# Une histoire de la puissance – Entretien avec Lucas Chancel
**Date de l'événement :** 17/11/2025
* Publié le 17/11/2025

### Date
17/11/2025

## Chapô
**![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzgAAAIyCAYAAAAHYG9QAAAKtGlDQ1BJQ0MgUHJvZmlsZQAASImVlwdUk9kSgO//pzdICCCd0JsgnQBSQmgBBKSDjZAECCWEQACxYGFxBdeCigioC7ooouBaAFkLIoptEVCwu0EWBXVdLNhAfT9wCLv7znvvvMmZzHcmc2fm3nPvORMAKAyuWJwGUwFIF2VLwvy8GDGxcQzcCCABGiAAI4Dj8rLErNDQIIDIjP27vO8H0KS9ZTmZ699//69C4wuyeABAoQgn8LN46QifRHSCJ5ZkA4A6hvgNcrPFk3wbYWUJ0iDCw5OcNM0Tk5wwxWjqVExEGBthQwDwZC5XkgQA2RrxM3J4SUge8mQtaxFfKEJ4DcLu6ekZfITbEDZFYsQIT+ZnJvwlT9LfcibIc3K5SXKe3suU4L2FWeI07vL/8zj+t6SnSWdqmCBKTpb4hyFWDTmz31MzAuUsSggOmWEhfyp+ipOl/pEzzMtix81wVlo4Z4b5XO9AeZ604KAZThT6ymOE2ZyIGRZk+YTPsCQjTF43UcJmzTBXMtuDNDVS7k8WcOT585Mjomc4RxgVLO8tNTxwNoYt90ukYfK9CER+XrN1feXnkJ71l70LOfK12ckR/vJz4M72LxCxZnNmxch74wu8fWZjIuXx4mwveS1xWqg8XpDmJ/dn5YTL12Yjl3N2baj8DFO4AaEzDLyBDwhCPgzABrbAHlFb4A98sgV52ZObYWeIl0uEScnZDBby4gQMjohnNZdha23rAMDk+52+Hm/vTr1LSBU/68twAsDhBAIFsz4ecn9bNiLP5tKszxCJo3UAcHaYJ5XkTPvQk18YQASKQBmoAx1gAEyBJdKZI3AFnkjHASAERIBYsBTwQDJIBxKQC1aCtaAIlICtYCeoAPvAfnAIHAXHQTM4Ay6Ay+A66AZ94AGQgSHwAoyC92AcgiAcRIHokDqkCxlBFpAtxITcIR8oCAqDYqF4KAkSQVJoJbQeKoFKoQqoGqqDfoZOQxegq1APdA8agEagN9BnGAWTYWVYGzaG58FMmAUHwhHwEjgJzoTz4UJ4M1wO18BH4Cb4Anwd7oNl8At4DAVQJJQqSg9liWKi2KgQVBwqESVBrUYVo8pQNagGVCuqE3ULJUO9RH1CY9F0NANtiXZF+6Mj0Tx0Jno1ehO6An0I3YTuQN9CD6BH0V8xFIwWxgLjguFgYjBJmFxMEaYMU4s5hbmE6cMMYd5jsVhVrAnWCeuPjcWmYFdgN2H3YBuxbdge7CB2DIfDqeMscG64EBwXl40rwu3GHcGdx/XihnAf8SS8Lt4W74uPw4vw6/Bl+MP4c/he/DP8OIFKMCK4EEIIfMJywhbCAUIr4SZhiDBOpBFNiG7ECGIKcS2xnNhAvER8SHxLIpH0Sc6khSQhaQ2pnHSMdIU0QPpEViKbk9nkxWQpeTP5ILmNfI/8lkKhGFM8KXGUbMpmSh3lIuUx5aMCXcFKgaPAVyhQqFRoUuhVeKVIUDRSZCkuVcxXLFM8oXhT8SWVQDWmsqlc6mpqJfU09Q51jEan2dBCaOm0TbTDtKu0YSWckrGSjxJfqVBpv9JFpUE6im5AZ9N59PX0A/RL9CFlrLKJMkc5RblE+ahyl/KoipKKvUqUSp5KpcpZFZkqStVYlaOaprpF9bhqv+rnOdpzWHMEczbOaZjTO+eDmqaap5pArVitUa1P7bM6Q91HPVV9m3qz+iMNtIa5xkKNXI29Gpc0Xmoqa7pq8jSLNY9r3teCtcy1wrRWaO3XuqE1pq2j7act1t6tfVH7pY6qjqdOis4OnXM6I7p0XXddoe4O3fO6zxkqDBYjjVHO6GCM6mnp+etJ9ar1uvTG9U30I/XX6TfqPzIgGjANEg12GLQbjBrqGi4wXGlYb3jfiGDENEo22mXUafTB2MQ42niDcbPxsImaCcck36Te5KEpxdTDNNO0xvS2GdaMaZZqtses2xw2dzBPNq80v2kBWzhaCC32WPTMxcx1niuaWzP3jiXZkmWZY1lvOWClahVktc6q2erVPMN5cfO2zeuc99XawTrN+oD1AxslmwCbdTatNm9szW15tpW2t+0odr52BXYtdq/tLewF9nvt7zrQHRY4bHBod/ji6OQocWxwHHEydIp3qnK6w1RmhjI3Ma84Y5y9nAuczzh/cnF0yXY57vKnq6Vrquth1+H5JvMF8w/MH3TTd+O6VbvJ3Bnu8e4/uss89Dy4HjUeTzwNPPmetZ7PWGasFNYR1isvay+J1ymvD2wX9ip2mzfK28+72LvLR8kn0qfC57Gvvm+Sb73vqJ+D3wq/Nn+Mf6D/Nv87HG0Oj1PHGQ1wClgV0BFIDgwPrAh8EmQeJAlqXQAvCFiwfcHDYKNgUXBzCAjhhGwPeRRqEpoZ+stC7MLQhZULn4bZhK0M6wynhy8LPxz+PsIrYkvEg0jTSGlke5Ri1OKouqgP0d7RpdGymHkxq2Kux2rECmNb4nBxUXG1cWOLfBbtXDS02GFx0eL+JSZL8pZcXaqxNG3p2WWKy7jLTsRj4qPjD8dPcEO4NdyxBE5CVcIoj83bxXvB9+Tv4I8I3ASlgmeJbomlicNJbknbk0aSPZLLkl8K2cIK4esU/5R9KR9SQ1IPpn5Li05rTMenx6efFimJUkUdGToZeRk9YgtxkViW6ZK5M3NUEiipzYKylmS1ZCsjg9INqan0O+lAjntOZc7H3KjcE3m0PFHejeXmyzcuf5bvm//TCvQK3or2lXor164cWMVaVb0aWp2wur3AoKCwYGiN35pDa4lrU9f+us56Xem6d+uj17cWaheuKRz8zu+7+iKFIknRnQ2uG/Z9j/5e+H3XRruNuzd+LeYXXyuxLikrmdjE23TtB5sfyn/4tjlxc9cWxy17t2K3irb2b/PYdqiUVppfOrh9wfamHYwdxTve7Vy282qZfdm+XcRd0l2y8qDylt2Gu7funqhIruir9KpsrNKq2lj1YQ9/T+9ez70N+7T3lez7/KPwx7vVftVNNcY1Zfux+3P2Pz0QdaDzJ+ZPdbUatSW1Xw6KDsoOhR3qqHOqqzusdXhLPVwvrR85svhI91Hvoy0Nlg3VjaqNJcfAMemx5z/H/9x/PPB4+wnmiYaTRierTtFPFTdBTcubRpuTm2UtsS09pwNOt7e6tp76xeqXg2f0zlSeVTm75RzxXOG5b+fzz4+1idteXki6MNi+rP3BxZiLtzsWdnRdCrx05bLv5YudrM7zV9yunLnqcvX0Nea15uuO15tuONw49avDr6e6HLuabjrdbOl27m7tmd9zrtej98It71uXb3NuX+8L7uvpj+y/e2fxHdld/t3he2n3Xt/PuT/+YM1DzMPiR9RHZY+1Htf8ZvZbo8xRdnbAe+DGk/AnDwZ5gy9+z/p9YqjwKeVp2TPdZ3XDtsNnRnxHup8vej70Qvxi/GXRH7Q/ql6Zvjr5p+efN0ZjRodeS15/e7Pprfrbg+/s37WPhY49fp/+fvxD8Uf1j4c+MT91fo7+/Gw8dwI3Uf7F7Evr18CvD7+lf/sm5kq4U6MAClE4MRGANwcBoMQCQO8GgLhoer6eEmj6P8EUgf/E0zP4lDgCUO8JQDiiwWsAqEKsEeKmtgEQinCEJ4Dt7OQ6MwtPze2TQj0CgJc+y9Y56Lfa8WrwD5me6f/S9z8tmMxqD/5p/wW0JAvl2n1Y0QAAAFZlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA5KGAAcAAAASAAAARKACAAQAAAABAAADOKADAAQAAAABAAACMgAAAABBU0NJSQAAAFNjcmVlbnNob3QwEBHyAAAB1mlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNi4wLjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczpleGlmPSJodHRwOi8vbnMuYWRvYmUuY29tL2V4aWYvMS4wLyI+CiAgICAgICAgIDxleGlmOlBpeGVsWURpbWVuc2lvbj41NjI8L2V4aWY6UGl4ZWxZRGltZW5zaW9uPgogICAgICAgICA8ZXhpZjpQaXhlbFhEaW1lbnNpb24+ODI0PC9leGlmOlBpeGVsWERpbWVuc2lvbj4KICAgICAgICAgPGV4aWY6VXNlckNvbW1lbnQ+U2NyZWVuc2hvdDwvZXhpZjpVc2VyQ29tbWVudD4KICAgICAgPC9yZGY6RGVzY3JpcHRpb24+CiAgIDwvcmRmOlJERj4KPC94OnhtcG1ldGE+CrJhoDwAAEAASURBVHgB7L1pkF1nebb77Hn3LKk1WZYsyTbGxgPYBmOI8WeDQ0gghCEJJCcJqa8yn8pYqcpJQiWV/Enlx3cqw49U5ctIckggH0OY5wAGDNjxgG08W7I1z61WT3s+1/2uvVrdbQkQILdaupe9e6/1rne8Vtt6bj3P+6zCNa94bW/X8MbwYQImYAImYAImYAImYAImYAIrnUBxpS/A8zcBEzABEzABEzABEzABEzCBnIAFTk7C3yZgAiZgAiZgAiZgAiZgAiuegAXOin+EXoAJmIAJmIAJmIAJmIAJmEBOwAInJ+FvEzABEzABEzABEzABEzCBFU/AAmfFP0IvwARMwARMwARMwARMwARMICdggZOT8LcJmIAJmIAJmIAJmIAJmMCKJ2CBs+IfoRdgAiZgAiZgAiZgAiZgAiaQE7DAyUn42wRMwARMwARMwARMwARMYMUTsMBZ8Y/QCzABEzABEzABEzABEzABE8gJWODkJPxtAiZgAiZgAiZgAiZgAiaw4glY4Kz4R+gFmIAJmIAJmIAJmIAJmIAJ5AQscHIS/jYBEzABEzABEzABEzABE1jxBCxwVvwj9AJMwARMwARMwARMwARMwARyAhY4OQl/m4AJmIAJmIAJmIAJmIAJrHgCFjgr/hF6ASZgAiZgAiZgAiZgAiZgAjkBC5ychL9NwARMwARMwARMwARMwARWPAELnBX/CL0AEzABEzABEzABEzABEzCBnIAFTk7C3yZgAiZgAiZgAiZgAiZgAiuegAXOin+EXoAJmIAJmIAJmIAJmIAJmEBOwAInJ+FvEzABEzABEzABEzABEzCBFU/AAmfFP0IvwARMwARMwARMwARMwARMICdggZOT8LcJmIAJmIAJmIAJmIAJmMCKJ2CBs+IfoRdgAiZgAiZgAiZgAiZgAiaQE7DAyUn42wRMwARMwARMwARMwARMYMUTsMBZ8Y/QCzABEzABEzABEzABEzABE8gJWODkJPxtAiZgAiZgAiZgAiZgAiaw4glY4Kz4R+gFmIAJmIAJmIAJmIAJmIAJ5AQscHIS/jYBEzABEzABEzABEzABE1jxBIocK34RXoAJmIAJmIAJmIAJmIAJmIAJiEBx165dJmECJmACJmACJmACJmACJmAC5wWB4qZNm86LhXgRJmACJmACJmACJmACJmACJlDcv3+/KZiACZiACZiACZiACZiACZjAeUGgODY2dl4sxIswARMwARMwARMwARMwARMwgeKhw4ehUDAJEzABEzABEzABEzABEzABE1jxBIqXbNnCInorfiFegAmYgAmYgAmYgAmYgAmYgAkUCwV7b/xrYAImYAImYAImYAImYAImcH4Q8Etwzo/n6FWYgAmYgAmYgAmYgAmYgAlAwALHvwYmYAImYAImYAImYAImYALnDQELnPPmUXohJmACJmACJmACJmACJmACFjj+HTABEzABEzABEzABEzABEzhvCFjgnDeP0gsxARMwARMwARMwARMwAROwwPHvgAmYgAmYgAmYgAmYgAmYwHlDwALnvHmUXogJmIAJmIAJmIAJmIAJmIAFjn8HTMAETMAETMAETMAETMAEzhsCFjjnzaP0QkzABEzABEzABEzABEzABCxw/DtgAiZgAiZgAiZgAiZgAiZw3hCwwDlvHqUXYgImYAImYAImYAImYAImYIHj3wETMAETMAETMAETMAETMIHzhoAFznnzKL0QEzABEzABEzABEzABEzABCxz/DpiACZiACZiACZiACZiACZw3BCxwzptH6YWYgAmYgAmYgAmYgAmYgAlY4Ph3wARMwARMwARMwARMwARM4LwhUD5vVuKFmIAJLAuBiU/987KM60FNwARM4EwIrHrtO86kuuuagAmsYAL24Kzgh+epm4AJmIAJmIAJmIAJmIAJLCZggbOYh69MwARMwARMwARMwARMwARWMAELnBX88Dx1EzABEzABEzABEzABEzCBxQQscBbz8JUJmIAJmIAJmIAJmIAJmMAKJmCBs4IfnqduAiZgAiZgAiZgAiZgAiawmIAFzmIevjIBEzABEzABEzABEzABE1jBBCxwVvDD89RNwARMwARMwARMwARMwAQWE7DAWczDVyZgAiZgAiZgAiZgAiZgAiuYgAXOCn54nroJmIAJmIAJmIAJmIAJmMBiAhY4i3n4ygRMwARMwARMwARMwARMYAUTsMBZwQ/PUzcBEzABEzABEzABEzABE1hMoNjt9haX+MoETMAETMAETMAETMAETMAEViiBYrFYWKFT97RNwARMwARMwARMwARMwARMYDEBh6gt5uErEzABEzABEzABEzABEzCBFUzAAmcFPzxP3QRMwARMwARMwARMwARMYDEBC5zFPHxlAiZgAiZgAiZgAiZgAiawgglY4Kzgh+epm4AJmIAJmIAJmIAJmIAJLCZggbOYh69MwARMwARMwARMwARMwARWMAELnBX88Dx1EzABEzABEzABEzABEzCBxQQscBbz8JUJmIAJmIAJmIAJmIAJmMAKJmCBs4IfnqduAiZgAiZgAiZgAiZgAiawmIAFzmIevjIBEzABEzABEzABEzABE1jBBCxwVvDD89RNwARMwARMwARMwARMwAQWE7DAWczDVyZgAiZgAiZgAiZgAiZgAiuYgAXOCn54nroJmIAJmIAJmIAJmIAJmMBiAhY4i3n4ygRMwARMwARMwARMwARMYAUTsMBZwQ/PUzcBEzABEzABEzABEzABE1hMwAJnMQ9fmYAJmIAJmIAJmIAJmIAJrGACFjgr+OF56iZgAiZgAiZgAiZgAiZgAosJWOAs5uErEzABEzABEzABEzABEzCBFUzAAmcFPzxP3QRMwARMwARMwARMwARMYDEBC5zFPHxlAiZgAiZgAiZgAiZgAiawgglY4Kzgh+epm4AJmIAJmIAJmIAJmIAJLCZggbOYh69MwARMwARMwARMwARMwARWMAELnBX88Dx1EzABEzABEzABEzABEzCBxQQscBbz8JUJmIAJmIAJmIAJmIAJmMAKJmCBs4IfnqduAiZgAiZgAiZgAiZgAiawmIAFzmIevjIBEzABEzABEzABEzABE1jBBCxwVvDD89RNwARMwARMwARMwARMwAQWE7DAWczDVyZgAiZgAiZgAiZgAiZgAiuYgAXOCn54nroJmIAJmIAJmIAJmIAJmMBiAhY4i3n4ygRMwARMwARMwARMwARMYAUTsMBZwQ/PUzcBEzABEzABEzABEzABE1hMwAJnMQ9fmYAJmIAJmIAJmIAJmIAJrGACFjgr+OF56iZgAiZgAucHgV6vd34sxKswARMwgXOAgAXOOfAQPAUTMAETMIHvH4HlkgoLRcqZzqFQKHxnAM6046W9qn2/j++1q6Vd+9oETMAEzhUC5XNlIp6HCZiACSwHARmlpzIuc2P1VPc0z+/k/una5uvMx877yvstFr/13z11u90059P1n/ebj7PwOx/rVG3Vrz6lUumUTPL5qQ/NMY0TGObztrlMZi74yuaQ2dJdrgsqZ1knV7bUvC7QJkJ1OwX6pz4jRHG+7+xErTpU7PLNLNN9tcvq9aKnDlSpVIgOX7qnemrdo99U0CtENzXQOKqsJln/BXXc66a6PdaoWRQp69JWNdRFW7WTIKG9mne5o3/pU5epHhwXTF4D0CfzUAVNivNGrw3HUpRpoTasjI8IZVcqYSrZFU06TK5NB2XmX5oXRCfrqv7pDg3JqmDXiRJDQIAPbbtF/i1Gm/tF+ixrojDM+GTz+s5GON3ILjcBEzCB559AWX+Y+TABEzCBC4FAZnSfNNd03Wg0YmJiIlqt1rxoGBsbi4GBAezQXjL2xWapINA9fTqdThw9ejTa7fZ8+5GRkRgcHJxvo75VJxcQEgfj4+NRq9VSH2qrvnRUKpU0l2PHjoU+U1NT6Vrz0bxWr16dvvO+JEbytppjPqfp6emYnJxM89ccVU9t1b/GP9V6VE/lms+hQ4fi4MGD0Ww2U9vR0dHYuHFjWlder1jIjPFiWd+af18myODHCJegaMqs5o+ZUpIZ1JmZidbEsWjNnIhOu0kbBFWvEuWh0aivHo/uyFDMMIcSfzbVxGX6WERzKopt+pyrRG9oJNrjQ9Eql6OGIV5hDI3cOj4R3emJKLfKcKZgpBbdVaNRqNSj1Fc63TL9tbtRLlRh2ojG5JGoTc8mAdGo0N/IqigPDEeh246g7lxUmVsx6lw2ERedyRNRY26d0UEGKKEIWvwsRqnF+uHb4avdmovO0WNRmJyNYoU6MCqPj0XUB6JTKke5g2hgDj1UU6Pa5hpReWwmuicORbd5gnnxO1esR7k2GGXmUxwZjiLtukBsVnox123G4O4jMG1Hp9ZhdP09ZY2xmYc4wyT7R4+A5wGcDvMvrR6NHr9Dc6VmFI4diWpzkhuViGnWs3ZdNMdGWC3c+T0stDuMhbCjb1aQdNrJ/2qyJ01x4qZvHyZgAiZwrhEoL/1D7lyboOdjAiZgAmeLgP7/d+LEifjzP//zZMzL8K/X6/G2t70t7rjjjmTcq0zH0v9X6loiY+/evfEXf/EXcfjw4SQcJGze9KY3xete97qYm5tLguLpp5+Ov/7rv05iReJAQuNXf/VX4+qrr059aAyJComQffv2xV133RWf/exn45FHHkn9655E06WXXho33nhj/MiP/EhceeWVUa1WU3vNT33kQkei7eMf/3h84AMfSO1mZ2fTmO94xzviZS97WRJlqrt0TRI/Ejb/9V//FR/96Efj/vvvDwkl9b1169a47bbb4od+6Ifiuuuuy4RUV4IINggU9ZUZwRI22M70j+mO4d2lPXphFkGxY29M3P9wTDz8WLT3HYkuoqQkq7yGuNi4PlZde1UM3XBtjFy2LVp4NioIw31fvTcmvnpXjDciZufwdrz4RbHhdbfGwIZ12Xq7iIxyJQ7c90AcvfNLMdatxkSnEaUXXBLb7rgthjZdoqeHRwIrHw8J8oHJFGLuwSfjyGc/H+XDR6PGhE9wt/7yG2L9a26JGs9Qs5f/RkcPN00Vt8czjz8ezX0HY9vNNyJaVlMDUVwuRbdWwbsCf9RE99CBePp9H4nungMxzFhztYG4+C0/HMNXviDaPF95RioC0p6NweMnYvrhHTFxz0PRevLpiOOT/M41ojtYi9LYcFQuvSRW3XxDDL2Itjz/crEcY/tPxP5/+zAi6mh0EEgl+uoxf3mY6ggnfeaYaxsPVreAACpV48h0K7a+8Ydj9LqrY5Q5PP2hu6L22NMxM9SL6Ym5GL/91th4+ysTRz1PPVR5tuSPyp9qAtH/oSoSlT5MwARM4Fwl4BC1c/XJeF4mYALPCwEZ8O9973uTkNCAQ0ND8ZKXvCQJnFwwLBUCCycm78973vOe2L9/fyqWELniiiuSwMk95BIN73rXu5JYUKWLL7443vjGNyaBo2sJG4kICZt/+Id/SMJEHp+lxwMPPBAf/OAH4/3vf3/8yq/8ShJSa9euna+m+aofzUXjSeTkh8SQvEASOFrPUoGjsh07diQh9nd/93dJ+OVt9f3EE0/EZz7zmfjIRz4Sf/iHfzi/PoVdYa73j0wQSBckA5gfVe50p6div4TKJ74QzQcfjRpeqdWIqXKzFVUazxUaMbXjsThw79ei+JUrYvzNr4+xG18SBYzzo08/FQe+cGfUO6WYbCIOcMeMv+rFiAStG0EhNVUoxcwze2L6i1+KAbxHh2amozxxdWy58dqIDRdRD2FRkJdMnhO8FnhJJr56d5z45KejOjeFOiwhnlpx6NjhGLrysqhdcXmSNwpgw2mCR4cPoqgzczwe/Y8PRGfXnrjix+6I8sWrWGqVWZTxVHUCmReFw0di+mt3R+2Z3UnkTeAR2njLTVG64jKmS4gZfdbxKM09uTOOffqLcfCuu2P40NEYbXZTe62vUWjhWOnE5MP3xczd98TYba+K1T/0mqhs3hS9KQTOA/dFZd9uhBmeOZ55BaHdLnbwOCHgWH8DEVXge5ayQrUWzxyfiTU3Xh1DV1/O6LU4fN8jUb/7wegMzMXhI8djYP36KN5yIxgQfxJMfLosusy69Sz7T5ULHyZgAiawMghY4KyM5+RZmoAJnCUCMuwlanQoZExeDHlxdOieRIpEg8515MJA3/qUCZXK66utrvP+JFx0qHx4eDjkSVE/qqOxdKgPeXW+/OUvx2/+5m8mr4nu6yPPTX5oDvqoz3vvvTd+93d/N3mIfv3Xfz31kc9L9Z966qn42te+lsaSsNE9hZpJQH3zm9+MF73oRSnsTf3l61M42l/+5V8mgaM+JIbUZmG/mvtXv/rVeOc735nC5F71qldFo4VpT5hVvlZZwwqREi7VL07NxP7PfSmefu/7Yt3ug3EVYqRcRZD0GtHDy1CQ5wOVM4wAqbXa8cz9D8VDeDIuxytzyY0vjSFCzNbhUVndwtrWvhopIjwU8sTIQ6QQMB3DBRjj4dgAnwqhWw0M+YpC0zD0ZbDrnxYCQ/Ns7dkT3ccei3G8KLVhmGLMD1UrsWPvnph9/KmIS7dGr6YALSSOHgEiB19UjPFz0wyi4D8/GpW5ydj4ljti6AWXUwHhxV6WEp6eUrMXm5nLqlItaoSDleplhIum0cMr1WFW5Zh75MnY9U/vje4D98clCJkRltDCizXNWrQvp4zIGUOkrGPOU/sOxcP//P7Y3K3F1re/Pnp1WA1Wo14pxHo4BB6bAuJvlrYKA2Tp0aS4kPYgwag0GPurzIuQswJrkhdLv96rhiuM0Y61CKCaPHGw4WHDKiFjlhKuPB8p1VMonFMUUdGHCZiACZwbBCxwzo3n4FmYgAksEwEZ4RIYOvQtgz8XFrong1jf+ZGf6zv/SCjoUPv8vq5zUZLfU9/5fQkHHbp+9NFH40/+5E+SuMlFh+pKKK1bty4JqOPHj8/viZE4UsjYli1bUh/qSx/NVXt2JG7kAcpFUj4/CZ8vfOELSeCofx1526985Svx7ne/O5UlEUB42EUXXZTGUMibwuwUzqd73/jGN5Kn6YWEyY2Pr5EZnNrpS6vSZnVJgiIC7egDD8X+93801u/eF5cQzhWElB3ByJ4eYl/J8GqM/ko0G0diaBpjG3EwUKrHqvGNUV7NvpVyLQotBAvhaUVtfOfDTida98dDVFCIguS+wrS0/6THvh72kFTZEFPosccJsZECrRaE0c0QDtbBAzLMfpYK7ZqdZtSLAzEyM4X4eCRar7w+SuvXsneHlhI3DCNjXwJsvVaKoDv02TvZvzUX23/izTG4/XI8PJJDkOCbjT9U6USr0OTTRtwoVIz2NC0R4vbUBz4cAw8+EmsQPGVcREdhPYHoa2qfDC6vSmMqyni96nMMjiAcW7c2Bvk9CPYJFXjO8tjUmuzBqSopBAKuMhyTiJ0GnijJPoXXVRm/rPmXhxE5EiqwYBVsWkLENNhnM4U3rBUDWg9100YpJUmAhx5fSZ4xjvRrqofaR54K/cMETMAEznECFjjn+APy9EzABL5/BHJxcboelwoU1TtdG5VLQOh7aZ1cPOTtdZ0LmqXfCpFTiNvnPve55OmRuJLXZfv27fGjP/qjcdNNN8WqVati586d8clPfjI+/elPx6ZNm+JP//RPU4ia+lP/+Rx27dqVQsk0di5U8nN5aeTF+cVf/MU0hpIfaA1KZiDho1A6eZt0KEzvt37rt+KlL31pEk1///d/n0SNxpN3Z/fu3SmkbT2Gd8pcRhvZwUgMNSdEir0gu3bH0U/dGSNP7ooteBA6CIlD1XJM4SEZvem6GNqyFRFTj+n9u+LgPffF3sf2xPi2F8RVP/3jUWd/UnsW8YJQYb8/djliEysbmz0JqMzeFlfq4L2Qd6SBfmqgdhqIChnkHTb59wgtUxW5JsqIqWJnJqYfeSjKR4+nPTLlpkLL8CrRdgxhdJT9QTPP7oqxtSQ80Dr4WZDC0SG1056LNUisQQTA/s98FWYIwZ98YxRvvCaKg/VoD1VjXwXxwXrHUSsSIBIY0gt1QuN2f/aLMXvfvbGRftBysQeRNbFudYy+9GWx7oUvjOoIyQjYm3TskUfjmfu+iYOmEtf+xFti1R0/EL3hwSgeBFkDgcN6Or1yzDD3oWuvj/pll0ZHe4fwRlXwqtUR2yV4l3uluHSGfV9bL2Wd8uY1o4nILMCojcdphmQFFQkbAPQQUCmbmp4hay0CWwJHv1t6rvnvWAbDP03ABEzg3CVggXPuPhvPzARM4BwhIKP+VMZdLlZON81TtVFdlUtY6JBw+Y//+I90Lk+LRMkLXvCC+LM/+7N4wxvekMrzH9rgr7pr1qxJ4kYhbwqPU39qK4Emb5BC2FSWCzZ952LnoYceirvvvjte8YpXpPsSNEqQ8Dgb6HVoTfoojE0haEqIoH1F+kgQyYtzzTXXxFVXXYV3Z3Oq27eC+9JGtrFER8SxR5+Kxv0PxlbEQ4VkAwfwZMxd86LY8tM/GaMvvi6Jmx77SNaSjWzkhhvi2bsfjrGrroyB66+LTgshg6ekwz/Y6PSHQMHgLlNenmW3CV4OmiJe8LoVq6RPnmNjPXNXKjOM/jZtlLZZVzLkpTAkkBp7dsXRx74Za2baUcdD1ENolOWfKVVikPYTe/bF3ENPxNgLrySjmwQD/TAOMpY+EE0kRej2WjHEjSvwmBy99/7YM9OM1Uxm9SuuIQyuGbNsXpllvd0mwgmBopTOEoE9BOZR9tSsb8zgOWnFYfo5igfs4p/4ydjw6ttILIAHh+evxY+/6uZof+bLUR8cjbGbb4kmohJXC14gRB0smoTjaamHWePID1wX629/FXF6Y9kzaJC7jjkwLH11YxRh00G8dMh2V4RdLsyVcqGlsDqFugFZHh55fyRmWDLPkd97AdB56iyd+ocJmIAJnPMELHDO+UfkCZqACSw3gW9n3C29v/Ra819all9LWChbmoxOhYIpJE0eFokbeXMWihSlaf6d3/mdVC6vTe5tkbhRfwpj014ehakpm5vaK7W0xM2BAwcSRoWaff7zn08CJw9dkxdJ3h0dednHPvax5KW55ZZb4pWvfGXK2qZsc+o333PUYQ5JPGFk62/8JQKw4zHAC9GaPhFTu56NKqmq8WPEcfaWzG7eGBve8NoYvf4G5oY3AQGAgyOKeA/WXHZ1jG+/Jpqcn2A9NcRGtXMC4dGKdplwLzqu44HpHDgUk1/4csw+/A3McDxozKGMkd589PEUulWlnvaUaCJZuBbJBRhfO2p0HPnGN6NJhrOyRAJzbtVJ512pxWxjlpCtiMHpuZh94JFo3HoLKZqH+u/kYY607eE1mWNuc+UeHpwO3hU27w8Ox7OPPRTP/hOhcdOTMbJ2gNA3eZ2QD4SXab9QoYuEQnFNPr07ejyHenMaxRdxgD423n5bXPTqH4wGIXnaf1MgjTSpDaIytjau+PE398UVQokJKOFcF8/QDGFsCjgro7yqCJjJJ78Zk0pqXRlEgBGm1urELKFoM8x3NUkT1mzZTtpnUj7zbEpdQv5QRiKic4WiFfUQ2ogfecr0u6TniCeoIOGjQwKRMoZMXyrSISGkuirWQQ2OJZVSmX+YgAmYwPNLwALn+eXt0UzABFY4gdybk3s6tBydLzwWhqipPBcz+bnqSxionkK9dEisSJBs3rw5pYFWmepJ+KieRIquVSfvP+9X5TpXeNoXv/hFNU11FEp2++23p7b/9m//lkLL5IG555570h4deWd0qN6GDRvSuRILaC4SPXfeeWcSTNrvI4/PrbfeGtdee21cdtllKWxOYkh78At4K3AVoHEw6DntEJLVnD4erYMH8HTIlO4hcDCF2asyeMVVGMxVjGre66LqGNEVvRumpVAuQs2wkmUolwg569UU6jUbs70Z1ldmMz5pl/cS9vbhvXEM4VNlX80A/eidMLy1iBAwPFV6Nw17X5RdrJs8QBjq+keiZ3Ym4tFnYmSCZA9s1j+IqCldelVUCAGcePjhGGAPDhFmceKpJ6P51DMxsHUTkyHDnRbJn5YtzlsKh5OtT/8lNu/PdE/E6oGhKO54Mibf9b4YuPGFsQ6PziDioiYvTpe0z0g8oESbEEDyMiPoWjGrd9vUR2P0JWQvq/O+G8YookCK8Crxfhqtt4mwaFdZE0KmgldGCRk6KktikkQECKQKvw8nvnhXHLvr6zGCd0tSTCF9DTxST5Pk4IpffHuMb76IZ8NeJNrrfpH39vS4LnEN0eSt4WZ6dorGk0AttemM/lE+lMOSdwcV0n6m7PnoGbE65po9N5pI49I2Ez3WOQDyYQImsGwELHCWDb0HNgETOFcJyHjND4kJhWZ9/etfT2JEwkSGvVJBa3+Kjrx+LjjytirPhUzuGVlYR/1q/4uOvFwenPWk7dUhUaNytVVfmov606HrXPzkY0i43Hfffam++tZ7c372Z382hZVJ4OTtlCRA2dD0Ph31qbTVv/zLvxxKOa0QtmeffTa9/DRf15NPPplC2P793/89CRx5df4HYudVt95GuBzvg0E8FBAfMn319/nyAXQJJ2syB/xI6bqOV6I2sjYGSCyATUwIGQZ7aqFwK7J/EXJVZI8KAXfRRTgoPEr9yXlQxMCXQFEaZhniAw1YoAgG2b8yjLhBLkk/YG6T0Q1vUguhIKdE6gKhkRnfeDV274pp1lLj/UTVgVWEiHVi1YuuisHLtsXxPYiPybkYZLP/0SP7Y/aRb8Tgy18UxdG19M4BdqVNrtIxL5BD5Ei8KPOZxm3HGjwkxZ1PR/sA+3fwsrT507WJV6SCkFCyBeLVokT66gIvN+2SIa7V6MTohvGoih99KPuZxEFPv1/IjhYuGyQwEWZ4oBCMemlokYxpFRIxoHkYkXf58LPKHqO1hJ3V2WczwH2JFmVFKJFie5ZEBKOzLZ4I49ObMsn1mFuDvtcCrFNC3LAXp5zeEJrx6rIJp1wtxPSDj8fcnmdgz16qObK/bdoSaxC3vSE2Dkks8sz0MtZgPqUaAk6QskcmWnp0PkzABExg2QhY4Cwbeg9sAiawEgjIyJc3Q++G0f4XZTCT6NCLOnOBk4uTXMTk37lAWOpx0bp1T/WUUCC/1rc8LAoxGx0dTeIj70tjLBxH5xI2+RgKQdMLOuXhkfDRt7wy4+PjKZ20MqLt27cv3ZOAUVIDCRz1IQ+OEhrcdtttKVxOGdUkgHKxo9A5zVPrkIjS50Mf+lD8r//1/7IX6MeYg6xZpE0yauXN4VzCArGh1MnKaqZUxp0ZvC1kAsAMT0a73jHToV5TfxJhNGvjvAxj2cky+stt1kz2r1ppgM3yeBToWuUtBurh5VCInOQTDobUSJFykk1zeFq6eDCKeBxIuM0gNGTD/VFSZDf2PhtrSJfclneCLHWl4YGojY1EbdVYFJ5VFjKeCf1OkkZ66MDBqCNwuqyhROcSHrpfQkB08DBNj66J7sYNMb1ndwxOzcVoHWHCOA3tj5E7g7ptJqyN/ygbNvJTRj9tPE0VBEJrjjTceMyaEhgqR8hIOOjFo5yxJvgRRqarNn0QvQdHBA4iJIWrIe0Uulcm2YD8ZCScizmJDoSxIKI9aEB2N+YgT4u8WmIhR5tET5Fr5X6rcV/j8SvFNBFCJII49tX7Y9+nPkKabt6rdOh4XPzK22P1xduilAQOwh0m8vaUmXPmUZLwS8Nmc9f8fZiACZjAMhGwwFkm8B7WBEzg3CQgwZCLBhn0Ehi61oZ+fRTCJWNfAkKH6uT1l65IXhR5YfRZKnLUr0LB8tCwvD+FmUlA6EWgOhbOR6JGAktlEiYLBY9Ei0LK8jKNqf09f/zHf5wEjkRKfmgN8kg988wzKd20+tKhRALK2qaPEg/oxaLK2qZ+tXfnyJEjaQ+O1qX9Pvv37+t3mczxzLDFgyDbvlYfitroGFm+2KvCnzQypCd4QebEzj1kKBsj7Ax/DEIMnYB3pkXYlox80hdj4PMDo5l+EDatbh3RQPgeRrjCpGbwAhW3bIz6yDDZwhCJHUL26Lt1YF/UDuwmZK1KOR4W7fFBjqCR0l6S3sFpXpz5RBT0ElCM8l5rlnC0akx96a6YfPCh6NJ+jPC2LiKrTvmeHYiWx3ZEfdtleDpq/B7wLGCaxJyEGMymR8Zj00+8KTpwOvJpXlKKZ0j7iXDckBBBzw7vH8IGRw8FCNK1q6JZQ1DxUtFBhMmRY0ejQWjcqssvixPVwWigGGqoD3bz4MlibSCpkKRASQ6a7NlRgoPktdNkJHh5N84U/RSZY2Ptat6Fw2Lx4hRhSFPGxnsjUdIhQYGEEiKphwcJ31qcKDdjlOdUQQxKLOmhMVTMIoA03VGe5lQDDxDcZ9lPNQI3ecioBT+F6tE/9YZ4f0+D/wZK6odrBailI4mr7NQ/TcAETOD5JmCB83wT93gmYALnNIFcRGiS+cs4tak+31iv+/lHdSR2ci+MRIyMf72DRkfeXsJAXpk8pEziI08QoGxkSgM9MTGRypSq+R//8R/jatIka6/LwkOiQuJHYkgZ1XKRozH/+7//O4WWqW8d6l+JA/bv359EmsbWR8JK3zt27Ej7dRTCpv5UV2Pv4SWYOtdem9e85jXx6le/OnaS6U0erL/6q79KIi/vv47Yyg6JGnkquJIbBQFWHxqOkS2XxKGhwTgxMxkDjFtAUB397FdieM3aqF1KemmMYTUZkF7Au7TvkcdjYNPGWEW65Kb2iLBXRO+zYRcKTqB2TCAqSpdeEhvf/saoXLoF7wd2OQZ5gbXu+8//jEk+o6iLAXkrMPQLZCNr4/mp4Mk5/sSzUXxqP/tWCvg9yEYmjwjvtTmxg5d7cj1S6cawXEqkWB5BpKzCI9O4mzTN170kSpsu0sJYI4a8RAFGfx2Ro0xvTRInbH7x5bEHgXLoc1+PgaPHeJcPIpn+kWS8YFPhcigUvDrV7dsQOWujefgYAgJBidg4/LnPROWSS6Jy442EhtUysQGP3sxEnLj/qSigS8d531BpfChlhpO2YdUpFK3L76Lef3PJ62+PgVtejojSC2oROBIsvGB0Hd6k6ghShXTVTB2vC0FqeIDwuSC68Sjh8mnQRwmFU2CeCh0sD8hjxHR52WgJT5FSSKvXAUQo7jfusRYkkJ63EoqLf5aYIGmkeYHNLR8mYAImsGwELHCWDb0HNgETOFcI5B4YCReJFHlRHnzwweT5UJnCxiRAFh4q1zE8PJxehqn0zBIV8vJ84hOfSJv7tbdFSQT0nps5/nZf9yVK5CnJX9J5+eWXp/Cwf/mXf0nCQ54WeU1+7/d+L37pl34pJR1QCJk8KgpBk/iR2FJ2tJtvvjnNVyJG78jRobVIxOQeoVyM5V6a/FvhahrnLW95S5qbxv/gBz+YBI7WKg/SH/3RH6XxNZbWubBvJSi4mIQI8weGfxI4FCQyCL/V7FOa2H5ZHH7w3riUfR8bZ6fj8Bc/H/vb0zF2201RX78xhZzNTuyOQ7yf59m77o0RUmRfQxrp2vbL6RDDm702BfahKLxKcqg7gAdr43gUNmxMprbG1x9kjdXDhIaRlED7bzDeO3iDeriHCoiLEgJwhudT2n+IPTt4Nyib5jkr3GuwgKigp0JvNqbxUEhsVfFmrMGw3/3wI+mdOCMXr0GM4clj35A8Mmn/DXOp4GVScoDCWkTOz781Dq9eF4ff97HoHTsUqxAe0npKvpyi1RBEI9u2x6rrXhxHntwZw8ypjqdl5tGn48C/vCdWHzge9RdehkYhvLA5FRMPPBgHP/5VxCFC5K1vjjW3vyKK4ySJJrROImsAwaL9PIP8Hs4d2x+tvTvZX1NFIGXjsUzGJWytWYypWVJJIwxjw5AmlPbwDKFXlEENLRfdo4di9hsP8iKgsegidmeZe2/f3hjQHKvytNEXIWnKPCehh5+Ln9pfRGO8PNWavEPcYl79/yw44dqHCZiACSwTAf254MMETMAELlgCudEuAPJ+zMzMxLve9a70skyJjVzIyOOhIxdD+bf2yrz2ta9NYkHiQQLpa1/7WhInel+MxJJerinRIU+LvDovf/nLk3BQfW3s/7mf+7k0nkRHLoI+8IEPJK+MkhlITCicTMkBND95YH77t387vSvntttuiyeeeCKNmSbID81ZokTCSOPmc5X4klDSfc3z/vvvT2O87GUvS+X5PHVPe2zk0dFctQZday+SxlZ/1113XXoZKDbtokPXysKFkyPq27fFqltujr27n46jJ6ZjXY30x41jceALn4r9j/13DGzcwj6Ocswd2o2BzstAEQszxx6IxzG+t779TTGK2FFoVsrzxV6QHt6ZJsy0+R5fGcY4a8XTI4VTTGmZec8O1n8Dj0QPg1weCXZMxdzRPTH99KMxNHMiBhFaDaz/uWqdkKw6oqiKFwMjn3mU8XgofEzCoUb7Ap43ZVQbuHF71GApEdSttNikT140HBlEyLHYcszCqzw0Ghve/Fr29NTj0Hs+GFVSUQ8zsS6TkC8nKYtyNS6+/Qfi8QfviwNPkIyAfrYgcg4+9Ggc23M4ups3xMhoPZoTh6KxZzdepAYha9XY8b73ks46Yt2rX0pWOTK3Ef/WQYQM4MJaR99HPvWZmP7inXBHsImJQsgoLxKfN1wcjp14o7b93z8Xw+uvJ1kBsCoDhO7VEX7NWEM/kw89HBN7j8AaJginEsJy1eH9sYFMakUSFXRJX90lBE07diRtmgjHCp6xDspHSQ1oQqk1DQh8mIAJnCMELHDOkQfhaZiACSwPARnreSiZjHftT5GY0Z6T/Mi9ILovwaBrnetQW23QV4YxhYlJJOnzMHsrtElfRx7Cpr71Ek+950aHBI7uyROjvTLvfOc7k9CQwFD5TkLD9MkP9SvRIm+QxMlXSAagl3FKUEmM6B01EjF5VjSlnFZfmq/mrfft/O3f/m0KQdO8FY6mtNJK//xTP/VT6QWgn//859PaNFd5hXLPkNprfHmG5H1685vfnN7Z05Vnhf7T3973JyqDVy+QLIwMxLpX/UA09u+NZz/56ejMzcYobo111J87uC9m8ai02HcySFrnMfqvYkDvnWvHM0+Tynnvvhi9/FIpGOZDuJo6TUJBRfIf8AwYQ5nFVK7wMe0nUbnSKWtHSG0OW57vY6R8bu3bE3X23jR4bnsZZ+QVN8XwtS9gr9CA/De0IcnBsck48Zk7o7nr2eRdGZltRvv+R6N3K9nytpPogGxig8xXIVkKA0t7cjTvIkmqmUezXom1r7stSiP12PWv/xknntiBT4hwLhwdxIORVQ2P3xUvjC1vfmPsec+HYnLvs7EBfmvxvHTwEh59GJGDNKkzo1Xy5BA2V4TXk/vw+Ox4KtbP8XJUREWD/TzpXTjMocbv0JojCnlD0NG6CgcFkYmREj0MlUdjz/HZ6ExOkNABYch4JURhrzAYc/Sv5Anl6VkyyO1KIkVtlLouhaKRFKHIO4La1FF4m0Li9E8Zz4/W39YPJVYgHK/IPWWXk5RLh8Tf/EW/zF8mYAIm8DwRsMB5nkB7GBMwgXOTgASA9sfokHDIvR0LZ6syfVRXh4RJ3kbX27Ztiz/4gz+I3//93w+lVJbIyIWQ2kgsSATccMMNybOj7Gsqk2DQfQmTt73tbamdQsWU6llz0aF2+qiexlW5BMxb3/rW+Jmf+Zl46qmnUkic6mpczVP7Z+ThkUhSO81Fh+ree++9oZd45nuFvvSlL6W9Oy9+8YvjN37jN5KHSAkIJGTysdVW/ehQNrZf+7Vfi9e97nWpTHUydcM8+0ZtMqTZ54E9HfXx9XHRG36U/SOV2PWVu9IelWH2vtQJD5NPoMNejxaumBlehHlCSQQ2bYqtr7s9NrzkevpVMgBCwua63O/EDGnByimxAOuRkc1aU8pi5tBmfrNTeG8wyo/jeauRhrmocLTjjdj14FPR3n8seVOehtHRSy6Oq19zawy/4gZECkJCBjx7TGqkWz4ycSL2Iq5W4ykrkcHt2EM7YuiJ/SQb2IZqq0ZzksxtzGGatU3SZr2ykZEBToJCe4Y6JEQYefUrYxxPyeF3fygOkPxhI+/CIQc2IoGECQikdbfexktdCYW887OxE/G17tgc3h72uwCsipjr4hWaYv5TeJmmEBib73h5bP8fN7M/hpe2Hp2N6nSRsMkZEhboXUDs56JPJT9QYgYlGkhhefSllAAtQto6sC5rb9IsggUPV+vYdLTxVB1WhgdEEbKdfxA7XOndNwXcbzOgPcL5MB6oqQb9wl//VGEu+diFmVJ5s0WK55y91FSyKGka/R74MAETMIFlJGCBs4zwPbQJmMDyE5AnRu+LUUhXLjhktEsoZMY7BtyCc81YYWT5u2pUR+1e//rXJ6EiT45CvZRoQCJG/StVswTEL/zCL8Qdd9yRhEq+8lw4DJGyWKmnr7/++uQNkshQONnk5GQSEtp3o3fkXMmGc3lP5DVSeJw8LhI9EjXqSx4eJQeQuMmFleavYxPiQXtrJHTkwZFg0vwfIyXyJWx0f8Mb3pDG+Ju/+ZuUzEDJESSEtIY1a9aEEiK86U1vSuJK883TR+cCStatDFwJF2U2S6FqhEDVtm6LbW9/Oy/5vDKOfPUewr6eiebRSXbok5kLL0KhTMjU6OqoXvrCWP/Km2Pk5hujNzIUXcRIafV4zG6+JI5jVjea7D+5iH07A4SWKWRK3geschnoNepNbNsah/EmHJ9rxAgiprt6LOYQO4fYJ1LeuD6m8OdM8jLPkeuv4yWelzBRAtgQK23C37DhUwrksRtuJHzs2Th6+BCJB8bisN4jg3dlrIX3Y2xNNLdsYx7TeC0w7jeuTRnaJBK6/b0vbX4XlKp6E5noRgfrcfijn4gGrJuUgzpljWPTSmz+wVti+IVrY/9X7o6p+56I6b1HozrD+3l4hgqZa46QwGHzllh740tiw22Im4suTgKpWCaj28aNMVtsxmwdxggQiZckBvG8dJTcgLnJuaJwvXpxKKaP8rLRVaMIQoQQVbvbNsQE4XqFTkPOGujxYXJ6dvyyS1XrhHBAPnXmzv6rDskfuggu/SYlISte6COJG4WpqXVqrz6y5jrzYQImYALLQqBw9c0/2Ns9ogwxPkzABEzgzAlMfOqfz7zROdRCe1ruvvvueTGSG/0LRc3CcwkCCQmFf2l/jO7lAkJCQKJAoWPat6LkBBIS27dvT94bhXaprcbIxZTEwcIxJZ40J3lxFCqnjGYSGcq0tnXr1pRdLU9QIAGj0DSFwqk/9aPxlLhA88u9MBojn6MSEighQi6s1E7Z2iRwVKa6ElYSadr3o303Ek26L/GlOaheXreDgVvGC5KLQRnGfXmD8Ss28gtk5q/CzLoHD8fs00/HCbwk5anjiBM8NGNDMbhpcwxuuSwKvFdmtiLGnagzzuzufTFzkExwiIgOYWAD42ujgjhpIPj0N3R1+tS7dubwlMzu2pM2w8+whvKq1TFOimS9+PPQ7p1RnDhG1jIlSMabgUAYwgtWYk+MQsu67MvpEL6WvBh4cCZZd2uWubVrZFirRPOi0Vh1yaaoHZ6MacRZhz0pHQYvY/yPbicDGs+mp3zUSDtpDRwqUcdDUqx34tjuvYxTi8racULqmDP15GHplriPCunNzMbcU3tiivTZvWMn0p6X3gAhZGtGY+iyS2No6zY8NfCQx0qxbrONmHr0MTK4nWA4hYrxbNmzpLA8CQvtPerheZGYafDCVHbJRAfP1urLt0d93ZqYIXX0zDM7ojtBpj/EUZF+8yM/kzDVUVKGOs5n8eaNrObls5dtI+kAe3e4pyxxRXjq96CAyizAPI3Pvbwf9XEuHate+45zaTqeiwmYwFkkYIFzFuG6axO4EAisdIHzvTyjXPjk37nRn/eZl5/uOi9f+L20je4t7TcZlRieJ0XFwh6y81P189xaZ16ifnVo7OxsqUGrUlRH+siXg+HbP3LngAzgrjIEEH5WxFAOMnWlTAEY3KnTpIkQAXSVjPq8g/Qt+cT+DwxzHBTcl52OsZ1GUs/5h640FV32j2zGSpJMMffymvpWVdn68mhkbRS+pYlk9xR2J5k27+lILRib2Sg0K+3+oW2uFzRHhXuVJBaYSJtvvSA09U2R5tKlT0ZMfaZeJCjwmgCXjGjixnd2SdgYzGgnRKJ1kvHpAzFESnPOBuWLvvRSzqxFvj7dP90hsarVZc9QQZPKpK2nqpXnfLLW9POtusoqLetPC5xlxe/BTeB5JXD6/zM+r9PwYCZgAiaw8gjkAiP/ng/V6i8liQAs1Px+/v2tVprXkZDIxYTqLxQsS8c5VX95P6e6dyZl+Rzy/vJv9XFqe1al+Ycz2cL8SIZydsG5EjXwxw/7VGS0y8xPLaRY0iGzHOMeQz9JgJPFybTWvarqqW2/T13IFO8XJ2M+9UtblUp4pHf19CuoTC36TealQH6dG+9JYHBXf1gmgcF30l99JVPCQ6VT3ZOWSQIpHwOPi2SARNjCI02ZRj0yqOlWtjzO8KYphExlqQ4LUHpmrUOFmeRJs+ZSki5fcb8TNVxwFCSo5NGhTB+1x9fWH/DkH//Z+P2G6mO+AP4sSkUKeatyUmRieoGpfg80uqrqvo78O7vyTxMwARNYPgIn/w+3fHPwyCZgAiZw3hJYKAjOZJFq9922PZNxvl3dbz+HhSZu3ltmimvju47MDMZH0Rd7yXiXuS1jmbupVvJmqC+1lY2tfR0njebMTM9KVEtdS/6oryynWl6XAu7JMFcvut8fYd4Yf84ffMxLhrsEUG7Q05hrRu0b8upNh7wX6lP15GyR2JGo0awlctK8VM6Hf1OZFIqmo/Ax1ZVfRf/qbH6OfVYSOGKixqmvVE91U1F2op/qc6FySvU0oj664JPKMvoU9K/TWRq5ILcQ9dXi5JG307pEtn9QrHPV7qU9N0vmk9fztwmYgAmcAwSe8//5c2BOnoIJmIAJnBcEcoP+vFjMKReRG9S6ufhv808a2DKEZbX3A53kEuFg50uyv5MBLWVAndzQTtokXSULnabyg8i0lsGN8KGi/BpZCBYluqZqMtVltHOt0dRP6iHdy+roOo1JJxJgMvHTdX/w/vRSO/Wn+kmocT/piSQKVMh61YcqJGWT3dfcdKi8oMQD2QySEMrmx71+haTpmGQmxlKzfu2svS7yHjSMGqrffM4SZFmdxW2zq6yu5pPpIGjpXDdTZ3ylieQz7LfK4KexVEHjq1oK1uOkk+5Dl0ks1Fepdb9fnavNgst02z9MwARM4PkiYIHzfJH2OCZgAhccgW/v/VjpSL61CZvuJiNa6+QqFeiHCjPjORXpdn6kgrxRXiertdAUT+faWD/frzqQMZ7VSj/zbrJaqpBNIZ3pQhXou2/US9wko53vNGI27OI2/foaOYXJqa+kGnTSP/rtUkOd65P6zG5kO3tUN2uoWSShlFVL1dMd3aCJvlKhvjnSdaqQ9dfvnjvZdf6dX6VG+rGgIGuejZ/f7w/XH0ClSZpmt/ttM78aRQv6yiqc/Jnmd/LSZyZgAibwvBOwwHnekXtAEzABEzifCJy0dE+eLVjfaQrnDWVV7dc5WXXp2WJDPKsvCbO0nrqi7sni+YmoaHFx1vqk2FhQYb5if9xFjedvLmiwoO/+7fSFcJrvPyuYn0+azIK6/dOT93W24H66wbWKTvUH98n2J8/yNumblksoZsULfs63fO5J3sXJPubrLOigf/otbj23sktMwARM4CwQ+Hb/vzsLQ7pLEzABEzABEzABEzABEzABEzg7BCxwzg5X92oCJmACJmACJmACJmACJrAMBCxwlgG6hzQBEzABEzABEzABEzABEzg7BCxwzg5X92oCJmACJmACJmACJmACJrAMBCxwlgG6hzQBEzABEzABEzABEzABEzg7BCxwzg5X92oCJmACJmACJmACJmACJrAMBCxwlgG6hzQBEzABEzABEzABEzABEzg7BCxwzg5X92oCJmACJmACJmACJmACJrAMBCxwlgG6hzQBEzABEzABEzABEzABEzg7BCxwzg5X92oCJmACJmACJmACJmACJrAMBCxwlgG6hzQBEzABEzABEzABEzABEzg7BCxwzg5X92oCJmACJmACJmACJmACJrAMBCxwlgG6hzQBEzABEzABEzABEzABEzg7BCxwzg5X92oCJmACJmACJmACJmACJrAMBCxwlgG6hzQBEzABEzABEzABEzABEzg7BCxwzg5X92oCJmACJmACJmACJmACJrAMBCxwlgG6hzQBEzABEzABEzABEzABEzg7BCxwzg5X92oCJmACJmACJmACJmACJrAMBCxwlgG6hzQBEzABEzABEzABEzABEzg7BCxwzg5X92oCJmACJmACJmACJmACJrAMBCxwlgG6hzQBEzABEzABEzABEzABEzg7BCxwzg5X92oCJmACJrAMBHq93jKM6iFNwARMwATOJQIWOOfS0/BcTMAETGCFEpCwOBfEhebQbrej2+2uUJKetgmYgAmYwPdKoPy9duD2JmACJmACFzaBhcImP+90OklkFAqFBCcvz6+/H8SW9pmLmlKpFN/Pcb4fc3UfJmACJmACzx8BC5znj7VHMgETMIHzmoBEhURGsViMcnn5/niR8JHAstA5r3/dvDgTMAETOC2B5fsT6LRT8g0TMAETMIGVRCD3luTi5uDBg3HPPffE4cOHo1KpzHtTco/L2Vib5tBqtWLDhg3x0pe+NNasWXNOhMydjbW6TxMwARMwgW9NwALnW/PxXRMwARMwge+QQC505MGp1+sxNDT0HC9KXuc77PKMqjWbzahWq2fUxpVNwARMwATOPwIWOOffM/WKTMAETGBZCOTiZdWqVXHTTTelzf55WT6hpdd5+ff6Le+QPgqNk7jS+dka63udq9ubgAmYgAmcXQIWOGeXr3s3ARMwgQuOgETG4ODg87ruXMxI2MiD5MMETMAETODCJWCBc+E+e6/cBEzABM4agVxwnLUBTtPxco17mum42ARMwARMYBkIWOAsA3QPaQImYALnOwELjfP9CXt9JmACJnDuErAf/9x9Np6ZCZiACZiACZiACZiACZjAGRKwwDlDYK5uAiZgAiZgAiZgAiZgAiZw7hKwwDl3n41nZgImYAImYAImYAImYAImcIYELHDOEJirm4AJmIAJmIAJmIAJmIAJnLsELHDO3WfjmZmACZiACZiACZiACZiACZwhAQucMwTm6iZgAiZgAiZgAiZgAiZgAucuAQucc/fZeGYmYAImYAImYAImYAImYAJnSMDvwTlDYK5uAiZgAt8XAr0I/o1uIYJ/5z9Z393+EAXq6G52nDzLS/xtAiZgAiZgAiawlIAFzlIivjYBEzCB54NAX9gUpXI4FouXk871wuIbWWX/NAETMAETMAETOC2Bk3+KnraKb5iACZiACZwNAr0e/hkETtIw/OjpZMGnr33OxtDu0wRMwARMwATOWwL24Jy3j9YLMwETODcJdANdw9Hjmw+KRpfZdyG4G0WUTrHvuil1MwW0VOwU7No5Nx+vZ2UCJmACJrDsBOzBWfZH4AmYgAlcOAQkX3rR6XWSkJG3pljoRoFPkXJ25PCzyz+dhKTY9+osFTcXDi+v1ARMwARMwATOnIA9OGfOzC1MwARM4LskoPgzfDV970v6xouT7cPJEguUkTqZiwfhI+9OXvcUI6YQN3tyTkHGRSZgAiZgAhcyAQucC/npe+0mYAJnn4DcL9I16dAJH/5VcacvdtI+HApSzrQupTovSdwUszrUzd3tEj06JG58mIAJmIAJmIAJPJeABc5zmbjEBEzABM4iAQkUhaIhcPjRRsSU8MLof8bpf8gliR8pnEISN5qI6sq/k4sc3ZfAyffpqI4PEzABEzABEzCBjIAFjn8TTMAETOB5IdB/tw1JAwoom2K5SGhaNypdxE6xnARMOzl3eoHGIbsaiQai11AXAABAAElEQVQkgFA1KdEA3y3K9T9tJSFQUgLVLyd3T+bV+ZbLkErKD6rnb9pJomnJPV3mRae6r27y+3mX+v4OZrGwejo/VT95pdRfXmFp5ypfUJZXy9vqe8HtfrFqLaiZp62br9i/l8pP2UG/n+/wa8FQqcX8ON9he1czARMwARP4rghY4HxX2NzIBEzABL4zArKVk12bjF2lEuAEr02hpWAzQtCKneh0kBtUyvfitOlaHppSsRQlRJBC2LIsayfN84IKv5ujb2Qn4aL26qZflveoyzQmJ+l2/76q5/UXFqXyU/1Y0PepbqvsW/azcEJLO1jScMnl0tr9a9VaUHPBaVahX/Cc8tN0922Kv61OOt36Tlf+bcbzbRMwARMwgYyABY5/E0zABEzgLBGQnZqFlmUCRrnR2oSe9VAXNc4lcUr4ZGRPS3DIL4O/Jp2lRGo0UzBbEUHUxfNTJK1abntLgJT4zAsoWp3yUJdqlBrqQp/8mL8x79HJ+1c1nav/vMXCe3kP89/zN+dL6GDpeAvupVN1fqqGeT3kIH2cqoZ6zmgsuJtPNG++4FZetPA7r7602unKF7b9ludLOlhymTVV4en4LJ3QaQebl6mnreEbJmACJnAhErDAuRCfutdsAibwvBCQnVqSwpGowZhVIFqx045OayYaxyeiNzsX5VmES393jbw7Xbw2TRIMzBWrMbB2POoDg7LkcfrktU5OXf3nxvPJ0iVnVFIdTUMd6Z9kFqckBdxhbjqeYyr3C7K7qUr24zkFC+5xunA+zxEgi6t+2/4yaZPJvjSsOuckHyP/Vkfpvn4sLNSNMzn6/X+v3eRDJv2iizS5vLT/PT/hU91cUteXJmACJmACZ0TAAueMcLmyCZiACXx7Agtt7C5CQftpFHZWTuFmiJjDE7Hjve+LY998ItaW62lPjnRGQV4aZNCxUikOrB2J69725th89bXJaJexLI9Nl3r6ZOFstOkLlNPNSsIm/6hObk6nBAX0J1GVhEhSQBQkMYanqV9epigdNEyZ2/rjqTjvq19j3guk66xf+aNO1kqaSu1OFlHv9Md8NVVaUDFvv3Bd0mOqn987fa8n76i+5rnITaVO9cy4Ke9ZJtKyvk+2fO6Z+tEUCT5MN9P69ZLWVEhoIg9Qz0qXWY2sDzFJZQsLs1vP/bmk8XfS5LmduMQETMAEzn8CFjjn/zP2Ck3ABJ4nAhIAySjuW9myR2UvlxE4Hcq6hRLJBfieakbvv5+NS3YfjBiYS+KnVypGrYmXp1WMuXIt1o6/ODZsXEekWofQNCxupVxD2XTVHstWxm2x02Gfzrf/3zh5DDCiaa83h3KkeelHOpeokiFPAXuBeniQOniQOogxZpsWkEeRKa11l87SfLLmp/yZOMBC2eFSz3TdR4JIYvz0USH/Spmc9qAC1Z5zqIxPF9GQyQouGUD/LKyerXZha2ozeDYX1aQFi1MfEh9dTSz1Qn9K/qBhFgqThZ0v7JaBsrbpEaV1dUn3zfYqhKjo8gCU9rvfJg2jHHkJrNQU43BTl6qTi9f8en6oJQsqai3cTMIp6/Rk1Rz4fIlPTMAETODCIfDt/2S8cFh4pSZgAibwPRFIxnMuIvrGZ6UtdVGKGsIk7atBzswdPRqFI0diAwKl22nFLN9YyDFSHIhZhMWRoVpc+soborJ+Tcx2GwgNduoggEgonQRUkzpVxil9a3XQXwtCRe6fvgXdN4llFc/fl3BBtVAkY1uCJ6LCeSbYZHRLAGh8BAHt1FLnMsZzgdHvTDVSufpIw2rGjC1jPrWlsaaiJAm65ixvmt04eZXqSBxofkkLpLH749OsREe5sMjmlkZd0MPCU82WZ8G42Zx1LbHI/qb+nNMY9KlHqJ60ugyTqGn++RTVVrczaahT3af3tFcq9YyYTWJU92gnMab+5NEqFGCCmJTw5CSFHxb0fKmiOfBvOlKT/nlWoAnoLP2gXtZnGj1vNH9fBdkqUlv/MAETMIELiIAFzgX0sL1UEzCBs0FAVmp+6ByzMxn0mRktI1d/097E3qwjbrqzJ2Jy746YmTsQ3Wo5e5cNgmUAgdHpNONorRbdqy+N8RtfEm2M1XZRyaG7Ue7yv2v6kQaRDasQshJGdPKy5MM/51tiRakN1DQz0jOXiTwxEg2Zsd9hbpIRMsKVgrqqfllKl/NOsrrpoO+5kZCQGMPFkfqdt8azq2yOnMu81kwzD0iiwo+sNJX35yNhoLnp0Ln+za/lQ5HB3+E+5FINmexJJFAxnaf6/bbqJOtKZ6mv7OTkT4mC5FHpF2UCSuLkpFjRH4wSj5mA6As0tcvnyTqSOBMGffLuNaH+GlWmNN4aTYf6Sh8WJGGmEEE55tJtKRmEjmo+R9Socf9IfFRV7Gmv+um55mMunV/e0N8mYAImcIERsMC5wB64l2sCJvD9JZCM0n6XsjP5e/mUKU2eAf19vdI894hVqvbKiIVKtOca0dzxOPdmY7YyHFX+Jl97a9qlcsygaI6sGo+1t9wchYs2RrfZjkH26LQLCndq0abAe3MqxLyVEUyZUa62sv27JF+TBMj2zFCYxIvq6H/ziBy8Bh0MaokGhWVVZdBrwhjFNcKp5hAyGmGAspJi4KicTGj6bSVjP3sZaVoqdRRyl62QLqieH8nGpkBFmlqDeUg4SZRUuKlvzaMtwaRG9JP9o9O+0S4rX0vo99Fj/RW8JWWUWEdCkPsKoWuxGvVRwUPWpa08MbqWJtMSJC50rfWqt+yZnJQc2YrkF5M3SPV0D9aaESJPvHXVgZ3YKpudBKBC7xJtOqdZEoMFnp3moEPT12mvIBlKJebcwi2U5sNNzVMveE1j0XF6DjQQn66eEzMq90Pbsh7VKxXVVu24p/JK/xmltTKM1qk5lJR2vC+CKFVjHyZgAiZwQRGwwLmgHrcXawIm8P0kIONWJrYMZAmFtKcC27IqA5a9LJxixMrwLkZFWQY4ujONKO88EkOlGkYwYoV2A6V6NDFOT9QqUdi+LS6+7dZokp2gW6pS3sKolpGMNGilN+RkiaV5UWgbI1YGbZ5yWiP1Les0Lj+SeZuFYOmujGyMY4xkOWFUvawuGauEhV9njCrWsqLqkpnNvpFUKVsh52rEQbE8Bxo7W19WnG5xLzep5Rlit5FGxHhHfMilwXjFMqIOaDLsE79+A/HKDgr0L8MVKZSwwO5PwkVzLiAYJWUkSmTcN+hLXVS41ndqq/b6R1PWh0NeE3mlxF33etonQ3mSRRo8KYWTfyzKadaVMEHspLnQj+5qb4367OHmanNfoqPEt+aaxuK7J1HEvFL/1K+x7mwajAxXppLappNUi7YcJZ61uGq8HsJIXaY1UUfnOjKJVogp+lddlSjZeD5zhbtpZG77MAETMIELkkD+/8MLcvFetAmYgAl8LwRkWqY00MlyldFKwJjOMWgr3MRpg1Gqk76piYXaOToZrZ2HotQsRoN6Tf4WXskHprGGJ1ePxqYfuDVKgyN4ejrs28GwLlTxoHRjDiO2REhbgWQDGlMGcCnFONEJ9mxfujC4ZpUdOksGPsJF1nYJL4Omlwxx2siT0sQw17zVrK5oOHWXGjFzREx62ajq0DAVZ10zpNalUZlHvyx95cPrBp8qc1RRR4qKvssY5EUG7ikkC1iVNPesAzVRNYZLY+k6HeLGDXluNIceCiwlGEDklVBRVYk0OuqgeDSj5I1JDdWRBEiaCiXynjA2HDSGRKPmoT6VOEFlcnyw7MRDnGr9a5aa+sn2zdCecu2l0drVf0dzoUzJIFpFUoHLlZYa4Y9hgDKVCmndqeuopIZ4pShPfYoDH81XU9MPdOBzDhVJSKuqPmIsz410TmpPkYSljv4ysgv/NAETMIELiIAFzgX0sL1UEzCB7z8BpYGWoSltMMtHhia7aEgKUIgWHoKq3AC6q0pcz0xPx1Gs6NXj62KGv62XAT2JgT6BgT1wzZWx7qbrooHXpodzp8M7c+T5CDw7k912MqaHyJpWxtgvdFvRxqMzWK1jydKJ6jGGjFoZxzLadcj5k0QDP4o6kcqQRZ0MeuQAhraEQxGrWKFPgaHeYsptjPcaHSqkrECoXDqSAsg6ZohsnFTGeSqWgOKEbsRBIkCeqzYsmqiOGZXjZxhirjLsk7hIc1JvtNS81S3tdJY25tNGHix5QxQqVqJSEkhJCGTiKYFhWPUplZL3o15YbZoT3TAt7lNPXhmNozL5cORtUba6NhwKCCUthV74B3FCnyUGL2i+SgpBKGEXRk3qVBg48aFmq4eooR89N9FKHjCEo5B2eP7yquhdRmkhGgFh1WK8XoHnyXUSTLTT4iWOF6iyk+uhmealZ6s1aq3az6Nr/Q60mVcB8VdAuOkFsmmB3PJhAiZgAhcaAQucC+2Je70mYALfNwLJrky9pZ0tGLZtPBTad9OOAp6aqoSHDHiuexj42ig/ePFwXPP//M9kqLaxdysYtF3ExVqM6N66tdGpNKJ47ADGOm1oW4iBqIywV4fkAzXUVOfZvbHjvodjdOv6GEcQJUMY41lJA2Q3Z5nJTi4RmZAMYO3tiF4zOnNTeD2020Z993ehYNTrrNCtRWOITG64IrrUVchXTCMBpqaTCJDbIfkOFDKWhtCYqqRDJTpnHE6VXCC5Ekh7XSp3ol7H8h8cjBn6bmJ5l5p4TubUL1IhWetZF9Io6kDNi0m4qb9yVOpVPgotY2z2Msl6b7db0VKsG4a9HCYL/0DTTNSHHCVpanSjqaVz6Yw243JdlkDrEkg3MxWt45Mxc+RoNI8di8IMc0MIlquEElZHoj6+Jmob1kRp7WqGJiiQe23UTCGJJTxRDJYkUbMRtRlWiCen0OL3Qm6dCs8gU1pMgOdcxSs3XOYMiUT7YgsBND3LeEgjVZQoUtib5qsj8eRbnMRb4k7ihnr6/RImFhSlGqttcHt4JDo1Zb3LnxP3fZiACZjABURg4Z8HF9CyvVQTMAET+N4JyBZXOJTs+go/hvkutpox9/SOuPff/k8MHj0eq2SxY3wWZQjzN+ttzhW+VEPUdPhr+0qzGc0kHNizg+Gul31WyLzW7DRiCuN/dnh1XPKq22Lzj7wuOpNTcfDBR+Le//1PsW7L2njZO34yBm55VfIe9TCI9T90zUmHbGF5EXIBUkbgHHjooXj8vf8ZY425GCVMq9zCOKZeA5fBtFpu2hxb3vr6WPXCy/E+NeLoXffGgfd+PEYaGOzMWVto5JJoy8DGqpZ9LUM8mdF0lG6nMlVjbSi4wU4lTnSno3XRmrjkTT8c4y++NtonZuLJj38xJr/45RiT66LfVjIx23DPOmCp+eu7XkBQ4DlpD5ajumld1C/dGsOXbY/61s1RqtSj1cL7gmerU6qkOSUOtNNzmQfC5OStaqpDstXVUuKGdhx/9KmY/MbDMffIU9Hasz96MC60GmCbQ3jiWWFHlcYoIM6aY/UoXb451t18Q6y57kVRG9vIDJmjeEjQMODcnoPx0L9/OIp7jsQqvCkdEg0UWWOV1Wi/zDGJsnXjceVPvyXGtm3nPUiV2PPEI7HzA3A+cDSGqKdnoiQE5Y7kmfY6MWfKhEr7iLSsbJ+OBFSJfVqMjXepMlCLqeNzcflPvSVGXnUT8YHaneXDBEzABC48AhY4F94z94pNwAS+TwQyQxPbWwYoRmYJcaIAp94Mfxv/xFOx6tDxGEIYKKkV+gYBgrFKvSaW6hDWdgkvgMKgmuy1UUvt7q9iqPcITZsmtqtGf7O1yahtO5RmrD09g9Tfgoga2v1M7PzQ+2Pz+nUxfMWlaT9PK22el1eIwZhT+tJ8MJbT5qDjx6P80CNkbmvEiPwHTIxZK8dA8hbMKM5ubiatoYI2Kh+ZiMJjj8ZQm1A7xlaq6x6V8U/xDyFsWOLynKR33HCuDGMSKHJWdLW/hvUNss4CHopjJ6ajOzFLqBYdsUu/fGBfDD36WAzLu0E7CTvx7BHOpm8deleOOusqRAxDvlDqxIlvdONwvR711Wtj5JKtMX7ry6J204sjhkYRJPKAlJLgk/dH3h5kRZqT0mkzRMqAVkVozj38REx86vNx9P4Honv0UAwhksYQb1WFjDFvZb+TyJCAiTbeHDxfrYlOTOzbGY/cc3eMveiquPw1PxRDN7yEEMJa8qIUKpWoTDej/NiOGN61L8YlCgkllAQsa88ReqXHOIePnIiYwtUi1cKnc2Iy/b6M7DsSw6xZ6y9RWcJGabrFU79f+gM7Y5yFwZUp0wti0aqJYaeCCDzRisrxiZRlTgJUIyxMJc2lDxMwARM47wno/5c+TMAETMAEvgsCmXkqGxyxgockhQxpZziG6eBcM9Zh2GepgjG1KS5RU22wn/mbfcK29I3xW1KIEsKAv+uPGgZw+ot7KpUJcZLnRSKCqnh6MNLxAAw0p2M1CmTfY9+MJ9/9vnjx//ypqFy0IWaSkCH0SYY8DQqcqB0mbvo5xN/ybySzQZ3wMyKYklGuPSADWMhomOQ1kucFM5rGeJMQHhVEwyDCq4bBrzYSG9p/ou0kFYz2tIJkuatDCR/myCLbqAmtSFOSH6GS3D/6I6fC+38o685FvT1LGmxaMH7aSyJxpLXS/uRGeYWkIfzwuhSZizw+c+256ExNRW/X/tjxzUej8vjjsfmNr4vy+osw9jOB0BU/7YFhFj0Wp7Wgj9hP1IyDX/9a7Hr/h2Jk59OxujPHPilEgdoRciZiaQ+NHpKeFwtVsmd23sQo6x2YaceaNp6fux6Irz+8Mza8+Ufi8jteE6VVa1k+i+UYJSRxtDPFu40QqHBTMFophZ/1EIu9mNJ8SB4RZZHhmTfos0H/hA4WeXBa/wieL/2O6KWuSgahhA9J4DAtzUxpp/VMpDqL8JeImmS+Dep1EK7szOo/dU50TvnS8MXsjn+agAmYwPlHwALn/HumXpEJmMDzSCAzaWVyyqDEoKZAaY0lMpJhmu4oQYBEjt6HggGKaJHh3UARaeN/G0NcwkdHk7zN+QsiFU6lvTvY5hxY5xjOJRTAMBb4eLOCIOnEsQceil0f+XRs/b/eFkPsn6FK2scu/4Xek6JMZXIdZKJBYWUtDGNJMt7JQx35S/SeGY2RREaaiYxm+mExTIH19JMk4ELStfabKERNiQgwvelTa2UDPidaqYSa9vyUaKcx5lhQF2EiHaRDaxAfNUweIIQNs5AVnwSR6sg7oYQCWndDk+Go0k5n4lrmnKC0aE4ciz0f+0T0pqdiy4//WNQ2bcEbVEXoKFkC60OgpLTYeL3KCIjjX/l6PP3e90VlHx4khKVCwnAaMU89B/WucZl1qcUcJGu4yVok1pqIo3qZJOCz2YtZd5+YJSRsgnXx3HmWaq0EBml9JJSQV07pm9WnPqKV1eJaa1Nx6p8/isWS56KkEj0eVguezIi5i4X242SMqvy+KC12lbZ6gaz6qOoHz1AqWmGP8j6lXyI0VBpeX+rIhwmYgAlcIAT055IPEzABEzCBs0RARro23MtclfGrF2TKkJet38FA7WKMKpsYPzBkMaST5wMjVR4IGbHcUpiVzFtkCqmn2Z/D/7nV4xh9b5iciQOfvjN2fuq/ECJ4f0hRrDTPVJNVSxuMfM4lqHJrV2cMk8pk0ydbWyfPOSSAVFuHeuDDpdIja1Yq09z00k3NX4Z9jfkO4H6pI7T00YtMdS+ldVY9DvWj9lTngzHPuTKKSWRQNYkfzVsfCbRmqRmNMokAOC+hoors7ekiXJoIqGG8L1vn2jH12S/Fs+/5YDQPHKSvNlnN2AMkgYb3qYTnR1JlCnHz+L++O1Y9uzu2Mc4wcytLTTJfZUmTeBhBmAzJeyMxiddF81e5nuEsWRdmWHtdSQJmZ2N865a49AdeQdzgAH0gTtLaaEqX6aPF8K/QpjA83c9xcp5u9r+owmqztSucMRNclDEvpcJWH0jI9Hskb44EppIgaF56meqcvilLLFFsbX4BNAcfJmACJnAhErAH50J86l6zCZjA80cAw1R2LnZqZrxjO6eXXmLptgkPUxhZGUtUeyuS1wfjXGmglS9MWdSUcUz7WrTnRZ6GFspomr++V9rlIkb1aoUnTc3Gsx/+eIxt3hCrb7qesSQa+Ft/6kt06G+yMu+JLF761YTSWfo67Y9UW/OnhnwnSqcsF5XKdWjeyubVY99QShammuntmLrLqPJMIQrICxfa2SOjXGa6jHIZ37pKXDhX/zqSF0mFHFRLQi2F9kkDIkZKMNM+pRZr13tvRulodZPwLsK89nzx6zGxbVusf/3rolsZVKd8CAfDw3KCjfz7P/qxWLufvTEK4WKMjpQE69GKJA5T7KC8WwgppcjW/MW+jEDSjLRXql2rxjPTjWhfNB5b3vCalOigUC5Tu++eYlUSYpkXi0ZaJH2c6tD0dGfhXa1ZXp6UpIGHpohHieQO+4ZafJKXhk4VwldB5HWYv14IqnF0LSGn7Hf6Vv/54RC1nIS/TcAELgQCFjgXwlP2Gk3ABJaVgIx5SRSFGSnRQAXhMofxfFTWLP92qVDlWptiFOIlr04ZA17vMjlGuJs286/jKgtnQzDIq4FNW0WolHhnzggiZt3+g7HrX98TVVIp169/ScySBrnKPyUyoJXIplWS2tFwtEmGbxo7nX1LNvI8aPYSTdJFSQjQg168WWJuLSzt49QoYnxLmGWhU5ko0/4eWd6HWc8x9tCMcl/muw71l1FRDck3iTrdRRRxq8Vnlv7bGO1dvvVeoTaZDpQOu4UIkUdMcXRdhYLhbRmG3+jRI3H4C1+O+rVXx9gLXkQ9DH0lJ5g6Hvs/+bmYffzh2FRspGfQRYj1EBB6LgyOkNG7baBfLbJvBjGBCJpFPEifrKkOxyDiTvuGjiOy9iByLv3R18Toy2+IzvAoIk/Z76jIIR+LknArBbhUHNQ4SaMkwaY6WvnSIwv0y+gIk1olASY3F2xJcxDHOR9h3m3Wnd4JRJnCCDs8A4ljnnQc591IbbLJpcxr3M9GXjqar03ABEzg/CZggXN+P1+vzgRMYLkJICRkZMrDob+Zlx3cwgCdIPPWCTwuTYzXot6nwg1pjjY74dvEpVVTxYiZ+kisX782rSJ5eXA01MlCoA3/JYz7drGVvB4bMHIbT+2Mpz72sbh664YYXMOGe7waJdRCMXlE+sYu19+V0SuhI4WjeTF2kWxoc5xPDQ/F7MYNMU2/GqaKZa+9P9jaeBaIUWPhUw324pAAIFbxDpk0On/0MN+0bUQiQAvvW/3yWin1tAz6Y2QFm6qQoQwPzSDG/SDCRntmBqk7yABzhJDNAU77lPTeoBHehzOxc0/MkcVsbOuV2TtmKJt++KmIh56KMRI/VOHLaGgPySq+WUMHITbDPHoDw3GkORdNUkJXN22MFt+BYDhE6ufhI5OxqbIqpqZmYo3SRL/iliiMr0XcaIN/6imtTd4piYtsSZI3OmfE7F/qZIdaqF7y+7BmZdfTkXQR36kfJjeAcGuzV2hmYDBa/L6c6BEep74QOQpk07MsM/8moXgt0o3PIWgbI0OE7qknjZId3oOTk/C3CZjAhUDAAudCeMpeowmYwLIRkKiRsasDbZL24WjPxOG1vPDzV342WuPrsGoxRmWQ6m/rucdfymM4Zw16GLTFVeMpoUAFz4L2Y9TpqIZw6GDwT+O9GMMIruCxWYeX44l7HohH/r8PxNU//7PRqZOli74L8t7I1JZrRELlOz768+nPX82K9KV1NMkGNoHI6V59ZVz29rdGe80Y+4OYt27i5VDoGpNlPHaFKCNyeSiKa3mRKadKK10mzIyX62DQZ+/TSd4hxpFcmEUgTeElWfWKl8YlN99M2UBMPrMn9j50T0w9+WhcPEeiBAm3JApk4iuLXSEGK3isSIU98fCjiJCbo8L7ZoK9Mkfvvi96u/fGSAqlk9dLIkpeI8L+FGKHyGnT9lnWNP6yV8T219waxa0XR28EfmS1i31HY/JL98cTn7kzYu26uPwNPxzlrdtZJuPysCRO+3IpkxQsPWlKvpXgQIcERubNSZfSO/OHQsy6JCng0aawRD0u6RftSyqwl2aSl4CWr31hbPn5n4jSOoSi+lS32qCFsBFHzbNHlr2tsKisWR3NGi9HpQpd+TABEzCBC46ABc4F98i9YBMwgeePQP9v5mXo9gdVOJrCilp1/kZ+3doo8+mVSHdFWuYyycpkdmtvCWYr5zKJERGEQOGrSQar9InuKYOZXh5aZP9Hu9nBo1ONAbwNG493Y+LO+2P/pm1x0Y/9IKIDH4FE05JFaz76LC1fUm1eD6nuvLdBxnq5gieB/SuVgSit3RCFtYgwMsDp/S3lNl4HDPBOqc1cyV6GI0e5vlp4Y9SPbHOlcWYV3KcPJqF56Fs7YugcDw6heYi/gWuujgIhYmuuuirq12yL/e99T8zd/1AMU1mU5O1Ra6RACl+r0UfrwKFoHT8UlQ3j0SJb2tyOZ0i/zTzoVyF3XVSYxI1aKcyO9AWEAvZi4y2vjIve8HrEy6boDpIyGnFRIC12cXxjrF6PR+dixAVltRdsix6JBuRloan+TR95cpQUoF9MWXZTL+dceGiuCYQqcuin/EoKk9MT114ltUjJJ3j28ti0CD0c3bg2Shsvnl+zWiXRJJFFHWnklMgCwaMU2cnjpme1ZHyN6cMETMAEzmcCFjjn89P12kzABJadQBdPi0x55W7W3/bLo9PDU1NtsTG/VI8eoWpNjFG9F0WelpQ5DeNdpn8BsUDW3+SdKOkFmbTV3ptpdp7PULHKe3Iq9CsRM827WUoYthvZo1E7MBmHPvzZqF68PkZfdj1pndUymdsY1pkfIUs0INN6sfGtqZ7uwFROtbVHhDf3INSYHwKngHBh8w9dM2e5IeQVka5iPjUEmhwMXdaojffJcGcueoGlDG8JNjliVC5xlBIrF2BCSbsyFIWR1dHmxZ5zo4Ttrbsqxp+9KWae3Bnt40eiDpMGsmuOxg24VPGCVHjHTPEYLyid4WWajDO3Y3cUdu2NCmFeJV7EKXEpgaHU1ymdMm2Psbdm+OoXxUU/eHuUrricRALMOsXP6bExb+Zf2FyNdauYD8KsQFheEpq0lUcqSSzWIJpKX621pKxxnPU1DCUnD93vP41UmKQezJLI4Y76U1ibBKW8U01+LxqE63XZS1VUyB5r6KhjPtp7o0xxYlnEE6TQNSWoSC8E1Sj0Y4GTMPuHCZjABURA/x/1YQImYAImcFYIYJ52ZB3LoMcIZQztrSn1M3UpC1mZv6EvYtCnuDSMXNQMxrOSDeD7IAWyXvaoGKhkEHN7AGN2EBFT6tYQGbTVWzMRBh2MW73HpUAWtmFCw6oHD8SBD34yuo/vpGt5NyQ6arzQU23xCkhwYAzX5AXASJZA0DgymLMDI1lF85e0T+cK60JcSZRhfHfZg6JkAjLGq/IkyFCXoEnWOa2512DPUYN68q4oEYF66iXhp70zGkPvfSnFLIO3C7xrpofg6Oq9NVo7ogfholCyEl6vwUu3RmvNmphk31KX9WhSFb0ZlQHl6aizL6lASFdrRrNlLnt2R3nyICIPN5JUCUfa38K3kjg0mM9x9jkN3PTyqF79wmgPIiIQjxILSW4Bp8K8yuzlqY6NRmX1GIkIFP6l5ykBwSisQY+uwNgtMeReldBBhd9pLIk5HaqjQ9MQc70XKV0v+JNY5TSjb80v88wo3k3XmpP2K6U9Pgga3U9en5QSmnXrd0zqk/Y6JGwsbjIW/mkCJnBhEeCPIR8mYAImYAJng0AySmVkYgXLqFV2rSbG7gwG8zT7JxoY8b3WXH9o/oae0KQ2ngUZxcloxoRViuMkGpQtjD7kf0ipnzGO5RXpsV9FGbUUmpQ2kyBYqlyPEq6275uPx+P/58NxzS+siuJF69I+HqzkKLFHpoVoKJL+WIIGn0cSQXTAXPrWcZoV1wyaG/LawyODvotAU5hXkfF5+yXDEkBH1rE2wkS1i9qMI3GienhZOnhOJLJkvOcGtwTb/D4VDcs4yqyWbdDPQt2yBXMTZvL9qE1vsBrdgXoSaAqRayeFAS8Z/8yjog01YqX6eLVO7N9PkoLZtHcojU936W5SJKSvJnRtmPfZDF36AvbcjGZzkDDROvgnx6DvNN+shHVkAXbaL5PEXFoDrWCf0nzjySn+/+y9V9ek13me+VSuL3bOQDdyJAIJ5iCSIkWJpCwtWrZGtid4LZ3oYH6Al3+KD7xGB/IcSLJsSTZFSbRNk7IYxIAhCQIEkRpA5/jFyjXX9bxV3Q0QICmKgID+9ttdVW/Y8d4F9H3XEzbg5r5H1HHs8yPnQftUrQ5d0pjHdXzon67HYKiAcePYGokaJr0tch70GD/SBoydh1I4TGOd46ncGa+1O2+/fBYECgIFgR2GQBE4O2zBy3QLAgWBNw8BKW3mDZAs+8s6zNNf8/FOw9WIRAGQ7AnXuXHmGKcvyPFUiw3EVcuOciZdnRAPdYSOpNunlTCAQKdwgsjTjuLHV+C21iCqf1WjxjbJDL7xnXjp4MG49V/9BlYMXNoQAo7LdltaBmxMceBAk9DPrApc2Z5Nzg+1hPe0FGlZUiMQioMIIz7I+JtsGUuCge+6ahG0r16aoAL0XJs3KJFXsIiFaZUdka521aEVB+Eyez63ZmnRwokv/5iiWhnmWGzDkTcUFggqRsZ4uIMVZry9EdsXL5PemXnr2oUWyBYcAC2YfnoDMdS85Wh0DpEAIdvAlZDGOU3hUlneHPwrD3tVcpncwNaGjCPXk3UaAowWNY/siuo5/bwze+OG9byvLYzqeS6oU8QLW5VW4pY5mRRhFaHYYd4tJqE1KQWkbViRuZgpb4gFZ4hwts+WwijXc9Zf+SgIFAQKAjsIgSJwdtBil6kWBAoCby4CST3hoga2GxOh+cNNG7uQ/+65i3H6j/48UxEbt6LDUQ2LzgSCOsGta7uxEEff+1isPnQfFhMIM+TWgHg2dkEASIap4T2mxAeKQarMC8JbRyx1IOj7IPaNjUGc/W//I9oHV2KfcRySbxiwDljpNKcVhiueYA3h9IYjBU3e483mGUf2qwCBaLdMj/bsC/Hif/jDGCyQwYw2GogbY2mIcIl1XOwauJMd/uAHYuW241S3HVrgJSH30ozSdeafm4ZqhuBw80rkClNBBvFCcqQaaCJG+mcuR2u9T5po3OKyOaWGaoS9hBhdD2tIHStPi6D8/uX1mKxtIQoQjDTtfJyHWdzMBjdAPPTb7BuEwGnsXkUaKRRsCiwIXDJGp5kgVNNPRUITVM9D60mKTsToAExajJOWqzFjYavQyqFXFW58dyyzQxzEHyhYS2ZD+66NHmzux7OHmKCrL56JF//wP8d0F9nqcPlrDehLtYuQ05rWYz5HP/HRWDx+ew42ZddsnPN+ymdBoCBQENgpCBSBs1NWusyzIFAQ+EdBoLIvQDchm5JlLTmS+db6MK7+1ZdiTDauGr/YZ7wEgkB3NKJP4hKB9fvI2lV7+L7qV/q55YVZKHAk9bZnW7qOVYQY6xACp9FGahBsbzzGClnWNi9eiMtsdLly24lYQBWYqCAtSkmpZ25hMv9s5wbmzT1dpTQbVdpEUeIcJtGFzLcd66mXY5N4nzpuaA0KtUlXrDDpcb0B8Z7eeiQO3n9nNBE47IaTUsqFaCgA6Co3NbUT58F9Sb1xJmmpIDucm+3UW7wg+rW1tVj/wbMxvnQ12gg9rT9yeCVaw+B/rBxbzGHMPjBN4nUGxOI0eqQhAAdbr2ntoB/bV3Buc2+6sBDtfXujBt6Ox7TLjT4ubb1tylLHe/nyjUOYZqfIGspTZnlXjHbvyrXLjVFp+7q8qaq91vtMz9EkY0+VWrm0pbXLCqy5GfIWWMMelqje//pWWutMStcduXcSGDCYIfsNnUU0H77v/mjeeiexVbivMc7yD/xroV7uFQQKAjsBgfL/v52wymWOBYGCwD8aArqR6QqVHHnGjCXlC+xb0yYqftzrQbZJEsDNDFyHHPew4Gz1IPd94nOSUM9tAbJ/ObryJluESCN08hoXJYQC+9hD8hEEBp5nqXHsoc31516MK+cvELzfxwIgwdf6QxnHBNPWLatq8ZVQeW9+6M6WVhXNHBzG4iholgf9dMmS3LcUIrRthrMxxLu3tRxNNp/MdtJtywnA3SmrNUvDE3+r58xmzB9jehY477CHTow2SRrQj96FC3Hqb78Ra1/+ahzeJm6GtgYkDlAktHjTHavP+K6Saaxz7HA0V1djcJZsamRPsw9d3XRfM2Wz48wNRRlnvd7B2sOGnmZLw2LTxlpyhb2Ernzhr6O2sYGlB6miux1jVOs5D2evIB2363FpC3fA9747jn3mV6Kxhz5ZA53uRjy3HF1lnfy0cgLBp6fctF3vVYKItnOs4sNt+tV+xTBJvICY21znepIJIZYGTRJWIHBQd0Zxuelqe1u8mIqN+nLA5SgIFAQKAjsQgSJwduCilykXBAoCbw4CSgylDZQ/yW4SY7o28FyiamxFMwPMx9gCoOiSWMRQG7WziFDQbUmmqlXDQ86aLVImaTbiZKSVxLoUNTTDrGZ6LmnbqMpjVaHdFZIOTHFXGxF4L9Vv06gZzIx1kYxPGUceVpodcy4+58qKMA0NipMk4JSb0rGUfgrTZjaZRKGu+xpzWyQeaIIFIlMrU7YBe3fokn0tDzkbPqrkBQgGRkYUCXFCESsIku3vPxEn/58tXNZGsXH2Qmy/fDqOrm3GbupOCaxHEVYWJoY+Zj4bWDqu7F6II/fdwd41e2Ny8iICR3ScG22DQx3xqOBRUKgqG7joNZrtYOseEhfoZkbehEuXYvMH34uFq5fSKsPEkBlKqNlhVW622L9ogAvccO8+LD5Yczi0qjjJFFGUUbB4KFJ+0qFgSuGaa+G4XEzmqbscY3UOfidazoEJKP5MZiCG4mkMU35P+FfdT+dYjoJAQaAgsFMRKAJnp658mXdBoCDwJiEgCYVt8leCLNUe5jlniAOvjTExONwsa3XIuwKiRTVFS9odYMcKHwP3jdHwj35SEmKjQJQWEnDZ/jyGo+K3ihyecdGmXh8XuDqEeYi1wkxqxrCM6MQRSpQdY3XOpQ3QpPXtqzqcgWUcNQdlrC3BruKCEAeW5bWo1QOlNR9dlrcQyij/qJC89I1T52LAvC56xr4o9jZfei62zr2UYqo7GsYyomYJlzAJvrJKlzfHolVpisXoEgJg9b574+C7HoqJe/PkUJSXdMWbsSrKHR9oPTHJQlXXAH3hpQJHCze1pfFWLIxxFpy2WQekG+NzainGaMueF6b92Bj2o4UbXI2+PaoYJ8vZJ2/z9eKZl688qhuWRSHSviJHWBgXzfldEH9dCm3dNRRvr9n8CDlpYdKJg4fjGWG1M6bJzHLkmuOZBas+OClHQaAgUBDYMQgUgbNjlrpMtCBQEHizEZCejrEYKENaMFddyOSbWjwMiJeijuuIDgip1hdC9iHU7s5SWQsmKBDtLf41zmSKxUEK7i/0igTp64D2pO3tJPN1EhgoNioJIinu2I9pk2HMJgaQRGtJwZmJZxJ1IlkQFtkmFdQd1aHQYBwpmuzJZ4gjSLNz8s4Icl2NVXcyy2NZIOB+5DntVlnh5s5XjHnG8HMOPudPPS0/igfu0r7jNN1zm3msDpjjYAuswAVXMd3KOgzU/WNGCMJeWivsk6QMiKfx3gNx6IPvJ6HCEdy2sIrhQlbDoqWQEzFFgQJApeKePCLY8AZudlqZpri9iVmLOdvPHCuFhavoNbqNeWC9oVybPjpUN0ucwiMPAJx1kXPS9c9FV2ZocMlSvKXsmIFdtc5aI8Da/PG7ogXGzU5T+KkU6aHJXJqcKmym9Kl1h7dcpzb7Ajl4YTSz2zUzTnbkGMpRECgIFAR2DgJF4OyctS4zLQgUBN5kBJJbymghxHJZT3MHes7MHLaNu5gpo5UjeHOl9WPKLpkGnF9B+Pgr/F6fSnizvpYHXloeILvGZ7R55uaSGyigNpt+jnC36nO+vLUdXVkyVogpFhvdy9psKJpyg7Z0T0tGnKPywif51AccVEjCrJSCTMucORRPnrUROs7PcW9qcWEsLToxA5kueLpYbSAAtlJCKWZoMc0SVR/zxAjZNs/cA2dkUD2dKsiazNFsc02IvKmap1pTagTWI2a0VpimWlHkXkDPYEWp7TseRz/zmdj1nvexT85CCqw6oCly+rStaOBmisEW+GolU9hts+/QEGvNLmKixI6JJH7rFF+mnwUsSW1nTF+2M3Ru1DVls5YkVYvrNzfPeG6sj8LEg+LV3KvLa9f5cHbPuY9pa6igRVxpLVIk+b3RIqfgGvB5NTPX8T3h3JTY2v+st0k7F8BnD5LI/HUp4rIFOi9HQaAgUBDYgQgUgbMDF71MuSBQEHjzEPB/sn14pt5ZEmPjKUwpLJneOnowRp0W8SNE4EDiyaEWE0SKImfUQsCs7sqBSlPdo6VBSmDj9CtrB0IBi4TEfUyw/QATjpx6eOhgtO89Eaf+6stxC/XaCIQ+xHkicR7rzKaMYUNMf/2ngkLD9r30REKeB23lxpuIgDQgcN+xTxVWCJomblwjxMUmGcu2du+NBsH6ZisbIsxURgw1NpnR5NaDEYvaijgcoB/0BUdn3HzaoX0xKrODjbAOWc5RSvJpMgm7VxOsPQqpyvdtggCJOI/rWtx1Rxz61X8au973/hjvX6INLCuIpBbz7i+SgYwx76JuT1EAzl3FCXaQCdnZtqdbsdlfi32002xq76J5YnncqMhSNbK1BYkKlDEKkC0G1WHgXfEC08RLA0s1tZyc95QfM5nCw9c+bNP+rOqn+s9PD6Ey+sb9bGps+DlibNuH97FJLCKP/mp8oUb1fgrkDTLWmdzAbG7GALnpKfqQ0