6Ah7aH8HP6YSM4TV66AB5MJ03eYKfMfHuO+23+x+98s+3mOLaBHu5rYrj913/91wjDm9B8qd24Mdmu3LretmO6dPjw4cjDVfTHDJOlhW3GOrW+n3VFu/JPHs67j1I+5CEyLto4ndJtxiVMXT19V0B2+iW+UpPPabas19BQn800EnYq0jABOu7PZ8661KVdMb5HZFamOae3LiRlStp+MIWwqjFUngGTODaC7oagmmxP6K4NWCqYVAIYXxgKIifXNUTv6RlbS7vKnlmH3TYsia32Z/zu/CxfuYAHw4unrsrhu36BP3jrDJOB/OkKZqX12wqr/ApXGUplwhNa7I2dJ4yDaBGkA0vrwx8yCJimL/jCrHz0y7Ln8EL4hV/Fq7iG+Sv/7u+En8wiTOkuMz4LTxoHA9IIKn33U7II3/TWg5c4baDRGUf/pIOMnp1M+RWNMnydZqYrIVhl9XsYrWAJLjZdOPCKw0H4iDTQsfKs8mbE/KuwkU7yhXUnvoWDT68oUMt/yrSMUtF2SZF5qrlyAMJ87pNHVjLUBB8EVu7X52gv0q3aqDv0NkfzqrL5bZsIwPFufUof/RN/48qnwnARSbtHRyAOZfexD3oHu1vuMGepsnHoONfAbt/Rro9PtMe3H+DXQlvr5RCIDz/5MKZ2vEbWxaqnDFc95OLGrZsh7DT4fh3tcSNDcu0U0W6CJ7eo5TFvOMkdNwsM0zUqf8Ixax+xEPQRq84ahYujikCsFUBD6bb34N7279EKD+7YRDi7a5lb//uf/bwCS4p6AAAgAElEQVS9w9027qA5wMLP6c8/hbZ5F7cCcY624FTT/qOH2y6OU3uIVrzC0MppgymM4z0pSNwGubB2EPtL4VqnEkv6dLuqa2WTrvjYUYDyQxkg3nGXUkYBRr7U0y+Vp8gDARnf1I/lixPuGU34Hi2+MiyEMnI2UAFGeCzF00BhlJzt7DQGhovrTNLRYgAus+ivcCumSWQSXoZ1hjTELWe67sZSuNQzYQXdgjDCEa5C0cZqQ/BbGBZQdVxXMDMrCaM2A3N+ccYh4nbjpod56go3v6tMQFprtJ6WIh5WGIdVxekpwjJv49sYbaz66brpwdcXvg2rfCJyJ36lERd/NrCoVMpqfJ1xyk9tR5qYZ+FccXwWc8lYChTj6Vdx3YFgPjWfuT6vk/l4kAcnJbNww2EjQ1vWYHTnUe/i9exPPMvP1WTzUgMovEwrTv6MV3j5bdwqm2HC0umvM24dOOI8o+RxcdB6sJ7iSTr3t5sUmUgt5I/c4I1ltu+xsgv9/KlN1RF4vWhiy+yRXoH+5mcdi5OunuJU7z6rnD7XHO8lyM1Z+NpEfjQ+yU4atGiQ2rl/b/D26Y8+izI6/B5CWHoUmmdAvvzyK+zWGmqX2AJ4h2Gt5exH8LgYNk/73Io94hZsJjdv29n6bt8jkGEs84j7Dx9rPSPTbSe0sBN/yiIOJ41g4P2YucKzrELnCrFyXs3SUaX14iWArpR76M07H38S10Ic2n+kHTz+XPvg09PtEieqT16fQkNfabfYJtnD/ODxl1/mWoi7HJd2v33/L/8yrm/47PPT7RxnZcrDCmaF9Y6hnUFPuDvysqMq9wW6dTylnfNw1nXxZiywsqBbtDdqvld91NMQO3H5yzjyCLzHwmvxGRz7JRKCZIWMT5Gw59SZUNfT0eqqrkUghVAKKPIJZ/r1xrXOQNkQskEUg5mP4NUgK3/hZvoamnW0G9Cxpy84xaAS2+G3K7c6GbuEpN/G1wnXsvjTRCnzWWfiiNSJV+/GNZ64+V4Nsgch0h0mDja+ygPoEI40rnoT1/3YddJIhFUGzzy78+mGnzRdF7x+168bRPlZZukgvjJ4liHr0nfpvoarjQRnfqZz8tvTnny3HoRZbu0dr1lOcZod5tiuLUzOYwQfecNc3btNivaFl3B8LyFZ3+btvGDRV9oFncyffwoS0Yij5+gAup15+JMfhG15hSNMn/48isz6MWwR7bF3hHtbOuUiGXNorFrD3xp4D7Oau5Wf0yfC9JQZj/hS0C6xALHEUBe53qHpej1UGX06HSV9dUWDqs/0Wxf2q6iGCm+d+L333nttDM3uNtcrvP32v7Ctb2M7gF3j5r5hTkuaZxsjO2gwo9nINsBDx463Fc162HWzcdMoGvhw28bRaK+99Va0CaemLP8ww/F+BOpj2wnfMywQbXA7JIKPmQO2PiIgWd0W5+GRzVwUxm050NQrZjdixzkP/bYw1+mFZH/zN3/TRvdvZQKur91C2x1hS+Im5h1dNuplOH4S4T3CqU491KGLUCNbd2HRcbedP3eFLY5T7fSZM6ExB//Rnu2o3e3jRORtdgulNpjz/FVH0ibeOzRVMNK6Al/h2N6lYdJcZUjezXYr7+hMugaPOsq4KRscHQcPwjO6OFkq3rr+mHgdaPYgNjL9KjH82omjHE4mSCHZmeMDhnGF5bOcMBKhZBjD/BZ+P0QMExAYsBg74lNBDFbXYDkMVJmNNKTT2ctZkdpCVZ5+KwBiMr6Dg3CLOIWL8QqnCvNZv4S7/i3OwvFXMMTB94pbjVMY1CGTx6TBBAdbmqCX3xFHvz/hKv+iRcE2uu/+kuYpvCpcPMTRb5/GkQ4Fz/B6N0zaVR7Oi4qX6dTAFJKPOCavylnPSi8uDrOdj1Lw2EH4C/wQNp6q45560+n015nePOvd73r3Wfjob4dsusJb3Mrpt9RZuOnOw3IJw/TzseCQeZlWPIsutMkwJVFTYqEaTZjDY9k2twktZDPC0BVZrpeL6RJhDXAE1wYUBnRIdsfMced1L/Nyo4FOdxmE77c/zbYKN+2MaQH4JR3Cv0NzBQRcFOY3xw+ykv38i3HyzxbsB2+xbfDalaucpLO5zbGH+szyx9CEA1MoyyPOjDyHzeTVqRtxAO8xrn7YPDDcLn50GlhzDJfnmfN7GJqoeHndag/zqvcfTHMa0KM2wdmVWlk4CrvN7YlT/DyMRRru0SSnU3d+yxu2u6997WthpznFqenPfeONNo+J2h3wGkYojzFFMH75crvCIs7RI8fa9FhPnGW5nWH+yVdeab9iS+S7774X0whD/V74lQbs/Zj2ee/37t174yyDx9hW7tq1EZp8sY0UnYsHrOc070keU0BWh2CcqocsR4fPoEOVK1MVtPX4mU+2Le4Ml+lgWtU/Uij0rMRBiPHUOTQE1CZ609t3qXCW/dX0hmlA2p0t0vsMorZL/EW6IU14JKaARNwhrVdKKtj4iHw0Lg7Elf6sFPZhEyfr0BnFzyObtJVShXZf7gpzHUMMO+YZ1llJPWh+nr+o6Z43De7Zu4MGwZCTYliBlkWhoPNbovmLhktjy0YsE6QwQW/iPc2Acq5TWjCXCfN6526eEuPwPeMvoYrr/LYcll0nbuZTfr6bl/Z9C+DXx9BogJOk7WH5CBvQVYdEg5SNXl6aa++lIbA9L00rNIdtmICIuxqQsH33mWfiERc6gUTQW36WZnGft3VAXtoqivMyw67c7bRukB71Rt7Cs878tv7GmOC30YqXzJQCLTvPoqN1a5gdmzsoPdXae84N198eWNvOucU8WCHrJk9uL0EcdcMUhTjrQD/mobWhHUArcktrlVdc7HGcrujDNjSEoFdj0NEob61zhbr4KwgXiG8+M8vyanYSC8zTPQ1NAdpEnj1tMxrh2M5tYd7ifmcFoWYqTiE0zoJ0+OncuCOGefJaZPgonSyjtPcu8ODszuhKQQhWIVj7KIPO+NLYNFUe8Y8GDu8NM4y3LQ1TX17icIfrXl//7vfaBS7UWuDQiu9986txcO4CWtlDtiQyAdLuMWzdBE7TDJ//7v/+720MDW6U6xR6bz9GOD7hgN0xNN2F9o//x4/C5s8ThOI614nJtoV2/JAdOb/6+5+3uyyWTN2+HfebD7Pa/NprL8QwWlzPX7jQbmCytnvbWMxxeojGc+ykOXnsSGNdv/3k3FkM4Qewz+RMV8zdsFRuf/n9b7W/f/KgXThzun39rTfb+fMXISU8snV7W2HBaSNt6trnF9qjMfaAU2d9tLN97P557Stvxn3mpylzDzTdunkj88RotNI3+DPlhgoTqEFfqK7NpG3Jjhnu2Qi9HbHdh0Y9q8flaNJGFaw9qw4cGfm+2mcnSJ0p/1hdXbQdd3gyeJ382D7cqXASmKic/rohLN5lPpncI6T0FulgUp5V+cb1XcEgHIWkmYBm+MuwOpm4GMVv8+n+CddvYfkzrml9t+H6/RQDZS+0WmTS3VUx54pUzXU2PPO30Rjf4bdOmKatvH0GkYBrmK7yjI/On/CjYfnMcpUWkHNQlaaYvmCZ3Ph+W2Z/vovf4GDajhonBAV+4mM56ydc34VhmPRfWUnN2e/y05jcuB4UoTOPaHzEsfyu1ClgSuBJF9Maz3R2WsbX37MEXem0U3LxQMGsEwf+xvuzf4Q1gNZYcCtc+PJC4WNelqGEpXlKE13Cz5TGK6e/8cRdOA5/zQevgGOdT3ulKnCMqzH4IqfoFA1NM4TgXsRMx7LMY6RtUTZyWMMmDswVl92sCDsP6Gpo3Idupx1C0gUAj6wbjDk3Ba95DHXuYFlgmGr6wrf7We+Ww842HPlaMmGIQ3CRfnSIS2yNtFxzDHPdD+35khMT16LcBzAgP3r8GPOOL7fbN2+35zgR6JOPPmk//dufhinZX/0v/6Ft38U8HgJicnKyXbp0qd2cmAzTqJlHnC0ZHQObFu5zyC2N37u5vbVwhm2On1841wY5N2ADR5ctcLf2G2+81k6ePNnGr09G3U2yQOR0wQO0y0GGsZ47cISthNpK3pi8bp8VV9m6Qv2Vl19tO+hcY482gmqZOdurV68iuKARitLVyxfaaVbcPevSjm6efekb2XppuUOZkAfR5LX1dBvkPHOUtmudNEvqxefan6Bzh1+MI6+4qEcRo14Mr3lKExXtnSNBuugTfJXwsx0V8Iyb4XFUmgEye0bOaGZoJoPsvbax6WRGJzmdzOclCqh/pStNxe86y00NqcKNqxOuDCwzm0/9ur8N1zkfFBOp0MlKieEzvXUcrMtQzgYk7sIUP3F1CGmewpXQPq0I4/jzvZxwTP+nnHMUpkmXZakOIMpF+Qr/elb8yi+FQwolhWIJD8Mtpz9h+RMXy1Hl91lCwDC/C77xpVl3eueHxMNDC0ynsDM/00obn36bTufZfg4JNR3x149mYHgNnwnMonf+VpnKUyaU6Tew6ut7lUOcFrCVc5oz8Okqn3GqDD4rjTDLXz9xtc4rjuHC0l+amgcfaAIOu5eDFwy33P2U1XT377OnOWBoe+hq8Ja2k5OyNyMohDHEsFV+CX6FDRwhINpgtjSbip1cCERhuQqrwmAbUIM2nz/ljJ94f7FMlktnGeLJ9zTziDuwE5xnxPGATv/SnTPtU/jKO1/2HTyAwMgT8WdQCjxL0tEWO/zjgq0dB/fFAuGDR/fbniMH26Hnj7f/9T//NRrn/fYX3/9++x++9a2oy0mGxucQoK5azz+ZbodfOIbWzKIUnYMn/rz73u9jFVyc7Hyc75xmPhL5FqOamYfYMDJkuHz+Qptl3nLy6rU4SPejt99p597/KEx5jp040a5duxZTS263/dnPfsa+IRdCMDdCm/dg4fml2bZr/8524uQLof1qZnT5GgtOd+6wwNQ51s0RKuVzVxXNL8SZeBVN8z3+xuq0bzrrXiFZ21r1yzrItvUsnxlW/GJcKv0LeRjfdpKqCcEFzKiFTPnZuHzXyRgKPpfOVZdj+xZh3Y3XeH6LAAplMIQ9RsE14xIWQjXusz9hdDNUP6unmmOsMK4eGe1ve1DRx7amPZf5qDGaRzGueQnTY5wG+lnNZIvjsnOD/NyFY5hxezictMqpCh7pCau8xUNnw+AvP5m70wB49wAFXeX3bEXYGKKxQ/Aqv3F8lw7iXvkX7gXPp3GML77GM37gDj18KtB0pu2Go4YojV2t8wIyBYKuhJ/xFW4a/PruooTPWfb1zrDH1s5HzWrRqZJw6/ibj79s6HSkzOFVR2rUtFejcUBrj8gynrAth/hX3Vu2wtmwbrdGM8oo7ob7018B59PVUKdmvEzNObU1WjhNQjrzcsQ7ggZqBzDGcHTbGMNS3t1ya5yVmCaybHbKjDZoKGvXj8APuugE4CPL4FygeZnWRlV4F371NJ04PuuqvPobV34eZS7OAzVWoIeHXBzYuw8NDBtEVo89Xae/71p7hfk8NcFrly+148dPhObolkkP2v2UVWIPjdiKgbk7V26x6CFb3mPL37t/eD/MeDawhdELw4aubYo927v37Y32ovnQ48dcEwFP37g+ETaNWxDYQU+2lm6AgANo1hqP72DIrvC7d2MqaLERjXcYrd5tuDe4h+cxc58PONTCqRJp7109W7kGQqP2jUw1Xb9+HQ1zub302qk4cPf0uTNt647trRezIGWJizbaSJ6/dHGNT/qdy3nGSUOnxoK8vEtH68Y6MUznu/5rEvZLYDzjFZ+mr58ewli7CCwztuLTRQa8mrnamBWeiUEAhrJ3CC0DfwkiwytAqjFYiBiiICT1K38ZueJHGhmFuMLW1dP8LaN7mGVMFzsgDb3cYDvInRoHD+1mHmwjK9nrQ0LTOqxSYNobirdTDTYy8zdf4VoWnwrVzCf91phadbyDT04Ki59+2ZiILaJoMABH0xKuP535lLAWtt+6bFTrtChBUfQQx8rfvItGPvUvBqiwpaUUKlWGMj+qeTyHSdI3NZ/Unq0PnXSRPgo2G5PxZp5whzJDS98VckUzWm6kqT/mX7TRz3fLCIpwlHUo0yKQO7JVvMW/6CB8y265iibC0RXsmi+SfrG/nzDxGUZoZL2uG5gvYckwj+bhvKEN2nhJK/Pc0Pbv2RrlVTC6OuwQ2uPR1DaMF4b94EIx+EFT6r57f7/2cmqQ/aQLPiSi+Bkny23BUyCKr2X1Z1l86oq/zYMM4ldldUeRc4eP4dtXT73cXjh6vC0hhBWSE9fG22//8ecIvh3tTWwcH93n5Jwjh2kFTNMgMB2eyj8akTv/eWPqVowctMPdgHYija9yytR9hq8ukLjXe4o47rW/Pjkeda3p1lW0P/l8I+msn5vEucm8qOWTRv5OnTzR/uN//A9tJ6vttxhq//pXvwnt742TL7fnn38ebfZppPPQjEfTj6MNuKPnEAdwnDh2LE71+bffv4ct5U/b5csX2wbu7pm8PslCGHXKENvTgA5RtkdnsD5gbl6hqWAXH5Bb442iW/nVZhZpTbRgO+MkH9Nu0M6L5j6zDvDCGc8yWm9fFma5hRtC0siVyKeJ6mdEe1KdRI+hJoATWfwohAhlY15v6GpsocmgbtuQ/Zmh8DJt5pmNJRGOTJ754xYw0yzSGChO24qZyfZtbKiHaVe5zKcan7CFJdMY3/cgAAJtEyYR4q12ZLiNofDtZmzYOcotClX+JJ64yviwZzSkEhTrQ1fzFAd/ls/0+vksvEoQ6mecSqN/CTv9Kn9hWYaCi4iNNMYxvc5w4VsH+gvH4aOh+qkRSLualnDe0XMuxUE/tTGdjYgxDnCroSeOxkuX375n3h0eIacy9NfffLUysCMB/TVmNZ14+tNZpnr3O9J2ytUNz7KIp06hLj6eGuM0Qmh03AftIszmkeEYShtHOphOwTiCYJV/hxEiUTfmgeC3KpncJi342BGAuw1ulTncENKURDhqquLGKz8N7xmiAy9ozcKU7KATry/7Ja0yzrPvfivkPRZs5+6d7c3XXudAlOn2EXN3r758qr3wwnPtvX/+DdruUrvCAsg8I6ntbCO0jNLEun+M4FycYXhK+Q6igaoJX2xn2yIr2wf27GPhTOGLHSX0Pn/hEhfTDbd5Vo6vfM7WRYiwfWy4jdo+8bfNrnCwjHuoe1jEesQcKWPeGBFYzk8Yqr945Ejbf2A/I0howfzpV7/z7XYIw3Hr4+DssXboxLH24x//OOrmxZdOtvucgPWbt/85rowYQWN2cW+aowP7WPQa4xCKYfLdiMG7Q253pV2+eiXkxiD0rNGhTNVNu6Rm/pXmUU9B//STr5Q9pjG83JfBkC46OzLbetVh+nWE5LMJK1IBN1yG8ztPpklB4Ldhaici6buM5NOw2tpDrQXCCicRyrDUIqLRRNqEZdpnf8Z3nkF/7xIeY57GYaAnfQwwYdKDGm+YAkEn4yh0hG1jGtk0Fkytv7B0JdSNY9nEK8vQETYyCXGTgBJObTAbt+kN0y/gxXvFzTDxsbxWso3M/PwZ33x89yl8GV481jWgpIFxS6iapy7zzTIUzZ9iCB20JR+3ndn7Cm8GzUT/WhW3YSs0nJMTrv4y9jxCVG0zj7pnZZh5RLUn4YPCWr4UKVzWj6/pIV0th/6hMaGFRtkUk1Hf6zSx3Loqs7xjOt1aer6Drh0/pzOKNkFPkHrCnJpls+42j+YUixpmGXoLyzA15uGB3MMb9wVhtcAwCPySZnbw7iRR+ImrwhnSBS7ZkapFik8qBZZLIWlHNMiqt2ng5MD/2T9VLk2gHHnVN9QAXmo9QULxYZFD4WZdSKON1Mf4+NX2yR/ut6P7D7abDG+vXrrcTr3yWtsG/29QIwYPNctPP/gD504+bscRqGqZk2ifG9F8lzlZy7Mot3IL4QoCdePGEe7BvtmG0fK3ozSswjdjmBStYN+4jd0vVEq7S/kULveZI/Wk/KdYktj2hjcw7QKOVyaucRfPA8pNa+DnST0fX73Qzkxe5ZqJ220vJxgdP3I0hswL08xroxHOQts5yrQF+EPgrZXK3j0j7c9efyu2YN4nf08m98g2tyV6KZh8qqDWwF26ubglv63TMKldfFJtQdrq5A07kaivlIGkXa+nSpdQqr4zD+u0eFp4wlhbuKkGWE8B+C5Dy2w+lzHHKYRExEKUSUzFNzxdYidD2Rj8CU+G19mQhZFNJBtZpltHOgikZ2f4ZyPwaCuv9ezt4egqGsYTVtIslE4GE64uNShWjTk6yfBnfxJDV2nNy7TRkBly6S++aYyaDVftyHqw0WSj4hs4pqkK9Om3laQQ0vhYuEU3wyy33+ZRPZ7f+vvtT1dphJnv1Rk5BMpwrzc13EuXHLJ4aIDH8d/h58q/MBWQCkdXri2T2qMCR1yKLoW3uGqbWOUPRPhjui9z0mE9DKSIJ04SSjvJfupKV2UwrjxQ+fldYTHcNWUnL/0V5sYXL/H23Z/lcf5tG4sx4qCfPFp46+f7KsfPPdUEikbuwbZ4x4p1H8JiURMfhCAFjiG18V2QyTKlYLSz1z/DcroG6gSOUScxxZDlq3KKd70bp+rRclXZ6l2TI+0d7aimGabeGp9sV69eDs1rN3N0Xz351fbLX/+mTTA0PfP558zv7QpBqICHcG3i8tXYt33l3AXsEaeCXh5Y7XB9Hk0QPZMDeKfa2JZtoTS43W835jiOJlzJPvU8VyrQuU7evdP+9//rR22K7YlztCkWxtumMcoNL3g3tdtrT576ShuizSvM3D74iNOJFml6m7dvaazytFuY3uxloWkzNy1aHw69X/v6V9vDu9yjzVWyTgGI/yInK11lV45lPnsFjZayRHulQ3Gb6GBnmO30gCY98tSzLumYdJY3kuYZz++QLZ16qLTGMV09qy78to6Kl+spDwur35vOkrnSY4W5jpq4phnCZItY7jPpzbBlbuYBavkIlTnHqiF2aOJIuAQxw6eYCZiBQ7cYPkJgGcAVYk8o1s2xaBIFIH7vwAj3ZMxGGhHNKx08IQdVmX/OG7UFTXuYo2AYsJ3rMUfGEEoOs5lLeaJdYUdYmK/5xBwSK2kD4LRCd/eI459csVRAeB6eRz6piQ4OpoahIDNtEUa8dZZHoUj7QcCnWZEXGEm05adwEI1sA6Yy3omS59kx74mRrvMxGun2gN8eaOaOCOe0Cr7lnIPJdHEgrPOtlOERQ5CsKBog+IcjTC3HU06MO88ZflWZXhamEyfnXQY3sBq6bTQm+m/A6ApIheOenZ6rx5ZDbVxhwOywoBvCU+L1oxGtstDh3lvn2fqZx1NYLS5rP0nh1ZWIJ97FjLyG019NSfrKA959LNUUjiiAwFMG0WlAM7Unb4CMLWQM68JiCXotYpSdow6B1hyR4POdrS9oH/AadTDESqzXlw4AfBQes9GBMQsf7DChwRWeIRzJ17JSe1mX1KdzppZtCZ7VqUW6ADnAM+qb8grbOC6oqN15655l7AfXTZj/mMf8PILbE7lJ56EYuhjCk84uwYuzbPgrmCQBLObTpY8LnsJVrqbWinXGCmXDRGn3ji0YqHPnNlrZ177x53GLptv+Pjh9rk1xoO2uPRygy1D8H9gf7VmH3tfUj4AdG2bb4Q524ChLHALDJ0/pEPxt3TXaTh19ri3gt0z9755bbmfY2jg397j91X/6n9u+YwfbOc59vPf56fb8Cy+3we272/x1LvTiTFYPrhhYshypsWs61A+NXViaY3j/6utvct8NnfHnl9pbf3WybTzObh/sqqce3mt79+9r75z+TVt9yKVm2pZKH2SJGypOcVL6v7z9rxiUv9uOHz0WN0EuAc+7vD2SbYhFOfkWERDlHLR9BI07TCexcVnX8BXt2SE7DZ+2mkfOaaN7j1Gk203dUWf6boFY6QMQjFh1s8zi1GPajdquplih2Fnu7sSJTCRd++N8loa12ocNYkM2B4PcvfuQPZiecgzxnVNxIlwhSWNQUJmpiOo3Wtu+YOiII+MRjw/iIBiZbwkHc7oSrfG2hs9LMI4rtAoH+CpW+hxCRQOA5DZAhYfEkiGFWcNEGch44qGgt7BqTn6rytug1PT8KbwqbtGiGpt4lVZnHOPqpJO/zDeH0cabobecdh4HV8N44xU84VceBUO44t4dFgA6fxTalZdPnfB0lkeTKJ0w1LQ8yEDBb/6adpR7So9cmqqHg3wZThX3y56Vdz0rjiglLMtmtWYZ652qCmc6460vYmRAwSu6GLn7XYoPu38ae10XOWR6abIZY2PvBxrVn07ANMIPPujQszqmdZzW8zRupOnQ1HxzcS4FaeEljYXjs+CYf6U3XsUF83gvOBGHtIVH8Y9wfDddbw9bApniOHvuEkeQDbWjR55rf/71b7drE+Ptw48+amc/+ridOHGivcwpPXfZnigvu0rsQbzi9Mb3vtlef+MrKC8sUpK/J/H8mFOAlulEv/YXX+dGxFPtHvOTC7TVYRSVyasT7T43KU7wfMx1IWeuXAUXyjZwKe6dUUPcOMq9OnRetg/nOt2fr4B7Al8Nr7LIgja4e+vOdvva9TY5Ph4dnbc+elnZZrZIHj1wqI0zqvHmxX0vH+da2etRL3vkR7Rc55Bvo916t/YAZ0yqPUoTV7e9MXSWfJfg6zg0mipL+nYYKZXFTl3QdmW0qLtOOO/SXdzVTkOARoz8Yz66elI78V116NN2YtsOZQ5+Y+NMDStyWKDML2cCj/8aYfVpJxrJfZb3Z+aniYFpwJBDceZ92JBeMOLEaypRzSDSkv7uHTfcA5tUqaGYOb0s3zLKiL0AztU5Bau7LdS83O7mSq2nRqP2INg2Y1qQwy7ELJUGnihcVVhh+C7M7p8NyIbjAbi+20tVozK+77rCV1y704tzCTIJVwJZBjWu366IumdUITWnxkNF+4Mvw1XDza+q9Pzqxr9w8CkOPs3byhKG3xXfZ+AFbRTQ5q22nALEk6TVVrhUifqICu+YPelvumr0njbvt3F15lGCzPJVfjbuAwsAAB1aSURBVBXms8NnEUZ04me6WnAJ+lH4AEmnmTCTvxzOFiz9u8uUsL/IxD3sqnG+dIyybXBHCj28q9Mag3vAQ3UiwWMg4lNnmfyJf/3ANMKqXJW34YEjNDbMOtfPcghfWvle8eUZ40WdwIvSwGF9wKC8uhKUaqrGrfQFIyLFHw3UN8ZqsvaHj7k6dgfCRNw3MVJ5iB/qfrvDCOXs5HhcD3sCgXn+MvufGe4Obd/aHjOyun5+HDyHuGxuX9uCHeht5g81Tr9291Y7d22COceh9rU3/pwOh70yIOw0xrGtz7cT7J7zNKNLCMsphtweBzeASVfvEuVxqoF26QhRHnIxaMf+A+3Y3gNcd/ukPbnN1bS0ZU2Cdh7Y2/Zzb7jD+Jvkt53rJhSEl89fpBzDbSeLSLa9GUyIIEh7hJmSc6qr3Fywkek85UG0qSReWCLoF9t5Iak4+4vpEeJYP/wlDR2WOhfsm/XMlAllkO81+F9dTfmS8Std19O6Ezb15hkVdhjFH2QW9dZflZfMYSPsQoh3h4buwNjO1iQb/gq93gbU/G3YKA5hJzXYN7LGjGpyNlg1lSgQxXgyYyNlQhi1XUIrRIAaqrDDTHupQJJeSEThzxiuO0GO7KHXYWiB6q9G6gplUATiBeNRQC9q0slUbpVMhsx5MP0tn8xcvYM4lEbqs4hXgszw+omXlWCjKGFjfPOy8fie50CuazEKhtipQbjpzV+c/OkSv5zHi/T4m5/560yjvz/fpafPcsKTmUpw+l1ls/eUSRWWDrfVnnVZntRWjS+4ym+IKYj1/DJ/haR4dufre/e3acoJy7AwnWHEEOYx5KMDUj4J76ZDwaIZBI2EFn5UekyzROWbHlMXpgDGxriXmhGAdzcPMARyJXqRXRnTDA3FRZpYJ9aN+FhO33XruCZNw7Pzp+Jkeaue1jtaRzIxLUJ8O/ekv4qFde68YAe+U0Pwb51klDSF9uAi7MKhm67i6UBgiK2pfWNMibBx4x5G23/7Nz/DJnFbrAXY9uJqYKYZ+hBwt2em2WGzu23hCoVZBNUsw8yH1PNthqosTXNqODcVIhC1dTRtL2mGoB3b62OhxLTjl68Eb+xH2xtliuTug/vtgw8/YShNXOb9Z2mjzjvG9l9o7Ryhq+i//sUv2y20w/M793Lj50p7wr5xz4/83a//Mc6GPHT8aNu1fUfAf8RpRJbvd7/4VYzeFLba4jqk3rqFbY6WHQFw+OTzcVDwE1a3bfvW4yr16sSN/Gz9yBf142WNltI0/W3navqd+lY7ZOpEWAq6dMWvX3w6Wq366aOtq716lYqwexnpLlJ3ayZAwaBA82kiXdzLEROP3PW7Z097js3yswq1uw+YyHWujAZHA3f1zsK4e2WQ+b7YDWN6vpnZiEbcv5ST4m5t1H8AoRl5ohHamGU69/pKONVkkXS+ZwBEPXRgjHs0htkd0sfcpMywiiAWjrzp0/zrUrIijH4KmSKCZbJyhF9OAaIQtJdzGK5T6FhBptWV5hB5kJcwdKa1DE5JLMAsSnUrxnjZs+WupG6a+m564+jMqwRepKPc5cRbDVi8LKPppIvCwHcFt8dX6fwWZxe3gr4dIa2/eUalA0Mn3KKJ4cY3nALEs+Lqb6dken86w7pQxN+8EajREzP3CphKX3lEwmf+FDyflb+4JB4Z2fSOIvgDD9Ap29DQSjS8Drwj70wj7eonvIJb+QjR9/qufKpj1b/wtrFZj/66cavymM86XQsmdIEZvbZCQWmcyMu5oq68C4d62gl7tYfzl5sYsbl/+wlzkLMY9KtpURKubOCA2kN72onnjkWdu3CpAb9bKT0VaBdaWg8nAz15xLZGeMXVb9uAguOFF15g7vE4B1A8Yt/5Qjty9Gg7/eGH2DjexfB7msNv7zF/d5+FlKuY9HDgCfR191Iv7dCpjTnw2IJN4yZ24KwiOLVX1mpkeTYPCt5zcF8bn5yMxaH7LBaaf3Ts8MEGFhFXad8ezvuYOXf51nCvk7W9feMb3257jh9uH3/6SWyFdCFujPMtNQdyZdy2/f/nVMx00luXfJhKjHmg0oS/nZlOfo1nPmLoH/UkpeUP+HjduSjLdGIkqJSd0GIGG43Hsj9lyLuHe35HRrejEcqynFiM2ixivVRyZBLMYQOxwSUmMtjQMGj20xBYyFCoaOHvossAQlPB+JS5k1l2DXhc004OGHX3hFuUFuj6PMzCyhrhdBEnzftpgWoQNNvIU+GiRX7hK5Mn8+XwRiZ3Mchw/a2kDM9Gpr8VKsOXM47pJLBPVwOtWHE3vuEKJ9/1c05QIT/D5LPfg5hL0PlG4wrh+ozgMR/Tiqv5msafTnrpxLHCa3VXXHT6VzzT93SYRJji5ZyrcXQRzrtpPXxUf/MKJu7Qw++oR/JWA9SVYPC5iqYiPrrKW/8akpuVeesiHXUjY8oHlCR+lU44FrHgZTnTTzhmk6Ya1lcK51BEYdxhDlLx0Fd5xkasNukCoQbj5m8Z/JlX/cSpOy++4rvCAy/iVxy/hZELZSkgoSJ0zKF1LqIlfyePJ59l+YVNIdSEAwenSoDHoljBlT66oFMHz/n5mcR9CLhU8UZGTIfZLLH4+Alzh3faEzqp22wpfO93CBmmGLQ08TSgaQSVw+DZBzPtyJuH2j5uRhy/cj30ph3bWQG/fJkFxAcIX6aaeN5DKK7MrWA7uR+Liy0cxnurfc6FYas9WIiw/XAQeroe4I2GT9EkNTHyEImRoS2sRmMqxtB1mPa4c++eNoY50SOG2g/ZYfMEAenIRYNyjdjtqF28dHviXbZGvvziifaNb36T657duroRTflB+39/8jecNnSPXUN9gYN7tbXKsGyxwKqgxoRIZSsWxpKdg45QOWhonckrXiJnZyDv1gjIXV6pVZowaR6JvuQPnEadwcPAW2HEq3BepL6tM9tP8IMVnMyazFXfwXhksMLOjnlMKDaNMv/o4g3zQFs49NOVTC8tn3uSw+mIL5PSQBJeMkec1OFxRzCP6msfyAywAOR+W5lqA0y+uMT8EkQawSC4hzjuA3ZFMUyMSLoJxlFjcmgWja+j3TjxG1clANNCFRNauGJ8C+m3+JXQMJ6Cw6emJPr7U8Ps1jKFMQpDCVsB5LfwFCylbcoUCkkFD9G+oJUqaD3mXyeMyrPyE179xEUBXPTX33jmI+xup3/hYsMXdsU3j6KFsBTw4qxdn3Gcu3zC3JJwDR/amNMGpilXtKo4ppOTjGO0jNsZpnR6YMPjWDCkWjcsYfrtfI9P61V4PQjfcpbdX5Vdf+P4jXjnybQHDcHb+ZgfYjWY9MDzvZ+58Ypb6brz991wf9JKl/jkiKZscM3LMkSHYqfS4Q9PvTLs2Y6s4NTVHdaJ9pfCkE/LWS7zNs/Cq/Dx6erxINNYwn/AsXQr1PWxfQgyhttvvvRynAQ0j+a3zKLJHEPtaeJNUHfmJ47v/vbt9ujOI9oWygK0Onr0KCf5vNauXrzQPuW8xq9f/1qbnLjO4g3nfXLroQt7urtoqe9wZe1gG0ne5oDcOPkKwbMNMztHBJqSjSCwVml7C6yIazO6mTnQjXROM1gcDFLeu+OT7TV21nzve98LsyCvq31CO/rJT/+uTd6ZavsPOke6lTnPy1xly77tffuoMw4DRrm4MH6VqQR4gxGCIyCniGzP8p3tzTL2QBvdGu14l27yBKItpigMT1qmIqPQFIYLmBuZz660zz5Np591ZF7+rAfrW3/fva7ij+wkTViRfN/Aqpk9t+Ygj1m4efjgcfTg2xGWD5hU7utJzSq1ExnSzGRKtSykONSOHRgMkzXo3UDFaqYw8DTNXHqWbUBJKI8ocw6UNo2w6cewFM0MEJs3jcS3OqRmJF7xaQ8iQ0oMnQWVaSyY+eUztRTDDVNYGE8CKJBqTlICF5F896fz6RyKaSW4Qk8YOuFbkQrJONjXoTaMqlAKu1IYwTIseOQWznxN66+ET9FZfCrMd/0LH9Oal+n9Fa4+xcsGqcaq06/iGiYeaqLak1pW/QxXSJqHeUoHn+ZrsfV3Ttn6tHweVdXtjPdHLkyF0rc7XHyilkiTmqXDotRwjR3hEbYuQLphZ7iLddaJNPJWTMyG1Ngo+XJnKF5puumpn+m7nd9Jx6S379ob6p9xEw/pYViVRbiVVr/y9ynvUrtBN/Nah5U5V1qfunoazzrewIlEK5gkLVGWQU7FoX3D9w85j3Gy7WV3zVdef629969vxzUWP/jBD2La65Mzp9mZcrVdv3mj3eUE8N9M/JJ6QolhB8u5z8+0/fv3t4doczSz9u4//TN349DBsOo8vTzTPj//cfCsc2+TrJIPLY8gmJzzp53TZt07ffjEUUaK90IoP+K0II8j7MOkSKPy5158Icyw+hGeathT18bDhtJTxsdZ6dYu+M2v/llcA0F3yCr9RNvGKUVX0Cw1XdrKopR5jzBP6lURL546FacXuXL/gGk8j56LNo0QlG/nnPftctJ8ncaptBSN5e3Q5okv/6oQ7IjdZSVkq+7ymbByk4t1qOmhGmjVvydriYtqxxpDmHkYEtOYdO4PJpiMWYFidfnCxatMYkJwiL5Er7AJ9Vqjbg2GWcIhBY041N/U3qIxIig9bv4x5/CpeXoW5QKrccsMgy2Idpou7HiwAm2BOMytLaK9ziWDq0Y/eLzI/tRtCFmMtGm43qfbvxHUuR9j1jPnQFJYUTga4dJyzjnqv7SQhFRAKBD0k6j+JKrb0mwoQwgahzNqhaVNyv7LzBetLjO0o4fzMAgXCzx/DjHG3Mpjel/K7Tma/Z3tl/S64uG1iEvzOTw3Txud5bTzcIhYQmiWM/pyTlQ7UswPYCSabA7ZaVe2rfrVENSyOCelgLbOzK8YBSCRl3EUkK4A7965i0MOZqNsMqH9i/eZDMPQRI6f1HZqorRp32U4r7pN/HOEoCmRjVucXM2ORQVoo2aniw4RPoBI8ILaKsId/IoGT1cRvtSV9qq9dJx2JKJQjC/syBca6+fBoSPwjNMu9DvMcVG38MEqzGx9OZqItNSH9r3mY8eROCqYOppt5eFEl/SCBsvQAA6I2xi1AwTLKEeesZqdhvfM5xUNzpnD38KmXM7XO3VknZpX4Q2GQLEjddQDfTzzkmGrC4xOXfQhBYM/oJEdx9MZGiawhtjDrP1hH9e2PnzAUBtb5NWVB+3c9ck2zRzXIFrgzuPH232ExqkffL+9sbjafvxf/ms7fe2TEARfe+sr8DKG6UxfTYxfbENUkNYmv3n/g+i45T95QrfU7+Il84OMLp5/84XYqSV/uCVwep4Tyjm6zWkb+fLpkDbL8AoCcsf2sbZr97bQ9o6MHEceXGYkwl01iywespA0T9tZgM6XEHbDwxwkMjiGJjjQduzb03YgsNxr7r5wp8hUPlQoFp8scZPiY2hj57kaBwAb7q2Ui2ibEIcweSFeg7Za3DgU71N7ppz+FHCa/jkN4mKwI8SH91n3OOzoINdFZNHoGGlja/xI6eS3kA32UNSZCzguNC9Ca+00k2pBuj/+I/MJTGGiVuHTTGoI5wRs/4bR8Dcjf06kWvnGDeHHGX4KBBufjUMtRVjeUGfhvM2uXDX0aBx4mvfcHNb/qOFP9+1s27npbX6OIQcEN84QJg8KFJ1xdcII4ce3Bc8hUE7sFlyfMrXO3rbiC0MGLg3T78GB1MIUGrNccxnlopI8wp+ssqFR1nLCLnjSKtpLJ9DvFGipTXXHk4HNT/zrJ476SS/fFSgxGY2fW7UMKxgytOU1f9Obl+Vwx4K0jw4J/zR+T3yjl2SxzGcIbRqY75lvCntvdUwnM+XPb7Jew1f8FNjR0TBdIrMrJMXDlVZe4124whA38ZUWPvWTnpbHsKKTz+IT8zQefyKeCBSs8DcCzveC49NhmXDKmae0LhpXXsZVSBruT8Nv3RosWpj+tdGi/E3vu845soSb/GV5XdTUz7ZhXPFLOqTwtnORftarmr+08vQcIiEfMAOiI9uDcXY/+NzhGtbPLl+KOF975U3m6jnaDsF48sVT7Rvf/W5sXDCfN1A0fvWrX7c/fPBh23/iSHvzzTeDBxRM1pPwXdHeuWd3O3zgYLt45TL2z5quDbWbd2/HlQrbdnBILnhrkK3t7xhWEMMs3kxe5cIwhOgYu3aO7D7Qfjv7yzY0irA9+ULbtn93u35jIrTiBYzk59l08Zhh+Sz4jKFBPqQdDzKs3sYi8PzHn7IqzwYKtFkVE/OSDioNnilZddTTEex5DJ91kvWbrV7aJh+YvnjXWL7L99K6lKOso0xvXeqy5lIG2AYKhmEVZ224racVWAxXzFYCw28LYcaI8chcoHVKNDiCMHX7BSHJBDsNV2eGvlt4ESl/ez5hW8j6FQ4yn+9TnEgytoWJXYYmrmzq9BeOYl6hrZMgRRTz832dgTNd97fh9lLdxKk8ZehqQOYlczVsx/TL7ZgdNZ30FU8mqwrRL3rioEdWhTjpL94KN+Eap4bofouT4UUvJ7JLyKml6S+OBd9ySzed6YwrjQ0Xn3mMgvXXT/hzdGw+xdOnsMzTutWurGhmuzfcf+mSN/QrZ1rjST/p85RG7o4VXcUTHiIi4FpmTyvSr/IWhunVesQzy7JOU3sZy+yvG67x7HA9HEIYsrt+gTOCSScNnJ/SFY0ybnit/Sn4CsksU9aXEaSbfp7h6DsMuFYH0lBFoNIUbHEwv8gTUJl38o7CN8ufcKodiINaupq59NqDYfUcK8JnL11o3/2LH4Q9YgjMfXvbTYzBXWBw/q53WXr3tssTN9pHbFscYOTwJvuil5iamKWzckFiN0LpypUrUZN7MPvxHMlLly+HTbIKSNZ9XgZGAlbTbzJ/yCiETvYmdtHiP4eVxTYE3DImfTvQGgcZQbk/2w0mE+OX24fvvdNWaOry3yZW6LVzHsHQ/x7XRExgz+mZmJ4ncOT4CeYkMSlkdHOLxZ++bX2hBLlibj6etiQ+ng4kvbM7z/pcq7B40S9HN35K8+A1YHhUm9/ypLylDJMX0CzW+M5v41RN+14/4SXvmIZpLT2edUbW+bTQZqKTyXUi43tmlBnbY6tB+HOexjAL6bUOwpGBFAhqmb7nKmY2bLU0j0/vZBt5+KfwgGYxv2CFelewcIW/PJ9C2HgSuArms5zMV3B81nuF17fPKl/FE1/hOtntJLaXIcnUquJWpPFLQ5BGzqEomHTCsJxu0Su8/JZ2VpxwheWQzXz86a+gELZ4G994uqR5LuDo70KWT+MZx/ASksIVj4jHu+E2Fnvs21w4b8PWgNe0ahem85dTJakx2fCKDoEATczvZ51lK34wXJiSnxqOd8tiozcs8OjgKu26y+a7af3JQxXfoU/CTHyMp/aFOAOVjGc5jV9pyCloLq6mNU2FGbf4Qz9hlF9AJVyXYWqSCmfjmT/1YafHVy5ECTs7u/X464JWuB1wkYe4qAYa16zX8EbwunHCI99WEG6cTRFzj1dnLreP2HVzeN+huAKhH1q+whzlNradslM3bizctQNt8NBxbkPc0TbtwHaSzmZR+lD/m7BHVJA6fFWoehe8Q14XUjwIxePWJiYmopO2bLc5k9K6pDG2aWwgXa0eYi5zlvMmdzF/uIxG+Ouf/qo9d/RIO3bsRLuFEbknCM2wCn/2gw/CfOfI0UPt0L4D7S6d10W0z+ts0XVKYTtneR5C8xxhIfSzic/bIGsSV89cbLeGxsPyJe7ypv1s2baF6TXSdGRMD/CTXo4IIDwuT3tfp6P1KS11vpd8EIaCUg29wiMSf4QpX8ibprFu6tfLFImKULkvFZIV6NOMbHQu3sjYvq9AcN8DOQSiccy0nqYrZGsOy28bqnFskDZUkVQw2ChElrFMFKYKJEzLroy2oJE3TOmKpO8WSuFi4xem8xB+OxcnbIkle+v8FmfTCFdnPv5M41McCz/jmN6jnS5jQ6aJj4a4EQfTixAozM9CzkgrPgpKnyUAgl4MZ00j/CqvgsPvEGRMmuv0S1okPMPFQT/xEMd55ouEaZj5iKudmE/zsGy+G+7PdJ4GHeWlsYcgBKZ4Gi6dXJAz3PTuORaGLuoEmjlHHenDd114+CkMneGWTZd+RfXwCr+CUU/j+RNf0+pffs516qpMPnXdafvBNQzp6Jx1tTDkOyIoYJlOFIUb5eNbmvjejW/GAx//mQDnX9/dMeOzcDS3gldxjf+nnDhn2Tr4A8Ayg3zCBNeqU/FQmCmI45BchrwTd8bbP//T25wf8Sh2tbz48I0Yjvb1s7WWUYJp5XsXazAiRctk1ww8I19Yv/v3nGK1eiyG1fcxyZm6cZNzF+6H/eMMHZCHYThn7N1L2mZ6C6NtzRVn07s4Y+dv+UNhIv4Nhsh3p+6yUWSubZYvWWOYnpxqd6+wOMPdOY/3TMY+85mpe9w2Odo+fff9wHM35kNbGKZP0VH3zjESYypu864d7eDhA1w4N83d39dDqFkm1wKD/vJWZ8onWMz1AF+cfwyeoQzQzZ+u6O1TOgvLp/Ve9VVxok6paL99r1+F+5QPvlRIFnI+JZBOLa7mNOz1IgOBd5g8NUmRMiwb3SIGsv0ICZ2wPKhXPxsrtI8CRGAnnEj+D5eI2lCy166COJozbws+yKEDEsHhqkTQz3w0J/A95jrgxyp0lcsMiqjGUzD4M7zKpb/p7Iksu0/z0hmmE8YAP/NWaPktHJ+m9Vnw/DZdwTVepGNiW7glIBWchlXeCkdh+z0zkxVuedUkhW0ewvSp8930wrHuaueDva+CuHB1AewJ5lveEChsy64Tpg6v9OvUR3h+yZ/EoROX8EjPlAjiBRipHdY1wZbTxRJxNJ75lvO9yuEqtuXxpwmG5U+6Wr4sox094isWEYVR+JomWTtx0o5Vv+76sazS2zzV9LvxEFbkHc2DBsLNgz09Ll4kPBSugCU820FPT3Z4wuyQMOAJ0zLWnK7flj/w7tDY8CX5ikIZ7uVlA2QwykKnbUSeG2b3xy62GXKAfrs+Mcl+60X2dn+tHTu8L04w/+ST9zk092Jb4YCTBWD00L7mOUNyANiqCLe5CfEPmBDZdqXv9cnJtNSgo3TBUptk+aTfBVV4wg5UwfjkMVfJssinud5WrEuWWaTUnvnwiWNsfdzLYssjFqNQchCqnnPptNAwQ/2njO4uX2AoT147d+1hAaY3NkT0IYSnbt1A4bgcR6MpgF959fX23FdeY4V/MIzJFZ7yex+LpcsIRmnsocjr9QO9o17k0ey8pXnSfp1/pZ1+VefWqTAqbthEdurAeIaJrzxh2qinLr6PHTfdmVQinzoTm9CfDSwzSy3IJf0FtapAoDP0QxHp7tWtaMNliGAa4OmE77dECa2SCkWhXFtNrfyhcQg941kI50B8FxdXt4XvQbJ+W8nC9N1GlZpS5uW3v+7y+e0pL5WXeOmns7zCW2ClzBVJt2x5H7TOLZMUKZhJcwaJanx72u4GKdwlmNZw6SgdKtyw8GOV0qdOP8N9dtNM2MLQ6S8dnjxJmiowxdM40kXG8KnT3/JIk0WGYUEfGZv0vg9zuIBzgeZZ5Ra+P4eZ+q90Vpkdjumv6zzi3T/S2zyFIe7E6JRhvUymNdxhjPj47dM8Et9c7PNbY27jJh6Zr+9aOqwS7rymzcQDVlbRKAwzz3zy6lcHvnnooiyd96KvT8PrB/aRb9AC2OHAQ5f5UzdouZXeequ0EYk/hnX/nIM0bzCoKPHtXKnx7KwKV+vQDkKh5VF3Co1XX3oZbWxLu8jCimctamDuNQmr+xAi0GN6YbqdPft5mPF45oGbHxa5VXEFgbaJVcmLZ861OzduRX27WYPMQvDuR4AF7tDNBRwNyScxKVLwUStt4WFusnBF/gm7a/axE2YAU6V5TofafWBX++Z3voXJz2T78X/776yEj7RTmP1sx4bSsip4z1+6wA2rd+D/2RCWKi5OV7n5RNOjDz/mWtyRXJ+4fnMyTJYst4eyOEVwn9O75Hk3lEin6BKjTlKzx5P/WefSzzjmnXGzHasolNIh8SvM+DrrWSuHct3py8/n/wc+8McpGfz1sQAAAABJRU5ErkJggg==" /&gt;&lt;br /&gt;&lt;br /&gt;Here's his cake design:&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-BJiJ5aerCO8/TtfQyqgUozI/AAAAAAAAAfo/exv8dLfKdcE/s1600/LiamBattis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="198" src="http://3.bp.blogspot.com/-BJiJ5aerCO8/TtfQyqgUozI/AAAAAAAAAfo/exv8dLfKdcE/s320/LiamBattis.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Congratulations, Liam!&amp;nbsp;&lt;br /&gt;&lt;br /&gt;This means that&lt;a href="http://bakednyc.com/" target="_blank"&gt; Baked&lt;/a&gt; will be baking Liam's cake and, after giving him a free slice, will then sell the rest to customers until its gone.&amp;nbsp; Its bound to go fast! YUM. The date of this event event is TBD- stay posted.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-5731682500308019540?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/5731682500308019540/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2011/12/and-winner-of-our-first-cake-design.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/5731682500308019540'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/5731682500308019540'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2011/12/and-winner-of-our-first-cake-design.html' title='And the winner (of our first Cake Design Contest) is...'/><author><name>VERTIGIMOL</name><uri>http://www.blogger.com/profile/02249419034579255063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-BJiJ5aerCO8/TtfQyqgUozI/AAAAAAAAAfo/exv8dLfKdcE/s72-c/LiamBattis.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-3042485392113621782</id><published>2011-12-01T14:11:00.000-05:00</published><updated>2011-12-01T14:11:17.780-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Drawing Together'/><category scheme='http://www.blogger.com/atom/ns#' term='Neighborhood Collaborations'/><title type='text'>Cake Contest 2011:Contestants</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ZNcb5eG3Hvo/TtfOETqs5CI/AAAAAAAAAfQ/fq2arQ9sGvA/s1600/IMG_1155.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-ZNcb5eG3Hvo/TtfOETqs5CI/AAAAAAAAAfQ/fq2arQ9sGvA/s320/IMG_1155.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Kentler celebrated its Birthday this year with lots and lots of cake!&amp;nbsp; Our neighbors at &lt;a href="http://bakednyc.com/page/about" target="_blank"&gt;Baked&lt;/a&gt; (an award winning bakery) made gorgeous cakes and we ate it with glee, joy and multi-generational-sugar-heaven spirit.&lt;br /&gt;&lt;br /&gt;The kids drew pictures of their ideal cakes as part of our first ever cake design contest for kids.&amp;nbsp; The winning cake design will have their cake baked by &lt;a href="http://bakednyc.com/page/about" target="_blank"&gt;Baked&lt;/a&gt; and the winning designer will get a free slice.&amp;nbsp; You can have a slice too but you have to check in here to find out when it will be made and then you have get on down to Red Hook.&amp;nbsp; Oh, and unless you're the winning designer, you'll have to pay for your slice (or two-Baked cakes are DELICIOUS). &amp;nbsp; &lt;br /&gt;&lt;br /&gt;These are the contestants.&amp;nbsp; Which one would you vote for? &lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-qzzHaEfRf00/TtfQwj2D31I/AAAAAAAAAfY/zJRl5OKycYM/s1600/RonenBattis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="189" src="http://1.bp.blogspot.com/-qzzHaEfRf00/TtfQwj2D31I/AAAAAAAAAfY/zJRl5OKycYM/s320/RonenBattis.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-8o85zmd_4Lo/TtfQxC7h7NI/AAAAAAAAAfg/MsKQGT_r_7k/s1600/RoseyHochkeppel.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="204" src="http://3.bp.blogspot.com/-8o85zmd_4Lo/TtfQxC7h7NI/AAAAAAAAAfg/MsKQGT_r_7k/s320/RoseyHochkeppel.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-BJiJ5aerCO8/TtfQyqgUozI/AAAAAAAAAfo/exv8dLfKdcE/s1600/LiamBattis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="198" src="http://3.bp.blogspot.com/-BJiJ5aerCO8/TtfQyqgUozI/AAAAAAAAAfo/exv8dLfKdcE/s320/LiamBattis.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-HxHo9QWU254/TtfQzlhW3HI/AAAAAAAAAfw/ZvrC-SRswzA/s1600/HannahMcKnight.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="202" src="http://3.bp.blogspot.com/-HxHo9QWU254/TtfQzlhW3HI/AAAAAAAAAfw/ZvrC-SRswzA/s320/HannahMcKnight.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-tDTmBnTPcSM/TtfQ0ISubYI/AAAAAAAAAf4/x5Rf_DhBEWk/s1600/HenryMcFadden.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="179" src="http://4.bp.blogspot.com/-tDTmBnTPcSM/TtfQ0ISubYI/AAAAAAAAAf4/x5Rf_DhBEWk/s320/HenryMcFadden.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-VCIvrS67mN8/TtfQ1_5XziI/AAAAAAAAAgA/xPKSs1ObM8Q/s1600/DexterPakula.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="214" src="http://3.bp.blogspot.com/-VCIvrS67mN8/TtfQ1_5XziI/AAAAAAAAAgA/xPKSs1ObM8Q/s320/DexterPakula.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-3042485392113621782?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/3042485392113621782/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2011/12/cake-contest-2011contestants.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/3042485392113621782'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/3042485392113621782'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2011/12/cake-contest-2011contestants.html' title='Cake Contest 2011:Contestants'/><author><name>VERTIGIMOL</name><uri>http://www.blogger.com/profile/02249419034579255063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-ZNcb5eG3Hvo/TtfOETqs5CI/AAAAAAAAAfQ/fq2arQ9sGvA/s72-c/IMG_1155.