{"api_responses":[{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Id\":12672,\"Name\":\"Collocations instructions 1\",\"Code\":\"M10L2Ci#4#4\",\"Type\":1,\"SingleClick\":false,\"IsWizard\":false,\"HasScorableOrSubmittable\":false,\"HasScorable\":false,\"HasSubmittable\":false,\"HasEtsWidget\":false,\"Layout\":\"{\\\"TimerEnable\\\":true,\\\"Timer\\\":15.0,\\\"Columns\\\":[{\\\"x\\\":0,\\\"y\\\":0,\\\"width\\\":12,\\\"height\\\":1,\\\"widgets\\\":[{\\\"WidgetType\\\":2,\\\"WidgetId\\\":\\\"17469a98-3ed2-41e4-9c1d-35e144ce7bcf\\\",\\\"Content\\\":\\\"%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%20class%3D%22Apple-interchange-newline%22%3E%EF%BB%BF%3Cspan%20style%3D%22font-size%3A%2036px%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cimg%20style%3D%22width%3A%20120.77px%3B%20float%3A%20none%3B%20height%3A%20108.689px%3B%22%20data-filename%3D%22image.png%22%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAAWgAAAFECAYAAAAKi6SYAAAgAElEQVR4Ae2dOxYttZWGhZvcdtYZJuvMZgSYrDMg6wwYAb4jMB4BMAIuYUeGsCNgBEDWHYGzzoCsM3r9%2BIhbt249tFWSakv6tNZZ51EqPb6t%2BmvXLqlOCCQIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgfsJvHR%2FE2gBBCCwQeBPIYTfPX7%2FJoTw40YefoIABCAAgYYE3gohfBdC%2BHn1%2BnsI4d2FaDdsElVBAAIQgIAEeC3MW98Ra8YKBCAAgYYEFM74IVGgl6KNWDc0ElVBAAJzEvhLhjgvhVqfEes5xw69hgAEKhP4uoBALwUbsa5sMIqHAATmIPCHwuK8FGo86znGEL2EAAQqESgR3liL8t53POtKRqRYCEBgTAKlwxt74rz%2BHbEeczzRKwhAoBCB2uGNtSjvfUesCxmUYiAAgXEItAxv7Inz%2BnfEepzxRU8gAIELBO4Kb6xFee87Yn3BuOwKAQj0S8BLeGNPnNe%2FI9b9jjVaDgEIGAlYwhtaZajVhnpWxyeZqw7XgnvlO2JtNDbZIQCBvghYwhsfbnQNsd6Awk8QgAAErhKwhjf0%2BNGj5EWs5d3Hx6QetZdtEIAABNwSsIQ39PhRS7pbrGM4xtJm8kIAAhBwQ%2BBqeCO1I3eJ9RepDSQfBCAAAU8ESoc3UvvWWqzVTxIEIACBrgjUDG%2Bkgmgh1n9ObQz5IAABCHgh0Cq8kdrfWmKtckkQgAAEuiFwV3gjFVBJsT6beZLaJvJBAAIQaELAQ3gjtaNXxNo682TZJv03o24yaiGNZoSwKGZJh88QgEA1At7CG6kdtYp1bvw5CvPeKkfEOtVi5IMABEwEvIc3UjtzJNbynHPFWasl94R563fEOtVi5IMABE4J9BTeOO3MI4PE%2BIPHS8Kdm6wnr7VgDynWL%2BXSZD8IdEhAYqIbV6883re68GMI4dsQwjeP1%2FdbmTJ%2FU3gj9cbZRyGEJ5n19Lib4s5aJl4ifRZC%2BDyEoHfZkwQBCDgloANf3pVuNq29rpTvumTXpXeqsO5hsHqIV%2Bvba4fX3%2BWFp9jDmmdIz9qrEWkXBFII6GE9OuBzRXlPBHQDKze%2BOmJ4I8UWqXkUHtnjXup3xDrVGuSDQCUCNYR5LRASannEltTr7A1LH6%2Fk1Ul1zbnmd8T6irXYFwJGAvJsFY6oeVAvy5Z3rvBJSiK8kULpn1c9S8atPiPWafYhFwSyCNSKX6YIRMqNLcIb6WYVzxTutfIg1um2IicETgncfUBLKHRQHz2knvDGqRmfy6CrIdm19D0Eq6gj1s%2BZhS8QsBHQAWQ96GrllwhviTThDZtN17mPFsXUsuVWuYj12jJ8h8ABAQ%2Be8%2FpA3hJpwhsHRjRu8ibWxuaTHQJzEPAozlGs1yJNeKPOmPQg1grBaCyqLSQIQOAxcyKKYYl3zfw4e0CPtR6Vp0R44wGi8psnsbZOv6yMhuIh0I6ABv%2FVG0fyeDQ9bu9A0g0qhSUsnu%2BWgEukLWXoREG6TiCK9ZZNWvym8TnbKtDrVqOEIQjk3hTUQaOpeFs38Y7AtJxbreXkpHIEZOu4zL%2BFMC%2Fr0HizjrVyPackCNxAQGK5PAhSP%2Bes%2Blt2Twdai5g3XteSetnPd4i1rsJIEJiGQE6cWMJaKtVcDEN4o5SVzstpJda62iNBYAoCOd5zSXGOkHXJnOq5W%2FIR3oiE277XFOt4o7htj6gNAjcQsIYYaohz7HYNkSa8Eene915arDnp3mdLam5IQAeOxRtVuED71Ewlwx2EN2paKq%2FsEmLN3Og89uzVGQGrx6pwSItk9er3TjJ4Wi2slV9HFGvL9E7lJUFgCgIWIWwd97O0bU%2BgCW%2F0MYwtN6lrhtj6oEUrpyGgEMCeuK1%2Fl7fdOl0RacIbra2VV581zEZ4I48ze3VIYC3CR9%2Fv6l6uSBPeuMtitnotYTbCGza25O6YgGV6XevwxhprjkgT3lhT9PndsoKV8IZPG9KqCgQsAq2ZFXcni0gT3rjbWmn13xre%2BE1aG8kFgVsI7D3QaKsx32%2F92Pi390IITxPr%2FDQxH9nuJWCJJ%2F8YQvjs3uZSOwTaEbDMN241vS6l92cP6ddT7kh9ECC80YedaOUNBHoVaKHSCWM9A0U3kHRjUJfNJP8Ebg1vCM%2FL%2FhnRwokJfGPouyUcYig2O%2BuXIYRXH88GjoKs%2FugymNQHgdvDGwh0HwNl1lZaxMybQEebWU4ycR%2FefRB409AMYs8GWGQdg4CmoR3Ne15uu3ua3RjE6UUkcHt4IzaEdwh4JrAU4bPPMZTguT%2B0rQ8CLhanMM2uj8EycystIYI7lnrPbJuR%2B054Y2Tr0rdiBDTr4cxzjttZ%2FFEM%2B9QFEd6Y2vx03kJAd9KjAKe8819wFrrk3SLgIryx1TB%2Bg4BHAtZn8Xqd0eGRLW16kQCLU15kwi8Q2CVgCXPIy9ZKPW4Y7uJkwwEBwhsHcNgEgS0C8ohTwhvLPPKCEOktmvx2RMBVeIOFKkemYpsXAnoQkh5CZJmlodi1hP2NSqv3NEdbJ4D4Hllp1gmLFiKN%2Ft6ZvdGfzWixAwI5XrQ8asWvLUt2t7oqEdbJQaGWlL8%2BUohF%2B5D6IkB4oy970VpnBKyx6GXIQ8KaItQ6SPWgIz2oSWESyw3KZX3ajxCLswF00hxX4Y2TtrIZAu4ISPDWT4hbimLqZ3m4Euz1K3X%2F1Hz8u4a7IXTYIGZvHOJhIwTOCSh0kCqQd%2BeTF03qgwDhjT7sRCs7IGC5FL1bpDvASRMf9xhSxwonXoYMBE4IXIlHpx6IJfKddIPNTggQ3nBiCJoxDgHLn7SWEFtrGTwbpI%2BxRnijDzvRyg4JeA53yMsn%2BSdgGUOEN%2FzbkxY6I6BpcTpwrB5u7fzMhXY2UHaaQ3hjBww%2FQ6AUAV2mWg602uJMeKOUZeuWQ3ijLl9Kh8BzBORNp6z2qy3QhDeeM4vbL4Q33JqGho1MQEJ9p0dNeKOP0WUZI80XHr3UB0NaCYFsAnqGh5Z4v7J4PobEeyvpQUf6J3E9nOkfIYQvQwjxN3nle%2Futy9L%2Br65%2F5Ls7AgpvWG76vd36QVh3Pc1OB41eJDsBHfx6kdIIiNVHaVkPc1nGK0%2BzO0TpZmPKs1liY3XiHt6uGuQe4oO144%2BzlC%2FvQ5d9FvGKA76nd%2BvycsIbfVjXdXijNUIdxB6nQs0ipjX7KbuOLEqWVYvM3mitLHn1MXtjxQ3P2d883ZKiLZHWoB8xWZ6gx%2ByNPkZAF7M3ftOIpbzn1BssjZpENYUJSJw16EdLujKwhHA%2BHQ3AoP3p4p9TWgr0oHamWwsClkG%2F2M31x3cMrdMNSc36IPkmoBOu5Qbh53d1565ZHHf1l3ohYCVgOZB7uMsvcdq7IohTCq2MestvsemtszcQ6N6GFu1tSWCE8IbE6PXHTdyUMKMESUItrzHOA2%2FJvEVdlquiHk66l5lpYJS8IUVZPnnqRvBIqdfZG%2FKQNf2xxKwp3SDV%2FzOOcgNYbCz6YfG2ux37CLRtUFgGkKe8owl0b7M35PHXnC01wpz3vxgEWie4KRICjUD3NtAldpaTn%2FLfleTdSjwt7c3NK9GSR91r0h8Gp%2FZdTG9NHmPQMf51K5hJKv9twgKTo5tKI2OyxCnvnL0h50cr4lqFIFTPX0MImrHzXmezVjSWLSfS22ZvtD6wLB70FDGf1ga4WF%2BqxzFSiKOH8IY82VTb1Mgnb7qnue%2BEN3aEwCLQykvyRSD14B5FoHsIb7QKaaTYvheR7iq8IQlotVDFl9zQGggcE%2FAe3pA4exJFb%2B3Zsm6X4Q0EesuU%2FDY7AUuYrfU8Wa9i6LVdcSxbbHrr4pTY4JbvhDha0i5fV8plrvKMEOLwHN6Q15xqi7vyWW7ClR%2Bp%2ByV2F95QVzzO4thHzBYI1CfgNbwh4ZOXejVplpRWCP60Kkj%2FOCNHSqGAK0kzSl57%2FDPNlXJK7ttleKMkgLOy8KDPCPnenuqNjeBBe529YfEA1%2FZSnzSDIWUqnsRMs0OurEL09shVZm%2Bc6AsCfQLI%2Beb1Ab%2F3vXeB9hresAjM0jZXpsFJzK9M49Mx7yVZTm4lrlK89Du5HQh0MiqXGZcH%2FdHn3gXa47M3JJQ53qxskeIxnw04nbQsAhfHh5exoCuC2KaUd8vNxDN23WxHoLsx1WZDUwa28ng5KDc7kfCjx%2FBGjhdb2guU0OeItAcv2nL1oRPhlAmB7tvsMwi01%2FCG5aQhO5UW5zhyc0RaNwzvTpYTSy12dzM4rR%2BBPkXkOsMMAm0Jb%2Bigb5F0uZ3KXvnUrhJhjb2%2BKVxgDbdon7tS9%2BGNVgtVPFzq3DVIqLcPApbYY6v%2FHbT%2BhZgeXqRFFrWSHgr1xFi4haux6NPslrpdLk5pJdCnJMkAgRsJKLxh8fRarR60tOlpoyfLqR7No05N%2BjeXu5JlTnsrm97F4rBey40OvO1DlLdsTL3M7vUmocfwhgydyl35LGJ%2BdRBZQy9X68vZv%2FvwhjqNB51jevYZjYDlUrhVeMPCWB6twg%2BtkrxNSyhFVyitk8WmLsMbAoZAtx421OeNgNfwhuVmn0UsS%2FG3hARaevexf0OENxDoaE7eZyVgOZD1HItWnqrF6%2Fz2BuN9ZajT0hdDsbtZdUKw1On2n1MQ6F0bs2ESApZLYbcH8g22anWiyumaxabqh%2BVqIKc92fsg0Nno2HEAAtbwxvuPB%2BVbwg8DYNrsgq4mUpOelNcyWa6K3IqzgCHQLYcNdXkjYDmQ1XYJs1ababGGVsnp%2BcyzirUl7t0yBm0Nb3i86fvrcYJA%2F4qCDxMSuDKlU5fRNcXaIoD6d%2FbWySK6Fm%2F7aj%2Bs4Y2WbTP3DYE2I2OHgQhYbiQddbuGWFuEo1Q%2Fjvq43mYR6PWfA6zLKvndclXkOrwhKAh0yaFBWb0RqHGjq4ZYn3G1iOVZWanb7zgpnLVtqPCGOstfXp2ZvK%2FtOmj00kD94058VNOjJEytFzd4JCkGNf8dW2IdBVvemmaB6D01fCEvOkUI7xBoyxJuy9LwK%2BNErFOTjgHLVUpquV3mY6l3PbNFAbA%2BZUzLg%2FUoSy1zPjvAU5cc97bUW%2F1O7VvJfKk3GMUztd4r8XTr6NSNUct4Oxtf1vr38lseLapxT3oQQKDLDgUdIGJqfVbw0cEuMdjzQI72W27rTaBllbv%2FKVtivcfdctzowfStkqVdEvIWyXqyTbkyadFuF3VYDNrSE3ABx9gIsbR4L0sBTfks0V9f9qfspzw9CrTw62CNMzJS%2B1o6n2yqNizF2nLyaPVwfAmhZfy1apfln1M0xkkLAgj0AkbmR4mI5RLuqoCoLp0sJRipZfUq0EuTqL9exNpyhdTKU7WOwfXJfsm65GdLuwhvrMgj0Csgxq8W7yBVTGvkG0Ggl6aRuMgDrMGqRpm1Y706cVnarZNGi4U8w4Y3mGa3PBx9ftZBwRn%2FHtvo4fRvhxB%2BH0LQv5V4nzdbMzyocWj1hi0zVq5YeBkWOiuH2RsbhPCgN6Cc%2FCTPoyfvTZ7VaB70lolkF6%2Beda0TudVzjl52bY8%2B2ofwRiSR%2BY5A28HlHhTx4LjjfQaBXlrSm1jX4J87DnXMt0jDhjdawIt1INCRRNp77kFxhygv66whEGnE7s%2FlQaxL3yjMHYe6uSkeLZLl%2FgyzN3YsgkDvgNn4WZfPS9Hr6fPMAr005Z1ivWxH7me1X7bMHXst5xgT3si18mI%2FBHoB4%2BCjLtcsc0y3DiDFreVVbB0k%2Bk3bLNO3turY%2Bw2BftG4rcX66o1CtdcieuuxYL2R%2BCKx9F8Ib6SzOsyJQB%2Fi%2BXXjFa9FjC03ZXQgX6lvfWDqOwL9qyk3P7QQ6ysCfVWcFRJpmQhvFKKNQJ%2BD1IG1JXpnv8nbsQjzuiUlhRqBXtPd%2F15LrHMFujdxFlmLp19rhsu%2BhTvaYjnT5Q6wjnBsNjUn7FDSYxH3nDYsTyAcBJumPf2xpFirLGvqUZwJb1itfJBfsc%2Flgbz3ufRd6IMmudokcdxjsvd7SXFewlAMMVeodaVEukbgiljnniCvhLpqjcMzihanT%2BOZdEIgZRDMeoBbF6S0OChkC%2BsNyyuhlpPhM%2BVmi1jrcj%2FHe9ZY2nMCzn5vMQ73DE94Y49M5u86eI88s1njlzqozg6E5XYxzDkQc8ymelKFetaTaw7XnH1ki60VjDqJynPOGRM5V27LsXhXOJLwRs4ISthHg0hn3aVQ6%2FPMB7d13vMdB0UUh6XdlgfqzPZLGPZVsihsuDWV0lKZ9cptaXN91slBx7PlWRiW9u3lJbyxR4bfixOwXGJ6uMqQKEiQ9dLJJcdzKw6RArMIWMIEa3Fef28p1pZ258bls4Cy03gE9rzS9QGg7609lfFo06MlAYvQbY3Hvd9qijXhjaUF%2BVyVgLzPvUG%2B%2Fl2DngSBkgSuhjjWY3Tre2mxJrxRcgRQ1iEBy00aHUwkCJQkoCuyLVGt9VsJsbZ4%2FYQ3So6WCcuyCDQ34iYcIA26bLkHUlK4c8Sa8EaDAUEVzwhYLteIPz%2FjxqeyBHTyLym%2B1rJSxdpyvOjeDgkClwhYDow7ptdd6hw7d0UgTqVsEZc%2BEvAjsSa80dWQ6r%2BxCHT%2FNhyxBx7F2hovvzpHfES70icjAcslm%2BYckyDQmoAXsT7yutfbCG%2B0HiWD1sdNwkENO2i3ehFrZm8MOgBbd8si0B5WEbbmQ31%2BCXgWa8IbfsdNdy1bX54dfddBQYKANwKexHqo8Ma%2F3GBpnd3%2B%2FbFsWR6kjPvfN7TDS5W6%2BfGviY35nxDCN4l5a2WT%2Ff7jYUPZ7n9DCP9XqzLK7YKA7K9x%2BZ8hhI9DCBqnSv%2F2eG%2F59jSE8F8tKxypLs1a0DSatZeos96slyWKl6157H2%2F0zvQTcqtaU6yJzcwRzpKy%2FXlDs96Vh25bLWzKWU60GeEa50%2BpJkfLZPapxPD3kkj%2Fo5It7RKf3W1EOs7HZj%2BLLJoceoSzVlvhG1dVUThW78rr3jWTjpZyh7r%2Bo%2B%2Bt2hX7X4r7LZ81a5vxvJriTWzNzJHk2W%2Br4w3W7I%2BD0GhhlqcVK4l7LIU7Nbe%2FZVxopOJvH6x3wrdLPulz8qjvNpnhBPRFXYl9y0p1jNegRexxVl4Y3kwyHuZLemAXzJI%2BSyxKJ0kPhZvft1O2dlzkhjoJJIiyOu%2Brb%2BrDJVV60TpmWOttl0R61mvvovYAoE%2Bx2gNJ0gwJBIlBEInxZz616LlVaDFSG27cvJZ9zV%2BV5kqu4QdzkfJPDksYi0b4D1fGBsI9Dm8HC9aIqEbI7lXHarTGl6JwrT17lGg5eXWEOZ1%2F1VHTyGe8xHpJ8eRWMuxQJwv2gqBTgOYG%2FuVWGigpgq1ZmaU8JjXIuVJoHXyKRHKWPfx7LvqVN2kOgQk1hrnesG5EGMEOg2kBl%2FKlLYjkdD%2BEnqJcPQs9C7vTo%2BSrOlNehFo9b1mP4%2F4a5vqVhtIEOiCAAKdbiaJ6ZkAeN3uQaB1o9MLH7WFBIFsAr%2FJ3pMdaxHQktn3ahU%2BeLkSxBqzW3KxxWl5ufuz3%2BQEEGifA0DPE%2FjIZ9PctsqbOEdQiHQkwbuZAAJtRtZshychBAk16ZyAwkKePOd1i9W2eD9gvY3vENgl8PLuFjZ4IKBQx1fOxeduTrqxqhkpV9OPjyeyKcT006Ow3z6EVeKqeq4k3aB9LYSgekgQcEWAm4TXzKEpRXfMStCMEMuskjtuEl75k1Mx1YyXFO82eulX7ODZy782Qtm7awII9HXzyYO7IkaWmQ0S5TgDQSeH1H1bC7Slbes%2BqK05XrH2uTJfXW0mQcAVAQS6nDl0gFu82rUwHX1fCnNssUUEWwt0zkIU9THFY47933tXGTl2KBGO2WsTv0MgiwACnYXtcCd5uKVWA%2BrSe29hhVeBVv%2BPTjZb20o9uyQaRt50zkkCLzoS5N0FAQS6nhm03FWrBC1CoTiqRFkid3aZ71WgrSen0uIcLZoj0njRkR7vhwSYxXGIp4uN3z%2FmTMd50xJUXX5LOF5ZPK9As0GUV7MU9Oo56aRk8UI1c%2BLtSjMoYtmWE4Darj7IHiQI7BJAoHfRdLvhyxCCXiOn942d03TFmmKoslWHbuKmJoWU4kk1dR%2FyTUaAhSqTGXyQ7lq8Z52sPmvQb9VhOTG%2B2aBNVNE5AQS6cwNO2HyFbiyzMP7WkJGlLstJpmEXqMoTAQTakzVoSwoBizgr9GDxalPqP8qjuiyhFET6iCbbAgLNIOiNgEXUWoQ21vwsdVpONut6%2BD4BAQR6AiMP1kU9HyM1fZ6asWA%2BzZZJTWdTHFPLId%2BgBBDoQQ07cLcsXucd0wktdf5xYDvRtQIEEOgCECnCLYE7nhxniUHjQbsdOj4ahkD7sAOtqEMAAazDlVIbEUCgG4GmmmIELF6x5YZisQZSEARKEUCgS5GknFYEvjVU9Lohb6mslpOCJRxSqn2U0xEBBLojY9HUXwhY5jVbxLIUXkud%2FyhVKeWMSQCBHtOuI%2FfKMktCMz70UKKW6R1DZZa%2BGIol6ygEEOhRLDlPPxSDtgib9cFKV0jKe7acECz9uNIu9u2UAALdqeEmb7ZlAUrKM69L4fyroSDFn4lBG4DNmBWBntHq%2FffZspxaU%2B30hwa1k7xnS%2FzZ0ofabad8pwQQaKeGoVmHBBQasHifCnPUnhNt8Z7VuY8Pe8hGCITAw5IYBd0SsAicxNkqoBYwVu%2FZ%2BtQ7S1vIOxABPOiBjDlZV54a%2F8JKYQ7LczwsOK3i%2F6mlcPLOS8CjQHNne97xaOm5ZnNY47gfWipIzKubkJbYs0IzOrmQIHBKwKNAW5bynnaQDEMTsPyDiUBISCWoJZPVe7a2uWRbKaszAh4FujOENPdGAvJGrX%2B8Ki%2B61A1Dib1l3jPe842DpceqEegerUablwTkkVquukrdMMwp58my4XyGwBkBjwJtieed9Y%2Ft1wmU8javt2S7BImzNWygG4YWz3erZmsZmrlhjZlv1ctvExF42WFfv6jcJl1m6pWbtK%2Fuwlse2rNVl05Eem7DVaHYKrvkb7VmPpRso8WDjvUqdvxe%2FJLxbnnmhorn5ncG5Nl3eakRgA8qz0Nt1I3nqlHsM%2FeS9ZMKN6ueaxxfkgi8mnmyVuxZNiydJOI5J5vcduj%2FEzWOW9aZ21b2q0hAAv3zgK%2BcJcSjsujRvrki%2B91AY%2FmHivPDK0oKRZckMKooaXBbkuK52qdHMRu1zdYYu0JTo7HQmPQearMcZ8Pk9XiTsCe4OrgtNzWV1yoIPfHosa3WedHW2HMPTDQmrfO5e%2BhX921EoNuasIcbbm2J3F%2Fbm8YmWE7IxqJvzT5qv26FerVyBPoqQdv%2B3Mm38fKYe9RQwKj98jiGktvUSqB%2Fm9yivjLq7rdluh0C7c%2B%2B1hkMV6Zo%2Bus9LXJNoJVAj3ppb114oIObB%2BX4OiQs%2F86illtOyL56SmsgsENAi09Gu%2FOt%2FuRcFirWNyKLHvv09c54PfpZN9RGnYlz1G%2B23UDA40rCOzwUefjW2RVqZ87lrvbTi5syNwz4RZUKN72x%2BJ76USER7SenwzpmUusgHwR%2BIdBqJaEGc6ogtWrTcgjIE9biA0vSQZp7MhEL65J2hVPetjSwYF55x6kpl0lq%2BVfz6aSqFXRXQ00SZ03Rs84Cudp%2By%2F5Wx%2BOOY8%2FSH%2FJWImAJcVRqwmGxWhFouUS3iutW5RYmalvO5fhWvTm%2FpbKp8UD8nPayzzMCllWPz%2Fbi01QELGLUGkxOTDH1auCoL%2FLaU4Uv5stZWn7UhtRtsf6zd60YJfki4PnY80XKYWtazeJw2PVfmyTRs8QSYwz51wIyP%2BhS2%2Fqwea32srQ1s2nsBgEIeCAwu0BL7N43GsL67OGj4nMeNn%2BXF33UD7ZBAAIVCMwu0FbvWTfqSt4E04wA6yNLdULBi65wMFAkBLwRmFmgc7xnq5im2FuzCSyir3a%2FlVJwoTw5c70LVU0xEJibwMwCLZGzeKIS0px5zykjzCr8LZ88hkCnWJA8EKhAYGaBtsSec0IRFnNp0YRlXq5Ec9Tl8xZu5IXA0ARmFWiJm0XgPm7wt0DWm48jPpd46IONzkHASmBWgbbEcOU9W6fDWe2g%2FAqfWLxoSx9y2sM%2BEIDAzQRmFejXDdw1c0Mi3SJZvGjCHC0sQh0QuJHArAJtWQmo8EarJC%2Fa8sxoSz9a9YF6IACBQgRmFGhL7NkqmCXM8qmhEMuVgKFYskIAAh4IzCjQlql11gfyl7CppU7LyaZE2ygDAhBoSGBGgbbg%2FYclc6G88tpTY97MUS4EnWIg4JEAAn1sFUs8%2BLgk21bLykJbyeSGAAS6IYBAH5uKEMIxH7ZCAAIVCSDQx3At8erjkmxb76rX1kpyQwACVQkg0Md475olged%2BbBe2QmAKAjMKtCW%2Be4dQqs5UD9rSlykGNJ2EwEgEZhRo2U8zJVKShLL1kmrLMzZS%2B5HSV%2FJAAALOCMwq0BbP0yKYJcxrOSF8W6JCyoAABHwSmFWgvzKYQ4LZKtTxbgjBMrfZcqIxdJmsEICABwKzCrRV2D5sYCyFUyz13LEMvQEGqoAABCKBl%2BOHyd4lblpSnRpO0EOJ9P%2BFNR87%2Bonh5qDMZXlmh1fzxify6QplOWNG9tEqzngSumvBkFdutAsCRQl8EUL4OfFVtOKDwhROSG1TzKd9aiSJc6wj9d0SCrnSZp2cUtv0QUJFOimqv98Zyv0hhPD3EIL4p85wSWjKFFk8HntTgO%2Bpk14HiUUkJFISitIinSPO2qdVKiHQ8pDVZvFLFfu9fCpDZbU6QbXiXKser8derf5SbgYBr4Mkx4uWcKR4imeY5AnKK9wToqPfW4rTFYHWvhbbH%2FV5a5ti9njUxyPNwv%2B4JLYOS8DzIPk6UyTVJwlQTtKJIdebbOk9q28WgY43OWsL81KsxTH1XkKOrXrfx%2FOx1zvbYdrveZBYBGgpDPGz%2BpYSG5XXK8%2FbGlaJ9ehdYtTaY%2BFAQ%2BcAAAjSSURBVLTysdh62bern3Xias2mhwPUYo8e%2BkMbKxDwPkgknFcFQvvLG1dfVZ5e8ij1PddbXrfpDk%2FRKtDrNrf8Lv6I9PMHsPdj7%2FnW8u0WAj0MktxQRysBiuGD1gbsSaBlC12htFpY1NoWOfX1cOzl9GuKfWZdqLJl3DeMf9i6VUat356GEJ7UKnywchVK0s1XPOnBDDtjdxDoZ1bX30y9bfi7qWd71v2kRRrv1a1iuNIl0vIcEel007IYKJ1Vs5wI9POotXLtNUeetDxntYdkJ6Awx11hIXtr798j9X8w72%2FpRC1AoF80tkRa4Q7r8zpeLOnaL1pWPoPnrCX3Ct%2BI%2BUuPlz6r75Z%2FON%2Birdk1epEgAIEDAr3eqCg1u8NyI9HbvN4aNwl1Iy9laqKGlMIUskPuTJg7piYeHArNN6Uee8pHmpRA6iCRkHlLulS2tN8ixuu8HufylhRocVR5OUlCnbvysvXinpz%2B1dondewqH2lSAqmDxKNAR5NJWCz9WIvv0XeVmytcsX213ksIdPSYS7RRnvcRy71tLZfHl%2BhnqTJSx6zykSYlkDpIdHB5TxIseWS5l9xRQCRauonlXTiuCrTCE6VnU%2BSI9KxedOqxh0B7V56K7UsdJD0I9BKTxEsCpP5JcKP4br1rIYwu0ZW%2Ft4UUW%2F05%2B01Map58rCI9ayw6NSyEQC%2BP7Mk%2BjyrQe2aUAEu8awrUXt01fpf3eSbIcbtOVK2WpFvapfZJ1GdLqScy%2FSEFaVICswn0aGZWiOIspKPtujpomVLaFU8cepc3OWM686J1dUeamAAC3b%2FxdTWwZUd5zDXizKnEUj3EKNSp5Y6UTycy3e%2BIDJbvEu%2FS9whGYndrX7QwoEXSga1L%2FpTUqk0pbSHPiwRi%2BEZbtDz47gU9EhedJFJFxsMipBeptvlFJ1mFn8RKC7JkO60gZBVhG%2F5ua9nyvJZn8eVnt52gYW4JWGLRxFrdmpGGrQmw1HtNhO89EvjK0OhUT9tQJFkhUIcAAl2HK6W2JWAJs7zetmnUBoF8Agh0Pjv29ENA8VQSBIYjgEAPZ1I6BAEIjEIAgR7FkvQDAhAYjgACPZxJ6RAEIDAKAQR6FEvO3Y9RltTPbUV6%2FwIBBPoFJPzQIYHURVDqmmVKXocoaPJIBBDokaw5b18sU%2BdYNTfvOOmu5wh0dyajwSsCWnhieXoe%2F169AshXvwRe9ts0WuaQQBTDGPPV%2FGP9seudXml8tkQqLsuiltQye8un56lwourNahXby7M4KsJtVLTivHuPHNWzMKJoN2rOL9XohLHXpuXzXeLnWR83Kliynx4rGlno3fIQs5Z2pa7GBBDoxsALVyePa3lg731ufcDvPUJzr30zPrBfQ%2BHskayzcil8mPRbHALdr%2B3Ucov9omdW26M%2BE50tkZ7xQUnynLdYrH%2Brba%2B%2Bj4DBW285wAdH0V33dOCuD%2BbU77VCH%2FLoLaENtVdtmTGlPop1Vj4zjokX%2BoxAv4Ckmx9SPbAj0S75jys5nrPaNquHePZnxtFuOkZJkxJAoPs1fAmBlgjE%2FyzMDTNoP2vMOYrPzN5hZHD2jkD3e4xebjkCfRnhbQWUEugoEFahljDLA7eGNJb15Z4UboNesOLI4ewdgS4IvbeiEOjeLPasvaUFeikU8mwVsliHHxRj1u%2FanivMsZ7Z%2F%2BIqcjh7R6CfjfnpPiHQ%2FZq8pkCficbV7TPPe44jLpUhAh2JOXpnqbcjY9CUogS0Uu69oiVSGAQaE0CgGwOnuiYEtPT87ZuXoDfpKJWMTQCBHtu%2BM%2FZO4vxGCIH%2FKZzR%2BoP1GYEezKCTd0dhjdd4ENDko2Cg7iPQAxlz8q7oqXp4zpMPgtG6j0CPZtF7%2B%2FNRCOH3IQS9t0oKaTwh5twKN%2FW0JIBAt6Q9fl0%2FPW7MSTBfDSE8rdxlla96Wp4QKneJ4iHwjAAC%2FYwFn8oS0E06TXOTgP6t4IwKecxRmFW%2BvpMgMCQBBHpIs7rqlIRaS7UV%2BpCgKlZsTRJh7RcFX%2B%2FM0rBSJH93BPjLq%2B5M1nWD5fnGsIdWKGpJ9yuP92XHJMjfPkRYMzP4e6YlHT5PQwCBnsbU7jqq%2Fwbk%2FwHdmYUGeSJAiMOTNWgLBCAAgQUBbwJNXHFhHD5CAAJzE0Cg57Y%2FvYcABBwT8CbQjlHRNAhAAAJtCSDQbXlTGwQgAIFkAgh0MioyQgACEGhLAIFuy5vaIAABCCQTQKCTUZERAhCAQFsCCHRb3tQGAQhAIJkAAp2MiowQgAAE2hJAoNvypjYIQAACyQQQ6GRUZEwgwLM1EiCRBQKpBBDoVFLkgwAEINCYAALdGDjVQQACEEglgECnkiIfBCAAgcYEEOjGwKkOAhCAQCoBBDqVFPkgAAEINCaAQDcGTnUQgAAEUgkg0KmkyAcBCECgMQEEujFwqoMABCCQSgCBTiVFPghAAAKNCbQS6N817hfVQQACEOieQCuB%2FlMiKeVDzBNhOcz2B4dtokkQ6JbAy85aLnH%2B4YY2%2FRhC%2BCahXuX7PITwNCHvWRaJ2fshhNST11l5tbZbTpgfhhDeqdWQk3Jlv59O8sy2%2BY%2BzdZj%2B5hH4OYQw0uuLi57%2Bu48T0UhM6EvfY1xjmuSMQKsQh7NuX27On0MIf80sRft%2BclHgM6tmNwhAoCcCCHS%2Btf4SQsiJueYKe35L2RMCEOiSAAJ9zWxvZewuD5oEAQhA4JQAAn2K6DCD5QbaYUFshAAEILAm0EqgR%2F2nDc3qIEEAAhCoQqCVQH9VpfX3F%2Fp9RhNSpvNlFMsuELhEQNNHSZMSUCjgu8Gm2mkmRk5SDJopaTDwNAa09iDnhnfO%2BGcfpwS0IGMUkf764jQ5zYP2dIDSlrntofFIckjgpcZtkietmQ9vXhS4xs1%2BrrpPC60klCetVXc6cXlfTfgcAL4MQ0AhuichhM%2BG6dFgHWkt0IPhozuDEpAjMfpJM%2FXxBoOamG5BAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQcEjg%2FwFrz7MyTOwDYgAAAABJRU5ErkJggg%3D%3D%22%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cb%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(107%2C%20192%2C%20209)%3B%22%3ECollocations%3C%2Fspan%3E%3C%2Fb%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cb%3E%3Cspan%20style%3D%22font-size%3A%2036px%3B%22%3E%3Cu%3E%3Cbr%3E%3C%2Fu%3E%3C%2Fspan%3E%3C%2Fb%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%EF%BB%BFCollocations%20are%20words%20that%20often%20sit%20next%20to%20each%20other.%20They\\u0026#39;re%20the%20key%20to%20better%20English.%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3EHere%20are%20some%20you%20might%20have%20seen%20throughout%20the%20course%20already%3A%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cimg%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAABLAAAASwCAYAAADrIbPPAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEwAACxMBAJqcGAAAIABJREFUeJzs3Xm8dVVdP%2FDPw8MMgiJgiqIoiig4oaSmaWrO4pizmZZaGpaWY7OVWQ6VY05pZo6ZWpIWOeeYmqE4I%2BCAEw4ICALPw%2B%2BPDf1O1zudc%2Fc%2B37XPeb9fr%2B%2BLksu93%2FU9a%2B%2Bz9tp7r5UAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACLYlt1AtC4ayS5ZZKjkhyaZP8kuyXZ9ZJ%2F7pLkvCTnJDk3ydlJvpPkjCRfv%2BSfX07y7XknDgAAzMUuSa6W5LAkV5qIA5Psc0nsnWTPJDuSXJDkwkv%2BeVaS05N8Ksn7k5w639RhPExgwU86KMkjkjwkybV7%2Bp3fTfLZJJ9J9%2BX0kSSfTPfFBQAAjMN%2BSY69JI5OcmSSI9JNTvXh5CR%2Fn%2BRl6a4hAOAn7JfkGemepLp4DnFekg8keWaSOyTZa%2FgmAgAAUzgwyQPSTSidnO4JqnlcK5yT5E%2BT7Dt8EwEYk9sl%2BVrm82W03oTWvyf5rXSvLgIAAPN3k3STRx%2FL%2FCas1oqvJPm5YZsLwFg8KfVfTKvFx5M8OSazAABgaMemezPi1NRfB6yMHelucgOwxJ6V%2Bi%2BkzcSHkvxKPEIMAAB9uUK6m9mfT%2F14fzPxjGHKAEDrnpL6L6Fp4%2BwkL0%2F3WDMAADC9OyR5c7oNlarH99PGkweoBwANu1OSnan%2FAtpK%2FGeSe6fbthcAAFjbnul2Gj859eP4rcTOJLfvuTYANOqAJN9I%2FZdPX3FKkl9Pf1v3AgDAotg%2Fye8n%2BXbqx%2B19xdcvaRcAC%2B55qf%2FSGeqL7Pgke%2FRXKgAAGKX9k%2Fxhku%2Bnfpw%2BRPxlb5UCoElXSXJB6r9whoyvJXlMkl17qhkAAIzF3kl%2BN4s7cXVpnJ%2FkSj3VDIAGPSP1Xzbzis8nuXs%2FZQMAgKbtkuRh6d5KqB6Hzyv%2BuJfKAdCcbVmuL7RL491JbtRD%2FQAAoEW3SfLJ1I%2B75x2n9VA7ABp049R%2FyVTFjiQviMUeAQBYHD%2BV5LWpH2tXxvW3XEUAmvNbqf%2BCqY5vJHnAVgsJAACFdkny6CQ%2FSP34ujqO32ItAWjQq1L%2FBdNK%2FHuSQ7dWTgAAmLsjk3w49ePpVuJlWysnjMcu1QnAHF2tOoGG%2FHySTyX55epEAABgE3ZJ8ttJPpHkp4tzaclh1QkA0L9Ppf4OSYtxQmzBCwBAuw5P8p%2BpHze3GJ%2FYQl1hVDyBxTLZXp1Ao%2B6cbnLv7tWJAADACg9Nt8Pgz1Qn0qhdqxOAeTGBxTI5pzqBhh2Q5C1J%2FjrJ7sW5AADAvunWsH1lkn1qU2naudUJwLyYwGKZnFGdwAg8NsmHklyzOhEAAJbW9ZN8PMlDqhMZgW9WJwDzYgKLZXJqdQIjcaMkH0tyt%2BpEAABYOg9Kd0P1WtWJjIRrHJaGCSyWyZerExiR%2FZK8NckfJNlWnAsAAItve5LnJHl1kr2KcxkT1zgAC%2BjOqd8lZIzxlnQTWgAAMIQDk7wz9ePeMcadZqg3AI27duq%2FYMYan05y6PQlBwCAdV0ryZdSP94da3jVEmAB7ZFkR%2Bq%2FZMYaZyQ5ZuqqAwDA6m6R5LupH%2BeONXbEDuIAC%2Burqf%2BiGXOcE4u7AwCwdfdPcn7qx7djjtOnrjqMmEXcWTanVCcwcvukWxPrkdWJAAAwWo9L8pp0b0gwOwu4s1RMYLFsnOS3bpckL07ypOpEAAAYnT9Jt9ugna63zs15looJLJaNk3x%2FnnFJAADARrYleX6S36lOZIG4Oc9SMYHFsnGS79eTkvxN3EEDAGBt25P8fZLHVCeyYNycZ6mYwGLZOMn371FJXhqTWAAA%2FKTtSV6d5EHViSwgN%2BcBFtiBqd8tZFHDJBYAAJO2p1usvXqcuqhxwOY%2FCgDG6KzUf9ksarwkJrEAAOgmr%2F4h9ePTRY3vb%2F6jgMXgFUKWkUdth%2FOIdItzAgCwvLYleVmSB1YnssBc07B0TGCxjKyDNaxHJ3ladRIAAJR5TpJfqk5iwbmmYemYwGIZuVsxvN9L8hvVSQAAMHe%2Fm%2BQ3q5NYAq5pWDomsFhG7lbMx18m%2BcXqJAAAmJtfS%2FLH1UksCdc0LB0TWCwjdyvmY1uSlye5fXUiAAAM7u6xFuo8uaZh6ZjAYhm5WzE%2FuyZ5Y5KjqhMBAGAwxyR5TVxfzpNrGpaOEwzL6CtJLqpOYoVvVycwoP2SnJDkitWJAADQu0OT%2FEuSvasTGVBrY%2FULk3y1OgmYNxNYLKOL0k1iteQvktwmyburExnIpQObfaoTAQCgN%2FsleVsW90bliUlulW5t15acnmRHdRIwbyawWFatvTN%2B9XSTV7dJcrsk%2F1WbziCOSfKK6iQAAOjFtiSvTnJ0dSID%2BFCSW6dby%2FV96cbqLWntWgaAAf1NkosbinesyG9bkgelezS4Ore%2B48lrfywAAIzE01I%2Fruw7Tktyv1Xa%2Bs4GcpuMF67%2BkQCwiJ6Y%2Bi%2BeyfjCGnnuk%2BTPk1zQQI59xY4kd1yjvQAAtO%2BeSXamflzZV%2Fw4yZ8m2WuN9p7aQI6T8Vtr5AnAArp36r94JuOCrP9K71FJPtpAnn3F95Mcvk57AQBo03WSnJ368WRf8YEkR67T3t3SraFbnedk3HOdfAFYMDdM%2FRfPyrjqBjlvT%2FKEJOc3kGsf8T9J9tygzQAAtGOfJJ9N%2FTiyjzgvyW9m43WhD28g15VxvQ1yBmCB7Jf6L56VcZtN5n50kpMayLeP%2BJtNthkAgHqvSv34sY%2F4RNZ%2F6mrSHRrId2Xsu8ncAUZte5Irp3v097pJDk33WOwyOjP1Xz6T8Ygpct8z3eKN1Tn3EastlAkAQFselvpxYx%2FxV0l2n6Ldj24g58n41hS5L5I9khyW7mb%2BUemuabeXZgT0brckd03yonRP7ay2GPiOJJ9P8ndJ7p%2FlmdH%2FSOq%2FgCbjz2Zow30z%2FjUIfhjrYQEAtOy6Sc5N%2FbhxK3FWZls76lkN5D4ZH5qhDWN0mSQPTvLqJF9Md826shYXpFuW5AVJ7pzlfTADRu%2BAdFvbfifTnxTPTncSuOrcs56v16b%2BC2gy3jBjO66TbgKyOv%2BtxMfiCwcAoEV7JPlU6seLW4nPJDlixva%2FuYH8J%2BPVM7ZjLA5L8uLMNmH6rSR%2FkOSyc88amMm2JI9Jt8vbVk%2BO56fbTnZRF9r%2Bk9R%2FAU3Gx7bQlssmeUcDbdhK%2FPEW2g8AwDCenfpx4lbibenWv53V%2FzTQhsl42hba0rK9kvx5kh9n6zX6bpJHpbs2Bhp1UJIT0%2F9J8rNJjp1jO%2Bbl4an%2FApqM72%2BxPduTPL%2BBdswaFyW56RZrAABAf34uyc7UjxNnjWdn410GN9Lach0P3WJ7WnSzDPNGyTuSXH6O7QA26ZpJTs2wkwvPSPcI8aK4Veq%2FgFbG5Xpo1xMy3oHGF9NtzwwAQK39k5ye%2BvHhLLEjyfE91ODgBtqyMm7ZQ7tasWeSZ2b19a36ii8luca8GgRs7OpJzsh8TpifTnLMfJo1uKuk%2FgtoZdy4p7Y9MMmFDbRnlnhRTzUAAGB2r0z9uHCW%2BHGS%2B%2FRUg5s10J6VcaWe2lbt2HRrk82jZl9LcrW5tApY1%2F5JPpf5njQvTLde0dgX3d4l3Tpf1V9Ck3HfHtt35yQ%2FaqBN08bOdE%2FHAQBQ4w6pHxPOEuckuV2PdXhQA22ajB9l%2FOs67Z7k6ene8Jln7T6TbmdDoNDrU3cC%2FWSSGwzfxEHNe%2FJvo3hKz%2B37uXRf5NXtmja%2BkMXdPAAAoGX7JDkt9ePBaeOsJDfvuRa%2F30C7JuPknts3bzdK7Y6Wfz98E4G13D31J9EL0m1VuuvAbR3KCamv4WS8dIA23iLtLT65mXjGALUAAGB9f5X6ceC08YMkPz1ALV7ZQNsm458HaOM87JZu98QWlji508BtBVaxPW09PfTxJEcP2uJhPC%2F1tZuMdw3UzlsmObeB9k0TFya54RDFAABgVT%2BdYRfUHiJ%2BmOF2sn5%2FA%2B2bjL8aqJ1Dun66N3eqa3dpnJyt70wJTOlhqT%2F4V8aPk%2FxOusm1sfjN1NdtMk4fsK23SXJeA22cJv4rvmAAAOZhe9qaaNhMnJvubYOhzGujrM1GHzsrzsuu6V7BvCD1dVsZDx6w3cAKu6ft99I%2FmuTIoRrfs%2BNSX6%2FJ2JHu8x2yvS08ujtNPHKQSgAAMOn41I%2F7pokL0i02P5S90m0uVN3OybjLgO3t01Hp3tCprtda8cWMdwkcGJ1Hp%2F6g3yjOT%2FLEtP%2F0zHVTX6uVca1BW5w8tIE2ThNnJjlgkEoAAJAkB6dbR6p63LfZ2Jnk%2FoNU4v9r8Trh2oO2eOu2p9uU6sepr9VG8SsD1QCYsD3Jqak%2F4DcbH8zwEzJbsVfqa7Qy7jhoizu%2FU9i%2BWeJFw5QBAIAkr0j9eG%2Ba%2BO1hyvB%2F3K2wfavFziR7DNrirTkyyUdSX6fNxueTbBukEsD%2Fuk%2FqD%2FZp40dJHp92n8b6RuprNBmPGba5%2F%2Bslc2zTVmNHum13AQDo183S3qty68XzhynDT2htrdyvDtvcme2S5AkZ31q7F6ebpAQG9IHUH%2BizxvuTHN5%2FSbbsP1Nfm8l49rDN%2FV%2B7ptv1sLq9m413D1MGAICl9sHUj%2FM2G%2B%2FI%2FDaMeu6c2rTZeO%2BwzZ3JtTKu%2FrMyhtoBHkhyk9Qf5FuNc5M8Nm09rvmq1NdlMt4ybHP%2FjwPSLWJY3ebNxl2HKQMAwFL6hdSP7zYbn0uy%2FzBlWNUJA7Vj1vjbYZs7lV2SPC7dmzbVddlqXL%2Fn2gCXeHHqD%2FC%2B4j1JDuu1OrP7g9TXYzJOGra5P%2BG6Sc7pKfeh4zOZ3103AIBFtnuSL6V%2BfLeZOCvJEcOUYU2f7Sn3vuJ3hm3upl0jyftSX4%2B%2B4rn9lgdIkj0zrp1BNhNnJ%2Fm11D%2BN9ZDU12Iyzhm2uasa0923Rw5UAwCAZfIbqR%2FXbSZ2JjluoBqsZVu6XdWr2z4ZDxi0xRvbluT4dG%2FUVNeiz%2FhOkt16rBOQbpvY6oN7qDgxyaH9lWpqN18jr8q4wqAtXt1fbiHfecY3kuw9UA0AAJbBZZKcmfpx3WbizwaqwXquvIV8h4pjB23x%2Bg5Ltx5tdQ2Ginv2VyogSf419Qf2kPHDJI%2ForVrT%2BalN5jjPuPmgLV7dbkk%2BPGO%2B844nDFQDAIBl8HupH89tJt6XmuUjbjVjvkPGgYO2eHXb0r0xc%2FYM%2BY4p5rkGMSy8%2FZNckPoDex7xjnR3POattTWgHjJsc9d01STf32SOlfGdJPsOVAMAgEV22YxjvHdmkkMGqsFGHr7JHOcVZw3b3FUdmu5Nmeq2zyPOS7JPP2VjSLtUJ8Cm3CnL817uHZJ8OsnD5vx3T53z39vI1Yv%2B7ulJfrXob0%2FjwHTv4AMAMJ3Hp5vEat0vJ%2Fl60d%2BuGouv5ctz%2Fnu%2FkuRTSW43579bZc9016FAD16b%2Blnpinhbkiv2UL%2FNeMuc2rTZeNWwzd3QK1Nfg43iu0n2G6j9AACL6IB0T%2FNUj%2BM2ihcPVYBNau366x%2BHbe7%2FOiTJ2%2BfUptbi73qoHyy9XTOOR3yHiu9lPq%2FTPaeofWvFfw7b3A3tl%2BQrqa%2FDRtHKdsIAAGPwtNSP3zaKU1L%2FOtdHUl%2BHyfiLYZubJPmlLPd155mpWW8NFkqLO%2BRVxFsy7M58j2mgjZPxjQHbulk%2Fn%2Fo6bBTfSvfILwAA69s33c3h6vHberEzyc8OVYAptLZD46MGbOsVk%2FxLA21sIW6yxVoyMGtgte%2FW1Qk04u5JTk7ygIF%2B%2F7zfK9%2FITyXZuziHE5O8tDiHjRyc%2Ba%2BXBgAwRo9IcrnqJDbwgnQ7D1baL8nli3NYaahrlQenu8a660C%2Ff2xuVZ0AjN2%2FpX4murX4xyQHbaWoq7hWA%2B1aGUf13MZZXDbJGamvxXpxSjzuCwCwnt2SfDX147b14vS0scv0DVNfi5XR96LyV0jy5gba1Vq8bStFhWW3a5JzUn8gtxjfTnLv2Uv7E3ZPsqOBdk3GcT22byvunfpabBT3H6z1AADj99DUj9c2irsM1vrptDb2vTDddWFf7pf2XpFsJX4Qb6nBzG6U%2BoO49Xhd%2BnvE9%2FQG2jMZj%2BupXX3419TXY7342HBNBwAYvZNSP15bL%2F5puKZP7Ympr8dknNJTuw5M8oYG2tN6tPAWDGswu9i2G1YnMAL3S%2Ffe9t17%2BF2trYPV96PCW3F8kvOrk1jHMUluVp0EAECDbp3k6Ook1nFukt%2BoTmJCS2PwpJ8JrHulu2b6hR5%2B16JzDd4wE1htc%2FBszhXS7VL46mxtYcq%2B7m705RrVCUw4JcmzqpPYwPHVCQAANKj1MdLT063P1YqWxuDJ1m6yH5DktUnelG7zIzbmGhxm9IHUP0I5tjgjs78%2F%2F9QG8p%2BMz8%2FYjqHsk%2BTrqa%2FLWnFBut0bAQDoHJrkotSP09aKU5PsOVjrZ%2FPl1NdlMp4wYzuOS%2FKNBvIfW7x7lmIzH57AalvLj%2Fq26orpdo94RZL9p%2FxvW3sC62pp6xg9N8mTq5NYx25JHlWdBABAQ34tbe%2FW%2FMS0tUzFrkmuUp3ECtM%2BgXXZJH%2Bf5K1xc3cW16tOAMbop1I%2F%2Bzz2%2BGqSO0xR85s0kPPKOHSK%2FOdhW5JPpL4ua8XX0%2FYgDQBgXnZPt3N39fhsrfjwcE2f2TVSX5eVcYMp8r9z2n5jYixxwBQ1Z45aerqD%2F6u1d6%2FH6MpJ3pHkpUkus4mfb%2B0JrKS9RSQvTttPYV0pyR2rkwAAaMBxSQ6qTmIdT6xOYBWtjb2TzT2BtX%2BSv01yQrrxMFvjWrxRJrDadXh1AgvkV5J8OsltN%2Fi57yX5wfDpTKXFk%2Be%2FJ3lndRLr%2BOXqBAAAGvDw6gTW8fYk76tOYhWtjb3PTPLDDX7m9kk%2BleRhw6ezNFyLN8oEVrtaO3mO3aFJTkzyoiT7rvNzW9nlYwgt3gVKkt%2BvTmAdd03bdxsBAIZ2SLqJjVb9XnUCa2ht7L3eGyKXSfKSJP%2BW9tbtGjvX4o0ygdWuQ6oTWEDbkvxqkpOS3HqNn2ltAqvVk%2BcH072e2aLdkjykOgkAgEK%2FlHbXBX1Lko9XJ7GG1sbea12b3DbdU1ePmGMuy8S1eKNMYLXr4OoEFthhSd6V5LlJ9l7x71pbB6u1u0CT%2FrA6gXV4hBoAWGYPrU5gHX9UncA6Wht7r7w22SfJC9O9WXLV%2BaezNFyLN8oEVrscNMPaluT4JP%2BT5BYT%2F7snsDbvI0neXZ3EGo5KcnR1EgAABW6S5JrVSazhX5N8sjqJdbQ2gTV5bXKrdG%2BS%2FFq6axmGc4XqBFidCax2mcCaj8OTvDfJc5LslfaewDog3a4irfrT6gTWcf%2FqBAAACrQ8Bnp6dQLrODDJftVJrHBKujdGnpvuxnFrE2yLyrV4o0xgteuA6gSWyC5JHpfkv9Pmyarlp7DemeQT1Ums4X7VCQAAzNm2JPetTmINH0zygeok1tHimPuK6d4YOT6eupqnA6sTYHUmsNq1T3UCS%2BiIJP9QncQqWvwynfSc6gTWcI0kx1YnAQAwR7dIcuXqJNbw7OoENtDimPu16d4YYb5WrpNMI0xgtWmPtLtryKJr8c5G648Kvz7J16qTWEPLj9ADAPSt1SfQv5xu98GWtTjmbvHaZBnsEXMlTfKhtMmML5NavBs06aIkf1OdxBruUZ0AAMCcbEu7Y58XJtlZncQGWh9zM1%2BuyRtkAqtNe1UnsML30k1SUKPFu0ErvSzJBdVJrOKw2I0QAFgOxyQ5pDqJVZyX5BXVSWzCGMbci%2BrCtHctYQKrQSaw2tTa64MfSnLTJCdXJ7KkxnA36FtJ3lSdxBqOq04AAGAOWh3zvD7dDfHWjWHMvYhOSrdu7RnViaxgrqRBPpQ2XVydwAoXJfl4khsleUaSHbXpLJ2rJNmtOolNeGl1Amu4e3UCAABzcLfqBNbwkuoENmHPJFeqTmLJXJTkT5LcOMkn0941ZuuvvC4lE1htau1gubSfXJDkKUlunuSzdeksne1JrlqdxCa8J90Cna25cbotiAEAFtVVktygOolVfDbd2xytOywWTJ%2Bnk9O94fN76V4fTNp7C6m1a3JiAqtVrR0su6%2F4%2Fz%2Ba7mmsZ6W9XBfVGN7Jvzhtrm%2BwLcmdq5MAABhQq2Odl1cnsEljGGsvgh3p3ug5Jt0bPpNWXnNWc53bIBNYbWptwfQ9V%2Fnfzk%2FyhCS3SPKF%2BaazlMbyTv6r094rsEny89UJAAAM6A7VCaxiR5LXVCexSWMZa4%2FZ59K9yfOUJD9e5d%2Bvds1ZqbVrcmICq1XnVCewwv7r%2FLsPpXtc%2Ba9ilnpIY7krdFqSD1QnsYrbxGPhAMBi2p5urNOadyX5RnUSmzSWsfYY7Uz35s4N073Js5b95pPOpp1bnQA%2FyQRWm85PWzO%2Bl93g35%2BX5HFJbp3klMGzWU5juiv06uoEVnFQ2lwXAgBgq47N%2Bjecq%2FxDdQJTGNNYe0y%2BmOSW6d7cOX%2Bdn9snya5zyWhzfpT2FpUnJrBadnZ1AhMO2uTPvT%2FJ9ZI8P22%2BRjZmY%2FpSfVPaPOHfrjoBAIAB3LY6gVVckOQt1UlMYUxj7TG4OMlfJ7l%2Bkg9u4uc3e705Lz%2BsToDVmcBqV0sTWPskucwmf%2FZHSY5P9xjzqYNltHzG9FjzmUneW53EKm5ZnQAAwAB%2BtjqBVfxHkrOqk9ikbel2IaQfp6R7M%2Bc3072psxkHD5bNbFq6FmeCCax2fa86gRWuPOXPvyfd01h%2FE09j9WHftHdiX88bqxNYxc%2FEOlgAwGLZnuRm1Ums4h%2BrE5jCldLeAuJjdHGSF6R76up9U%2F63015rDu371QmwOhNY7fpmdQIrXG2G%2F%2BacJL%2BW5PZJvtJrNstpTE9hvTXtTVwekOS61UkAAPTohuludLZkZ5J%2Frk5iCmMaY7fqtHSvsv56Zlv8%2FKq9ZrN1Y9l8YOmYwGpXawfNVk7s%2F5Hk6CQv6ymXZTWmd%2FO%2FkeTj1Ums4hbVCQAA9KjFsc2Hk3y3OokpjGmM3aKXpHvz5t1b%2BB2tvcLZ2sMkXMIEVrtam8C69hb%2F%2Bx8meUSSOyX52tbTWUpjuzv0L9UJrOLY6gQAAHrU4tjmbdUJTGlsY%2BxWfDXdmzaPytbXjDpi6%2Bn0ygRWo0xgtau1Cawje%2Fo970hyVJJX9vT7lsnY7g69vTqBVdy4OgEAgB7dpDqBVbQ4BlzP2MbYLfjbdNd0J%2Fb0%2B67V0%2B%2FpiwksmNLd0q0h1EoMcRDfJckZDbRtLDHtYojVdkn3%2BHh13SbjoiR7D9loAIA5uVzqx1Yr45sZ36Y5H0p93cYSX0v3Rk2fLpNu3bTqtk3GHXtuIz3xBFa7TqlOYIUrpNuho08npFtU%2Bx96%2Fr2Lamx3h3YmeVd1EitsT3Kj6iQAAHpwTHUCqzgx3QTAmIxtjF3lVemeuur7Cbuj096kZ2vX4lzCBFa7vpz2Tv5DXPh%2FP8nNWuBZAAAgAElEQVSDk9wzybcG%2BP2L5IoZ3xa%2F765OYBXXq04AAKAH169OYBUtjv3Ws2%2BSg6qTaNw3kxyX5KFJfjDA77%2FhAL9zK3ak21WRBpnAatf5Sb5encQKNx3wd78l3dNYrx%2Fwb4zdtoxvkcn3ViewiqOrEwAA6EGLY5oWx37r8fTV%2Bl6T7hptyM2ZWlvH7StJLqxOgtWZwGrbl6oTWOFmA%2F%2F%2B7ya5f5JfSPKdgf%2FWWI3tS%2FYzSc6sTmKFFgd7AADTOqo6gRXOyPhevRrb2Hpevp3kXkkelOR7A%2F%2Bt1nbSbO0anAkmsNp2cnUCK%2Fx0kt3m8Hf%2BMd1M%2F5vm8LfGZmxPYF2c5CPVSazQ2mAPAGBauyS5TnUSK3yoOoEZjG1sPQ9vTHct9uY5%2FK0D099u9335dHUCrM0EVttOqk5ghX0yv0c8v5PkPkkekO7JLDpjvEv00eoEVtg%2F3aYEAABjdWiSvaqTWKG1m5abMcax9VDOTHK%2FJPfN%2FN6guMWc%2Fs40WrsGZ4IJrLa1ePD83Jz%2F3uvS3QF465z%2FbqvGeJeoxcHMNasTAADYgsOrE1hFazctN2OMY%2BshvDndNdcb5vx3bzvnv7cZLV6DcwkTWG37VNrbifAOBX%2FzW0nukeQh6XYtXGZjvEv039UJrMIEFgAwZq2NZS5Om2O%2BjYxxbN2n76Vb5%2Bpe6da9mrfbFfzN9exIe8v4MMEEVtvOTfLF6iRWuFm6V7AqvDrdnYETiv5%2BC66WbjfCMfl2uu13W9LiXUsAgM1qbQLrtCQ%2FrE5iStvTvYq5rP4l3bXVa4r%2B%2FlWSXLvob6%2Flc0l%2BXJ0EazOB1b7WXr%2FaNTVPYV3qG0numuThSc4qzKPKnkkOqU5iBp%2BsTmCFq1YnAACwBa2NZf6nOoEZHJr5bFDVmh8keWiS41J7k%2FkuhX97LR%2BuToD1mcBqX4sH0T2qE0jyinS7yf1bdSIFxviu%2FueqE1jhKtUJAABsQWtjmc9WJzCDMY6pt%2Brt6a6hXlWdSExgMQMTWO1rcTvauyTZvTqJJF9Lcsckj0xydnEu8zTGd%2FVNYAEA9Ke1scwYJ7DGOKae1Q%2BT%2FEqSOyf5enEuSbJv2lv%2FKjGB1TwTWO07KcmPqpNYYb8kt69OYsJL091JeGd1InMyxrtFn69OYIVDMr61xAAAku61tytUJ7FCa2O9zRjjmHoWJ6a7Vnp5dSIT7pJuaZSW%2FDDJZ6qTYH0msNq3I20%2BhfWA6gRW%2BEqSn0%2Fy6CTnFOcytDHeLTq1OoEVdk9yueokAABmcHDauxHX2lhvM8Y4pp7GOUl%2BNd2DB18tzmWl%2B1QnsIoPJtlZnQTrM4E1Du%2BqTmAVxyXZpzqJFS5O8qIk10vyntpUBjXGu0VfTXJhdRIrHFSdAADADA6sTmCFc5N8pzqJGYxxTL1Z705ydJIXVyeyiv3SbcrVmhavuVnBBNY4tPhq3L5J7lWdxBpOTXKbJI9Ne69f9mGMd4t2JjmjOokVWhv8AQBsRms34Vp7umezxjim3si5SY5Pctskp9WmsqZ7pb3XB5M2r7lZwQTWOHwsyVnVSazil6oTWMfFSZ6X7mms%2FyzOpW8HJtmrOokZtDaB1drgDwBgMy5fncAK36hOYAb7XxKL5P1Jrp%2Fk%2BemuhVr10OoEVvG9JJ%2BsToKNmcAahx1J3ludxCp%2BLu0%2FentKklsl%2Ba0k5xXn0qfWBi6b0doE1qINWgCA5XDZ6gRWaG2MtxmL9CT%2BeUkel%2B6a55TiXDZy9XR5tuY9sf7VKOxanQCb9vZ06061ZFuSRyR5SnUiG9iZ5DlJTkjyyiQ3Lc2mH7tXJzCDM6sTWGHf6gSgBweke9L08CRXS%2FJT6Sa4983%2FP09ckO6Vgu8m%2BWaS05N8Kd0ut60dl7AZB6db2%2BXwJFdNtxvbpf1%2Bt0t%2B5oJ0Cxh%2FN93TIacn%2BWK6fv%2F9OecLfWttDDPG75LdNv6RUfhgurdivlicx2Y9LO1tQJB019pAj66c7lHQ1uJbGddkyvYkT0xyfuprt5W4Ut%2BFmYM%2FTX3dJuPJwzYXBnH1dLutvi7dBflWj4OvJXljuvUyrjXHdsA0rp3kN5K8Kd2THlvt96cleU263bmuNrdWQH%2F%2BIPXjqMn4%2FWGbO4irpb5uW4nzkvx2xvVG1W7pbihU125l7Ex3AxDo2SdSf4CvFg8estEDOTLJR1Nfu1liR8Z51%2Bi3U1%2B7yfiTYZsLvblmuouVkzP8cfH5dMfGkXNpGaztukmenu5pwaH7%2FaeS%2FF7aXxYBLvXM1I%2BjJuP4YZs7iL1SX7dZ4yPpJvbH5r6pr91a9QQG8EepP8BXi%2F8astED2p7kqUl%2BnPoaThNfHqIYc%2FBrqa%2FdZDxz2ObClmxPcp9022BXHSP%2FmeSBsdwA87Nbkock%2BVBq%2BvzOJP%2BR5J4Z11MNLJ%2Fnpn4cNRkPG7a5g%2FlK6ms3TZyf7g2C7UMUYw7en%2Foarha%2FO2SjYZkdk%2FoDfK245YDtHtpRST6e%2BhpuNl4%2FTBkG94upr91k%2FOWwzYWZ7JrkV9Itwlp9jFwap6d7bXFMr4szLnskeWy6V1qr%2B%2Ful8YV068qM9UKRxfbC1B8jk3HfYZs7mH9Kfe02Gx9L92TqWN049TVcK643YLth6X059Qf5avEvQzZ6DnZN9%2F7%2BBamv5UbxiIFqMLT7pb52k%2FG8YZsLU7t35vO61KxxWpL7D9V4ltK2dDc3vpr6%2Fr1WfC7J3YYqAMzoJak%2FNiajtY2mNqu1twNWiwvSveI89qehX536Wq4Wnx%2By0UDyjNQf6KvFznRPMo3d9ZN8MvX1XCsuTHLQYK0f1n1SX7%2FJeOGwzYVNu0a615aqj4nNxvsyzrU3aMtRqXtVcJZ4eyz4Tjv%2BNvXHxGTcZdjmDuaKSS5Kff3Wiv9Od20ydoelu4aprudq8bQB2w0kuUHqD%2FS14jUDtnuedkvyx2nzRPvGAds9tHulvn6T8fxhmwsb2pbutakfpf54mDbOT%2FKkWCeI6W1Pt97IGJ54XhnnpHtiA6q9LPXHw2TcadjmDurNqa%2Ffyrgw3drHY9y0aTUvSn1N1wqb1sAcfC71B%2FtqsSPJEQO2e96OSfLp1Nd1Mm48aIuH1drOI9bAotKB6Z7oqD4Othrviq2n2bxD0u4ivtPEW5NcrufawDRamxC467DNHdRNU1%2B%2FyTgpyY0GbfF8XSnJeamv61q1ZmTcOR2n11UnsIZdsli7OHw83RfIM9JNzlV7XboFHMeqtbtIF1YnwNK6Ybpj%2BY7VifTg59KdK29anQjNu2WSTyS5RXUiPTgu3TF8dHUiLK3WxjCtjfGm8eEkb6pOIt21xtPT3az%2BRHEufXpqkj2rk1jDa6sTgGVxWLo1p6pnrVeLHRn3DhlrOTbJZ1JX1zMz%2FqccHp76%2FjkZfzpsc2FVd033GlJ1%2F%2B87zkvyCz3WicXyoCQ%2FTn0%2F7TvOSnL7HusEm%2FWs1Pf%2FyXjAsM0d3CFJvpe6%2Bn0myU0Gb%2BX8XTndkgPV%2FXO12JHucwfm5F2pP%2FDXijcP2O5KeyZ5ZroT3rxPsHeeQ%2FuG9hup75uT8ZRhmws%2F4SFpe7HYrcbOJL%2FaW7VYFI9Nuzfd%2BogL0%2B2yC%2FP0R6nv%2B5PxqGGbOxd3z%2FzPVTuS%2FEWSPebQvgqtrdU2GW8fsN3AKh6c%2BgN%2Fvbj5cE0vd7N0W67Oq5a%2FOZ9mDe53U98vJ%2BPXh20u%2FB8Py2JfxE%2FGY3uqGeP3W6nvj%2FOIHenGZTAvv536fj8ZTxi2uXMzz7p%2BPt01xaI6Mm3ftPPUOMzZXukeXa8%2B%2BNeKDw7X9CbslW4R8CGfxtqZbvC%2FKP469f1yMn5x2ObC%2F7p%2F5v%2FkZmXsTPLLvVSOMXt06vviPOOidLvtwjw8KvV9fjKeMWxz5%2BpJGbZWO5I8J921xCJ7a%2Br75VpxZpLdh2s6sJYXpv4EsF7cd7imN%2BOWSb6U%2Fmt3dhbvzsBrU98nJ%2BPuwzYXknSLnF%2BQ%2Bv4%2B77goi%2FHqM7O5Z5Zr0vbSOC%2FJz%2FRQP9jI%2FVPf3yfjb4dt7tzdP91YvO86fTGLsZHFRm6b%2Bj65XtiJHIpcN%2FUngPXi9Cz%2B3YUk2TvdibCvx2TfleTqc23BfLwn9X1yMhb5NVfacHiS76e%2Br1fF2UmO2nIVGZsbJvlR6vtfVZyZ5GpbLSJs4Dap7%2BuTsYjrCR2e%2FtYcvjDdU1d7z7UFNXZJ8j%2Bp75Nrxc50ny1Q5J2pPxGsF380XNObc2S6p4wuzGy1%2Bq90W3MvqlNT3x8nw5cXQ9o7yadS38%2Br4wtJ9t9iLRmPA9Leub4iPp52t41nMRyV%2Bn4%2BGScP29xS90jyscxWlwvTXRscOfes6zwm9f1xvVjEyVYYlXuk%2FkSwXpyX5BqDtb5NV0q3dtW707V%2FrdrsTPLpdDsbHlOS6fxsT3uvUbmoZkgvTX0fbyVeu8VaMh5vTn1%2FayWet8VawnoOTn0fn4xzhm1uE45N9xTVZ7L%2BpiznpbsG%2BK101wTL5OC0%2F%2BS55Q1Gblt1AmzZ9iSnJLlqdSLr%2BLckd6xOosiuSa6V7vO5XLrHas9OckaSz13yfy%2BDw9O999%2BKHyXZpzoJFtZx6RYv5f97cJJ%2FqE6CQT08ycurk2jMnZK8ozoJFtIu6SZKWlqI%2BspJvl6dxJzsn%2BSIJIck2TfdhNb30i2f8oV0y4oso1cleUh1Eus4Jck1001kAYUen%2FrZ7I3i%2FoO1njG4S%2Br74GR8ZtjmssT2TzeAr%2B7jrcWZSQ7aQl1p2xXT%2Fl33ijg93cUtDOGU1PfxybjtsM2lcbdPfR%2FcKI4frPXMzS7VCdCLl6QbOLbsuUkuX50EZa5XncAKp1cnwML6kyzfKwObcfkkf1GdBIN5TpLLVifRoEOT%2FEF1Eiys1sYy169OgDJ7J%2Fmb6iQ2cGY8JbwQTGAthnOSvLA6iQ0clOSvq5OgzA2rE1jhtOoEWEhHJvnV6iQa9tAkN65Ogt7dPJ6yXs9j072yAn1rbQLrRtUJUObPkhxWncQGnpduCRGgEQdn%2FQXDW4l7DFUAmnZq6vveZDx%2B2OaypP4p9X279Thx5urSqvelvl%2B1HjYyYAhPTX3fnowvDNtcGvWzWX9R%2BxbinHS75AKNeWHqTxAbxbdjHZRlc%2BXU97uVYQcS%2BnbD1PfrscTPzlhj2nO71PenMcTOJEfNWGNYyz1T37dXxsGDtpjW7Jv21mJbLf5yqAIAW3Nokh%2Bn%2FiSxUbxlqALQpAelvs%2BtjNYfc2Z8Xpv6fj2WOGHGGtOeE1Pfn8YSfzdjjWEt1059v14Z9xm0xbTmFanvcxvFeek2GgEa9YLUnyg2E9aJWR5%2Fl%2Fr%2BNhnnxvp%2F9OsqSS5Mfd8eS%2BxMd%2BHFuB2d%2Br40prggLqLo165p78b1SwZtMS25T%2Br722biOUMVAOjHIRnHWlg%2FSnLdgWpAO7Yl%2BUbq%2B9tkfHDQFrOM%2FjD1%2FXpsYUA5fs9PfT8aWzx1pkrD2j6R%2Bn49Ga0tLM8wrpbk%2B6nvbxvFufFaK4zCX6f%2BhLGZODndtqssrp9JfT9bGc8ftMUsm23pBuzV%2FXps8Z10Tw8wTntkHBcvrcWXZik2rONlqe%2FXK%2BOYQVtMtd2TfDT1%2FWwz8RcD1YBCXqNZTH%2BWbsa5dddJ8qLqJBjUvasTWMUnqhNgodw83fqDTOfAdAuAM053THLZ6iRG6BpJblydBAvl49UJrOIXqhNgUM9KcpPqJDbh7JjAWkgmsBbTN5M8uzqJTfrFJI%2BqToJB7JrkgdVJrOIj1QmwUFqcpB0LtRsvn93s1I4%2BtTimeVBcYy6qByc5vjqJTfrzJGdWJwFs3j5pb%2B2hteLHSW42TBkodNfU962V8b10r3xBXz6X%2Bn491vjqDPWm3rYk3059%2FxlrfHL6ksOatif5Yer79cq4%2FZCNpsT1061hXN23NhNfTbLXMGUAhvTI1J9ANhtfj915Fs07Ut%2BvVsbbBm0xy%2BbKqe%2FTY48jp6461W6Q%2Bn4z9rCoMH3699T36ZXx1kFbzLwdnHGt9%2FnQYcpACzzeudhenm6h9DG4UrovO7Pli%2BHItHn37f3VCbBQblGdwAJQw%2FHxmW3dz1QnwEJ5b3UCq7hrujXfGL%2Fdk%2FxTxrPe5yeT%2FH11EgzHBNZi25Hk8dVJTOEmSV4Zr3gtgqemzc%2FxxOoEWCjHViewAG5anQBT0%2B%2B3Tr%2BnT%2F9RncAqdknylOok6MXLMq5J98cn2VmdBLA1b0r9o5zTxNOHKQNzckSSi1Lfj1bGt9LmpBrj9a7U9%2Buxx0enrjrVTkp9vxl7%2FOvUVYe17ZJujc%2Fqfr0yLoinsMbuaanvR9PEa4cpAzBvhyY5N%2FUnlWnCzoTj9U%2Bp7z%2BrxauHbDRL6Zup79djj3OmrjqVdkm38Up1vxl7nD5t4WEDb0h9v14tXj9koxnUw1Pff6aJs5McMkglgBJPTf2JZZq4KMk9BqkEQ7pd6vvOWnG%2FAdvN8tk79X16UcKC1uNxaOr7yyLEjiS7TVl7WM9DUt%2Bv14pbD9dsBnL3tPk2xXrxhEEqAZTZPcnnU39ymSbOjy%2B9MdkryRdS32%2FW6kuXGa7pLKEjUt%2BvFyVuPGXtqfMzqe8vixJXm670sK7LJbkw9f16tfhckj2Hazo9u1WS81Lfb6aJz8RNgaVhEfflcUGSR6Y7yMdijyT%2FnG5xd9r3rCTXrE5iDf%2BR7tFi6MtB1QksELUcD59Vf9SSPn0%2FyXuqk1jDEUmeUZ0Em%2FLTSf4l45pwvDjJI9JN4LIETGAtl%2FcmeWl1ElO6TJJ%2FS3KD6kRY172SPLo6iXW8sToBFs7lqhNYIAdUJ8Cm6ff90e%2FpW8tjnccmuVt1EqzrRknekfG9sfDCJB%2BoToL5MYG1fJ6Y5OvVSUzpcklOTHJ0dSKs6rpJXlmdxDp%2BlG4nTujTXtUJLJAx3elddvp9f%2FR7%2BvbGdJsstGhbkr9Pcu3qRFjVDZL8e5LLVicypa8keXJ1EsyXCazlc1baflJmLQem27Lek1htuUrav1vz1tjpjP7tWp3AAtmjOgE2Tb%2Fvj35P376f5ITqJNaxf7ox45WqE%2BH%2FuHG6a6zLVycyg0fFGH%2FpmMBaTv%2Bc5DXVSczg0kksC%2F624SrpPo8rVyeygb%2BrToCFNKb1BFu3ozoBNk2%2F749%2BzxBaH%2FNcNd3Y0SRWG26abp3YMb4e%2Fsp0E6IsGRNYy%2BsxSb5WncQMLpfui%2B%2FWxXksu%2BskeV%2BSw6sT2cCX0z0SDX07vzqBBaKW4%2BGz6o9aMoQT0v74%2Fogk77%2Fkn9S5XbrJq%2F2rE5nBaUl%2BozoJapjAWl4%2FSPJLGefd1MskeXuS46oTWVJ3T%2FKhjGML8JdknH2c9p1VncACUcvx8Fn1Ry0Zwo6MY8Omqyf5cJI7VyeypO6V5G1J9qlOZAY7k%2Fxikh9WJwLU%2BKt0F%2FhjjIvSvfvMfFwmyQtS%2F7lvNs6LbcoZzvVS38cXJW4%2BZe2pc5vU95dFiWtNWXvYrCsmuSD1fXwzsTPdtcgYJ1LG6tfTTXRWf%2Fazxp%2F3XxJgTPZM8unUn4y2Ek9Pt7sJw9iW5IFJvpr6z3qaePEQxYBLXD71fXxR4qpT1p46R6S%2BvyxK7Dtl7WEaf5f6Pj5NnJbkvjGeH9K2JM9M%2FWe9lfhkkt37LgwwPtdNcm7qT0pbiTfE9t592yXJ%2FZKclPrPd9rYEXe3Gd5Zqe%2FrY48LkmyftvCU2SPjvnPfSnx72sLDlI5KfT%2BfJT6R5N4xkdW3fZK8OfWf71bi7BjbAxMenvoT01bjv5Ic0ndhltC2dBNXn0n9ZzprvKn3qsBP%2Bmjq%2B%2FrY4%2BSpq061U1Lfb8Ye75266jC9E1Lf12eNk9Kt02Qia%2BsOTffkUvVnutV4YN%2BFAcbvVak%2FOW01vpnkZ%2FsuzBK5S8b5xNVk7Ey3PhEM7aWp7%2B9jj9dOXXWq%2FVPq%2B83Y43lTVx2md5PU9%2FWtxseT3L7vwiyR2yX5Tuo%2Fx63GGDYmAArsk%2BSzqT9JbTUuTPK4nmuz6I5J8u7Uf3Z9xBt6rg2s5ZGp7%2B9jj8dPXXWqPSX1%2FWbs8YtTVx1m88%2Bp7%2B99xIlJbtBzbRbZtiRPTrfhVfVnt9U4KZaJAdZxnXTbklafrPqItyS5XL%2FlWThXSvfk3c7Uf159xEVJjuy1QrC266a%2Bz489jp266lT72dT3m7HH1aeuOszm%2Blmcdet2JHlFul0WWduBSf419Z9XH%2FGDWPcK2IR7ZnEmNE6PVwpXs1uSJ6VbELH6M%2BozXtRnkWAD25J8I%2FX9fqzxgyS7Tl11qu2e5JzU95%2BxxmlTVxy25m9T3%2B%2F7jB8m%2Be10Y1n%2Br9sm%2BVrqP6M%2BYke6pU0ANuVpqT9x9XkCfHp80V3qVlmMV0VXxg%2BSHNRjnWAzFu3CYJ7xxhnqTRvemvr%2BM9Zwo4V5u2IW74blxek2Abllj3Uasz2SPDuL8wDCxUl%2Bt9cKAQtvWxbnvflL43%2BS3KjPIo3M5ZK8PIv15TYZ1tKhwt1S3%2FfHGg%2BYod604ZdS33%2FGGj8%2FfblhyxZ17bqd6Rb4vmx%2FpRqdn864dw5fLd4UO1ACM9gvyadTfxLrMy5M8mdZvsUA75Vuh8bq%2Bg8V%2Fx2vIlFj9yTfS%2F0xMLY4J93GIYzTZZOcn%2Fp%2BNLb4ZpLtM9Qbtmq3JJ9K%2FTEwVJyR5O69VWsc9knyrCzGQu2TcVKSfXusE7BkrprFnPg4JckdeqxTqy6f5HWpr%2FeQsSPdVtFQ5QWpPw7GFq%2BcpdA0ZdG%2FW4aIZ89UaejHzbO4T%2BFfGq%2FOcmzgdLd06%2FxW17vvOCPJVXqsE7CkbpLk3NSf1IaItyQ5rL9SNeWO6b4Iqms8dDyrr4LBjI5O%2FXEwtrjZTJWmJbdOfT8aU%2BxMcsQshYYe%2FXXqj4Wh42tJbtdXwRpzzSQnpL7GQ8Q5We6lXoCe3SOLsw3vyjg%2FyTOzOO%2FP75nkuamv6zzipHQLV0K1d6b%2BeBhLfGTGGtOeT6a%2BP40l%2FnXGGkOf9srirZe0WuxM98Tj7v2Urdzlk%2Fxlkh%2BnvrZDxI4kd%2B2tWgCX%2BM3Un%2BCGjO8meUKSvfsqWIFrZXkuKM5Pcr1%2BygZbdvvUHxNjiXvOWGPa84DU96exxK1mrDH07UZJLkj9MTGP%2BFiSa%2FRTthL7Jnlqup22q2s5ZPx6XwUDWOnPUn%2BSGzq%2BmW5Hu7EtMPzALOY2yWvFo%2FspG%2FTmA6k%2FLlqP%2F46dhRbJLlmOpzm2Gu%2BatcAwkMel%2FriYV5yV5N79lG1u9kvypCTfSX39ho6n9VQzgDW9OPUnu3nEd5P8UZKD%2BynbYHZP8rzU12ue8Q%2B9VA76dcvUHxutxzJsnrFsjkt9v2o5diY5dubqwnDemPrjY57xrHS7MbbsikmensV%2F4urSeEE%2FZQNY3y7%2Fj737DrujKvc%2B%2Fn3SC4SEBEIHkd6kKkUFpCmowFFUQEUQsSBgRX3tB1QsiAdRKSocBBQOKCqg9CJFQKQKKB2EhBogIT1P3j9WYkIgeebZe2buKd%2FPdf0u4RxN7lkzs2fttdesRbseetOB04E35NF4OduANKMhuo3KzB3Ub3ac2uNs4u%2BRquaCLtpV1XYp8ddXVXN6F%2B0qFWlp2jeD8kbSQuhVsx1wFu15tXMu8GvSd0pJKsUQ4GLiP%2FzKzh2ktcBW6L4JuzKK9Dpnmx50c4EJwGo5tJ9UlJVJrytE3ytVy1RgzS7aVdW2DunHnujrrGqZBIzvol2loq1JO15TWzjTgK8T%2F2PoSsDnaN8g4lzSphZVnw0nqYGGA5cR%2FyEYkdmkX5w%2FTnoAlWUsaTHHZ3I6jjplKr6GoXo4hPj7pWr5bFctqjr4IvHXWdVyYFctKpVjO9o5AD2RNIBU5i7kKwOHktbFa%2Bru7n3lYtKO6ZIUYjhuH98L%2FB04BtiZtGNInoYCuwNnkAZxoo83IjOBPbptSKlEFxB%2F31QlV%2BJrAm0wELiW%2BOutKvldd80plWov0o%2Bz0fdNRKYAp5F2Ex7SZTsuaul5f%2B53SbuE91bgeCNzCQ5eqUvuBKQ8jAAuBHYIrqMq5gB3kdamug34J3Af8BhpIGZJBgCrA%2BsBWwLbkLbeHlFUsTXQC7yf9K68VBfLkQa2V4kuJNhTwGbAE9GFqBSrka77sdGFBHsE2Bx4LroQqR8%2BSBrIafP3wynAVcBfgb8B9wKPkgZflmQIsCppfa11gU1Jz76NSIP7ShMe3kF6hVPqWJs%2FoJQvB7H6Npf06t8k0ho5M0mDXUNI7%2BGPJe14OCiqwArqBT4C%2FDK6EKkDbwCuJs2ibKNZwC6kNlB77Az8mfZ%2BaZsGvJE0kCfVzUeBn%2BF3xIXNAp4k7U4%2BldR%2FH0jqvy8DLAuMwzZbkiuAt%2BPglaSKGYavzZj8MgvYD6ne9qW9rwwcnEP7qZ4%2BTvz1F5Fe4N05tJ8U6UDauz6TyT9%2FwNcGJVXYYNKrXtEflqbemQbsjdQMnyP%2Bnio7X8ul5VRn3yL%2BOiw7h%2BXSclK89wIziL%2BnTL1zFr5ZIqkGBgAnEf%2BhaeqZp4FtkZrla8TfW2Xluzm1mervOOKvx7LypZzaTKqK7UnruEXfW6aeORE3cJFUM8cQ%2F%2BFp6pV7SAtgSk30%2F4i%2Fx4rOUbm1lprie8Rfl0Xnc7m1llQt65M2Ioq%2Bx0y9cgySVFOH43v0JlvOI203LDXZR0jru0Xfb3lnDvCpHNtJzfJZmrkW3CzgoBzbSaqiZYA%2FEn%2B%2FmepnDvBJJKnm%2Fou0a0f0h6qpZmYCn0dqj11p1msZLwDvzLWF1ER7A5OJv17zyjPATrm2kFRdPaRZxE38Acbkk5dw%2FVpJDbIVMIH4D1dTrdwDbI7UPmsCtxB%2FD3abO4B1c24bNdf6wF3EX7fd5kZg9ZzbRqqDrYB%2FEX8PmmplArAlktQwqwG3Ef8ha6qRXmA9pPYaAnyfer5m3Qscj1tjq%2F%2BGAydQz1cKZwPfJu24LLXVRsTfi6Y6uZX0HU%2BSGmkkcC7xH7amGvk9krYB7iT%2BfsyafwI7FNEQapUdSddS9PWcNbcBry%2BkJaR6uYj4%2B9FUI%2BcAI5CkhpTQd5wAACAASURBVOsBvkw9Zx2Y%2FOP78hIMAo4AniX%2BnlxcXgC%2BQJo5JuVhCOmaep7463txeRo4FBhYUBtIdfIe4u9JE5%2FZwBeRpJbZjWp%2FWTPl5DHcfVCabzRwNGmwKPrenJ8pwPeAsQUet9ptLPBdqrXI%2B%2FPAN4BRxR22VCvLAE8Qf2%2Ba2DwD7IIktdRqwA3Efxib2ByHpIWdSPx9OT9nFnys0nxVWmLgfwo%2BVqluTiD%2BvjSxuQ5YBUlqucHAD6jngq4mn8wGNkPSfNcTf1%2FOz50FH6s0X5V2N7ui4GOV6mQrXPqjzeklzZIdhCTpP3YDJhL%2FIW1icjMwAElQrdc0Jhd8rNJ8M4i%2F3ufnoYKPVaqLgaSd5qLvSROTCfjKoCrEL4uqkouBTYA%2FRheiEFuSFsqVlNbCqoqlcAFrFW8E1dogoEr3oBTpCGDT6CIU4nzSd7NLowuRpKr7CNVazNWUkxeAlZA0nfj7ceEMLfZwJZYi%2FjpfOM48lGBV0kYe0fejKTcvAAciVZAzsFRVpwAbAZdHF6JSjcKFc6Uq6okuQCqZ17yUFm4fGV2ESnUJ6TvYqdGFSFId9QAHA5OI%2FzXClJc9kNqtajOwhhV7uFLlZmBNKfZwpcrbi%2Fj70JSXZ4GDkCTlYgXgN8R%2FuJty8jBpPRSprRzAUts4gCVVx1LAY8Tfh6acnAEsh1QDvkKoupgIvA%2FYlbTNtpptdeDr0UVIkiS10FHAKtFFqHB3AzsC7weeDq5FkhprCPB50gKD0b9YmOIyC9gYqZ2cgaW2cQaWVA2bAbOJvwdNcZkEfAoYjCSpNOOBk%2FEh2%2BRcjwvpqp0cwFLbOIAlxRsA3ET8%2FWeKySzgJ8A4JElhNgD%2BQPxDwRSTjyK1jwNYahsHsKR4nyT%2B3jPF5HfAukiSKmMb4AriHxAm30wizbaT2sQBLLWNA1hSrJVweY4m5mJgK6SGcBF3NckNwFuA7YHLg2tRfkYDx0UXIUmS1GD%2FA4yKLkK5uQTYDtgNuDm4FklSBlsD5wO9xP%2F6YbrPLkjt4QwstY0zsKQ4uxN%2Fz5nuMwc4F9gSSVJtrQecCEwl%2FsFStbwIXFqBOrLkfvwSrfZwAEtt4wCWFGME8BDx91yWXAJMrkAdVcsU4ARgbSRJjbEs8DnSQEj0gyY6M4DjgeWBocC%2FKlBTlhz1irMqNZMDWGobB7CkGN8l%2Fn7LknuAIcAKwE%2BBmRWoKTr%2FBD4NjHnFWZUkNUYPsDPwa6r3JbHoTCfNRlttkTbZqQK1ZckMYH2k5qvaZ5MDWCqaA1hS%2BTYGZhF%2Fv2XJ9ovUvgZwMqlvGF1bmZkGnAHsQPpOI0lqkTHAIcDVNHutrGeAb5N%2BtVqcMypQZ5ZcjQ9sNZ8DWGobB7CkcvUA1xN%2Fr2XJqUs4jpVIs8ieq0CdRWUOaaf1g3ChfUnSPCsBR5AGSGYT%2F7DKI9cCHyLbl8%2Flqc%2FD%2F8AMxyPVmQNYahsHsKRyfZT4%2ByxLngbGZjieEaQBnhsqUHMemUUatPokS%2F4BWpIkxgIfAM4izV6Kfoj1J3cBXwPW6uC4P1KB%2BrPkGWBcB8cn1YUDWGobB7Ck8owHJhF%2Fn2XJhzo4vnWAb5DWzYquvz95CvgVsB%2BuayVJ6tAAYHPSAvB%2FoHoDWtNJOwl%2BlvTA7kYPadZW9DFlyWldHqtUZQ5gqW0cwJLKcybx91iWXJXDsa4HfB64nOo9W58CfkdaiP11uESG1CdvEqn%2Fekjb1G4FbEF64GxCeTOCngD%2BBtwIXDfvP6fn%2BOdvBPwdGJzjn1mUHcmncyNVzXTSDqFVMZx8P2ekRS0FTI4uYiEvkWqSmmYX4JLoIjKYSepj35vjnzkM2BrYbt5%2FbgGsmOOfvyRPAXcAtwO3ADeTdkaX1A8OYEn5GQesSxrcWoO009%2BK8zIOWJb0JXBJ5gIvkGZ5TQQeBx4BHiBtlfuPef%2B%2Foh0DfKGEv6db%2FyQNHs6MLkTKmQNYahsHsKTiDSMtNfHa6EIyOIq0JEbRlgM2JPXhXwusDqxMes1yHLAMfX9nngY8y4L%2B%2BwTg4Xm5j9RffS73yiVJKtgg0oNwBWAV0kNyFdJDcmmqM6g8HHiQ%2BKnVWVJG50YqW9Vec%2FAVQhXNVwil4h1F%2FL2VJfdRnefOAFIffTyv7LsvQ%2BrbS5KkYG8jvgOTJdNJs96kJnEAS23jAJZUrPWBGcTfW1myc0FtIEmSGuwc4jsxWXJZUQ0gBXEAS23jAJZUnB7gauLvqyw5o6A2kCRJDbci8DzxnZks2b%2BgNpAiOICltnEASyrOgcTfU1nyHLB8QW0gSZJa4FDiOzRZ8iQwpqA2kMrmAJbaxgEsqRjjSIuLR99TWXJIQW0gSZJaYgBwE%2FGdmiw5uaA2kMrmAJbaxgEsqRinEX8%2FZcm1VGczI0mSVGObArOJ79z0lV5gu4LaQCqTA1hqGwewpPztQPy9lCUzgY2KaQJJktRGxxLfwcmSO4HBBbWBVBYHsNQ2DmBJ%2BRoC3Ev8vZQlxxTUBpIkqaVGAo8S38nJki8W1AZSWRzAUts4gCXl62vE30dZ8iAwvKA2kCRJLbYn8R2dLJkKvKagNpDK4ACW2sYBLCk%2Fa1O958ji8raC2kCSJInzie%2FsZMlFRTWAVIKqffFwAEtFcwBLys9lxN9DWXJOUQ0gSZIEsAowmfhOT5bsU1AbSEVzAEtt4wCWlI%2F9ib9%2FsuQFYMWC2kCSJOk%2FPk18xydLngBGFdQGUpEcwFLbOIAldW8M8CTx90%2BWHFpQG0iSJL3MQODvxHd%2BsuSEgtpAKpIDWGobB7Ck7p1M%2FL2TJTcBAwpqA0mSpFfYCphDfCeor8yZV6tUJw5gqW0cwJK6sx3QS%2Fy901dmA5sW1AaSJEmL9WPiO0JZcitp1phUFw5gqW0cwJI6Nxi4k%2Fj7JkuOLagNJEmSlmgU8DjxnaEs%2BUxBbSAVwQEstY0DWFLnvkj8PZMljwIjC2oDSZKkPu1DfIco65eRVQtqAylvDmCpbRzAkjrzGmAq8fdMlryzoDaQ1BI90QVIaoQLgd2ji8jg98Be0UUozGjSIOZKpK27xwPLAeNIOzctAyxN%2BiI9nDRoM4T0%2BulAyl1wdmiJf1cWM6ILUCu0%2BbrvJa3ZOAeYSRrEnkYaSHtxXiYBzwBPAxOBCaTddh8DXiixVlXLn4C3RheRwfnA3tFFSKo3B7Ak5WEN4B%2FAiOA6stib1IlSM40GNgTWB9ael9cCq5MGqCSpiV4AHgYeAO6bl3tIz2YHt5rrPcDZ0UVkMIX0XP53dCGS6s0BLEl5%2BQJwTHQRGfyb1Iny9ZD6W4O0w%2BRmpB2NNgFWjixIkiro38AdwG3A34GbSWsRqd6WIQ1SrhhdSAafAY6LLkJS%2FTmAJSkvg0kd442iC8ngOFzUvW6GAFsCbyJtFf4GYPnQiiSpviYCNwLXAdcCfwNmhVak%2FjoBODS6iAxuJf3YNCe6EEn15wCWpDxtQ%2BoMV%2F2zZQ6pM3VrdCFarB5gc2AX4C3AG0nrUkmS8vcSaSDrCuBS0mytuaEVaUleD9xAuWszdqIX2Jo060%2BSulb1L5mS6uck4JDoIjK4mdSp6o0uRP8xCngb8HZgV5xhJUlRJgIXkzZp%2BTMwObYcLWQgacbcptGFZHACcFh0EZKawwEsSXkbA9xLPQYfDiN1rhRnOdLC%2Bu8CdiC9KihJqo4ZwJXAecDvgGdjy2m9zwDHRheRwROkNUdfjC5EUnM4gCWpCPsDZ0QXkcGLpM7VE9GFtMwo0oDVfsCOpF%2BTJUnVN5v0muFZwG9xZlbZVgPuBkZGF5LBPsC50UVIkiRlcQlp%2FYyq5%2F%2BKagC9zADgrcBvgGnEn3djjDHdZSrwa9Ir31Vfi6kpfk%2F8ec%2BSC4tqAEnt5gwsSUVZC7gTGBZdSAZ7ABdFF9FQq5DWRDtw3j9LkprnMeAXwM%2BBx4Nraaq9SK9wVt1UYEPg4eA6JEmS%2BuWrxP8KmCUPASMKaoO22hk4n%2FS6SfT5NcYYU05mkV4t3BHlaSnSIGH0%2Bc2SIwtqA0mSpEINAe4hvjOVJccU1AZtMhQ4GLiL%2BPNpjDEmNrcDB%2BHmHHk4jvjzmSV3AIMKagNJ8hVCSYXbHrgquogMZgObk157VP8sA3wCOBxYIbgWSVK1PAEcD%2FwMd6TrxGbAzVR%2Fw5O5wHbADdGFSJIkdeNU4n8VzJLrcWC%2FP8YCRwHPE3%2FujDHGVDuTgG8AY1BWA4CbiD93WXJiQW0gSZJUqnHAM8R3rrLkkILaoElGA0eTtk%2BPPl%2FGGGPqlReAbwKjUF8OI%2F58ZclEUt9AkiSpET5EfAcrS54Dli%2BmCWpvOPBFUhtFnydjjDH1zrOkBb%2FrsFtxhJVIg33R5ylL9iuoDSRJksJcRXwnK0vOLOj462oAaQCyLjsgGWOMqU8eBT6Ir%2FAv6v%2BIPzdZcklRDSBJi%2FJBIalM65F2JarDjkS7ApdGF1EBbwL%2Bh7SIrCRJRfkbcARpPcq22wO4ILqIDKYDGwEPRBciqR0GRBcgqVXuBb4XXURGP6XdrzWsBPwauAYHryRJxdsSuA44g3bvaDsC%2BEl0ERl9CwevJJWo6tuxSmqeG4D3ActGF9KHZUlT46%2BMLqRkA4FPAecBWwTXIklqn01IG6pMJc3KmhtbTumOJs3Aqrp7gA8Ac6ILkdQevkIoKcLO1OP1vJnA60gzx9pgM%2BAXOONKklQNNwMHA3dEF1KSjYG%2FA4OiC%2BnDXGAH0ixtSSqNrxBKinAZcFZ0ERkMAU6MLqIEQ4FjgJtw8EqSVB1bAbeQZiXVYf3MbvQAJ1H9wSuA03DwSlIAZ2BJijKeNP18THQhGRxI6qw10ZbA%2FwIbRBciSdIS3AkcANwaXUhBPko9fjR7hrQpz7PRhUhqH9fAkhTlJWAS8I7oQjJ4E%2FBL0nocTTEQ%2BCpwOmkwUZKkKhsPHERac%2Bk6mrU21njgfOqxecwnSOuZSlLpnIElKVIPcC2wbXQhGZxGmonVBKsDZwLbRRciSVIHriEtIP5odCE5OQvYN7qIDK4CdowuQlJ7OYAlKVpdFiyFtGDp1dFFdOm%2FSAu1j44uRJKkLjxH%2BmHpD9GFdGkX4JLoIjKYSdoh8p%2FRhUhqLxdxlxTtTuCH0UVkdCL1XUR2CPBj4DwcvJIk1d%2BywO%2BB44DBwbV0ahjws%2BgiMjoGB68kBXMNLElVcD2wP9UfWBkHzKJ%2BO%2B%2BsDPyJNPtKkqQm2Rp4C%2Bk5NyW4lv76OrBXdBEZ3AfsR1p%2FTJLC%2BAqhpKrYHbgwuogMppNee7w%2FupCM3kiadbV8dCGSJBVoIvAu0o9idbA%2BcBv1mNm9M3B5dBGS5CuEkqriIuDc6CIyqNN0%2F48AV%2BDglSSp%2BVYAriTtVFh1PdRnWYIzcfBKUkU4A0tSlawI3AuMii4kg%2F1JuwZV0QDgWOBT0YVIkhTgh8Dngd7oQhbjQOCX0UVkMAlYD3gquhBJAtfAklQtU%2BZl9%2BhCMngjaTe%2F6dGFLGIEcA7woeA6JEmKsg3wOuCPpLUrq2QcaefEEdGFZHAE8JfoIiRpPl8hlFQ1PwVuji4ig%2FGkHXmqZDxwNbBndCGSJAXbC7iK6r1G%2FwNgbHQRGVwH%2FDy6CElamK8QSqqizUiDWFWfJTqXNBOrCgvGrk9aR2yN4DokSaqSh4C3Af%2BMLgTYgbROV9XNIvXF%2FhFdiCQtzBlYkqroVuD46CIymL8I66DgOrYn%2FVK6RnAdkiRVzWuAG4A3B9cxhNRnqINjcfBKUgVVfXaDpPa6DvgAsEx0IX0YD0wl1Rthf9LujUsF%2Ff2SJFXdcGA%2F4EHgzqAavgy8O%2Bjv7o%2BHgPcCs6MLkaRF%2BQqhpCrbC%2FhddBEZTAU2BB4u%2Be%2F9CnBUyX9nE0wjddAfAR4DJgATgWeAZ4EXgBdJ53U6MBOYQ3plVJKK0EP6YXkIMAwYCSxN%2BhFnLGnh7xWAlYBVgdVIM4uGRxRbY3OBrwLfKvnvXZs0cDa05L%2B3E28D%2FhxdhCRJUh2dT%2BpwVj0XFtUAr2IwaQfE6GOueqYBNwGnAIcDOwOr4I83kpqhh%2FSZthPpM%2B4U0mfeNOI%2Ff6ueX5CepWW5rKDjyDtnF9UAkiRJbbAqMJn4Tl2W7FNQGyxsDHBF0PFVPQ8DvwI%2BRlp8NnptMkmKMIj0Gfgx0mfiw8R%2FPlcxlwGjO2vifnl%2F0PH1N88DKxbUBpIkSa3xGeI7dlnyBDCqoDYAWBO4pwLHWZU8B5wDHEx6lUaS9OrWJH1WnkP67Iz%2B%2FK5K7qbYDVDGAE9W4Diz5BMFtYEkSVKrDCTtTBjducuSHxfUBtsCT1Xg%2BKLzMPBD0s6LbkQiSf03CNgBOI60FmD053p0ngS27qZBl%2BDkChxfltyIu9NLkiTl5vUsWEi7ypkDbJXzsb%2BPtJh49LFFZQLpi1be7SpJSs%2FX40iftdGf91GZBryn24ZcxHZAbwWOra%2FMBjbN%2BdglSZJa7wTiO3pZ8nfymx30tQocT0RmAv8H7I4zrSSpDANJn7nnkD6Do58DZaeXtLtvHgYDd1XgmLLk2JyOWZIkSQsZRVpnKrqzlyWf7vJYhwJnVuA4ys5jwP8DxnfZfpKkzo0HvgQ8Svxzoez8ivQM7sYXK3AcWfIIMLLLY5UkSdJivIf4Dl%2BWTCbtoNiJ5YHrK3AMZeYm0rl150BJqo5BpB12byL%2BOVFmrgWW67DNXgNMrcAxZMk7OzxGSZIkZXQR8Z2%2BLPldB8e2Me3a8vwyYMcO2kmSVK4dSJ%2FZ0c%2BNsvIgsGEH7fSnCtSeJZ30USRJktRPdfp1c89%2BHNfbSTO3omsuI5cD2%2FSjbSRJ1bAtcAXxz5Ey8gLwtn60TZ1mia%2FSj%2BOSJElSF%2BqyvsSjwFIZjufT1GOXxW5zC7BThvaQJFXbzqRNS6KfK0VnNnBEhvZYhvqs0%2FmpDMcjSZKknAwG7iS%2BE5glS9rhZzDw8wrUWHQeBz4A9CyhLSRJ9dIDfJD0GR%2F9nCk6J5Ge2YvzkwrUmCW34O6%2BkiRJpduWtO11dGewr8wGNn2V%2BscB11SgviIzEzgGdzmSpCZbCvgu6TM%2F%2BrlTZK4Cxr7K8b%2BeesyingNs%2BSr1S5IkqQQnE98hzJKbgAEL1b0RaYHY6LqKzF%2BA9V%2FtpEmSGmkD0g5%2B0c%2BfIvPAvOOcbyBwawXqypLjX%2B2kSZIkqRxjgCeJ7xRmyaHzan4H8GIF6ikqLwIfw9cFJamNeoBP0OxNSV4A9ph3vJ%2BtQD1Z8jgwanEnTZIkSeV4P%2FEdw6wd3qOox2sGneZKYPUlny5JUgu8Bria%2BOdSUZkDfAuYUoFasuTdSz5dkiRJKsulxHcO25yZwJG8%2FDVJSVK7DSDtGtz0tbGqngv6OlGSJEkqz9rAdOI7iW3Mg8BWfZ8iSVJLvQF4iPjnVRvzEs6MliRJqpyvEd9RbFv%2BAIzOcnIkSa02Gvgj8c%2BttuXILCdHkiRJ5RoC3Et8Z7EN6QW%2Bigu1S5Ky6yH92NRL%2FHOsDbkdGJTpzEiSJKl0OxDfYWx6JgN7ZjwfkiQtai%2Fqs%2Fh5XdMLbJP1hEiSJCnGacR3HJuax4HNMp8JSZJe3eakZ0r0c62pOTH7qZAkSVKUccAzxHcem5Y7gFX7cR4kSVqSVYE7iX%2B%2BNS0TcX1KSVLNDABGAsOiC5ECHER8B7JJuRQY1a8zIElS35YBLiP%2BOdek7NuvMyA1w3DSd98B0YVI6tsAYHvg28AVwARgDgseZNNJi1ufDRyK2%2BmqHa4mvhPZhJwKDO5n20uSlNVgfP0%2Fr1zcv6aXamkN4DDgHOCfpO%2B68%2B%2BBOcATpIHxo4DtcNMhqTKWJe0E9m%2F693DrBa4C9iPt3CY10frADOI7k3XO1%2Fvd6pIkdeYbxD%2F36pxpwGv72%2BhSTQwF3g9cQ%2F%2FvjYeBL5FmfEoKMAj4HPAC3T%2FsngK%2BB6xV6hFI5Tia%2BA5lHTMTOKCD9pYkqRsfIj2Dop%2BDdcyX%2B9%2FcUuWtDfyAfNa3fRb4JL5mKJVqTeAm8n%2Fo9ZLWuXkXaYBMaoJhwH3EdyrrlEnAjp00tiRJOXgL6VkU%2FTysU%2B7GtyrUHIOBfYDLSd9R875frgFWLu1opBbblnJ2V3uCNHNltXIOSyrULsR3LOuSB4H1OmtmSZJysz7wEPHPxTqkF3hTZ80sVcoapDWdJ1L8fTMB2LyUo5JaajtgCuU%2BEOcAFwBvx6mWqreziO9gVj1%2FBZbvtIElScrZeOBG4p%2BPVc8vOm1gqQIGAu8ELuLlm5CVkeeBLYo%2FRKl91gaeI%2Fbh%2BAhpwfgVCz5WqQjj8XWEJeVc0vbDkiRVyXDgPOKfk1XN08DYjltXirMSabOgx4i9hyYCqxZ8rFKrDAFuJ%2F4BOT%2BzSB2JXXFLUtXLR4m%2Ff6qY7%2BC9LEmqrh7ShkPRz8sq5oAu2lUqWw%2FwVuB3pO%2BU0ffP%2FFxPmgkmKQffJP6mXlzuB44ExhV29FJ%2BekgPqOj7piqZCRzUVYtKklSeg6nWl97oXNFdc0qlWR74IvAA8ffN4vLZwo5eapFVgGnE39B9ZQZpjaHti2kGKTcbY%2Bd3LumVZHcalCTVzU64JMBcUt973S7bUirajsBvSNdr9D3TV17ASRlS135E%2FM3c39wNHAGMLqA9pDy0%2FTWE%2B3GnQUlSfa1HtWdylJFvdt2KUjHGAJ8G7iX%2BPulvjiqgPaTWGE7aGSH6Ru40U4HTgK1zbhepWyNo79bcV%2BNir5Kk%2BhsHXEP8czUi%2FwSGdt%2BEUq62BU6nHm8PLS5PAYPzbhipLd5N%2FE2cV24FPgYsnWsLSZ17G%2FH3Rdk5lbQphCRJTTCE9GNp9PO1zPQCb8mh7aQ8jAI%2BQbU2HOs2u%2BfaQlKL%2FJL4GzjvTAZOAjbNsZ2kTv038fdEGekFvpBTm0mSVDVfIj3rop%2B3ZeTLObWZ1I3NgVOAKcTfE3nnhBzbSWqVe4i%2FgYvMjcCBpFclpbL1kHbQjL4Pis4UYO%2Bc2kySpKp6F%2FAS8c%2FdovOZvBpM6qcRwIeBm4m%2FD4rM3%2FNqMKlNhgCzib%2BBy8gk4Hhgg1xaTurbGOAPxF%2F7RedRnO0oSWqPzYHHiH%2F%2BFp3fAsvk1GZSXzYizUqq89rM%2Fck00g%2FdkvphNeJv3ohcA%2ByHC1OqOFvRjgXcbwDG59RmkiTVxQqkWf7Rz%2BGicz%2BwWU5tJi1qKPAB4Frir%2FWILNd9E0rtsiHxN25knga%2BD6zVbUNKCzkUmEH89V10foWDwJKk9hoGnEX887joTAMOyanNJIB1gGOBZ4i%2FviPz2m4bUmqbDYi%2FcauQXuBS0o6Mg7pqUbXZKOAc4q%2FnMu6XL%2BXUZpIk1d2Xacfi7mcAI3NqM7XPYOA9wOW0437JEgewpH5amfgbt2p5Ajia9HqllNWmwH3EX79F50XgnTm1mSRJTbEXaRfs6Od00bmHtFaRlNUawLeBicRfv1XLuM6bVWqnQcBM4m%2FeKmYOcCHwDmBApw2sVjiENL0%2B%2BpotOg9ip1WSpMXZmHasfzkVOCinNlMzDQT2BP5E%2Bk4Vfc1WMS913LpSy91O%2FA1c9TwCfBVYscM2VjMtDfya%2BOuzjFwJjM2n2SRJaqxxwNXEP7fLyOn4SqFebmXg67Rjl85uc1OHbSy13k%2BJv4HrklmkLYV3xW1P225z2vHK4FzgZ6R1CyRJUt8GAycR%2F%2FwuI%2FcAm%2BTTbKqpHuCtwPnAbOKvybrkuE4aWxLsQfwNXMfcDxyJ25%2B20WG0Y5fBmcBHc2ozSZLa5uO0Y6mOadhfaKPlgS8CDxB%2FDdYxO%2Fe%2FySVB%2BpXoSeJv4rpmBuk1su372%2FCqndHAecRfc2XkSeCN%2BTSbJEmt9WbgKeKf62XkbNKOzGq2HUnnug0%2F5haVx0nrhEnq0H8TfyM3IXcDRwBj%2Btf8qoFtgIeJv8bKyC3Aqrm0miRJWg24lfjnexl5ANgqn2ZThSwLfBq4l%2FhrrAn5Sv%2BaX9KilgWeJ%2F5mbkqmAqcBW%2FfjHKiaeoAvkNY%2Fi76uyshZwPBcWk6SJM03AvgN8c%2F5MjIT%2BAyuF9sE25IW62%2FDbttl5RmcqSjl4nDib%2Bgm5lbgY6Qd61Qv44E%2FE38NlZHZwOfyaTZJkrQYRwJziH%2Ful5ELca3YOhoFfAJ3qi8qh2Q%2FFZKWZABwJfE3dVMzmbQjzaZZT4hCvZX2rA33LLBLPs0mSZL6sCvwHPHP%2FzIyAdgpn2ZTwTYHTgGmEH%2FdNDUX48xEKVcrAI8Rf3M3PTcCB5Gmk6tahgA%2FAHqJv07KyB3Amrm0nCRJyuq1wJ3E9wPKyBzgO8CgXFpOeRoBHAzcTPx10vQ8CIzLdlok9ccGtGe3lOhMAo6f1%2BaKtw7wN%2BKvi7JyDjAyl5aTJEn9NZL0LI7uD5SVv%2BKPZlWxEXACroFcViaQvmdIKsh6pFHi6Ju9TbkG2B8YmuH8KH8H0Z4p0653JUlSdRxJejZH9w%2FKyIvA%2B%2FNpNvXTMOADwLXEXwdtyr%2BAtTKcH1WI73nW01jgVOAd0YW0zHPA3cDEhTJhkX9%2BijQdW90bTVqb7D3RhZTkGeB9wOXRhUiSpP%2FYmbRL4djoQkpyJmmh8BejC2mIgaTNh1aYlxUX%2Buf5%2F74BMCaqwJb6LfBh0kw31YgDWPW2L%2FBdYNXoQvQfvaSBiEUHt17t318IqrEO3kjqQK0WXUhJbgH%2BC3g0uhBJkvQKa5C%2B8G4WXEdZHiK9fXBDdCEVtgyLH5Ba%2BN%2FHkTbkUjU8DHweODe4DnXIAaz6GwJ8EDgM2CS4FvXPVNJueosb4Jr%2F708Cs4JqLNsg4BvAl2jPw%2F5U0i%2Bd06MLkSRJizUc%2BBlwQHQhJZkDHAUcTXveLhjMywefFjdANZ50Pag%2BbiOtb3wG7fle1UgOYDXLNsDHSK9cDQuuRfmZS3p9cUkzuub%2F86SgGvOwNmnW1VbRhZRkBnA4cHJ0IZIkKbOPAz8i%2FYjcBjeQ1sZ6MLqQLixL34NSK8z77%2Fn9uDmmAWcDJ5J2mlcDeIM20xjSr0MfJS36rvaYQZqx4V%2BjJwAAIABJREFU1dfrixPn%2FXer4mBSZ7AtO%2B89BryLtDWyJEmql61JryCtHF1ISSaTfnQ7LbiOhQ2l7wGpFUizpdyIqV3uJq2jezqucdU4DmA13w6kWVl7055fipTNJPp%2BfXEi8CxpFlgRlgNOAfYs6M%2BvostJi7U%2FE12IJEnq2PKk2R07BNdRpnNJP5A%2FV9Cf30NaLL%2BvdaVWJG32I803EziPNNvqmuBaVCAHsNpjeeAg4BDgNcG1qF5m8fK1uhY34DWB%2Fq3jtDvwS9IvY20wFzgG%2BCrtWUtCkqQmGwh8h7QodFs8ARwIXNKP%2F81wljwoNf%2BflyetQyVldT9pOY7TgKdjS1EZHMBqnx5gV9KsrLeTFs2W8vIifb%2B%2B%2BCzwZdI12BbPkzZb%2BGN0IZIkKXd7k75AjwquoyxzgZ%2BQdkMfS9%2Bv8bWlXVSO2cAfSLOtLqO4N0VUQQ5gtdvKwIeBjwCrBNciNdVtpPWu6rz4qSRJWrK1Sa%2FYuSu4VIxHSUuP%2FIL0A7layAEsQZr%2BvAdpRsxuwIDYcqTGOBX4BP17tVKSJNXTcNKskA9GFyI1RC%2FwJ9J9ddG8f1eLOYClRa1BmpH1YdqzNpGUt2nAJ0lrfEmSpHY5BDged7%2BTOjWBNNPqFNLMKwlwAEuLNxjYizQra0e8VqSs7gfeDdweXYgkSQqzGemVwjWjC5FqYi5pt%2B4Tgd%2BT1rqSXsZBCWWxDmnL3ANICzVKenXnkXb7fDG6EEmSFG4Z0uLuewXXIVXZM6T75CTSD8GSlIuhwPuBa0kj5MaYlJnAp5EkSXqlzwKziO%2BvGFOlXAPsh6%2Faqh%2BcgaVObUR6vfD9pF%2BXpLZ6FHgv8NfoQiRJUmVtC5yNO3%2Br3Z4HfkV6TfDu4FpUQw5gqVsjgH1Jg1lbBtcile2PpFdrJ0UXIkmSKm8s6cv726ILkUp2E2nQ6jekzY4kKdwWpJ0iphA%2FJdWYIjML%2BBz%2BCCBJkvqnB%2FgivlJomp%2FJpHWtNkPKiV%2B%2BVIRRpFcLPwZsHFyLlLdHSbMOr48uRJIk1dYbgV%2FjK4VqnttJs63OJA1iSVJtbAucTpoqGv0rgDHd5vfAskiSJHVvHHAh8f0bY7rNVNJOglsjSQ2wLGmXtnuJ%2F4A1pr%2BZCXwKSZKkfPUAn8dXCk09czdwBDAGSWqoHUm7sMwk%2FkPXmL7yILAVkiRJxdkaeJj4fo8xfWUG6fXX7ZGkFhlPWsTyQeI%2FiI15tZwDLIMkSVLxxgDnEd%2F%2FMebVcj9wJLAcktRiPcBbgfOB2cR%2FOBszFTgESZKk8n0C14811cgs4LfArrgBnCS9wsrAN4B%2FE%2F%2BBbdqZu4ANkSRJirMJaX2h6H6RaWceBb4GrIQkqU8DgT2BPwFziP8QN%2B3IycBwJEmS4o0Afk58%2F8i0I3NIu2K%2Bg%2FRdTJLUgdcA3wGeJP6D3TQzk4B3I0mSVD3vAZ4nvr9kmpkJwLeA1ZEk5WYw6QF%2BBfEf9KY5uRZYDUmSpOpaA7iO%2BH6TaUZ6gctIP%2BAORpJUqHWBHwLPEv8AMPXMbOCbOEVakiTVw0DgKFxew3SeZ4AfAGsjSSrdMOAD%2BIuU6V8eAd6MJElS%2FWxPWmQ7uj9l6pO%2FAPsDQ5EkVcLGwE%2BAF4h%2FSJjq5jfAaCRJkuprDHAO8f0qU908D%2FwYd9eWpEobCRwM%2FI34B4epTl4EDkCSJKk5DgQmE9%2FPMtXJTcBBpF0sJUk1siVp%2B%2BEpxD9MTFz%2BCrwWSZKk5lmLNGgR3d8ycZkMnAxsjiSp9kYBhwJ3Ev%2BAMeVlNvANYBCSJEnNNQg4mtT3ie5%2FmfJyO%2FBxYGkkSY20HfArYBrxDx1TXO4HtkaSJKk9tgMeJL4fZorLNOB%2FgW2QJLXGWOAzOCurifkFsBSSJEntM4o0wBHdHzP55nbgU6QF%2FKVW6okuQKqItYCdgC3m%2FfPKwAqkDoDq4xngEOB30YVIkiQF2wc4EVg2uhD1y4vAROBx4D7SxlSXk2bWSa3mAJa0ZCNIA1nzs%2BJi%2Fn15YHBQjUouBD4MPBldiCRJUkWsBPwS2C26kJabReqjTlwoExbz79OCapQqzwEsKR89pFcSlzTINT9O%2B83XS8BngZOiC5EkSaqoQ4HvA8OjC2mYSbxyIOrVBqeeJb0GKKkLDmBJ5RvKywe0FjfoNX7ef1eL91fgA6QF2yVJkrR465I2MtoqupCKm86C2VKLmyU1PzODapQkqXLGAOsDbwH2Ay4hfgHJKmQm8GVgYOdNK0mS1DqDgK%2BTXmmL7s9VIRcA%2BwI7AusBoztvWkmSBLAGcD7xD%2Fkq5E5g065aU5Ikqd22BO4mvl9XhZwDrNJdc0qSpGGkX8mmEf9wj84c0toNvlYpSZLUvWHAcUAv8f286EwBvgQM6apFJUlqqb2Bh4h%2FoFch9wNv6q45JUmS9Cp2wD7n%2FNwH7N5Va0qS1CLrAhcT%2FwCvQnqBE4CRXbWoJEmSlmQp0o7O0X2%2FquSPwGu7alFJkhpsFOkVuZnEP7SrkIeBnbppUEmSJPXLbsBjxPcDq5DpwLfwh1RJkv6jBziQtBVv9IO6KjkFWLqbRpUkSVJHRgOnEd8frEr%2BDezfTYNKktQE2wA3Ef9grkoeJf3yJ0mSpFhvBx4nvn9YlVwHbNFVi0qSVEMrA7%2FCXV8Wzimk1yglSZJUDaOB%2FyW%2Bn1iVzAF%2BAYzvplElSaqDYcBXSFv1Rj%2BAqxJnXUmSJFWbs7FenheBI4Eh3TSqJElVtQ9pYfLoB26VchLOupIkSaqD0cAvie8%2FVin3A3t106iSJFXJVsC1xD9gq5QHcYdBSZKkOtqNNIM%2Buj9ZpVwBbNpNo0qSFGkVXOdq0fQCP8btiCVJkupsaeBE7OcunDnAz4EVumhXSZJKtRRwFDCV%2BAdplfJP4E1dtKskSZKqZUfSa3TR%2FcwqZTJpzdvhXbSrJEmFGggcDEwg%2FsFZpcwGjiEtYC9JkqRmGQEcS5qBFN3vrFIeAz4I9HTetJIk5W834A7iH5RVy23AFl20qyRJkurh9cBdxPc%2Fq5ZbgLd00a6SJOViU%2BBS4h%2BMVct04MvA4M6bVpIkSTUzBPg6MIP4%2FmjVciGwYedNK0lSZ1YDTseFK18tVwHrdNyykiRJqrsNgOuI75dWLbNJC72v1HnTSpKUzbLAD0gzjKIfgFXLJNIaYL7nL0mSpB7gE8ALxPdTq5apwLeBZTpuXUmSFmMY8AXSIE30A6%2BKOQe3DJYkSdIrrQycT3x%2FtYp5Bvg0MLTj1pUkaSHvI%2B0iEv2Aq2IeAd7eedNKkiSpJfYG%2Fk18%2F7WKeQh4V%2BdNK0lqu9HAecQ%2F0KqY2cAPgZEdt64kSZLaZhRwAjCH%2BP5sFfNrYOmOW1eS1EprAPcQ%2FxCrYm4Btui4ZSVJktR2WwN3EN%2BvrWLuIL12KUlSn1YHHiX%2B4VW1vAgcAQzsvGklSZIkAAYBRwIvEd%2FPrVoewEEsSVIfRgF3E%2F%2FQqlrOw4eoJEmS8rcGcAHx%2Fd2q5TZcrkOStAS%2FIf5hVaU8jIu0S5IkqXjvwkXeF82pXbWoJKmx3kX8Q6oqmQkcA4zoqkUlSZKk7JYmbRQ0m%2Fj%2BcFWye1ctKklqnCGk7WujH1BVyFXABl21piRJktS51wHXE98vrkLuxTVoJUkLOYj4h1N0ngI%2B2G1DSpIkSTnoAQ4GniG%2Bnxyd%2FbpsS0lSg9xC%2FIMpKnOAnwBjum5FSZIkKV9jgVOAXuL7zVG5rutWlCQ1wrrEP5SicgOwefdNKEmSJBXqDcDfiO8%2FR2WNrltQklR7nyL%2BgVR2ngY%2BTJqaLUmSJNXBAODjwHPE96fLzsdyaD9JUs39hvgHUlmZTXpdcNlcWk6SJEkq33Kk1wrnEN%2B%2FLiun59JyUo01afbFGNLOaasCo0g3%2BfPAY8A%2FgMlxpani7gQ2ii6iBNcBnwRuiy5EkiRJysFWwAnA66MLKcEtwJbRRaiyRpG%2B064KLEMa63mRNB5yN2nWooJtDhwL3MOSR6vnALcC3wXeAgyJKFaV9Tzxv6gUmQnAB3JrLUmSJKk6ekhLYzxFfL%2B76D69NN8QYCfge6QJCn1tcnAvaexks4hi224X4Ho6v%2FknA38ADgXWLLl2VU9TdzSZQfpAWzq%2FppIkSZIqaTTwI2AW8f3wIuIbRVqL9EbNBcAUOr%2BWriONqahgK5MGnvL%2BMLiPNPX07cDI0o5GVTGb%2BAdS3rkQWDvPRpIkSZJqYAPgUuL743nHAaz2WQp4J2kN4%2FvJ%2F5r6PbBiaUfTMrsCz1L8B8MM4HLgSGCTUo5M0cq4rsrKv4A98m0eSZIkqXb2Bh4kvn%2BeVx7Lt3lUUa8DvgBcSRqbKPq6epq0zJJy9CHiZsk8DpwKvBd3bmuq24h%2FIHWb54HP4vpukiRJ0nxDgS%2BRZi9F99e7zXU5t42qYSzwPuA04Alirq2ZwL4FH2dr7Et11iiaA%2FwV%2BAawDTCguMNWic4g%2Ftrq5po8ibSVsCRJkqRXWpE0KaEq3ys7yUm5t4oiDAS2Bf4buJH0fS762ppLmjD0rgKPuxVeD0wn%2FmQuLs8CZwMHASsV1AYq3seIv5Y6yV%2BBTQtoD0mSJKmJtgRuIb4f30kOKKA9VI6VSTtl%2Fh%2FwHPHX0uIyFXcp7NhS1O%2Bd5TuA75O2sxyaf5OoIKsRf%2B10kn%2BSppxKkiRJ6tt46vcdcy5pdszyBbSHijGUtMvfD4C7iL9%2B%2Bvsdc3j%2BTdJ8PyD%2B5HWTKaTtLQ%2FD3eDq4Brir5lOch0wrID2kCRJkppkJHAz8f33TvKnAtpD%2BVoHOBy4CHiJ%2BGummxyVc9s03qqUs%2BJ%2BmXkA%2BClpG8yl8msq5WQf4q%2BRTnMerscmSZIkLc5A0uSC6H57p3lb%2Fk2iLi0N7An8jHrO6ltSpgIr5NdUzfdD4k9akZlB2hbzC7iGUVUMAG4n%2FtroNP%2BTf5NIkiRJjXAS8f31TnNjAe2h%2FushrQ%2F1JeAq0s590ddGkfl2Lq3WAoOBZ4g%2FYWXmCdK2mfvimkaRtqfeO5N8Nv8mkSRJkmrtK8T30zvNHNLGZooxDtgPOB2YSPz1UGYmkGYuqg87E3%2Byoj%2BkbiRtq7ktXjRl%2BxHx10Cn6QXem3%2BTSJIkSbV0APF99G7ynfybREswEHgjaQ2om0nfzaOvgchs311ztsMxxJ%2BoKmUSabvNDwOrdNGuymYwaUpo9HnvNNOBN%2BfdKJIkSVLN7EK9X%2FO6DBiUe6toUasCHwHOJX33jj7vVcp%2Fd9GurXE58SeqyrkLOJb0gTy0wzbWko0B7ib%2BXHea54ANcm8VSZIkqR5eB7xIfL%2B809wJLJN7qwjSDu67kdbdrvN3vjJyUYdt3CqPEX%2Bi6pKXSBfV4cC6nTS2Fmt10tpk0ee40zwCrJh7q0iSJEnVthrwOPH98U7zb9KsIOVnPeBTwJ9IO%2BxFn%2BO65P5OGrtt6jzNMzoPkrbx3Iu0rae6sxkwmfjz2mluxetAkiRJ7TEa%2BAfx%2FfBO8wKwSe6t0j6jgL1Ju08%2BTPx5rWsm97PdW2cg8SepKZkJXE3a5nMz0raf6r%2B3ArOIP5%2Bd5hLSul6SJElSkw2l3mvZziRtaKb%2B6wG2AP4fcA31%2Fv5Wpczuz0loq9nEn6gmZiJp%2B8%2F9SduBKruDiD9%2F3eS03FtEkiRJqo4e4NfE97u7yQdzb5VmWw54P%2FAr4Eniz18TMzXz2WixicSfqKZnDmlb0KNJ24S6u0Xfvkn8eesmR%2BXfJJIkSVIlfJ%2F4%2FnY3%2BUr%2BTdI4g0i7rX8LuAXoJf68NT2