V9vLxstbwWBgkBBYIcgUATODlnoMs2CQEHgHwcBf4HX+mIgf023J35el7wP9h2Lw7/7f8b4MCKG2JikxIoHg0G4PAhBbR3fjwUEksqv9E1Ia6ZKRh2YuEAiLMeu4jFqsTIiJoX4lN5CJ/Z95N0xgISf+tLfxBE6n5IyWrcl5c2cixvkLwVHH6U1I4k67c15Oqezc3uqDqWQblqVQDEVNFKJgP5bf/0ziJh9tAetb/YzzqfOPPc7cfak6Rw8hvsd8git4NirvxB0mtbNDcp+jYzbxxRSrxVoiNjp6Z+GlWWByYrcyNgesaAR8ZjA5HcfvS32P/wwWO5BwJCKGiGjhaazROpnxNWUdlpgL7BurJqqhPa6tNLE0jW4eDHGfdJJt1dSQA4Y2PYIJ8J6FyFWi33020XUNbQsWZ/10PrTZOwKEcd17fCGOKQK4b4Av86hpcVRoZvIqgdUCK8OxbVeKeV8NkFgXSSLXPvBe2I/m7UG7nc13RgHoq0kjNjDnj3HqLN8y23s/2mKaOqqE/NpeSsIFAQKAjsPgSJwdt6alxkXBAoCbxICUt153Ildwu+1GyQp7jdbUb/7zogjB9Kq4H1FRwuhUkOoTMk+NsDwMcJByk0qZ6qANiDZvPz1vw+ZHxCbskTWggWE0Rok1yD/8YnDsfq5T8X5s2wm+oPvxi1YI+pYiSTSTa1HEHQtI1WraafgOZ1oVpmxYnm6p5W1yMKIEJ6bHU3SP2QyV3CLipXF6D5wL0LiIDMgSXWnR0ljWpRTEHj6QmrQH/XtNAVGziZd63Q3I4w/A/4N0DfIxc09h+BzjvsbDGQ3qmwBNVCHtasXTCVdZzJs9ZnJEganzkf/KhuAto5lw6a/NilDa3kp2iurUTdFmoIEs5KCaghmWpjaCIUV4nxqL12MydXNaC8dEPDoHD8Wi5/4WNS316gTsfHUc9F75nnidfqIIrtwrSqBeQ0wJ8tRQ1z5xHHObuX913rLJAQ8MPKnSQxQtaeRok8MaAUsGoxV60ys7o7xHXdF58QJ5lxZaDruwcOrPXMRxIyWg7Jfv2vlKAgUBAoCOxWBInB26sqXeRcECgJvOAJSey0eyVaT7iIB6oPYNmNaZysaLdg0/xeeQt4bWFxIBIaVA9MC7NS4Gau0seYYL9PUxAJ3ruOulBuGStSxEkhmm1onIL3GffR8YVnZc9/dcfy3fiPO/sEgLj75ZBxbIiR+0LO7tCRJw6HH+VLE0Hp1OF6P+cf8enZLkaROMWPXNiKi1iVSqIt7mqaHCZt9pnvUCLc40gygAnS7MkscHD5d2DIdMm0q0LxJEwgQRRaiQAsX85xC9tcVSXfdHau3HInRE0/GxqlzsQqBb4HPgAFMMQcZ6t/leuulF2P7uR9F65134VKm5YOxIF5qyyuxtO8QpwtsfLoJ3jxx/FmXAVFmGde6yy+cif7p89E+ciItYu37T8SxW/fjOjiKDopm7T99Ia7YP5uzrjCnEWJJ65fxVJ75d35UiHq3Opvff61PEwYwWObL0gJR3/b41PoEJLjZkXBg3EL8EUfFnBu4LWZSB/qf8h2aMPca1hvr53dBqxHnWrhygxwFYzkKAgWBgsAORKAInB246GXKBYGCwJuFwHXhoNjJQHrUSq/ei+1Gj6ReOhmNEDeQUhku12PcsbQyTLFgSG4bkH1u4K/GS8sLQ4e+8oLwIkzUQ56Prcsv/QMFhjm+mt1YeeQdMV3fjtNXr8T04unYDUHuIJisX0OgTGDGWpg0qnhPLXNNz3CvumYO3s/nnHDUVSW4hzlOGfWYzUMJ9clDN7wGyQBajFVS3sQKIWnXpcs20hrFGE2DrSuWgiPfGIuSQALPEHHNa8QSIu3Apz4eLyCWLpy7nNaTLqKjTsyRFiGV1hIxKRuba7H91BOxfPFd0Tx0hH7FCWzYwLN79GhcXezG5pqbZCIiFVE8z3nSZ7fTZo+dM7GBhWblgfvBkRgeU9qtroAvcTwIt+bCUo6LkB2Qrdz8XC5dzJyV1qK5NcY55Jyc1087ZmU00IikgknrjZuRNhG8Q8aXGdV8Bn5KOgUuBXFBQ0QhchRbuvO5jokgbZmhz3Hp+ueymCBiPr6fNqTyvCBQECgI3AwI8L/CchQECgIFgYLALwSBGcmftyV/NcOZR25yCavWBW1p3I5ubQE3NG0bbtyoROFXeyi4gsYNHOHPFSlVGPBT1AjNYnY0LTs2mamMYdh+uofOBOEkOdZeUptoCuJ/76uLsfqhd8eB3/hUXF1Zjiv038cKMqTc0ID7pMEUta/8w8kNh635ymY5g1czRhzQGKPkeZlECV2MUC3EjjYLLQoMmvKmppZoMw9MOAPGt4V1YZtztZriqKkrmGOV3XuLTtBC6SXnpqEjRNKgtRi1o8di9eFHYrpnf2wMMnFyuoeZzUxkfe+C4dWnnoqrz7xADJMCYyY4wGD5xK3Ereylb0QEdRqoLVNx51KJNfh2B/04/5WvxeYPfxjR2yBF9SiWsfK0EDriMsn02liUAN4scboSpqUp0XHKFYLO47qQ4F524t1XHvPbCiQPxZaWMYWJwk8YTUiRwgXMdMlLq5GWJ9NBM/6p+/NMiTGKBVzUumSc6/DCokUMTsvvhUKuav6GMc1ulI+CQEGgIHCTIzD73+tNPssyvYJAQaAg8AYhoACYvySk/vHwf64YCvLKkHGDxi03kZj2sQhsEhdD/EeDPNE10kWPyYhVJxnAZIAsIMClTtriGF8laHzAvR7uS3waPJ9kmF4gsBJ2W9XBy81DR5qCEBPVLjX+qs+Tfcux6xMfjsVf+eV4ub1AOmlsECQzsKZEHf+4HK1xNXUURt7jjqpG1zXdpeTv/E1hZQa1Gv3U7IfMYwbeB+OPXi8abnjZ3+B6M2qDTRQZKRJ6W9Hqb5J1bBvRY544Av2xUk1N+YyQcZ8dRzwivsYYHOdjmmR6yDFGqxtNAuzHJ46l+5giqk6fxgwpCrXidLB2xenT0X/8O1HbIp6G8Y25rwBq33Y8hnfeEufJVjdBGCxo/WDa7h+0iWAc4v61F+vY5ORzcfIvvhCj55+P7pCxTreZd482ttATtGf8DmJDwWq7JlGYr2n6iPHMA+2WQlAxlKmsxdhxAqJaDkiVdd5JUUNpcGZO4NxB/C4D5TLzI+E3ndhGtb4tYBbfGGP5w4pTI8kAm/1wj6b7rNM2FjFSvLWAnwwTVUf0NdECWI6CQEGgILDDECguajtswct0CwIFgV8sAnP+CjtP8eEeNpJXSbTUVBouJXa/kjFEdgDxxT8sGlvrceoLX4jB0hKEl71YkvQrbKpA+jomjhpEtTVYjNaRQ7Hrlx8jyxcWmBQm2H2w+rBFKERc+syv9fmJYNL6YwCHgiX3jKH3Q/viyK9/MiaXrsTlL301Xb1aBqQrVqg4STGgkLEeLw5aYdSKJF7VrZyNk3Ne9rPKxdXnXogz/+nzMWguJElHrVEHiw59N0l80GYspqne6DZjz/0PxKGH72e3FrO/IerorzaLh5kNOWON7E6bUAIKkCu3HI5d994Vgye+F6PhRlqPHFOiyxzaZBrbMxzF1uM/iI2PvhytXeQ9o0BDd7wDe2Ll0XfElcefiPGFC8xKAcL+OEzfdfF6CS1xBE1w4W++HScvbsbhDz8WK3feRpo1cEVc1p5+IVrutUPZPqJD17wlxNLcKicejsYj8QIzoVTAaY1JHLOI3wYLVWWRafSPuGIs22C0yb/I5G3DioPIQw2NmIC9LoHdJm50p/7yL2NA6nBFMcub1p5sEBFTZzxkXojtrY1YeuSuOPTux6KJOMx9k2jvumXJAZSjIFAQKAjc3AgUgXNzr2+ZXUGgIPBmIAAZlXDKW/MTSuu+NZ5DRaubSXNxQzMxAM+WsTSc+9P/mpXqiJuMp4AYN3ExwjkqXcgMlx+Ml2KKKDj4oUcI5m8jhBQe1Wua1hfIK13AkdNdTdcmGs2+4eycNckaRg2C9U/85mfi9JXNOP/tb8YRBI4iTCuTlgU300yLk2ybo8Y47D9lAB1I0hkeZbSxcI4iWeF8+OLLceXsX2CHaLP5J8V1fQMIUzM7Lvec2eb6YrsVzV+LOHTPPRkEn5t3gkW6kzl+6uq+pr0h2/eTf6HEqtZejt3vuDfO/q+DsX1yM3Yh7mrE4uTYGZTZ2VYg95vPn4pNMp4dfOBB2kAsct94nn2PPRL9r3wremevIBoqy0paYgBAd0CcBWMRkbM0Hsbl7z0V5549GZf2saeMmgG3uMXLa7Hax/rEdQ+czFSX++zQ95RrA5Cmgjk7dNHTMlUHSy1jUyfnJ3MxQiph4t1sbgoshpAWuB5t1GnbhBO66ylQtcDsJpVb8+y5uPRnf0XWPOKosPQYR5TxOq4d+OJsx5etHhfXrmIh/NWIBx4mf/RC7pnjsHKjVsZr3+UoCBQECgI3OwJF4NzsK1zmVxAoCLyhCKgnJOUSx0zejEVhBMkfQHp7uHEtQ3JbkFTFj9YKjxHWiwUI+pHtTepipbEOxBuOzbmsnhgUrSvQ4T4bal7dxtULIqt1wE83q4ST8ys/wgVCDN3NX/ON32ngI+Vjx2NaZyktIyDBGaXuuzMO/PPPxlmC8tef/AGuWYzHvhmFmZQdQzasMhrqBmZDpKLmVXOPHu7XuGfAe5V5GaEGGW9v9REbQ8YAiWc+xpPUiBXpUw8zDnNlNENiRBAJsPYckWj5apJ5LWWUhF6QGEsG2dPSFFctS/l85fbb4+odd8TGyedzvxg1Qw2BlH1mPQTFxkasY8XZ/b73RPfgiRRAY/BoHT4W+37pI3EFAbRxHgsPc82kCNRzLtv05XWdZAl7cf9a3UBwgpG4KDi0kincPDdGJl3/8plh/7SBcGE0vHxWCUfjj5SIroDDswnXWTHSQtE0OHf7UGOZzJTX5p6ltVwZI2WigxpufBUGRNpQb982G3vyHTC+yZ79Ntmrjn/b4tFBEPdIbb3O94r2dJfTsmMZR0iVrOC1Y/LrVI6CQEGgIHAzIuC/G+UoCBQECgIF3oREVwAAQABJREFUgV8EAv5CLonkpVVkBIs0OFx6KZHuc884HVhwujpZ2FgWnyEL+GOOLn/Zx32rhQMaKaWN/5hWfmhVjAwlDdpPNzAI/haubFuU70OytdTMDDCz2dAhfVi9TdqvabcbrUfvjb2f/VisHzoYF2XACCpjbyyX9U1zpthBZ2llMY7EwHpHaKyIbFnrxzZlfOnmhXyCzCsAiMlB1EjUSR6NQWFI+mM3/hyygSXZ4iivq55CTZmjOHAupji2L12/BnwOwMOx5NiTnkPU9+yO7j13RW91DwkDmBftiLUj61F2gBxpU7f//Aux/cJL9DHEbY72sZKYXW71Xe+I9sfeG5eXFkl4YDY1RCG+ctV+PVhM6HPEWHKjUFzD6jUyw4E/0UG0ZYyU66hgMFEBdhhdwhCBijljcSiQz5kC1wovY40YD7edT491FLfKsseoGbwiw0NharKGDnXb3KtkIt8ExGOD9dGVTRg6vCl0tJSxRVImJegyngXG0wWJDiU7CLFMUkFbua6JcnaTb/M+r98pZwWBgkBB4OZDoPo/8s03rzKjgkBBoCDwpiAgyYbqQnwxVsjJsbjUtKJAOk0frAXEvW0MUO+TynnIJ5w03Zy0jLjR5QDCPeKlzpAUS/ih1FBWn0J0FRYEldcGsGAsPz5XCMh7qZKWChMOmCLa+Bae5DFlDCYfMMsa9B1jCm11l2LxYx+KXf/s1+Mcm0cOiRNZhCqbPtqUzlopPNxPxta9XMB3bBG3qBaiwGufVNYhntMb0SLc0d4BqXfcCJsRSRHqZB9rQ96zXevSXlpOctSghlXIBqv2FD1gJjjVELIPz7mDDmvF6v33xARXu4tYJ3SB85m6woQBxpjsarNpDfvVXPnu98lzsJZiTyuJ++ZM9u2O/b/xyVj4pQ/EGVNL095iazmWh+1Y7jdjkUaMe9F6YmoB18m10KVMq02H8dfBaoJVRVE4YfPUUWshNpV2dVzBeJZjRWE6B6egC5kWKGegZUdR5iarlchBHNG+c5so2ADG75DLqsjpgptCKcsoABEurr1WOzcF1QpUmYa0KiFsuHbjT61EWofEtUZfN5pphLYcBYGCQEFgJyBQXNR2wiqXORYECgJvMAJKiso1CfZKkL9kVaKLTYaUzXWIaXJYyK8Whw4vJYFlJJ2Wk69m1jKpMWRacZIxHJQzNXMyZgRIbsqZblAG8ZPiOFuEnHOvzcu00eiZPOC41FUMYH2B7LKrDpQZm8SuvbH/k78cw4tbceo/fj5uJc6kzRg6jB3NlYeizc1FW9xvMkhjPhys7buJpFYar7VIcYf7VsMdChNBpjdmzLapFUIRZea2nCSiJ5MbgEuD+2ZMa9O2sUNaR2yM0SZu1rWsh65d7eNHo3PvnaSD/lEMSCqwAp7yfmNP/MdMIbjURwB+99kYfpCNOx/cz7gRKbQ5oP/WocNx6J/+RowXFuOFr3wlts9cjaOIO7HLPW8o60FuhByq566R+9+k1cbBMUYzwG3S8fOI2cGJO+K2Rx6K1uoyz6iQ4yXuiXa1rGhNsQ0FrFgOnIeYDmfuhAxuiGbqM4MJwkkh5Ciq2C1xVUKyjqifCun8eoCRKwD++dTvRTXGTDZAX7koWYIHtOngcnY84gZ/ylEQKAgUBG5eBIrAuXnXtsysIFAQeBMQ0NVI4uiP5WqARgNqyktRMoHYTicdnkPgKdSEwBqg7h4lBp7rJqXrkwR/yKfuXpJ+5YNt6lrVg5tu4zY2IoamCZGf0gab3tCWG4FKW6G4/Po/hsRmdrIkyAwEXpsxNLRj/xJa9YPioc6YGisH48iv/nLUr16NM3/5P2MP6atzvJJ0y5r+OcfHmBnTCP+yKeNGtvGwGl9SbkUMDSuIPCTazmVMvFEamaiDwxaWkQZ7/1AAYWDAex2XuW1qrWP2guunoFNY2NCQ9tZxLWvz0gIhFjWEQH3PSuwlZfTmV78R2y+fiRXGTB5t9c2sT8bRasWl507F2lPPx+E770osTQTQb2udaUfj1tviyP/2uWiTdvriF78SzzzzfOwixGkvc0ViJEY1xpgOg3SsVUf8zPJmUoB11m2bDrfZPHThkYfjxEc+EQsPPhD95VYQAsP4KcucibICT0Ubc6XtmgkDmAvJvnN+ttmZYa0FZ4gAw4mP75HlsIDxbARmE+tybvY9V1EITfRgHzle+sRWlpi201mwBd4KJUrml1JXOBrgWruS9ctRECgIFARudgSKwLnZV7jMryBQEHgDEZCh+ls6rJxTrTN14zg6zbiyvATzhLIiFCY1XKckl5J1fuE3MYCHVpHcy4ZLXdEUINWjlA782l+Ls2TQmqxge1EhQYQH7GVzfmVXvIRv1mJbVzWEEa5v9ByXKD9cWKZYJTfMstZEALQQXDlAxqmYgitzYNE4diJ2f/ZTceXi5XjuG98h9XE79iNYPGqKgm4jzi8vRG/IXjQIHJ3QtGYsO15IsyRatzxn49hpOj/NXOZ5G4tTAzK+hii7hEtXg71oJNp1iHtvoRvniIcZEEO0yIahUyrkni/0OwCjbcpPcCXTB00rTA6aeot33h5xz93x8pVtgujpBPy3tYDoToYYiUY3zrNRZ+30ydi7djnau0kZjSWog3rqs99Nj3m09u8n6cBHY/eJ2+Lst/4Ol7YfxOWXTsXCxjZprVlFRRhWLyfRsH/FAQKlTxa7DURW+84TcZTU08sP3R/d/Uejv7jIMB0LogS3tYsrS7HN3DaNZ0qsdHcTU9JqEy+1sXslDgJclzgd16HG/NcWWbeFVRUVbXVyvx6/BVWr1Xdrfm4/ihXFk39GfC/sp8vn6eFyHFzku8f3wXsJEeWsa/IGD9fLGze2561yFAQKAgWBmwWBInBulpUs8ygIFAT+ERBI2ghR1G0JwgiBHPMLfufY4XjoX/92tDbZMFIzhiQXcqtoSNIK95Rr+sP6TNHMWGc1BUnrmJTFZh/bXV+M0YHdkGBD+Rux9x0PxKP/9+/GiiSezUDHZkdTdbBJ6B5SO4/3HojaQWJrKC3vbUjO/YPQcBz81p8iywHoGtW8//Y49r//Zjy/grPbIgR7ZZW6DIvxLj98X9z2e/+HidCijtXCJADKny4CyvgUvdlEoEJhNh+uneWI8RiLpG2nXW/HPly2lk7cElukMOtD4Pd9/L2xdPtB+iF+ZMC4GY8JFVAUQFKLfQic1h13YCkhzxiqr414mWLqaR88GCf++T+JrQ+8EwHFHHm2oFGLPnXZ0yVwD/WnRw8wUCw8Wp6cOgNHC9IOc3ZU7D/Uuv/uOHricOz/6IdifPJUjF46E71zF2NAWuhhnx003VCz3Yl6txXdQ/tjif2EDt6KU9uRg9FeXYlAlExJJ2ecTB18Xc76kf1x27/6rWhfXAP/fvZt2jaKIAZrsRfQBgig1m1Hq6UnUcHe205E+1//s2ixN9IY4QMK6S5Ilfxe8cEBlmKUXxqv/ZZ4eM8vFGvDRxsMFo4dj9pim3a8hwVq5nrnOlV1smJ5KwgUBAoCNy0CtQff/yvTl1aO3LQTLBMrCBQE3lgErvzl77+xHbzVW4cxKm7knXp1NT0Zk/1sokxATCgspJWwawmmh4KjOiSp0thXH9ynHYm+jlNTLBD1FlYOhEWGpYzZ/jFjWegTITIhcKZpnA8sfoJ4GFPWWBkFxgSLgOImBY49ExMy8T5DUKQoKGK7F2P2iEl3qCN7Y4oViGqQd1I/D3F8cyyqJcfK/ZwSl47cl0+MvcmHfliIa13aplhdVFp1927hfBO/rG36XIWIp7WE2jUyIShApmmlAjfia4xLGnYQd03c6RgrxipcvYgoYt5mNZtgZdGFj0ZTdDXsz34ZkFYx79axjMj6Ta2c5XhGhm7aRg4xJgXnONdJ6w8P2Vh1vI003Gb9RvZlp5RHXDYWiaVC6ASCZ5BxPdjtmt0gnwIH4oPxGyczoOf2Ni5uwkaatjFz1QUNiZMuiX5ZHN8Uyxzvac2aIAYzDbWDZ6hC6drnScLpDU6s55pxmW9ZhHm4mNyfOjme1RskPeCVt3mkwKk7X+tblUOsuFNd7JD33Z/6v3bITMs0CwIFgWLBKd+BgkBBoCDwD0EAxih/TnItSU5Cj9WhZSoBLDEQ32SdsFYtCFJKCWyKAq6uy57ZILIAAkTrAQ3rGjWFoE5o19TNWk2iuZCZybQIZHFYdgoZCH+SZ8hsVdDOrDDrmE83pNShTWFliuM6hoqoL0f78DKiAa1DrmKJfQNLyBTLyxgrCNok42laZlmzKRSHsUe600ncq4OLPCzgq5pbH6JuooMuY1fQIDl4htsdWQmGuIwZvO/NoQIHt7ApwqZtUgTqGZRvwoQhamvIYNu2meMyxoR2UuAgosRH3o+VyY04teZ0wSZduHIszhc6jzrU8wxVkcskDr4aTZMvMA7EVA0h02CeU9ZSUZAHbehaqEVEQTll/uoarU6tBMR1cs6OhQe2Q7kxLnZmyqvjIph988j9iNzstSHYWvT4wHePN130xLMSHg7zGrSec//6wTl/Ry4ghdKNznmk+GEAxvMwtuqrp8BlfLw8fBefchQECgIFgZsZgSJwbubVLXMrCBQE3ngEkmhDHP3k/6jGkci+5a8eVYi6DyHYkmaJtEfFTa8Rz+om7xaljFYLf4E3ziXjOyDQiiEdobSutLgvOcZIghtctaWkNyxh5woh42bcDNNG/VPFzVTiRpILB0drUD6JueOCJHsTtWDskBRZvq6O8NBSoLuY19mTc/DlIQCO1378pJw9m3aZBvnLTQ5jdjQ0iINjdzS5sSfFRpRRyI21NjgX7kn4lSzZkffoZ8h4TYltquS2VhbK1RwUp24bartp0VFt8Ex0HBQj84LOGQu3rNNUfHBfQeXYrTBBOFjEQye7nFi2AfZcJpo03aNvhaXtZ0Y8xtdQYPnCcmSsUdtnzMs552CoZ3Y6x1cjvsf2FTYJD58mp7jWI8O9dojvtYNz/mp18vuhOMwMdKCVtiLHQVmrTDh/9aHl5sfvvrpUuS4IFAQKAm9fBIrAefuuXRl5QaAg8I+MgCRRN68kk1xIfqXiWlGSgPJmNq48uFXt+5I0Nwmm3HNOpH1cHbRgdR5oFLBgA7LsqUfltuYJf/k/eNWVtb1Be5xJ2TXPKAakukmZaaC6hnBTSJKreFDcSLJJlJb1iDixIBYOW+KUIvkPhW3joeUzBUwe1Lk2rtktH6WQQiTZQjcHaHuV2HEM9l1HnMzFQyVkbICx2D5lzUCmyMksZM5AsHCtc/CKSPe3UUxkK9RhGowNYxAvx6SVKd28ckC8+ckCzcfupeMQRO8pyCzk/coqhfSizwojbmbZ6rlXXrazvHOhc6o7t7YTRfSAKP2Dddaj/Aw7x+n6pCCjkq6DiUfVZDUfz23TOf2EwyErEF2fzJrGZ6UjFVBVxWtWqFe14zzLURAoCBQEblYEisC5WVe2zKsgUBB4wxGQJFZEccZEIZWevYI83njBubxTEeQBH35l2SSltjArlaz9ehnvWsfn6WbEefas9cIj26MUzBdpkBYUKXlW8fmsAX/lr+p502oVIU/KL9unkxzBrKIfKcQ4ySas44lX1Yl3Zi+rQ/ol+oiYOqIkhRUNjBFNFs/01fqUUSaJuTdtjyYk6J5SO4WHViBn4whtMzOB0T6yJOOM3D+HblL0zEVhNpfDoRUbmx0pZDj3Ud6fPfN6LhC8lc8tMzupEKwuXDvLaKVRCKWAAcz5fat5L8WVBecNzoZSrZRCS4xn87KO5WyFbly7XPq8x+3EmIv5OlsUYZ1iMEtTQ+D4qzWIv9f79bwcBYGCQEFghyFQBM4OW/Ay3YJAQeAXi0CmJqZJybMkVwKbBDO7SUewPKvu+av+jLzP7s6JtZdw3tnhSdoOkvBnm9RLnptlJPsV+5X4+/f6Vd7hlvYRC2eFecM5vqrsjJTz2F/7K+IN4U7i/cp55LNZJefpUX3Yw/X2LeJLHBQdjkBRovECPSBtz0m4L43xI7qe6ao1F2u2WnXDO/NLlziIu5nAjIkxQYLM33+4HJNuWaaXVnwZJ5RueZzPrRcUsclZm3lVzbPqJF3ZfKp9LAVJjq8qZ5Efw4+bibuWJVudYeWovVaMJSKppIy1oTzjcqw5x3k/jptnKQRnY8le8wtQrZ/NO5zq8MQK82s/dX2jXSaf37vZY/vKw3ic7Hl2XT4KAgWBgsAOQqAInB202GWqBYGCwBuAwIx0+qHV4ZVHUvobbkE/byh/w4PXPLWohDWr+DarWxWuqOz8VvX5ykKWuMaf5wVvaCatMjYGsdYWYQfXWuCk6sECHLP61+7N25t3wLWn80sJ/XhmZaj3ECf9Id3gWEYwikH6ZkkzlsgsApUdwwbZ3FPTheImBQ2tYOmZavkhBbbbxpicoE6yggb1deOaIHpqLZ6xx06N4PoqFoWmbjjmQ712a3ajmosXvF5VqELiWo3qJMtY1qcOfl7JT13+Zkd1mdfzEtU3gavZs9nH9Say6rW7r7o/b/hVn0zg1ethC3nMrH/zy/JZECgIFAR2EgJF4Oyk1S5zLQgUBN52CFwjrD/nyH/2+j97yVcM5YZqc7KtocUMb7qRNSeDuPT9p+LK178bXdJOT9nosiL5SCoTGZAEIW0WEPIxgmXX8SNYraax/uLLQRJmFI3WHoQTJo8G/lfuE6OhozFF0JBRbZvUztMjB2L/h94Ti7fMtjygf5MhVMcNA3zFwP+hFz+93Z9U4ic9+4eOrNQvCBQECgI7HYEicHb6N6DMvyBQECgI/AMQ+DEZwQ0TCLBJzcxXbBAbTz4RF//kP8cBn+W/OqaBxsLjHjQIkSniZtRoxwA/s+67HmDP0kFc/vZ3Yxf72DRIlz1y809jTHj1EUhKomatS5B/J65u9aN/752xeveJFDh0UdlVaD+V0D9gbqVqQaAgUBAoCLw9ESgC5+25bmXUBYGCQEHgrYtAunA5PCJTOG9M+rFn1I8jaI4hSQfY/hKBgusZ4sZk1OwUw34xupe5eSd7+vBaxNrTRci03NwTK04TlzS802KT0pQgPTR2H4RPPdj0NNjMh/1mbjyqeJgbXLhufFjOCwIFgYJAQeCmRqAInJt6ecvkCgIFgYLAG4vAj7lazW6Y8KuPuJlimQliZMw6PUXcDImM32Kzyy7uZm52OULkjHA/G/Lyc8LePVM3AnWDU/boqVPODT99ae0x4YAmGuubiE1DzcRNgyhrWD1NZJIBSpWjIFAQKAgUBHYoAkXg7NCFL9MuCBQECgK/EAQQGJVPWNWal750I8uMZyidFgkCRmy04542Xa43tOK0FqO9ssSn5RE1jRYCCHGyZ08M+5uxsbrE/j8kEhj0otkfIGYmmQLZdMqWHzQ6MeqsRr+DRWdxlRTUbvFpvzy3EPE8qbXyjZvlKAgUBAoCBYEdg0ARODtmqctECwIFgYLAG4DAqwTE/NINJju6kZENzXTJAwwwQywwXbXHcBr9+26J/Z/9TKzuPZCKKBMtmxFtz0q0B9ux8N6PRJeEAuNnn46NL3wp2mfPR6eLiBlM4srCYnQ/9uHY/fA747iWnwO7YunYsZycKaJzo9XK0PMGTLg0WRAoCBQECgJvdQSKwHmrr1AZX0GgIFAQeLsggLjwQMdkiuQqTfQw2giXAa/JdJSpnKfDSfSWF2L64L3ROnIiY2+mpH5OU1CzmfE5tXuJr8G7bXNlMda/9E1c0c5FB5e35piEBETnTO69Lzof/XCmlR7h8oa5Jy1HFKk+Z83daF3KwZW3gkBBoCBQELjpESgC56Zf4jLBgkBBoCDwJiEwM9+Y8MzT1Du4iukx1nATG6TJAPXTJsHAam8Q9XMXcClrZdKAKZvytBYWoobb2qTZqfa0sZF6NxVTw31xjNHhnhuE5u6ebRQQlqKM76l6y05zP5oShPMmLXrppiBQECgIvPUQKALnrbcmZUQFgYJAQeBtjYC6RL1hBjWlTpOYmxbuamP8xwZs7NlEgUxeOBWn/98/icBC02MvnA1UyuH3vTuOfuB9JAzwnyYVClnYqK8lKMWSSQvyvu1yxywDPK9d27GUS48cQHVa3gsCBYGCQEFg5yFQBM7OW/My44JAQaAg8IYiMJMfVR8pNtjUEwuMAmdEFrUu7mTtta3YfPwHMWRfmx6Jo9c6zVg5fCAm73kve96YEW2mUvxIYaO4mR2zNucCamoqNY7UU7Mi5aMgUBAoCBQEdi4CReDs3LUvMy8IFAQKAm8cAmgODStKD1M311Af+cLq0uKGyQBaQ3bBqbHnDa5rbgzaHAzT6oMcykxo1q2xPw41s6HUNbanoJm1yTah3rEkr3IUBAoCBYGCQEEAR4ACQkGgIFAQKAgUBH6RCKRBZaY3dCJjy5rco6aJDjF58xBrjnvk9IifabJPzjZl+u16LLVIFe0+N/zFMY0X/0QRszMz0FwbotdKmuuaButO0TfX8CknBYGCQEFgpyNQBM5O/waU+RcECgIFgTcIAZMLqERGbMTZQ9CwZU0s1VrRQ/Gs71+N1h13x6RNQoHaIFY6jVi47Y6YInIykQBuau7fSeq1a1E3laqpBpsC5wYlVfTNjy+iGL0mLgne6z388XbKnYJAQaAg8HZDoAict9uKlfEWBAoCBYG3OAKmiVZ7zFMCDLHI9Mks0Bi3oj2qxzopoWvHjsaB3/nNmO7fh3WH7TlrZFsjg9q00yarGlnXuM6DBAU1GqvSDVS35rE2c57uXV3VTEjwmoS+qnbTvd84/9ebnGV2Eiavh0O5XxAoCOwsBIrA2VnrXWZbECgIvIURmBNWCf08cB5vLrk/b5UbFgYNYlugrJ5QLk95nHLABshGdq0dq1274uJNorr2n2NgmDXMMXX8x5wH/mfMpR2DaT+GWGpqh/YgdA5FbTRC0CBOKDdB0IxJPOB5EH9DFQQQlRU5zldsnArvzr06c2Y3iBsLzJ5VJW6G9/msq7ncMNvEp3oKVsQ4NcQNnObpujOKiQLGQFnOl2c3tvFWRMg55Jj5nB/ze177rBwFgYJAQeC1ECgC57VQKfcKAgWBgsCbhQDcLbk8nxUhrcj8GEWgMKiPIHGSfAJYjFsZonbY/YXdYwjUx/AxIYXyCJNJy/1maMB4Fy0mHk2obyNjWWY3rjt75fOK6ObpL/TN+ai/VCBuv1ljLgwzg3H6LebQasZ0eyOGTz8f9U3EzJg8atQZMKd6dyUWyKY2dY8bjhH/SvVJK73A8wZz3KTM2PmKC39pPBMTJGvPGtXbXAa91Un8DUP+sdPr6+OZqbJJtZ2frLV/wENrmeAOyU7n6Rgx0AH1CcpwwLI3Zy5+dZI4CNgELEem6h6P2EKIb9HcUsbTt8oxFzHjMZu9EpOlaJsLHT/n1w2y8ZWjIFAQKAi8FgJF4LwWKuVeQaAgUBB4kxBIMUBfUrWKrtVjDFndTk47jsUmJHY4hMNC6iGsBuk3fUfJSPRURw2CXaYNRAOEz7iXpsyfT9uz/ep3+7nIuT4x9cEv+lDH2OdU4aG4qg9i0BzyGiNQsMKM+7FEcM3Wyy/Fxd//D7FYY3PPKamiW404DdluPfhg3PW5X4/OrYeqoU0bEPIGCQkUOuyjw6SGtD/x13vJrn1Rko9qrl7MDu/dFEcuolKtmpxWrLRecDnF+lUbD6KTG6lq68Jeg4BRDKZVDKynCmG+GzWzPACK3wS/J29V8TcXMGmF4jvup0LHz3IUBAoCBYGfBYEicH4WlEqZgkBBoCDwBiJwjYjL37jQeUih0CBWZePsmbjy1NOxCsmfTEyjnPQU0sqeMhD8QasTiwf2xIH7785f8RsInyaiIH/P53nVllRWafTGH/bhNCqRwy/vihw28qzJqDE51SbjWMGFqrF+OYbrl5JsNyGxE1zXmG7095A0ergV3VRKEHHm0xo3U9SlCGT6Wh3MtpZ90GyldWZ0/dokr5288ZN+U3qo1nIuS7TcCNF42IuL3/tuNDexbWGVCV38mlhm+H74XRjhCrhJ/NORhx+Ixr5d0aw1sf4Jov/8v7Uxaplwwu8Gr7nA8dND6045CgIFgYLA6yFQBM7rIVPuFwQKAgWBNwGBysWo6ih/qFcHcLnoL/BXtuPUf/9GPPUf/yyOryzGZLAFQTXGBjcveN4Vzi/v3Rd3feajceAd9+KeBMFFCGWb/No98dd7XJX84ZvQnBQe1yktN/NORRh/UVO1/XmL9lsbMVrcyeoMzTgcPmDmE9yokD5N3evG0aZcpzbKe1tcT9wkZ3bUsfo0x6STHjMv63OtKxsfvNObHVr8RiC9nNV/O3+8cg5eMWO+JPP7fk+2z16IH/zHP4/uuTPR6WPJYf0HiIDGaBxL426cH45i/f7jcfDuE9GerGLlS7DS2jdv562E0dxas76+HidPnow9e/bE4cOH4zvf+U6cPXs2VldX4x3veEcsLCy8lYZdxlIQKAi8xRAoAucttiBlOAWBgsDOQuAalb+BbXrPRAKTq2sx/eELsefM+djfX4hpbwMRQEwCFHcTdtv3l/p9B+PYHcexk/RTzIwRPU11Tsbj6MLFr9+aODiudTHvdHY/H/6cb9easv7swpgbhUleT5oQ7m6stRZjDcE1xn1qhDXHGKIBQqfJGHDK48p5IYYa3RRpJhdIEwXKbNBsY3BoR7PVjjV2D93s8st+ul7x6z7WIJMP5ORmIs6hXJurFzfNgbhxYppuKlUXvTNnYvI835G1K7GCu1obedybmLRhEsv11Vjr9WP1tvdFa9dSYoLezA1YbUKI32o4DXHHbBN/9ad/+qfxR3/0R/F7v/d7cerUqfg3/+bfxN69e+PKlSvxu7/7u/Hbv/3bglCOgkBBoCDwmggUgfOasJSbBYGCQEHgTULgBoapEUKujsECyg95396M3qmXYh9ipjMZYJwZ4rqFMEAebED0Y2Uhbnnng7Fy4lgM8O8yaNyYlDw4kfgbq2K8xvz29Vlxh75e48H1Ij/j2avbdg62PcJVbhrdWLrtjtj++C9x7W3GRCzICBeqFuKnjZKpjXG9Y77LALBw/11RW1qirNEkuFntWY6F978r4vbDMewg3ggo2bO4FAvHDuuNhWsbooh2jUtJ5v4zjvntUYwJata7tkjM0XMmbLa5Bq/ByZdj19ZmHNL1j6cj4nGW+G4MwXPM+fKR/XHs3e+KBhYPvwuVW5+rYFOvXjlvvjWOf//v/33ccccdab35t//238bBgwfjd37nd+IP/uAP4g//8A/jt37rt9Jt7a0x2jKKgkBB4K2GQBE4b7UVKeMpCBQEdhQCc4pZEU65q3u+yNyxdGDBGV46H7shrNNaH9EzgqQ2M/ZmHcvF5OjhOAT5rxGH0/Sal7YQdEVFiSHCNV/VVYVrdsTpvON/INqvaIaLbB6rC4ak6HPRZ+yrDz0Yu287UZkMcJ8yhiYzq9VJjMCYzaKG5CHhAJKmsxSThUXc2aiMJaJ1eH8c/uef5rqHfkHcKNqmrWgu7bom3iqnPSZi54whx+S5xysGWN16e71fn4BTUscp6DLgfjSM4cunYxXLzSIxKQ3E3wgMjcHqg/NJEg/s+sDD0bnlGDFLbYQzsU8JCZazbKi6eiviceDAgdja2op/9+/+XTzxxBPxx3/8x+my9uSTT8av/dqvZVzOW3HcZUwFgYLAWwOBInDeGutQRlEQKAi84QhID+dk8cbzv1/HP3/N1+jHxjj80PIicXWEud/LYBTDcxejvrFJ1jFjT8aIAUuSVYzXsNWNAw/cH51bIa+KBEitbl62Rmy5W8hAarGASGTtwV/vOZsjwOkv5rBRj1nD88sJ/eZweTRd6ESn00F4EfSuiGGcEuyxwi0ra28gGxjzaiBeJoBh1jgTKkw6rRhT35LaJVrcn2DB6vPMuiYG8ySzinF6bX7XTrKD132z+s9Y9HXbeGMf5OSyC8eJXc/JpkiM3nZsXbwQXbAUVTVhphFHBA8QO+N9e2LXux+N+uIyFRG/4K+wFLBXZyT7eb4d2oEUzz+G4Y/d+Psj9MlPfjK+9a1vpbvapz/96bj99tvj9OnTcffdd8eHP/zhv3+DpUZBoCCwoxDwX8NyFAQKAgWBtz0CldONzIrX7GP+OVUcYNuQ65sydwrJg/5BFSXLkr2qitzRdtyDZmr2Jh74zHxNNumbnxLJ6jzpJqcVafTDOtavOuKD0xElJJRaJTL3k43aiPccB0ogBUG25D1iZyCvmydfiM6gF02FAOUn/ALfg9xu4mfUOHw0Dr3vvTFeWWEPGSwhc6pJs0PaU+SgELjPE+fDn5xvqg6uHEJOw/s88Ybl+KzmbRmfOOJ5SYpwVb3PWrQ9b+YrR0496oB5m/od2+WwBXftVMYMvGZsJiComw2L8wkE3Ngi18p7ZMrmQKUxt8pnj119Ri2et6mL8KGO1iqTFnCa1hyrCOt8tjlfm/G4Nsbqwll7M+vwxlBnd6p553rNMPHbU+FCi3wvshP74Xlez3GjnGjZVlb1+Wv98T6v6+06Eit6v6qcXw/v+YQLHvFyPWcRS1hoRsSjbJw7xx3XTPlH+m2A2wCPLZJUrLzr4Vh+4B5c+1ppPavyC/DQfuw927SH6s91BGZTpF/31fE1L+ucR17kyED/2thmbVYPHFGW+fu+ZepzKq2trcWRI0fSFc24nJdeeinuvPPOuPfee+Occ2b+5SgIFAQKAq+HQLHgvB4y5X5BoCDw9kBArgVn4y9HdSHhrQiZdFByJqXWhauSAVpLJKLSRQl8iz/EvqfVYExw9gSSLWvu84t3c7afiG1LwLUsGLpgEHzKG2NIaFeCKffNo0GrlNMhyH4k4R5u3Jm8DxKbJFzG6TlWC0fuYzftrNPmcLMXF3A/QtPEJmRujIVmwusqha4utGP3ow/Ewr23x3a27BvzZABmV6tC9kmvnPMUA+NxqoI5Z7t1Dnx6bbppyzRRRTkX2nC2SfLzrMK3yuBFRS0r9sdpnfGbqc1nWoys55y8RpcxBtuuyKh7c07IllZnHjLutFRxDzlDULx36N9h8jYVZBpoMKcmFb0/BQyWg+dmYZtC6OmNcs7XNXWKQmo71TFf/6q9vJsNOXFeVuCtkmWVWMqNMRl/+tjRtqLCZa3eOWM8U0SXEULexWsu2/L74KllW47BovZVTZ062Rk3ro+lanfevs1U+DWoqPVKkep88n7O2/XhG+3CUXnr1LnoXV1HMDZjXRxwSeuxb9LGAKlz6JY48qEPRHN1V2zTd1q6qDMCaEfiNQ6PrAFt+sq5imc1B8ukVcg5ikE12MRfwcNd6lBotuGq3xsnPea7WuFvC77E0M/qmFva5tev/pyX/drXvpaZ0h599NH44he/GMePH4+HHnooHn/88TDD2k9r59XtluuCQEFgZyFQBM7OWu8y24LAzYlA8qiKuEmo5GJjGJlCpQWTq7F/TMZ8QNT03ZK/ciMzfU0nfZgcxFlyTztj4hkmm1vsxYKNhz1ZJtMO2aj81ZxKVK8nwYW6QeZT8NCU/M3NJwfcWeS8hgXD9McVOa0IomWSFMIgkwjXiJ+gfBvLheTQsjZUg9RL/MdYN4arKzG9647YQoA1R70Y8X/sLQnkoUOx7wOPxXRxMffKqdOfQmAoyaWtWs0d6mlPcgn5lYNKZJPk2k3ORly4IFBdS8qE+Q5ILZw3GUzTvNK8JuxFotCQZFf1uc8YFBb+mg8TF5ZstZqCJL2ah2VUglmPzkaImynku74BxmSAa3S7SeRTzNCCY6TpHK9CL2WQjXIv24bci6sr7N45Hdocu60p9WY82612qnWkTg2h6dgqy0cOdTZWbjpGAXD8qCbXJHECg4ZWJTYeNWYlO86VZuyk4bY911pridNrO07ErBdpkck580BsLC3GHpTLF/3ZaD6lbI15MFSHwT3FIn0jAAd8v0yHbVKJdpanBm0qGisByRiGg+gePMz+NvvInEbvJKJodOuxtdGLQx/5cKzcdSfDavAd8zvFQBA3A5pxXWrMTYGYwpJHlcCxC0UPXwswmNK+n2lpG3Lf2KolM9oh8Nhbx/XyR4OB3w3G5QazE7FwiDxzrA4336rbXv3EY26ZUcx873vfi89//vPxyCOPpAXn0qVLWfeBBx74iW2UhwWBgkBBoAic8h0oCBQE3t4IJOGrpgBtq4gjl/JJUkrF5uWzMbp4PhYJaJ+M25AyiGuSTVgd5H5EoPb46NHo7juUwmfCXiJnv/4tspedi0MfeDQWTtyVhN5f1Pmb7Uvs7av6pd2+/OUb0ko2sNGZC9HfOBfTLmSvxximzeiR/UsS28CU01jeHc1bDhNTA6mG7PfOXIyBcTbQ+doAGdXSOsKf9bU4fPcJEgkcjAXGKekeQdjriLHG7n2QyUZsPPUsO9lzL8ktxHjXSnSOHYwWAeUUTQJqGuYBnTtnRZQCrT7sx4j2+7g4TS5tRFxaZ8xkbBubyGAcXYjsMoH+jeXlmOxlvHt3RQtXuDqCStUxylIVY8UeA0l2fmICFvRXndEX56arFm62sYEEk8z6xZfi5a99PxaPHIpbH3tnTJeXKmEgQlWTtCICleXJNscw7mqDU54w/q3zZ6N+6SKxJ4kqz4xLoh+JOhgPWY/Gob3RPbTbQdACa8dYtDx4XqdglWHO62otHWMdAbNNSuLB5bVow/xHDeKBsv4ItywapvEh1pvaocNRW90f020wPHM22j16R5kNHQBDqo8EnDmwVlPrZ79zVOaTBCcepThiFNZLgcTjTUTvlHWvsZ7jtc1Yv3iJuSEMQYWpZjk38USVxvFH78dilN8YZoLAYZGPkd1h5cRt0b9wPrbXLvG9RiTxvR/SYYPEFPXVpRxXU1Xn8MTbLzfukLG2HsMLl6N36XJ+R7awltTZQLTbR4yTzKLGZqGjvavR3rc3WnyXG6vLMepCJWin7veANjlNrBXrwF4hLMDzqTvf1znmlpn3vve9cYYU2BsbG+H5JhuZbm9vxz333BO33nprcVF7HfzK7YJAQaBCoAic8k0oCBQE3tYIyJkkUUme+PRULuXnhD1ALv2Pr8X5v/tGHG9jjelrxeD3cFjY1J0nSVV8CUGx8Ilfits+ccidZKLe344LX/5abH7ze9G9fCGWfh1Sf8et7N1CXVrVTUpBI3GXsqYbEZ/+yt5AJKx96Wtx9tt/G8u7O7G4zu/8WFPWurBSSKSB3s13PBTH/8VvYclAoqxtxLn//uU4+/gTcWsHQbGNDYjxSLS1sixpRYHETiCYKRyYWEsiCvG+8nffglBDWnnV+aXdrFmtB++O45/7LI+hwoyxprhAHGhb0OpRZ9PH4bnL0X/hxdh45pnYeOEkguxStK9u8GyLWB6kC2SZmcSYPWdqXYgwGy3GrYdjEWK5fNft0Ty4n/TUXdqnTfp23x3tEbqipfue2HMuYbZ/Ca86JBMebG5H/+++Gy/+0X+JPQ/eFYduOQJJvlNkqsPF1AUQcaFVyz8ubC0bgEBbEFF48euPR+9vvxF7mWO6rCEidetTX1jlEif7PvGBOLrvfeTXdkPIqiVGY2v5hzdEkSKKetQximnS24oXvvw3UX/8qdjHNfYZrDoKEcSF4gwsLzWacejTn4oD79wXw+dPxkt/9l9i6fI2ybCxuDkALBto5Kw9Yk0UMcZjZc9+b2w2D1aY9dXiBDysaTP6ukayZ9AF5njr5z4du0kBvvXs8/HC5/9bdLe3YoGBanUCVtphHojzjhbHHKONaJPhe4Opb/jsWvRarCdKd4rQbza7cQpL3T2f+yex+PADWGD4/iHCVMJaBkcbV6P3zPOxxdzHT78Qo9PnY9pH9PK9IOoJ8Q1aiLvR4kpsstlm6+Ch6Nx6nO/F8Wjw30cDwTPF2uf8asyrzn9bYu2SiK9WOv7+1EOLkYcbe168eDEFzZe//OV0UdunparXq6xLYFmOgkBBoCDweggUgfN6yJT7BYGCwNsCAWnONd50w4UipAbT7D39bKx99ZsR3cVo9bCEQNKMhxhDWP3du9/uRpNYFg/vtBAB3StXo3PhYmz/zdfiXGMxDv+LfxJxAGKfnIreZp+St+pcosxNBNXg6R/FNuR7Zf9y1Na3sVogFAyGgeRqERgtVjuw12Xm28MYPPHDGHzlbzNWYip5wyNMF7eGhB1GOKoPsB4gyCD9SRYhjsb2mBZaN6Cos/UnAshNNIe4VSkAHJ7Cq86v+c6x7q//W+ux/uTzcfVr34ve95+KyelTuIpdjS7iSALbYfZNmSiHsT4YSvikTVzJrjzBRp2Pfz+WEDmdRx6I1XfdH20sO1NdlSSuWcs35+lfXdgUDlzbDlPNMgSHj7/93diNlQQoYgOs9t5+GwO1jiWq+pJkxWQ2lrcgy4oD+4KUp0D7xrdiF2uocKojHBt0onVKt7JNWlu97yjE/p2su3hXbTvS+ZkzFSktXP5DqAtjHQtB/4c/jNo3vp6Wm0a6D1KHfpSzznWDOe976JFoPoRLIFaky9/+ZtTPbyI+kE/EwEz1sWMslk2qToe6oU0RJn4nXbMcA2+SfrrNQyuU4q5eX4wthMvkQ++k/F0xuYAV49vfjiYpw3UDq5M62yq6conJkLE5Oi2TrBqjHKelZjJh3xsETou1b9PuCIGzhrVv+IH3RDxyP3OiNCZFxfT4wtU489Wv8t34VgRWwd1rW7HEd7lB24t8h+qIoJYiiQlNah16UQA/E9vL34+1g7ui+477YtdHPxgLd93N19Fvk2slBrmCzJPxCjjfL9eZy9c95jE4X//616OFYDJr2u///u/HUaysu3bRF26Ny1gW5+Vet6HyoCBQENjRCBSBs6OXv0y+IHAzIJDMqZrIjFBJpOCOaQloIC46WCYWa4Ri67cF/XJzSH9t11qxMmllti8bkEDz83B0MBW0+L9jDfecy1/+UtSP7YmD/Gpfa+Kiw6/TYwSHDF0C36RJxUeOos2v4lh6FrggeiYIh0jSqXORJfr0aeICRzFuQ/RakGru7+HOKqaO7QYWHFhsZSHCUqTFh807TZ1sumcJYxWvwxggqAbaN/GDkzT2acnYEEmz7eN4l/PJ6BJcnNb+7ttx9r//r4gnT8bClbVYgti2JbhMQDesJo23ZOQQU13a6Jqx0ycJGlq9QQye34zNs2fi5ed/FHv663Hvxz9BPIaFtIvwou+KuVY0e8hlg3WwDR+6z802FqPps8/FrazJ5uWLsfnkU7H3A++P2p4FPLooh3XN4r6YfZ7a6Jwo0xFtER7D3JbBa5eCQosP18DpUFKcrVG7rUIDbym166qblvrNYXpS/aEr14/nCpwm4mFVd0CeLmDhG4kPz0xp3eKlW+CyLmoANWHt3LC0iRvaEq2u8hpkqyaxVix7rQhhjek0xZlzcwA5iFn8DvNJss6YuhSs8z1dBNZRl4EtMbfOJLqs0QrfYSQlAkcZzn0E8ACRoxXKeboKijz/UR/y/d6qYz3EPNQlLscNQP2+rNAXkrkSVpyPFS8X1+L8X//PuPgXfx1dXMJWEbzLANlgfs5b0avrXIN5OhFd4FYQYIrqyaXtWL96Ol548dnYwO3t9ltPIEoQOKlm6PSGwzWky/nUb3jyytMmAtJDYXMKIfxDBKcxN97XoqObmm5rc1e2V9YuVwWBgkBBoEKgCJzyTSgIFATe1gjMafCcOskh85DMQdRaMKsFiFoXommQuGReAqZVIa0UpLzyj4cZ0yRiBnjrwrYCQVy8ciHO/sUXo3PgYOwj2HnqL9S4gEmSFQWqiYnMWuqG+NElrQ35NDgcSpikroMQmo4ho5BELTeWrtP2tMOONhJbGkGeUB/yyvignTlG2/Z3eQlzB8uNoR3+Gq51YIAQUUpoeWGwEFHc1RjHhDF4ZLpl2oq1q7H+pa/G2T/7y6i/BIGlzQXEwYLz54+B/xJj99ExYB/HPYg5WCEGTVyA/QlLiQJgFJf6a3H6LH0Ts9NAGDrkJuQac4Jw0Gk1Psm9AseJ0myS0cHmelz44dPRYN+WVcY5Jd7jyo+ej8snX4rlPXfSo+WpYEPW8222Lo1q0pbIGBwD5l3TBcY3on+XwXpAknFGLcqDNOut2KtaqjpgXe3D9vjUSpQijnopbmlDa4eWEhdu4twoZ5yMSQ3qikqFEG3WEcGuNVKKlxYk22q6GlZNccqyWJJeFCQ2ZcOKDd8pn1N1TPajGES80VebtXb6VdyX7dqn3xHWRJ8/Hjo2m1PspfillO0ruHVPbCDOLKPgJmMFYoW1pN0mbmq6Eop3k/tnv/V4fr/3v3A2DjAnxbpWoR7j6TJne2+Ynpu2FU5+Z2r8tyH+mfygQ/zTcIM1XIlWm28LbTtjxbbinW8OPVXH/JzZ3XB3/rT6TCHF6f333x/9fj83+zSTWiY9oE8/TRs9x/KVtctVQaAgUBCoEPD/w+UoCBQECgJvWwS0okiY5KyeSCTzgJD5q30TUrcAo9R4ky5TPB/DPOt5zxgWiT4H5eSOktZ0F5Kg8Yv+CqRq8eTLcfY/fT6GzzxL3AP0HTcoeFwyWfudUWjqSe7MjMav87SHQ1AKiCSX9Nkg0t7QH4fawHXItM4NfpFv8WmD/vBtCy3EUIu+a7Ue5HUIucX6RBxIC5GhdPB3+5b2AtzX0mqTvWrVoWHm7f/YJdz81B1XvvmdOPOnn4/V556PI7jfLUvBmShpBmwB97fql/92Ci+xpLaCJf9AglFVaCCEBfPBenHw9rvixKPvwvULWQaBzlgfyLMoStS958wlt4oGYMijf+pCbH//uXQBNENb12cvnY31J56JBuPKGB7bUBQoQrMVq4quZJ6GeJZB/4BuDFRVWPvNlFTIWDR4Ka6yy0klX4x+GSodKJ5xPYzPw/pt2kmirDJiTe2gysamUGDevCwH708xqwucblod1RtrpCufcPIV4c1ySpHAUicC1Rq4ptV30kLVmLW+eK/63vCdoO4EUWGsj5akzgghxatGbBFmohQtWpCcp2nAeYQIh+gn3tpkGAbnZp4bgyvGl7RELeGSptDOtNzMRbycqkKaYlE7eyFe/uL/iO7Zc3GAugqaCd87k0hk4gZh4Zu2OF3gO93kVQl3UMnvQ59GzvV7sf/h++PoOx8gfAgLnCKf7898dq7G7Fvl7K+9OP2Jh1Yt3dG03AwGfFO51i1vaWkp7//EyuVhQaAgsOMR8P9C5SgIFAQKAm9jBOa0qZpCdTV/h/zK6NKMwK/rnE8kXxAzSaYuR5JLf+33nmTUsloMJInuZyLpO8CvxvXvPREv48azfe505Xolc7cbf4bPA0qOAKlDFLUKGAzeh0gOeJ6/fFN2LHGXWVJlDGv22uxiKSpoLP9AajtYRxZ5sIio6Bp/A+HUvc12cg8SxtRGILV45v44JhpwLxqJNsWYF2MnI9vW08/Fqf/6VzE++XzsbevSRp0xmbaop4CYIuZMj2C8jNcErVATFyZItpamDgFB2o+GxF1canRik+xhhz760Vj113UNOG3qMZ+KwvopFtXcHVsTdy8hYofO6D/5QtSePxMLxPSk+xxEuEPGrtEPf0SWuysIOGwRTCB1ixA5mdl1ZXWjGbEiiN84F60b2jXMUjc1cYTzSJuC9xAHChw+lVpokGqtwC+FE+3mqF0L2nGMYq/IyWxifjeoK71PwUQZEwb4si2D7XVRdAwaSNL6Q9kk/rSzPVtzDXu2Ii4zJHjKatN/fu/AqJ5K2Vgr8OS748hMHZ7xPzkHEijwxzGKDRIoxzD7tuT32F6Ey0x+ptFOixCYe1MtZua3Huu4zfxGM+ujwnqL5BaDJ4iDYhKO0JgkuqI1ekxhB4Z8D/p+X0inXh/bCi544ovb5BDb49WlXXHs134l6saoiadtia/nHNfHydwc5E855mVuueWWFDdmT/Plxp9+djqdjMeZl/spzZXHBYGCwA5FwH8Hy1EQKAgUBG46BJJYQUj94ZofsiGQkEg5VwoBJQXCRnGTRI77Pqs4WZK7Js9IKs0tfv+H4O2FL54ljmWwbznu+u3PRWNlD4TN5xURl9BJQDNdNPdMy9yjb/JKQQklufzCzmuqOYBymSAAgjyF6NNVRQy18NCmLmMS4wkNIpniqm5DpLlWlEmIFQ81zCoD6o1J3Wudq/ZNW7SWImd66Wpc+so3YvDkk3GA+oaii4XuW1qMGoxXS4mEfZtRblBPTj9C2SlzFjANtTQJkdXrIqrpwvICe6t8MFY/+K4YLphym7nQBk2mGxTT5UiZkLgqkihEjA+i4fLlGD7xdLQQNHX8v0bMoUFny5DwtedIyvDci9E+fAvVaUQsxIlzxZqXFVeu+tI9TYGgxSuzxEHek/6LTY7BOowqQc3GBN+/IuMs88J1ks1btuLdlnU21rWwMtUTL1k9HitSFFtjNtPUUuHACMUnqUGNGC+HRGwRjfUo6aq3FYwUA+2sXyUaQPixEMpq90FiFybqISIUM8xJsbbO9aIdYiWyovWHCjHXDFD8CtmC/4C74lrxtjgfUSZDZagvltvEb+V3hjUYsY5rpjGnLTQQ7fbj6jefiN3rveiSnGLIumily/8mmIfWsCGic50Gt8mat0BbbbKqTRH7LdRYG8F7BVPSymPviYXH3kfM0BL/vXCkyY7/vly//OPNn/2YC5fnnkOcE4NziD2ftOBovdGac/LkyXjxxRdDt7VyFAQKAgWB10OgCJzXQ6bcLwgUBN7eCED65mS2ck2qBE4KB55l/ANk1PgF3YLgYsmJpcC+fG7shfYTA+Tls/tIOrD2l38TV/ccjN2f+liMyepksLUuXUk50wJQCZ2KGl+HkOZp136qJzkOiKRiRqEkWc79eSgnN9cZrU//g/ZS9I8fjdrhQ8Q6MK4cKqPCRSktBZDXNkJkCmtt3ntH1IiDcP+f7WdfiHWyYh0YbMdu2jb7WGZxY75VpIizGsY2FpCt7mpMDxyN5oFdVWA7dQbnSDN8hn1y+sTeQOoXHnwo9n/sYxG791TYMA2GR7/VzHJezMPZ5R3uTxBhNcbZMx01lpouBFsrjOTckgbPXzn/EskGno5dj7wz6gtdSD5zE3cgkeMrQCX2tpmN86yK86AdyH4KIfpVjlhG7BxLrYHtAiUAnbem8OYzW1LcpViYPasqOhnABR/n4LtWFo8cA585OweVjfEBqa+zJ8t2d4WNNhkw8+uTKGKMj2L9PJvFrl/INpyvLbm+Zn1rChyv7eWV6O81IbX77SiBSXGNO9gGaaYPLJAawBvVYFKEORz1QzVTxkWrfcTqYGU1xrffGmNSjetG6Pc2NzFVsFLG1OZT7HerVG6yhxJZEmJIfMvGqZf5bjg/XSkrUWYMj/Me8r06a8KLe++KpQfui7aBSSSG6J08E4OTF2J9HfdHUkPf/alPRW8X+zJhRcSmxXqztuKTR/WZ79fuzR69zsdc4PzJn/xJ7N+/Px577DH2qsKFkYxqxuc8/vjj8cd//Mfx2c9+NkXP6zRTbhcECgI7HIEicHb4F6BMvyBwMyOglvDXfmNgFC3+SeLHpI0Vgenxqkhn4gAh1MJS8dqqjnE7uZ8Jv8avUKXJJpDn//yvI/bsit2/9IGMh7AdfxU3BkMrQhJ4CG+6GtGwsRGSYvekkZB7VOX4hMnrBqWQMo6iOkMcUMAMWeudViy9/+FY+aUPRb+HiMGyUEc0TFFgSzaCeao5YN8XlM/0ABtbGhvDvjYb33sqaqdPxyoWmTZjm+JSNEDMGOsh1xSHTcjxJoJl4ZHHYvmd72cD0kOYbrAZjbZiSHzGZeJjTn/3qRi1O3HHr3486redwJKkqxuHQkXC7lx8z2k5c059QwhkGukRGzQ+/Qz7qpwiOxf9sh5IAQeUiRYa2+sx+OFz7M9zIZq33QKnl2j7HDJPa7qBVeumKJLzV9axSlBJ9SnPOCrJVOGb4oVgJ7G+JnCoZ10tHsLmmlVrYV0B8aZrD1ieJ+bxUxgAAEAASURBVEaViMC2wnQoh0DINbQ6grF18Ggc/Y3PRGNzC4sLOCDO2FAoWh0qf+FrsfH4VeAkKx/fhQZ12foIAURdMNxkzUaIo10f/whrtmIPMWFD2C02aT2ESWbh7tsI5DKleTVvY3Ay3bPfZQSdFsYW7VwZsTnrgX2x9zc/FdNDR0kR3UoLnQBODPhCcOh2Z/zXoWEjFvazrxGWkMn6ZvS3NsjMRpICympNynVj6v6X4Wapo6WFOPbpj8fSw6TFRjiN+hux+PL56H3v6fjRN9iH6NGHY/mBe+IKc+vqj8d3SvdB4cs15Jao/jzH8ePHc8+bK25Gq8URceNLFzWtOq5xOQoCBYGCwOshUATO6yFT7hcECgI3BQKSN/9Hp8DxmH9W1Nw7ElyfSX8laT6RqFXkTIJpVjQdoXpIjrp7zZx6MV7+87+IxX27o8nmmpOGzjkQUYhsixzLQz4ziF1zBfWTONKmAmaif1H2VvVsULg9GoPhCOS/Urfk2JwMES71Ww7G4r33RhuyDM2jSWrA0v0Dn86NHN2rZUJGqymubP0Ll2L9B09BrPu0RdA4BFc+aNY3iWGT+Wwxjs3lxeh+6N1x4LOQ9FvviEYmDsACUetH++47o3HfPTG87049zWL50YdiE7FFZmQG50g9dLQCtWqCeQdePHuGOKDf0fnLsfGDp2O6zp47EHZnqXBxjlpSupTfeu6F2Hzuudh12+FMXVzFR0nMLWfJCpP8pIPE5tqTaiS66SlCxNg71rJuEm0gZygcs7V2cXmSosJ7guPAs2FrV23eOJdM4DB7ogzV2tPZuzcOv+fdrC9rhNugxwi3u6XFVlx84lRsff//A3Ow1HJCeV0O+8ZLYUG5qnPbEdb1g49Fa3Vvjn1qSnNES4vvzQg3uAlrCUi0bczVLK00WPsVMvue37cpfpcT9njqYGmpH7uN76iWlLlQNmV1TjxVSw0x7Z5K+R9EJrnIL4/fqBSJJjDIdNmIlCGLvpt292EZGh7Yg6impdpqtNmPpnXPHbF677E4fOJ4TJfa4U5DWm9E/PpRnd945/qz1z+bW3A+/OEPxxe/+MX4wQ9+kFnTFDc+u+uuu+Jf/st/Wa3Z6zdTnhQECgI7HIEicHb4F6BMvyBwsyOQcuIGpiqtTUkhqeW4kYDNybQ39SJSfHiYotkNJLcllfwqvsoP4xef+mGc+8+fjwNsJNlGCFi2igap5JItS7qTRjMIxYjUW2HiUdFBe6zK6/lkHTf4VIBovZF0+4u4fedIsd5k1jjKGn+irujjOmTgfRJsiHATi07v9JkYIsJ2QZjl7BJ/N21sQm51QTIOg2iYqN9xX+z/5K9EDcK6Aelm2xUKQ24hsy1iexYOLsbxXXvJokYl3Mfcq4a8AhBrxBREvfqd3lldQ457XkGwwUPrWe/Zl2PrRy8Qo2L/DJh7febkuigCl+hrndTRmxDZ3e95R9TYxFEsLGtLebgOjo3D07wrPFxL5atYKO967oPqPK/zrmXnf7jBkUOh/I0jrx7MH9KWIpL2bM2+qrKOy/rcxzqCHSXTkQ/4Xig/R4hQZpoYNidt8BYrRCaqRKuc4s100qRdQMRgSVlgD6CccyXO/M4Y2G8SCnvOuc6GJC66uYmd02wnLpV1hgdRw/Kje5ibbNbsj7G5nqLk7PNdX0u/lazBlIQD9mHcjQLMJAPzWJwWAmuTzUXXn2Htjt0SU+KuAIQYLeKJcB079JEPsL9Um/myUWx+p2mT76eH2Pq9+3mOucB55plnrllrNskG2EF8+2x1dTXd1eblfp4+Sp2CQEHg5kegCJybf43LDAsCOxoBSWGV6UuCylGx04qgwsTkiBXb5Xz2DIrIzfk11hUKSSz9H2aDTQ5bEkgD5L/57TizvC+O794fk6MHKENUC3mE+1Q3qYF9m41NUaBgyeB4mamHxJkC8yxaum55GP8gyeXnfoiqgsYA9YpUS0Dd20eCa4yQ5N4Ac6dgfwqj2tYg+gic6dqlWJBvsu+Je6FIYNMRCauAQezrxH8ce+8Ho8vu81sSU9rLIXCu5aWKR6Fed5nxuCkq4kbyPBun45XkM8oKNwfBtcST2uCKpWBrO7afej4C97Nld041G53leS42NcbWbbaj2x9E76lnY3z6XDTuXgIrsHf+/DEWx8NarpUoSaDzNT8Xl0TFljlyIWeneT2rV93ieXU9v7yhJKezNuyPzkTeOzNdypp4zUv8Z+1UY60KLSAokBVZp4PoMB5mgBXOBBOu4wSxrMUk2zbrBdYaBY1t1hVMngNdp4FcBjLLeejmqOAyKxqDyO/OiOseQqZh0gMAYZkSo+wHAZMWHk1PrGeFF+OmjHvdNFqLbNS6kFn+FM1smxOtDDxDfOJ+1/Y7zqaaZ/7rl+Jwd0+sPPoOzHiLrK/tklSB+tVQaFAx5XcjF1Vs6cfF+jmOuXDRcnOBjT33IabWyaC2gBBsGhd05mwcO3Ys7sWiWY6CQEGgIPB6CBSB83rIlPsFgYLA2xyBiojKEJOcQrgkixVhnv06znVmM8uZQhDnnIz7lq24NRmlsgHCtL0H+fPX9a6Ft6Zx/qtfj/O47ez7p5/kl/s+MRajdP/qQRbHuibRtr+Q27gJDaR/HgoZiXwyYa7tWpKrtcXRWU4RUZHnKkqnrn+Y4mNWyTqSaZtN4kucxMSYllOno9nbiha7eYpCg9gb+5tiwRlAjtcQTsMjR2L1wQdjQhKDNg2kaOPT1qvAfs4MLKdt97rRiLRg9/8/e+8dZtlR3H/X5Lg7m7O0Ciutck5IICGQAJF+YGxsXtsEG6fnsR/bGLB54Q/7tTE22Bgw2MYBP9hg4EcUtlAAgclCSIAkkLQrrbSSNucw6U64834/1afunLl7ZzVabYBV9+65p093dVV19VnpW6c6CMT6ttIYSJr6rlwiaxO6Rnem9AnqSndFLbZutcraR6xzaNi6O7WShQ0ZipQkoVvVZknI3g0brf+RR2z2KSvkxHUIrKf+g8hx5Ih7oEuyElnqkyXwB0H3REcwDXX8SX/RJyXIuChgKha2SRyKQr8VTMWcqYDeJ40jjgF5xshfFDVlBiKOBw5gm2SjJSunuOMIVTV/cEQX0xIVY3N5lGM31mcxZYxXS7+ua9JcjPUY/3NGQ3du1Jp1Wt4aPURTUeMheUNtejGZ3lbV4qgUedR7rnbtcmSgx8EdQR80I9Kjsmatq+pZtEhTGR+2RdrBjW2jW0XnDVFAY9UnJ2n/g4/atv97i6YYjlrXJedoI4q5souijOKDPVrkoI5NcE6N+MLY+6c7gnmekuoK6x4hZbc00qknn2LtitqcedaZ1qdNFB57bL0N6z3qm91nJ598stPkn2yBbIFsgeksEP8Nna4+l2cLZAtkC/yMWgD0lK7AWXxVpiQlwGqBKynVw2SdKgBqBT3lAPF2L1I0R3cOfewV0Bvcu8u2336rtS7ptjnnrBKh6gQ6RwVqK3IMtG48fdkGALpguLk4/+HLtz+rngSI5bwbDuHkErz19SuV3RvlvBBJkRMD/kRfVY+rXYumj3UI+OGEjA7025AObvST5oV2OSNHGjgnIi5MpKooOtC+bLG1LF6kbX/lOqgc3wC+biEHqRKQ/oov7ZNLAoJmO+QmAWqZBNYCzoU+0PAVX2UTinANPrzexnXNVoFHgQSgcYCSBWjbIv3HHYjbvt22+74HrPfiC6xpwWLpIirJoR0Ri1qjwk5qXdgTfqqf8pxcRC8s/UgtT/TFW0hEEXQoUSmLYV1g0pUnRo92CcVTW4yn7OHnziSOsgVRKv2vVXrj2LBpRZtoOqS3S1U5GzwA5LE5PH08xZqDO/2QTNFSxsjRXddRdmO9E9E9nAmcIqJDvaKxEa0O0/lMRGaaObvIFdZI44GJlu3EW7RD3niHphmKD45Ou85Fmn/2WfbQHffYkN6rbvfgRrwXbCXOeTrtErxYMnff/6BtHh6wzn3bbPHzr7QOjU+Tzkby6KPGBifXo1KipUe8DzE6nn0KP+HgLFmy1Lbv2mmrT19tC7XW6Wu3f9W6e3tscHDQz8Q51AjRU1Alk2YLZAv8DFsgOzg/w4OXVc8WyBY4vBZIMHkqT6amAQlxDtLieEFLMLf+AFl7BQwnNq2z7Z//nA6xfKX1yPup6mt4swD6mJwLpvTgGgBSmXTl6L8QARx0TKhbks1X8eQs8AWe+j6dATJ01722WRsHdAwLKGtaE4eHEokSvrX9mp7UfepqO+m51zoiHhQQHdq/02YJeDYpojMO0JYjxl5twr/eqEmbEXQuXqjj7plmJCb6y/bMLdKZeAlKNPt6Cq8QTeinOqI5eFcC8YBvGo+LsTs9kuLRKpWO9uuARkUH2rftlI1UL/5Ej+iXRztgLfuMSb9xHYjaNqpzfX7ysFUe3WStC5YqIqWoh9rh57gYRB3VVC9VitRp0iInl3eASAZ2INKV8iiKM8JaIvqry82qd0V53iUO9UzbXKd3K033ExF91qW/NQdHrJK/rXfJnRfd+cN23ws1tsOa2rfn5tttpKfXekfb3THBQcHBZn3WHjlTK1/6fGvRLnhjciqJ9jH9bTbO5K3ftv6HHtdGAezOp7VDaucusd4B+tYp92We3vHKY2tt+y07bXxkny2+9hrrXb7SqqzHwbWRDrTxaZbSG8vJErrzvpdTnU3rHqGMKWp33PFdz48OV+x9f/c+e+DBNfbil7/Ebr31VvvkJz9pV111VZlxzmcLZAtkC0yxQHZwppgjP2QLZAtkC0y1ABAN0O8RE+X5uu3bBgu8EW1p0+887Ui1/aG1tuXmr9jyfgE8AUrOnWljug27XKlN2vIYRDeJ6pgC5WftCMAK2oJjHci24kQI4TJNq1kAb+SetXIW1mlakCi0bmVMazoqchYAg/sUSRkdFGS96hrNSRIPnWEzoelpMOJrvY5IFJoFGI+bVl1InjYi0J/uPraU1nko0p2T6Uf27rahLRvkvIhc3lOTvv67UydZHG6pm0/TGhevCYUX2nr7rHfZInFPjhSOGa4gfcBmQxu32sCah2y++GstvUejInpAnwH/ELOJwph2bevB+9K21oNr1lvfRTrEkV2z1NfGabryxtSHrbQYOndS6C2OoMA9ERyiKoxhRORUoSHASVB54dDglE7I/uwiTeSG9Uy0atLaJJw5poghIpw6nByiJF6mX99gQjxTCe+VoopycEf37LaRO76vM430fo6xsQB6yOYa89G2dtumtisuPs86tVlAk3bCwzEmGmQrltqSa55lgxt2WGU/kSeNtXQaVNsu9YvzesZaR93pmcc7tHmr7bvpK7ZJh8ieeP1ztdPeKm0+MFu8mICnPqEw+nvereHP6YfSJ0/h4IyOjlpP3yz7/t132be+/W37f9/+dpu7aIHddPPNfuAn/zbcq3pylpkiWyBb4BlogezgPAMHPXc5WyBbYGYWSGBLDkSBOLV/gMAn0RhAOb6GHBzhOOhmi2bfvfdrW+du62rX4u2RcesE8OkSFAP96ScBwJAOyPWiUjEwkK/0Dgcp165cs7X2oL2ir+mS1aFICFuh+WGKArhztBPW2EjFz8WBV/OooiFatJ8OL0U2+gocoweK6GITgfYO7d6lCEpF4Sgctn0bN9ij//ezNmdkzNp1YAt9HJUiTBWj+x0SC/itaLOAQaHnnrNW2+pX3qCpatqEAEdEssf0fxSZR8i6os0FHrHRJzbKT9FBn/KaWLfEDnH0zQ+6FNNxJ5Ze+vxPNKJd57IMPrzOZu1UtGqRIkwoXLKNOKekMpzDo52SKqGTK5FUoAOyL3YmokFKES3MnZxbjMhmFTie7V5KVs6NX9hYdTg4ovGuFX1nBJHrvXX+yhcF8GO6GxJ6hsa0g554Sxfs26RpheysNzLWoXdUXLSmxp0qjStOE3HFfdrBbuFzrtRZR4/anjt/YL1yyhkg3yxD44YeRHvGpXu79Fwk3l17BmzT175luwf32eyrr7XuSy+zEQ48ZdylF/0mauX6Euokp7J4/55sahnRINILdIDoV7/3Lfvat75hF158ka06/TT7tqI6o4r0XXfdda6/E+afbIFsgWyBBhbIDk4Do+SibIFsgWwBcJnjSIFIojcKlMi5EIAV0K/oI/mowGizvrxTNqxpP61Cg3MF7Ks6zZ4zTFIER0ATAAvohRk/jk6LvG6cf0PihiPhZ9yIF1OYiBwR/SC40S1nhK2eYaWNiZ0NLHESBqTLhAAtz8K71jqaJsPhICS4XQBMdYqDM5mf1CTGQOcJrelhcf749j1W+cE91lEZtU6FGtgJrsKe0qLvljeHc8VOYADnyojAeqfAbPO1WkYzK6FgCWca2jh67Nplo/evtfb+fRLFQnit0pCOnbKVWMgGAtE4OABx/hS2ZvPk/VpMPrj+MX2t16506Cf7q1q5ukThUU9uYXcupZYPmtsQR0Pjyhgy2inh7KjEwX0aW9Y60RmfKigbYA7flEG2wTNk7L21flKvNb5ixiuDv0Ol20p5uCOLqBhOY7cI2eWOdgp+yb7jfj4N72WnSvX6uPOpWJPeCdbYMJ4612jxclv8f26wrZpSuO/B++XIqp2IWQHG2hqceHZ302vsqUvKz1OUsPL9u2z79n5b0NptbZdcpPU9cEVPrasSLW2S9ihN06IDZA+SvJnqO7VeqKmtzbq6e2yeDqP94ue+YNv37NQhn4u0fohQJbJkLx+IgzDMVdkC2QLPSAtkB+cZOey509kC2QIzsYBDMgHPDn0JbxFq4+v0iJwZFm2TmFYE6AfAeWRCKJCtfKlv0zQun8LkMJT/1BYIEbQ6XfKqBG352u5nocjBoNjPhVHenR4ppg/sznlYdS2auuYLvlFY5UyXSo6BZCIW5C0uZHHWxoUi0xkuRE5Uo3atY1proX4u0O5nnQKpTHdSHMeB5Czxa1c7HQEq0Kx1QJI37M6MIDa8ANYYAEaqH3pik42ue1Sge8RahbaxE9VEu1jGPiShuG8O+MWXNSp89Qf5j27dYvvXPmxzzz1Hh6p2uhOA3tggkoN8PSRwS8NDT2W+T5mLGqfhxJXByExfTCmNInl3b31qI9P8wukBnPuULtmGeAp+J7S4OAnk0y8J8L+FliryUdQdcpxVtpVul6OII+sL/Z1GP3hEehd5Y9j9r4l3GGeFYtHi4PTyDum584Iz5LS80LZ+qcUG77nX2oaHNc7ayU4ONRvpEblDV9pUeD9QsFLRFMT7bdNnb7YlffOt+8wVrq/26/NIlciTrnRAZbzPKfE8fYrabdu3ade0ikcOd2zaaptHnrAJHRQ7LLmbt2zTm+hbOUzPKNdkC2QLPKMt4P9JfUZbIHc+WyBb4Li1QECqp9vBLh02065QCwdUDmlhtQIYvpYC7FYRKGcNRisLzkOgnn0dvkNJAb1aRfGFHoVURjHAn8TXeL6ui7NAKFOC9OVd6Jn1OL5ts5wKwOiYnA8cpzahTcDt6ARrLvSfcg7jxLkRsqy2cK68wK/oxwnp6AnO/sVfchxcy6HxkrRjgmi1pbWcFg4DJerUpuduNe32KAtf+xUtwJlRK0AvmwkA1t2Zkng27GIHrObhIdv/kKanaeE76zgm5Bh2yklsl77sEj2i7YkrfbN1YGS7T+lCr1b1hz+cc9KmXbKGHnjIhrdtx8Py/gCVI+EC8EwJ/SAB2ulhcja8qNQiPfNbs35C385pEnhDIa41Js6URnUJGhUV5ak92qQITvxPFZ08SccYfkYiFKOaVg1TtFUlbeGZaPXAXwp1EWAjgtgq44/qvajIxeE+oZePdVQVtVMwLznhjL50SX6oW8s6tM6lWQ7LkAIizVecZwv+n5db+5WX2d5Zc21kXFPbxIvpi7yPrXqPGHFMx4uoWput8vH77rUtN37JmnRYK2dDMT5pzZHopiTpXEt0Ij2XS726sH+rIow4S+3aKGPL4xslrdnPTMLdb1GUUKoVDm6Nac5kC2QLZAvULBAfm2oFOZMtkC2QLXA8WQBQeQCIegodHBc8ZGMBvsOPCt0NCd13zJ5jQzrEcrx/2HoFxJontOeXwN1Es06uF/IaEwDk7BJBeCBhDcw5UHSUK4yoYj/npgB06OjUAn5gSICiY0DVDwnqjQrojShsA3jsHNdOWaofVkhgR1uHFpp7SCT1ql2LyLWQHI+jWeebNDULdIp5At6SQKhAjKuVfsnQ0aFyPpDNWTmtqqsKPDI1zL/846XpKz5OUlX9gg+Tl9AztZEMHCqhefoDIB3dvsP6NT2tpX/Q2uXEjNqwO2lEtPbJARuaP9c6Vi61kXWP2diOPdYtdajz3cc0NWq2ZO9T3cD69aJb5jKT6+BGSXbhV3rj0WEnIheYEQcQvdx+ZHShczlh3VRG3xiM5AhCg1NIfWpCY/5SxnYSTuD1UDpVUZjcLUpUnhqrPvFxXdQUSWnMna3X68eZBiVNvb3KnReylcdZCp1xlrFV2iqacZAjo3HbrbVRQxo71vIQYUPi/nataxprsd2iGsXplQMKH3jSAyIyvA7yzW28rcdmnXWu1o/16PDaObbr63dZdc9WORYac00xZF0PUapRNWadEedBdTVpDY/G94nvfNUGLl1lPVc+S2GhLumHM6V3T+OpIVfCSSrsXsiu2U/Pk0kyCEUpnXn2OdbW0229Hd3213/2/9klV15qK045WQ5b1VadckpytBJp/s0WyBbIFjjAAtnBOcAkuSBbIFvgeLJAgsEAukNLAM2KUGEzu3rhuAjG9515up/fsv2rd9osHUrZLoDOVDGSOy0C/chNX/ETfHWIDFB1qgQyyQJ6+SLPl2muBKhZcj9hA5I3oDNuJpattObFi61S1Td5QKqQ6ZgiLRU5OC1yItpXnaQFGALD+i96tVtTizq1gYBAK4BUZz8KwAK81Q5HhHlSHMKpNRfNWrDdLMcJwMv0u0HR7FIb1hsxFY2v9wpQuS5+povqsCN+T223MEfM4i8kC5zd9+gTNvzIepsrSpylUXWQ6X1MKBoQ7fAJi23O5efZ4L5+G966w7pYv4RTKAqiDT3q34CcpKE1D9vEpedKkVnSorCl2otrcha8NNmT+hjfNL2rsK8qsD5gnuS7mpWI0y5nk40ZO5w/yGnjDqbnvTkc0l94kBDqRakgdEhVSbJzSix9nP39oBlNMLw3mmw5mYMLdi5I/Cn1JLmXqlNnB7VmZqxHEbHTT7LxWT1iJ0dcOwOwpcBYmzaMGNXGAAibt0D0rN5ywR7JqShy0y4d2nEWFaHEIelctcoWv6LDdnR32+7vfM/sifW2QGu2xNWnGBIBqmpjCxwcHPbZCiP19O+yjf/7LTv19DOsuXe2jw/vHcoTXMTJb0euxlfDnBI6iRevj6ukG72jb/g4VfWrXRHFCb2ve8aHbFie1pg+LoxojdiYypv0Ttd4JY75N1sgWyBboGaB7ODUTJEz2QLZAsebBYByTzexAW6FBS+62hUR0ca8VtEhhHMvPNN2rd9huzV9ht2ldKS78Jzgt6Z84QAwhYuv1kQ8WLBfxABq6oDrHN/61J8EXN3BEdjkCzlfwbXhs+3q6rYFV1xkC666wipa09IksOmbU4kju13NFyhtnT1X4I82YioHp1knv3MGCsCRqW4VHC4JwzmgrGlsxCqKnpi2l27pYfKP9FO7gfkL5KhoabnAZd9wv/VpDQQ7nxHp8GltkgmoxmWofZGXo8XUNERX9+y3YZ190yLHpVv6cIgnzfmKPy7lhloFe1eeaN0Xnmc7HnhUtA+6TlgpbYGsqJfoO3VwZWXNOhvVVtOtp8nBoStuMP8RN2mgAqIYJErJgZnpCwWUUeA21gP1BXnx4AQqTzzcm2FDiCRI7VP0BEbeFnKSM07Z9EhBjctkBY0K1lHoDpOTa7xRNlI5H2XFHXUYV94tn66YxCmip2mRcg77dU5S09J5Nu/lz7PxpUvleMgZ0SKwMTkhrOFql9c4T+9Mx/ITtTGGojhqT8QL6UxnZNcypjsyvpSyaUHXCctt4Uuutf2L59vmm2+zbY8+Yot9hzZNjZRcNodgu3CYMTVztqZtPvaT+21YkbfmE0+QU8K/GhI8eZ+lP3LRvdCf2qSE52qPONo4ODs2bbCNa9a4c37NBRfaxO79tmVore0ZHbITli3VKwnXnLIFsgWyBRpbIDs4je2SS7MFsgWeARYAa02bhAAdggpwjQtxCdZZz4Q+eQtADmtfqkVaBL/sFS+yXTfeYtvWPWJzWjU1rElT1QT6EvRKX60T0EsgFVDuPGtCpz4F/ksc9CVb1QC+tsVLrPOMM3TIp6abxXQ0TYlDHttjcSgnX8lp19LZad3z5qudPnmL4bhPMVMHlOeLe4cUah+Vg7Npm43tHbCm2bO9DlC77IU3aDqeFsroXJqWB9bY4N33Wo+QKdPB6Aff14lKwUc4V/dUiiNBbGdw2zYbWvuIzdK21l3d7TZS1Sk8QrUj6sio2ticedZz8mnWtOIk61h5irV0f9+qQ/s1VUoT7sRLlhYf2VnAfPjRx2xw7Xqbc+qpAtPYH+cF10p8dNFbrMcTddgKx488ZZMJEK8nruLm9f6cIlLUuWMjOU5a84SKZjWGtcwUIQXrJKD4pbso4jcIlAk6yiKfcoUd6zQvWKmU3qZWnhPzMXUWJxo51d5e6zpjlY0uXa6zktrlsGg/OoXhqhr7Nm0zzuiM6r0ZQQ3Y6OJdbFfID6uzMQaJuuRoaprbosXWes1V1jx7lm363E22R85G19iwZCrWpgEZkbPKuUxtiqZ0aHpcT3+/9T+41jqvfpbkqneK3uHpMy2OqEwhttRvFzn1R0S+/bniT+eddIr1bd5ubQNjdtUZi6Sv+OhdHJrXZmcvY0MDNrDWv8ecsgWyBbIFGlggOzgNjJKLsgWyBY4vCwAmE3A6WL+AYHzDnoSeIGPAmrdVZAMw2KzP6R1a12Dds6z7OZcIFGpXp4/utR4dlNmhrcBYr8E3aNa6AEZxULxdYl9AvaQHYJJISFpJIqAq0MmGBU0CjZxhwhQxeKQQBnjRnxywU8eWvGP6Kt8un6RZgBcHp72jw2YtXGL9mjpXndBWv/qvPNOV1AnxVHREoLNXwHT71m064HGT9Z64zKfedS9bbJ3XXydnQv1srtigAPGuHz6oL/SKEGADRTcA1Mk6kk1GfWS1N35Ok6a7Dax/wiqPPWFzceREz85o2GtEstmVrXPhfJvt59s0W9f8JTarb55VB/fYsOiJKmALJqApIGCtu3fpcNOHrPdZl1nTvLmyjXglS3o/wi5iS+8cmGNn1MKOjta56dmTZxLQ5plH7DUhBzHlxYPGhQcAJ9h4mcqpYrw8OU3K8kv7omay0EtVF00KOqdUg8ZtSs2nZINa7puymJ2+sjlDq7zvEd2ritJonzTpq8mAHmXDBZBDqnyLxoLJldS5DRX98HI8R6YtOj+xZpMADI1+OCZz+my2zrlpau60Tf/xcet5/GG9OxXnQ8c0YpLJWhtFcSRr+PFN1iLn2f+9sJhGNDhnOJ044LiTYSd6RErPUEgJCrn0WN231xZW223ZiSfaSP+QtWnLaHqxddc2a92xV0SsHxM/HyA95pQtkC2QLVCygP6LklO2QLZAtsAzwwIBrmq9Ffg7INUVAYkB6qyzYbE9jkQLawMEyEa1YH7WVZfbvOuutV2dvTYkGh1lqZ2tgJ/mwN3PywGIguGUAvAWH80TaAYIqkECfSIUsgYMEjUaVSBmnHUzKhuXIny5H1NjZsUBdIGItCNSMybQ16wITvuK5Taq9Rj9cpLQFKAObmVyUqt06+a+Z4/t/tF91rR3n/hLVoe+5i/WOo0lmqa2cJ5NaCctNjbA9QjHwacYuUSBVTEE5wfWr+7ZZwM/edBs13ZtLiB9BJZxWtigASAOjw45iWMPrLXtt33DxrRWp0v8sRhn/jDlSmhV/KDF3nKYtF30wPrH3ZZoT727OQWNTwmkcypGN1gwHQ4w7VyknP8RDY5jXB7q0Tkxmsgl26iREtCbKAF3HBmsSlTH+5dEOHBHAzeltyLPnwNTcoxSjZr7+Hr/xHeyQcEthBzIxksKKlo6HxxNXzcjS1HmDGVjmV2scVjQnX5hU7xf7nI4/VnvETajIdE5tRgf1UGxIwPiPap3QWOk921EgwAZkZ95V1xivZdfqI0M0kYb2LFL/wZ4O3yzB03d7OCF3L/Pt492x5w5afJ8k5j0ocDHTwVhL7c8NtaflKd/ItC/y4d+dI8fTtp5ylLrPfck6zxruW9FPTi43x659z71MbioHzllC2QLZAvUWSBHcOoMkh+zBbIFjh8LAK5SAgxNPgXCShApyoGGByZKff2KvkgPCwyPay1ORSAQWMvOY21zFtv8G15gG3Wo5davf9WWV8a0tTLrT6rWL8TJAZm9Wr8A+IQ/4JPkGFMKuOOhu+M6qgD54s06hlGthUleTNLUdYGESwAUXMwaCPZtHhXCFzy1rja5L4rKjCxfYLse3WILRdMiGu10LVn6Eehsk+vRo/NEdt/9A9u9WlOBnn2JFo4zxQ5oSt80/Q0AKWeIbYhxQnC2kI90vtC3KRLExgJeop+BDRusomlts8eHdX6NzkJROxwFwDTRLA6cnNC6iuH/vllT1uRgaYZRR/9+lWs6lQAzdOOAZLVDizY2KNgsnmsesL6zV9l4e7fbBSeNP+iBM8N6Jxwi7McXfZwbuaGKRujSQnimVLk3CDUKO5RWI4C/TJfGVlBd/SXyxpVsDq3oil/6Cf/6BAVmTZTl2igB5HvrZCyRML6eGvArc4g8rwy2ZPxwAOlrh3Qf05iP6IEoRtOoHA5F5ti9r6p3FJvQG6I2SSKOukZWjyPSwKN+2EdOy/b7HpBjusv6Vq20zmVL5Eh3KJKnLbu9vQTJ+Z21fLFtaGFXvBY5Vzg3w7I9G1SISu87i/49VoO9Nb6Mozs40hWnBX9narRFfF1Lxiw5OTjBvKc4YosU7Wvf1m8jmzbZyJgO0PV3W6fzSK8eTdlskuycsgWyBbIFprNA/i/EdJbJ5dkC2QI/8xZwGClQR0oL0skDErmlO7CWsgQCgfBUcnHDueEmgC96TnVnCloFdC7I1c4UHwGt1uVLbeHLXmAb9m637Xf/2JZosQMgFFqAux/oCD+JAdaR/AO71xXPqVS/AsQCpURe2DO3S3ixdedeq27YaOMCpK2akgZaHGUBvxwRIilVTSea0GmZVVU1zdbp74vmWs85p9ueJx60RayRAGyiEHSSwBf4Ht0HtEHC9ptv1/kzmjJ2mtbEzJpjzepb0/iAwk+DotUfNSBq5HhVzzhobJcNbqYMf6BleMSGHlpvTRu3WK/qqnLu3CkSDYAVPhwE2jK0T07NXi1UB8gKFOveWtDDi+lpLQBl5ZvltDXra/3w2gdtbNfl1rL0JAfJ9CGBdo0VvLnSjzteyGW767Htu2zwx2tsVGuBiKqFc+MOjQSMt8phk+M5JqN1naAIwYK5KCD2Ulp/gevuTLhe6qeSA3EiPhgFQ3oSQYOUqqlLl/PzRrxxlBVjgRwvoazGtODI82QZTo4f7qlStm1m0iTvVnNFLssTm/2coXGtBXMJ7viyNktvod4B5I1rMKp9s2xkbq921xOV3onq1u225abbzR7dYE3aHdAuucBaTz7ROubPd8e5XecaVbdrfc0jj+pFkC5a25WAg9xp3gHp1Iy9xWusUy+g1uMw5u04jDKVv3Z6ZkzpCXeS5/lRijqp5GPM+3L+5Zfa41/+hjvONrfL13ONbd5pvdrd7TRFlBgrximnbIFsgWyBRhbIDk4jq+SybIFsgePGAgBaEkDLLz3yZRt8lJIKnEQwEwBJjSOzhKFAUQQzHKipgU/z8dbAMAE1AX6a9550gi18+Q22fWjUdvxojc3TV+xORWA4DX5YQIy4CF+0mSKWkloLKKetiSlxNyDxlPNCeaea9A5XbPwH99iOHbv0tV6RDxwqgdsJpp/p/B14+BbWcoQqC+ZZ+zXPsq4Tl9jsi861HXd+3wa2bLDuCW1lrS/rOCpMs2P3tWZFn+ZoatJuTSvbrpPre88+07pXrLBql4QO7bUxlXepDWfvELVqkRz9dXlj6lOLHIQJRbJIYzul2wPr5LwMWbO2QWuSXm36qs/mAt5bGY8YUJMMSfQHe074+TyKl4gFa0bUJenEKhKcSrkk9F+Fw5rKNqjoUN+SE7R1MDvV4Rgkm7vtGBiH3GKqscA2s3Xmy/jatVqvsdMG5STijNGqVc5Ju4aXFvs69UvEQxP2lr38pdbdNyf1T/apSg+cWt9lTGQMmbh7Q1/f4xzgkvgSNSLx606fP8VP0pb+JUc33jyoiVngtCiv+miPnV027xl2h5Uq5ab5+LFOBuekWUw79Z6Nbd9u+778NRvVFs1NOhdJQ6PNBapWaU+OHYesmqaRDQ2NWNuFZ1nbdVeImcZBNBu/9i2buPseW6htu5vl7Oxbu97az1xt3Scs03RH2XFk0AY2b7L+O+/W+6Jtp6Uz/6aqrF3i34vGEQPvl92aFsx3+RM4gVoTNCGnlrFmiiebQHgH6YsSNkv/ErBAylGuJkqK3slpHtG/pVkrl9iC519ow4ri7Prm/XKkt9rEoNaFlZnRJKdsgWyBbIGSBbKDUzJGzmYLZAscfxYABPuuX4KJgFwWy3tURUAKzOUL+90JwrmhjLsuPQBFwZ7J8aF9apNQLCBPUAw+7BilKV5ztLNak8DXtu37bN/GDTaXqWPiAtAXZlZ0QvdwcNTWd1UDoKOIS0OyT7DSY1XgVfTarnn0wQesX+tRWEjeipMEgBSg1DJr/1reJZ46KsT6tfam74zTrOuUlda9+lSbc+EFtvu27TZLfhBOhDZ5Vt/Z6lniJJZ1E3NGB61fO2TtffwJG9Gi/wlNL6sO77fu/f02r6ozR0SPHM5L4UBOTIU9iTExlU1ulQ0+vt5GHnpEu5+Jra4WzRujnmgKgDWBVmVI3NSefvoG1QLKAHe2QKbSnR/q9ditaNWObbttr3Zm6zvzfGvumu1T/4hdMTC0wBGCFrlsrc1zrxbeD27eYuObtlqH21n8dcf5aSeyofygvAA0HG3W8vhLL1eoib7IPnLq0K0Fr0hJpLVE33E8fPoeipYrCyp0mkw4J6z9oTTpm9yVNH60d929thE7BCRHC4cALpo8KHcucWmWrr0y3uBeRavuvEsRFW0RrTGV36ZLGzvo/ak2j1iPHMOm8Q7bPTio7bvHbPE156dIiyJc277yFVs4sNfmNysiMzBsA+v2W//mjYp89Wh3NE2T1NlLA6rvk6PdJ76cTcO/Cd5SxpW+cSbTPhl4+ckr9W9BslCUpH8cWJHxrXdIeGZ6ITX8u+SNIHkET07bvV+/w+ZqPl3f+Wdaz0knat9C/QMa0HS6+7fY41+5y047f7X0SG28Yf7JFsgWyBYoWSA7OCVj5Gy2QLbA8WUB1kykP/RLANFBcXJhvETP7qA4UALWioqpUw7LBLaE1LyN+BT4i2Yq41f8BHKZ/YPD0CFwaTpwcfalF9v41t225zNfsI49OsgSJ0WODdtHO2SGlxLOEYyY4uNFPNfhNRbAdwg8tleqisJU1J4v/rRHLwF0yWdNRJccmGEd6Dg0sN+/ygMWm7UBwpJrrrQnHnnMHtfC/qX6mj+qpm3yBHBQmD7XKt26PLak7Qn6K9Y6qK/4cgDaOGSRL/IyDutj2GCBiAzRD2S2iw8cHOEODdiQ+Ddt2WTtArljsmWnokxyFXRJiui1t4BPpXNA7NBYerBZgpyIYenaJn3aZWuGAYfTIxQqg0/r4LDtu3+dDV2xxbpO1pbW0iGB4WSwBI9xtZCoPili0yH9Odtltkhwzhgf39FN9mRHMQaiVQNXVRRrr5y4dhQkagNz/RJlig0MknNbDA399sGn3tmIPtWhjaqLn3RPGqpebbia6Vvxh0Nj/X0QKXTph0x9SiPumqm9C8BQyjbpHWgni630jhD5atI0RiIq9FlDJj3HNJ5E/rqsWRsJjI5qjGX7yk5tMnHLl637icdsnqzXIkeVndNaNebVym5t371bImRP2WWOWHZpswGcRxQleqPXXllNZ5QzMjwoV3HFUutbvSptY66e4WS18g6JTK+A7uSUsF+RpU/0LsWx9OReqhpKzsDQoM1v13S6/UO2984fe/vmwQn9e1K0SO+pD4MzzD/ZAtkC2QIHWiA7OAfaJJdkC2QLHAcWcOdGQAlI6YuzBQoj7zESB1msrWF9CVCrSNCpjvUgDrbVCqDuXoi+jieMCdArvkwLRPpCegE9oFpzd5/NvfYqm9i/y3Z/6RZr3jeg3cI0jUi1w2rDugUSADmB56QXWz7j7DAFC+iMeuyEpe/h7kfgbKEVU8wcfAM+VdclvmJvg6ofYeW5AKprp2lavatX24IXPN8279lr23ZuVYRF4F82adN5OvBqEfht1SLxqjwPQGiznnE0uqQCX9f7i7U37IKGDZgiV+VAU60xwidA/9EtO61yv84/0Zqdtu5WHTBKpEh2EA/WLA3K8Rub1SngrLPsMbPKfO2H9KyoblygtqOic3M0FSotYU+6EKmiz72i3/bI47Zv/WPWtfIUcZbe9FCOGF/wiSNhL/TDuRJbj3DoZB0v8x3FRMH/7JKDgSOj6WpAdNG2+FlCysuGaQqd4gmSyXjx3nh0QXQ+Hvr1u56R4w+6eYKGSpj6bzEOGleiHGlEMUDSN60bErUeJW4KK9rzVtAvuEyor95vETL2vCHU03ccjSYZW6tf5MjINu44psNlO1WPk0wdZ+J0yMllHVfLwIht/8rd1n/PT6xP5+RMaDvxmE7GwbDw4LlF5W1SuY1pftKBfz/4IGxXzhgT3ZvQGO6RjMUXX2QdOkuJcl4m9GqTrtiDTwa8bzhe3ll/TjbxGvEWmZMkYzTZqRefZ/33rrNd37vPOrX1NKxGtckBvBZcdnZy5DRmOWULZAtkCzSyQHZwGlkll2ULZAv87FoAwCjtAU4ALe6ed7ibAJeDRpWyViCt6QB4JnyFYwMgJeICkHOgqWcAFuASQOplwD2VsSgdGMoyB6bXAEpb58+zuS+62gb27rRdX/ueLRkEJMI/yXFZAnsq8q/iUYqTkbSXjISWXfka4FatO1OSxx8iIiyeZyvqvQJ7A0Kj40Le8G3mE74OaZx7xcXWtHO3bfna7Ta6Y7vv6saUNpwZIWd96RfY1+d275MUceCuvrNQfEzAlsiNHygpdkO69qpNv3bZmq3pbMgYXbfexnT1SA/AJ+35eo9rUBHtQHevdV5wjnXohHvt/Fw4ARKNTWW7JnlSlYcfsT333WuzK+NaEQNsV528oQlFWWbJcdy9U2tpHl5nE4qOsaGCg3zZBxswXYxxSBsCJEdsTFtAqwvqg85mwRjqi1Rx3QDojASRKZwGXxyPIRV9mlB/3XoaZNaZeFPviyTpDsTHMUV311+csFyj5I4L9QUtY5xcBH/D4ERto6ZFGXyRB6W0Ein6cHm/KcfR4JIOrBviXSD5dDYp0C5l23Ae1GJY09mIznUgctNO2/2VHyjC2O9reKSkO99YlDEkCoQlOMSTqBDvCPuY4QAyzRJvkMjmkNb17NSL37n6NFv0nCutOrfPndhWjZH32/vo5q91FbvAAYcPmyKz6i+MSlXQL2d8QtPi5nZ0y6E9wXq0YcaG737PVp56qo1ojVnzxl3WoXeq6Ko45ZQtkC2QLXCgBbKDc6BNckm2QLbAz7gFwHCAKJwEgLKfZwJ+0h/Q8CRIFa4VgHdnoKhzhCYUBrylHABGAtD5XSAv8jyLnfjrEh3Amv+oskC9dflym/+yF9k2ncS+4es/tKWqbxaAZuKWt4NODZsFItELaJ509moHf757m+pSBCrpjSRSi2TQP2IxwNoxgD5Ok8rQGAcNZ6B5kZyt66+xqnYT2/b179ruxzYrAtNvHZqe1qQv9QBZHBgHpWqDswZoBtQio13Tm5rlhAwIUe5WKGBXX6+miq22vmddqv2Gx7Q19MM2ocX8rZorNaHpXuzhxZd63J0BcRtftMTmXHu1dZ11pkd0VCRwmoxGlIhITf+dP7DNT2ywoU1Dih6hf6r3tT+akjRb6z9GHnxU0aJtZtquGIeOndjoP9E3HEDWpXgzbiofUTnOnttOOgHcAdc4DD5oIlaMSPZnzUjhOqidb4KgmlZNX2uR00AN7wJy3PUSD3HwSzd6W8vzHA5PAvKSIXmJu8cNlaeMvJLkkaS+65aevKj2Q5nLEC39YmyQwri70yNBRAVxTXB+eddxQNjCnGgfU86cuXbKGxnVdDzZjnVYTfN6rXlzl1W03qqD/rXBF0a8Q6yv0ZtKaFDS2b6bs219YwOXpcjc6LDtbe+zQW0CcNIrX2KtZ55mlbZ2PwOKzQ88Uild0IZ/TUVXi7dfhUr8O8S50asIc6ndZPt279X6tcdt7EcP2JzWLus89xR7dMdmW3bJ2dpJr8/2/ORhnaVUtYXPPs955J9sgWyBbIFGFsgOTiOr5LJsgWyBn2kLAKpI3IeEm0b0RXpQX6+H5EwAtviyD/AViteX7aAWjFUeN2PMaQXi9NkfsMYftj5mCtSweLGew2GbwGUCskBl7VImUMiXa7GwMYGz1tNOtwXaPvoJbTqwa81DakdkJH1lbxGwY03MEDI1ZWxYcgalH6tXqv6VXPX0QTQRBaBHKbIgECogCpjmvB2ALTv4su0xzoOycnjAjHoGmK5YosNIn2/NCxdZ//fvsl0PrrGq1gdNjAzpjB4tHRIRX+bTrmQp8sE+VUyNqirs0qol3sPanndChy7OP+8MW3DRZTZb20oPaoe2LQ+us2adwTIk52dQu7K1aspSs7ZeZqk+B0POOkFf4U87wyYWLIaj/8EOrqN+iaD1nn6atSxbbru0WxprSvxsHwHzEfWNdT+smxl45Anb9dB6W7R4MbPTbFA2G9TubkSVGJs26c/4dWhAkEMESkPldkAWyFpW87HHYcGwE/KwPOIFGld7HKWK1u80aRza5AgMaEyQjROI7ZEzKqY4j2LvF+XlXHpGnta5iFcL7wvj4LrIEVM579SQeHUha7K5+PGnnDTG0ov3kXdDm555RIo2bP3NuTZipfIUZRnRszsLqmti1zS2U5PT3akoS3VU0SzxaZLM+TrMdckvPM+qS3ts/0/us8Ftm61FW033yIvhTVZzq2hcKjqdlvOONCIaT717zEuUIQfk6lVm91rrqnPtpOuvtJ6rLraR3ln+TqaoHOObLJQOUlXePZz0BlCTKIo3Qh1iN0INp82a1Ws2Z47tVr8GFBls1rTLppGKbX5Au/o9vtn6dfDrgnP6NG4qZxycb9lmOZ8tkC2QLcB/tXLKFsgWyBY4ziwgOJfwlL5aV5fp0Ette7uvp0MbZQlQCsyPCUx5FEbHtY906RyUhQuFuAQ8AUwAdG2RW9lxmg32CdRr2lSLQJTvrqW6aqvWAcwXfQFGiXQIHutJC7mxo9DbhFDmiEon2jp1+vpqO0GRnK0CkHsEJLt0YKUnohiK6FRXrrDh01db//webYU7LC5yDogqCQL6F3np5DEe5AjAElPCq3KQrl9At38t1zSrjgULtBq8CwoHuvSHa4yzURYtsPlXXW7dclL6155m+x9aZ8MbNtneHXtteKBibdqSt0VOA3GKQTYLaNcCf20T3NU1y2bNXmS9p5ygHa1O1RkpK3VmzCLNuWux/QODtr+ny2apj4NsVyaHySHyRLv6ry2GZ2l76vO1s9y8+e6UEBkgggKsBaTjgMldsHZFmXq0rfW+/Xtsn4B8O+MHlfqJk8fTqNYUDWjr4KYRHWYq+ftOP1VrhLSNNVPWdDaL8HuKOuDIqJ0feCmb+Zk92EtAnQgXQB3haiUHU/aTI9o0r8/HH/e3KmdwQIvlq5oap9dDDgmxkQSmybFbXpOmYiXPRMrVgLuPqk9ZJNe8aJGNrFolJ1JOn2h4J31qncZrRPqOyCnsXio7EmWT9+P99V+xVHusRG5iTp9NiM/Qnj2ygZxP6YSzJF9FTil0elPULxwG1tlgW86qYRvwYU1ZHGN3NPdLZJMxvZVaJ9PS22tzLzjLxpfNtdY1suOatVZZ+5i17JDrsm9EW0MPyTnknBs5OUQx9f6M651W1joUwRvTFMz5GvOmcy+23vNW21BvF5bxDSwk3aey8W9CneNBpqIv6DqZKGFmYIqwFeUq7NM0tFk6p6dbO7qNr9/qDvo5L36Rry/qUJ869S4uZDMDlzjJL+eyBbIFsgXKFsgOTtkaOZ8tkC3ws2cBgaIEn6R6kQG88oW+SQB9sQ4MHFipgwvlnHQJrArzunOTpodp21tNgerRQZ3aXsoRWEtHhy143nNt9Nzzrbu9Q1++BfxxRHCAWlusW2C1c9liff2XDMkDWpLhS7JcAgE2ALnkAFoF7Fq6um3Opefb6IiA7TptpXyuDlN0sCvZHZ0277lX2qDAYmd7m77KpzaA/wQQ4Y0zplvIiSzCXZYgrWR3q8FEh3ioL02KJPnuWmLkO2NBqNTU222dp6yy9sWLbPa551ll204b0uGJozrHpmW/DvesDKrtmHXqsEZTxKZl9mzrWbjYeuU4Nc+bZ61zdDxop5bvS96EIjtdAvErXv4CbVqg9RqKeBBiAKhjiQ4B2w7pM0vOog7NUZn6onbuoOmuv+7IVOXQNHV12NxnXWJN0r1VTmibgLV3VzoD3CFuV75rkRxLjcGCS86zXjkiRCuwN9OqfDtwnBHIVUTCbtRjT5wC+LjjQJkecSDbGH+9H6Z+t+oMmXnXXG1j55ynHjRZj9rxvnhkC37qI9ttz9JBmBOKIKTJgcm5cIaiBejz+vVcdIE7lS3qH6ahUNUiS87dUo11hyIpzZ3aCkDjhSPAqGM9H2/94P61S7cFr/o/2klvxG3g9nAe8HHG3gbmafod/YaLDm9l/MWDPiC5TZ5Oz7JFOqtG4TY5qM0rTrBZ8xdo+uDZVtmw2cY2bbeJbbusqmlirdr4oU1OTpUx1dSz5q5Om+jpsXZNEZxz4grrWrLIqvMWWLVT5+5ICv32aAq2TWpJYgEx/BmdoodJH+jcUdfdVZQJmvXvoEUbUsy9+HybOEeemSJOczsUQ+PjhJtJ0weli5RK8mCVU7ZAtkC2QJ0Fms6+4vqJDbP0P/ecsgWyBbIFDsECe2776CG0OtJNmFqlLWwBTopKjPO5W0iX7Yd9jUpCmgmoA86ElNksoIqDIaA5LlBHPm27q8lWKuMrOUjVv8IruqFGapkcGWBaWseRwCnTxviaTmqTLBbLj++vWGW/dhpTJKljrs5zYfoSn8R1KOaYgDlfpAHiCcDCMeV9eYjzL2ocPTocFAVyRcejGvguYKB+dBMdkR+4tPnub0m31DJFqyZ09sv4sORXKnJO5ODpMEWfYqf2TS0dCgRo57PuDnkiODXpSzxbBfs5PKzRUD+ZxkakxR0X9QNFPKrgCqlXciCadVWlF3gcCmiB8xxWWtWWbERccArGNVb0xe2temdBC3wJEn3TX1ITstLfVJBKVZHs5HC6kBcOipd5G+xNTEUPSq1ymtLUwjQdzLdwVlVyICaFuP4oTmRQurQqSsV5OagHJ8bCt1Jm6pvsUpVNsQbAH634JSUNlRcfpnSJQO+f3ARsrD8keI0TetE763z07NO96JM8FnRRiS7xhS0Xz/5Q5Cn0Oq/096FFzuuE5BLhYp0OHHhvqv4uDGp9lg5UGuJ9GJECasc0OulX1btQlTPW2tNt7XLamxRRw61hHHwqJLq7Tsh++ilpnHoY3CiriZjyEBQHv895wesOTpBrswWyBY4bC+QIznEzlLkj2QLPVAs0QjpASb4pq07ATEsJisXMgEmVqhiAmL44C4iqgKUGLMrnSzqAPIFurb/gTBeBOBwgJGn2lhB6ArUAccCT80zMAABAAElEQVQtmJI6sC9gGhzua2RUAd9x8bM5ip5oylsC5qIWGhwTs1ZNJ/L/EDs6TEBYbMQvgHFAXkrVLN1qv8jj4ks9YFlZ7xt6BfBmS2QiGABZGOD4+JbKOtuE0E+rphihzwRRJ/RwJM/ELGhZbI4O2CY5Bd42uSgpOkHnlRxbI1/U6IGuyPSID2ydavIn8dc4ia+CZC476ZjAMvTev+QrunOJai3qZ+r3JE9k8tfHVe1cViqq6YVkFaVnZVJkg3GnX8ndIeKFY+N/IKYj0UZZph8S+UnUEBSyyOhRFlRfdOndIMpALe+TswoL+HiJj8JNcGc3P7eBUzmb1A6nQWxwSihFRwzuTm8SXRMej84wHhJz7yfri0joTyTK3y852GiG+AltwdzUrbVYWktTM5g3ccuKXk6xj7+CnbIPW3hzfhGJjQKaWZiG8cup7rFcdbB86ApNkoB50r+Dcl0qORinXJctkC3wTLVAdnCeqSOf+50tcNxYAAg0FUklSAaI0wVYBXsJzboDU/S7wGYC/kXUBggnMAnwA5CnqU6ASvEWKGSqE2jTAZYa49zAl0XySAKgcuOHcpepIge8QqRsI60JP74egxYANtbO6AM5T84vwV0cKYQ5MwegUJDSr2eLH1oAjvUI6uVrugN05ZXg65EJp4FOvEVL8AO96K/rLV0S1FUBYkWEfXAAfFtgtUmRJCqVRI9TABF94S8NsZHLFBlREP+yX7CEguSkKasWchCL5nAGePsuZuipZ2msS06meLgcIkaiF9ROYFtGhiZ4IjsSXXMmUVDcfZgKMniRkt1xiOElydIDnwoeGnoR6EeyfEy9z74UP0mjCpLicsfHhfPOwE2X6w+BMgWx73KnIgfu4p90hxoCKhI5Y5U00bPo0rbkqiw67tWJHEJXVb+1PP2lEIeQ9VjUcN4S//NHTewNL69DP9WFTZ2L2jDenGmDA6xq/3TABwDsgZ7ulCrrCXlPM7mTPQ0P6vg3eDCaaZrm4myBbIFnkAWyg/MMGuzc1WyB49MCjRFVRFxAZDg3jswAR2GEaCaEzTQjQKF/yYYCHKp6B99q71OsCqDnFQGwEqkTAx0dbkedOPqUOCFAjxTI8fBDPB0V4k4gBmSZhKEXKhUuQ3qCP4hymuSRERjRCgbILmjZFtn7HGUi8N3YVC6NBFKTXLYCRkbSx1n5TxIrHjgy4u+wF33c+YA3uDjZE1tBgQokb0szbwVcVjvlSfymnO5qiCbREj6elMFMiPatipWHd/Ag732vcUrNIKJdjQ+EkcTL2/Fc5EMcwxB5B9BiECDf76r0cYCIqYuibpbdog22q/FWnpld/ko5BTX0kEJlSfRPf5jkyF936mKcg0ZkvH/JAUyFtPCWKAXbyVuyOWX+PiR6Hsn5XTKxp16H9EMftUkDDpm/gipnW3Ba+JAHGXrhZUGki+YY2SX4D91RhkvJ6z0HpyOTsnNzZOyauWYLHE8WyA7O8TSauS/ZAs9ICxwIo1KJQKXQXAKfgoUqdPCln8kWAmoCqoC+mpPjNnQ46oSAWd8swMsLKC4GKTeVadEq8S+cJpycJoVqWIvD1CUqHYQr49EBKaYi1417LBwv1HB6z9f/FP0I4J3wZeI/2Uj9AwwLsSaHACbJocO1QChraJDLj/OQcvyhfzhkxewwntyWafoWTeEgBqm17qn3lMMvcUj1jAHXJK0wM0/6wS4u2JUoSChTqrVLDFUCxId3Sm7HJMILopx7FDtb/URZmZA6eMDX6fQi8C4wdP6+eB21kwnHmUQZzgeJW1zYmb6Roizd9QtvHiLhPFDm2qmwVOf2VZ07JapCFbREP89DS4aU2KT2UaZiNHWWRZm3o1xKUK6JiyIgKpMY+GGhjKqeiRYRscGhTe9QEofK8c7FiIuVUq0X6TH/ZgtkC2QLHEMLZAfnGBo/i84WyBY43BYIdCewxRQp2AvBJlAJAJPD44UqB4UKLcb0GgdrUScU51/pHe2q0P9GJUy9aYJ0BcptIkJCOQ6CQCHtAYmeHFByBkoCgQlPJrjpeWWTjqJWE++FfmgeLBKj0q/q4O5gs0ZEozIPAdmCH9OSnD4KINRfpiZhIwe0KnA9QP366/ZRQZrmVhRRUeOBPomW6WgkZJALkJ+iE6mQuugf1kKj1CzZLjVOekJasE6ZojE3H0n1BzmpZZLqzzhzqcXkWOs5kq/d0YOz4x4ZGiU2yuAYp4qkp4o8lYlTPykOjamNC7PiOsI/ykIYz0mcfvUQr5kTep3K9TdcKXSAnl9/3QoGtWGHR0k21RQQ1fM8z6SCKMpafY5iQcQ4pzBg+qehgfEttaUcDh9NSeiEY46jOWlpaupkpaL8my2QLZAtcEwskB2cY2L2LDRbIFvgiFoggJ2AWJqWpQL+8qx7Ao7KANGE3hw+OurzHwduaZ5/fKVPtDUkCiPnBUh3Nqk7Tgbs4yt+gn9+To4EemRG9dADUpMDoIiEl6mF7kkPatBLF8q64ol9/S+146BPT0jVn6KJt0PHQsG0y5sIqfeb6B3UFtOOvJwGNRLXlQ0a3EZi7GBd8uhL2Mx7WcikPlq7I6lyHIVasXdST14gSgHqwj+UDIfvTu0T+IInHL1T8PYVLhS4fEjSYCrH34Ivt5RN5ZCRKMNahUaTPIpK5yeiVO9P3ibKXQi0SkFDHRe803ilOrdFYlHUqdz7T+QkVSRn2wUWJYkPD4mfM/WHNC0rtcNS8C/YiyjRe9+KQtrDZJJGD15IBYkH1Wpamhe7jVPe31UV8kZhU/+3kKgLFomrt6vxgWddSgR1hfkxWyBbIFvgyFsgOzhH3sZZQrZAtsBRs0CBqLgJAQLMEmwWSCvApe8IBj5TPWQOmZXxJoWeXkNBkQB6pNrc/6LOnRB9ynYXQ0gw8XDIr2ULSEZusZ5DlXwgd2iofKKGK9wTQ582hhwAPLT8+Pwg6IoEsq2lJCs9FuW1ajJJB/izKUIkdEi1aq+M6+Q/BUXBIzkDgGnkTGqZrFrwQEfnVzTyPDZJUlDfSWrVRXlBh0dGSfBUVvRyD318Uh1lECW69IDeFDguV5ZH8mWLOL2E10QXtoOr96aQ7RwhjuRM1apoSBXZpE0qdN5eVjSik/rrdLTXXxyYSacntUZv3g2nhF60abqgPxTMil4kUV5GFp3hkjZwKN67okX5Fs1qY1uuLPLQsFGEWwIbyTbpPU59QH/OUqIjbAceKXi7LrV3Sk9REYT5ni2QLZAtcAwtkB2cY2j8LDpbIFvgyFoA0AWU5Ls0QA4EDDBzMJYqKPVUfy+KvZ46MGk9iIvyYBL1Xq42xeqWBLxVGPXwhiYSqqTnyVKHuDyWGzld0JThdnCqv0MLd5Ly3olJWVHrHP0nUcZvEp0q6tQomATvxD7acQ/e6O+wvI5/7RG7SkemsqXRSc/Jx6BtUjv1oxi7gr9XIkzJ6dMop4LUUuJrkqaUp7ZJN6+oJ3O7pUIfCzVI2kAd5ZFLrA8QBaVI07sTAlJfg0viqbr0NzE64De9ITVnyQX5G40EXTEOISMYBA3PZZpEV7DxaZrJ3knfWmsUV2JsUkp6eN49zKI437IFsgWyBX7KLJAdnJ+yAcnqZAtkCxxOC/BVOkUuElQLoKY7iE4grYbdJDZqG2lQpivXU+4g1RFiink4J5UnyXoqMS5lC8g5CZtrfJ2IcmUScq9VTWZSferXZOmBuRL/kiLRLnQ8sN30JWWnYZJluWepbY1ORA1qCyKgd6qv0TjT2lNhvwTWQ+/QrkblmdqTVzeSWhPqMie5TW1Zz53aAynKtvO+FuxQv8w5rU+KPibHNPHzVTohrHaftGkUJdk1e7ouaSpjojhQN8qTRDQp10/m0R8/xUviTsMiTcqDspAXjg1KesOgzvdsgWyBbIGfHgtkB+enZyyyJtkC2QJHwgIFggssVgaeALQon070k9VHu/SVfhLy1rerf6Zdo7LgN1l5UKpJslrDmWUOzrXEYxrCVMzvNATTlpd4e3Z6N2Qq5aTEqeVP5+lg+j853wN6fkBB8ChXlPs7+b4E5czvM21blj2VOzXT1wZtUBTy4jGq8z1bIFsgW+Cn0AIz/S/kT6HqWaVsgWyBbIEZWmDSq5kBoJshzzqyya/dkxWOBeX51DAhesQ1SZZzx6EFamPeqG9P8x2IqWqNWD+lstCDeykdNv4lnjmbLZAtkC1wNC2QIzhH09pZVrZAtsARsUAZkOFo8BwOR20KTkly1Ee7oIUk6krkXsbzdHSN2jRsH66O0G+0aaQDbaO+zGem+eAZ9GW9oyzuQXswmqCNe7lNo3zQle+N+EfbMl3kg76ehvIoK+enaxd8ov5Q7sh7SnxqDoMyB843m0nYZEof0Tn6XM6HTtPpV19e/xyvY9kmPoFOasdEOurCziFvCn1hm+DNPdqU6XI+WyBbIFvgaFogOzhH09pZVrZAtsARs0CVAysLMBkgy4W5M5HEluvJj4+P63D2yUB2mUdZ0TJ4C5qQQXvy7IzlhyKWP90L6wU98mqgMWHAhqA1+Dp9ARbLuswkDw+u6C9tyvngEbKCvmyLoKm/17ehvl5WlHEPntGOskiYgYNGSWHHMi/yYb/6+nJd2Va19m67ks1dysx+ggd8kc8z8qfaEBsnflPkc/4S76Hq2LmP12Fqu5IORXsvKd6b6G99/6IV5aEPZeTL8oMuZFJfTom+XFJ+YeGnOn6KJTdFV7xBPa/gQnm5jj4caK+gzvdsgWyBbIEjb4Hs4Bx5G2cJ2QLZAkfJAoCqsbExB6VtbW2FVIFcgGYJ500HyHB4WlpaaqA81A6QG8/QBaiMO0g2AdpJwBigj3sZcKJnOcGfVAa3ra2H9p9neEQ/Qn7ILssMG4Ru8dyIttyOfPCNO2XRh3J7LIHd2YobWmwbyYdD2w9Hu7AJdPBQC9+euCpbQ4s9yryhc/kg8LpUHU/71zVzImWD+jryAx7RCd7oVJMzhQqN0JP6ZI8anevfgvZeV9YZFt7vgtcUzeHDH7VHPu24GEv6Tnk5BV9osWs8QxM2Dfoyv0SX3rdUP0ULL2KbbhIbdLAldXOL3tcDyZwmfuLfRDzne7ZAtkC2wLG0wKH9H/RYapxlZwtkC2QL1FkgwB1Arh4oO8os6APoARZxhKDlopwrAHg9mAxx0JTBZlkW0ZviyMQgd1AI2A4ZVKBrI/6UQxd1cZ9kNvNc6BV2gVfk4cIzfSmnqK+XG+VBG20p5wr66GM8Q9+EbSWLP2Xa4KXiA2xeHgOW48MDbB3yynzI049yvctVOYXuEkj+U03wJZVBO/2Kcmeu+mpVzpfYRx13H0Mki0fiMlkPzygj7zoWfOkHF+1DDvzCHk6vn6AJ3cq0QRN32pOgiSvpioPd2C44lJO0NE76w+dgyftdyIOOf1+THxkO1jLXZQtkC2QLHH4LZAfn8Ns0c8wWyBY4yhYI0Ad4A/iRRkZGHKglQDcJxAFv5S/etI123BvRU0YbrtHRUb8GBgZs3rx5tZ6GDrUCZZAF8AswGnf4RQoa6CIBDrmeLNG2UQqQHLzL8sr06Mw1XaK/9ZEkeNEP7vAP3pHnHtGW4B80yCnnQ7/QN+qh4QrbDQ4Ouj2wSbRBRnt7u3V3dQuqT/iYoG+0OVi/putvlEdfeI6+UFZOVUU2RkcTiEdXdOTdwKGDEl06Ojqss7OzZmPK6lPw5Y7O0Ufo6m1FGf0jQVuuL+eDJ2XQh114Rkf6FHzgRTlt4h7jW1/H88FS8IB36HAw+lyXLZAtkC1wpCyQHZwjZdnMN1sgW+CoWaAMpgBpP/zhD23dunX+BZnncgJ8XXrppbZy5copQH337t32ta99zcEg9PXtVqxYYVdeeaUD0G9+85v23//93/ba177WeQV9AMSQF8+A0fvuu8/Wrl3roDx4cwd8rlq1yi644AIHn5s3b7Y777yz5hQFr5nc4Qd4Pe200+y8885zEFy2TfCgjGvDhg1uK5xB2qEn9oEPIBe9LrnkkmjmdwByfV+ghx/3rq4uO//8892+gPUHH3zQ7r//fq8v6wItfT/nnHNs9erVU2RDh8PwxBNP2D333OPtt23bZv39/c4Hp2HOnDl2wgkn2LnnnmunnnqqzZ8/352J9evXexvaN3IopnRmmgfko3tPT49dfvnltmjRohr4R+9I2G3jxo328MMP25o1awwdcXyRO3v2bLfBmWeeabw76Bf6hL2CD3dkPvDAA86HPDRBx52xYSxOOeUU58M7/sgjj5RZHJBnDLHVrFmzbMmSJW4z+tTX1+e08I0UsmjD+71jx47amKLPTBL9q1Qqzv/qq6/OEZyZGC3TZAtkCxwRC2QH54iYNTPNFsgWOJoWCEAIOAegfeYzn7GPf/zj1t3dXXMUAHBclL373e928AloDNAJMH7LW97iQB/dgyd5+L74xS92B4c2d999t/3Lv/yLA/A//dM/tYsuusiBHU5CyKENtPABbKPTv//7v1tvby8snY56AOiv/MqvuINDW5yHN7/5zU7zZD/w5opE33Ewfv3Xf90dnCgv0yCDhH4//vGP7R3veIc7DkRDAPWUQ0P+9a9/fc3BoQw+Q0ND9oUvfME+/OEPO5ClD1FHG4D02972tpqDc+utt9p73/te7ydyQxd0BWy/9a1vtTPOOKNmN8o3bdpkn//85+3GG2+0Rx991Pbt2+cROfjTHh2Z/kSEZMGCBd6e8XnZy15mP/rRj+yv//qv3XmDBv2mS6FL6A9d5NGDvrzvfe+zxYsXOx/qKCfhuN1+++32la98xZ1pHGTAfdTzLtA/9Lv44ovtla98pTvDc+fOdf2RDb94R+gTvP71X//VHV34UE85NDhOH/jAB9yuvLOf+9zn7LOf/azbBX1Cb+6RaIcNuIg2Ll++3N+L66+/3s466yz/txDy4YlO6P2hD33I33GeQ8/gOd0dOnTFBieddJJdeOGF/q5TnlO2QLZAtsDRtkB2cI62xbO8bIFsgSNqAQDerl27jEgIYC1AcQA/HIzh4eGaDgHAAGZENOoBHc9cfNGOxJd7Ihnf+ta37P3vf78DeIBryOAewJE25Gm/fft227lzp9MFLY4F+kbCgXjssccO0CPqG93LOuPg7N2718lCRqM2lOF4ISuiHYDqMq+yXsGDvlBOP7iHjADi2AV+kdBly5Yt8ej8eaAdYwFwj2d4EJUAYH/60592e8EvZDhh8QMtjg82JVr3/e9/33AyGAd0YywB7eFwlNvONI/s8rtCO8b+e9/7nv3TP/2Tjz/jyjuGjtgO+0TCPjhrRO5o86pXvcqdWSI6vJtha/pCwlaPP/74FEcJGhL8y3aNPpbLnHCaH+QR9fnGN77h0Uec6htuuMFOPvlk5w1/dEeXrVu3uh7TsHrSYmSV7fCkDTJBtkC2QLbAYbZAdnAOs0Ezu2yBbIFjb4EAjAEO0Sjy8aW6XstyPYC1zIN8PNMu8jhFTFXjC/873/lOL4cP9fWgPNqEXOigCaAb5dChI3VcoVfUxz34Qw9NAPl4LtNNx4NyZJUTZVwA1IO1ow1toQtdoqyeH8/oVaaLMspJyMJBIcpFFAPHgjpkRN+gg0f0MXTFEQGU4xwynazMM3hzny7BM/oaee7IjvLo50033eRRHaJ4vCcB5KEN3co8yEPH9LO//du/dcfrTW96k081Y+xD19ANPlyk6Dc05EOXoI3nuEd56MEz+UjYCYcQp4zI2He+8x37U0UgmfYWdHFH5sHegeAJfcgv6xl8gi7fswWyBbIFjqYFJle1Hk2pWVa2QLZAtsBRsgDgKy5EArzK4CvyAdJ4BqhFmyhvpC60RCCYDveRj3ykBvQoj/bRrsyHPDLqU9CU2wefuNMm2nOHNso8o58oqy+P+kZ3eM0klfVoRF+ub8SzXI+e4SAA9r/+9a/bpz71KZ8yF1GA6EvcaU8+7MczPJ71rGfZy1/+cp92haMTKXQIuY3u4chQF3yjfdwpv+222+w973mPT4ML8E95uQ26cVEfOoe+OMQf+9jH7O/+7u88whhOUcgIXeOZe6Oycn3ky/1Cn5BNfeSDBtsS/WIaIA4OUaao4x79KZdFvl4etNTVp0Zl9TT5OVsgWyBb4EhZ4MD/wx4pSZlvtkC2QLbAUbYAwK58IR7gFQAunuvVok0AVO6kAIllWr6qc7G4HNB6yy23eDtkUN6oTfAKvmV+ZXryXNCFLlFfX1aW1YhvWcaT5dE95DSiDb0a1TUqKwPdaFvWkagCicgCDgSRBcaH8uh3jFnoBh/6zDN0LJpnjQubG8R0MXiGPPKkeA77BX/K68vK9ORZG/XBD37QfvCDH3h0CXoSOpT1glekAP/oGhdT3D760Y/6+qL9+/d7X6NN3KP9we7IjBT6c4+LuuhfOFLoQD50gZapgP/1X/9Vi5jRLnhwDx5RFn0t2ytouEf7sn5emH+yBbIFsgWOogXyFLWjaOwsKlsgW+DoWgCQFRcALRIgr5wCyFEWAK58L9OSLwM5wCK0Dz30kH/dZw0I0QR4Bg/ahHzuXIDfyFNPgr6c4jno+PLOmh0W14cOZRmUsbCdehLtKCs7dGX+1Ecq56Ms5Mdz/T30orxRe8rLPCIfOocDAB07pv3kJz9xfalHb+7Rhs0hWCjPnUgIa1C449A8+9nPtuuuuw42nhhfLhbXYzMS/NCRe6MEbegDDeMaz9ATWfrud79bc6yCR9BAz/ondixDJ5wX5FEeMnlm/HBy/uM//sMuu+wy36UteEVf4x7l0T6ep7vDH31I9Js8utAenjyTh47EMw4iDs4v/MIv+G50lJXlxzNtuLArfZwuwZ93kFTmMx19Ls8WyBbIFjgSFsgOzpGwauaZLZAt8IywQADFAH+saWAtzj/+4z/6FsYBkhsZI9pSV843oo0yQCtbBb/gBS9wAN3IUQNAsw02CXAKb0An+SOVALIz7UM9bfQBh4UoTqSgQ2/syK5cb3zjG30LbBbvf/vb3/b1T3v27LFXv/rVvisYbdk6ml3C4IejF2PAdtMs9m+kJzqwE97JWnAf8rAZmyAsXbrUozbscIYsxiCcBHTkGUeLbccZF/iwnTXRKDYWIE9CLvQ4FMggEsR6HraRZkvpw5WQQZ9xstGJ9TZs0800NJwd6rlI6ILDiGPJJg3Yjl39oh4a+hrOEnxxbl73utd5O+rDntRhR56JqOHs5ZQtkC2QLXCsLJAdnGNl+Sw3WyBb4LixAIAQYAdg/N///V/7q7/6K9+qGIAMQCwnwG19Wbm+UT74E2XAwfmTP/kT33GrDERpFyAaJwfASX1cjfj+NJWxqQCOQqToC7YCOBOhec1rXuNgO6I2z3nOc3xKG2CefmJ/HCHOxYl22AHQ/md/9mceZQv+3GkTdPD+xV/8RbdheXzYWvlv/uZv/Kwb2qAXibYAf6IxRO3Y2ptpcjgA1D3vec+zd73rXfbFL35xynhHe3h86Utfcplsk817cTgStqLPnNHELmmsEbv33nv9nWQL7bIjQp4+kNg04SUveUltO+/QpawXdsEZ++3f/u3a2UBBF+PFnTaH02kLGfmeLZAtkC0wUwtkB2emlsp02QLZAtkCdRYAyJIC3AHsWODOmTd8+eeMF5wSUtDG3Qufwg/tAJjIAMTiPOHIBBinPsBzyKCOfDwfTNyT0UQfD8bjqdYhM3SmT1yk0IW6AOwcpkkUgi2W6ReOBE4EThF2wOmBFsBO5AYe2Cr0ZtoUz7QNmaEvzxwcyrk3OEmhF2PHVLM77rjDozdl/YIPTsIv/dIv+RbQTKFDD+SwHuj3fu/3PHpChASeMR7IhRflRFc4UDXek9DpUO/IIBGZ4Qwe+sUuaUS93v72t3uULGigQ38Sa59w1upT2C/a8Ix9y4eFhr1oG/2st3E93/ycLZAtkC1wJC1weD4ZHUkNM+9sgWyBbIHDbIEy+AKQHWoKPvU8mMr0b//2b76QHJr6+kOVR7uQWeZRLkMWz1wA7Xgu05fz0Tbu1NXrW64rtw266erLtNPlAzjjgOC0RYIn/KMPTPnCphs3bvQygDlOAW244zCEPrShPbxDN/I4HyEPOVFHO/hRFzJDD9ZWrdchsCTqoAk6HIL58+fbC1/4Qt8qnHr0QD7pyiuv9ClrlNEmyqkjT3s2L4jIVehD/VNJyI0UeWSSQp9rrrnGnZ2QEfdoF2uaeI664BW2Dtq4Q8dF30jksTHtom3Q5nu2QLZAtsDRtEB2cI6mtbOsbIFsgePWAvWgEFDMepwvf/nLDjLjS3mAwkMxBKAxQDL5kAmvAN6UBR33uKaTR305lXlGOVGNcA7oR7QJWUH3VO+0D7sQ8WINSCT6yUW/iMoAwD/wgQ/4tC/W0kR/40676Cv3APaha/095HBHj5CHrOBDHQePEv0gISvsE3emw5144oleDw/aI5t+8XzxxRe7YwFB6EAeXiQcqDjs1AsO8afMGxbIRsfQEwfyYFGiGOOyeNoGX/QNu4TzVKaNPHW0i3GN8nzPFsgWyBY4mhbIU9SOprWzrGyBbIHj0gIAvwCTAEvAIkCX6Uesx/n7v/97X6dB58ug8akYI0AjEYy77rrLp0wFYAVMAkA55JJF61H+VPgHbfSFZ5y0m2++2bcQRj594vwUyutTuV193cGemV5GOumkk+yKK67wxfmsx6EPYVP6BnAeHBz0LZaZqsZhmVdddZW3pf5Q7NpIZ/iQAsSzBTgbBUAblxMUP6tXr/YoDo/oEY4FtCTqmSbGYv9ygo5x27Bhg/erXPd08qE/Din5cDToA/YjoRu6lhPjELvvlcvhgS2CH1EnNk9gOh51IQ8a6nDoqMspWyBbIFvgWFogOzjH0vpZdrZAtsBxYQFAXoDfAI4BLNkt693vfndtVymAO1OSAgjP1ADwx3HC4WDHK/LwCLCKPA66xKFCRoDtmfKHDl4k+gPvb3zjG8buY/CKOvKA5Yh0AHwPNZV1BGAz1YupaP+rjRrCAYA3eRI60E8W5xNV+f3f/31vw45dZV5OfJh+mG7IeJXBfJk1kafy1LqwU9AsXLiwNvaURb/Ql8TOcTh0TyfF+wePsBVljBF30q233urOKfqFrbBl6MtmCuHgRBntgp48vImksaEC+eDNnWfeyU984hO+gxv0OWULZAtkCxwrC2QH51hZPsvNFsgWOK4sAMgDOAII+ZodecDx//zP//iuUoD4AJUBDmdihACQ3Pfu3esXgDKAKuVcRBsoO9RUBrbwwJFh+hS8SeX6AL4BdIPGCZ/kh7ZBH3ccpXPPPdcX67P4HuCPHeHPHbqwKe3vvPNO3xkNe7BN9MHOZnkSdWq6QIec6BPPbDIAcJ8usZgfR4IUY1LuH85X1FMedNFv+BP5eDop+MIj+PLebd261d+3Bx54wP7zP//Tx7OsI/TxvrApQqPIH/zCYYaWizOLSGEryni3cdSejsPrTPNPtkC2QLbAYbBAdnAOgxEzi2yBbIFsASwAeAxwHHfAMdO6iAQARMtgdKZWow1gEiAZPALIUlZOh8I/2sOr3IeQEfegizuyaEN96Bh1M7nTBueFBB9AMjuSPf744/YP//APHjmBJqZHBc/QB+DO9s/sXPeGN7zBD5jEgSTRjr4cakIfdGP8gmfILfMMe4XjWm+HiHTRJuxEHjoSfUPW4UrBi4NJf/jDH7qTw5QypsJRhw7hMKIDzhVOGtMDw8Ep9xMarrBl9DN4QcsVNop+Ha7+ZD7ZAtkC2QKHYoHs4ByK1XKbbIFsgWyBBhYIMEgVeUBgAE6eAYI8B10ZSDZgN6WINuEMBKikjMQdgBmypjR8ig9lHqFnyIEVsgG7lD0V/RupQfsAxgG62dqYqWfo8dGPftQjKGU9aBM2pA1rkt773vf6OhciOeVoQ1nvRvJnUoas6OfB+hwOQPBsJDv4cC/XR3m0PdQ7PGP8vvrVr/oUQxwobBwyufOMvjiURHo4M+ess86qOTH18uHJFX0MfeM9KNfFO1rPIz9nC2QLZAscTQsc+ueto6lllpUtkC2QLfBTboEArOV7gE0AYYDCqI/nmXYr6LnDlztXGdRG+Ux51tPBK/SjDv7hOME7gHJZh3oeT/W5LI88MljXwjqPt7zlLcbaEGRTF4A6ZEDLupHHHnvMPvShD9l3vvOdqJrSj1rhDDNhW8iRG1ej5mFzaMr5oA2bBS940w/uJBwC2pLi7g9P4wc+ODY4L40cHFijK9EbIje/+7u/6w5iI+cEXqFrjAPtKeM5+kw/SeX+ekH+yRbIFsgWOAYWyBGcY2D0LDJbIFvg6FigHjDWP0+nxUzpyu0BfABEtgwmz/bCPJcBXwDFQ+GPLNp1dnb6VKwy2CRP4vT4+MruBYf4gxwu9A9+6B56B7CNZ8RE32YiMmjjXm4DT/gTyfnN3/xNX8DPLnTYk3LaoBNXPKMnmznceOONdvbZZ/suXtRR3khGWV6jfLlfcc4OzgDlXGWe9etOggb55KkP8I8+THkr82D7ZiIphyPBF7nYBh1DB/LUoQf3uFh3wxS/0047zWnRb7oUPJlyh03gEQn+tGW9VkzJQ3ZO2QLZAtkCx8oC2cE5VpbPcrMFsgUOqwXKgCsYB7CjLsBe1HGnnquc6p8b8QXsNUoA1UsvvdR3kfqjP/ojB4F8QQ8e3Ov5N+LTqIy2TL/ii/vP//zP+4JxQCXlAFf6d84559QWtDfi8WRloVvoe/LJJ/u2v/SBOuQRFWATAM5vCUD8dPoVMsu6RVlfX5/9xm/8hq1YscKnobF7HPKjz9Bx8YwDwmYOL3rRi3xntacDsEM+OrHlMVGiOKumXEf97t273YlB10hl2bELW9TFHdthV7aQjt3L6nkH7UzvtI93M+7h1FDHhQMScv/iL/7Crr32WmePDbnqE32hDYk8TjQRHxwz6ENnaFgLtWzZMi9vxKued37OFsgWyBY4UhbIDs6Rsmzmmy2QLXDULBAgC1AFCAuAGc/hCIRCUR+gD7oyICvzizZxhy7AY5Rxpzy+zr/uda/ziAI7VwVv7iGv3G6medrSD766/9Zv/ZYDbniWEyAz1qCEvHqaMj35+r5G37DRc57zHHvf+95X20kNIM42we9617vcwYEWAB086nnP5LlevzKvcKxuuOEGY7vl97znPXbLLbfUnBxo40LWo48+amw8wHbT2KHMaya6QFNvt/nz5/sifLalpg67cA86Ikvs5LZ48WKXRz1y0Z1oGxsmsBsdKZwNaNCPxNlF0D2dFHoFD57hiRwcQu6kMh0bX3BFuWca/DDGtOeiXzg2v/qrv1rrb7kJ9chFTk7ZAtkC2QLH0gKNP0MeS42y7GyBbIFsgUO0ACAMcAW4JAG4AmyV75EPgA5tgMAA+EFDHSme4Rm0qSb9Rjkgli2L3/a2txnAnHbUhZNV5lNuf7A87UkBMsmjJ2ASpyPuODhBCw2p/jmVTv6W9SEfz1CwxTHTkQDhOBhz5871iAbySPAO/uV2XjmDn7K8el7RV/oJ3eWXX27vfOc73aYhM2gQFWNZdiiCbgaq1EhogzzGi7Ry5craIa3Rx7KuDz74oHHwKIlyxp8U7xE7mLHlNW3L7eIdZXpYnKMTsp3BDH7gGToFOXKxy4tf/GK3FWPFexF0IQOaj3/84767H7qEfsEn7uHAhj3CSeO9q7/ivYAm6INPvmcLZAtkCxxNC2QH52haO8vKFsgWOCIWKIMz8gG0QlgZWAK+iEKQAHkkyuIre5R5RfEDz/jiTtF0NAHGoTnhhBPsrW99qwNz6AGZAXqph+dMU9ByD+BY5kX/SHEP+uAf5fFcvtfX1T9DC7+yvHL7elnluifLIyvkwYeLqWZM6yIaVu4rNjzzzDPt537u53zKGmNW1in0ICrBVKlDTcEH/qRVq1b5pgfk68edMWUXt+9+97u+2xvvSDiZTFdct26dR/Ji/U70Ne7IYveycHB4jjrkPVmCtp4+bIKd3vGOd/h7OB1fNmVggwbqacedFPfIl9sHrROWaCmPC171tgr6fM8WyBbIFjgaFsgOztGwcpaRLZAtcMQtEMAOUHzKKadMkRfACzAIcL777rtrAJp2TDG6/fbbp7QJ4EhbQCtTkCKFrHiOO20CGKMH62VYxI0+TBWiHn7TpZA5XT3l9TQ8N7qgjX4fTCZ0M0kBWEPWTNo8GU1Zr+gXTsEHP/hB++IXv+jjglyuqMcZILJEatQ++lxf7w1m+BOyuLOj24UXXugy0aPMnzGm7JOf/KTv4Ma7RcLRwUn753/+Z58yF45a8IUHeTakuOSSS2oOebk/M1T1ALKQgV5MZ7zqqqum2IkG0YcdO3bYbbfd5hFP3ttoG/egg1e811EGH+gaXdAHD+hyyhbIFsgWONoWyGtwjrbFs7xsgWyBI2IBQBUJ54Ov7qQAY9yppw6gdtNNN9l5553nmwHwfOeddzpIpQ3ALNrxTOJr/OrVq9NDg1/awDsuSOBLu3By/uAP/sAjRwF2g01ZFvlGKfjTB6Zg3XHHHc4LIN0ISLJuhP4hnxR9asQ7ZMa9Ec3BykJ+3A9GW19Hm2iH7XAQGBvOtWEXNfr5kpe8xMcTu+E0sJHA+vXrnRX2QG940J5n1ogwdepQU5kXkRd4sRbpC1/4gq1Zs2aKvtQTLbz33nvtL//yL23Lli2+0QN6fPaznzXWYMU6F/QJXekL78fVV1/ti/LJU/Z0xiB4R7+DH1PVvvSlL9m2bdu8KuwddDiSv/zLv+yRniiLe5k2+A8ODto3v/lN4x2LMujpQ0SvsMtll13m0xoPtU+hQ75nC2QLZAscigWyg3MoVsttsgWyBX6qLACgDGAKsMMZIeLCVDSAL2XQcJE41Z01MhGV2bp1qwPRAGi0IfFMYocsdkebLgXQK8sIgAlAfulLX2qbN2/2KUMBBOEFoEfvAJJxr5cT/NlyGAcAgAmfRon1FM9//vPtIx/5iDs40/Gsbxt6hKNQXx82QZfDBVrhGXyx3a233mof+9jHfLoXEa8Pf/jD7iicdNJJHkHBhkypwm7YNxI8op9MDWQNVDwHzVO50xZ9op84ODiq6+VYYV/kUQ8dYJ7nb3/72/bjH//YgT/6se4GZyDsFfrgdNI3IkOvfOUrfX1TyAmap6JrPW2ZF3rwLvDvAX3gH7Yijw3ZXvuuu+5yRyve93qe8QxvNlvgIFb4lBP8uIiu8e8Jh/C6666r/Rsq0+Z8tkC2QLbAkbZAdnCOtIUz/2yBbIEjbgGAF+CKO8CfheF8Hf/0pz/tX+ApC1Aayuzfv7+29W+AWe4B3OAHmAUEMo0ookK0DxAZvOJOm3KCjouv/HwlJwLwiU98wkExdFEfbabjG/XwZ30Jjs50ib6ynij6MR3doZajQ/STe+gcZU+Fb3lMcB6IeLAFNTzD+QMsxyL9cCqoD9nkuRgrnJuItNG+vG5qpnoFb3QD8GNrtkZ+xSte4c7A/fff76xCbujBnamORGzIo2ujFI7Zq1/9al+fBZ9ItCPFPcpDp3jmXm7XqJx6bIJzjoOGE8N7EVG/6B/O1pe//GV3hMpbXZd5lvO8Xzg5pNAh9KXP3d3d7sAhO6dsgWyBbIFjZYGpn2COlRZZbrZAtkC2wNOwAEArgCNgC4fijW98oy/eppyyMgiDnisAM6KDpnwHDLJ72Otf/3r/Mg24IwWw84cn+QFIci1ZssSjRq961atcVgDNMr/Q8WAsoUFvdGl00Tb60IhP9D3qZiIzaA92n84mB+NPP2LcPvWpT/n0szJ9eYygjQs9sGm0hQ5n5Prrr7cLLrjA6abrZ5l/9Kde92gLLXyR+7KXvcze8IY3eMQFudBQToKOi/GgjHzwiDt0jDkOKtEgthKPM2OoI0HbKMGPVK4PmZRHPfnQiXzQM02NKX/0BR1Dv2j3+c9/3qc+UjeTFO8dTkz0OfiW5c+EV6bJFsgWyBY4EhbIDs6RsGrmmS2QLXBULQCoCoCFYPJXXnml/c7v/E7ti3UZaEIfQAyQRz4ckXKer9F8aWeKGcA0AHW0PVgnA1yiS+jEgZVvf/vb/XBFvpwDeEkBNKONF5bK47l8hxado19xL9M0yiMr5FFfL7NRm+nKym3LPMv0ZZpyOXlsgw3uueceu/HGG31KVzgPMR7c4R02jzGAb4wV9az5