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-6705879685481820590</id><published>2011-11-16T13:22:00.000-05:00</published><updated>2011-11-16T13:22:56.644-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Neighborhood Collaborations'/><category scheme='http://www.blogger.com/atom/ns#' term='after school'/><category scheme='http://www.blogger.com/atom/ns#' term='Announcements'/><category scheme='http://www.blogger.com/atom/ns#' term='School Programs'/><title type='text'>K.I.D.S. Art Education NEWSLETTER - Fall 2011</title><content type='html'>&lt;div style="background-color: white; text-align: left;"&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;span class="apple-style-span"&gt;Dear K.I.D.S. Art Education Friends and Supporters,&lt;/span&gt;&lt;span style="letter-spacing: -0.55pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;a href="http://www.kentlergallery.org/Education.html" target="_blank"&gt;Kentler International Drawing Space &lt;/a&gt;sees Art Education as part of its mission to make art a vital and integral part of our local community life.&amp;nbsp;Our K.I.D.S. Art Ed program is designed around&amp;nbsp;the gallery's contemporary art exhibitions.&amp;nbsp;We bring art and art-making experiences to students, youth, adults and families; cultivating the vibrant creative potential of our neighborhood.&amp;nbsp;&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&amp;nbsp;&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;strong&gt;&lt;span class="Apple-style-span" style="color: #741b47;"&gt;Kentler's 2010-2011 season has been an especially exciting one!&lt;/span&gt;&lt;/strong&gt;&lt;span class="Apple-style-span" style="color: #741b47;"&gt;&amp;nbsp;&lt;/span&gt;Many of you know that we were the recipient of a grant made possible by Congresswoman Nydia Velazquez.&amp;nbsp;&amp;nbsp;These funds allowed us to deepen and extend our work in Red Hook, Brooklyn.&amp;nbsp;&amp;nbsp;We not only garnered new partnerships with three Red Hook community organizations&amp;nbsp;to provide after school art programs&amp;nbsp;(&lt;span class="Apple-style-span" style="color: #0b5394;"&gt;Red Hook Community Justice Center, Red Hook Initiative, and&amp;nbsp;Good Shepherds Services&lt;/span&gt;), we also continued to provide our school programs to 40 teachers from three local schools&amp;nbsp;(&lt;span class="Apple-style-span" style="color: #0b5394;"&gt;PS 15, PS 676 and PS 146 Brooklyn New School)&lt;/span&gt;&amp;nbsp;and we continued to offer our popular weekend&amp;nbsp;&lt;em&gt;Drawing Together&lt;/em&gt;&amp;nbsp;workshops for families.&amp;nbsp;&amp;nbsp;We were able to reach over &lt;span class="Apple-style-span" style="color: #0b5394;"&gt;1000 children, youth and families&lt;/span&gt;. All of these programs were free of charge for participants. With budget cuts deeply effecting underserved communities like Red Hook we were extremely proud to be able to provide these rich creative opportunities to our neighbors.&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;strong&gt;&lt;span style="letter-spacing: -0.55pt;"&gt;&lt;span class="Apple-style-span" style="color: #38761d; font-family: inherit;"&gt;UPCOMING EVENT:&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;strong&gt;&lt;span style="letter-spacing: -0.55pt;"&gt;&lt;span class="Apple-style-span" style="color: #38761d; font-family: inherit;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;To celebrate the successes of the past year you are invited to attend a&amp;nbsp;celebration:&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;strong&gt;&lt;span class="Apple-style-span" style="color: #990000; font-family: inherit;"&gt;Sunday, December 11, 2-4 pm.&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;We will be highlighting the amazing work of our K.I.D.S. Art Ed team and their students&amp;nbsp;&lt;/span&gt;whose art will be installed in the gallery for you to enjoy firsthand. We want to thank our many supporters and celebrate the spirit of creativity, collaboration,and community in Red Hook. &amp;nbsp;&lt;strong&gt;&lt;span style="letter-spacing: -0.55pt;"&gt;&lt;span class="Apple-style-span" style="color: #38761d; font-family: inherit;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;SAVE THE DATE!&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;span class="Apple-style-span" style="color: #38761d;"&gt;SPREAD THE WORD&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="letter-spacing: -1px; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;span class="apple-style-span"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"&gt;Finally, please help us share our successes and&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;strong&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"&gt;dedication to art in education&lt;/span&gt;&lt;/strong&gt;&lt;span class="apple-style-span"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"&gt;&amp;nbsp;with others. With our K.I.D.S. Art Ed federal grant ending we need to spread the word to garner new sources of support. The kids need us.&amp;nbsp;&amp;nbsp;Budget cuts have compromised the presence of the arts in schools. We strive to fill that void but we can't do it without your help. &lt;span class="Apple-style-span" style="color: #741b47;"&gt;Help us turn our efforts to bring rich art experiences into the lives of any and all children a reality&lt;/span&gt;.&amp;nbsp;&amp;nbsp;Spread the word about these events and bring friends.&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&amp;nbsp;&lt;br /&gt;And for those who haven't been following our blog regularly please&amp;nbsp;check it out!&lt;br /&gt;Make comments. Give feedback.&amp;nbsp;&lt;em&gt;&lt;span class="Apple-style-span" style="color: #741b47;"&gt;Spread the word!&lt;/span&gt;&lt;/em&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&amp;nbsp;&lt;em&gt;&amp;nbsp;&lt;/em&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;a href="mailto:mollie@kentlergallery.org" target="_blank"&gt;Mollie McQuarrie&lt;/a&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; letter-spacing: -1px; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;K.I.D.S. Art Ed Director&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="letter-spacing: -1px; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;!--EndFragment--&gt;&lt;table border="0" cellpadding="10" cellspacing="0" style="letter-spacing: normal; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td align="left" colspan="1" rowspan="1" style="font-family: Georgia, 'Times New Roman', Times, serif; font-size: 12pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;" valign="top"&gt;&lt;span class="Apple-style-span" style="font-family: inherit; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-6705879685481820590?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.kentlergallery.org/index.html' title='K.I.D.S. Art Education NEWSLETTER - Fall 2011'/><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/6705879685481820590/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2011/11/kids-art-education-newsletter-fall-2011.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/6705879685481820590'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/6705879685481820590'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2011/11/kids-art-education-newsletter-fall-2011.html' title='K.I.D.S. Art Education NEWSLETTER - Fall 2011'/><author><name>VERTIGIMOL</name><uri>http://www.blogger.com/profile/02249419034579255063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-2014591618810805716</id><published>2011-11-10T10:18:00.002-05:00</published><updated>2011-11-10T10:20:14.616-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Exhibitions'/><category scheme='http://www.blogger.com/atom/ns#' term='School Programs'/><title type='text'>Rubbings and Giant Pencils-Wall Drawings and Sounds: K.I.D.S. Fall Program Highlights!</title><content type='html'>This fall, &lt;a href="http://www.kentlergallery.org/"&gt;Kentler&lt;/a&gt; educators worked with local k-5th grade students from P.S. 15 and Brooklyn New School (P.S. 146) to explore the collaborative sound/wall drawing installation by artists &lt;a href="http://www.lezlirubinkunda.com/"&gt;Lezli Rubin Kunda&lt;/a&gt; and &lt;a href="http://www.ellenmoffat.ca/"&gt;Ellen Moffat&lt;/a&gt;.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-L5dQMluo5Uo/TrvejYxClNI/AAAAAAAAAck/wbQYCgv4I8A/s1600/IMG_0202.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-L5dQMluo5Uo/TrvejYxClNI/AAAAAAAAAck/wbQYCgv4I8A/s320/IMG_0202.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&amp;nbsp;In the "big room," teaching artist &lt;a href="http://meghankeanestudio.wordpress.com/"&gt;Meghan Keane&lt;/a&gt; led students in experiments with how sound can inspire different types of lines: jagged, scribbly, curvy, broken, straight...the list was endless! Students created "line libraries" to record their experiments.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-1jHrdKbmOu0/Trvi4ouf5-I/AAAAAAAAAd0/FceKuqcW1fg/s1600/IMG_0282.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-1jHrdKbmOu0/Trvi4ouf5-I/AAAAAAAAAd0/FceKuqcW1fg/s320/IMG_0282.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;They also experimented with new ways to create lines (with tape, giant drawing implements, and by erasing)...&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-BTXancRHxAQ/TrvfdtSX-uI/AAAAAAAAAcs/gDfDi_fR0QE/s1600/IMG_0733.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-BTXancRHxAQ/TrvfdtSX-uI/AAAAAAAAAcs/gDfDi_fR0QE/s320/IMG_0733.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Nph0AnQAHbI/TrvizaQa2cI/AAAAAAAAAds/oGy8JWOjoEU/s1600/IMG_0265.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-Nph0AnQAHbI/TrvizaQa2cI/AAAAAAAAAds/oGy8JWOjoEU/s320/IMG_0265.JPG" width="320" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;...and by drawing directly on the gallery wall (!).&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-9iZyrnDUuEI/TrvffkohaHI/AAAAAAAAAc0/Bd2ssWBqkR4/s1600/IMG_0734.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-9iZyrnDUuEI/TrvffkohaHI/AAAAAAAAAc0/Bd2ssWBqkR4/s320/IMG_0734.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Each of our 14 classes added to the wall drawing. After the first couple of classes it looked like this:&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-TyxC7-WG_Mc/TrvgNTvg-ZI/AAAAAAAAAdc/xx5fTdgqWDc/s1600/IMG_0259.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-TyxC7-WG_Mc/TrvgNTvg-ZI/AAAAAAAAAdc/xx5fTdgqWDc/s320/IMG_0259.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;After the last couple of classes it looked like this:&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-eeLHQ_HhbFc/TrvoliJv7BI/AAAAAAAAAfI/AosGw5iPnGc/s1600/IMG_0911.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-eeLHQ_HhbFc/TrvoliJv7BI/AAAAAAAAAfI/AosGw5iPnGc/s320/IMG_0911.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;How cool is that?? &lt;br /&gt;&lt;br /&gt;In the "small room" teaching artist Lance Paladino and &lt;a href="http://meooz.blogspot.com/" target="_blank"&gt;Mollie McQuarrie&lt;/a&gt; explored Lezli's installation where she rubbed graphite into the wall exposing and responding to imperfections in the wall's surface.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-iajKyMcYf90/TrvlCIO47AI/AAAAAAAAAeE/EkvnD15mQH0/s1600/IMG_0212.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-iajKyMcYf90/TrvlCIO47AI/AAAAAAAAAeE/EkvnD15mQH0/s320/IMG_0212.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-mu0ng-VfkFs/TrvlJAQ_EPI/AAAAAAAAAeM/twldiOvo2QI/s1600/IMG_0216.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-mu0ng-VfkFs/TrvlJAQ_EPI/AAAAAAAAAeM/twldiOvo2QI/s320/IMG_0216.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;br /&gt;Similarly, students worked to "discover" shapes and textures hidden under fabric by rubbing with crayon and oil pastel.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-GXVvn_lwxhI/TrvmRE7MOsI/AAAAAAAAAew/xlcWvFlx9pw/s1600/IMG_0704.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-GXVvn_lwxhI/TrvmRE7MOsI/AAAAAAAAAew/xlcWvFlx9pw/s320/IMG_0704.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-c8PGFD1dHyw/TrvmsCj6UHI/AAAAAAAAAe4/rkh7izhASPM/s1600/IMG_0728.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-c8PGFD1dHyw/TrvmsCj6UHI/AAAAAAAAAe4/rkh7izhASPM/s320/IMG_0728.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Finally switching to graphite and compressed charcoal the empty areas ("negative spaces") were filled in or outlined.&amp;nbsp; These black materials made the colors in the positive spaces "pop out."&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-ubtqcCAQSlU/TrvgGzLW4CI/AAAAAAAAAdU/mY2T_KmMLFY/s1600/IMG_0759.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-ubtqcCAQSlU/TrvgGzLW4CI/AAAAAAAAAdU/mY2T_KmMLFY/s320/IMG_0759.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-kSKmmDBAcqg/Trvi7NeM8uI/AAAAAAAAAd8/K3mITa0zUtM/s1600/IMG_0816.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-kSKmmDBAcqg/Trvi7NeM8uI/AAAAAAAAAd8/K3mITa0zUtM/s320/IMG_0816.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;These awesome murals each represent the collective creativity of half of each class that came to Kentler.&amp;nbsp; Its been suggested that we use these to raise some money for K.I.D.S. Art Education.&amp;nbsp; We are currently working on that.&amp;nbsp; If you're interested, please contact me: we have 26 and they all need homes!! Place a bid!&lt;br /&gt;&lt;br /&gt;Wow team Kentler!&amp;nbsp; Thanks to Meghan and Lance for all their input and effort!&amp;nbsp; And thanks to teachers and students for all their cooperation and creativity.&lt;br /&gt;&lt;br /&gt;Stay tuned for news about the follow up post visit.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-2014591618810805716?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.kentlergallery.org/' title='Rubbings and Giant Pencils-Wall Drawings and Sounds: K.I.D.S. Fall Program Highlights!'/><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/2014591618810805716/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2011/11/rubbings-giant-pencils-and-wall.