PZTozLXc98SeqbXkeOI%2B0fehqfZ%2Bi1vol8eeqm3wk%2FyaRJEmSQh1GfD%2B7m5ycf5M0xurAR4HfktYHiz5XbctVfZ4hcQLxJ6rtuZu0rehupG1GlQwCLib%2B%2FHSa2cDuubeKJEmSFGNv0tsl0f3sTnMBaR1oJcNJaxD%2FCLiH%2BPPT9vxwyadLAO8m%2FkSZBZkK%2FJm07eh6SzhvbbE08Hfiz0unmUJa4FCSJEmqs22BacT3rzvNzcDI3FulfjYAPk2aKFDn89nEvGMJ5y1EFXemW4q0CNuI6EL0qh4hfbhcTNrlcEZsOSFWJB37itGFdOhJYBvgoehCJEmSpA6sQ1p6Zmx0IR16HNie1C9vm2GkY99tXlzCppqmAMuTBhUro4oDWJB2TTsgugipwf5F%2BtXq2ehCJEmSpH5YHrgBWDO6EKnBfk4F11Cu6gDWJsBtVLc%2BqQmuB3YCpkcXIkmSJGUwkrSw9JbBdUhN1gtsTFobu1IGRBewGHcAv44uQmq4bYEzqe7ngCRJkjTfQOBsHLySinYGFRy8gmrPcFqR1GijowuRGu7HwOHRRUiSJElLcBJwSHQRUsM9C2xIRddnq%2FKWnVOAB4F9oguRGu4NwEukVwolSZKkqvkK8PnoIqSGmwvsB9wSXcjiVHkAC9IMrIGkXQokFWcX4F7gH9GFSJIkSQs5ADg%2BugipBb4GnBJdxJJUfQAL4EpgFLBNdCFSg%2FUA7wD%2BAjwSXIskSZIE6UfW31CP761SnR0DfD26iL7U5YPgEtIrhTvhgtNSUQYBewF%2FBJ4OrkWSJEnt9jrgz8Dw6EKkBpsNfBb4VnQhWVR5EfdX80bgVGCt6EKkBnsU2BqYEF2IJEmSWmlV4K%2FAStGFSA32L%2BBAarQWct1mM10LbAx8kbQ6vqT8rQZcBCwdXYgkSZJaZzTwJxy8koryNGlThE2o0eAV1G8G1sKGA%2B8jrZK%2FA%2Bn1J0n5uRTYA5gVXYgkSZJaYShwMW7iJeVtFnAVcCZwNjA9tJoO1XkAa2GjSOtj7Qa8FVg9thypMf4X%2BFB0EZIkSWq8HuAs0iQFSd17iDQg%2FGfgCmBybDnda8oA1qLWY8Fg1va48J%2FUjaOBr0YXIUmSpEb7PvC56CKkGpsKXE0asPozaY2rRmnqANbChgFvJg1mvRVYP7YcqZYOAU6JLkKSJEmNdBhwfHQRUg39gwWzrK4BZsSWU6w2DGAtalXSQNZuwM7AMrHlSLUwB9gTuDC6EEmSJDXK3sC51G%2BDMSnC88BlpAGri4F%2Fx5ZTrjYOYC1sELA1C1433ALbRFqcl0gbJvwtuA5JkiQ1w7bA5aS3ZiS9Ui9wCwteC7yRNLmglRysebnlgF1Ig1m7AuNjy5Eq5ylgG%2BDB6EIkSZJUa%2BsA1wNjowuRKmYiaXbVxcAlwLOx5VSHA1iL1wNsyoLXDbcFBodWJFXDv0j3gx%2BkkiRJ6sTywA3AmtGFSBUwC7iOBa8F3g7MDa2oohzAym5pYCcWvG64Rmg1UqzrSffD9OhCJEmSVCsjgauALYPrkCI9yILF168ApsSWUw8OYHVuHRbsbLg9MCK2HKl0vwX2Ib2XLUmSJPVlIPB7YI%2FoQqSSTQWuZMGg1X2x5dSTA1j5GAq8mQWvG24YW45Umh8Dh0cXIUmSpFo4CTgkugipJHex4LXAvwAzYsupPwewirEKC1413BkYHVuOVKjPAz%2BILkKSJEmV9hXgqOgipAJNAi5jwaDV47HlNI8DWMUbCLyBBa8bbgEMCK1IytdcYF%2Fg7OhCJEmSVEkHAKdFFyHlrBe4mQWvBd4EzAmtqOEcwCrfWGBX0mDWrsAKseVIuZhBmnV4dXQhkiRJqpRdgAtxR3c1wwTSgNXFwKW4M3upHMCK1QO8jgVrZ22HH%2Byqr%2BdJ1%2FDd0YVIkiSpEl5HWvtn6ehCpA7NBK5jwWuBt8eW024OYFXL0sCOLHjd8DWx5Uj99iiwDfBEdCGSJEkKtSrwV2Cl6EKkfnqABa8FXglMiS1H8zmAVW1rs2AwawdgRGg1Uja3A28CJkcXIkmSpBCjgWtxd3bVw0ukgar5g1b3x5ajxXEAqz6GkgYF5u9uuFFsOdISXQrsAcyKLkSSJEmlGkoaCNg%2BuhBpCe4kDVb9mTTYOjO2HGXhAFZ9rcyCwaydgTGx5UivcDppxxlJkiS1Qw9wFvC%2B6EKkRTwHXMaCtaxc8qSGHMBqhoHA61mwGPxWwIDQiqTkaOCr0UVIkiSpFN8HPhddhAT0AjexYMDqpnn%2FN9WYA1jNNJa0Xe1u87JibDlquUOAU6KLkCRJUqEOA46PLkKt9gQL1rG6jDTrSg3iAFY7vI4FrxtuBwyJLUctMwfYE7gwuhBJkiQVYm%2FgXHwLROWaSVq%2Fav5aVnfGlqOiOYDVPksBO7Jgd8M1Y8tRS7xE2knzb8F1SJIkKV%2FbAFcAw6ILUSvcz4JZVleSvmeoJRzA0losWDtrR2BkbDlqsKdIHZwHowuRJElSLtYBrictYSIVYQppoGr%2BWlYPxJajSA5gaWFDgDex4HXDjWPLUQP9C9gWeDa6EEmSJHVleeAGfKND%2BbuDBa8FXkd6VVByAEtLtBKwM2nAYSNgVWAZYFBkUQJgOPVdY%2BAGYCdgWnQhkiRJ6shI4Cpgy%2BA6OtWLfdFoc0lr5T4PPAbcRZrNdxkwIbAuSVLO%2Fov0gT%2B3pvkt9R2AkyRJarOBwAXE9yc7zWzgnbm3iiRJWqzDie8AdJMf598kkiRJKthJxPcju8kn8m8SSZLUl2OJ7wR0k8%2Fn3ySSJEkqyFeI7z92k2PybxJJkvT%2F27vzaE2vus7bn0plgMwxTIlMgiBTCCgiUwhgsNuBlheVFhlEaGgVxFbACbW1XwdAUUHQRhxAEXCgbRR4X2UKCIjNFCZFUFskIQSBDCSEJJVK%2F3FXdUKlEqrOuc%2FZz3Bda31XpXuxXPvs5x72s5%2F92%2FtA7Khe0fjBwEazu%2FrO2XsFAIC5PabxY8fN5KXZAxoAhjqienPjBwUbzWXV6bP3CgAAczmj6SS40ePGjeYNTSeuAwCDnVB9qPGDg43m%2FOpOs%2FcKAACbdWp1YePHixvN%2B5tOUgcAFsQtq080fpCw0XysOnn2XgEAYKNuUZ3T%2BHHiRnN2dfPZewUA2LS7VRc1frCw0ZxVHTN7rwAAcLCOrz7Y%2BPHhRnNhdcrsvQIAzOYbqisaP2jYaP6qOmz2XgEA4EAdUZ3Z%2BHHhRnN59aC5OwUAmN9jGz9w2ExeMnuPAABwIHZUL2%2F8eHCj2V09avZeAQC2zE83fgCxmfzc%2FF0CAMCX8EuNHwduJj8%2Bf5cAAFvtRY0fRGwmT5y%2FSwAAuA5Pbvz4bzP5jfm7BADYDodWr2n8YGKj2VV98%2By9AgDAvh5aXdn48d9G86pq5%2By9AgBsm6OqdzV%2BULHRXFx97ey9AgDAXveuPt%2F4cd9G847qyNl7BQDYdjet%2Frnxg4uN5rzqNrP3CgAAt68%2B3fjx3kbz0erGs%2FcKADDMsg9O%2FqE6cfZeAQBYXzep%2Fqnx47yN5lPVV87eKwDAcPepLm38YGOjeXt1w9l7BQBg%2FRxVvbPx47uN5pLqnrP3CgCwMB7Wcm%2FQ%2BT%2BqQ2bvFQCA9bGzenXjx3Ubza7qIbP3CgCwcJ7S%2BIHHZvLr83cJAMDaeGHjx3ObyffN3yUAwKJ6TuMHH5vJ0%2BfvEgCAlfeMxo%2FjNpNnzt8lAMAi21G9ovGDkI1md%2FWds%2FcKAMDqekzjx3CbyUubxrAAwJo5onpz4wcjG81l1QPm7hQAgBV0RnV548dvG80bqsNn7xUAYGmcUH2o8YOSjeb86s6z9woAwOo4tbqw8eO2jeb91XGz9woAsHRuWX2i8YOTjeZfq5Nn7xUAgOV3i%2Bqcxo%2FXNpqPVzefvVcAgKV1t%2Bqixg9SNpqzqmNn7xUAgOV1fPXBxo%2FTNpoLqrvM3isAwNJ7cMu9N8LrqsNm7xUAgOVzRHVm48dnG81l1QPn7hQAYHV8d%2BMHLJvJS%2BbvEgCApbKjennjx2Ubze7qu2bvFQBg5fxU4wcum8nPzd8lAABL49mNH49tJj82f5cAAKvqtxo%2FeNlMnjh%2FlwAALLwnN34ctpm8YP4uAQBW2c7qNY0fxGw0u6pvnr1XAAAW10OrKxs%2FDttoXtU0BgUAOChHVe9q%2FGBmo7m4%2BtrZewUAYPHcu%2Fp848dfG807qiNn7xUAYG3ctPrnxg9qNprzqtvM3isAAIvj9tWnGz%2Fu2mg%2BWt149l4BANbOsg%2BKPlLdaPZeAQAY7ybVPzV%2BvLXRfKr6ytl7BQBYW%2FepLm38IGejeXt1w9l7BQBgnKOqdzZ%2BnLXRXFLdc%2FZeAQDW3sNa7o1B%2F6w6ZPZeAQDYfjurVzd%2BfLXR7KoeMnuvAADs8QONH%2FBsJs%2Bfv0sAALbdCxs%2FrtpMvnf%2BLgEA%2BGK%2F3PhBz2byI%2FN3CQDAtnlG48dTm8kvzt8lAADXtqN6ReMHPxvN7uoRs%2FcKAMDWe0zjx1KbyR80jSUBALbFEdWZjR8EbTSXVQ%2BYuU8AALbSGdXljR9HbTSvrw6bvVeAtWDmm1V1XHWP6g7VydWRud63wvHVd49uxCZcUN2v%2BtDohgAAfAmnVm%2Bpjh3dkE34veqi0Y1YQVc1nej4ierD1bvSz6wgX%2BhZJSc0Lal%2BePV1TSezwJfy8epeTS98AIBFdIvqHU0%2FzMKXcmXT9fKK6qVNP9oCsABOaNpU%2FJLGL4uW5cxZLfevmQDA6jq%2B%2BmDjx0uynPlc9aym6wiAQXZUj6s%2B1fgXgyx%2FXpc9GQCAxXJ49abGj5Nk%2BfOppu9OqrAAttndq79p%2FItAViu%2FHwDAYthRvazx4yNZrby96bsUAFvs%2BOoFTXXdox%2F%2Bspr5%2BQAAxnt248dFsprZVT0%2FZYUAW2JH9T0pF5TtyX8OAGCcJzd%2BPCSrn%2FOavmMpKwSYyd2blrqOfsDL%2BmRX9S0BAGy%2Fh6baQLY3b6vuFgAbdnzT0tZdjX%2Boy%2FrlkuprAwDYPveuPt%2F4cZCsX5QVAmzA3nLB8xr%2FIJf1znnVbQIA2Hq3rz7d%2BPGPrHfOqx6bskIWkIuSRXO3pk3a7zO6IbDHR5uux0%2BPbggAsLJu0nTCth%2FOWBRvr55UnTW6IbDXIaMbAHvsLRd8VyavWCy3q%2F68uuHohgAAK%2BnI6tWZvGKx3Kfpu9mvV8cNbgvAQtjRtERVuaAsev4sk%2F4AwLx2Vn%2FR%2BHGOyPXlvOqqJNDAAAAgAElEQVS7U8EFrLFTq7c2%2FoEscqB5fgAA83lh48c3IgeatzZ9h4Mhdo5uAGvpuOqXqxdVtxrcFjgY96wubTpqGABgM55RPX10I%2BAg3LJ6QnWjpj2yLhvbHICts6Np6alyQVnm7K4eEQDAxj2m8WMakc3kkykrZJu52NgupzadLnjf0Q2BGVxe%2FbvqzMHtAACWzxnVa6vDRjcEZvDWptMK3z%2B6Iaw%2BGxKz1Y6rnle9O5NXrI7Dq%2F9Z3WV0QwCApXJq9cpMXrE67le9p3puTitki1mBxVbZUT26enZ108Ftga1ydtMRwx8f3RAAYOHdumnfoJMGtwO2ynnVj1S%2FP7ohrCYTWGyFuzaVC95vdENgG3y46Vr%2FzOiGAAAL68ZNh8DcbnRDYBv8dfXklBUyMyWEzOm4pqWj78nkFevjDtWrqyNHNwQAWEhHN%2B15ZfKKdXFaV5cVHju4LQDX8pimkyhGn4YhMiqvqQ4NAOBqh1V%2F1fhxisionNu0tQzAcHet3tL4B6PIIuQlKc0GACY7qpc1fnwisgh5S3VKsAk7RzeApXVs0wbtv9O0ISUwnSx0ZPW60Q0BAIZ7bvWfRjcCFsStqidUJzYdZnDZ2OawjExgsRGPrv68%2Bvrsowb7um91cfU3oxsCAAzz49VPjG4ELJhDqntV39N0YqFN3oEtc0rKBUUOJLurxwcArKPvb%2FxYRGQZ8ubqLsEBsgKLA3Fs9aymcsGvGNwWWAY7qm%2Bp%2FrH6wOC2AADb57HVC7MnJhyIW1VPrL6sqXpBWSHXywQWX8qjmsoFz0i5IByMHdW3Nk1gfXhwWwCArffwpgNdjJnhwCkr5ID5ZYDrcpfqBdX9RzcEltzlTRNZ%2F%2F%2FohgAAW%2BYh1Surw0Y3BJbcW6onVR8c3RAWj18H2Nex1a9W783kFczh8Op%2FVKePbggAsCUeXP1JJq9gDvdv%2Bi76K9Uxg9vCgrECi2t6ZPVL1UmjGwIr6OKmUty%2FHd0QAGA2pzWtsj5ydENgBZ1bPb36w9ENYTGYwKKUC8J2uaB6UNOvSgDAcrtn9fqsEoGt9uamssIPjW4IYykhXG%2FHNC3NVC4I2%2BP4poHu3Uc3BADYlK%2Br%2FiqTV7AdTq%2FOSlnh2rMCa30pF4Rxzm%2FaL%2BPdoxsCABy0e1V%2F2bR3LLC9zq2eVr1sdEPYfiaw1s%2Bdm8oFbSgNY13QNIn1rtENAQAO2H2a9ryyCgTGOrN6csoK14oSwvWxt1zwrExewSLYW054z9ENAQAOyP2aVl6ZvILxHtD03fY5uSfXhhVY6%2BG7ql9OueA1XVW9uHr%2F4HawOYdWP1kdN7ohm3Bh9e%2Brd4xuCABwnU6rXlsdPbohm3Bh9XPVrtENYVPuVj0m3%2BWv6RNNZYUvH90QYOPuVL2pabJGrs47s%2BpllTyourzx19VmcmF177k7BgCYxenVxY0fL2wml1UPnLtjGOZe1Xsaf10tWt7U9B0YWCLHNC2lvKLxD5FFymeq%2F5zS2VX0qGp346%2BxzeSinAYKAIvmjOqSxo8TNpPdTRUZrJZDqic1HQ40%2BhpbpFzeVH20zKslYW08ojqn8Q%2BORcru6kXViZvoVxbfjzf%2BWttsPl9909wdAwBsyEOrLzR%2BfLDZ%2FNjcHcNCuXH1uy3%2Fj7lz55ym78bAAlIuuP8oF1wvv9n4a26zubz6j3N3DABwUB7TtFfU6HHBZvOCuTuGhXXvlBXuL29MWSEsjKOblkgu%2Bx5Ac%2Bcz1femXHDd7Kz%2BvPHX32ZzZfWEmfsGADgwT241VrO8qmlsxPrY2XT9Kiv84lxe%2FVLKCmGo76zObvwDYZGyt1zwRpvoV5bbkU0n%2Bo2%2BFufIU2fuGwDg%2Bj2j8e%2F%2FOfL26oYz9w3L4ybV77UaE7Fz5uym79DANrpT01LI0Q%2BARcu7qq%2FbRL%2ByOm5UfaTx1%2BQc%2BbmZ%2BwYA2L9nN%2F69P0c%2BnL1fmdynem%2Fjr8lFyxuqO26iX4EDcHTT0kflgl8c5YLsz22qcxt%2Ffc6RX692zNs9AMAeh1QvbPz7fo6cU91q3u5hySkr3H%2BUFcIWUi547eyufjvlgly3u1UXNv5anSN%2FVB0xb%2FcAwNq7YfVnjX%2FPz5ELqlPm7R5WyE2qF6escN%2BcnQOUYDZ3bFriOPrGXrS8O%2BWCHJgHtBpHYF9VnVkdP2fnAMAaO7Fpr6jR7%2Fc5cml12rzdw4q6b3VW46%2FZRYuyQtgE5YL7z2er70u5IAfnoa3GUdhXVR%2Bobj5v9wDA2rl1015Ro9%2Frc%2BSK6iGz9g6rbmf1A02r9kZfv4uUy5v2wlNWCAfhP6ZccN8oF2SzvqfVWTL98eou83YPAKyNu7c6%2B2Turh41b%2FewRpQVXvdY%2B%2BEb71ZYD3esXt%2F4G3bR8u7qXpvoV9jrhxp%2FPc%2BV86vT5%2B0eAFh5D64uavx7fK48ed7uYU0pK9x%2FXl%2FdYRP9Civp6KalisoFvzjKBdkK%2F63x1%2FZc%2BUJ%2BHQKAA%2FXoVmu8%2FZPzdg9rbmf1lJQV7pvLq2dVR228a2F1fEfTEsXRN%2BYiRbkgW%2B1XG3%2Bdz3m%2F%2FPi83QMAK2VH9bONf2fPmWfN2kNwtZtWL0lZ4b75eNN3d1hLN6pe1fgbcdGiXJDtsKN6UeOv9znz4urwGfsIAFbBDapXNP49PWeeP2sPwf7dr3pf46%2F3RcufNZ1gCmvjLtXHGn%2FzLVI%2BW31%2FygXZPodUL238tT9n3pIXKgDsddPqHY1%2FP8%2BZ3236IQ62w87qB1NWuG%2F%2Bd3WnTfQrLI2vbpqsGX3TLUp2V79T3XgznQobtLP6k8bfB3PmH7PZJADctdX7wfgP82MvY9y0%2Bv3G3wOLlE9Xp26mU2HRfUX1qcbfbIuS96RckPEOa1oKPPp%2BmDPnV2fM2UkAsES%2Bpfpc49%2FHc%2BaPm354g5FOS1nhNfPJ6pab6lFYUIc37e80%2BiZbhCgXZNEcXv1F4%2B%2BNOXNF9b1zdhIALIEfqq5s%2FHt4zryyOnTOToJN2FtWeGHj741FyDubfhCHlfJzjb%2B5Rmd3U92%2BckEW0eHVqxt%2Fn8yd38xLFYDVd4OmA01Gv3fnzv%2FMe5zFdLPqDxp%2FjyxCfnqTfQkL5Suqyxp%2FY42MckGWwRHVaxt%2Fv8ydtzYNMgBgFd28aRXE6Pft3HlVThhm8Z1Wvb%2Fx98vIXFrdYrMdCYviRY2%2FqUbl%2FOpJKRdkeRxRvabx987cOSeTyACsntOr8xr%2Fnp07f5aVVyyPQ6v%2F0nqXFb5g070IC%2BDLqi80%2Foba7igXZJkd0ertiXVV00rQJ8zYTwAw0lOa9nwc%2FX6dO6%2FM5BXLaZ3LCi%2Bpjt18F8JY%2F7nxN9N25z3VvefoPBjo8FbvdMK9eWFKEgBYXqu639VV1R9lw3aW3%2F1bz7LCx87QdzDUnzf%2BRtquKBdk1RzadGz16HtrK%2FL26uT5ugoAtsUtW839rq6qfr%2FphDdYBetYVvins%2FQcDPTZxt9IW53d1e%2BlXJDVtLNpQDn6PtuKnFedMV9XAcCW%2Bqbq041%2Ff25FXpQfgVlNN6te2vh7bDvyyZn6DIa4eeNvoq2OckHWwSHVbzX%2BftuKXFn9TAbNACyundUvNv1oOvq9uRV5XrVjtt6CxXT%2F6gONv9%2B2OhZ1sLTu2%2FgbaKtyfvXkLHNmfeyofrXx995W5XXVTWbrLQCYx8nVmxv%2FntyqPHO%2BroKFd2j1Q612WeE9Zust2Gbf3PgbaO7sLRf0RZd19d8afx9uVT7R9OsYACyCM5rK3Ue%2FH7cqz5ivq2CpnNTqlhXanoOl9ZDG30Bz5r3VfWbtIVhOT238%2FbhV2VX9REoZABjnkKby9isb%2F17ciuxuqmSAdbeKZYXfMGsPwTZ6YONvoDmiXBCu7fFNkz2j78%2Btymuz0hKA7XdS9frGvwe3KldUj5qtt2D5HVr9cHVR4%2B%2FPOWLBB0vr9o2%2FgTYT5YJw%2FR5WfaHx9%2BpW5ZPVN87WWwBw%2Fb611T1l8Krq0qYKDeDaTqr%2BsPH36WZz65n7BbbNoS3vl1vlgnBgvr76XOPv2a3K7urXqiPm6jAA2MeR1X9v%2FDtvK3NBddpcHQYr7PTqg42%2FZzeSi3OyN0vubY2%2FkQ4mygXh4H1N9anG379bmfdVd56rwwBgj7tVf9%2F499xW5tzq1Lk6DNbAspYVvnErOgO20081%2FkY6kOyuXpxyQdio21X%2F3Ph7eSvz%2BepJc3UYAGttR9MX1Msa%2F37byny0%2BoqZ%2BgzWzbKVFT59a7qBvZwytfVuV31kdCO%2BhPc1fSl92%2BiGcNCObvrl8rZNk4%2FKvMa6WfX9rf6z9dXV46p%2FG90QAJbSSdVLqgePbsgWu6p6ftMqbca5rOkz%2BGjT955LxjaHDTi9ekGLXQ1wVdNk9cdGNwQ2668aPxu8v1xQ%2FUDKBZfNTaunVW9vtU%2FBk8XOp6pvCwAOzndVn2n8e0zWM1dUb21a%2FXfjWCaLXlb4F1v3p8P2Oq3xN9Q1o1xwOd2ielGrv9Relit%2FWJ0QAFy%2FG1evbPx7S2RvvtB0eMDJsUxOql7W%2BOtn39xrK%2F9o2G5%2F0vib6qrqrOq%2BW%2Fy3Mq%2FDqx9vWu48%2BvoR2V8%2BUX1zALB%2FD2v1DzuR5c3F1Y9Uh8UyeUCLc1rhy7b2T4Xtd7Om%2FWJG3VTKBZfTN1T%2F0PiHssiB5HerYwOAyQkt1wbMst75u%2BrrY5kcWj21sWWF56YclRX14LZ%2Fz6LdTZtk3nQb%2Fj7mc4vqTxv%2FIhc52HysOiMA1t03N63QHf1eEjnY%2FFH15bFMTm5MWeHlTSvBYGU9vmlSaTtuqPdV99ueP4uZ7C0XvLjxL2%2BRzeR3sjcWwDq6UfXSxr%2BHRDaTz6WscBk9oPpQ23ONXFk9alv%2BKhjssU0nYGzVzXRB9ZSUCy6bB1cfbvwLW2SufLJ6eACsi0c3dssMkbnzd9WDYplsR1nhZU0nqsLauH91TvPeSMoFl9MtWpxN%2FkW2Iq%2Bqbh4Aq%2BrW1V82%2Fn0jslV5RcoKl83J1cub%2F1r4WHXvbfw7YGGc0HR06xz7Yr035YLL5rDqx1IuKOuRi6onVTsCYFXsrH44YxlZj3yuenrKCpfNA6oPtPnPf1f1%2FBxYBN2hab%2BYz3fwN9LfVN%2BRL4XL5ozq7xv%2FIhbZ7rytulMALLtTq3c2%2Fr0ist35UPXAWCY7q0dW7%2B7gP%2B%2BLqxdWt9v2VsOCO7Z6RNNk1geaamv3vYHOqV5T%2FWjTxBfL5eYpFxS5vHpWdVQALJtjq19ra%2FdzFVmGvKKpTI3lckr1jKay50927c%2F1C9X7q99u2sv16DHNhOWzo%2Fqy6pbVSdURY5vDJhzWNOloib3I1fnX6tsDYFk8sjq38e8PkUXJ56qnpaxwmd2gaSLylk3fvVU2AWvt61MuKHJ9%2Bcvq9gGwqO5cndn494XIokZZIQBL7curP278C1VkGXJZ9QvVkQGwKI6pnpNyQZEDzctTVgjAEjms%2BpGmJcWjX6Iiy5aPVQ8LgNG%2Bs2nv1dHvBZFly0XVU6tDA4AFplxQZJ68qbpbAGy3ezadGDv6PSCy7Plg9YAAYMF8efVHjX9RiqxSrmw6lfVmAbDVbl69tNrd%2BOe%2FyCrlZU0HcgGbtHN0A2DJHdZ08sifVHcf3BZYNTua7qvvrQ6p3lntGtoigNVzVPWTTXv3fE1O4IK5nVI9sbq8aSyze2xzAFhHD6r%2BrvG%2F6oisS%2F6laU8WADZvR%2FXd2edKZDvzwer0AGCbKBcUGZu%2Fqe4fABt1RvWuxj%2FPRdY1ygoB2FKHVU%2FP6YIii5LXVqcGwIG6R%2FX6xj%2B%2FRWQ6rfCHc1ohHDA17nBgHlg9v7rT6IYAX%2BSqpn1bfqr658FtAVhUt69%2Bvvq2jP9h0XywelL1ltENgUV3yOgGwII7uXpF9cZMXsEi2lF9V%2FXhpknmm45tDsBC%2BfLqt6oPVd%2BeyStYRHep3lz9YcoK4Xo5hRD277CmJb1%2FWn314LYAX9rO6p7V91U3rN5bfWFoiwDGObH6meql1dflR2tYBqdUT6gua9qjzmmFsA%2B%2FwsC1KReE5Xdh9dzqV6sLBrcFYLucWD2tenJ19OC2ABunrBD2wwQWXO3k6jnVd45uCDAbE1nAOjBxBavpD5vu7U%2BObggsAiWEMJ388UNN5YJfM7gtwLxuUJ3e1aWFZ6W0EFgdJ1Y%2FXb2selB1%2BNjmADO7a%2FXEprGLskLWnhVYrLsHNJUL3nlwO4DtcWH1vKYVWecPbgvARt2oempWXME6%2BUBTWeFfj24IjGICi3V1UlO54CNGNwQY4uLqRdWvVGcPbgvAgbpVUznR46ojB7cFGOOl1dNTVsgaMoHFujm0%2BsHqv1bHDG4LMN4VTftLPKv68OC2AFyXu1Q%2F2rRP56GD2wKMd1HT95lfr64c3BbYNiawWCenVy9IuSBwbVdVf149s3rH4LYA7HVa08TVN2XcDlzb%2B5tKiZUVsha8CFkHygWBg%2FGWphVZ%2F1%2FTxBbAdjqk%2BpbqR6r7Dm4LsBxe2lRefN7ohsBWMoHFKju0ekr1MykXBA7ePzQtzX9xdcnYpgBr4Jimva1%2BoLrt4LYAy%2BfCprLC56eskBVlAotVdf%2BmcsG7jG4IsPQuqH6naUD4L2ObAqyg2zZNWn1PdezgtgDL7%2F1NpxW%2BdXRDYG4msFg1J1W%2FXH3X6IYAK%2BfK6lXVc5vKDAE240FNB8t8S1PZIMCc%2FqDptEJlhawME1isikObfr38mfx6eU2XV79XfXp0Q1h4O6pHV7cY3ZAl8Z7qN6uXVZ8f3BZgeRxTPbL6%2FuqUwW1ZFh9rOi3WnoR8KTduWsl42OiGLJALq59uqkxRVgiwAO5ffaBpYCNX5y%2Br22%2BiX1k%2Fx3T1vgmjr99lyQV7%2BswXUeD63L16YfW5xj%2B3liVXVr9WHbWB%2FmZ93aF6feOv30XLWTkUAmComzWduDH6hbBo%2Bdfq2zbRr3Cf6kONv5aXLW%2BrHlPd4OC7HFhBR1aPr%2F5X459Py5b3V%2Fc8%2BC6H%2F%2Bvh1dmNv5YXKburl1Q32US%2FAnCQDq3%2BS9OS2NEvgkXKZdUvNA2YYbMObyrJvazx1%2Fay5TPVrzb9Cgysn7s0rcy8oPHPo2XLF6qfTAkY8zi6elbTlhqjr%2B1FygVNW6%2Fs3HjXAnAgTmv6VW70g3%2FRolyQrXKnpg3LR1%2Fjy5p3VN9bHX%2BwHQ8slRObvhC%2Bq%2FHPnWXNG6uvOtiOhwOgrHD%2FUVYIsEVu1nSSxugH%2FaLlX6tv30S%2FwoHYUT2u6TCA0df8subS6hXVN%2BYXT1gVh1YPqV6Z1aqbyXlNh4jAVvuPKSvcN7urF6esEGAWO1MuuL9cVv1iNjZle51Y%2FU7TYGf0PbDMOaeppOGOB9f9wII4pfqV6pONf54sc3ZX%2F7064eC6Hzbl6OrZKSvcN%2BenrBBgU06r3tf4B%2Fqi5a%2ByxJ6x7puTP%2BfKO6unVTc%2FqE8A2G63rn6sqeRm9HNjFXJWda%2BD%2BQBgZnes3tD4e2HR8t6mw3wAOEA3Tbng%2FqJckEVyaPVDWR05V3ZXf109Kcv4YVGcVP1g0152o58RqxKrPFg0ygqvHWWFAAdgZ9NA0ak9X5zLq2emXJDFdNOmQY6ywvmyq2ml5eOy%2BTtstxOrJ1Zvqq5s%2FPNgVXJl9aLqxgf%2BUcC2Obr6pZQV7pvzqydnwhngWu6XcsH95XVNJ6fAort3Tt%2FailxWvbZ6Qn4Jha1ycvV9TRPHvsDOn7%2BtvvaAPw0Y505Np2GOvmcWLe9pGucBrL2bVr%2Ff%2BAfzouXj1Xdsol9hhEOaVi58qvH30Crmyuqt1VOr2xzgZwLs3%2B2rH20qD7SCdGtybtNK0h0H%2BJnAovjOpgNXRt9Di5Td1e9lFSWwpnZWT0m54L65vOl0MuWCLLPjmk74caz81ub91c9WdzuwjwXW2o7qHtXPVx9q%2FP27yrm0%2BoWmsixYVsdUv1xd0fh7apFyftN%2BncoKgbVx35zis7%2B8PuWCrJbbVq9s%2FL21Djm7%2Bu3qYdWxB%2FLhwBo4vnp406qBcxt%2Fn65DXlHd6kA%2BHFgSygr3H2WFwMq7SfWSLNXfN2c3DbBhVZ1evbvx99q65PKmDah%2FpDrlAD4fWCV3q36i6VTPXY2%2FH9cl%2F6vpB0pYVY9IWeG%2B2V39bsoKgRWzs%2BnIZOWCX5zLm8qsLLFnHeyoHlX9S%2BPvvXXLv1a%2F1XRUuEEmq%2BZm1XdVv5MvlyPyT037BdnninVwTPWclBXum89W39%2B0FyrAUrtjTibbX16%2Fp29g3RzRtAn5Zxp%2FH65jdlcfqJ5b%2FYem%2FcpgmZzQVCr7%2FOrvGn9PrWv%2BrWkv08Ov%2F%2BOClXTnppXOo%2B%2FDRcvfNh2QAbCUvr26pPEP00XK2U2rIGDdHd90YMGljb8v1zm7mkp%2Fnll9Q9Ovy7BIjq2%2BsfqlplLkKxt%2F36xzLmnaCN9eezCt%2FvxE4%2B%2FLRcpFTT%2BQASyV%2F5RB5jWjXBD27xZNm4%2Fbq2Yxsqt6b9PqlkdUt7zujw62xK2rR1a%2FUb0vY4lFyeXVf69Ovs5PDtaTssJrZ1f16M10KsB2%2Bo4MOK%2BZN6RcEL6U21UvzyEPi5iPN50s9gPVV1eHXcdnCAfrsOoe1Q9Wf5w9rBYxV1a%2FX93mOj5DYHLn6szG37OLkl1ZiQUsgTunbHBvzmna2BQ4cHetXtX4%2B1euO5c27XPxG9Xj9nxmO%2Ff3YcI1HNp0QuB%2FalrJ887qC42%2FnuW688qmcR1w4B6ZssK9uSh7YgEL7NDqrMY%2FLEfn8qa9OpQLwsZ9XfWXjb%2Bf5cDy%2Bert1a9Xj2maqDjiWp8q6%2BIGTav1Hlu9oGnC0353y5PXVl%2Bz74cKHLBjql9JWeFVTc9%2FpxMCC%2BkHG%2F%2BQHJ03VnfabEcC%2F9e9M5G1rLmi6ZS4P6p%2BsnpoddtqR6yKQ5rKfx9W%2FdfqT6oPZ0%2B7Zc1rqq8NmMtdqjc3%2Ft4enSdutiNhL4NI5nLD6mPVjUc3ZJBPVE9t2icGmN%2B9qp%2Bp%2Ft3gdrB5l1Qfapro%2BMg18tGmlVwsnqOaykBut%2Bff2zft7Xin6siB7WIer6l%2BtqmsE5jfI6tfrm42uiGDnNO0j97loxvC8jOBxVyeWL1wdCMG2FU9t2ng97nBbYF1cK%2Fqp6pvGt0QZndV0yD3mpNa%2F9j048jHqgvHNW0tHF%2Fdak%2BuOVF1%2B5w8t4quql5d%2FbfqXYPbAuvg2KbvC09u2nZl3Ty6eunoRrD8TGAxl7c3lfqskzc1vYT%2BbnRDYA3drfqJ6tuyt8K6uLCrJ7P2zSf3xK%2B7%2B3dE0y%2F%2FN%2BvqSap9c%2Byw1rGdrmw68fEXqw8Mbguso1Oa9gY8bXRDttkbqjNGN4LlZwKLOdyk6YvDulxPn6ieVr18dEOAbl%2F9WPWo6rDBbWG887t6MmvffKb67J7%2Fzd4s64TXEdUJ%2B%2BTE6qSunqi6Zo4f00wWyOXVS6pnVf80uC3AtCLp2a1PWeGV1Y2qC0Y3hOW2LhMObK1vq%2F50dCO2wa7qeU378CgXhMVyi6aJ5cc37dcDB%2BLzTRNZeye2Ltzz%2F7c3l1zHf%2B%2Fakyuv499dTWOsQ6udX%2BLfo5r2kdqbo%2Fbz38f1xZNV9p3iQF1cvah6TlOJLrA4jm0q431y0zth1X1L0557AEP9XONPt9jqvKm681wdBmyZL6ue0bTiZvRzQ0RkVM5pWp1q9R0svrtWb2n8c2Or8xNzdRjry74hzOErRjdgC53bdHLIA5tOzQIW22ern2%2Fa0%2BcJ1d%2BPbQ7Atvpg9T1NY7NnplwHlsH7q%2FtXj6nOG9yWrbTK3xnZJiawmMOJoxuwBXZVv1J9VfWywW0BDt5l1W83rZx8SPXGsc0B2FKvq76xaYPoF7e8%2B7vBOvuDpu8ez2sqSV81q%2FidEVhCb2j8ktQ5c2bKBWEV3aX6raY9jEY%2FZ0RENptLqt%2Bs7hiwau5a%2FXXjnzNz5i9m7SHWkhVYzOHS0Q2Yyd5ywQekXBBW0QerJzZt%2BP7j1dljmwOwIR%2Brnl7dvPq%2BlErDKtpbVvjdrU5Z4edHNwCgptNtRs%2FobyZXNJULHjN3xwAL7dDq25vKC0c%2Fh0REri%2B7m8oE%2F5%2FW47Qy4GrHNZUV7mr8s2gzed7cHQOwEU9v%2FANxozmzqawIWG93rJ7btOHx6OeSiMjefKZ6TnW7gHV3avXWxj%2BXNponzd8lAAfv9MY%2FEA82n2gqFwS4piOrx1fvbvxzSkTWN39bPba6YQBX29HVZYWjn1MHm6%2Fdgv4AOGhHVJ9r%2FEPxQLK3XPDYLekJYJV8TdMGyRc2%2FtklIquf86vnV3cL4PodV%2F16y1NW%2BOnsvw0skJc2%2FsH4pfLmlAsCB%2B%2FIppUQy7xsX0QWN2dWj6puEMDBObV6W%2BOfY18qv7VVHQCwEac1%2FsF4XTm3aWAIsFl3qJ7dVIY8%2BtkmIsubs6tfzN5WwObtaPqhbZHLCu%2BxVX88wEYt2uqEK6pfTbkgML%2Bd1b%2BvXtZ0LPTo552ILH4uqf6genBKaYD5Hd9UhrxoZYV%2FtZV%2FNMBG3avpmOfRD8mrqrdUp2ztnwtQTZPkj2967izKM1BEFiO7qzc1rY44OoCtd%2Ffq7Y1%2F%2Fl3VNJlmXz9gYT2vsQ9J5YLASLeqfrQ6q%2FGDRhEZl%2FdUT6tuHsD221F9T%2FWpxj4Ln7nVfyjAZtygMcfP76p%2BLeWCwOK4U%2FX%2FVv%2FY%2BC%2FTIrL1%2BUj1s9VXBbAYTqheUF3Z9j8T31YdtvV%2FIsDmfHn1L23fw1G5ILDo7ln9UvW%2FG%2F8lW0Tmyz82rTD4mgAW11dXf9P2PRs%2FUt14W%2F4ygBncuvpoW%2Ftg%2FGT16G36ewDmco%2BmL7xWZoksZz5S%2FULTPjMAy2JH9bi2vqzw71I%2BDSyhG1Wva%2F6H4t5yweO2708B2BJ3byoz%2FEDjv5SLyHXnfU3lgXcNYLmdUP1GW1NW%2BOqm0xABltKO6inVRc3zUHxLBo%2FAarpN9cPVm1u8I7BF1i27mk4P%2FC9Nq8oBVs2cZYXnV9%2Fb9N0PYOndpGn%2Flwvb2EPxb6tv3fZWA4xxo%2Bqx1Z%2B28eemiBxcLqj%2BpHpMdWIAqybg1IQAAAe5SURBVG9H9e1t%2FBCu86tfbBq3wJYzQ8p2O7J6aPUfqvtXJ13H%2F25X03L911V%2F1HQkPcA6Oqy6X%2FVNe3Knsc2BlfLB6rV78ram8QfAOrpH9fDqjKaKl53X8b%2F7RNNq8VdVf15dui2tg0xgMd5Nmpbmn9j0Je2S6tzqn6rLxjULYGHdqvrG6huqB2U%2FQDgY51dvbPqB7LXVx8c2B2Ah3aC6bXWz6qjqiuozTacp%2F9vAdrHmTGABwPLaWd2zenDThNbXVYcObREsliua9nh53Z68q2njYgBgyZjAAoDVcWx1evXA6gHVqdUhIxsE2%2BzKpm0HzmzahP3N1cUjGwQAzMMEFgCsrhOa9ht8wJ7cNRNarJbdXT1hdWbTacUXDmwPALBFTGABwPo4vrp306bw920qP7zh0BbBwfl808nEb6ve2lQeeNHQFgEA28IEFgCsr8Oqr26azLp304TWLYe2CL7Yx5omrN7RNGH13pwUCABryQQWAHBNN2vaDP6ee%2F69R046ZHtcUL2zacLqf%2B3JeUNbBAAsDBNYAMD12VF9ZdNKrb25e3XiyEax9P6taTXVe%2FbkvdU%2FVVeNbBQAsLhMYAEAG3HLpomsu1an7Mntqp0jG8XC2VV9pPpg9YHq%2FU0TVmePbBQAsHxMYAEAc7lBdceuntC6Y3WH6taZ2Fp1V1b%2Fu%2Fr7PfnAnny4umxguwCAFWECCwDYakc0rc7aO6H1VU1liV%2BZUsRl829NpX7%2FWP1D02TVh6uPVpcPbBcAsOJMYAEAIx1X3XZPvnLPv7dqKlG8ZdOqLrbPpdW%2F7sm%2FNE1WXTMXDWsZALDWTGABAItqR3WTvnhC68urk%2FfJkaMauGQuqT6xT85pmqz62J5%2FPzWsdQAA18MEFgCw7I6rTmqa7LrxNXLN%2F%2FcJe3J8dWx1yJCWzmd3dWF1wZ58tqm8b28%2Btc9%2Fn5vVUwDAEjOBBQCsm0OaJrGOb5rUOvo6clRTCeMR15HD9vzf2rmff2va2Hz3fv69omlj8%2F3lC9XF18gl1%2FjvzzVNVp3fNBl11ay9AgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACwDf4PvdAtpSxNUIcAAAAASUVORK5CYII%3D%22%20data-filename%3D%22noun_Crab_2210091_000000.png%22%20style%3D%22width%3A%2043.2841px%3B%20height%3A%2043.2841px%3B%22%3E%26nbsp%3B%26nbsp%3B%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cb%3E%3Cspan%20style%3D%22color%3A%20rgb(107%2C%20192%2C%20209)%3B%22%3Emarine%3C%2Fspan%3E%20life%3C%2Fb%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%22%3E%3Cb%3E%3Cspan%20style%3D%22color%3A%20rgb(107%2C%20192%2C%20209)%3B%22%3E%26nbsp%3B%3C%2Fspan%3E%3C%2Fb%3E%3C%2Fspan%3E%3C%2Ffont%3E%3Cimg%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAABLAAAASwCAYAAADrIbPPAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEwAACxMBAJqcGAAAIABJREFUeJzs3XfcbWdZ5%2F%2FPc9ITemihE%2BlIExGwDAgqKiiiiAI6KgoqoOjPjuPIKCJjA0fAgREdGEERBRVEpIqigHSkS4cIhBJCSCAJOfn9sRM9HE55yl773uX9fr2%2BLxwdnue6r7X2OXtdZ617FQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABT2xpdAAAAHMYVq1tW16hOqM6tPli9ufrMwLoAAAAA2GCnVj9Vvba6%2BDC5qHpV9fDq2mPKBAAAAGDTXLV6THVehx9cHW6Y9WfVLRZfMgAAAACbYF%2F14Orsdja4Ojj7qz%2BorrzY8gEAAABYZ1etXtDeBlcH58zqXotcBAAAAADr6abV%2B5rv8OrAPCovLAIAAABgl25efazphleX5knVMQtaEwAAAABr4lrVGU0%2FvLo0z6iOW8jKAAAAAFh5x1WvaHHDq0vzrOr4BawPAAAAgBX38BY%2FvLo0f5UhFgAAAABHcFp1XuMGWBdXz6yOnXqhAAAAAKym327s8OrS%2FHG1b%2BK1AgAAALBiTqjOavzw6tL8XrU16YoBAAAAWCl3b%2FzQ6uA8YsoFAwAAALBaluXxwYPzw1MuGgAAAIDV8crGD6sOlYuqb5lw3QAAAACsgOOr8xs%2FrDpczqu%2BfLLVAwAAALD0btn4IdXR8u%2FVtadqAACwd14hDADAlG48uoBtOK16TnWZ0YUAAIdmgAUAwJROH13ANt2qemq%2BHwPAUvIXNAAAU7rm6AJ24F7Vfx9dBAAAAACL9aeN3%2BNqp7nXJJ0AAHbNHVgAAEzpiqML2IWnVDcZXQQA8J8MsAAAmNIqbox%2B2epZl%2FwnALAEDLAAAJjSCaML2KWbVv%2Bn2hpdCABggAUAwLSOHV3AHnxX9eDRRQAAAAAwrTc0flP2veSC6nZz7woAsCPuwAIAYEqr%2Fgjecc3epHi50YUAwCYzwAIAYErrMPg5vXpiqz%2BMAwAAAOAQzm38Y4DzygPm3BsAYJv8KxIAAFPa3%2Fp85zy3uk31b6MLAYBN4xFCAACmtH90AXN0SvX0ZvtiAQAAALAmzm78o3%2Fzzq%2FNtUMAAAAADPWOxg%2Bc5p2LqjvOs0kAwJF5hBAAYG%2BOra5UXb26RnWV6sShFS2Xddwval%2F11GaPFAIAC3Ds6AIAAFbAidWtqltXN69uVF2n2cDq8of573y2OqN6X%2FXW6nXVK5oNdC6ettyl8obq7qOLmMANqt%2BoHjK6EAAAAGAzHVd9bbO9jv65Or%2F5PX72ger3q7u0GXfDf2PjH%2FmbMneZX6sAAAAAjuzE6l7N3jL3qRYz%2FHhf9fPVFadf3jAnV%2Bc1ftA05TG87LyaBQAAAHCwrer21ZMa%2B7a8c6r%2F0foOQv6k8YOmKfOE%2BbUKAAAAYObE6oeq1zd%2B%2BHFgPlzdt9lgbZ3cufG9nTr%2FZV7NAgAAADbbFar%2FVn208QOPI%2BVZzd5suC62qlc2vq9T5p3VSfNqGAAAALB5rlD9SmMfE9xp3l992RTNGOROje%2Fp1Hn03LoFAAAAbIwTq5%2BtPtn44cZucl71rXPvyjh%2F1PieTpnPV7ecW7cAAACAtbZVfVezN8SNHmrMYyhyv7l2Z5zLNXvUbnRPp8yrqmPm1TAAAABgPd2semnjBxnzzEXVvefZpIFuXH288T2dMg%2BdW7cAAACAtXJcsw3aL2j8AGOKXFDdbW7dGuvW1ZmN7%2BlUObs6bW7dAgAAANbCTavXNn5wMXU%2BXd1kTj0b7fTqDY3v6VR5%2BvxaBQAAAKyyreoh1WcbP7BYVN5UnTCP5i2BE6tHVuc3vq9T5K7zaxUAAACwiq5U%2FWXjhxQj8ktz6N8yuV71hOqcxvd2nnlbdfz82gQAAACskttV72%2F8gGJUzq2utucuLp%2FLVPepHlc9o3pl9dG%2BcO0XVH%2FfmL7vJj81zwYBAAAAq%2BGBre8jZzvJo%2FbayBVyYnXN6lr95x1Nj278MdhOzqmuMed%2BAAAAAEvq%2BOp%2FN34gsSz5aHXsnjq62o6rXtH447CdPGWiHgAAAABL5ErVSxs%2FiFi23GUvTV0D16%2FObvxx2E5uP1EPAAAAgCVwevWOxg8gljGP3kNf18X9Gn8ctpNXVfsm6gEAAAAw0G374k285T%2Fz4t23dq08rfHHYju5%2F1QNAAAAAMa4c%2FXpxg8dljnv321z18wVqg82%2FngcLR%2BsTp6oBwAAAMCCfXP1ucYPHJY9n91tg9fQXRt%2FPLaTX5yqAQAAAMDi3LO6oPGDhlXIRbvs8bp6XOOPydFyTnW1qRoAAAAATO9bqgsbP2RYlXxmd21eW6dU7278cTlaHj9VAwAAAIBpfX11fuOHC6uUf9tVp9fbnRp%2FXI6WC6sbTdUAAAAAYBq3r85t%2FGBh1fKc3TR7Azy%2B8cfmaPnzyVYPAAAAzN2Nq080fqCwinn4Lvq9CS5bfaDxx%2Bdoud1UDQAAAADm5yqtxp5Fy5rb7LzlG%2BMejT8%2BR8sLJ1s9AAAAMBfHV%2F%2FY%2BCHCquYd1daOu75ZntH443S03HWy1QMAAAB7slU9sfHDg1XOj%2B%2B465vntOpTjT9WR8o%2FZxAJAAAAS%2BkBjR8crHLOqE7acdc304Mbf7yOlm%2BebPUAAADArtyy%2BmzjhwarnPvvuOub65jq1Y0%2FZkfK63IXFgAAACyNk6q3Nn5gsMr56ww7dup21f7GH7sj5Z6TrR4AAADYkd9r%2FKBglfPu6ko77jpVT2r88TtSXp%2FBJAAAAAx358YPCVY5Z1Y32mnT%2BQ9Xafk3dHcXFgAAAAx0UvWuxg8IVjVvrG6w465zsIc1%2FlgeKa%2FOXVgAAAAwzK80fjgwRV5TPbL6luqu1dvn%2FPMvqn47bxycl%2BOa%2FzGad%2B422eoBAACAw7pBdX7jBwPzyhnVL1fXP8RaT6l%2Bt9ngaa%2B%2F56XVl22zx2zf3Rt%2FDh0pL89dWAAAALBwf9H4ocA88rbqv1bHb2PNN6%2F%2BpLpwh7%2FjwurZ1Z228TvYna3qRY0%2Fn46Ur5ls9QAAAMAXuWPjhwF7zQeaDa6O2cX6r1b9aLOh1AcP8bM%2FX72zelr1A9WVd%2FE72LnbNP68OlL%2BZrqlAwAAAAd7YeOHAbvNBdWvVifPsR8nVtds9vjh1atj5%2Fiz2Zk%2Fbvw5dqTccrqlAwAAAJda5buvXlXddP4tYYmc3mxIOfpcO1yeOt3SAQAAgEs9q%2FFDgJ3mouoRuTNqUzyu8efc4XJhda3plg4AAACcXu1v%2FBBgJ%2FlodecJesHyOq36bOPPvcPlf063dAAAAOBRjb%2F430leU117kk6w7H678eff4fKp6jLTLR0AAAA21zHVvzf%2B4n%2B7%2BZPqpEk6wSq4WnVe48%2FDw%2BUh0y0dAAAANtddGn%2FRv938WrU1TRtYIct8F9Y7qn3TLR0AAAA20%2B83%2FqJ%2FO3nYVA1g5ZxWfa7x5%2BTh8k3TLR0AAAA2z1b1gcZf8B8tD5yqAaysJzT%2BvDxcnjvhugEAAGDj3KzxF%2FtHy4MmWz2r7PTqosafn4fK%2FkvqA4CNdezoAgCAtfLVows4ip%2BtnjS6COZuq7p1s%2F3Xvqy6fnVqsxcKfKb6UPWmZncHHsm7qxtOV%2BaubVU%2FXP3c6EIAAABgHfxh4%2B9WOVwelw3b181lmw0l393482vqnFkdP5%2B2AQAAwGZ7beMv9A%2BVF%2BbO83WyVX1vs6HO6HNrkbnPPJoHAAAAm2xf9dnGX%2BQfnA9VV55w3SzW8dVTGn9ejcgL5tA%2FAAAA2GjXaPwF%2FqFylykXzUJduXpx48%2BpUdlfXXfPXQSAFbRvdAEAwNq41ugCDuGJ1UtGF8FcfEn1qjZ7ILlVff%2FoIgBgBAMsAGBerjS6gEN4Ufa%2BWgfXr15WnT66kCXwX%2FMyAgA2kC90AMC8XHZ0AYfwzOrsZsOPl1evqd5UfWLi37uvunp1neqq1YnV55ptOv7O6pMT%2F%2F51coXqedU1RxeyJE6vvrL6p9GFAMAiGWABAPOyrN8rLl996yW51Meqd1Xvq86oPtJsqHV29Zlmm9FfUH2%2B2d5DW9Vx1QnVydVlqss1G66cWl2l2aDq6s32AjutI%2Ffj3c025H5G9Q%2BX%2FA6%2B2Fb1f6qbjC5kyXxvBlgAAACwK%2Fdp%2FCbXq5i3VvfP1g6Hcu%2FGH59lzCeaDVQBAACAHbp74y%2FsVzmvqm6%2B466vr%2BOr9zb%2BuCxrvmn3rQWA1eNf%2BgCAeZl6X6l19xXN9uj6vtGFLIn7VtcbXcQSu%2F%2FoAgAAAGAVXbfxd6WsSx6%2Bw96vo5c3%2Fjgsc85tth8bAAAAsAPHVOc3%2FsJ%2BXfKwnbV%2FrVy18f1fhXiMEICN4RFCAGBeLqreMbqINfKY6utGFzHIV48uYEV85egCAGBRDLAAgHl6zegC1shW9ZTq8qMLGcBm9ttz09EFAMCiGGABAPP0itEFrJlrVL80uogBThtdwIq42ugCAGBRDLAAgHl64egC1tBD27xBxfGjC1gR%2BgTAxjDAAgDm6X3V20YXsWZOqH5odBEspXNHFwAAi2KABQDM25%2BMLmANfffoAlhK7x9dAAAsigEWADBvT60uHl3EmvnSZvthwYFeP7oAAFgUAywAYN7eXz13dBFr6CtGF7BABqDb84LRBQDAohhgAQBT%2BM3RBayhG40uYIH2jy5gBbyhevvoIgBgUQywAIAp%2FGP1stFFrJlNehOhAdbRPXZ0AQCwSAZYAMBUfn50AWvmMqMLWKDPjy5gyb21etroIgBgkQywAICpvLL6f6OLWCOnji5ggS4cXcAS2189MEM%2BADaMARYAMKWfrj4%2Buog1cfLoAhbIAOvwfrn659FFAMCiGWABAFM6s3rQ6CLWxCbdcXPB6AKW1B9Xvza6CAAYwQALAJjas6v%2FNbqINbBJd7J9bnQBS%2BhF1QOqi0cXAgAjGGABAIvw09VLRhex4t49uoAFMsD6Qq%2Bp7p1HKwHYYAZYAMAiXNjsAvxNowtZYa8bXcACfXZ0AUvkudVdqrNHFwIAIxlgAQCLclb19dVbRxeygi6sXj66iAU6b3QBS%2BDc6ieqe1bnDK4FAIYzwAIAFunM6k7NHoli%2B%2F6uzRpifGZ0AQN9rnpCdaPqd6v9Y8sBAACAzXVK9axmG1LL0XPP3bV5ZX1j43u%2ByJzfbI%2B4H6tOnUP%2FAGDtbI0uAADYWPuqn61%2BLXeFH8nbqltUF40uZIG%2Bsvqn0UUcxUerd1Xvqz5YfaT6RPWpZo%2F%2FfbbZo5%2F7mw2pLl%2FdoLpyddwl%2F%2FePVO%2Bs%2FjUb1wPAERlgAQCj3aF6anXD0YUsqXtUfzO6iAW7efXm0UUc4KnVPzYbRL2n2csIPjG0IgAAAGDhTmp2J9YFjX%2Bca5nyp3tp6gq7ZuN7f2B%2BaNrlAgAAAKvkBtVfNH5gsQx5V3XFvbVzZZ3S%2BP4bYAHAErHfBACwTN5VfUf15dVfDa5lpDOrb67OGl3IIOc1uxsPAKAywAIAltNrq2%2Brblo9rvr02HIW6gPVnZpt7r2pLs4eUwAAAMCKOaX6nurvqs83%2FpGyqfLC6mpz6tmqe1Pjj4dHCAEAAIBdObV6QPXnze7MGj3cmEc%2BWj0wd8cf6EWNPy4GWAAAAMCeHVfdoXp49Zzq440fduwkb6p%2BvLrMvBuzBp7e%2BONzaR408VoBgKM4dnQBAAB7cGH1yktStVVdp7pt9aXVzaqbVF%2FS2CHR%2B6oPN9uU%2Fb3VG6uXNtu0nkP7yOgCDnCF0QUAwKYzwAIA1snF1fsvybMO%2BN9vVVdtNty6VnXNZntNXbW6UnXFZkOKU6rLVidWJ1THV8c0e7Rv64Dfsb%2FZXlznV5%2Brzm32OONZzR4HPKN6T%2FWO6g3N7gxjZz48uoADXHl0AQCw6QywAIBNcOk%2BUx%2BtXj24FrbnzNEFHMAACwAGs1EoAADL6BOjCzjAVUYXAACbzgALAIBltEwDrFNHFwAAm84ACwCAZbRMAyyPEALAYAZYAAAsIwMsAOA%2FbB39%2FwsAACzcMc3e9Lgsjmu56gGAjeIOLAAAltFF1adGF3GAK40uAAA2mQEWAADL6qzRBRzARu4AMNCxowsAAOCLXL66c3Xb6kuqq1UnVRdUn6zeX725%2BufqHdXFQ6qc3jLdgWWABQAAAGy8reprq2c3G1RdvM28r%2FqN6oYLr3h6L277fZg695x4rQAAAABL7cbVi9rbgGV%2F9Wet1yDrzxs%2FuLo03z%2FtUgGAI7EHFgDAWA%2Bs3lDddY8%2FZ6v6zuot1X9rPbaKOHt0AQewiTsADGSABQAwxlb1m9WTqhPn%2BHOPq361emGrv2%2FTMu2BZYAFAAMZYAEAjPHr1U9P%2BPPvXL28Om3C3zG1ZboDa9WHgQCw0gywAAAW7%2Fuqn1vA77lJ9YJmbzVcRcs0wLrC6AIAYJMZYAEALNYNqics8Pd9afWHzR5ZXDWfHl3AAQywAGAgAywAgMXZaja8OnnBv%2Ffbq%2Fsu%2BHfOwzmjCzjAFUcXAAAAALAI31BdPChnVCdNv8S5ulvj%2BnVw3j7xWgGAI3AHFgDA4ixi36vDuUazvbdWyTLdgbWq%2B4gBAAAAbNsNG38X0esmX%2BV83bLxPbs05028VgDgCNyBBQCwGPcZXUB1m%2Bq6o4vYgc%2BMLuAAJ1XHjS4CADaVARYAwGLcbXQBl7jT6AJ24NzRBRzkcqMLAIBNZYAFADC946rbjS7iErcaXcAOLNsA67KjCwCATWWABQAwvdOrE0cXcYnbjy5gBz47uoCDGGABwCAGWAAA01umfafuUF1hdBHbdFF1wegiDmCABQCDGGABAEzvSqMLOMAx1T1GF7EDy3QX1mVGFwAAm8oACwBgeseOLuAg9xtdwA58bnQBBzhldAEAsKkMsAAAprdMdxHV7I2I1xxdxDYZYAEABlgAAAtw5ugCDrKv%2BqHRRWzT%2BaMLOIABFgAMYoAFADC9N1UXjy7iID9anTC6iG1Ypk3cl%2BVNkgCwcQywAACmd3b1ttFFHORq1f1HF7ENBlgAgAEWAMCCvHx0AYfw883eSrjMPj%2B6gAOcNLoAANhUBlgAAIvxktEFHMINq%2FuOLuIoLhxdwAGOG10AAGwqAywAgMV4Scu3D1bVI1ruwcz%2B0QUc4PjRBQDApjLAAgBYjI9VrxpdxCF8Scv9RsJlGvoZYAHAIAZYAACL89zRBRzGI6rLjS7iMJZpgLXMd6oBwFozwAIAWJy%2FGF3AYVy1%2BsXRRRzGMg2wfHcGgEH8JQwAsDhvr%2F51dBGH8ZPVTUYXcQhbows4gO%2FOADCIv4QBABbrT0YXcBjHVY9ruQZGVceMLuAAy1QLAGwUAywAgMX645brsbgD3bX6ntFFHGSZhkbLetwAYO0ZYAEALNYHq5eMLuIIHtNsT6xlcezoAg5ggAUAgxhgAQAs3v8ZXcARnFo9vuV5lHCZ3vxngAUAgxhgAQAs3rOrj40u4gjuXd1vdBGXOGF0AQf4%2FOgCAGBTGWABACzeBS33XVg1uwvruqOLqE4aXcABLhxdAABsKgMsAIAxntBy39Fz%2Beppjd%2BD6uTBv%2F9ABlgAMIgBFgDAGGdUzxhdxFF8VfUrg2u4zODff6DPjS4AAAAAYNFu2Wxj8GXPPaZqwFEcu4MaF5FfnHa5AMDhuAMLAGCcN1XPG13ENvxxdcMBv%2FdyA37nkXx2dAEAsKkMsAAAxnrk6AK24fLVX13yn4t0pQX%2FvqM5Z3QBALCpDLAAAMZ6RfWC0UVsw02rP6uOW%2BDvPHWBv2s7Pj26AADYVAZYAADj%2FfLoArbpG6rfr7YW9PuutqDfs13uwAKAQQywAADGe2WzR%2FRWwQ9Wv7qg33WNBf2e7frk6AIAAAAARrpZdVHj37S33fz0NG34Ao8auL5DZcRG9gAAAABL5YmNH9LsJA%2Bbpg3%2F4elLsMYDs2ybygMAAAAs3FWbbRQ%2BelCzk%2FzMJJ2Yec0SrO%2FSnN%2Fi9v4CAAAAWGo%2F0%2FhhzU7z681%2FuHNMde4SrO3SvHfO6wMAAABYWcdXb238wGan%2BePqxDn24cZLsKYD8%2FI5rg0A2CFvIQQAWC4XVA8dXcQu3L96SfN7c%2BBXzunnzMv7RhcAAJvMAAsAYPm8pNkdTavmjtXrq7vO4WfdZQ4%2FY548QggAAABwkCtXH2v8o3O7yf7qt6qTdrn246tPLME6DswP7HItAAAAAGvtfo0f3Owl76zutot1f%2FsS1H5w7riLdQAAAACsva3q2Y0f3uw1f1vdbptrvl6zwdfomg%2FOlbZZPwAAAMDGuVr18cYPcOaRv6%2F%2Bv2YbtF%2FmoHVesXpYddYS1HlwPnSYYwMAAADAJe7V%2BCHOFPn36q3NNkjfvwT1HC7PPfohAgCmdMzoAgAAOKq3V9esbju6kDm7bHWV6grNHpdcVs%2BoXjq6CADYZPtGFwAAwLb8ZLNBFov3z6MLAIBNt8z%2F0gUAwBf60upfqpNGF7JhrtRsby4AYBB3YAEArI43Vw8ZXcSGeX2GVwAwnAEWAMBq%2BaPqSaOL2CAvGl0AAAAAwCo6oXpF49%2FOtwm56zaPCQAwIXtgAQCsptOqVzd7OyHT%2BFR11erC0YUAwKbzCCEAwGr6cPUt1XmjC1ljz83wCgCWggEWAMDqen11%2F2aPujF%2FTxtdAAAAAMC6eEjj94pat3ykOnYnBwEAmM4xowsAAGDPXl2dWH316ELWyGOrF48uAgAAAGCdbFX%2Fu%2FF3Lq1DPl9da2ftBwAAAGA7jqme3vgB0KrnKTttPAAAAADbd1z1Z40fAq1q9lc32XHXAQAAANgRQ6zd58m76DcAAAAAu3Bs9dTGD4RWKedW19xNswEAAADYnX3V4xs%2FGFqV%2FOTu2gwAAADAXmxVv9z44dCy51XN7loDAAAAYJAHVJ9v%2FKBoGfPp6vTdtxYAAACAeblr9cnGD4yWLffaS1MBAAAAmK8bVm9r%2FNBoWfLwvbUTAAAAgClcrnpm44dHo%2FOYZnuEAQAAALCEtqqfqC5o%2FCBpRB6b4RUAAADASrhN9fbGD5QWmV%2FO8AoAAABgpZxS%2FV7jB0uLyE%2FOqWcAAAAADPA11TsbP2SaIudX951fqwAAAAAY5cTql6rPNn7oNK%2BcUd1xnk0CAAAAYLzTqz9r%2FPBpr3l%2BddU59wYAAACAJXL76qWNH0TtNJ%2BpHprN2gEAAAA2xp2qFzd%2BMLWd%2FFV13WnaAAAAAMCyu031f5ttij56UHVw3ljdbbKVAwAAALBSrlI9rHpD4wdXb6q%2Bq9o36YoBAAAAWFm3rR5ffaLFDa0uqp5bfVP2uQIAAABgm46v7tHsEcOPN83g6rXVz1XXWsySAIBl4F%2BrAACYwjHV7aq7VF9dfXmzxw536j3VK5u9CfH51YfmVSAAsDoMsAAAWISt6mrVjZq9IfBq1anVKdVx1f7q3GaPIZ5Rvbt6W%2FWpEcUCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAC7sTW6AABgZZxQXbO6%2FCX%2F77OrM6rzh1UEAAAAwEY7tvrG6gnVW6qLqosPykXVm6vHV99wyX8HAAAAACZ1SvUz1Qf74oHV0fKB6v%2BrTl541QAAAABshHs3eyxwp4Org%2FPB6tsWXDsAAAAAa%2Bzk6qntfXB1cJ5cnbTAdQAAAACwhq5Svbr5D68uzauqKy9sNQAAAACslSs324R9quHVpXlTdeqC1gQAAADAmjih%2BuemH15dmn%2Bsjl%2FIygAAAABYC49rccOrS%2FPYhawM2Ndsb7sTqq3BtQDAnvnLDADmb6u6UnVaddlL%2FnfnVB%2BpPtFskDPaXaoXD%2Frdd65eNuh3w7q6UXXP6k7Vl1bXqo655P92XvW%2B6r3VO6s3Vq%2B85H9ehj%2BPAAAAWICt6tbVLzUbCn2yw9%2BB9MnqBdUvVDceUWyzi9q3HKHGReyHdemFNbB7W9Xdq39od5%2FFD1f%2Ft9ng64TFlg4AAMCinFD9cHvbBP2lze6GWqT77qHeeeU%2Bk68S1ttNm93JOK%2FP5Cer%2F9XsTi4AAADWwFb13dUHmt%2FF459XV1lQ%2Fa%2BcY927zcsnXyWsrwdVn2u6z%2BdfVLdc2GoAAACYuytWz26ai8YzqttNXP8NJ6p9Nzl94rXCutlX%2FW6L%2BXzur%2F6wutpCVgYAAMDcnF79W9NeNH6m2SbMU%2FmJievfSX5swnXCutmqntjiP6dnVT%2BQlz8BAACshOtVH2oxF4yfrm4x0Tr%2BfEFr2E6eMdEaYR09orGf12c3uwMVAACAJXW56q0t9mLxXdVlJ1jL2xa8jiPlLROsD9bRNzf%2B83px9d7qVhOvFQAAgF16SmMuFp8wwVo%2BPWgth8rZE6wP1s3lqg83%2FvN6aT5T3X3SFQMAALBjX9u4C8X9zf9uh9EXvwevDziyRzT%2Bs3pwPl9974RrBgAAYAe2qlc09kLx2XNe0%2BgL34MDHN4J1cca%2Fzk9VPZX3zfd0gEAANiur2g5LhKvP8c1jV6PARZs3z0a%2Fxk9Ui6qvmOy1QPAAfaNLgAAlth9RxfQ7C6w75njzwJWxzeOLuAo9lVPr75mdCEAAACbaqv6t8bf4XBx9bo5rmn0WtyBBdv36sZ%2FRreTj1XXm6YFAAAAHMmtGn9ReGCuNIc17VuCdRhgwfYt01tDj5bXVSdO0wYA8AghABzOd44u4CC3ncPP8AghrI6Tq8uOLmIHblP99ugiAFjL7xgeAAAgAElEQVRfBlgA8MW2qvuNLuIgNxldALBQp4wuYBceXH3z6CIAWE8GWADwxe7YfN%2F8Nw%2FXnMPPcAcWrI5VfcT2cdUJo4sAYP0YYAHAF%2Fv%2B0QUcwuXn8DMMsGB1nDO6gF26fvVfRxcBwPoxwAKAL3Ry9d2jiziEefydbYAFq%2BP86pOji9ilHx1dAADrxwALAL7Qd7WcGyefN4efYYAFq%2BXfRhewS7eprje6CADWiwEWAHyhHx5dwGGcOYefYYAFq%2BUNowvYg%2F8yugAA1osBFgD8p9tVtx9dxGG8Zw4%2FwwALVsvLRxewBzcbXQAA68UACwD%2B08NGF3AE87gTwwALVssLWt23EZ42ugAA1osBFgDMXKvZ%2FlfL6EPVO%2Bfwc%2Fy9D6vlzOplo4vYpeNHFwDAevFFFgBmHlYdO7qIw%2FjT5nMXhjuwYPU8aXQBuzSPF08AwH8wwAKAumL1I6OLOII%2FndPP8fc%2BrJ5nNp898BbtjNEFALBefJEFgHpodZnRRRzG26rXzeln%2BXsfVs%2Fnq0ePLmIX3jy6AAAAgHVyueqTzR7RW8b8whzXeuoSrOfgAEd3QvXBxn9edxKbuAMwV%2F4lFoBN92PNHiFcRhdXT5vjzztmjj8LWJzzq98cXcQO%2FEv14dFFAAAArIsrVmc1%2Fk6Fw%2BX5c17v1ZdgTe7Agt05ufpo4z%2Bz28mDJuoBABvMHVgAbLKfra4wuogjePKcf56%2F92F1nVc9cnQR2%2FSK0QUAAACsi2tVn238nQqHy5nN9r2Zp2svwboOzP45rw%2FW3QnV%2Bxr%2F2T1aXledOE0LANhU%2FiUWgE31Ky33BdaTm%2B17M0%2F%2B3ofVdn7130cXsQ23qX57dBEAAACr7jbN7v4ZfZfCke5MOn2CdZ%2B%2BBGs7MBdNsEZYd8dUb27853c7%2Be6JegAAALD2tqq%2Fb%2FyF3ZHy1xOt%2FQZLsLYD8%2FmJ1gnr7lsb%2F%2FndTs6tbjlRDwAAANbafRp%2FUXe0fN1Ea7%2FxEqztwFw40Tph3W1VL238Z3g7eXezN74CAACwTadUH2j8Bd2R8uZmF6dTuNkSrO%2FAXDDROmET3KrZY7ijP8fbyfOrY6dpAwAAwPr59cZfyB0tD5hs9XWLJVjfgfnchGuFTfD7jf8cbzePnagHAAAAa%2BVmzR5ZG30Rd6R8pDphqgY0u2Nj9BoPzGcnXCtsgitXZzX%2Bs7zd%2FPA0bQAAAFgP%2B6p%2FbPzF29Hy81M14BJftgRrPDDnTrtc2Ag%2F3vjP8nbz%2Bepu07QBAABg9T2o8RduR8vZ1eWnasAlbrcE6zww50y7XNgIx1VvbPzneSef%2B1tP0gkAAIAVds1mw6HRF21Hy6OnasAB7jBwfYfKp6ddLmyMr6j2N%2F4zvd2cUV17kk4AAACsoK3qrxt%2FsXa0nFdddaIeHOirB63vcDlr2uXCRvm9xn%2Bmd5K3VqdO0gkAAIAVc%2F%2FGX6RtJ78zVQMOcucFrWe7%2Bfikq4XNcrnqQ43%2FXO8kr6wuM0UzAAAAVsVp1Scbf4F2tJxXXX2iHhzsrgta03bz0WmXCxvnXo3%2FXO80f9e0b18FAABYWlvV3zT%2Bwmw7%2BY2JenAod5twHbvJh6ddLmykZzb%2Bs73TPKvZZvQAAAAbZRXeOnhxs03MrzxRDw7l7hOtY7f50LTLhY10lWZ3N47%2BfO80T6%2BOmaAfAAAAS%2BmG1bmNvxjbTv77RD04nHvOsfZ55P3TLhc21rc1%2FvO9m%2FxRtW%2BCfgAAACyV46pXNf4ibDs5s7rsNG04rG%2BfU%2B3zynumXS5stKc0%2FjO%2Bm%2FxhhlgAAMCae2TjL762m4dO1IMj%2Ba491DtF%2Fm3a5cJGu0Kr91bCS%2FNHeZwQAABYU3eu9jf%2Bwms7eWdjNiy%2B%2Fy7rnSpvn3a5sPG%2BttX5c%2FHg%2FL%2Fq2Pm3BAAAYJwrV2c0%2FoJru%2FmOadpwVN%2B3gxoXkbdMu1yg1boz9eD8eXX8%2FFsCAACweFvVcxp%2FobXdvOySmkf4oW3WuKi8cdrlAs3uYvqnxn%2Fed5vnVSfNvSsAAAAL9lONv8DabvZXt52mDdvyI4epa1ReO%2B1ygUtctzqr8Z%2F53eYfmu3pBQAAsJLuWF3Y%2BIur7eYPpmnDtv1Y43twYP5l2uUCB%2FiOxn%2Fm95I3VqfNvSsArAwbIwKwqk6tntHq%2FF12dvXwwTUsW68%2BP7oA1spWdcPq1tX1qitW%2B6pzmr2N7y3NhiAXDKpvtL%2BoHlv9xOhCdumWzR6FvFveYAoAAKyIfdXfNv6OgJ3kxyfpxM78bOP7cGBeNu1y2RC3qn6v7b3I4dzqr6v7VieMKHaw46p%2FbPxnfy%2F5WHWHeTcGAABgCr%2FU%2BIuoneT1LcfdT7%2FY%2BF4cmBdPu1zW3C2abfC92%2FPvI9VPVycuuvDBTqs%2B3PjP%2F17y2epe824MAADAPH1Ds83QR19A7SRfOUkndu6Jje%2FFgXn%2BtMtlTR1fParZI6jzOA%2FfU33dQlcw3le3WvsHHir7q59s3FtdAQAADus61ccbf%2BG0kzxxkk7s3GnN9gIa3Y8D89xJV8w6umqzfZCmOB8fXR2zuKUMt2wvddjLn7HHzbk3AAAAu3ZS9ZrGXyztJB9ttpH0aFvVCxrfj4Pzl1MumrVz7Wabd099Tm7KI4Vb1ZMa%2F%2BfAPPLiluPPWgAAYMNtVX%2FU%2BIuknea7p2jGLtyv8b04VJ455aJZK6dW72gx5%2BXzmj2muAmOr17a%2BD8L5pF3VTefb3sAAAB25sGNvzjazUXwMuzNcnL1wcb341B5%2BoTrZn0cU72oxZ6bT1rIypbDqc2GP6P%2FPJhHzqnuOd%2F2AAAAbM8qbjZ8TnXdKZqxC8v25sED85QJ1836eHhjzs%2FvXcTilsRNq7Mb%2F2fCvPKIat88GwQAAHAk12q2j9Toi6Gd5kenaMYuXL36TOP7cbj8wXRLZ03csDq%2FMefnWc02jd8UX9fq%2FWPBkfK31ZXm2iEAAIBDOLF6deMvgnaal7Y8%2F%2FL%2FB43vx5Hy%2B9MtnTXxzMaeo4%2BffolL5Xsa%2F%2BfCPPPe6svm2iEAAIADbDV7vGz0xc9O85nq%2BhP0YzduXe1vfE%2BOlN%2BdbPWsg5s0%2Fhw9vzpt6oUumZ9vfN%2FnfQwf3HLsSQgAAKyZn2j8Rc9u8iNTNGMXtqqXNL4fR8tvTdUA1sJjGn%2BOXtxsD65NslU9rvF9n3eeWV1%2Bjn0CAAA23NdXFzX%2BYmeneX7L8y%2F892p8P7aTR03VAFbevurfG3%2BOXly9YeK1LqNjqr9ofO%2FnnXdXt59jnwAAgA11w%2BqTjb%2FI2WnOqq45QT9248RmF2mje7KdPGKaFrAGbt348%2FPAXGXa5S6lE6oXNL73886F1S80G9IBsEKWZZNZALhc9VfVFUcXsgs%2FUp0xuohL%2FGR1%2BugitunC0QWwtL5ydAEHue3oAgY4v9ndnP80upA5O7bZ3Z8vrq49uBYAdsAAC4BlcEz19OqmowvZhadVzxhdxCWuUf3i6CJ24PzRBbC0bj66gIN86egCBjm3unv1%2BtGFTOBO1b82e%2FPisjz%2BDcARGGABsAwe2ewiadW8v3ro6CIO8D%2BrU0YXsQPuwOJwluWR3EvdanQBA51d3a162%2BhCJnD56v9Vf1adOrgWAABgyd2v8Xui7CYXVV81QT92646N78lO8%2BBJOsE6eHHjz88D8%2BZpl7sSTqve0fhjMVU%2BUn3b3LoFAACslS%2BvPtv4C5fd5BHzb8eu7ate0%2Fie7DQ%2FOEUzWAsvbPz5eXBOm3TFq2Hdh1gXN3uc%2FcrzahgAALD6rlJ9oPEXK7vJPzTbCHhZ%2FGDje7KbfM8UzWAt%2FFnjz8%2BD88OTrnh1bMIQ66PVfbI3FgAAbLxjWs47LLaTT7Zcb666QnVm4%2Fuym9xngn6wHn698efnwfm7SVe8WjZhiHVx9ZyW6897AABgwR7V%2BAuT3eZbJujHXjy28T3Zbe45QT9YD9%2Fb%2BPPz4OyvTp9y0SvmtGZ7g40%2BLlPnnOrHm%2F3DCwAAsEG%2BtfEXJLvNYybox17covp84%2Fuy23zT%2FFvCmviyxp%2Bfh8pvT7noFXRq9erGH5dF5HXVV8ynbQAAwLK7QfWpxl%2BI7Cavqo6ff0t2bav6%2B8b3ZS%2B567ybwto4udkdT6PP0YPzqeryE657FV2u2b6Ao4%2FNIrK%2F%2Bv3qSnPpHAAAsJROrt7Y%2BAuQ3eSs6npz78je3LfxfdlrvmbuXWGdvK3x5%2Bih8mtTLnpFnVw9v%2FHHZlH5RPUjeawQAADWzlb1lMZfdOw295h%2FS%2FbkstUZje%2FLXuNxHI7kiY0%2FRw%2BVc5vt%2F8QXOqH608Yfn0Xm9RnEAwDAWnlQ4y80dptHTdCPvfqtxvdlHrnlvBvDWrlf48%2FRw%2BUPJlz3KttX%2FU7jj8%2Bi88zqS%2BbQPwAAYKAvr85v%2FAXGbvLi6tj5t2RPbt5qb9x%2BYG48596wXq7Z%2BHP0SPkv0y195f1U44%2FPonNBs39cuOIc%2BgcAACzYqdX7Gn9hsZt8qLrq3DuyN%2BuwcfuBud48m8Naemfjz9PD5e3VidMtfeXdv9lQZ%2FRxWnQ%2BWf10zg0AAFgZ%2B6rnNf5iYje5oLrD%2FFuyZ%2FdvfG%2FmGfsIcTS%2F2fjz9Ej5n9MtfS3ctdV98%2Bxe84HqB1q%2Bu3gBAICD%2FLfGX0DsNj88QT%2F26vLVRxrfm3nGq%2Bg5mts3%2Fjw9Wr5%2BstWvh5tU7278cRqVt1ff1ewfdQAAgCVz1%2Bqixl847CZPbvao3rL5X43vzbxz8lw7xDraV32w8efqkfLhlu9x42Vz5eofG3%2BsRuZN1b0yyAIAgKVxjeqjjb9Y2E1e1XLuW%2FJlre5A8Eg5Zp5NYm09tvHn6tHyojwqdjQnVE9t%2FLEanTdW984gCwAAhjq2%2BofGXyDsJh%2BprjX%2FluzZvuoVje%2FPvPP5eTaJtXabxp%2Bv28ljpmrAGtmqfrba3%2FjjNTpvru6XwScAAAzx642%2FKNhNLqi%2BaoJ%2BzMODGt%2BfKfKZeTaJtfeqxp%2Bz28n3T7T%2BdfON1VmNP17LkPdWD8kj1QAAsDDf3PgLgd3mQRP0Yx6u0uyV7KP7M0U%2BPsc%2Bsf5%2BoPHn7HZyfnXnaVqwdm5QvaXxx2xZcmb1iOynBgAAk7puqztoefwE%2FZiXP2p8f6bKGXPsE%2Bvv5OpTjT9vt5Ozq1tO04a1c9nqWY0%2FZsuUz1V%2FUN18D30FAAAO4fjqlY3%2F0r%2Bb%2FH113Nw7Mh9f0%2Fj%2BTJl3z69VbIjfaPx5u92cUV1nmjasna3qZ5rtizf6uC1bXtzszYX2yQIAgDn4rcZ%2Fyd9N3tPs1e7L6PhmG%2FyO7tGUefPcusWmuHqzu1NGn7vbzTur0ybpxHr6murfG3%2FcljEfqB7e7DMAAADswj0a%2F8V%2BNzmn%2BtIJ%2BjEvP9f4Hk2d18ytW2yS32v8ubuTvKXZXnZsz9WqlzT%2BuC1rLqz%2BovqGZm%2BoBQAAtuE6rea%2BV%2Furb5mgH%2FNyveq8xvdp6vzTnPrFZrlOs4v40efvTvLG6tQpmrGmjql%2Bpdmf1aOP3TLn%2FZf06Ut212YAANgMx1Yvb%2FwX%2BN3kFybox7xsVc9pfI8WkRfNqWdsnt9v%2FPm707whd2Lt1J2rDzX%2B2K1CXlY9sLriNvp60%2BrHq6dXr222X9unqo9Vb6%2BeW%2F1qdZeWd49IAADYtl9r%2FBf23eTPmw2JltW9Gt%2BjReVv5tQzNs%2FVmj0GPPoc3mnemj2xdurU6i8bf%2BxWJRdc0q%2F7VKcc0MdTqodW%2F7rDn%2FexZvtcXvvwhwgAAJbXXVrNRzve1uyV7cvqsm3W3QbPmk%2Fb2FC%2F2PhzeDf5t7ydcKe2qge3Whv4L0PObfaPNk%2Bqztzjzzq%2F%2Bs3qMkc5VgAAsDSuWn248V%2FMd5pPVzeZoB%2Fz9DuN79Mi87T5tI0NdXL1wcafx7vJB6ubzb8la%2B9mzR55G338Njnvre54tAMFAACj7aue1%2Fgv0LvJvSboxzzdprqo8X1aZJ48l86xye7b%2BPN4t%2Flk9ZXzb8naO77Z%2Fkyb9uflMuWC6nuPdqAAAGCkn2j8F%2Bfd5FenaMYcHVP9S%2BP7tOg8fh7NY6NtVc9v%2FLm825zXcr8RdZndoXpn44%2FhJueBRz1KAAAwwK2a7YEx%2BgvzTvO8ZgOiZfaQxvdpRH5rHs1j412%2F2V4%2Fo8%2Fn3eaiZvs7sXOnVI9tNfdkXIfszwAWAIAlc3L1lsZ%2FWd5p3tX2Xik%2B0mnV2Y3v1Yg8cg79g6qfavz5vNc8puUfti%2Brr6re0fhjuIk5u9kQGQAAlsLjG%2F8leac5t7rFFM2Ysz9tfK9G5Zfm0D%2BoOrb1eAz3r%2FKWt906qXp09sYakZc0e5wXAACGunvjvxzvJt85RTPm7G6N79PI%2FPTeWwj%2F4Uat9qOEl%2BYN1XXn3JtNcrtmPRx9HDct37GdgwMAAFO5avXRxn8x3mkePUUz5uyk6t2N79XIPGTPXYQv9MDGn9fzyMeqO825N5vk2GaPla7DQHNV8q%2B5CwsAgEG2qr9s%2FJfineYFrcY%2BMo9sfK9G5wF77iJ8oVX9c%2BtQubD60QwF9uK61XMafyw3JV%2B7vcMCAADz9QON%2FzK807yvOnWCXszbTasLGt%2Bv0bnvXhsJh3Dl6kONP7%2FnlSc3u2OT3dmqvr36QOOP5brnD7d5TA5nq9ndcyde8p%2BGt8AX8QcDAAe7XvWm6rKD69iJ85u9ieq1ows5in3V31dfM7iOZfDt1bNHF8FaukP1D9VxowuZk9dV967eO7qQFXZK9QvVz1THD65lXZ3Z7M26%2Bw%2Fzfz%2Bl2ctVbtZsz7rTq2te8t%2B5YnW5Zn9HXmp%2FdU71iWbbGXygek%2F11uptl%2FzPZ817EQAArI591Ysb%2Fy%2B5O80PTtGMCTyg8b1alnzjHnsJR%2FKjjT%2FH55lPVt801w5tphvkscIpc%2BMDen216n7V%2F262R9YUb4j8WLO3IP5G9W3NBmEAAGyIBzf%2BC%2FBOs9fHFhblKs3%2BJXl0v5Yld9pbO%2BGItqqnNv48n2f2V7%2FSauzzt%2BzuUb2j8cd03fLfqv9RvX7Q77%2Bo%2Bufq55rd4QUAwJq6TrPb9Ud%2FAd5J3lidPEUzJvBHje%2FXMuUr9tZOOKqTmz1WPPpcn3f%2BvrrG%2FNq0sY6vfrzZ3W2jj6lMk5dX35995AAA1spW9bzGf9ncST7dbB%2BNVXCnxvdr2XKLPXUUtueardem7pfmzOob5tinTXal6nfyco11zserR1xyrAEAWHH3bfwXzJ3muybpxPwd32zT2dH9WrbccC9NhR24TfWZxp%2Fz887%2B6tdbn83qR7th9YzGH1eZLuc0G2RdJgAAVtIVqo80%2FovlTvKkSToxjYc3vl%2FLmGvtpamwQ9%2FSbOAz%2BryfIq%2BqvmR%2Brdp4t61e0PjjKtPl36vvaXb3OQAAK%2BTxjf8yuZO8rdXZ9%2Br06rON79ky5tQ99BV248caf95PlU83uyBnfu5a%2FUvjj61MlxdW1wsAgJVw21brroTzq1tN0on526r%2BtvE9W9asyhCS9fI%2FGn%2FuT5k%2Fri4%2Ft26xVd2zekPjj61Mk09X3xsAAEttq3pF47887iQ%2FNUknpvGdje%2FXMmff7lsLu7bV6t11utO8v9mLI5iffdW3V29q%2FPGVafLk6sQAAFhK92%2F8F8ad5GWtztDjctUZje%2FZsuZzu28t7Nkx1Z82%2FnMwZfZXv1GdMKeeMbOvuncGWeuaf6lOCwCApXJy9cHGf1ncbj7TbD%2BpVfHYxvdsmXPW7lsLc3F89ZzGfxamzhurW86pZ%2Fynreoerd5dzHL0fKC6aQAALI1fbPyXxJ3kwf8%2Fe%2FcdLktV5m%2F%2F3ieSc5YggoIkATGhiAFBRgRFwUEcRxRFTOjIjGIOwxgBGWUEE8qrAgooCIqCiEoUQZGcg3DgkA7hRE56%2F1i9f%2FTZdO%2Fd1V3Vz6ru%2B3Nd3%2BsoYfezVlfTVc9etaqaaajEDsBi4ucs58zoenal8kwHziH%2B81B1ngSOAKaUM21qMgK8Ap9aOGh5CNgRSZIkhVuHtGlp9Alip%2Fkz9bl1cBJwGfFzlntu63aCpZItx%2FA8bOFyYMtypk0t7Aj8BFhE%2FHttes8s0oNuJEmSFOgY4k8MO82T1OuC693Ez1kdcm23EyxVYDmGZwXNPOA%2FSPuAqRobA1%2BnXr8oMq3zELAVkiRJCrERsID4k8JO88VqpqESGwKPED9ndcgVXc6xVJXlGY7bCUdzCbBFKTOndlYBPgzcQvz7bbrP3cAzkCRJUt8dT%2FzJYKe5k7TZfB1MAs4jfs7qkj91N81SpaYBPyP%2B89GvzAf%2BE1djVW0SsCfD1SAdtFxJfc5HJEmSBsImpFvyok8EO82bq5mGSnyQ%2BPmqU37b3TRLlZsM%2FID4z0g%2FczmwTRmTpwltDhxFujUt%2Bn03xXIyadN%2BSZIk9cH%2FEX8C2Gn%2BRH1OFLcg7SsTPWd1yi%2B7mmmpPyYB%2F0v856SfeRL4LGkVmqo3HfhX4ALi33vTeT7Y6s2UJElSudYn3S4SffLXSeZSn71ZpuBTB7vJyd1MttRHI8Anif%2Bs9DvXAi8qYf7UuWcDXwbuJf79N%2BNnAbB967dRkiRJZfky8Sd%2BneZDFc1BFT5B%2FHzVMT%2FoZrKlAO8EFhH%2FmelnlgDfAFYuYf7UucnA7sBPSL%2FIiT4OTOtcS3pyqSRJkiqwMvAo8Sd9neRPpNt36mA76rOn2N0Z1NCc47qYbynK64A5xH9uIv678boS5k%2FFrQIcRNovcNgaqHXI%2F7R%2F6yRJktSLumwwPo90K0UdTAP%2BTvycdZLFwAkZ1NGcrxafcinUC4EHiP%2FsRORUYL3ep1BdWgc4lPQLnuhjwaQsJP0SS5IkSSWaBNxE%2FMleJ%2Fl4RXNQhc8TP1%2Bd5hvA1zKoozmfLT7lUrhNgeuI%2F%2FxEZBZwCPVZITuoNgDeB5yHK7OicxH1ediMJElSLbya%2BJO8TvIPYGpFc1C255N%2B%2Bxo9Z51kBulWlOMyqKU5hxeedSkPqwLnEv8ZisoluPIkF2sAbwfOwGZWVA6c8F2SJElSx35O%2FAleJ3lpVRNQsuWo1wqMf23UfWIGtTTn0EKzLuVlCvAt4j9HUVlEug14xV4nUqV4CelW8ejjYhhzF7D8xG%2BRJEmSJrI29VgpdGJVE1CBrxA%2FX53mPJ66veHUDOppztsLzbqUpw8w3Ctf7gL27nkW1YsNgJnEHwvDnP%2BY8F2SJEnShA4j%2FsRuojxOfTYH3pn6%2FJZ7AbBFU%2B1nZVBTc97U8axLeXsF8CDxn6nInAU8s7dpVBcmARcQ%2F%2F4Pex4AVprgvZIkSdIEriT%2BxG6i1GXj9hWBm4mfr07zxTH1n59BTc3Zs6NZl%2BphE%2BBvxH%2BuIjMX%2BAQwvce5VOcOJf59Nykfm%2BC9kiRJ0jieQ%2FwJ3US5i7SnVB3Uab%2Bb23n6nhwXZ1BXc17e0axL9bECcDLxn63o3Ajs1uNcamKrAg8T%2F36blBnAtHHfMUmSJLX1KeJP6CbKv1c2%2BnK9hvi5KpLXtRjDVRnU1ZydJpx1qX5GgI9Qj70Hq87PgA17m06N4wji32OzbN4x3hsmSZKk9nJrWIzNdcDkykZfntWBe4ifr07zizbjuDGD2pqz1bizLtXby0grMqI%2FZ9GZDfwXrkwp2yTgDuLfX7NsrhjvTZMkSVJrmxB%2FIjdR9qts9OX6KfFz1WnmABu3GcddGdTXnE3GnXWp%2FtYD%2FkD8Zy2H3Ajs3tt0qskLiH9PTetsP877JqkEk6ILkCSVbq%2FoAiZwHXB6dBEdOBA4ILqIAr4A3N3m743dEyva3OgCpBKMACsDa%2FL0z9j9pNuPv9LvojK0BfBb4Ax8WmEZ3EMwX%2B%2BMLkCSJKluzib%2Bt5Dj5cDqhl6aTYHHiZ%2BrTnMd49%2Bm80QGNTZnxXFqlXI1jbTH3HGk27TnsuxxPQu4CDgWOJj0MI0R0lM3HyTms5Zb5gGfJb%2Bmep18n%2Fj30bTODOqxPYIkSVIWppH2HYk%2BiWuXO4EpVQ2%2BJFOBS4mfqyJ5xQRjWpRBjc1xBbjqZFXgM8BMih%2Fr1wOHA88FLuzi3x%2FU3AnsS2rwqZjcf0k17Nm1%2FVsnSZKkZi8j%2FuRtvPxHdUMvzZHEz1ORnDzBeKZmUGNz5k1Qr5SLEeDfKGf11KPAx0i3%2Bi4p4ecNSs4Htu70DREAvyH%2BfSs7t5K2FjiatELvSOBE8tu%2FsZN8vf1bJ0mSpGafJP7krV3mAKtVN%2FRS7E69Li7nMPGj6lfJoM7mPDJBvVIOVgJOofzj%2F2%2FA26nX002rziLSbZerd%2FTOqIrjst9ZSFpJ9g7SAw%2FaWQE4DLg5g5o7zbXjjEeSJElNfk38yVu7fK%2FCcZfhGdRvn5ojOhjXOhnU2Zx7OqhZirQ28Feq%2Bww8BryJtOIk%2BvOYUx4EDsE9hCbyZeLfq24zA%2FgEsG7BMU8ifWZuymAMnWT9guOTJEkaOiPAQ8SfuLXLS6obes%2BmARcTP0dFcjMwvYOxbZJBrWPrlnK1KmmVVNWfgwWkDeHfRVpJGf25zCl%2FwyftjecA4t%2Bjormb1Jzs5DtrPNNJtxlGj2ei7NvjOCVJkgbepsSftLXLLeS9We83iZ%2Bjotmzw7FtkUGtzbm6w7qlfpsEnEP%2FPgtzgeeTnlZY5YqvuuZUUgNey9qc%2BPem0zwG%2FBewXMlzcDB53%2B7vPliSJEkT2Jf4k7Z2%2BXyF4%2B7VO4mfn6I5o8D4ts%2Bg3uZcVqB2qZ8%2BQv8%2FD3eQVn1NA74ILA6oIefMI218v%2BI479uwyX219Wh%2BTPFbBYv4YAZjbJfzKxy3JEnSQPgs8Sdt7bJNhePuxcuAJ4mfnyKZA2xcYIwvzqDm5vyhQO1Sv2xE3K18xzfV8WLqtWF1v3IP8DbSKjnBWcS%2FJ%2B1yN7BHdUP%2Ff0aAkwLG10nur3DckiRJA%2BFU4k%2FaWuVW8rx98FnUb9P2pcDHC47zlRnU3JxzCtYv9cP3iPtMLGHZJv%2BKwHGB9eScy0hNvmH3UeLfi1Y5lbSisF9WJW0MHz3uVvGpmpIkSeO4ivgTtlb53yoH3aU1gRuJn5uiuY50q1ERe2ZQd3NOK1i%2FVDAfgXUAACAASURBVLV1iV%2BJ%2BZMWde1BWnkU%2FZnNMT8hrZobVjsS%2Fx60SoR%2FL1hjv7J9lYOWJEmqu0eJP2Frlb2rHHQXVgQuJX5euskuXYz3jRnU3ZyTuhiDVKWIva%2FG5klgrRa1rQb8IIP6csxc0v6Kw7g%2F1iTgEeLfg7GJMBm4pkCN%2Fco%2BVQ5aGlbeRy5Jg2EV%2Brtsv4g%2FRxfQZDngl9TzFpTv0d1clv30p17Niy5AGiOHC82ptG72P0p60MTrSLdK6SnLA58h7Rn2bwzXdc0SUtMmNxHNxMWkByDkplVDWlKPhuk%2F9JI0yDaMLqCNG4BZ0UU0TCfdvrZbdCFduJ%2F0KPJu2MCS2ptGPg3t8f7b9GvSPlk%2F6lMtdbIBaWXn5cBLg2vppwejC2gh6ra5M8hv43T3wJIqYANLkgZDlY%2Bq7sVV0QU0LE9aefW66EK69AG6bwTawJLa24zU3M7B8yf4%2B7OAdwB7kfbG0rJ2Ai4CfgZsGlxLP6wUXUALzwl63UXA6UGv3c7K0QVIg8gGliQNhlyXql8bXQDp1srfAK%2BNLqRLZ9DbibkNLKm9zaMLaLIpnT2x9Rxga%2BCEasuprf1Iq3%2B%2FTLq9flBtG11AC%2BsEvvYfAl%2B7lSnRBUiDyAaWJA2G1aILaOOW4NdfH7gQ2DW4jm49Ary%2Fx59hA0tq71nRBTSZCqzQ4T%2F7OPBe4JXAbZVVVF%2FTgY8BtwKHMHjNhHVIt07mJnKe%2FxH42q0M2jEnZcEGliQNhlx%2Fy3xX4GtvC1xGvR9l%2FSF639fDBpbUXk4NrG5cCGwHfJ20sbeWtTZwPPA34DXBtZTpedEFtDEn8LXvC3ztVhZEFyANIhtYkjQYcmtSjJoZ9Lp7A5cAGwe9fhnOAH5aws%2FJZX%2BfUTawlJOc9kpaCMzt4t%2BbC%2Fwn8EJSo0ZPtw3wO9Ltl88NrqUMO0YX0EbkkzIXB752K37XSRWwgSVJg2FadAFt9PsJhJOAzwFnkucGt516gHR70NISflZuzc350QVITTaKLqDJnfT2mb%2BS1MQ6HC%2Be2%2FkX4Brgm8CawbX0YqIN%2F6PcEPjauW2l8Hh0AdIgsoElSYOhk41%2FI%2FSzWbEB8Fvgs318zaocTHmPSHcFltReTg2sMlZPLQKOIm3y%2FrsSft4gmkx6suvNwPuo515FOTawniC2gRX1BMR2HoguQBpENrAkSVUqYwVRJ95M2sB1tz69XpWOB35V4s9zBZbU2grktQqnzE2o7yA9efVAvJBuZw3gOOAq0mb4dbEGee7d9kdSAzXKzoGv3UrUFgrSQLOBJUmDYWF0AW1U3TxZDzgV%2BDl5XYh26wbS7T9lcgWW1Nr60QWMcWPJP28paR%2B9LYETSv7Zg2Rb4ALS98gmwbV0IsfVVwBnB7%2F%2BG4Jff6zbowuQBpENLEkaDLmuaqlqT4qppCf03QTsX9Fr9Nt84C2U%2FxSn3BpYuR6rGj4bRBcwRtkNrFGzSHvq7Uza%2F0mtvZn0HnyOtDovVy%2BMLqCFpcBZpKf%2Bfp70dMy%2FA5c3%2FvrXSfNb1S%2BadiCveVlA7Ib2kiRJWRvd8Du3bF%2FyOEeAfUkXGdFjKzsHlzhPzc7JYGzN2aGicUpF7U%2F852E0S%2BjP7b5TSU8snNPn8dUtdwP7kef%2BkmcSPz9jM5u0p9hE%2F9xi4HzgX0nHYllOz2AOmnNViWOTJEkaOP9K%2FAlbq7y2pPFNIa1O%2BnsGY6oiP6K6C6XzMxhfcwbhEfYaDIcR%2F3kYzT8rHutYGwGnlVT7IOdC4HndTXElRoD7iZ%2BXMnIH8DZ6vyNotwzGMjY%2F7HFMktrwFkJJGgwPRRfQxqt7%2FPc3AD4B3AacQl4XEmW5BjiUdNJbBW8hlFpbJ7qAJnf0%2BfX%2BSbql619I%2F31Va7uSVtN8G1gruBaAjYF1o4soyTOB%2F4%2B0%2F9gzu%2FwZawDfL6meMl0ZXYAkSVLOtiP%2BN46t8ijF95lZj3Q73e9ItxtEj6HKPEL1T5O6PINxNie3fYc0vL5L%2FOdhND%2BqeKzjWY6079N84uch58wi7b1Y5q1vReW62rrXPErxFdtTSecJ0bW3yo4FxyJJkjRU1iL%2BhG28k%2F5vA6%2Fn6SseJgPPJt0e%2BA0G9xbBVlkM7E71cpvTNaodrtSxnPYS%2BkLFY%2B3E5uS3Z16OuQ54TZdz3KtjO6yxjlkEHNDhPEwBTs6g5lZ5rFGfJEmS2hgh%2FqSt08wiPT3wRob7N%2F6HtXwny3dDH8fUSVasdrhSxy4l%2FvMwmndXPNZOjQB7k25pjJ6T3HMmqenXT38pqfZcs4h0W%2Bt4ViSv5vPYnDFB%2FZIkSQIWEn%2FiZjrLt%2Bnf061u69OYOs3kaocrdexW4j8Po9mz4rEWtTzeVthJngS%2BCqzS1SwXs3zj9aLHXHUeA7ZtMwdbAf%2FIoMbx8p42tUuSJKnJLOJP3MzE%2BTX9vb3gnorG0U0WVjxWqYic%2Fpu5XcVj7dazyHu1Sy6ZCbyLahv0L89gnP3KDGCHprGvCRwJLMigtvGymLweDiFJkpStnFYTmNb5C%2F2%2Fhe6BkmovI7MrHqvUqanEfx6ak8MT7sbzWtKt39HzlHuuIjWaqnBEBuPrZxaTbvO9hPwbV6O5oO27J6kUk6ILkCSV5t7oAjSum0h7e8zp8%2BtO6%2FPrjWd%2BdAFSQ04PE1hIeiJpzs4l3db1MWxEj2cH4I%2FAz4BNS%2F7ZO5f883I3CXgx8BLy%2Bh4bz0nRBUiDzgaWJA2O26MLUFt3AbsBDwW89vSA12zHBpZykVMDayawJLqIDozu97QF8OPgWnK3H%2BkBGv8DrFzCz5sOvKKEn6PqzAFOiy5CGnQ2sCRpcFwfXYBaug94NWkvqgg5%2FeZ6QXQBUkNuDaw6mQH8G%2FBS4MrgWnI2nXTb3y30vj%2FWy4GVyihKlTkJVydKlbOBJUmDwwuJ%2FNwHvJL0JMAIk8nru94GlnKxenQBTerWwBp1CfAi4GDgweBacrYu8D3gr3S%2Fiqrbf0%2F987%2FRBUjDIKeTWklSb64gbXqqPNwD7Era%2BypKTquvwAaW8pFTA%2BuB6AJ6sBj4PvBs4GhgUWw5Wdse%2BAPwS9J8FTFs%2B1%2FVzdnAjdFFSMPABpYkDY4nSE%2B5U7zbgV1It45EsoEltZZTA2sQVi89BnyUtNH7ucG15G4f0i3%2Fx9DZrayTgOdXWpF6dWR0AdKwsIElSYPlnOgCxDXAy4A7g%2BsAG1hSO6tFF9Ak4uEOVbkR2BN4HbGrT3M3BfgwcCvwEcb%2Fb%2FWzKWcjeFXjXOCy6CKkYWEDS5IGy8%2BjCxhyV5L2KrkvuI5RU6MLGMMGlnKxanQBTQapgTXq16TVWB8hrc5Sa6uTbr28HngTMNLin3lRXytSEUuBj0cXIQ0TG1iSNFhuBi6PLmJIXQbsBjwSXUgTV2BJreXUwHo4uoCKLAS%2BQVpBdDywJLacrG0GnAZcBLxkzN97Wf%2FLUYd%2BCFwdXYQ0TGxgSdLgOSG6gCF0AfAa4NHoQsZwBZbUmg2s%2FnkQOJS0ifnvg2vJ3c6kpzueBmxOWpG1e2hFaucx4IjoIqRhYwNLkgbPydT7qVZ1cwZpv5fZ0YW0kNsKrCejC5AacmpgzYouoE%2BuITX69yHt%2FaT23gTcAPwE2CS4FrV2BDAzughp2NjAkqTBMx84KrqIIfEd4C2kOc9Rbg0sV2ApF6tEF9Akp9uOq7YUOAvYBjgceDy2nKxNAQ6ILkIt%2FQlXu0shbGBJ0mA6Drg%2FuogB9yngvcCi6ELG4S2EUms5PdVtWFZgNVtA%2BkWL%2B2Opbp4ADsJjVgphA0uSBtMcUoNF5VtA%2Bq34kaTVBDnLrYHlLYTKRS4NrPnku4KzHx7gqf2xzguuRerEB4Hbo4uQhpUNLEkaXCcCf4kuYsDcB7wcOCW6kA7ZwJJay6WBlduDH6JcA%2BwB7EV6mq6UoxOBk6KLkIaZDSxJGlxLgPeQ9y1udXIpsBP1agrawJKeboR8GliPRReQkaXAOaT9sT7McN5aqXz9DXg%2F%2Ba%2B8lgaaDSxJGmxXA5%2BPLmIA%2FB%2FwCmBGcB1F2cCSnm46MDm6iAYbWE%2B3EDgW2Bz4X%2FwljOLdB%2BwNzIsuRBp2NrAkafB9ifTEHBU3GziQ9FvXOjZfbGBJT7dSdAFNbGC19whwGGlF1tnBtWh4zSY1r%2B6JLkSSDSxJGgaLSZuOz4wupGb%2BCuwI%2FDS6kB7k1sBaGF2ARD63D4INrE7cBLweeA1pryypXxYCbySdD0jKgA0sSRoOM0gb5D4UXUgNLAH%2BB9gZuCW4ll5NiS5gjAXRBUjktQLr8egCauR8YAfgvfhdpuotAvYnHXeSMmEDS5KGx9XALsDd0YVk7CZS4%2BqTDMZqodwaWIMwp6q%2FnBpYT0QXUDOLgRNI%2B2Mdhf9N6adrowvoo4XAW4BfRhciaVk2sCRpuNwIvAS4KrqQzCwm7RW2PXB5cC1lyq2B5R5YysGK0QU0sYHVnceAw4GtgDODaxkW55C%2BJwfdXNItq2dEFyLp6WxgSdLwmQG8HDg1upBMXEy6LeUTwPzgWspmA0t6uhWiC2gyO7qAmrsVeAOwG8O1QijC1aTVyd%2BJLqRCM4FXAr%2BNLkRSa7md2ErSMJgMrA9sBKwJrA6s2vjrI41%2FZjZpb5RHgX%2BSbvubU2INc0gbu18MfB2YVuLProv7gf8CfgwsDa6lKrl9z3u7j3LgCqzB83vSLyIOBr4IrBVbzkD6O%2Bm78lDSd8s7Y8sp3T9ITxu8K7oQSZKkCCPApqRG0ZeAXwG3kzYGXdpFZgLnkRpObwHWKanO7Ui%2FWe2mpjpmDukCJ6d9cKryAeLnuzn7VjtcqSPvIv6zMJq3VzzWYbQacDSpYR79%2Fg5K5rHsL0QmAcdmUFdZ%2BTF5rcyUJEnqi02A9wA%2FB%2B6j%2BpOua4CvADvx1Oqtbkwj3Rowrw81R%2BVJ4DjS6rdh8WHi5705r692uFJHPkT8Z2E0NnWrswVwNvHv8SDkyhbzO0Jaxbwkg%2Fq6zRzSSrJezp8kSZJqY4S0gukLwHXEnojdDnwKWK%2BH8TyTtDdW9EllmZkHfAvYuId5qavDiZ%2F%2F5ry22uFKHfk48Z%2BF0exR8ViV%2FrtzA%2FHvdZ1z4jjz%2B3rSpvrRNRbNDGCbccYlSZI0MJ5Bugi6kfiTsLF5EvgJ8JwexrcTcFYGY%2BklD5Eai%2Bv2MA91l9OF%2BlLg1dUOV%2BrI54n%2FLIzmZRWPVclU4DDSvpLR73kd85EJ5ncz0hN8o%2BvsNNeRfmEnSZI0sEaA3Ul7WS0m%2FgRsoiwkXahN7WHM2wDfIz1WOno8neYy4N%2BB5XoY96D4FPHvR3N2qXa4Uke%2BRvxnYTQ7VDxWLWtt4NvU4zs8p3Tyy4eppO%2BcBRnUO15%2BBqzSwXgkSZJqaTppX6u63oJwAelJh71YDTgE%2BCN57ndxL%2FBVvB1grM8R%2F9405yWVjlbqzLeI%2FyyMppeVsure9qTvs%2Bj3vy5Zu8DcPgc4J4Oax%2BYR0i%2B33O9KkiQNpBVIm2DfQ%2FyJV6%2B5mvKeWrgucBBwMv3ZqL5d7iQ9BWkX0hOR9HT%2FTfyx15ydqh2u1JEfEP9ZGM0zKh6r2hsB9gPuIv44yDn3dzm%2FrwYuzqD%2BhcD%2FUawJJ0mSVBtTgfeSNviMPvEqM0%2BSniR0FLAr5TR9RoBNSRcBXyAtzf8r8ADlr9R6GPglqan4XPwtaie%2BRPxx15znVTtcqSMnE%2F9ZGE2vq2PVuxVIq1UH%2BSm8veT3Xc9s%2Bp7eBTgNWNTnuueSbhfdtIf6JUmSsjUCvBG4lfgTxn7kDtLGrCuUMXktTAHWAp4FbE1qXuwIvBx4G3AMcFOLupaQfiN%2BLqnZdiDpceg2rIr7KvHHWXO2qna4Ukd%2BSfxnYTTTKx6rOrcJqdESfUzklmN7mdQm65HOOS6huq0IlpBWfb2PtPWBJEnSQNoaOJ%2F4E8WI3Avs3%2FsUdmWE1NDaj7QqbDO8oCvTUcQfX81xvx%2Fl4FziPwtLSRfbNubz82rSU%2Bqij49c8p7eprOldYADgOOBq%2Bh%2B4%2FdFwDXAd0m%2FGBvmpw5LQ2FKdAGSFGx54NPAfzK8%2F03cADgV2Jt0ojq3j6%2B9FPhTH19v2EyOLmCMRdEFSOTzhNLRW9aUl9%2BTNnl%2FP%2BlJvsP%2BxLrrK%2FiZD5Bu5T258f%2Bnkm712wzYkLRf1WqkFeKTSU%2BNnA883vh37yWtIr%2BF1PySJEkaeLuSTn6if7uZUy4H1uhlUpWVbxJ%2FTDVno2qHK3XkcuI%2FC0uBB6seqHq2LnAi8cdKZNbseRYlqSQ%2BtUnSMJoOfA34A7B5cC25eSHwa6rbF0v9ldv3vCuwlIOcVmApbzNJT93dmXSr27B5kPQAFUnKQm4ntpJUta2AK4DDce%2BRdl4EnBBdhEqR2%2Fe8DSzlIJcG1vzoAtSxS0m%2F4DkUmBVcSz%2FdGF2AJDXL7cRWkqr076Tm1bbRhdTA24A3RRehnuX2PW8DSznIpYHlCqx6WUzadPw5wPeDa%2BmXm6MLkKRmuZ3YSlIVppNONn%2BIt8YVcQz5XOipO7l9z9vAUg5yedKpK7Dq6SHgYOAlwN%2BDa6naLdEFSFKz3E5sJals6wMXAu8MrqOONgLeHl2EepLb97wNLOUgl8a8T0%2Brt8uAFwAfIj0dbxDdGl2AJDXL7cRWksq0A%2BmWwRdHF1Jj74suQD2ZHF3AGDawlANXYKksi0hPe90SODm4lircHl2AJDWzgSVpUO0B%2FAl4RnQhNfc80n4fqqfcvucXRxegoTdCPiuwbGANjvuAtwKvYbBuu7sjugBJapbbia0kleHtwDnAStGFDIg9ogtQ13J60uaSRqRIU6MLaOIthIPnfGA74PPAk8G19Ooe4NHoIiSpmQ0sSYPmfcCPyO%2FWqTp7UXQB6lpODSxvH1QOcrl9EGxgDar5wOdIjaw%2FxpbSkzrXLmlA2cCSNEgOB46LLmIAPS%2B6AHUtp%2B95bx9UDqZFF9DEBtZguwl4JfAuYFZwLd04J7oASRorpxNbSerFR4CvRRcxoLbC2zHryhVY0rJyWoFV91vMNLGlwA%2BA5wKnBtdSxFzg7OgiJGksG1iSBsH7gKOjixhgk4CdootQV3JqYLkCSznIqYHlCqzhMRP4V2Af4N7gWjpxCvBEdBGSNJYNLEl1dwDeNtgP20UXoK7k9D3vCizlIKdbCF2BNXzOArYGToguZAL%2BUlBSlnI6sZWkol5F2rBd1ds6ugB1xRVY0rJyamC5Ams4PQa8l3QOc3twLa2cAlwXXYQktWIDS1JdbQP8grweiT7ItowuQF2xgSUtK6cG1sLoAhTqD6TVzd%2BMLqTJHOBj0UVIUjs2sCTV0ZqkZfirRBcyRDaJLkBdsYElLSunBpa3EGoO8CHS0wrvjC0FgP8C7o4uQpLasYElqW6mAj8HNo0uZMhsBEyJLkKF2cCSlpXTql0bWBp1IWk11ncDazgF%2BHbg60vShGxgSaqbL5J%2BU6n%2BmkRa%2BSZ1ywaWcpDTCixvIVSzJ4D3AK8HHujza%2F8JeCewtM%2BvK0mF2MCSVCd74t4MkdaOLkC1tiS6AAkbWMrf2cC2jT%2F74XfA64B5fXo9SeqaDSxJdbEecFJ0EUNu9egCVGuuwFIOvIVQdfAAsDfwAap7WuVS4Cuk5tXsil5DkkplA0tSHYyQ9oVYK7qQIbdCdAGqNVdgKQc5NbBcgaXxLAWOA14I3Fjyz74M2Bn4OLCo5J8tSZWxgSWpDg4C9oouQjaw1BNXYCkHNrBUN%2F8AdgJOL%2BFnzQX2IDWvLivh50lSX%2FlEKUm5Wxc4OrqIit0D3ATcRzq5XApMBg6OLKoFf%2BmhXrgCSznIqYHlyhd1ag6wP%2FBB0sNsVu7y5xxM2vNKkmrJBpak3H0dWDW6iJI9CJwJ%2FAa4iNZPG3om%2BTWwRqILUK3ZwFIOcmpguQJLRSwBjgV%2BArwPeBewcYf%2F7nzSEw5PrqY0SeoPG1iScrYr8LboIkqymNS0%2Bh5wHhP%2F5v05lVdUnLeAqRc2sJSDnBpYrsBSNx4CvgD8N7AD8CrgBcCWwIakX%2FpNIj1V8E7gfOAY4I6AWiWpVDawJOVqEoNx6%2BBc4ATgG8DdBf69baoppyc%2BYlu9WBpdgIQNLA2OJcCVjUjSULCBJSlXBwA7RhfRg4XAt4H%2FAWZ28e%2FnOHYbWPWTU9PIFXzKgQ0sSZJqygaWpBxNJW1SWle%2FAQ4DbunhZ7ykpFrKNCu6ABWWUwPLWwiVg5zOfW3qSpJUQE5f4pI06q3AptFFdOFB4APAz%2BmtcbAh8KxSKirXI9EFqNZyaqZpeLkCS5KkmrKBJSk3k4FPRBfRhdOB95I2V%2B3VbiX8jCqUMTb1V05NI1dgKQc2sCRJqqlJ0QVI0hj7kOcT%2BNpZABwC7Ed5DZ5%2FKennlOlB0mO4VS85NbByqkXDK6df3noLoSRJBeT0JS5JAB%2BNLqCAfwJvAK4q8WcuB%2BxZ4s8ryz3RBagrOa16yqkWDa%2Bczn1dgSVJUgE5fYlL0g7AztFFdOhy0mqxbp4wOJ49gZVK%2FplluDW6AHUlp6aRK7CUg5zOfV2BJUlSAd5CKCkn744uoENnA6%2Bi%2FOYVwNsq%2BJllsIFVTzk1jXKqRcPLBpYkSTVlA0tSLqaTnj6Yu58B%2BwJzK%2FjZawOvr%2BDnluGG6ALUFVdgScuygSVJUk3l9CUuabjtCawaXcQEzgAOpLp9Sw4irydkNftHdAHqig0saVk5nfvawJIkqQBXYEnKxZujC5jAeaQVYlU1r6YA76voZ%2FdqEXBjdBHqig0saVk5NbBy%2BnxKkpQ9G1iScjAZeG10EeO4htRgW1Dha7wZ2KTCn9%2BLq6l27KpOThfINrCUg5waWK7AkiSpABtYknKwE7BmdBFtPALsDTxe4WtMAo6o8Of36i%2FRBahrOTWwpBxMji6giZ9PSZIKsIElKQe7RhcwjrcDd1b8GvsC21X8Gr24NLoAdS2nFR6uwFIOclqBZQNLkqQCbGBJysEu0QW08S3gnIpfYypwZMWv0asLowtQ13K6QLaBpRzktAIrpwazJEnZs4ElKQfPjy6ghbuAj%2FfhdQ4FntOH1%2BnWbcA%2Fo4tQ13JqYEk5yGkFlk1dSZIKsIElKdo6wPrRRbTwIWBOxa%2BxLvCFil%2BjV7%2BNLkA9cYWHtCxXYEmSVFM2sCRFy3H10R%2BBX%2FXhdY4FVu3D6%2FTi3OgC1JNF0QVImcmpgeUKSUmSCrCBJSna5tEFtPApqr%2B1Y1%2FgLRW%2FRq%2FmAxdEF6GeuMJDWpYNLEmSasoGlqRoG0QXMMafgYsqfo0NgO9U%2FBpl%2BC3V30aparkCS1qWDSxJkmrKBpakaOtGFzDGcRX%2F%2FKnAKcCaFb9OGc6ILkA9cwWWtKycGlhu4i5JUgE2sCRFy2kPqMXAORX%2B%2FBHgG8AuFb5GWeYDv4wuQj3LaQXWSHQBEnmd%2B7oCS5KkAnL6Epc0nFaILqDJQ8DsCn%2F%2BR4D3Vfjzy3QO8Hh0EeqZDSxpWa7AkiSppmxgSYqW03%2BH1gHWr%2BhnHwwcVdHPrsIPowtQKXJqYEk5sIElSVJN5XThKGk45XQLxQhwDOWvFHk%2F8N2Sf2aV7gXOjS5CpVgYXUATV2ApBzmd%2B9rAkiSpgJy%2BxCUNp9yecvcW4AfAciX8rBHgSOBbJfysfvoBrtwZFL6P0rJcgSVJUk3ZwJIU7bHoAlp4B3ApsE0PP2M68H3gE2UU1EeLgOOji1BpcmpguQJLOcjp3NcGliRJBeT0JS5pON0fXUAb2wNXAf8NrFLw390BuAw4qOyi%2BuA0YEZ0ESqNtxBKy3IFliRJNWUDS1K0u6MLGMdU4JOkJtsppNsL12rzz04GXgGcDFxJaoDV0deiC1CpXIElLSunc18bWJIkFTAlugBJQ%2B%2Fm6AI6sDypefWWxv%2B%2FE7gVeJh0Ub4eqWFVdKVWbs4jrTrT4HgyuoAmNrCUAxtYkiTVlA0sSdFujC6gC89sZNAcGV2ASucthNKycmpgSZKkAvwSlxRtNnBDdBHiD8Afo4tQ6XJqYHnOoRx4HEqSVFN%2BiUvKwaXRBYhPRxegSngLobQsz30lSaopv8Ql5eD30QUMuV8CF0cXoUrktALLBpZykNO5r3tgSZJUQE5f4pKG1%2Fl4Ih9lEXBEdBGqTE4rsDznUA48DiVJqim%2FxCXl4AHcfynKN6nnRvrqjA0saVkeh5Ik1ZRf4pJycUp0AUPoAeDz0UWoUjk1sLyFUDnwOJQkqaZsYEnKxSnAvOgihsxhwGPRRahSOTWwJkcXIOG5ryRJteWXuKRcPAb8NLqIIfIb4NToIlS5nBpYnnMoBzkdh64GkySpgJy%2BxCXp6OgChsTjwCG4cf4wyKmB5Qos5cCmkSRJNWUDS1JOrgd%2BEV3EEPgQ8M%2FoItQXOTWwPOdQDnI6Dm2mSZJUQE5f4pIE8GlcGVSl04GTootQ3yyILqCJK7CUA5tGkiTVlA0sSbm5DvhOdBED6k7gYGwQDpP50QU0sYGlHOR07mszTZKkAnL6EpekUZ8EHo4uYsA8CewPPBpdiPrKFVjSsnJqGuVUiyRJ2bOBJSlHD5P2aVJ53g9cEV2E%2Bm5hdAFNbGApBzk1jXKqRZKk7NnAkpSrk0n7Nal3%2Fwd8L7oIhVhKPquwbGApBzk1jXKqRZKk7NnAkpSrpaT9mu4MrqPufgscFl2EQuWyD5YNLOXAppEkSTVlA0tSzh4F9gXmRRdSU38j7Xu1KLoQhbKBJT0lp3Nfm2mSJBWQ05e4JLXyN%2BDf8Ml5Rd0G7Ak8Hl2IwuXSALaBpRzk1DTKqRZJkrJnA0tSHZyOm7oXcQfwKmBmdCHKQi4rsKZEFyCRV9Mop1okScqeDSxJdfEt4IjoImrgTlLz6u7gOpQPG1jSU3JqGuVUiyRJ2bOBJalOvgz8Z3QRGbsReBlufK9l5dLA8hZC5SCnc9%2BcapEkKXt%2BcUqqm68DBwGLowvJzOXAy4F7owtRdnLZA8sVWMpBTquePA%2BXJKkAvzgl1dEPgd2BR4LryMUZwCuBB6MLUZZyaWBN7vC%2FggAAIABJREFUjS5AIq8GVk61SJKUPRtYkurqAuCFpKcUDrPPAfuRT5NC%2BZkbXUATbyOUnuJ5uCRJBfjFKanObgN2Br4ZXUiAe4C9gM8DS4JrUd5yamB5G6Gi5bTqyfNwSZIK8ItTUt3NBz4E7MZwPHlvAfAl4LnAOcG1qB5yWp3nbYSKllMDK6daJEnKng0sSYPi98DWwNcYzA3elwI%2FBbYEPgHMji1HNeIKLOkpOTWNPA%2BXJKkAvzglDZLZwH8B2wK%2FCq6lTL8AtgcOBO6MLUU1lFMDyxVYimYDS5KkmvKLU9IgugHYG3g5abP3OloInARsA%2BwL%2FCO2HNWYDSwpT56HS5IkSVrGy4Hfkm7Dyz3%2FBD4DrFfJTGgYfZj443o0m1Q8Vmkii4j%2FHPh5kCRJkjSubYHjgSeIv3BpzmzS%2FlZ7ApMrG72G1buJP8ZHs3nFY5Umspj4z8FoNq14rJIkSZJqbkXgbcCZpCe0RVy43Av8AHgjsEK1w9WQO5D4C%2FXRPLfisUoTWUL852A0NnQlSSrApwFJGkZzgB83sgLwSuDVwC6kzdKr%2BG%2FjzcAVwMXAH0n7dC2t4HWksXLaA2s70irDBU2Z18jCwLqkCO6BJUlSATk9iUWScrAcsBWwNfBs4JnAM4B1gdWBlRv%2FzOhm1AtJF99PAI8ADwAzgLuA20mNqusaf1%2BKsDtpD7jcLSJ9luaSmsyzGxn934835bGmP2cBjzZlFvBkn2tXfSwhn%2FPfrUjfEZIkqQOuwJKkZc0HrmpEGgSzowvo0BRSg3jlEn7WbODhRh4BHmrkwUZG%2F%2FfMRmbhikj1n3seSpJUgA0sSZIGW10aWGVaqZFNOvznF5JWT84E7gPub%2Fw5mhmkfetm4q2OKo%2B3EEqSVIANLEmSBtuc6AJqYCrpVuFnTPDPLSU1sWYA%2FwTuafw5%2Br%2FvJjW6bHKpE67AkiSpABtYkiQNtmFcgVWVEWC9RnZs888s4al98O4G7hyTu0ib1ytGLvtfgQ0sSZIKsYElSdJgcwVWf00CNmzkpW3%2BmRmkhzzc1vhz9H%2FfStqfy%2F24hoMNLEmSCsjpt1CSJKl8k4DF0UWoY4%2BTGlmjubkpDwfWNShyag6%2BFLgkughJkurCFViSJA22JaTbCFeKLkQdWYV0e2KrWxQf4alm1o3ATY0%2Fb8PbEuvIFViSJBVgA0uSpMFnA2swrAG8uJFmS0i3IV4P3ND05w24B1rOfAqhJEkF2MCSJGnwPUHaeFyDaRKweSN7j%2Fl7dwHXAtc1ci2pwTW%2FnwWqJVdgSZJUgA0sSZIG3xPRBSjMJo28rumvLQFuAa5p5B%2BN3Nn4e%2BoPG1iSJBVgA0uSpMHnbWRqNgnYopE3N%2F31J3iqmXU18PfG%2F57X7wKHhOfhkiQV4BenJEmD7%2FHoAlQLK5OejPfSpr%2B2hLRR%2FN8auarx56N9r27wuAJLkqQCbGBJkjT4bGCpW5OArRo5sOmv30ZqZl0J%2FLXxp02tYmxgSZJUgA0sSZIGnw0slW2zRvZr%2Bmu3AFeQGlp%2FITW4vP2wPc%2FDJUkqwC9OSZIGnw0s9cOzG3lr4%2F8vJu2h9ZdGLiPdjuhG8Ynn4ZIkFeAXpyRJg88GliJMBnZo5JDGX3sMuJzUzBrNrJDq4nkLoSRJBdjAkiRp8NnAUi5WBXZvZNR1wCWNXAzcCiztf2l9NzW6AEmS6sQGliRJg29udAHSOLZu5N2N%2Fz8TuKiRPwNXA4tiSquUK7AkSSrABpYkSYPvkegCpALWBd7UCMBs0sqsPzVyBbAgprRSeR4uSVIBfnFKkjT4bosuQOrBSsAejQDMBy4F%2FgBcSNpT68mQynrjebgkSQX4xSlJ0uC7gXQb4QrRhUglWA54ZSMA80grtC4Afg9cSXoCYu48D5ckqQC%2FOCVJGnwLSRf3e0UXIlVgeWC3RiA96fBCUjPrd8DN5LkpvJu4S5JUgA0sSZKGw8nYwNJwWBXYpxGAfwLnkZpZOfE8XJKkAkaiC5AkSX0xHbgDWD%2B6EEkAfBr47%2BgiJEmqi0nRBUiSpL5YABwZXYSk%2F8cVWJIkFWADS5Kk4XECcFV0EZIA98CSJKkQG1iSJA2PRcCBwOzoQiTZwJIkqQgbWJIkDZcbgQOAxdGFSEPOBpYkSQXYwJIkaficDbwVWBhdiDTEbGBJklSADSxJkobTz4DdgQejC5GGlA0sSZIKsIElSdLwuhB4HnBmcB3SMLKBJUlSATawJEkabvcBbwD2AP4SXIs0TGxgSZJUgA0sSZIE8DvgxcDOwLeBe2PLkQaeDSxJkgoYiS5AkiRlaQTYDNix8efawPKkpxcuBhY1%2Fbmkzc%2BYBEwGXgTsWnG9Ut2cAbwpughJkupiSnQBkiQpS0uBWxvpxQhwfe%2FlSAPHFViSJBVgA0uSJFXpZcCW0UU0%2BQ7wc2At0qqy0aw7JitFFaihMS26AEmS6sQGliRJqtIh0QWMsRpwfgf%2F3ArAesD6wAaNNP%2FvDRtZsZoyNQRsYEmSVIANLEmSVJX1gP2jixhj3Q7%2FubnA7Y20MwKsylPNrI0a2biRTRr%2F31vF1IoNLEmSCrCBJUmSqvJe8mveTC%2FxZy0FHm3k2jb%2FzCRSI28TYFPgmY0%2FR7Mxno8Nq9w%2BG5IkZc0TJkmSVIXppAZWbub1%2BfWWADMaubTF359CWqW1WSObN%2F25OenJjxpMrsCSJKkAG1iSJKkK%2B9P57Xr9dF90AWMsAu5oZOzeXJNI%2B209p5FnN%2F7cEnhW4%2B%2BrvlaPLkCSpDqxgSVJkso2AhweXUQb10UXUMAS4J5GLhjz96aTVmpt2ZTnNuLG8vWwTnQBkiTVyUh0AZIkaeDsCfw6uog2Xg78ObqICk0i3ZK4NbBV48%2FRrBBYl1p7KXBJdBGSJNWBDSxJklS2C4Fdo4to4UHSLXmLogsJMIm0afy2wDaNP7cFtsBbESOdA%2BwVXYQkSZIkScPmxaSn8%2BWYoyocd10tD%2BwEHAx8i7Q67XHi36thyvYTvkuSJEmSJKlUZxPfEGiXrSoc9yCZRHoC4v7Al4HfAQ8R%2F%2F4Nak7p7G2RJGm4eQuhJEkqy07AFdFFtHEJab8hdWeEtLfW84EXkN7rFwCrRRY1IJaQbuW8NboQSZIkSZKGwVnEr2Zpl4MqHPewGiGt1DoAOIbUJJxP%2FHtdxxxfcO4lSRo6rsCSJEll2BG4MrqINmYD6zf%2BVLWmAduR9kJ7EfASYLPQiuphAbAJMDO6EEmSJEmSBtk5xK9icXVLntYF3gB8FbiY1KyJPiZyzJHdTrAkSZIkSZrYLsRf%2FI%2BXbasburownbQf2cdJjc9HiT9GcsgjwEo9zKskSZIkSWpjBLiI%2BIv%2FdrmwspGrLJOB5wEfAH4OPEj8cROVD%2FU4l5IkSZIkqYW9iL%2FoHy%2F7VTd0VWQE2JrU0DoNeIj446hfuQOY0vsUSpIkSZKkUVOAa4m%2F6G%2BXe4GplY1e%2FTIJ2B74KPAbYA7xx1aV2b%2BcaZMkSZIkSQCHEH%2BxP14%2BUd3QFWgaad%2B1LwCXA0uIP9bKzOX4pHBJkiRJkkqxCjCT%2BIv9dpkDrFHZ6JWTNYG3AD8grbqLPvbKyM6lzpAkSZIkSUPqSOIv8sfLN6sbujI2QtoQ%2FgjSwwUWE38sdpPTy54YSZIkSZKGzTOBecRf5LfLYmCzqgavWlkDOAD4CfAo8cdmkWN40wrmQ5IkSZKkoXE68Rf44%2BW06oauGpsKvAo4lvS0v%2BjjdKIcU800SJIkSZI0%2BHYj%2FsJ%2Bojy%2FstFrUIzeavh34o%2FXdnmctNecJEmSJEkqYCpwPfEX9uPl3MpGr0G0FfHH7Hj5SHVDlyRJkiRpMH2U%2BAv6ibJLZaPXoDqL%2BOO2XW4HJlc3dEmSJEmSBstGwGziL%2BjHyx8rG70G2UuJP3bHy77VDV2SJEmSpMGS%2B8btS4HXVDZ6DbqLiT9%2BbcxKkiRJktSD1xF%2FET9R%2FkzamFvqxj7EH8PjZcfqhi5JkiRJUv2tCNxB%2FAX8RHlFRePXcJgE3ED8cdwuP6xs5JIkSZIkDYCjib94nyi%2Fr2z0GibvJP5YbpcFwLrVDV2SJEmSpPp6IbCY%2BIv3ibJzVROgoTIduJf447ldPlfZyCVJkiRJqqlpwDXEX7RPlHOqmgANpcOJP6bbZSapySZJkiRJkho%2BQ%2FwF%2B0RZAmxb1QRoKK0CPEb8sd0ub69u6JIk5W1ydAGSJCk7zwN%2BQtrYOmcnAd%2BJLkJZWQ7YCngBsBOpwblx468%2FRroldjwLgNWBl1ZYYy82Ab4bXYQkSZIkSdGmAn8jfqXJRJlPakxIGwD%2FCVwEPEn7Y2YhcAnwKWDzCX7eeD8nOrt0M0mSJEmSJA2SzxJ%2Fgd5Jvl7VBKg2NgF%2BRGpMdXMM%2FRbYtc3P%2Fn6XP7MfOa2r2ZIkSZIkaUBsT%2FfNgH7mYdJtXhpOk0ibrc%2BjnOPpLOCZY17juSX97CqymNS8kyRJkiRp6CwHXEv8xXkn%2BUBFc6D8rUJ68mTZx9Rs4B1jXuvMCl6nrHy1u%2BmTJEmSJKnejiL%2BoryTXE%2Fap0vDZw3gSqo9vr7JUw85elnFr9VLZgEr9TCXkiRJkiTVzquIvyDvNHtWNAfK2%2FLApfTnGPsJqYk10sfX7CaH9jSjkiRJkiTVyGrA3cRfjHeS31Q0B8rfj%2BjvsXZs43Xf2OfXLZIbSfuBSZIkSZI00EaAk4m%2FEO8kTwLPqWYalLmDiDnm3kpqEN0c9PqdxBWJkiRJkqSB93biL8A7zZcqmgPlbRtgLjHH3CxgXeCQoNfvJL%2FrfmolSZIkScrfZsATxF%2BAd5J7cMPqYbQScAOxx97xpP23HgiuY7xs3e0ES5IkSZKUs6nAZcRfeHeat1QzDcrYCHAS8cfeQmBD4NMZ1NIu3%2B1yjiVJkiRJytpXiL%2Fo7jS%2FJzUzNFzeQfyxN5rPAGsRdyvjRJkPrN3VLEuSJEmSlKnXEn%2FB3WkW4Mbtw%2Bi5wBzij7%2FRXNuo67gMammXzxSfZkmSJEmS8rQB8CDxF9telKudFYBriD%2F2xmY9YHNgSQa1tMpMYLku5luSJEmSpKxMBv5A%2FIV2p7kRmF7JTChn3yX%2B2GuVvRr1nZ5BLe1yUNHJliRJkiQpN18k%2FgK7SF5ZzTQoYwcQf9y1y4cbNe6cQS3tcg3uFydJkiRJqrE67Xu1FJ%2BqNow2Bx4n%2Fthrly821XppBvW0y2s6n3JJkiRJkvKxEfAQ8RfWnWYGsFolM6FcTQP%2BSvyxN16%2B3FTvmzOop13O7XjWJUmSJEnKxDTgEuIvqotkn0pmQjk7mvjjbqJ8tqneycDtGdTULtt0OvGSJEmSJOXgWOIvpovkZ9VMgzL2euKPu05yyJi6D8ugpnY5sZOJlyRJkiQpB28l%2FkK6SB4C1q1kJpSrDYGHiT%2F2OsnYhwqsDDyaQV2t8iTwjImnX5IkSZKkWNsCc4i%2FkC6S%2FSuZCeVqCvBH4o%2B7TrIEWLXFGL6aQW3t8pXxp1%2BSJEmSpFirArcQfwFdJN46OHw%2BR%2Fxx12kuazOGjYBFGdTXKo8Bq7SdfUmSJEmSAk0CfkX8xXORPACsXcVkKFu7AouJP%2FY6zeHjjOXkDOrrpm5JkiRJksJ8nviL5qJ5UyUzoVytBdxD%2FHHXaZ4E1htnPC%2FIoMZ2uYf0JFJJkiRJkrKxD%2FEXzEVzUiUzoVyNAGcTf9wVyYkdjOuiDOpsl4M6qF%2BSJEmSpL7YEnic%2BIvlIrmL1htja3B9mPjjrkgWAM%2FqYFz7ZlBru1xPurVYkiRJkqRQqwM3E3%2BhXDSvrGIylK2dSLfjRR93RXJkh2ObDNyRQb3tsk%2BH45AkSZIkqRJTgN8Rf4FcNEdVMRnK1irArcQfd0VyDbBcgTH%2BRwY1t8tlpNs3JUmSJEkKcTTxF8dF8w%2BKNQZUbyPAj4k%2F7opkNvDcguNcFXgig9rb5RUFxyNJkiRJUikOIv6iuGjmAVtXMRnKVh2P0wO7HOv%2FZlB7u5zZ5ZgkSZIkSeray6jffkJLgUOrmAxlaytgLvHHXZF8p4fxPhtYksEYWmUJsGkPY5MkSZIkqZBNgQeJvyAumjNxH55hsjxpH6no465Irm7U3YtfZTCOdvlaj2OTJEmSJKkjq1C%2FpsBSYAawVgXzoXydQPxxVyRPAFuUMO7dMhhLuzwCrFDCGCVJkiRJamsycDbxF8FFsxjYtYL5UL72J%2F64K5oDShr7CHBdBuNpl3eXNE5JkiRJklo6hviL327y2SomQ9l6FvAY8cddkXy75Dk4JIMxtcs1eCuvJEmSJKkihxJ%2F4dtN%2FkBaOabhMA24gvjjrkj%2BBixX8jysCMzKYGzt8oqSxytJkiRJEnsAi4i%2F6C2aB4ENKpgP5eto4o%2B7Inkc2LySmYCvZzC%2Bdjm9ojFLkiRJkobU1tTvdqylwBJS403D4%2FXEH3dFs18lM5FsSvocRI%2BxVRYDG1c3dEmSJEnSMFkPuIv4i91u8oUK5kP52pj0hLvo465IvlXJTCzrzMDxTZQvVzhuSZIkSdKQWJH67SU0mvNx36thMhW4iPjjrkj%2BCkyvYjLG2C1ofJ3kYWD56oYuSZIkSRp0k4FfEn%2BB201mAOuWPyXK2P8Qf9wVyaOkJyX2wwhwQx%2FG1G3eVd3QJUmSJEmD7hjiL2y7ySJglwrmQ%2Fl6LfHHXdG8sZKZaO%2F9JdZedq4mNdkkSZIkSSrkw8Rf1Habj1QwH8rXhqQnTUYfd0VydCUzMb6VSKu%2BosfeLi%2BvbuiSJEmSpEH0JvJ9atlEORVXcgyTKcCfiT%2FuiuRS0n5dEb7SYY0ROa3CcUuSJEmSBsxLgfnEX8x2k%2BtJq0w0PL5E%2FHFXJI8Am1QyE53ZEFjYoq4cspjYuZEkSZIk1cQWpCeCRV%2FIdpMngC3LnxJlbE%2Fij7uieX0lM1HMj4mfh3b5coXjliRJkiQNgPWAO4i%2FgO02byh%2FSpSxDYGHiD%2FuiuSrlcxEcTsQPxft8giwQnVDlyRJkiTV2crAVcRfvHabz5c%2FJcrYVOAi4o%2B7IrmEuH2vWrmA%2BDlpl3dXOG5JkiRJUk1NBc4l%2FqK125wFTCp9VpSzrxJ%2F3BXJw8BGlcxE9%2FYifl7a5Vp8EIMkSZIkqckI8CPiL1i7zQ3AKqXPinK2N%2FHHXdG8rpKZ6M0k4Ebi56ZdXl3d0CVJkiRJdfNl4i9Uu82jpE3nNTw2BWYRf%2BwVydcqmYlyHEL8%2FLTLWRWOW5IkSZJUI4cRf5HabRYDe5Q%2FJcrYcsBfiT%2F2iuRi8tr3aqzlyXcj%2FCXAZtUNXZIkSZJUB28hXSBGX6R2m%2F8of0qUuW8Tf9wVSY77XrXyBeLnql2OqXDckiRJkqTM7QY8SfzFabf5IW7wPGz2J%2F64K5oc971qZV1gAfHz1SqPkZ6QKkmSJEkaMjsCTxB%2FYdptLiXdSqbh8SxSIyP62CuSr1YyE9X5PvFz1i4frHDckiRJkqQMbQ7MJP6CtNvcRVotouExDbiC%2BGOvSC4l732vWtmG%2BHlrl5tJT0yUJEmSJA2B9YDbiL8Y7TZPANuVPivK3VHEH3tF8giwSSUzUb1ziZ%2B%2FdtmrwnFLkiRJkjKxKvB34i9Cu80S4PWlz4pytxfxx17R7FPJTPTH7sTPX7ucV%2BG4JUmSJEkZWB74I%2FEXoL3k8NJnRbnbkPQUv%2Bhjr0iOrWQm%2BmcEuIb4eWyXbaobuiRJkiQp0hTgTOIvPHvJd%2FCJg8NmCvAn4o%2B9IrkSmF7FZPTZQcTP5Xj%2FLZAkSZIkDZhJwInEX3T2kvOo32bY6t0XiD%2F2iuQJ4NmVzET%2FTQfuJ35OW2UesFZ1Q5ckSZIk9dsI9dv8emyuB1Yre2KUvVeR9jyLPv6K5MBKZiLOp4mf03b5ZIXjliRJkiT12RHEX2j2kgeATUufFeVuHeA%2B4o%2B%2FIjmxkpmItTZptVP03LbKDGBadUOXJEmSJPXLe4i%2FyOwl84AXlz4ryt0k4Fzij78iuQFYsYrJyMAJxM9vu7ytwnFLkiRJkvpgP%2Bp3%2B1VzlgBvLH1WVAcfI%2F74K5L5wHaVzEQetiR%2BjtvlSnywgyRJkiTV1h7Ak8RfXPaSD5c%2BK6qDlwCLiD%2F%2BiuR9lcxEXs4mfp7bZZcKxy1JkiRJqsjOwBziLyp7yTdKnxXVwerAXcQff0XyC4ZjBdCriJ%2FrdjmjwnFLkiRJkiqwHTCL%2BAvKXi9GJ5c9McreCKkZFH38Fck9wJpVTEaGRoC%2FEz%2FnrbIEeFZ1Q5ckSZIklWlz4H7iLyZ7ycXA8mVPjGrhA8Qff0WbJq%2BoYiIy9nbi571dXLUpSZIkSTXwDOBO4i8ie8lNDM9qFi1rR2AB8cdgkXyxkpnI2zRgBvFz3ypPAKtWN3RJkiRJUq%2FWAq4n%2FgKyl8wENi17YlQLqwC3EH8MFsklwJQqJqMGjiB%2B%2FtvloxWOW5IkSZLUg5WBK4i%2FcOwls4Hnlz0xqoUR4KfEH4NF8hjD3Wxdg3wfEnEXw9tYlCRJkqRsLQ9cSPxFYy9ZCOxe8ryoPt5F%2FDFYNG%2BtZCbq5VvEvw%2Ftsn%2BF45YkSZIkFTQV%2BBXxF4u95m1lT4xqYxtgLvHHYJGcVMlM1M%2FmpE3so9%2BPVrmMtLJPkiRJkhRsMnAy8ReKvebwsidGtbEicB3xx2CR3Ebar0vJL4h%2FT9pl5wrHLUmSJEnqwAhwPP8%2Fe%2FcdbUtR5n38e87NXNKFS44iCCJJMigqKMGEoog6YkDMCVFGxYgBB0Ex59FBAcWsGEBABVQkZ8mSc04XuJH3j%2Ba%2BHs89%2B5zdu6v20937%2B1nrt2bWOEjVU7X3qa7dXR1%2FgVg1R%2BJdEoPs%2B8TPwTKZB2ydpRLN9Uzix6VTfp6x35IkSZKkLhxG%2FMVh1RwDDKcujBrjtcTPwbJ5T5ZKNNsQcDbxYzNWFgLr5eu6JEmSJGk8HyL%2BwrBqTgSmpi6MGmNDirdORs%2FDMvk13i3YySuJH59O%2BXLGfkuSJEmSOngH8ReEVXMWsHTqwqgxpgMXET8Py%2BQGYIUcxWiJycD1xI%2FTWHkYWD5bzyVJkiRJS3gN9X3jV7e5ApidujBqlG8SPw%2FLZAGwQ5ZKtMuBxI9Vp3wgY78lSZIkSSO8hOJCOvpCsEpuBNZKXRg1Sp0fNeuUD2apRPssCzxA%2FHiNlVvwkWVJkiRJyu65wFziLwKr5C6Kc480uNYHHiR%2BLpbJCfiigTKOIH7MOuW1GfstSZIkSQNvO5p32PXoPARslbowapTpwPnEz8UyuQVYKUcxWmwtYD7xYzdWLsRD%2BCVJkiQpi82A%2B4i%2F8KuSx4CdUxdGjfN14udimSwEnp2lEu13DPHj1ynPy9hvSZIkSRpI6wO3E3%2FBVyULgD1TF0aNszfxc7FsPp6lEoPh6cSPX6ecmLHfkiRJkjRw1qS%2Br6QvE8%2Bc0ZOp78HenfJnYFKOYgyQPxE%2Fjp2yScZ%2BS5IkSdLAWBW4nPiLvKp5d%2BrCqHGmAecRPxfL5E5gtRzFGDAvIH4sO%2BWofN2WJEmSpMHQls0rH78SwFeIn4tlsgjYLUslBs8w8E%2Fix3SszAPWyNd1SZIkSWq3VYHLiL%2B4q5ov4Ju%2BBC8nfi6WzaFZKjG43kj8mHbK5zL2W5IkSZJaqy2bV9%2FFzSvBejTv3Ku%2FAZNzFGOATaO%2BL6J4AFg2X9clSZIkqX1WoR2bV8fhwdcqNi3OIX4%2Blsk9wFo5iiE%2BQvz4dsr7MvZbkiRJklplZep7TkyZ%2FA6Ykrg2aqYvEz8fy%2BaFWSohgBWBOcSP8Vi5CZiar%2BuSJEmS1A4rAZcQfxFXNX8GZiSujZqpiedefT5LJTTSV4kf5055XcZ%2BS5IkSVLjzQYuJv7irWrOBJZJXBs105Np3rlXF%2BAdOP2wHrCQ%2BPEeK5fiuX2SJEmSNKYVgQuJv3CrmouAWYlro2aaDpxH%2FJwsm0%2FmKIbG9DPix7tTXpCx35IkSZLUSMsD5xJ%2FwVY1V1AcPi8BfJ34OdlL%2FpKjGBrTtsSPd6ecmq%2FbkiRJktQ8ywJnEX%2BxVjXXAmskro2a65XEz8lesxA3YvvpNOLHvFO2y9hvSZIkSWqMmcBfib9Iq5qbgCclro2aawPgQeLnZZW8I3lV1MmLiB%2FvTvllxn5LkiRJUiNMB04m%2FgKtau4ANkxcGzXXDNpxlttpqQujjoaBy4gf87GyCL%2FfJEmSJA2wqcDviL84q5p7gE0T10bN9m3i52WqjYvVE9dGnb2R%2BDHvlO9m7LckSZIk1dZk6v3mrW7zALBV4tqo2fYlfl6mzAFpy6NxTANuJX7Mx8pcYLV8XZckSZKk%2BhkGvkf8BVnVPAzsmLg2araNgTnEz82UOTtphTSRDxA%2F5p1yeMZ%2BS5IkSVKtDAFHEn8hVjWPAjsnro2abSbwT%2BLnZo54%2FlH%2FLEd9D%2F9%2FCJiVr%2BuSJEmSVB8fJf4irGrmAnukLowabQj4AfFzM1c%2Bk65U6sIRxI95p3wkY78lSZIkqRbeQvzFV9XMB%2FZMXRg1Xp0P306R6yke%2FVV%2FrAnMI37cx8qdwFL5ui5JkiRJsV5G8Uaz6IuvKlkIvCJ1YdR4m1E8Uho9P3Pn2akKpq78H%2FFj3invythvSZIkSQrzLOAx4i%2B6qmQR8NrUhVHjLQdcTfz87Ed%2BkKhm6s7GxI95p9wATMnXdUmSJEnqv6cB9xF%2FwVU1b0pdGDXeEPBz4udmv%2FIIxYad%2Bud44se9U16Xsd%2BSJEmS1FerAzcSf6FVNT4uo7EcQPzc7HfelqRy6tYziB%2FzTrkcz0WTJEmS1AJLA%2BcTf5FVNQelLoxaYQeKA%2F2j52e%2Fc06K4qmUvxE%2F7p3ysoz9liRJkqTspgC%2FI%2F7iqmo%2BlbowaoXZwE3Ez8%2BobFG9hCrhxcSPeaecS%2FEorSRJkiQ1zjDFYc%2FRF1ZV8394YaYlDQMnEj8%2FI%2FOtylVUGcPAP4kf907ZPV%2FXJUmSJCmPIeDzxF9QVc0J%2BIYtje0TxM%2FP6DwELFO1kCrldcSPe6ecnrHfkiRJkpTFB4m%2FmKqaM4GZqQujVtgNWET8HK04lmk8AAAgAElEQVRD3l6xlipnCvV%2BIcaz8nVdkiRJktLan%2FiLqKq5FFghdWHUCmsBdxM%2FR%2BuSi%2FER2357D%2FHj3il%2FzNhvSZIkSUpmb2Ah8RdRVXINsFrqwqgVplLcmRc9R%2BuWnaoUVaXNpN6bqNvm67okSZIkVbcrMI%2F4i6cquRFYJ3Vh1BpfIX6O1jE%2Fq1JU9eTjxI97p%2FwmY78lSZIkqZLtgTnEXzhVyS3Ak1MXRq3xKuLnaF2zAFi799KqBysADxM%2F9p2yeb6uS5LaYlJ0AyRJA2cz4BSa%2FTay24GdgaujG6Ja2gj4HcUjhFrSMDCf4ntA%2FfEosCKwQ3RDOlgR78yTJEmSVCNPAe4g%2Ftf%2BKrkDeGrqwqg1lgYuI36e1j33Akv1WGP1Zg1gLvFjP1YWARvn67okSZIkdW9t6v06925yB15kqbMh4Dji52lT8vbeyqwKvkP8uHfKsRn7LUmSJEldWRW4ivgLpCq5E3ha6sKoVQ4gfp42KVfjcRb9tj71ffPrQoq7dCVJkiQpxGzgEuIvjqrkTmDT1IVRqzyD4lyn6LnatOzVS7FVSZ3vEjwqX7clSZIkqbPlgfOIvyiqkjuBTVIXRq2yCsVbKaPnahPz9x7qrWo2J37cO2UBvt1VkiRJUp8tDZxB%2FAVRlbh5pYlMBv5C%2FFxtcnYsXXVV9Vvix71Tvp%2Bx35IkSZL0H5YC%2Fkz8hVCV3I2PDWpinyN%2BrjY9x5euuqranvhx7xTvwpIkSZLUF9OBk4i%2FCKqSeyges5HG83Li52pb4p2O%2Ffcn4se9U76Xsd%2BSJEmSxDTgBOIvfqrkfmDL1IVR62wIPEj8fG1LjilXfiXwXOLHvVMWAOvl67okSZKkQTaVep%2Br0k0eAnZIXRi1ztLAP4mfr2XzSA3a0CkLccOi34aAM4kf%2B07xLixJkiRJyU0FfkX8BU%2BVPAo8J3Fd1D5DwHHEz9eyORk4vAbtGC%2FfKjEOSuNFxI97p3gWliRJkqSk2rB5tYDiQk6ayHuJn69lczOwErAusKgG7emUecBaXY%2BEUhgCLiB%2B7DvlqGw9lyRJkjRQpgC%2FJP4ip2r2TV0YtdJOFJud0fO1TBYAzxjRh9%2FUoE3j5atdjIPSqvPLCBYCT8nXdUmSJEmDoC2bV%2B9PXRi10hrA7cTP17J536h%2B7FqDNo2Xx4DVxx8KJTYMXEr82HeKB%2FxLkiRJ6lkbHht8HPgyxSM00nimAf8gfr6WzS9Zcn4PAZfVoG3j5UvjjoZyeDXx494pi4CN83VdkiRJUltNo%2FlvG1x8cT8pcW3UTt8gfr6WzTXA8h3685YatG%2B8PIp3YfXbJOBK4se%2BU36ar%2BuSJEmS2mgGcALxFzNVcxLFRpw0kf2In69l8yiwxTh9mgHcXYN2jhfPwuq%2F1xE%2F7uPl6fm6LkmSJKlNlqLY%2BIm%2BiKmaM4CZiWujdtqK4kym6DlbNm%2Fsom%2BfrkE7x8tcYO0u%2BqF0JlPcuRc99p3y23xdlyRJktQWywCnEX8BUzUXAbMS10btNBu4gfg5Wzbf67J%2Fq1JsEkW3d7x8p8u%2BKJ2633G4fb6uS5IkSWq6WcBZxF%2B4VM2VwCqJa6N2mgycTPycLZsLKR4P7Nb%2F1aDN42U%2BsF6J%2Fqi6KcC1xI99p5ySr%2BuSJEmSmmwl4ALiL1qq5kZ8HEndO5z4OVs2DwDrl%2BznxjVo90Q5umSfVN2biB%2F38bJLvq5LkurMV4dLkjpZg%2BIulKdGN6SiO4GdgKuiG6JGeCVwXHQjerAX8Ose%2FrnjgRcnbktKjwObA5dEN2SATKX4vlwnuiEdnE3xKOHj0Q1RVk8CtgU2pLh7ehowD7iL4qy2C4DLgEVRDZQkSVI9PBm4jvhf2qvmXmDTxLVRe20GzCF%2B3pbN4RX6%2FIwatH%2BiHF%2Bhf%2BrNm4kf9%2FHy0nxdV6DVgU9QPPLfzTy4C%2Fg%2BsDPemCFJkjSQNgVuI%2F4CpWoeBLZJXBu11wrAv4ift2VzKsWZXVX8rQb9mCjPqNhHlTMVuJ74ce%2BUS4FJuTqvvlse%2BCLVXixxKfBqYLjPbZckSVKQ7SnuWoq%2BOKmaRygeG5S6MQk4gfh5Wza3UrxNsKoX16AvE%2BWveIdFv9X9LKzX5uu6%2BmgX4BbSzYvz8McrSZKk1tuDZj4%2BNTpzgd0S10btdijx87Zs5pPurqQh4KIa9Gmi7Jmov%2BrOFOr9KPn1FOciqZmGgY8AC0k%2FNxYCH8e79CRJklrpNRQXxNEXJFUzn3ofSK362Zv4edtL3pu4Dq%2BsQZ8myuVUf1xS5exP%2FLj383Og%2FphNf%2B56PY3iXC1JkiS1xIHEX4SkyEJgn8S1UbttCjxM%2FNwtm5%2BQ%2FnG6SXR%2FcHJk3pK43xrfFOp9NtzdwHLZeq8cdgBuon9z5DbgmX3pmSRJkrIZBj5H%2FAVIiiwCXpe2PGq5ph7afjmwTIZ6ALyhBv2bKLcBS2fqv8b2euLHfbx8Jl%2FXldAQxR1zEXd7z8fNb0mSpMaaBhxL%2FIVHquyftjxqucnAScTP27J5GHhqhnosVvczjxbnkEz919gmU%2B%2B78x7Bx8TqbgZwDPFz5Qh8S6EkSVKjLA%2F8mfiFZKq8LW15NAAOJ37e9pJX5CjGKHV%2F89zjFBsWa%2BQqgMb0auLHfbx8N1%2FXVdEawDnEz5HFOQ6YmrXHkiRJSmJN4BLiF5Cp8p605dEAqPuFeKd8PkcxxtCUu7COytR%2FjW0YuJT4ce%2BUhcDTsvVevdqe4rHf6PkxOicAS2XstyRJkiraAriZ%2BIVjqrwvbXk0AJ5OcfdO9Nwtm9Po79v36v7mucXZKlcBNKaXEz%2Fm4%2BX3%2BbquHrwBmEv8vOiUU3ATS5IkqZZeRDPfttYp%2F522PBoAKwM3ED93y%2BZWYNUM9RhPU%2B7COp30b2NUZ0PAucSP%2B3h5brbeq1tDwKHEz4VucjIwPU8ZJEmS1It3UTxeEb1QTJUPpS2PBsBUis2O6LlbNvOBZ2SoRzfe2GUbo7N3rgJoTHsQP%2Bbj5QI8pDtSE18Q8yv6e4erJEmSxjAZ%2BDLxi8OU%2BXDSCmlQfIP4udtL3p2jGF2aDFzVoV11yvUUbzhTfwwBfyV%2B3MfLG3J1XuOaBZxK%2FPj3ku%2Fg3ZySJElhZgEnEb8oTJmDk1ZIg%2BKtxM%2FdXnIs8RdUTTnw%2FmO5CqAx7UT8mI%2BXW4Gls%2FVeY1kXuIz4sa%2BSg1IXRZIkSRN7CnAl8YvBlPGxQfViJ4rH8KLnb9lcBMzMUI%2ByhoGLia%2FHRHkEWCtTDTS2E4kf9%2FHyqXxd1yibUc83DZbNIuDFiWsjSZKkcewK3Ef8QjBlPpi0QhoUawN3Ej9%2Fy%2BY%2B4MkZ6tGrlxBfk27y41wF0Ji2JH7Mx4ubmv2xI%2B1ac9wPrJ%2B0QpIkSVrCEMXt7206rP1x4P0pi6SBMRM4n%2Fj5WzaLgOdnqEcVQ8BZxNemmzw7Uw00tuOIH%2FPxcmy%2BrgvYHZhD%2FDinzoX4ZkJJkqRslgJ%2BRPyiL3UOSFkkDYxh4GfEz99eUteznHYmvjbd5BJgSqYaaEkbAAuIH%2FfxsmO23g%2B2fYB5xI9vrnwxXakkSZK02LoUrw2PXuylzjsT1kiD5RPEz99ecjzF5ltdnUB8jbqJG9%2F99S3ix3y8nEu9P1dN9GaKu0WjxzZ3dktVMEmSJMEewD3EL%2FJSZhHF4ljqxd7Ez%2BFecjWwfIZ6pLQF8XXqJg8Aq2SqgZa0OsV5U9HjPl7emK33g%2BedxI9nv3IDsEyaskmSJA2uScAhtO8X0IXAvunKpAHzdOp%2FIT1WHgaelqEeORxDfL26yQ9zFUBj%2BizxYz5e7gCWy9b7wXEA8WPZ73w1SeUkSZIG1Gzgj8Qv6lJnPsXdM1IvVgFuJH4e95KXZ6hHLk%2BiOefePCtTDbSk5YC7iR%2Fz8eKZRtW8n%2FgxjMgiih9HJEmSVNIzaO5F%2Bnh5DHhRwjppsEwD%2Fk78PO4ln81Qj9yOJL5u3eRSPNC9n95L%2FJiPlwXAptl6324fJH78IvN3irexSpIkqQvDwMHU%2F21PveRhYJd0pdKAGQJ%2BQPw87iUnUjwO3DQrAPcRX79uclCmGmhJ04DriB%2Fz8XIabkSUNeibV4vjHeKSJEldWIV2PjL4OMVF8PbpSqUB1NSLq39RbAQ11fuIr2E3eRhYK1MNtKRXEz%2FmE%2BW%2FsvW%2Bfd5D%2FHjVJVfhHZ2SJEnj2h24jfiFW47cQfFWM6lXL6GZLzKYA2yWoR79NA24lvhadpNfZaqBljQMnEv8mI%2BX2%2FBA9268ifixqlv2r1RRSZKklpoBfIX4xVquXA9skKpYGkibU9xdEz2Xe8mrMtQjwiuJr2W32TNTDbSkZxM%2F3hPFN8uN7zU088eB3LkGmFyhrpIkSa2zBfBP4hdquXIZsGayamkQrQLcQPxc7iWfy1CPKEM05%2FD8G4Gl85RBY%2Fg18WM%2BXhYBW2frfbO9nHaet5kqPoIqSZJE8avewTTnFfW95GxgdqqCaSBNB84gfi73kj%2FSzEPbx7Mt8XXtNp%2FPVAMtaUNgPvFjPl7Oo32fx6p2pd1rkBQ5B18EIEmSBtxTgbOIX5jlzB%2FxDghVMwQcTfxc7iXX0OxD28fzQ%2BLr200W4Ll7%2FfRV4sd8ohyQrffNsw3NfSy739mxxxpLkiQ12iSK17w%2FRvyCLGd%2BBExNVDMNro8SP5d7ycPAJhnqURdrUhxMH13nbnIO3nXTL7OB%2B4kf84k%2Bm%2BvkKkCDbATcTfx4NCU%2F6K3MkiRJzbUpcCbxC7Hc%2BTLFm6mkKvYhfi73mpdlqEfdfJz4Oneb92aqgZZ0IPHjPVF%2Bz2A%2FErYmzT1TMCqP4JssJUnSgJgBfJb6nw%2BSIh9ksC8MlMZ2wKPEz%2Bde8ukM9aijpWjORbB33fTPVOBK4sd8orw6VwFqbgXgUuLr38S8qYd6S5IkNcouwNXEL7xyZx6wb6KaabCtA9xB%2FJzuJb9lsO4%2B3Jv4mnebP%2BDmer%2B8iPjxnih3ASvlKkBNTQf%2BSnztm5pTypdckiSpGdYAfkz8gqsfeRB4XpqyacAtC1xC%2FJzuJZc90f5BMgT8hfjad5tBveum34YoXuIRPd4T5ce5ClBDwwzOmiRXFgKrlC28JElSnU0B3g88RPxiqx%2B5Gdg8SeU06CZTnE0TPad7yX3ABulL0gibUlzYRY9BNxnEu26ibEzxFsjoMZ8og3BeHcChxNe6DdmvbOElSZLqag%2Fgn8QvsPqViygOg5WqGgK%2BRvyc7iULgd3Tl6RRvkr8OHSbYzPVQEv6IvHjPVHuAFbMVYCaeBPxdW5Lflmy9pIkSbWzCXAi8QurfuYEBu9xKeVzAPFzutcclKEeTTMLuJP4seg2L8xTBo2yHM04z%2B64XAWogd1oxp1wTcmDFHcLS5IkNc5qwLdozuMzqfItXMApnT2BRcTP615yNB4Mvth%2BxI9Ht7kJN%2BD7pSnzoo3noz2NYsMlurZty3ZlBkGSJCnaisDngEeIX0j1M4uA9%2BIFu9LZEphD%2FNzuJecAM9KXpLGGgTOIH5du8608ZdAow8BZxI%2F3RLmPdj0SPxv4F%2FF1bWMOLjEOkiRJYZYBPgY8QPwCqt95iOLV6FIqawG3Ej%2B3e8lttOtiN5Wn06w7UnfJUwaNsjXNuMvyZIoNt6abCpxKfD3bmt90PRKSJEkBVgAOAe4lfuEUkRvwTYNKaxmKlwBEz%2B1e8hg%2BQjKeJh3Gfy0wM08ZNMo3iB%2FvbvK%2BXAXokyHg28TXsWquqUEbOuUOvBNdkiTV0KrA4RR3H0UvmKLyV2DlqoWURphC8RKA6Lnda%2FZNX5JWWR64nfhx6jZfylMGjdKUg%2F7nAVtlqkE%2FvIv4GlbNt4FpwCU1aEunrN3tgEiSJOW2GfB9YC7xi6TI%2FC%2FFowhSKkPAd4if273msPQlaaXXED9W3WYRsFOeMmiU1xM%2F3t3kaoq7RJvmuTT%2FjYOH8u%2B7m3atQXs6xTeZSpKkUJMoznj6E%2FELo%2BgsAA7AW%2BSV3sHEz%2B9e81uK7wlNbAj4M%2FFj1m2uBpbKUgmNNAScTvx4d5OmvWF0XeBu4utWJe8f1ac6zxcPcpckSSHWBj5Bcc5T9IKoDrkTeE6Vgkod%2FBfx87vXXAosm74krbYRxeNY0WPXbb6YpwwaZWOaMy%2FenKkGqc0AziO%2BXlXytg59e1EN2jZWjurQXkmSpOSWAvYB%2FkAz3ozUr5xD8WY4KbVn09xHcu8G1ktfkoHwGeLHr9v4KGH%2FfJr48e4mjwFbZqpBKkMUmynRtaryudtvnP5NAm6sQTtH52%2FjtFmSJKmyqRS%2F5B0LPEz84qdu%2BR4wvefqSp09FbiP%2BDneS%2BYBz0pfkoExg3q%2FTWx0fJSwP6YDVxE%2F3t3kWoo3EdfV24mvUa9ZSHFn7kQOq0FbR%2Be2LtotSZJUyiyKxdGPae4FdO48Buzfa4GlCawKXEf8PO81fjaq2434cSyTL%2Bcpg0bZhfix7jYnA5PzlKGSHWnO45ijsxB4dZf93K4G7R2dRRRv1JUkSerZNIpHQD4GnEbz38aTO9dS%2F8cj1FzL0OxzWb6QviQD61jix7NMds5TBo3yfeLHutvU7Yy0lYBbiK9LL1kE7Fuir5OAe2vQ7tHxyAVJktS1IYrFw0uATwGnAI8Qv6BpSo6nuENNymEKcALx87zX%2FB7fOJjSKjTrLtjrKDZgldcsikexose727w%2BTxlKGwZOJL4evWQRvdXx%2BBq0fXS27qEfkiSpxYaApYGnAC8ADgC%2BDpxE8ba86MVLEzMfOJBmvR5czTJEs%2B6sGB3fOJjHm4kf2zL5dp4yaJSXEj%2FW3WYuxeNs0T5CfC16zVt67PPHatD20dm1x75IkqQGWZFiM%2Bog4EvAd4EfAj%2Bl%2BIXtJOBMil%2FAvaMqba6nHotvtdshxM%2F1XnMX8KTkFREUd42cSvwYl8keOQqhJfyE%2BLHuNrdQnO0XZWeK86Oi69BLDqrQ771q0P7ReVWF%2FkiSpBqbTXHXz5kUt49HLzoGMT%2FHRwaV35uIn%2Bu9Zi7wzPQl0QhPoXhxRPRYd5tbqPcb6NpiZeBu4se72%2FyN4s3G%2FbYKzXrkcmQ%2BXbHvm9SgD6PjSz4kSWqZlSnusvJOqrg8QrGp4CODyu0FNPvFCWUOFVbvmvb404%2FylEGjvIL4sS6Tr%2BYpQ0eTKM76jO53r7WqugZZrgb9GJ13V%2ByTJEmqiSHgrcADxC8wBjkXAk%2BdYKykFLaj2RvVVe8OUPemApcQP%2BZlsk%2BWSmi0HxM%2F1mXy2jxlGNPBGfuRM8dRPD5c1RDFXbLR%2FRmZDyTolyRJCjYL%2BB3xC4tBziLgMGDaBGMlpbAhzXr8Z3R%2BQpoLLHVvW5p1js89wGpZKqGRVqRZj8g9AmyWpRL%2FaTuaeXfrKaRdh9xRgz6NzIcS9k2SJAVYG7ic%2BEXFIOc6YKeJBkpKZHWKlwNEz%2FtecyYwI3VR1JUvED%2F%2BZfIHfBS7H15E%2FFiXyTUUj7flsizwrxr0s2zOJ%2F3bXG%2BoQb9Gxg0sSZIabHXgWuIXFIOc75F%2BwSh1shxwEfHzvtdcT3EosmLMpHkX5m%2FNUgmN9i3ix7pMfkG%2Bzc2ja9C%2FsrmePG9qvL4GfRuZD2booyRJ6oMZwHnELyYGNTcDz59wlKR0pgN%2FIX7u95oHKd5qpVi7ED8XymQOsH6WSmikmcAVxI93mbw3Qx32rUG%2FyuZ%2B4GkZagHFWie6f7nHXJIk9cHXiF9IDGq%2BDyw%2F8RBJyUwCfkr83O81C4Ddk1dFvfou8XOiTM4AJmephEbaCphP%2FHh3m3kUZ7ul8iSKjfbofpXJfOC5CWsw2r016OPIvC1jXyVJUibbEL%2BIGMTcgHddqf%2BGgG8SP%2F%2BrxIuOelkeuIX4eVEmH8lSCY32QeLHukyuI80PSpOA02vQn7LZL0HfOxmifhuar8vYX0mSlMmJxC8iBimLgC8CS3czOFJihxD%2FGaiSzyeviFJ4IfFzo0zmU9whpLyGgZOIH%2B8y%2BSnVz8P6QA36UTafq9jniSxXgz6Ozp5ZeyxJkpLbmvgFxCDlYorXaUsR3kH8Z6BKfklxQax6%2BiHxc6RMLgeWylIJjbQKcBvx410mb6nQ380pHkeM7kOZHE9x11hOG9Wgn6Pz7Kw9liRJyf2B%2BAXEIOQh4EA8d0Vx9qG4%2By%2F6s9BrzsbNhrpbAbid%2BLlSJl%2FNUgmNtgvN%2Bv55hGLDpazpFD9URbe%2FTC4Blumhr2XtGtS%2F8eKLQCRJapD1iF88DEJ%2BCqzZ5ZhIOTyP5t0RMDI3kOeV7kpvL%2BLnS9n4QoD%2BOIT4sS6T84GpJft4RA3aXSZ3Uxw23w9v7VOfymSlrD2WJElJNe1w1ablnxS%2FOEqRtgEeJv7z0GsewF%2FJm%2BbHxM%2BbMrkNmJ2lEhppEnAC8eNdJp8t0b9n0qy7zBZS3BnXL0dm6keV%2FvtIuiRJDdK0g1WbknuBd%2BHjgoq3MXAP8Z%2BJXpP7le7KYzZwB%2FHzp0x%2BSfWDuzWxFYBriR%2FvbrOIYmNqIksBV9WgvWXyvi76lVLdXhh0U97uSpKk1O4kfgHRpsynOE9lxTKDIGWyLnAL8Z%2BLKvEV583VxEcJ35ilEhrt6cCjxI93t7kGmDlBn75Qg3aWybH0f8O2bgf5%2Fy1vdyVJUkoziV88tCk%2FBdYvNQJSPqtSXHRFfy6q5GPJq6J%2B%2BxHx86hMHgaenKUSGu3VxI93mXxtnL7sSLMeHbyI%2Fr8QY41EbU%2BZY7P2WJIkJbU68YuHNuRUYLtypZeymkXz3oI1Ot%2FDx7naYEWa91bCf%2BDj3%2F3yUeLHu0yeM0YfZgBX1qBt3eYBYn5se1mP7c2ZQ3J2WJIkpeUGVrWcSfFmNy%2ByVSczgTOI%2F3xUyR%2BBKakLozB7Ej%2BnyuaQHIXQEoaAHxA%2F3t3mWpZ8lLBpbx18yXgDktHnS7SxX%2FmvrD2WJElJ%2BQhhbzkPeCFuXKl%2BptH8FzNcBCybujAKdxTxc6tMFgI75CiEljAN%2BCvxY95tvjCi7dtQzJXoNnWbwyYcjXzOHqddUdkqa48lSVJyTX47Wb9zBvB83LhSPU0BfkX856RKbqQ4J0XtszxwM%2FFzrEz%2BBSyToxhawsrA9cSPeTdZSLFxNYViwz26Pd3mdOIejV2W%2Bm30LaL%2F54BJkqSKTiV%2BEVH3nAzsjBtXqq9h4BjiPytVch%2FwtNSFUa3sRvw8K5ujchRCY9qU4hD96DHvJhcCH65BO7rN3cCa3Q9Fci%2Fp0K7IXJW1x5IkKYtPEb%2BIqGPmUVy4bN5zZaX%2BGAK%2BTfxnpkrmAs9OXRjV0jeJn29ls0%2BWSmgsexE%2F3t1mfg3a0G1eUGYQMqjj5%2F7nWXssSZKy2Jr4RUSdcidwKMUB91LdDVGcxxL9uakaNwgGx9IUj%2BZFz7kyuQ9YO0cxNKZPEj%2Fmbcrh5cqf3BDF4%2BHRdRidg3N2WpIk5TEEXEL8QiI6fwVeTXGYrNQUhxD%2F2amaA1MXRbW3E8X5M9Fzr0xOAyblKIaWMAz8lvgxb0POJv6Nrk8nvg5j5Xk5Oy1JkvJ5PfELiYjcBXwJ2Kx6CaW%2BO4j4z1DVHJm8KmqKw4mff2XjHRv9szxwDfFj3uQ8BKxftvAZ1PWoilk5Oy1JkvKZDFxM%2FGKiH5lP8cvuy4CpKYonBXgn8Z%2BlqjmO4k4LDabpwKXEz8Oyfz%2B2zVEMjWlz4FHix72peX35kic3BFxGfC1G55KcnZYkSfltQ7MOJC2ThcApwJuAFVIVTAryJuI%2FU1VzCj6uq%2BLRoqb93bma4hwv9cd%2BxI95E%2FNj6vHm5E2Jr8VY%2BVrOTkuSpP5ow10dY%2BWHFHeZSU33Opp3dtDonA8sm7owaqyPED8ny%2Bb7WSqhTv6P%2BDFvUm6ieASzDg4lvh5j5RU5Oy1Jkvrns8QvLHLkT8DshHWS%2Bu2VFHcTRn%2BWquRfwKqpC6NGmwz8g%2Fi5WTa%2BObN%2FZlLPx9Dqml16K3Nyw8D1xNdjrKycr9uSJKmfhoAfEL%2B4yJHrgS2TVUrqn72ABcR%2FhqrkDupxoLDqZ31gDvFztEzuB9bOUQyNaTPgMeLHve6p04sxnkl8PcbKZTk7LUmS%2Bm8qcDLxi4wceZR6HGwqdesFwDziPztV8hCwVerCqFXeRvw8LZvTgUk5iqExvZv4Ma9z%2FknxcoS6%2BCbxNRkrX8rZaUmSFGNZ4ALiFxq58k08RFr1twcwl%2FjPS5XMA3ZNXRi1zhDwB%2BLna9l8NEcxNKYh4ATix7yOmU%2B97jCfBtxDfF3GyvMy9luSJAVaBbiK%2BMVGrpwDrJuqWFJiu9P8R2YWUZzdJXVjNeBu4udtmSwAts9RDI1pVZo3R%2FqRQyrUNIdXEV%2BTsfIQxVMGkiSppdaheKNN9KIjV%2B4FXpSsWlIau1I87hr9%2Baiat6cujFpvL%2BLnbdlci2%2FW7Ke9iR%2FzOuUC6rcp82fi6zJWfpmz05IkqR42Au4ifuGRM0cAU1IVTKrgubRj8%2BrjqQujgfF94udv2RydpRLq5EfEj3kdMo%2FigPs6eQrxdemU%2FTP2W5Ik1cjm1Pc8g1T5Bz5SqFg7A48Q%2F1momq9QnFcj9WIZiruaoudx2bwmRzE0ptkUbzaNHvPofKxqITM4nPi6jJWFFEdjSJKkAbElcB%2Fxi5CcuR94eaqCSSU8B5hD%2FGegao4FhtOWRgPoGRQXnNHzuUweBNbLUQyNadAfJbyI%2Bt05vhT1%2FbHzlIz9liRJNbU1xSZP9EIkd75FsRCT%2BuG5tOPOqxOo31ksaq7PED%2Bny%2BYMYHKOYmgJQ8CviB%2FziCwEtqpewuTeSnxtOuXNGfstSZJqbBvafyfW48DlwBaJaiZ1shvtOPPqb8DMxLXRYJtC8bbY6LldNp%2FKUQyNaQ2KO9%2Bix7zf%2BVyK4iU2TLFuiq7NWJkPrJiv65Ikqe62YDBeZT0XOAgfiVIeewCPET%2FPq%2BYCYPnEtZEANqR5dycuBHbKUQyN6T3Ej3k%2FczUwI0nl0no%2B8bXplBMy9luSJDXEJgzOIap%2FBtZKUzYJgBdSbJBGz%2B2quQJYOXFtpPop%2FqYAACAASURBVJHeRvw8L5sbgVk5iqElTKLYRI8e837luWnKltwpxNemU16fsd%2BSJKlBNqRYqEcvTvqR%2B4F98e1qqm5PitefR8%2FpqrkBN3aV3xDwW%2BLne9n8BP9e9MuOxI93P3JUonqlth3xtemUh%2FDxdkmSNMLawJXEL1L6lZ9TvMJb6sXeFOdxRM%2Fjqrkd2CBxbaROVqaZd%2Fy%2BMUcxNKYfEj%2FeOXM39V17HE98fTrlexn7LUmSGmplBusW%2FjuAlyapnAbJayjOx4mev1VzH7BZ4tpIE3kB8XO%2FbOYAG%2BUohpawOvAw8WOeK69LV6qkNiO%2BNuPlmfm6LkmSmmw54FTiFyv9zDHACglqp%2FbbH1hE%2FJytmocoHheRInyd%2BM9A2VwETM9RDC3ho8SPd46cSn0fR%2F0J8fXplKuob90kSVINTAd%2BRvyipZ%2B5HdgrRfHUWu8kfp6myCPAsxPXRipjKeAy4j8LZfO1HMXQEpYCbiZ%2BvFNmPrBxyiIltDnx9RkvB%2BfruiRJaotJFIv16IVLv%2FMTfBublnQQ8XMzReYCuyeujdSLLWjmSxB87Lw%2F9iN%2BrFPmc2nLk1SdX64wF9dkkiSpS0PAh4hfwPQ7dwOvxVvWVcyBjxE%2FJ1NkAfCStOWRKmnixvC9%2BNbOfpgEXEr8eKfIjcDSacuTzPbE12e8HJ2v65Ikqa1eRfErWPRCpt85AVi3evnUUEPAEcTPwxRZRPE5lupkGPgT8Z%2BPsjkdmJyhHvpPLyF%2BrFNk79SFSWSI%2Bn%2F%2BPKtRkiT15JnAPcQvZvqdOcD7qdfFyhDFr9PeIZbPJOA7xM%2B%2FVNkvbXmkZNaguKsp%2BjNSNp%2FMUQz9hyHgLOLHukpOpr5%2Fq%2Bv%2BRtBzqG%2FtJElSA2wAXE38oiYi5wPbVC9hacPADsCngJMoHkVYfG7MQuA2irsBvkBxttGUgDa2zRTgOOLnXKq8M215pOReTvznpGwW4ssQ%2BmE34se618wHnpq%2BJElMpv4vUnhDrs5LkqTBsQLwZ%2BIXNhFZRHGw%2FXKVqzixZSju%2FLq2ZBvvAg4DVu1DG9toBvA74udaqrw3bXmkbP6X%2BM9L2dwMrJijGPr%2FhoAziB%2FrXnJEhnqk8jbi6zNebqd4I7YkSVJlU4BvE7%2FAicptwGvIc2v7ELA%2FcGfFNj4CfByYlqGNbbUscCrx8ytV%2FjtpdaS8lgauIv5zUza%2Fxsecctud%2BHEum9so%2FqbU0bJUX2PkzsHZei9JkgbSEPAeiscoohc6UTkVeFrFOo60CsVjginbeAmwccI2ttVKwLnEz6lU%2BXDa8kh9sQ3FY1fRn5%2ByeUeOYuj%2FG6J53891Pnew7i8neRiYla33kiRpYA1RPK42yJtY84Ejqf5Y4SYU51vlaONDwPMrtq%2FN1gGuJH4upcohSasj9dfBxH%2BGyuZRiu9w5bMX8ePcbc6lOL%2Byjp5K%2FTeJv5it95IkaWDNAn5F%2FEKnLrkdeD29LVq3IP8bHudTXADoPz0NuIX4%2BZMqh%2BLjTGq2STTzUd5LKc7QUx7DwH3Ej3M3eWamGlQ1RPFWxOj6jJcFwNq5CiBJkgbTk2jXHSspcyawXcla3tGnts0FnlWibW23A3Av8XMmVQ7HzSu1w1o0Z7NiZL6eoxgCiu%2B2JnxfH5erAAk04W2fP8zWe0mSNJDWBW4ifpFT9%2FwAWGOCWk4HLuhzu%2B4EVp%2BgXYNgD2AO8fMkVdy8Utu8gvjPVS95SY5iiO2JH9uJ8hjFGqmOlqV4a2Z0jcbLQuApuQogSZIGz3LA5cQvcpqSOcAngJkd6nlYULt%2Bz2BvdryC%2Bp8BUiZuXqmtvk%2F856ts7sYfCXI4mvixnSify9b76r5CfH0myjHZei9JkgbST4hf4DQxt1C8kWjSiFpuROwmyksZTK%2BgOGMjek6kyhG4eaX2Whq4mvjPWdmcQn0P8W6iWdT%2FR4cHqf4yl1y2BRYRX6PxsohiXSRJkpTES4lf4DQ9FwO7U2w4RG8GXsrgXWDtg5tXUtNsS%2F03L8bKB3IUY0BF3a1cJhdn6301U4ALia%2FPRPlRrgJIkqTBMxW4lvgFTlvyd4qzHqLb8XwGx1uoR81Txc0rDZIPE%2F%2BZK5t5wFY5ijFglgYeIX48uxnv5TPVoIqDia%2FNRFkEbJyrAJIkafC8kfgFjkmfn9B%2BQ8BHia91ynjmlQbNJOBU4j97ZXMlnc9AVHf%2Bh%2Fhx7Db7ZqpBrzah2FiLrstEOSpT%2FyVJ0oA6l%2FgFjkmfhyjurmurYZpxcG2ZfBo3rzSY1gLuI%2F4zWDbfyVGMAbEKMJf4Mew2v85Thp5MoRlrt7nU982NkiSpgTYgfoFj8mU72mkacBzx9U2ZjyWtkNQ8%2BxD%2FOewlL8tRjAHwQ%2BLHrkweA5bJUonyPkJ8PbrJl3IVQJIkDaZ3Eb%2FAMfnyFtpnGeBk4mubMh9MWiGpuY4h%2FvNYNvcAa%2BQoRottT%2Fy49ZK9cxSjpKfTjEcHHwJWzlQDSZI0oI4mfpFj8uVQ2mUV4Dzi65oyByatkNRsywM3Ef%2B5LJtTGLw3v%2FZqCsWbcqPHrJcck6EeZcwALiO%2BDt3kkDwlkCRJg6wJZyiY3vN12mN94F%2FE1zRl3pm0QlI77EL8Z7OXvC9HMVqoyS%2FeuJ%2FYsyW%2F3KFddctt1OdxS0mS1CK3Er%2FQMfnybdphW%2BBO4uuZKouA%2FZNWSGqXI4n%2FnJbNXGDzHMVokc1o1sHtY2WX5FXpzu4l2hid%2FTLVQJIkDbj7iV%2FomHz5Hs33QmAO8bVMlfnAq5JWSGqf6TTzMbNLKR7z0pKmARcTP0ZVc2TqwnRhFeD2Htvb75yPj9NKkqRM7iJ%2BsWPy5Uc029uAhcTXMVXmAnsmrZDUXlvQjMOqR%2BfLOYrRAk28q26sXJW6MBMYBk5K1PZ%2B5Fl5yiBJkgRXEL%2FYMfnyW5ppGDic%2BPqlzBxg15RFkgbAB4j%2F7PaS3XMUo8H2IH5MUuYpacszrg9l7Efq%2FCxTDSRJkgD4A%2FELHpMvp9M8M4FfEl%2B7lHkAeGbKIkkDYhJwGvGf4bK5FVgxQz2aaE3ad7f3e5JWqLMdgQV96lPVPAo8KU8ZJEmSCocSv%2Bgx%2BXIpzbIWxfkZ0XVLmXuArVMWSRow61BsAkd%2FlsvmF8BQhno0yRTgb8SPRer8IWWROlgJuCmof73kY3nKIEmS9G8vI37RMzJtOu%2BoDrmd5tiR5hxS221uBjZOWSRpQO1L%2FOe5l7whQy2a5MvEj0GOPELew%2FonASfXoJ%2Fd5hqKFy9IkiRl9VTiFz6j84MatKEtWUj93wY0RHFYexMPax4vV1HcOSKpuiHgOOI%2F12XzELBehno0wWuIr3%2FO7JKuVEv4dA36VyZ75CmDJEnSf5pO%2FMJndJ5MsRhq0q3zdc7K1NfSwNHE1yh1LqB47bmkdFaguKsx%2BvNdNn%2BjuKNmkGxNcSZSdO1z5oPJqvWfXliDvpXJL%2FKUQZIkaWx3Er8AGpnFh10vB3y3Bu1per5DPR9j24p2vgXzdIq5Kym95xL%2FGe8lB%2BcoRk2tRjM3Gsvm%2F1IVbIQNadZ5bw8Da2eogyRJUkcXEL8IGpmXj2rfrsB1NWhX03MxxUVU9OMsU4CPAvOJr0nq%2FA5YKl2pJI3hC8R%2F1stmHvD0HMWomRnAWcTXux85KVHNFluO5v2oc0DiGkiSJE3oROIXQSPz9jHaOBM4ElhUg%2Fa1IWcDB9H%2FM5q2o34bpqlyNMXmnKS8plNsyEd%2F5svmn%2BQ9%2BDvaMM08p6zXnJmmbEBRu9%2FWoE9lchaD92isJEmqgWOIXwiNzMfHaet2wCU1aGObcjbwAWCDcepe1doUj1u0dQPyCOp%2FWL7UJpsCc4n%2F7JfNkTmKUROfJb6%2B%2FcxZacoGwP%2FUoD9lMp%2FiMyhJktR3XyF%2BMTQyX56gvVOBjwCP1aCtbctlwOHAc56oc1UbU5zB1cQLzW7z%2FgR1klTegcR%2F%2FnvJzjmKEewtxNe13%2FlTksrB62vQl7L5dKK%2BS5IklfZJ4hdDI3NMl%2B3egGIBGd3etmYOcALFZuEuwKwuxmQIeCrFuRh%2Fr0EfcmY%2BsG8XNZGUxzBwCvHfBWVzI%2B160cMLgYXE17XfOTZB7XaiOB8tui9lcgXFY7ySWmhydAMkqQv3RTdglG42SgCuBp5HsYlwJDA7W4sG01LAHk9ksduAa4BbKebNXIo7tWYBa1HccdXt%2BDXZHIqXDfwxuiHSAFsEvIHiPKwmfe%2BsRXGn8RuC25HC9sDPGMxHqC%2Bv%2BM8%2FGfgVzTo7cfFn7rHgdkiSpAG2H%2FG%2F6I3M33vow4oUj6pFt920P3cD2yCpLl5B%2FPdCL9krRzH6aCPgHuLrGJXdKtRuNnBVDfpQNodV6LMkSVISLyN%2BUTQy%2F6zQlx2AC2vQB9PO3AlsgqS6OYr474devk9WzlCLflgLuIn4GkblUYq7lHsxg2Y%2BYn8pMK3HPkuSJCXzPOIXRiNza8X%2BTKY43PfBGvTFtCduXkn1tSxwHfHfE2Xza4qzA5tkNsXjc9G1i8zPeqzd8BP%2FbHT7y2YBsFWPfZYkSUpqG%2BIXRyMzJ1G%2FVgOOrkF%2FTPNzB%2FA0JNXZM2jmYeKvz1GMTJYDziO%2BZtF5bg%2B1G6I4%2Byy67b3kUz30V5IkKYuNiF8cjU7KQ013Ai6qQZ9MM3M7xeH0kurvM8R%2FZ5TNA8DaOYqR2FLA6cTXKzpn0ttdcwfXoO295ByKl7VIkiTVwhrEL5BGZ4XEfZwMvBO4twZ9M83JbcBTkdQUUyguuKO%2FO8rmFOr9Jr9pwEnE1yk6iyjevFjW%2FjVoey%2BZA2zQQ38lSZKyWZb4RdLoPClTX1cEvkYzHzMx%2Fc0twFOQ1DQbAo8Q%2Fx1SNu%2FKUYwEpgK%2FIb4%2Bdcjne6jfy2jummP%2FHvorSZKU1TDxi6TR2SJrj2FT4E816KepZ24E1kdSU72N%2BO%2BRsnmE%2Bt3tMhn4OfG1qUP%2BQvnjDfYA5tWg7b3k5zTvBQOSJGlAPET8YmlknpW3u0CxMNsTuCqgf6a%2B%2BRewLpKabAj4HfHfJ2VzBjApQz16MQn4EfE1qUPOojjAvoxnA4%2FWoO295GbSH%2BUgSZKUzK3EL5hG5kV5u%2FsfpgLvBe7L0A%2FTrFwBrImkNlgFuJP475Wy%2BUCOYpQ0Cfgh8bWoQ34LLFOyfttTvx8Gu81Cis03SZKk2rqC%2BEXTyLwmb3fHtCLwRZp7u7%2BplospLngltceexH%2B3lM1jxL75dBJwFPF1iM7DFD9ulT1cf1uKN0tGt7%2FXfKRkfyVJkvruLOIXTSPzjrzdHdeTgeM6tMu0M2fi4xJSW32H%2BO%2BYsjmH8uctpeDmVfHY3zcp3tBc1tbA%2FTXoQ685iXq%2FDVOSJAmo3%2BuxD87b3a5sB5xGfC1M3vwJWBpJbbU0cDXx3zVl0%2B87YSYBRydqe11yBsXf8vcA3wJ%2B%2F8T%2F7dwx8nvgrcCsHuu3NXBvDfrca24FVu6x75IkSX31M%2BIXTyNzWN7udm0IeAFwEfE1MenzC2A6ktpue2AB8d85ZTIP2CxHMcYwmXYe2P7KlEUax%2FY0%2B7FBz72SJEmN8r%2FEL6BG5tt5u1vaMLAvcB3xtTFp8l3q87YvSfl9kvjvnbI5n%2FyPEk4BflqDvqbOLfTnMcydaO6B7YtTh7veJUmSunYE8Quokflp3u72bCrwdoqFcXSNTO%2F5FMXddZIGxxTgbOK%2Ff8rm4zmK8YRpwK9q0Mcc%2BVjCOnWyKzAnqH%2Bp8kv8eyhJkhrmw8Qvokbm5LzdrWwG8D7gLuJrZbrPQooNSEmDaUPgEeK%2Fi8pkPrBFhlpMpzj3Kbp%2FOTKX%2FG%2BV3euJf090X6vkcmDZ1IWRJEnK7a3EL6RG5ry83U1mGeBDwD3E18yMnznAi8ceRkkD5B3Efx%2BVzQWkfRxuJnBKDfqVK8emK9WYXk%2Fxg0h0P6vkQWCj1IWRJEnqh72JX0yNzPVZe5veMhRnSLiRVc%2FcSvGGKEkaAk4k%2FnupbD6RqP%2FLAX%2BrQX9yZsdEtRptCDioBv1Lkb0S10aSJKlvnkP8YmpkHsra23yWpdjI8tHC%2BuR8YM3xBk3SwFmd5v3gMB%2FYvGK%2FZwPn1qAvOXMhec50GgaOrEH%2FUuSTiWsjSZLUV5sQv6AanSYfKjoTOBB4mPg6DnJ%2BAiw1wVhJGkz7EP8dVTZVHiVcDbi0Bn3Inbf0WJ%2FxTAd%2BXIO%2BpcjPKTbjJEmSGmtl4hdVozMja4%2F7423E13EQs4jiTrgmb4JKyu9Y4r%2BvyuajPfRzXeCaGrQ9dx4Elu6hPuOZDfy1Bn1LkQsofmCTJElqtGGKi%2F7oxdXIrJC1x%2F3xDOLrOGi5B9i9m8GRNPBmATcR%2F71VJvMo7pru1kbAzTVodz%2FyjRJ16cZTgKtr0K8UuR1YO215JEmS4jxE%2FAJrZNbI292%2BWJH4Og5SzsIFuqRydiX%2Bu6tszgYmd9G3pzNYZzJWPSNspOcB99agTynyGLBDwtpIkiSFu434RdbIrJ%2B3u31zJ%2FG1HIQcDkztckwkaaSvEf8dVjYfmKBPW9KeDZhuctYE9ejWEPAeYEEN%2BpQq%2BySqjSRJUm1cRfwia2Q2y9vdvmnL2Rl1zS0Ud1BIUq9mUr%2B%2FgRPlMWDDDv3ZisHavHoc2L9DLcqYAXy%2FBn1JmYMS1EWSJKl2zid%2BoTUybbnd%2FX%2BJr2VbcwztOCtNUrwdgYXEf6%2BVyd%2BBSaP6sSVwXw3a1s88RPXD29cFzqtBX1Lm6%2FgyE0mS1FKnE7%2FYGpld8na3bw4ivpZty83AnmUGQZK6cBjx329l854R7d%2BKwdu8epzih6IqXkTxApDofqTM8XR3TpokSVIj%2FZ74BdfIvDhvd%2FvmxcTXsi1ZAHwZWLbUCEhSd6YBlxD%2FXVcmc4AnMZh3Xi1Or3dsTwW%2BUIP2p85ZFI%2FFSpIktdZxxC%2B6RuZVebvbNxsSX8s25CTKvTpeknqxJTCf%2BO%2B8MjmLwTvzanEuo7fH5DYCzq1B%2B3PUY8Ue6iFJDEc3QJJKeCi6AaO05dfDaynuHFJvzgV2B3YDLg1ui6T2Ox84NLoRJW0LzIpuRJDFh653axh4J8U4b5WlRXFupPhbeU90QyRJknI7kvhfDkfmgLzd7aumvd2qDjmT4pwrD6CV1G9TqN%2BLTcySWQCs1mEMx7IBcGoN2p0jd9H5rZSS1BXvwJLUJA9GN2CUZaIbkNDV0Q1oiIXAL4BnU5xpcjzFwlyS%2Bmk%2B8IYn%2Fqfq64%2FAbV38%2F00DDgYupvj70jYPA88HroxuiKRmcwNLUpO4gZWPG1jjuxz4MLA2sDf%2FfiOmJEW5GPhkdCM0rqMm%2BM%2BHgD0oxvKzwPTcDQrwKPBCisftJakSX10qqUncwMqnjhtYVwHrEfO36nGKx3OOB37Nv9%2F6JUl18jlgL9p3VlJb3D7Of7Yt8D%2FALn1qS4S5FI%2Fanx7dEEmSpH7bh%2FgzHEbm6Lzd7avdiK%2Fn6LyK4tforYH9gS8BJwM3Zfh3PUBx7sjnKS4GfUOSpKbYFJhH%2FHe2WTLzgI8Dk54Yq2GKl36cUoO29aPvL0SSEvIOLElNUrc7sJaNbkBC10Q3YAzrAo9RPHYw%2BtGDpZ74z9cF1gJWBVam2HhaluINkdMoLhoWUpwTM4fiTZZ3AXdSbITdAFwB3EKx4JakprkE%2BBTw6eiGaAlTKB7znETxN%2BlVwDqhLeqPhcArgd9HN0SSJCnKDsT%2Fojgyf8nb3b6aRLHJE13TkflG1h5LUntMAS4g%2FnvbmAXAK5CkDDzEXVKTPBDdgFGWj25AQguB66MbMcpa0Q2QpIaYD%2BxHsXkgRVm8efWz6IZIaic3sCQ1yf3RDRhluegGJPav6AaMsnZ0AySpQS4EDotuhAbWfODlwK%2BiGyKpvdzAktQkddvAmhXdgMTcwJKkZvsMcHl0IzRw5gIvpXhzryRl4waWpCZ5lHo9HrEc7foevS66AaMsT3EYuySpO3Mp3tr6eHRDNDDmAC8G%2FhDdEEnt16YLL0nt9zj1ugtriHY9Rli3DSyANaIbIEkN8w%2Fgq9GN0EC4F3gucHJ0QyQNBjewJDXNvdENGKVNjxG6gSVJ7fAR4MboRqjVbgF2As6KboikweEGlqSmuS%2B6AaOsEN2AhK6PbsAY1oxugCQ10MPAW6Mboda6GngGcFl0QyQNFjewJDVN3e7AatMG1n0UFz11smp0AySpoU4EfhTdCLXO2cAzgRuiGyJp8LiBJalp6nYH1uzoBiT0OPVbkLqBJUm9O5D6%2Fd1Uc%2F0a2Bm4M7ohkgaTG1iSmqZud2CtFN2AxOp2ZoobWJLUuzuB90c3Qq3wFWBv4JHohkgaXG5gSWqau6MbMErbNrBuim7AKKtFN0CSGu4o4PToRqixHqe4k%2B8AYGFwWyQNODewJDWNG1h51W0Da%2BXoBkhSwz1OcaD7%2FOiGqHEeBF4MfCm6IZIEbmBJap67ohswSts2WOr2CGHbNgglKcIVwGHRjVCjXANsD%2Fw%2BuiGStJgbWJKapm53YK0S3YDEboluwCiz8W%2BVJKXwP8C%2FohuhRjgJ2Ba4PLohkjSSFwWSmsYNrLxujW7AKMPACtGNkKQWeBR4Z3QjVHufB16Ib6%2BUVENuYElqmrq9urltG1h1uwMLiruwJEnV%2FRH4eXQjVEsPAHsB%2Fw0sCG6LJI3JDSxJTXM3xYG0dTETWCa6EQk9RP1eke0dWJKUzoHAnOhGqFYuALYEfh3dEEkajxtYkppmAfV7jHD16AYk9Dhwe3QjRpkV3QBJapGbgU9GN0K18S1gR%2BDa6IZI0kTcwJLURHdEN2CUNm1gAdwW3YBRvANLktL6Eh7QPejuBl4KvB14LLgtktQVN7AkNZEbWHnV7Q4sN7AkKa35wLujG6EwfwA2BX4T3RBJKsMNLElNVLc7hNaMbkBid0U3YJTlohsgSS30JzzQfdA8QvEmyhdRvx%2BrJGlCbmBJaqK6vSlvregGJFa3DaxloxsgSS11EM1%2BfGwusDC6EQ1xMrAJ8A3q9TIcSeqaG1iSmujW6AaMsnZ0AxJzA0uSBsMNwGHRjejRPOAlwFejG1Jz9wFvAHYHrottiiRJ0uB5OcWvh3XJhXm723evJr6mI%2FOTvN2VpIE2A7iR%2BO%2F6MllIsRaA4keOm2rQpjrmR8AqSFJLeAeWpCaq2x1Y60Y3ILF7oxswylLRDZCkFnsU%2BEB0I0p6K%2FCLJ%2F73B4H9A9tSRxcAOwH%2FRf1efCNJkjRQ1iL%2BV83RmZW1x%2F21DfH1HJk%2F5e2uJA28IeDvxH%2Ffd5ODO%2FThszVoW3TuAt4MTOpQI0mSJPXZZGAB8QvFkdkya4%2F7a33i6zkyZ%2BbtriQJ2I747%2FuJ8hWKzbaxTAJ%2BVYM2RuRB4BA8M1KSJKmWbiB%2BwTgye%2Bftbl%2BtRHw9R%2BaSvN2VJD3hR8R%2F53fKL5n4zqLpwB9r0NZ%2B5VHgCGD2BHWRJElSoNOJXziOzAfzdrevphFfz5G5Mm93JUlPWAd4jPjv%2FdE5k%2BKw%2BW5MA46pQZtz5l6KRyZX67ImkiRJClS3xen%2F5u1u39XpAua6zH2VJP3b4cR%2F74%2FM9ZR%2Fk94Q8HZgTg3anzLXAu8Gli5ZD0mSJAU6lPiF5Micnre7fXcP8TVdnFsy91WS9G%2FLU5%2B%2FAQ8AT6vQl3WAY4GFNehLr5kLHAfshoezS5IkNdKbiF9UjsxtebvbdzcSX9PFuStzXyVJ%2F%2BmdxH%2F3LwSen6g%2F61H88HV1D%2B04C%2Fgv4Ad97PsC4C%2FAu4AVEtVAkiRJQXYmfnE9Ostl7XF%2FXUZ8PRfnvsx9lST9p0nA34j97n9%2Fpr6tA%2BwDfIexN7TmAedQnDG1%2Bah%2F9unAT8nzJuTbgJ8Ar8FNK0mSpFZZm%2FiNldHZIWuP%2B%2Bs84uu5OPdn7qskaUnrUXz%2FRnzv%2F4DiHKt%2BmAlsAGxCsbk1pYt%2FZlXgAOAUej8z8n7gm8CrgXXpX38lqbH8opTUVJOAR4Cp0Q0Z4U3A96Ibkcg%2FgO2jG%2FGEB2nX3W2S1BQvBn5Df68ZzgaeAzzax39nFVOBTZ%2FI%2BsAawMrAshRvRBymeBzyUeBu4BrgDOBkmtNHSZIkVXQF8XcHjcwX8na3r04jvp6L82DmvkqSOuvneVjfAJbqT7ckSU0zHN0ASarg6ugGjLJpdAMSmh%2FdAElSLXwdODDzv%2BMmYA%2FgHRR3V0uStAQ3sCQ12RXRDRhlC9rzaPai6AaMsCC6AZI04L4EvIr0m0vzgCOAjYE%2FJv7vliRJkmpjf%2BIfbxud1bL2uH9OJL6Wi3Nn5r5KkrrzFOBUqn%2Bvzwe%2BDzypr62XJEmSguxI%2FObK6Dw%2Fa4%2F75wTia7k4t2buqySpe0MUh7v3clbitcCngLX63mpJUuNNjm6AJFVwZXQDxrAlxeZP002KbsAIPkIoSfXxOPDbJ%2FIkYHdgK2BdijfGLj6iZBHwAHA9cBHFhtelT%2FzzkiSV5gaWpCa7B7gLWCm6ISNsG92AROr098EDfSWpnq4DvhXdCEnSYPAQd0lNd0l0A0bZlnYc5F6nO7DcwJIkSZIGnBtYkpru4ugGjLIqsGZ0IxKYHt2AEdzAkiRJkgacG1iSmu6i6AaMYcfoBiQwI7oBI7iBJUmSJA04N7AkNV3d7sACeGZ0AxKo0wbWA9ENkCRJkhTLDaz%2F1979hFp%2B32Ucf99MkzjUaJKmttpIESWmTf9YEZqUoKEaFzaKVUEjRESLC12UKCoBF1XciIgrAy7ciKDWItSKQVuN1QajorSKsQlVglhTJ41tjdp0ksm4OEWut3fmzv1z7uf8eb3gIYvA5Pl%2Bf5DFM79zDrDuHqsuTJfYYxMGrOumC%2BzyqekCAADALAMWsO6eq%2F5xusQeb6xumC5xTNdPF9jl09MFAACAWQYsYBP89XSBPXaqu6ZLHMMXVddOl9jFRwgBAGDLGbCATbBqA1bVN08XOIabpgvscW66AAAAMMuABWyCVRyw7p4ucAyvmC6whwELAAC2nAEL2AR%2FXz0%2FXWKPW6qvni5xRKs2YP37dAEAAGCWAQvYBJ%2BrPjxdzqW6RQAAB%2BFJREFUYh%2F3TBc4opunC%2BxhwAIAgC1nwAI2xYemC%2Bzj26cLHNGrpwvs8W%2FTBQAAgFkGLGBT%2FPl0gX18U3XjdIkjWKUB6xMt3rADAAC2mAEL2BSPTBfYx0uqt0%2BXOIJbpgvs8i%2FTBQAAgHkGLGBTnKseny6xj%2B%2BdLnBIO9Wt0yV2MWABAAAGLGCjrOL3YL21euV0iUO4ubpuusQuH5suAAAAzDNgAZvkj6cL7ONMdd90iUP4%2BukCe6ziW3UAAMApM2ABm2QVB6yqH27x0bx18A3TBfZ4YroAAAAwz4AFbJJz1YenS%2Bzja6s7p0tcoTumC%2BzhDSwAAMCABWyc908XuIR3The4AtdUb5kusctT1TPTJQAAgHkGLGDTrOqA9fbqq6ZLHODN1dnpErt8ZLoAAACwGgxYwKb5s%2Bq%2Fpkvs46rq%2FukSB7hnusAeBiwAAABgY72nuriCea561RLPfVyPNX9Hu%2FN9yz0uAACwLryBBWyi904XuIRrqwemS1zCG6vXTJfY49HpAgAAAADLcmP1QvNvEO2X8y1%2BlXDV%2FFLzd7M7T1U7Sz0xAAAAwLCHmx9hLpU%2FbLXGmbPV083fy%2B787lJPDAAArBUfIQQ21e9MF7iMb62%2Ba7rELj9Q3TRdYo9HpgsAAAAALNvLW92PEV6szlWvWNrpr9y11T81fx9783XLPDQAAADAqnio%2BSHmcnlf8x8lfGfz97A3T%2BcNYQAAAGBL3Nf8GHNQfmZppz%2FYV1SfukSvybx7mYcGAAAAWCXXVZ9tfpA5KN%2B9rAu4jJ3q94%2FYd9n5weUdGwAAAGD1%2FHrzg8xB%2BVz1tmVdwCU8cELdTzoXWr0vlAcAAABYqjubH2WuJOc7vV8mvLd68RTOdJT86fKODQAAALCadqrHmh9mrjQ%2F2%2FK%2BwHyn%2BqlWd7y62OJL5QEAAAC2zir%2B0t7l8sHqthO%2Bg1ur96%2FA2S6XC9UrT%2FjcAAAAAGvhxtbjy9x35%2FnqweqWY5z7THVX9ZstxqHpMx2Uh45xVgAAAIC192DzA81R84Hqx6s3VNdc4nxXV6%2Bu3lrdX%2F12dW4Fuh8m33%2BJswEAAFtuZ7oAwCn5muqJ1v%2F%2Fexerp6pnqpdUZ6svra5vvc%2F2H9XNLd6UAwAAANha72n%2BLSPZP794mecGAABsuXX%2B23qAw7q9%2BovpEnyBiy3ekPvn6SIAAMBqWtZPtQOsokerP5kuwRd4X8YrAAAAgP9ze%2FMfl5P%2Fnzdf9okBAAAAbKHfa360kUX%2B6IBnBQAAALCV3tD8cCOLfOMBzwoAAABga%2F1G8%2BPNtue9Bz4lAACA%2FAohsL1eVX20%2BuLpIlvqhep11ePTRQAAgNV3ZroAwJBnW4wod08X2VK%2F0uItOAAAgAN5AwvYZtdUH6lunS6yZT5e3VZ9ZroIAACwHq6aLgAw6Hz1Y9MlttCPZrwCAAAAOJQHm%2F9C823Jb13hMwEAAABgl5dWTzQ%2F7mx6nqxuuLJHAgAAAMBet1cXmh95NjUvVHdc8dMAAADYxa8QAiz8a4vvBbxruMem%2Bunq3dMlAAAAANbdmeoPmn9badPya%2FnVWwAAAIATc32%2BD%2Bsk83B1zaGeAAAAAAAHem31bPPjz7rnyeplh7t6AAAAAK7Ut1XPNz8CrWv%2Bp3rToW8dAAAAgEO5t3qx%2BTFoHfM9R7hvAAAAAI7gR5ofg9Yt9x%2FppgEAAAA4sp9ofhRal7zraFcMAAAAwHG9o7rQ%2FEC0yvm5aueoFwwAAADA8X1H9dnmh6JVzE8e414BAAAAOEFvqT7Z%2FGC0Kjlf3XesGwUAAADgxH1l9Ujz49F0nmox6AEAAACwgq6ufqH5EWkqD1dffuxbBAAAAGDp3lZ9vPlB6bRyvnqgOnMSlwcAAADA6fiS6pfb%2FF8pfLR6%2FQndGQAAAAAD3tRi5Jkemk4656p3VFed3FUBAAAAMOWq6jurv21%2BeDpunq1%2BvsUbZgAAAABsmJ3qnuovmx%2BiDpunq3dVLzvpSwEAAABg9exUd1S%2FWn2m%2BXHqcvmr6oeqs0u5CQAAAABW3tnq3uqh6rnmB6uL1UdbfEzwNUs8NwAAwLHsTBcA2FJnqzuru6tvafEF8Kfh09WHqg%2B0GNKeOKX%2FLgAAwJEZsABWww3VbdXrq9d9Pq%2Btbjrin3e%2BerL6WPUP1d9Vf1M9Xr14zK4AAACnyoAFsNqubjFivbz6ss%2F%2F86W7%2Fv3zLcaq%2F67%2Bs3qm%2BkT1yRYfEQQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4Df8LTwVMqd0cJkcAAAAASUVORK5CYII%3D%22%20data-filename%3D%22noun_Walking_92796_000000.png%22%20style%3D%22width%3A%2047.3807px%3B%20height%3A%2047.3807px%3B%22%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%22%3E%3Cb%3E%3Cspan%20style%3D%22color%3A%20rgb(107%2C%20192%2C%20209)%3B%22%3Ebrisk%3C%2Fspan%3E%20walk%3C%2Fb%3E%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%22%3E%3Cb%3E%3Cspan%20style%3D%22color%3A%20rgb(107%2C%20192%2C%20209)%3B%22%3E%26nbsp%3B%3C%2Fspan%3E%3C%2Fb%3E%3C%2Fspan%3E%3C%2Ffont%3E%3Cimg%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAABLAAAASwCAYAAADrIbPPAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEwAACxMBAJqcGAAAIABJREFUeJzs3WmwbWdB5%2BFfBpJAkICMiiCDIChDUAijyCiiBlRoQcEJtdAGB6poZFCxW1EEpYFuRW2gEQVEBCHYtDIIDsyCIcwIokAwDMosCRluf1iXZgwk95613%2Ffs%2FTxVq24q%2BfK%2FVWffe84v71qrAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAmR0xegDAZ%2FnK6qbV9aqrVZerLl4dNXIUAMAOOLf6ePW%2B6h3VadXLqw%2BPHAXwaQIWMNolq3tWP1DduDpy7BwAAA46r3pZ9dTqKdVHx84BdpmABYxyieqB1U%2B3nLICAGBeH60eXT2i%2BsTgLcAOErCAEe5YPb766tFDAAC4UN5V3at60eghwG7xXBlg0x5a%2FX7LCSwAAPaXE1oe%2F3BW9dLBW4AdImABm%2FSY6udz%2BhMAYD87orpddbHqhYO3ADtCwAI25cEHLwAAtsPNW56N9YrRQ4Dt5xQEsAm3qV6QNwwCAGybc6tbtrytEGA1AhawtotWb6quMngHAADreGt1vepTo4cA28tpCGBtP5d4BQCwzb6%2BuvfoEcB2cwILWNNx1bury4weAgDAqk5v%2BZ%2BW5wzeAWwpJ7CANd0l8QoAYBdcsTp59AhgewlYwJruPnoAAAAbc7fRA4Dt5RZCYC3HVB%2BqLjZ6CAAAG%2FGhltP3540eAmwfJ7CAtVwv8QoAYJdcqrr26BHAdhKwgLVcd%2FQAAAA27jqjBwDbScAC1nLV0QMAANg43wMCqxCwgLVcdvQAAAA27nKjBwDbScAC1nL86AEAAGyc7wGBVQhYwFr8%2BQIAsHuOGj0A2E5%2BwAQAAABgagIWAAAAAFMTsAAAAACYmoAFAAAAwNQELAAAAACmJmABAAAAMDUBCwAAAICpCVgAAAAATE3AAgAAAGBqAhYAAAAAUxOwAAAAAJiagAUAAADA1AQsAAAAAKYmYAEAAAAwNQELAAAAgKkdPXoAAADn66zqjNEjOCxXqI4dPQIA9jsBCwBgXq%2BobjV6BIflJdW3jh4BAPudgAXskjOrV44ewZ44sTph9IjP85Hq1NEjOCwzfl3BGvx5tT1uWh0zegTAJghYwC45PScZtsVLmu9Ew6n5%2BtrvXtJ8X1ewBn9ebY%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%2BrrrawesK1RHjpp2vm1T%2FUZ1evePg9dbqTQevf64OjBoHALApAhYAsI2uVJ1YXf%2Fgr9drCVVHjRx1iI5s%2Bf1cqbrV5%2F23T1RvrP7hs67TqjM3uA8AYHUCFgCw351Q3bg66eCvN6ouP3TR5hzf8vs%2B6bP%2B3dnV66pXVC%2BvXtZyUgsAYN8SsACA%2Feby1S2rbzl4XS%2FP9fxsF6luePC678F%2F9%2B7qrw9eL6nePmQZAMAhErAAgNkd33Lr3O0OXtcZumZ%2FulJ1z4NXLSeyXlA9v3ph9eExswAALhgBCwCY0dWr7zp43bI6ZuycrXOV6icOXudUL62eW51S%2FeO4WQAAX5yABQDM4puru1Tf0%2FKmQDbj6OpbD16%2FWb2lemb1jJZnaQEADCdgAQAj3bC6e0u4usrYKRx0reohB6%2B3tYSsp1RvHjkKANhtAhYAsGnXqO5RfX91zcFb%2BNKu2Wdi1mtbQtZTqzNGjgIAdo%2BABQBswldUd6vuVd108BYOzTcdvB5RPa96%2FMFfzxk5CgDYDQIWALCmm1T3rv5Ty9sE2f%2BOqk4%2BeP1r9aTqd6t3DdwEAGy5I0cPAAC2zvEtb7d7bfXy6kcSr7bVV1UPqv6penZ1%2B%2BqIoYsAgK0kYAEAe%2BVK1SOr91S%2FX91g7Bw26KjqztXzqze2BMzjhi4CALaKgAUAHK4bVk9rOYVz%2F%2BqSY%2Bcw2LVbAua%2FVA%2BtLjN2DgCwDQQsAOBQ3bZ6YfXq6u55tiaf63LVL1f%2FXD2q%2BuqRYwCA%2FU3AAgAurJOrV7TEq9sO3sL8jq%2Fu13JC73errx07BwDYjwQsAOCCumPLaatTqhsP3sL%2Bc2zLGynfVv1OdcWxcwCA%2FUTAAgC%2BnFtVL6ue1%2FK8Kzgcx1Q%2FVb295dbCS4%2BdAwDsBwIWAHB%2BrlP9n%2BrF1U0Hb2H7HNdya%2BE7qgdVFx07BwCYmYAFAHy%2Br6qeUL2u%2Bo7BW9h%2BJ1S%2F1nJr4Q9XR4ydAwDMSMACAD7t2OqBLSHhXvk%2Bgc36mupJLS8I8Iw1AOBz%2BMYUAKj6ruqN1a9XFx%2B8hd12UvXy6snVFQZvAQAmIWABwG67cvWc6rnV1QdvgU87ovrB6i3VffM9KwDsPN8MAMBuOrp6QPWm6k6Dt8D5OaH6H9Urq28evAUAGEjAAoDdc2L16uo3quMHb4EL4oYtEeuReVshAOwkAQsAdsex1cNa4tWJg7fAhXVUdf%2BWt2PecvAWAGDDBCwA2A0nVq%2BpHtxy%2ByDsV9eoXlI9NqexAGBnCFgAsN2OaolWr6q%2BcfAW2CtHVD9d%2FUPLWwsBgC0nYAHA9rpK9dcttw1eZOwUWMXXVy%2Br%2FmtLrAUAtpSABQDb6S4tp1NuPnoIrOyo6peqv6m%2BdvAWAGAlAhYAbJfjqsdVf1pdcvAW2KSbVadWdx09BADYewIWAGyPq7bcTvWTo4fAIJesnlH9z%2BqYwVsAgD0kYAHAdvjOlrcM3mD0EJjAfaq%2Fra48eggAsDcELADY346ofrl6bnWpsVNgKidVr62%2BbfQQAODwCVgAsH8d3%2FKsq4e2hCzgc126el71X0YPAQAOj4AFAPvTlauXVt87eghM7qjqEdUftbzkAADYhwQsANh%2FTqpeVV1%2F9BDYR%2B7R8lysrxo9BAC48AQsANhf7lS9uLr86CFb4ED1zuo51a9Ubxs7hw24YfXK6rqjhwAAF87RowcAABfYfavH5H9AHap3Vi87eJ1avb762Gf991tW1xywi826Usvtt3er%2Fu%2FgLQDABSRgAcD%2B8LDqwaNH7CMHWiLVX%2FWZaHXG0EWH5rSWaHnd6noHr8sMXbQdvqI6pbp39cTBWwCAC0DAAoC5HVn9dvWTo4fsA2dUzz94vaB6%2F9g5e%2BJDfWFguUJ1g%2Bom1c2qG7cEGS6co6sntDwT62GDtwAAX4aABQDzukj15Oruo4dM7C3VM6tnVa8dvGVTzmi59e3Tt78dWV2numl16%2Bp21aXHTNuXfrUlYv1Mdd7gLQDA%2BRCwAGBOx1R%2FUt159JAJvb56Rku4etPgLTM4r%2BVWw9Oq32sJWjeobn%2FwukXL1xPn7z7VJasfqc4ZOwUA%2BGIELACYz7EtceY7Rw%2BZyAeqp1RPql43dsr0zqtec%2FB6eMvthd9ZfU%2F1HdXFx02b2j2q41se7v6pwVsAgM%2FjLUYAMJfjquckXtVyEubPWk6hXbG6X%2BLVofhY9cctYeay1cktIfCjAzfN6rtbHu5%2B0dFDAIDPJWABwDyOaXmW0x1GDxns%2FS3PJbpK9b0tQeHskYO2yJnVn1c%2F2vIw%2BB%2Bo%2FqI6d%2BSoydwhEQsApiNgAcAcjq6eVt1x9JCB%2Fr764erK1S9Wp4%2Bds%2FU%2B2We%2B5r6mun%2F11qGL5nG7RCwAmIqABQDjHVn9Qctpo130gpa3592o5a2LZ42ds5POqH6runbLg9%2BfnVNZt2u5nfe40UMAAAELAGbwmJZbuXbJgZZIclL1bdVLhq7h0w5UL2x54PvVql%2Br%2Fn3oorFu3%2FLGy4uMHgIAu07AAoCxfqG67%2BgRG%2Fas6notkeTVg7dw%2Ft5VPaTlls77Ve8eO2eY76r%2BMN83A8BQ%2FiIGgHF%2BovqV0SM26MXVjau7VG8YvIUL7hPVo6urtzz8%2Fc1j5wxxt%2Br3R48AgF0mYAHAGN9ePW70iA05teX3e5vqVYO3cOjOrp5UfWP1%2FdU%2FDl2zeT%2FWckslADCAgAUAm3fd6k%2Bqo0YPWdkHqh%2Bvvqn6y8Fb2DsHqj%2BuvqHlFOEu3Vr4oHbvll8AmIKABQCbdYXqz6uvGD1kRedUj62uWT2hJXiwfc6pHl9do%2BUZWbvysPfHVHcdPQIAdo2ABQCbc2z1Zy0Pxd5WL6luUP1s9eGxU9iQs1qekXWN6rerc8fOWd2RLQ91v%2BnoIQCwSwQsANicx1U3GT1iJR9puZ3s1nlA%2B67695bb606sXjR4y9qOq55dXXX0EADYFQIWAGzGT7e8wW0bndLyPKTHjx7CFN5Q3a7lbZPvHbxlTZdruR34hNFDAGAXCFgAsL5bVI8aPWIFH6zuXt257Q4VHJpnVdduOXm4rc9B%2B4bq6fmeGgBW5y9bAFjXZVve2Hb06CF77C9b3qb49NFDmNpHq%2F9cfUv15sFb1nKH6tdHjwCAbSdgAcB6jqyeUl1x9JA9dFbLG%2BfuWJ0xeAv7x0tbno31a9V5g7es4QHV3UaPAIBtJmABwHoeUt1%2B9Ig99MbqpJY3zm3rLWGs51Mtn4lbVu8cvGUNT6yuN3oEAGwrAQsA1nGz6qGjR%2ByhP6xuVJ02egj73kur61dPGrxjr12s%2BtPqEqOHAMA2ErAAYO9douXWwaNGD9kDn6ruU%2F1Q9cnBW9geH2t5K%2Bddq48M3rKXrlE9YfQIANhGAhYA7L3fqa4yesQeOL361pbfD6zhmdU3V6eOHrKH7lr97OgRALBtBCwA2Ft3re4xesQeeGn1TdUrRg9h672jumnLM6S2xSNaPj8AwB4RsABg71y27Tit9JTqttX7Rw9hZ5xZ%2FVh1r4P%2FvN8dUz2tOn70EADYFgIWAOyd326JWPvZL1f3rM4avIPd9L%2BrW1VnDN6xF65ZPXb0CADYFkePHgAAW%2BKG7e%2FTFme1nH556ugh7LxXVidVp1QnDt5yuO5VfXz0CADYBk5gAcDe2M%2Fx6mPVHROvmMe7q1tUzxk9ZA9cfPQAANgGAhYA7LYPVrepXjx6CHyeT1TfUz169BAAYDwBCwB217urb6n%2BfvQQOB8HqvtVDxo9BAAYS8ACgN30j9XNq7eMHgIXwMOrH6%2FOHT0EABhDwAKA3fP2lje9vXvwDrgwnlDdpTpz9BAAYPMELADYLe%2Bobl29d%2FQQOATPqe5UfXL0EABgswQsANgd%2F9QSr94zeggchhckYgHAzhGwAGA3vKslXrltkG3wwurkRCwA2BkCFgBsv3%2Br7tASsWBbvCgRCwB2hoAFANvtE9V35G2DbKcXVXerzhk9BABYl4AFANvr7Ja3tr1q9BBY0XOrH6sOjB4CAKxHwAKA7XWv6i9Hj4ANeHJ1%2F9EjAID1CFgAsJ1%2Btfqj0SNggx5VPXz0CABgHQIWAGyfP61%2BafQIGODB1dNHjwAA9p6ABQDb5TXVD%2Bd5QOymA9WPVK8cvAMA2GMCFgBsj3%2Bt7lT9x%2BghMNCZ1Z2rd40eAgDsHQELALbDOdX3Ve8dPQQm8L7q5Orjo4cAAHtDwAKA7fCg6u9Gj4CJnNbyJk4AYAsIWACw%2F%2F1Z9ZujR8CEnlE9evQIAODwCVgAsL%2B9o%2FrR0SNgYg%2BoXjZ6BABweAQsANi%2Fzq7uVn1k9BCY2Nktz4d7%2F%2BghAMChE7AAYP%2F6r9VrRo%2BAfeD06p7VgdFDAIBDI2ABwP700urho0fAPvKC6rGjRwAAh0bAAoD952PVD1bnjh4C%2B8wDqzeMHgEAXHgCFgDsPz9XvXP0CNiHzqzuUZ01eggAcOEIWACwv7yweuLoEbCPnVb9wugRAMCFI2ABwP7xyeonR4%2BALfCo6lWjRwAAF5yABQD7xy9X7xg9ArbAedVPVGePHgIAXDACFgDsD6e2nBoB9sZp1SNHjwAALhgBCwDmd6C6d3XO6CGwZf5b9bbRIwCAL0%2FAAoD5PTnP64E1nJXnygHAviBgAcDcPlY9cPQI2GIvrp41egQA8KUJWAAwt4dVZ4weAVvu%2FtWZo0cAAOdPwAKAeb29%2Bu%2BjR8AOeGf1W6NHAADnT8ACgHk9pPrU6BGwI369On30CADgixOwAGBOp1bPGD0Cdsgnql8aPQIA%2BOIELACY0y9WB0aPgB3zB9XbRo8AAL6QgAUA83lF9eejR8AOOrd66OgRAMAXErAAYD4PGT0AdtjTq9NGjwAAPpeABQBzeVn1V6NHwA470HILLwAwEQELAObyG6MHAJ1SvW70CADgMwQsAJjHG6vnjh4BVPWI0QMAgM8QsABgHo%2FMmwdhFk%2Bv%2Fnn0CABgIWABwBzeXT119Ajg%2Fzu3%2Bq3RIwCAhYAFAHN4XHX26BHA53hi9cHRIwAAAQsAZvCp6vGjRwBf4D%2Bq%2FzV6BAAgYAHADJ5ZfWD0COCL%2Br3qvNEjAGDXCVgAMN7jRg8Azte%2FVM8bPQIAdp2ABQBjvaH629EjgC9JZAaAwQQsABjrCaMHAF%2FWX1TvHD0CAHaZgAUA45xbPW30CODLOq%2FljYQAwCACFgCM8%2FzqfaNHABfIU0YPAIBdJmABwDh%2FOHoAcIG9s3rZ6BEAsKsELAAY42PVs0ePAC6UPxo9AAB2lYAFAGOcUn1y9AjgQvmT6uzRIwBgFwlYADCG01ew%2F%2Fxby7PrAIANE7AAYPPOrP5i9AjgkDxn9AAA2EUCFgBs3ouqj48eARyS51YHRo8AgF0jYAHA5rl9EPavM6pXjh4BALtGwAKAzTrQcoID2L%2FcRggAGyZgAcBmvb563%2BgRwGE5ZfQAANg1AhYAbNaLRg8ADtubqtNHjwCAXSJgAcBmvXD0AGBPvHj0AADYJQIWAGzO2dXfjB4B7AmnKQFggwQsANicV1UfHz0C2BN%2FNXoAAOwSAQsANufvRg8A9sy7qneMHgEAu0LAAoDNedXoAcCe%2BuvRAwBgVwhYALA5AhZsl1ePHgAAu0LAAoDNeG%2F1ntEjgD0lSgPAhghYALAZftCF7XNadeboEQCwCwQsANgMtxrB9jmn%2BofRIwBgFwhYALAZbxg9AFiF05UAsAECFgBsxptGDwBW8frRAwBgFwhYALC%2BT1b%2FNHoEsApxGgA2QMACgPW9tTpv9AhgFW8ePQAAdoGABQDre%2BPoAcBqPlz96%2BgRALDtBCwAWN%2FbRw8AVuUUFgCsTMACgPW9a%2FQAYFUCFgCsTMACgPX9y%2BgBwKpEagBYmYAFAOvzwy1st3ePHgAA207AAoB1HcgPt7DtRGoAWJmABQDr%2BkB15ugRwKoELABYmYAFAOv64OgBwOreW507egQAbDMBCwDW9e%2BjBwCrO7d63%2BgRALDNBCwAWJeABbvhQ6MHAMA2E7AAYF0CFuwGn3UAWJGABQDr8kMt7AYnsABgRQIWAKzrw6MHABshVgPAigQsAFjXp0YPADZCwAKAFQlYALAuAQt2w8dGDwCAbSZgAcC6BCzYDWePHgAA20zAAoB1CViwG3zWAWBFAhYArMsPtbAbfNYBYEUCFgCs68DoAcBGCFgAsCIBCwDWdZHRA4CNOGv0AADYZgIWAKzrmNEDgI3wfTUArMhftACwLgELdoPPOgCsSMACgHW5hRB2g4AFACsSsABgXX6ohd3gsw4AKxKwAGBdx48eAGyEgAUAKxKwAGBdXzl6ALARAhYArEjAAoB1XWr0AGAjThg9AAC2mYAFAOtyAgt2g886AKxIwAKAdTmBBbvh0qMHAMA2E7AAYF1OZcBu8FkHgBUJWACwriuMHgBshIAFACsSsABgXRfLrUWwC3zOAWBFAhYArO%2FKowcAqzo%2BJ7AAYFUCFgCsT8CC7fa1owcAwLYTsABgfVcaPQBYlUgNACsTsABgfU5nwHbzGQeAlQlYALC%2Brx89AFiVE1gAsDIBCwDW9w2jBwCruvroAQCw7QQsAFjfVavjRo8AVvONowcAwLYTsABgfUfmNkLYVkdX1xw9AgC2nYAFAJvhNkLYTteojhk9AgC2nYCnNlrbAAAgAElEQVQFAJtxndEDgFWI0wCwAQIWAGzGjUYPAFYhTgPABghYALAZN6yOGD0C2HPiNABsgIAFAJtxqerrRo8A9tyNRw8AgF0gYAHA5pw0egCwp65WXWb0CADYBQIWAGyOgAXb5SajBwDArhCwAGBzbjF6ALCn3D4IABsiYAHA5pxYfeXoEcCeEaUBYEMELADYnCOrW40eAeyJS1c3GD0CAHaFgAUAm3Wb0QOAPXHb6ojRIwBgVwhYALBZtx09ANgTPssAsEECFgBs1rWqrxk9Ajhstxs9AAB2iYAFAJt38ugBwGG5enW10SMAYJcIWACweXcePQA4LN89egAA7BoBCwA279bVJUaPAA6ZgAUAGyZgAcDmHVN9%2B%2BgRwCG5XHWz0SMAYNcIWAAwhhMcsD%2FdKd9DA8DG%2BcsXAMY4ubrY6BHAhSY%2BA8AAAhYAjHHx%2FCAM%2B81lq28bPQIAdpGABQDj3HP0AOBCuXt1kdEjAGAXCVgAMM7tWx4IDewPPzR6AADsKgELAMY5uuVEBzC%2Fa1U3HD0CAHaVgAUAY91r9ADgAnH6CgAGErAAYKzrVzcdPQL4ki5S%2FejoEQCwywQsABjvp0YPAL6ku1ZXGD0CAHaZgAUA431fdenRI4DzdZ%2FRAwBg1wlYADDesbk9CWZ1YnXz0SMAYNcJWAAwh%2FtUR40eAXwBp68AYAICFgDM4SottxIC87h8dc%2FRIwAAAQsAZvKA0QOAz3G%2F6rjRIwAAAQsAZnJidYfRI4CqTsgbQgFgGgIWAMzlgaMHANXy7KtLjB4BACwELACYy63yxjMY7aLVz40eAQB8hoAFAPP51dEDYMf9THXZ0SMAgM8QsABgPreqbj96BOyoS1Y%2FP3oEAPC5BCwAmNPDRg%2BAHfWA6lL%2Fr707D9%2F2Huy8%2F84qJcHYqqqlY63WNpHRMLUMglFN1d6xDdUiDKY1VTWWop46hnbsFFP62I2txFqJZYglBEVEBYklYhdC1vv547z7JGS7l%2Bt3fa%2FrOl%2Bv47iOSPzzzp37uH%2Fn7%2FM7z%2B85OgIA%2BFkGLABYTQdVh46OgJm5YvXw0REAwHkZsABgdT212nt0BMzI46qLj44AAM7LgAUAq%2BvXq8NGR8BMXLf6o9ERAMD5M2ABwGp7QnW50REwA8%2Bs9hodAQCcPwMWAKy2S1dPHh0BG%2B5uTW%2F%2FBABWlAELAFbfA6vrj46ADXXx6n%2BOjgAALpwBCwBW357VC%2FJ1G7bCY6tfGR0BAFw4F8IAsB5uXD1sdARsmBtWjxodAQBcNAMWAKyPJ1dXGR0BG2Lv6iXb%2FwoArDgDFgCsj%2F2r54%2BOgA3x36sbjI4AAHaMAQsA1svtqnuPjoA1d%2B3qcaMjAIAdZ8ACgPXzrDxKCLtqn%2BofqouNDgEAdpwBCwDWz6Wql%2BXrOOyKJ1U3Gh0BAOwcF74AsJ5uVv3Z6AhYM7fMWwcBYC0ZsABgfT2xOnB0BKyJy%2BTORQBYW76AA8D62qd6ddMjhcAF26N6SXXl0SEAwK4xYAHAerta9dKmb9CB8%2Fdn1aGjIwCAXWfAAoD1d2jO9YELcqvqyaMjAIDdY8ACgM3wV9XNR0fAivmV6pXVXqNDAIDdY8ACgM2wV9N5WL86OgRWxH7V66rLjw4BAHafAQsANscvVm%2BpDhgdAoPt0XQ23L8fHQIALIYBCwA2y3WbHpnyNZ45e1J1t9ERAMDiuLgFgM1zh%2BrpoyNgkPtWfzE6AgBYLAMWAGymR1QPGR0BS3aL6oWjIwCAxTNgAcDmelZ199ERsCQHVm%2Bq9h0dAgAsngELADbXntU%2FVIeMDoEtdu3q7dUlR4cAAFvDgAUAm22f6vXVjUeHwBb51epd1eVGhwAAW8eABQCb7xLV4dX1RofAgl2xend15dEhAMDWMmABwDxcpnpPdf3RIbAgV6qOrK4xuAMAWAIDFgDMx2WbRqwbjA6B3fTLTePVtQZ3AABLYsACgHm5TPVP1Q1Hh8Au%2BpXqvbnzCgBmxYAFAPPzryPWwaNDYCddrWm8utroEABguQxYADBP%2F6bp8Ovbjw6BHXRg9cHq10aHAADLZ8ACgPm6ePXm6l6jQ%2BAi3LrpzKsrDO4AAAYxYAHAvO1dvaz6b6ND4ALco3prtf%2FokF20bXQAAGwCAxYAsEf19OrZ1V6DW%2BDcHlO9otp3dMgu%2BmJ11OgIANgEBiwAWIwzRwcswGHV26pLjw5h9varXl49pWlgXVd%2FWp0%2BOgIANoEBCwAW44PV%2Fx0dsQC3qT5UXX10CLN1xabzrv5gcMfuelv1xtERALApDFgAsBjbqgdUPx0dsgDXrj5cHTI6hNk5qPpodePRIbvpJ9VDR0cAwCYxYAHA4ny%2B%2Bh%2BjIxbkMk13kDwh1wssx8OqD1RXHh2yAE%2Bojh8dAQCbxAUpACzWM6r3jo5YkD2rxzcNWZcb3MLmumT1muqZre9h7ef2saaXIgAAC2TAAoDFOru6T%2FX90SELdEj1ieomo0PYONdvGnzuOjpkQU6r7ledNbgDADaOAQsAFu%2BEpvOwNsmVq%2FdVT6r2HtzC%2BtuzelT1keoag1sW6THVZ0ZHAMAmMmABwNZ4fdMjUZtkr%2BqxTW8pvNbgFtbXVar3VE9rMx4Z%2FFfvrP5mdAQAbCoDFgBsnT9tGns2zY2qj1cPqfYY3MJ6uXf1qermo0MW7KSmf7dto0MAYFMZsABg65zRdLbPN0eHbIGLV89pupNmkx4BY2tcpXpr9bKmQ9s3yVnVH1Qnjw4BgE1mwAKArfW16ver00eHbJFbNN1R85hqn7EprKC9qv%2FWdC7UfxrcslUeUx0xOgIANp0BCwC23gerPxodsYX2q55SHV3deHALq%2BOG1VHV06tLDG7ZKq9qOssLANhiBiwAWI6XVn81OmKLXbfpzK%2B%2Fr644NoWBLl%2B9oPpY03lpm%2Bqj1f1HRwDAXBiwAGB5Hlu9cnTEFtujum91XPXo6mJjc1iifZoeF%2FxC0x2Hm3ydeWL1u9VPRocAwFxs8oUFAKyabdX9msd5OQdUT206%2B%2BgueVvhprtj9emmxwUvNbhlq32%2Fun3TmwcBgCUxYAHAcp1e%2FV71idEhS3K16rVNj1vdbnALi3frpnOu3lxda3DLMvy0OrRpmAUAlsiABQDL98OmMee40SFLdGD1tup91W8PbmH3HVy9p3pX8zm4%2F8zqHk2%2FhwGAJTNgAcAYJzfdvfKV0SFL9ttNA8C7q9sMbmHn%2FcfqHU1v1rzl4JZlOrvpbLc3jQ4BgLkyYAHAOCc2DQJfHR0ywK2qdza9qe4uuSZZZXtWd64%2BUv1TdcjYnKU7u3pA9YrRIQAwZy4WAWCs45tGrK%2BPDhnkwKYzsj5XPaTaf2wO57J%2F9eCm%2Fzavqw4amzPE2dX9q78f3AEAs2fAAoDxvtD0ONbXRocMdM3qOU1D3rOr64zNmbXrNP03%2BHr13Kb%2FNnN0ZnWv6qWjQwAAAxYArIrjqptXJ4wOGeyA6rCmt7wd0XRo9n5Di%2BbhF5p%2BrY9o%2BrU%2FrOm%2FxVz9tOnR1leODgEAJgYsAFgdX6xutv2v1C2aBoSTqhc1%2FdrsMTJow%2BzRNJq%2BuOnX%2BJVNv%2BZz9%2F3qtjmwHQBWigELAFbLV5re1PfPo0NWyKWaDtF%2Bb9O496TqhkOL1tu%2Fq57c9Gt5ZNMZT5ccGbRCTqz%2BQ9ObMgGAFWLAAoDV842mO2M%2BNDpkBf1a9djq49WXqmc0DX6uaS7Ynk13r%2F1N06%2FZ0dVfNP1aco6jqxs3PUIJAKyYvUcHAADn67vVrZve%2Fnb7wS2r6qrVI7d%2FTq7eWb1r%2B%2Bcb47JWwpWq22z%2FHFJdfmzOyntddd%2Fq1NEhAMD5M2ABwOo6tfrdpvOf7ju4ZdVdoemNcffa%2FvefaRq0jmi6k%2B3bg7qW5fLVwU1vszwkb3HcUduqxzc9UrltcAsAcCEMWACw2s6s7ld9temxL3bMb2z%2FPHL73%2F9L9cGmMeuD1eeqM8ak7bZ9mgaqg6ubbP%2Fr1YcWrafvVfeu3jo6BAC4aAYsAFgPj62%2BXD0vX793xdW3f%2B6z%2Fe9Pr46tPnWuz8XHpF2oize9Ee965%2Fpcu9p3ZNQGOLq6a9OZYADAGnABDADr40VNbyl8bdOb%2Bdh1%2B3bOILTKDqrePjpiwzyrelR12ugQAGDHeWMPAKyXdzU9Nnb86BBYM9%2BuDq3%2Ba8YrAFg7BiwAWD%2BfrW5cvXd0CKyJw6vrVm8eHQIA7BoDFgCsp29Xt6leODoEVtgPqwdWd6hOGtwCAOwGAxYArK8zqj%2BuHtL6vlEPtsrbq99sOjsOAFhzBiwAWH%2FPq25VfXN0CKyAb1X3qm5fnTi4BQBYEAMWAGyG91cHVh8eHQKDnN30SO21qpcPbgEAFsyABQCb42vVzarnjw6BJftI9VtNj9R%2Bb3ALALAFDFgAsFlOrx5c3ac6dXALbLWvV%2FdrGq8%2BOjYFANhKe48OAAC2xD9Ux1SvbXqkCjbRyU1vGXzg6JALcd3RAQCwCQxYALC5Pl3dqOlcoHsOboGtcIPRAQDAchiwAGAxfqv68uiIC7Gt2mN0BAAA7AoDFgAsxsWqq4yOAACATWTAAmCV7VFds%2Bkxoeue63PVgU0A6%2B7m1Teq46svbf%2FrF6pjq89VPxqXBgDnz4AFwCq5anVwdVB1YHXD6oCRQQAb6orbPzc5n%2F%2Fvq9Vnq082vQzik03j1llLqwOAn2PAAmCUvat%2FV92sumnTGVJXHFoEQNWVt38OOdc%2F%2B2n1ieoj1Ye3f45ffhoAc2XAAmBZ9mx6I96tqls0%2FdR%2F%2F5FBAOyw%2FZrukD34XP%2FspOoD1fur91Wfqs5efhoAc2DAAmArXbW6fXWb6pbVpYfWALBIV6zusv1T9d3qiOpd2z%2Fu0AJgYQxYACzS3tV%2FqO6w%2FfPrY3MAWKLLVHfe%2Fqn6YvXW6i3Ve6vTB3UBsAEMWADsrotXt61%2Br%2Fqdpm9gAOBq1X%2Fd%2Fjmlemf1f5oGrVMGdgGwhgxYAOyKX2i6w%2Bru1X9qGrEA4IIc0Dl3Z53W9Ijha6s3ZMwCYAfsOToAgLWxd9No9Yrq5KZvPO6S8QqAnXOxpjt2X9o5X0%2FutP2fA8D5cgcWABfloOo%2BTXdbXX5wCwCbZb%2FOOQj%2Be00%2FJHlJ9fGRUQCsHndgAXB%2BLlc9svrn6iPVQzNeAbC1%2Fk11WHV09Ymmrz2XHFoEwMowYAFwbresXl19rXpG9RtjcwCYqRtUz6q%2BXr2guv7YHABGM2ABcKmmN0R9tnpPdbdq36FFADC5RPVH1THVB5oOgd9raBEAQzgDC2C%2BrlE9vLpf0zcIALDKbrr98%2BXqmdWL8gZDgNlwBxbA%2FNyy%2Bsfq801njRivAFgnV216zP2E6slN5zYCsOEMWADzsGfTYxcfaXpM8HeqPYYWAcDuuXT1F9VXqv9V%2FfLYHAC2kgELYLPtXd2%2F%2Blz1uuqgsTkAsHAXbzrL8YtNB7%2F%2F0tgcALaCAQtgM%2B3TdOjtF6oXV9ccmwMAW%2B5i1UOr46u%2FqS4%2FNgeARTJgAWyWvas%2FrP6l6bXjVx1aAwDLt1%2F1iKY7sh5f7T82B4BFMGABbIY9qntWn63%2BrvrVsTkAMNwB1ROahqyH5A3sAGvNgAWw%2Fm5bfaJ6RXWNwS0AsGquUD2n%2BmTT10wA1pABC2B9Xa96R%2FX26vqDWwBg1V2n6Wvm4TkbEmDtGLAA1s8vVi9quuvqkMEtALBubl99uvqrpjcYArAGDFgA62Pf6lHVcdUD8mc4AOyqfas%2Fbzo78tDBLQDsAN%2F8AKyHQ5p%2BWvy06pKDWwBgU1ylemP1%2BupKg1sAuBAGLIDVdqXqNU1nXTmvAwC2xp2qz1UPbnqzLwArxoAFsJr2rB5eHVvddXALAMzBJavnVkdUvza4BYCfY8ACWD2%2FWX2w%2BtvqgMEtADA3N296bP8huRsLYGUYsABWx77VE6uPVzce3AIAc3aJ6jnVO6tfHtwCQAYsgFVx%2Feqj1eOqfQa3AACTW1efqu48OgRg7gxYAGPtVT22aby63uAWAOC8LlO9rnpJ051ZAAxgwAIY52rV%2F62elLuuAGDV%2FZfq6PzACWAIAxbAGPerPpGzrgBgnVyr%2BnD1oNEhAHNjwAJYrktVr6r%2Bd94wCADraL%2FqedUr8kghwNIYsACW58CmNwzefXQIALDb7lkdVV1jdAjAHOw9OgBgJh5W%2Fc9q39Eha%2B6M6pjqKtUVBrf8vG9Wbx8dwW65XfWLoyN%2Bjt9X628Vf1%2BxOL9Zfay6T%2FWmwS0AG82ABbC1LlG9OHdd7apvVB861%2Bfo6qfVka3egHVs09lmrK8jW72hwe%2Br9Xdkq%2Ff7isW6ZPWG6vHVk6ttY3MANpMBC2DrXKPpgvY3RoeskR9UR1Tvrt5VHTc2B2AjnVB9oOnR9mtWe4zN2Qh7VH9ZXbdpdD51aA3ABjJgAWyNO1b%2F0HRoOxdsW%2FWR6i1No9VHq7OGFgFsvi9V%2F3n7%2Fz6gumHTmHWj6qZNj2mza%2B5aXb3pOuBrg1sANooBC2Dx%2Frx6Sn6ifUFOb7rL6o1N54V8Y2wOwKydUr1v%2B%2BdfXaW6%2Bbk%2BVxvQtc5uWH24%2Bp2mcxsBWAADFsDiXKx6UXWv0SEr6IzqbdUrq8OrH47NAeBCfKV62fZP1a9Ut6%2FuUN26uvigrnXyy9X7m87APHxwC8BG2HN0AMCGuHzTXUXGq5%2F1oeqw6peqQ6tXZbwCWDcnVi9s%2BnP8sk1j1rObztLigu1fvbl64OgQgE1gwALYfdeqjqoOHh2yIr5aPbHpDJCbVM%2BtvjO0CIBF%2BWn19uph1VWb%2Fpx%2FZh4HvyB7NY1%2FjxsdArDuDFgAu%2Be3qw9W%2F3Z0yGDbqndUd2r6huYJ1RcH9gCw9bY13Wn78OrK1S2rF1TfGxm1op7Y9AMd338B7CJ%2FgALsurtU76ouMzpkoO9UT2u62%2Bp2TQeze4sgwPycXR1ZPai6UtMj9UcO7FlFD65eUe0zOgRgHRmwAHbNg6pXNx3cPkfHVw%2BtfrX6s%2B1%2FDwA1PWb48qY7sq5Z%2FXX1zaFFq%2BPu1eur%2FUaHAKwbAxbAzntc9bzm%2BWfox5ouvq9ZPac6dWwOACvuC9Wjm37gcd%2FqmLE5K%2BF3mt5MuP%2FoEIB1MsdvvgB2xzOazrGYm%2FdXt6oOql6TxwQB2DmnVy%2Brblj9x%2BotTWdozdUtmw7DP2B0CMC6MGAB7Jg9mu66euTokCU7qrpNdbPqPYNbANgMR1R3rK5dvaQ6c2zOMDdtegHKJUeHAKwDAxbARdur%2Bvumc6%2Fm4ujqDtXB1bsHtwCwmY6rHtD0WPqLqjPG5gxxcEYsgB1iwAK4cHtWL63uMzpkSb5U3a26UdP5HACw1b5UPbC6RvXC5jdk%2FVb1tpyJBXChDFgAF2zPpjuv%2FvPgjmX4YdPbBH%2B9eu3gFgDm6SvVHzc9Wvjq5nVG1k2qf6x%2BYXQIwKoyYAGcvz2qF1f3Hh2yxc6qXtD0U%2B%2BnVaeNzQGAjq%2Fu0XRn0vsGtyzTLao3Vhcb3AGwkgxYAOfvOdX9RkdssaOqA5vO9jp5cAsA%2FLyPVDevDq0%2BP7hlWQ6pXp7v0wDOwx%2BMAOf119WDR0dsoe83%2FfvdtPrk4BYAuChvrq5bPbr68eCWZbhz9fzREQCrxoAF8LMeU%2F330RFb6BVNZ4s8vzp7cAsA7Kgzmn7AdJ3qDYNbluGB1VNHRwCsEgMWwDn%2BqHrK6Igt8tXqdk0H0n9zcAsA7KoTqt%2Bv7tB0VtYme3T1sNERAKvCgAUw%2Bd3quaMjtsjLqt%2Bs3jE6BAAW5PCmr21%2F22bfUfy3TYMdwOwZsACmV1e%2FqtprdMiCnVzdqbpv9YPBLQCwaD%2BpHtl00Pu%2FDG7ZKns2Hep%2Bk9EhAKMZsIC5u3rT4bC%2FMDpkwd5Q%2FUbT67gBYJN9oLp%2B9b%2BqbYNbtsJ%2BTdcqVxsdAjCSAQuYs8tUb60uOzpkgU5rOi%2Fj96tvD24BgGU5tXpEdcumcx83zWWrt1SXHh0CMIoBC5irfarXV9ccHbJAX6gOrp49OgQABnlv091Ybx4dsgWuXb222nt0CMAIBixgrp7fdGbGpnhldWD1idEhADDYd6tDm%2B5IPm1wy6LduulRSYDZMWABc%2FSw6v6jIxbkjOqw6g%2BqUwa3AMAqeXZ14%2Brzo0MW7CHVH46OAFg2AxYwN7eonjE6YkG%2BVd2meu7oEABYUZ%2Bs%2Fn31ptEhC%2FacpmMDAGbDgAXMyaXbnLMjjqlu1HTWBwBwwX5Y3al6fJvzlsJ9m87y3H90CMCyGLCAOblsdbnREQvw6uqm1QmjQwBgTWyr%2FrK6Y%2FWDwS2LcsXqUqMjAJbFgAWwXp5a3aPpdeEAwM55a3VQddzoEAB2jgELYD2cVT2oeszoEABYc19oOj%2FqA6NDANhxBiyA1Xdq9XvVC0aHAMCG%2BG5166bH8gFYAwYsgNX2raY3J75lcAcAbJrTqntWfz06BICLZsACWF1fq25WfXR0CABsqG3Vo6uHtDlvKATYSAYsgNX05abx6tjBHQAwB8%2Br7lOdOToEgPNnwAJYPV9oGq%2BOHx0CADPy%2F1Z3rU4fHQLAeRmwAFbLZ5rGqxNHhwDADL2xumPTC1QAWCEGLIDVcWx1y%2Bqk0SEAMGPvrG5b%2FWh0CADnMGABrIYvVrdqeusgADDWB5ruxPrJ6BAAJgYsgPFObBqvvj46BAD4%2Fx1ZHVqdNrgDgAxYAKOd1DRefWV0CABwHu%2Bq7pyD3QGGM2ABjPOD6pCmtw4CAKvprdU9qrNGhwDMmQELYIzTqztVnx4dAgBcpDdUDx4dATBnBiyA5dtW3b86YnQIALDD%2Fq76y9ERAHNlwAJYvr%2BoXj46AgDYaY%2BvXjw6AmCODFgAy%2FXC6qmjIwCAXfagpnOxAFgiAxbA8ry3Omx0BACwW86s7l59cnQIwJwYsACW4yvVXZsuegGA9fbj6tDqW6NDAObCgAWw9U6tfi8XuQCwSb5S3aU6Y3QIwBwYsAC23v2rY0ZHAAAL977qYaMjAObAgAWwtZ5evXp0BACwZV5QPX90BMCmM2ABbJ2jqj8fHQEAbLmHV0ePjgDYZAYsgK3x%2FeoeORcDAObg9Opu1Q9GhwBsKgMWwNa4f9PhrgDAPBxfPWB0BMCmMmABLN6zqzeMjgAAlu7%2FNF0HALBgBiyAxfps9aejIwCAYf6k%2BsToCIBNY8ACWJwzq%2FtUp40OAQCGOb26d64HABbKgAWwOE%2FNG4gAgPpM9djREQCbxIAFsBjHVE8aHQEArIxnVO8fHQGwKQxYALvv9KZHB88YHQIArIyzq%2FtVPxrcAbARDFgAu%2B9p1adHRwAAK%2Bf46lGjIwA2gQELYPd8sXrK6AgAYGW9oPrQ6AiAdWfAAtg9h1U%2FHR0BAKysbdUfN72tGIBdZMAC2HWvqd4xOgIAWHmfbjrUHYBdZMAC2DU%2FrB4xOgIAWBtPrL48OgJgXRmwAHbNk6pvjI4AANbGqdVDR0cArCsDFsDO%2B1L1rNERAMDaeWuOHwDYJQYsgJ336Oq00REAwFr6k%2Bqs0REA68aABbBzPth0eDsAwK74TPWi0REA68aABbBz%2FmR0AACw9h7X9EIYAHaQAQtgx72%2BOmp0BACw9k6u%2Fmp0BMA6MWAB7Jht1RNGRwAAG%2BOZ1UmjIwDWhQELYMe8rvr06AgAYGP8pPp%2FRkcArAsDFsBFO7t64ugIAGDjvKD62ugIgHVgwAK4aK9temMQAMAi%2FbR66ugIgHVgwAK4cNuqvxwdAQBsrL%2BrThgdAbDqDFgAF%2B7w6rOjIwCAjXV69bTREQCrzoAFcOGePjoAANh4%2F7v6zugIgFVmwAK4YB%2BvjhgdAQBsvFOr546OAFhlBiyAC%2BbuKwBgWZ7ddKg7AOfDgAVw%2Fk6sXjM6AgCYjZOrl42OAFhVBiyA8%2FfC6szREQDArDy96Q3IAPwcAxbAeZ1ZvWR0BAAwO8dV%2FzQ6AmAVGbAAzuut1ddHRwAAs%2FT80QEAq8iABXBeLxwdAADM1puqk0ZHAKwaAxbAzzqhevvoCABgthxlAHA%2BDFgAP%2Bsl1dmjIwCAWXthrkcAfoYBC%2BBnvXx0AAAwe1%2Bp3j06AmCVGLAAzvGx6l9GRwAAVK8YHQCwSgxYAOdwoQgArIrXVz8dHQGwKgxYAJOzq1ePjgAA2O6U6i2jIwBWhQELYPLe6uujIwAAzsXd4QDbGbAAJq8dHQAA8HMOr74%2FOgJgFRiwACZu0QcAVs1p1ZtHRwCsAgMWQB1TnTg6AgDgfPzj6ACAVWDAAnBhCACsrndUp4%2BOABjNgAVgwAIAVtcp1ZGjIwBGM2ABc3dS9bHREQAAF8I5WMDsGbCAuXt3tW10BADAhTBgAbNnwALm7sjRAQAAF%2BHE6tjREQAjGbCAuTtidAAAwA54z%2BgAgJEMWMCcnVAdPzoCAGAH%2BKEbMGsGLGDOjhwdAACwg47MuZ3AjBmwgDk7cnQAAMAO%2Bnb1z6MjAEYxYAFzdtToAACAneAcLGC2DFjAXJ1SfX50BADATvjg6ACAUQxYwFx9vDp7dAQAwE746OgAgFEMWMBcuQAEANbNl5rOwgKYHQMWMFcfGx0AALALXMMAs2TAAubKxR8AsI7cRQ7MkgELmKMfV8ePjgAA2AUGLGCWDFjAHH2%2B2jY6AgBgFxwzOgBgBAMWMEefGx0AALCLTqx%2BNDoCYNkMWMAcGbAAgHV27OgAgGUzYAFz5KIPAFhnfhgHzI4BC5gjF30AwDpzLQPMjgELmKMvjQ4AANgNBixgdgxYwNx8p%2FrJ6AgAgN1w3OgAgGUzYAFzc%2BLoAACA3eR6BpgdAxYwNy74AIB1d0r1g9ERAMtkwALmxoAFAGwC1zTArBiwgLlxsQcAbIITRgcALJMBC5ibb44OAABYAD%2BUA2bFgAXMzfdGBwAALMBXRwcALJMBC5ib744OAABYgO%2BMDgBYJgMWMDfuwAIANoEfygGzYsAC5saABQBsAtc0wKwYsIC58dNKAGATuKYBZsWABczJ2dWpoyMAABbAHVjArBiwgDk5fXQAAMCCuJfmlosAAAdhSURBVAMLmBUDFjAnZ4wOAABYEHeVA7NiwALmxB1YAMCmcF0DzIoBC5gTF3oAwKbYVp05OgJgWQxYwJx4hBAA2CR%2BOAfMhgELmBMDFgCwSQxYwGwYsAAAANaTAQuYjb1HBwAs0RWqvx8dwUJce3QAAKwAd5cDs2HAAubkgOq%2BoyMAAADYOQYsAACYlxtUR46OYCEuPzoAYFkMWAAAMC%2BXqm4%2BOgIAdoYBCwAW47eqL4%2BOYLdccXTA%2BfD7av2t4u8rAFg7BiwAWIyLVVcZHcHG8fsKAKDac3QAAAAAAFwYAxYAAAAAK82ABQAAAMBKM2ABAAAAsNIMWAAAAACsNAMWAAAAACvNgAUAAADASjNgAQAAALDSDFgAAAAArDQDFgAAAAArzYAFAAAAwEozYAEAAACw0gxYAAAAAKw0AxYAAAAAK82ABQAAAMBKM2ABAAAAsNIMWAAAACzKttEBwGYyYAFb5azRAQAALJ1rQGBLGLCArfKj0QEAACzdKaMDgM1kwAK2ysmjAwAAWDrXgMCWMGABW%2BWLowMAAFg614DAljBgAVvlU6MDAABYOteAwJbYY3QAsLH2rL5TXXp0CAAAS3FS9UujI4DN5A4sYKucXb1jdAQAAEtz%2BOgAYHMZsICt9IrRAQAALM2rRgcAm8sjhMBW2qvpIM%2BrjA4BAGBLHVtdp9o2OgTYTHuNDgA22rbq1OqOo0MAANhSj8gB7sAWcgcWsNX2qj5W3WB0CAAAW%2BKo6ia5%2BwrYQgYsYBmu33Rhs9%2FoEAAAFurH1YHV50eHAJvNIe7AMnyy%2BuPREQAALNS26v4Zr4AlcAYWsCyfrH5Y3XZ0CAAAu21bdVj10tEhwDwYsIBlOqr6UnX7au%2FBLQAA7JofV%2FfOeAUskTOwgBGu23TBc8PRIQAA7JQPV%2Ferjh3cAcyMM7CAET5dHVT9YXX84BYAAC7acdV9qoMzXgEDuAMLGG3P6nbVPZseLbzs2BwAALb7VnV49crqnU3nXgEMYcACVske1bWr61X%2FtvrFav%2Bm8%2Fr8eQUAsDW2VWdVp1TfrL5YfarpriujFQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADPy%2FwGv0xRul2mtfQAAAABJRU5ErkJggg%3D%3D%22%20data-filename%3D%22noun_jail_1291990_000000.png%22%20style%3D%22width%3A%2050.8324px%3B%20height%3A%2050.8324px%3B%22%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%22%3E%3Cb%3E%3Cspan%20style%3D%22color%3A%20rgb(107%2C%20192%2C%20209)%3B%22%3Ebehind%3C%2Fspan%3E%26nbsp%3Bbars%3C%2Fb%3E%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3EClick%26nbsp%3B%3C%2Fspan%3E%3Cb%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3ENext%3C%2Fspan%3E%3C%2Fb%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%26nbsp%3Bto%20learn%20a%20bunch%20more!