eM1rXmPLly93etqVU+gR93Jdve48xwU9efj92q/9mr32ta/1qAjtQ5egrecZ5fDgor84YH/+53/uu6ehf9DQljypXsf656CJ8rhTHv2mDP2QiW3OPfdcd3AoDxqiXEyhZH0OU+yYbhe8PTPNT1le6B9lcZ+maS7OFsgWyBY4KhaY+n+AoyIyC8kWyBbIFji8FgjAFoCXdQ6sBfjDP/xDd3I4vyW+XiMZ+gB6ASq5055ygCHrc/hiz1bPpPKC/Zh+Az0pQB7P4dBAQ3kAPmSiA+eeAHDZBCBonEnBh/bwKesV/OvvQVcuh1foFXzr76FTyKI+yoInZdPxCd2oD/pG7aELHkEXusI/6omSAfyxOXaCNnSL9owJMnjmTj3toWe3sDe/+c12zTXX1MooD/7Rl3odgnfUBz38yXORQi5TuP74j//Y3yu2rI7NDJAVdJ4p2kQeOUxze+5zn2vvf//77dnPfra/Y/AlRfuQWe5byIaurC80kaJdPQ3lONLwJ4rDDnRBG/dw0j7zmc/42hl4hHzyQVd/p66cqCfFv41yXc5nC2QLZAscbQvkNThH2+JZXrZAtsARsUAAtWAOGOSAyje96U0+PQcAxxbERGK4SAC5Mshkahu7cJ166qkeuYmv9UEHiIMeZwdnBdpI1KFDOELIpwy6SAECAeQ4TujGzmChA23gQeSIewDfaD+TO1/haQ9P5HEF//+/vbMBtrUq6/i6VxTS0AsCStwUMBHBzwsIBhVe5UqmMxhaICk6JjqMaRMVow2OOdaUVg5WNH6NYqQ2oo0wfkT5VYASIn4gIREgkoqJgIkpJrf9W/v8z113s885+3D3PXvvd/+W8+613rWe9axn/dbm+jxnve/a6Z86bMPpZRzKcaBpx1HNDlP6Jcexpw8v87eJPjCJ3YybeTBOawdjIQtbHtV69atfXXc1LrzwwvquEu9IMRd0IkNKf/SzVhs2bCibNm0qp512Wtm8efM97GWMMGUu2IuO6EFn2imHC2XsbhNtXAQqr3jFK8rBBx9cT97jJX2OW+Y7hZ3IkBiD7wJz5ECB448/vu4w0Q/7uWJL7KEO+XxnWl2829OuB2WCeOxM/4yb71TGoZ7H9975zndWO6OfehJzYheN958OOOCAGriN8j5Ov3f/Exuwl+8G7+hkfq2MZQlIQAJrRWDb//Ou1YiOIwEJSGANCOBg4byye3P66afXx8w4Yvjaa6+t12233VZfIMcxwxHFyTv00EOr47ply5Z6qACOIE4betBHIud3UXhciT60kZCjjUeBSOiMg1oreh+MhTx6+Ys6jiC/Js/voZCox8HEYSdlzHozwgfj4WTz45H0jdNJntSWOTiBII6/8mMvfdOHMr+hMpgILHj8L4FU2hmbYISgIy/643zzeBT8ccjbseGALmwl8WjZy1/+8vpDnvwA5WWXXVauv/76+vgUwU5sw6nnfZKDDjqo2scL9AQQS7HKmJyCB1fs5Eo9NsOdHZm0DQY3mSM5/bCbxxbZMcJOLr5XPOrFyWnogwN2MT9shDWBZ75LsTc5uo888sh6SAFjUI9syhx2QOAduxkbFiTsTo7t8MpvQWVdOXiDRzavvPLKGoTAs53vnXfeWe2mjveN2FGLbdFfBxnyQTtzxl7Wmf+2eBwztg7pYpUEJCCBnUpg3aFHHbf15t333amDqFwCEugugdsvOncqJ4ezFQcu7xrgzFLGEeWv3DiNOHE4ZfzFmoMAKJNw+rNTwX2cOPrjRJIPc+DikNKHhOPXJuzCucQWxuev//zVnl0M6km07UiKDeSMh71xVqOX+cSOYfNAjn7Yjywy4Zl+0dm2I5eL/ozPfJYag3rk0IEcOrngz6lkrBPON7ypx6knaN1zzz1rGf2k9GvHoS02p1yFh3zEBvqji7zVFT3UoQt7YMM9PLCRXZa8q8VuEQEw36fMhzG46EPeJnSih4v2MI1Mxo8+5OizVMocoid2t/rbvsjRhzmxDunXyixXbuUpM7/8t7Rcv7Vs27Dl1LUczrEkIIEJEtj+/3knaIhDS0ACEhgnAZy1OID8xT1lghb+ms2uCTKtY4bTyj31+Ws7/XDWqItziLMY5xb5pOhCPuOlbTDnL+vo4S/7yMZhRQe6SdE32He5e/qkHzl2M06bqI99tJOQyZW29COPzsgOOujRE7kwQxf9uY+eOmDvo5XFqWbe6GEdkOfdHC7quCLfskJnxqDcpoxHTn/6RVcrh96VEjKRQwffKRJ2kwhmCJLDDhnK9GHcBCbU0TaYYiPyg/NAtu0XGRhRjr7UI0tbxm/lsCX6ydOHHTn4t/2iN/KDNnOf8emPHFfGHyZvnQQkIIG1IGCAsxaUHUMCElhzAjheXDhsJPI4enHs4tzlnnacOupJlHOPDA4gzhtlZMlJkcd5RIacdmQHU3RSTzmyuY/OwX6j3mNL5kWfwXvqGCNX7MQW6pCnTKKc1NpFOfNPfWRzn37IkaI392mnPg4xfbnP431tPfK0t/ypw9ZBndQnRWfmx33mF5nYTs6FDFeb0o/xY1fyjI9MdFGmnnvGy64I349B3e04+Y7RFznGIFEf27inHr3JqSPRh3pk0yc2IAvbzD/6qM8cKBOMkef7vJy9/VFLDfjQl/6UTRKQgAQmRcAAZ1LkHVcCEtipBHDK4rS1A8VZI0+Z9la+rU9bdMQ5zH3bjkNJyrjDZKvAwgfjpE9bvyNldLb2t+VWb2tb7E17+iRPPTl1g/Kpb+VSRn65OdLejpMyeWtj9A2ro22YQz2oOzoG83bMwbbcR6Ydvy1HbpBN+i3HgL7IpW+rty1HF/KRTU5dEnKRbcuDspFpx4gO6obVp31Yjr6MEd3D5KyTgAQksLMJ3HOffGePqH4JSEACM0BgmMO8M8we9zir0TdMNo7psLYdmf+91Ue/wb5tXcqxe0ds3Jl9M4fky401isxS/Xekb3SOQ0d0mUtAAhKYBAF3cCZB3TElIIGpJ7BWDvO4x1mNvuVkl2tb7eLhMN9bfcP6tXVtebV2raV87Ey+3NijyAz2D+N703dQ1zh0DOr0XgISkMBaEnAHZy1pO5YEJCCBOSSgw7zzF13GO5+xI0hAArNDwABndtZKSyUgAQlIQAISkIAEJCCBFQgY4KwAyGYJSEACEpCABCQgAQlIYHYIGODMzlppqQQkIAEJSEACEpCABCSwAgEPGVgBkM0SkIAEBgnwWx+rTbwjcW/fk8ipVowbPa0u2lfzknnkB+fQ6mj1D8oN3q+kL8cNLyU3qG+U+3BYSWfkVtIZPZHnPinltKV+qTy6lmofpmc1fVaSXWrctj5r0tZZloAEJNAVAgY4XVlJ5yEBCew0AjiUOKUkfvzwxz/+8T2OLl5ucH4bhN9BiQ70kXK/VN92XH4okiu/TxInl3vK2MUPNDJO22+wnH7oSqAWOyKLDmxO/VL2UU8feDB+UvrRhn2ZO2Mi17anz2rzzBV96GWsYQm5zAWZ2ESOHclhwTyoSz36KNOGHPPgSooceZtam9o2dJBaPWmnLWsSm5Ad7IP8oP7IIL9UYh3a9W5tWKqP9RKQgARmlcC2f6lndQbaLQEJSGAnE8AxjCP6ox/9qHzta1+rzih1yzmXONe77bZbecADHlAe9KAHLQYnmNvqxPmM/kwFJxaZBDB33XVX+da3vlW+//3vl9tuu63ccccdtR29e+65Z9l9993L3nvvXcdKv9hHnjJ66fvNb34zQ22XI7fXXnuVhzzkIYvOfyuA7jbFrttvv7067uGBHmSZ/7777lvbGBP7Yw96It/qXKlMf+x78IMfXL73ve9VLgQHYZX+jL/PPvtULvQhMf+Mnzr6MY/vfOc7hXl897vfrYyRhS/XHnvsUcdjLdM/4xBAZR7oov9///d/1/lHJjk2/czP/EzVl2CJvv/7v/9bbr755moH+lt92Mb4cLzf/e5XbbzllluG6s84w/LYjb6HP/zhVWcYDJO3TgISkMCsEjDAmdWV024JSGDNCMSBxTm98cYby+/8zu+UW2+9dTuHPsbEYST/6Z/+6eqUHnDAAeXwww8vj3rUo6qz/cAHPrA6pzixOLnk6Rc95NQTENx0003l3/7t38pHP/rRWiZQINBKAEGAc9BBB5UtW7aUww47rBx44IHVKcdBj3505frkJz9Z3vjGN9aAoB0Xfbvuums55ZRTyktf+tKqv23HpgQRyMIFR/7ss88u//zP/1wyL+Toh43YdeaZZ5YNGzaUP/3TP63zIOghoQs9q0nMiX6/9Vu/Ve287LLLypve9Ka6Huht9f3gBz8op556ap0LgQl9YUAwRKBAQobA5vLLLy8f//jHy5VXXll1/c///E/d0WEN6fvoRz+6/OIv/mI55phjyiMf+cg6V3SR2jG5/4d/+Ify3ve+t/zwhz/kto6ZubJL9Hu/93vlV3/1V+vaEGxgC0Hza17zmppzj61cjP/tb3+7ri39CI4+9alPlbe85S01UEXv4BrVQZuPrDtyMGK+r3vd68ozn/nMRQ6NuEUJSEACM0/AAGfml9AJSEACO5sADizOZh51uuqqq8p//dd/LTr7GR8HsnV2cT5J9MP5f8pTnlKe/vSnV2eVnQWCD+Tzl/zoiUPKTsDFF19c/u7v/q4GN3mECb3pw44DAc/VV19dPvKRj5QnPOEJ5WUve1k5/vjj644DdpOwDTu4x3Yc+tTHUef+/ve/f7WzNi7xgXycanYerrvuugITbMpOCjZS5rrzzjuro37DDTeUL3zhC9WOqMae6ErdcnnGxuknsZvF2DDI/NCXOREchgF12JV1wa7Pfvaz5dxzzy3/+I//WHUxB/oTiJAIMFmj//iP/ygf+9jHypFHHllOPvnkyjc7U4NzIFiBL8ET+ujPFftY16TYSaDz7//+73UdkSOhlwAHGx7xiEfUXR7q2b1JIBbm1I/CkWANfXxvMjZ9TRKQgAS6RMAAp0ur6VwkIIGdQgDHMU5x68y2jjQD48QiF0czTi05DuX5559fneTnPve55Xd/93er0xpnFmcz+ggKeBztrW99a3nb295WHdrYEBl2R+KMpy87Bp/5zGdqwIGzfPrpp5eHPvShi/ZgI7L0axM6ubCTtJzjm7bkrZ42eEg784vu6KeO9rCkvR13qfvI0D4oQxvjZ1zaGY+8rYscgdEFF1xQ/uRP/qRce+21tW/sSr92PJgRhHz605+uwctXvvKVynf//fev7z4xRsZBNt8XdGBD1oo5t220k9KXMvJcpMgmp65tp9/gPTJJtCFD/3aMtJtLQAIS6CIBj4nu4qo6JwlIYKwE4kDiJMZJZwAcxlzcJ1jBiaU+zmXKPB5E23nnnVd+//d/v7CjEZk25y/8BDc43zwKx64KujN27MnY6Yt9yPIX+nPOOac+EkaghHOdHYk48dhLQgcpuimnjvKwxHhxuGMLcrGHMvUkgrXoZu4k7pGNTO5po577dozUkQ8m7BjUg1wri0x7z87Ku971rvKqV72qBjc/9VM/Vfm2tkZHdMd2dlQIdP7yL/+y8v3617++uEMUJq2N0UMeDslbubZv+jBmZCnHluT0j2yrf1gdsuiizSQBCUig6wQMcLq+ws5PAhIYC4E4oAQICRZQjLOZtpTzF3zucSjJcVDZdeFCnndWXv/619cAhnucZhxQHpv60Ic+VN+RicONQ04bcu2F7gRVjMG46EcXuzk82vbXf/3X9R5bkY/DzD2Jfm1OmTEG62pF7yPyuW/l4jy348Re+rW2Uk8dOfWRa+/RnXtk0p85ZB7kGbe1qS2nOhrHQwAALkJJREFUHVkYffjDH65ceNSLgyBgRhtlxiMh157AlmAjj6xhO0ESF2tGP2RIjNeOmbqwS059yvRNH/JWV/q37dSR6M8VhsPyjBHZ9KsK/JCABCTQQQIGOB1cVKckAQmMn0Ccy2GaaWudxwQ4rUMeRz3OJsELjztdeOGFiyqRv+aaa8o73vGO6nRzH90IZQzq2XVgtyZOOW046YxDHxxkThhD/yc+8Yn6cjntyC03l0VjdkIhwUNsYB7UcZ+U+zj8kUl9e0+flk90tDm6c8GKXTN20MhZJ/pHN+Xc86J/2NIemdgem9/znvfUxwIZE9uWSuiFP4lyUltu66I/7blHhrrUk7c2cR97sScXc2VO5CYJSEACXSfgv3RdX2HnJwEJrCkBHkM7oHdqGo4m791wYhXOOhcObpxgnFJelOfErRe/+MXVmUaek9I4MQ097MK0ji1lAhuO+OUkL3Rxqhvv2yCbAAY5LhxdXo5/97vfXU8AIyCKk72mUHqD4VhztDMnvDG32MhpZXBg14m6OO6UsZWX4ulH/9hOcMhcSAlC6s2QD/pEJ80f+MAHyiWXXLI4PuuSgAA5goCNGzfWE+8YA768o0OwSIqN6OXEOdrf9773lcc//vFlv/32qzJr+YHNfA+wh3nAhpPrOG0NW0mRYa58fzj5jiPFkTdJQAIS6CIBA5wurqpzkoAE1pwATiQOJMHNX/3VX1VH80tf+lJ93OzSSy9ddD4xDGcU55NH3XCQOQXsMY95TC1/8IMfrLajLymOKk7+4x73uHLWWWfV44qR4TStP//zP6+BEXLYgMNLmYvHr6644op6GhvHSJOiL/p3Zo4t2InDzaEHv/7rv16DCGwg0CHYgBcnu+V4ZPiQ6PekJz2pnHbaafWYaZx36rg4cpvEfLmWSrRFH6ebsZvFAQMERrSFBTrR/8QnPrEe43zcccfVAIbT6d7whjfUnTBOjMv4jIc88+N0NU5W41S1SQUNzAN+2PT85z+/vOAFL6hzjL3kyOSe3/ZxN2epb431EpDArBMwwJn1FdR+CUhgagjgPHIcNL+XQtq8eXM9VvglL3lJ4dSt1qHE6UaeAwUS4Hzxi18sXDiiccrRQ5k6dm7OOOOMesw0OzY4tPwuC3+V5zjkz3/+89WppU+cd/oRPPzLv/xL7UcbdWuVGIt5sttBsEJA0CZ2RpgHCTnmSpBAP5x1ToE79thj64+Ztv1Sps9yifESdBDosRuTFA4Zlx8OfeUrX1lOPPHEagcMN23aVF772tfWnTiCo/RBB7ZiOzsi7LodddRR9cczo38tcuxhftgKLxLzYNcL5m0KW+qYczuXVs6yBCQggVkn4P70rK+g9ktAAlNBIA4jTiTOZtLBBx9cAx3u49y37ezi8GgauwMEKPTP41hx9Mnpy+7C0572tKo6wRLy/EYKOw4k7tEZO7CLQwp454TdnLVyahl3lAQLbCWlD3nKzIXH10gtt7SvNJ+2nUf5OFgAnuFDji7yI444ov5QKveMxS4PgSRr+OQnP7nsvvvu1Y6sC3JZ069+9at1ZwiB2JZye18VjPEjusnDMevPMJnfoFzqx2iKqiQgAQlMDQEDnKlZCg2RgAS6SIDdlTxOhVMZhz7OKM47AQ6PTfGjnqQ44MjgoONE81d5fiiUY4rRQR1tXBs2bChPfepTF9vi1OPUEgiRX3/99fXHMLlP+6zxvjd2s6tBP96FYheNU9DaYKDVyY+w8v5KuNOWoOroo4+u79hk3QbZETyxk0NqdbblwT7juEc/AQ2J7w2JOVNHYMvFKW+5CNhIS82jNvohAQlIYMYJGODM+AJqvgQkMN0EcJBxqpPy1//c46ASrLC7wsv2JBzU/MWde3QQ4LCDE+c7jjc51z777FPf/0G+daopE9Tg4LJ7QZon5xaOMOf3gHhUbzDBBh7w5QCEsMvODLs4pEMOOaQ+Lke5DZCyDt/85jfrGLSjr10/6nZmYizszZjMgaCZAxz47uXinoA6j7LtTJvULQEJSGCSBHwHZ5L0HVsCEugkgTiaTO6OO+4oX/7yl+s8cbRxiHFAKeNo8qI970vghOKUkuKwpozDzIlenO5FG/1xaBOokLOz87CHPWxxrNhAzoX+b3zjG1V/nPh6M+Uf2Loj9oYRuyvh2045uvfff/+y1157bccnwQuVe+yxRz15LH3hTzv60YF+gqikln/GSNs484yDzpQ51Y33jfiOpQ5bCaJ5L+zUU09dfO9pnLaoSwISkMC0EDDAmZaV0A4JSGCmCeDE4lCSE7hwEVR85jOfKRdddFGdWxxmnE5kSQQ4nL7Fy/a8hxMdccyrUO+DF8a50o92nGzGQR8vu+cdEfpgR5xbyujmQIO01cKMfWQ+qzUbZjyqlcezhvXfc889a5BIG/LwzVpQB19k2NFJUAPXJOrYJZtUYnwSO1IceMA1LHHsNie+8b0zSUACEugqAQOcrq6s85KABNaUAM4uDjFBxAUXXFDfgfjc5z5XfyOFv+7jIPNeBEEJCYcUJ5Pjk3n0DFkc+NZ5poxO6nGsuShTFz3oYmwc2/w2DHVJCQoYm4Br3hKsuAjw8q5KyyAccfxbpz/1kQ1fcnZC4Ap3glb0k4cvbeGeIIg85egcRx6djJ8y9qTMGLGF71MeuUPGJAEJSKCrBAxwurqyzksCElhzAjiQ/LDmSSedtOhUYgTBDQ4oziV5nGOcaIIbHo3COcYp5cL5RCY5OnCs04/7lMkZd7kUZzdObfLl+nSlLUzb+VAHN1LYkYdT2nKfvtSnDYbpE7nkkSenLn3a+nGVo7v9rmRO7RhZ88iTD7O37WNZAhKQwKwSMMCZ1ZXTbglIYOoIxGHEmcyFIxlnksfJCFTigD72sY+t70MwEQIf+qQtk4uDHB3JM9Zgnn5tTh9SZHPfynS5zHxhO2z+qVvt/Fkn9HJltydc0dnqbcurHWdUeezJOMnTN3ZxP9gWGXMJSEACXSJggNOl1XQuEpDAxAjgROYxIRxegpncYxSOJRd17ORwatfznve8+uOX9OURqTifcUjJU8fpV4PBTyabwIgxhyX0YBM7SaSl9Az2bccfbJuVe+bAfJl7ApFhtiPD2pCyVpTDIO3cJ1GGferCN+3kaaOctUxOXZuWqm9lKLf2pa3ti01cg4k5pG9r16Cc9xKQgARmnYABzqyvoPZLQAJTQyCPoOVdGxxKHMk4lRwSQB3BzfOf//zy8pe/fNGpzjsgBDLIxxnN5HiHhAs5dEYvObK8QH/rrbdW8bRzE8eX3+PhJLC2rt4sfCBHvzalb1s3K+XMhZzA5UEPelBlF/vbduo4QpmDCJLCn74EC6wLB0HkUIfIZa3YmWv5hh3jJNjImOnb5i3/wTJyBGetzuiirpXH7v17J8Ltvffe29Ujw/x45yv2tONbloAEJNAlAgY4XVpN5yIBCUyEQOt4UibQiWOLY0qZnCDjgAMOKL/5m79ZTjvttGorDjTt/I4NTjhONDrSDyHuCWA4wIAjpXGyqYvzjcPKCV78FkvkyeMEU+YY6Yc+9KEUt6uvFQMfbb+Bppm5hQ/zICfh8LcBSOaYXa8bbrhh8Yc6kU8QEDnekeJ3dMIcGRJy1BF4sn4kxsy4rZ6UCUKit3ZY6JMyefSmjj7DUuaIfHS+9KUvLS960Yvq9zD90sZ3sz1MYZhO6yQgAQnMOgEDnFlfQe2XgAQmTiDOI44uziOnmeHg4nTy2BLO7/69v6o/7WlPK89+9rNrkINjjfNJIEPO7g4ByNe//vXqqMYZRg/6b7vttvL5z3++PPrRj150nnFW6Yssuzc46STkY1PuCXD46/1qUpz01fSZNlkYMQ9+Iwh2//qv/1oDRJjBjot00003lRtvvLGW+WAt2yDz+uuvL9/5zncW28M468Tacdw3qeWW9SPPWJQj0+YpozvlDNjamrrk2Mr3jH4JtjgynO9Um2hDL3LYPThGK2tZAhKQwCwTMMCZ5dXTdglIYOoI8FspPH6GM8lf9Nk5eOQjH1ke9ahH1QCGenZjcEhxMrODQACCA3755ZfXOSFHigPN7g2/bcJ7O0lxWNF35ZVX1iAIeZzhOLJxjHksjl0i7nFwl0txfJFbSjYyrZ5hdW37pMrMGYefQx1YH47tjq0tqy984Qu1jZ0e5p3gE7s/+9nP1h2crAf9kcmx0Y94xCMqX2Rpa/UjRz8u1oyLcUnJefywZZ36KtT7yPcl98nRSb/Mg/oEz5RbPbGJemxgfm0d9SYJSEACXSBggNOFVXQOEpDARAngJOJkch3QewTtj/7oj4bag1NJys4L8jiZvLOD433MMceUd7/73YvOKnrjoOIAf+ITn6g7EL/wC79Qbr/99vrIGzquvvrq8oEPfKDqbh3W9GcH6bDDDqtOPmO1MrXTwEcccAKnYYn+2I3TTXklfcN0rFUdtsGI9Eu/9EvlMY95TOXY2hyZj33sY+WXf/mXy1Oe8pQajMCeHTke/fv4xz++3Q5O7M+abtq0aTHAIVhljUkJiJCjjpxH3XgfBt38pg45x4uzxpHHpuhGD98PeA+mBDbMMXOiH0EOuqMDuQRYyLF+XCYJSEACXSRggNPFVXVOEpDAmhLAuYwTjVOJ84ozSzARhxVnMk5v64xSzl/ncZIPOuigcu2119Y6dMVpZULXXHNNecMb3lDfw8Hh5cV4nO93vetd5ZJLLql9cGxb55WX43lvh9/bIbX6asXCR+wn530THpXLD1e2cpRxlh/4wAeWhz/84XXe3JOio95MyUdswkZ2yI499ti6G0Pwlt8WivPPY2rnnXdePQTi0EMPrcEBgeTZZ59dLr744jpv1jM6WTfWmJ26I444ojJh2jwKSFDJY4XwRj95+v3TP/1T2bx5c2G9qWcNL7zwwvLtb3+7yrJ+kQ1G1nDwkTPasp7I57vGeOjCvkE99OE7wvqhL/2pN0lAAhLoCgEDnK6spPOQgASmggBOM+/gkBLQDBrWOpUp44jyKBuPoL32ta9ddFZxWuMg45h+5CMfqe+LPP3pT6/1PLaG841TzF/r0UeZFKeX4AbHPnW1MPCRoIiA6L3vfW/BCR90jrlnfhxocNxxx5U3v/nNdazMIfmA6hVvl+vHmIN2rKiwEYAf+jPGySefXB8DhCOJeuaOHNf73//++i7OM5/5zPp4Ibs6F110Ud1dQT62kNMX5s961rNqsJL1Pvjgg2uQdPPNN1eZ9EGWsXic8IwzzihPfepTa3BEcHrppZfWRxdjZ/SzHqRDDjmkHhRRb5oP5LCbnO8J6X3ve1+dI7ry3YkNBD087nj88ceXF77whXVXr1FnUQISkEAnCBjgdGIZnYQEJLBWBOKAtuO1dTiScWQpt21tn5Qjjxx/9cfp5TG1G3svvBNMENTQFkcdh/Wqq64qX/7yl6Oi/qWeMUlxdimzu8Auy3Oe85x6ghi6SHGE683CB/1jL++osAMwLGELcrfccst2zj6y1EfHsL6j1K3EaxQdrQxzjU0ECwceeGDdPSGgYHcGh5+5ww1Z7jnMgcAxidPvshapI4cnfE844YR6wEDGIVD9uZ/7ubrjxhq0Kd8NHiv8yle+stjE+FzMPzYTDNF/v/32qzt7CaAWOzUF+qEbO6+44oryuc99rmndVmR+cOBQhEHbtklZkoAEJDDbBO75S2CzPR+tl4AEJLDTCQw64Ti2SXFyc79Sji4cW5xlHNrHP/7x5fTTT1/c/Ul76/Ti6OLI8ogRDmvbxvjco48X6/lLPQ44degatH3QvsgxBnZhUy76UibRNkrCnpbPKH12lgwBDe8qcZJaAroEfdwzP3LmBlvejYEvgUC4MBcYwJ+AlN8y2rJlSzUZGR594/Ev6jjUYZA39+GYdUQXY1KPDhJ1XKRTTjml7u5FV8uzrQtrcvRxYSt5dDEfEnUmCUhAAl0l4L9wXV1Z5yUBCYyVQOtIpjw4APU4jq0DOigzeI8sTi2OKM41QckLXvCC6tTilEYXuiOLU8498jjf5LTFWWcMnGeOpX7lK19ZHXUcb8ZALs7uMFvQyxVHmzwXfbmSYlPq0jft5NQt50y3fSgPprauLbdyw+pjE7YzPi/2/9mf/Vl5yUteUj74wQ+WO+64o/JAD/zQkXlynws9tGUOsKNM8MJjZi/sPeZFMIQ8fGPLiSeeWI499tjFOurTlnHI0c9FGR0k9HPPO1i8C/Tc5z63Bk1pjx5kKVNPn9hIXcagjXJkU+a7Eka10Q8JSEACHSLgI2odWkynIgEJ7BwCOIlxGhkBRzYpDjDtuXA047hSt1yivXWM6cfR0q9//eurY/rRj360vjORoCbjYVOcbfTHkaWdl94Jbl73utfV46lpYzciKU4u98iTsINy7mtl72PwfqX5RBcMYnP6JI9u8tYxT+DFmNRjN2lYP2RS39rYlukbXRya8OlPf7oezMA7UgkMGQc9jJW+5FwtJ3Y+WCeOkOYdG36slZPprrvuuvo4Gsdw8+gX+ggmuX/Na15TDxr45Cc/WceDBzqQoRz7GCv12EIbAerGjRvrGj7ucY9bZFE7NR/0jf1N9SKb1CFHYmxS2NUbPyQgAQl0jIABTscW1OlIQALjJ4BTGAexdSZxQnGCqYujiZMbBzV9VrKodTZT5kcjOW6adzk42YsfmeQRK2zJeK1ebOFdEd6t4LE0dm54P4RdAHYY4qy3jjwBRcZrdS1VZj6DDjL9U9cGXOhonXjuh/HAntiWPHOkT3RTbtOgLuwYHJ8ghsCB/Kijjiov7O22EOjwjhGy6Egf7MBe6tCVdWXMjEX+pCc9qf7OEQEPJ9rxrg7r9IxnPGPRVmzme8DavepVr6qHTnCQAKeqhT/jJqGXPozJOvKIG6fpvexlL1vUi0zsCPMERdGzVI58En1IjN/Wp91cAhKQQBcIbPsXtguzcQ4SkIAEdhIBnE+cUK4Der91wzHNcRYzJDK0tY5o2laT0x9HmCDn1a9+dd2N4WQzXn4n0OEYapx2xsPRZkeCXR92FDj9a3PvCGKcV2RwmBNEUIfNGzZsqLsQtK3WyUWeHYqHPexhdUro41hkXqwnwGoTTj5BFuMslXiPhR/JpG94xibmCYPB+tbZJxjgR1TZWWmDBsbjtDeOV2bNSCeddFINSDhljDoCP/pjA8ENAUgCVNgmYQ/1sOZwhzPPPLN87WtfW9xVIQDl3an999+/1iV4ILj8+Z//+frbO4zJiWzs+BCo0sb6MBfmhy0wYNeGPi9+8Ysrl8wVG1hHEjazi4S9mVtsXSlnDt/73vfq92W1fVfSbbsEJCCBaSGw7tCjjtt68+77Tos92iEBCcwYgdsvOnfGLL535sbRxGn+6le/Wp1NHETqkygTbHCkb5zHOOuRGSVHDw523pvJ42Xf+MY36m/k3HDDDfVRKxxkghWCCP7in6ADRxiHHMcZO7jQF1s4IY3ffMn9KDZFJo42AR6BCTbc2DvxDWcb57kNDCgTPGAXTjnzGhyTI4sJFrCXhAz2IkfQwaNeBI2DQVJ0MRfGZ6wEQrEVDrwr87M/+7NVH4EHR2r/9m//du1z9NFHl2N778mgn9/84eQxDiAgCOGeMWITfbErdnKf4JFxzjnnnPIbv/EbNVDJHOnPGrJ+2EbA9sUvfrGenvatb32rvgeEDN+ZvfbaqwY3Rx55ZD01jXEzFuPAGb2U+d0cruyQIUtb7OW+Ta099Oc7DJdhXNt+XStv2HJq16bkfCQggSUIGOAsAcZqCUhgNALzEODgOHLFicTRXS61jmacy+Xkh7XhsKMHxxhHljFXGjcOL843/bnoE+cfW1I3bMzV1oXJKP2GjTusbildw8YisBgMaob1Rw4OWQt+uBNWHObAzlebLr/88vI3f/M39feGeJQtfTJ+9GT3hQCOgIFH1/7iL/6iEKCQ6Eefdi0oj5LgwpW5USZFZ+pH0bWcTOa0nEyX2gxwurSazkUCyxMY7V/b5XXYKgEJSKDTBHAs4+gmX27Co8gs15+2NphZyjEedFBbOfpHR/JBvSvZsFL7aubZ2hC9w+rSNpgPG2tUR7+VI9jhgAB2MhifQAVu1MPziCOOqDti+/ceN/v7v//7urvE42QkAg1kSNFJf3Tx6Bq/P7Np06a6i9PKME47V3QwXhL36IvMoHzGivy48mFMx6VbPRKQgAQmScAAZ5L0HVsCEpDADhDQQV0dvAQnPBIGO3ZxCB4IXBJUELDw+NZZZ51Vd2Xe/va318CFR+kIdBJE0h995Lz/ww+0Hn744bV9pXWhPXpWNwOlJSABCUhgFAIGOKNQUkYCEpCABGaeAIEFF4FNdk2YVAISdlUIPPLuC6fR8cgZhwN86lOfqu/m8II+ARF9CIo44AC5Zz3rWUu+ZzTz4JyABCQggRkjYIAzYwumuRKQgAQkcO8JENgQmBCgUM59ygQvPHJGIhBid+bkk08uv/Zrv1ZuvfXWenFYADs/HJzAqWc5XIHAKH1XspDxSLEjQdZK/WyXgAQkIIGVCRjgrMxICQlIQAIS6AgBApMEM5lSghwCnzaxmxNZAhAeXeMaTNnRWc27Mm1A05YHdXsvAQlIQAKrJ2CAs3pm9pCABCQggRkmQEAxalAximwCo9UEODOMT9MlIAEJTD2B7f9cNfXmaqAEJCABCUhgxwnkEbF7o2lH+t6b8ewjAQlIQAKrI2CAszpeSktAAhKQQAcIjLqDM2yqO9J3mD7rJCABCUhgvAQMcMbLU20SkIAEJCABCUhAAhKQwAQJGOBMEL5DS0ACEpCABCQgAQlIQALjJWCAM16eapOABCQgAQlIQAISkIAEJkjAAGeC8B1aAhKQgAQkIAEJSEACEhgvAQOc8fJUmwQkIAEJSEACEpCABCQwQQIGOBOE79ASkIAEJCABCUhAAhKQwHgJGOCMl6faJCABCUhAAhKQgAQkIIEJEjDAmSB8h5aABCQgAQlIQAISkIAExkvAAGe8PNUmAQlIQAISkIAEJCABCUyQgAHOBOE7tAQkIAEJSEACEpCABCQwXgIGOOPlqTYJSEACEpCABCQgAQlIYIIEDHAmCN+hJSABCUhAAhKQgAQkIIHxEjDAGS9PtUlAAhKQgAQkIAEJSEACEyRggDNB+A4tAQlIQAISkIAEJCABCYyXgAHOeHmqTQISkIAEJCABCUhAAhKYIAEDnAnCd2gJSEACEpCABCQgAQlIYLwEDHDGy1NtEpCABCQgAQlIQAISkMAECRjgTBC+Q0tAAhKQgAQkIAEJSEAC4yVggDNenmqTgAQkIAEJSEACEpCABCZIwABngvAdWgISkIAEJCABCUhAAhIYLwEDnPHyVJsEJCABCUhAAhKQgAQkMEECBjgThO/QEpCABCQgAQlIQAISkMB4CRjgjJen2iQgAQlIQAISkIAEJCCBCRIwwJkgfIeWgAQkIAEJSEACEpCABMZLwABnvDzVJgEJSEACEpCABCQgAQlMkIABzgThO7QEJCABCUhAAhKQgAQkMF4CBjjj5ak2CUhAAhKQgAQkIAEJSGCCBAxwJgjfoSUgAQlIQAISkIAEJCCB8RIwwBkvT7VJQAISkIAEJCABCUhAAhMkYIAzQfgOLQEJSEACEpCABCQgAQmMl4ABznh5qk0CEpCABCQgAQlIQAISmCABA5wJwndoCUhAAhKQgAQkIAEJSGC8BAxwxstTbRKQgAQkIAEJSEACEpDABAkY4EwQvkNLQAISkIAEJCABCUhAAuMlYIAzXp5qk4AEJCABCUhAAhKQgAQmSMAAZ4LwHVoCEpCABCQgAQlIQAISGC8BA5zx8lSbBCQgAQlIQAISkIAEJDBBAgY4E4Tv0BKQgAQkIAEJSEACEpDAeAkY4IyXp9okIAEJSEACEpCABCQggQkSMMCZIHyHloAEJCABCUhAAhKQgATGS8AAZ7w81SYBCUhAAhKQgAQkIAEJTJCAAc4E4Tu0BCQgAQlIQAISkIAEJDBeAgY44+WpNglIQAISkIAEJCABCUhgggQMcCYI36ElIAEJSEACEpCABCQggfESMMAZL0+1SUACEpCABCQgAQlIQAITJGCAM0H4Di0BCUhAAhKQgAQkIAEJjJeAAc54eapNAhKQgAQkIAEJSEACEpggAQOcCcJ3aAlIQAISkIAEJCABCUhgvAQMcMbLU20SkIAEJCABCUhAAhKQwAQJGOBMEL5DS0ACEpCABCQgAQlIQALjJWCAM16eapOABCQgAQlIQAISkIAEJkjAAGeC8B1aAhKQgAQkIAEJSEACEhgvAQOc8fJUmwQkIAEJSEACEpCABCQwQQIGOBOE79ASkIAEJCABCUhAAhKQwHgJGOCMl6faJCABCUhAAhKQgAQkIIEJEjDAmSB8h5aABCQgAQlIQAISkIAExkvAAGe8PNUmAQlIQAISkMCYCWzdunXMGlUnAQl0mYABTpdX17lJQAISkIAEZphAApt169YVynffffcMz0bTJSCBtSKwy1oN5DgSkIAEJCABCUhgNQQIbEgJbJIT7NznPvdZjSplJSCBOSLgDs4cLbZTlYAEJCABCcwiAQKan/zkJ4WAh9wkAQlIYDkCBjjL0bFNAhKQgAQkIIE1JZDH0gYHXb9+ffm///u/Wr2UzGAf7yUggfkkYIAzn+vurCUgAQlIQAJTSSCPpbXGUcfjabvuumu5733vW9/HadstS0ACEmgJGOC0NCxLQAISkIAEJDBRAnnPpjWC3RsCm/PPP7+cd955hXuTBCQggaUIeMjAUmSsl4AEJCABCUhgTQnwCNouu+xS3v/+95err7667tRk9+b+979/ec973lOOPvrocvLJJ6+pXQ4mAQnMFgEDnNlaL62VgAQkIAEJdJ7Ad7/73XLLLbfUk9J+9KMf1Zxdm8MOO6xs3rzZR9Q6/w1wghLYMQIGODvGz94SkIAEJCABCYyJQA4PIKjhtLRc1LOT88Mf/rBew97TGZMJqpGABDpAwACnA4voFCQgAQlIQAJdIJDAZePGjTWQIcDh3RsCGw4Y+MEPflD23ntvd3C6sNjOQQI7kYABzk6Eq2oJSEACEpCABEYnkB2ca665plx66aX1MAHey8mPem7YsKGccMIJoytUUgISmEsCBjhzuexOWgISkIAEJDB9BLKDc+ihh5YHPOABdaeG4IbAZ7fddisXXHBBOfvss8tb3/rW6TNeiyQggakhYIAzNUuhIRKQgAQkIIH5JpDjn/faa6/6o548npb3cNi9ueuuu8pNN90035CcvQQksCIBA5wVESkgAQlIQAISkMBaEOA3cAhyeDztsssuq+/esJPz/e9/v9zvfverR0i/4hWvqAcOrIU9jiEBCcwmAQOc2Vw3rZaABCQgAQl0lgC/efPsZz+7POEJTyjnnntuOe6448o+++xTvvSlL9UAiEAo7+V0FoITk4AE7jUBfwr4XqOzowQkIAEJSEAC4yTAgQKkK664onDQAO/iXHjhhbXukEMOKZdcckn50Ic+5A5OJeKHBCSwFAF3cJYiY70EJCABCUhAAmtKIKeo3XnnneW8884rF198cbnuuuvKmWeeWfbbb78a+Jx00kkGOGu6Kg4mgdkjYIAze2umxRKQgAQkIIFOEuA9Gx4/O+OMM8pVV11V37v5gz/4g7qb85//+Z/lyU9+cvmVX/mV8uMf/9hH1Dr5DXBSEhgPAQOc8XBUiwQkIAEJSEACO0iAE9MIcq6++urypje9qQY6e+yxRznnnHPqD35y2MC+++5bDj744B0cye4SkECXCfgOTpdX17lJQAISkIAEZpDAm9/85vK85z2vnHjiieX0008vhx9+eDn//PPLKaecUv72b/+2HjQwg9PSZAlIYI0IGOCsEWiHkYAEJCABCUhgeQJ5B4fDBQhotmzZUm688cZy1llnlQ9/+MPlLW95SznmmGMMcJbHaKsE5p6Aj6jN/VdAABKQgAQkIIHpILDLLn235A//8A/rb+Hccccd9ajoAw88sDzxiU8sf/zHf1ye8YxnTIexWiEBCUwtAQOcqV0aDZOABCQgAQnMFwF+24ZdnI0bN5YTTjihTp6gZ926deXII48smzZtKrvttls9iMDfwZmv74azlcBqCBjgrIaWshKQgAQkIAEJ7HQC69evL7vuuuviOAQ9HD5APSn5ooAFCUhAAg0B38FpYFiUgAQkIAEJSGA6CHCiGlcSPwLKbg7BDjs6JglIQAJLEXAHZyky1ktAAhKQgAQksOYECF4IZNilSSBDnvu0rblhDigBCcwMAQOcmVkqDZWABCQgAQnMD4HBx9AS7AzWzw8RZyoBCYxKwEfURiWlnAQkIAEJSEACEpCABCQw9QQMcKZ+iTRQAhKQgAQkIAEJSEACEhiVgAHOqKSUk4AEJCABCUhAAhKQgASmnoABztQvkQZKQAISkIAEJCABCUhAAqMSMMAZlZRyEpCABCQgAQlIQAISkMDUEzDAmfol0kAJSEACEpCABCQgAQlIYFQCBjijklJOAhKQgAQkIAEJSEACEph6AgY4U79EGigBCUhAAhKQgAQkIAEJjErAAGdUUspJQAISkIAEJCABCUhAAlNPwABn6pdIAyUgAQlIQAISkIAEJCCBUQkY4IxKSjkJSEACEpCABCQgAQlIYOoJGOBM/RJpoAQkIAEJSEACEpCABCQwKgEDnFFJKScBCUhAAhKQgAQkIAEJTD0BA5ypXyINlIAEJCABCUhAAhKQgARGJWCAMyop5SQgAQlIQAISkIAEJCCBqSdggDP1S6SBEpCABCQgAQlIQAISkMCoBAxwRiWlnAQkIAEJSEACEpCABCQw9QQMcKZ+iTRQAhKQgAQkIAEJSEACEhiVgAHOqKSUk4AEJCABCUhAAhKQgASmnoABztQvkQZKQAISkIAEJCABCUhAAqMSMMAZlZRyEpCABCQgAQlIQAISkMDUEzDAmfol0kAJSEACEpCABCQgAQlIYFQCBjijklJOAhKQgAQkIAEJSEACEph6AgY4U79EGigBCUhAAhKQgAQkIAEJjErAAGdUUspJQAISkIAEJCABCUhAAlNPYJept1ADJSCBqSawYcupU22fxklAAhKQgAQkMF8E3MGZr/V2thKQgAQkIAEJSEACEug0AQOcTi+vk5OABCQgAQlIQAISkMB8ETDAma/1drYSkIAEJCABCUhAAhLoNAEDnE4vr5OTgAQkIAEJSEACEpDAfBEwwJmv9Xa2EpCABCQgAQlIQAIS6DQBA5xOL6+Tk4AEJCABCUhAAhKQwHwRMMCZr/V2thKQgAQkIAEJSEACEug0AQOcTi+vk5OABCQgAQlIQAISkMB8ETDAma/1drYSkIAEJCABCUhAAhLoNAEDnE4vr5OTgAQkIAEJSEACEpDAfBEwwJmv9Xa2EpCABCQgAQlIQAIS6DQBA5xOL6+Tk4AEJCABCUhAAhKQwHwRMMCZr/V2thKQgAQkIAEJSEACEug0AQOcTi+vk5OABCQgAQlIQAISkMB8ETDAma/1drYSkIAEJCABCUhAAhLoNAEDnE4vr5OTgAQkIAEJSEACEpDAfBEwwJmv9Xa2EpCABCQgAQlIQAIS6DQBA5xOL6+Tk4AEJCABCUhAAhKQwHwRMMCZr/V2thKQgAQkIAEJSEACEug0AQOcTi+vk5OABCQgAQlIQAISkMB8ETDAma/1drYSkIAEJCABCUhAAhLoNAEDnE4vr5OTgAQkIAEJSEACEpDAfBEwwJmv9Xa2EpCABCQgAQlIQAIS6DQBA5xOL6+Tk4AEJCABCUhAAhKQwHwRMMCZr/V2thKQgAQkIAEJSEACEug0AQOcTi+vk5OABCQgAQlIQAISkMB8ETDAma/1drYSkIAEJCABCUhAAhLoNAEDnE4vr5OTgAQkIAEJSEACEpDAfBEwwJmv9Xa2EpCABCQgAQlIQAIS6DQBA5xOL6+Tk4AEJCABCUhAAhKQwHwRMMCZr/V2thKQgAQkIAEJSEACEug0AQOcTi+vk5OABCQgAQlIQAISkMB8ETDAma/1drYSkIAEJCABCUhAAhLoNAEDnE4vr5OTgAQkIAEJSEACEpDAfBEwwJmv9Xa2EpCABCQgAQlIQAIS6DQBA5xOL6+Tk4AEJCABCUhAAhKQwHwRMMCZr/V2thKQgAQkIAEJSEACEug0AQOcTi+vk5OABCQgAQlIQAISkMB8ETDAma/1drYSkIAEJCABCUhAAhLoNAEDnE4vr5OTgAQkIAEJSEACEpDAfBEwwJmv9Xa2EpCABCQgAQlIQAIS6DQBA5xOL6+Tk4AEJCABCUhAAhKQwHwRMMCZr/V2thKQgAQkIAEJSEACEug0AQOcTi+vk5OABCQgAQlIQAISkMB8ETDAma/1drYSkIAEJCABCUhAAhLoNAEDnE4vr5OTgAQkIAEJSEACEpDAfBEwwJmv9Xa2EpCABCQgAQlIQAIS6DQBA5xOL6+Tk4AEJCABCUhAAhKQwHwRMMCZr/V2thKQgAQkIAEJSEACEug0AQOcTi+vk5OABCQgAQlIQAISkMB8ETDAma/1drYSkIAEJCABCUhAAhLoNAEDnE4vr5OTgAQkIAEJSEACEpDAfBEwwJmv9Xa2EpCABCQgAQlIQAIS6DQBA5xOL6+Tk4AEJCABCUhAAhKQwHwR2OW+u+xSduldJglIQAISkIAEJCABCUhAArNOYN1D9t249a71/QBn67pS1m0tJTmTo0xa1/tfTVt7AguplRtWl/bkyLTl9ElOWxJ2kIbJD6vrS6/+c5iuYXXRPKytrUs5Of3acvQkH9bW1qWcfNr0tfNIOXm+S9xnPSm3c+Ge1NalTE6KnlZHv6X/Gfml6tKeHLlaznc6HRe+263cYlPPloyf9uSL+vjOrusbvX79urIVfb3bhayqWt/bM23+E+q39fogS9vdd5fS61ruRtdix75OFCyor7pKHa9fzGftUsfc2pNFb79PtWVhvrVb72NrVbDQsyfbH2Wb0sWxelV39xShD6G6Hhmwl1e56Ovl63oTuLs3gfULCriv46OaVO1bKNbygu5+Vf3EblLf7n550Z7+be+zb3MV7ekB2uLYQFwmhcsgw3BirCrDevXWZPF+oR56lUdv8EyL4e5hYxoX+mFWqlrzop+6rSx+r4L1WWTIfc+gPhc09OYeG5PTuVfuJwr9kepa1DXofbcW1gLbqd8uoWeBIXlfti8Ru9G6YN5C1/44sYXKrFn/+9fXw1iV10KvZG2/2rf3gUZSX3O/nM+Fmdcx6Nsm2NSxM62F9n4fJNsOqb2nXVVq8aOvrHLv1VU+CwMjwnh859qE7Pr79Dj9pDfi9k0Ldm+rrFZURX0NVd9CJ9p4xAJ96+q/DduvCWK1bSFHA/e9Tz6W5c3a/qS3JvdJ38YG9LLGfR0L611v+gTrGI185KhHb/1eLbTnOxC78r3Ld6udQx2w99Gfwj3XJe3J63gLtsKHjvk3tCLs3aMrY9D2k96a5LuMnkwjMslpo3P08m99TdT1hPr/jfZEeqDW9yAOMlnUUw3o62Iw6kl9Hv3ysjb0RRbt3DbnlfnUrlG+oIdsu6oF+9rv3aLtTR9Y9P//ov/vUP13aWEuiKU/9tU5Zt6D41XZ2qO29L8Pd9fvDbVJ0RNOsWkYv/TBwv73rW8DNvVT/99KyotVlJGv/+vd9ObSX9NmUlRT32/ufab/tnH6ddz32xg/adv4/ZrBtka0J0C//kj5d78yqLXb5tHXtO2zcu99obf9u9Rau01uqVLspj3ldb3/g7+794Wv/5301NUZbZtWXevY2ye4oL1OIeMnv+fI/e8K4/WVZk247f//RL9Pfy1bPf1y1q3yiVNWu1QDeqX+f4/M4/8BENx0A1J6CYMAAAAASUVORK5CYII=)**