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/2014591618810805716'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/2014591618810805716'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2011/11/rubbings-giant-pencils-and-wall.html' title='Rubbings and Giant Pencils-Wall Drawings and Sounds: K.I.D.S. Fall Program Highlights!'/><author><name>VERTIGIMOL</name><uri>http://www.blogger.com/profile/02249419034579255063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-L5dQMluo5Uo/TrvejYxClNI/AAAAAAAAAck/wbQYCgv4I8A/s72-c/IMG_0202.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-6182657726547833916</id><published>2011-10-16T13:41:00.007-04:00</published><updated>2011-10-19T13:32:09.256-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Drawing Together'/><category scheme='http://www.blogger.com/atom/ns#' term='Neighborhood Collaborations'/><title type='text'>Architecture Appreciation Comes to Kentler!</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="225" src="http://player.vimeo.com/video/30627729?title=0&amp;amp;byline=0&amp;amp;portrait=0" webkitallowfullscreen="" width="400"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt;This  video is the result of our &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;once-a-month family &lt;span style="font-style: italic; font-weight: bold;"&gt;DRAWING TOGETHER&lt;/span&gt; w&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt;orkshop &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;co-hosted today by &lt;a href="http://www.ohny.org/"&gt;Open House New York&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt;: everyone's drawing was lined  up to create a new "built environment" based on Red Hook architectural  inspiration and suffused with each artist's individual creativity and  imagination!&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;Today, &lt;/span&gt;&lt;span style="font-size: 85%;"&gt;as a warm up,&lt;/span&gt;&lt;span style="font-size: 85%;"&gt; kids and parents explored their local built environment by drawing &lt;/span&gt;&lt;span style="font-size: 85%;"&gt;from memory &lt;/span&gt;&lt;span style="font-size: 85%;"&gt;a map &lt;/span&gt;&lt;span style="font-size: 85%;"&gt;or floor plan &lt;/span&gt;&lt;span style="font-size: 85%;"&gt;of their apartment.&amp;nbsp;  Families next expanded their exploration to include the gallery's local built environment in the historic neighborhood of Red Hook, Brooklyn.&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt; Families created booklets to fill with drawings of architectural details they noticed walking along Van Brunt Street, right outside the gallery.  Then, back in the gallery both drawings and floor plans were cut up and each artist, ages ranging from 4 to 60+, worked on connecting their parts to create a larger, imaginary skyscraper / building / skyline!&lt;br /&gt;&lt;br /&gt;Thanks all for your eye for detail and your enthusiasm for testing out new ways to make drawings! And thanks to Open House New York for co-hosting.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-6182657726547833916?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/6182657726547833916/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2011/10/architecture-appreciation-via-ohny.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/6182657726547833916'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/6182657726547833916'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2011/10/architecture-appreciation-via-ohny.html' title='Architecture Appreciation Comes to Kentler!'/><author><name>Meghan Keane</name><uri>http://www.blogger.com/profile/15635283188059173572</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-378534698692339243</id><published>2011-09-27T14:38:00.000-04:00</published><updated>2011-09-27T14:38:33.787-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Drawing Together'/><category scheme='http://www.blogger.com/atom/ns#' term='Neighborhood Collaborations'/><category scheme='http://www.blogger.com/atom/ns#' term='Families'/><title type='text'>Drawing Together at Red Hook Flea!!</title><content type='html'>K.I.D.S. Art Education kicked off our 2011-12 season with a Drawing Together program at Red Hook Flea- a fundraiser for P.S. 15, our neighbor and partnering school.&amp;nbsp; Teaching artist Meghan Keane invited participants to "Draw big. Draw Colorful."&amp;nbsp; &lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Yb0F3iX2DI8/ToIS--hm8rI/AAAAAAAAAcU/dKMOXXwWzxM/s1600/IMG_0180.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-Yb0F3iX2DI8/ToIS--hm8rI/AAAAAAAAAcU/dKMOXXwWzxM/s320/IMG_0180.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-9iIdtQkC2kQ/ToIRlVJbq_I/AAAAAAAAAcE/tT2_bfEyLPg/s1600/IMG_0136.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-9iIdtQkC2kQ/ToIRlVJbq_I/AAAAAAAAAcE/tT2_bfEyLPg/s320/IMG_0136.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Zs3rLbEnso4/ToIR8AQ80DI/AAAAAAAAAcI/Va2_6I2eeEo/s1600/IMG_0139.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-Zs3rLbEnso4/ToIR8AQ80DI/AAAAAAAAAcI/Va2_6I2eeEo/s320/IMG_0139.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Using handmade stencils designed by Meghan and using all recycled materials, children and their care givers worked together to explore colors, shapes, and textures.&amp;nbsp; Surrounding the students there was music, dancing, food, crafts and dreamy ephemera as folks from the neighborhood sold their wares in a wonderful collaborative fundraising effort.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-uR-OGMQVPMs/ToIRKR3e5yI/AAAAAAAAAcA/og7WDRPnTbQ/s1600/IMG_0124.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-uR-OGMQVPMs/ToIRKR3e5yI/AAAAAAAAAcA/og7WDRPnTbQ/s320/IMG_0124.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-4G6uq-clDac/ToISW0UaBtI/AAAAAAAAAcM/X9SLAmP-9m0/s1600/IMG_0171.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-4G6uq-clDac/ToISW0UaBtI/AAAAAAAAAcM/X9SLAmP-9m0/s320/IMG_0171.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-QjbIj5vMBC0/ToITQYbtHYI/AAAAAAAAAcY/E3-y8D7YBA0/s1600/IMG_0186.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-QjbIj5vMBC0/ToITQYbtHYI/AAAAAAAAAcY/E3-y8D7YBA0/s320/IMG_0186.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Thank you P.S. 15. Thank you participants.&amp;nbsp; Thank you Red Hook for your vitality, creativity and community spirit.&lt;br /&gt;&lt;br /&gt;&lt;div class="style562"&gt;Next up?&amp;nbsp; Thoughts and images from our fall program built on our exhibition "&lt;a href="http://www.blogger.com/goog_761748305"&gt;&lt;span class="style558"&gt;&lt;span class="style561"&gt;MARKING SPACE.&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span class="style560"&gt;&lt;a href="http://www.kentlergallery.org/"&gt;A collaborative drawing, performance and sound project.&lt;/a&gt;" by visual artist&lt;/span&gt; &lt;a href="http://www.lezlirubinkunda.com/"&gt;Lezli Rubin-Kunda&lt;/a&gt; and sound artist &lt;a href="http://www.ellenmoffat.ca/"&gt;Ellen Moffat&lt;/a&gt;.&lt;/div&gt;&lt;span class="style558"&gt;&lt;span class="style561"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="style560"&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-378534698692339243?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://kentlergallery.org' title='Drawing Together at Red Hook Flea!!'/><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/378534698692339243/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2011/09/drawing-together-at-red-hook-flea.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/378534698692339243'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/378534698692339243'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2011/09/drawing-together-at-red-hook-flea.html' title='Drawing Together at Red Hook Flea!!'/><author><name>VERTIGIMOL</name><uri>http://www.blogger.com/profile/02249419034579255063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Yb0F3iX2DI8/ToIS--hm8rI/AAAAAAAAAcU/dKMOXXwWzxM/s72-c/IMG_0180.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-8077846053981042452</id><published>2011-06-16T14:04:00.000-04:00</published><updated>2011-06-16T14:04:35.513-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Drawing Together'/><category scheme='http://www.blogger.com/atom/ns#' term='Neighborhood Collaborations'/><category scheme='http://www.blogger.com/atom/ns#' term='Families'/><title type='text'>K.I.D.S. Art Ed at Red Hook Waterfront Arts Festival</title><content type='html'>Teaching artist Meghan Keane used the Red Hook Waterfront Arts Festival as a chance to explore drawing and sustainability. &amp;nbsp;Recycling her plastic bag collection as a drawing material she engaged children and their care-givers in yet another exciting Drawing Together exploration. &amp;nbsp;Participants had the option to experiment with sailors knots to attach the plastic bags to one another or to simply create their own silly, make-up-their-own knots. &amp;nbsp;Participants came and went, tying and experimenting, and slowly our plastic bag drawing grew and grew:&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-rLpc-uWRsUo/TfpFn6cDzrI/AAAAAAAAAbw/UFtcPJ0Fv38/s1600/photo.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="239" src="http://3.bp.blogspot.com/-rLpc-uWRsUo/TfpFn6cDzrI/AAAAAAAAAbw/UFtcPJ0Fv38/s320/photo.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-rGe-fPWHS2E/TfpFo-iiA5I/AAAAAAAAAb0/qvjx5lVHtG4/s1600/photo.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-rGe-fPWHS2E/TfpFo-iiA5I/AAAAAAAAAb0/qvjx5lVHtG4/s320/photo.JPG" width="239" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-UjO--SWG3mc/TfpFp70bQBI/AAAAAAAAAb4/qqOiIcUk7o0/s1600/photo.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="239" src="http://1.bp.blogspot.com/-UjO--SWG3mc/TfpFp70bQBI/AAAAAAAAAb4/qqOiIcUk7o0/s320/photo.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-8077846053981042452?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/8077846053981042452/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2011/06/kids-art-ed-at-red-hook-waterfront-arts.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/8077846053981042452'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/8077846053981042452'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2011/06/kids-art-ed-at-red-hook-waterfront-arts.html' title='K.I.D.S. Art Ed at Red Hook Waterfront Arts Festival'/><author><name>VERTIGIMOL</name><uri>http://www.blogger.com/profile/02249419034579255063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-rLpc-uWRsUo/TfpFn6cDzrI/AAAAAAAAAbw/UFtcPJ0Fv38/s72-c/photo.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-83300090676308226</id><published>2011-05-05T20:30:00.001-04:00</published><updated>2011-05-05T20:31:09.554-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='School Programs'/><title type='text'>March School Programs : with Beverly Ress</title><content type='html'>&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;Our March school programs not only look at Moseni's work but also at the works on paper by artist Beverly Ress.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;In the front part of the gallery, students have been looking at Ress' large drawings on canvas-backed paper.  They have noticed that she is drawing from nature (trees, birds, grasses) and makes cuts in the paper in very linear, almost mechanical ways. One portion in particular of these 2-d to 3-d reconstructions is especially compelling and reminded students of a nest, a t-rex head, and a skull; another work's cut outs reminded students of a visual map of dance steps. Ress's&amp;nbsp;process of cutting into her drawings and then constructing new forms with the paper is key to our central theme, "how does a drawing grow?"&lt;/span&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-XzwmCmyHHAs/TcM751KwwxI/AAAAAAAAAbU/Q3kATS7aeow/s1600/IMG_1698.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-XzwmCmyHHAs/TcM751KwwxI/AAAAAAAAAbU/Q3kATS7aeow/s320/IMG_1698.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Ruth's still lives&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;span class="Apple-style-span" style="font-family: Times;"&gt;To help the students understand and appreciate Ress's attention to detail&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Times;"&gt;&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;, teaching artist Ruth Wetzel constructed a variety of carefully arranged still-lifes using objects from nature she collected. With the still life of their choice students were first encouraged to look closely before drawing anything. &amp;nbsp;Then they were encouraged to draw either parts of the still life or the whole thing, to start with large shapes and then work to the smaller ones, to notice the ways the shapes related to other shapes and even to notice shadows. &amp;nbsp;Drawing with colored pencil, students noticed that there are&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Times;"&gt;&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;shapes in flowers&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Times;"&gt;&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;&amp;nbsp;that are "roundish," that an&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Times;"&gt;&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;ostrich egg has&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Times;"&gt;&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;&amp;nbsp;a "bumpy" texture and that one of the branches looks like a "perfect rainbow arch."&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-F6b-bVCymoM/TcM97fXFELI/AAAAAAAAAbY/Rs_IF4auA2o/s1600/BNS_Nancy_1943.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-F6b-bVCymoM/TcM97fXFELI/AAAAAAAAAbY/Rs_IF4auA2o/s320/BNS_Nancy_1943.