%3C%2Fspan%3E%3Cbr%3E%3C%2Fspan%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cimg%20style%3D%22width%3A%2068.7699px%3B%20height%3A%2091.093px%3B%22%20data-filename%3D%22image.png%22%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAAQwAAAFjCAYAAADILjUcAAAUiElEQVR4Ae3dO7Jst3XGcdBK5EhSpkwKnVEzkEJl5gzMIdgz0AzoGbg0AkuhIl2PgJeZHYkMHZHMrEiuJZ1d1erbffu1sfYC8NtVp%2Fr0Y%2BPxx8LXwMICujUXAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgh0IfBJl1RzEv15a%2B1XrbV4%2FNFblt%2B31r5urb17e8wpiVwQQKAsgc9ba1%2B21v5y4%2B%2BPb4JStiIKhgAC%2FQjESCJE4JZQnL8f9%2Fy4X7GkjAAC1Qj8orX27RNisYlH3BtpuBBAYHICr4rFqWgYaUxuLKq3NoHo4Pf4KzZRuPUY0xMXAghMSuA3L0xDrolHOE1dCCAwGYEYXbzit7gmGH%2BajJPqIIBAay1GAtc6%2Fauvf4YwAgg8TuAfHr8l7Y5fdszJiklHuJKel0BlwejZqXuK0bzWombLE1hVMJZveAAQeIZAVcHoObp4hpN7EECgtVZVMCIM3IUAAsUIVBWM3iOM74q1g%2BIgMASBqoLxs870vuqcvuQRmJJAVcHoPSWJ8zJcCCDwIIGqgmFK8mBD%2BjgCGQSqnrgVkZw9r6r17llnaSPwMoGKI4zeo4s4ws%2BFAAJPEKgoGL3PrCAYTxiKWxAIAhUFo7fDk2CwfQSeJLCiYHzzJCu3IbA8gYqCsf1kQK%2FGMcLoRVa60xOoKBicntObnQqOSqCiYPRmKSy8N2HpT0ugYjxCHMvXc6WkYp2nNTAVm4tAxc4jaGsuG1ObiQisNiV5P1HbqQoC6QSqCUb8uHLPi%2F%2BiJ11pT0%2BgmmBMD1wFERiZwGqCYUoysrUq%2B%2BEEqglG7xiM7w8nrgAIDEygmmD0XE4duJkUHYEaBKoJRm8qwsJ7E5b%2B1AQIxtTNq3II7EugmmB8um%2F1pIYAAnsSqCYYfBh7tq60ENiZQDXB2Ll6HyTHh%2FEBEi8gcD8BgnE%2FK59EYHkCqwnG8g0OAAKvEKi2W9XW9lda070IdCZQTTBsbe%2Fc4JJH4BUCpiSv0HMvAosRWEkwrJAsZtyquz8BgrE%2FUykiMC2BlQRj2kZUMQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAiud6flda%2B0nE7SZKiBwGIGVBCMgV6vvYQ0vYwSeIWBK8gw19yCwKIFqgvFu0XZQbQSGIFBNMIaAppAIrEqAYKza8uqNwBMEVhOMXz3ByC0IIPBGYDXB0PAIIPACgWqC8f6FurgVAQQ6E6gmGN93rq%2FkEUDgBQLVBOOFqtx1Kx%2FGXZh8CIHLBFYTjMsUvIoAAncRqCYYfBh3NZsPIXAMgWqCERvEel4%2F65m4tBGYnUA1wejN%2B%2Be9M5A%2BAjMTqCYYX88MW90QGJ1Axe3ef%2BkI1ZkYHeFKen4CqwlGtGjFOs9vaWo4BYFqU5KA2nul5MdTtJxKIHAAgYqC0Xul5BcHcJYlAlMQWFEwpmg4lUDgCAIVBeOrziCMMDoDlvy8BCoKRm%2FafBi9CUt%2FWgIVBaO30%2FPTaVtTxRDoTKCiYPR2ehphdDYqySOQSSDCtyN4q9fft5mVkRcCMxGoGsTUM9oz2q9qvWeyLXWZkEDFKUlg7r2nxErJhMasSv0JrCoY%2FBj9bUsOExJYVTAc1TehMatSfwJVBeObzlX%2FUef0JY%2FAlASqCkbvWAw%2BjCnNWaV6E6gqGL1jMQhGb8uS%2FpQEKi8vWlqd0uRUamQCVUcYwbT3KIPjc2TLVfZDCFQWjN5%2BDAcCH2JyMh2ZwMqCYRPayJar7IcQqCwYvZdWOT4PMTmZjkygsmD0npIQjJEtV9kROCMQ4du9dqxu6fJjnEH3FIGPEag8wohVkt4rJQTjY9bhPQTOCFQWjChq72mJpdUzg%2FAUgY8RWF0wrJR8zDq8h8AZgeqC4QTxswbzFAEErhOIlYzNQdnrkR%2FjOn%2FvIPB3BKqPMHr7MAKG5dW%2FMwlPELhOoLpgRMnfXS%2F%2BLu8QjF0wSmQFAiMIRu%2FzPX%2B5QkOrIwKrEPg8wY%2BxCkv1ROAlAiOMMDL8GOIxXjIjN69CgGD8raX5MVaxePV8icAIghEV7O345Md4yYzcvAqBUQTjvzo3iClJZ8CSn4PAKILR248RO2NNS%2BawabXoSGAUweg9JQnERhkdDU3ScxAYRTBim3vvUQY%2Fxhw2rRYI%2FJXAf4jHYAkIHEtglBFGUOrt%2BIw8TEuOtUe5FycwkmBk%2BDH%2BuXh7KR4CCDxA4E%2BdpyVfPlAWH0VgOQIjjTCicXqPMmJp1fkYy3UDFb6XwGiC8ft7K%2FbC5%2FgxXoDnVgQqEcj46YH%2FrFRhZUEAgdcIhJ%2Bh13F9W7qvldDdCExKYLQpSTRDbz9G5PHZpO2tWgi8RGBEwcjwY1hefcms3IxALQLfdp6WRPouBBA4IzDiCCOq0HtaEs5V05IzY%2FEUgVEFw7SE7SKAwN0EMpZXTUvubg4fRKA%2BgYzlVdOS%2BnaghIkEfpCY195Z%2FWNr7dd7J3qW3v%2B11jKmP2fZeooAAnsTiD0fW6BVr0fTkr1bTXoIHEig9%2B7VECLTkgMbWNa1CIy6SrJR%2FN32T8fHf%2BmYtqQRQCCRQGxH7zUdOU03VmVcCCAwAYGMacm%2FTsBJFRB4mcDoU5IAYFryshlIAIF1CGSslsT0xA8drWNTajo5gYwgrviZAxcCCExAIHwMp07KHv9HTAbn5wTGogoIZE1LPocaAQTmIBBncfYYWZym6WcI5rAVtUCgxbf%2Faefu9b9TxRkbAhMQCP9C%2BBl6CcWWLufnBMaiCggEgYwfbA7h8GNH7A2BCQhkhYr%2FZgJWqoAAAq21jJgMS6xMbUkCIx%2Bgc63B%2FpywJf2HrbX%2Faa29v1YIryOAwBgEspyfsenNhcBSBGYcYcSxev%2BUsPcjhOkbo4yl%2BovKTkogy%2FlplDGpAanWegT%2BmBCTEUuswsXXsy01npBAVuRnCJMLAQQmIJBxGleMMoSLT2AsqnCbwIxOz9Na%2FySpM0fk529PM%2FY%2FAgiMRyBriZUvYzzbUGIELhL4Isn5acXkIn4vIjAWgazDdYwyxrILpUXgKoGsXaxGGVebwBsIjEMgc5RhJ%2Bs4dqGkCFwlkHGEX0xL7GS92gTeQGAcAhErER064y8crS4EEBicQFa4eIiSU7kGNxbFRyBzlCFknL0hMAGBzFHGZxPwUgUEliaQOcqIZdaINnUhMAWB2feSXGqkr98O14lDdnpfIRZxZOC73hlJHwEE%2BhHIjMvgAO3XjlJGII1AVvRnCAYHaFqzygiBPgSyRxnxC%2FMuBBAYmECEcWcEckUeIkAHNhRFRyAIZJ6XEaIR4ekuBIYlsOIqyWljxU8SxCrGr09f7Ph%2FrMx81Vr77455SBoBBDoTyDr709Skc0NKHoEMApnBXKYmGS0qDwQ6E8ja%2Fh6CEX9WTTo3qOQR6Ekge5k1Vk3iF9pcCCAwKIHMZdYYZXw5KCfFRgCBt2XWTAdoiIbDdpgeAgMTyHaAhmjYBj%2BwwSg6AtkO0PBnOKGL3SEwKIHsCFD%2BjEENZbVirx7pea29syNAoxw%2FffOh%2FOFaobyOAAK1CWQe5xejjPj7vDYSpUMAgWsEwq8Q%2FoWtM2c8is%2B41hpeR2AAAhGRmSEUp3mEaDgLdADjUEQELhE4YmoiqOtSS3gNgQEIHDE1iRFHHCPoQqAMAask9zXFd621%2Fz0gwCr2mnzi1PH7GsmnEKhGIDuga%2FNrWDmpZgnKg8AdBMIRmb3XZBMNO1vvaCAfQaAagSP2moRoWG6tZgnKg8CdBLK3wW%2BjDKJxZwP5GALVCByx1BrCEcutYjSqWYPyIHCDwBEb1LaRBtG40TjeRqAigaP8GUYaFa1BmRC4g8BR%2FgyicUfj%2BAgCFQkcFZ9BNCpagzIhcINA%2BDPCr7D5GLIf%2BTRuNJC3EahGIAKrYtkzWyy2%2FIhGNYtQHgRuEIjDfLcOfMQj0bjRQN5GoBqBI87POBUnolHNIpQHgRsEYlv6aSfO%2Fj9Ew96TG43kbQQqEYhOmy0Up%2FkJI69kDcqCwA0CR6%2BchHgQjRuN5G0EKhE4euVkG3E4T6OSVQxcljjNydWXQIhGbFQ7esPYv7XW%2Fr1vVcunHkctRjj%2F6a%2FMxWlq71pr78uXXgGXIXD0cus20lj1jNAQiVvRuHEwkt%2B4XaZL1q9oTAu2jnvk42rLrl88yH1VUa3fgxYsYRXRiG%2FTFZZdn13eJhoLds6qVX7WiPcelcQKyszO0Fc5xy5kFwIlCLxqzHuKRwzZZ7v2irYN34cLgRIEKolGhVWcvRplz5PQYhR2uqKyVxmlg8BTBCqJRnSOGb5R9z7QKJzELgTKEKgkGjHVGX3u3uN3Y2actpXpAAryOIFqohFTlBGH4lHmPf07p2mJ0Xjcrt3RkUA10YgpymidpGeAXPBYYSm6o4lLem8C1UQjvmGjTEeHtd%2FLeW%2F%2FxekII%2F5fLejtXu4%2BdyCBiqIRfoERHKK9BWMT0APNQ9YIfEhgrziC82%2FIV5%2BH86%2FyaCNDMILhzAFvH1qjV4YgUCWM%2FFxkKo82YhR0Xt4ez%2FkzhuhC6xWyqmhEJ6w42ui5SnIuPCGclUdb6%2FUWNf4rgSqH8Jx3mHhecSUl80eyY8u8C4FyBCqLRghHpbiN7FFZ%2BJtcCJQjEMPfow8WvjTK2F6L0UaVKNHMUUbUX3xGue6iQEEgROPWyVFbBz7qMeb2Rwd8hS8jBCyLQeTFn6GPliUQDseszvBsPkdPU3pGfV5iEvV1IVCWQPZc%2FVInuee1IyNFs%2BIyNg5VpmRljVbBjiVQ3Rm6daTNv3HEsD3bn3H0dOxYi5R7eQLVnaGbaMRjCEeMjDKv4JPtzxhxp29mm8irAIGKe1BOxeL0%2F3CMZgpHjMRO8%2B%2F9v0N3CnQIRbhNIDph5rfpqx0vUziy9%2Bc4dOe2vfpEAQLxbVo5XuOSyGQJR%2FaSdOYoqoDpKcKoBGLePtIUZROR3sIRXCKPLb%2FejzHaE9Q1ai9asNyjTVG2DhydOpYoo4PvfWWvLDl0Z%2B8WlF5XAuGxH22KsglHfEOHcOy96hBCuuWR8RijPRcCQxHIDmLauyNGp9tzeJ89ZePPGKq7KGwQiANmMufwe4tGpBeBWHt0vpjuZI%2B89hQ8Fo1ACoHoKCPsRbklNntMV7L9GSHWPfwyKYYjk7UJzDDa2EQllkufDcnO3qTm0J21%2B93QtZ9ltLEJR3yDx%2BjpUSdp9ojLJrWhu43CzzTa2MQj%2FBPh67h3CpDtzwjmLgSGJRAda%2FSVlE0szh%2FvmbLEqCQzrD7yulfMhjUqBZ%2BfQDgCs7eEn3fwXs%2Bjk8Zy6jV%2FR3zr98r7UroO3Zm%2FPy1TwxjOZ37jXupQPV%2B7Jh7Zoyyb1JbpUvNXNIbM2QFOPUXiWtrn4pE9wro24pnfwtRwSgIzT1MuiUi2YIRgPbqyM6WhqdRcBGKaMnqk6CWBqPBarNKUv35QvoQKWInA%2B9bab1trf37b1%2FHDSoUbvCw%2FfRtl%2FH7weig%2BAhcJrOLfyB597LFP5mKDeRGBCgRi7r2CYzRLOMKfYZNaBctWhq4EVnOM9hSQ8GcI6upqrhKvQiCCn7JXGXp23qPSjlGbC4FlCBCO16NG%2FTL8Mt1FRTcChOM14eDP2CzJ41IEwvA5Rx8XD4fuLNVNVPacgFWVx0XDJrVzK%2FJ8OQKxChAbvWIZ8SjH4kj5is9Yrouo8DUCQs5vi2ZMTVwIIHBCIByk2T9nONIogwP0xFj8i8BGIPwcpisfjjoss24W4hGBKwRiuiIQ7G%2FiESLqQgCBOwhso46Vt9dbLbnDUHwEgXMCcULVijEdftPk3BI8R%2BABArE0u9KUxZTkAePwUQQ%2BRiCmLOEUzP59kcxVFk7Pj1mA9xB4ksCs%2Fo6olwsBBDoSiNiFGUYeArc6GomkEbhEYORpC%2F%2FFpRb1GgJJBMJhOoq%2Fw47VJKOQDQKXCIy2dyVC5l0IIJBMYDShiBWYKLMLAQQSCYx46lds%2BycWiUYiKwRGFIoYVYRvxc5U9otAEoFYDRlxm3w4N40qkoxENgiEUIy4x4RQsF0EEgnEEumIQhF%2BioiviPK7EECgM4HoaNHhRjsXlFB0NgzJI3BKYFShCIdmjISMKE5b0%2F8IdCQwYizFJhQ2j3U0DEkjcEpgVKGI1RpCcdqS%2FkegI4GIpYhVhPiWHukvjtMT0t3RMCSNwDmBLwYTiRA0QnHeip4jkEBgtGVSsRQJRiELBC4RGEksCMWlFvQaAkkE4kTwEXwVEUvhjM0ko5ANAtcIVHdwCrq61nJeRyCZQCydVh5dCONONgjZIfAxAlV3mIZPRSzFx1rOewgcQKDa6IJQHGAEskTgHgJxYEwVwYhYCgfY3NNqPoPAQQQiKvJowRB0dVDjyxaBRwkcKRixMiOM%2B9EW83kEDiRwhGAIujqwwWWNwKsEsqYkhOLVlnI%2FAgUI9P4lMkFXBRpZERDYi0CEWvcYZRCKvVpIOggUIhBH10Xn3lM0IpbCkXiFGllRENiTwF6jDEFXe7aKtBAoTCA6%2B7OjDEfiFW5YRUOgF4FHRUPQVa%2BWkC4CgxCIszFubXcnFImN%2BUliXrJC4FkCsa8jxCOuT1trX7XWvmut%2Fa619vXb6x4QQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEJiXw%2F%2FODcYs90sFHAAAAAElFTkSuQmCC%22%3E%3C%2Fp%3E\\\",\\\"MarginTop\\\":10,\\\"MarginRight\\\":10,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":null,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"ShowCorrectAnswer\\\":null,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":null,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0}],\\\"MarginLeft\\\":0,\\\"MarginRight\\\":0,\\\"ColumnSpace\\\":0,\\\"WidthLeft\\\":50,\\\"WidthRight\\\":50,\\\"Scrollable\\\":null}],\\\"DiagnosticTestConfig\\\":null}\",\"IsRetry\":false,\"IsCompleted\":false,\"IsInProgress\":false,\"IsTransferedLesson\":true}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/ReadLayout"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"SubmitMessage\":\"In Progress.\\u003cbr/\\u003eLast attempt 11-May-2026 05:37:36 PM\",\"LastAnsweredMessage\":\"Task completed on : 01-Jan-0001 12:00:00 AM\",\"IsCompleted\":false,\"Score\":0,\"IsInProgress\":true,\"IsAssessmentSubmitted\":false,\"SubmittedDateTime\":\"11-May-2026 05:37:37 PM\"}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/MarkAsViewed"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Id\":12673,\"Name\":\"Vert Farm HTW\",\"Code\":\"M10L2CHVremake#4#4\",\"Type\":1,\"SingleClick\":false,\"IsWizard\":false,\"HasScorableOrSubmittable\":true,\"HasScorable\":true,\"HasSubmittable\":false,\"HasEtsWidget\":false,\"Layout\":\"{\\\"TimerEnable\\\":0,\\\"Timer\\\":15,\\\"Columns\\\":[{\\\"x\\\":0,\\\"y\\\":0,\\\"width\\\":6,\\\"height\\\":1,\\\"widgets\\\":[{\\\"WidgetType\\\":1,\\\"Content\\\":[],\\\"WidgetId\\\":\\\"1987c987-bcea-4f39-8a25-9b974274e185\\\",\\\"VideoId\\\":\\\"MTY5MjIwOA==\\\",\\\"VideoType\\\":\\\"3\\\",\\\"MarginLeft\\\":10,\\\"MarginRight\\\":10,\\\"MarginTop\\\":220,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"Alignment\\\":\\\"center\\\",\\\"PercentageRatio\\\":80,\\\"PlayTime\\\":0}],\\\"MarginLeft\\\":0,\\\"MarginRight\\\":0,\\\"ColumnSpace\\\":0,\\\"WidthLeft\\\":50,\\\"WidthRight\\\":50,\\\"Scrollable\\\":0},{\\\"x\\\":6,\\\"y\\\":0,\\\"width\\\":6,\\\"height\\\":1,\\\"widgets\\\":[{\\\"WidgetType\\\":2,\\\"WidgetId\\\":\\\"cb22b6ba-483d-40de-89e6-72fba48e1052\\\",\\\"Content\\\":\\\"%3Cdiv%3E%3Cbr%3E%3C%2Fdiv%3E%3Cdiv%3E%3Cbr%3E%3C%2Fdiv%3E%3Cdiv%3E%3Cbr%3E%3C%2Fdiv%3E%3Cdiv%3E%3Cdiv%3E%3Cspan%20style%3D%22text-align%3A%20center%3B%22%3E%26nbsp%3B%3C%2Fspan%3E%3Cimg%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAABLAAAASwCAYAAADrIbPPAAAgAElEQVR4XuzdC5ikZXkn%2FPupngYGUBQFNep6ZD2MM9WYSTygM13J5pyNuvkwumYjMSsw3bBCsvnUKwfHTb5Es27EzHTPwEbBjVmNxKh7SIzJpnoGz7LS3Tioawyeko2giIgMTHfX813NwSAw0F31VtdTb%2F24Lq8k8D7Pc9%2B%2F%2B7l0%2FKfqrRT%2BIkCAAAECBAgQIECAAAECBAgQIFCwQCq4NqURIECAAAECBAgQIECAAAECBAgQCAGWS0CAAAECBAgQIECAAAECBAgQIFC0gACr6PEojgABAgQIECBAgAABAgQIECBAQIDlDhAgQIAAAQIECBAgQIAAAQIECBQtIMAqejyKI0CAAAECBAgQIECAAAECBAgQEGC5AwQIECBAgAABAgQIECBAgAABAkULCLCKHo%2FiCBAgQIAAAQIECBAgQIAAAQIEBFjuAAECBAgQIECAAAECBAgQIECAQNECAqyix6M4AgQIECBAgAABAgQIECBAgAABAZY7QIAAAQIECBAgQIAAAQIECBAgULSAAKvo8SiOAAECBAgQIECAAAECBAgQIEBAgOUOECBAgAABAgQIECBAgAABAgQIFC0gwCp6PIojQIAAAQIECBAgQIAAAQIECBAQYLkDBAgQIECAAAECBAgQIECAAAECRQsIsIoej%2BIIECBAgAABAgQIECBAgAABAgQEWO4AAQIECBAgQIAAAQIECBAgQIBA0QICrKLHozgCBAgQIECAAAECBAgQIECAAAEBljtAgAABAgQIECBAgAABAgQIECBQtIAAq%2BjxKI4AAQIECBAgQIAAAQIECBAgQECA5Q4QIECAAAECBAgQIECAAAECBAgULSDAKno8iiNAgAABAgQIECBAgAABAgQIEBBguQMECBAgQIAAAQIECBAgQIAAAQJFCwiwih6P4ggQIECAAAECBAgQIECAAAECBARY7gABAgQIECBAgAABAgQIECBAgEDRAgKsosejOAIECBAgQIAAAQIECBAgQIAAAQGWO0CAAAECBAgQIECAAAECBAgQIFC0gACr6PEojgABAgQIECBAgAABAgQIECBAQIDlDhAgQIAAAQIECBAgQIAAAQIECBQtIMAqejyKI0CAAAECBAgQIECAAAECBAgQEGC5AwQIECBAgAABAgQIECBAgAABAkULCLCKHo%2FiCBAgQIAAAQIECBAgQIAAAQIEBFjuAAECBAgQIECAAAECBAgQIECAQNECAqyix6M4AgQIECBAgAABAgQIECBAgAABAZY7QIAAAQIECBAgQIAAAQIECBAgULSAAKvo8SiOAAECBAgQIECAAAECBAgQIEBAgOUOECBAgAABAgQIECBAgAABAgQIFC0gwCp6PIojQIAAAQIECBAgQIAAAQIECBAQYLkDBAgQIECAAAECBAgQIECAAAECRQsIsIoej%2BIIECBAgAABAgQIECBAgAABAgQEWO4AAQIECBAgQIAAAQIECBAgQIBA0QICrKLHozgCBAgQIECAAAECBAgQIECAAAEBljtAgAABAgQIECBAgAABAgQIECBQtIAAq%2BjxKI4AAQIECBAgQIAAAQIECBAgQECA5Q4QIECAAAECBAgQIECAAAECBAgULSDAKno8iiNAgAABAgQIECBAgAABAgQIEBBguQMECBAgQIAAAQIECBAgQIAAAQJFCwiwih6P4ggQIECAAAECBAgQIECAAAECBARY7gABAgQIECBAgAABAgQIECBAgEDRAgKsosejOAIECBAgQIAAAQIECBAgQIAAAQGWO0CAAAECBAgQIECAAAECBAgQIFC0gACr6PEojgABAgQIECBAgAABAgQIECBAQIDlDhAgQIAAAQIECBAgQIAAAQIECBQtIMAqejyKI0CAAAECBAgQIECAAAECBAgQEGC5AwQIECBAgAABAgQIECBAgAABAkULCLCKHo%2FiCBAgQIAAAQIECBAgQIAAAQIEBFjuAAECBAgQIECAAAECBAgQIECAQNECAqyix6M4AgQIECBAgAABAgQIECBAgAABAZY7QIAAAQIECBAgQIAAAQIECBAgULSAAKvo8SiOAAECBAgQIECAAAECBAgQIEBAgOUOECBAgAABAgQIECBAgAABAgQIFC0gwCp6PIojQIAAAQIECBAgQIAAAQIECBAQYLkDBAgQIECAAAECBAgQIECAAAECRQsIsIoej%2BIIECBAgAABAgQIECBAgAABAgQEWO4AAQIECBAgQIAAAQIECBAgQIBA0QICrKLHozgCBAgQIECAAAECBAgQIECAAAEBljtAgAABAgQIECBAgAABAgQIECBQtIAAq%2BjxKI4AAQIECBAgQIAAAQIECBAgQECA5Q4QIECAAAECBAgQIECAAAECBAgULSDAKno8iiNAgAABAgQIECBAgAABAgQIEBBguQMECBAgQIAAAQIECBAgQIAAAQJFCwiwih6P4ggQIECAAAECBAgQIECAAAECBARY7gABAgQIECBAgAABAgQIECBAgEDRAgKsosejOAIECBAgQIAAAQIECBAgQIAAAQGWO0CAAAECBAgQIECAAAECBAgQIFC0gACr6PEojgABAgQIECBAgAABAgQIECBAQIDlDhAgQIAAAQIECBAgQIAAAQIECBQtIMAqejyKI0CAAAECBAgQIECAAAECBAgQEGC5AwQIECBAgAABAgQIECBAgAABAkULCLCKHo%2FiCBAgQIAAAQIECBAgQIAAAQIEBFjuAAECBAgQIECAAAECBAgQIECAQNECAqyix6M4AgQIECBAgAABAgQIECBAgAABAZY7QIAAAQIECBAgQIAAAQIECBAgULSAAKvo8SiOAAECBAgQIECAAAECBAgQIEBAgOUOECBAgAABAgQIECBAgAABAgQIFC0gwCp6PIojQIAAAQIECBAgQIAAAQIECBAQYLkDBAgQIECAAAECBAgQIECAAAECRQsIsIoej%2BIIECBAgAABAgQIECBAgAABAgQEWO4AAQIECBAgQIAAAQIECBAgQIBA0QICrKLHozgCBAgQIECAAAECBAgQIECAAAEBljtAgAABAgQIECBAgAABAgQIECBQtIAAq%2BjxKI4AAQIECBAgQIAAAQIECBAgQECA5Q4QIECAAAECBAgQIECAAAECBAgULSDAKno8iiNAgAABAgQIECBAgAABAgQIEBBguQMECBAgQIAAAQIECBAgQIAAAQJFCwiwih6P4ggQIECAAAECBAgQIECAAAECBARY7gABAgQIECBAgAABAgQIECBAgEDRAgKsosejOAIECBAgQIAAAQIECBAgQIAAAQGWO0CAAAECBAgQIECAAAECBAgQIFC0gACr6PEojgABAgQIECBAgAABAgQIECBAQIDlDhAgQIAAAQIECBAgQIAAAQIECBQtIMAqejyKI0CAAAECBAgQIECAAAECBAgQEGC5AwQIECBAgAABAgQIECBAgAABAkULCLCKHo%2FiCBAgQIAAAQIECBAgQIAAAQIEBFjuAAECBAgQIECAAAECBAgQIECAQNECAqyix6M4AgQIECBAgAABAgQIECBAgAABAZY7QIAAAQIECBAgQIAAAQIECBAgULSAAKvo8SiOAAECBAgQIECAAAECBAgQIEBAgOUOECBAgAABAgQIECBAgAABAgQIFC0gwCp6PIojQIAAAQIECBAgQIAAAQIECBAQYLkDBAgQIECAAAECBAgQIECAAAECRQsIsIoej%2BIIECBAgAABAgQIECBAgAABAgQEWO4AAQIECBAgQIAAAQIECBAgQIBA0QICrKLHozgCBAgQIECAAAECBAgQIECAAAEBljtAgAABAgQIECBAgAABAgQIECBQtIAAq%2BjxKI4AAQIECBAgQIAAAQIECBAgQECA5Q4QIECAAAECBAgQIECAAAECBAgULSDAKno8iiNAgAABAgQIECBAgAABAgQIEBBguQMECBAgQIAAAQIECBAgQIAAAQJFCwiwih6P4ggQIECAAAECBAgQIECAAAECBARY7gABAgQIECBAgAABAgQIECBAgEDRAgKsosejOAIECBAgQIAAAQIECBAgQIAAAQGWO0CAAAECBAgQIECAAAECBAgQIFC0gACr6PEojgABAgQIECBAgAABAgQIECBAQIDlDhAgQIAAAQIECBAgQIAAAQIECBQtIMAqejyKI0CAAAECBAgQIECAAAECBAgQEGC5AwQIECBAgAABAgQIECBAgAABAkULCLCKHo%2FiCBAgQIAAAQIECBAgQIAAAQIEBFjuAAECBAgQIECAAAECBAgQIECAQNECAqyix6M4AgQIECBAgAABAgQIECBAgAABAZY7QIAAAQIECBAgQIAAAQIECBAgULSAAKvo8SiOAAECBAgQIECAAAECBAgQIEBAgOUOECBAgAABAgQIECBAgAABAgQIFC0gwCp6PIojQIAAAQIECBAgQIAAAQIECBAQYLkDBAgQIECAAAECBAgQIECAAAECRQsIsIoej%2BIIECBAgAABAgQIECBAgAABAgQEWO4AAQIECBAgQIAAAQIECBAgQIBA0QICrKLHozgCBAgQIECAAAECBAgQIECAAAEBljtAgAABAgQIECBAgAABAgQIECBQtIAAq%2BjxKI4AAQIECBAgQIAAAQIECBAgQECA5Q4QIECAAAECBAgQIECAAAECBAgULSDAKno8iiNAgAABAgQIECBAgAABAgQIEBBguQMECBAgQIAAAQIECBAgQIAAAQJFCwiwih6P4ggQIECAAAECBAgQIECAAAECBARY7gABAgQIECBAgAABAgQIECBAgEDRAgKsosejOAIECBAgQIAAAQIECBAgQIAAAQGWO0CAAAECBAgQIECAAAECBAgQIFC0gACr6PEojgABAgQIECBAgAABAgQIECBAQIDlDhAgQIAAAQIECBAgQIAAAQIECBQtIMAqejyKI0CAAAECBAgQIECAAAECBAgQEGC5AwQIECBAgAABAgQIECBAgAABAkULCLCKHo%2FiCBAgQIAAAQIECBAgQIAAAQIEBFjuAAECBAgQIECAAAECBAgQIECAQNECAqyix6M4AgQIECBAgAABAgQIECBAgAABAZY7QIAAAQIECBAgQIAAAQIECBAgULSAAKvo8SiOAAECBAgQIECAAAECBAgQIEBAgOUOECBAgAABAgQIECBAgAABAgQIFC0gwCp6PIojQIAAAQIECBAgQIAAAQIECBAQYLkDBAgQIECAAAECBAgQIECAAAECRQsIsIoej%2BIIECBAgAABAgQIECBAgAABAgQEWO4AAQIECBAgQIAAAQIECBAgQIBA0QICrKLHozgCBAgQIECAAAECBAgQIECAAAEBljtAgAABAgQIECBAgAABAgQIECBQtIAAq%2BjxKI4AAQIECBAgQIAAAQIECBAgQECA5Q4QIECAAAECBAgQIECAAAECBAgULSDAKno8iiNAgAABAgQIECBAgAABAgQIEBBguQMECBAgQIAAAQIECBAgQIAAAQJFCwiwih6P4ggQIECAAAECBAgQIECAAAECBARY7gABAgQIECBAgAABAgQIECBAgEDRAgKsosejOAIECBAgQIAAAQIECBAgQIAAAQGWO0CAAAECBAgQIECAAAECBAgQIFC0gACr6PEojgABAgQIECBAgAABAgQIECBAQIDlDhAgQIAAAQIECBAgQIAAAQIECBQtIMAqejyKI0CAAAECBAgQIECAAAECBAgQEGC5AwQIECBAgAABAgQIECBAgAABAkULCLCKHo%2FiCBAgQIAAAQIECBAgQIAAAQIEBFjuAAECBAgQIECAAAECBAgQIECAQNECAqyix6M4AgQIECBAgAABAgQIECBAgAABAZY7QIAAAQIECBAgQIAAAQIECBAgULSAAKvo8SiOAAECBAgQIECAAAECBAgQIEBAgOUOECBAgAABAgQIECBAgAABAgQIFC0gwCp6PIojQIAAAQIECBAgQIAAAQIECBAQYLkDBAgQIECAAAECBAgQIECAAAECRQsIsIoej%2BIIECBAgAABAgQIECBAgAABAgQEWO4AAQIECBAgQIAAAQIECBAgQIBA0QICrKLHozgCBAgQIECAAAECBAgQIECAAAEBljtAgAABAgQIECBAgAABAgQIECBQtIAAq%2BjxKI4AAQIECBAgQIAAAQIECBAgQECA5Q4QIECAAAECBAgQIECAAAECBAgULSDAKno8iiNAgAABAgQIECBAgAABAgQIEBBguQMECBAgQIAAAQIECBAgQIAAAQJFCwiwih6P4ggQIECAAAECBAgQIECAAAECBARY7gABAgQIECBAgAABAgQIECBAgEDRAgKsosejOAIECBAgQIAAAQIECBAgQIAAAQGWO0CAAAECBAgQIECAAAECBAgQIFC0gACr6PEojgABAgQIECBAgAABAgQIECBAQIDlDhAgQIAAAQIECBAgQIAAAQIECBQtIMAqejyKI0CAAAECBAgQIECAAAECBAgQEGC5AwQIECBAgAABAgQIECBAgAABAkULCLCKHo%2FiCBAgQIDAaAtc0L7qIbeMHbt5LC1vbqTO5rQ0tnkldTaPNTqdHI3DOTcOdzrLh4%2FdvOlwJ447vOfZp9002mK6J0CAAAECBAjUU0CAVc%2B56ooAAQIECAyNwK4rFh86tpyaK2lla4q0NSJW%2F%2FWMFHFiN03kiOsiYjEiX52jcXWMxeKmR27%2B9J7TTrutm%2F2sIUCAAAECBAgQGLyAAGvwM1ABAQIECBAYKYHpgwvPzDm3IqedEXl7ivSojQDIOT4XKX8ypWivdPLf7G%2Bd%2FsWNONcZBAgQIECAAAECvQsIsHo3tAMBAgQIECBwFIHdOTeuv2JxIjp5MiJaOcfzU0onlQCWI38xRbRzSnNjnfibPa3mV0uoSw0ECBAgQIAAAQL3FhBguRUECBAgQIBApQKrodXX5z69o5M6Z6YcPxspHlHpAX3bLF%2BTU3r32KbGO%2FacsfULfTvGxgQIECBAgAABAusWEGCtm8wCAgQIECBA4J4Cwxta3fcsc%2BT5HOndm8Yb7xZmue8ECBAgQIAAgcELCLAGPwMVECBAgACBoRSoW2h1tCEIs4byeiqaAAECBAgQqJmAAKtmA9UOAQIECBDYCIHz2wuP6TTiV6ITr4wUJ2zEmQWc8dWc4k23dB588WWtJ9xaQD1KIECAAAECBAiMjIAAa2RGrVECBAgQINC7wK4PLTylsZxfnSN%2BPkUa733HIdwhx9eikd%2B8dMKD9l%2By%2FUnfGsIOlEyAAAECBAgQGDoBAdbQjUzBBAgQIEBg4wV%2B6SOHTj72tqXfSSm9MiIaG19BkSfe0Mn51x4x2bxkd0qdIitUFAECBAgQIECgJgICrJoMUhsECBAgQKAfAqvvubr%2BwOI5EfHbEXFyP84Y%2Bj1zXlgZi7P375j4xND3ogECBAgQIECAQKECAqxCB6MsAgQIECAwaIFzD87%2F4NhKXBIpNQddS%2Bnn54gcEX%2FUGY9f3X9G87rS61UfAQIECBAgQGDYBARYwzYx9RIgQIAAgT4LnPvhhVPHluJNd7znKvxZYV3e%2BaYcjd2n5q17drfS8rqWepgAAQIECBAgQOCoAv5Q6nIQIECAAAEC3xWYPrj4gtzJl6aIh2LpXiDn%2BN95U3rxvudv%2B7vud7GSAAECBAgQIEDgLgEBlrtAgAABAgQIxNlXXjk%2BfvP4WyJiF45qBHLEzZHSubM7t%2F1xNTvahQABAgQIECAwugICrNGdvc4JECBAgMDtAruuWHxiWs7vTim%2BH0n1AjnyO8YefcK%2F3XPaabdVv7sdCRAgQIAAAQKjISDAGo0565IAAQIECNynwNSBxZdFzvtTxImI%2BiiQ86HlsfEXX7xjyzV9PMXWBAgQIECAAIHaCgiwajtajREgQIAAgfsRyDlNH7h6d0T%2BTU4bI5Aj3xI5%2Fexsq%2FmBjTnRKQQIECBAgACB%2BggIsOozS50QIECAAIE1CZx56NAxp16%2F%2FI6IOHNNCzxUmUDOeSWnxiv3TW67tLJNbUSAAAECBAgQGAEBAdYIDFmLBAgQIEDgLoHzP%2Fb5B68cvuW%2FpRQ7qQxSIL9uZnLiPwyyAmcTIECAAAECBIZJQIA1TNNSKwECBAgQ6EHg3I%2FMP3rstvjLSGlLD9tYWplAftspO5uv3J1Sp7ItbUSAAAECBAgQqKmAAKumg9UWAQIECBC4u8A5Bw89fVNn%2BS8j4jFkyhHIEX9x7DEn%2F%2Bybn%2FvYw%2BVUpRICBAgQIECAQHkCAqzyZqIiAgQIECBQqcB5BxaekDvxyUjxsEo3tllVAn9z3c5tP3p5SitVbWgfAgQIECBAgEDdBARYdZuofggQIECAwN0Ezj54zaM2dZY%2BlCKeCKZcgRz5HbM7m78QKeVyq1QZAQIECBAgQGBwAgKswdk7mQABAgQI9FVgqn3oxBRLH%2FPOq74yV7Z5zvGW2Vbzgso2tBEBAgQIECBAoEYCAqwaDVMrBAgQIEDgLoHzP%2F%2F5Yzt%2F%2F50PRKRJKsMjkHN%2B7Wxr4g3DU7FKCRAgQIAAAQIbIyDA2hhnpxAgQIAAgY0TyDlNH1j4bxHppzfuUCdVJZBT%2BvnZndv%2BuKr97EOAAAECBAgQqIOAAKsOU9QDAQIECBC4m8BUe2F3SvE6KEMrcGSlkZ%2B%2Ff8fEJ4a2A4UTIECAAAECBCoWEGBVDGo7AgQIECAwSIGpuU%2F%2FQIqVj0VEY5B1OLtngWuXTlx6xiXbt9%2FS8042IECAAAECBAjUQECAVYMhaoEAAQIECKwKnH3lF07adPO351OkxxOpgUCOt8%2B0mmfVoBMtECBAgAABAgR6FhBg9UxoAwIECBAgUIbAVHv%2BXSmlnyujGlVUIpDjpTOt5rsq2csmBAgQIECAAIEhFhBgDfHwlE6AAAECBO4SmGovnpVSvpRIvQRyxDc7ufPM%2Fa3Tv1ivznRDgAABAgQIEFifgABrfV6eJkCAAAECxQmcc%2FDQ08c6S59MkY4vrjgF9S6Q4%2BNLD1p6%2FiXbty%2F1vpkdCBAgQIAAAQLDKSDAGs65qZoAAQIECNwucPaVV46Pf3vTVZHSFiQ1Fsj5jTOtidfUuEOtESBAgAABAgTuV0CA5YIQIECAAIEhFtjVnj%2B3kdK%2BIW5B6WsRyHFbI%2BLJe1rNr67lcc8QIECAAAECBOomIMCq20T1Q4AAAQIjIzD98c88LB%2B%2B7bMp0sNHpukRbjTneP9sq%2FnCESbQOgECBAgQIDDCAgKsER6%2B1gkQIEBguAWm2vP7U0rnDHcXql%2BPQCenF%2B1rbXvfetZ4lgABAgQIECBQBwEBVh2mqAcCBAgQGDmBXVcsfn9a7nw8pTQ2cs2PcMM54ivXn7LpyZdv2XJkhBm0ToAAAQIECIyggABrBIeuZQIECBAYboHdOTeuP7D48YjYPtydqL4bgZzj9bOt5u5u1lpDgAABAgQIEBhWAQHWsE5O3QQIECAwsgLT7YWXRIp3jizAyDeeDy81jnnSJTue%2Fn9HngIAAQIECBAgMDICAqyRGbVGCRAgQKAuAlNz859KkU6vSz%2F66EIg5zfOtCZe08VKSwgQIECAAAECQykgwBrKsSmaAAECBEZVYFd78YWNlN87qv3r%2Bw6BHPHNY3LniRe1Tr%2BRCQECBAgQIEBgFAQEWKMwZT0SIECAQG0EfPqqNqPsuRHvwuqZ0AYECBAgQIDAEAkIsIZoWEolQIAAgdEWmGov%2FHhK8RejraD7uwR8CstdIECAAAECBEZJQIA1StPWKwECBAgMtcBUe2Eupdg51E0ovlKBnPNrZ1sTb6h0U5sRIECAAAECBAoUEGAVOBQlESBAgACBewqc1756MqdOmwyB7xXI%2F%2FCdfNKTLms94VYyBAgQIECAAIE6Cwiw6jxdvREgQIBAbQSm2wuXRYqX16YhjVQnkOOlM63mu6rb0E4ECBAgQIAAgfIEBFjlzURFBAgQIEDgewT%2B%2FcLCCbd8M%2F4xRZyIhsA9BXKO98%2B2mi8kQ4AAAQIECBCos4AAq87T1RsBAgQI1EJgqr14Vkr50lo0o4nKBXLkpc54esz%2BM5rXVb65DQkQIECAAAEChQgIsAoZhDIIECBAgMDRBKbbCx%2BIFD9GiMBRBXJcONNqXkSIAAECBAgQIFBXAQFWXSerLwIECBCohcD5Bz91ykqn8fcp0ngtGtJEfwRyfHym1Xx2fza3KwECBAgQIEBg8AICrMHPQAUECBAgQOCoAtPthQsixZsREbg%2FgRyRx8Ybp%2B05Y%2BsXSBEgQIAAAQIE6iggwKrjVPVEgAABArURmGovzKUUO2vTkEb6J%2BBrhP2ztTMBAgQIECAwcAEB1sBHoAACBAgQIHDfAmceOnTMqdct3xQpjmVE4IEE%2FBrhAwn55wQIECBAgMAwCwiwhnl6aidAgACBWguc1756MqdOu9ZNaq5KgRsajz7%2B%2B%2FacdtptVW5qLwIECBAgQIBACQICrBKmoAYCBAgQIHAfAtPt%2BTdESq%2BGQ2CtAik3WntbW%2BfW%2BrznCBAgQIAAAQLDIiDAGpZJqZMAAQIERk5guj0%2FHyk1R65xDXctkHO8frbV3N31BhYSIECAAAECBAoVEGAVOhhlESBAgMBoC5x95RdO2nTzzd9MEf6zerSvwrq6zzkOzLaak%2Bta5GECBAgQIECAwBAI%2BEPxEAxJiQQIECAwegK72osvbKT83tHrXMe9COSIW8ceffxDvAerF0VrCRAgQIAAgRIFBFglTkVNBAgQIDDyAlPthYtSileNPASAdQt4D9a6ySwgQIAAAQIEhkBAgDUEQ1IiAQIECIyewFR74X0pxQtGr3Md9yrQyXnXvtbE%2Fl73sZ4AAQIECBAgUJKAAKukaaiFAAECBAjcKTDVXvhsSvEUIATWK5BzvGW21bxgves8T4AAAQIECBAoWUCAVfJ01EaAAAECIymwO%2BfGdXMLR1JKYyMJoOmeBHKO98%2B2mi%2FsaROLCRAgQIAAAUK9bBcAACAASURBVAKFCQiwChuIcggQIECAwHntxafmlD9DgkA3AjnH52Zbzad2s9YaAgQIECBAgECpAgKsUiejLgIECBAYWQG%2FQDiyo6%2Bk8ZzzyqmTzWN2p9SpZEObECBAgAABAgQKEBBgFTAEJRAgQIAAgbsLTLcXLogUb6ZCoFuBlNPT9ra2fbbb9dYRIECAAAECBEoTEGCVNhH1ECBAgMDIC0y3598QKb165CEAdC2QcqO1t7V1rusNLCRAgAABAgQIFCYgwCpsIMohQIAAAQJT7fn9KaVzSBDoViDn%2BInZVvMD3a63jgABAgQIECBQmoAAq7SJqIcAAQIERl5gqj3%2FrpTSz408BIDuBXK8dKbVfFf3G1hJgAABAgQIEChLQIBV1jxUQ4AAAQIEYrq98IFI8WMoCHQr0Ml5177WxP5u11tHgAABAgQIEChNQIBV2kTUQ4AAAQIjLzDdXvhYpHjWyEMA6Fog5%2Fza2dbEG7rewEICBAgQIECAQGECAqzCBqIcAgQIECAw3Z6fj5SaJAh0LZDzG2daE6%2Fper2FBAgQIECAAIHCBARYhQ1EOQQIECBAYKq98NmU4ikkCHQrkHO8ZbbVvKDb9dYRIECAAAECBEoTEGCVNhH1ECBAgMDIC0y3F%2F4xUjxi5CEAdC2Qc754tjVxbtcbWEiAAAECBAgQKExAgFXYQJRDgAABAgR8Assd6FXAJ7B6FbSeAAECBAgQKE1AgFXaRNRDgAABAiMv4B1YI38FegfwDqzeDe1AgAABAgQIFCUgwCpqHIohQIAAAQIRfoXQLehVwK8Q9ipoPQECBAgQIFCagACrtImohwABAgRGXmC6vfCBSPFjIw8BoGuBTs679rUm9ne9gYUECBAgQIAAgcIEBFiFDUQ5BAgQIEBgqj3%2FrpTSz5Eg0LVAjpfOtJrv6nq9hQQIECBAgACBwgQEWIUNRDkECBAgQGC6vXBZpHg5CQLdCnRyetG%2B1rb3dbveOgIECBAgQIBAaQICrNImoh4CBAgQGHmBqfb8%2FpTSOSMPAaBrgZzjJ2ZbzQ90vYGFBAgQIECAAIHCBARYhQ1EOQQIECBAYKo9%2F5qU0u%2BSINCtQM6bTp9tbZnvdr11BAgQIECAAIHSBARYpU1EPQQIECAw8gK72osvbKT83pGHANCVQM555fiT00lvaja%2F09UGFhEgQIAAAQIEChQQYBU4FCURIECAwGgLnNdefGpO%2BTOjraD7rgVy%2FtJMa%2BLxXa%2B3kAABAgQIECBQoIAAq8ChKIkAAQIERltgd86N6%2BYWjqSUxkZbQvddCeT4y5lW88e7WmsRAQIECBAgQKBQAQFWoYNRFgECBAiMtsB0e%2F6LkdLjRltB990I5BxvmW01L%2BhmrTUECBAgQIAAgVIFBFilTkZdBAgQIDDSAtPthQ9Eih8baQTNdyXQyXnXvtbE%2Fq4WW0SAAAECBAgQKFRAgFXoYJRFgAABAqMtMNVeuCileNVoK%2Bi%2BG4GUG629ra1z3ay1hgABAgQIECBQqoAAq9TJqIsAAQIERlrALxGO9Pi7bz7HbdeduunBl2%2FZcqT7TawkQIAAAQIECJQnIMAqbyYqIkCAAAECseuKxYc2VvLXI6KBg8BaBXKOA7Ot5uRan%2FccAQIECBAgQGBYBARYwzIpdRIgQIDAyAlMt%2BfnI6XmyDWu4a4Fco7Xz7aau7vewEICBAgQIECAQKECAqxCB6MsAgQIECDgPVjuwHoFvP9qvWKer1rg3I%2FMP3psubE9Ovn7ItIjc86PTikelSM%2FPUV6%2FPeel6%2FJOa5KKX0ix9hHZyef8cmq67EfAQIECNRHQIBVn1nqhAABAgRqJuA9WDUbaL%2Fb8f6rfgvb%2FygC57cXHtNp5JdFjn8VkX6we6h8U454S9p87FtmnvW0b3S%2Fj5UECBAgUEcBAVYdp6onAgQIEKiFgPdg1WKMG9aE919tGHXfD5pqH5rIYysn3d9B%2B3ZsO9D3Qh7ggOkDV784cueCiHhOH2r5g03HNX7nLc%2Fe%2BrU%2B7L3mLdcyi2NXVhYuap1%2B45o39SABAgQIdCUgwOqKzSICBAgQILAxAt6DtTHOdTjF%2B6%2BGf4qrYUmkpUtTpIkH7ibfmHPjwtnWtsse%2BNlqn5iam29FTvtSiqdUu%2FO9d8uR33zbMeO%2F%2Fdbnbrmh32fdff%2FVWaS09OaItIYfRcg35pQumt3ZfP1G1ugsAgQIjJqAAGvUJq5fAgQIEBgqgan2wu6U4nVDVbRiByLQyfGcfa3mxwZyuEN7FrgzMGlHpIesZ7ONDC7Pal973AnpWzMR6RXrqbHnZ3N8oxPx0xt1v7ueReTLZicnfrHnfm1AgAABAvcpIMByMQgQIECAQMEC57UXn5pT%2FkzBJSqtAIEc8Xezk80nFVCKEroUmJqbv%2FbeLzlf22Yb8fL%2B8z702e%2FrLN%2F6P1Kk09dWVfVPdSK9eN%2Fktsur3%2Fl7d5yem18NEtfwyat7V9LJ6UX7Wtve1%2B8a7U%2BAAIFRFBBgjeLU9UyAAAECQyXga4RDNa6BFLuRn8IZSIM1P7TnH2zI8faZVvOsfjGdc%2FDQ08c6y%2F8rRTyyX2esZd8ckVOOs2dazT9cy%2FPdPHPHp6%2BWr%2Bpm7eqanOP9s63mC7tdbx0BAgQIHF1AgOV2ECBAgACBwgWm2wsXRIo3F16m8gYokHJ62t7Wts8OsISRPnotL%2FpeBTray757%2FapwP1%2Fgf1776u2d1GmniBNLGXJK6WV7d277r%2F2oZ6q9eFZK%2BdLu9843zkxOPPS%2B1vd6T7qvyUoCBAjUQ0CAVY856oIAAQIEaixw7ocXTm0sxT%2BmCP%2B5XeM5d91azgszrYk1vPS76xMsPIrAnS9df%2B96vvqXU%2By%2B58u%2BSw2w7vwl1MWIeEx5lyA9d2Zy20errqvXWazWMzPZ%2FJ5%2Fr67qnlTdq%2F0IECAwbAL%2BIDxsE1MvAQIECIykwFR7YS6l2DmSzWv6%2FgVyXDjTal6EaWMFzmtfPZlTp93NqfkeL%2FvuNTTp1yewpuYW%2FjxF%2FEQ3PfZ%2FTf6H2HzstplnPe0bVZ7V6yzuGWBVeU%2Bq7NNeBAgQGEYBAdYwTk3NBAgQIDByAr1%2FrWXkyEai4Rx5aazRefSeHc%2B8fiQaLqTJC9pXPWQppWvX%2B4uBdy8%2F5%2FSLs61tl63%2BvV5Dk34EWLvmFl7biPidQsjvs4wc%2BYOzkxM%2FVmWNvc7i7gFW1fekyj7tRYAAgWEUEGAN49TUTIAAAQIjJ3BmzmOnHlj4ckT6vpFrXsNHFcg5XzzbmjgX0foEbg8WGo0X5IjH3%2B%2FKzqb3z7a2zN%2FzmSoC5Rx5fnZy4vZf9Os1NKk6wNp18OptjU5nYX2qg3m66l%2F963UWdw%2Bwqr4ndxdevcNHGo2XR8RD7k%2B%2B0%2Bm8fX%2Fr9C8OZjpOJUCAQLUCAqxqPe1GgAABAgT6JuBl7n2jHdKN83LO40%2BbbW352yFtYCBl3%2FGLf51L1%2F7pqTw3nvOLLmqdfuNdBVcRcnxv0LGwO6V4XbcgVQdY03ML74%2BIn%2Bm2ng1ed%2B3MZPOJVZ1ZxWzvegdWFXvd%2FZ780%2F1bfdF8581ru8P5xpzHW%2FcVxFZlZh8CBAhslIAAa6OknUOAAAECBHoUOKt97XEnpG99waeweoSsyfKc85%2FMtiZeUpN2NqSNbt9HdPdPS60WWnUw0et%2BVQZY0wcXnhmd%2BN8bMpCqDkmNn5vZufXdVWzX6yyqDCbv6ufuL4Xv5lNdOfIXZycnnlCFjz0IECAwSAEB1iD1nU2AAAECBNYpMNWef01K6XfXuczjNRPIEbmT8vfv3zlxVc1a62s7U3Pz167nFwPvXkyV76y6ZzDRa2hSaYA1XJ%2B%2BupMyf2JmcuJZVVyeXmfRzwCrl3dqVf1Vyyqs7UGAAIH1Cgiw1ivmeQIECBAgMECB2997khp%2FlyIeOsAyHD1ggZzj%2FbOt5gsHXMZQHd%2Ftp6%2FuavLuIVEVIUeVQUdVAdauDy08pbEcnx2qwd5ZbMqNH9jb2nplr7VXMdt%2BfYWwm09f3e3%2Bvn621dzdq4%2F1BAgQGKSAAGuQ%2Bs4mQIAAAQJdCEy3598QKb26i6WW1ESgk%2BM5%2B1rNj9WknQ1po4p3yPUvmCjjHVjTc%2FO%2FGZFevyEDqfiQnOOts63mv%2B1127IDrO7vSc4hwOr1clhPgMDABQRYAx%2BBAggQIECAwPoEpj%2F%2BmYflw7d9NkV6%2BPpWeroOAj591d0U6xpMrGpU9Qmsqbn5T6VIt%2F8y4hD%2BdcPMZPNhvdZd13siwOr1ZlhPgEAJAgKsEqagBgIECBAgsE6BXr5Kss6jPF6SQI7bGhFP3tNqfrWksoahlroGE1UFWLuuWHxoYyXfMAyzPFqNjbGxiT3Pf8ZCLz3U9Z4IsHq5FdYSIFCKgACrlEmogwABAgQIrFNgam7%2BEynSD6xzmceHWMB%2FCe1%2BeHUNJioLsOYWz2xEruSX%2FLqfUs8rXzUz2fyDXnap6z3x7x293AprCRAoRUCAVcok1EGAAAECBNYpcF776u2dWPlYSmlsnUs9PoQCOcfnrj9107bLt2w5MoTlD7zkugYTVQVYU%2B2FN6UUvzLwQfVWwH%2BdmWy%2BrJct6npPBFi93AprCRAoRUCAVcok1EGAAAECBLoQmGovXJRSvKqLpZYMmUDKjdbe1ta5ISu7mHLrGkxUFWBNzy28PyJ%2BppiBdVFIjvy3s5MTp3Wx9LtL6npPBFi93AprCRAoRUCAVcok1EGAAAECBLoQmGofOjHS0rVe6N4F3hAtyTn%2FyWxr4iVDVHJxpdY1mKgqwJqaW7g6RTyjuMGts6Dv5Advvqz1hFvXuUyA1S2YdQQIENhAAQHWBmI7igABAgQI9EPgvAMLP5Rz%2FK9%2B7G3PAgRyfG3lmNi2%2F4zmdQVUM7QlCLDuf3RTc%2FOrQfjjh3bAdxU%2BFs%2BeeX7z4932Udd74hNY3d4I6wgQKElAgFXSNNRCgAABAgS6FPBVwi7hyl%2FWSbnxw7462Pug6hpMrMrkHAdmW83JXpSm2%2FNfjJQet4Y9OjniSIq8%2Bi6223KOI5HSbSniyOrfj8i3pRxHclr93%2B%2F4%2B3c8l4%2BktPr30z%2F9807cllI%2BEmn1nzdu%2F%2BfRybflRhxJndV9822dxtiRWMm3NRpxpNPJR3Ij3zY2FkeWV465%2FX%2FftBxH8qaV2054cD5y09LSkUu2b19aQw9HfaSu90SA1cutsJYAgVIEBFilTEIdBAgQIECgB4Gzr7xyfPzmTR%2BKSD%2FYwzaWFibgv3RWN5C6BhOVBVhXLDyrsxzp%2FgKiNzWb36luImXuVNd74t9LyrxvqiJAYH0CAqz1eXmaAAECBAgUKzD94WseF0tH5iPSQ4otUmFrFsiR27M7mz8cKeU1L%2FLgUQXqGkxUFWC5OncI1PWeCLDccAIE6iAgwKrDFPVAgAABAgTuFNjVXnxhI%2BX3AhlyAe%2B9qnyAdQ0mBFjVXpW63hMBVrX3xG4ECAxGQIA1GHenEiBAgACBvgl4H1bfaDdqY%2B%2B96oN0XYMJAVa1l6Wu90SAVe09sRsBAoMREGANxt2pBAgQIECgbwJn5jx26oHFP4uIn%2BnbITbun0COC2dazYv6d8Bo7lzXYEKAVe19rus9EWBVe0%2FsRoDAYAQEWINxdyoBAgQIEOirwPmf%2F%2Fyxnb%2F%2FzkEvde8rc%2FWb5%2FzGmdbEa6rf2I51DSYEWNXe7breEwFWtffEbgQIDEZAgDUYd6cSIECAAIG%2BC%2FzSRw6dfOyR5QMp4hl9P8wBPQvkFPtndzZ39byRDe5ToK7BhACr2gtf13siwKr2ntiNAIHBCAiwBuPuVAIECBAgsCECZx%2B85lHjK0tXRIonbciBDulKIEe8c3bntpf5xcGu%2BNa0qK7BhABrTeNf80N1vScCrDVfAQ8SIFCwgACr4OEojQABAgQIVCGw64rFJzaW8ycixcOq2M8eVQvkuet2Nv%2FF5SmtVL2z%2Ff5JoK7BhACr2lte13siwKr2ntiNAIHBCAiwBuPuVAIECBAgsKEC57YXntFI8ecp4rEberDD7lcgR%2FzFscec%2FLNvfu5jD6Pqr0BdgwkBVrX3pq73RIBV7T2xGwECgxEQYA3G3akECBAgQGDDBc5vLzymk%2BLPI2Lrhh%2FuwPsSuPyUndtesjulDp7%2BC9Q1mBBgVXt36npPBFjV3hO7ESAwGAEB1mDcnUqAAAECBAYicPaVXzhp%2FOZvf9CvEw6E%2F58OTXHRzM7mhQOuYqSOr2swIcCq9hrX9Z4IsKq9J3YjQGAwAgKswbg7lQABAgQIDEzg7CuvPH785k1%2FEpF%2BemBFjOjBOSJHigtndzbfMqIEA2u7imCi00iTqw2kTuesFOmsXpupar8ceT43Ghf0Wo%2F11cy2qrneNY8q9hNgud0ECNRBQIBVhynqgQABAgQIrFPgzJzHTjmwuC9FvHKdSz3epUDOeSUivWS21fzTLrewrAeBKgKsHo63lMBABQRYA%2BV3OAECFQkIsCqCtA0BAgQIEBhGgV3t%2BXMbKX4%2FIm0exvqHpeYc8ZVGo%2FPSvTtO%2F%2FCw1Fy3OgVYdZuoftYjIMBaj5ZnCRAoVUCAVepk1EWAAAECBDZI4JyDh56%2BaWXp3ZHSlg06cqSOyZHfd0zOv3hR6%2FQbR6rxwpoVYBU2EOVsqIAAa0O5HUaAQJ8EBFh9grUtAQIECBAYJoGz2tced3zjpjenHOcOU90l15ojbo4U07M7m%2F%2Bl5DpHpTYB1qhMWp%2F3JSDAci8IEKiDgACrDlPUAwECBAgQqEhg%2BuDiC3InX5oiHlrRliO5Tc7xv%2FOm9OJ9z9%2F2dyMJUGDTAqwCh6KkDRMQYG0YtYMIEOijgACrj7i2JkCAAAECwygw1T70yBTLb8gpfiFF%2BLPCOoaYI98SKf3OqZ1tb9zdSsvrWOrRPgsIsPoMbPuiBQRYRY9HcQQIrFHAH0rXCOUxAgQIECAwagLTc4vPiej8YUR6%2Bqj13mW%2Flzdy%2FPKeVvOrXa63rI8CAqw%2B4tq6eAEBVvEjUiABAmsQEGCtAckjBAgQIEBgVAV2t%2FOm62PxvEj59RHpwaPq8AB9fzZSOmdm57aDfMoVEGCVOxuV9V9AgNV%2FYycQINB%2FAQFW%2F42dQIAAAQIEhl7A1wrva4T5phyN3afmrXt8XbD8Ky7AKn9GKuyfgACrf7Z2JkBg4wQEWBtn7SQCBAgQIDD0AuccPPT0sc7yr0fOL04pjQ19Q901cENE2ttoLO%2Fds%2BOZ13e3hVUbLSDA2mhx55UkIMAqaRpqIUCgWwEBVrdy1hEgQIAAgREWmP7wNY%2FLy0uviRxnpYjjRoTiqznli5ZPWN53yfbtt4xIz7VpU4BVm1FqpAsBAVYXaJYQIFCcgACruJEoiAABAgQIDI%2FA%2BQc%2FdUpnpfErkWJXXd%2BRlXN8LkW8aelBS2%2B%2FZPv2peGZjkrvLiDAch9GWUCANcrT1zuB%2BggIsOozS50QIECAAIGBCay%2B7P3rYws%2F3OnEz6ecXhQpThhYMdUc%2FOXI%2BZ0rkd6xv9X8dDVb2mWQAlUEWCk3Wqs95OicFSle3nU%2FOS%2BkGLvgjr1WLoqUmt3vFW9P0bis6%2FUWfleg51ncuVOJ90SA5aITIFAHAQFWHaaoBwIECBAgUJDAv19YOOGWb8bPpIifj8g%2FGpE2FVTeUUvJEd9MkS%2BP1PjjmR1br4iU8jDUrca1CVQRYM1MNm%2F%2Fs3Ove%2BUcB2Zbzck795pLKXaurYt7PyWY6Fbu3uum2gs9zeKuHd2T6mZiJwIECNxdQIDlPhAgQIAAAQJ9Ezj7yi%2BcNH7zt38op%2FSjkeNHU8QT%2B3bY%2BjfuRMSnIuKvcuS%2Fuv6U8Q9fvmXLkfVvY8UwCPQaOq32KJgYhkl3X6MAq3s7KwkQILARAgKsjVB2BgECBAgQIHC7wLntqx4%2F1hj7qcj5R3NEK0U8aINpvpxz%2FFVqND5463jjr9%2F63C03bPD5jhuQgABrQPBDdKwAa4iGpVQCBEZSQIA1kmPXNAECBAgQKEAg5zR18NOPibzy5IjGk1Pk0yLykyPSk3PkJ6VIx3dZ5Q0R%2BW8j0u3%2F6uTO51f%2F50oc97eXtJ7y9S73tGzIBQRYQz7ADShfgLUByI4gQIBADwICrB7wLCVAgAABAgT6K3BB%2B6qH3DJ27OaxtLy5kTqb09LY5pXU2TzW6HRyNA7n3Djc6SwfPnbzpsOdOO7wnmefdlN%2FK7L7sAoIsIZ1chtXtwBr46ydRIAAgW4EBFjdqFlDgAABAgQIECAwVAICrKEa10CKFWANhN2hBAgQWLOAAGvNVB4kQIAAAQIECBAYVgEB1rBObuPqFmBtnLWTCBAg0I2AAKsbNWsIECBAgAABAgSGSkCANVTjGkixAqyBsDuUAAECaxYQYK2ZyoMECBAgQIAAAQLDKiDAGtbJbVzdAqyNs3YSAQIEuhEQYHWjZg0BAgQIECBAgMBQCQiwhmpcAylWgDUQdocSIEBgzQICrDVTeZAAAQIECBAgQGBYBQRYwzq5jatbgLVx1k4iQIBANwICrG7UrCFAgAABAgQIEBgqAQHWvcc11T70yEZ0njpUg7yPYvNY56aZHc1P9dqHAKtXQesJECDQXwEBVn997U6AAAECBAgQIFCAgADr3kPYNTd%2FfiPSHxQwnp5KyJE%2FODs58WM9bRIRAqxeBa0nQIBAfwUEWP31tTsBAgQIECBAgEABAgKsew9hur3465HybxUwnp5KyBH%2FZXay%2BfKeNhFg9cpnPQECBPouIMDqO7EDCBAgQIDAaAucf%2FBTpyzlxmMaEadENE7JuXNyyulhKaWTI%2FLDcsTJEXFiRD4hRdocEcdH5M050uZ0%2B9%2BPyBE3p8iHI9LhnONwpHw4RTockW%2BOiG%2FmlG5IOW7IOb6ZGvmGTqdxQ6T8jU3jjX%2FYc8bWL4z2BHS%2FKiDAuo8Aa27h9yLiV4f%2BhuT8xpnWxGt67cMnsHoVtJ4AAQL9FRBg9dfX7gQIECBAoPYCZ19x6J%2BN5%2BXTOiv5tEbE43NK%2FywiHhMRj04RTywBIEd8MyL%2BPiL%2FQ7r9fza%2BklJ8biWlT%2B%2FbsXWxhBrV0F8BAda9fafmFi5JEa%2Fsr%2FwG7J7jwplW86JeTxJg9SpoPQECBPorIMDqr6%2FdCRAgQIBAbQRWg6pNnaXtEY0fiNx5aspxWk7pSSniuOFvMl8TEZ%2FOEZ9upLSQN40vzJzx9C8Nf186uEtAgHXvuzA9t%2FDuiDhz2G9JTvklszsn%2FqTXPgRYvQpaT4AAgf4KCLD662t3AgQIECAwlAJnta89bvPYt5%2BVOvGsFPmMiPyciHTKUDbTfdE35IiPR45PpMhXxvHHfnTmWU%2F7RvfbWTlIAQHWvfWn2gt%2FnVL88CDnUsXZnUaa3Ldj24Fe9xJg9SpoPQECBPorIMDqr6%2FdCRAgQIDAUAjcHljFt5%2BXIk9Gyq0U6blDUfgGF5kjvhIRn4yc22ObNl2x5%2FnPWNjgEhzXpYAA6z4CrLmFq1PEM7okLWZZZ1M8dd%2Fzmp%2FrtSABVq%2BC1hMgQKC%2FAgKs%2FvranQABAgQIFCsw1Z5%2FXjTSD0cnWinFzmILLbiwHPHtFPlAjsYVkdKHZndu%2FUjB5Y50aQKs%2Bwqw5q9PkR4%2B7Bdj6cQTH3LJ9id9q9c%2BBFi9ClpPgACB%2FgoIsPrra3cCBAgQIFCMwK4rFh%2BaOvGTkfNPRcSPp4iHFlNcTQq5I9CKD%2BSU3j927Ob%2FvufZp91Uk9aGvo3p9sIFkeLNvTQyM9m8%2Fc%2FOvYZhOceB2VZz8s695noJkHOO18%2B2mrvX29eZOY%2BdemBxeb3ryns%2BL89MToxXUZcAqwpFexAgQKB%2FAgKs%2FtnamQABAgQIDFxg6sDVT0u586LI%2BScjpTMGXtCIFZAj%2FjpF%2FPcYH3%2B%2Fl8IPdvjnta%2BezKnT7raKe4ROu1OK11W010ACrPPbC4%2FppNu%2FEjvkf%2BX%2FMzM58ZQqmig5wJpuL1wWKV7edZ8V%2FVJj1%2BdbSIAAgQoEBFgVINqCAAECBAiUJPBLHzl08rFLy%2F8mOvFvUorvL6m2Ua4lR74qRfrTlOKde3c2rx1li0H1Pt2e%2F2Kk9Liuzr9bAFCHT2Cde3D%2BB8c66eNdWRS0KEd8YHay%2BRNVlFRygNVrALuSO0%2FY3zr9i1U42YMAAQKDEhBgDUreuQQIECBAoEKBMw8dOuYR31j%2Bl7kTv5Aj%2F0SKVMlXaios0VZ3E8iRP5ki3pU2Hfeuvc976j%2FA2RiBXe3FFzZSfu%2B6T8t5YaY1MXHXujoEWNPthZdEineu26KwBTlidnayOV1FWSUHWKv9dfsprG6%2FZlqFqT0IECBQpYAAq0pNexEgQIAAgQ0WuOMrgisXRMRLItKDN%2Fh4x1UhkPOHI6U%2FXsrHXX5J6ylfr2JLexxdYKq9eFZE56KU0klrcVr96uAx0XnhRa3Tb6xTgLVrbuG1jYjfWYtByc%2FkSL88O7mtp3eb3W2uPX2d8659%2BvGutNW9L2hf9ZClaFy0nq8SCq9Kvr1qI0BgvQICrPWKeZ4AAQIECAxY4Owrrxzf9J1jXhw5n5Minj%2FgchxfkUCOvJQi%2FkeOdOmpedtf7G6lGrxguyKcire5Mwg4KyImcsTjj7L9fI40t6%2B17X33%2FOerIVhK%2BdJuy8o53jLbaq4Gz6svhO8pNOk2oJiem39rRHpFtz0Us66RXjizY9v7q6in11ncO8Cq7p7cvb%2FVrxN2orP6IwC3%2FxDAffy1GrbOd6Jzma8NVnEz7EGAQCkCAqxSJqEOAgQIECDwAALTH77mcXl56bzI%2BawU6eHA6iuQI66LHH%2B0MrbpbRfv2HJNfTsdzs5WA7Ajkb641k9x3bPLu7%2BPqNfQpIcAqx2RjhaADM1gVnJs3d9qfrqKgnudxT0DrCrvSRX92YMAAQLDLiDAGvYJqp8AAQIEai9w3oHFrTnn34iIM2vfrAbvS%2BBTkdLbDo8d81%2Fe9rynfhtRGQLdv08rLpxpNS%2B6q4teQ5NuA6ypuYUvp4jHlqHZfRXHHHPy8W9%2BmLeNEwAAIABJREFU7mMPd7%2FDP63sdRb3DLBW%2F%2B%2Bq7kkV%2FdmDAAECwy4gwBr2CaqfAAECBGorsKu98OyU4jdTRCW%2FsFVbqBFpLEfcHCne0Yg0u3fntqtHpO2i27z9l%2BFi5bK1%2FLJhzvlbEY0LZlvbLrt7U72GJt0EWGdfeeXx4zePf6do3DUUlyP%2BcXay%2Bag1PLqmR6baCxelFK9a08NHeyjnL820Jr7na6lV3JOearKYAAECNREQYNVkkNogQIAAgfoInHdg4Yc6Of96itSqT1c6qVIgR%2F5IpMbs7M5tf1zlvvbqTuBu7yS6zw0a0ZjbFMvzd38R%2FF0P9vqLhp2cXnRf7%2Bm6v05Ww%2FFGio921205q3LEh2Ynm5W9B7DXd5vdLpPj7TOt5ur71e71Vy%2F3pBx1lRAgQGBwAgKswdk7mQABAgQIfI%2FA9MHFF%2BRO59dSpB9AQ2AtAjny1yM1%2FnD82HTRW5699WtrWeOZsgR6ek9SzgszrYmJ9XY0fWD%2BFZHTW9e7rrTnc84Xz7Ymzq2qrjte7p%2Fm1%2FKJuqOdmXKjtbe1da6qmuxDgAABAv8kIMByGwgQIECAwCAFck7nXbH4rzqdvBpcnT7IUpw9vAI54taIeNtYjt%2Fd02p%2BdXg7Gc3KV9%2BTlKJz2XpeCn%2FHVxLHJ2dbW%2BbXqzY1N%2F%2F7KdKF611X2vM55%2FNnWxN7q6xrqn1oImJpbj2zuOv8nNMv3vMrolXWZi8CBAiMuoAAa9RvgP4JECBAYGACUwcWfiHl%2FGsR6Z8PrAgH104gR74s8vj%2FN9va8re1a67GDd0RnCyvvoNp5wO2mePtK9HZvb91%2Bhcf8Nn7eGBqbuGvUsS%2F6GZtSWs6ETv2TTavqLqmc9tXPb4RjdVZvGBNe%2Bf8pU40LljvVznXtLeHCBAgQOC7AgIsl4EAAQIECGywwOp7ViJ1Xpcifc%2BLfje4DMfVX%2BDylNJveeH7cA169Wtsy7HpqF8LrOLraVNzCzeliAcNl8y9qx3PnYfe13vFquxr9b1V97ff0d5tVmUN9iJAgACBOwQEWG4CAQIECBDYIIFzD87%2FYKMTF6dI635nzQaV6JhaCuT3LjfGf%2F3iHVuuqWV7mlqXwPSH5rfEcvr0uhaV%2BfBXZyabjy2zNFURIECAQD8EBFj9ULUnAQIECBC4m8Dq11HGovGmSPGzYAgMQiBH5BTxJzlv%2Bg1fLRzEBMo5c7q98G8jxX8up6KuK%2FnzmcnmT3W92kICBAgQGDoBAdbQjUzBBAgQIDAsAq%2F40GcfdNzKbb%2BZcvy7iDhmWOpWZ30Fcs4rKdI7UiNev3dn89r6dqqzowlMz82%2FNSK9YtiFckpvmN257bXD3of6CRAgQGDtAgKstVt5kgABAgQIrFlg%2BsDCy6MT%2FylSPGzNizxIYGMF%2FnDlmLx7%2F3Mn%2Fn5jj3XaIAWm5uY%2FnyI9eZA1VHF2jvjXs5PNd1axlz0IECBAYDgEBFjDMSdVEiBAgMCQCEx%2F%2BJrHxdKR%2FxyRfmRISlbmiAusfpLl1rFjfudtz3vqt0ecovbt3%2F515tSoxSfvUk5P29va9tnaD02DBAgQIPBdAQGWy0CAAAECBCoQ2J1z4%2FoDCxfkiN9KkY6vYEtbENgwgRz56zniP6ycuLz%2Fku3blzbsYAdtqMCu9vy5jZT2beihfTgsR3x7drL54D5sbUsCBAgQKFhAgFXwcJRGgAABAsMhcG574RmNlP%2FIrwsOx7xUeT8COb6QI14z22r%2BKaf6CUzNLbwnRfyrYe8s5%2Fw%2FZ1sTPz3sfaifAAECBNYnIMBan5enCRAgQIDA9whMH5j%2Frcjp17EQqJNAjvzJRiNfuHfH6R%2BuU1%2Bj3sv03Py3ItLwf3Ip5dfM7Jx446jPU%2F8ECBAYNQEB1qhNXL8ECBAgUInAOQcPPX3TytK7I6UtlWxoEwKFCeSInCJfFpuP%2FdWZZz3tG4WVp5x1Cuw6ePVPNTqd%2F7HOZUU%2B3mmkyX07th0osjhFESBAgEDfBARYfaO1MQECBAjUUWD1XVdfO7D46kbE7og4po496onA9wjk%2BEY08v87s6N5aaSU6QynwNTc%2FKUp0lnDWf3dq87LjUefcOKe0067bfh70QEBAgQIrEdAgLUeLc8SIECAwEgLrP7CYD6y9J6U4vtHGkLzIyqQP5HT2FmzO7d%2BZkQBhrbt1eD9ugOLN6aIBw1tE3cWvvr11tnJiR8c9j7UT4AAAQLrFxBgrd%2FMCgIECBAYQYGpAwuvihxvSBHHjWD7WibwXYEc%2BfduySe97rLWE27FMhwC0wcWfzJy%2Fp%2FDUe39V5kjv3l2cuKX69CLHggQIEBgfQICrPV5eZoAAQIERkzg7PbnHr4p3fpHKeLHR6x17RK4P4Ev55RfObtz4oOYyheYnpv%2Fs4j0ovIrfeAKOzm9aF9r2%2Fse%2BElPECBAgEDdBARYdZuofggQIECgMoHz2ldP5ui8K1I8orJNbUSgTgI53r70oBNfdcn2J32rTm3VqZdf%2Bsihk487snx9RDSGva%2FVHxZYPnHpxEu2b79l2HtRPwECBAisX0CAtX4zKwgQIECg5gK723nTdY3F340cv5Ii%2FGdlzeetvR4FcnwtjcX03h3N9%2FS4k%2BV9EJg%2BMP%2FqyOkNfdh6EFt%2BdGay%2BdxBHOxMAgQIEBi8gD%2BUD34GKiBAgACBggR2XbH4xLSc3%2B1F7QUNRSlDIZBz%2Fp9jY51f3LPjmauf9vFXCQI5p%2BkDC1%2BNSN9XQjm91pBT7J7d2Xx9r%2FtYT4AAAQLDKSDAGs65qZoAAQIE%2BiAwdWDxZZHz%2FhRxYh%2B2tyWB2gvkiG%2BmFBfO7Gy%2BvfbNDkGDU3MLL00R%2F3UISl1biWPx7JnnNz%2B%2Btoc9RYAAAQJ1ExBg1W2i%2BiFAgACBdQuceejQMadct%2FQHKaVz1r3YAgIE7iWQI7eXx8bPuuT5W76MZ3ACU3MLV6eIZwyuggpPzvGdmVbT%2F3OhQlJbESBAYNgEBFjDNjH1EiBAgEClAud%2BZP7RjSPx3hTpByrd2GYERlwgR9waOX5jttV804hTDKT9qfbCj6cUfzGQw%2FtxaI73zLSa%2F08%2FtrYnAQIECAyHgABrOOakSgIECBDog8D0gcUdkfN7I%2BLkPmxvSwIEIiJHnu%2Fk9G%2F2t5qfBrJxArX69NXqPUr53NmdExdvnKCTCBAgQKA0AQFWaRNRDwECBAhsiMBUe%2F41EfHbKaWxDTnQIQRGWiAvR6T%2F2Hj08a%2Ffc9ppt400xQY0X7d3X%2BWI3BmPR%2B4%2Fo3ndBvA5ggABAgQKFRBgFToYZREgQIBAfwTOvvILJ226%2BeY%2FShH%2Fsj8n2JUAgaMJ5Mh%2F28hjr9zb2jpHqX8C0%2B35L0ZKj%2BvfCRu%2B88GZyebODT%2FVgQQIECBQlIAAq6hxKIYAAQIE%2BikwfWDxJ3POl6aIU%2Ft5jr0JELh%2FgRzx143ceO3e1tYrWVUrMHVg4XUpx%2B5qdx3sbjnn82dbE3sHW4XTCRAgQGDQAgKsQU%2FA%2BQQIECDQd4HzP%2Fb5B3duvWVfRPzrvh%2FmAAIE1iNweYyP%2F%2BrMGU%2F%2F0noWefa%2BBXZ9aOEpjeX4bN18VsbjEb4%2BWLep6ocAAQLrFxBgrd%2FMCgIECBAYIoGpA1c%2FN%2BWVyyPS9w1R2UolMFoCOb%2Bxs6nxxn3P3%2FbN0Wq82m6n5xYORMSOancd7G45x4HZVnNysFU4nQABAgRKEBBglTAFNRAgQIBAXwSm567%2BkYiVP49Im%2FpygE0JEKhQIN%2B4%2BqL3pROXLrpk%2B%2FZbKtx4JLaaPjD%2F6sjpDXVrNkdMz042Z%2BvWl34IECBAYP0CAqz1m1lBgAABAkMgMD23%2BJwc%2BW9SxHFDUK4SCRD4rkC%2BPlL8p80PSXvf1Gx%2BB8wDC5zXvnp7TisfrVtYv%2Frrg8fkzskXtU6%2F8YEVPEGAAAECdRcQYNV9wvojQIDACAqcd2Bxa6fTuSKldNIItq9lAnURuCGn%2BIPbxjfteetzt9xQl6aq7uPs9ucePh6Hr6zZrw7ewZTjL2dazR%2Bv2sx%2BBAgQIDCcAgKs4ZybqgkQIEDgKAIXtK96yJHUWEwRj4VEgEANBHJ8J0f84VjEm%2Fa0ml%2BtQUeVtXD2lVeOj988%2FrGIeGZlm5a0UWr83MzOre8uqSS1ECBAgMDgBARYg7N3MgECBAhULLC7nTddHwtzkdIZFW9tOwIEBi6Ql3OO9zRi7E17W1uvHHg5BRQwPTf%2FZxHpRQWUUnkJOedvnRrNh%2B9upeXKN7chAQIECAylgABrKMemaAIECBC4L4Hpufm3RqRX0CFAoOYCOT6eG2nP7M5tf1zzTo%2Fa3vTcwjsj4iX17T%2F%2F%2FszkxK%2FUtz%2BdESBAgMB6BQRY6xXzPAECBAgUKTB9YOHlkeOyIotTFAECfRHIkf9vpHRxZ1Ps239G87q%2BHFLYpud%2F7PMP7hy%2B5YOR4lmFlVZpOctp%2FJ9fvPPpn690U5sRIECAwFALCLCGenyKJ0CAAIFVgekPX%2FO4vHTkmhTpeCIECIyeQI68lCLem%2FLYvr2trXN1FTj%2Fw1c%2FaWVp5QMp0pPr2uOdfX10ZrL53Jr3qD0CBAgQWKeAAGudYB4nQIAAgfIEpubmr0qRJsqrTEUECGy8QP4%2FORr7l0884W2XbH%2FStzb%2B%2FP6cOD139Y%2Fk6LwnRTyoPyeUs2sn0iv2TW67tJyKVEKAAAECJQgIsEqYghoIECBAoGuB6bn5%2FxSRfrnrDSwkQKC2Ajnn1Xdk7Z9tTXxoWJu8%2FSuDt37nP0aks4e1h%2FXVnW9cOnH50Zds337L%2BtZ5mgABAgTqLiDAqvuE9UeAAIEaC5x38KozcqcxtP%2FFtMaj0RqBsgRy%2FlJEvCs2pffOPL%2F58bKKO3o1u9rzP9%2BI9KZI8YhhqbnXOnPk35qdnPjNXvexngABAgTqJyDAqt9MdUSAAIGREDirfe1xJ8RNn44UTxqJhjVJgEBVAl%2BOFH8Wkd47s3Pbwao2rXKfqQOLL4tO%2Fo2U4ilV7lv6Xjni1uV83GMvaT3l66XXqj4CBAgQ2HgBAdbGmzuRAAECBCoQmJqb%2F%2F0U6cIKtrIFAQIjK5Cvzym9JyL%2F1W3j43Nvfe6WGwZJMTW38NKI%2BI0U8bRB1jG4s9Oemclt%2F25w5zuZAAECBEoWEGCVPB21ESBAgMB9CkzPLT4nIn8EDwECBKoUyBGLKcXf5EhXrqSxqy7eseWaKve%2F5153vt%2FqBZHTC3LKPzHyv6Q6Pv74mTOevvp1T38RIECAAIF7CQiwXAoCBAgQGDqB6bmFz0TEU4eucAUTIDBUAqtfaUs5FiLFp3LKC50UV926ctLiZa0n3NpNI%2BcdWHjCSk7bG5FPz5GfnSK1utmnjmtWX7g%2F25r4%2BTr2picCBAgQqEZAgFWNo10IECBAYIMEpucWfjUifm%2BDjnMMAQIE7iWQI76dIr6ZI25METfG6r%2FyHf93pHxTijghR3pQRJy4%2Bq8UcVJE3haRHoLzvgVWcmzd32p%2Bmg8BAgQIEDiagADL3SBAgACBoRF41ceufsTyrSvXRqTNQ1O0QgkQIEDgAQTyu2cmJ34OEwECBAgQuD8BAZb7QYAAAQJDIzDdXvjTSPGzQ1OwQgkQIEDgfgVyzivpmGOe5N1XLgoBAgQIPJCAAOuBhPxzAgQIEChCYHru6h%2BJ6HywiGIUQYAAAQKVCOScL55tTZxbyWY2IUCAAIFaCwiwaj1ezREgQKAeArtzblx3YOFzKdKT69GRLggQIEBg9SX5Y42Vf7ZnxzOvp0GAAAECBB5IQID1QEL%2BOQECBAgMXGDqwPw5Kaf9Ay9EAQQIECBQnUDOb5xpTbymug3tRIAAAQJ1FhBg1Xm6eiNAgEANBC78yFc2HznyjS9FpFNq0I4WCBAgQOB2gXzT4U3HPeZtz3vqt4EQIECAAIG1CAiw1qLkGQIECBAYmMBUe%2BG3U4pfG1gBDiZAgACB6gVSOm9m57aZ6je2IwECBAjUVUCAVdfJ6osAAQI1EDj74DWPGl9ZujZSHFuDdrRAgAABAqufvYp81ezkxDNhECBAgACB9QgIsNaj5VkCBAgQ2FCB6bn5iyPS2Rt6qMMIECBAoI8CeXm5Md68eMeWa%2Fp4iK0JECBAoIYCAqwaDlVLBAgQqIPAVPvQI1Na%2BkpE2lSHfvRAgAABAhE5pTfM7tz2WhYECBAgQGC9AgKs9Yp5ngABAgQ2RGBqbmEmRUxtyGEOIUCAAIG%2BC%2BTIX1w%2BcfmfX7J9%2B1LfD3MAAQIECNROQIBVu5FqiAABAsMvcPu7rzpL%2FzD8neiAAAECBL4r0Ih%2FMbOj%2Bb%2BIECBAgACBbgQEWN2oWUOAAAECfRWYnlt4S0T8u74eYnMCBAgQ2DCBnPLe2Z0T52%2FYgQ4iQIAAgdoJCLBqN1INESBAYLgFpj%2F%2BmYfF4SOrn746Zrg7UT0BAgQI3CGQ%2F0%2Fj0Sds23PaabcRIUCAAAEC3QoIsLqVs44AAQIE%2BiIwPbfwexHxq33Z3KYECBAgsNECR2JTfubM8yYObfTBziNAgACBegkIsOo1T90QIEBgqAXOvvILJ226%2BeavpogTh7oRxRMgQIDAnQL5V2YmJ34fBwECBAgQ6FVAgNWroPUECBAgUJnA9Nz8b0ak11e2oY0IECBAYJACB2cmmzsHWYCzCRAgQKA%2BAgKs%2BsxSJwQIEBhqgQs%2F8pXNR2674SuR4mFD3YjiCRAgQCByzn8%2Fvnns%2B9%2Fy7K1fw0GAAAECBKoQEGBVoWgPAgQIEOhZYGpu8cIU2ddMepa0AQECBAYtkA%2Bn1HjW3p3brh50Jc4nQIAAgfoICLDqM0udECBAYGgFzsx57JQDC19JkR41tE0onAABAgQiR%2BTcaPz%2F7N15nB1llf%2Fxc26nwyo6KCiiAoMoEtN1I1ERobuuOoo7KO5bEMWkKgg4Os7gFsZ11GFNVTDKNu6iguPK6MytDouiEW51DC6ogLviwi6k0%2FfMq9kEzHL73rpVT1V9%2BOc3rx%2F1POd73qfU5Ly6733uqvGFX4UDAQQQQACBLAVYYGWpyV0IIIAAAn0JLEumjmiIndnXYQ4hgAACCDgj0BU5fpXvvd%2BZQARBAAEEEKiMAAusyoySRhBAAIHyCgTt9Eeq8ujydkByBBBAAAEx%2BULU8g5HAgEEEEAAgWEIsMAahip3IoAAAgj0LLB8Mn2Kmfxvzwd4EAEEEEDAOYHZ%2Fx6PW97TnAtGIAQQQACBygiwwKrMKGkEAQQQKKdAmHS%2BLKLPKWd6UiOAAAIIiMj%2FNXbf%2Flmn7bPPbWgggAACCCAwLAEWWMOS5V4EEEAAga0KLG1fvmdDGz9XEf73aKtaPIAAAgi4J2AiF43svv3TWF65NxsSIYAAAlUT4C8MVZso%2FSCAAAIlEgiSNFKRoESRiYoAAgggcKfA7PJqm%2Fk7P%2F2kAx%2F%2BV1AQQAABBBAYtgALrGELcz8CCCCAwCYFjlr7s%2FvPu%2BnG36jo9hAhgAACCJRLwEQu3Ljj9CGrFy%2B%2BpVzJSYsAAgggUFYBFlhlnRy5EUAAgZILhEnnTSL6nyVvg%2FgIIIBA7QTM5EvX7jrvxecuWLChds3TMAIIIIBAYQIssAqjpzACCCBQb4Gwnf5UVPautwLdI4AAAmUTsDMjv3lk2VKTFwEEEECg%2FAIssMo%2FQzpAAAEESiewrD31tIbaN0sXnMAIIIBAvQXeFvne%2B%2BpNQPcIIIAAAkUJsMAqSp66CCCAQI0Fwnb6eVF5YY0JaB0BBBAojYCZzTQajVevnBj7VGlCExQBBBBAoHICLLAqN1IaQgABBNwWWHpxuuvItPxWRBpuJyUdAggggICY%2FMnEDo1bzYvQQAABBBBAoEgBFlhF6lMbAQQQqKFAmHTeKaIn1LB1WkYAAQTKJWCWzmwjzz79wOavyxWctAgggAACVRRggVXFqdITAggg4KqAmYbJ1G9F5cGuRiQXAggggICImX322l1HX803DfI2IIAAAgi4IsACy5VJkAMBBBCogcDyyfR5s1%2B%2FXoNWaREBBBAos8Axke%2BdWuYGyI4AAgggUD0BFljVmykdIYAAAs4KhEnnyyL6HGcDEgwBBBCosYCZ%2FNhGGi9eNb5wqsYMtI4AAggg4KgACyxHB0MsBBBAoGoCx3xn3YM33tr9DR%2FeXrXJ0g8CCFRAoGsqJ177oHlv41cGKzBNWkAAAQQqKsACq6KDpS0EEEDANYGwPfV2UXu3a7nIgwAC%2BQiY2pvFZKmKPjKfilTpScDsGmuMvDyeWHhJT8%2FzEAIIIIAAAgUJsMAqCJ6yCCCAQN0EgiT9hYo8vG590y8CCNz%2BgeC%2FjlvNh81aLGtPPa2hdpSIvAibYgVM5cPbjO78zpMOfPhfi01CdQQQQAABBLYuwAJr60Y8gQACCCAwoMDyNZ1nWFe%2FMeA1HEcAgZIKmFgn9puL7hk%2FaK9%2FiDQ2Hqkms8usR5S0tTLG3iAiZ0w3Rt%2B9eny%2F35axATIjgAACCNRTgAVWPedO1wgggECuAkGSnqsih%2BdalGIIIOCQgH0z8ptP31SgFWaNay%2BcasmMvMpUXqgiOzoUvEJRbKOInj0z31acfmDz1xVqjFYQQAABBGoiwAKrJoOmTQQQQKAogaPaP37QqN56bVH1qYsAAsULmNkn41bzlVtLctwlv9zutg1%2FPlTFjhDRf9ra8%2Fz7rQuY2fWzi6tGQ05ZOeFdtfUTPIEAAggggICbAiyw3JwLqRBAAIHKCAST6TFqcnJlGqIRBBCYs4CJnRT7zTfN5eDSi9NdGxvtVWLybBVtzeUsz4qY2PdU5fSbu%2Ff%2F1NmtvW7FBAEEEEAAgbILsMAq%2BwTJjwACCDguECbp90RkseMxiYcAAkMU6Iocv8r33t9viaC9fkfV6dmfyDpERJ4jog%2Ft965qn7PrRPTTZvNWx60FnWr3SncIIIAAAnUTYIFVt4nTLwIIIJCjwPL21L6m9sMcS1IKAQQcFDCV18UT3hlZRVs%2BObWw27VniMpTReSgun9ulol82kw%2Ft6o1dn5WxtyDAAIIIICAawIssFybCHkQQACBCgmESfpeETm%2BQi3RCgII9CFgIs%2BLfe%2FLfRzt6cjSNZ0nNGZ0XFVaInaQiO7U08GSPnT751qptEX1K7eObPO5Mw%2Fa98aStkJsBBBAAAEEehZggdUzFQ8igAACCMxVIGh3fqWqu8%2F1HM8jgEDFBEbkgOhg79K8ulreXrfYtHugieyvIk8QkX3zqj2sOiY2u7D6X23It%2FK0HFY%2F3IsAAggggMBcBVhgzVWM5xFAAAEEehJYtmZqotG1pKeHeQgBBCotoCr%2FWOQ34M1%2BhlajsfEJMyZPbIg9XkQWiOijHEb%2FhYh9R0Qu1YZdunJ80cUOZyUaAggggAACuQiwwMqFmSIIIIBA%2FQSCdvoxVTmyfp3TMQII3FfAbN794taCm1yTWdq%2BfM%2BRkcbe3RnbRxu6t5g9UkT2ENHdVWTX4ea1G0T0pyJ2jYhcJdr4edfk543tRr8bPfExfxpubW5HAAEEEECgfAIssMo3MxIjgAACzgssaV%2B17Q56%2Fe%2Br%2Fjk0zg%2BCgAg4IhD5Xin%2FzBlefMUeMr3xoWa2uzRkdzF7oJhuLyrbqdh2IrqdmWwnOvt%2Fy6iY3KIqN4vIzaZys3bl5q7q9Q2Ta7Uhf5jpyh9knv5BN478wcWFniOvCzEQQAABBBDYpEAp%2FzDBLBFAAAEE3BYIJjsvUNMvuJ2SdAggkIeAifwy9r1H5FGLGggggAACCCBQXQEWWNWdLZ0hgAAChQkE7c5nVPUlhQWgMAIIuCRwWeR7%2B7sUiCwIIIAAAgggUD4BFljlmxmJEUAAAacF7vz1wT%2FP%2FmqN00EJhwACuQiYyDdi33tmLsUoggACCCCAAAKVFWCBVdnR0hgCCCBQjEDQTg9XlXOLqU5VBBBwTcBE%2Fiv2vde4los8CCCAAAIIIFAuARZY5ZoXaRFAAAHnBYIkPVdFDnc%2BKAERQCAXAVP5cDzhvSWXYhRBAAEEEEAAgcoKsMCq7GhpDAEEEMhfgF8fzN%2BcigiUQOBfIt%2F7UAlyEhEBBBBAAAEEHBZggeXwcIiGAAIIlE0gmOy8RE0%2FU7bc5EUAgSEKqCyJJrxzhliBqxFAAAEEEECgBgIssGowZFpEAAEE8hIIkvQLKvKCvOpRBwEESiCg%2BuxoYuxrJUhKRAQQQAABBBBwWIAFlsPDIRoCCCBQJoE3p%2BkOt%2FxF%2Fqgi25YpN1kRQGC4At0RXbzq4LHvD7cKtyOAAAIIIIBA1QVYYFV9wvSHAAII5CTAtw%2FmBE0ZBEomMD0yb4%2FVBy%2F4RcliExcBBBBAAAEEHBNggeXYQIiDAAIIlFUgTNJPi8hLy5qf3AggMByBXWxsdEVLNw7ndm5FAAEEEEAAgboIsMCqy6TpEwEEEBiiwFFr146O3jTvehHdbohluBoBBEomYCI3xr63U8liExcBBBBAAAEEHBRggeXgUIiEAAIIlE1g2Zp1z250u18pW27yIoDAkAVMfha1vEcOuQrXI4AAAggggEANBFhg1WDItIgAAggMWyBMOmeI6GuHXYf7EUCgdALfjnzvwNKlJjACCCCAAAIIOCfAAsu5kRAIAQQQKJfACrPGtZNT14rIzuVKTloEEMhB4L8j33t%2BDnUogQACCCCAAAIVF2CBVfEB0x4CCCAwbIHlk%2BlTzOR%2Fh12H%2BxFAoHwCZnJG3PJeV77kJEYAAQQQQAAB1wRYYLk2EfIggAACJRMI252VohqWLDZxEUAgH4H3R753fD6lqIIAAggggAACVRZggVXl6dIbAgggkINAkHR%2Bo6K75VCKEgggUDIBE31T7I%2BdVLLYxEUAAQQQQAABBwVYYDk4FCIhgAACZREI16SPk658vyx5yYkAAvkKdM1etarV%2FES%2BVamGAAIIIIAAAlUUYIFVxanSEwIIIJCTQNBOV6jKu3IqRxkEECiZgDbskJXjzQtKFpu4CCCAAAIIIOCgAAssB4dCJAQQQKAsAkHSuUxFF5UlLzkRQCBngYbsH417l%2BVclXJUFwpTAAAgAElEQVQIIIAAAgggUEEBFlgVHCotIYAAAnkIBO31D1Hd%2BNs8alEDAQTKKdAwefhpLe9X5UxPagQQQAABBBBwSYAFlkvTIAsCCCBQIoEwSZeJSFyiyERFAIGcBXaxsdEVLd2Yc1nKIYAAAggggEAFBVhgVXCotIQAAgjkIRAk6ddV5JA8alEDAQTKJ2AiN8a%2Bt1P5kpMYAQQQQAABBFwUYIHl4lTIhAACCDgusKR91bY76A3Xi8h8x6MSDwEEChIwkZ%2FHvrd3QeUpiwACCCCAAAIVE2CBVbGB0g4CCCCQh8DyNekLrSufz6MWNRBAoJwCJvKd2PeeVM70pEYAAQQQQAAB1wRYYLk2EfIggAACJRAIk84ZIvraEkQlIgIIFCRgIl%2BOfe95BZWnLAIIIIAAAghUTIAFVsUGSjsIIIBAHgJh0vmDiO6SRy1qIIBAWQXszMhvHlnW9ORGAAEEEEAAAbcEWGC5NQ%2FSIIAAAs4LhBd1FshG%2FYHzQecQcPbDplXkfnM4wqMIILAVAVP9QDwx9m9AIYAAAggggAACWQiwwMpCkTsQQACBGgkEydRxKnZilVo2sU%2Bo6Cur1BO9IFC0gIm%2BKfbHTio6B%2FURQAABBBBAoBoCLLCqMUe6QAABBHITCJLOBSr69NwK5lDI1F6oJqeJ6ENzKEcJBGoh0DV71apW8xO1aJYmEUAAAQQQQGDoAiywhk5MAQQQQKA6Ai9av37%2Brn%2FYeIOobFOdrmTDzbbT%2FXfQG74rIgsr1BetIFCogDbskJXjzQsKDUFxBBBAAAEEEKiMAAusyoySRhBAAIHhCwTt9BBV%2BfrwK%2BVa4b8j33t%2B0E4TVZnItTLFEKiwwIza406faF5e4RZpDQEEEEAAAQRyFGCBlSM2pRBAAIGyC4ST6UlicmzZ%2B7hnfjM9Im6NnR0k6RdU5AVV6o1eEChSYGa%2BPez0A5u%2FLjIDtRFAAAEEEECgOgIssKozSzpBAAEEhi4QJOkVKvKYoRfKqYCZzdi8xi6rDh77S5ikHxWR1%2BVUmjIIVF5gFxsbXdHSjZVvlAYRQAABBBBAIBcBFli5MFMEAQQQKL%2FA8ot%2B9FDbeFulfprCxNqx33zK7HTCducDovrW8k%2BKDhAoXsDMro9bzQcUn4QECCCAAAIIIFAVARZYVZkkfSCAAAJDFgjaU0tU7awhl8n7%2BmMi3zt1tmiQTP2Liv1H3gGoh0AVBUzsp7Hf3KeKvdETAggggAACCBQjwAKrGHeqIoAAAqUTCJLOx1X0laULvoXAZvN2i1sLfjf7SNhOXycqs79GyD8IIDCggIldEvvNJw94DccRQAABBBBAAIG7BVhg8TIggAACCPQkECTp71Vk154eLsFDJjIV%2B553V9Qw6Rwmol8sQXQiIuC8gJl8KW55hzoflIAIIIAAAgggUBoBFlilGRVBEUAAgeIEgsl1j1HrXlFcguwrm9i7Y7%2F5zrsXWJNT42I2mX0lbkSgjgK2OvKbb6hj5%2FSMAAIIIIAAAsMRYIE1HFduRQABBColELQ7y1X1tCo1pdZ4%2FMrWwrV39bS0nT52RGVdlXqkFwQKFHhf5HtvK7A%2BpRFAAAEEEECgYgIssCo2UNpBAAEEhiEQJJ3zVLQyvw5kYr%2BN%2FeZD72lVxW9ZHMa7wJ0I9CRgclzU8k7u6VkeQgABBBBAAAEEehBggdUDEo8ggAACdRcI2%2BlNorJDVRzM7CNxq7n0nv0ctXbt6OhNoxuq0iN9IFCkgKm%2BMp4Y%2B2SRGaiNAAIIIIAAAtUSYIFVrXnSDQIIIJC5wLILp%2FZvzNjdv2qXeYECLjSTZ8Yt7xv3LV21RV0BtJRE4E6BxtMjf%2BE34UAAAQQQQAABBLISYIGVlST3IIAAAhUVCCc7bxXTD1SovQ3TO07vuHrx4un79hQk6S9U5OEV6pVWEChEYEbtcadPNC8vpDhFEUAAAQQQQKCSAiywKjlWmkIAAQSyEwjb6TdE5RnZ3VjsTWb21bjVfM6mUgRJ5zIVXVRsQqojUH6Bmfn2sNMPbP66%2FJ3QAQIIIIAAAgi4IsACy5VJkAMBBBBwUcBMg8mpW1RkWxfj9ZPJzI6OW82Vm1lg%2FZ%2BKtvq5lzMIIPA3gV1sbHRFSzdiggACCCCAAAIIZCXAAisrSe5BAAEEKiiwdE3nCSNdvbRKrc1Yd6%2FTW4uu3vQCKz1XRQ6vUr%2F0gkDeAiZyY%2Bx7O%2BVdl3oIIIAAAgggUG0BFljVni%2FdIYAAAgMJBO30zaryoYEuceiwiV0Z%2B81HbS5SmHQ%2BIqJHORSZKAiUTsBEfh773t6lC05gBBBAAAEEEHBagAWW0%2BMhHAIIIFCsQJh0viyim%2Fy8qGKT9V391Mj3jtn8Ait9n4j8W9%2B3cxABBERMLo1a3gFQIIAAAggggAACWQqwwMpSk7sQQACBKgnc8flXN6jIjlVpSxt2yMrx5gWb66dqP3FWlbnRR9kE7CuR33xu2VKTFwEEEEAAAQTcFmCB5fZ8SIcAAggUJnD0hT%2FwujMzncICZF7Y%2Fhr5ze23dO2yZOqIhtiZmZfmQgRqJWBnRn7zyFq1TLMIIIAAAgggMHQBFlhDJ6YAAgggUE6BMEnfKCKnlDP9JlKbXBC1vEO21E%2B4Zur50rXzK9MzjSBQgICJfTD2m28toDQlEUAAAQQQQKDCAiywKjxcWkMAAQQGEQjb6edF5YWD3OHSWTN5S9zyPrylTEG7c5CqXuhSbrIgUDaBXv6zVraeyIsAAggggAACxQuwwCp%2BBiRAAAEEnBQIk%2FRPIrKzk%2BH6CGU2b1HcWrDFX4l8w5r1%2B83rblzfx%2FUcQQCBuwRUlkQT3jmAIIAAAggggAACWQqwwMpSk7sQQACBiggsuyh9dGOj%2FKgi7YiJ%2FTH2m7tsrZ%2BlF6e7jkzL77f2HP8eAQQ2L9AVfdYqf%2BzrGCGAAAIIIIAAAlkKsMDKUpO7EEAAgYoIBO2pJap2VkXaERH7XOQ3X9JLP2GSWi%2FP8QwCCGxaQK3x%2BJWthWvxQQABBBBAAAEEshRggZWlJnchgAACFREI2p3TVfUNFWlHTPSo2B%2F7aC%2F9BEl6o4rs2MuzPIMAApsQGB3dM3ryftdggwACCCCAAAIIZCnAAitLTe5CAAEEKiIQJGmqImMVaUe6I7r3qoPHft5LP2G7c7Wo7tHLszyDAAJ%2FL7CLjY2uaOlGbBBAAAEEEEAAgSwFWGBlqcldCCCAQAUEjr7yym26v77lFhFpVKCd2RZ%2BEflezwupIOlcpqKLKtI7bSCQq4CJ3RL7zR1yLUoxBBBAAAEEEKiFAAusWoyZJhFAAIHeBZa31%2Fmm3XbvJ9x%2B0kQ%2BGvveUb2mDJPO%2F4joP%2FX6PM8hgMDfBEzk57Hv7Y0JAggggAACCCCQtQALrKxFuQ8BBBAouUCYpMeLyHtL3sbd8VX1FSsnxj7Vaz9h0vmsiL641%2Bd5DgEE7rnAsu%2FFfvMJmCCAAAIIIIAAAlkLsMDKWpT7EEAAgZILhEn6JRF5XsnbuDv%2BdGP0oavH9%2Fttr%2F2ESRqLyLJen%2Bc5BBC4xwLL7Ktxq%2FkcTBBAAAEEEEAAgawFWGBlLcp9CCCAQMkFwnb6R1F5YMnbuD2%2BiV0Z%2B81HzaWXoJ2%2BR1XeNpczPIsAAncKmJwTtbwleCCAAAIIIIAAAlkLsMDKWpT7EEAAgRILHH3xur27092flriFe0Wf6%2BdfzR4Ok86bRPQ%2Fq2JAHwjkKWAqH44nvLfkWZNaCCCAAAIIIFAPARZY9ZgzXSKAAAI9CSyfnHq5mX2yp4dL8JCJvDz2vU%2FPJWowmb5aTc6ZyxmeRQCBuwX%2BJfK9D%2BGBAAIIIIAAAghkLcACK2tR7kMAAQRKLBAm6Ski8sYSt3Cv6PO2bTzklAMW%2Fn4u%2FQRJ%2BlwV%2Be%2B5nOFZBBC4Q8BMj4hbY2fjgQACCCCAAAIIZC3AAitrUe5DAAEESiwQJuklIvKkErdwd%2FR%2BPv9q9nAwue5Ate7FVTCgBwTyFug2Gs9ZNb7wq3nXpR4CCCCAAAIIVF%2BABVb1Z0yHCCCAQG8CZhpMprep6GhvB9x%2Bqp%2FPv5rtaHl7al9T%2B6Hb3ZEOATcFZhr2xNPHm991Mx2pEEAAAQQQQKDMAiywyjw9siOAAAIZCgTt9U3VjZdneGWhV%2FXz%2BVezgY9q%2F%2FhBo3rrtYWGpzgCJRWYse5ep7cWXV3S%2BMRGAAEEEEAAAYcFWGA5PByiIYAAAnkKBMnU61VsdZ41h1lrujH60NXj%2B%2F22nxphklo%2F5ziDQN0FzObdL24tuKnuDvSPAAIIIIAAAtkLsMDK3pQbEUAAgVIKBEm6WkVeX8rwfx%2F6F5Hv7dFvL2HSuV5Ed%2Br3POcQqKOAiU3HfnN%2BHXunZwQQQAABBBAYvgALrOEbUwEBBBAohUCQdC5X0WYpwm495Kci33vF1h%2Fb9BNhkv5cRPbq9zznEKijgIn8Mva9R9Sxd3pGAAEEEEAAgeELsMAavjEVEEAAAecFlrSv2nYHveGvzgftPWAQ%2Bd6q3h%2B%2F95Nhkn5PRBb3e55zCNRRwEy%2BH7c8%2FnNTx%2BHTMwIIIIAAAjkIsMDKAZkSCCCAgOsCYTL1JBG7xPWcvebrNhreqvGFU70%2Bf9%2FngqRzgYo%2Bvd%2FznEOglgImF0Qt75Ba9k7TCCCAAAIIIDB0ARZYQyemAAIIIOC%2BQJikbxSRU9xPuvWEJnJjPDF2f1Ht%2B4PYwyT9tIi8dOvVeAIBBO4SMLFPxH7zVYgggAACCCCAAALDEGCBNQxV7kQAAQRKJhAknbNUdEnJYm8yrol8Pfa9Zw3SSzDZOU1Nlw9yB2cRqJ%2BAnRj5zX%2BuX990jAACCCCAAAJ5CLDAykOZGggggIDjAkGSpioy5njMnuKZytvjCe%2B9PT28mYeCpPPvKvqOQe7gLAJ1E%2BiKHL%2FK995ft77pFwEEEEAAAQTyEWCBlY8zVRBAAAFnBVa0bd61OnWbiDScDTmHYN2G%2BqvGxybncOTvHg0m02PU5ORB7uAsAnUTMNGjYn%2Fso3Xrm34RQAABBBBAIB8BFlj5OFMFAQQQcFZg6WRn0YjpZc4GnFuw7s220w5nt%2Fa6dW7H7v10mHReJaL%2FNcgdnEWgbgJd08NWtcbOr1vf9IsAAggggAAC%2BQiwwMrHmSoIIICAswLLkqkjGmJnOhtwDsFMZCr2PW8ORzb56LI1657d6Ha%2FMug9nEegTgLa6B60cnzRxXXqmV4RQAABBBBAID8BFlj5WVMJAQQQcFIgTNLZbx%2Bc%2FRbCKvzzscj3Xj9oI8va6QENlW8Peg%2FnEaiVwIg9Ojq4%2BZNa9UyzCCCAAAIIIJCbAAus3KgphAACCLgpECbp7OdFjbuZbm6psvoMnvDCzqNkRn88t%2Bo8jUC9BbojuvOqg8f%2BUm8FukcAAQQQQACBYQmwwBqWLPcigAACJREIks7NKrp9SeJuMabZvEVxa0Fn0F7CS3%2F4QPnrhj8Oeg%2FnEaiLgIlY7HuV%2BCKIusyMPhFAAAEEECibAAussk2MvAgggECGAkvbl%2B85oo2rMryywKvsr5HfzGwRFyapFdgMpREolYCJ%2FC72vd1KFZqwCCCAAAIIIFAqARZYpRoXYRFAAIFsBcKkc5iIfjHbWwu6zeziqNU8KKvqQZL%2BWUX%2BIav7uAeBKguYyA9i31tY5R7pDQEEEEAAAQSKFWCBVaw%2F1RFAAIFCBcJk6gQRe2ehITIqbmInxX7zTRldJ2E7%2Famo7J3VfdyDQLUFLIn8ZqvaPdIdAggggAACCBQpwAKrSH1qI4AAAgULBEnnPBU9tOAYmZQ3kZfHvvfpTC4TkSDpfFdFH5%2FVfdyDQJUFTOTzse%2B9qMo90hsCCCCAAAIIFCvAAqtYf6ojgAAChQqESefHIvqoQkNkVFxV%2FnHlhJfZ53kFSfo1FXlmRvG4BoFKC5hIHPteWOkmaQ4BBBBAAAEEChVggVUoP8URQACB4gSOWrt2dPSm0VtFpALfHJbtB7jPTiVM0k%2BKyMuLmxCVESiRgNp7oonmO0qUmKgIIIAAAgggUDIBFlglGxhxEUAAgawEgvb6purGy7O6r8h7zGQybnl%2BlhnCZOpUETs6yzu5C4EKCxwT%2Bd6pFe6P1hBAAAEEEECgYAEWWAUPgPIIIIBAUQLLJ6debmazP2VU%2Fn9UTo4mvOOybCRopytU5V1Z3sldCFRVQFVfsXJi7FNV7Y%2B%2BEEAAAQQQQKB4ARZYxc%2BABAgggEAhAmGSvldEji%2BkeNZFVZZEE945WV67LOkc3RDlJ0qyROWuygqY2jPiieb%2FVLZBGkMAAQQQQACBwgVYYBU%2BAgIggAACxQgE7fR8VXl%2BMdWzrdptNLxV4wunsrw1mJx6hZp9Iss7uQuBygo0ZP9o3Lussv3RGAIIIIAAAggULsACq%2FAREAABBBAoRiBIOleq6COLqZ5dVRObjie8bUTVsrtVJGinh6jK17O8k7sQqKrA9Mi8PVYfvOAXVe2PvhBAAAEEEECgeAEWWMXPgAQIIIBA7gJ3fgPhhtwLD6GgmXw%2FbnmLs7566ZrOE0a6emnW93IfAlUU2MXGRle0dGMVe6MnBBBAAAEEEHBDgAWWG3MgBQIIIJCrwNLJzqIR06r8us%2FHIt97fdaAQXv9I1U3Xpn1vdyHQOUETG6OWt6OleuLhhBAAAEEEEDAKQEWWE6NgzAIIIBAPgLL2p1XNlQ%2Fnk%2B1IVdRXR5NjEVZV1l24dQ%2FNGbsz1nfy30IVE3AxK6O%2FeZeVeuLfhBAAAEEEEDALQEWWG7NgzQIIIBALgLhZOfdYvr2XIoNuYhp48nxxMJLhlEmTNJMP1drGBm5E4HiBey7kd98YvE5SIAAAggggAACVRZggVXl6dIbAgggsBmBMEk%2FJyIvqgLQ9I7TO6xevPiWYfQSttM%2FisoDh3E3dyJQIYGvRb737Ar1QysIIIAAAggg4KAACywHh0IkBBBAYNgCYbvTEVVv2HVyuP9Xke89fFh1gqTzExXdZ1j3cy8CVRAwkf%2BKfe81VeiFHhBAAAEEEEDAXQEWWO7OhmQIIIDA0ATCdnqrqGwztAJ5XWxyQdTyDhlWuSBJv60iBwzrfu5FoAoCZvKfcct7cxV6oQcEEEAAAQQQcFeABZa7syEZAgggMBSBYHLdw9W6vxjK5TlfamInxX7zTcMqGybpV0XkWcO6n3sRqISA2r9GE83%2FqEQvNIEAAggggAACzgqwwHJ2NARDAAEEhiMQrkmfKl351nBuz%2FdWU3ldPOGdMayqYZL%2Bl4i8alj3cy8ClRBQOzKaaJ5ZiV5oAgEEEEAAAQScFWCB5exoCIYAAggMRyCY7LxBTU8fzu353to1edKqlvedYVUNJ9OTxOTYYd3PvQhUQsDsuVGr%2BZVK9EITCCCAAAIIIOCsAAssZ0dDMAQQQGA4AlVaygzzGwhn9cOk804RPWE4k%2BBWBKoioAdG%2Fti3q9INfSCAAAIIIICAmwIssNycC6kQQACBoQlU6HOdhvoNhLcvsCanQjFbObRhcDECFRAwm7dP3Frw0wq0QgsIIIAAAggg4LAACyyHh0M0BBBAYBgCQdK5UkUfOYy7c71zyN9AONtLkKQvU5FP5doXxRAomcCodf%2Fh5Nai60oWm7gIIIAAAgggUDIBFlglGxhxEUAAgUEEVpg1%2FpCkG1R1ZJB7XDg77G8gvH2BNdl5uppe4EK%2FZEDARQETsdj3Gi5mIxMCCCCAAAIIVEuABVa15kk3CCCAwBYF3jB5xT7zbPonVWAa9jcQzhqFa9LHSVe%2BXwUvekBgGAIm8rvY93Ybxt3ciQACCCCAAAII3FOABRbvAwIIIFAjgeVrOs%2Bwrn6jCi13G%2BqvGh%2BbHGYvyyfTvczk58Oswd0IlFrAbH3Uaj621D0QHgEEEEAAAQRKIcACqxRjIiQCCCCQjUCYpMtEJM7mtmJv0Xnb7L7yoH1%2FM8wUR6392f1Hb7qJz%2FYZJjJ3l1rATCbjlueXugnCI4AAAggggEApBFhglWJMhEQAAQSyEQiT9IMi8pZsbivwFpPbopa3bR4JgiTtqgj%2Fe5kHNjXKJ2DyhajlHV6%2B4CRGAAEEEEAAgbIJ8Afysk2MvAgggMAAAkGSnqsipf%2FLpol1Yr%2B5aACKno%2BGSecPIrpLzwd4EIEaCZjZR%2BJWc2mNWqZVBBBAAAEEEChIgAVWQfCURQABBIoQCNrpWlXZv4jaGdc8N%2FK9F2d85yavC5P0hyKybx61qIFA6QTU3hNNNN9RutwERgABBBBAAIHSCbDAKt3ICIwAAgj0LxAk6Z9V5B%2F6v8GZk%2B%2BLfO9teaQJks7FKnpgHrWogUDZBEzl2HjCO6VsucmLAAIIIIAAAuUTYIFVvpmRGAEEEOhL4LUX%2Feh%2B22287Ya%2BDjt2yEyPiFtjZ%2BcRK0w6XxbR5%2BRRixoIlE3AVF8ZT4x9smy5yYsAAggggAAC5RNggVW%2BmZEYAQQQ6Etg6WRn0YjpZX0dduyQNroHrRxfdHEescJ2eraovCaPWtRAoGwCpvaMeKL5P2XLTV4EEEAAAQQQKJ8AC6zyzYzECCCAQF8Cy9ekL7SufL6vw44dajRmdj1t%2FHHX5hErSDonquhxedSiBgKlE2jI%2FtG4V4nFeOnsCYwAAggggEDNBFhg1WzgtIsAAvUVCNrpm1XlQ2UXMJGbYt%2B7X159BJPp29TkPXnVow4CZRIwbTwinlj4yzJlJisCCCCAAAIIlFOABVY550ZqBBBAYM4CYbuzUlTDOR907ICJXR77zcflFStM0mUiEudVjzoIlEngZttpu7Nbe91apsxkRQABBBBAAIFyCrDAKufcSI0AAgjMWSBM0i%2BJyPPmfNCxAyZ2fuw3D8srVjDZeYmafiavetRBoCwCJnZL7Dd3KEteciKAAAIIIIBAuQVYYJV7fqRHAAEEehYIk%2FT7IpLbTy71HGyuD6qcHE14uX0m1bL21NMaat%2Bca0yeR6DyAmbXRK3mnpXvkwYRQAABBBBAwAkBFlhOjIEQCCCAwPAFgiT9rYo8ZPiVhlzB5Lio5Z085Cp3X1%2Blb2%2FMy4w6tRFYG%2Fne42vTLY0igAACCCCAQKECLLAK5ac4AgggkI%2FAi8xGdpmcmlaRCvz3vr0g8pvn5SMnEl58xR4yPX11XvWog0BpBEwuiFreIaXJS1AEEEAAAQQQKLVABf4iU2p%2FwiOAAAK5CFRqCdOQ%2FaNx77Jc4ETktRf96H7bbbzthrzqUQeBEgl8KvK9V5QoL1ERQAABBBBAoMQCLLBKPDyiI4AAAr0KLF9z%2BZOt27io1%2Bddfu7W%2BfMeeMaBC%2F6cZ8YgSbvV%2BOm1PNWoVQOBUyPfO6YGfdIiAggggAACCDggwALLgSEQAQEEEBi2QDi57sVi3c8Ou87w77e%2FRn5z%2B%2BHXuXeFsJ3%2BTlQenHdd6iHgsoCJvTP2m%2B92OSPZEEAAAQQQQKA6AiywqjNLOkEAAQQ2KxAmnTeJ6H%2BWnshsfdRqPjbvPsKks15E98u7LvUQcFnARMLY92KXM5INAQQQQAABBKojwAKrOrOkEwQQQGCzAkHSOVFFj6sA0dci33t23n0ESXqhihyUd13qIeC0gDZeEk0s%2FJzTGQmHAAIIIIAAApURYIFVmVHSCAIIILB5gTDpfFZEX1x2IxOJY98L8%2B4jTNIvicjz8q5LPQScFmjI06Jx73%2Bdzkg4BBBAAAEEEKiMAAusyoySRhBAAIHNCwRJ52IVPbDsRl2R41f53vvz7iNMOmeK6BF516UeAi4LNEZGmqcd%2FNjU5YxkQwABBBBAAIHqCLDAqs4s6QQBBBDYrECYpD8Xkb1KT6SyJJrwzsm7jzBJPygib8m7LvUQcFlA522z%2B8qD9v2NyxnJhgACCCCAAALVEWCBVZ1Z0gkCCCCwWYEg6WxQ0dGyE2nDDlk53rwg7z6WJem%2FNUTel3dd6iHgssD0jtPzVy9ePO1yRrIhgAACCCCAQHUEWGBVZ5Z0ggACCGxS4OjvXLlT99Zbrq8CT7fR8FaNL5zKu5dgsvMGNT0977rUQ8BZAZObo5a3o7P5CIYAAggggAAClRNggVW5kdIQAgggcG%2BBN0xesc88m%2F5JFVwajZldTxt%2F3LV59xK008NV5dy861IPAWcFzK6JWs09nc1HMAQQQAABBBConAALrMqNlIYQQACBewsE7c5Bqnph%2BV1sY%2BQ3C%2Fk1yOWT6VPMhG9bK%2F9LRAfZCVwW%2Bd7%2B2V3HTQgggAACCCCAwJYFWGDxhiCAAAIVF6jQTw%2F9KvK9hxcxrqMv%2FIHXnZnpFFGbmgi4KGBi%2FxP7zWe4mI1MCCCAAAIIIFBNARZY1ZwrXSGAAAJ3C4STU6GYrSw7iYl9L%2FabTyiij2By3cPVur8oojY1EXBU4FOR773C0WzEQgABBBBAAIEKCrDAquBQaQkBBBC4p0CQdP5dRd9RAZX%2Fjnzv%2BUX08eY03eGvf5GbiqhNTQQcFTg18r1jHM1GLAQQQAABBBCooAALrAoOlZYQQACBey%2Bw0tUq8vqyq5jZR%2BJWc2lRfYRJepuIzC%2BqPnURcEvA3hX5zX93KxNpEEAAAQQQQKDKAiywqjxdekMAAQREJEzSL4nI88qOYSor4gnvhKL6CJLOb1R0t6LqUxcBlwRMJIx9L3YpE1kQQAABBBBAoNoCLLCqPV%2B6QwABBCRsp98RlSeWnkL1DdHE2Oqi%2BgiSdJ2KPLao%2BtRFwCWBruiLV%2Flj57qUiSwIIIAAAgggUG0BFljVni%2FdIYAAAhIknatUdM%2ByU5jaC%2BOJ5heL6iNop4mqTBRVn7oIuCRgYk%2BJ%2FWbbpUxkQQABBBBAAIFqC7DAqvZ86Q4BBBCQIElvUJH7lZ1CrdFa2VqYFNVHmHS%2BKKKHFVWfugi4JNBtNLxV4wunXMpEFgQQQAABBBCotgALrGrPl%2B4QQACB2c%2FAsiowqOrYyomxdUX1ErTTj6nKkUXVpy4CLgnovG12X3nQvr9xKRNZEEAAAQQQQKDaAiywqj1fukMAgZoLHL3msl263f1QJhkAACAASURBVJE%2FVIFhZr497PQDm78uqpcwST8oIm8pqj51EXBJYHrH6fmrFy%2BedikTWRBAAAEEEECg2gIssKo9X7pDAIGaC4QXdh4lM%2FrjKjAU%2FRfmcLLzVjH9QBUs6QGBQQRM5MbY93Ya5A7OIoAAAggggAACcxVggTVXMZ5HAAEESiSwrJ0e0FD5dokibzKqid0S%2B80diuwjSKZer2KFfQtikb1TG4H7CFwV%2Bd4%2FooIAAggggAACCOQpwAIrT21qIYAAAjkLLEumntkQ%2B1rOZYdR7leR7z18GBf3emcw2XmBmn6h1%2Bd5DoGqCpjY92K%2F%2BYSq9kdfCCCAAAIIIOCmAAssN%2BdCKgQQQCATgeWTUy83s09mclmRl5ilUavZLDLC8vY637TbLjIDtRFwQcBEvhH73jNdyEIGBBBAAAEEEKiPAAus%2BsyaThFAoIYCQbuzXFVPq0Dr%2Fxf53lOL7GP55NRCM5sqMgO1EXBBYHYpHrear3QhCxkQQAABBBBAoD4CLLDqM2s6RQCBGgoESecdKvrvFWj93Mj3XlxkH0sv6ew%2BskF%2FVWQGaiPgiMCpke8d40gWYiCAAAIIIIBATQRYYNVk0LSJAAL1FAiSzokqelzZuzezj8St5tIi%2Bzhq7drR0ZtGNxSZgdoIuCFg74r8ZhUW425wkgIBBBBAAAEEehJggdUTEw8hgAAC5RQIks5ZKrqknOnvlfr9ke8dX3QfQdK5WUW3LzoH9REoUsBEwtj34iIzUBsBBBBAAAEE6ifAAqt%2BM6djBBCokUCQdM5T0UPL3nJX5PhVvvf%2BovsIk%2FSXIvKwonNQH4EiBUztpfFE87NFZqA2AggggAACCNRPgAVW%2FWZOxwggUCOBMOm0RdSvQMvHRL53atF9BEmaqshY0Tmoj0CxAo2nR%2F7CbxabgeoIIIAAAgggUDcBFlh1mzj9IoBArQTCJP2eiCwufdNqR0YTzTOL7qNCC8GiKalfZoGG7B%2BNe5eVuQWyI4AAAggggED5BFhglW9mJEYAAQR6FgiT9Icism%2FPBxx9sCv64lX%2B2LlFxwvb6edF5YVF56A%2BAoUKjI7uGT15v2sKzUBxBBBAAAEEEKidAAus2o2chhFAoE4CVfnMpq7os1b5Y18venZBkq5WkdcXnYP6CBQpYDbvfnFrwU1FZqA2AggggAACCNRPgAVW%2FWZOxwggUCOBoN25TlXvX%2FaWuyLjq3zvwqL7CCan3q9m%2F1p0DuojUKDAhsj3timwPqURQAABBBBAoKYCLLBqOnjaRgCBegiESTojIo2yd2s2b1HcWtApuo8wSd8iIh8sOgf1EShOwH4T%2Bc3di6tPZQQQQAABBBCoqwALrLpOnr4RQKDyAkvaV227g97w1yo0ajZvn7i14KdF9xJOdl4rpmcUnYP6CBQosC7yPb6Js8ABUBoBBBBAAIG6CrDAquvk6RsBBCovcFT7xw8a1VuvrUKjZvN2i1sLfld0L8vaU4c21M4rOgf1EShOwJLIb7aKq09lBBBAAAEEEKirAAusuk6evhFAoPICyyfTvczk51VodLt%2FkB0%2F7Hk3F93LsiQ9uCGypugc1EegKAET%2BXzsey8qqj51EUAAAQQQQKC%2BAiyw6jt7OkcAgYoLLJ%2BcWmhmU1VoM%2FI9J%2F73Kryos0A26g%2BqYEoPCPQjYGYfiVvNpf2c5QwCCCCAAAIIIDCIgBN%2FIRikAc4igAACCGxaIEymniRil5Tdx0Ruin3vfi70EbTXP0R1429dyEIGBIoQMJP3xi3v7UXUpiYCCCCAAAII1FuABVa950%2F3CCBQYYFl7amnNdS%2BWfYWTeQvse%2Ft7EofYdK5RUS3cyUPORDIVcDkuKjlnZxrTYohgAACCCCAAAIiwgKL1wABBBCoqEDY7jxHVL9c%2BvZMfh%2B1vIe40kfQXt8U2fgxVdnflUzkQCA%2FAXt15Dc%2Fnl89KiGAAAIIIIAAAncIsMDiTUAAAQQqKhBMdl6gpl8oe3sm8svY9x7hWh9hO32pqJ3JT2O5NhnyDFVA9dnRxNjXhlqDyxFAAAEEEEAAgU0IsMDitUAAAQQqKhAk6ctU5FOlb8%2FkZ1HLe6SLfYSTU%2BPWtadsLps2bMS6upuqPdhM91GVR7vYB5kQ6FlgRA6IDvYu7fl5HkQAAQQQQAABBDISYIGVESTXIIAAAq4JBO2pJap2lmu5%2Bsjzo8j3HtPHOeeOHN1OH9Zt6LPM7FAVeaZzAQmEwFYEGqONR5725IU%2FAwoBBBBAAAEEEMhbgAVW3uLUQwABBHISCCenjhKzj%2BRUbmhlTGQq9j1vaAUKuvjIS9bvvO2Gja80sXeo6IMKikFZBOYkML3jjg9YvXjv6%2Bd0iIcRQAABBBBAAIEMBFhgZYDIFQgggICLAsuSztEN0VNdzDaXTGby%2FbjlLZ7LmTI9e%2FR3rtxp5rZb%2FkNNjhKRRpmyk7VeAiZise%2FxjtZr7HSLAAIIIICAMwIssJwZBUEQQACBbAWCyc4%2Fq%2BmHs701%2F9tM7JLYbz45%2F8r5VlzentpXRDf7bYvdxsx8MX2gqu4s1n2gmY6rylPzTUm1Wgs49o2gtZ4FzSOAAAIIIFBDARZYNRw6LSOAQD0EwiQ9XkTeW%2FZuzWQybnl%2B2fsYRv6gvX5HbXSfJdYNRWR8GDW4E4G%2FCdgVkd9cgAgCCCCAAAIIIFCEAAusItSpiQACtRM4tn35A24bGdni5zjZzMw1p7cWXZ0VTphMnSBi78zqvqLuMZFvxb73T1nXD9rrmzYyc%2F8t3btqfGwy67rDui9spy8VlQ%2BJyMOGVYN76y1gIhfGvseitN6vAd0jgAACCCBQmAALrMLoKYwAAnURCCbTd6nZsSL6gK33bMmM2RFZLLKCyan3q9m%2Fbr2m60%2FYVyK%2F%2BdysUs4urkSnz1PRPbd%2Bp13XtcYRq1pj52%2F92eKfOGrt2u3n3TjvRFV9Q%2FFpSFA1ARP5Yux7L6xaX%2FSDAAIIIIAAAuUQYIFVjjmREgEESioQJJ2zVHTJ3OLbdTNmiwZdYgVJ50QVPW5utV182s6L%2FOYLski2vL3ON%2B2253qXmR4Rt8bOnuu5op4PJzuvFdMziqpP3WoKmMhHY9%2Bb%2FbIB%2FkEAAQQQQAABBHIXYIGVOzkFEUCgLgLL2lOHNtTO669fSyK%2F2erv7B2ngsnOaWq6fJA7XDhrYufHfvOwQbPM%2FhrntOpVvf0k3N9Xm7HuXoMuFQftYS7nl7XTAxoq357LGZ5FYIsCZv8RtZoV%2BKlO5owAAggggAACZRRggVXGqZEZAQRKIRC00%2FNV5fn9hjWbtyhuLej0ez5opyeryjH9nnflnJl9NW41nzNonqA9tUTVzur3HjM5JW55x%2FZ7vohzQTs9XFXOLaI2NasnYKJvjf2xD1avMzpCAAEEEEAAgTIIsMAqw5TIiAAChQksWzM1saXiOjNy%2FeaWTGHS%2BUu%2FP%2B0zW7Nretggn70UJunsXzTfUhheRoVN5Bux7z1z0OuCdrpCVd7V7z1b%2BjbEQd6TfvP0ei5op%2B9Rlbf1%2BjzPIbA5AVN5XTzh8aupvCIIIIAAAgggUIgAC6xC2CmKAAKuC8z%2B%2Bp9q96RePujbxDpio0fcd5EVJqkN0qeZnBC3vBX93hEm6XtF5Ph%2Bz7tyLqtvIRzGAiuL92TYzketXTs676bRn6nIw4ddi%2FurLWBqL4wnml%2Bsdpd0hwACCCCAAAKuCrDAcnUy5EIAgcIE%2BvtVM7vObLR1zyVW0QusO779UPpegBU2gL8rPPjngc1emfUCK6v3JA%2FnYDI9Uk0%2BlkctalRXoNtQf9X42GR1O6QzBBBAAAEEEHBZgAWWy9MhGwII5C6wtH35niPauKqfwiZ29XyzRSe3Fl03e77oBVaYpLM%2FfTX7U1il%2FsdELox9b3zQJrJcYGX5ngzaV6%2Fnw3b6U1HZu9fneQ6B%2BwrMmCw8veX9ABkEEEAAAQQQQKAIARZYRahTEwEEhiIQtNc3pbGxpw9N73a752zqG%2BUG%2FeBzMz0ibo2d7cICK2inb1aVDw0FO8dLTeQ7se89adCSWS6wsnxP7tlXL%2B%2Bwilw92u1%2B6a5Faa8uweTU%2B9WMb5DrFYzn%2Fk5A522z%2B8qD9v0NNAgggAACCCCAQBECLLCKUKcmAghkLhBOpieJydy%2BIU7l5GjCO%2B7eC4Q0UZUtfnD7lsLf83OrHPgJrDeKyCmZY%2Bd8oYl9L%2FabTxi0bMYLrMzek9m%2Bjm1f%2FoANqmep6KG99WnXqY0ctrK1MOnteZHZD5pvdK3n53u9l%2BfqIzC94%2FT81YsXT9enYzpFAAEEEEAAAZcEWGC5NA2yIIBAXwJB0pn9i%2F%2BSfg6b2Nmx3zzirrNBu1ILrGUiEvfj4tIZE7s89puPGzSTywusIOlcrqLNufao1mj1usRaYda4Npm6QVR2mGsdnkfAxG6J%2FSbvDq8CAggggAACCBQmwAKrMHoKI4BAFgKz3wLXUDtvkLvuuQSo0gKrKh%2FcbSJTse95g8x49qyrC6z%2BPgz%2BDo3Zz12L%2FeZevdoESecCFX16r8%2FzHAJ3CZjIL2PfewQiCCCAAAIIIIBAUQIssIqSpy4CCGQiELTT81Wlp8%2B92mxBk3Oilnf7T3BVbIH1ajU5JxPoQi%2BxKyK%2FuWDQCO4usAb7qb%2B5%2FBRWkKSrVeT1g1pyvoYCZmnUas75pwRrKEXLCCCAAAIIIDAkARZYQ4LlWgQQyEdg0IXTbEozmYxbnl%2B1BVbYTl8qKp%2FOZxLDrGI%2Fifzmowet4OoCa%2FDPSvvbFwdszSiYTN%2BmJu%2FZ2nP8ewTuK2Bi7dhvPgUZBBBAAAEEEECgKAEWWEXJUxcBBDIRYIG1ecYw6Rwmol%2FMBLrAS0zsp7Hf3GfQCNVdYMkJcctb0YtPmHReJaL%2F1cuzPIPAvQXsc5HffAkqCCCAAAIIIIBAUQIssIqSpy4CCGQiwAJr84zBZOfpanpBJtBFXmK2Pmo1HztoBBZYt%2F%2BK7OGqcu6glpyvn4CpnB5PeLNfDME%2FCCCAAAIIIIBAIQIssAphpygCCGQlwAJr85JhMvUkEbskK%2Bui7jGxS2K%2F%2BeRB67PAYoE16DtU5%2FNm8t645b29zgb0jgACCCCAAALFCrDAKtaf6gggMKAAC6zNAwbt9Y9U3XjlgMSFHzex82O%2FedigQVhgscAa9B2q83lTOTae8E6pswG9I4AAAggggECxAiywivWnOgIIDCjAAmvzgCvMGn9I0g2qOjIgc6HHTeyDsd9866AhWGCxwBr0Har3eXt15Dc%2FXm8DukcAAQQQQACBIgVYYBWpT20EEBhYgAXWlgmDdvojVRn4G%2FwGHtQgF6gsiSa8cwa5YvYsCywWWIO%2BQ3U%2BbybPjFveN%2BpsQO8IIIAAAgggUKwAC6xi%2FamOAAIDCrDA2soCK0nPUZFXD8hc6PHuPNl31UHejwcNwQKLBdag71Ctz4%2FIAdHB3qW1NqB5BBBAAAEEEChUgAVWofwURwCBQQVYYG1ZMJzsvFZMzxjUuajzJvK72Pd2y6I%2BCywWWFm8R3W9Y6OOPuojE%2FuV%2FjP16jo%2F%2BkYAAQQQQKAKAiywqjBFekCgxgIssLY8%2FOUX%2FeihtvG2X5f1FTGTM%2BKW97os8rPAYoGVxXtU1ztunT%2FvgWccuODPde2fvhFAAAEEEECgeAEWWMXPgAQIIDCAAAusreMF7fRbqvLUrT%2Fp3hNmdnDcal6URTIWWCywsniP6niHiVjse4069k7PCCCAAAIIIOCOAAssd2ZBEgQQ6EOABdbW0YIkfZmKfGrrT7r2hP0k8puZfQA9CywWWK694WXJYyJ%2FiX1v57LkJScCCCCAAAIIVFOABVY150pXCNRGgAVWb6MOk%2FQaEXlEb0%2B78VRX9LWr%2FLGzskrDAosFVlbvUt3uMbGfxn5zn7r1Tb8IIIAAAggg4JYACyy35kEaBBCYowALrN7AwsmpUMxW9vZ08U%2BZ2a%2FjVvNhWSZhgcUCK8v3qVZ3mVwatbwDatUzzSKAAAIIIICAcwIssJwbCYEQQGAuAiywetN6kdnILsnUelXJ7Ffyeqvc71P2gshvntfv6U2dY4HFAivL96lOd5nI12Pfe1adeqZXBBBAAAEEEHBPgAWWezMhEQIIzEGABVbvWGEy9SQRu6T3E0U9aedFfvMFWVdngcUCK%2Bt3qkb3fTzyvVfXqF9aRQABBBBAAAEHBVhgOTgUIiGAQO8CLLB6t5p9MkzS94nIv83tVH5Pm8jvdLv5j42e%2BJg%2FZV2VBRYLrKzfqbrcZyanxC3v2Lr0S58IIIAAAggg4KYACyw350IqBBDoUYAFVo9Q93gsSNJvq4iTn2djYk%2BJ%2FWZ77l1t%2FQQLLBZYW39LeGKTAqbviFpj70EHAQQQQAABBBAoUoAFVpH61EYAgYEFWGDNnfDIS9bvvO1tG78rKnvP%2FfQQT5i8LGp5nxlWBRZYLLCG9W5V%2Fl7V5dHEWFT5PmkQAQQQQAABBJwWYIHl9HgIhwACWxNggbU1oU3%2F%2B%2FDiK%2FaQDRsmRXWP%2Fm7I9pSJhLHvxdneeu%2FbWGCxwBrm%2B1Xpu4e8XK60Hc0hgAACCCCAQGYCLLAyo%2BQiBBAoQoAFVv%2Fqx7Yvf8AG1a%2Bq6IH93zLYSRO5yURfvMof%2B%2FpgN239NAssFlhbf0t4YlMCpvaMeKL5P%2BgggAACCCCAAAJFCrDAKlKf2gggMLBAJgsssY41Grd%2FQLF2uyeraLPfYCZ2tjUaZ8%2Beb3Qt6fee2XP3vGtL99jMzDWntxZd3U%2BtFW2bd62uO1HEju7n%2FCBnTOxKsdFnxa0FPx3knqC9vmkjM%2Fff2h3a7S5R0SVbe25z%2F95cfU9MTohb3ope%2Bgra6eGqcm4vz%2FIMAncJqDUev7K1cC0iCCCAAAIIIIBAkQIssIrUpzYCCAwskMUCa%2BAQBV9gYlfPN1t0cmvRdf1GCdvpS0Vl9jNudu73jrmcM5Mztt9Zjvmw5908l3P3fXZ2eaW68fJB7ij7WWOBVfYROp9fVf5x5YR3lfNBCYgAAggggAAClRZggVXp8dIcAtUXYIF1x4yz%2BJr72Q933%2Ba2jR9UlSOH9ebM%2FhSTSiOI%2FLFvD1pj9lcgp1WvEtEHDHpXmc%2BzwCrz9MqRvbHt9vc%2F7YB9bihHWlIigAACCCCAQFUFWGBVdbL0hUBNBFhg%2FW3Qao3WytbCgX5tcfa2o9vpw2Ya9lYxXaIiO2bxKpnIN1QaJ0b%2Bwm9mcd%2Bdn9%2FVHuTXPbPI4cIdLLBcmEK1M0S%2Bx58Xqz1iukMAAQQQQKAUAvyBpBRjIiQCCGxOgAXWPWXsuhmzRf1%2BHtZ9jd%2Bcpjvc8hd5jYocISKL5%2FoWmsgvVezr3Xl64qqDvB%2FP9fyWng%2BSzlmDfJ5VllmKvosFVtETqHZ9E%2FlD7HsPrnaXdIcAAggggAACZRBggVWGKZERAQQ2K8AC6940s7%2BiN9%2BsNcjnYW0Oe%2Fmay59s3cb%2Bs8ssM3nEfZ9TletN5TIV%2FZ5sO3pp9MTH%2FGkYry7Lq%2FvMnM%2FAGsZrxp13CpjID2Pf2w8QBBBAAAEEEECgaAEWWEVPgPoIIDCQAAusv%2Bcb5hJroGFlcJjl1SbmzQIrgzeLKzYnYGKXxH7zyQghgAACCCCAAAJFC7DAKnoC1EcAgYEEWGBtmq%2BKSyyWV5uZNQusgf47hMNbFjCRL8e%2B9zycEEAAAQQQQACBogVYYBU9AeojgMBAAiywNs9nYleLjR4WtxZ0BkJ24DDLqy3MmQWWA29ohSOYnBO1vCUV7pDWEEAAAQQQQKAkAiywSjIoYiKAwKYFWGBt%2Fc0wlWPjCe%2BUrT%2Fp3hN82%2BDWZ8KHuG%2FdiCcGEbATI7%2F5z4PcwFkEEEAAAQQQQCALARZYWShyBwIIFCbAAqtXektmzI7I6hsKe606yHNBe31TdPo8Fd1zkHuqfpYFVtUnXHh%2Fb4t8732FpyAAAggggAACCNRegAVW7V8BABAotwALrLnNz1RWzO92TxnGtxTOLcmWnw4m03ep2bEi%2BoAs763iXSywqjhVd3oytaXxRPMj7iQiCQIIIIAAAgjUVYAFVl0nT98IVESABVY%2Fg7TrTPXkbrd7jms%2FkbW8vc7v6sxJKtrsp7M6nmGBVcep59dzV%2FTFq%2Fyxc%2FOrSCUEEEAAAQQQQGDTAiyweDMQQKDUAgMvsEzOUWmcPYtg2m0PjJH5fZaqjBw7cK7NXLCytTAZ1t393Du7wOrnXC9nTLpLROU1vTy7yWfsb7MwmTlZVL3%2B78ruvWOB1fcUONiDgKo8deWE9389PMojCCCAAAIIIIDAUAVYYA2Vl8sRQGDYAoMusO75l%2F8wSW3QvEO4bzJueUNb6gzab5nOB%2B10haq8q9%2FMZnL3LFx671hg9TtRzvUi0BgZaZ528GPTXp7lGQQQQAABBBBAYJgCLLCGqcvdCCAwdAGXFgmzzbLAGvrI%2By7AAkskaKeHqwq%2FDtb3W1S%2FgzPz7WGnH9j8df06p2MEEEAAAQQQcE2ABZZrEyEPAgjMSYAF1py4av0wCywWWLX%2BD0CfzU%2FvOL3D6sWLb%2BnzOMcQQAABBBBAAIHMBFhgZUbJRQggUIQAC6wi1MtZkwUWC6xyvrmFpt4Q%2Bd42hSagOAIIIIAAAgggcKcACyxeBQQQKLUAC6xSjy%2FX8CywWGDl%2BsJVoJiJ%2FC72vd0q0AotIIAAAggggEAFBFhgVWCItIBAnQVYYNV5%2BnPrnQUWC6y5vTE8LWJXRH5zARIIIIAAAggggIALAiywXJgCGRBAoG8BFlh909XuIAssFli1e%2BkHbNhELox9b3zAaziOAAIIIIAAAghkIsACKxNGLkEAgaIEWGAVJV%2B%2BuiywWGCV760tNrGJnR%2F7zcOKTUF1BBBAAAEEEEDgDgEWWLwJCCBQagEWWKUeX67hWWCxwMr1hatAMTM5I255r6tAK7SAAAIIIIAAAhUQYIFVgSHSAgJ1FmCBVefpz613FlgssOb2xvC0mP1H1Gr%2BKxIIIIAAAggggIALAiywXJgCGRBAoG8BFlh909XuIAssFli1e%2BkHbNhE3xr7Yx8c8BqOI4AAAggggAACmQiwwMqEkUsQQKAoARZYRcmXry4LLBZY5XtrC05s8vqo5X2s4BSURwABBBBAAAEEbhdggcWLgAACpRZggVXq8eUangUWC6xcX7gKFDO1F8YTzS9WoBVaQAABBBBAAIEKCLDAqsAQaQGBOguwwKrz9OfWOwssFlhze2N4uttQf9X42CQSCCCAAAIIIICACwIssFyYAhkQQKBvARZYfdPV7iALLBZYtXvpB2x4xmTh6S3vBwNew3EEEEAAAQQQQCATARZYmTByCQIIFCXAAqso%2BfLVZYHFAqt8b22xic3m7Ra3Fvyu2BRURwABBBBAAAEE7hBggcWbgAACpRZggVXq8eUangUWC6xcX7gKFIt8jz8nVmCOtIAAAggggEBVBPiDSVUmSR8I1FSABVZNB99H2yywWGD18drU9oiJ3Bj73k61BaBxBBBAAAEEEHBOgAWWcyMhEAIIzEWABdZctOr9LAssFlj1%2Fk%2FA3Lo3satjv7nX3E7xNAIIIIAAAgggMDwBFljDs%2BVmBBDIQYAFVg7IFSnBAosFVkVe5bzauCzyvf3zKkYdBBBAAAEEEEBgawIssLYmxL9HAAGnBVhgOT0ep8JVdYElJsdFLe%2FkXrCDdnq4qpzby7M8U3cB%2B2bkN59edwX6RwABBBBAAAF3BFhguTMLkiCAQB8CQTs9X1We38fR24%2BY6RFxa%2Bzs2f87TFLr9567zpnJCXHLW5HhfZNxy%2FMHzcX523%2F6aIWqvKtfCzO5exaZLk7bnY6oev3mUmu0VrYWJr2cZ4HVixLP3PHfjfbZuNV8KRoIIIAAAggggIArAiywXJkEORBAoC%2BBoD21RNXO6uewmV0%2FX2zPk1uLrstw4cQCq59h5HDG1QXWQLnMrolazT175Qsn09eIye0LW%2F5BYEsCJhLHvheihAACCCCAAAIIuCLAAsuVSZADAQT6Fuj3p2Hu%2BdNXLLD65i%2FNwYEWRbf%2FRMpwfgLr2PblD5gWTfr5Kayu6WGrWmPn9zqEcLLzVjH9QK%2FP81x9BUzs3bHffGd9BegcAQQQQAABBFwTYIHl2kTIgwACcxaYXQBskMbsrxJO9Hx4E58bxK8Q9qxXygddXWDNYs51iTX704MijWPv%2BvXXXgcSJJ0TVfS4Xp%2FnufoKdMXeuMpvnlZfATpHAAEEEEAAAdcEWGC5NhHyIIBA3wLL2%2Bv8rnQPFZHmZi6Z%2FVXBTle6Z5%2FeWnT1fZ8J252rRXWPvgMM5zO1%2BAysQQZyj7NZLrDCdnq2qLym32j3%2Fem%2Fu%2B5Z1p46VMVmP%2FNss%2B%2BwiiQz0j1%2FU%2B%2Fw1vKESfppEeFzjbYGxb8XMXlZ1PI%2BAwUCCCCAAAIIIOCKAAssVyZBDgQQKFxgkM%2FTmg0%2FpM%2FUYoGV0ZuR5QJrafvyPUe0cVU%2F0e77nvRzR79ngqTzGxXdrd%2FznKuPQNf0n1a1xr5Vn47pFAEEEEAAAQRcF2CB5fqEyIcAArkK9Pt5WrMh7%2Ft5RBn9SiILrIzegCwXWLOR%2Br1vrp9blVH7EiQ%2FeLzKzHezuo97qi3QGBlpnnbwY9Nqd0l3CCCAAAIIIFAmARZYZZoWWRFAYOgCd36e1gpVOabnYmbXdKVx7H0%2FTJsFVs%2BCuTzY78LprnD3%2FBD3u%2F7%2FZn9qT6R7sqref6tNbOY92eq5jB4IJzvvFtO3Z3Qd11RcYLox%2BtDV4%2Fv9tuJt0h4CCCCAAAIIlEiABVaJhkVUBBDIT2D2V8QaMuKL2J5bqtqQRrKytTDZ1DNZLLDE5Jyo5S3Jr%2FPqVhrGAmtWa3bpeZuM%2BCq2uc%2Btki29J3mIH33lldt0f3XLNaLy4DzqUaP8ArvY2OiKlm4sfyd0gAACCCCAAAJVEWCBVZVJ0gcCCDgnMMivI97dzCa%2BLdG5RksSaNDPOCvzMjFop29WlQ%2BVZFTELFhg9nPa4lbzAQXHoDwCCCCAAAIIKIcz4QAAIABJREFUIHAvARZYvBAIIIDAkAQGXZjM%2FiWyK9bs59vmhtRSqa%2B949dD9eqeft1vE53OWHevMs7iqLVrt59347zf9Nt3qYdO%2BL4ETOzK2G8%2Bqq%2FDHEIAAQQQQAABBIYkwAJrSLBciwACCMwKhO30bFF5TT8aZnpE3Bo7u5%2BznNm0QL9LRTM5IW55K8roGibp50TkRWXMTubCBNZEvjdRWHUKI4AAAggggAACmxBggcVrgQACCAxZIGinJ8%2FlQ%2BFnf%2FJKpHEsy6vhDGZZe%2BpQle7ZvfxE0uwsVHRF1PJOHk6a4d7KB7cP17eyt5t8IWp5h1e2PxpDAAEEEEAAgVIKsMAq5dgIjQACZRPo9UPhTbSzjcwkJ7cWXVe2HsuW945F1uY%2FeL3sswgm0yPV5GNlmwt5nRBYFfle4EQSQiCAAAIIIIAAAncKsMDiVUAAAQQQQKBiAkHS%2BXcVfUfF2qKdnARMZUU84Z2QUznKIIAAAggggAACPQmwwOqJiYcQQAABBBBwX%2BD2D2y%2FaXSVirza%2FbQkdFXARI%2BK%2FbGPupqPXAgggAACCCBQTwEWWPWcO10jgAACCFRIYHZxNXrzvKPN5M0q%2BqAKtUYrBQiYyPNi3%2FtyAaUpiQACCCCAAAIIbFaABRYvBwIIIIAAAiUVWJZMPVO1%2BywxeSmLq5IO0cXYDdk%2FGvcuczEamRBAAAEEEECgvgIssOo7ezpHAAEEEHBIIGynLzWRfTcXSVXmi9gDTXTn2f9XRQ4Q0e0caoEoFRFoNGZ2PW38cddWpB3aQAABBBBAAIGKCLDAqsggaQMBBBBAoLwC4WTn3WL69vJ2QPLqCNjGyG%2BOVqcfOkEAAQQQQACBqgiwwKrKJOkDAQQQQKB0Am9Ys36%2FkZmN71OV55cuPIErKWBiV8Z%2B81GVbI6mEEAAAQQQQKDUAiywSj0%2BwiOAAAIIlE3gqLU%2Fu%2F%2FIjTc%2BtyH6SlF5Rtnyk7faAmbyv3HLe1q1u6Q7BBBAAAEEECijAAusMk6NzAgggAACTgoEk1OvkK69flPhVGVnE9uND1t3cnSEulPATM6IW97rAEEAAQQQQAABBFwTYIHl2kTIgwACCCBQWoEwSY8XkfeWtgGC117AzP4tbjU%2FUHsIABBAAAEEEEDAOQEWWM6NhEAIIIAAAmUVCCc7bxVT%2FvJf1gGSW0zkebHvfRkKBBBAAAEEEEDANQEWWK5NhDwIIIAAAqUVWLZm3bMb3e5XStsAwWsvMN0Yfejq8f1%2BW3sIABBAAAEEEEDAOQEWWM6NhEAIIIAAAmUVOLZ9%2BQOmtfGXsuYnd70FTOzq2G%2FuVW8FukcAAQQQQAABVwVYYLk6GXIhgAACCJRSIEw67xTRE0oZntC1FjCRj8a%2Bd1StEWgeAQQQQAABBJwVYIHl7GgIhgACCCBQRoHjLvnldhtu%2B9P3RHVBGfOTucYCI3JAdLB3aY0FaB0BBBBAAAEEHBZggeXwcIiGAAIIIFBOgfDiK%2Faw6Q1rVfRB5eyA1DUU%2BFTke6%2BoYd%2B0jAACCCCAAAIlEWCBVZJBERMBBBBAoFwCyy6c2r%2Bx0SZFZYdyJSdtnQRM7I8mjX9Z5Y%2BdVae%2B6RUBBBBAAAEEyifAAqt8MyMxAggggEBJBIKk838q2ipJXGLWUMDEzo%2F95mE1bJ2WEUAAAQQQQKBkAiywSjYw4iKAAAIIlEcgSDqXq2izPImLTGrnqY2cmkWCrnb%2FRUWemcVdVb%2FDTCbjludXvU%2F6QwABBBBAAIHyC7DAKv8M6QABBBBAwFGBsN25WlT3cDSeU7HM7LNxq%2FnSLEKFSfpREXldFnfV4I51ke%2BN1aBPWkQAAQQQQACBkguwwCr5AImPAAIIIOCuQJCkN6jI%2FdxN6FSyz0S%2B97IsEoXtzkpRDbO4q%2Bp3mMgvY997RNX7pD8EEEAAAQQQKL8AC6zyz5AOEEAAAQQcFQiT1ByN5l4stfdEE813ZBEsaKcfVpV%2FzuKu6t9hf4385vbV75MOEUAAAQQQQKDsAiywyj5B8iOAAAIIOCmw9OJ015Fp%2Bb2T4VwMpbo8mhiLsogWtNMVqvKuLO6qwx2R7%2FHnwToMmh4RQAABBBAouQB%2FYCn5AImPAAIIIOCmwLKL0kc3NsqP3EznXiptyOErx70vZJEsTNK3iMgHs7irDneYzdstbi34XR16pUcEEEAAAQQQKK8AC6zyzo7kCCCAAAIOC4TJ1JNE7BKHIzoVzcwOjlvNi7IIFU5OhWK2Mou76nDHxsa8BR8ZX3BFHXqlRwQQQAABBBAorwALrPLOjuQIIIAAAg4LLFuz7tmNbvcrDkd0K9qIPTo6uPmTLEIFk%2Bmr1eScLO6qwx1ZLg%2Fr4EWPCCCAAAIIIFCMAAusYtypigACCCBQcYFl7c4rG6ofr3ibmbX313nb7HTmQfvemMWFYdI5TES%2FmMVddbhDVZ6%2FcsL77zr0So8IIIAAAgggUF4BFljlnR3JEUAAAQQcFgiT9I0icorDEZ2JZiK3xr63XVaBwjXpU6Ur38rqvsrfo7IkmvD4ibXKD5oGEUAAAQQQKLcAC6xyz4%2F0CCCAAAKOCoTJ1Aki9k5H47kVy%2ByaqNXcM6tQQfKDx6vMfDer%2B6p%2Bj4m%2BKfbHTqp6n%2FSHAAIIIIAAAuUWYIFV7vmRHgEEEEDAUYEwmTpVxI52NJ5jsey7kd98Ylahwgs7j5IZ%2FXFW91X9HhN7d%2Bw3WbZWfdD0hwACCCCAQMkFWGCVfIDERwABBBBwUyBodz6hqq9wM51bqczsq3Gr%2BZysUgXt9Q9R3fj%2F7N15vKR3VSf%2B863usEYB2R1QFlmbdFUgEISkb11BBBERFBQcAUWTdFVHFgHZZxAFRFbpqk4yyDYDDCKL4CAMYD23EzCsqbptwg4ji%2Bx7JJju1Hde8TczP5xB%2B3bfWr7PU%2B%2F8y%2FOc8znv87xe3Nd5dd%2F%2B4qzqNb1OjhgOu%2B1%2B0%2Bc0HwECBAgQIFBvAQeseu9PegIECBAoVKBXTd6WIu5TaLyyYuV45WC9%2FYhZhXrMez939csv%2F8b3ZlWv6XVyxGuH3fZDmz6n%2BQgQIECAAIF6Czhg1Xt%2F0hMgQIBAoQL9avLeiPjpQuMVFSvneP5wvf24WYbqV5M8y3pNrpUj3j7sth1bm7xksxEgQIAAgQYIOGA1YIlGIECAAIHyBPrV%2BGMR6dblJSsvUc75ScP1znNmmaxXjb%2BaIl1vljWbWitH%2FsCw27lLU%2BczFwECBAgQINAMAQesZuzRFAQIECBQmIADytYXkiOdMezu%2Fk9bf%2BPoT%2Faq8SdSpJ86%2BpOeyJE%2FOex2bkWCAAECBAgQIFCygANWyduRjQABAgRqK9CrJtMU4f9nt7DBnPIvD9c6b9zCo1t%2BpF9NPhARp2z5hdV%2B8BuDbvu6q01gegIECBAgQKB0AT9Yl74h%2BQgQIECgdgK%2FdcFHf%2BTqR%2F7pO7ULvqTA04g9B7rt82fZvldN3pki7jnLmk2uNei2%2FUzY5AWbjQABAgQINEDADysNWKIRCBAgQKAsgbNGF91sR2p9pqxU5aY50tq569w9uy6ZZcJeNXlDinjgLGs2udYJeXqdF62f%2FK0mz2g2AgQIECBAoN4CDlj13p%2F0BAgQIFCgwFkb45N35PThAqMVGemKE%2BKG59y9%2FZVZhutV45enSI%2BYZc0m15ruSLc8cPruTzd5RrMRIECAAAEC9RZwwKr3%2FqQnQIAAgQIF%2Bgcn94hpvKvAaMVFyhF52G23Zh2sX01eHBG%2FO%2Bu6Ta2XcuvO%2B9dP%2BmBT5zMXAQIECBAgUH8BB6z679AEBAgQIFCYwL6Dk1%2FO0%2FiLwmKVGmcuv0C8V43%2FIEV6WqlDl5ZrmtPPHljf7eha2mLkIUCAAAECBP6PgAOWj4EAAQIECMxYoL%2BxeUbkfO6MyzayXI78yWG3c6tZD9fbGP9eyul5s67b1Ho55V8brnVe19T5zEWAAAECBAjUX8ABq%2F47NAEBAgQIFCbQG42fmFJ6dmGxyoyT432D9fZdZx2utzF5ZMrx0lnXbWq9ac57D6x3zmnqfOYiQIAAAQIE6i%2FggFX%2FHZqAAAECBAoT6FeT50bE4wuLVWqctw267fvOOpy%2FxnnMok8ZdNvPOua3vECAAAECBAgQWJCAA9aCoLUhQIAAgdUR6FWT81LE76zOxNua9D8Puu2HbavCD3l538bkZ3KOd8%2B6blPr5RTPG661HV2bumBzESBAgACBBgg4YDVgiUYgQIAAgbIEetXkDSnigWWlKjNNzvHi4Xr70bNOt%2Ff8zTu1rsj%2BVb0tw%2BaXDbqdR275cQ8SIECAAAECBBYs4IC1YHDtCBAgQKD5Av1qPIpI3eZPOoMJc3raYH33H86g0r8ocfZ7Dt1yenj6yVnXbWq9HPnNw27nAU2dz1wECBAgQIBA%2FQUcsOq%2FQxMQIECAQGEC%2FdF4HCm1C4tVapzeoNs%2BMOtw%2Ffd95Lpx2eVfm3XdBtc7OOi21xo8n9EIECBAgACBmgs4YNV8geITIECAQHkCvWry2RRx0%2FKSlZdoGunBB7q7Xz%2FzZDmn%2FsbmdOZ1m1vw0KDb3t3c8UxGgAABAgQI1F3AAavuG5SfAAECBIoT6FWT76aIE4sLVmCgHPlnht3OaB7RetXkOyniR%2BZRu2k1c85fGK53btK0ucxDgAABAgQINEfAAas5uzQJAQIECBQi0K8muZAoxcdo7djRecnpd5jMI2i%2FmnwuIhxltoSbLxt0O9fY0qMeIkCAAAECBAgsQcABawnoWhIgQIBAcwUedeGhGx75%2FvRLzZ1wtpO1ctz0Jevtz8%2B26v9XrVdNDqWIO8yjdhNrfuX6O6%2F6%2Bl27Lm%2FibGYiQIAAAQIE6i%2FggFX%2FHZqAAAECBAoS6G0cul3K00sKilR0lKtc5ceu8cK73fSyeYTsVZPzU8Rp86jdxJqHWyf8%2BHl7bv%2FFJs5mJgIECBAgQKD%2BAg5Y9d%2BhCQgQIECgIIHexqG7pTx9T0GRSo5y%2BaDbvuq8Avar8Vsj0i%2FMq37j6u7Mdxic1rm4cXMZiAABAgQIEGiEgANWI9ZoCAIECBAoRWDvwUP3bU2nf1VKnsJzfH7Qbc%2FtX2vsV5NXRcRvFG5QTLzUmp62f8%2FJjq%2FFbEQQAgQIECBA4AcFHLB8DwQIECBAYIYCvY3Jw1KOV86wZGNL5YjNYbfdnteA%2FWrzTyPy2fOq37S6KcX996%2B139K0ucxDgAABAgQINEPAAasZezQFAQIECBQi0NuYPCrleFEhcYqOkSOPht3Oz8wrZL%2FafEZEfvq86jetbs7pN4fru1%2FRtLnMQ4AAAQIECDRDwAGrGXs0BQECBAgUIuBosvVF5Ii%2FGHbbD9r6G8f2ZK%2FafEyK%2FIJje2t1n86RHjvs7n7h6gqYnAABAgQIEChZwAGr5O3IRoAAAQK1E%2BhtjF%2BSctpXu%2BBLCZzPG3Q7Z86rdW%2B0%2BYiU8svnVb9xdVP%2Bw8Fa52mNm8tABAgQIECAQCMEHLAasUZDECBAgEApAr3R%2BL%2BklH69lDyF53j2oNt%2B8rwy9g9u3j%2Bm%2Bc3zqt%2B0ujliOOy2%2B02byzwECBAgQIBAMwQcsJqxR1MQIECAQCEC%2FWry3yLi5wuJU3iM%2FHuDbmduf8Wvv7G5J3LeKByhmHg54rXDbvuhxQQShAABAgQIECDwAwIOWD4HAgQIECAwQ4H%2BaHJhpDh1hiUbW2oa6bcOdHfP7a%2F47T14aHdrOp00FnDWg%2BV4x2C9fe9Zl1WPAAECBAgQIDALAQesWSiqQYAAAQIE%2FpdAvxp%2FLCLdGsgWBFrplwZ7dv%2FlFp48rkd6G4dumvL0s8f18kq%2BlN8%2F6HYcX1dy94YmQIAAAQLlCzhglb8jCQkQIECgRgK9avzVFOl6NYq8tKg559OH650L5hWgN7r4xJSOfHde9ZtWN0f%2B5LDbuVXT5jIPAQIECBAg0AwBB6xm7NEUBAgQIFCIQK%2BaTFOE%2F3%2Fdwj6OtHbuOnfPrku28OhxP9KvJldEROu4C6zWi98YdNvXXa2RTUuAAAECBAjURcAP2HXZlJwECBAgULzA2Rd%2B4ken3%2F%2Fet4sPWkjAnVdr3ejFdz3py%2FOM40%2FEbV03R%2BRht%2B3Yt3UyTxIgQIAAAQILFHDAWiC2VgQIECDQbIH%2Bey75yTh8%2BH80e8rZTTfotuf%2Bc0ivGn88RfLX4ra4tsMnnnjt8065pSPsFr08RoAAAQIECCxOYO4%2FOC5uFJ0IECBAgMByBc7aGJ%2B8I6cPLzdFPbrniO8Ou%2B0fnXfaXjV%2Bf4p053n3aUr9lOIW%2B9fan2nKPOYgQIAAAQIEmiPggNWcXZqEAAECBJYs0D84uUdM411LjlGP9jn%2F%2FWC9c7N5h%2B1V43ekSPead5%2Bm1J%2FuSKccOH33h5oyjzkIECBAgACB5gg4YDVnlyYhQIAAgSUL7K02H9SK%2FOdLjlGL9jnyRcNu547zDtuvxq%2BLSA%2Bed5%2Fm1G%2Fda9A96Z3NmcckBAgQIECAQFMEHLCasklzECBAgMDSBXob4zNTTucsPUgNAuQc7x6ut%2B8576i90ficlNKZ8%2B7TlPo55V8brnVe15R5zEGAAAECBAg0R8ABqzm7NAkBAgQILFmgNxo%2FMaX07CXHqEv71w%2B67bn%2FyajexuazU85PrAvKsnNOc957YL3jCLvsRehPgAABAgQI%2FD8CDlg%2BCgIECBAgMCOBXjX%2B4xTpCTMq1%2BgyOcU5w7X23nkP2as2n5Ai%2F%2FG8%2BzSl%2FjTiyQe6bUfYpizUHAQIECBAoEECDlgNWqZRCBAgQGC5Ar3R5KUpxSOXm6I23Z816LafMu%2B0%2FY3NMyLnc%2Bfdpyn1c47nD9fbj2vKPOYgQIAAAQIEmiPggNWcXZqEAAECBJYs0Ksmb0gRD1xyjFq0zyk%2FbrjWef68w%2FrF%2BscqnF826HYcYY%2BVzfMECBAgQIDA3AUcsOZOrAEBAgQIrIpAvxqPIlJ3VebdzpzTSL91oLv75dupsZV3%2Bwcn94hpvGsrz3omIkd%2B87DbeQALAgQIECBAgEBpAg5YpW1EHgIECBCorUCvmkxSxO7aDrDI4K30S4M9u%2F9y3i37Byd3jGl8aN59GlT%2F4KDbXmvQPEYhQIAAAQIEGiLggNWQRRqDAAECBJYv0Ksmn00RN11%2BkvITTCP2HOi2z5930n0bk5vnHJ%2Bed58G1T806LYdYRu0UKMQIECAAIGmCDhgNWWT5iBAgACBpQv0R5NLI8U1lx6kDgF25jsMTutcPO%2Bojx5ddO3DqfXNefdpSv2c8xeG652bNGUecxAgQIAAAQLNEXDAas4uTUKAAAECSxboV5O85Ai1aX%2B4dcKPn7fn9l9cRGB72bpyjvy9YbfjCLt1Mk8SIECAAAECCxJwwFoQtDYECBAg0GyBR1146IZHvj%2F9UrOnnN10h088fJXzTjnl8Owq%2FuuV%2BtXk6xHxY4vo1YQeX7n%2Bzqu%2Bfteuy5swixkIECBAgACB5gg4YDVnlyYhQIAAgSUK9DYO3S7l6SVLjFCb1ov%2BUz69avyJFOmnagO05KCL%2FNNxSx5VewIECBAgQKBGAg5YNVqWqAQIECBQrsC%2BgxfdPU9bF5SbsKhknx902wv7Zfe9avz%2BFOnORQkUHOZIa%2Beuc%2FfscowteEeiESBAgACBVRRwwFrFrZuZAAECBGYu0B%2BNfyFSeuvMCzewYI7YHHbb7UWN1h9N3h4pfm5R%2FereJ%2Bd8%2BnC94xhb90XKT4AAAQIEGibggNWwhRqHAAECBJYj0NuYPCzleOVyuteta64G3c76olL3qslrUsRDFtWv7n1SivvvX2u%2Fpe5zyE%2BAAAECBAg0S8ABq1n7NA0BAgQILEmgP5o8OlK8cEnt69U2xxsG6%2B1fWVTo%2Fmi8P1LqL6pf7fukeMRgre0YW%2FtFGoAAAQIECDRLwAGrWfs0DQECBAgsSaBfbT4jIj99Se1r1jafN%2Bh2zlxU6F41%2FoMU6WmL6lf7PjkeM1hvv6j2cxiAAAECBAgQaJSAA1aj1mkYAgQIEFiWQG9j%2FJKU075l9a9V35z%2FeLDeeeKiMver8WMj0vMX1a%2F2fVL%2Bw8Fax8Gv9os0AAECBAgQaJaAA1az9mkaAgQIEFiSQL%2BavDoiHrqk9nVr%2B4RBt%2F0niwq9t9r8zVbkly2qX%2B375DwYrHccY2u%2FSAMQIECAAIFmCThgNWufpiFAgACBJQn0qsnbUsR9ltS%2BVm1zit8errX%2FbFGh%2Bwc37x%2FT%2FOZF9at7nxzx2mG37Rhb90XKT4AAAQIEGibggNWwhRqHAAECBJYj0B9NLowUpy6ne9265gcOup03LSp1f2NzT%2BS8sah%2Bte%2BT4x2D9fa9az%2BHAQgQIECAAIFGCThgNWqdhiFAgACBZQn0q%2FHHItKtl9W%2FVn1TWhus7T64qMz7NjZPyjlvLqpf%2Ffvk9w%2B6HcfY%2Bi%2FSBAQIECBAoFECDliNWqdhCBAgQGBZAr1q%2FNUU6XrL6l%2Bnviml3fvXdh9aVOazR5ObTFN8blH96t4nR%2F7ksNu5Vd3nkJ8AAQIECBBoloADVrP2aRoCBAgQWJJAr5pMU4T%2FX92C%2FxVXyTc5526dL2zh0Zk88rjJ5JqXfTMunUmx1SjyjUG3fd3VGNWUBAgQIECAQF0E%2FKBdl03JSYAAAQLFCpzxwU9d64RLL%2F1WsQELC3aVq%2FzYNV54t5tetshY%2FWpyRUS0Ftmzrr1yRB5226zqukC5CRAgQIBAQwUcsBq6WGMRIECAwOIEzhpddLMdqfWZxXWsdafLB932VRc9Qa%2BafDlF3GDRfeva74Q8vc6L1k92lK3rAuUmQIAAAQINFHDAauBSjUSAAAECixXoH5zcMabxocV2rWe3HPmLw27nxxedvjeafDSluM2i%2B9a1X0pxi%2F1rbUfZui5QbgIECBAg0EABB6wGLtVIBAgQILBYgb2jzXu2Un7nYrvWtFvOFw%2FWO3dYdPpeNfnbFHHXRfeta7%2FpjnTKgdN3O8rWdYFyEyBAgACBBgo4YDVwqUYiQIAAgcUK7K02H9SK%2FOeL7VrPbjni%2FGG3vWfR6XvV5G0p4j6L7lvffq17DbonOcrWd4GSEyBAgACBxgk4YDVupQYiQIAAgUUL9DbGZ6aczll035r2e8ug277%2ForP3q8mrI%2BKhi%2B5b236p9auDtZMcZWu7QMEJECBAgEDzBBywmrdTExEgQIDAggX2VpMntSKeteC2tWyXI79i2O385qLD90fj%2FZFSf9F969pvmvPeA%2BsdR9m6LlBuAgQIECDQQAEHrAYu1UgECBAgsFiBfjV5bkQ8frFd69otv2DQ7fzeotP3N8bPjJyeuui%2BNe73lEG37Shb4wWKToAAAQIEmibggNW0jZqHAAECBBYu0BtNXppSPHLhjWvYMKd46nCt%2FUeLjt6vxo%2BNSM9fdN%2B69sspnjdcazvK1nWBchMgQIAAgQYKOGA1cKlGIkCAAIHFCvSr8Rsj0gMW27W23XqDbvvAotP3RpuPSCm%2FfNF969svv2zQ7TjK1neBkhMgQIAAgcYJOGA1bqUGIkCAAIFFC%2FSr8SgidRfdt479csq%2FNlzrvG7R2fsHN%2B8f0%2FzmRfeta78c%2Bc3DbsdRtq4LlJsAAQIECDRQwAGrgUs1EgECBAgsVqBXTSYpYvdiu9a1W%2Bteg%2B5J71x0%2Bv7G5p7IeWPRfevaL%2BfYGK63HWXrukC5CRAgQIBAAwUcsBq4VCMRIECAwGIF%2BtXkcxFxk8V2rWe36Y50yoHTd39o0enPGk3usCPFoUX3rXG%2FQ4Nu21G2xgsUnQABAgQINE3AAatpGzUPAQIECCxcoD%2BaXBoprrnwxjVsmFLcYv9a%2BzOLjn7We8f%2Fbsfl6fOL7lvXfjnnLwzXO46ydV2g3AQIECBAoIECDlgNXKqRCBAgQGCxAv1qkhfbsb7dDp944rXPO%2BWW3170BI957%2Beufvnl3%2FjeovvWtV%2BO%2FL1ht%2BMoW9cFyk2AAAECBBoo4IDVwKUaiQABAgQWJ%2FCoCw%2Fd8Mj3p19aXMf6dsoRedhtt5Y1Qa%2BaXJYirras%2FnXr%2B5Xr77zq63fturxuueUlQIAAAQIEminggNXMvZqKAAECBBYksG%2B0educ8kcW1K7mbfJXB93ODZY1RK8a%2F0OKdONl9a9b351Xa93oxXc96ct1yy0vAQIECBAg0EwBB6xm7tVUBAgQILAggX0HL7p7nrYuWFC7mrfJHx90O7dZ1hD9anxxRLr9svrXre%2BR1s5d5%2B7ZdUndcstLgAABAgQINFPAAauZezUVAQIECCxIoD8a%2F0Kk9NYFtat3mxzvG6y377qsIfqj8QWR0t2X1b9ufXPOpw%2FXO46zdVucvAQIECBAoKECDlgNXayxCBAgQGAxAr2NycNSjlcuplu9u%2BSItw%2B77fssa4peNXlLirjfsvrXrW9Kcf%2F9a%2B231C23vAQIECBAgEAzBRywmrlXUxEgQIDAggT6o8mjI8ULF9Su7m1eM%2Bi2f31ZQ%2FSqyStTxMOW1b92fVM8YrDWdpyt3eIEJkCAAAECzRRwwGrmXk1FgAABAgsS6Febz4jIT19Qu3q3yXkwWO%2FsW9YQ%2FY3JCyPHo5fVv259c6THDru7HWfrtjh5CRAgQIBAQwUcsBq6WGMRIECAwGIEehvjl6SclnaUWcyUs%2BmSIz9z2O0s7djXr8ZPj0jPmM00za%2By7H01X9iEBAgQIECAwLEIOGAdi5ZnCRAgQIDA%2FyXQryavjoiHgjm6wLL%2FRM%2Feanx2K9KfHj2pJ%2F5ZYMl%2FYs4WCBAgQIAAAQI%2FKOCA5XsgQIAAAQLbEOhVk7eliKX9YvJtRF%2F8q0v%2BnUq9jc1fTzn%2Fl8UPXs%2BOOeK1w27bcbae65OaAAECBAg0TsABq3ErNRABAgQILFKgP5pcGClOXWTPuvZa9r9q19%2FY%2FPnI%2Bb%2FV1W%2FRuZf9r0Yuel79CBAgQIAAgbIFHLDK3o90BAgQIFC4QK8afzxFulXhMYuIl3M%2BfbjeuWBZYfaOJndtpfjbZfWvX9%2F8%2FkG34zhbv8VJTIAAAQIEGinggNXItRoiPRPNAAAgAElEQVSKAAECBBYl0KvGX02RrreofrXuszPfYXBa5%2BJlzdA%2Ff3zruCJ9bFn969Y3R%2F7ksNtxnK3b4uQlQIAAAQINFXDAauhijUWAAAECixHoVZNpivD%2Fp1vgPtw64cfP23P7L27h0bk8csboY9c7IX3%2Fq3Mp3sSiOb4%2BWG87zjZxt2YiQIAAAQI1FPADdw2XJjIBAgQIlCFwxgc%2Fda0TLr30W2WkKT%2FF4RMPX%2BW8U045vLSkOaf%2BxuZ0af1r1jhH5GG33apZbHEJECBAgACBhgo4YDV0scYiQIAAgfkLnDW66GY7Uusz8%2B%2FUhA75skG3c41lT9Kvxt%2BOSD%2B67Bx16X9Cnl7nResnO9LWZWFyEiBAgACBBgs4YDV4uUYjQIAAgfkK9A9O7hjT%2BNB8uzSjes75C8P1zk2WPU2vGn8mRbrZsnPUpX9KcYv9a21H2rosTE4CBAgQINBgAQesBi%2FXaAQIECAwX4G9o817tlJ%2B53y7NKb6oUG3vXvZ0%2FSryZUHxzsuO0dd%2Bk93pFMOnL7bkbYuC5OTAAECBAg0WMABq8HLNRoBAgQIzFdgb7X5oFbkP59vl8ZUPzjotteWPU1vNHlXSnGPZeeoT%2F%2FWvQbdkxxp67MwSQkQIECAQGMFHLAau1qDESBAgMC8BXob4zNTTufMu08T6ufIbx52Ow9Y9iz9anLlwfFBy85Rm%2F6p9auDtZMcaWuzMEEJECBAgEBzBRywmrtbkxEgQIDAnAX2VpMntSKeNec2DSmfXzbodh657GF6o%2FE5KaUzl52jLv2nOe89sN5xpK3LwuQkQIAAAQINFnDAavByjUaAAAEC8xXoV5PnRsTj59ulGdVziucN19pLt%2BpXkysPjk9qhupCpnjKoNt2pF0ItSYECBAgQIDAvyXggOX7IECAAAECxynQG01emlIs%2FU8VHWf8Rb9WxCGkX02uPKJdeXj03xYESjk8biGqRwgQIECAAIGGCzhgNXzBxiNAgACB%2BQn0q%2FEbI9LSf6%2FT%2FCacXeVS%2Fipab2PyyJTjpbObrOmVyvirn01XNh8BAgQIECBwdAEHrKMbeYIAAQIECPxQgX41HkWkLp4tCBTyy8D71fgBEemNW0jskX8WyG8adDsPhEGAAAECBAgQWLaAA9ayN6A%2FAQIECNRWoFdNJilid20HWGjw1r0G3ZPeudCWP6TZvtGhbk7T0bJz1KV%2FzrExXG870tZlYXISIECAAIEGCzhgNXi5RiNAgACB%2BQr0q8nnIuIm8%2B3SjOopt%2B68f%2F2kDy57mr0HD%2B1uTaeTZeeoUf9Dg27bkbZGCxOVAAECBAg0VcABq6mbNRcBAgQIzF2gP5pcGimuOfdGDWgw3ZFueeD03Z9e9ihnjyY3maa48vDov60JfH7Qbd90a496igABAgQIECAwPwEHrPnZqkyAAAECDRfoV5Pc8BFnNt4JeXqdF62f%2FK2ZFTzOQmd88IPXOOHSE%2F7xOF9fvddy%2FONgvX3i6g1uYgIECBAgQKA0AQes0jYiDwECBAjUQqA3uvhGKR35Yi3CLjlkjsjDbru15Bj%2Fp32%2FmlwREcXkKcXlX8vxlevvvOrrd%2B26vPSc8hEgQIAAAQLNFnDAavZ%2BTUeAAAECcxLobRy6XcrTS%2BZUvmFl87cG3c51ShmqP5p8KVLcsJQ8pefIeeeNh%2Bu7vlR6TvkIECBAgACBZgs4YDV7v6YjQIAAgTkJ7Dt40d3ztHXBnMo3qmyO%2BPSw275lKUP1qsklKeJ2peQpPceR1s5d5%2B7Z5Vhb%2BqLkI0CAAAECDRdwwGr4go1HgAABAvMR6FWT%2B6WIt8ynerOq5hwfGq63Tyllqv5ofEGkdPdS8pSeI%2Bd8%2BnC941hb%2BqLkI0CAAAECDRdwwGr4go1HgAABAvMR6G1MHpZyvHI%2B1ZtVNUe8a9ht%2F2wpU%2FWr8Vsj0i%2BUkqf0HDniF4fd9ltLzykfAQIECBAg0GwBB6xm79d0BAgQIDAngf5o8uhI8cI5lW9Y2fzng27nV0sZqldNXpkiHlZKnuJzpHjEYK3tWFv8ogQkQIAAAQLNFnDAavZ%2BTUeAAAECcxLoVeM%2FSJGeNqfyjSqbcz53uN45q5SheqPJi1KKR5WSp%2FQcOdJjh93djrWlL0o%2BAgQIECDQcAEHrIYv2HgECBAgMB%2BB3sb4JSmnffOp3qyqOaXnDNd2P6mUqfrV%2BOkR6Rml5Ck9R478zGG38%2FTSc8pHgAABAgQINFvAAavZ%2BzUdAQIECMxJoF9NXh0RD51T%2BUaVzZF%2Bf9jd%2FdxShuqNxvtSSi8pJU%2FxOXIeDNY7jrXFL0pAAgQIECDQbAEHrGbv13QECBAgMCeBXjV5W4q4z5zKN6tsjt8ZrLdfWspQ%2BzY2H5pzvvIA6b%2BtCbxm0G3%2F%2BtYe9RQBAgQIECBAYD4CDljzcVWVAAECBBou0B9NLowUpzZ8zJmMl1rxK%2Fv3tN8wk2IzKLK32rxPK%2FLbZlBqJUrkiLcPu23H2pXYtiEJECBAgEC5Ag5Y5e5GMgIECBAoWKBXjT%2BeIt2q4IjFREsp7rF%2Frf03pQTqnz85Na6IC0vJU36O%2FP5Bt%2BNYW%2F6iJCRAgAABAo0WcMBq9HoNR4AAAQLzEuiPJl%2BLFNedV%2F0m1b0i5Tues9a5qJSZzty45FY78%2BGPl5Kn9Bw58ieG3c6tS88pHwECBAgQINBsAQesZu%2FXdAQIECAwJ4FeNZmmCP8%2FugXfK%2FL05uesn%2Fw%2FtvDoQh7pv%2B8j143LLv%2FaQpo1oUmOrw%2FW29drwihmIECAAAECBOor4Afv%2Bu5OcgIECBBYksAZH%2FzUtU649NJvLal97doePvHEa593yi2%2FXUzwnFN%2FY3NaTJ7Cg%2BSIPOy2W4XHFI8AAQIECBBouIADVsMXbDwCBAgQmL3Avo3JzXOOT8%2B%2BcvMqlnr86Ffjb0akazdPfD4TFXeEnM%2BYqhIgQIAAAQIFCzhgFbwc0QgQIECgTIH%2BwckdYxofKjNdYakK%2FetnvWryqRRxi8K0io2TUtxi%2F1r7M8UGFIwAAQIECBBovIADVuNXbEACBAgQmLXA3tHmPVspv3PWdZtYL0f%2B5LDbKe5fa%2BxXkw9ExClNNJ%2FHTNMd6ZQDp%2B92tJ0HrpoECBAgQIDAlgQcsLbE5CECBAgQIPD%2FC%2FQ3Dj048vR1TI4ukCN%2FYNjt3OXoTy72iV41fkeKdK%2FFdq1vt2lOP3tgffe76juB5AQIECBAgEDdBRyw6r5B%2BQkQIEBg4QL9jc0zIudzF964hg1zxNuH3fZ9SoveqyavSREPKS1XqXmmkR58oLv79aXmk4sAAQIECBBovoADVvN3bEICBAgQmLHA3mrypFbEs2Zctqnl%2Fuug2y7uUNSrJoMU0Wsq%2Bqznmua898B655xZ11WPAAECBAgQILBVAQesrUp5jgABAgQI%2FC%2BBfjV5bkQ8HsiWBA4Muu3iDkX9jfEzI6enbmkCD8U04skHuu1noyBAgAABAgQILEvAAWtZ8voSIECAQG0FeqPJS1OKR9Z2gMUGf9ag237KYlsevVu%2FGj82Ij3%2F6E964kqBnOJ5w7W2o63PgQABAgQIEFiagAPW0ug1JkCAAIG6CvSr8Rsj0gPqmn%2BRuXOOxw%2FX289bZM%2Bt9OqNNh%2BRUn75Vp71zD%2BfsF426HYcbX0MBAgQIECAwNIEHLCWRq8xAQIECNRVoDeaVCnFWl3zLzJ3TvHbw7X2ny2y51Z67duY%2FGLO8ZdbedYz%2F3zAetOg23kgCwIECBAgQIDAsgQcsJYlry8BAgQI1FagV00mKWJ3bQdYYPCc8i8P1zpvXGDLLbXqjcanpZTO39LDHoqcY2O43u6iIECAAAECBAgsS8ABa1ny%2BhIgQIBAbQX61eRzEXGT2g6wwOA58s8Mu53RAltuqdWZBy%2B%2B%2Fc7pkYu39LCHrhQ4NOi2HW19CwQIECBAgMDSBBywlkavMQECBAjUVaBXjf8xRbpGXfMvMnfOO08eru8aL7LnVnr1RhffKKUjX9zKs575Z4HPD7rtm7IgQIAAAQIECCxLwAFrWfL6EiBAgEBtBfrVJNc2%2FIKDH96x8yfPO33XZxfc9ujtck79jc3p0R%2F0xJUCOfL3ht3ONWkQIECAAAECBJYl4IC1LHl9CRAgQKCWAv7kzrGt7bKdV%2F3Rl5122%2B8e21uLebo%2FmlwaKRxltsg96Lb93LhFK48RIECAAAECsxfwg8jsTVUkQIAAgQYL7Btt3jan%2FJEGjzjT0Uo%2BevSqyWdThL8Wt8WN77xa60YvvutJX97i4x4jQIAAAQIECMxUwAFrppyKESBAgEDTBfYdvOjuedq6oOlzzmK%2BHPlrw27n%2BrOoNY8a%2FjXJY1M90tq569w9uy45trc8TYAAAQIECBCYjYAD1mwcVSFAgACBFRHoVZP7pYi3rMi42xozR%2F7EsNu59baKzPHlfjUeRaTuHFs0qnRqTU%2Fbv%2Bfk9zRqKMMQIECAAAECtRFwwKrNqgQlQIAAgRIE%2BhuTh0eOV5SQpfwM%2Bf2DbufUUnP2qskbUsQDS81XWq4c8YvDbvutpeWShwABAgQIEFgNAQes1dizKQkQIEBgRgL90eTRkeKFMyrX7DI53jFYb9%2B71CH71eQ%2FRcRvl5qvuFwpHjFYa7%2ByuFwCESBAgAABAish4IC1Ems2JAECBAjMSqBfbT4jIj99VvWaXCdHvHbYbT%2B01Bn7o%2FFzIqXfLzVfablyikcP19ovLi2XPAQIECBAgMBqCDhgrcaeTUmAAAECMxLoj8b7I6X%2BjMo1ukyOGA677WKt%2Bhvj34%2BcntPoJcxwuBz5mcNux%2FF2hqZKESBAgAABAlsXcMDaupUnCRAgQIBA9KvJqyOi2D9VVNKKco4%2FGq63n1pSph%2FM0t%2FYPCNyPrfUfMXlynkwWO%2FsKy6XQAQIECBAgMBKCDhgrcSaDUmAAAECsxLoVZO%2FThHF%2Fl6nWc05izo55ccN1zrPn0WtedTojSa%2FklK8fh61G1rzNYNu%2B9cbOpuxCBAgQIAAgcIFHLAKX5B4BAgQIFCWQL8avy8i3aWsVIWmSfmRg7XOywpNF%2Fs2Jj%2BTc7y71Hyl5coRbx922%2FcpLZc8BAgQIECAwGoIOGCtxp5NSYAAAQIzEuhV44%2BnSLeaUbmGl8kPHHQ7byp1yN7o4k5KRy4qNV95ufL7B93OqeXlkogAAQIECBBYBQEHrFXYshkJECBAYGYCvWr81RTpejMr2OBC01bqHtize6PUEc84%2F%2BKfOOGKI39far7ScuXInxh2O7cuLZc8BAgQIECAwGoIOGCtxp5NSYAAAQIzEuhVk2mK8P%2BfW%2FBs7djRecnpd5hs4dGlPPJbF3z0R65%2B5J%2B%2Bs5TmdWya4%2BuD9bbjbR13JzMBAgQIEGiAgB%2FAG7BEIxAgQIDAYgTO%2BOCnrnXCpZd%2BazHd6t%2Fl8I6dP3ne6bs%2BW%2FIk%2FWpyRUS0Ss5YSrYckYfdNqtSFiIHAQIECBBYMQEHrBVbuHEJECBA4PgF9m1Mbp5zfPr4K6zWm5ftvOqPvuy023635Kl71eTLKeIGJWcsKdvhE0%2B89nmn3PLbJWWShQABAgQIEFgNAQes1dizKQkQIEBgBgJ7z9%2B8U%2BuK%2FMEZlGp8ibr8aZ1%2BNflIRNy28QuZ0YApxS32r7U%2FM6NyyhAgQIAAAQIEtizggLVlKg8SIECAwKoL7B1t3rOV8jtX3WEr8%2BfIXxt2O9ffyrPLfKZfTd4bET%2B9zAx16j3dkU45cPruD9Ups6wECBAgQIBAMwQcsJqxR1MQIECAwAIE%2BhuHHhx5%2BroFtKp9i7r8i3W90fivUkr3rT34ggaY5vSzB9Z3v2tB7bQhQIAAAQIECPwfAQcsHwMBAgQIENiiwN7R%2BKxWSge2%2BPiKP5bfP%2Bh2Ti0doV9NXhURv1F6zmLypdavDtZO%2BvNi8ghCgAABAgQIrIyAA9bKrNqgBAgQILBdgb3V5EmtiGdtt85KvJ%2FjHYP19r1Ln7U3mrwopXhU6TlLyZdTPmu41jm3lDxyECBAgAABAqsj4IC1Ors2KQECBAhsU6C3MfmTlONx2yyzKq%2F%2F10G3%2FZDSh%2B1tTP5DyvEfS89ZSr5pxJMPdNvPLiWPHAQIECBAgMDqCDhgrc6uTUqAAAEC2xToV%2BM%2Fi0i%2Ftc0yq%2FL6gUG33St92L3V%2BOxWpD8tPWcp%2BXKK5w3X2o8vJY8cBAgQIECAwOoIOGCtzq5NSoAAAQLbFOhX4zdGpAdss8xqvJ7yHw7WOk8rfdh9G5sPzTm%2FuvScBeV76aDb%2Fp2C8ohCgAABAgQIrIiAA9aKLNqYBAgQILB9gd5oUqUUa9uv1PwKOcfjh%2Bvt55U%2B6d5q8z6tyG8rPWc5%2BfKbBt3OA8vJIwkBAgQIECCwKgIOWKuyaXMSIECAwLYF%2BtVkMyJO2nahVSiQ43cG6%2B2Xlj5q%2F%2FzJqXFFXFh6zlLy5Rwbw%2FV2t5Q8chAgQIAAAQKrI%2BCAtTq7NikBAgQIbFOgX00%2BFxE32WaZlXg9teJX9u9pv6H0Yc%2FcuORWO%2FPhj5ees5R8OWJz2G23S8kjBwECBAgQILA6Ag5Yq7NrkxIgQIDANgV61fgfU6RrbLPMSryeUtxj%2F1r7b0oftv%2B%2Bj1w3Lrv8a6XnLCjf5wfd9k0LyiMKAQIECBAgsCICDlgrsmhjEiBAgMD2BfrVJG%2B%2FympUuCLlO56z1rmo%2BGlzTv2NzWnxOQsJmCN%2Fb9jtXLOQOGIQIECAAAECKyTggLVCyzYqAQIECBy%2FQG908Y1SOvLF46%2BwWm%2BmFLfYv9b%2BTB2m7lfjb0aka9chawkZB922nx9LWIQMBAgQIEBgxQT8ALJiCzcuAQIECByfwJkHL779zumRi4%2Fv7dV764Q8vc6L1k%2F%2BVh0m71WTT6WIW9QhawkZc9554%2BH6ri%2BVkEUGAgQIECBAYHUEHLBWZ9cmJUCAAIFtCPRG49NSSudvo8TKvJoj8rDbbtVl4H41%2BUBEnFKXvMvOeaS1c9e5e3Zdsuwc%2BhMgQIAAAQKrJeCAtVr7Ni0BAgQIHKdAr5rcL0W85ThfX7HX8rcG3c516jJ0rxq%2FI0W6V13yLjtnak1P27%2Fn5PcsO4f%2BBAgQIECAwGoJOGCt1r5NS4AAAQLHKdDfmDw8crziOF9ftdc%2BM%2Bi2a%2FNX8vrV5LUR8WurtqTjnTdH%2FOKw237r8b7vPQIECBAgQIDA8Qg4YB2PmncIECBAYOUEetXmY1LkF6zc4Mc38IcH3fadju%2FVxb%2FVqyaDFNFbfOeadkzxiMFa%2B5U1TS82AQIECBAgUFMBB6yaLk5sAgQIEFisQK8a%2F0GK9LTFdq1nt5zj3cP19j3rkt5uj3FTOR4zWG%2B%2F6Bjf8jgBAgQIECBAYFsCDljb4vMyAQIECKyKQH803h8p9Vdl3m3NmeMNg%2FX2r2yrxgJf9qfrjg07R37msNt5%2BrG95WkCBAgQIECAwPYEHLC25%2BdtAgQIEFgRgV41eU2KeMiKjLvdMV866LZ%2FZ7tFFvW%2B3292bNI55f3Dtc7Zx%2FaWpwkQIECAAAEC2xNwwNqen7cJECBAYEUEetXkr1PEvVdk3O2O%2BSeDbvsJ2y2yqPf7o%2FEvREp%2BKfkWwXPOrx6ud%2F79Fh%2F3GAECBAgQIEBgJgIOWDNhVIQAAQIEmi7Qr8bvi0h3afqcs5hvGvHkA932s2dRaxE19h286O552rpgEb2a0CNHvH3Ybd%2BnCbOYgQABAgQIEKiPgANWfXYlKQECBAgsUaBXjT%2BRIv3UEiPUpvU0570H1jvn1CVwb%2BPQ7VKeXlKXvEvPmeN9g%2FX2XZeeQwACBAgQIEBgpQQcsFZq3YYlQIAAgeMV6I8mX4sU1z3e91fpvZzyrw3XOq%2Bry8yPuvDQDY98f%2FqluuRdds4c%2BRPDbufWy86hPwECBAgQILBaAg5Yq7Vv0xIgQIDAcQr0qsk0Rfj%2FzS345ZR%2FbrjW%2Be9beLSMR3JO%2FY3NaRlhapAix9cH6%2B3r1SCpiAQIECBAgECDBPwg3qBlGoUAAQIE5iPw6NFF1z6cWt%2BcT%2FXmVc2x4y7D7h0%2BUKfJetXkuynixDplXlbWHJGH3XZrWf31JUCAAAECBFZTwAFrNfduagIECBA4BoF9G5Ob5xyfPoZXVvrRnHfeari%2B65N1QuhXk7%2BPiJ%2BoU%2BZlZj184onXPu%2BUW357mRn0JkCAAAECBFZLwAFrtfZtWgIECBA4DoG952%2FeqXVF%2FuBxvLqar1z9KtcbnHq7r9dp%2BF41vihF6tQp8zKzphS32L%2FW%2FswyM%2BhNgAABAgQIrJaAA9Zq7du0BAgQIHAcAv3q0M9GTOvzO52OY8ZZvjLotmv380W%2Fmrw7In5mlg6NrtWKOw32tD%2Fc6BkNR4AAAQIECBQlULsfMIvSE4YAAQIEVkKgv3HowZGntflX9Za7lPydQbdzreVmOPbu%2FWry5xHxoGN%2Fc0XfaMU9B3vaVx79%2FEeAAAECBAgQWIiAA9ZCmDUhQIAAgToL7B2Nz2qldKDOMyww%2B2cH3fZPLrDfTFr1q%2FG5EemMmRRbhSKp9auDtZOuPPr5jwABAgQIECCwEAEHrIUwa0KAAAECdRboV5MnR8Qf1XmGhWXPeTJY79Tud0n1NjafnXJ%2B4sKcat4op3zWcK1zbs3HEJ8AAQIECBCokYADVo2WJSoBAgQILEegtzH5k5TjccvpXreuuRp0O%2Bt1S92vJo%2BPiOfWLfey8k4jnnyg2372svrrS4AAAQIECKyegAPW6u3cxAQIECBwjAL9avxnEem3jvG1FX08v2nQ7TywbsP3NiaPTDleWrfcy8qbUzxvuNa%2B8ujnPwIECBAgQIDAQgQcsBbCrAkBAgQI1FmgV43flCL9Up1nWFz2%2FLJBt%2FPIxfWbTae9o81faqX8ptlUa36VnOPPhuvt327%2BpCYkQIAAAQIEShFwwCplE3IQIECAQLECvdGkSinWig1YULCc4%2FnD9Xbt%2Frplf2NzT%2BS8URBl4VHq%2BSftCkcVjwABAgQIEPg3BBywfB4ECBAgQOAoAv1qshkRJ4E6ukBO8dThWrt2v%2FD%2BrNHkDjtSHDr6hJ64UiDn2Biut7s0CBAgQIAAAQKLEnDAWpS0PgQIECBQW4F%2BNflcRNyktgMsMnhK%2BwZruweLbDmLXmccvOTGJ0wP%2F8Msaq1EjZr%2Ba5MrsRtDEiBAgACBhgo4YDV0scYiQIAAgdkJ9KrxP6ZI15hdxeZWyikePlxrv6puE579iU9cdfqF732%2FbrmXmPfzg277pkvsrzUBAgQIECCwYgIOWCu2cOMSIECAwLEJPOjii69yg68e%2Badje2t1n57m9IAD67vfXEcBh8pj2FqOfxyst088hjc8SoAAAQIECBDYloAD1rb4vEyAAAECTRfwV8uOccOtuOdgT%2Fvdx%2FhWEY%2F7q6LHtoZBt%2B3nyGMj8zQBAgQIECCwDQE%2FeGwDz6sECBAg0HyBMw9efPud0yMXN3%2FS2Ux4RSufes6ezvtnU22xVXrVZJIidi%2B2a3275bzzxsP1XV%2Bq7wSSEyBAgAABAnUScMCq07ZkJUCAAIGFC%2Bw7eNHd87R1wcIb17ThdGfc9sBp7Y%2FVMX5vNHlXSnGPOmZfRuaU0%2B32r%2B%2F%2B6DJ660mAAAECBAisnoAD1urt3MQECBAgcAwC%2BzYmv5hz%2FOUxvLLSj15xlXyTc%2B7W%2BUIdEXrV5DUp4iF1zL6MzKk1PW3%2FnpPfs4zeehIgQIAAAQKrJ%2BCAtXo7NzEBAgQIHINAf2Py8MjximN4ZaUfbV3tGtd6yV1v9Z06IvSq8QtSpMfUMfsyMueIXxx2229dRm89CRAgQIAAgdUTcMBavZ2bmAABAgSOQaBXbT4mRX7BMbyy0o%2FW%2BRd79zfGvx85PWelF3gMw%2BcUDx%2ButV91DK94lAABAgQIECBw3AIOWMdN50UCBAgQWAWB%2Fsb4mZHTU1dh1u3OmCMuHXbbP7LdOst6vzfafERK%2BeXL6l%2B7vjkeM1hvv6h2uQUmQIAAAQIEainggFXLtQlNgAABAosS6I%2FG%2ByOl%2FqL61blPjvzFYbfz43WdoTea3Dul%2BOu65l907hz5mcNu5%2BmL7qsfAQIECBAgsJoCDliruXdTEyBAgMAWBfxi7y1CRUTO8bHhevu2W3%2BjrCfP2hifvCOnD5eVqtw0OeX9w7XO2eUmlIwAAQIECBBokoADVpO2aRYCBAgQmLlAfzR5e6T4uZkXbmbBDw667TvXdbQzDl5y4xOmh%2F%2BhrvmXkPs1g27715fQV0sCBAgQIEBgBQUcsFZw6UYmQIAAga0L9KrJ%2BSnitK2%2FsbpP5hzvHq6371lngX41yXXOv9js%2Ba8G3c79FttTNwIECBAgQGBVBRywVnXz5iZAgACBLQn0R5MLI8WpW3p4xR%2FKOf5yuN7%2BpToz9KrxV1Ok69V5hkVlzxF%2FPey2f35R%2FfQhQIAAAQIEVlvAAWu19296AgQIEDiKQL%2BafCAiTgF1dIEc%2Bb8Mu53fOPqT5T7RqyaHUsQdyk1YTrIc8fZht32fchJJQoAAAQIECDRZwAGryds1GwECBAhsW6BXjT%2BcIp287UKrUeDAoNvu1XnU3mjyrpTiHnWeYWHZc7xjsN6%2B98L6aUSAAAECBAistIAD1kqv3%2FAECBAgcDSBXjV%2BT4p0t6M953%2BPyCk9Z7i2%2B0l1tuhV4%2F%2BcIv37Os%2BwqOxN%2BCuji7LShwABAgQIENi%2BgAPW9g1VIECAAIEGC%2FSq8ZtSpFr%2FXqdFrSfn%2FKTheuc5i%2Bo3jz69avzHKdIT5lG7aTVzxHDYbfebNpd5CBAgQIAAgTIFHLDK3ItUBAgQIFCIQK%2BanJcifqeQOEXHyCkePlxrv6rokEcJ168mvxsRL67zDAvM%2FpRBt%2F2sBfbTigABAgQIEFhhAQesFV6%2B0QkQIEDg6AL9jfEzI6enHv1JT6TcWt%2B%2FflJVZ4nexviBKac31HmGRWVvwsFyUVb6ECBAgAABAtsXcMDavqEKBAgQINBggX0bmw%2FNOb%2B6wSPObLTpjnTLA6fv%2FvTMCi6h0FkHx3fZMf0mbpEAABxLSURBVE3vW0Lr2rVMuXXn%2FesnfbB2wQUmQIAAAQIEainggFXLtQlNgAABAosSOPPgxbffOT1y8aL61bdPvmyw1r5mpJTrO0PE2Rd%2B4ken3%2F%2Fet%2Bs8wyKy58iHb5Db1%2FiP6%2BnIIvrpQYAAAQIECBBwwPINECBAgACBf0sg59TbmPxTinQCqH9dIEd%2B77DbuXsTjHqjyUdTits0YZY5zvC3g27bv845R2ClCRAgQIAAgX8p4IDliyBAgAABAkcR6FfjUUTqgvq3BNJLBt3dV%2F4C9Nr%2F16smr0wRD6v9IHMcIOd4%2FnC9%2Fbg5tlCaAAECBAgQIPAvBBywfBAECBAgQOAoAr3R%2BIkppWeD%2BtcFcsRDh932a5tgtHc0PquV0oEmzDKvGVKKe%2Bxfa%2F%2FNvOqrS4AAAQIECBD4vwUcsHwTBAgQIEDgKAJnn%2F937ekVV4xB%2FXCBHJG%2Fv%2FOq13rZabf9bhOMzjh4yY1PmB7%2BhybMMo8ZcsR3b7C2%2B9r%2FMaXpPOqrSYAAAQIECBD4YQIOWL4LAgQIECCwBYHeaPz5lNK%2F28Kjq%2FjIwUG3vdakwfuj8ThSajdpplnNkiNeNey2Hz6reuoQIECAAAECBLYi4IC1FSXPECBAgMDKC%2FSryXMj4vErD%2FFDAfLvDbqdFzTJpr8xfmbk9NQmzTSzWXK%2B32C981czq6cQAQIECBAgQGALAg5YW0DyCAECBAgQ2HvB5DatI%2FFREv%2BPwDSufpUbDE693debZHP2ew7dcnp4%2BskmzTSjWT4%2FWNv9E5FSnlE9ZQgQIECAAAECWxJwwNoSk4cIECBAgEBEfzS5MFKcyuIHBfKbBt3OA5to0htN3nXlLytv4mzHPVOOxwzW2y867ve9SIAAAQIECBA4TgEHrOOE8xoBAgQIrJ5Avxr%2FRkR61epN%2Fq9PPI308we6u%2F%2B6iSZ7R5u%2F1Er5TU2c7XhmyhGXRt554%2BH6rkuP533vECBAgAABAgS2I%2BCAtR097xIgQIDAygn0qvHHU6RbrdzgP3zgDw%2B67Ts12cK%2Bf3C7%2BT8Mup0%2FaPK%2BzUaAAAECBAiUK%2BCAVe5uJCNAgACBAgX8KawfWEpK9x2s7X5bgWuaWaTexviBKac3zKxgTQvlyF%2F86vVPuNnrd%2B26vKYjiE2AAAECBAjUXMABq%2BYLFJ8AAQIEFi%2FQH43%2FLlLatfjORXX820G3fbeiEs0pTL%2BavDcifnpO5WtRNkc8dNhtv7YWYYUkQIAAAQIEGinggNXItRqKAAECBOYp0Kv%2B7s4prnj%2FPHsUX7sVdxrsaX%2B4%2BJwzCLj3%2FM07ta7IH5xBqVqWyDk2huvtbi3DC02AAAECBAg0RsABqzGrNAgBAgQILFKgX01eHBG%2Fu8iexfTKeTBY7%2BwrJs8CgvRGkxelFI9aQKuiWuSI7x%2FZsfM2552%2B67NFBROGAAECBAgQWDkBB6yVW7mBCRAgQGAWAo957%2Beufvnl37g4Im4%2Bi3p1qXHl70L6%2Fs6r3eZlp932u3XJPIuc%2F7zvf%2Fr6RyKln5xFvbrUyBH9Ybc9rEteOQkQIECAAIHmCjhgNXe3JiNAgACBOQvsGx06JafpB%2BbcpqjyOXbcZdi9w0rN%2FL8XsLeanN6KOFjUQuYZJsc7Buvte8%2BzhdoECBAgQIAAga0KOGBtVcpzBAgQIEDghwj0RpPHpRR%2Fsgo4OeVfHq513rgKs%2F5rM%2FaqyUNSxGuabpAj%2Fu7IiYdPPe%2BUU77X9FnNR4AAAQIECNRDwAGrHnuSkgABAgQKFuhX4zdGpAcUHHEW0Z4w6LZX4lB3NKzexuQpKccfHu25Gv%2Fvn9l5tdZPv%2FiuJ325xjOIToAAAQIECDRMwAGrYQs1DgECBAgsR6A3Gv9VSum%2By%2Bk%2B36458jOH3c7T59ulXtX71fj5Eemx9Uq9hbQ5vnykdcLp567d%2FhNbeNojBAgQIECAAIGFCThgLYxaIwIECBBoukCvmrwtRdynSXPmyC8cdjvNO9TMYEm9ajJIEb0ZlCqiRI74yhXphNMcr4pYhxAECBAgQIDA%2FyXggOWTIECAAAECMxTojyZ%2FESl%2BeYYll1bKn7w6On1T%2FiRWjvy1Vm6dvn9990ePPrUnCBAgQIAAAQKLF3DAWry5jgQIECDQZIGcU7%2FafHmkeHitx0xp32Bt96DWMywofH80%2Be1IcW5EtBbUcqZtcuSLIu24%2F3DtpM%2FNtLBiBAgQIECAAIEZCjhgzRBTKQIECBAg8L8FetX4aSnSH9RNJOf87Yj028P19l%2FULfsy8%2B47OP656RXxupTStZaZ49h7p5cMurt%2F99jf8wYBAgQIECBAYLECDliL9daNAAECBFZIoFf93Z1TvuK1keKWNRn7bTnvfORwfdeXapK3qJi90cU3SunwqyLSzxYV7IeEufJQmVL85qDbeVPpWeUjQIAAAQIECFwp4IDlOyBAgAABAnMUeMToM1e7Rvr2M1KkJ8yxzfZK5%2Fz3qdV68v613a%2FZXiFvXynQG433RUrPThEnliiSc7y7dcJVH7b%2FtNv%2BQ4n5ZCJAgAABAgQI%2FDABByzfBQECBAgQWIBAb3RxJ6Uj%2FykiTllAu622%2BEZE%2FqNBt%2FOCrb7gua0JnDH62PV2xmV%2FmFI6c2tvzP%2BpHPmLKdJzBt32n86%2Fmw4ECBAgQIAAgdkKOGDN1lM1AgQIECDwbwr0qkkvcn5ySunfLYsqR%2F5kivSCq1zlx17xwrvd9LJl5ViFvmef%2F3ft6RVXPCUiHrSseXPkcSu1%2FsSfsFvWBvQlQIAAAQIEZiHggDULRTUIECBAgMAxCvSqyUNS5EdHpLsc46vH9XiO%2FL2I9JeR8iuGa53%2FflxFvHTcAr3RxT8VceSJkeLBKeJHjrvQsb34mpxag%2BHaSe89ttc8TYAAAQIECBAoT8ABq7ydSESAAAECKySwb2PzpJzzr%2BXID02RbjbL0XPENyPyf0sRb%2FTLumcpu71a%2FYOTe%2BRpvm%2BKuG9EuvX2qv3Lt3PEBSnir684IV56zt3bX5llbbUIECBAgAABAssUcMBapr7eBAgQIEDgBwTOOji%2BS2vaunvE9I4RqZMi7rB1oPydHOmzEfHxHLnakVrV%2FrXdh7b%2BvieXIXD2ew7dcnr59H45xb1SzrePlH5yqzlyxHdT5A%2FlnD6UWulvrn7tvPG8dvsft%2Fq%2B5wgQIECAAAECdRJwwKrTtmQlQIAAgZUT6J8%2FvvX0SOsnUoqbpxw3jMiXRit%2FJ6X07cjxzSPT%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%2BvZ2FEHpHDhwFrXIxwBAgQIECBAgAABAgQIECBAgIADywYIECBAgAABAgQIECBAgAABAgTWAg6sdT3CESBAgAABAgQIECBAgAABAgQIOLBsgAABAgQIECBAgAABAgQIECBAYC3gwFrXIxwBAgQIECBAgAABAgQIECBAgIADywYIECBAgAABAgQIECBAgAABAgTWAg6sdT3CESBAgAABAgQIECBAgAABAgQIOLBsgAABAgQIECBAgAABAgQIECBAYC3gwFrXIxwBAgQIECBAgAABAgQIECBAgIADywYIECBAgAABAgQIECBAgAABAgTWAg6sdT3CESBAgAABAgQIECBAgAABAgQIBPETkTW%2ByUNGAAAAAElFTkSuQmCC%22%20data-filename%3D%22Test%20Ready%20Activity.png%22%20style%3D%22width%3A%20140.969px%3B%20height%3A%20140.969px%3B%22%3E%3Cfont%20style%3D%22text-align%3A%20center%3B%22%20face%3D%22Poppins%22%20color%3D%22%236bc0d1%22%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cb%3EActivity%20Area%3C%2Fb%3E%3C%2Fspan%3E%3C%2Ffont%3E%3Cspan%20style%3D%22text-align%3A%20center%3B%20font-size%3A%2036px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22text-align%3A%20center%3B%20font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2030px%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3C%2Fdiv%3E%3Cdiv%3E%3Cspan%20style%3D%22font-size%3A%2028px%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2030px%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2038px%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22text-align%3A%20center%3B%20font-size%3A%2024px%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fdiv%3E%3Cdiv%3E%3Cspan%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%22%3E%3Cb%3EHighlight%20the%20collocations%20in%20the%20text%20below.%3C%2Fb%3E%3C%2Fspan%3E%3C%2Fspan%3E%3C%2Fdiv%3E%3C%2Fdiv%3E\\\",\\\"ShowGlossary\\\":1,\\\"MarginLeft\\\":10,\\\"MarginRight\\\":10,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"Scrollable\\\":0,\\\"Height\\\":300},{\\\"WidgetType\\\":23,\\\"WidgetId\\\":\\\"c7e5b976-25d5-4e37-9834-1c136dd8ce7b\\\",\\\"Content\\\":[{\\\"Title\\\":\\\"%3Cp%3E%20%3Cbr%3E%3C%2Fp%3E\\\",\\\"QuestionId\\\":9882,\\\"Answers\\\":[{\\\"AnswerId\\\":25858,\\\"QuestionId\\\":9882}],\\\"AnswerExplanation\\\":\\\"\\\",\\\"Hints\\\":\\\"\\\"}],\\\"MarginLeft\\\":10,\\\"MarginRight\\\":10,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"ShowHidePanel\\\":0,\\\"ShowCorrectAnswer\\\":2,\\\"ShowGlossary\\\":0,\\\"AnswerFieldFontSize\\\":18,\\\"Skill\\\":\\\"\\\"}],\\\"MarginLeft\\\":0,\\\"MarginRight\\\":0,\\\"ColumnSpace\\\":0,\\\"WidthLeft\\\":50,\\\"WidthRight\\\":50,\\\"Scrollable\\\":1}]}\",\"IsRetry\":false,\"IsCompleted\":false,\"IsInProgress\":false,\"IsTransferedLesson\":true}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/ReadLayout"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"insertView\":{\"view\":1064612782,\"userData\":{\"brandedPlayer\":0,\"customCDN\":\"\",\"license\":\"SCALE\",\"awsCDN\":0,\"AWS\":1,\"id\":99137252,\"customDomain\":\"\",\"affiliate\":\"\",\"translations\":\"\",\"globalSettings\":\"{\\\"wistiaToken\\\":\\\"da4bf9381e6192cbe4159ebd6683ba1b76c1e03bcf8f945e4f49a396bc8f975b\\\",\\\"defaultRows\\\":50,\\\"yearlySwitchShown\\\":\\\"2026-04-14T04:26:06.015Z\\\",\\\"adFeed\\\":\\\"\\\",\\\"advancedCode\\\":true,\\\"resizeWhenVisible\\\":false,\\\"forceSafariSound\\\":false,\\\"dontGoNativeIOS\\\":false,\\\"useMyStorage\\\":false,\\\"disableAnonymousViewerTracking\\\":false,\\\"askKnown\\\":false,\\\"enableYTResolutions\\\":true,\\\"dashboardRows\\\":10,\\\"v4RedirectVideo\\\":true,\\\"dashboardView\\\":\\\"list\\\",\\\"watchedIntro\\\":true,\\\"liveStream\\\":true,\\\"vimeoAuthToken\\\":\\\"68e1a3eda4ee0941392cf1f2a489cd79\\\",\\\"vimeoUserID\\\":\\\"user135951105\\\",\\\"publishOptionLinkClicked\\\":true,\\\"videosSort\\\":[{\\\"field\\\":\\\"updated\\\",\\\"sort\\\":\\\"desc\\\"}]}\",\"bandwidthAvailable\":6000,\"bandwithPrepaid\":0,\"bandwidthUsed\":2136491,\"bandwidthPrepaidUsed\":0,\"bandwidthOverage\":1,\"whiteListedDomains\":\"[\\\"zealous-ground-0879fc900.3.azurestaticapps.net\\\",\\\"uq.learningbase.io\\\",\\\"uk-globaltestprep-course.pearson.com\\\",\\\"toeflelt.e2platform.io\\\",\\\"stg-uk-globaltestprep-course.pearson.com\\\",\\\"stg-latam-globaltestprep-course.pearson.com\\\",\\\"stg-apac-globaltestprep-course.pearson.com\\\",\\\"stagingv2-globaltestprep.pearson.com\\\",\\\"menatv2-globaltestprep.pearson.com\\\",\\\"m.app.e2school.com\\\",\\\"m.app.e2language.com\\\",\\\"localhost\\\",\\\"learningbase.io\\\",\\\"latamv2-globaltestprep.pearson.com\\\",\\\"latam-globaltestprep-course.pearson.com\\\",\\\"frp.learningbase.io\\\",\\\"ets.learningbase.io\\\",\\\"e2v2-prod.azurewebsites.net\\\",\\\"e2testprep.com\\\",\\\"e2school.com\\\",\\\"e2publisher.learningbase.io\\\",\\\"e2platform.io\\\",\\\"e2language.com\\\",\\\"e2english.com\\\",\\\"e2classroom.com\\\",\\\"azdopl-rc-microfrontend.e2language.com\\\",\\\"azdopl-rc-main.e2language.com\\\",\\\"app.e2language.com\\\",\\\"app-e2v2-monolith-dev-sea-001-mainweb-nextjs.azurewebsites.net\\\",\\\"apacv2-globaltestprep.pearson.com\\\",\\\"americanlife.e2platform.io\\\",\\\"promo.e2language.com\\\",\\\"blog.e2language.com\\\",\\\"tempvid.com\\\",\\\"e2learning.tech\\\",\\\"e2testprep.com\\\",\\\"app-e2v2-monolith-dev-sea-002-mainweb-nextjs.azurewebsites.net\\\",\\\"e2l-mainweb-nextjs-prod-002.azurewebsites.net\\\",\\\"e2l-mainweb-nextjs-prod.azurewebsites.net\\\"]\",\"stripeConnectID\":\"\",\"canceled\":0},\"viewID\":111428758,\"video\":{\"id\":1692208,\"userID\":99137252,\"name\":\"1.2.7 Lesson Collocations\",\"URL\":\"https:\\/\\/videocdn.spotlightr.com\\/99137252\\/wistia437eeb9ba1cf3e0469f2d964f1a2ddd34939538c.mp4\",\"downloadURL\":\"\",\"spriteURL\":\"\",\"thumbnail\":\"https:\\/\\/videocdn.spotlightr.com\\/99137252\\/492744bb38fe99707151f69dfddd8eb0.jpg\",\"created\":\"2024-07-22 01:19:47\",\"updated\":\"2024-07-22 01:19:51\",\"videoGroup\":\"50830\",\"playerSettings\":\"{\\\"skin\\\":\\\"default\\\",\\\"skinStyle\\\":\\\"modern\\\",\\\"showControls\\\":\\\"\\\",\\\"fullScreen\\\":\\\"1\\\",\\\"buffer\\\":\\\"1\\\",\\\"autosize\\\":\\\"1\\\",\\\"overlays\\\":[],\\\"subtitleTracks\\\":[{\\\"URL\\\":\\\"https:\\\\\\/\\\\\\/s3.amazonaws.com\\\\\\/spotlightr-output\\\\\\/99137252\\\\\\/assets\\\\\\/1721611186590_English\\\",\\\"language\\\":\\\"US\\\",\\\"languageName\\\":\\\"English\\\"}],\\\"finishAction\\\":[],\\\"quiz\\\":[],\\\"youtubeSource\\\":\\\"\\\",\\\"button\\\":{\\\"animation\\\":\\\"pulse\\\",\\\"size\\\":\\\"default\\\",\\\"hasBorder\\\":false,\\\"shape\\\":\\\"default\\\"},\\\"share\\\":{\\\"active\\\":false,\\\"url\\\":\\\"\\\",\\\"tags\\\":\\\"\\\"},\\\"jsonLD\\\":\\\"\\\",\\\"colors\\\":{\\\"skin\\\":\\\"rgba(255, 255, 255, 0)\\\",\\\"controls\\\":\\\"rgba(255, 255, 255, 1)\\\",\\\"bars\\\":\\\"rgba(0, 0, 0, 1)\\\",\\\"shadows\\\":\\\"rgba(0, 0, 0, .33)\\\"},\\\"type\\\":\\\"upload\\\",\\\"addedTracks\\\":[\\\"US\\\"],\\\"tracks\\\":[{\\\"src\\\":\\\"https:\\\\\\/\\\\\\/s3.amazonaws.com\\\\\\/spotlightr-output\\\\\\/99137252\\\\\\/assets\\\\\\/1721611186590_English\\\",\\\"kind\\\":\\\"captions\\\",\\\"srclang\\\":\\\"US\\\",\\\"label\\\":\\\"US\\\"}]}\",\"translations\":null,\"tempConvertID\":\"undefined\",\"convertClientID\":\"undefined\",\"status\":1,\"views\":0,\"storage\":5,\"emailImage\":\"\",\"fileSize\":5,\"duration\":95,\"whiteListedDomains\":null,\"v3ID\":0,\"tmp\":0,\"optimizedUrls\":\"\",\"customS3\":0,\"request_conversion\":0,\"isYoutubeSource\":0,\"isChecked\":0,\"migratedDomain\":0,\"plays\":683,\"loads\":1451,\"originalFileURL\":\"Omitted\",\"originalFileSize\":0,\"thumbnailImage\":\"\",\"theme\":{\"name\":\"New Theme\",\"settings\":{\"useHLS\":true,\"fullScreen\":true,\"timeRemaining\":true,\"logoPosition\":\"end end\",\"commentsDisplayOption\":1,\"allowedCountries\":[],\"skipStep\":10,\"overlays\":[],\"logoSrc\":\"\",\"logoRedirect\":false,\"logoAlign\":\"left\",\"watchHideViews\":true,\"watchPrivacy\":false,\"IPWatermark\":false,\"playbackRates\":true,\"defaultPlaybackRate\":\"1\"},\"dialogColors\":{\"header\":\"#0e2653ff\",\"headerTheme\":false,\"dialogBackground\":\"#fff\",\"dailogBackgroundTheme\":true,\"buttonBackground\":\"#0d6efdff\",\"buttonBackgroundTheme\":false,\"buttonHover\":\"#0d6efd9c\",\"linkColor\":\"#0d6efdff\",\"linkHover\":\"#0d6efda3\",\"overlayBackground\":\"#000000a8\"},\"ai\":{\"summary\":false,\"chapters\":false,\"questions\":false},\"colors\":{\"controls\":\"#ffffffff\",\"shadows\":\"#ffffff00\",\"bars\":\"#ffffffff\",\"skin\":\"#0d6efdff\"},\"logo\":\"https:\\/\\/videocdn.spotlightr.com\\/99137252\\/assets\\/1722397487228_E2_Logo.png\",\"title\":\"\",\"favicon\":\"https:\\/\\/s3.amazonaws.com\\/spotlightr-output\\/99137252\\/assets\\/1722397532777_E2TestPreplogo1080x1080_dark.png\",\"watchHeadline\":false},\"projectName\":\"Advanced%20English%20(C1)%20-%20%20Course%20Videos\",\"source\":0,\"sourceLanguage\":\"undefined\",\"tags\":\"\",\"altID\":\"kumqkmgx5n\",\"folder\":0,\"subfolder\":0,\"ai\":\"\",\"themeID\":11425,\"youtubeSource\":false}},\"playerSettings\":{\"skin\":\"default\",\"skinStyle\":\"modern\",\"showControls\":\"\",\"fullScreen\":true,\"buffer\":\"1\",\"autosize\":\"1\",\"overlays\":[],\"subtitleTracks\":[{\"URL\":\"https:\\/\\/s3.amazonaws.com\\/spotlightr-output\\/99137252\\/assets\\/1721611186590_English\",\"language\":\"US\",\"languageName\":\"English\"}],\"finishAction\":[],\"quiz\":[],\"youtubeSource\":\"\",\"button\":{\"animation\":\"pulse\",\"size\":\"default\",\"hasBorder\":false,\"shape\":\"default\"},\"share\":{\"active\":false,\"url\":\"\",\"tags\":\"\"},\"jsonLD\":\"\",\"colors\":{\"skin\":\"rgba(255, 255, 255, 0)\",\"controls\":\"rgba(255, 255, 255, 1)\",\"bars\":\"rgba(0, 0, 0, 1)\",\"shadows\":\"rgba(0, 0, 0, .33)\"},\"type\":\"upload\",\"addedTracks\":[\"US\"],\"tracks\":[{\"src\":\"https:\\/\\/s3.amazonaws.com\\/spotlightr-output\\/99137252\\/assets\\/1721611186590_English\",\"kind\":\"captions\",\"srclang\":\"US\",\"label\":\"US\"}],\"useHLS\":true,\"timeRemaining\":true,\"logoPosition\":\"end end\",\"commentsDisplayOption\":1,\"allowedCountries\":[],\"skipStep\":10,\"logoSrc\":\"\",\"logoRedirect\":false,\"logoAlign\":\"left\",\"watchHideViews\":true,\"watchPrivacy\":false,\"IPWatermark\":false,\"playbackRates\":true,\"defaultPlaybackRate\":\"1\",\"customVolume\":1,\"comments\":[]},\"globalSettings\":{\"wistiaToken\":\"da4bf9381e6192cbe4159ebd6683ba1b76c1e03bcf8f945e4f49a396bc8f975b\",\"defaultRows\":50,\"yearlySwitchShown\":\"2026-04-14T04:26:06.015Z\",\"adFeed\":\"\",\"advancedCode\":true,\"resizeWhenVisible\":false,\"forceSafariSound\":false,\"dontGoNativeIOS\":false,\"useMyStorage\":false,\"disableAnonymousViewerTracking\":false,\"askKnown\":false,\"enableYTResolutions\":true,\"dashboardRows\":10,\"v4RedirectVideo\":true,\"dashboardView\":\"list\",\"watchedIntro\":true,\"liveStream\":true,\"vimeoAuthToken\":\"68e1a3eda4ee0941392cf1f2a489cd79\",\"vimeoUserID\":\"user135951105\",\"publishOptionLinkClicked\":true,\"videosSort\":[{\"field\":\"updated\",\"sort\":\"desc\"}]}}","status":200,"url":"https://api.spotlightr.com/video/playerSettings?videoID=1692208&browser=Chrome&device=Desktop&cookie=null&domain=https://study.e2english.com&omitViewGenerate=false"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"SubmitMessage\":\"In Progress.\\u003cbr/\\u003eLast attempt 11-May-2026 05:37:36 PM\",\"LastAnsweredMessage\":\"Task completed on : 01-Jan-0001 12:00:00 AM\",\"IsCompleted\":false,\"Score\":0,\"IsInProgress\":true,\"IsAssessmentSubmitted\":false,\"SubmittedDateTime\":\"11-May-2026 05:37:37 PM\"}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/MarkAsViewed"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":0,\"Score\":0,\"Questions\":[{\"QuestionId\":9882,\"QuestionText\":\"%3Cspan%20id%3D%22docs-internal-guid-a46d307f-7fff-07c8-76ca-01e8ac5aa942%22%3E%3Cp%20style%3D%22line-height%3A1.38%3Btext-align%3A%20center%3Bmargin-top%3A6pt%3Bmargin-bottom%3A6pt%3B%22%20dir%3D%22ltr%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(34%2C%2034%2C%2034)%3B%20background-color%3A%20rgb(255%2C%20255%2C%20255)%3B%20font-weight%3A%20700%3B%20font-style%3A%20normal%3B%20font-variant%3A%20normal%3B%20text-decoration%3A%20none%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3EVertical%20Farming%3A%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22line-height%3A1.38%3Btext-align%3A%20center%3Bmargin-top%3A6pt%3Bmargin-bottom%3A6pt%3B%22%20dir%3D%22ltr%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(34%2C%2034%2C%2034)%3B%20background-color%3A%20rgb(255%2C%20255%2C%20255)%3B%20font-weight%3A%20700%3B%20font-style%3A%20normal%3B%20font-variant%3A%20normal%3B%20text-decoration%3A%20none%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3EBalancing%20production%20and%20energy%20usage%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22line-height%3A1.38%3Bmargin-top%3A0pt%3Bmargin-bottom%3A0pt%3B%22%20dir%3D%22ltr%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20background-color%3A%20transparent%3B%20font-weight%3A%20400%3B%20font-style%3A%20normal%3B%20font-variant%3A%20normal%3B%20text-decoration%3A%20none%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3EA%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22line-height%3A1.38%3Bmargin-top%3A0pt%3Bmargin-bottom%3A0pt%3B%22%20dir%3D%22ltr%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20background-color%3A%20transparent%3B%20font-weight%3A%20400%3B%20font-style%3A%20normal%3B%20font-variant%3A%20normal%3B%20text-decoration%3A%20none%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3EThroughout%20the%2020th%20century%2C%20our%20food%20supply%20increased%20dramatically.%20This%20was%20because%20of%20better%20farming%20techniques%20and%20more%20investment.%20However%2C%20as%20the%20world%E2%80%99s%20population%20continues%20to%20grow%2C%20experts%20predict%20that%20food%20production%20will%20need%20to%20%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20background-color%3A%20rgb(255%2C%20255%2C%20255)%3B%20font-weight%3A%20400%3B%20font-style%3A%20normal%3B%20font-variant%3A%20normal%3B%20text-decoration%3A%20none%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3Eincrease%20even%20more.%20By%202050%2C%20developed%20countries%20will%20need%20about%2070%25%20more%20food%20and%20developing%20nations%20will%20need%2050%25%20more.%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20dir%3D%22ltr%22%20style%3D%22line-height%3A1.38%3Btext-align%3A%20center%3Bmargin-top%3A6pt%3Bmargin-bottom%3A6pt%3B%22%3E%3Cb%20id%3D%22docs-internal-guid-d8af8b8a-7fff-91c0-2239-40dceb0140d7%22%20style%3D%22font-weight%3Anormal%3B%22%3E%3Cbr%3E%3C%2Fb%3E%3C%2Fp%3E%3Cp%20style%3D%22line-height%3A1.38%3Bmargin-top%3A0pt%3Bmargin-bottom%3A0pt%3B%22%20dir%3D%22ltr%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20background-color%3A%20rgb(255%2C%20255%2C%20255)%3B%20font-weight%3A%20400%3B%20font-style%3A%20normal%3B%20font-variant%3A%20normal%3B%20text-decoration%3A%20none%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3EB%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22line-height%3A1.38%3Bmargin-top%3A0pt%3Bmargin-bottom%3A0pt%3B%22%20dir%3D%22ltr%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20background-color%3A%20rgb(255%2C%20255%2C%20255)%3B%20font-weight%3A%20400%3B%20font-style%3A%20normal%3B%20font-variant%3A%20normal%3B%20text-decoration%3A%20none%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3EHow%20can%20it%20be%20done%3F%20One%20option%20is%20vertical%20farming.%20Rather%20than%20growing%20food%20outside%2C%20vertical%20farming%20is%20mainly%20indoors%2C%20or%20on%20the%20outside%20of%20skyscrapers.%20These%20farms%20are%20often%20in%20warehouses%20or%20empty%20caves%20where%20humans%20can%20control%20the%20lighting%2C%20climate%2C%20humidity%20and%20temperature.%20Water%20consumption%20can%20also%20be%20minimised%20by%20using%20nutrients.%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22line-height%3A1.38%3Bbackground-color%3A%23ffffff%3Bmargin-top%3A0pt%3Bmargin-bottom%3A0pt%3Bpadding%3A6pt%200pt%206pt%200pt%3B%22%20dir%3D%22ltr%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20background-color%3A%20rgb(255%2C%20255%2C%20255)%3B%20font-weight%3A%20400%3B%20font-style%3A%20normal%3B%20font-variant%3A%20normal%3B%20text-decoration%3A%20none%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3EC%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22line-height%3A1.38%3Bbackground-color%3A%23ffffff%3Bmargin-top%3A0pt%3Bmargin-bottom%3A0pt%3Bpadding%3A0pt%200pt%206pt%200pt%3B%22%20dir%3D%22ltr%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20background-color%3A%20rgb(255%2C%20255%2C%20255)%3B%20font-weight%3A%20400%3B%20font-style%3A%20normal%3B%20font-variant%3A%20normal%3B%20text-decoration%3A%20none%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3EAlthough%20vertical%20farming%20allows%20producers%20to%20utilise%20space%20and%20water%20more%20efficiently%2C%20and%20increase%20the%20total%20number%20of%20crops%20they%20harvest%20each%20year%2C%20this%20farming%20process%20demands%20significantly%20more%20energy.