**Si la production et la consommation des énergies sont au cœur de nos préoccupations environnementales, une question est trop rarement posée : qui possède et contrôle les énergies ? Or, ces éléments sont déterminants pour comprendre les mécanismes qui organisent la production et les usages de l’énergie, ainsi que son partage. À l'occasion de la sortie de son ouvrage [_Énergie et inégalités, une histoire politique_](https://www.librairie-sciencespo.fr/livre/9782021516128-energie-et-inegalites-une-histoire-politique-lucas-chancel/) (Seuil, 2025), Lucas Chancel, professeur et chercheur à Sciences Po, a accepté de répondre à nos questions.**

## Corps du texte
_Pour faire comprendre l’importance de la propriété dans le cycle de vie des énergies, vous commencez par un retour à la naissance de l’agriculture, il  y a 10 000 ans. Que s’y est-il passé de si déterminant ?_ 

**Lucas Chancel** : L’enquête démarre il y a plusieurs milliers d’années, car je voulais comprendre comment les sociétés humaines se sont organisées autour de l’usage et du contrôle de l’énergie avant l’arrivée des fossiles. Or, avant les fossiles, l’énergie vient essentiellement de la couche supérieure du sol, celle qui génère les calories nécessaires à l’effort musculaire (humain ou animal) et la biomasse permettant de se chauffer. C’est ce que j’appelle un « régime énergétique organique ».