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Fifth graders from Brooklyn New School&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;span class="Apple-style-span" style="font-family: Times;"&gt;&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-UXjlGgavDso/TcNAWnQeGHI/AAAAAAAAAbg/Hm-SZfQ3ziU/s1600/P1000840.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="239" src="http://1.bp.blogspot.com/-UXjlGgavDso/TcNAWnQeGHI/AAAAAAAAAbg/Hm-SZfQ3ziU/s320/P1000840.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Kindergartners from PS 676&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;Back in the classroom students continued to explore the question, "how can a drawing grow?" &amp;nbsp;Kentler's teaching artists provided new the students with new materials that inspired students to build. &amp;nbsp;Going from 2-d to 3-d, just like Ress's drawing, the students' work grew and grew...&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-0RQmrdKTq94/TcNAtQOPxUI/AAAAAAAAAbk/KDwElvyk3yQ/s1600/PV-Ress%253AArezoo-Kelly.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-0RQmrdKTq94/TcNAtQOPxUI/AAAAAAAAAbk/KDwElvyk3yQ/s320/PV-Ress%253AArezoo-Kelly.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-DsIg18yjAoY/TcNA1zwWl3I/AAAAAAAAAbs/3bviIFG343A/s1600/final2-clare.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="228" src="http://1.bp.blogspot.com/-DsIg18yjAoY/TcNA1zwWl3I/AAAAAAAAAbs/3bviIFG343A/s320/final2-clare.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-fDonSsrHJ-I/TcNAziJDikI/AAAAAAAAAbo/lF42GdWURG0/s1600/final+work+hanging-sonia.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-fDonSsrHJ-I/TcNAziJDikI/AAAAAAAAAbo/lF42GdWURG0/s320/final+work+hanging-sonia.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Installation at PS 15&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-83300090676308226?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/83300090676308226/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2011/05/march-school-programs-with-beverly-ress.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/83300090676308226'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/83300090676308226'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2011/05/march-school-programs-with-beverly-ress.html' title='March School Programs : with Beverly Ress'/><author><name>Meghan Keane</name><uri>http://www.blogger.com/profile/15635283188059173572</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-XzwmCmyHHAs/TcM751KwwxI/AAAAAAAAAbU/Q3kATS7aeow/s72-c/IMG_1698.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-6242582086352325004</id><published>2011-03-17T15:55:00.004-04:00</published><updated>2011-03-21T13:27:38.651-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Neighborhood Collaborations'/><category scheme='http://www.blogger.com/atom/ns#' term='after school'/><title type='text'>RHI After School Update: Class 4 of 10</title><content type='html'>&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5534925773/" title="IMG_0769 by meghankeanestudio, on Flickr"&gt;&lt;img alt="IMG_0769" height="392" src="http://farm6.static.flickr.com/5056/5534925773_c178b675f5.jpg" width="500" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Our latest session of RHI After School classes is in full swing.  With the help of Kentler Teaching Artist Meghan Keane and RHI tutors, Ricky and Destiny, students have been focusing on their goal for this session:  "get better at drawing" but specifically "learn to draw people"!&lt;br /&gt;&lt;br /&gt;This week students and advisers did musical chairs observational drawing.  Students looked across the desk at their neighbor, observing specific facial features, and practiced drawing different parts on cardboard pieces.  They switched seats every two minutes in time to music, listening to a local string quartet's new Phillip Glass recording (&lt;span style="font-size: 85%;"&gt;&lt;a href="http://brooklynrider.com/"&gt;Brooklyn Rider&lt;/a&gt;&lt;/span&gt;).&lt;br /&gt;&lt;br /&gt;At the end, look what sort of playful, constructed, triangular portraits they created:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5535503358/" title="IMG_0760 by meghankeanestudio, on Flickr"&gt;&lt;img alt="IMG_0760" height="240" src="http://farm6.static.flickr.com/5016/5535503358_2a44e20cb2_m.jpg" width="179" /&gt;&lt;/a&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5534925299/" title="IMG_0757 by meghankeanestudio, on Flickr"&gt;&lt;img alt="IMG_0757" height="240" src="http://farm6.static.flickr.com/5015/5534925299_bceff5d1b7_m.jpg" width="179" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-size: 78%;"&gt;RHI middle school group hard at work.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5535505294/" title="IMG_0766 by meghankeanestudio, on Flickr"&gt;&lt;img alt="IMG_0766" height="240" src="http://farm6.static.flickr.com/5292/5535505294_7037f9e792_m.jpg" width="174" /&gt;&lt;/a&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5535502770/" title="IMG_0772 by meghankeanestudio, on Flickr"&gt;&lt;img alt="IMG_0772" height="240" src="http://farm6.static.flickr.com/5020/5535502770_b88c1929fa_m.jpg" width="188" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-size: 78%;"&gt;Left: a collaborative portrait playing with textured, perforated cardboard.  &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5535503032/" title="IMG_0773 by meghankeanestudio, on Flickr"&gt;&lt;img alt="IMG_0773" height="206" src="http://farm6.static.flickr.com/5300/5535503032_b06b7dd5bd_m.jpg" width="240" /&gt;&lt;/a&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5535502516/" title="IMG_0762 by meghankeanestudio, on Flickr"&gt;&lt;img alt="IMG_0762" height="214" src="http://farm6.static.flickr.com/5215/5535502516_a6a2079c67_m.jpg" width="240" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-size: 78%;"&gt;Left: trying out what happens when a nose goes across multiple pieces. Right: using dark shapes to create contrast between the neck and the background.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5534924925/" title="IMG_0771 by meghankeanestudio, on Flickr"&gt;&lt;img alt="IMG_0771" height="156" src="http://farm6.static.flickr.com/5260/5534924925_ed147f8931_m.jpg" width="240" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-6242582086352325004?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/6242582086352325004/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2011/03/rhi-after-school-update-class-4-of-10.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/6242582086352325004'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/6242582086352325004'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2011/03/rhi-after-school-update-class-4-of-10.html' title='RHI After School Update: Class 4 of 10'/><author><name>Meghan Keane</name><uri>http://www.blogger.com/profile/15635283188059173572</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://farm6.static.flickr.com/5056/5534925773_c178b675f5_t.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-1020936616877799062</id><published>2011-03-16T09:58:00.093-04:00</published><updated>2011-04-13T14:28:08.761-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Exhibitions'/><category scheme='http://www.blogger.com/atom/ns#' term='School Programs'/><title type='text'>March School Programs : with Arezoo Moseni</title><content type='html'>&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;K.I.D.S. Art Ed has welcomed local Red Hook students from P.S. 15, P.S. 676, and BNS to the gallery this month.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;We have been looking at work by artists Beverly Ress and Arezoo Moseni.  The question that we're focusing on this session is: &lt;span style="font-weight: bold;"&gt;How can a drawing grow?&lt;/span&gt;  Using each artist's work as a starting point, students have begun exploring different ways drawings can grow (or expand) and different ways to make a drawing.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;This blog post will highlight the activity we do with Arezoo Moseni's work.  Our next blog post will feature the activity we are doing with Beverly Ress' work.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;Led by teaching artist Meghan Keane, students first spend time looking at one of Moseni's works on paper in which indigo, the dye used to color jeans, is her medium.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-b5hgaRZEBZc/TaXnjAnmu_I/AAAAAAAAAaE/_U31NCmaQdo/s1600/1Arezoo_Wichard%2528K%2529_PS676+copy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-b5hgaRZEBZc/TaXnjAnmu_I/AAAAAAAAAaE/_U31NCmaQdo/s320/1Arezoo_Wichard%2528K%2529_PS676+copy.jpg" width="320" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-MvaTKGp3JpE/TaXj5ys49xI/AAAAAAAAAaA/GDEKc9dOdR4/s1600/Arezoo+Moseni_Changes+%252324.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;img border="0" height="400" src="http://4.bp.blogspot.com/-MvaTKGp3JpE/TaXj5ys49xI/AAAAAAAAAaA/GDEKc9dOdR4/s400/Arezoo+Moseni_Changes+%252324.jpg" width="251" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif; font-size: small;"&gt;&lt;i&gt;Changes #24. &lt;/i&gt;Moseni&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;Students noticed she uses lots of different colored blues and purples, that there are many triangles and diamond-like shapes that come in a variety of sizes, and many students notice that it looks like a portal or a worm hole or something caving in toward the center.  It has alternately reminded students of a star, a crystal, water, and...a mountain (because of the layered curves)!&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;After spending some time discussing the work students worked individually with laminated triangles, of many different colors and sizes, to create a drawing on the floor. &amp;nbsp;Students were asked to imagine that the large brown floor was their "piece of paper" and the colorful triangles were their "crayons," their drawing material.&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;Students explored what happens when you place ONLY the sides together&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-jwmuHUJ-mWE/TaXpCtSUy5I/AAAAAAAAAaM/5I6hFlTfyAQ/s1600/triangle+house-paola.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-jwmuHUJ-mWE/TaXpCtSUy5I/AAAAAAAAAaM/5I6hFlTfyAQ/s320/triangle+house-paola.JPG" width="320" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;and then&amp;nbsp;ONLY the points:&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://lh6.googleusercontent.com/-Eic3zaK7QcE/TYQYZFhVH2I/AAAAAAAAAZ0/xVexRsQLbPw/s1600/P1000939.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;img border="0" height="240" src="https://lh6.googleusercontent.com/-Eic3zaK7QcE/TYQYZFhVH2I/AAAAAAAAAZ0/xVexRsQLbPw/s320/P1000939.JPG" width="320" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;create a HOLE in the middle of your drawing,&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5532578594/" style="margin-left: 1em; margin-right: 1em;" title="IMG_0641 by meghankeanestudio, on Flickr"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;img alt="IMG_0641" height="240" src="http://farm6.static.flickr.com/5251/5532578594_4a99453d6e_m.jpg" width="179" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;or what happens when you work with a partner to create a drawing of something they can find in the city.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;These are some of the images of what we've come up with!&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5516949860/" style="margin-left: 1em; margin-right: 1em;" title="IMG_0572 by meghankeanestudio, on Flickr"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;img alt="IMG_0572" height="240" src="http://farm6.static.flickr.com/5217/5516949860_3aca45f6f3.jpg" width="320" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Oha4E4-76t0/TaXnua8yoVI/AAAAAAAAAaI/uZB44l2o1PU/s1600/2Arezoo_Laurie%25285th%2529_BNS+copy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-Oha4E4-76t0/TaXnua8yoVI/AAAAAAAAAaI/uZB44l2o1PU/s320/2Arezoo_Laurie%25285th%2529_BNS+copy.jpg" width="320" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;a href="http://4.bp.blogspot.com/-jwmuHUJ-mWE/TaXpCtSUy5I/AAAAAAAAAaM/5I6hFlTfyAQ/s1600/triangle+house-paola.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-PAc5sI1ZKWs/TaXphWvR2JI/AAAAAAAAAaQ/sKe4RxlUwk0/s1600/empire+state-triangles-Laurie.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-PAc5sI1ZKWs/TaXphWvR2JI/AAAAAAAAAaQ/sKe4RxlUwk0/s320/empire+state-triangles-Laurie.JPG" width="240" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-K8v7OOKidYk/TaXpph7fFWI/AAAAAAAAAaU/bXZGN9olbHo/s1600/at+work-triangles-Paola.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-K8v7OOKidYk/TaXpph7fFWI/AAAAAAAAAaU/bXZGN9olbHo/s320/at+work-triangles-Paola.jpg" width="266" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;Our next post will feature student work from their explorations with the work of Beverly Ress.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;Stay tuned!&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-1020936616877799062?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/1020936616877799062/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2011/03/school-programs-with-beverly-ress.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/1020936616877799062'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/1020936616877799062'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2011/03/school-programs-with-beverly-ress.html' title='March School Programs : with Arezoo Moseni'/><author><name>Meghan Keane</name><uri>http://www.blogger.com/profile/15635283188059173572</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-b5hgaRZEBZc/TaXnjAnmu_I/AAAAAAAAAaE/_U31NCmaQdo/s72-c/1Arezoo_Wichard%2528K%2529_PS676+copy.