%20In%20contrast%20to%20traditional%20farming%2C%20vertical%20farming%20requires%20ten%20to%20twenty%20times%20more%20energy%20per%20square%20meter%20of%20soil.%20Therefore%2C%20some%20have%20argued%20that%20large%20scale%20adoption%20of%20vertical%20farming%20will%20add%20to%20the%20problem%20of%20excessive%20energy%20consumption.%26nbsp%3B%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22line-height%3A1.38%3Bmargin-top%3A6pt%3Bmargin-bottom%3A6pt%3B%22%20dir%3D%22ltr%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20background-color%3A%20rgb(255%2C%20255%2C%20255)%3B%20font-weight%3A%20400%3B%20font-style%3A%20normal%3B%20font-variant%3A%20normal%3B%20text-decoration%3A%20none%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3ED%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22line-height%3A1.38%3Bmargin-top%3A6pt%3Bmargin-bottom%3A6pt%3B%22%20dir%3D%22ltr%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20background-color%3A%20rgb(255%2C%20255%2C%20255)%3B%20font-weight%3A%20400%3B%20font-style%3A%20normal%3B%20font-variant%3A%20normal%3B%20text-decoration%3A%20none%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3EOn%20the%20one%20hand%2C%20future%20populations%20all%20over%20the%20world%20will%20struggle%20to%20feed%20themselves%20without%20a%20dramatic%20increase%20in%20food%20supply%2C%20but%20on%20the%20other%20hand%2C%20as%20a%20global%20community%2C%20steps%20need%20to%20be%20taken%20to%20curb%20energy%20use%20and%20the%20associated%20pollution.%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20dir%3D%22ltr%22%20style%3D%22line-height%3A1.38%3Btext-align%3A%20center%3Bmargin-top%3A6pt%3Bmargin-bottom%3A6pt%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3C%2Fspan%3E\",\"LessonId\":12673,\"Answers\":[{\"AnswerId\":25858,\"AnswerText\":\"13-14-48-49-164-165-173-174-209-210-218-219\",\"QuestionId\":9882,\"IsCorrectAnswer\":false,\"AudioTranscript\":null}]}],\"StudentAnswers\":[],\"IsAlreadyTaken\":false}}","status":200,"url":"https://study.e2english.com/Student/LessonExerciseHelper/ReadStudentCommonLessonAnswerAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Id\":12674,\"Name\":\"Collocations instructions 2\",\"Code\":\"M10L2Ci2#5#5\",\"Type\":1,\"SingleClick\":false,\"IsWizard\":false,\"HasScorableOrSubmittable\":false,\"HasScorable\":false,\"HasSubmittable\":false,\"HasEtsWidget\":false,\"Layout\":\"{\\\"TimerEnable\\\":true,\\\"Timer\\\":15.0,\\\"Columns\\\":[{\\\"x\\\":0,\\\"y\\\":0,\\\"width\\\":12,\\\"height\\\":1,\\\"widgets\\\":[{\\\"WidgetType\\\":2,\\\"WidgetId\\\":\\\"e4ca2de2-dd2c-4707-8f7d-517b915131b5\\\",\\\"Content\\\":\\\"%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%EF%BB%BF%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cimg%20style%3D%22width%3A%20120px%3B%20height%3A%20108px%3B%22%20data-filename%3D%22collocations2.png%22%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAAWgAAAFECAYAAAAKi6SYAAAOPElEQVR4nO3d63HjVhKAUWnL%2BTgF57PxOB%2Bn4Ii0Vd6iR8PhA7i4j%2B6%2B51T5h8djSSCID61LEPwAAAAAAAAAACCATzuBqP77198775uvu393rCbz5x%2B%2FX%2F6Bf%2FvlT4CV7sN88%2F3PxXoTAg1xPIvzPbHehEBDDEfjfE%2BsCxNoqEOsixFoqEmsCxBoWK91eeMosU5KoGEvYp2IQMO%2BxDo4gYa1Ri9vHCXWAQk0cE%2BsgxBo4BWxXkigYZ0oyxtHifVkAg20EOsJBBryuA%2BhFxiLE2hYo0dcv8cwWqyFuoP%2FpN8C2MO74H1%2B%2ByeCbOvrIZmgoZ6IkzUNTNAw38xorpysnRwuMkFDfL3iarJORqBhT2KdgEDDXBFjKNZBCTTENnvtuGesW3%2F2V993q8v3BBp4ZsVk%2Fe77bPWmGIGGeTIvH5yNdUs8zz4%2B5WMt0BBX1Oi8ivWIZY2z%2F3%2BZWAs0O2mJgLcsvxbx8SkTa4GmuiiTmasj1kgda4GmolExnHkjIJN7f%2BliLdBUM2NSdce2%2FFLE2r04qOJrwTLC0e9neeO9lZH8WvT8eUugqWDlgTXie%2B86mUfY7lCxFmiyi3AghZy%2Bkop0cloea2vQZBYtil8PAiPc5726znqVJWvWJmiyihq%2BVfevqCraJ8V8zJyqTdBkFH0qfTRJc120yXr4VC3QZJNpycDyxjhbxFqgyaT3gfjoQOr1PbytfJ6Ise6yLwWa3Rz5dOwbE3A%2Bt%2F23et91ibRAk8WKF98%2BRTqtEidagaa6q1PMrInM8sY4aWPtMjsyaD2oekZPQGuIeNneUwJNVSMOQJGuJXysBZroov1KKvw1hYy1QFPR6INMUGvrEesuzxGBpppZ8RTpPSydqgUa2vU4cIU%2BvmXLbAJNJStiJ7Dc6%2FacEGgiy3LNqkgzhEBDH63vVCS2pUOCQEM%2FgkvX54BAQ19HD1Ax5y2Bhv7Et4blr4G4WRKM8ewmS%2BJdV%2Fd9K9AwliDTzBIHwK9CXOIp0ER2dvp0c31WGfKbkkADBCXQAD8L85uYQFONZQ5mG%2FZCsEATXcuTX6QpQaCpSqRpEep5I9BUJtKMNvQ6d29UIYPPC7H9GnQQvfp5vDmFLgSaHVyN9KsYP3L7%2B0KdS7jfuASaLK5M0R8notnzIB01vRPD8H0r0OzGujRpeJGQTEyjjBLyxC3QZCPSRDDleSjQZCTSbEGgyUqk6SXs6xICTWYizQrTnncCTXYiTVkCTQVRI%2B3kEV%2Foyy4Fmio%2BBZEJpj7HBJpqhJoyBJqqeoa65es4ScQX%2Fl2lU97q%2Fd%2B%2F%2Fr7%2FI2%2B3vcbBf5zHil6mP5dm34tDmPuI%2BDhWDqHnLUvMXOLwJK%2FN%2Fv3B1B5fiuerNWh6EmmqWnLSnRVoBy5Zee6yjAka%2BrK8EV%2Bak64b9sNe3sXJCeZXyx4TgYbnKixvtH6e4o1gLyTQ0E%2BUmPX%2BXMWbCrFOddIVaKhjdHx2%2FLTypdvqRUJ4LNOk9TX553VlyyQCDX2smrRWxXL2SaGHdCeWqEscXpiIxcQUU4T98lX4eF2%2BXSZo%2BFWGE1Kkn9EJfBCBhutmT1oRgxg90ilPIgINuUQOTaVJOsSyjUDDzwTwGssdHQk0XDNr0sp22V8kaU8a3qgCe3l3QjEBB7oqRaDhh6hxuvpznQnO7e9e%2FZ6VL7%2BbxhIHtJsRoJlxvv%2F%2F3HtjMYGGmnoF9srXyBjHUCclgYb%2Fc4nYc5YqFhFoaJNheaOn1u1duQ3pT7oCDbWMPHFUn6TDbZ9AQ53ljRmBsdwxkUDDeSIVX4mTrkBDDTNPGme%2FV4ZYhjzpCjS7q%2FrmFAoQaDjH8kZ8ZU5uAg3sLuxJV6DZWcuklfGz%2BEhKoKHN1%2Baxjjp1ltof7mYH132Pwi5r1K4dn8AEDX31mqy9GIkJGgbacbJeqdxyk0DXcvYJKhrziHU84feDQOd3ZWoQjTVGPO4zP8HEVSyTCHROIw6Q29fcKdSfAWKzw%2BO%2B261Zu%2FEiYT6jn4i7XToWJYxZLttz9cZEJug8Zh8Yu0Y6wnZbQuAfJugcHLDzfH77J5sZv11FVPb4EOj4xHmdKp9s3UPr8zDi45dmn1riiEuY44i2BDKb5%2BIiAg3n7BbrK9vo6o2LBDomE0sO1WNdcZtSLVkJdDzinFOlWPf4%2Ba3ddyDQsfQ%2BsO8PEvGfY2Wsr76jMFOcyz%2BfBbqeVwfH7i92rZDpMa8%2BOaeb6gU6jtm3p7z9faGeJ3KsLWsEJND5XT0ohHqNSLHOGOctnq8RA73jWTjCmwCEep2esV5x%2FGQ4ZlN2ZdY7Cf3q09%2Box9S759aa%2FVZzn%2FwSWLS3epue42jZFw7Wvs7G%2Buzjn%2FW3pW1%2By5u5xPHu3rsO7uNmPVZnlj3sv7GeXTK5%2BnHPcD%2FrtM%2FN2WvQDuLrVq8xPoq1%2FTpftMfcp%2FMM4CoOznLw8c7IWD8aEMoS6LV8yCvVrZ6sUx8zAg3MYhnkJDfsh32tjGTLZzBud42%2BQMPeIkyyoz4wN%2F2ULtBApJBl%2BXTzKaxBAx9Bb%2BS0faQFGrhX4ba0JV6EFGjgFfcQX0iggaPEejIvEq61y81tqGf2XffOKHON9YoJ%2BlFkXLSeh%2F3HPZP1ILMD%2FWznZbgj1u6e7buPDh9USh1i3dHMJY4jO8sOfW%2FFp0Tbd7RYsQxSalCYNUE7eJ97d5%2FsR2ZMrC37rMIkfb%2FdfjPow2TdIOJVHH5dPmbU47TLwXN0O5%2F9Pc%2FRdmJ9kMvs%2BK76wdJz%2B9yZrY%2FsH5g7lEDH0LLM8dHxxVVh7vP1hfoak%2FUd10HX0Ppk3uGmNDO3T1T6Gf2BuSmYoONonaJvzkxxO4Rk1Taapvt7NVmXfpwFup5HT%2BDdJrsI25vuxe4%2F%2F%2Fj9lz8LaKsTnyWOWFyVcV2k7bXkwSUCHY9fjdtFDKJI00ygYxLp8yKHUKRpItBxifRxGQIo0pwm0LGJ9HuZwifSnOIqjvh2vApjhXcnQ%2FuA6UzQOayapKNP8D2iefTNEL3uyib0HGaCzuMWhxkH%2BA5LK63bOHM%2FsDkTdD4j768b9SOMHrkSyB7beOVriDuHCHRePWOaKcxX9dxOL%2BIylCWO%2FO4jcWQ6q3ZT%2FaNGbPeVOxEKPC8JdD0O%2BsdGPi6utGEISxzsYMZJy4mR7gSabEyqbEOgqS7yJ0o72fCSQAMEJdAAQQk0QFACTWUrrqxwNQfdCDSVeRGO1AQaICiBhr5M7XQj0ABBCTTVmWhJS6DJJvJVEk4GdCXQ7CBqOF2Sx0sCDX2YnulOoMmoZfIUUNIRaLiuJf6WN3hLoNmJKZpUBJqsokygpmeGiRhoT15GMkWThgmazFpP5r0ibXpmKIGGNiZxhosYaE98zlg9Rc%2F4WdnUb0E3O0Okrx5sTkTAS1EDncFXsultlkzb1roPW7fRW845xRr0NS0HnMmZaDwngxLouRwI8ZzdJ1X3oedmQAJ9nSc2MIRAAwQl0ABBCfR1XgEHhhDoucQcOEyg2Z2TJmEJ9DUtB7cg5Gb%2FMU3EdxKuOACyXCq3Kg4VLyW88lh%2BurySGbzVu50D%2FLFdJsws2%2BlEkpgljnz3jgA2IdBtekxPbrQEvLR7oMUOCGv3QLfoufZoigae2jnQUSIX%2FcUmJwNYxAR9jmtggWkEOoaZn%2BoBJLFroH1cPhCeCToOJwDgJwJ9TNR4WuaAwgQ6FlM08K8dA3126hRNYAkTNEBQAh2PiR34h0ADBCXQAEEJNEBQAg0Q1I6Bdvc4IAUT9HuCCSwh0ABBCfQxs6Zo0zrwL4GOwy1QgZ%2F8tunD8dkQxC9B7O7oPvC4s6VdA91qVKR3Wtpo2db7%2F0ew2cLOSxxRPlG79etlitTXt396fj0ozQTdpsckvUNgRm%2Fj7eubqClp9xcJrxzYV6a4q%2BHK8GabmScg0zQlmaCv%2Bx6HV%2BHcJSKrttM0TTkC3XZFxzMz4iRAr7nahjJ2X%2BK4yXJAC88xljwoQaDzEOdzRJr0BPqHyAEU5zYiTWoC%2FbOIIRRn2JRA%2FypSEHeL8%2BeAbTZFk5arOB67RWLlwb1LnB9t5%2Fc%2F67EPXNlBSgL9Ws9L8M5%2B38rObF%2BEkyUsIdDvzQyEMD93dT%2BYoknHGvRxI9ZHb0Z%2B7Sh6bZ%2FIsg0T9Hm91kczvTkm2na2%2FkymaFIR6GueHexH789R2ejtXvX6AEwj0GPsPKWZUGM5eiKz3wKyBs0RRw%2Fe2Qe5qFCaCZqjnl1FkS2SO65DP9t39%2F%2BdYASas6IdzNaijxPiZCxxAAQl0ABBCTQV%2BNWdkgQaICiBBghKoAGCEmgqcJkdJQk0QFACDRCUQJOd5Q3K8lZvzngWw0zXIbtm2n2x0xBojnoW549v%2F232Qf%2FqZ%2BL1Y%2BWe5QlY4uCIoyH8Es2Q3u0T%2BywogWaEGaEWlWPOnFwJRqB558qBOyrUrV%2FTr%2FKkItDM0DPUJj224UVCZrryYuLVMJueSUegWeFMqE3MbEugWenZpV69o2x6JiWBJopRk7I4k5YXCQGCEmgqMz2TmkBTlTiTnkBTkThTgkBTjThThqs4qEKYKccETW%2BfC2IpzpRkgmaUWzRHvhNQmClNoBltxDsEhZktCDQztcZakNmSQLOK6MIbXiQECEqgAYISaICgBBogKIEGCEqgAYISaICgBBogKIEGCEqgAYISaICgBBogKIEGCEqgAYISaICgBBogKIEGCEqgAYISaICgBBogKIEGCEqgAYKKGOivX%2F4EYEO%2FBd3k6JH%2B%2FOVPzqt6InKChU4scbT5uhgiEQPeEuj5xBk4RKCvEVtgGIEGCEqgAYISaICgBBogKIG%2Bpsf10AAPzQq0kP3gsSAiz8uAZk7QlZ4Anxe3x8FAJJ6PQc1%2Bq7cnwg8ei7h2ub7dcxAAAAAAAAAgjI%2BPj%2F8BjfQhhkf2XNUAAAAASUVORK5CYII%3D%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%3E%3Cspan%20style%3D%22font-size%3A%2030px%3B%22%3ENice%20start.%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%3E%3Cspan%20style%3D%22font-size%3A%2030px%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2030px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3ELet\\u0026#39;s%20work%20on%26nbsp%3B%3C%2Fspan%3E%3Cb%3E%3Cspan%20style%3D%22font-size%3A%2030px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3Eremembering%3C%2Fspan%3E%3C%2Fb%3E%3Cspan%20style%3D%22font-size%3A%2030px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%26nbsp%3Bthese%20collocations%20now.%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cimg%20style%3D%22width%3A%2068.4144px%3B%20height%3A%2090.6222px%3B%22%20data-filename%3D%22image.png%22%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAAQwAAAFjCAYAAADILjUcAAAUiElEQVR4Ae3dO7Jst3XGcdBK5EhSpkwKnVEzkEJl5gzMIdgz0AzoGbg0AkuhIl2PgJeZHYkMHZHMrEiuJZ1d1erbffu1sfYC8NtVp%2Fr0Y%2BPxx8LXwMICujUXAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgh0IfBJl1RzEv15a%2B1XrbV4%2FNFblt%2B31r5urb17e8wpiVwQQKAsgc9ba1%2B21v5y4%2B%2BPb4JStiIKhgAC%2FQjESCJE4JZQnL8f9%2Fy4X7GkjAAC1Qj8orX27RNisYlH3BtpuBBAYHICr4rFqWgYaUxuLKq3NoHo4Pf4KzZRuPUY0xMXAghMSuA3L0xDrolHOE1dCCAwGYEYXbzit7gmGH%2BajJPqIIBAay1GAtc6%2Fauvf4YwAgg8TuAfHr8l7Y5fdszJiklHuJKel0BlwejZqXuK0bzWombLE1hVMJZveAAQeIZAVcHoObp4hpN7EECgtVZVMCIM3IUAAsUIVBWM3iOM74q1g%2BIgMASBqoLxs870vuqcvuQRmJJAVcHoPSWJ8zJcCCDwIIGqgmFK8mBD%2BjgCGQSqnrgVkZw9r6r17llnaSPwMoGKI4zeo4s4ws%2BFAAJPEKgoGL3PrCAYTxiKWxAIAhUFo7fDk2CwfQSeJLCiYHzzJCu3IbA8gYqCsf1kQK%2FGMcLoRVa60xOoKBicntObnQqOSqCiYPRmKSy8N2HpT0ugYjxCHMvXc6WkYp2nNTAVm4tAxc4jaGsuG1ObiQisNiV5P1HbqQoC6QSqCUb8uHLPi%2F%2BiJ11pT0%2BgmmBMD1wFERiZwGqCYUoysrUq%2B%2BEEqglG7xiM7w8nrgAIDEygmmD0XE4duJkUHYEaBKoJRm8qwsJ7E5b%2B1AQIxtTNq3II7EugmmB8um%2F1pIYAAnsSqCYYfBh7tq60ENiZQDXB2Ll6HyTHh%2FEBEi8gcD8BgnE%2FK59EYHkCqwnG8g0OAAKvEKi2W9XW9lda070IdCZQTTBsbe%2Fc4JJH4BUCpiSv0HMvAosRWEkwrJAsZtyquz8BgrE%2FUykiMC2BlQRj2kZUMQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAiud6flda%2B0nE7SZKiBwGIGVBCMgV6vvYQ0vYwSeIWBK8gw19yCwKIFqgvFu0XZQbQSGIFBNMIaAppAIrEqAYKza8uqNwBMEVhOMXz3ByC0IIPBGYDXB0PAIIPACgWqC8f6FurgVAQQ6E6gmGN93rq%2FkEUDgBQLVBOOFqtx1Kx%2FGXZh8CIHLBFYTjMsUvIoAAncRqCYYfBh3NZsPIXAMgWqCERvEel4%2F65m4tBGYnUA1wejN%2B%2Be9M5A%2BAjMTqCYYX88MW90QGJ1Axe3ef%2BkI1ZkYHeFKen4CqwlGtGjFOs9vaWo4BYFqU5KA2nul5MdTtJxKIHAAgYqC0Xul5BcHcJYlAlMQWFEwpmg4lUDgCAIVBeOrziCMMDoDlvy8BCoKRm%2FafBi9CUt%2FWgIVBaO30%2FPTaVtTxRDoTKCiYPR2ehphdDYqySOQSSDCtyN4q9fft5mVkRcCMxGoGsTUM9oz2q9qvWeyLXWZkEDFKUlg7r2nxErJhMasSv0JrCoY%2FBj9bUsOExJYVTAc1TehMatSfwJVBeObzlX%2FUef0JY%2FAlASqCkbvWAw%2BjCnNWaV6E6gqGL1jMQhGb8uS%2FpQEKi8vWlqd0uRUamQCVUcYwbT3KIPjc2TLVfZDCFQWjN5%2BDAcCH2JyMh2ZwMqCYRPayJar7IcQqCwYvZdWOT4PMTmZjkygsmD0npIQjJEtV9kROCMQ4du9dqxu6fJjnEH3FIGPEag8wohVkt4rJQTjY9bhPQTOCFQWjChq72mJpdUzg%2FAUgY8RWF0wrJR8zDq8h8AZgeqC4QTxswbzFAEErhOIlYzNQdnrkR%2FjOn%2FvIPB3BKqPMHr7MAKG5dW%2FMwlPELhOoLpgRMnfXS%2F%2BLu8QjF0wSmQFAiMIRu%2FzPX%2B5QkOrIwKrEPg8wY%2BxCkv1ROAlAiOMMDL8GOIxXjIjN69CgGD8raX5MVaxePV8icAIghEV7O345Md4yYzcvAqBUQTjvzo3iClJZ8CSn4PAKILR248RO2NNS%2BawabXoSGAUweg9JQnERhkdDU3ScxAYRTBim3vvUQY%2Fxhw2rRYI%2FJXAf4jHYAkIHEtglBFGUOrt%2BIw8TEuOtUe5FycwkmBk%2BDH%2BuXh7KR4CCDxA4E%2BdpyVfPlAWH0VgOQIjjTCicXqPMmJp1fkYy3UDFb6XwGiC8ft7K%2FbC5%2FgxXoDnVgQqEcj46YH%2FrFRhZUEAgdcIhJ%2Bh13F9W7qvldDdCExKYLQpSTRDbz9G5PHZpO2tWgi8RGBEwcjwY1hefcms3IxALQLfdp6WRPouBBA4IzDiCCOq0HtaEs5V05IzY%2FEUgVEFw7SE7SKAwN0EMpZXTUvubg4fRKA%2BgYzlVdOS%2BnaghIkEfpCY195Z%2FWNr7dd7J3qW3v%2B11jKmP2fZeooAAnsTiD0fW6BVr0fTkr1bTXoIHEig9%2B7VECLTkgMbWNa1CIy6SrJR%2FN32T8fHf%2BmYtqQRQCCRQGxH7zUdOU03VmVcCCAwAYGMacm%2FTsBJFRB4mcDoU5IAYFryshlIAIF1CGSslsT0xA8drWNTajo5gYwgrviZAxcCCExAIHwMp07KHv9HTAbn5wTGogoIZE1LPocaAQTmIBBncfYYWZym6WcI5rAVtUCgxbf%2Faefu9b9TxRkbAhMQCP9C%2BBl6CcWWLufnBMaiCggEgYwfbA7h8GNH7A2BCQhkhYr%2FZgJWqoAAAq21jJgMS6xMbUkCIx%2Bgc63B%2FpywJf2HrbX%2Faa29v1YIryOAwBgEspyfsenNhcBSBGYcYcSxev%2BUsPcjhOkbo4yl%2BovKTkogy%2FlplDGpAanWegT%2BmBCTEUuswsXXsy01npBAVuRnCJMLAQQmIJBxGleMMoSLT2AsqnCbwIxOz9Na%2FySpM0fk529PM%2FY%2FAgiMRyBriZUvYzzbUGIELhL4Isn5acXkIn4vIjAWgazDdYwyxrILpUXgKoGsXaxGGVebwBsIjEMgc5RhJ%2Bs4dqGkCFwlkHGEX0xL7GS92gTeQGAcAhErER064y8crS4EEBicQFa4eIiSU7kGNxbFRyBzlCFknL0hMAGBzFHGZxPwUgUEliaQOcqIZdaINnUhMAWB2feSXGqkr98O14lDdnpfIRZxZOC73hlJHwEE%2BhHIjMvgAO3XjlJGII1AVvRnCAYHaFqzygiBPgSyRxnxC%2FMuBBAYmECEcWcEckUeIkAHNhRFRyAIZJ6XEaIR4ekuBIYlsOIqyWljxU8SxCrGr09f7Ph%2FrMx81Vr77455SBoBBDoTyDr709Skc0NKHoEMApnBXKYmGS0qDwQ6E8ja%2Fh6CEX9WTTo3qOQR6Ekge5k1Vk3iF9pcCCAwKIHMZdYYZXw5KCfFRgCBt2XWTAdoiIbDdpgeAgMTyHaAhmjYBj%2BwwSg6AtkO0PBnOKGL3SEwKIHsCFD%2BjEENZbVirx7pea29syNAoxw%2FffOh%2FOFaobyOAAK1CWQe5xejjPj7vDYSpUMAgWsEwq8Q%2FoWtM2c8is%2B41hpeR2AAAhGRmSEUp3mEaDgLdADjUEQELhE4YmoiqOtSS3gNgQEIHDE1iRFHHCPoQqAMAask9zXFd621%2Fz0gwCr2mnzi1PH7GsmnEKhGIDuga%2FNrWDmpZgnKg8AdBMIRmb3XZBMNO1vvaCAfQaAagSP2moRoWG6tZgnKg8CdBLK3wW%2BjDKJxZwP5GALVCByx1BrCEcutYjSqWYPyIHCDwBEb1LaRBtG40TjeRqAigaP8GUYaFa1BmRC4g8BR%2FgyicUfj%2BAgCFQkcFZ9BNCpagzIhcINA%2BDPCr7D5GLIf%2BTRuNJC3EahGIAKrYtkzWyy2%2FIhGNYtQHgRuEIjDfLcOfMQj0bjRQN5GoBqBI87POBUnolHNIpQHgRsEYlv6aSfO%2Fj9Ew96TG43kbQQqEYhOmy0Up%2FkJI69kDcqCwA0CR6%2BchHgQjRuN5G0EKhE4euVkG3E4T6OSVQxcljjNydWXQIhGbFQ7esPYv7XW%2Fr1vVcunHkctRjj%2F6a%2FMxWlq71pr78uXXgGXIXD0cus20lj1jNAQiVvRuHEwkt%2B4XaZL1q9oTAu2jnvk42rLrl88yH1VUa3fgxYsYRXRiG%2FTFZZdn13eJhoLds6qVX7WiPcelcQKyszO0Fc5xy5kFwIlCLxqzHuKRwzZZ7v2irYN34cLgRIEKolGhVWcvRplz5PQYhR2uqKyVxmlg8BTBCqJRnSOGb5R9z7QKJzELgTKEKgkGjHVGX3u3uN3Y2actpXpAAryOIFqohFTlBGH4lHmPf07p2mJ0Xjcrt3RkUA10YgpymidpGeAXPBYYSm6o4lLem8C1UQjvmGjTEeHtd%2FLeW%2F%2FxekII%2F5fLejtXu4%2BdyCBiqIRfoERHKK9BWMT0APNQ9YIfEhgrziC82%2FIV5%2BH86%2FyaCNDMILhzAFvH1qjV4YgUCWM%2FFxkKo82YhR0Xt4ez%2FkzhuhC6xWyqmhEJ6w42ui5SnIuPCGclUdb6%2FUWNf4rgSqH8Jx3mHhecSUl80eyY8u8C4FyBCqLRghHpbiN7FFZ%2BJtcCJQjEMPfow8WvjTK2F6L0UaVKNHMUUbUX3xGue6iQEEgROPWyVFbBz7qMeb2Rwd8hS8jBCyLQeTFn6GPliUQDseszvBsPkdPU3pGfV5iEvV1IVCWQPZc%2FVInuee1IyNFs%2BIyNg5VpmRljVbBjiVQ3Rm6daTNv3HEsD3bn3H0dOxYi5R7eQLVnaGbaMRjCEeMjDKv4JPtzxhxp29mm8irAIGKe1BOxeL0%2F3CMZgpHjMRO8%2B%2F9v0N3CnQIRbhNIDph5rfpqx0vUziy9%2Bc4dOe2vfpEAQLxbVo5XuOSyGQJR%2FaSdOYoqoDpKcKoBGLePtIUZROR3sIRXCKPLb%2FejzHaE9Q1ai9asNyjTVG2DhydOpYoo4PvfWWvLDl0Z%2B8WlF5XAuGxH22KsglHfEOHcOy96hBCuuWR8RijPRcCQxHIDmLauyNGp9tzeJ89ZePPGKq7KGwQiANmMufwe4tGpBeBWHt0vpjuZI%2B89hQ8Fo1ACoHoKCPsRbklNntMV7L9GSHWPfwyKYYjk7UJzDDa2EQllkufDcnO3qTm0J21%2B93QtZ9ltLEJR3yDx%2BjpUSdp9ojLJrWhu43CzzTa2MQj%2FBPh67h3CpDtzwjmLgSGJRAda%2FSVlE0szh%2FvmbLEqCQzrD7yulfMhjUqBZ%2BfQDgCs7eEn3fwXs%2Bjk8Zy6jV%2FR3zr98r7UroO3Zm%2FPy1TwxjOZ37jXupQPV%2B7Jh7Zoyyb1JbpUvNXNIbM2QFOPUXiWtrn4pE9wro24pnfwtRwSgIzT1MuiUi2YIRgPbqyM6WhqdRcBGKaMnqk6CWBqPBarNKUv35QvoQKWInA%2B9bab1trf37b1%2FHDSoUbvCw%2FfRtl%2FH7weig%2BAhcJrOLfyB597LFP5mKDeRGBCgRi7r2CYzRLOMKfYZNaBctWhq4EVnOM9hSQ8GcI6upqrhKvQiCCn7JXGXp23qPSjlGbC4FlCBCO16NG%2FTL8Mt1FRTcChOM14eDP2CzJ41IEwvA5Rx8XD4fuLNVNVPacgFWVx0XDJrVzK%2FJ8OQKxChAbvWIZ8SjH4kj5is9Yrouo8DUCQs5vi2ZMTVwIIHBCIByk2T9nONIogwP0xFj8i8BGIPwcpisfjjoss24W4hGBKwRiuiIQ7G%2FiESLqQgCBOwhso46Vt9dbLbnDUHwEgXMCcULVijEdftPk3BI8R%2BABArE0u9KUxZTkAePwUQQ%2BRiCmLOEUzP59kcxVFk7Pj1mA9xB4ksCs%2Fo6olwsBBDoSiNiFGUYeArc6GomkEbhEYORpC%2F%2FFpRb1GgJJBMJhOoq%2Fw47VJKOQDQKXCIy2dyVC5l0IIJBMYDShiBWYKLMLAQQSCYx46lds%2BycWiUYiKwRGFIoYVYRvxc5U9otAEoFYDRlxm3w4N40qkoxENgiEUIy4x4RQsF0EEgnEEumIQhF%2BioiviPK7EECgM4HoaNHhRjsXlFB0NgzJI3BKYFShCIdmjISMKE5b0%2F8IdCQwYizFJhQ2j3U0DEkjcEpgVKGI1RpCcdqS%2FkegI4GIpYhVhPiWHukvjtMT0t3RMCSNwDmBLwYTiRA0QnHeip4jkEBgtGVSsRQJRiELBC4RGEksCMWlFvQaAkkE4kTwEXwVEUvhjM0ko5ANAtcIVHdwCrq61nJeRyCZQCydVh5dCONONgjZIfAxAlV3mIZPRSzFx1rOewgcQKDa6IJQHGAEskTgHgJxYEwVwYhYCgfY3NNqPoPAQQQiKvJowRB0dVDjyxaBRwkcKRixMiOM%2B9EW83kEDiRwhGAIujqwwWWNwKsEsqYkhOLVlnI%2FAgUI9P4lMkFXBRpZERDYi0CEWvcYZRCKvVpIOggUIhBH10Xn3lM0IpbCkXiFGllRENiTwF6jDEFXe7aKtBAoTCA6%2B7OjDEfiFW5YRUOgF4FHRUPQVa%2BWkC4CgxCIszFubXcnFImN%2BUliXrJC4FkCsa8jxCOuT1trX7XWvmut%2Fa619vXb6x4QQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEJiXw%2F%2FODcYs90sFHAAAAAElFTkSuQmCC%22%3E%3C%2Fp%3E\\\",\\\"MarginTop\\\":10,\\\"MarginRight\\\":10,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":null,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"ShowCorrectAnswer\\\":null,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":null,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0}],\\\"MarginLeft\\\":0,\\\"MarginRight\\\":0,\\\"ColumnSpace\\\":0,\\\"WidthLeft\\\":50,\\\"WidthRight\\\":50,\\\"Scrollable\\\":null}],\\\"DiagnosticTestConfig\\\":null}\",\"IsRetry\":false,\"IsCompleted\":false,\"IsInProgress\":false,\"IsTransferedLesson\":true}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/ReadLayout"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"SubmitMessage\":\"In Progress.\\u003cbr/\\u003eLast attempt 11-May-2026 05:37:36 PM\",\"LastAnsweredMessage\":\"Task completed on : 01-Jan-0001 12:00:00 AM\",\"IsCompleted\":false,\"Score\":0,\"IsInProgress\":true,\"IsAssessmentSubmitted\":false,\"SubmittedDateTime\":\"11-May-2026 05:37:37 PM\"}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/MarkAsViewed"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Id\":12675,\"Name\":\"Collocations listen and write\",\"Code\":\"M10L2C5#4#4\",\"Type\":1,\"SingleClick\":false,\"IsWizard\":false,\"HasScorableOrSubmittable\":true,\"HasScorable\":true,\"HasSubmittable\":false,\"HasEtsWidget\":false,\"Layout\":\"{\\\"TimerEnable\\\":1,\\\"Timer\\\":15,\\\"Columns\\\":[{\\\"x\\\":0,\\\"y\\\":0,\\\"width\\\":12,\\\"height\\\":1,\\\"widgets\\\":[{\\\"WidgetType\\\":2,\\\"WidgetId\\\":\\\"a665b894-d1dc-4d08-a7bc-fd08cda7a62f\\\",\\\"Content\\\":\\\"%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20style%3D%22color%3A%20rgb(107%2C%20192%2C%20209)%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20Poppins%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20Poppins%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20Poppins%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20Poppins%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20Poppins%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20Poppins%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cb%20style%3D%22font-size%3A%2036px%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(107%2C%20192%2C%20209)%3B%22%3EListen%20and%20Write%3C%2Fspan%3E%3C%2Fb%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cimg%20style%3D%22width%3A%2084.6051px%3B%20height%3A%2084.6051px%3B%22%20data-filename%3D%22image.png%22%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAYAAAB5fY51AAAgAElEQVR4Ae2d7bEzObWFm1v3P2QARDAQARABEAGXCIAIgAiACIAIGCIYJgKYCIAIgAi49bxjnenj1%2B7ea0tqqdtLVS63bbU%2BHm0tbX3YXhYHEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE5iAwNcmKIOLMB%2BBbyzL8p1Vsbjmvfvwvfs3Aq%2F%2FvSzLFw%2Fi8f7fVu9zzXsOJvBGwIL1huKlLr5%2FEyCE6OsrceL9GcNfboVCxP5zEzbErLw%2FY5ldpg4ELFgdoE6UJAKEKH3z9vzMU5qoyHJRimeGmP3zJmb2zmSM57jBgnWOdoqUsojTJ8uycP2tyE0XjvOPm3gx%2FcQTszd2gca2YJ2zEVlPQpRYQ8Jr4tphnwCeF8L1%2Be3Za2T7zKaKYcGaqjk2C4Mo8fjhas1p8wZ%2FuEugCNif7YHtsnIEE9gkgBf1f8uy%2FGlZln8ty%2FJfP7oygDGsYf5oR3SzsfyhCbwiAdadfr4sy2cWp67iFBH%2Fv97a4tXXAl%2BxH7rOGwQYzREpOkikIznO8ZwsXhsG7I9eg0CZ7lmAjhegGuZl2vgaVupavjQBdvR%2B4zWpS3iSrHn93hsgx%2FZn7xIewxtv6icnPX7AeSYe68CxgJqwPl1POkyLEfOzBnYbf7csyx%2FOWoGzlNuC1a%2BlWKxFqH428a5TORHO8%2ForL%2BX0eD86z1Nei1c5mc9JfXiWx%2FO7x34CtyJc9yI%2FtmQXyd2C1b4h6VS%2FvIlV%2B9RzKSJIPPjqCgcnH3lNuZTH3FWEjHNpRcxmOzyLt%2FXrB97pGGLO1QTuCNBhZjiO8Pfb2go7j7N14jtkzV8iZHi1rBPO0BYs7lOOV2uH5g3rBNsRGC1UbLnTQX808dSzHW09JdoH8R59ANfCpbed72hIYJRQFQ8KT8InsvUGxQsrAlZzvCF7r4VLbzPfUUFghFDhRf3q5DtpFci73opniofKQJAVocx9CBfi6WACXQiwmM65m4xxZu7x6eouzbiZKAKCeME%2B02aZe7ApbMvBBJoQYNqFd5MxRvUeRnnysgE3abqqRIp4HeV50e6e4u80mY81bAMqO049DYmzO5%2Fezu9w9GDGQOe9Z8DUOBseHasYefZrrx7Un%2FN0vTc2YPALH0B93hwWrMdsyuha0ykfp%2FzVu4gThwwRKwx1VKCOiBF1Xp9AfyRSR5VxLV5wWh9q5fUoXnBCtHp%2Fa4GzcgjXrAPYUXbgfHYIYJCsYahTOSU%2BaxY9hfBZFcmzeIws%2BJ75N7YoO3WgrUadN0PQacueHKnfvWf7rH39%2FosRYOTstV6BUR%2B5NsUaWBGnIxeQFeHuEZe6IiKIGIJyREBQaNtetkO6Iwa4I9g5jwQBDI5DhT06EMZ2xGJqESg6a6%2BO04NP7zQZKGjbowSMQaIXf%2BphbyvRwa90C15VD5ceo8V4ewbKzpShVwfpLSYj0qetEXXapmfnJ32mrK3rSPlpd4cXI9DLq%2BopVJSZjtB73aR1J5s5vd5n3ZjK9ZiSe23rhQQLI2rtlTDy9Zr6MaL2mrLOLCZHl62neDHQtLY50jtqne6F5GGuqiIqrTtCD6E6YgeqNYcrpcd0rse0kTRbL0Fgfw4XI8B0qrVrjtfT8kQ6ZWRxuPVIfCUhObouZc2rpSdDO7ceOBFY0nW4AAGmgC1HNQSl5TZz8aaO7ozOT%2FO2GfDwkFoFBruWU31svKVdtqpn03SuftKdkYxf%2F2wROF3NyfRWLjjG3%2FvEdIt6k8ajr9KUE%2BiRPNYn6B%2FFR7TP4iEUO%2FhtoxP3Zbe3lbfOCXnK5nAiAhh%2Fy9Gr1fSPcs027WNkZkrB7iNijJAyUrecBimmQ8clfx6Uhwflaz2lb%2BFhwqyF0GAX1LNFmUiDcp1lAFBs45Jx6WitjJvO3OLcSzHIllPTjHHDBWNGNBGEMxo1AkGb0MEZSGZY82slXC1tl7ZuIaaXFIlZKkUnbCUKdIbaDj1SqOBAHejYcLlygHPxyPDGMmLe4p5WwtXK28IGRnnKV7a3JnVjKtPC6GjkWq9qlFDRWY%2F6GkqTRuuYyEgBayFcLb2tlpsFHZvsdZLm5G8LsaLD13pVGEcrL2%2BvTuRD50Bga8t9ZWuBDYxgdWTb4CnVtAv3trJtyuIwAQGMcK9jRz7HM6kJjOhHrKesRaqmvK9875HiRXvVejiUt4XQ0lccBhFg9GmxuI7I1MzzKQdrRRFRrIlTPKlBuC%2Bb7VHihfdea2ct1uewoxqv77KG0LNircSqdmEdr6zFyPdMyBBkRmcbWE9r%2BjJtGMO6xSD4rD15v%2FaLyy0W5Kmjbaq%2FTX3IoZVY1UwBWy6I3ht3mfLVjMYHNcVls4E9nkivwYh08eyyocUU0aKVpS%2FchyHVrhNhLDXb%2FC1GuHuR4jX1QkQ98gkG0TkqbUGb1Nrco%2FbmvRoPv8WgadHqaEA0UO2IRwNlD9O1MJBHhsu6RO2ibEfsTvpGgDbqIVw13haCWrt%2BatHqYOItxKpmNOvhVSFUNZ5eB8xOMkCA6ViLxe%2F7wavGPmuPPli0Ag0fjdJCrLLbuXhjNOa9cdW8tlBFW37ueD2OseDBZQcxPMAau7RoNbA3BKN2GpidbnFfbd5rA6oxxgYonUQnAj2mitlDnrWL8RatCiNpsRuYESvyxSNbi03NNaJXsyNZgdC3HkgAkWk5wOGJY4tqqJ2RWLRU4reGqpmKYTgZ17r1FLBmXSKBzbcMJtBjsEOA1MA9NRsEFi2BeK1nhVhlGrnWnV57YZQh490JmBx1YgLYX82Au7YlrjO2VNuP8PAcAgRqpmNZsWLKdm8k2de1J5kDiBzlJASwK2wya0vr%2BzIbR7WilcnzJE3TppgjxKomz7VBeVG9jQ1cLRWWGVodg8isa1m0OllUjZeT8axqG3ItVvaqOhnFhZJt5W0x1VSXPGptPTMlvVDTfVwVgKwFQLnOiFWrNQbyzizuf0zA77wCgVbeVsbma0WLNV6H22hBAygiVeJmGg6xyuZX8uXZO4A23yyBFt%2BcwIZVEakRrUxfy%2FKZ9j4AZsUjA7CVWOHeO5hADQFsseboQRk81elajWhRXu5%2F2ZDd%2Bs2IVc20sxgHDYahOZhACwJ0fjz1Yl%2FZ54xoZR2Flz3uULM7pzZQC7HK7NC0MGqncX0CLaaIap%2BomW2wyfRSoUZA1IapyauMeC%2FXQC9ljXNUls2brNdT7FTtGzWipa6fzUE5UYoaSOqXQluIlWoECSS%2BxQQ%2BEKBvZJdJsqKV7SOZZZnTNXPNgp966jbbEKXhX6JBTmdB1y8wfaT2oKk6yGbPQCKul16Ez65bAUYJtWJFfox2DiYwikC2r5QBVxWtbH6XXS7Jioi6lVoz5aSxLz9qjOqBzlcmgBgUAco8q6KF7Wfyudx6VvaH%2BNRpmcVK7hO%2BYXIC2YG%2BCI8yU2B6lzkbRj%2Blj18mZOfkygiRFcXSsLjEl56PX8aaXq8iNaJ11KB%2FmfNZ2TMmytwYocm6swgWYuVgAjMTqBUtZTDO5nX6b4DgjhYPRnlGfJRgsVJoOe5ZCWSFhL5HH1FEK7MIf%2FqpYUZI1EpnwBbxtGd11q77uuWuES2%2BBhQN2VnLaaeG2amgsuOQPT%2BCYFmsoqbreLMRqBEtZaklu4l1uqkhC%2BDFi1GeFZh8lUFJex1XdY9nM1iXxwRqRIt7oyGTjzpLipalW7zMriAiEg01O4IWqyhlx5udQEZMGLjVncPML0qcZmqYhaicF8msjdFQ6iHU2Q3W5TOB7BquMnCznoXIrWcpkWtleWdIS2YrpnypOXv6Vx1VhgB0piaQIJAVLWURHvGJiNQ6Dn1O2ZlMVL3uloyYKFPBDLQCUPHg6ij4bhM4lkB2R4%2B%2BoSyQZ%2Fq3si59KLXsmavokf6adStlkfFQaM7MBBoRQLSyX6uJDubZGVS0jzdCEUsms9CuTAUz6TOCTKvwMayOZQJhAghPZq2p9yxnugX4zFRNgZQ9bzUdqLDpOaIJ5AhkN72UgT2zazjV3%2BFlXNFoBbJTTe8I5gzed52fQGatidlItE9mlmfoj1OEjPejnDLHEysL58pzdF4%2BBUQXwgQaE8gsoSiDfOabLMPXkjOLcMpWZwYKoqbsfDS2EydnAlMQyPRN%2Bo4yNVRnVoogdoGYEZSomGTcToArZ0u6QHGiJjAJgezX16JTw0z6ykZbU4wZBVfmsRmXVvHemsJwYiYwKYHMepayIaYuwA%2FroxnvKqrcmV1HvKto%2BpPalotlAl0IZNaBo54QMyH6nvKIpt0MRsa7ih4xyKQNLGXu3QyEEzKBExDI7LTjCUUPfKpe3OFeVsa7iu7aZdIevph3AqN1EV%2BbQKZfRdeDM07GYV5WpnDRYwwZ99JTwdfuiK59nEBmahhdZlEF8TAvK3PuKupaZhbaPRWMG6xjvjaBzNQwugCfcWSiJwaqWk09exH1rjJbpIepdBUx32wC8xBQPSFmMNEDn2rayqmBFMHM95R6eldRkKnK%2BiYTuCABPCHV6YgKS8bL6tqH1Tlw1LvKCGF01%2FGCNucqmUAVgcyxoegiueplRaeccoUzU7aod6UqPm5qdNdRrqhvMIEXIKCuF0eXXzJeVnRhX2oWvCWEIvro6V1F05Yq6Mgm8EIEMjvyvbys5v05U7moaqreVVTpX8j2XFUTSBFQnZBo38voBZ5Zs6DOS6PrS5m1q6jKN6u8EzKBixLITN%2Bi%2FU8Vw2i6oaZQvSAW9SJBTZf4TZU4UkjHMYELE1CdkaiXpZ75om83CeqOQjTjzCJ%2B1y3QJrSciAmci0DGy4r2Q3VhP%2BrobBJWXbvo6VW1MlEh3KyMPzQBE%2FiIgOplRfuiuuRTvfiO%2BkZ3BUu8yJRNdRdJO6rqH7WG3zABE9gk0NPLQtyKNkSeI%2FrxtDK9FFL12qKK%2FrQi%2FsAETGCTgOplRTfW1HSrHBN12hY5ypDx2qoqsdlM%2FtAETAACGS8rcnhbPeIQFcKPWk3NKOoFqb%2F2EN2V%2BKgCfsMETEAioHpD0TUn1fFBe%2BSgCguVjQR1ThtNN5K345iACTwnoM5%2Bos6EurQU3bh7VxP1i84RVVSPSLBIV7UI965GfmECJrBHQF1fjizXqNNN%2BQvR6nQwmoEKI%2Bpy7jWCPzcBE4gRUHfwe%2FX9iAP0ViPVhYuqbGRbcx0nsqj3VmhfmIAJNCGgrjlF%2Bqk6u5Kmhep%2FjUWmbaoIRpW7SQs5ERMwgTcCal%2BN%2Fkw5a15rh2TrOvoHGB%2FWjLYSuv8smjACdH%2Fv1uuI1%2FZG2BcmYAJNCSjiEj0hoC4JRRyhpYfrpq6JRXcfmraQEzMBE3gjoP7XYOQMpqotxN8NqgpGFsfUIxJebN9tJkcwga4E1MX3aJ%2FdmlXdfxZKUzknFV1nUqeDEbXu2lpO3ARMYFH6LbOiSFDWx3enmurULXKoU01zt5ARKo5jAiZQTUCdGUV2C9UF%2FXdp%2Fs9dlUJzxtU9n66un12q3lIkzWd5%2BX0TMIF2BNS%2B%2BJNA1n8JxFlH2dQPxV3r4QIyh32nqOuS%2B9oETOBwAsq0MDo7UtLcPIWgbGVuJrTCer%2BQtvU6WuFV8r40ARPoSECdFkY24ZQdyHeO0XpKSEahcw83OH8OQOoxxQxk6ygmYAKNCKjTwkif%2F1woG5r0NutaC9bmXPFBBpG56Pce3Lf11h%2B3PvRnJmAChxP4x7IsPKIh0ucj2rHO76E2KeevolM3Za76zvVbl9bXJmACQwkoUziWfCJB0Ya381hrD%2BvN7Qrk9rdAHKaYSpqq6xkogqOYgAk0IBBZ%2Flln89AjWkdYlkXxst7SywpWZA76lsldQZ%2B9jKT57F6%2FbwIm0I%2BAIi6UItL3lf7%2Btr5eBCuSwRpHpAKfrG8IXEfSDCTjKCZgAh0IKDOgyDpWZJa2rsaH2VoRLGXqRiKRzBQRJD1lYW9dEV%2BbgAn0J6B4RBE9URfzP%2BhJESzFG4p4Qu%2B2IgMsI2kGknEUEzCBTgSUPhrt%2FxHHp1Tng0YVwYooYrkxkomSHukq6l3K4WcTMIHjCET6%2Fbo0EQ34Yn3DzvWH9DKCFclEmQ5SThXGTt38sQmYQAcCipcVWcdS0vtwgh7Biijhuu6RtSZliqnOZddl8bUJmMBxBJSZ0AeB2SlaREvWSXwfwVK%2BjsPNEVVURNDe1bpJfG0C8xJQ%2BmpkloVg%2FVuo7rcQrEjCJc2oIkbUtaQZmWKWuH42ARMYR0ARLEoZcVyUND8I1jeF%2BkcESxFAso54bEIRHdUETKATAdkjCpRDEaxP8LAUbygyh1XSoz5KgQP1dxQTMIGOBJT%2BGvGw%2FiOU9RuqYEXmm4pgkV4kTaFOjmoCJtCRgCJYkc03ZYb1YdFdEZhIYSPbmYVnJL0S188mYALjCfxTKEJkQ09yWPCwlBBZw4oUsuRpwSok%2FGwC5yCg9NnIeraS3tJDsCLz1tI0ilqXe%2FxsAiYwjoAkMMFjU2EvSxGsSKKKdwVytfLjmsk5m4AJQCCiA2tSEQcmrAOKYEUSjRRuXRm18ut7fW0CJjCGgLJQ3rSE%2F9s0NT2xiAjqqfa7gw0KHpG5%2BboU1JP1v7PVd10HXz8ngD0wu1AHbDo%2BdhFZG36e%2B9yfwGZP4DguFepTimBFzmCFMr3xPYN3hTjxLyDsfBajrDUPGg%2BW%2FCCaBayW5pj7Eaa1XWRL8cvbjfQF7IKfIi4ilk3ziPuwW6WvNy3T1v8Erj%2BL%2FC09cdb3bF1%2F1rQWbRPj77Qp31b5W3zGn3nATDla0ramTi1KgDairWizFm2%2FlQa2hw3OGpR%2B%2FvYHEhuVUf77MAyfQu4F5d81ZhMsXHrqqPyZ7JbRqZ%2FRsBauPQs7%2FnPaRPlHKbXdt%2BKXAe34Wm%2FnqAhMpJ%2FjrW1xWH8WjhhxARWvJKK829jafcpoNkqo1o3BNaKv7ra2I%2BGUCgHaQBmA79ux5WuEayaPSxGYpoKl7BKWhmz1PMMZLEZPgCKes4gEoxcGGvkH3VZt4XTeE6BD8r95tMUMoXh52OrZvPCm%2FWqkYI02BEYsjDLiOR5dVhr5T7cR%2Fui8Xz0%2FRGpWYShCeqbBLLJzKu2SRl3XSMdW%2Fs01sibWq%2FPM4upH2MO06SjVC%2BoF0h21VhWxg%2Fs42PCogD3el2frdaScW%2FevPwtnHFHKdcJ716NGiTMZZWHIFDHCP2IYjvOYwBntgjKPCsU2I8%2BRMkbSIU5YsFpmSsYRjy2SpxLnjEZZGpJNAYuW0trxuGe2i1GiVewy8hxpiUg6xHkZwTqzUZbGRLQ8PYyYfzzOFexihGgVm4w8R1ojks5%2FlZPukUxnjcN8v%2BW2cPk6BSd%2Bt34xkRPyCEwrz4i0WBD%2BQeJLqLO2zchysY7ayi44rY49YBtbO%2BBfv9kDu32tdvyoA3mOXBc%2BrB1DyhYsTTQt4h01JWStTCnXs7js2mEYWQ%2BHcjAStjjvNWJEDZrAaaK1sAvWFhkMswMStoRNYVvP7E55%2F8h1YaVcEaOIphcG1TJTCneEYDGC1QgE9zJqtRoJC0OMFGOPNtKjeKThkCPQwi5an9GiTNharb1mB1SV5CObfPZepEzP7r1%2FP9xp9jLl8%2FvEt14fIVhMn7bKsPUZo15robo3Cgx0qwxbn2HYe21yn59ff0mg1i56csfmajwu7j0ibNnm%2FWeRvn5%2Fz7PX4Q6z524y4j%2FL5NH7WTc62hhZlx8hONJ7gUPW2%2FLUMGoNX8XDM3pkj5H3WntVX5Xq4ytsMOtt7fXVj3PT31HOXO5xU%2FpquPHoVM9GFt5XO52OSLtDLQ8Gi4H0FtJHtYCfYgDrzhUZvR7l%2BYrvZaeC2MUIzthiRrSw%2Fd5B8VKpwzPtoJyK7YcFi05CwvfTJF4rGZZ0egJVvb2RYlU4ZEULw3GIEcAjXYt95HrUIFZqlBWt3rMEdTkDjbh3BtAORfhoL7kBuYlMyiPS6Pdxen%2BtQPWuRhtlMc6saN0bQknPz18RoHPc2%2BHe61nsIiNavb0sZRq35oxw1WiH3IjrzLPXPTtYBmTv0eirbrN%2FRceioyhsvZa1zzXjXR2xFrRf8i9jZGYNvcuv2qli08%2Fiyi7Zs4Si76OwPYO6w3LUropSZ3VhGMPZWiNQ8r5qXLVz9Z4FZDjPZtvqtDCqEc%2Fiffa122IiLtpRgVPaez9Kf18WOmPUK1Pqwunk7076JwDUQ1no%2FemyLH%2B4B%2BfXHwjgaSgDE6fVvz0hu7JerAxO9LdIKN%2FeiMQtcSgHU0%2BlPOXezPNbXRhNnqlay%2FcVo8EFJr46MirlZYSYNSBWSl08LXzekup0UBkonufa55PeXg0DJR5%2BVITU2YBi0%2Bu47%2Bybwqk7fevEItfRaQtCpS6aR%2FJ%2FFIcRa%2BagtAl8HR4TUOyp95LF4xLG381sHjyy%2Fch7ODIR4VKnqpG813Fok4%2FKkVnsXSe6dU1n2pvSFXd3K52WnyneXtyc2sZUF1r3GLct3TlSUzs4zGcPvQVi3c%2Fou3uL9z0dnk3twOCV0WhdsWfXmxneLIN8ifcsjR7vn8EwMQSl7nuGNXtH7FE%2BdWr90Ujeo1CVaaoDmWJDz%2BLu9ZceooVntTsIk3ErBWc%2BvGcAI8SKRtkrV6VNNbtdmRbOvCbXDIiYkLLmo2zYiMVoGh3bfSYsPd%2FfEy0q2Wo9HA2S%2Biijddbb4r5I5SjQ0Z4VDUr5zhIUA3i3MHmWCnYupyJYZxL8bN%2BsFbTIhgRxEP9MXtQrksdTs1Hdz4hQlcxaeXIqmLOMpHBSdmHOVK9iA72fFRs7k2BlBUHtK%2FfxcTCing%2FCowhrlVCtDem%2B0Fuv1%2FdtXVO4rXR6fobXcpagcLJgfdyqSsdu1mE%2BLkbzdxTPu3VfUoRd4b8LaeT%2FEv5st3T9Imz9rHG%2FXJ2yCbQjMNKG6btRL6tdjZdlGSVYVNY7Wk2b0omZwGEEhvXfUX9CkRWrra%2F0cN6Gh4MJmMB7Antfu8lMhX844qtgowTrk%2Fc8d1%2FxHblf7PxTDPPqX%2B6m5Agm8HoE%2Frjzjzp4TKyJKRtmu%2BejemAeNSVUKvvpsix8sZcvKjuYgAm0J0Dfoo%2FR16JhyGxmlGBFoRDvd0pkxzUBE0gTmL6vnUGw%2BHNKBxMwgf4Epu9rZxAsTwX7G6pzMAEITN%2FXziBYNiUTMAET%2BEDAgmVDMAETOA0BC9ZpmsoFNQETsGDZBkzABE5DwIJ1mqZyQU3ABCxYtgETMIHTELBgnaapXFATMAEL1vw2oBzmm%2F4czfy4XcKZCViwZm6dL8uGCG39SsW6Bn9ev%2FC1CVyNgAXrHC3KL1XsBTwx%2F%2FPzHiV%2FfmoCFqxzNB9i9OONr07ggb39jfc5quRSmoBOYNTvYekl9R389AfCxG8Wfe%2F2E7X8MBvTQOVnQUzSBE5LwIJ1rqZjPeu3t8e5Su7SmkADAp4SNoDoJEzABI4h0MPD4udW%2BUXRrd9YH%2FJrhccgdS4m8DIEnv3dF2uuzAZYsmgaeggWf7ToYAImcH0Ch%2F%2BHgqeE1zcq19AELkPAgnWZpnRFTOD6BCxY129j19AELkPAgnWZpnRFTOD6BCxY129j19AELkPAgnWZpnRFTOD6BCxY129j19AELkPAgnWZpnRFTOD6BCxY129j19AELkOgx0n3Aodj%2BRzR%2F6K8sXo%2B%2FITsKm9fmoAJtCHw6wfJfLL6at6Dj%2Bve6iVY%2FOAcvyrwLFiwnpHx%2ByZwHgLPvktIDfgZpN%2B3rkqPKSGquyVWrevg9EzABOYjwK%2FfPvLAqkraQ7D8M71VTeKbTeAyBJprQQ%2FBav6TEpdpPlfEBF6LQHMt6CFYr9Ukrq0JmMBhBCxYh6F2RiZgArUELFi1BH2%2FCZjAYQQsWIehdkYnIOCf7p68kSxYkzeQi3coAQvWobj1zHoIlhtdbwffYQJXJNBcC3oIFidcHUzABEyguRZEBYt%2FHI4GvnbTvKDRzB3PBExgCgI%2FX5ZF%2BQpe6MxW9LuEfIn5%2BwIGvkNEYZ99%2BVlIylFNwAQmJfDou4TZLz%2BHnKKoYH2%2BLAuKqQTmrzx%2BpNzkuCZgAqchoHhQe5VCY3ZDdEr4aY9%2Fcd0tnSOYgAm8AgH%2BJRqN2Q1RwSKhP%2B6m5ghHEfjObYrefBfmqAo4HxNYEfjd7a%2FtV289vlQEi%2FlqaGHscVZ%2BtwEB2uBfy7L8dVmWz5Zl%2BfvtWllfbFAMJ2ECzQigKeGfo1IEixL%2BtFkxnZBKAJFizeAbdzfibSFe3pm9A%2BOXpyCApjAlDAVVsFjJt2iF0DaNhGeFMG0FdmY9Rdwi5M9mI4CWhHYHS8FVweI%2BfpTLolUIHvP8s2A20XjB5BzNBLoRQEPkH%2FjLCBY1KKIVduW6Vfv6CbM%2BdT8NfFbrPS%2Fs2X1%2B3wSOIoBm%2FDgjVhQwK1jci2h9V3XpjqLifEwgQUCaniTSf%2FVbimaEjjA8glUjWKTHCv8PbsJFYexxPaLs90zgdQmUXcBv35aSqk4aRE%2B67%2BHmKzjMSXkwLeGxtQD8k53P9%2FLz5yZgAuMJPPtXHBwXNAFxqhKo%2Byq2Eqx1uhSUx1b4ngVrC48%2FM4FTEHj0XcKuBa%2BdEnYtnBM3ARMwgTUBC9aahq9NwASmJmDBmrp5XDgTMIE1AQvWmoavTcAEpiZgwZq6eVw4EzCBNQEL1pqGr03ABKYmYMGaunlcOBMwgTUBC9aahq9NwASmJmDBmrp5XDgTMIE1AQvWmoavTcAEpiZgwZq6eVw4EzCBNQEL1pqGr03ABKYmYMGaunlcOBMwgTUBC9aahq9NwASmJmDBmrp5XDgTOJRA9Ke4Dy3UOrMzCJb%2Fc2%2FdYr42gX4Epv9PgDMIlv8Jpp%2BBOmUTWBNQ%2BtqQ378fJVjKz6b%2BaFkW%2FnNvend13fK%2BNoETEaBv0cfoa9Ew5P8bevxEcqTCn4v%2FVMy%2FGvPYUvWt35CPlMlxTOCqBPgPBX6W%2FFnILLvQhw8Po8q4s1cAAAUrSURBVARrS3i2IGTAbqXnz0zgFQgwmLce0LN9uIr3yCnhkApX0fLNJmACEIj80UwXUqMEi8o8%2B4ugLhW9S%2FSbd6%2F90gRMIE7gd%2FGobWOOFCw8rFFeVmv3uG2rvE9t%2Bq3m98Wd7pWywXMmu9hak%2BrZCPRZ%2FjR5SBgpWFSYP14dsdtwph1HxRscwXKI4QqZ%2FlOIeybBGmHD2Bd9dlgYLViMfj8eUPszeS1KWb8YwHL2LBURH%2BW1qAwRK8Uu1PSfxaevKh7rs3RO%2Fz7nP%2F61LMt%2FD3woZ05GAcYwFSYc%2FXB4T4CdZYXh%2B7vnfIXtKnWqjUvfPEN%2FObS1GDH%2BfmBDcFBu9oAAKcY2YtSdnaEq%2BmfomNiuYhc1cf86yJub3a4%2BlA%2Fj%2BtWB3hb5zRw%2BEwyTUdDhMQE6XbTT%2FulxEtO8i80eMRshD%2FqiQ4AAjfLzZVmUDhs1yHW8mRtEncrM3tECzd4tym8EwcI%2BZl58x2bXNtzyGpHCjvDspxzMv9bNRNomrJxwR%2BSigQXZbw%2FaqdwrI%2FVQ6s3uzbDt5r3KDP6cqTJeVjR8OmgzaK98iAjLJoqYsFAe2XjgMGgk3l4Z%2FblIgBFCGXUYfWcLmUVVxYhnq%2B8R5VHXR5XB4ojyk4fqKSoifVQdnM8dAXWhGnGbaaEV4VHXKM6wgXDXTIe%2FVKdSqifTu0LqEgF27V3j3q3SKH11NEUgZtlhUxaIiyc5ozfQqCmbJcO6VOEVfZ5lXTAziGHT9rqbmU%2FfhNTRFANGKEY3cGa7Wlmz60t9%2FtQzfEd7r9hkZhCbeUNpfks5uIQ0suplFdEasUNEeTOdiTLbu4obV8bLgvEo0cqKlb2ruE1MEzOzloVx0thHigCdKDOCUlZ7V7q5ZbxvWDM9RECOCjUHqTkS5HBCAnRojC3zYEemt4FiWAhkpnzcN8IbPKEZvCsybZrxvmkj7jtigyYrqpSRwc%2FhpATo0FlBoPG5t8chOow%2B61UVcfMomjfKzI5b4c6zekYuWlJsLSumpXyzbB5F6%2Bx4dwSyU8NiADwjXKxj1EwVMSRGzlqDpDyz7F7doT7VS%2FVM09oeyjXCVTugtbSLyw9iZznpXtsTEBsMq1XgR8z4mY3Iby3xkyUYZavpJSeSf%2BBTyU2asqWnVH42GJvANp79DEuxhU9udtFqWs%2B3HIb%2BVlWTFnEibwTUE%2FBlFJ3pGU8Pg3doQ4BBpHZqPoN9eN2qjT1MlcrZjdNi1ceczm4XiFUr770PYaeaJkDD1uwcjhpNLVbpJg%2FdeFbRsliFmvf8kbKHNEcIFkbpaWB%2FmzvbYDbqMGv%2FlnAODwmwozJCgJQ8jz6s%2BBDUi71ZcwZKaduauJffDXwxmwtXF88FD6bGeHrcyxTQRhluxuYROb7S4vhJa9uwt928qc%2BZIKMqItHawDLp4VW12uo%2BZ2vMUWqmiLPYhQewOWxiqlKMNtCWZ4KmAnvywjB4sF40YkAjT0QT23QwgYcEMA6mY0dMCTBIOoMX1R82xVRvHmkXTP1qT9BPBc%2BFOYYAQsII1%2FIoBEKISB3xJdpjKL1eLtgFg1oru2DgYimANL0csGFPr%2FLVnA0E0kcsxmJQPPgL%2BT3j4kf9y78x83Ue%2F9C%2FhPs0kREwbEH1lMtXvJ59jec0AFxQEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE3gpAv8PCvupGPnOJNYAAAAASUVORK5CYII%3D%22%3E%26nbsp%3B%20%26nbsp%3B%20%26nbsp%3B%3Cspan%20style%3D%22font-size%3A%2036px%3B%22%3E%3Cb%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%22%3E%2B%3C%2Fspan%3E%3C%2Fb%3E%3C%2Fspan%3E%26nbsp%3B%3Cimg%20style%3D%22width%3A%2082.6761px%3B%20height%3A%2082.1365px%3B%22%20data-filename%3D%22image.png%22%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAATUAAAEzCAYAAABQRpQZAAAZT0lEQVR4Ae2d%2FdHstBWHRSb%2Fhw5CB9ABUEHoIEkHlJAOSAehA5IKgAoCFUAHkArI%2FJg99%2FruXVs%2B%2BjiWrEcz73h3%2FSH5OfLzyrJsp0SCAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEPAQ%2B8CzMshCAwHQEPkspfZhS%2BuRR8k8ze%2FBDSul%2FKaVfU0r6%2FPPjL7PaOLOR2jixoCQQqCUgcUliHz%2BmH9Vu8LG%2BCe77lNJ3j79Gm2YzEIAABN4l8EVK6V8ppZ9SSr8F%2Fn2TUvrboxX4bon4BgEIQMBJQC2wr1JKvwRK7EiYEpzkSoIABCDgIqBTy28HEdkryam1%2BCWtN1dMWRgCSxKQzP47sMyeBacW5D%2BQ25J1lZ2GwCGB0VtmzzJ7%2Fi65qd%2BNBAEILE5AQzDU%2Bf8siVm%2Fq5UpQZMgAIEFCajDfZQLAK0lqosbEjYJAhBYgMDdWmd7QlSrzQYCLxBWdhECaxLQQT7ThYA9YZ39vWtfG3cUrHkQsdfjELDBs71Py3QngO4M%2BPGx68%2B3P1mf158eLSmNhWt1R8Ie7a9TSn%2Ffm8nvEIDAfAR0ZfBs68aznMaL6UKDtl8jJolWstPwjF4tSQ3c7S30%2BWoGJYbAhAQ0SNUjqtyyOqVTR3zP%2FirJR6JsPQBYwkRsE1ZiigwBI9ByuIYEc8VYMLUAtR%2BtrtQiNqsdTCEwGYFWQpPMrB%2FsSgRqYen0tIXcENuVkSRvCBQQaCE09ZeNePO4tdxyp8m5%2BZI1CQIQmIBAC6HNcD%2BlWo%2B1j0ESKxIEIDAwgVqh6dRuhFPNs4h1Slq7z7qQQoIABAYkUHtw2%2BnaFRcDanGqzFb%2BkulMIq9lxfoQmIJAK6GZEGYUm4aYlF5E0HoM9ZiiqlPIFQi0FtrsYivtZ9PgXBIEIHAxgV5Cm1lsanGV3pUw4tXei6sY2UMgjkBvoc0sttJTUU5D4%2BovOUHgHQJRQltRbLoFjAQBCAQSiBbazGLT6aSV3zOtuTk%2FsCqQFQTmJ1ArtNr1Z7wqqoHEHqFpWXEiQQACnQm0ElLtmK4ZxVZy4YDWWucKzebXJtBKaEZxNbHpwgGtNYs%2BUwhcTKC10Gx3VhNbyWkorTWrLUwh0IhAL6FZ8VYTm3dgrkRIggAEGhHoLTQr5kpi8%2B6rJEiCAAQaEIgSmhXVe7A%2F909p%2FVmSt7XGXQazRJZyDksgWmgGYhWxefdT8SBBAAKFBGqFVjvGynvAz9pi8zzNQ8uSIACBAgIthGaSqWldrCA23QplrM5Med5aQYVmlbUJtBSaHaSIbb9OaaiGcToz5SroPkvmQOA9Aj2EZgcqYnsP95sfPHcZ8JKWN9j4AIFjAj2FhtiO2XtPQY%2B3xlwIQKD6hSEmrTNTWmzvVzj1k51hZ8vQr%2FY%2BQ36BwBsCES00Oxhtitje4H%2FzwdicmfLWqTfY%2BACBdwnUCs0zHOH5YEVs78ZCfWXPjPa%2B8%2FDId9nxDQK%2FE6gVmoZblD6q2g5WxPa2Mnr61bhY8JYbnyDwO4EWQjOUiM1I1E11Smmyz011tZQEAQg8CLQUmkFFbEaifOq9WFCeE2tC4EYEegjN8CA2I1E2RWpl3FhrYQI9hWZYEZuRKJvmTju388tyYC0I3IRAhNAMFWIzEv7pVlq5zzwJ18%2BXNW5CIFJohgyxGQnfNCey7XwG4PrYsvRNCNQKTePQJKiShNj81LbSyn1Gan6%2BrDE5gVqh2UGF2OIqgjE%2FM0VqcXEhpwEItBKaHVyILSaoxvvMNKZE5AKBAQi0FpodYIitb3B1um6sz0z7loatQ2AQAr2EZgcZYusXaMap9WPLlicl0FtoiK1vxfA8upzX5fWNBVsfgECU0BBbv2B73trODe394sCWByAQLTTE1ifonkcPKeYkCNySQK3Q9GQIz%2FPxTWg2pY%2BtXbUSS%2BOam%2FLylXbc2dJABGqFpj4cpQ8R22mZbGVj%2FB4YqybeK5%2BMUavCzcojEmglNNs3xHa%2BldRDbJ5nqSl%2FxYsEgdsQaC00A4PYrhObpz%2BNK59WY5negkAvoRkcxBYvNjHftv5yn1UHSBC4BYHeQjNIiM0nGZNQaR%2Bb99SzNB%2BLL1MIDEEgSmi2s4gtTmw6nTQxnpkqNiQITE0gWmgGC7H5ZGNC8rSkvLdGfWPBYQqBWQlcJTTjhdj6is1zgUDS9AjTYsgUAsMQuFpoBgKx9RGbt5UmqXHqabWS6XQERhGagUNs7cXmbaWpTpAgMCWB0YRmEBFbO7F94bw4oFYadxFYTWQ6FYFRhWYQEVu92MTQc5%2BnhMYb2a0GMp2KwOhCM5iIrU5sJXHmAoHVPqbTECip6PoPbn%2FRlR6xvWVvMTgzLYkzt0VNcxhTUCNQUtG3B1C00KzciK1MbNvYnfms%2FjcSBKYhMKvQDDBi6ys2XSElQWAaArMLzUAjtn5iK32RtMWGKQTCCNxFaAYMsbUX21cGlykERidwN6EZb8TWTmy6OCCeJAgMT%2BCuQjPwiK2N2BhoazWK6dAE7i40g4%2FY6sTGS1WsJjEdmsAqQrMgILYysXG102oQ06EJrCY0C8aKYquJtW6FEjMSBIYmUFPJNTDzqoG1raCuJLaaWNe8P7VVrNgOBLIEaip5rdAkw%2B1LivVZfTVXtARWEFtNrBFa9lBigREI1FTyGqFJIEfP6brqFOfOYquJNUIb4WilDFkCNZW8Vmjb1pm29ervqs7oO4qtJtYILXsoscAIBGoqeYTQTHJXjYO6k9hqYo3QRjhaKUOWQE0ljxSa8rpyLNQdxFYTa4SWPZRYYAQCNZU8WmjK7%2BpXrc0sNu97OsXb%2FhDaCEcrZcgSmE1oOsCubKkZ0JnFZpLyTBGaRZ7p0ARmFJoOxFEePLiK2BDa0IcxhTMCswpNV0hHSncXG0IbqbZRll0Cswpt1APsrmIblfduxWbGmgQQWp%2B4301sCK1PPWGrjQkgtMZAnzZ3F7EhtKfA8nVMAggtJi6ziw2hxdQTcqkkgNAqATpXv1JsGsPnGaqxXRahOQPN4tcQQGjXcL9CbDWxRmjX1BNydRKoqeT6D176PLQrDmgnmpDFIznUxBqhhVQHMqklUFPJEVot%2FbfrR4itJtYI7W2s%2BDQwgZpKjtDaB7an2GpijdDax5otdiBQU8kRWoeAPDbZQ2w1sUZo%2FWLNlhsSqKnkCK1hIHY21VJsNbFGaDsB4uexCOjJFRJT6R8XBWLi2UJsDNuIiRW5XEhAT4ItlRkttPjA1YqtNNa00OJjTY6FBGr%2Bc9NCK4ReuVq02BBaZcBYPZZA6X9uhBYbp%2BfcosSG0J7J8314AiVSQ2hjhLW32BDaGHGmFE4CXqkhNCfgzov3EhtC6xw4Nt%2BPgOdlGgitXxxqttxabAitJhqsezmBs8M5ENrloTosQCuxIbRDzMycgYAOhlxrDaHNEMmUFEtJydulYMsjtDniTClPEPgkpaSXkljltqkqOUI7AXCQRZa8U%2BCDQeBTjDEJSGAfPYr2a0rp3ymlnwuKqhbDtyklybIkKe%2FPU0o%2FlKx88TriZwxVfu1LRJLQSv8Bzcw7gi15LE6gtm9n1lMg3Znx6jReshGTnmnJFlpPoGwbAkZgVaGphWSn7K%2BmOrXvJTaEZrWPKQQaE0Box2KTfFonhNaaKNuDwIMAQjsWmrXeWrbWEBqHHwQ6EUBo54QmsanfrUVCaC0osg0IvCCA0M4LrZXUENqLishPEGhBAKH5hCaplQ5xsXghNCPBFAKNCSA0v9A03KMmIbQaeqwLgQMCCM0vNLXSvjhgmpuF0HKEmA%2BBQgIIrUxopSP9FSaEVlhZWQ0COQIIDaHl6gjzITANAYSG0KaprBQUAjkCCA2h5eoI8yEwDQGEhtCmqawUFAI5AggNoeXqCPMhMA0BhIbQpqmsFBQCOQIIDaHl6gjzITANAYSG0KaprBR0HgISiwZr6i1P%2Bmv1ZIccAYSG0HJ1hPkQcBP4cudtQLpvsPZm6KPCIDSEdlQ%2FmAeBIgK522F6PbsfoSG0ogrLShA4IpATmm6I1p%2Fe0NQyITSE1rI%2BsS0I%2FE7grNBMbK1OQxEaQuMQhEBzAl6h1T7CxnYAoSE0qwtMIdCMQInQJLWax9io8AgNoTWrxGwIAkagVGiSWs3pJ0JDaFYHmUKgGYEaodU8EhqhIbRmlZgNQcAI1AhNrbTSgbgIDaFZHWQKgWYEaoVW2peG0BBas0rMhiBgBBCakYiZ6h%2BAWralf6X%2FQLR3NbHuNcA6hjq5LEOgppLroCw9wGihlUmtlDdCW%2BaQXntHEVps%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%2BvkkpfZtS%2Biml9Fvh3y8ppU8mjBVCmzBoFHkeArVC%2B7KTsHKiQ2j%2BOlYT61l5%2BymxxtQEaip5Tjo95896gNFCm%2FpwofCjE0BosRFCaLG8yW0xAggtNuAILZY3uS1GQH1gPU8Ne22bU05%2FRa355zUrbz8l1piawEcILTR%2BtNBCcZPZigRq%2FnP3aoHltjtriwGhrXiEsc%2FhBGrGhOXk02u%2BxrTNlhDabBGjvFMSmPXU84vJaCO0yQJGceclUHuw9WqJ5barOxFmSbWMtX5pqulamPUUv5QV692EQE2lz4nn7HwdPLo16uzyWk4tzBkSQpshSpTxVgR696eZsCQtu79Tp45qaW3FpO8eqc0QBIQ2Q5QoYziBP3bMUTeUb8XizerXlNIPj5W%2Bf0z1Xb%2F%2F%2FPjzbvMuy0toagWXpr%2BnlL4uXFn5lp6yKnafb%2BJaWARWg8A1BNRi8rSOXrWwWpXcM%2FhXrb6REy20kaND2W5N4CuH1HQa2TPp1PSsYEeWGkLrWUvYNgQyBP7rEImec9YzeS5YSMYjJoQ2YlQo0zIE1J92tmWk5XR62DN5rn6OOPAWofWsHWwbAicIeK829n6SrKfVKIGMlBDaSNGgLMsS8PRh9e5PUxA8rcaRBt4itGUPIXZ8NAKe072IjnmP1Hq3Gs%2FGCqGdJcVyEAgg4JFI7z4s76lwAJ5sFggti4gFIBBHwCuR3qd73vLEkXqdE0J7zYVfIXAZAU9%2Fmlp0vdNMA28RWu%2FawPYhUEBAY87Onn5G9Kd5JBtRnj2kCG2PDL9D4GICupp5Vmq9%2B9OEYoaBtwjt4kpL9hDYI6Arh2eFpuUiHsbouRIbIdlndgjtmQjfITAQAU%2F%2FlaSmOw96p5EH3iK03tFn%2BxCoJODpT5NsIpKn5dj7Sux2fxHalgafITAoAc9DIaNuHPdILWrgLUIbtAJTLAhsCXhfshLRnzbiGDXvKfqzlCXE0uS5aPKcry4ARUm%2FdP9YDwKp5ZNvvadu9lTbO4XBGOjgV3%2Fhnx9P%2F9XnFkLgibV3qi3sSxcCLaX2qaOEUY%2Fj9ojku0z5ewsrk31CaDlCzIdASpe11HICaRUcz9VVLatTwx4trNr9QWi1BFkfAk4CEsFzH8zR95p%2BIU%2FRavqQjsofOa%2BGVc3%2B04fmqWksezsC3pes1LxlygPPM%2FA2UlRn80JonmizLAQaEhjpJSvb3fIMvD0rmqjlENo2knyGQDABjzx6v2Rlu%2BtRAmqdD0LbRpHPEAgm4O1PU2d8VGotm4jt1fChDy2qZpHPrQl4B7h6hlnUgFM%2BERJqnUcpH4RWU1tYFwIbAp7nlUW8ZMWK5r3DobWcSrdn5fdMEZqHFstCIEPAc4Ux%2BiGMnme7lUqo9XoZ3O%2FNRmjvIeEHCNQR8BzU0c8r87QiPfuRW1Y39kvguijSU%2FoIra7usvYNCdTeJmW3Dp1FE3UngZXnnymlvzS679K2%2BWtKye5b%2Ff7xo77b75puk8Tq5bRdf%2B%2BzhFZ6lVRl%2FHyzH3t58DsEpiNwd6nZwasW01mxmHglqv89Dnxtp%2FR%2B1T85aoXJMrcKQssRYv6yBGql9rGDnMnCsUqTRU1suqr410erzYRlotIyZ4XiLZTnaqYkmksILUeI%2BRCoIODpiI%2FuT6vYraarevrUcqeT9KE1DQ0bg8C7BLzjwCIeCvluCcf4lruosJ1%2FdIqM0MaIJ6W4MQHvE1x158GKaSut3Oe9U1WEtmLNYZ%2FDCYz4kpVwCJkMva3ZV5tDaK%2Bo8BsEOhAY8SUrHXazapM6ncy1zrbznzNDaM9E%2BA6BTgS8tyCt2p%2Bmjv%2BttI4%2BP99tgdA6VV42e28CfyjcvaMO7Veb7DVc4lVeI%2F1W%2BjBMCS13JXRvP20Iy6rM97jw%2ByIESqU24ktWRgxZycBbhDZiJCnTNARKpeZpqV016HaEIOxdzXxVNg28RWivyPAbBDoT8D4UsvQ0qvNuhGzeM%2FDWM5D5uW9O63oEGrLzZAKBWQiM%2BpKVEfk9y6fHd4Q2YuQp01QERn3JyogQe0hsu02ENmLUKdN0BEZ9ycpoIL0Db7eyOvMZoY0WccozBAHvhQL1p3n6bux5Y0PsbHAhet4WxrCN4GCS3TwEvFLzCE0UVr7yWTpGLVd7EFqOEPOXJuCVmmcoR89nlM0QtB5SQ2gzRJ4yXkrAKzXPoNvVR7R7Bt6eqQQI7QwlloGAk8CZDmxbZtWHQhpSzxg1Y7Y35aKAUWUKgQwBT0vNc%2BqpbFfuT8tgd82mhebCxcIQOE%2FA%2B7q581u%2B55J7rS7P77TQ7lk32KuOBDwvXql9yYo6zq3z%2FK4XEdSa1Z%2BH1V54aaHtkeF3CDQioFbD2VbGtj9NInvVv6SHTHpPaRvtSpPNaByayq99fbV%2FZ1m9Wo4WWpMQsREI7BPwjo63h0JqvZwMZ7nhXRLTfuk2Mc9dFa%2BkdfQbQtuvh8yBQDMCJS9ZOSM0Hdw6iHuOvi%2BFoBamhKvHAXkeXX4krNw8hFYaLdaDgJOA9yUrZ4VmB7mkeXVSmVUO7WuUxGz%2FNUVoV9cA8l%2BKgOcgV%2F%2BSDtDtAZv7LJFEJ%2BsPU97e8ub2xzsfoUVHn%2FyWJqDTMO9B6l1eIuyZenbqe%2Ff1eXmE1jPybHs5AmeGdERcoWx9S5VJTLd1qfw6tRwxMWxjxKhQpqkJnJGa537PUhj%2FKV3xsZ5ak5KXSUzfR08IbfQIUb7bEvD0pz2fWp35XtKfdnWn%2Fpn9OlpG%2BzyDeG9bqdmx%2BxL4ILNrOo1Tn0%2BvpNPOz1NKarUcJbXC9KeR%2BpqOOATkqPzaT90L%2B%2BNj%2BvPRwsyDAATKCeROPyWQXmlPaBKWWmLK204ne5Wh13YlMO2fnvyrzzlp9yoH24XAcgRyUuvVn7YV2iyd%2BkeVQ%2BIygekzCQIQGJRAj9uBdDqrQa6RI%2FWP%2Bre881R%2B9YlpH0a9qjpodaJYEOhP4KhPrXd%2FWv%2B9a5OD%2Br%2BsJaYWpv5IEIDAoASOTj9XbYVIWpIYnfqDVlqKBYEjAkdS63mR4KhM0fMkMInM%2BsTo1I%2BOAPlBoCGBI6n1ukjQsPjuTUlYW4HRqe9GyAoQGJvAUZ%2BaOtBnT5KY9YdZi2z2faL8EIDAAYG9ltqsp57bTn1JjEGuB8FnFgTuSGB2qVmnvvrD9BmJ3bGWsk8QcBDYk1qLF4c4inF6UTuVNJnRqX8aHQtCYA0Ce31qGmB69f2VdOqvUQfZSwg0JbAntSsuEtCp3zS0bAwCaxLYO%2F2MoEGnfgRl8oDAYgT2pCbhtH7el%2FWD0am%2FWCVjdyEwAgG9oNd7o%2Ffz8nrvgLajd2Ve3T83AlPKAAEIXEzA84QOXVgwic06xu1i3GQPAQj0JqDWlR4P9NwC03cev9ObPtuHAASKCOxd%2FdxuzF5qoql17jPIdUuIzxCAAAQgAAEIQAACEIAABCCQIfB%2F7t6hDbqWIKgAAAAASUVORK5CYII%3D%22%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3EClick%20to%20play%20the%20audio%20and%20write%20what%20you%20hear.%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E\\\",\\\"ShowGlossary\\\":1,\\\"MarginLeft\\\":10,\\\"MarginRight\\\":10,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"Scrollable\\\":0,\\\"Height\\\":300},{\\\"WidgetType\\\":21,\\\"WidgetId\\\":\\\"f584b9b1-0694-4f06-9fce-7b3f8f686403\\\",\\\"Content\\\":[{\\\"QuestionId\\\":9883,\\\"Answers\\\":[{\\\"AnswerId\\\":25859,\\\"QuestionId\\\":9883},{\\\"AnswerId\\\":25860,\\\"QuestionId\\\":9883}],\\\"AnswerExplanation\\\":\\\"\\\"}],\\\"ShowGlossary\\\":0,\\\"MarginLeft\\\":400,\\\"MarginRight\\\":400,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"ShowHidePanel\\\":0,\\\"ShowCorrectAnswer\\\":2,\\\"AnswerFieldFontSize\\\":14,\\\"ScoringMethod\\\":\\\"WordsAndOrder\\\",\\\"Skill\\\":\\\"\\\"},{\\\"WidgetType\\\":21,\\\"WidgetId\\\":\\\"15927c96-facf-4dfe-ad2d-f8a000587c38\\\",\\\"Content\\\":[{\\\"QuestionId\\\":9884,\\\"Answers\\\":[{\\\"AnswerId\\\":25861,\\\"QuestionId\\\":9884},{\\\"AnswerId\\\":25862,\\\"QuestionId\\\":9884}],\\\"AnswerExplanation\\\":\\\"\\\"}],\\\"ShowGlossary\\\":0,\\\"MarginLeft\\\":400,\\\"MarginRight\\\":400,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"ShowHidePanel\\\":0,\\\"ShowCorrectAnswer\\\":2,\\\"AnswerFieldFontSize\\\":14,\\\"ScoringMethod\\\":\\\"WordsAndOrder\\\",\\\"Skill\\\":\\\"\\\"},{\\\"WidgetType\\\":21,\\\"WidgetId\\\":\\\"aa95f2a8-47cc-4fcc-95c9-c3223c0dc6a6\\\",\\\"Content\\\":[{\\\"QuestionId\\\":9885,\\\"Answers\\\":[{\\\"AnswerId\\\":25863,\\\"QuestionId\\\":9885},{\\\"AnswerId\\\":25864,\\\"QuestionId\\\":9885}],\\\"AnswerExplanation\\\":\\\"\\\"}],\\\"ShowGlossary\\\":0,\\\"MarginLeft\\\":400,\\\"MarginRight\\\":400,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"ShowHidePanel\\\":0,\\\"ShowCorrectAnswer\\\":2,\\\"AnswerFieldFontSize\\\":14,\\\"ScoringMethod\\\":\\\"WordsAndOrder\\\",\\\"Skill\\\":\\\"\\\"},{\\\"WidgetType\\\":21,\\\"WidgetId\\\":\\\"c9bfa87a-1ec6-43e7-8aaa-56f3f7e4e066\\\",\\\"Content\\\":[{\\\"QuestionId\\\":9886,\\\"Answers\\\":[{\\\"AnswerId\\\":25865,\\\"QuestionId\\\":9886},{\\\"AnswerId\\\":25866,\\\"QuestionId\\\":9886}],\\\"AnswerExplanation\\\":\\\"\\\"}],\\\"ShowGlossary\\\":0,\\\"MarginLeft\\\":400,\\\"MarginRight\\\":400,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"ShowHidePanel\\\":0,\\\"ShowCorrectAnswer\\\":2,\\\"AnswerFieldFontSize\\\":14,\\\"ScoringMethod\\\":\\\"WordsAndOrder\\\",\\\"Skill\\\":\\\"\\\"},{\\\"WidgetType\\\":21,\\\"WidgetId\\\":\\\"dbff283f-f248-4c63-a9d1-e598134ea0e1\\\",\\\"Content\\\":[{\\\"QuestionId\\\":9887,\\\"Answers\\\":[{\\\"AnswerId\\\":25867,\\\"QuestionId\\\":9887},{\\\"AnswerId\\\":25868,\\\"QuestionId\\\":9887}],\\\"AnswerExplanation\\\":\\\"\\\"}],\\\"ShowGlossary\\\":0,\\\"MarginLeft\\\":400,\\\"MarginRight\\\":400,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"ShowHidePanel\\\":0,\\\"ShowCorrectAnswer\\\":2,\\\"AnswerFieldFontSize\\\":14,\\\"ScoringMethod\\\":\\\"WordsAndOrder\\\",\\\"Skill\\\":\\\"\\\"}],\\\"MarginLeft\\\":0,\\\"MarginRight\\\":0,\\\"ColumnSpace\\\":0,\\\"WidthLeft\\\":50,\\\"WidthRight\\\":50,\\\"Scrollable\\\":0}]}\",\"IsRetry\":false,\"IsCompleted\":false,\"IsInProgress\":false,\"IsTransferedLesson\":true}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/ReadLayout"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"SubmitMessage\":\"In Progress.\\u003cbr/\\u003eLast attempt 11-May-2026 05:37:36 PM\",\"LastAnsweredMessage\":\"Task completed on : 01-Jan-0001 12:00:00 AM\",\"IsCompleted\":false,\"Score\":0,\"IsInProgress\":true,\"IsAssessmentSubmitted\":false,\"SubmittedDateTime\":\"11-May-2026 05:37:37 PM\"}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/MarkAsViewed"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Id\":12676,\"Name\":\"Collocations Match\",\"Code\":\"M10L2C2#4#4\",\"Type\":1,\"SingleClick\":false,\"IsWizard\":false,\"HasScorableOrSubmittable\":true,\"HasScorable\":true,\"HasSubmittable\":false,\"HasEtsWidget\":false,\"Layout\":\"{\\\"TimerEnable\\\":true,\\\"Timer\\\":15.0,\\\"Columns\\\":[{\\\"x\\\":0,\\\"y\\\":0,\\\"width\\\":12,\\\"height\\\":1,\\\"widgets\\\":[{\\\"WidgetType\\\":2,\\\"WidgetId\\\":\\\"60914e7e-9c38-4095-946c-62a144e7e53c\\\",\\\"Content\\\":\\\"%3Cp%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%22%3E%3Cbr%20class%3D%22Apple-interchange-newline%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3C%2Fspan%3E%3Cspan%20style%3D%22color%3A%20rgb(107%2C%20192%2C%20209)%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2050px%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2050px%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cb%20style%3D%22font-size%3A%2036px%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2050px%3B%22%3EComplete%20the%20collocations%3C%2Fspan%3E%3C%2Fb%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cimg%20style%3D%22width%3A%2040.983px%3B%20height%3A%2040.983px%3B%22%20data-filename%3D%22image.png%22%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAYAAAB5fY51AAAZYklEQVR4Ae2d%2B7H1tnVHoUz%2Bd0pQB3YqiFSBVYLdgVNBnAqUDpQO5FQguQLLFdipwEoFzvxGZ1u8%2FA4fG49NPBZm7vCcwwfAtcF1QRAkP0skCEBgdAK%2FSil9nlLS9JcppX95fddvZ%2BnHlNIPrwX%2BmFL66%2Bvv%2B7OVnpz32ZOZkzcEIJBFQGL6IqX065ekJKjaSdKSxDTtVmC1d5rtQQACdQhIUl%2BnlP6SUvp78N%2FfUkrfpJS%2BqrMrbAUCEJiRgFpOv3tIUkdSlLwkzqvTzRnjwT5BAAJvCEgGatEcSaOX3797nZq%2B2QV%2BggAEZicwiqj2wkRcs9dM9g8CGwI69fv9AC2qvaj237%2FlVHETVT5CYEIC6sh%2BoiN9L5ta39XHJfmSIACBiQioVaUWSS1R9LadP72GXEwUMnYFAmsS0BCFmVpVR7JUa0tXOUkQgMCgBHQAHx3gs%2F6uK55VBrcy0n3QWk%2BxhySgA%2Fc3DUtut9pohLp9VnZ2y41lrRaeCUQj5n%2FxOn3T51ZJtwB9%2BSpXqzzYLgQgUIGA5KBL%2F7VbUDrlUj%2BYJFhrIKdkpk5z9UG1KK%2B2T4IABDolIFnVPvglqYjbZCTB2iPtJVmk1WllpVhrE6gpKx3oT94So9PFWq1EpLX2ccHed0igpqx0iqbt9ZBqiQtp9RBNygCBl1xqnAb2PHK8xoBXSatW3xsVDwIQyCBQo2WlAzmijypj9z6son3VaWpJ57zE3kvr8cPO8QUCsxOoJavRDmDJVZLNFZdakiQIQCCQQA1Z2QGv8VqjJZ3alZwGMyJ%2BtIhT3mEJ1JTVyNISB7WWbB%2B8U4Y7DHsIUPBRCLSQlR3oI7a0FDeV2%2FbBM9X9leJJggAEGhBoKSs70FeTFo%2BmaVBR2SQEImQ1urRyTw85NeT4gkBFApGyGllauZw0op4EAQhUIJB7EJp4SqYjnh7q6mHOkIeWT46oUA3YBAT6J1AqK13214GYcwCb6EaUlsZpWfnvTtUBT4IABDIJ1JCVtqGkPprVpJUzIr7ls8NeoWACgfkI1JSV0VlNWmLofSw0fVlWW5hC4CaBFrKyrFeTVs6pIX1ZVluYQuCCQEtZWdarScv7TK0R%2B%2BwstkwhEEYgQla2MytJSy2mux3vtpxiQYIABA4IRMrKirCStLytLDrfrZYwhcCOQKms1CrI7XdZRVreVhaPn9lVUr5CQARqyErC0pAFyScnrSIt7xVDTgtzahPrTEuglqys3wVpnVcV7wtlOS0858nchQjUlhXSuq48Ym6c7ky5WnjNlCUWINBKVnYQ0tI6rkSezndu1TnmyJxFCLSWFdI6r0je00LFiwSBJQlEyQppHVcvXWAwPnemuVdfj0vAHAgMQCBaVnYwcnr4aeUQE%2BNzNeVppJ%2Fy45fJCZTKSo%2BIKXk7DNL6WME8%2FVh0vH9kx7fJCdSQlbZRuh2k9XNFU6vpqmVl8yU3EgSWIFAqGbWqtA1LpdtDWj%2BR1PgqE9LVlCuFVvuYTk2gVC57WRms0u0irZ9uY7oS1Xa%2BsWcKgSkJlErlSFYGq3T7q0vLe1%2BhcWcKgekIlMrkSlYGrDSf1aW1bUFdfTbmTCEwFYFSidyVlUErzW9laV1JajvfeDOFwDQESuWhzl1tw5tK811VWlshXX32xoTlIdA1gVJp2AGT%2B3SA0vxXlJYxvzPtuvJROAh4CJTKYn%2FAIC0P%2Ffxl99zPvufnwpoQ6IhAbVnZQYO02gZZcTPWd6ZtS8PWIRBAoJWs7ABCWu2CyLCGdmzZcocEWssKabUNOsJqy5etd0QgSlZIq13QuZewHVu23BGBaFkhrTbB1xMYjO3VlJuf28SArTYmUCorDR24OjjO5tOnVS%2FAGqB7xno7j%2Bdh1ePOloII1JCVnnQp6WwPBu9npFUn4B7ueqQyCQLDEKglK9thpOWXds2H6H3l%2FKfBI5Kt5jLtnkBtWdkOI63npPW1U1gWM6YQ6JpAK1nZTiOtZ6TlefszHe5WW5l2TaC1rGznkVastLxvzKHD3Woq024JRMnKACCtOGl5Twfpv7JayrRLAtGyMghIq720FFvP0BItS4JAtwSekpUBQVptpeXlW%2FPKpMWYKQSqEHhaVrYT3oNqP55I6%2BekJ%2Fdf%2FUqels9%2Bn%2B%2BKxdPZrjw0%2FIEEge4IPHmwvoOBtOq3tLxMebXXu5rJb48T6E1WBsR7gO1bHbS0jORPj532tq64OvgzPz51QqBXWRkepFWnpeV5MoOJ%2F3MLAlMI9ECgd1kZI6RVJi3vuCsJ626fmMWIKQSaEhhFVgYBaeVLy%2FNUBlpXVuOYdkNgNFkZOKTll5a334rWldU2pl0QGFVWBg9p%2BaVlraa7U%2FqurLYxfZTA6LIyeE9KS307dw%2F8%2FXIaZ6X%2BpJxUOk5rX5aj71wZzIkO61QnMIusDMxT0lL%2Bs0pLp4%2BqJyQIPEpgNlkZTKSV39p718JiVLvVLKaPEZhVVgYUadWR1rcGlCkEniIwu6yMK9IqkxanglaTmD5GYBVZGWCklS%2Bt3AsBxp4pBIoIrCYrg7WitEr3mbfhWO1h%2BgiBVWVlsEsPYK2fm6KvHpYOdeD2m9xIs14VAk%2FLSgMO9Thd%2FT05%2BHAFaZXKihdLVDnk2EgugSdlpYNHB8D%2BUrl%2Be6p%2FZGZplcpK9xaqvpAg8AiBp2V19qTMktHdpTBnlBayKq0VrP8ogZ5lZS0uXTZ%2FKs0kLWT1VC0i3yoERpCVSUvieCrNIC1k9VTtId8qBEaSlaT19E21I0tLZT877bZ%2FCkdT%2BqyqHHJsJJfAaLLqQVhiPaq0jkR053dklXuUsV4VAiPKqhdhrSYtZFXlkGMjuQRGlZWE9eS4rD3vFVpayGofdb6HEhhZVl%2BHkrqX2czSQlb36gBLNSIwsqx08PSaZpQWsuq1ti1SrtFlpfL3nGaSFrLquaYtUDZkFRPkGaSFrGLqCrkcEEBWB2Aa%2FTyytJBVo0rBZu8RQFb3ONVe6glplcYaWdWuBWzPRaC0ApfcbMztH7GDS0tjjaxchxYL1yZQWoGRVZ2IRLS0SmONrOrEmq1kEiitwMgqE%2FzBai2lVRprZHUQNH6OIVBagZFVmzi1kFZprJFVm1iz1ZsESiswsroJOnOxmtIqjTWyygwiq9UhUFqBkVWdOFxtpYa0SmONrK6ixPzmBFQJ7zwi5N0yyKp5eD5kUCotPXX1XRzv%2FIasPoSCL08QKDkAkNUTESsf8nBHTvtlkNUzsSbXHYHc%2F7jIagcy%2BGvJP5q9jK6%2BI6vg4JLdMYGryvpuPrI65hk5J0JayCoyouR1SkAdsO%2BEdPYbsjpFGj6zpbSQVXg4yfCKwJmc9vOQ1RXNZ%2Ba3kBayeiaW5HpBQBVzL6Z335HVBciHZ9eUFrJ6OJhkf0zgTkVHVsf8eppzJ5bv%2Fhltf0NWPUWUsrwl8M1JKwtZvUXW5Y%2Fqk8y96itpIasuw0qh3hHQCxq2%2F2n1%2BbuCt8zwiJh3lNv9tswI9s%2FaMWTLixKQrCQ7HUQ56YeU0pcppR9zVn5wHe33V5v8tR9%2F2Hxv9VGcxVv556RReefsK%2BtA4AOBVVtW71qoaqXqFC1XJB%2FAHnxZpmV1sP%2F8DIFsAqvK6qwPUNIq6Qc8CwayOqPDPAicEEBWn%2FYBbvsEdcpWMyGrmjTZ1lIEkNW5rExckkyNhKxqUGQbSxJAVvdkJWl9UaGGIKsKENnEmgSQ1X1Z1RAWslrzOGOvKxBAVj5ZSVglCVmV0GPdpQkgK7%2BsdCUxNyGrXHKstzwBZOWXlYY1SDo5CVnlUGMdCLwGQOrgs6te3umo96pdjbM641AyBgtZcdhBIJMALSu%2FqJFVZmVjNQiUEEBWyKqk%2FrAuBMIIICtkFVbZyAgCJQSQFbIqqT%2BsC4EwAsgKWYVVNjKCQAkBZIWsSuoP60IgjACyQlZhlY2MIFBCAFkhq5L6w7oLEtCbT759PfJWz1DSkyw%2FD%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%2FJSvl%2BlVL6W0rp75l%2Ff0opaTujJWQ1WsQobxcEWsnq85TSFy8h%2FT6lpL%2FvXn9%2FyZTTXmrIyleFWsXaVwqWhkAmgdIKLIF8vZNRSWtpL6Sz78jKF%2FTSWI%2FK20eJpbslUFqBz2TSet6oBw%2Bngd0eDhSsZwLIKj46yCqeOTlOQABZxQcRWcUzJ8dJCHxbqcO79WnffvucBvoqYOk%2FplF5%2ByixdNcEfoOsQuNDyyoUN5nNRqDkANq3eKK%2Bj%2FqfvoS1rrT%2BKrPy0bLKBMdq%2FRGIGnJQU2YavzVaQlajRYzydkdA%2F7FriiRqWxp8OlJCViNFi7J2S2DU%2FquRhIWsuq3%2BFGw0AiUHU0lrSn1QuiVH%2Bev0zlsO9cmMkLz7tWVKn9UIEaaMoQRq3b%2B3PdD2Mvrd6%2F7Bs1aR5m23cfU5FFJmZsgqExyrzUXgnyvtjm5E1p8n%2FTWlpL8fU0p%2Ffq34%2FWv6w%2Bt3z%2FZsWc%2FVL%2BXfe5KsdLqdk8T2y5SSeHqTWp5quXp4bvNQnspbZSBBoCsC3v6rloXXaeFVq8rm64DsOdGy6jk6lG1YAp4Dq7UkPGXRqPxek2c%2FTMA2pc%2Bq16hSri4IqK%2FJDparaetxTxLiVRlsfuuy5AYHWeWSYz0IXBBQX4cJ4M5UTwBtmXqSZ85%2BIqscaqwDgZsEJKA7orJlWg8jsHzuTM%2BuNt7c%2FaqLIauqONkYBD4loCeC3pGDllHrp3W6WxYt15OwkFXrmsH2IfCS0F1JSG4tk3cMVuvW3t19RVZ3SbEcBAoI9NZ%2F5RVWwa5XWxVZVUPJhiBwTsArCO%2Fg0vPcP52rkfB3W3samf90QlZPR4D8lyLgGaQZIQhPeVqPB7uqCMjqihDzIVCZgGfMkw7Q1skjgScHjXrKuW8xMii0dS1i%2B9MS2B9MZ99z74fzwPMI9KlBo8jKE1GWhUAlAr31X2m3eh80iqwqVT42AwEvAU9%2FkU5jItJZC28%2FT8KNTMgqkjZ5QWBHwHP6FdVftJfS2fdIYSGrXeXhKwSiCajVdCaE7TwNN2idvKeoUYNGkVXryLN9CFwQ8L5wIvchcBfF%2BDDbK6wPK1f6IgmqHPrTKXPJS2W5GlgpKGxmHgK5TxzVAXk36YmTOU%2B8vLt9W84jxZwnjUpGloft%2Fy9TSvo954mrVu53U54U%2Bo4Kvy1PIFdY%2F%2BYgFyErFcdzircXVqSMrtAhqytCzIeAk4Cn%2FypqvJOnr0jl10WDFi%2FO2PbdeT9zGuisiCwOgSsC3v4rO3262m7pfM9VS69IIpZHVqU1gPUh8IZATy%2Bc2BbPM2g0QkCePJDVNpJ8hkBFAp5TL7V6opJHED0ti6yiagj5LEnA0%2B8T1X%2BlQPQkobtlQVZLHkLsdBQBXb6%2FezBqudYvnLD9Vj%2BZp1y9LJvLR1c1S06Bta7nqqpxZgqBoQh4%2B6%2BiDopRhZXDB1kNdchQ2CcJ9PbCCWPhbfn10sKy8t%2BdIqu7pFgOAs7TkNYvnNgHpOQU6QmBeZ%2FAiqz2Eef7cgQ8I911wNitKXdA%2FfHOQhWX%2Bc%2FXvXsVN%2Fl2Uxolb3%2F%2Fm1La3nqkU9P%2FeLvWpz%2FuR9t%2FusTPv4i9rrh6%2BP%2B89k%2B3Rn35Kuv2dz5DYCgCHmF5B4BG3ZJjwP%2BQUvqvlFLJkyG28jHhfv%2FKQPuj%2BWfp12czM%2Bchq0xwrDYfAY%2BwPPcPWgskmti%2Fp5T%2BJ6Wk09F3rZGtfP5v01KqVd53eR4xMCEezdfvyOqMDvOWI%2BARlqeFZWJ4Aqjy%2FtfXExRUZsnoyfLkMkBWueRYDwLOcU4RL5zoMSiezvuzMViSVclFBMZZ9Vg7KFMYAbVUPAdj6xemhu24MyMPo6MWK7JyQmdxCOwJ9PjCiX0Zn%2F6u%2FiuPsN5JHVk9HUXyn4KA59EtUS%2Bc6A2stxW6Lz%2By2hPhOwQyCXhaDiXDCjKL18VqntuWdNPzNiGrLQ0%2BQ%2BCAwD8d%2FL79%2BaivZbvM9vOIV%2BS25c%2F9%2FO4U72hb2zFqkhWDQo9I8TsENgRqC2s78HKTDR8PCCCrAzD8DIF3BO4IS2%2BGuZtWbV2Jj2dgrQaNIqu7tYrlIPAicEdYnlPCP0P2FoFfcBp4ixMLQcBFwHup3iM3V0EGWFgd6Z6LE7nLMih0gMpAEZ8hoCt%2BngPrmVL2kauHU%2B6yyKqPWFOKTgl4XrUe%2BcKJ3nBFPEAQWfUWdcoTTuCqD8tzinfn6QPhOxiUoWdIQ06RNAyC51nlkGOdqQicCUsHoa5k3U0rXyH0cLrL05ZDVkaC6fIEzoTlaV0J5HYw5GpgPc%2FB8rBBVh5aLDs9gTNhecYV6cC6ehrn9DAr7yCyqgyUzY1P4ExYnhbWyqeDqgWewbV3ag2yukOJZSDwIuC96nX2MLoVoHqeZnE1pIGrgSvUGPaxKgHPkwd0ALbsdK66Y402pld2XYnoznxk1ShAbHZuAp4XpnrfrzcjuTsyuloGWc1YM9inqgSOXkJR0n%2Bl1pZaaNbqUme8XsHleQ9f1Z2svDHtl%2FjoyqAuTHhYHRWFPqsjMvwOgQsCOiCvWgPb%2BdsXTujz0T11eszyiEn9eeqjU6tTraDtvtf4TMtqxFpBmbshoIPTcyDaKO87%2FV4jSEv7o335JqVUq2%2FqiCey6qbaU5BRCeT0X92RlR20Jrhe%2BOjUTjd5677Jo9ahlb3mFFn1UgMox9AEPKc9Osg9stIB%2F%2FQz39XnpJaehiJECmorO2Q19CFC4Z8i8K7T3XObiVpLOnXyJOuM96yTu2yLDvLcsth6dLAbCaYQcBLYC8t7xcsjN2fRshaXQLdX73orH7LKCisrQeAnAqXCyuFY855DCUqSteEFvfWPbfkgqy0NPkOgAoGat5hs%2B2zss%2FqMSk4J1WJ6ooPcyp87pc%2BqQuVkExDYE8g9IO%2Bupw56T7IO8ugreHf352o5DYvw7rOHD8tCYFkCksPVAVgy%2F%2BrAtQ5yu4JXktdT66olpWEhGstW0pJcthKy4xA4I7Dtw%2FJ2uJ9tdz%2Fvtyml%2F979aIKy%2FqfeOsh3xX37VY%2FV0aOhNVUfVc3%2BubcZ8iMEViawFVbtZzoZV5PVSB3kVvbtVDKSmPTuRU31R4IABAIJfLbJq7RDfLOpf3xUq0M3Pav11PMVvH8UePNB5Vb5ty2ozWw%2BQgAC0QRMWBKK%2Bl9WThKUWk0mqFmeLrFyTNn3yQjYKWHL%2Fqtekan1ZIKylmCvZaVcEIBASsmE5XnhxKjgtnLSZzrIR40k5V6WgAlrxCt0Z0GTjLb9TxIUCQIQGJyAhKXO8NE6xPfY7Qqe9T9JViQIQGAyAhLWiP1XdJBPVhHZHQjcISBhjdB%2FRQf5nWiyDAQmJ9BrC4sO8skrHrsHgRwCGoel%2B%2B6eTHSQP0mfvCEwEAG1sKITHeTRxMkPApMQiBAWHeSTVBZ2AwI9EKj90L7tI1ZGHy7RQ3woAwQgsCFQ%2BhwsCU%2FPsOIZUBuofIQABNoRuPuqLj3RwQQ14vitdgTZMgQgEEpAAtqfHkpQejyxnqM%2B2%2B07oXDJDAIQKCfw%2F3MxU8epLuOYAAAAAElFTkSuQmCC%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%26nbsp%3B%26nbsp%3B%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3EWrite%20the%20correct%20word%20to%20complete%20the%20collocations%20from%20this%20lesson.%3C%2Fspan%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E(Click%3C%2Fspan%3E%3Cb%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%26nbsp%3B!%26nbsp%3B%3C%2Fspan%3E%3C%2Fb%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3Eto%20see%20the%20options)%3C%2Fspan%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cdiv%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fdiv%3E\\\",\\\"MarginTop\\\":10,\\\"MarginRight\\\":10,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":null,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"ShowCorrectAnswer\\\":null,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":0,\\\"Height\\\":300,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":null,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0},{\\\"WidgetType\\\":20,\\\"WidgetId\\\":\\\"d5c8dadd-186c-401b-b41b-7da419c3b9f3\\\",\\\"Content\\\":{\\\"title\\\":\\\"!