Dans ces régimes, les conflits politiques et économiques s’organisent autour du contrôle de la terre. Et quand d’autres sources ou vecteurs d’énergie apparaissent — comme les moulins — ils deviennent à leur tour des objets de convoitise et de pouvoir. L’essor des moulins banaux en est une illustration : les seigneurs ont cherché à capter leur rente en régulant et en taxant l’accès à cette technologie.

La dimension politique de l’énergie me semblait jusqu’ici trop absente des travaux historiques sur le sujet. Or mes recherches montrent que, de tout temps, les sociétés humaines ont organisé leurs inégalités sociales et leurs structures de pouvoir autour de l’énergie. L’apparition de nouvelles sources ou technologies énergétiques a le pouvoir de transformer les hiérarchies sociales, pour le pire comme pour le meilleur. C’est cela qui m’a fasciné dans cette enquête.

_Le deuxième grand  tournant a été pris à la fin du XVIIIᵉ siècle où l’on voit s’installer les machines à vapeur en même temps que les colonies prennent_ _un_ essor _important. C’est aussi l’époque où Adam Smith publie La richesse des Nations, plaidant pour maximiser la productivité. Selon vous, c’est la conjonction de ces éléments qui a engendré notre société de consommation et ses inégalités. Pourquoi ?_

**L. C.** : Dans le livre, je mets en avant une citation de Matthew Boulton qui m’a interpellé. Boulton est un entrepreneur, héritier et ingénieur, qui rachète le brevet de la machine à vapeur de James Watt en 1775. Les deux hommes s’associent pour commercialiser les premières machines dites « Watt-Boulton ». Boulton déclare alors « Je vends \[…\] ce que le monde entier désire : la puissance ». Il joue sur le double sens du mot puissance (_power_ en anglais) : la puissance mécanique de la machine à vapeur et la puissance politique et économique qu’elle octroie à ceux qui contrôlent cette nouvelle technologie énergétique.

Il existe une longue historiographie de la révolution industrielle, qui a célébré la puissance mécanique et la technique comme la cause profonde du décollage européen. Ces travaux mettent en avant l’alliance du génie scientifique, de marchés efficaces —la « main invisible » de Smith — rendue possible par un cadre institutionnel stable et propice à l’innovation. Tout cela permettrait d’expliquer l’avantage économique pris par le Nord-Ouest européen à la fin du XVIIIe et au début du XIXe siècle sur le reste du monde, à commencer par l’Asie de l’Est. Watt et Boulton en sont la parfaite illustration.

Cette histoire a sa part de vérité : la machine une révolution technique et son développement à grande échelle a largement accru les gains de productivité dans le secteur du coton, puis d’autres industries de la révolution industrielle. Mais quand on regarde ces évènements d’un peu plus près, on comprend que, sans la réorganisation mondiale de la production permise par les colonies britanniques, l’Angleterre n’aurait pas aisément eu accès aux matières premières et aux débouchés commerciaux nécessaires pour que la croissance décolle.

Pour se fixer les idées : en 1860, il y a près de 400 000 travailleurs dans l’industrie du coton à Manchester, bénéficiant de l’incroyable apport énergétique de la machine à vapeur et du charbon. Mais il y a à la même époque 1,3 millions d’esclaves dans les colonies américaines, produisant avec leurs muscles et sous contrainte le coton absorbé par les manufactures anglaises.

Autrement dit, la modernité industrielle naît d’une articulation entre énergie mécanique révolutionnaire et énergie humaine contrainte, qui n’est pas franchement la modernité énergétique telle qu’on se la représente souvent. La machine à vapeur de Watt et Boulton, est en réalité indissociable, pendant près d’un siècle, d’une énergie très ancienne, musculaire, et dont l’exploitation résulte d’une forme d’inégalité extrême.

Cela nous invite à interroger le tournant que peuvent prendre les révolutions énergétiques. Et à se méfier des discours vantant les prouesses technologiques de tel ou tel « génie » de la tech : sous la surface, des technologies radicalement nouvelles peuvent être entremêlées à des structures d’inégalités tout à fait archaïques, qui se nourrissent mutuellement.

_Si les énergies fossiles représentent  plus de 80 % de notre consommation, vous donnez des exemples de  mix énergétiques mis en place dès les années 70 qui ont prouvé leur intérêt et leur robustesse. Quels sont les acteurs qui ont permis ces évolutions ? Comment ont-ils agi ? Avec quelles conséquences sur les sociétés  ?_ 

**L. C.** : Le XXᵉ siècle voit la généralisation des énergies fossiles dans les mix énergétiques, mais leur usage diffère largement selon les pays. Les choix stratégiques en matière d’énergie jouent un rôle central pour expliquer ces différences, et montrent que l’on peut profondément transformer un système énergétique en quelques décennies seulement.

Un exemple : la Suède décide de développer les réseaux de chaleur urbains à partir des années 1970. Il s’agit de tuyaux reliant habitations et commerces à une centrale thermique, alimentée par de la biomasse, une usine de déchets ou la récupération de chaleur perdue dans des industries. Aujourd’hui, 90 % des logements collectifs en Suède y ont accès. C’est le résultat d’un choix politique clair, mis en œuvre par les communes, qui possèdent encore aujourd’hui la plupart des compagnies de production et de distribution de chaleur. Une sorte de social-démocratie énergétique locale.

La France montre aussi qu’il est possible de transformer un système électrique en deux décennies. Que l’on soit pour ou contre le nucléaire, son développement résulte d’un choix politique assumé et d’une planification mobilisant les centres de recherche, les écoles d’ingénieurs et les entreprises pour développer un actif énergétique public. Ce qui a été fait sur un secteur peut l’être dans d’autres aujourd’hui : développement de l’éolien en mer, réseaux de froid ou de chaleur, rénovation énergétique. Chaque technologie pose bien sûr des enjeux spécifiques, mais l’histoire énergétique montre que des choix politiques radicaux peuvent transformer en quelques années des systèmes extrêmement complexes.

Un autre enseignement clef de mon enquête concerne la captation de la rente énergétique. Cette rente peut être privatisée, ou mise au service du plus grand nombre. Prenons un exemple : les Norvégiens et les Britanniques découvrent du gaz au large de leurs côtes dans les années 1960. Mais alors que les premiers thésaurisent les recettes dans un fonds souverain public, les seconds privatisent largement le secteur dans les années 1980. Résultat : la Norvège dispose aujourd’hui du plus grand fonds souverain du monde développé, appartenant à parts égales à chaque citoyen, tandis que le Royaume-Uni affiche un patrimoine public négatif, l’État ayant plus de dettes que d’actifs.

Ce qui m’a surpris, c’est à quel point le XXᵉ siècle a été rythmé par les débats sur la rente énergétique et sa redistribution. Les grandes expériences du siècle (le New Deal rooseveltien, les politiques travaillistes britanniques, la social-démocratie et le communisme français d’après-guerre, ou encore les socialistes indiens) ont toutes cherché à placer l’énergie sous contrôle public, afin de réduire les inégalités de richesse, mieux piloter l’innovation et assurer la souveraineté énergétique.

Des questions similaires se posent aujourd’hui avec l’émergence de nouvelles sources et technologies énergétiques. Il est essentiel que la captation de la rente soit débattue de manière informée et démocratique. L’histoire énergétique regorge d’enseignements à cet égard. Nous avons le choix.

_En tirant les leçons des expériences passées, vers quelques schémas vertueux pouvons-nous tendre ? Par quoi commencer ? Comment y parvenir sans tarder ?_

**L. C.** : Il me semble urgent de remettre la question du contrôle et de la propriété de l’énergie au cœur des débats sur la transition énergétique. On discute beaucoup des technologies (diesel contre électrique, solaire contre nucléaire), mais trop peu de qui contrôle quoi et qui possède quoi. Parler de propriété et de souveraineté permet aussi de déplacer certains clivages, par exemple autour de l’éolien.

Contrairement aux Britanniques, les Français ont maintenu leur secteur électrique sous contrôle public : c’est une chance, mais rien n’est acquis. La mise en concurrence et une possible privatisation des barrages hydroélectriques devraient bientôt être débattues. Il est essentiel de rappeler le caractère stratégique et de service public de ces actifs, et d’en tirer les conséquences : ils se prêtent mal à la concurrence.

Ensuite, il est crucial de développer de nouvelles formes de propriété collective et participative de l’énergie. On peut imaginer de nouveaux parcs éoliens ou solaires à échelle municipale ou coopérative. À l’échelle européenne, on pourrait aussi créer des acteurs publics communs à plusieurs États, comme cela a été fait avec Airbus. Ce modèle pourrait inspirer les secteurs des batteries ou des technologies vertes, alors même que l’Europe a laissé s’effondrer le fleuron suédois des batteries, racheté par un acteur américain.

Un autre enjeu clef est celui du partage des technologies avec les pays du Sud global. On l’a vu avec la crise du Covid et les vaccins : même lorsqu’il est dans l’intérêt collectif de partager les connaissances, les logiques de propriété privée et de rentabilité freinent souvent cet élan. Cela ne veut pas dire qu’il faille renoncer, mais que la coopération technologique suppose des rapports de force, des règles et des institutions adaptées. C’est un argument pour placer une partie de l’innovation liée à la transition sous gouvernance publique, plutôt que de la laisser entièrement aux marchés.

Quoi qu’il en soit, la question de la propriété publique ou privée de l’énergie va continuer de se poser dans les mois et années à venir. Les GAFAM investissent désormais dans le nucléaire pour alimenter leurs centres de données, tandis que la filière éolienne européenne aura bientôt besoin d’un soutien massif. Il est donc urgent de se rappeler que ceux qui contrôlent l’énergie contrôlent aussi ceux qui en dépendent — c’est-à-dire la société tout entière.

**Licence :** `#CC-BY-ND (Attribution, Pas de modification)` 

### Thématique
`#Environnement` 

**Langue :** `#Français` 



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