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-8854033911006887781</id><published>2011-02-08T08:58:00.004-05:00</published><updated>2011-02-08T09:00:20.357-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='School Programs'/><title type='text'>Check out Mollie's Blog about K.I.D.S. Art Ed on "From Studio To Classroom"</title><content type='html'>&lt;a href="http://www.fromstudiotoclassroom.com/"&gt;http://www.fromstudiotoclassroom.com/&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-8854033911006887781?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.fromstudiotoclassroom.com/' title='Check out Mollie&apos;s Blog about K.I.D.S. Art Ed on &quot;From Studio To Classroom&quot;'/><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/8854033911006887781/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2011/02/check-out-mollies-blog-about-kids-art.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/8854033911006887781'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/8854033911006887781'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2011/02/check-out-mollies-blog-about-kids-art.html' title='Check out Mollie&apos;s Blog about K.I.D.S. Art Ed on &quot;From Studio To Classroom&quot;'/><author><name>VERTIGIMOL</name><uri>http://www.blogger.com/profile/02249419034579255063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-830415004848527868</id><published>2010-12-07T21:51:00.001-05:00</published><updated>2011-02-08T09:30:57.769-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Neighborhood Collaborations'/><category scheme='http://www.blogger.com/atom/ns#' term='after school'/><title type='text'>K.I.D.S. Art Ed After School brings Dean Haspiel to The Red Hook Community Justice Center</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;This week students participating in K.I.D.S. Art Ed after school programs with Good Shepherds Services and Red Hook Community Justice Center (RHCJC) gathered for Career Day at RHCJC to hear graphic novelist Dean Haspiel talk about his career as a cartoonist. &amp;nbsp;The students have been exploring Dean's work on view at K.I.D.S. in "Cuba: My Revolution-The Making of the Graphic Novel and Related Drawings." Their explorations have included a visit to the exhibition and art making sessions with our teaching artists.&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_NHdJB0S5S_k/TP0w87vvuII/AAAAAAAAAVU/0IBAqT7w4yM/s1600/IMG_1578.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/_NHdJB0S5S_k/TP0w87vvuII/AAAAAAAAAVU/0IBAqT7w4yM/s320/IMG_1578.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Teaching artist Katherine Gressel and RHCJC students exploring "Cuba: My Revolution" at Kentler.&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/_NHdJB0S5S_k/TP0xX7XlOpI/AAAAAAAAAVY/gnL8Qnp9GwY/s1600/IMG_1582.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="220" src="http://2.bp.blogspot.com/_NHdJB0S5S_k/TP0xX7XlOpI/AAAAAAAAAVY/gnL8Qnp9GwY/s320/IMG_1582.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_NHdJB0S5S_k/TP0xdTXqYZI/AAAAAAAAAVc/0roiTMbG40U/s1600/IMG_1584.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/_NHdJB0S5S_k/TP0xdTXqYZI/AAAAAAAAAVc/0roiTMbG40U/s320/IMG_1584.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;During the gallery visit students explored the content of the artwork through discussion and hands-on art activities. &amp;nbsp;In their follow up art making sessions, students are&amp;nbsp;learning about symbols, figure drawing, layout, drafting, and composition to&amp;nbsp;created their own original comic-inspired artworks. &amp;nbsp;Our goals in these workshops are for young people to have a positive experience making art, to feel more confident expressing themselves, and to have a better sense of what goes into being an artist both personally but also professionally. &amp;nbsp;Since the workshops are mostly focused on art making, we decided to invite Dean Haspiel to talk to the students about the more professional side of being a cartoonist.&lt;br /&gt;&lt;br /&gt;Dean's talk took the students through his development from when he got his first drawing gig to the present. &lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/_NHdJB0S5S_k/TP7wbzpaOSI/AAAAAAAAAVw/8N9TqAMA4U4/s1600/IMG_0992.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/_NHdJB0S5S_k/TP7wbzpaOSI/AAAAAAAAAVw/8N9TqAMA4U4/s320/IMG_0992.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Dean's slideshow.&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/_NHdJB0S5S_k/TP7wmt8pmKI/AAAAAAAAAV0/Alr5SilXB3c/s1600/IMG_1686.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/_NHdJB0S5S_k/TP7wmt8pmKI/AAAAAAAAAV0/Alr5SilXB3c/s320/IMG_1686.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;One on one with the kids. &amp;nbsp;Great questions. &amp;nbsp;Great answers.&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Forthcoming about the good and the bad, Dean described his passion for drawing and stories and his desire to develop his own ideas along with his need to make money and take on jobs that weren't always feeding his soul. &amp;nbsp;When a student asked about how one could "get started," Dean's advice was this (I paraphrase): Find other people who like to do what you do. Hang out with them, talk, share ideas and challenge each other. &amp;nbsp;If you like someone else's work, talk about THEIR work (not just your own) to others. &amp;nbsp;In other words, help each other out, support each other! Don't get upset if a buddy gets a gig you were hoping for. &amp;nbsp;Remember that they got hired because their work looks the way the employer wants. &amp;nbsp;When you get hired, it will be because of YOUR "look" and your look alone. &amp;nbsp;Dean reminded the students, "Don't be shy to be who you are." &amp;nbsp;Thank you, Dean!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-830415004848527868?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/830415004848527868/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2010/12/kids-art-ed-after-school-brings-dean.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/830415004848527868'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/830415004848527868'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2010/12/kids-art-ed-after-school-brings-dean.html' title='K.I.D.S. Art Ed After School brings Dean Haspiel to The Red Hook Community Justice Center'/><author><name>VERTIGIMOL</name><uri>http://www.blogger.com/profile/02249419034579255063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_NHdJB0S5S_k/TP0w87vvuII/AAAAAAAAAVU/0IBAqT7w4yM/s72-c/IMG_1578.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-7114316150913444089</id><published>2010-11-28T18:35:00.010-05:00</published><updated>2010-12-03T13:26:06.566-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Drawing Together'/><category scheme='http://www.blogger.com/atom/ns#' term='Families'/><title type='text'>Drawing Together Family Workshop  (11/13)</title><content type='html'>Inspired by the characters in the Kentler's CUBA: MY REVOLUTION exhibition, families worked together to create their own character drawings. &lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5215016991/" title="IMG_0013 by meghankeanestudio, on Flickr"&gt;&lt;img alt="IMG_0013" height="640" src="http://farm5.static.flickr.com/4083/5215016991_628b8e00df.jpg" width="480" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Using cut and torn pieces of thin cardboard, kids and parents designed the portrait of their imaginary character.  After designing, they glued the cardboard down to their large piece of posterboard.  This not only made a unique drawing, but created the perfect low-relief surface for a rubbing! This technique of "drawing with cardboard," or other papers or fibers, is called "&lt;a href="http://en.wikipedia.org/wiki/Collagraph" target="_0"&gt;collagraph&lt;/a&gt;" meaning glued, or collaged, print [colle = glue in French].&lt;br /&gt;&lt;br /&gt;Next, families used paper with winter designs on it to create a rubbing with dark cray-pas.  We were all excited to work at such a large scale and to see the differences between the two characters!  Everyone got to leave with not just one giant drawing, but two!  And students can make more rubbings of their drawings for their friends after -- or are well-poised to explore other collagraph ideas!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;This DT Workshop was led by Kentler K.I.D.S. teaching artist, &lt;a href="http://meghankeanestudio.com/" target="_0"&gt;Meghan Keane&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5215608424/" title="IMG_0012 by meghankeanestudio, on Flickr"&gt;&lt;img alt="IMG_0012" height="480" src="http://farm5.static.flickr.com/4103/5215608424_4805cfee7c.jpg" width="640" /&gt;&lt;/a&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5215015969/" title="IMG_0008 by meghankeanestudio, on Flickr"&gt;&lt;img alt="IMG_0008" height="640" src="http://farm6.static.flickr.com/5169/5215015969_1203ee59a7.jpg" width="480" /&gt;&lt;/a&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5215610174/" title="IMG_0020 by meghankeanestudio, on Flickr"&gt;&lt;img alt="IMG_0020" height="640" src="http://farm6.static.flickr.com/5243/5215610174_efd8d0c243.jpg" width="480" /&gt;&lt;/a&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/5215017433/" title="IMG_0015 by meghankeanestudio, on Flickr"&gt;&lt;img alt="IMG_0015" height="480" src="http://farm6.static.flickr.com/5284/5215017433_9800aba804.jpg" width="640" /&gt;&lt;/a&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/sets/72157625487223548/with/5215608424/" target="_0"&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/meghankeanestudio/sets/72157625487223548/with/5215608424/" target="_0"&gt;&lt;br /&gt;&lt;br /&gt;View all photos from this Drawing Together workshop here&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;We look forward to seeing you at the December 18 DRAWING TOGETHER workshop, led by teaching artist &lt;a href="http://ruthwetzel.com/" target="_0"&gt;Ruth Wetzel&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Email K.I.D.S. Director, Mollie McQuarrie, to reserve a place for you and your child: omcquarrieo@gmail.com&lt;br /&gt;Spaces are limited so reservations are suggested.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-7114316150913444089?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/7114316150913444089/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2010/11/drawing-together-family-workshop-1113.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/7114316150913444089'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/7114316150913444089'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2010/11/drawing-together-family-workshop-1113.html' title='Drawing Together Family Workshop  (11/13)'/><author><name>Meghan Keane</name><uri>http://www.blogger.com/profile/15635283188059173572</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://farm5.static.flickr.com/4083/5215016991_628b8e00df_t.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-787100732979013026</id><published>2010-11-07T19:30:00.000-05:00</published><updated>2010-11-07T19:30:40.566-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Announcements'/><category scheme='http://www.blogger.com/atom/ns#' term='School Programs'/><title type='text'>Art Ed at "From Studio to Classroom"</title><content type='html'>Mollie McQuarrie will be Guest Blogger at &lt;a href="http://www.fromstudiotoclassroom.com/"&gt;"From Studio to Classroom"&lt;/a&gt; this month!&amp;nbsp; Check it out.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-787100732979013026?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.fromstudiotoclassroom.com/' title='Art Ed at &quot;From Studio to Classroom&quot;'/><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/787100732979013026/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2010/11/art-ed-at-from-studio-to-classroom.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/787100732979013026'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/787100732979013026'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2010/11/art-ed-at-from-studio-to-classroom.html' title='Art Ed at &quot;From Studio to Classroom&quot;'/><author><name>VERTIGIMOL</name><uri>http://www.blogger.com/profile/02249419034579255063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-9059361405206116207</id><published>2010-10-08T11:04:00.001-04:00</published><updated>2010-10-08T11:05:43.708-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Exhibitions'/><category scheme='http://www.blogger.com/atom/ns#' term='School Programs'/><title type='text'>"Cuba: My Revolution" inspiring student explorations of characters</title><content type='html'>Here is a link to some photos from our first Art Ed classes that came to see&lt;br /&gt;the show Tuesday.&amp;nbsp; In the morning we had a first grade class and in the&lt;br /&gt;afternoon a 5th grade class.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.kentlergallery.org/pages/_KIDS%20_ArtEd/KIDS_Cuba.html"&gt;http://www.kentlergallery.org/pages/_KIDS%20_ArtEd/KIDS_Cuba.html&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-9059361405206116207?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/9059361405206116207/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2010/10/cuba-my-revolution-inspiring-student.