\\\",\\\"text\\\":\\\"%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Ctable%20style%3D%22text-align%3A%20center%3B%22%20class%3D%22table%20table-bordered%22%3E%3Ctbody%3E%3Ctr%3E%3Ctd%20style%3D%22text-align%3A%20center%3B%22%3E%3Cp%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%22%3E%3Cb%3Ecommunity%3C%2Fb%3E%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Fp%3E%3C%2Ftd%3E%3Ctd%20style%3D%22text-align%3A%20center%3B%22%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%20color%3D%22%23000000%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%22%3E%3Cb%3Escale%3C%2Fb%3E%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Ftd%3E%3Ctd%20style%3D%22text-align%3A%20center%3B%22%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%20color%3D%22%23000000%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%22%3E%3Cb%3Esupply%3C%2Fb%3E%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Ftd%3E%3C%2Ftr%3E%3Ctr%3E%3Ctd%20style%3D%22text-align%3A%20center%3B%22%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%20color%3D%22%23000000%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%22%3E%3Cb%3Esquare%3C%2Fb%3E%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Ftd%3E%3Ctd%20style%3D%22text-align%3A%20center%3B%22%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%20color%3D%22%23000000%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%22%3E%3Cb%3Ecountry%3C%2Fb%3E%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Ftd%3E%3Ctd%20style%3D%22text-align%3A%20center%3B%22%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%20color%3D%22%23000000%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%22%3E%3Cb%3Ecrops%3C%2Fb%3E%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Ftd%3E%3C%2Ftr%3E%3C%2Ftbody%3E%3C%2Ftable%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E\\\"},\\\"MarginTop\\\":10,\\\"MarginRight\\\":200,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":200,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":null,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":0,\\\"ShowCorrectAnswer\\\":null,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":null,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0},{\\\"WidgetType\\\":11,\\\"WidgetId\\\":\\\"3b0a176a-d8e8-44ae-ba97-7fef4ceb2807\\\",\\\"Content\\\":[{\\\"QuestionId\\\":3932,\\\"Answers\\\":[{\\\"AnswerId\\\":10972,\\\"QuestionId\\\":3932}],\\\"AnswerExplanation\\\":\\\"\\\",\\\"Hints\\\":null},{\\\"QuestionId\\\":3933,\\\"Answers\\\":[{\\\"AnswerId\\\":10973,\\\"QuestionId\\\":3933}],\\\"AnswerExplanation\\\":\\\"\\\",\\\"Hints\\\":null},{\\\"QuestionId\\\":3934,\\\"Answers\\\":[{\\\"AnswerId\\\":10974,\\\"QuestionId\\\":3934}],\\\"AnswerExplanation\\\":\\\"\\\",\\\"Hints\\\":null},{\\\"QuestionId\\\":3935,\\\"Answers\\\":[{\\\"AnswerId\\\":10975,\\\"QuestionId\\\":3935}],\\\"AnswerExplanation\\\":\\\"\\\",\\\"Hints\\\":null},{\\\"QuestionId\\\":3936,\\\"Answers\\\":[{\\\"AnswerId\\\":10976,\\\"QuestionId\\\":3936}],\\\"AnswerExplanation\\\":\\\"\\\",\\\"Hints\\\":null},{\\\"QuestionId\\\":3937,\\\"Answers\\\":[{\\\"AnswerId\\\":10977,\\\"QuestionId\\\":3937}],\\\"AnswerExplanation\\\":\\\"\\\",\\\"Hints\\\":null}],\\\"MarginTop\\\":10,\\\"MarginRight\\\":200,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":200,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":0,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":0,\\\"ShowCorrectAnswer\\\":2,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":1,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0}],\\\"MarginLeft\\\":0,\\\"MarginRight\\\":0,\\\"ColumnSpace\\\":0,\\\"WidthLeft\\\":50,\\\"WidthRight\\\":50,\\\"Scrollable\\\":0}],\\\"DiagnosticTestConfig\\\":null}\",\"IsRetry\":false,\"IsCompleted\":false,\"IsInProgress\":false,\"IsTransferedLesson\":true}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/ReadLayout"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":0,\"Score\":0,\"Questions\":[{\"QuestionId\":9883,\"QuestionText\":\"%3Cp%3E%3Cb%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E1.%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%22%3E%EF%BB%BF%26nbsp%3B%3C%2Fspan%3E%3C%2Fb%3E%3Cspan%20class%3D%22audio-preview-panel%22%3E%E2%80%8B%3Caudio%20style%3D%22vertical-align%3A%20middle%3Bmargin%3A0px%200px%200px%200px%3B%20padding%3A0px%200px%200px%200px%22%20src%3D%22https%3A%2F%2Flbmainprod2.azureedge.net%2Fstudy-e2school-lb-prod-audio-files%2Faudio_638811423209969740.mp3%22%20name%3D%22textAudioPlayer%22%20data-number-of-play%3D%220%22%20data-play-time%3D%220%22%20data-disable-download%3D%221%22%20data-autoplay-trigger%3D%22manual%22%20data-show-full-player%3D%221%22%20controls%3D%22controls%22%3E%3C%2Faudio%3E%E2%80%8B%3C%2Fspan%3E%26nbsp%3B%E2%80%8B%3C%2Fp%3E\",\"LessonId\":12675,\"Answers\":[{\"AnswerId\":25859,\"AnswerText\":\"developed country\\t\",\"QuestionId\":9883,\"IsCorrectAnswer\":true,\"AudioTranscript\":null},{\"AnswerId\":25860,\"AnswerText\":\"Developed country\\t\",\"QuestionId\":9883,\"IsCorrectAnswer\":false,\"AudioTranscript\":null}]}],\"StudentAnswers\":[],\"IsAlreadyTaken\":false}}","status":200,"url":"https://study.e2english.com/Student/LessonExerciseHelper/ReadStudentCommonLessonAnswerAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":0,\"Score\":0,\"Questions\":[{\"QuestionId\":9887,\"QuestionText\":\"%3Cp%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%3Cb%3E5.%26nbsp%3B%3C%2Fb%3E%3C%2Fspan%3E%3Cspan%20class%3D%22audio-preview-panel%22%3E%E2%80%8B%3Caudio%20style%3D%22vertical-align%3A%20middle%3Bmargin%3A0px%200px%200px%200px%3B%20padding%3A0px%200px%200px%200px%22%20src%3D%22https%3A%2F%2Flbmainprod2.azureedge.net%2Fstudy-e2school-lb-prod-audio-files%2Faudio_638811423639043037.mp3%22%20name%3D%22textAudioPlayer%22%20data-number-of-play%3D%220%22%20data-play-time%3D%220%22%20data-disable-download%3D%221%22%20data-autoplay-trigger%3D%22manual%22%20data-show-full-player%3D%221%22%20controls%3D%22controls%22%20data-play-count%3D%221%22%3E%3C%2Faudio%3E%E2%80%8B%3C%2Fspan%3E%26nbsp%3B%E2%80%8B%3C%2Fp%3E\",\"LessonId\":12675,\"Answers\":[{\"AnswerId\":25867,\"AnswerText\":\"global community\",\"QuestionId\":9887,\"IsCorrectAnswer\":true,\"AudioTranscript\":null},{\"AnswerId\":25868,\"AnswerText\":\"Global community\",\"QuestionId\":9887,\"IsCorrectAnswer\":false,\"AudioTranscript\":null}]}],\"StudentAnswers\":[],\"IsAlreadyTaken\":false}}","status":200,"url":"https://study.e2english.com/Student/LessonExerciseHelper/ReadStudentCommonLessonAnswerAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":0,\"Score\":0,\"Questions\":[{\"QuestionId\":9884,\"QuestionText\":\"%3Cp%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%3Cb%3E2.%26nbsp%3B%3C%2Fb%3E%3C%2Fspan%3E%3Cspan%20class%3D%22audio-preview-panel%22%3E%E2%80%8B%3Caudio%20controls%3D%22controls%22%20data-show-full-player%3D%221%22%20data-autoplay-trigger%3D%22manual%22%20data-disable-download%3D%221%22%20data-play-time%3D%220%22%20data-number-of-play%3D%220%22%20name%3D%22textAudioPlayer%22%20src%3D%22https%3A%2F%2Flbmainprod2.azureedge.net%2Fstudy-e2school-lb-prod-audio-files%2Faudio_638811423322942123.mp3%22%20style%3D%22vertical-align%3A%20middle%3Bmargin%3A0px%200px%200px%200px%3B%20padding%3A0px%200px%200px%200px%22%3E%3C%2Faudio%3E%E2%80%8B%3C%2Fspan%3E%26nbsp%3B%E2%80%8B%3C%2Fp%3E\",\"LessonId\":12675,\"Answers\":[{\"AnswerId\":25861,\"AnswerText\":\"food supply\",\"QuestionId\":9884,\"IsCorrectAnswer\":true,\"AudioTranscript\":null},{\"AnswerId\":25862,\"AnswerText\":\"Food supply\",\"QuestionId\":9884,\"IsCorrectAnswer\":false,\"AudioTranscript\":null}]}],\"StudentAnswers\":[],\"IsAlreadyTaken\":false}}","status":200,"url":"https://study.e2english.com/Student/LessonExerciseHelper/ReadStudentCommonLessonAnswerAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":0,\"Score\":0,\"Questions\":[{\"QuestionId\":9885,\"QuestionText\":\"%3Cp%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%3Cb%3E%EF%BB%BF3.%26nbsp%3B%3C%2Fb%3E%3C%2Fspan%3E%3Cspan%20class%3D%22audio-preview-panel%22%3E%E2%80%8B%3Caudio%20controls%3D%22controls%22%20data-show-full-player%3D%221%22%20data-autoplay-trigger%3D%22manual%22%20data-disable-download%3D%221%22%20data-play-time%3D%220%22%20data-number-of-play%3D%220%22%20name%3D%22textAudioPlayer%22%20src%3D%22https%3A%2F%2Flbmainprod2.azureedge.net%2Fstudy-e2school-lb-prod-audio-files%2Faudio_638811423412788086.mp3%22%20style%3D%22vertical-align%3A%20middle%3Bmargin%3A0px%200px%200px%200px%3B%20padding%3A0px%200px%200px%200px%22%3E%3C%2Faudio%3E%E2%80%8B%3C%2Fspan%3E%26nbsp%3B%E2%80%8B%3Cbr%20style%3D%22display%3A%20none%3B%22%3E%3C%2Fp%3E\",\"LessonId\":12675,\"Answers\":[{\"AnswerId\":25863,\"AnswerText\":\"large scale\",\"QuestionId\":9885,\"IsCorrectAnswer\":true,\"AudioTranscript\":null},{\"AnswerId\":25864,\"AnswerText\":\"Large scale\",\"QuestionId\":9885,\"IsCorrectAnswer\":false,\"AudioTranscript\":null}]}],\"StudentAnswers\":[],\"IsAlreadyTaken\":false}}","status":200,"url":"https://study.e2english.com/Student/LessonExerciseHelper/ReadStudentCommonLessonAnswerAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":0,\"Score\":0,\"Questions\":[{\"QuestionId\":9886,\"QuestionText\":\"%3Cp%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%3Cb%3E4.%26nbsp%3B%3C%2Fb%3E%3C%2Fspan%3E%3Cspan%20class%3D%22audio-preview-panel%22%3E%E2%80%8B%3Caudio%20controls%3D%22controls%22%20data-show-full-player%3D%221%22%20data-autoplay-trigger%3D%22manual%22%20data-disable-download%3D%221%22%20data-play-time%3D%220%22%20data-number-of-play%3D%220%22%20name%3D%22textAudioPlayer%22%20src%3D%22https%3A%2F%2Flbmainprod2.azureedge.net%2Fstudy-e2school-lb-prod-audio-files%2Faudio_638811423524040614.mp3%22%20style%3D%22vertical-align%3A%20middle%3Bmargin%3A0px%200px%200px%200px%3B%20padding%3A0px%200px%200px%200px%22%3E%3C%2Faudio%3E%E2%80%8B%3C%2Fspan%3E%26nbsp%3B%E2%80%8B%3C%2Fp%3E\",\"LessonId\":12675,\"Answers\":[{\"AnswerId\":25865,\"AnswerText\":\"grow crops\",\"QuestionId\":9886,\"IsCorrectAnswer\":true,\"AudioTranscript\":null},{\"AnswerId\":25866,\"AnswerText\":\"Grow crops\",\"QuestionId\":9886,\"IsCorrectAnswer\":false,\"AudioTranscript\":null}]}],\"StudentAnswers\":[],\"IsAlreadyTaken\":false}}","status":200,"url":"https://study.e2english.com/Student/LessonExerciseHelper/ReadStudentCommonLessonAnswerAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"SubmitMessage\":\"In Progress.\\u003cbr/\\u003eLast attempt 11-May-2026 05:37:36 PM\",\"LastAnsweredMessage\":\"Task completed on : 01-Jan-0001 12:00:00 AM\",\"IsCompleted\":false,\"Score\":0,\"IsInProgress\":true,\"IsAssessmentSubmitted\":false,\"SubmittedDateTime\":\"11-May-2026 05:37:37 PM\"}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/MarkAsViewed"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Id\":12677,\"Name\":\"Collocations instructions 3\",\"Code\":\"M10L2Ci3#5#5\",\"Type\":1,\"SingleClick\":false,\"IsWizard\":false,\"HasScorableOrSubmittable\":false,\"HasScorable\":false,\"HasSubmittable\":false,\"HasEtsWidget\":false,\"Layout\":\"{\\\"TimerEnable\\\":true,\\\"Timer\\\":15.0,\\\"Columns\\\":[{\\\"x\\\":0,\\\"y\\\":0,\\\"width\\\":12,\\\"height\\\":1,\\\"widgets\\\":[{\\\"WidgetType\\\":2,\\\"WidgetId\\\":\\\"a12e4dc7-d87f-45ae-9798-05bf85dc1390\\\",\\\"Content\\\":\\\"%3Cdiv%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2036px%3B%22%3E%3Cfont%20color%3D%22%23000000%22%3E%3Cbr%3E%3C%2Ffont%3E%3C%2Fspan%3E%3C%2Fdiv%3E%3Cdiv%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22color%3A%20rgb(0%2C%200%2C%200)%3B%20font-size%3A%2030px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3EOkay%2C%20it\\u0026#39;s%20time%20to%20%3C%2Fspan%3E%3Cfont%20style%3D%22font-size%3A%2036px%3B%22%3E%3Cb%20style%3D%22%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(107%2C%20192%2C%20209)%3B%20font-size%3A%2030px%3B%22%3Euse%3C%2Fspan%3E%3C%2Fb%3E%3C%2Ffont%3E%3Cspan%20style%3D%22font-size%3A%2036px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cspan%20style%3D%22color%3A%20rgb(0%2C%200%2C%200)%3B%20font-size%3A%2030px%3B%22%3E%20these%20collocations%20in%20%3C%2Fspan%3E%3Cspan%20style%3D%22font-weight%3A%20bold%3B%20color%3A%20rgb(107%2C%20192%2C%20209)%3B%20font-size%3A%2030px%3B%22%3Econtext%3C%2Fspan%3E%3Cspan%20style%3D%22color%3A%20rgb(0%2C%200%2C%200)%3B%20font-size%3A%2030px%3B%22%3E.%3C%2Fspan%3E%3C%2Fspan%3E%3Cbr%3E%3C%2Fdiv%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3EClick%20%3Cb%3ENext%20%3C%2Fb%3Eto%20begin.%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cimg%20style%3D%22width%3A%2068.2898px%3B%20height%3A%2090.4571px%3B%22%20data-filename%3D%22image.png%22%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAAQwAAAFjCAYAAADILjUcAAAUiElEQVR4Ae3dO7Jst3XGcdBK5EhSpkwKnVEzkEJl5gzMIdgz0AzoGbg0AkuhIl2PgJeZHYkMHZHMrEiuJZ1d1erbffu1sfYC8NtVp%2Fr0Y%2BPxx8LXwMICujUXAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgh0IfBJl1RzEv15a%2B1XrbV4%2FNFblt%2B31r5urb17e8wpiVwQQKAsgc9ba1%2B21v5y4%2B%2BPb4JStiIKhgAC%2FQjESCJE4JZQnL8f9%2Fy4X7GkjAAC1Qj8orX27RNisYlH3BtpuBBAYHICr4rFqWgYaUxuLKq3NoHo4Pf4KzZRuPUY0xMXAghMSuA3L0xDrolHOE1dCCAwGYEYXbzit7gmGH%2BajJPqIIBAay1GAtc6%2Fauvf4YwAgg8TuAfHr8l7Y5fdszJiklHuJKel0BlwejZqXuK0bzWombLE1hVMJZveAAQeIZAVcHoObp4hpN7EECgtVZVMCIM3IUAAsUIVBWM3iOM74q1g%2BIgMASBqoLxs870vuqcvuQRmJJAVcHoPSWJ8zJcCCDwIIGqgmFK8mBD%2BjgCGQSqnrgVkZw9r6r17llnaSPwMoGKI4zeo4s4ws%2BFAAJPEKgoGL3PrCAYTxiKWxAIAhUFo7fDk2CwfQSeJLCiYHzzJCu3IbA8gYqCsf1kQK%2FGMcLoRVa60xOoKBicntObnQqOSqCiYPRmKSy8N2HpT0ugYjxCHMvXc6WkYp2nNTAVm4tAxc4jaGsuG1ObiQisNiV5P1HbqQoC6QSqCUb8uHLPi%2F%2BiJ11pT0%2BgmmBMD1wFERiZwGqCYUoysrUq%2B%2BEEqglG7xiM7w8nrgAIDEygmmD0XE4duJkUHYEaBKoJRm8qwsJ7E5b%2B1AQIxtTNq3II7EugmmB8um%2F1pIYAAnsSqCYYfBh7tq60ENiZQDXB2Ll6HyTHh%2FEBEi8gcD8BgnE%2FK59EYHkCqwnG8g0OAAKvEKi2W9XW9lda070IdCZQTTBsbe%2Fc4JJH4BUCpiSv0HMvAosRWEkwrJAsZtyquz8BgrE%2FUykiMC2BlQRj2kZUMQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAgRjgkZUBQSyCBCMLNLyQWACAiud6flda%2B0nE7SZKiBwGIGVBCMgV6vvYQ0vYwSeIWBK8gw19yCwKIFqgvFu0XZQbQSGIFBNMIaAppAIrEqAYKza8uqNwBMEVhOMXz3ByC0IIPBGYDXB0PAIIPACgWqC8f6FurgVAQQ6E6gmGN93rq%2FkEUDgBQLVBOOFqtx1Kx%2FGXZh8CIHLBFYTjMsUvIoAAncRqCYYfBh3NZsPIXAMgWqCERvEel4%2F65m4tBGYnUA1wejN%2B%2Be9M5A%2BAjMTqCYYX88MW90QGJ1Axe3ef%2BkI1ZkYHeFKen4CqwlGtGjFOs9vaWo4BYFqU5KA2nul5MdTtJxKIHAAgYqC0Xul5BcHcJYlAlMQWFEwpmg4lUDgCAIVBeOrziCMMDoDlvy8BCoKRm%2FafBi9CUt%2FWgIVBaO30%2FPTaVtTxRDoTKCiYPR2ehphdDYqySOQSSDCtyN4q9fft5mVkRcCMxGoGsTUM9oz2q9qvWeyLXWZkEDFKUlg7r2nxErJhMasSv0JrCoY%2FBj9bUsOExJYVTAc1TehMatSfwJVBeObzlX%2FUef0JY%2FAlASqCkbvWAw%2BjCnNWaV6E6gqGL1jMQhGb8uS%2FpQEKi8vWlqd0uRUamQCVUcYwbT3KIPjc2TLVfZDCFQWjN5%2BDAcCH2JyMh2ZwMqCYRPayJar7IcQqCwYvZdWOT4PMTmZjkygsmD0npIQjJEtV9kROCMQ4du9dqxu6fJjnEH3FIGPEag8wohVkt4rJQTjY9bhPQTOCFQWjChq72mJpdUzg%2FAUgY8RWF0wrJR8zDq8h8AZgeqC4QTxswbzFAEErhOIlYzNQdnrkR%2FjOn%2FvIPB3BKqPMHr7MAKG5dW%2FMwlPELhOoLpgRMnfXS%2F%2BLu8QjF0wSmQFAiMIRu%2FzPX%2B5QkOrIwKrEPg8wY%2BxCkv1ROAlAiOMMDL8GOIxXjIjN69CgGD8raX5MVaxePV8icAIghEV7O345Md4yYzcvAqBUQTjvzo3iClJZ8CSn4PAKILR248RO2NNS%2BawabXoSGAUweg9JQnERhkdDU3ScxAYRTBim3vvUQY%2Fxhw2rRYI%2FJXAf4jHYAkIHEtglBFGUOrt%2BIw8TEuOtUe5FycwkmBk%2BDH%2BuXh7KR4CCDxA4E%2BdpyVfPlAWH0VgOQIjjTCicXqPMmJp1fkYy3UDFb6XwGiC8ft7K%2FbC5%2FgxXoDnVgQqEcj46YH%2FrFRhZUEAgdcIhJ%2Bh13F9W7qvldDdCExKYLQpSTRDbz9G5PHZpO2tWgi8RGBEwcjwY1hefcms3IxALQLfdp6WRPouBBA4IzDiCCOq0HtaEs5V05IzY%2FEUgVEFw7SE7SKAwN0EMpZXTUvubg4fRKA%2BgYzlVdOS%2BnaghIkEfpCY195Z%2FWNr7dd7J3qW3v%2B11jKmP2fZeooAAnsTiD0fW6BVr0fTkr1bTXoIHEig9%2B7VECLTkgMbWNa1CIy6SrJR%2FN32T8fHf%2BmYtqQRQCCRQGxH7zUdOU03VmVcCCAwAYGMacm%2FTsBJFRB4mcDoU5IAYFryshlIAIF1CGSslsT0xA8drWNTajo5gYwgrviZAxcCCExAIHwMp07KHv9HTAbn5wTGogoIZE1LPocaAQTmIBBncfYYWZym6WcI5rAVtUCgxbf%2Faefu9b9TxRkbAhMQCP9C%2BBl6CcWWLufnBMaiCggEgYwfbA7h8GNH7A2BCQhkhYr%2FZgJWqoAAAq21jJgMS6xMbUkCIx%2Bgc63B%2FpywJf2HrbX%2Faa29v1YIryOAwBgEspyfsenNhcBSBGYcYcSxev%2BUsPcjhOkbo4yl%2BovKTkogy%2FlplDGpAanWegT%2BmBCTEUuswsXXsy01npBAVuRnCJMLAQQmIJBxGleMMoSLT2AsqnCbwIxOz9Na%2FySpM0fk529PM%2FY%2FAgiMRyBriZUvYzzbUGIELhL4Isn5acXkIn4vIjAWgazDdYwyxrILpUXgKoGsXaxGGVebwBsIjEMgc5RhJ%2Bs4dqGkCFwlkHGEX0xL7GS92gTeQGAcAhErER064y8crS4EEBicQFa4eIiSU7kGNxbFRyBzlCFknL0hMAGBzFHGZxPwUgUEliaQOcqIZdaINnUhMAWB2feSXGqkr98O14lDdnpfIRZxZOC73hlJHwEE%2BhHIjMvgAO3XjlJGII1AVvRnCAYHaFqzygiBPgSyRxnxC%2FMuBBAYmECEcWcEckUeIkAHNhRFRyAIZJ6XEaIR4ekuBIYlsOIqyWljxU8SxCrGr09f7Ph%2FrMx81Vr77455SBoBBDoTyDr709Skc0NKHoEMApnBXKYmGS0qDwQ6E8ja%2Fh6CEX9WTTo3qOQR6Ekge5k1Vk3iF9pcCCAwKIHMZdYYZXw5KCfFRgCBt2XWTAdoiIbDdpgeAgMTyHaAhmjYBj%2BwwSg6AtkO0PBnOKGL3SEwKIHsCFD%2BjEENZbVirx7pea29syNAoxw%2FffOh%2FOFaobyOAAK1CWQe5xejjPj7vDYSpUMAgWsEwq8Q%2FoWtM2c8is%2B41hpeR2AAAhGRmSEUp3mEaDgLdADjUEQELhE4YmoiqOtSS3gNgQEIHDE1iRFHHCPoQqAMAask9zXFd621%2Fz0gwCr2mnzi1PH7GsmnEKhGIDuga%2FNrWDmpZgnKg8AdBMIRmb3XZBMNO1vvaCAfQaAagSP2moRoWG6tZgnKg8CdBLK3wW%2BjDKJxZwP5GALVCByx1BrCEcutYjSqWYPyIHCDwBEb1LaRBtG40TjeRqAigaP8GUYaFa1BmRC4g8BR%2FgyicUfj%2BAgCFQkcFZ9BNCpagzIhcINA%2BDPCr7D5GLIf%2BTRuNJC3EahGIAKrYtkzWyy2%2FIhGNYtQHgRuEIjDfLcOfMQj0bjRQN5GoBqBI87POBUnolHNIpQHgRsEYlv6aSfO%2Fj9Ew96TG43kbQQqEYhOmy0Up%2FkJI69kDcqCwA0CR6%2BchHgQjRuN5G0EKhE4euVkG3E4T6OSVQxcljjNydWXQIhGbFQ7esPYv7XW%2Fr1vVcunHkctRjj%2F6a%2FMxWlq71pr78uXXgGXIXD0cus20lj1jNAQiVvRuHEwkt%2B4XaZL1q9oTAu2jnvk42rLrl88yH1VUa3fgxYsYRXRiG%2FTFZZdn13eJhoLds6qVX7WiPcelcQKyszO0Fc5xy5kFwIlCLxqzHuKRwzZZ7v2irYN34cLgRIEKolGhVWcvRplz5PQYhR2uqKyVxmlg8BTBCqJRnSOGb5R9z7QKJzELgTKEKgkGjHVGX3u3uN3Y2actpXpAAryOIFqohFTlBGH4lHmPf07p2mJ0Xjcrt3RkUA10YgpymidpGeAXPBYYSm6o4lLem8C1UQjvmGjTEeHtd%2FLeW%2F%2FxekII%2F5fLejtXu4%2BdyCBiqIRfoERHKK9BWMT0APNQ9YIfEhgrziC82%2FIV5%2BH86%2FyaCNDMILhzAFvH1qjV4YgUCWM%2FFxkKo82YhR0Xt4ez%2FkzhuhC6xWyqmhEJ6w42ui5SnIuPCGclUdb6%2FUWNf4rgSqH8Jx3mHhecSUl80eyY8u8C4FyBCqLRghHpbiN7FFZ%2BJtcCJQjEMPfow8WvjTK2F6L0UaVKNHMUUbUX3xGue6iQEEgROPWyVFbBz7qMeb2Rwd8hS8jBCyLQeTFn6GPliUQDseszvBsPkdPU3pGfV5iEvV1IVCWQPZc%2FVInuee1IyNFs%2BIyNg5VpmRljVbBjiVQ3Rm6daTNv3HEsD3bn3H0dOxYi5R7eQLVnaGbaMRjCEeMjDKv4JPtzxhxp29mm8irAIGKe1BOxeL0%2F3CMZgpHjMRO8%2B%2F9v0N3CnQIRbhNIDph5rfpqx0vUziy9%2Bc4dOe2vfpEAQLxbVo5XuOSyGQJR%2FaSdOYoqoDpKcKoBGLePtIUZROR3sIRXCKPLb%2FejzHaE9Q1ai9asNyjTVG2DhydOpYoo4PvfWWvLDl0Z%2B8WlF5XAuGxH22KsglHfEOHcOy96hBCuuWR8RijPRcCQxHIDmLauyNGp9tzeJ89ZePPGKq7KGwQiANmMufwe4tGpBeBWHt0vpjuZI%2B89hQ8Fo1ACoHoKCPsRbklNntMV7L9GSHWPfwyKYYjk7UJzDDa2EQllkufDcnO3qTm0J21%2B93QtZ9ltLEJR3yDx%2BjpUSdp9ojLJrWhu43CzzTa2MQj%2FBPh67h3CpDtzwjmLgSGJRAda%2FSVlE0szh%2FvmbLEqCQzrD7yulfMhjUqBZ%2BfQDgCs7eEn3fwXs%2Bjk8Zy6jV%2FR3zr98r7UroO3Zm%2FPy1TwxjOZ37jXupQPV%2B7Jh7Zoyyb1JbpUvNXNIbM2QFOPUXiWtrn4pE9wro24pnfwtRwSgIzT1MuiUi2YIRgPbqyM6WhqdRcBGKaMnqk6CWBqPBarNKUv35QvoQKWInA%2B9bab1trf37b1%2FHDSoUbvCw%2FfRtl%2FH7weig%2BAhcJrOLfyB597LFP5mKDeRGBCgRi7r2CYzRLOMKfYZNaBctWhq4EVnOM9hSQ8GcI6upqrhKvQiCCn7JXGXp23qPSjlGbC4FlCBCO16NG%2FTL8Mt1FRTcChOM14eDP2CzJ41IEwvA5Rx8XD4fuLNVNVPacgFWVx0XDJrVzK%2FJ8OQKxChAbvWIZ8SjH4kj5is9Yrouo8DUCQs5vi2ZMTVwIIHBCIByk2T9nONIogwP0xFj8i8BGIPwcpisfjjoss24W4hGBKwRiuiIQ7G%2FiESLqQgCBOwhso46Vt9dbLbnDUHwEgXMCcULVijEdftPk3BI8R%2BABArE0u9KUxZTkAePwUQQ%2BRiCmLOEUzP59kcxVFk7Pj1mA9xB4ksCs%2Fo6olwsBBDoSiNiFGUYeArc6GomkEbhEYORpC%2F%2FFpRb1GgJJBMJhOoq%2Fw47VJKOQDQKXCIy2dyVC5l0IIJBMYDShiBWYKLMLAQQSCYx46lds%2BycWiUYiKwRGFIoYVYRvxc5U9otAEoFYDRlxm3w4N40qkoxENgiEUIy4x4RQsF0EEgnEEumIQhF%2BioiviPK7EECgM4HoaNHhRjsXlFB0NgzJI3BKYFShCIdmjISMKE5b0%2F8IdCQwYizFJhQ2j3U0DEkjcEpgVKGI1RpCcdqS%2FkegI4GIpYhVhPiWHukvjtMT0t3RMCSNwDmBLwYTiRA0QnHeip4jkEBgtGVSsRQJRiELBC4RGEksCMWlFvQaAkkE4kTwEXwVEUvhjM0ko5ANAtcIVHdwCrq61nJeRyCZQCydVh5dCONONgjZIfAxAlV3mIZPRSzFx1rOewgcQKDa6IJQHGAEskTgHgJxYEwVwYhYCgfY3NNqPoPAQQQiKvJowRB0dVDjyxaBRwkcKRixMiOM%2B9EW83kEDiRwhGAIujqwwWWNwKsEsqYkhOLVlnI%2FAgUI9P4lMkFXBRpZERDYi0CEWvcYZRCKvVpIOggUIhBH10Xn3lM0IpbCkXiFGllRENiTwF6jDEFXe7aKtBAoTCA6%2B7OjDEfiFW5YRUOgF4FHRUPQVa%2BWkC4CgxCIszFubXcnFImN%2BUliXrJC4FkCsa8jxCOuT1trX7XWvmut%2Fa619vXb6x4QQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEJiXw%2F%2FODcYs90sFHAAAAAElFTkSuQmCC%22%3E%3Cbr%3E%3C%2Fp%3E\\\",\\\"MarginTop\\\":10,\\\"MarginRight\\\":10,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":null,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":0,\\\"ShowCorrectAnswer\\\":null,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":null,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0}],\\\"MarginLeft\\\":0,\\\"MarginRight\\\":0,\\\"ColumnSpace\\\":0,\\\"WidthLeft\\\":50,\\\"WidthRight\\\":50,\\\"Scrollable\\\":null}],\\\"DiagnosticTestConfig\\\":null}\",\"IsRetry\":false,\"IsCompleted\":false,\"IsInProgress\":false,\"IsTransferedLesson\":true}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/ReadLayout"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":0,\"Score\":0,\"Questions\":[{\"QuestionId\":3932,\"QuestionText\":\"%3Cp%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20style%3D%22color%3A%20rgb(0%2C%200%2C%200)%3B%20font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cb%3E%3Cbr%3E%3C%2Fb%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20style%3D%22color%3A%20rgb(0%2C%200%2C%200)%3B%20font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cb%3E1.%26nbsp%3B%26nbsp%3B%3C%2Fb%3E%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%7B0%7D%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%EF%BB%BF%20meter%3C%2Fspan%3E%3C%2Fp%3E%3Cp%3E%3Cspan%20style%3D%22color%3A%20rgb(0%2C%200%2C%200)%3B%20font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E\",\"LessonId\":12676,\"Answers\":[{\"AnswerId\":10972,\"IsCorrectAnswer\":true,\"FibQuestionId\":3932,\"AnswerText\":\"square\",\"BlankFieldNbr\":0}]},{\"QuestionId\":3933,\"QuestionText\":\"%3Cp%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cb%3E2.%26nbsp%3B%20%3C%2Fb%3Eglobal%20%7B0%7D%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E\",\"LessonId\":12676,\"Answers\":[{\"AnswerId\":10973,\"IsCorrectAnswer\":true,\"FibQuestionId\":3933,\"AnswerText\":\"community\",\"BlankFieldNbr\":0}]},{\"QuestionId\":3934,\"QuestionText\":\"%3Cp%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%3Cb%3E3.%26nbsp%3B%20%3C%2Fb%3Efood%20%7B0%7D%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E\",\"LessonId\":12676,\"Answers\":[{\"AnswerId\":10974,\"IsCorrectAnswer\":true,\"FibQuestionId\":3934,\"AnswerText\":\"supply\",\"BlankFieldNbr\":0}]},{\"QuestionId\":3935,\"QuestionText\":\"%3Cp%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%3Cb%3E4.%26nbsp%3B%20%3C%2Fb%3Egrow%20%7B0%7D%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E\",\"LessonId\":12676,\"Answers\":[{\"AnswerId\":10975,\"IsCorrectAnswer\":true,\"FibQuestionId\":3935,\"AnswerText\":\"crops\",\"BlankFieldNbr\":0}]},{\"QuestionId\":3936,\"QuestionText\":\"%3Cp%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20style%3D%22color%3A%20rgb(0%2C%200%2C%200)%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%3Cb%3E5.%26nbsp%3B%20%3C%2Fb%3Edeveloped%20%7B0%7D%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22color%3A%20rgb(0%2C%200%2C%200)%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E\",\"LessonId\":12676,\"Answers\":[{\"AnswerId\":10976,\"IsCorrectAnswer\":true,\"FibQuestionId\":3936,\"AnswerText\":\"country\",\"BlankFieldNbr\":0}]},{\"QuestionId\":3937,\"QuestionText\":\"%3Cp%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%3Cb%3E6.%26nbsp%3B%20%3C%2Fb%3Elarge%20%7B0%7D%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E\",\"LessonId\":12676,\"Answers\":[{\"AnswerId\":10977,\"IsCorrectAnswer\":true,\"FibQuestionId\":3937,\"AnswerText\":\"scale\",\"BlankFieldNbr\":0}]}],\"StudentAnswers\":[]}}","status":200,"url":"https://study.e2english.com/Student/LessonExerciseHelper/ReadStudentFillBlanksAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"SubmitMessage\":\"In Progress.\\u003cbr/\\u003eLast attempt 11-May-2026 05:37:36 PM\",\"LastAnsweredMessage\":\"Task completed on : 01-Jan-0001 12:00:00 AM\",\"IsCompleted\":false,\"Score\":0,\"IsInProgress\":true,\"IsAssessmentSubmitted\":false,\"SubmittedDateTime\":\"11-May-2026 05:37:37 PM\"}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/MarkAsViewed"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Id\":12678,\"Name\":\"Collocations Gapfill\",\"Code\":\"M10L2C3#4#4\",\"Type\":1,\"SingleClick\":false,\"IsWizard\":false,\"HasScorableOrSubmittable\":true,\"HasScorable\":true,\"HasSubmittable\":false,\"HasEtsWidget\":false,\"Layout\":\"{\\\"TimerEnable\\\":true,\\\"Timer\\\":15.0,\\\"Columns\\\":[{\\\"x\\\":0,\\\"y\\\":0,\\\"width\\\":12,\\\"height\\\":1,\\\"widgets\\\":[{\\\"WidgetType\\\":2,\\\"WidgetId\\\":\\\"c833bfa7-7f45-4b3f-9159-467c1cdaea5b\\\",\\\"Content\\\":\\\"%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cb%20style%3D%22color%3A%20rgb(107%2C%20192%2C%20209)%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2050px%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3ECollocations%20in%20Context%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3C%2Fb%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3Cimg%20style%3D%22width%3A%2044.6676px%3B%20height%3A%2044.6676px%3B%22%20data-filename%3D%22image.png%22%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAYAAAB5fY51AAAZYklEQVR4Ae2d%2B7H1tnVHoUz%2Bd0pQB3YqiFSBVYLdgVNBnAqUDpQO5FQguQLLFdipwEoFzvxGZ1u8%2FA4fG49NPBZm7vCcwwfAtcF1QRAkP0skCEBgdAK%2FSil9nlLS9JcppX95fddvZ%2BnHlNIPrwX%2BmFL66%2Bvv%2B7OVnpz32ZOZkzcEIJBFQGL6IqX065ekJKjaSdKSxDTtVmC1d5rtQQACdQhIUl%2BnlP6SUvp78N%2FfUkrfpJS%2BqrMrbAUCEJiRgFpOv3tIUkdSlLwkzqvTzRnjwT5BAAJvCEgGatEcSaOX3797nZq%2B2QV%2BggAEZicwiqj2wkRcs9dM9g8CGwI69fv9AC2qvaj237%2FlVHETVT5CYEIC6sh%2BoiN9L5ta39XHJfmSIACBiQioVaUWSS1R9LadP72GXEwUMnYFAmsS0BCFmVpVR7JUa0tXOUkQgMCgBHQAHx3gs%2F6uK55VBrcy0n3QWk%2BxhySgA%2Fc3DUtut9pohLp9VnZ2y41lrRaeCUQj5n%2FxOn3T51ZJtwB9%2BSpXqzzYLgQgUIGA5KBL%2F7VbUDrlUj%2BYJFhrIKdkpk5z9UG1KK%2B2T4IABDolIFnVPvglqYjbZCTB2iPtJVmk1WllpVhrE6gpKx3oT94So9PFWq1EpLX2ccHed0igpqx0iqbt9ZBqiQtp9RBNygCBl1xqnAb2PHK8xoBXSatW3xsVDwIQyCBQo2WlAzmijypj9z6son3VaWpJ57zE3kvr8cPO8QUCsxOoJavRDmDJVZLNFZdakiQIQCCQQA1Z2QGv8VqjJZ3alZwGMyJ%2BtIhT3mEJ1JTVyNISB7WWbB%2B8U4Y7DHsIUPBRCLSQlR3oI7a0FDeV2%2FbBM9X9leJJggAEGhBoKSs70FeTFo%2BmaVBR2SQEImQ1urRyTw85NeT4gkBFApGyGllauZw0op4EAQhUIJB7EJp4SqYjnh7q6mHOkIeWT46oUA3YBAT6J1AqK13214GYcwCb6EaUlsZpWfnvTtUBT4IABDIJ1JCVtqGkPprVpJUzIr7ls8NeoWACgfkI1JSV0VlNWmLofSw0fVlWW5hC4CaBFrKyrFeTVs6pIX1ZVluYQuCCQEtZWdarScv7TK0R%2B%2BwstkwhEEYgQla2MytJSy2mux3vtpxiQYIABA4IRMrKirCStLytLDrfrZYwhcCOQKms1CrI7XdZRVreVhaPn9lVUr5CQARqyErC0pAFyScnrSIt7xVDTgtzahPrTEuglqys3wVpnVcV7wtlOS0858nchQjUlhXSuq48Ym6c7ky5WnjNlCUWINBKVnYQ0tI6rkSezndu1TnmyJxFCLSWFdI6r0je00LFiwSBJQlEyQppHVcvXWAwPnemuVdfj0vAHAgMQCBaVnYwcnr4aeUQE%2BNzNeVppJ%2Fy45fJCZTKSo%2BIKXk7DNL6WME8%2FVh0vH9kx7fJCdSQlbZRuh2k9XNFU6vpqmVl8yU3EgSWIFAqGbWqtA1LpdtDWj%2BR1PgqE9LVlCuFVvuYTk2gVC57WRms0u0irZ9uY7oS1Xa%2BsWcKgSkJlErlSFYGq3T7q0vLe1%2BhcWcKgekIlMrkSlYGrDSf1aW1bUFdfTbmTCEwFYFSidyVlUErzW9laV1JajvfeDOFwDQESuWhzl1tw5tK811VWlshXX32xoTlIdA1gVJp2AGT%2B3SA0vxXlJYxvzPtuvJROAh4CJTKYn%2FAIC0P%2Ffxl99zPvufnwpoQ6IhAbVnZQYO02gZZcTPWd6ZtS8PWIRBAoJWs7ABCWu2CyLCGdmzZcocEWssKabUNOsJqy5etd0QgSlZIq13QuZewHVu23BGBaFkhrTbB1xMYjO3VlJuf28SArTYmUCorDR24OjjO5tOnVS%2FAGqB7xno7j%2Bdh1ePOloII1JCVnnQp6WwPBu9npFUn4B7ueqQyCQLDEKglK9thpOWXds2H6H3l%2FKfBI5Kt5jLtnkBtWdkOI63npPW1U1gWM6YQ6JpAK1nZTiOtZ6TlefszHe5WW5l2TaC1rGznkVastLxvzKHD3Woq024JRMnKACCtOGl5Twfpv7JayrRLAtGyMghIq720FFvP0BItS4JAtwSekpUBQVptpeXlW%2FPKpMWYKQSqEHhaVrYT3oNqP55I6%2BekJ%2Fdf%2FUqels9%2Bn%2B%2BKxdPZrjw0%2FIEEge4IPHmwvoOBtOq3tLxMebXXu5rJb48T6E1WBsR7gO1bHbS0jORPj532tq64OvgzPz51QqBXWRkepFWnpeV5MoOJ%2F3MLAlMI9ECgd1kZI6RVJi3vuCsJ626fmMWIKQSaEhhFVgYBaeVLy%2FNUBlpXVuOYdkNgNFkZOKTll5a334rWldU2pl0QGFVWBg9p%2BaVlraa7U%2FqurLYxfZTA6LIyeE9KS307dw%2F8%2FXIaZ6X%2BpJxUOk5rX5aj71wZzIkO61QnMIusDMxT0lL%2Bs0pLp4%2BqJyQIPEpgNlkZTKSV39p718JiVLvVLKaPEZhVVgYUadWR1rcGlCkEniIwu6yMK9IqkxanglaTmD5GYBVZGWCklS%2Bt3AsBxp4pBIoIrCYrg7WitEr3mbfhWO1h%2BgiBVWVlsEsPYK2fm6KvHpYOdeD2m9xIs14VAk%2FLSgMO9Thd%2FT05%2BHAFaZXKihdLVDnk2EgugSdlpYNHB8D%2BUrl%2Be6p%2FZGZplcpK9xaqvpAg8AiBp2V19qTMktHdpTBnlBayKq0VrP8ogZ5lZS0uXTZ%2FKs0kLWT1VC0i3yoERpCVSUvieCrNIC1k9VTtId8qBEaSlaT19E21I0tLZT877bZ%2FCkdT%2BqyqHHJsJJfAaLLqQVhiPaq0jkR053dklXuUsV4VAiPKqhdhrSYtZFXlkGMjuQRGlZWE9eS4rD3vFVpayGofdb6HEhhZVl%2BHkrqX2czSQlb36gBLNSIwsqx08PSaZpQWsuq1ti1SrtFlpfL3nGaSFrLquaYtUDZkFRPkGaSFrGLqCrkcEEBWB2Aa%2FTyytJBVo0rBZu8RQFb3ONVe6glplcYaWdWuBWzPRaC0ApfcbMztH7GDS0tjjaxchxYL1yZQWoGRVZ2IRLS0SmONrOrEmq1kEiitwMgqE%2FzBai2lVRprZHUQNH6OIVBagZFVmzi1kFZprJFVm1iz1ZsESiswsroJOnOxmtIqjTWyygwiq9UhUFqBkVWdOFxtpYa0SmONrK6ixPzmBFQJ7zwi5N0yyKp5eD5kUCotPXX1XRzv%2FIasPoSCL08QKDkAkNUTESsf8nBHTvtlkNUzsSbXHYHc%2F7jIagcy%2BGvJP5q9jK6%2BI6vg4JLdMYGryvpuPrI65hk5J0JayCoyouR1SkAdsO%2BEdPYbsjpFGj6zpbSQVXg4yfCKwJmc9vOQ1RXNZ%2Ba3kBayeiaW5HpBQBVzL6Z335HVBciHZ9eUFrJ6OJhkf0zgTkVHVsf8eppzJ5bv%2Fhltf0NWPUWUsrwl8M1JKwtZvUXW5Y%2Fqk8y96itpIasuw0qh3hHQCxq2%2F2n1%2BbuCt8zwiJh3lNv9tswI9s%2FaMWTLixKQrCQ7HUQ56YeU0pcppR9zVn5wHe33V5v8tR9%2F2Hxv9VGcxVv556RReefsK%2BtA4AOBVVtW71qoaqXqFC1XJB%2FAHnxZpmV1sP%2F8DIFsAqvK6qwPUNIq6Qc8CwayOqPDPAicEEBWn%2FYBbvsEdcpWMyGrmjTZ1lIEkNW5rExckkyNhKxqUGQbSxJAVvdkJWl9UaGGIKsKENnEmgSQ1X1Z1RAWslrzOGOvKxBAVj5ZSVglCVmV0GPdpQkgK7%2BsdCUxNyGrXHKstzwBZOWXlYY1SDo5CVnlUGMdCLwGQOrgs6te3umo96pdjbM641AyBgtZcdhBIJMALSu%2FqJFVZmVjNQiUEEBWyKqk%2FrAuBMIIICtkFVbZyAgCJQSQFbIqqT%2BsC4EwAsgKWYVVNjKCQAkBZIWsSuoP60IgjACyQlZhlY2MIFBCAFkhq5L6w7oLEtCbT759PfJWz1DSkyw%2FD%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%2FJSvl%2BlVL6W0rp75l%2Ff0opaTujJWQ1WsQobxcEWsnq85TSFy8h%2FT6lpL%2FvXn9%2FyZTTXmrIyleFWsXaVwqWhkAmgdIKLIF8vZNRSWtpL6Sz78jKF%2FTSWI%2FK20eJpbslUFqBz2TSet6oBw%2Bngd0eDhSsZwLIKj46yCqeOTlOQABZxQcRWcUzJ8dJCHxbqcO79WnffvucBvoqYOk%2FplF5%2ByixdNcEfoOsQuNDyyoUN5nNRqDkANq3eKK%2Bj%2FqfvoS1rrT%2BKrPy0bLKBMdq%2FRGIGnJQU2YavzVaQlajRYzydkdA%2F7FriiRqWxp8OlJCViNFi7J2S2DU%2FquRhIWsuq3%2BFGw0AiUHU0lrSn1QuiVH%2Bev0zlsO9cmMkLz7tWVKn9UIEaaMoQRq3b%2B3PdD2Mvrd6%2F7Bs1aR5m23cfU5FFJmZsgqExyrzUXgnyvtjm5E1p8n%2FTWlpL8fU0p%2Ffq34%2FWv6w%2Bt3z%2FZsWc%2FVL%2BXfe5KsdLqdk8T2y5SSeHqTWp5quXp4bvNQnspbZSBBoCsC3v6rloXXaeFVq8rm64DsOdGy6jk6lG1YAp4Dq7UkPGXRqPxek2c%2FTMA2pc%2Bq16hSri4IqK%2FJDparaetxTxLiVRlsfuuy5AYHWeWSYz0IXBBQX4cJ4M5UTwBtmXqSZ85%2BIqscaqwDgZsEJKA7orJlWg8jsHzuTM%2BuNt7c%2FaqLIauqONkYBD4loCeC3pGDllHrp3W6WxYt15OwkFXrmsH2IfCS0F1JSG4tk3cMVuvW3t19RVZ3SbEcBAoI9NZ%2F5RVWwa5XWxVZVUPJhiBwTsArCO%2Fg0vPcP52rkfB3W3samf90QlZPR4D8lyLgGaQZIQhPeVqPB7uqCMjqihDzIVCZgGfMkw7Q1skjgScHjXrKuW8xMii0dS1i%2B9MS2B9MZ99z74fzwPMI9KlBo8jKE1GWhUAlAr31X2m3eh80iqwqVT42AwEvAU9%2FkU5jItJZC28%2FT8KNTMgqkjZ5QWBHwHP6FdVftJfS2fdIYSGrXeXhKwSiCajVdCaE7TwNN2idvKeoUYNGkVXryLN9CFwQ8L5wIvchcBfF%2BDDbK6wPK1f6IgmqHPrTKXPJS2W5GlgpKGxmHgK5TxzVAXk36YmTOU%2B8vLt9W84jxZwnjUpGloft%2Fy9TSvo954mrVu53U54U%2Bo4Kvy1PIFdY%2F%2BYgFyErFcdzircXVqSMrtAhqytCzIeAk4Cn%2FypqvJOnr0jl10WDFi%2FO2PbdeT9zGuisiCwOgSsC3v4rO3262m7pfM9VS69IIpZHVqU1gPUh8IZATy%2Bc2BbPM2g0QkCePJDVNpJ8hkBFAp5TL7V6opJHED0ti6yiagj5LEnA0%2B8T1X%2BlQPQkobtlQVZLHkLsdBQBXb6%2FezBqudYvnLD9Vj%2BZp1y9LJvLR1c1S06Bta7nqqpxZgqBoQh4%2B6%2BiDopRhZXDB1kNdchQ2CcJ9PbCCWPhbfn10sKy8t%2BdIqu7pFgOAs7TkNYvnNgHpOQU6QmBeZ%2FAiqz2Eef7cgQ8I911wNitKXdA%2FfHOQhWX%2Bc%2FXvXsVN%2Fl2Uxolb3%2F%2Fm1La3nqkU9P%2FeLvWpz%2FuR9t%2FusTPv4i9rrh6%2BP%2B89k%2B3Rn35Kuv2dz5DYCgCHmF5B4BG3ZJjwP%2BQUvqvlFLJkyG28jHhfv%2FKQPuj%2BWfp12czM%2Bchq0xwrDYfAY%2BwPPcPWgskmti%2Fp5T%2BJ6Wk09F3rZGtfP5v01KqVd53eR4xMCEezdfvyOqMDvOWI%2BARlqeFZWJ4Aqjy%2FtfXExRUZsnoyfLkMkBWueRYDwLOcU4RL5zoMSiezvuzMViSVclFBMZZ9Vg7KFMYAbVUPAdj6xemhu24MyMPo6MWK7JyQmdxCOwJ9PjCiX0Zn%2F6u%2FiuPsN5JHVk9HUXyn4KA59EtUS%2Bc6A2stxW6Lz%2By2hPhOwQyCXhaDiXDCjKL18VqntuWdNPzNiGrLQ0%2BQ%2BCAwD8d%2FL79%2BaivZbvM9vOIV%2BS25c%2F9%2FO4U72hb2zFqkhWDQo9I8TsENgRqC2s78HKTDR8PCCCrAzD8DIF3BO4IS2%2BGuZtWbV2Jj2dgrQaNIqu7tYrlIPAicEdYnlPCP0P2FoFfcBp4ixMLQcBFwHup3iM3V0EGWFgd6Z6LE7nLMih0gMpAEZ8hoCt%2BngPrmVL2kauHU%2B6yyKqPWFOKTgl4XrUe%2BcKJ3nBFPEAQWfUWdcoTTuCqD8tzinfn6QPhOxiUoWdIQ06RNAyC51nlkGOdqQicCUsHoa5k3U0rXyH0cLrL05ZDVkaC6fIEzoTlaV0J5HYw5GpgPc%2FB8rBBVh5aLDs9gTNhecYV6cC6ehrn9DAr7yCyqgyUzY1P4ExYnhbWyqeDqgWewbV3ag2yukOJZSDwIuC96nX2MLoVoHqeZnE1pIGrgSvUGPaxKgHPkwd0ALbsdK66Y402pld2XYnoznxk1ShAbHZuAp4XpnrfrzcjuTsyuloGWc1YM9inqgSOXkJR0n%2Bl1pZaaNbqUme8XsHleQ9f1Z2svDHtl%2FjoyqAuTHhYHRWFPqsjMvwOgQsCOiCvWgPb%2BdsXTujz0T11eszyiEn9eeqjU6tTraDtvtf4TMtqxFpBmbshoIPTcyDaKO87%2FV4jSEv7o335JqVUq2%2FqiCey6qbaU5BRCeT0X92RlR20Jrhe%2BOjUTjd5677Jo9ahlb3mFFn1UgMox9AEPKc9Osg9stIB%2F%2FQz39XnpJaehiJECmorO2Q19CFC4Z8i8K7T3XObiVpLOnXyJOuM96yTu2yLDvLcsth6dLAbCaYQcBLYC8t7xcsjN2fRshaXQLdX73orH7LKCisrQeAnAqXCyuFY855DCUqSteEFvfWPbfkgqy0NPkOgAoGat5hs%2B2zss%2FqMSk4J1WJ6ooPcyp87pc%2BqQuVkExDYE8g9IO%2Bupw56T7IO8ugreHf352o5DYvw7rOHD8tCYFkCksPVAVgy%2F%2BrAtQ5yu4JXktdT66olpWEhGstW0pJcthKy4xA4I7Dtw%2FJ2uJ9tdz%2Fvtyml%2F979aIKy%2FqfeOsh3xX37VY%2FV0aOhNVUfVc3%2BubcZ8iMEViawFVbtZzoZV5PVSB3kVvbtVDKSmPTuRU31R4IABAIJfLbJq7RDfLOpf3xUq0M3Pav11PMVvH8UePNB5Vb5ty2ozWw%2BQgAC0QRMWBKK%2Bl9WThKUWk0mqFmeLrFyTNn3yQjYKWHL%2Fqtekan1ZIKylmCvZaVcEIBASsmE5XnhxKjgtnLSZzrIR40k5V6WgAlrxCt0Z0GTjLb9TxIUCQIQGJyAhKXO8NE6xPfY7Qqe9T9JViQIQGAyAhLWiP1XdJBPVhHZHQjcISBhjdB%2FRQf5nWiyDAQmJ9BrC4sO8skrHrsHgRwCGoel%2B%2B6eTHSQP0mfvCEwEAG1sKITHeTRxMkPApMQiBAWHeSTVBZ2AwI9EKj90L7tI1ZGHy7RQ3woAwQgsCFQ%2BhwsCU%2FPsOIZUBuofIQABNoRuPuqLj3RwQQ14vitdgTZMgQgEEpAAtqfHkpQejyxnqM%2B2%2B07oXDJDAIQKCfw%2F3MxU8epLuOYAAAAAElFTkSuQmCC%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%26nbsp%3B%3C%2Fspan%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3EAdd%20a%20suitable%20%3C%2Fspan%3E%3Cb%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3Ecollocation%3C%2Fspan%3E%3C%2Fb%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E%20to%20each%20sentence%20below.%3C%2Fspan%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3EYou%20may%20need%20to%20change%20the%20word%20form.%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3EClick%20%3C%2Fspan%3E%3Cb%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3E!%20%3C%2Fspan%3E%3C%2Fb%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%22%3Efor%20a%20hint%3C%2Fspan%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E\\\",\\\"MarginTop\\\":10,\\\"MarginRight\\\":10,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":null,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"ShowCorrectAnswer\\\":null,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":0,\\\"Height\\\":300,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":null,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0},{\\\"WidgetType\\\":11,\\\"WidgetId\\\":\\\"6b030b40-dc65-419e-a265-a758bf39714a\\\",\\\"Content\\\":[{\\\"QuestionId\\\":3938,\\\"Answers\\\":[{\\\"AnswerId\\\":10978,\\\"QuestionId\\\":3938},{\\\"AnswerId\\\":10979,\\\"QuestionId\\\":3938},{\\\"AnswerId\\\":10980,\\\"QuestionId\\\":3938}],\\\"AnswerExplanation\\\":\\\"\\\",\\\"Hints\\\":null}],\\\"MarginTop\\\":10,\\\"MarginRight\\\":150,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":150,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":0,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"ShowCorrectAnswer\\\":2,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":1,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0},{\\\"WidgetType\\\":20,\\\"WidgetId\\\":\\\"be012aab-607f-4496-9b05-2a6063e072ee\\\",\\\"Content\\\":{\\\"title\\\":\\\"!\\\",\\\"text\\\":\\\"%3Cp%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%22%3E%3Cb%3El________%20s________%3C%2Fb%3E%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Fp%3E\\\"},\\\"MarginTop\\\":10,\\\"MarginRight\\\":150,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":150,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":null,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"ShowCorrectAnswer\\\":null,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":null,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0},{\\\"WidgetType\\\":11,\\\"WidgetId\\\":\\\"2512abac-149a-4dd1-83b0-fffce9f231b2\\\",\\\"Content\\\":[{\\\"QuestionId\\\":3939,\\\"Answers\\\":[{\\\"AnswerId\\\":10981,\\\"QuestionId\\\":3939},{\\\"AnswerId\\\":10982,\\\"QuestionId\\\":3939},{\\\"AnswerId\\\":10983,\\\"QuestionId\\\":3939},{\\\"AnswerId\\\":10984,\\\"QuestionId\\\":3939}],\\\"AnswerExplanation\\\":\\\"\\\",\\\"Hints\\\":null}],\\\"MarginTop\\\":10,\\\"MarginRight\\\":150,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":150,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":0,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"ShowCorrectAnswer\\\":2,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":1,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0},{\\\"WidgetType\\\":20,\\\"WidgetId\\\":\\\"1d50a23c-cecc-4531-931d-8e311990c7ff\\\",\\\"Content\\\":{\\\"title\\\":\\\"!\\\",\\\"text\\\":\\\"%3Cfont%20face%3D%22Gotham%20Rounded%22%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%22%3E%3Cb%3Eg_________%20c__________%3C%2Fb%3E%3C%2Fspan%3E%3C%2Ffont%3E\\\"},\\\"MarginTop\\\":10,\\\"MarginRight\\\":150,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":150,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":null,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"ShowCorrectAnswer\\\":null,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":null,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0},{\\\"WidgetType\\\":11,\\\"WidgetId\\\":\\\"3d30be85-9ec4-4d96-bb7c-a33ed32601fe\\\",\\\"Content\\\":[{\\\"QuestionId\\\":3940,\\\"Answers\\\":[{\\\"AnswerId\\\":10985,\\\"QuestionId\\\":3940},{\\\"AnswerId\\\":10986,\\\"QuestionId\\\":3940},{\\\"AnswerId\\\":10987,\\\"QuestionId\\\":3940}],\\\"AnswerExplanation\\\":\\\"\\\",\\\"Hints\\\":null}],\\\"MarginTop\\\":10,\\\"MarginRight\\\":150,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":150,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":0,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"ShowCorrectAnswer\\\":2,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":1,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0},{\\\"WidgetType\\\":20,\\\"WidgetId\\\":\\\"e3420071-a061-4c1d-bc82-62dc6327f0dd\\\",\\\"Content\\\":{\\\"title\\\":\\\"!\\\",\\\"text\\\":\\\"%3Cb%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3Es________%20m%3C%2Fspan%3E%3C%2Fb%3E%3Cb%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E________%26nbsp%3B%3C%2Fspan%3E%3C%2Fb%3E\\\"},\\\"MarginTop\\\":10,\\\"MarginRight\\\":150,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":150,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":null,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"ShowCorrectAnswer\\\":null,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":null,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0},{\\\"WidgetType\\\":11,\\\"WidgetId\\\":\\\"6ec19f1c-77c7-485f-9ff0-2240774fa7e4\\\",\\\"Content\\\":[{\\\"QuestionId\\\":3941,\\\"Answers\\\":[{\\\"AnswerId\\\":10988,\\\"QuestionId\\\":3941},{\\\"AnswerId\\\":10989,\\\"QuestionId\\\":3941},{\\\"AnswerId\\\":10990,\\\"QuestionId\\\":3941},{\\\"AnswerId\\\":10991,\\\"QuestionId\\\":3941}],\\\"AnswerExplanation\\\":\\\"\\\",\\\"Hints\\\":null}],\\\"MarginTop\\\":10,\\\"MarginRight\\\":150,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":150,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":0,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"ShowCorrectAnswer\\\":2,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":1,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0},{\\\"WidgetType\\\":20,\\\"WidgetId\\\":\\\"b5d0b40c-f9a9-4eb8-85a8-f3162cab028c\\\",\\\"Content\\\":{\\\"title\\\":\\\"!\\\",\\\"text\\\":\\\"%3Cb%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3Ed__________%20c%3C%2Fspan%3E%3C%2Fb%3E%3Cb%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E__________%26nbsp%3B%3C%2Fspan%3E%3C%2Fb%3E%3Cb%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%26nbsp%3B%3C%2Fspan%3E%3C%2Fb%3E\\\"},\\\"MarginTop\\\":10,\\\"MarginRight\\\":150,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":150,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":null,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"ShowCorrectAnswer\\\":null,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":null,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0},{\\\"WidgetType\\\":11,\\\"WidgetId\\\":\\\"226ed5d3-ec7f-49aa-bc89-561f9986a2e8\\\",\\\"Content\\\":[{\\\"QuestionId\\\":3942,\\\"Answers\\\":[{\\\"AnswerId\\\":10992,\\\"QuestionId\\\":3942},{\\\"AnswerId\\\":10993,\\\"QuestionId\\\":3942}],\\\"AnswerExplanation\\\":\\\"\\\",\\\"Hints\\\":null}],\\\"MarginTop\\\":10,\\\"MarginRight\\\":150,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":150,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":0,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"ShowCorrectAnswer\\\":2,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":1,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0},{\\\"WidgetType\\\":20,\\\"WidgetId\\\":\\\"3832feba-3ded-4802-81d1-1bcd073b1e53\\\",\\\"Content\\\":{\\\"title\\\":\\\"!\\\",\\\"text\\\":\\\"%3Cb%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3Ef________%3C%2Fspan%3E%3C%2Fb%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cb%3E%26nbsp%3Bs%3C%2Fb%3E%3C%2Fspan%3E%3Cb%3E%3Cspan%20style%3D%22font-size%3A%2018px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E________%3C%2Fspan%3E%3C%2Fb%3E\\\"},\\\"MarginTop\\\":10,\\\"MarginRight\\\":150,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":150,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":null,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"ShowCorrectAnswer\\\":null,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":null,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0}],\\\"MarginLeft\\\":0,\\\"MarginRight\\\":0,\\\"ColumnSpace\\\":0,\\\"WidthLeft\\\":50,\\\"WidthRight\\\":50,\\\"Scrollable\\\":0}],\\\"DiagnosticTestConfig\\\":null}\",\"IsRetry\":false,\"IsCompleted\":false,\"IsInProgress\":false,\"IsTransferedLesson\":true}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/ReadLayout"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":0,\"Score\":0,\"Questions\":[{\"QuestionId\":3938,\"QuestionText\":\"%3Cp%3E%3Cspan%20style%3D%22text-align%3A%20center%3B%20font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%3E%3Cspan%20style%3D%22text-align%3A%20center%3B%20font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%EF%BB%BF%3C%2Fspan%3E%3Cspan%20style%3D%22text-align%3A%20center%3B%20font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%EF%BB%BF%3Cb%3E1.%3C%2Fb%3E%26nbsp%3B%7B0%7D%20%7B1%7D%3C%2Fspan%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%20white-space%3A%20pre-wrap%3B%22%3E%20developments%20usually%20attract%20more%20investors.%20%3C%2Fspan%3E%3C%2Fp%3E\",\"LessonId\":12678,\"Answers\":[{\"AnswerId\":10978,\"IsCorrectAnswer\":true,\"FibQuestionId\":3938,\"AnswerText\":\"large\",\"BlankFieldNbr\":0},{\"AnswerId\":10979,\"IsCorrectAnswer\":true,\"FibQuestionId\":3938,\"AnswerText\":\"scale\",\"BlankFieldNbr\":1},{\"AnswerId\":10980,\"IsCorrectAnswer\":true,\"FibQuestionId\":3938,\"AnswerText\":\"Large\",\"BlankFieldNbr\":0}]}],\"StudentAnswers\":[]}}","status":200,"url":"https://study.e2english.com/Student/LessonExerciseHelper/ReadStudentFillBlanksAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":0,\"Score\":0,\"Questions\":[{\"QuestionId\":3939,\"QuestionText\":\"%3Cp%3E%3Cspan%20style%3D%22color%3A%20rgb(0%2C%200%2C%200)%3B%20text-align%3A%20center%3B%20font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%3E%3Cspan%20style%3D%22color%3A%20rgb(0%2C%200%2C%200)%3B%20text-align%3A%20center%3B%20font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cb%3E2.%3C%2Fb%3E%26nbsp%3B%3C%2Fspan%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%20white-space%3A%20pre-wrap%3B%22%3EThe%20%7B0%7D%20%7B1%7D%20must%20work%20together%3C%2Fspan%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%20text-align%3A%20center%3B%22%3E.%3C%2Fspan%3E%3C%2Fp%3E\",\"LessonId\":12678,\"Answers\":[{\"AnswerId\":10981,\"IsCorrectAnswer\":true,\"FibQuestionId\":3939,\"AnswerText\":\"global\",\"BlankFieldNbr\":0},{\"AnswerId\":10982,\"IsCorrectAnswer\":true,\"FibQuestionId\":3939,\"AnswerText\":\"community\",\"BlankFieldNbr\":1},{\"AnswerId\":10983,\"IsCorrectAnswer\":true,\"FibQuestionId\":3939,\"AnswerText\":\"Global\",\"BlankFieldNbr\":0},{\"AnswerId\":10984,\"IsCorrectAnswer\":true,\"FibQuestionId\":3939,\"AnswerText\":\"Community\",\"BlankFieldNbr\":1}]}],\"StudentAnswers\":[]}}","status":200,"url":"https://study.e2english.com/Student/LessonExerciseHelper/ReadStudentFillBlanksAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":0,\"Score\":0,\"Questions\":[{\"QuestionId\":3940,\"QuestionText\":\"%3Cp%3E%3Cspan%20style%3D%22text-align%3A%20center%3B%22%20id%3D%22docs-internal-guid-8514bf6c-7fff-439b-cf46-c02a41960b31%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20Arial%3B%20background-color%3A%20transparent%3B%20font-variant-numeric%3A%20normal%3B%20font-variant-east-asian%3A%20normal%3B%20vertical-align%3A%20baseline%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cfont%20color%3D%22%23000000%22%3E%3Cspan%20style%3D%22white-space%3A%20pre-wrap%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Fspan%3E%3C%2Fspan%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%3E%3Cspan%20style%3D%22text-align%3A%20center%3B%22%20id%3D%22docs-internal-guid-8514bf6c-7fff-439b-cf46-c02a41960b31%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%20font-family%3A%20Arial%3B%20background-color%3A%20transparent%3B%20font-variant-numeric%3A%20normal%3B%20font-variant-east-asian%3A%20normal%3B%20vertical-align%3A%20baseline%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cfont%20color%3D%22%23000000%22%3E%3Cspan%20style%3D%22white-space%3A%20pre-wrap%3B%22%3E%3Cb%3E3.%3C%2Fb%3E%20%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Fspan%3E%3C%2Fspan%3E%3C%2Fspan%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%20white-space%3A%20pre-wrap%3B%22%3EMost%20apartments%20are%20measured%20by%20the%20%26nbsp%3B%7B0%7D%20%7B1%7D%20.%20%3C%2Fspan%3E%3C%2Fp%3E\",\"LessonId\":12678,\"Answers\":[{\"AnswerId\":10985,\"IsCorrectAnswer\":true,\"FibQuestionId\":3940,\"AnswerText\":\"square\",\"BlankFieldNbr\":0},{\"AnswerId\":10986,\"IsCorrectAnswer\":true,\"FibQuestionId\":3940,\"AnswerText\":\"meter\",\"BlankFieldNbr\":1},{\"AnswerId\":10987,\"IsCorrectAnswer\":true,\"FibQuestionId\":3940,\"AnswerText\":\"metre\",\"BlankFieldNbr\":1}]}],\"StudentAnswers\":[]}}","status":200,"url":"https://study.e2english.com/Student/LessonExerciseHelper/ReadStudentFillBlanksAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":0,\"Score\":0,\"Questions\":[{\"QuestionId\":3941,\"QuestionText\":\"%3Cp%3E%3Cspan%20style%3D%22color%3A%20rgb(0%2C%200%2C%200)%3B%20text-align%3A%20center%3B%20font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fp%3E%3Cp%3E%3Cspan%20style%3D%22color%3A%20rgb(0%2C%200%2C%200)%3B%20text-align%3A%20center%3B%20font-size%3A%2024px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%3Cb%3E4.%3C%2Fb%3E%26nbsp%3B%3C%2Fspan%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%20white-space%3A%20pre-wrap%3B%22%3EForeign%20aid%20is%20usually%20given%20by%20%7B0%7D%20%7B1%7D.%20%3C%2Fspan%3E%3C%2Fp%3E\",\"LessonId\":12678,\"Answers\":[{\"AnswerId\":10988,\"IsCorrectAnswer\":true,\"FibQuestionId\":3941,\"AnswerText\":\"developed\",\"BlankFieldNbr\":0},{\"AnswerId\":10989,\"IsCorrectAnswer\":true,\"FibQuestionId\":3941,\"AnswerText\":\"countries\",\"BlankFieldNbr\":1},{\"AnswerId\":10990,\"IsCorrectAnswer\":true,\"FibQuestionId\":3941,\"AnswerText\":\"Developed\",\"BlankFieldNbr\":0},{\"AnswerId\":10991,\"IsCorrectAnswer\":true,\"FibQuestionId\":3941,\"AnswerText\":\"Countries\",\"BlankFieldNbr\":1}]}],\"StudentAnswers\":[]}}","status":200,"url":"https://study.e2english.com/Student/LessonExerciseHelper/ReadStudentFillBlanksAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":0,\"Score\":0,\"Questions\":[{\"QuestionId\":3942,\"QuestionText\":\"%3Cdiv%3E%3Cbr%3E%3C%2Fdiv%3E%3Cdiv%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%20text-align%3A%20center%3B%22%3E%3Cb%3E5.%3C%2Fb%3E%26nbsp%3B%3C%2Fspan%3E%3Cspan%20style%3D%22color%3A%20rgb(0%2C%200%2C%200)%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2024px%3B%20white-space%3A%20pre-wrap%3B%22%3EThe%20%7B0%7D%20%7B1%7D%20is%20a%20concern%20for%20the%20world.%20%3C%2Fspan%3E%3Cbr%3E%3C%2Fdiv%3E\",\"LessonId\":12678,\"Answers\":[{\"AnswerId\":10992,\"IsCorrectAnswer\":true,\"FibQuestionId\":3942,\"AnswerText\":\"food\",\"BlankFieldNbr\":0},{\"AnswerId\":10993,\"IsCorrectAnswer\":true,\"FibQuestionId\":3942,\"AnswerText\":\"supply\",\"BlankFieldNbr\":1}]}],\"StudentAnswers\":[]}}","status":200,"url":"https://study.e2english.com/Student/LessonExerciseHelper/ReadStudentFillBlanksAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"SubmitMessage\":\"In Progress.\\u003cbr/\\u003eLast attempt 11-May-2026 05:37:36 PM\",\"LastAnsweredMessage\":\"Task completed on : 01-Jan-0001 12:00:00 AM\",\"IsCompleted\":false,\"Score\":0,\"IsInProgress\":true,\"IsAssessmentSubmitted\":false,\"SubmittedDateTime\":\"11-May-2026 05:37:37 PM\"}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/MarkAsViewed"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Id\":12679,\"Name\":\"Collocations instructions 5\",\"Code\":\"M10L2Ci5#5#5\",\"Type\":1,\"SingleClick\":false,\"IsWizard\":false,\"HasScorableOrSubmittable\":false,\"HasScorable\":false,\"HasSubmittable\":false,\"HasEtsWidget\":false,\"Layout\":\"{\\\"TimerEnable\\\":true,\\\"Timer\\\":15.0,\\\"Columns\\\":[{\\\"x\\\":0,\\\"y\\\":0,\\\"width\\\":12,\\\"height\\\":1,\\\"widgets\\\":[{\\\"WidgetType\\\":2,\\\"WidgetId\\\":\\\"7fe0fcbf-42c6-4e71-b426-5603d6845be2\\\",\\\"Content\\\":\\\"%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-weight%3A%20bold%3B%20color%3A%20rgb(107%2C%20192%2C%20209)%3B%22%3EWell%20Done!