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/9059361405206116207'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/9059361405206116207'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2010/10/cuba-my-revolution-inspiring-student.html' title='&quot;Cuba: My Revolution&quot; inspiring student explorations of characters'/><author><name>VERTIGIMOL</name><uri>http://www.blogger.com/profile/02249419034579255063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-2574031676813673575</id><published>2010-10-08T10:09:00.010-04:00</published><updated>2010-11-07T19:32:58.177-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Neighborhood Collaborations'/><category scheme='http://www.blogger.com/atom/ns#' term='after school'/><title type='text'>Kentler/RHI After School Artmaking Adventures Continue</title><content type='html'>As mentioned in my first blog post, students participating in the current K.I.D.S. + &lt;a href="http://www.rhicenter.org/"&gt;RHI &lt;/a&gt;after school program are exploring color and texture to create a mood. Inspired by the Kentler exhibition of work by installation artist &lt;a href="http://www.ilenesunshine.com/"&gt;Ilene Sunshine&lt;/a&gt;&lt;br /&gt;the students are exploring the idea of creating art&amp;nbsp; that is both &lt;b&gt;TEMPORARY&lt;/b&gt; and &lt;b&gt;SITE SPECIFIC&lt;/b&gt;. Our final after school project will involve creating an installation. Students will work in the BCS classroom using all the drawings made over the course of the seven week session.  They will wrap two tables, &lt;a href="http://www.christojeanneclaude.net/"&gt;Christo-and-Jean-Claude&lt;/a&gt;-style, with their drawings that explore mood.  One table will be positive moods (happy, excited, vibrant) and the other will explore negative moods (sad, disappointed, somber). &lt;br /&gt;We will see if our audience can tell that we are using color differently in each table! &lt;br /&gt;&lt;br /&gt;Check out a great video about the installation works by Ilene Sunshine and Mary Ting here that are &lt;a href="http://briccommunitymedia.wordpress.com/2010/02/04/kentler-international-drawing-space-nb-red-hook/" target="_0"&gt;inspiring our after school project&lt;/a&gt;!&lt;br /&gt;&lt;br /&gt;Check out Wikipedia's definition of installation art &lt;a href="http://en.wikipedia.org/wiki/Installation_art" target="_0"&gt;here&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Until next time,&lt;br /&gt;&lt;br /&gt;Meghan&lt;br /&gt;Teaching Artist, K.I.D.S. After School&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-2574031676813673575?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/2574031676813673575/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2010/10/kentlerrhi-after-school-artmaking.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/2574031676813673575'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/2574031676813673575'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2010/10/kentlerrhi-after-school-artmaking.html' title='Kentler/RHI After School Artmaking Adventures Continue'/><author><name>Meghan Keane</name><uri>http://www.blogger.com/profile/15635283188059173572</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-7012440293239067879</id><published>2010-09-28T13:55:00.001-04:00</published><updated>2010-10-08T10:04:24.883-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Drawing Together'/><category scheme='http://www.blogger.com/atom/ns#' term='Families'/><title type='text'>Drawing Together: Site Specific Installations</title><content type='html'>&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;style&gt;@font-face {  font-family: "Times New Roman";}@font-face {  font-family: "Nadeem";}p.MsoNormal, li.MsoNormal, div.MsoNormal { margin: 0in 0in 0.0001pt; font-size: 14pt; font-family: Helvetica; }table.MsoNormalTable { font-size: 10pt; font-family: "Times New Roman"; }span.ecxapple-style-span {  }div.Section1 { page: Section1; }&lt;/style&gt;    &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;Last spring, K.I.D.S. Art Education teaching artist Ruth Wetzel led &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;local children&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;and&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;family&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;members&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;in&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;an art&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;making&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;exploration at&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;the&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;Kentler&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;International&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;Drawing&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;Space&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;. &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;In&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;response&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;to&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;the&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;installations&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;of&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;Mary&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;Ting&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;and&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;a href="http://www.blogger.com/goog_1533689762"&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;Ilene&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;&lt;a href="http://www.ilenesunshine.com/"&gt;Sunshine&lt;/a&gt;,&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;participants&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;created&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;their&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;own&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;installations&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;. &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;After&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;examining&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;the&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;work&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;in&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;the&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;gallery&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;through&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;inquiry&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;and&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;observational&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;drawing,&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;partners&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;worked&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;with&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;post&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;-&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;its,&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;twigs,&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;ribbons,&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;tape,&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;toilet&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;paper&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;rolls,&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;pencils,&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;Styrofoam&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;meat&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;trays,&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;oval&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;-&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;cut&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;mats,&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;and&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;phone&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;cords&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; to &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;change&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;the&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;materials&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;and then arrange them in&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;an&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;assigned&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;section&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;of&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;the&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;room&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;. &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;These&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;site&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;specific&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;installations&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;were&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt; terrific displays of collaboration and imagination and were poetic reflections on materials, the space and the artwork by Ilene Sunshine and Mary Ting that was already occupying the space.&amp;nbsp; Everyone had a great time!&lt;/span&gt;&lt;/span&gt;&lt;span class="ecxapple-style-span"&gt;&lt;span style="color: black; font-size: 13.5pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/_NHdJB0S5S_k/TKIolj1dERI/AAAAAAAAAS4/P0zdSDEbeuo/s1600/dt9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/_NHdJB0S5S_k/TKIolj1dERI/AAAAAAAAAS4/P0zdSDEbeuo/s400/dt9.jpg" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/_NHdJB0S5S_k/TKIoqBUzM5I/AAAAAAAAAS8/PuzeWiD1lRM/s1600/100_4514.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/_NHdJB0S5S_k/TKIoqBUzM5I/AAAAAAAAAS8/PuzeWiD1lRM/s400/100_4514.JPG" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/_NHdJB0S5S_k/TKIoxA8TiGI/AAAAAAAAATA/iLte_uWaxdo/s1600/jasmine++siomone.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/_NHdJB0S5S_k/TKIoxA8TiGI/AAAAAAAAATA/iLte_uWaxdo/s400/jasmine++siomone.jpg" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/_NHdJB0S5S_k/TKIo426ULPI/AAAAAAAAATE/ylUTJMTtGfk/s1600/100_4520.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/_NHdJB0S5S_k/TKIo426ULPI/AAAAAAAAATE/ylUTJMTtGfk/s400/100_4520.JPG" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-7012440293239067879?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/7012440293239067879/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2010/09/drawing-together-site-specific.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/7012440293239067879'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/7012440293239067879'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2010/09/drawing-together-site-specific.html' title='Drawing Together: Site Specific Installations'/><author><name>VERTIGIMOL</name><uri>http://www.blogger.com/profile/02249419034579255063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_NHdJB0S5S_k/TKIolj1dERI/AAAAAAAAAS4/P0zdSDEbeuo/s72-c/dt9.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-8763766445401731009</id><published>2010-09-09T12:05:00.004-04:00</published><updated>2011-02-08T09:32:30.121-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Drawing Together'/><category scheme='http://www.blogger.com/atom/ns#' term='Families'/><title type='text'>Pictures Come To Life! This Saturday at 3 PM!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;a href="http://www.blogger.com/post-edit.g?blogID=1130392331161013124&amp;amp;postID=8763766445401731009"&gt; &lt;/a&gt;Artist/storyteller &lt;a href="http://www.picturescometolife.com/"&gt;Jeff Hopkins&lt;/a&gt; will be transforming our blank white walls into a story-mural that you and your family will participate in.&amp;nbsp; Its going to be fun- don't miss it!!&lt;br /&gt;&lt;br /&gt;If you DO miss it, please join us next weekend for a follow up DRAWING TOGETHER workshop with Jeff.&lt;br /&gt;&lt;br /&gt;Please NOTE: the performance on Saturday, September 11th does not require a reservation but the follow up workshop NEXT weekend does.&amp;nbsp; See below for details.&lt;br /&gt;&lt;br /&gt;For more information on Jeff Hopkins: &lt;a href="http://www.picturescometolife.com/"&gt;http://www.picturescometolife.com/&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_NHdJB0S5S_k/TIkCEZNvIOI/AAAAAAAAAQk/W3exZkB7uZQ/s1600/hopkins_back.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/_NHdJB0S5S_k/TIkCEZNvIOI/AAAAAAAAAQk/W3exZkB7uZQ/s640/hopkins_back.jpg" width="564" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-8763766445401731009?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.picturescometolife.com/' title='Pictures Come To Life! This Saturday at 3 PM!'/><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/8763766445401731009/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2010/09/pictures-come-to-life.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/8763766445401731009'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/8763766445401731009'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2010/09/pictures-come-to-life.html' title='Pictures Come To Life! This Saturday at 3 PM!'/><author><name>VERTIGIMOL</name><uri>http://www.blogger.com/profile/02249419034579255063</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_NHdJB0S5S_k/TIkCEZNvIOI/AAAAAAAAAQk/W3exZkB7uZQ/s72-c/hopkins_back.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-8289771271069808025</id><published>2010-07-10T18:36:00.018-04:00</published><updated>2010-12-03T13:33:32.464-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Drawing Together'/><category scheme='http://www.blogger.com/atom/ns#' term='Neighborhood Collaborations'/><category scheme='http://www.blogger.com/atom/ns#' term='Families'/><title type='text'>Drawing Together Family Workshop at RHI</title><content type='html'>&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;Blog post written by K.I.D.S. Teaching Artist &lt;/span&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;a href="http://meghankeanestudio.com/"&gt;Meghan Keane&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="font-size: x-large;"&gt;&lt;span class="Apple-style-span" style="color: #3333ff;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="font-size: x-large;"&gt;&lt;span class="Apple-style-span" style="color: #666666;"&gt;Today was our first &lt;b&gt;Drawing Together Family Workshop &lt;span class="Apple-style-span" style="font-weight: normal;"&gt;hosted in the &lt;a href="http://redhookinitiative.org/"&gt;Red Hook Initiative&lt;/a&gt; space!&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 21px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;Today's workshop focused on creating colorful line drawings that related to a favorite summer activity or summer word.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 21px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;To warm up, kids and their parent or accompanying adult brainstormed words that reminded them of summer.  Then, we made a group list and everyone shared two of their favorite words/activities from their list.&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 21px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;img alt="" border="0" height="478" id="BLOGGER_PHOTO_ID_5492424534062358594" src="http://4.bp.blogspot.com/__xk3KjMIByE/TDkDA3xtYEI/AAAAAAAAA70/aJjjWnjTQJg/s640/Picture+24.png" style="height: 299px; width: 400px;" width="640" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;Our fantastic group list of summer activities and summer words  (that could have gone on for another 5 pages!)&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;Next, students were asked to think of colors related to their wor&lt;/span&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;d/activity (i.e. sun = yellows, reds, oranges). Ready to start their drawings, students, with help from their adult, created drawings using just the colors that they thought related to their word.  They worked hard to only use line and to create patterns or designs, but sometimes it was challenging!&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;&lt;b&gt;Can&lt;i&gt; you&lt;/i&gt; guess what summer word / activity each artist was thinking of by looking at the colors in the drawings below?  Give it a shot!&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; font-weight: normal; line-height: normal;"&gt;&lt;img alt="" border="0" height="640" id="BLOGGER_PHOTO_ID_5493182142987538466" src="http://2.bp.blogspot.com/__xk3KjMIByE/TDu0Dg9KkCI/AAAAAAAAA9E/ZLNsolpJGfI/s640/Picture+31.png" style="height: 400px; width: 298px;" width="476" /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;Ricky (RHI) and niece with &lt;/span&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;"House"&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt; drawings  &lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; font-weight: normal; line-height: normal;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;"Pool I"&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; font-weight: normal; line-height: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5493181893213636050" src="http://4.bp.blogspot.com/__xk3KjMIByE/TDuz0-ebRdI/AAAAAAAAA80/VFvUCCtuHBo/s400/Picture+27.png" style="cursor: pointer; height: 281px; width: 400px;" /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;"Beach"&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; font-weight: normal; line-height: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5493181462783535090" src="http://2.bp.blogspot.com/__xk3KjMIByE/TDuzb6_5J_I/AAAAAAAAA8c/UowMwgnFo1o/s400/Picture+26.png" style="cursor: pointer; height: 299px; width: 400px;" /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;"Pool II"&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; font-size: 16px; line-height: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5492420738466483826" src="http://2.bp.blogspot.com/__xk3KjMIByE/TDj_j8FIjnI/AAAAAAAAA7U/9TzE-veaycY/s400/Picture+17.png" style="cursor: pointer; height: 400px; width: 318px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; font-size: 16px; line-height: normal;"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;b&gt;"Grow flowers and plants"&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5492417337127921890" src="http://2.bp.blogspot.com/__xk3KjMIByE/TDj8d9G06OI/AAAAAAAAA7E/1Rdeu4nG80E/s400/Picture+15.png" style="cursor: pointer; height: 300px; width: 400px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 21px;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;Young artists, their drawings, and their moms :&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 21px;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt; Estelle with Jasmine and Simone, Tiffany with Natalie&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span" style="font-family: Georgia, serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5492420727962587330" src="http://3.bp.blogspot.com/__xk3KjMIByE/TDj_jU8z0MI/AAAAAAAAA7M/uoIX3g2vCDM/s400/Picture+16.png" style="cursor: pointer; height: 400px; width: 293px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: Georgia, serif; line-height: normal;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;Longtime DT fans: Sarah with daughters Chloe (l) and Josie (r). Their artwork shows &lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Georgia, serif;"&gt;is about their visit to Connecticut and a pool with a rainbow.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;Looking forward to more DT this fall!  &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;span class="Apple-style-span" style="font-size: x-large;"&gt;Want to join us at our next free workshop for families?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;Email KIDS Director Mollie McQuarrie to be added to our FREE Drawing Together Family Workshops e-newsletter!  &lt;span class="Apple-style-span" style="font-family: Times, serif; font-size: medium; line-height: normal;"&gt; mollie (at) kentlergallery (dot) org &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;Thanks and Happy Summer!&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 21px;"&gt;MK&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1130392331161013124-8289771271069808025?l=kidsarteducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsarteducation.blogspot.com/feeds/8289771271069808025/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kidsarteducation.blogspot.com/2010/07/drawing-together-family-workshop-at-rhi.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/8289771271069808025'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1130392331161013124/posts/default/8289771271069808025'/><link rel='alternate' type='text/html' href='http://kidsarteducation.blogspot.com/2010/07/drawing-together-family-workshop-at-rhi.html' title='Drawing Together Family Workshop at RHI'/><author><name>Meghan Keane</name><uri>http://www.blogger.com/profile/15635283188059173572</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/__xk3KjMIByE/TDkDA3xtYEI/AAAAAAAAA70/aJjjWnjTQJg/s72-c/Picture+24.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1130392331161013124.post-4007692221824557381</id><published>2010-07-07T13:18:00.021-04:00</published><updated>2010-10-08T10:22:26.530-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Neighborhood Collaborations'/><category scheme='http://www.blogger.com/atom/ns#' term='after school'/><title type='text'>Reflections: Our first after-school program with RHI</title><content type='html'>&lt;span class="Apple-style-span" style="font-size: small;"&gt;&lt;br /&gt;&lt;br /&gt;Blog post written by K.I.D.S. Teaching Artist &lt;/span&gt;&lt;a href="http://meghankeanestudio.com/welcomehome.htm"&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;Meghan Keane&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;"This past spring 2010 I taught the first collaborative &lt;/span&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;Red Hook Initiative + K.I.D.S. After School Program&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;.  &lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;I spent six after &lt;span class="Apple-style-span" style="font-size: small;"&gt;school sessions with eight young, creative, energetic guys.  The program I designed was a response to the current exhibition at the Kentler -- two temporary &lt;/span&gt;&lt;a href="http://en.wikipedia.org/wiki/Installation_art"&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;art installations&lt;/span&gt;&lt;/a&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt; created by artis&lt;span class="Apple-style-span" style="font-size: small;"&gt;ts &lt;/span&gt;&lt;a href="http://www.ilenesunshine.com/"&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;Ilene Sunshine&lt;/span&gt;&lt;/a&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt; and &lt;/span&gt;&lt;a href="http://www.deanproject.com/mary_ting.html"&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;Mary Ting&lt;/span&gt;&lt;/a&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;.  Both artists created their installations during the month of January, using the gallery as if it were their own studio space.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;For the after school program, our main theme was exploring color and its expressive potential.  However, we were inspired by the exhibition's impermanent, large-scale, architecturally-responsive qualities.  Ultimately, the students spent each week talking about, thinking about, and making art that explored positive (colorful) expression and negative or weighty (colorless) expression.  We saved the art work at the end of each session in preparation for using ALL the work (drawings, mixed media) in one final installation -- wrapping two classroom desks as an on-site installation!  For this final project we not only spent time looking at the works by Sunshine and Ting in the gallery, but also at works by Christo &amp;amp; Jean Claude, best known for wrapping historical buildings and designing The Gates in Central Park.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;Our six weeks together were incremental, dynamic and, as you'll see, built up to our final collaborative project...&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;WEEK ONE:&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt; &lt;/span&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;Creating texture, Exploring color&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;Students explored texture and color through &lt;/span&gt;&lt;a href="http://en.wikipedia.org/wiki/Rubbing"&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;rubbings&lt;/span&gt;&lt;/a&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt; of hardware supplies: filters, washers, etc.   Students noticed that the rubbings that were made only with pencil (graphite) were not as lively or as positive feeling as the rubbings they made with vibrant colored pencils.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5491256095904606546" src="http://1.bp.blogspot.com/__xk3KjMIByE/TDTcU0cXqVI/AAAAAAAAA38/_7yGEmgpufY/s320/Photo+21.jpg" style="cursor: pointer; height: 240px; width: 320px;" /&gt; &lt;/span&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&amp;lt;----- sample student rubbing&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;WEEK TWO:&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt; &lt;/span&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;Responding to Haiti devastation&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;Students were asked to imagine a city before and after an earthquake.  They were also asked to use color to help their audience pick out the city in its prime vs. the city after a disaster.  We had a good conversation about what sort of colors could not only illustrate (cement gray, rubble brown) but express devastation and desperation (dark, muted colors).  Many students noted they were tired of talking about the subject but were intrigued by the challenge of visually representing these hypothetical cities.  One student taped piles of rubber bands to paper and flipped it upside down to indicate tremors -- a shakable, quaking conceptual drawing!&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;WEEK THREE: Drawing to Music&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;S&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;tudents made a series of drawings to music -- fast music and slow music.  They chose colored pencils or colorless graphite depending on the speed and emotion of the music.  At the end of the day we divided the drawings into two piles, thinking of our future installation that would likely be in two parts.  The piles were:  drawings that expressed positive emotions (usually colorful with fast lines) vs. negative or more brooding emotions (less colorful with slower lines).&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;WEEK FOUR:  Field Trip!! &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;During our class visit to the &lt;/span&gt;&lt;a href="http://kentlergallery.org/"&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;Kentler International Drawing Space&lt;/span&gt;&lt;/a&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;, almost thwarted by snow and skunky weather, the students glowed and showed off their amazing perceptive skills. They pointed out that this was not your normal picture exhibition: this new art hung from the walls, the ceiling, wrapped around corners, took up floor space, and required your total attention so as not to step on it!&lt;/span&gt;&l