%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cimg%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAABLAAAASwCAYAAADrIbPPAAD7vElEQVR4nOzdZ7xcZb238bWmz%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%2BU7HiMdum5beBQAAAABIHwELgOlNhCL1KwfHL1g%2FNn1y93Rgn3A8nrf9%2F7%2FQ5RhsLsxbuUdZ4VN7VRT%2FvcjlGJDaCgAAAABInappmvQGAEjLZDhS%2B1j7wHUrByc%2BE9e0pIK8TVWjyyqKVhzfWPXThgLvO5neCAAAAADYfQQsAKa0cnD8gge39t0YiMZK0vn7VUXR9qsquf%2Fjc2d9o9DlGNR5HgAAAABARwQsAKbii0Qr%2F9Tac9e60alT9Hi9fKd99DMtDRcvLS96VI%2FXAwAAAADoj4AFwDS6fYF9blnX8chEKFKv5%2BuqiqKd3Fx9zUlN1T%2FU83UBAAAAAPogYAEwhdZx3zG3ru9YEYrFCzL1jCPqKm46Z96sr2Tq9QEAAAAA6bFJDwCARLZNzhz%2Bh3Udj2UyXimKorzcO%2FLlR9r6f5bJZwAAAAAAUkfAAmBoI4Hw3FvWdayIxOPebDzv2e7h77w%2BMP65bDwLAAAAAJAcAhYAw4rGNfdtGzoe8kdjZdl87l%2B29NzcPxNcnM1nAgAAAAB2joAFwLCe7By8stcXXJbt50bimufe1u6745pmz%2FazAQAAAAAfRcACYEgjgfDc57qHvyX1%2FK7pwH5vDPJRQgAAAAAwAgIWAEN6snPwqpimuSQ3PNExeHUkrnkkNwAAAAAACFgADGgyHJn15tDEedI7xkORhn%2F2jXxRegcAAAAA5DoCFgDDeXNw4jNxTXNI71AURXmma%2BiKYCxWJL0DAAAAAHIZAQuA4awemTxLesP7ZiKxcsm7uAAAAAAABCwABhOOxfM7pwP7S%2B%2FY3gs9I1%2BbjkSrpHcAAAAAQK4yxEd0ACOKa5qjczqw%2F5YJ3xF9M8GlI8Hw3JlItDwS17w2VY167bbJYreztybPvamuwLuqpaTghRK3s0d6t9n1%2B4OL45pml96xvXAsnv9U5%2BCV58yr%2B7L0FgAAAADIRaqmadIbAEMZCYTnvtQ78uW3hibO80Wilan8vbPyPWsPqC7904E1pXcXOh1DmdpoZe8OT55zx4bOv0rv%2BDC7qoavOqBlYbnH1S69BQAAAAByDQEL%2BI9ANFayoq3%2F568NjF%2B8uxeIO21q8OCasjtOaq7%2BISErNa8NjF18X2vPHdI7dmT%2F6tI%2FfXZhwwXSOwAAAAAg13AHFqAoStvkzKE%2FfnPz%2Blf6xy7V49vvInHN88%2B%2B0S%2F%2BcGVr6yv9Y5fqsTFX2FQ1Jr1hZ94aHD%2Bvbya4VHoHAAAAAOQaAhZy3rvDk2ffuKbt%2BclwZJberx2Ixkoe2Nxzy50buv4Sice9er%2B%2BFRn5xJqmKLZH2weuk94BAAAAALmGgIWctnFs%2BoS7N3bdH41r7kw%2B553hiU%2F%2B35r2p4OxeGEmn2MFVXnuVukNu7JudOrUtsmZQ6V3AAAAAEAuIWAhZ40Gw7Pv3Nj155imObPxvG2TM4ffuaHzr0b7hj2jqfC42opdzj7pHbvySPvAz6Q3AAAAAEAuIWAhJ2mKot6zqfveQDRWks3nbhibPvHhtv5fZvOZZrRXZdHfpTfsyrbJmcPWjU6dIr0DAAAAAHIFAQs5aeXg%2BAVSHwN7sWfkq28Ojn9G4tlmcfis8ptVRTH0V6Q%2B1j5wnaYoqvQOAAAAAMgFBCzknLim2Z%2FoGLxGcsP9m3tv7fYF9pHcYGQ1eZ4N%2B1WX3ie9Y1d6Z4J7vjU0cZ70DgAAAADIBQQs5JxVI5NnjwbDsyU3ROJx763rOh72RaIVkjuM7ONza79R4HQMS%2B%2FYlcfbB36YrTvUAAAAACCXEbCQc17rH79YeoOiKMp4KNJ454auv8Y1zSG9xYgKnY6hE5uqfiK9Y1dGguE5r%2FSPXSq9AwAAAACsjoCFnOKPxspaJ3zHSO943%2BYJ31EPt%2FX%2FQnqHUR1aW35LscvZL71jV57qHPxBOBbPl94BAAAAAFZGwEJO2TQ%2BfWxc0%2BzSO7bHpe4757SpweMaK38uvWNXpsLRmhd7R74qvQMAAAAArIyAhZzSNuk%2FRHrDjnCp%2B86Z4RTWc93D3%2FJHY2XSOwAAAADAqghYyCl9M8Gl0ht2hEvdd84Mp7AC0Vjx011DV0jvAAAAAACrImAhp4wGw3OkN%2BwMl7rvnBlOYf2zd%2BRLE6FInfQOAAAAALAiAhZyylQ4UiO9YVe41H3HzHAKKxLXPE90Dl4jvQMAAAAArIiAhZwSiWse6Q2JcKn7jpnhFNbrA%2BMXDfpDLdI7AAAAAMBqCFjIGZqiqNIbksWl7h9lhlNYcU2z%2F6Nj4MfSOwAAAADAaghYyBmqomgeu21aekcyuNR9x8xwCmvV8OQnuqYD%2B0nvAAAAAAArIWAhpxS6HIPSG5LFpe4f5bSpwWMbKq%2BX3rErmqKoj7T3%2F1R6BwAAAABYCQELOaU6z7NJekMquNT9ow6bVXZLkcsxIL1jV1rHfce2jvuOkd4BAAAAAFZBwEJOaSz0viW9IVVc6v7fnDZb4LiGKkPfhaUoivJo%2BwCnsAAAAABAJwQs5JSWkoLnpTekg0vd%2F5sZTmF1Tvv3XzU8%2BQnpHQAAAABgBQQs5JTZRXmvFbucfdI7UsWl7v%2FNLKewHusY%2BHFc0%2BzSOwAAAADA7AhYyCk2VY0dVFN6t%2FSOdHCp%2B38zwymsQX9o4RuD45%2BV3gEAAAAAZkfAQs45qr7ity6bzS%2B9Ix1c6v4Bs5zCeqJj8JpoXHNL7wAAAAAAMyNgIecUOB3DJzRVXSe9I11c6v4BM5zCGg9FGv7ZN%2FJF6R0AAAAAYGYELOSk4xoqf27GbyR8H5e6v8csp7Ce6Rq%2BIhiLFUnvAAAAAACzImAhJ9lUNbp8UdPZBU7HiPSWdHCp%2BwfMcArLF4lWPN898k3pHQAAAABgVgQs5Kwyj6vz4kWNn7SpalR6Szq41P09TpstcGxD1fXSOxJ5oWf4a9ORaJX0DgAAAAAwIwIWctqCkoIXz5pT%2By3pHeniUvf3HD6r7A9GP4UVisULnuoc%2BoH0DgAAAAAwIwIWct5R9RW%2F3b%2B69E%2FSO9LFpe7mOYX1777Ry0aD4WbpHQAAAABgNgQsQFGU8xbUXdpQ4H1Heke6uNTdHKewYprmerxj8IfSOwAAAADAbAhYgPLeCZ5LFjd9nEvdzcssp7DeHBw%2Fv28muER6BwAAAACYCQEL%2BA8udTc%2FM5zC0hTF9lj7wHXSOwAAAADATAhYwHa41N3czHIKa%2B3o1GltU%2F5DpHcAAAAAgFkQsIAP4VJ3czPDKSxFUZRH2vp%2FJr0BAAAAAMyCgAXswHkL6i6tL%2FC%2BK70jXbl8qbtZTmFtm5w5fP3Y9MnSOwAAAADADAhYwA44bbbApYubzuJSd3MyyymsR9v7r9MURZXeAQAAAABGR8ACdoJL3c3rvVNYlYa%2FC6zXF1z29tDEudI7AAAAAMDoCFjALiwoKXjxzDm135beka5cvtT98FnlNxe6HIPSOxL5R8fAD2Oa5pTeAQAAAABGRsACEji6vuI3XOpuPk6bLXBcQ6Xh78IaCYTnvtI%2Fdon0DgAAAAAwMgIWkAQudTcns5zCeqpz8MpwPJ4nvQMAAAAAjIqABSSBS93NySynsKbC0ZoXe0a%2BKr0DAAAAAIyKgAUkabtL3WPSW9KRq5e6m%2BUU1nPdw9%2F2R2Nl0jsAAAAAwIgIWEAK%2FnOp%2B7ekd6QrFy91N8sprEA0VvxM19B3pXcAAAAAgBERsIAUcam7%2BZjlFNbLvaNfmghF6qR3AAAAAIDRELCANHCpu7mY5RRWJB73Ptk5eLX0DgAAAAAwGgIWkAYudTcfs5zCem1g%2FKKhQGiB9A4AAAAAMBICFpCm%2F1zq%2FikudTcHp80WOLah0vD3f8U1zfFY%2B8CPpXcAAAAAgJEQsIDdsKCk4AUudTcPs5zCWjU8eXbXdGBf6R0AAAAAYBQELGA3cam7ebhsNr8ZTmFpiqI%2B2t7%2FU%2BkdAAAAAGAUBCxAB1zqbh5mOYW1adx33DvDE5%2BU3gEAAAAARkDAAnTApe7mYZZTWIqiKA9u7bsxFIsXSO8AAAAAAGkELEAnXOpuHmY5hTUdjlb%2Fq2%2F0C9I7AAAAAEAaAQvQEZe6m4OZTmG90j96ifQGAAAAAJBGwAJ0dnR9xW%2F2ryq5T3pHunLlUneznMIaDoTnDfiDi6R3AAAAAIAkAhaQAee11F%2FCpe7GZqZTWO1T%2FoOlNwAAAACAJAIWkAFc6m4Oh88qv7nQ6RiS3pHIoD%2FUIr0BAAAAACQRsIAM4VJ34zPLKayZSKxMegMAAAAASCJgARn03qXuNd%2BW3pGuXLjU%2FfC68t%2Bb4RQWAAAAAOQyAhaQYUfXV%2F6aS92NywynsLwO%2B6T0BgAAAACQRMACsoBL3Y3N6Kewyj2udukNAAAAACCJgAVkAZe6G5vRT2E1FHrfkd4AAAAAAJIIWECWcKm7sRn1FJbHbptuKvS%2BKb0DAAAAACQRsIAs4lJ34zLqKawl5UWP2VU1Ir0DAAAAACQRsIAs41J34zLiKaxDa8tvld4AAAAAANIIWIAALnU3JqOdwmoqzFs5vyT%2FZekdAAAAACCNgAUI4FJ34zLSKawz5tRcIb0BAAAAAIyAgAUI4VJ3Y3LZbP5Pzq%2F7kvSO%2FapK7l9QUvCC9A4AAAAAMAICFiCIS92Nae%2FK4gc%2FNqv8d1LPL3U7u40Q0QAAAADAKAhYgDAudTems%2BfN%2BurC0oJns%2F1cp80WWL646ew8h308288GAAAAAKMiYAEGwKXuxmNT1eili5vPmluc%2F69sPdOuqpH%2FWdT4yabCvJXZeiYAAAAAmAEBCzCA9y91z3faR6W3pMOql7q77LaZL%2B45%2B8Sl5UWPZvpZTpsaXL646ewl5UX%2FyPSzAAAAAMBsCFiAQZR5XJ0X79HEpe4G47LZ%2FJcuaT7rlObqqzP1v02RyzHwlWVzj85GKAMAAAAAM1I1TZPeAGA7L%2FQMf%2F3v2%2Fp%2FJb0jXUfVV%2Fz2E3NnfU16RyZ0TQf2%2B8uW3t93Tvv31%2Bs1F5cVPvGZloaLC12OQb1eEwAAAACshoAFGNA9G7v%2B9ObQxPnSO9L12YUNF%2BxfXfon6R2ZoCmKumZk8sznu4e%2F2TblPyTd16nJ82w4qanqR%2FtWlfxZz30AAAAAYEUELMCAIvG491fvbnu1xxfYS3pLOpw2W%2BDre889rKHA%2B470lkwa9IcWrh6ZPKt1wnd093RgX380Vrqrv77c42pfWFrw3H5VJffPLyl4KUszAQAAAMD0CFiAQY0Gw83Xv7PlrZlIrFx6SzpK3c6u7%2Bw7f98Cp2NEeku2%2BCLRyslQdFYwFiuMa4pdVRXNrqphr8M%2BWeJ29Hrs9inpjQAAAABgRgQswMBax33H%2FG5t%2B9NxTbNLb0nHgpKCF7%2B05%2Bzjbaoald4CAAAAADAvvoUQMLCW0oLnz5xT823pHenaPOE76uG2%2Fl9I7wAAAAAAmBsBCzC4o%2Bsrf71fVcn90jvS9WLPyFffHBz%2FjPQOAAAAAIB5EbAAEzi%2FpX55fYF3lfSOdN2%2FuffWbl9gH%2BkdAAAAAABzImABJuC02QKXLG46K99pH5Xeko5IPO69dV3Hw75ItEJ6CwAAAADAfAhYgEmUe1wdF%2B%2FR9Cmbqsakt6RjPBRpvHND11%2FjmuaQ3gIAAAAAMBcCFmAiLaUFz58xp%2BY70jvSxaXuAAAAAIB0ELAAkzmmvvJX%2B1WVPCC9I11c6g4AAAAASBUBCzCh81vq%2F4dL3QEAAAAAuYKABZgQl7oDAAAAAHIJAQswKS51BwAAAADkCgIWYGJc6g4AAAAAyAUELMDkuNQdAAAAAGB1BCzAArjUHQAAAABgZQQswAK41B0AAAAAYGUELMAiuNQdAAAAAGBVBCzAQrjUHQAAAABgRQQswGK41B0AAAAAYDUELMCCzmupX86l7gAAAAAAqyBgARbkstn8XOoOAAAAALAKAhZgUVa41P2%2B1p47pHcAAAAAAOQRsAALM%2Ful7mtHp05fOzp1mvQOAAAAAIAsAhZgcWa%2F1P0fHQM%2Fkt4AAAAAAJBFwAJygJkvde%2F1BZdtm5w5XHoHAAAAAEAOAQvIAWa%2F1P3NwYnzpTcAAAAAAOQQsIAcYeZL3dePTZ0svQEAAAAAIIeABeQQs17qPh6KNIyHIg3SOwAAAAAAMghYQI4x66XufTPBpdIbAAAAAAAyCFhADjqvpX55XYFntfSOVIwHw43SGwAAAAAAMghYQA5y2Wz%2BSxc3n2mmS91norFy6Q0AAAAAABkELCBHme1S92hcc0tvAAAAAADIcEgPALY3GY7UjgUjTYForERTFJvLZpspdjv6yz2uDruqhqX3WU1LacHzZ8yu%2Be7Dbf2%2FkN6SiE1VItIbAAAAAAAyCFgQFYjGileNTJ69dnTqtLZJ%2F6G%2BSLRiR3%2BdTVWjs%2FI9axeU5L%2B0pLzosfklBS%2BrihLP9l4rOqah8pfdvsA%2Bbw1NnCu9ZVfyHI5x6Q0AAAAAABmqpmnSG5CDJkKRume6hr73%2BsD458LxeF6qf3%2BJ29lzWG35LR%2BrK%2F99nsM%2BlomNuSQcj%2Bf96t2tr%2Fb6gsukt%2BzMpYubz9qzomiF9A4AAAAAQPYRsJBVmqLYXugZ%2FtrjHYPXhmPx%2FN19PY%2FdPnVsQ%2BUvjmmo%2FKXTpgb12JirRoPh5uvf2fLWTMSYl6VfuX%2FLwuo8d6v0DgAAAABA9hGwkDX%2BaKzsjg2df2kd9x2r92tX57k3faal4aLZRXmv6%2F3auaR13Hfs79a2PxXXNLv0lu157PapXxy2uJSPjQIAAABAbuJbCJEVE6FI3a%2Fe3fpqJuKVoijKoD%2B08Nfvbn3l4bb%2BX0TimicTz8gFLaUFz50xu%2Ba70js%2BbH5J%2FkvEKwAAAADIXQQsZNxMJFZ%2B05q25wf9oZZMPkdTFNvz3cPf%2FNnbm99tn%2FIflMlnWdkxDZW%2F3K%2Bq5AHpHdvbs6LoUekNAAAAAAA5BCxkVFzT7Ldv6PxbpuPV9jiNtfvOa6lfXlfgWS29Q1EUxWmzBfaqKH5IegcAAAAAQA53YCGjnuoc%2BsE%2FOgZ%2BJPV87sZKn1EudT%2B4puyO81vql0tugLEEY%2FHCiVCkfiYSLfdHY2X%2BaKw0Eo97YnHNFdM0p6qocbtNDdtVNeKx26bzHPbxPKd9rNDpGCpxO3ttqhqV%2FmdA5gVjsaKJULRuJhKtmInEygKxWMn2v04URdUc7%2F06Cbvttpk8h308z2EfK3A6Rkrczh6HTQ1J%2FzMAAADgAwQsZMxwIDT%2Fx29uXhfTNJfkDlVR4kc3VP761OaaK%2FmmwtRIX%2BpuU9XolfsvWFTpdW%2BReD5kDQdC83t8wb36Z4KL%2B%2F3BxUOB0PyxYKQpEI2VpPuaNlWNFbkc%2FeUeV3tNnntjbb5nfW2eZ31jofdtr8M%2Bod96ZIOmKOqgP7Sw1xdY1u8PLh6YCS16%2F9dJMBYrSvd1VUXRClyOoTK3q7Mqz725Ns%2B9vjbfs76%2BwLuq1O3s1vOfAQAAAMkhYCFjbl3fsWLNyNQZ0jvex2ms9DzfPfzNh9v6fyHx7CPrKm44e96sr0o8G9kV1zR753TggNZx3zFtUzOHdkz5D%2FBHY2XZer6qKFpVnrt1dlHe6%2FOKC%2F65sLTg2RK3sydbz0dyYprmbJ%2FyH%2FyfXyeHdE0H9g9EY8XZ3FDscvY3FXlXzinKf3VBScHzDYXed%2FmSCQAAgMwjYCEjuqYD%2B17%2Fzpa3pHd8GKex0nP%2F5p7bXu0fy%2BrH%2BMo9rvYr9luwzGO3TWfzucgefzRWunZ06rQ1I1Nnbp7wHZ3tEJFIdZ67dXFZ0ePLKooenlOc%2FyqRQoYvEq1cMzJ1xprRqTM3T%2FiODMfi%2BdKbtpfnsI%2B1lBY8v2d50aNLyov%2BwUk%2BAACAzCBgISPu3th131tDE%2BdJ79gZTmOlRlMU9eFtfb96oWfka9l4ntOmBr%2B217zDGwu9houg2D2ReNy7amTq4ysHxy%2FYPO47%2Br27iIyvyOUY2Luy%2BG8HVpfdw6%2FLzAvF4gXvDk%2Bes3Jw%2FIKtkzMfk%2FoYc6rsqhpZUFLw4n7VJfftXVH8kMtum5HeBAAAYBUELOguEI2VXPHahoFoXHNLb9kVTmOl7p99o194aGvfbzMZHWyqGl2%2BqOnsPSuKHsnUM5B9vb7gsn%2F2jXzx7aHJT%2B3O3URGMCvfs%2B7gmrI7DqopvcvrsE9K77GSbl9gn5d7R7707vDkOaFYvEB6z%2B5w2W0ze1cUP3TYrPI%2FzC7Ke016DwAAgNkRsKC7NwbHL7x3U%2Fc90juSxWms1LRN%2BQ%2B5a0PnA%2BOhSKPer%2B2x26YvXtT0qUVlhU%2Fq%2FdrIPk1RbKtHJs98sWfkq9smZw6X3qM3t93mO7C69J6j6it%2FW%2Bl1bZXeY1bb%2FTr52rbJmcOk92RCY6H37SPqKm7ar6rkAbuqhqX3AAAAmBEBC7q7a2PXA28PTXxaekcqOI2VmkA0Vryirf8Xr%2FaPLdcURd3d17OravigmtK7T2isuq7M4%2BrUYyPkxDXN%2FvbQxLlPdQ19f9AfWii9J9Nsqhrbp7L4Lyc2Vf%2B4Js%2B9UXqPWWiKYnt3eOKcJzuHruyfCS6W3pMNJW5nz7ENlb84tLbsNqfNFpDeAwAAYCYELOjuytc3dmbidE42cBorNe1T%2FoNWtPVfn%2B7pGrfd5ju4puyOYxsqf8k3vlnDquHJTzzaPnDdUCC0QHpLtqmKEt%2B3quTPp8%2Bu%2BR4hdtc2jk2f8HBb%2Fy%2F7ZoJLpLdIKHQ5Bk9srP7xYbPKbrGrakR6DwAAgBkQsKCrQDRW%2FK1X1k9I79gdnMZK3ZaJmSP%2B2TfypTUjU6fHNM2V6K%2BvK%2FCsPrim7K4Dq0vv5g4ha%2Bic9h%2Fw9239v7LqR8BS4bCpoSPrKm48sanqxx67fUp6j5EM%2BkMtD23r%2B82GsemTpLcYQaXXveWM2TVX7FVZ%2FJD0FgAAAKMjYEFXPb7AXj97e8u70jv0wGms1AWiseJN477jt03OHNbvDy6aCkdrY3HNmee0j1d63VuaC%2FPeWFRW8HSl171Feiv0EYjGSh5pG%2FjZK%2F2jl%2BrxcVIrKXY5%2Bz8xr%2FZr%2B1SW%2FEV6i7SYprme7hq64unOoe8lE7lzTUtpwXOfml%2F3xSqve7P0FgAAAKMiYEFXreO%2BY25a0%2Fac9A69cBoL2Ll3hic%2B%2BeDWvhunw9Fq6S1Gtqis8KlzF9RfVup2dklvkdA1Hdjv3tbuu3Plnqt0OWxq6LiGqp%2Bf2FT1Ey56BwAA%2BCgCFnS1YWz6xN%2BvbbfcN8hxGgv4gD8aK%2F3Llt7fm%2B3LGiR5HfbJs%2BfN%2BsqB1aV%2FlN6SLZqi2J7tGvrO4x2D18Y0zSm9xyzqCjyrP7uw8YJZ%2BZ610lsAAACMhIAFXW2e8B114%2Bq2F6R3ZAKnsYD3%2Fh3%2F46bueydCkTrpLWa0d2Xx385bUL%2Fc6ne%2FTUeiVXdt6Hpg84TvaOktZmRX1fDps2u%2Bf3RD5a9UReGNGgAAgELAgs76ZoJLrntrs6X%2F1JjTWMhFmqKoz3YNffcfHYM%2FimuaXXqPmVV4XdsuWdT8iboCz2rpLZnQNR3Y97b1HQ%2BPhyIN0lvMbml50WMXLmy40OuwT0hvAQAAkEbAgq7C8XjeN%2F61blpTFJv0lkziNBZySTAWK7pnY%2Fe9a0enTpfeYhVOmy3w6QV1n7faRwrfHpr49J9ae%2B6MxONe6S1WUe5xtV%2ByuOnj9QXeVdJbAAAAJBGwoLsfv7l5%2FYA%2FuEh6RzZwGgtWNx6KNN68tv3xvpngEuktVnR8Y9VPT5td830rfEzshZ7hrz%2B8rf%2BXfBul%2Flx228xFezSet7S86FHpLQAAAFIsfUoGMlpKC56X3pAtg%2F7Qwl%2B%2Fu%2FWVh9v6fxGJax7pPYCeuqYD%2B%2F7inS1vEK8y55muoSvu2tD1gNn%2F%2B7Girf%2F6v2%2Fr%2FxXxKjPCsXj%2Bres6Hn6hZ%2BRr0lsAAACkcAILutsyMXPEDau3vSS9I9s4jQUr2TIxc8Qf1rX%2FIxSLF0hvyQULSgpe%2BPyS5tNddtuM9JZU%2FW1r3w0v9Y58RXpHrji%2Bsepnp8%2BuuUJ6BwAAQLYRsKA7TVHUH7%2FZunHQH2qR3pJt3I0FK9gwNn3Sbes7H%2BIeo%2ByaU5T36v8unX2ymb6h8OFt%2Fb98vmf4G9I7cs0RdeX%2Fd%2Fa8uq9Y4aOnAAAAyeIjhNCdqijasQ2V10vvkKApiu357uFv%2Fuztze%2B2T%2FkPkt4DpGr92PTJt6zrWEG8yr62Kf8hN65ue8EfjZVJb0nGI239PyNeyXi5d%2FRL97f23G71L0wBAADYHiewkBFxTbP%2F%2FJ0tb%2Ff6gsukt0jhNBbMZvOE76ib17Y%2FYfb7mMyuvsD77leWzTk2z2Efk96yM493DF77ZOfgVdI7ct1BNaV3nd%2FSsFxVlLj0FgAAgEwjYCFjuqYD%2B%2F7q3a2vxTTNKb1FEndjwQzap%2FwH%2Fd%2Batme588oYjByxXuod%2BcrftvbdIL0D7yFiAQCAXMHRc2RMY6H37bPm1n5Teoc0vqkQRjcSCM%2B9ZV3HY8Qr4%2BjxBfa%2BcXXbc0b7OOGq4clPPLS17zfSO%2FCB1wfGL7qvtZuPEwIAAMvjBBYy7u%2Fb%2Bn%2F1Qs%2Fw16V3GAGnsWA0%2Fmis7JfvbH1tKBBaIL0FH2Wkk1id0%2F4Dfrtq28uEeGPiJBYAALA6Ahay4tH2gZ8%2B0zX0XekdRsDdWDCKuKY5blrT9tyWiZkjpLdg54wQsSbDkdrr39769mQ4Uiu1AYkRsQAAgJURsJA1bwyOX%2FiXLb2%2FD8fi%2BdJbjIDTWJD29219v36hZ%2BRr0juQmGTEimma84bVbS%2B2Tc4cmu1nI3VELAAAYFUELGTVcCA87%2F7NPbdtmfAdKb3FCDiNBSnvDE988s4NXX%2BR3oHkSUWsh7b1%2FebFnpGvZvOZ2D1ELAAAYEUELGSdpijqv%2FpG%2F3dFW%2F%2F1nMZ6D6exkE2jwfDsn761eXUwFi%2BU3oLUZDtirR2dOu2WdR2PZuNZ0BcRCwAAWA0BC2JGg%2BHZ97X23LF5wneU9BYj4DQWsiGuafYbVre9tG1y5jDpLUhPtiLWVDhac91bm9f6ItGKTD4HmUPEAgAAVkLAgihOY30Up7GQSc90DV3xaPvAddI7sHuyEbH%2BsK7jH%2BtGp07J1OsjO4hYAADAKghYMAROY%2F03TmMhEwb9oYU%2FfXvzqmhcc0tvwe7LZMR6Y3D8s%2Fdu6r5b79eFDCIWAACwAgIWDIPTWB%2FFaSzoRVMU9bertr28bXLmcOkt0E8mIpYvEq384crWTf5orEyv14Q8IhYAADA7m%2FQA4H2qomgfm1X%2B%2B%2B%2Fvt2DpgpKCF6X3GMGgP7Tw1%2B9ufeXhbf2%2FJOphd7w%2BMHYx8cp6enyBvW9c3facnrHpoa19vyFeWc%2FrA%2BMX3dfafbvGez8AAGBSnMCCIXEa66Mqve4t%2F7Oo8ZP1Bd5V0ltgLsFYrOjaN1q3TEeiVdJbkBl6ncTaMuE78obVbfwBgoVxEgsAAJgVfwoHQ%2BI01kcNB0Lzf%2FXutldXj0yeJb0F5vJ059D3iFfWpsdJrLim2R%2Fc2nejnrtgPJzEAgAAZsWbFxhaucfV%2FuVlc4755Py6L7rsthnpPdIi8bj3jg1dD74zPPFJ6S0wh%2FFQpOHF3pGvSu9A5u1uxHptYPzivpngUr13wXiIWAAAwIx44wLD4zTWf4trmv2ejd33bpucOUx6C4zv6c6h7%2FOtg7kj3YgVjsXzH%2B8Y%2BGGmdsF4iFgAAMBsuAMLpsLdWB8odjn7v7ffgqX5Tvuo9BYY01gw3HTtytYtMU1zSm%2FRQ4nb2dtY6H2zLt%2B7pjrP3VrqdnYXOB1DXod90mFTQ4qiqJF43B2IxkumwpGa8VCkcdAfWtjjC%2BzVOe3ffyYSK5f%2BZ8iWVO%2FEeqZr6IpH2weuy%2FSubFAVRavN96xvKPC%2BPSvfs67S695S4nb2FDjtI2673We3KZG4ptgj8bjXH4mVToajs0aD4eYBf3BRjy%2Bwd%2Bd0YL9c%2BvnCnVgAAMAsCFgwpdFgePZ9rT13bJ7wHSW9RdIB1aX3Xriw4ULpHTCmv2zp%2Ff2%2F%2Bkb%2FV3pHulRFiS8oLXhxz%2FLiFYvLCp%2Bs8Lq2pftamqKo%2FTPBJevHpk9eNTz58c5p%2FwF6bjWiZCNWMBYruur1TR3%2BaKw0W9v05rHbppdWFD%2ByZ3nRIy2lBS%2FszmX2MU1zdk75D1g3Nn3qO8MT54wEwnP13GpERCwAAGAGBCyYFqex3vPtfebv31jofUt6B4zFH42V%2FeC1jd3heDxPekuqStzO3sNqy%2F9wcG3pncUuZ18mnjEcCM3%2Fd%2F%2FYpa%2F2jy0PRGMlmXiGESQTsZ7sHLzy8Y5BU358sKkwb%2BXH6sp%2Ft09l8YNOmy2QiWe0TfkP%2BXff6OffHpr4tFVOM%2B4IEQsAABgdAQuml%2BunsfaqKP778sVNn5DeAWMx40fCSt3O7pOaqn94YE3pH%2B2qGs7GM4OxeOE%2Fe0e%2B%2BFz38LfNfAJpV3YVsUKxeMGVr2%2Fs3J1vL5Qwtzj%2F36c2V185v6TgpWw9cyIUqX%2B6a%2Bh7r%2FaPLbdqyCJiAQAAIyNgwRJy%2BTSWTVVjPz5oj%2Foil2NAeguMIa5p9qve2NQxEYrUS29JhsOmho5vqPrZcY1VP3Pa1KDEBn80VvZo%2B8BPXukbvUxTFFViQybtLGK91Dty%2Bd%2B29v1WaFbKStzOnrPnzvrqXpXFD0ltGAqEFvx1S%2B%2F%2FbRr3HSe1IZOIWAAAwKgIWLCUXD2N9an5dV84fFb5zdI7YAzrRqdO%2BcO6jn9I70hGQ4H3nc%2Fu0XBBTZ5ng%2FQWRVGUrZMzH7t3U%2Fc9o8Fws%2FQWvX04YsU1zX7tytatZvlnPaim9O6z58263GO3T0lvURRFeW1g7H8e3Np3gxX%2F0ISIBQAAjIivToallHtc7V9eNueYT86v%2B6LLbpuR3pMtreO%2BY6U3wDheHRhbLr0hGYfWlt36jb3nHWKUeKUoijKvOP%2Bf39l3%2Fj6LywqfkN6itx5fYO8bV7c99%2F7HBdeMTJ1phnjlsKmhCxY2fO4zLQ0XGSVeKYqiHFxTdsd39pm%2FX3Weu1V6i95eHxi%2F6L7W7ts13icCAAAD4Y0JLEdVFO1js8p%2F%2F%2F39FixdUFLwovSebOic9u8vvQHGMBOJla8bnT5VeseuqIqifXxu7TfOXVB%2FmcOmhqT3fFiewz5%2B2ZLm0z82q%2Fx30lv0tn3E%2Bmff6Bel9ySS57CPf2XZ3KMPrC69R3rLjlTnuTd9c%2B95B80rzv%2Bn9Ba9EbEAAIDR8BFCWFou3Y31m8OXeqXuD4JxvNI%2FdskDm3tuld6xM6qiaOe11F9ycE3ZHdJbkvFY%2B8BPnu4a%2Bp70Dr1V57k3DfpDC6V37Eq%2B0z76lWVzj67L96yR3pJIJB733rq%2B8%2BGNY9MnSG%2FRGx8nBAAARsGfqsHScuk0li8SrZLeAHnvDk%2BcI71hVz61oO5%2FzRKvFEVRTptd8%2F0Tm6p%2BLL1Db0aPV267zffFpXNOMEO8UhRFcdpsgUsXN5%2B5R1nh09Jb9MZJLAAAYBS8GUFOyIW7scKxuFd6A2QForGSzRMzhv0CgxObqn58WG35LdI7UnVqc82VVoxYRqUqiva5PRrPayz0vi29JRVOmxokYgEAAGQOb0SQM6x%2BGsuuqlHpDZC1adx3XFzTHNI7dmRZRfHDpzTXXCW9I11ErOw5vrHqp0vLix6T3pEOIhYAAEDm8CYEOceqp7HynPYx6Q2QtWFs%2BkTpDTtS7nG1X7Cw%2FnOqopj60kUiVuY1FnrfPqW5%2BmrpHbuDiAUAAJAZvAFBTrLaaSyP3Tad57CPS%2B%2BArE3j08dJb%2FgwVVHiFy5suNBjt09Jb9EDEStzbKoaO29B%2FXKbBU6TErEAAAD0x5sP5DSrnMaqzfesk94AWeOhSON4KNIgvePDDp9VfvPc4vx%2FS%2B%2FQExErMw6pLbutvsC7SnqHXohYAAAA%2BuKNB3KeFU5jzSnKf1V6A2S1Tc4cIr3hw%2FKd9tHTZtf8QHpHJhCx9OW02QInN1VfK71Db0QsAAAA%2FfCmA%2FgPM5%2FGsuJvjpCa9in%2FwdIbPuyExuqfeB32CekdmULE0s8htaV3FLkcA9I7MoGIBQAAoA%2FecADbMeNprAKnY2R%2BSf5L0jsgq8cX2Et6w%2FYKnY6hw2eV%2FUF6R6YRsXafqijakXUVN0rvyCQiFgAAwO7jzQawA2Y6jbV%2Fdcmf7Koakd4BWb0zwT2lN2zv8Lry3ztttoD0jmwgYu2e%2BSUFL1V63Vukd2QaEQsAAGD38EYD2AkznMayqWrM6icXkNh4KNIQiMZKpHe8z6aqsUNry26V3pFNRKz07V9d8ifpDdlCxAIAAEgfbzKABIx8GuvA6tJ7yj2udukdkDUcCM2T3rC9haUFzxa7nP3SO7KNiJU6m6rGlpYXPSq9I5uIWAAAAOnhDQaQBCOexipwOkZOnV19pfQOyBsNhudIb9je3pXFf5PeIIWIlZqmQu%2BbBU7HiPSObCNiAQAApI43F0AKjHIaq8Tt7L182Zwji13OPqkNMI6RQHi29IbtLS4relx6gyQiVvLmlxS8JL1BChELAAAgNbyxAFIkfRqrvsC76ht7zzu4Nt%2BzPtvPhjFNhiOzpDe8rzrPvanI5RiQ3iGNiJWcpkLvSukNkohYAAAAyeNNBZAmidNYB1aX%2FvHre889tNTt7M7G82AOvkisSnrD%2B2YX5b0uvcEoiFiJ1RV4V0tvkEbEAgAASA5vKIDdkK3TWAVOx8hFezSee8HChs%2B6bDZ%2Fpp4Dc5oORyulN7yvvsC7SnqDkZzaXHPlSU3VP5LeYUQOmxoq97g6pHcYARELAAAgMd5MADrI1Gksm6pGD6stv%2BXK%2FVsW7ltV8me9XhfWEozFiqU3vK%2FK626V3mA0pzRXX0XE%2BqgSt7NHVZS49A6jIGIBAADsmkN6AGAV75%2FG2rO86NEBf2iPqXCkZsAf2qN7OrBv%2B9TMwcFYvDDZ13LZbTP7V5Xcd1xD1fUVXte2TO6G%2BYVjca%2F0hveVeVyd0huM6JTm6qsURVGe7Bzkm0P%2Fo8jpGJTeYDTvR6xb13es2Dg2fYL0Hj29PjB%2BkaIoyvktDcsJlwAAIB0ELEBnJW5nT4nb2bP9%2Fy2uafZuX2CfbZMzh7dN%2BQ%2FpmQ7sPRoMN7%2F%2Fp9GqosTLva725sK8NxaXFT65tKL4EY%2FdNi3zTwCzicQ1wwSsIhdRYmeIWP%2FN67BPSG8wIiIWAADAjhGwgCywqWqsqTDvzabCvDePVpRfK4qixDTN6Y%2FEyhRFUfKc9jG7qkZkV8KsYprmlN7wPo%2FdNim9wciIWB9w2Gwh6Q1GRcQCAAD4KO4iAITYVTVS6HIMFrocg8Qr7A6j%2FCZQVZS4TVVj0juMjjuxkAzuxAIAAPhvvHEAAJOzqaohAhaSR8RSlJimuaQ3GB0RCwAA4AO8aQAAk7Oralh6g6IoiqYotkhc80jvMItcj1iBqHG%2BPdPIiFgAAADv4Q0DAJicx2Gbkt7wvulwpFp6g5nkcsSaCkf5tZIkIhYAAABvFgDA9Dx2u2EC1mgwPFt6g9nkasSaCEXqNUVRpXeYBRELAADkOt4oAIDJ5Tnt49Ib3tc3E1oivcGMcjFiReJx70Qo0iC9w0yIWAAAIJfxJgEATK7Y5eiX3vC%2Bjmn%2FgdIbzCoXI1aPL7BMeoPZELEAAECu4g0CAJhcscvZJ73hfVsmfEdJbzCzXItYXdOB%2FaU3mBERCwAA5CLeHACAyZW4nT3SG943EYrU9fgCe0nvMLNcilibJ3xHSm8wKyIWAADINbwxAACTq%2FK6t0hv2N47w5Ofkt5gdrkSsTqm%2FAcForFi6R1mRcQCAAC5hDcFAGByVXnuzdIbtrdycPyCuKbZpXeYXS5ErJimOdePTZ8ivcPMiFgAACBX8IYAAEyuxO3sdtlsfukd75sIRepWj0x9XHqHFeRCxHpzcPx86Q1mR8QCAAC5gDcDAGByqqJodQWeNdI7tvds99B3pDdYhdUj1sZx3wnjoUiD9A6zI2IBAACr440AAFhAQ4H3bekN2%2BuaDuy7ZmTqDOkdVvGfiPVD6R2ZENc0%2B8u9I1%2BS3mEFRCwAAGBlvAkAAAtoLMwzVMBSFEV5pL3%2F5zFNc0rvsIpTmquvtmrE%2Bnff2Of90ViZ9A4rIGIBAACrUjVNk94AAP8lpmmuQX%2BoZTgQmjcWjDSNhcJNk6HoLF8kWuGPxsoC0VhJJB73ROOaK65pTkVRNYdNDdtVNeyy22byHPbxfKd9LN%2FpGCl1O7vL3M6uMo%2Brs8rr3lzudbWrihKX%2FmfU21AgtOCHK1tbpXd82Omza644vrHqZ5l8RiAaKxkLRRonQ5G66Ui00heJVgaj8eJQLJ4fice9cU1zaIqi2hQ15rCpIYdNDXod9kmvwz5R6HQMF7kc%2FSVuZ2%2Bp29ltU9VoJrfq4fGOwWuf7By8SnqH3o5pqPzlWXNqvyW9wyoicc1z6%2FqOFRvHpk%2BQ3qK3g2pK7zq%2FpWG5Ff9bDgAAdo6ABUBUJK55uqf9%2B3ZM%2Bw%2FsmAoc2DsTWDYcCM%2FL1LfYuWw2f3Wee1NdgWd1c1HeG82FeStn5XvWmiFcJPL91zb2ToYjs6R3bM9pU4Pf3XfB3tV57k27%2B1qBaKykazqwb89MYK8%2BX3DPwUCoZcgfWuCPxkr12GpT1WiZ29lVledurc33rJ%2BV71nbWOB9uybfs9Fov1G2YsSyq2r4%2B%2FsvWFrlNda3apoZEQsAAFgJAQtAVmmKonZPB%2FbdOD59%2FKZx33HtUzMHR%2BOaW3KTx26bnldS8HJLScHzC0sLnq3N96yX3JOuuzd23f%2FW0MS50js%2BrKHA%2B84395l3sF1Vw6n8fb5ItHLTuO%2FYzRO%2Bo9smZw4d9IcWaoqiZmrnznjstummoryV84sLXlpQkv9ic1HeG0YInlaMWPNL8l%2F%2ByrK5R6mKwpsTnRCxYDQxTXOOBSNNY8Fw00Q4Uj8TiZbPRGJlkXg8LxrXXJqi2OyqGnbY1FCewz6R73SMFrkcA2VuV2e519nusdunpP8ZAAAyCFgAMk5TFHXb5Mzh7w5Pnr16ZPKsiVCkXnrTrlR6XVv3LC9%2BZFll8d9nF%2BW9ZpbfTL8xOP7Zezd13y29Y0cOn1V%2B86fm130h0V%2FXNxNcsmZk6sw1o5NndE8H9pUIVol4HfaJhaUFz%2B5ZXvTo0oqiRyV%2FM2XFiHXmnNpvH9tQ%2BQvpHVZCxIKUuKY5un2Bfdqn%2FAd3TPkP6JsJ7jnoD7Xszv2IJW5nz6x8z9rGQu%2Fbs4vyX5tdlPdansM%2BruduAIAxEbAAZMxoMNz8xsD4594YHP%2FsaDDcLL0nHRUeV9sB1aX3HlBT%2BscKj6tNes%2Bu%2BCLRyite3TBg1AuOPz2%2F7n8Pm1X%2Bhw%2F%2F38dDkcaVg%2BOfeWto4rz%2BmeBiiW3pctjU0B6lhU8fUF36pz0rih5J9ZSZHqwWsWyqGv3KsjnHzCvO%2F6f0FishYiFbpiPRqjUjU2euH5s6efO47%2BhgLF6YyeepihJvKsp7c1Fp4VN7VhStqC%2Fwrsrk8wAAcghYAHTXOu475sXeka%2BuH5062agxJVWqomgLSwuf%2FVhd%2Bf8tKS963Ki%2FUfr1u1tfaZvyHyK9Y0dsqhq7ZHHTWUvLix7TFMW2dmTq9H%2F3j162cWz6eCv8Oslz2McOqC6992N15b%2FP9j1OVotY%2BU776Df2nncI92Hpi4iFTAnH43nvDE1%2BcuXg%2BIVbJ2c%2Blql7LJNR6XVt3a%2Bq9IGDakrvLPe4OqR2AAD0R8ACoAtNUWzvDk%2Bc81Tn0Pf7ZoJLpfdkUoXH1XZ0Q%2BWvDqkpu8NhU0PSe7b3Qs%2FI1%2F6%2Bre%2FX0jt2xmlTg0fWVdzwzvDkJ0eD4dnSezLh%2Fdh5bEPlL1pKC57L1nOtFrFK3c7ur%2B4192P8BlRfRCzoaTgQmv9S78hX3hiYuDAYixVJ79meqihaS2nBc0fWVdywuLzoCbNcBwAA2DkCFoDd9u7w5DlPdA5ebbaPf%2B2uYpez%2F5iGil8ePqv8ZqfNFpDeoyiKMhmO1P7gtY09VjjRZAWNhd63Tmqq%2FtHS8qJHs%2FE8q0WsMo%2Br8%2FJlc44kYukrEtc8t67reGTj%2BPTx0lv0RsTKjh5fYO8nOgevWjsydboZft5U57k3ndBYdd1%2BVSX321Q1Jr0HAJAeAhaAtHVM%2BQ98aFvfb9qn%2FAdLb5FU4nb2nNpcc9WBNaX3GOE3TTetaXuuddx3jPQOfKCpMG%2FlGXNqrlhQUvBCpp9FxEIyiFhIx1AgtOCRtoGfrRmZPNOIX7KRSHWeu%2FXU5pof7F1Z%2FDfpLQCA1BGwAKTMF4lWPLyt%2F1crB8cvMOMb2Eypy%2FesOWd%2B3ZelL59%2Bc2ji%2FHs2dv1JcgN2bGl50WNnza39ZqbvdiJiIRlELCQrEI0VP94xeO2%2F%2Bka%2FsDvfIGgUc4vz%2F332vFmXNxR435HeAgBIHgELQEreHJo4%2F6Gtfb%2F1RaIV0luM6sDq0nvOmlv7rQKnY1ji%2BdG45v7B6xt7%2BN%2FImOyqGj6%2BsernxzdWXee0qcFMPYeIhWQQsZDIquHJTzy4te%2BmyXCkVnqLnmyqGjuyruKGU2dXX%2Bmy2fzSewAAiRGwACRlJhIrv29z9x1rRqbOkN5iBvlO%2B%2Bin5td9YZ%2FKkr9KPH9FW%2F%2F1z3UPf0vi2UhOpde95TMt9RfPLc7%2Fd6aeQcRCMohY2BF%2FNFb2wOaeP7w7PHmO9JZMqvC42j67R%2BNnZhflvSa9BQCwawQsAAltnvAdfc%2FG7nsnw5FZ0lvMZt%2Bqkj9%2Fan7dF%2FIc9vFsPnc8FGm8%2Bo1N2%2BKa5sjmc5EaVVHiR9dX%2Fua02TXfz9Q3WhKxkAwiFra3ecJ31B83dd87EYrUSW%2FJBpuqxk5srPrxSc3VP%2BTXCQAYFwELwC493TX0vX%2B0D%2FzIDN8yZFQlbmfP%2Fyxq%2BmS2%2F3T3no1df3pzaOL8bD4T6akv8L77P4saP1XpdW%2FJxOsTsZAMIhYURVGe6x7%2B9qPtA9fFNc0uvSXb9igtfOZzezSel%2B%2B0j0pvAQB8FAELwA6FY%2FH8e1u777L6Rweyxa6qkTPn1H77qPqK32brmb0zwT1%2F%2Btbm1dl6HnaPx26bPr%2Bl4eJMfTsWEQvJIGLlrkhc89y7qfvud4YnPiW9RVK5x9Xx%2BSXNp9bme9ZLbwEA%2FDcCFoCPmI5Eq36%2Fpv3Jbl9gH%2BktVrNfVcn9n2lpuDhTHxf7sNvXdz60amTy49l4FvRxQmPVdafOrrkyE7%2FJfqJj8JonOgev1vt1pRCxMoOIlXt8kWjFres6Hmmb8h8ivcUIvA775PJFTZ9oKS14XnoLAOADBCwA%2F2UkGJ7zuzVtTw8HwvOkt1jVnOL8Vy5d3HRmgdMxkulnDfhDe%2FzkzdZ1fATUXJZVFD%2F8uT0aznfabAG9X5uIhWQQsXLHRChSd9OatucH%2FaEW6S1GYlfVyOf2aDwvU6diAQCp4zc0AP6%2FAX9oj1%2B%2Fu%2FUV4lVmtU3OHPrLd7e%2BPhIMz8n0s2ry3BsPqC69N9PPgb5Wj0yedePqtudnIrFyvV%2F75Obqa05uqr5W79eVMhYMN92wuu2l0WC4WXqLlThtavDSJc1n7FFa%2BIz0Fr29PjB%2B0X2t3bcT9hVlNBie%2FZtV2%2F5FvPqomKY579rY9ec3BscvlN4CAHgPJ7AAKIqiKIP%2BUMsNq7e9NBWO1khvyRXFLmffl5fNObYmz70xk8%2BZDEdm%2FXBla2soFi%2FI5HOgv9p8z%2Fov7znn2CKXY0Dv1%2BYkFpLBSSzrGg2GZ%2F921baXxkORRuktRqYqinZeS%2F3yg2vK7pTeAgC5Luf%2F5AmAogwHwvNuXN32AvEquybDkVm%2FXbXt5R5fYO9MPqfY5ew7obHqukw%2BA5nRPxNc%2FJtVW%2F81Hoo06P3anMRCMjiJZU0ToUj9javbXiBeJaYpinp%2Fa8%2Ftrw2MXSy9BQByXc79wAbw30aC4Tk3rN724mQ4Mkt6Sy7yRaKVN65uez7TF%2BYf01D5qyqve3Mmn4HMGA6E592QoVMSRCwkg4hlLb5ItOKmNW3P8u9J8ohYAGAMOfPDGsBHTYQidTetbnt%2BIhSpl96Sy%2FzRWOlNq9uey2TEsqtq%2BPyW%2BuWqovC5cRMaCYbn3LBq24tErMSIWJlBxLKGcCyef%2FPajicG%2FaGF0lvMhogFAPIs%2F4MawI75o7HS%2F1vT%2Fgy%2FyTOGbESsucX5%2Fzp8VvnvM%2FX6yCwiVvKIWJlBxDK3uKbZ79zY9ZfOaf%2F%2B0lvMiogFALIs%2B0MawM5F45r7lnUdjw74g4ukt%2BAD2YhYZ8yp%2FW6l17U1U6%2BPzCJiJY%2BIlRlELPP629a%2BG9eNTp0ivcPsiFgAIMeSP6AB7Np9rd13bJucOUx6Bz4q0xHLbbf5Ltqj6Vy7qkYy8frIPCJW8ohYmUHEMp9%2F9o1%2B8Z99o1%2BQ3mEVRCwAkGGpH84AEnuma%2BiKN4cmzpfegZ3LdMRqLPS%2Bddrsmh9k4rWRHUSs5BGxMoOIZR5bJmaO%2BNvWvt9K77AaIhYAZJ8lfjADSM6GsekTH2sf%2BLH0DiSW6Yh1TEPlL%2FasKFqRiddGdhCxkkfEygwilvFNhCJ1d27o%2FGtc0xzSW6yIiAUA2WXqH8oAkjceijTevbHrPrO%2FGc8lmYxYqqJoFy5svLAmz71R79dG9hCxkkfEygwilnHFNc1%2B18auP09HolXSW6yMiAUA2WPKH8gAUhPXNMddGzof8EdjZdJbkJpMRiyP3TZ92ZLmM%2FIc9jG9XxvZQ8RKHhErM4hYxvR4x%2BC13HeZHUQsAMgO0%2F0wBpC6JzuHrmyb8h8ivQPpyWTEqvS6t3x%2BSfPpTpsa1Pu1kT1ErOQRsTKDiGUsWyZmjnima%2BgK6R25hIgFAJlnmh%2FEANLTOe3f%2F%2Bmuoe9L78DuyWTEmlOc%2F8pnFzZ%2BRlWUuN6vjewhYiWPiJUZRCxjCMZiRX%2Fc1PVHM2y1GiIWAGQWP9gAC4vGNfe9m3rujmuaXXoLdl8mI1YgFitRFEXV%2B3WRXUSs5BGxMoOIJe%2Bhrf2%2FzsR%2FA5AcIhYAZI6hfwAD2D1Pdw19b8AfXCS9A%2FrJRMTaMjFzxAObe%2F%2BgEbAsgYiVPCJWZhCx5LSO%2B459bWDsf6R35DoiFgBkhiF%2F%2BALYfUOB0IJnuoa%2BK70D%2BtMzYvmjsbK7N3Y9wFesWwsRK3lErMwgYmVfJK55HtjS8wfpHXgPEQsA9GeoH7wA9PPg1r4bY5rmkt6BzNArYv19W98vJ8ORWr12wTiIWMkjYmUGESu7nu0a%2Bu5IIDxXegc%2BQMQCAH0Z5ocuAP2sH5s%2BeePY9AnSO5BZuxuxOqf9B7wxMP45nWfBQIhYySNiZQYRKztGg%2BHmZ7uHviO9Ax9FxAIA%2FYj%2FwAWgr7im2Ve09V8vvQPZsTsR69H2geu498r6iFjJI2JlBhEr8x5pG%2FhZJK55JDdg54hYAKAPAhZgMSsHJy7onwkult6B7EknYnVM%2BQ9sHfcdk8ldMA4iVvKIWJlBxMqczmn%2FAe8MT3xK4tlIHhELAHYfAQuwkLimOZ7qHLxSegeyL9WI9XzP8DcyvQnGQsRKHhErM4hYmfFo%2B8B12X4m0kPEAoDdo2qaJr0BgE7eGBy%2F8N5N3fdI79CbXVXD1XnuzZVe95YSt7OnwGkfcdttPruqRuKaYo%2FE415%2FNFY6GYrMGg2GZw%2F4Q3v4o7FS6d0S8hz28S8vm3NsQ4H3nZ39NZPhyKwrX9%2FUyTcP5qYKj6vt8r3mHlXqdnbp%2FdpPdAxe80Tn4NV6v66UMo%2Br8%2FJlc44s97g6pLdYSSSueW5d1%2FHIxvHp46W36O2gmtK7zm9pWK4qSjwbz9sy4TvyhtVtL2bjWdCPqijaeS31yw%2BuKbtTegsAmAkBC7AITVHUn7y5ed2AP7hIesvuctpsgZbSgucXlhY8N7c4%2F1%2Bz8j1r7aoaSeU1RoPh5vYp%2F8GbJ3xHrx%2BdPiWXvmkvUcR6umvoe4%2B1D%2Fwk27tgHESs5BGxMoOIpY8bV7e9sHnCd1SmnwP9EbEAIHUELMAiNoxNn%2Fj7te1PSu9Il6oo2vySghcPri27c1l50QqX3Taj12triqK2Tc4cunJw%2FMI3hybOC8fi%2BXq9tlHtKmL9cGVr61AgtEBiVybZVDVWk%2BfeWJPn2VDhdbUVu5y9eU77uNtmm1FVJRbXNEcoFi%2BYicTKJ8KRuuFAaF7%2FTGjxSCA0LxcvsydiJY%2BIlRlErN3TMeU%2F8Jfvbn09U6%2BfTTZVjZZ5nJ0FTseITVFiwVi8aCwYbgrG4oXS2zKJiAUAqSFgARZx89r2x9ePTZ8svSNVNlWNHVBdcu%2BxDVXX1%2BS5N2b6ecFYrOjffWOff757%2BBvTkWhVpp8naUcRq3Paf8Av3tn6huQuPdUXeFctLS96bEFJwfPNRd6VTpstkOprBKKx4vYp%2FyGbxn3Hrh2dOm04EJqfia1GRMRKHhErM4hY6btjQ%2BeD7w5Pnp2J186GUrez64Dq0nuXlBc93ljofduuquEP%2FzXDgfC81vHpY98amjh36%2BTMxyR2ZhoRCwCSR8ACLGA0GJ59zRubtkp%2FjXeqlpQX%2FePjc2u%2FUeV1b872s0OxeMFz3cPfeq576NtW%2FurxD0esh7b1%2FebFnpGvCs%2FaLUUux8DBNWV3HFRTek%2Bl171F79fv9gX2eX1g7KKVgxMXBKKxYr1f32iIWMkjYmUGESt146FI49VvbGqLa5pdz9fNhnKPq%2BO02TXf26ey%2BK82VY0l%2B%2Ff1%2BoLLHusY%2BMm60alTMrlPAhELAJJDwAIs4LH2gR8%2F3TX0fekdySp0OQY%2FNb%2FuC3tVFP9destIIDz3T63dd1r1T3YV5YOIVV%2FgfffK1zd2TYQi9dKb0lHhcbWd0FT1kwOqS%2F%2B0oz%2Bp11swFi98pW%2F0sme7h7%2Fti0QrM%2F08SUSs5BGxMoOIlZrH2gd%2B8nTX0Pf0er1sOXxW%2Bc1nza39pstm86f7Gu8MT3zygc29t1rtDxiIWACQGAELMDlNUdSrXt%2FYMR6KNEpvSUZLacFzn9uj8fxCp2NIesv7NEWxPdU5%2BP0nOgavMdsptmTlOezjpzTXXPXg1t6bpLekymO3T506u%2Fqqw2eV%2Fz7Vy%2Fz1EIrFC57uGvre893D34hpmivbz88WIlbyiFiZQcRKTlzTHD94fWP3VDhao8e2bFAVJf7pBfWfP7S27DY9Xm%2FQH1r4f2vanjbLe59kEbEAYNcIWIDJbZ2c%2BdhvV217WXpHMo6oq7jpE3Nrv5bKRwayad3o1Kl3bex6IBSLF0hvwXuWlBc9fu6CukuLXc4%2B6S0D%2FuCiezf13N057d9fekumELGSR8TKDCJWYmtHp067ZV3Ho3rtyjSbqkY%2Fu7Dhgn2rSv6s5%2BuOBsPNN6xue2ksGG7S83WlEbEAYOcsedIAyCXvDk%2BcI70hGac211x5zrxZXzFqvFKU9%2B7k%2BvKec47Nc9jHpbfkOpuqRj8xd9bXPr%2Bk%2BVQjxCtFUZSaPM%2BGr%2B8999Cj6yt%2BI70lU0aC4Tk3rNr2YiZONZzcXH3NyU3V1%2Br9ulLGguGmG1a3vTQaDDdLb7ESp00NXrqk%2BYw9Sgufkd6it9cHxi%2B6r7X79t096btycPxCvTZlml1Vw5csbvqE3vFKUd67S%2BvyZXOOLPO4OvV%2BbUmaoqj3t%2Fbc%2FtrA2MXSWwDAaAhYgMmtHpk6S3pDIqfNrvnBiU1VP5bekYzmorw3vryMiCXJY7dPfXHp7BOPqq%2F4rfSWD7OrauTjc2d9%2FTMtDRdJfJwxG4hYySNiZQYRa%2BdCsXjButFpU1xiblPV2Of2aDx%2FaXlRxk6LEbEAILcQsAAT6%2FYF9pkIReqkd%2BzKkXUVN5zQWPUT6R2paCjwvkPEkpHvtI9evteco1pKC56X3rIrB9WU3n3J4qaPO2xqSHpLJhCxkkfEygwi1o6tH5s6ORKPezOxS2%2Bfml%2F3hb0ri%2F%2BW6ecQsQAgdxCwABPbMDZ9kvSGXVlSXvT4J%2BbN%2Brr0jnQQsbLP67BPfHnPOcc2FHjfkd6SjCXlRf%2B4dHHzmUSs1BGxkAwi1keZ4dS1oijK0fUVvzm0tuzWbD2PiAUAuYGABZjYpnHfsdIbdqbC42r77MKG8%2FX82vBsI2Jlj11Vw5cubj6zvsC7SnpLKhaVFT5FxEoPEQvJeD9iLSwteFZ6i95SjVhxTbNvHJs%2BIdO7dteCkoIXz5o765vZfi4RCwCsj4AFmFQ0rrk7pmYOkt6xIzZVjX5uj8bzvA77pPSW3UXEyo5zF9R%2Ffn5Jvim%2BTfPDiFjpI2IhGU6bGrxsyezTcz1idU4HDvBHY6XZ2JWuQpdj8HN7NJ4n9YdXRCwAsDYCFmBSXdP%2B%2FSJxzSO9Y0eOa6i8vrko7w3pHXohYmXWobVltx5UU3qX9I7dQcRKHxELySBiKcrmCd%2FR2dqUrvMW1F9S5HIMSG4gYgGAdRGwAJNqn%2FYb8vRVhde17aSm6h9K79AbESszqvPcm86eN%2Bur0jv0QMRKHxELycj1iLVlwndENjel6sDq0j8uLS96THqHohCxAMCqCFiASXVNB%2FaT3rAjH58z65tW%2FQ08EUtfqqLEL1zY8FmnzRaQ3qIXIlb6iFhIRq5GLE1RbB1TgQMldiUjz2EfP2tu7Tekd2yPiAUA1kPAAkyqxxfYS3rDh80uynt9z4qiFdI7MomIpZ%2FDZ5X%2Foakwb6X0Dr0RsdJ3cnP1NVY6wUnEyoxcjFiD%2FlBLMBYrktqVyKmza64scDpGpHd8GBELAKyFgAWYUEzTXMOB8DzpHR92QmPVT6Q3ZAMRa%2Fd5HfaJU2fXXCm9I1OIWOk7pbn6aiIWEsm1iNXjC%2BwtuWlXKr2urYfVlt0ivWNniFgAYB0ELMCEhgPhuXFNc0jv2F51nrt1cXnR49I7soWItXuOqa%2F8VZ7DPia9I5OIWOkjYiEZuRSx%2BmaCS6U37czJzTXX2FQ1Kr1jV4hYAGANBCzAhIYDIcOdvjqktuw2VVE06R3ZRMRKj8dunzqirvwm6R3ZQMRKHxELyciViDXgD%2B4hvWdHyj2u9n0ri%2F8svSMZRCwAMD8CFmBCYwb7DZCqKPH9qkrul94hgYiVuoNqSu%2FyOuyT0juyhYiVPiIWkpELEWvIH54vvWVHjqqv%2BK1NVWPSO5JFxAIAcyNgASY0HorUS2%2FY3uyivNeLXc5%2B6R1SiFipObS27DbpDdlGxEofEQvJsHrEGvAHF0nv%2BDCX3TZzUE3p3dI7UkXEAgDzImABJjQdjtZIb9jewtJCy%2F2GIVVErOTUFXhW1%2BZ71kvvkEDESh8RC8mwcsQyon0rS%2F7isdunpHekg4gFAOZEwAJMaDoSrZTesL25xfn%2Flt5gBESsxJaVF6%2BQ3iCJiJU%2BIhaSQcTKnv2rS%2F4kvWF3ELEAwHwIWIAJBaKxEukN26sv8L4rvcEoiFi71lJa8Jz0BmlErPQRsZAMIlbmFbocg%2FNLCl6W3rG7iFgAYC4ELMCEQrF4ofSG9%2BU57GP5Tvuo9A4jIWLtmF1VI02FeW9K7zACIlb6iFhIBhErs5aUFT2uKkpceoceiFgAYB4ELMCEwvG4V3rD%2B0rdzh7pDUZExPqomjz3RqsGm3QQsdJHxEIyiFiZs6is8CnpDXoiYgGAORCwABOKxTWn9Ib3eR32CekNRkXE%2Bm%2BVXvdW6Q1GQ8RKHxELySBiZcb8kvwXpTfojYgFAMZHwAJMSDPQv7t2mxqR3mBkRKwPFLsdfdIbjIiIlT4iFpJBxNJXpde9pcDpGJHekQlELAAwNsP8JhhA8ox074SRToMZFRHrPR67fVJ6g1ERsdJHxEIyiFj6aS70rpTekElELAAwLgIWYEJGOvXkj8ZKpTeYARFLUeyqGpXeYGRErPQRsZAMIpY%2B6gq8a6Q3ZBoRCwCMiYAFmJDLZvNLb3jfRChSL73BLHI9YkU1zS29weiIWOkjYiEZRKzdV5Pn3iC9IRuIWABgPAQswITcdptPesP7%2FNFYqS8SrZTeYRa5HLFmItEy6Q1mQMRKHxELySBi7Z5yj6tdekO2ELEAwFgIWIAJGS1%2BdPsCe0tvMJNcjViZCBZWRcRKHxELySBipa%2Fc4%2BqQ3pBNRCwAMA4CFmBCRvv2n22TM4dLbzCbXIxYg%2F5Qi%2FQGMyFipY%2BIhWQQsVLntNkCLrttRnpHthGxAMAYCFiACRW5HP3SG7a3ccx3vPQGM8q1iDUaDM%2F2R2N8jDAFRKz0EbGQDCJWavKd9lHpDVKIWAAgj4AFmFCJ29UjvWF7XdP%2B%2FbnMPT25FrG2TnBaL1VErPQRsZAMIlbyjPQlMhKIWAAgi4AFmFC5x9khvWF7mqKobw5NnC%2B9w6xyKWJtHJ8%2BQXqDGRGx0kfEQjKIWMlx2NSw9AZpRCwAkEPAAkyo0uveKr3hw17pH71EUxRVeodZ5UrEWj0yeZbGz560ELHSR8RCMohYSdGkBxgBEQsAZPCbCMCEKryubXZVjUjv2N5IIDx37cjUGdI7zCwXItZUOFqzaWz6OOkdZkXESt9%2FItaP9H5dKUSszCBi7VpM01zSG4yCiAUA2UfAAkzIrqqRSq97i%2FSOD3uqa%2FAH0hvMLhci1r%2F6Rz8vvcHMiFjpO6W5%2BioiFhIhYu1cJK55pDcYCRELALKLgAWYVH2BZ5X0hg%2Frmg7s%2B87wxCeld5id1SPW2pGp04cDofnSO8yMiJU%2BIhaSQcTaMX8kyjfJfggRCwCyh4AFmFRjYd5b0ht2ZEXbwPXheDxPeofZWTliaYpie7Jz6ErpHWZHxEofEQvJIGJ9VDAWL%2BRjhB9FxAKA7CBgASY1uyjvdekNOzIWDDc93jF4rfQOK7ByxHpzcPz83pngntI7zI6IlT4iFpJBxPqosaD%2B%2Fz5aARELADKPgAWYVGOh922nzRaQ3rEjL3QPf33b5Mxh0juswKoRS1MU29%2B29t4ovcMKiFjpI2IhGUSs%2FzbGr6%2BdImIBQGapmsa34QJmdePqtuc3T%2FiOlt6xI6VuZ%2Fd3912wd77TPiq9xQq6fYF9blrd9pw%2FGiuV3qKn8xbUX3JIbdnt0jusYMPY9Im3ru9YEY1rbuktmVDhcbVdvtfco0rdzi69X%2FvxjsEfPtk5aJmPtZZ5XJ2XL5tzZLnH1SG5Q1MUdTgQmt8%2FE1w8HAjPHwmGZ0%2BGInVT4WiNPxorCcZiRdG45tY0xaaqiua0qQGXzebPc9rHCpyO4RK3s7fc4%2Bqo9Lq21uR51lfnuVslv4E3Etc8t6xrf3TTuC%2Bnv0n1nHl1Xz6irvz%2FpHcY2Wgw3HzD6raXxoLhJuktelIVRTuvpX75wTVld0pvAZCbCFiAiT3TNfTdR9sHfiq9Y2daSgue%2B%2BLS2SfZVDUqvcUKrBixPHbb9Hf3W7BXhcfVJr3FCohY6SNi7b5IPO7dOjHzsS2TM0dsm5w5rMcX2DsUixfo9foOmxqqL%2FCuai7Me31BScFL80vyX%2FI67BN6vX4yiFiKclht%2BS2fXlDHt8kmQMQCAP0RsAAT6%2FUFl%2F307c2rpHfsyqG1Zbeeu6D%2BMukdVmHFiNVY6H3r63vNO8yqH4HLNiJW%2BohYqfNHY6WrRyY%2Fvnpk6qzWcd%2FRkXjcm6lnfZhNVWOzi%2FJe27OiaMVeFcUPZSvW5XrEairMe%2FNb%2B8w7QHqHGRCxAEBfBCzA5K58fWNnJu6G0dMJjVU%2FOW12zQ%2Bkd1iFFSPWwTVld57fUv8%2F0jusgoiVPiJWYpqi2NaPTp306sDY8vWj06fENM2p12unS1UUbU5x%2Fr8Pqim9Z9%2BqkgdcNps%2Fk8%2FL5YhlV9XILw9bUuS0qUHpLWZAxAIA%2FRCwAJP729a%2B377UO3K59I5ETm6qvvbk5uprpHdYhRUj1umza753fGOVYT8SazZErPQRsXYsGIsXvto%2Ftvyl3pHLjfybca%2FDPnFwTeldR9VX%2FjYTvz7el8sR6%2FJlc4%2BcX5L%2FsvQOsyBiAYA%2BCFiAybVN%2BQ%2F59btbX5HekQwilr6sGLE%2BPb%2Fufw%2BbVf4H6R1WQcRKHxHrA8FYvPClnpHLn%2B8Z%2FkYgGivRf11m2FQ1un9Vyf0nNlX%2FqNLr2pqJZ%2BRqxOJkdeqIWACw%2BwhYgAVc%2FcamttFgeLb0jmQQsfRltYilKop27oL6S%2FlmQv0QsdKX6xErrmmOf%2FWNff7JzsGrfZFoRYbnZYxNVaOH1JTdcUpz9dWFLseg3q%2BfixGrsdD79rf3mb%2Bf9A6zIWIBwO6xSQ8AsPsOrC79o%2FSGZD3ROXj1Ex2D10jvsIqGAu87X14259g8h31ceoseNEVRH9jcc%2Bur%2FWPLpbdYxaKywqcuXdx8plUvyR8JhufcsGrbi5m4C%2FCU5uqrTmqq%2FpHerytlLBhuumF120ujwXBzor92y8TMEde9tXnNg1t7bzJzvFKU90Lcv%2FtHL7t2Zevm53uGvxHXNIeer%2B%2B0qcHLlsw%2BfWFpwbN6vq6RdU0H9rVahMmGco%2Br4%2FJlc44s87g6pbfoSVMU9f7WnttfGxi7WHoLAGsjYAEWcHBt2Z2qosSldySLiKUvq0as1wbGuNRdJ0Ss9OVaxArGYkX3tfbcfuPqbS8O%2BEN7ZHleRgVjsaKHt%2FX%2F8vp3tr7Z4wvsredr52LEendk8mzpDWZExAKA9BGwAAsodTu7lpQXPS69IxVELH1ZMWLd39pzGxFLP0Ss9OVKxNo2OXP4dW9tWfPawNj%2FaIqiCs3LuB5fYK%2Fr39m68onOwavjmmbX63VzLWKtHBi%2FUHqDWRGxACA9BCzAIo6sq7hRekOqiFj6snDE4o2wTohY6bNyxNIURX26a%2Bj7v121zXJ38%2BxMXNMcT3QMXvPb1W0vT4Qi9Xq97nsRq%2FmMXIhYvTPBPbumA9yDlSYiFgCkjkvcAQv56dubV%2FX6gsukd6SKi931ZcWL3bkcVl9c7J4%2BK17sPivfs3bd6NSp0lukFDodQxcvavrk%2FJL8l%2FV6zUg87r1lXccjVr%2FY%2FcDq0nsuWNjwOekdZsbF7gCQPE5gARZyXEPVz6U3pIOTWPqy6Eks%2FjRXR5zESp8VT2LlcrxSFEWZjkSrblrT9pyeH1l22myBXDiJ9fbwxKenw9Fq6R1mxkksAEgeAQuwkH0qi%2F9aneduld6RDiKWvohYSISIlT6rRSy895HC%2B1p7bv9Hx4Bu%2F7vmQsSKxjX38z3DX5feYXZELABIDgELsBCbqsZOaqr%2BofSOdBGx9EXEQiJErPQRsazpqc6hHzy4tfcmvS6xz4WI9c%2B%2B0S%2F6ItEK6R1mR8QCgMQIWIDF7FtV8kBdgWe19I50EbH0ZeGIxbcT6oSIlT4iljW93Dv6pftbe27XdHqfbPWIFY7F85%2FqHPqB9A4rIGIBwK4RsACLURVFO2vOrG9J79gdRCx9WTRi3fZq%2F9hy6S1WQcRKHxHLml4bGLv4vtZuIlaS%2FtU3%2BoXhQGi%2B9A4rIGIBwM4RsAALWlha8OzS8qLHpHfsDiKWvqwYsR7Y3HPrK%2F1jl0hvsQoiVvqIWNb0%2BsD4RUSs5MQ0zfng1r4bpXdYBRELAHaMgAVY1NnzZl3utKlB6R27g4ilLytGrD9v7rmFiKUfIlb6TmmuvurEpqof6%2F26kEXESt6GsekT3x6a%2BLT0DqsgYgHARxGwAIsq97jaT7TAiQAilr6IWEiEiJW%2BU5trriRiWQ8RK3kPbu27cToSrZLeYRVELAD4bwQswMKObaj8hZkvdH8fEUtfRCwkQsRKHxHLmohYyfFFopX3tfbcIb3DSohYAPABAhZgYXZVjVzQ0vA5u6pGpLfsLiKWvohYSISIlT4iljURsZKzbnTq1Bd7Rr4qvcNKiFgA8B4CFmBx9QXeVSc3V18jvUMPRCx9EbGQCBErfUQsayJiJWdFW%2F%2F1bZMzh0rvsBIiFgAQsICccHxj1c%2FmlxS8JL1DD0QsfRGxkAgRK31ELGsiYiUW0zTnbRs6HxoNhpult1gJEQtAriNgATlAVZT45%2FZoOL%2FQ6RiS3qIHIpa%2BiFhIhIiVPiKWNRGxEpsOR6tvXtvxeCAaK5HeYiVELAC5jIAF5Ihil7PvokWNn7apakx6ix6IWPoiYiERIlb6iFjWRMRKbMAfXHTz2vbHw7F4vvQWKyFiAchVBCwghywoKXjxzDm135LeoRcilr6IWEiEiJU%2BIpY1EbESa5vyH%2FKHdR2PRuJxr%2FQWKyFiAchFBCwgxxxdX%2FGbg2vK7pTeoRcilr6IWEiEiJU%2BIpY1EbES2zzhO%2FqWdR2PELH0RcQCkGsIWEAO%2BvSCus%2B3lBY8L71DL0QsfRGxkAgRK31ELGsiYiW2adx3HBFLf0QsALmEgAXkILuqRi5Z3PTx%2BgLvKukteiFi6YuIhUSIWOkjYlkTESsxIlZmELEA5AoCFpCjPHb71Bf3nH1Cpde9RXqLXohY%2BiJiIREiVvqIWNZExEqMiJUZRCwAuYCABeSwQqdj6CvL5hxT7nG1S2%2FRCxFLX0QsJELESh8Ry5qIWIkRsTKDiAXA6ghYQI4rdTu7L1825ygrvdkhYumLiIVEiFjpI2JZExErMSJWZhCxAFgZAQuAUuZxdVrtzQ4RS19ELCRCxEofEcuaiFiJEbEyg4gFwKoIWAAURfn%2Fb3aOKnU7u6S36IWIpS8iFhIhYqWPiGVNRKzEiFiZQcQCYEUELAD%2FX7nH1f7VveYeScTCzhCxkAgRK31ELGsiYiVGxMoMIhYAqyFgAfj%2FuqYD%2Bz3dNfS9mWisXHqLnohY%2BiJiIREiVvqIWNZExEqMiJUZRCwAVqJqmia9AYCgUCxe8NbQxHn%2F6hv9fI8vsLf0nkw6uan62pObq6%2BR3mEV3b7APjetbnvOH42VSm%2FRg6oo2qcX1F92aG3ZbdJbrGLD2PSJt67vWBGNa27pLZlQ4XG1Xb7X3Ix89PofHQM%2Feqpz6Ad6vy5kHVRTetf5LQ3LVUWJ6%2FF6kXjce8u6jkc2jfuO0%2BP1jGBhacGzly1pPsNpswWkt1jJaDDcfMPqtpfGguEm6S16UhVFO6%2BlfvnBNWV3Sm8BkHkELCBHDQVCC17uHf3SGwPjnw3GYkXSe7KFiKUvIhYSIWKlj4hlTUSsxIhYmUHEAmB2BCwgx7SO%2B459vmf46xvHpk%2FUFEWV3iOBiKUvIhYSIWKlj4hlTUSsxIhYmUHEAmBmBCwgB2iKYnt3eOKcZ7qGv2P1jwkmi4ilLyIWEiFipY%2BIZU1ErMSIWJlBxAJgVgQswMI0RbG9PTTx6Sc7B68a9IdapPcYDRFLX0QsJELESt%2F9m3tue7V%2FbLnerwtZRKzEiFiZQcQCYEZ8CyFgUetGp0756VubV929ses%2B4tWO8e2E%2BuLbCZEI306YvpmItb4dFu%2Fh2wkT49sJM4NvJwRgRpzAAixmwB9c9ODWvhtax33HSm8xC05i6YuTWEiEk1ipCcXiBd99df1wJK559Hg9I%2FDYbdNLyoseaykteL6hwPtumcfV6bbbpuOaYvdFopVD%2FtCCjmn%2FQetGp05tn%2FIfJL030ziJlRgnsTKDk1gAzISABVhEJB73Pt4xeM0LPSNfj2uaQ3qP2RCx9EXEQiJErOS9NTRx7t0bu%2B7XY5e0Erez9%2FjGqusOqi69x2W3zSTz9wz6Qwuf7R769srBiQvjmmbP9EYpRKzEiFiZQcQCYBYELMAC2qb8h9y7qfvu4UBovvQWMyNi6YuIhUSIWMm5bX3n31ePTJ6l1y4JqqJoR9RV3Hj6nJrvuWw2fzqv0eML7P3HTd339M0El%2Bq9zyiIWIkRsTKDiAXADAhYgInFNc3%2BZOfQ1U93DX3Pyn8qnU1ELH0RsZAIEWvX3vv44IYhM9%2F%2F47TZAp%2Fdo%2BEze1UU%2F313XysSj3vv3dRz9zvDE5%2FUY5sREbESI2JlBhELgNFxiTtgUtORaNVNa9qfe7Jz8ErilX642F1fXOyORLjYfdfWjU6dauZ4pSpK%2FJLFTZ%2FQI14pynsx7KJFjeceVFN6lx6vZ0Rc7J4YF7tnBhe7AzA6AhZgQr0zwT2vf3vLm1smfEdKb7EiIpa%2BiFhIhIi1c%2B8OT56TiU3ZckpzzdWLygqf1PM1VUWJn9%2FSsJyIlTwiFpJFxAJgZAQswGRax33H%2FObdrf%2FOxNe04wNELH0RsZAIEeujQrF4wfqx6ZMyuSuT9igtfOaEpqqfZOK1iVips3bEss43dBoBEQuAURGwABNZOzp12s3r2h8PxuKF0ltyARFLX0QsJELE%2Bm9rR6dOM%2BvpkkKnY%2BjChQ0XqoqSsctWiVips27Ean%2BUiKUvIhYAIyJgASaxbnTq1NvXd%2F7NqhcdGxURS19ELCRCxPqAmT8%2BeF5L%2FfJCl2Mw088hYqWOiIVkEbEAGA0BCzCBTeO%2B427f0Pm3mKa5pLfkIiKWvohYSISI9d7HBzeMTZny44MH1ZTetbS86LFsPY%2BIlToiFpJFxAJgJAQswOA6pvwH3rq%2B42FOXskiYumLiIVEcj1ivffxQfP9RrzY5ez%2FxNxZX8%2F2c4lYqSNiIVlELABGQcACDGwoEFrwh3Ud%2FwjH4vnSW0DE0hsRC4nkcsQy68cHPzGv9mteh31C4tlErNQRsZAsIhYAIyBgAQY1E4mV%2F35t%2BxO%2BSLRCegs%2BQMTSFxELieRixDLrxwdbSgue26ey5C%2BSG4hYqSNiIVlELADSCFiAAcU1zXH7hs6%2FjQTCc6W34KOIWPoiYiGRXItYZvz4oE1VY%2BfMm3W59A5FIWKlg4iFZBGxAEgiYAEG9NC2vt9smfAdKb0DO0fE0hcRC4nkUsQy48cHD64pvaMmz7NBesf7iFipI2IhWUQsAFJUTdOkNwDYzltDE%2BfdvbHrPukdSM7JTdXXntxcfY30Dqvo9gX2uWl123P%2BaKxUeoseVEXRPr2g%2FrJDa8tuk95iFRvGpk%2B8dX3HCqt%2BsUW5x9U%2BFY7Umuk33E6bGrz6gIXzStzOXuktH6Ypiu2%2B1u7bXx8Yv0h6S6YcVFN61%2FktDctVRYnr8XqReNx7y7qORzaN%2B47T4%2FWMYGFpwbOXLZl9utOmBqW3WMloMNx8w%2Bq2l8aC4SbpLXpSFUU7r6V%2B%2BcE1ZXdKbwHw3ziBBRjIUCC04IHNPbdI70DyOImlL05iIRGrn8QaDYZnmyleKYqiHDar%2FA9GjFeKwkmsdHASC8niJBaAbCNgAQYR0zTnXRu6HgjF4gXSW5AaIpa%2BiFhIxOoRy0zsqho%2Bpr7yl9I7doWIlToiFpJFxAKQTQQswCCe6Bi8ptsX2Ed6B9JDxNIXEQuJELGMYf%2FqkvuNevpqe0Ss1BGxkCwiFoBsIWABBtA1Hdjv2e7h70jvwO4hYumLiIVEiFjyjqiruEl6Q7KIWKkjYiFZRCwA2UDAAoTFNM35p9buO%2BOaZpfegt1HxNIXEQuJELHkNBflvdFQ4H1HekcqiFipI2IhWUQsAJlGwAKEvdAz8vW%2BmeBS6R3QDxFLX0QsJELEknFITdnt0hvSQcRKHRELySJiAcgkAhYgaCIUqX%2Byc%2FBK6R3QHxFLX0QsJELEyi6HTQ3tXVn8oPSOdBGxUkfEQrKIWAAyhYAFCFrR1v%2FzcCyeL70DmUHE0hcRC4kQsbJnj9LCp70O%2B6T0jt1BxEodEQvJImIByAQCFiCkazqw39tDE%2BdK70BmEbH0RcRCIkSs7FhWUbxCeoMeiFipI2IhWUQsAHpTNU2T3gDkpJvWtD3XOu47RnpHJthUNVbgtA97HfYJp80WVBUlHtM0VyAaK%2FJFYpWReNwrvTHbTm6qvvbk5uprpHdYRbcvsM9Nq9ue80djpdJb9KAqivbpBfWXHVpbdpv0FqvYMDZ94q3rO1ZE45pbeovVqIqiXXfwotpCl2NQeoteNEWx3dfaffvrA%2BMXSW%2FJlINqSu86v6VhuaoocT1eLxKPe29Z1%2FHIpnHfcXq8nhEsLC149rIls0932tSg9BYrGQ2Gm29Y3fbSWDDcJL1FT6qiaOe11C8%2FuKbsTuktQK4gYAECtkz4jrxhdduL0jv0kOewj80ryf9nc2HeG%2FUF3lU1ee6NJW5nj01VYzv7e2YisfKhQGhB30xwaee0f%2F%2BtEzMfGwqEFmRztwQilr6IWEiEiJUZdfmeNVfst2CZ9A69EbFSR8RCsohYAPRAwAIE3Li67YXNE76jpHekq9jl7N%2B3qvjPe1UUPzS7OP81Pd4IjwbDs9eMTJ3x1tDEuZ3T%2FgP02GlERCx9EbGQCBFLf0fUVdx0zrxZX5HekQlErNRZMWLtUVr4zKVLms8gYumLiAVgdxGwgCzrmPIf%2BMt3t74uvSMdc4vz%2F310fcWvl5YXPWZT1WimntM7E9zz5d6RL78xMH5hTNNcmXqOFCKWvohYSISIpa%2FP7dF4%2Fn5VJfdL78gUIlbqiFhIFhELwO4gYAFZdseGzr%2B%2BOzx5jvSOVDQX5b1xxuza78wvyX85m8%2BdCEXqnuwcvPq1gfGL45pmz%2BazM42IpS8iFhIhYunnqgNaWqq87s3SOzKJiJU6IhaSRcQCkC4CFpBF46FIw9VvbGo3S4zJc9jHPz531jcOrCm9W1UUsf9Y9PgCez2wuffWzmn%2F%2FlIbMoGIpS8iFhIhYu0%2Bp80W%2BPXhSwr0ih5GRsRKHRELySJiAUiHLl%2BnCyA5%2F%2B4bvcws8aqltOC57%2B%2B%2FYPFBNaV3ScYrRVGU%2BgLvqm%2FsPffgU5qrr9rV5fBm80Tn4NVPdAxeI73DKhoKvO98edmcY%2FMc9nHpLXrQFEX98%2BaeW17pH7tEeotVLCorfOrSxc1nOmxqSHqLWVV5XVtyIV4piqKoihI%2Fv6Vh%2BUE1pXdJb8mU1wfGL7qvtft2TaffEzhttsBlS5rPWFha8Kwer2cEG8enj791Xccjkbjmkd5iJeUeV8fly%2BYcWeZxdUpv0ZOmKOr9rT23vzYwdrH0FsCKCFhAlsQ1zf76wLgpfpgd31j10y%2FtOeeEYpezX3rL%2B2yqGjupqfpHX1w6%2BwSrBApFIWLpjYiFRIhYu6fc62qT3pBNRKzUEbGQLCIWgFQRsIAs2TjuO2EyHKmV3rErqqLEz1tQf8nps2u%2BZ9Q%2FYW8pLXj%2BG3vPO6TE7eyR3qIXIpa%2BiFhIhIiVvhKXs1d6Q7YRsVJHxEKyiFgAUkHAArLkzcHxz0hv2BVVUeIXLmz47CG1ZbdLb0mkOs%2B96Wt7zT3cSm92iFj6ImIhESJWegpdjkHpDRKIWKkjYiFZRCwAySJgAVkQice9a0anTpfesSufWlD3hf2rS%2F8kvSNZVnyzQ8TSFxELiRCxUpfnsE9Ib5BCxEodEQvJsuL7OkUhYgF6I2ABWbBxzHdCOBbPl96xM8c1VP78sNryW6R3pMqKb3aIWPoiYiERIlZq3Ha7T3qDJCJW6ohYSJYV39cpChEL0BMBC8iCNaOThj19tais8MnT59R%2BT3pHuqz4ZoeIpS8iFhIhYiXPrioR6Q3SiFipI2IhWVZ8X6coRCxALwQsIMM0RVE3jE2fJL1jR4pdzr7PLmy8wKgXtifLim92iFj6ImIhESIWUkHESh0RC8my4vs6RSFiAXogYAEZ1jcTXDoVjtZI79iRzyysvyjfaR%2BV3qEHK77ZIWLpi4iFRIhYicUVxS69wSiIWKkjYiFZVnxfpygfRKzXB8Yvkt4CmBEBC8iwLRO%2Bo6Q37MiB1aX37FFa%2BIz0Dj39583OUVZ6s0PE0hcRC4kQsXYtEo%2Fzm%2FTtELFSR8RCsqwcse5r7b79raGJ86S3AGZDwAIybOvkzOHSGz7MY7dPnTm39tvSOzKh3ONqJ2JhV4hYSISItXNG%2FkISKUSs1BGxkCwLRyzbHzd137NmZOoM6S2AmRCwgAxrn%2FQfLL3hw45rrLy%2B0OkYkt6RKUQsJELEQiJErB3zR2Ol0huMiIiVOiIWkmXViBXXNMedGzv%2Fsmncd5z0FsAsCFhABk2GI7WT4cgs6R3by3PYx4%2Bsq7hBekemEbGQCBELiRCxPsoXiVVIbzAqIlbqiFhIllUjVjSuuW9d17Fi2%2BTMYdJbADMgYAEZ1OML7i294cMOn1X%2Be7fd5pPekQ1ELCRCxEIiRKz%2FNhWO1EpvMDIiVuqIWEiWVSNWOB7Pu3ltx%2BNd04F9pbcARkfAAjKobya4VHrD9myqGjt8VvkfpHdk0%2FsRq9Tt7JLeohcilr6IWEiEiPWB8WCkQXqD0RGxUkfEQrKsGrGCsVjR79a2Pd0%2FE1wsvQUwMgIWkEEDM8E9pDdsr6Wk4PkSt7NHeke2lXtc7V%2Fda%2B6RRCzsDBELiRCx3jMSDM%2BV3mAGRKzUEbGQLKtGrJlIrPymNW3PDQfC86S3AEZFwAIyaDgQmi%2B9YXt7VxY%2FKL1BChELiRCxkAgRS1EC0VjxVDhaI73DDIhYqbNsxFrfsYKIpS%2BrRqypcLTmxtXbnh8PcdoV2BECFpBBo8FIs%2FSG7S0uL3xCeoMkIhYSIWIhESKW8T4eb2RErNRZMmKNTZ9AxNKfVSPWeCjSeOPqtuf5wwLgowhYQIbENc0xFY4Y5gdPpde9pdjl7JPeIY2IhUSIWEgk1yNWjy9guC8oMTIiVuqIWEiWVSPWcCA0%2F%2F%2FWtD3rj8ZKpbcARkLAAjJkKhyt1uuNnB6aCr1vSm8wCiIWEiFiIZFcjlgdU%2F4DpTeYDRErdUQsJMuqEatvJrjktvUdD8c0zSW9BTAKw%2FzmGrAaXyRaJb1he7X5nvXSG4yEiIVEiFhIJFcj1tbJmcM1RVGld5gNESt1RCwky6oRa8vEzBH3t%2FbcJr0DMAoCFpAhM5FYmfSG7VntB7oeyj2u9sv3mnsUEQs7Q8RCIrkYsXyRaGWfL7in9A4zImKljoiFZFk1Yr0xOH7hk52DV0rvAIyAgAVkSCgWL5TesL0Cp31YeoMRVXhcbUQs7AoRC4nkYsRaPzZ1kvQGsyJipY6IhWRZNWI93jH4w7eGJs6T3gFII2ABGRKOx%2FOkN2zPZbMFpDcYFRELiRCxkEiuRaw1o1NnSm8wMyJW6ohYSJZVI9afWrvv3DY5c5j0DkASAQvIkGhcc0tv2B73lewaEQuJELGQSC5FrI4p%2F4GjwfBs6R1mRsRKHRELybJixIrGNfdt6zsfHg6E50lvAaQQsIAM0RTNUP9%2BBaMxQ32k0YiIWEiEiIVEcilivTE4fqH0BrMjYqWOiIVkWTFi%2BSLRipvXtj%2Fujxrrrl0gWwz1G2zAYjTpAdubjkRrpDeYARELiRCxkEiuRKzX%2Bscu1itK5DIiVuqIWEiWFSPWUCC04NZ1HQ%2FHNM0lvQXINt50ABliU9Wo9IbtjQTCc6Q3mAURC4kQsZBILkSs8VCkce3I1OnSO6yAiJU6IhaSZcWItXVy5mP3tfbcLr0DyDYCFpAhTpsalN6wvd4ZvvI8FUQsJELEQiK5ELGe6x76lvQGqyBipY6IhWRZMWKtHBy%2F4MnOwaukdwDZRMACMsRtt%2FukN2yvY8p%2FoPQGsyFiIREiFhKxesRqm%2FIf0jruO0Z6h1UQsVJHxEKyrBixnugYvGbNyNQZ0juAbCFgARniddgnpDdszxeJVvbNBJdK7zAbIhYSIWIhEatHrMc6Bn4ivcFKiFipI2IhWVaLWJqiqPe2dt8zEgjPld4CZAMBC8iQfId9VHrDh60dnTpNeoMZEbGQCBELiVg5YnVM%2BQ98e2ji09I7rISIlToiFpJltYgViMaKb9vQ8VAkHvdKbwEyjYAFZEiRyzEgveHD3h6aOFd6g1kRsZAIEQuJWDliPdzW%2F4tgLF4ovcNKiFipI2IhWVaLWL2%2B4LI%2Fb%2B69WXoHkGkELCBDvA77pNtuM9Q9WH0zwSWd0%2F79pXeYFRELiRCxkIhVI9ZEKFL%2FWHv%2FddI7rIaIlToiFpJltYj1xuD4Z1%2FpH7tUegeQSQQsIINK3S7DhY6Xeke%2FIr3BzIhYSISIhUSsGrH%2B2Tv6xc0TvqOkd1gNESt1RCwky2oR68GtvTd2TQf2ld4BZAoBC8igSq9rm%2FSGD3t7aOLTo8HwbOkdZkbEQiJELCRixYilKYr6x03df5yJxMqlt1gNESt1RCwky0oRKxrX3Hds6PybPxorld4CZAIBC8igqjx3q%2FSGD4trmuOJjsGrpXeYHRELiRCxkIgVI9ZEKFJ%2Fz6auP%2BkVIfABIlbqiFhIlpUi1mgw3HzPxq4%2FaYqiSm8B9MabCyCDavM8G6Q37MjKwfELun2BfaR3mB0RC4kQsZCIFSPWhrHpEx9t4z6sTCBipY6IhWSVe1wdX1k25%2Bhil7NPesvuWj82ffJTnYM%2FkN4B6I2ABWRQXYFntfSGHdEUxfbnzb038yfku4%2BIhUSIWEjEihHr2e7h77zaP7ZceocVEbFSR8RCsio8rrYvL5tzbIHTMSy9ZXc90TF4zaZx33HSOwA98ZtXIINm5XvWGfU3JJ3T%2FgOe7x7%2BhvQOKyBiIREiFhKxYsT685beP6wZmTpDeocVEbFSR8RCsmry3Bu%2FtOfs470O%2B4T0lt2hKYrt7o1d90%2BEInXSWwC9ELCADLKrari%2BwLtKesfOPNY%2B8GM%2BSqgPIhYSIWIhEatFrLim2e%2Fc2PmXDWPTJ0pvsSIiVuqIWEhWfYF31ReWzj7Zbbf5pLfsDl8kWnFfa8%2Bd3IcFqyBgARk2pyj%2FFekNOxPTNNcd6zsf5JtK9EHEQiJELCRitYgVjWvuW9d3rCBiZQYRK3VELCRrdlHea5ctaT7DaVOD0lt2x8bx6eP%2F2TvyJekdgB4IWECGzS%2FJf1l6w66MBMNzbl%2Ff%2BbeYpjmlt1gBEQuJELGQCBELqSBipY6IhWQtKCl44X8WNZ1jV9WI9JbdsaJt4OeD%2FtBC6R3A7iJgARk2vyT%2FJZuqRqV37MrmCd%2FR927qvpvjxfogYiERIhYSIWIhFUSs1BGxkKwl5UX%2F%2BOweDZ9RFSUuvSVdkXjce8%2Bmrj%2FxB9YwOwIWkGEeu31qdlHea9I7EnlraOK8P2%2FuuYWIpQ8iFhIhYiERIhZSQcRKHRELydqnsuSv57c0LFcVRZPekq6u6cC%2BT3YOXiW9A9gdBCwgC5aWF%2F1DekMyXukfu4SIpR8iFhIhYiERIhZSQcRKHRELyTqopvSus%2BbOMvU3eD%2FTNXxF%2B5T%2FIOkdQLoIWEAWLKsoelh6Q7KIWPoiYiERIhYSIWIhFUSs1BGxkKyj6yt%2B87FZ5b%2BT3pGuuKbZ%2F7ip695wLJ4vvQVIBwELyIJKr3tLXb5njfSOZBGx9FXhcbV9da%2B5RxKxsDNELCRCxEIqiFipI2IhWWfPm3X54rLCJ6R3pGs4EJ730La%2BX0vvANJBwAKyZL%2Fq0vulN6SCiKWvco%2BrnYiFXSFiIREiFlJBxEodEQvJsKlq7OJFTZ%2BqK%2FCslt6Srlf6xy5dNzp1ivQOIFUELCBL9q8q%2BZPZvr2EiKUvIhYSIWIhESIWUkHESh0RC8lw222%2B%2F10y%2B9Ril7NPeku67tvcc4cvEq2Q3gGkgoAFZEmJ29m7R1nh09I7UkXE0hcRC4kQsZAIEQupIGKljoiFZJS4nT2fX9p8mstum5Heko7pcLT6L1t6b5beAaSCgAVk0eGzyv8gvSEdRCx9EbGQCBELiRCxkAoiVuqIWEhGQ4H3nYv2aDzXbJ%2ByeN%2B7w5Nn81FCmAkBC8iiJeVF%2Fyj3uNqld6SDiKUvIhYSIWIhESIWUkHESh0RC8lYWl702Cfmzfq69I50%2FXVr3%2B%2FC8Xie9A4gGQQsIItURYkfVV9xg%2FSOdBGx9EXEQiJELCRCxEIqiFipI2IhGUfWVdzwsVnlv5PekY6xYLiJ924wCwIWkGWH1JTdnu%2B0j0rvSBcRS19ELCRCxEIiRCykgoiVOiIWknH2vFmXLygpeEF6Rzpe6Bn5Wu9McE%2FpHUAiBCwgy1x228yRdeY9haUoRCy9EbGQCBELiRCxkAoiVuqsHLGicc0tvcUKbKoau2hR47klbmev9JZUxTXN8Z%2F39vQBGBq%2FQAEBR9VX3JDnsI9J79gdRCx9EbGQCBELiRCxkAoiVuqsGrHu3Nj5l7im2aW3WEGh0zF08aKmT9pVNSK9JVXtU%2F6D%2Ft03epn0DmBXCFiAAI%2FdPnV8Y9XPpHfsLiKWvohYSISIhUSIWEgFESt1VoxYa0amzljR1v8L6R1WMaco79Wz5tZ%2BS3pHOh5tH%2FjpVDhaI70D2BkCFiDkiLqKm6wQKohY%2BiJiIREiFhIhYiEVRKzUWTFivdAz8rW1o1OnSe%2BwiiPrKm7Yp7LkL9I7UhWIxor%2FtrXvt9I7gJ0hYAFCnDY1eOac2u9I79ADEUtfRCwkQsRCIkQspIKIlTorRqw%2Fb%2B69JRiLFUnvsIrzW%2BqX1%2BS5N0rvSNU7wxOf2jg2fYL0DmBHCFiAoH2rSv48vyT%2FZekdeiBi6YuIhUSIWEiEiIVUELFSZ7WINRmO1D7bNWyJP1w1Arfd5lu%2BuPkTbrvNJ70lVX%2FZ0vv7SDzuld4BfBgBCxD2qfn1%2F2tX1bD0Dj0QsfRFxEIiRCwkQsRCKohYqbNaxHqpd%2BQrgWisRHqHVdTkuTee31K%2FXHpHqkaC4TlPdQ59X3oH8GEELEBYTZ57oxUudH8fEUtfRCwkQsRCIkQspIKIlTorRaxQLF7wxuD4hdI7rGSfypK%2FHFlXcaP0jlS90DP8jfFQpEF6B7A9AhZgACc2Vf24Lt%2BzRnqHXohY%2BiJiIREiFhIhYiEVRKzUWSlivTU0cZ70Bqs5a27tNxsLvW9L70hFJK55Hm0fuE56B7A9AhZgAHZVjVy4sPFCq3yUUFGIWHojYiERIhYSIWIhFUSs1FklYnVO%2BQ%2BYicTKpXdYyX%2Fe61%2FgtNkC0ltS8dbg%2BPld04F9pXcA7yNgAQZRV%2BBZfcacmiukd%2BiJiKUvIhYSIWIhESIWUkHESp0VIpamKGrHtP9A6R1WU5Pn3njGnJrvSu9IhaYo6sNt%2Fb%2BU3gG8j4AFGMhR9ZW%2FWVJe9Lj0Dj0RsfRFxEIiRCwkQsRCKohYqbNCxBqYCS6S3mBFR9RV3GS2XxdbJnxHrh2dOl16B6AoBCzAUFRF0S5c2HBhucfVIb1FT0QsfRGxkAgRC4kQsZAKIlbqzB6xxkOReukNVqQqivaZloaLzPbzeUVb%2F8%2FjmuaQ3gEQsACDyXPYxy5Z3HSWy2bzS2%2FRExFLX0QsJELEQiJELKSCiJU6M0esUCxeKL3Bqkrczt5Pzq%2F7ovSOVAz6Qwv%2F3T92qfQOgIAFGFB9gXfVBQsbPqcqiia9RU9ELH29H7HKPK5O6S16IWLpi4iFRIhYSAURK3VmjViqqsSlN1jZflUlD%2BxbVfJn6R2peKJj8JpgLFYkvQO5jYAFGNTelcUPnjq75krpHXojYumr3ONqv3zZnKOIWNgZIhYSIWIhFUSs1JkxYlnlZ4aRfWp%2B3RdK3M4e6R3J8kWilc90DVvqC6dgPgQswMBOaKz6yaG1ZbdK79AbEUtfRCwkQsRCIkQspIKIlTqzRawyi93HakR5Dvv4BS0NF5npExcv9gx%2FdTwUaZDegdxFwAIM7lPz676wV2XxQ9I79EbE0hcRC4kQsZAIEQupIGKlzkwRqy7fs0Z6Qy5oKS147mN15b%2BT3pGsSFzzPNo%2BcJ30DuQuAhZgcDZVjV20R%2BN5i8oKn5Leojcilr6IWEiEiIVEiFhIBRErdWaIWE6bLdBYmPeW9I5ccdrs2u%2BVuJ290juS9dbg%2BPn9M8HF0juQmwhYgAnYVTV8yeLms4z8ZiddRCx9EbGQCBELiRCxkAoiVuqMHrEWlhY867SpQekducJjt02fPXfW5dI7kqUpivpU19APpHcgNxGwAJNw2tSgkd%2Fs7A4ilr6IWEiEiIVEiFhIBRErdUaOWAdWl%2F5RekOu2auy%2BKEl5UX%2FkN6RrHeGJj456A%2B1SO9A7iFgASZi5Dc7u4uIpS8iFhIhYiERIhZSQcRKnRHf15V7XB17VhStkN6Riz45b9aXXDabX3pHMjRFsXEKCxIIWIDJGPHNjl6IWPoiYiERIhYSIWIhFUSs1Bntfd1JTdXX2lQ1Jr0jF5V5XJ0nN1dfI70jWW8PTZw7HAjPk96B3ELAAkzIaG929ETE0hcRC4kQsZAIEQupIGKlzijv62YX5b1%2BYE3pPZIbct3R9RW%2FMcs3QMY1zf501%2BD3pXcgtxCwAJMyypudTCBi6YuIhUSIWEiEiIVUELFSJ%2F2%2BzmW3zXympeFzqqJoEs%2FHe2yqGv30gvrLVEWJS29JxsrBic%2BMBsOzpXcgdxCwABOTfrOTSUQsfRGxkAgRC4kQsZAKIlbqJN%2FXnb%2Bgfnl1nrs128%2FFR80uynv90Fnlt0rvSEZc0xxPdw19T3oHcgcBCzA5IhaSRcRCIkQsJELEQiqIWKmTeF93%2BuyaK%2FatKvlztp6HxM6YXXNFkcsxIL0jGW8MjH92PBRplN6B3EDAAiyAiIVkEbGQCBELiRCxkAoiVuree183%2B%2FQl5UWP6%2FF6u3L67Jorjm%2Bs%2Blmmn4PUeB32idNm15jifqmYpjmf7hq6QnoHcgMBC7AIIhaSRcRCIkQsJELEQiqIWKlz2tTgpYubzjiyruJGPV7vw1x228xFezSeS7wyroNqyu6uK%2FCslt6RjNf6xy6eCEXqpXfA%2BghYgIUQsZAsIhYSIWIhESIWUkHESp1NVWNnz5t1%2BaWLm8%2FU8%2BNks4vyXv%2FOPvP35WODxqYqSvzjc2Z9U3pHMmKa5nq2e%2Fjb0jtgfaqm8UUTgNVE4nHvLes6Htk07jtOeoveDq0tu%2B0%2F387Cf7x0MBoMz75hdduLY8Fwk%2FQWvZzcVH3tyc3V10jvsIpuX2Cfm1a3PeePxkqlt%2BhBVRTt0wvqLzu0tuw26S1WsWFs%2BsRb13esiMY1t%2FQWPThsaujSxc1nLiorfEp6ixVpimK7r7X79tcHxi%2BS3pIpB9WU3nV%2BS8NyPb9JLhiLFT3TNfzdl3tHvhyKxQvSeY1yj6vjpKbqaw%2BsKb2H91Hm8fu17U%2BaIay77Tbfjw%2Fao97rsE9Kb4F1EbAAiyJiIVlWjFgnNVX%2F8JTm6quld1gFEQuJELGQCiJW%2BgLRWMkbg%2BMXvjU0cV7nlP%2BARCfTnTZbYGFpwbMHVpf%2Bcc%2BKohU2VY3puQeZ1z8TXPzTt7esjmuaXXpLIh%2BfW%2FuNo%2Bsrfy29A9ZFwAIsjIiFZBGxkAgRC4kQsZAKItbum4nEyjum%2FQcOzAQXjYci9aFYvFBVlXiewz5e5nF11OV71jQW5r3ltKnBTDwf2XP%2F5p7bXu0fWy69I5Fyj6v9mgMXzsvUr3mAgAVYHBELySJiIREiFhIhYiEVRCwgOVPhaM21KzdtSffjo9l06eLms%2FasKFohvQPWxCXugMVxsTuSZcWL3Z%2FsHLzq8Y7Ba6V3WAUXuyMRLnZHKrjYHUhOkcsxcGxD5S%2BkdyTjxd6Ry6U3wLr4DymQA4hYSBYRC4kQsZAIEQupIGIByTmmofKXxS5nn%2FSORLZM%2BI7smwkuld4Ba%2BI%2FokCOIGIhWf%2BJWEcSsbAzRCwkQsRCKnIlYt3f2nMr71WQLpfN5j91dvWV0juS8WIPp7CQGQQsIIcQsZCsco%2Brg4iFXSFiIREiFlKRCxHrtYGx%2F%2Fnb1t4bpXfAvA6sLr2nwuvaJr0jkbeGxs%2F3RaIV0jtgPQQsIMcQsZAsIhYSIWIhESIWUpELEevl3tEvrWjr%2F7n0DpiTTVVjJzRWXSe9I5FIXPO80j92qfQOWA8BC8hBVo9YD2zmiL5eiFhIhIiFRIhYSEUuRKznuoe%2F%2FUTnIN%2BQi7QcWF36x3KPq0N6RyL%2F6hv937imOaR3wFoIWECOsnLEerV%2FbDkRSz9ELCRCxEIiRCykIhci1hMdg9c81z38LekdMB%2BbqkaPb6z6qfSORCZCkfpVI5OfkN4BayFgATmMiIVkEbGQCBELiRCxkIpciFgr2vqv%2F2ff6Beld8B8DqopvbvU7eyS3pHIS72jX5beAGshYAE5joiFZBGxkAgRC4kQsZCKXIhYD27pven1gfGLpHfAXOyqGj6uscrwd6m1Tc4cOugPtUjvgHUQsAAQsZA0IhYSIWIhESIWUmH1iKUpinpfa%2Fftbw9NfFp6C8zlkJqyO0rczl7pHYm8MTj%2BOekNsA4CFgBFUYhYSB4RC4kQsZAIEQupyIGIZbtnU%2Fe968emT5beAvNw2NTQsQ2V10vvSGTl4PgFGt0BOuEXEoD%2Fz2mzBS5d0nxmTZ57o%2FQWvRGx9EXEQiJELCRCxEIqrB6x4prmuGND51%2B7pgP7SW%2BBeRxaW35rkcsxIL1jVyZCkbpNY9PHSe%2BANRCwACiKoii%2BSLTi%2Be7hb%2F70rS2rBvyhPaT3ZAIRS19ELCRCxEIiRCykwuoRKxyL59%2B8tv3xkWB4jvQWmIPTpgaPbaj8hfSORF7nY4TQiappmvQGAILapvyH%2FKt35AvvDE%2BeE9M0l%2FSebDiktuz2cxfUX6oqCv8B1MFoMNx8w%2Bq2l8aC4SbpLXo5qan6h6c0V18tvcMqun2BfW5a3facPxorld6iB1VRtE8vqL%2Fs0Nqy26S3WMWGsekTb13fsSIa19zSW%2FTgsKmhSxc3n7morPAp6S1WpCmK7b7W7tutevl5pde95Rt7zz2kwOkYkd4C4wvG4oU%2FeG1DbzAWL5TesjNOmxq87uBFtV6HfUJ6C8yNE1hADoppmvPNwfHPXP%2FOlrd%2B%2Fe7WV94cmjg%2FV%2BKVonASS2%2BcxEIinMRCIpzEQiqsfhJrOBCaf8u6jsci8bhXeguMz2O3TR9UU2bofxcicc3DFxVAD5zAAnJIKBYv%2BHf%2F6GUv9ox8bSIUqZPeI42TWPriJBYSseJJrPNa6i85uKbsDuktVsFJLKTC6iexlpYXPXrJ4qaP21Q1Jr0FxjYcCM%2F74cpNrUa%2BLL25KO%2BNb%2B497yDpHTA3w%2F4CB6CfcCye%2F0zX0HevemNjx8Pb%2Bn9JvHoPJ7H0xUksJGLFk1j3t%2Fbcump48hPSW6yCk1hIhdVPYq0dnTr9wa19N0nvgPFVel1bF5cXPSG9Y1c6pvwHDvpDC6V3wNwIWICFxTXN%2Fu%2F%2B0cuuWblp66PtAz%2BdicTKpTcZDRFLX0QsJGLBiGX746buP%2FbNBJdKb7EKIhZSYfWI9a%2B%2B0f99pmvoCukdML4j6ypulN6QyOsDY5%2BT3gBzI2ABFrVtcubwn7%2B95Z0%2Fb%2B79w1Q4WiO9x8iIWPoiYiERq0WscDyed9fGrgdy6S7BTCNiIRVWj1iPtg9c99bQxLnSO2BsC0sLnq3J82yQ3rErKwcnLohrml16B8yLgAVYTCAaK75%2Fc89tv1m17Z%2B9M8E9pfeYBRFLX0QsJGK1iNU%2FE1z8bNfwt6V3WAkRC6mwesS6r7Xnjq7pwL7SO2BsR9aXG%2FoU1mQ4Mqt13Hes9A6YFwELsJAtE74jr3tr89pX%2B8eWS28xIyKWvohYSMRqEevZ7qHv%2BCLRCukdVkLEQiqsHLEi8bj31vUdK6bD0WrpLTCuA6pL7zX6z9R3hifPkd4A8yJgARagKYrtic7Bq29c3fb8eCjSIL3HzIhY%2BiJiIRErRaxQLF7wz97RL0nvsBoiFlJh5Yg1EYrU37a%2B4%2B98XBk747LZ%2FIfUlt0uvWNX1o5Onc7HCJEuAhZgcqFYvODWdR0rnugYvMbIX51rJkQsfRGxkIiVItarA2PL%2BW%2Bx%2FohYSIWVI1bblP%2BQv2zp%2FZ30DhjXEXUV%2F2dT1Zj0jp3xRaKV2yZnDpfeAXPiDRZgYpPhSO2vV23999rRqdOkt1gNEUtfRCwkYpWINRGK1LVNzhwivcOKiFhIhZUj1qv9Y8tf5rQndqLU7exaWFrwjPSOXVk1MvkJ6Q0wJwIWYFKjwfDsX7%2B77ZVeX3CZ9BarImLpi4iFRKwSsTaN%2B46T3mBVRCykwsoR66Ftfb%2FZPOE7WnoHjOmgmtK7pTfsyuqRqTN5f410ELAAExoLhpt%2Bu2rbS6PB8GzpLVZHxNIXEQuJWCFidU77D5DeYGVELKTCqhErrmmOOzZ0%2FpX3gtiRPcuLHzHyz9GJUKS%2Bc4qflUgdAQswmelwtPrGNW3Pj4cijdJbcgURS19ELCRi9og15A8tkN5gdUQspMKqEWsmEiu%2FZV3Ho%2BFYPF96C4zFYVND%2B1aV%2FFl6x67wMUKkg4AFmEg4Hs%2B7eV374yOB8FzpLbmGiKUvIhYSMXPEmorwNffZQMRCKqwasfpmgkv%2BsqX399I7YDzG%2Fxjh5FnSG2A%2BBCzAJDRFsd27qfvurunAvtJbchURS19ELCRi1ogVicW90htyBRELqbBqxHpjcPzC1wfGL5LeAWNpKsxbWZPn2fD%2F2rvv6Mjrev%2Fj3zJ9JmXS2ybZ3gt9AelFYJUqIKiAoGDDfhW7WK7dK4oVEAuggjTpVUCQDtt7SbLpvU0v398fmJ%2Frmt1kkpm8PzPzfJxzD9x72MzrcIHdPPfz%2FXyldxxITyg6ry0QXiG9A9mFgAVkiT9vb%2F3lmz1DF0rvyHdErPQiYmEi2RixTEOPSW%2FIJ0QspCJXI9adO9pu7AiEl0rvgFpWV%2Fl%2FL73hYNb1DJ0vvQHZhYAFZIF7drX%2F%2BIWO%2Fquld%2BAtRKz0ImJhItkWsXx2W4%2F0hnxDxEIqcjFiRZNJzy2bm%2B%2FiPizs64jK4j8aup6Q3nEg3IOFVBGwAMU93tJ93dOtvZ%2BS3oH%2FRMRKLyIWJpJNEavc7dglvSEfEbGQilyMWJ3ByOI%2F72j7pfQOqKPIYe9Y5Pc9Lr3jQNoD4WU9och86R3IHgQsQGFv9Axe9MCezv%2BV3oHxEbHSi4iFiWRLxJrlc78hvSFfEbGQilyMWK90Dbzvxc7%2BK6V3QB2qX%2Ba%2BqX%2FkTOkNyB4ELEBRTcPBo%2F64de%2FviSNqI2KlFxELE8mGiLWg2Pe09IZ8RsRCKnIxYt25o%2F3G9kB4mfQOqGFFadH9LtMYkd5xIFsHRk%2BT3oDsQcACFDQai5ffvLn57ljScklvwcSIWOlFxMJEVI5YLtMYWegveFJ6R74jYiEVYxHrqEr%2FH6S3pEMsmXT%2FdnPzndyHBU3TNJuhR5aUFD4sveNAdgyOnpiwLLv0DmQHAhagmKRlmb%2Fd3PLnwUisVnoLJo%2BIlV5ELExE1Yh1eIX%2FDruhh6V3gIiF1LwVsequXFVedLf0lnToDEYW37Wz%2FQbpHVDDqvLCe6Q3HEgkkfQ1DQdXS%2B9AdiBgAYp5pLn7a9sHR0%2BW3oHUEbHSi4iFiagWsQxdT5w8q%2BzH0jvwb0QspMLQ9cT7F9dfuqSk4BHpLenwYmf%2FVRv6ht8pvQPylpYUPqzyb67wGCEmi4AFKGTPcPDox1q6vyi9A1NHxEovIhYmolLEWl3lv7XC7dwuvQP%2FiYiFVJi6Hv3g0oYL5hd7n5Xekg53bG%2B9aTQWL5PeAVlO0xhd5C94QnrHgWwdGCFgYVIIWIAioomk9w9bW%2F6QtCxTegumh4iVXkQsTESFiOWz23rOnl31BanPx8ERsZAKu2GErlk2%2B50NBZ5XpLdM10g0Xvnn7W2%2Flt4BeSvLipR9jLB5JHREKJ4okt4B9RGwAEX8bU%2Fn%2F%2FaEovOkdyA9iFjpRcTCRCQjlq5p1nsX1l3ps9t6Z%2FqzMXlELKTCZRojH10x%2B4xar2u99JbpWts7dP7LXQOXSe%2BArBVlhX8zdD0uvWM8ScsydwwGTpLeAfURsAAFtIyEDn%2B2rfdj0juQXkSs9CJiYSJSEevMxsrrl5UWPjiTn4mpIWIhFR6bOfCxlXNOy4VHg%2B%2Fa0f6zgUisXnoH5HhsZr%2FKj8byGCEmg4AFCEtalnnHW5GDfx9zEBErvXI4Yn1Dekeu2Cdi9c%2FE572tpvRXZzVUEiGzCBELqSiw27qvXTnn1Gz%2FeSecSBT%2Bceve3%2FHrkfy2qkzdt2xu4SJ3TIJuWZb0BiCvPd%2Fe96E%2F72j7pfSOdDF0PVHosHUWOmwdbps5aDeMsK5pyYRlOcLxROFILFE%2BGInVxZJJt%2FTWmXRMdcnNlyyou1rXNP6jmwZ94WjjDet2P9MfjjZIb0mXMxsqv7mmsfKr0jtyRXsgvOyXG%2FY8PBCJzcrUZ5w2q%2Fx7Z8%2Bp%2FgL%2FXmenzf0jZ%2FxmU9N98aTllN6SDjZDj1y9tPHcJSUFj0pvyUW9oejcH6%2Fd%2BfxwNF4lvWU6Lphb86mT6sp%2BIr0DMoaj8aovvbi5TdXfOP%2FGUYsasz0WI7MIWICgcCJZcP3LW3eOxOIV0lumqtrr2rSg2Pv3xgLPy7U%2B99pKj3O7qevRg%2F0YS9P0wUisrj0QXt48Ejxi52Dg%2BN3DgWNz5ZuIAyFipRcRCxMZjcXL%2F7B17%2B8394%2Bcmc6v67aZg5csqP3QoeXFf0nn18XMI2IhFc0jwSNuWLv7mWgy6ZHeMlV2Qw9%2F%2FrAFh1Z5nFukt0DGj9%2Fc%2BcLu4eAx0jvGc%2BmCug8eU11ys%2FQOqIuABQh6YE%2Fntx9r6f6i9I5U1fncbx5ZWXzbqrKiu9P1uySRRNK3uX%2FkjNe7By%2FZ0Df8zoRl2dPxdVVDxEovIhYm45Wugffdv7vzu0PRWM10vo6uadZhFcV%2FPm9u9WeLHPb2dO2DLCIWUrG2d%2Bj8WzY136XqCZbJmF3oefHTh8w7ll%2BL5CeV7988vKL4jisW179HegfURcAChIzG4uVffWlrU7b8Lp6h64lDyovuOrmu7McNBZ5XM%2FlZI9F45fMdfdc829Z37WgsXpbJz5JAxEqv%2FnC04YZ1u5%2FpC0cbpbekCxEr%2FWLJpPuFjv6r%2F97a%2B4m%2BcHR2Kj%2FW0PX4qrKiu0%2BvL%2F9unc%2B9NkMTIYiIhVQ8tbfns%2Ffu7viB9I7puGh%2B7UePryn9hfQOzLzdw8Fjfvzmzhekd4yn1OXYc%2F1Ri%2BZI74C6CFiAkPt3d3z3ib09n5feMRmryorueefsqi9WepzbZvJzI4mk7%2BnWnk8%2Fsbfnc9FE0juTn51pRKz0ImJhsixN03cMjp64tmfoXVsGRk7vCUXnjffXOQwjOLfI%2B%2Fyy0sIHDq0ourPAbuue6a2YWUQspOLP29t%2B9XxH3zXSO6bKZZrDXzlywWJOk%2BafpGXZPvfC5r5wIlEovWU83zlmSSU%2F5%2BJACFiAgGA8UfKVl7Y0RxJJn%2FSWgyl1OZouWVB39SK%2F7wnJHYORWN1fdrT9YkPf8Dsld6QbESu9iFiYitFYvKw7GFk4FI1XJyzL7rGZgyUuR1OF27Hd0PWE9D7MLCIWJitpWbZfbmh6aMvAyOnSW6ZqVVnRPR9Y2nCB9A7MvN9sarpvfe%2FwOdI7xnPNssZzlpcW%2Fk16B9SUtc9uA9nsH%2B19H1Y9Xh1V6f%2FDFw9fsFw6XmmaphU77a3XLGs8%2B70LZ13pMIyg9J50%2BWdH%2Fwf%2BtL31N7zSOj1KXI7mT6ycc2Kpy9EkvSVdHmnu%2BspDTV3fkN6Ry3x2W%2B%2BcIu8Lh5QX%2FfXwiuI%2FLSkpeKTK49xCvMpPS0oKHr16aeO5NkOPSG9Jh3jScv5mU9N9m%2FtHzpDekmsMXY9ftbT%2Bwhqva6P0lqla2zt0vqoRA5m1sLjgSekNB7JnOLhaegPURcACZljSsmz%2FaO%2F7sPSOAzF0PX7R%2FNqPvm%2FRrMudpjEqvWdfq6v8t37m0HlH%2B532Fukt6ULESi8iFoDpImJhslymOfzh5bPXFDpsndJbpurOnW03hhPJAukdmFkq%2FAb1gTQRsHAQBCxghq3tHTp%2FMBKrld4xHruhh69e2nCeypd61npd6z976LzV1V7XJukt6ULESi8iFoDpImJhsvxOe8s1yxrPztYT4oORWN0Dezr%2BV3oHZlalx7nN77Tvld4xnuaR4BFJyzKld0BNBCxghj3f3q%2FkhZ%2BmrkevXtp47rLSwgelt0ykyGHv%2BOTKuSfU%2BlzrpLekCxErvYhYAKaLiIXJaijwvHrZolmXSe%2BYqufa%2Bj7SNBw8SnoHZtZCv0%2FJxwgjiaSvIxBZJr0DaiJgATOoPxxt2DE4epL0jv3pmmZdvnjWZYtLCh6T3jJZXrvZ9%2FEVc08hYuFAiFgApouIhclaVV509yl15T%2BS3jEVlqYZd2xvvSlpWTbpLZg5i%2FwFyj5GuGckwGOEGBcBC5hBL3cNXK5inDijofJbh5YX%2F0V6R6qIWJgIEQvAdBGxMFnnzKm6bl6R9znpHVPRHggvV%2FmOVqTfIr%2FvSVXfhM09WDgQAhYwg17rHrxEesP%2B5hf7njmrsfLr0jumKlcj1h3bWm8iYqUHEQvAdOVqxNrSP%2FJ26S25xND1%2BJVLGi7O1kvdH2rquj4QS5RK78DM8NltPareKcubCHEgBCxghnQGw0u6gpFF0jv25TCNwHsX1r1f17Sk9JbpyMWI9WJn%2F1VErPQhYgGYrlyNWDsGAydIb8klhQ5b55VLGi42dD0uvSVVwXjC%2F1BTJz%2Bv5JGGAs%2FL0hvG0x2MLAzFE8XSO6AeAhYwQ9b2DJ8vvWF%2FZzVUfiNXvqEnYmEiRCwA05VrESuWtFw3bWq6tycUnSe9JZfMK%2FI%2Bd%2Fbsqi9K75iK5zv6r2kPhLlAO0%2FMLvS8JL1hPJam6U0jwSOld0A9BCxghmzsH36H9IZ9lboce06qK%2FuJ9I50ImJhIkQsANOVaxErGE%2F4b9ncfFfCshzSW3LJqbPKf7CyrOhe6R2pSlqWefeu9p9I78DMaFQ0YGmaprWNhldJb4B6CFjADAjFE8UtI6HDpXfs68yGym%2Bauh6V3pFuRCxMhIgFYLpyLWK1joZWPd7SfZ30jlzzvkV1V5S7nTukd6Rq28DoKet7h8%2BV3oHMq%2Fa6NrtMY0R6x3g6AuGl0hugHgIWMAO2D46elLQsU3rHmGKnve2IyuLbpHdkChELEyFiAZiuXItYj7f0XDcYidVK78glLtMc%2FuDShgschhGU3pKqe3a3%2FzCetJzSO5BZuqYl6ws8r0rvGA%2BPsmI8BCxgBmwfDJwkvWFfx1aX%2FMbU9Zj0jkwiYmEiRCwA05VLESuWTLqf2NvzeekduabG69pw0fzaj0rvSFVvKDr36daeT0nvQOapeg9WZzCy2KJXYD%2F8AwHMgD3DgaOlN4zRNc1aXVXyO%2BkdM4GIhYkQsQBMVy5FrJc6%2B98fSSR90jtyzeoq%2F%2B9WlRfdLb0jVY%2B1dH9pOBqvkt6BzFL1HqxYMunuC0VnS%2B%2BAWghYQIbFkparbTS8UnrHmNlF3n%2F6nfYW6R0zhYiFiRCxAExXrkSsSCLpW983fI70jlx0yfy6awodtk7pHamIJJK%2BR5u7viK9A5ml6gksTeMxQvw3AhaQYW2joZUJy7JL7xizorTwfukNM42IhYkQsQBMV65ErE19w2ukN%2BQir93se%2B%2FCWVdK70jVCx39H%2BwLcwoml%2Fnstp5Sl2OP9I7xdAS5yB3%2FiYAFZFh7ILxcesO%2BFvl9T0hvkEDEwkSIWACmKxci1q6hwNukN%2BSqJSUFj7ytpvRX0jtSkbAs%2B0NNXddL70BmzS70vCi9YTy8iRD7I2ABGabS7xy4THO41udeL71DChELEyFiAZiubI9YA5HYrHAiUSi9I1edP7f6M%2BVu5w7pHal4tWvgPYSE3Fbnc6%2BV3jCeDh4hxH4IWECGdQYiS6Q3jJlV4H5D17Sk9A5JRCxMhIgFYLqyPmKFY7OkN%2BQqh2EEr1g8672Grselt0yWpWnGA02d35Legcyp9ro2SW8YT1cosjBpWab0DqiDgAVkWG84Mkd6w5gar3Oj9AYVELEwkX0ilpJ3QkwFEQuYWdkcsULxRLH0hlzWUOB55e31Ff8rvSMV63uHz20eCR4pvQOZUe1xKhmw4knL2ROKzpPeAXUQsIAMsjRNH4io87uY2XZkPZOIWJjIvyLWSUQsAFOVtRFL1y3pCbnuzIaKbzYUeF6V3pGKv%2B3pzKrohsnzuxwtTtMYld4xHh4jxL4IWEAGjUTjlfGk5ZTeMabYaW%2BV3qASIhYmQsQCMF3ZGLHcpjEkvSHXGboev3zxrPfaDSMkvWWytg2MnrJ9cPRk6R1IP13TrCqPa4v0jvF0BMPKXMcCeQQsIIOGo7Fq6Q378tpsfdIbVEPEwkSIWACmK9silt%2FlaJHekA8q3M7tZzRUZNXdUpzCyl3VXjUfI%2BwPxxqlN0AdBCwggwKxRIn0hn25bMaI9AYVEbEwESIWgOnKlohV4nI0u0x%2BvTBTTp1V%2FoMqj2uz9I7JahoOHrW5f%2BRM6R1Iv2qPmhe590eiDdIboA4CFpBBwbhaAcvU9Zj0BlURsTARIhaA6cqGiDW3yPsP6Q35xNT12CULaq%2FRNS1r7h17rKX7C9IbkH6qvomwP0zAwr8RsIAMCicSBdIb9sVraA%2BOiIWJELEATJfqEWt5acGD0hvyzdwi7%2FOrq0p%2BK71jsnYNBY7bNRR4m%2FQOpJeqAWsgEpvFr2MxhoAFZJBKF7hrmqbFkpZbeoPqiFiYCBELwHSpGrFcpjm8rLTwAekd%2Bei8udWf89ltPdI7Juuxlu4vSm9Aevmd9hYVHx%2BOJy3ncDRWJb0DaiBgARmUsCyH9IZ9BeMJv%2FSGbEDEwkSIWACmS8WIdUy1%2FxaHYQSld%2BQjj83sP39u9Wekd0zW5v6RM1tHQ6ukdyC9qrxq3sfWH47xGCE0TSNgARml2iN7Q5FYjfSGbEHEwkSIWACmS6WI5TCNwKmzKr4vvSOfHVnp%2F%2BOCYt%2FT0jsmi1NYuafE6WiS3jCeAS5yx78QsIAMMnQ9Lr1hX33h6GzpDdmEiIWJELEATJcqEeuM%2BopvFTpsnZIboGnvXlD7Yel%2FFiZrbc%2FQBd2hyALpHUifEpe9WXrDeDiBhTEELCCDbLoeld6wr85gZLH0hmxDxMJEiFgApks6YjUUeF45dVb5DyU%2BG%2F%2Bpwu3cfvqsiu9K75gMS9OMJ1p6Pi%2B9A%2BlT4nK0SG8YD28ixBgCFpBBNsNQ6nfQWkdDh0hvyEZELEyEiAVguqQils9u671qSf1Fqp0az2en11d8p8zl2C29YzJe6Rp430AkNkt6B9KjxKnoCawIJ7DwFgIWkEEu0xiW3rCvvnC0cSgaq5bekY2IWJgIEQvAdM10xHKYRuCaZY1nl7gcSn7Tmq9shh45e05VVtwvlbAs%2B99bez4lvQPp4ecEFhRHwAIyyGs3%2B6Q37G%2FHYOAk6Q3ZioiFiRCxAEzXkpKCRz%2B0bPY7M%2F02QJdpjHx42ew1sws9L2byczA1h5YX%2F2V2oecl6R2T8WLnwJXRRNIrvQPTp%2BwJLAIW%2FoWABWSQ125TLmBt7Bt%2Bh%2FSGbDYWsep87rXSW9KFiJVeRCwA07XI73vik6vmHl%2FstLdm4uuXuhx7PnXIvLfNL%2FY%2Bm4mvj%2FQ4b071Z6U3TEYonih6qWvgcukdmD63zRxymaZST5BomqaFE8mCcCJZIL0D8ghYQAap%2BDafjX0ja2JJyyW9I5t57WbftSvmnErEwoEQsQBMV32B%2B%2FUvHLZg1aryorvT%2BXUPryj%2B03WHzT%2B01utan86vi%2FSbU%2BR9Id3%2F%2F8%2BU59p6Pya9Aemh6psIA7F4qfQGyCNgARnks9t6Mv0IQKrCiUTh%2Bt6hc6V3ZDsiFiaSqxHrwabOb0rvAPKF1272fWBJw7s%2BvHz2mhqva8N0vladz%2F3mx1bMOf2KxfWXum3mYJomIsPOnV39eVPXY9I7JtIZjCzeOjB6mvQOTJ%2BqbyIMxBIELBCwgEzzu%2BzK%2FSTwj%2Fa%2BD0tvyAVELEwkFyPWo83dX36spTsrLhcGcsXSkoKHv3D4gpUfXj57zcqyonvthh6ezI%2BzG0bokPKiv350xey3X3fY%2FEMX%2BX1PZHor0qvM7dh1XE3pL6R3TMYzbb0fl96A6fM71fveRdM0LRDnBBY0zSY9AMh15W7nrq5gZJH0jn3tHAoc3zISOry%2BwP2a9JZsNxaxfrZ%2B95Oto6FV0nvS4cXO%2Fqs0TdMuXVj3QV3TLOk92W4sYt2wbvff%2B8LR2dJ70uGBPZ3fLnM5dh9WUfxn6S1AvtA1zVpaUvDw0pKCh6PJpGf3UPDYlpHgYT2h6LzRWLwilky67IYRLnDYusrdzp31Pvdrc4q8L0w2dkFdZzVWfuPlroHLQ%2FFEsfSWg9nUN3xWbzg6p8zl2C29BVOnbMDiBBY0AhaQcVUe5%2BaNfdoa6R37e7i562sfWtb4TukduYCIhYnkYsS6fXvrzfUF7tfL3c4d0luAfOMwjOAiv%2B8JTlTlB4%2FN7D%2BjvuLb9%2B7u%2BIH0loOxNM14rq33Y%2BfPrfm09BZMnYovodI0AhbewiOEQIZVe12bpDeMZ2Pf8Dt2DAZOkN6RK3icEBPJtccJo4mk9%2FZtrTdL7wCAfHBCbdnPsuHnjxc7B66MJpJe6R2YOq%2FdVDNg8QghNAIWkHEqv%2BXnrp1tNyYsyy69I1cQsTCREpej%2BZOr5p6YDd%2BETMbOocDxb%2FYMXSi9AwBync3QI2c2VCr%2FJthQPFH0ctfAZdI7MHVem9kvvWE8wViiRHoD5BGwgAyr8bo22A0jJL1jPO2B8LLHmru%2FJL0jlxCxMBG%2F096SSxHr4eaur0lvAIB8cGRl8W3ZcL%2FUCx39V0tvwNR57DYlA1YgxgksELCAjDN0PV5f4H5deseBPNrS%2FeVdQ4HjpHfkEiIWJpJLEasjEF66bWD0FOkdAJDrDF2Pn15f8R3pHRNpHQ2tah0NHSK9A1Pjtan6CCF3YIGABcyI2YWeF6U3HEjSssybNzffNRCJ1UtvySVELEwklyLWq90D75HeAAD54Kgq%2F%2B9LXI5m6R0TebGz%2F0rpDZgar13NRwi5xB2aRsACZsSCYt%2FT0hsOZiQar%2FzFhj0PB%2BM8W55ORCxMJFci1qb%2BkbOkNwBAPjB1PXb6rPLvSu%2BYyKtdg5fGk5ZTegdSZzeMkN3Qw9I79scjhNA0AhYwI%2BYVe58zdT0qveNgOgLhpTeu3%2F1YKJ4olt6SS4hYmEguRKyRaLyyJxSZL70DAPLB0dUlvy122luldxxMMJ4oWd83dI70DkyN125T7jFCHiGEphGwgBnhMIzgnCLvP6V3TKRlJHT4z9bvfoKIlV5ELEwkFyJWRyCyVHoDAOQDU9ejp82q%2BJ70jom82DnAY4RZyqPgmwjD8USB9AbII2ABM2R5aeHfpDdMBhErM4hYmEi2R6yBSHSW9AYAyBfHVpfcVOSwt0vvOJit%2FSOnDUZiddI7kDoV78GyNM1IWpYpvQOyCFjADFlVVniP9IbJImJlBhELE8nmiBWKJ4ukNwBAvrAZeuTUWeU%2FkN5xMJamGS91DlwhvQOpc9vMAekN44lb3KuW7whYwAwpcTma6wvcr0vvmCwiVmYQsTCRbI1Yuq5Z0hsAIJ%2B8rabk14UOW6f0joN5qav%2FCn59kH1suqHk3b28GAAELGAGHV7hv116QyqIWJlBxMJEsjFiuUxzSHoDAOQTu2GETqgtu1F6x8H0hqJzdw0FjpPegdSYhpovnyJggYAFzKAjK4tvM3U9Jr0jFUSszCBiYSLZFrH8Tvte6Q0AkG%2BOrS75td3Qw9I7DuaN7sGLpTcgNTZdj0hvGE88mSRg5TkCFjCDfHZbz9LSgoeld6SKiJUZRCxMJJsiVo3XtVF6AwDkG5%2Fd1ntYRfGfpHcczJs9Q%2B%2Fi8u3sYlP1BBZ3YOU9AhYww95WXfpr6Q1TQcTKDCIWJpINEavIYe8oczt2Se8AgHx0Um35DdIbDmYkFq%2FYMRg4UXoHJs%2FUFQ1YPEKY9whYwAxbXFLwaKXHuU16x1QQsTKDiIWJqB6xlpUWPCi9AQDyVa3PtW5%2BsfdZ6R0H80YPjxFmE2VPYBGw8h4BC5hhuqZZJ9SW%2FUx6x1QRsTIjhyPWzUSs9FA5YmXbCyoAINecUFv2U%2BkNB7O2d%2Bj8pGXZpHdgctQ9gcUdWPmOgAUIWF3lv9Vnt%2FVI75gqIlZm5GjEupKIlT4qRqxs%2BJ1%2FAMh1K0oL7y9xOZqldxxIIJYo3TYweor0DkyOsiewuAMr7xGwAAEOwwieMqv8R9I7poOIlRlELExEtYi1pqHq69IbACDfGbqeOKGm9EbpHQfzOo8RZg2bYSj6FkICVr4jYAFCjq8p%2FbnXbvZJ75gOIlZmELEwEVUi1kK%2F78kVZYX3SW4AALzlmOqSmx2mEZDecSDreofPS1iWQ3oHJqbuI4QErHxHwAKEOE1j9O31Ff8rvWO6iFiZQcTCRKQjlss0hy9dUPdBic8GAPw3t80cPKrS%2FwfpHQcSiieKt%2FSPnCa9AxMzdC0hveEALOkBkEXAAgSdUFt2Y5nLsVt6x3QRsTKDiIWJSEUsXdOsyxbNurzU5Wiayc8FABzccTWlv5TecDBre4cukN6AiSWSap6UU%2FVuLswcAhYgyNT16Dlzqq%2BT3pEORKzMIGJhIhIR67y51Z%2Fl0UEAUE%2BN17Whzud%2BU3rHgWzqHzmLn%2F%2FVF1f0UU9T12PSGyCLgAUIO6S86K6Fft%2BT0jvSgYiVGUQsTORfEeuECrdze6Y%2F69w51Z8%2Fua78x5n%2BHADA1Kyu8v9OesOBjETjlS0jwcOld%2BDgVD2BZRCw8h4BC1DAu%2BfXfsRm6Eq%2B7SNVRKzMIGJhIn6nfe9nDpl3zPxi3zOZ%2BPp2wwhdsbj%2BPafOKv9%2BJr4%2BACA9jqjw367qJdyapmkb%2B0beIb0BB6fsCSyDgJXvCFiAAsrdzh1vr6%2F4tvSOdCFiZQYRCxN565%2BR2aeuaaz8WjqP2df53G%2F%2Bz6Hzjjy8oviOdH1NAEBmeO1m37LSwoekdxzIpv7hNdIbcHCqnsAydY2AlecIWIAi3l5f8Z36Avdr0jvShYiVGV672ffxlXNOIWLhQAxdT5zZUPmNLx6%2BYMXy0sIHpvO1Chy2rgvn1V77uUPnHVnjdW1M10YAQGap%2FBjh3pHQoUPRWLX0DhxY3Eo6pTeMhzuwQMACFGHoevzyRfXvtRtGSHpLuhCxMsNjM%2FuJWJhIpce59ZpljWd%2F4fAFK4%2BrKf2lz27rncyP0zXNmlPkfeHSBXUf%2FMZRixtPqC290dD1eKb3AgDSZ2lJwcMFdlu39I7xWJqmb%2Bob4RSWwuLKnsAiYOU73bIs6Q0A9vF8e9%2BH%2FryjTelXIKeqvsD92rUr5pzmtpmD0ltySTCeKPnput1PtY6GVklvSZejq0p%2Be%2BnCug%2FomsZPTmlmaZrRMhI8rGk4uLozGFk8GInVRpNJr6Hrca%2FN7CtzO3bXed1r5xV7n%2FPZbT3SewEA03PPrvYfP93a%2BynpHeNZUVZ439VLG8%2BT3oHx3bZt760vdQ5cIb1jf187cuGCcrdzh%2FQOyCFgAQr63ZaW21%2FrHrxUekc6EbEyg4gFAADG0x4IL%2F%2Ff17avl94xHqdpjH7vmKVlufISo1yj6vci1x%2B1aHapy9EkvQNyeIQQUNClC%2Bqurva6NknvSCceJ8wMHicEAADjqfG6NtT53G9K7xhPJJH07RgaPUF6B8aXUPUthDxCmPcIWICCHKYRuHppw3leu9knvSWdiFiZQcQCAADjWV3l%2F730hgPZ2j96uvQGjC%2BWtNzSG8ZjGgSsfEfAAhRV7nbuuHpp43mmrkelt6QTESsziFgAAGB%2FK8uK7pHecCDbB0dPkt6A8QVi8VLpDeOx5dj3RUgdAQtQ2Nwi7z%2Feu7Duqly7C4iIlRlELAAAsC%2B%2F0763vsD9mvSO8bSOhlYF4wm%2F9A78t9FYQrmApWua5TSNEekdkEXAAhR3RKX%2Ftgvm1XxSeke6EbEyg4gFAAD2taqs6G7pDeOxNM3YORg4XnoH%2FlswHi%2BR3rA%2Fp2mOGLqekN4BWQQsIAucWFv203fOrvqy9I50I2JlBhELAACMOaRczYClaTxGqCJL0%2FRQPFksvWN%2FXrvZL70B8ghYQJZ4e33Ft89oqPiW9I50I2JlBhELAABo2lv3qqr6dusdBCzlhOOJoqRlmdI79ue2mQPSGyCPgAVkkXc0Vn2FiIXJImIBAABN07RVil7m3h4ILx%2BNxcukd%2BDfAgref6VpmuYhYEEjYAFZh4iFVBCxAADAyrJCJQOWpWn6zsHACdI78G8BBe%2B%2F0jRN89gJWCBgAVmJiIVUELEAAMhvdT732jKXY7f0jvFwD5ZagrGEmgGLE1jQCFhA1iJiIRVELAAA8tvKsqJ7pTeMZ%2FtggIClkECcRwihLgIWkMWIWEgFEQsAgPy1StG3EXYFw4v5NZ86ApzAgsIIWECWI2IhFUQsAADyU2Oh52WPzeyX3rE%2FS9P0ppHgkdI78JaRWKxSesN4CFjQNAIWkBOIWEgFEQsAgPyja1pyod%2F3tPSO8TQPhwhYiugPxxqkN4yHS9yhaQQsIGcQsZAKIhYAAPlnkb%2FgCekN42nmBJYyBiLReukN43FzAgsaAQvIKUQspIKIBQBAflno9z0pvWE8PEKoDlVPYHlttj7pDZBHwAJyDBELqSBiAQCQP8pcjt1lLsdu6R37G4nGK%2FvDUSXDST6xNM0YjMRqpXeMx%2B%2B0t0pvgDwCFpCDiFhIBRELAID8oepjhE0jwaOkN%2BS7oUisJmFZdukd%2BzN1Pepz2Lqld0AeAQvIUUQspIKIBQBAflD1MUIucpfXH4kpef%2BV32lv1TXNkt4BeQQsIIcRsZAKIhYAALlvod%2F3tK5pSekd%2B%2BMEljxVH%2BP0u%2Bx7pTdADQQsIMcRsZAKIhYAALnNYzP76ws8r0vv2N%2FekdChScsypXfkswFFT2AVOx0ELGiaRsAC8gIRC6kgYgEAkNsW%2BX3K3YMVTSY93aHoAukd%2BUzZE1hOTmDhLQQsIE8QsZAKIhYAALlrod%2F3lPSG8XQEwsukN%2BQzVU9gEbAwhoAF5BEiFlJBxAIAIDc1FHheUfEerHYClqiuYETJE3AELIwhYAF5hoiFVBCxAADIPU7TGK32ujZJ79hfeyC8XHpDvoolLVdvKDJXesd4%2FNyBhX8hYAF5iIiFVBCxAADIPbMLPS9Jb9gfJ7DkdAXDiyxF%2B4DfZW%2BR3gA1KPkPKIDMI2IhFUQsAAByS6OCAas3FJkbSybd0jvyUUcwslR6w3gcphHw2MwB6R1QAwELyGNELKSCiAUAQO5oLPC8LL1hf5amGR2ByBLpHfmoMxBW8u87919hXwQsIM8RsZCKfSLWm9Jb0oWIBQDIR1Ve12a3zRyS3rG%2FjiCPEUroCIaVPIFV6nI0SW%2BAOghYAIhYSMm%2FItapRCwAALKXrmlWfYH7Vekd%2B%2BMeLBkdATUDVpXHuUV6A9RBwAKgaRoRC6khYgEAkP0UvcidNxHOsFgy6e4NRedI7xhPpcdFwML%2FR8AC8P8RsZAKIhYAANlNxXuweoKR%2BdIb8k1XMKLsGwg5gYV9KfkPKQA5RCykgogFAED2UvFNhP2RWH3SskzpHflE1ccHNU3Tqr2uzdIboA4CFoD%2FQsRCKohYAABkJ5%2Fd1lvicjRL79hX0rJsA5FYvfSOfNIRjCgZsArstm6PzeyX3gF1ELAAjIuIhVTkcMS6iYgFAMhl1R7nJukN%2B1P1PqZc1TQcPFJ6w3iqvDw%2BiP9EwAJwQEQspCJHI9ZV9%2B%2Fu%2BK70DgAAMqXa61IvYIWjc6U35AtL04yWkeAR0jvGwwXu2B8BC8BBEbGQilyMWE%2Fu7fnc692D75beAQBAJigZsEIRTmDNkI5AeEk4kSyQ3jEeLnDH%2FghYACZExEIqcjFi%2FWl7268HI7E66R0AAKRbtUfBgBXmEcKZ0jQcXC294UCqOIGF%2FRCwAEzKOxqrvnJmQ%2BU3pXekGxErM3ItYoUTicK%2F7mr%2FifQOAADSrcrj3KJrmiW9Y199BKwZs0fpgMUJLPwnAhaASVvTWPlVIhYmK9ci1tqeoQuaR9S85BQAgKlymEZAtTcRcon7zGkeCR4lvWE8LtMYKXbaW6V3QC0ELAApyfGI9SQRK71yLWI9sbfnc9IbAABIN9XuwQrGE35%2BTZZ54USyoCMQXiK9Yzxc4I7xELAApCyHI9ZhRKz0y6WItb53%2BJzRWLxcegcAAOlU5XEqFbA0TdMGuHsy45qHg0daijaBOp9rnfQGqEfJf1gBqI%2BIhVTkSsRKWpZtfe%2FwOdI7AABIJ9VOYGmapo1E41XSG3Jd04i69181FHhekd4A9RCwAEwZEQupyJWItXVg9FTpDQAApJOKbyIcjsYIWBnWNKzm%2FVeapmkNBZ5XpTdAPQQsANNCxEIqciFitYwGD5feAABAOpW7HTulN%2BxvmBNYGWVpmr5nOHi09I7xOAwjWO11bpTeAfUQsABMGxELqcj2iNUfjjUmLcsmvQMAgHRx28whl2kOS%2B%2FYFwErs9pGQytHY%2FEy6R3jqStwv2noekJ6B9RDwAKQFkQspCKbI1bSssxAPFEivQMAgHQqcdmbpTfsaygaq5bekMu2DoyeJr3hQBoL3Nx%2FhXERsACkDRELqcjmiBVPWi7pDQAApFOJy9EivWFfnMDKrK0DI8oGLC5wx4EQsACkFRELqcjWiGUz9LD0BgAA0qnEqdYJLAJW5sSSlmvXUOA46R0HwgXuOBACFoC0I2IhFdkWsQxdT3htZr%2F0DgAA0smv3Aks3kKYKbuHAsfGFD1N7rWbfWVuxy7pHVATAQtARhCxkIpsilglLnuToetx6R0AAKST32lXKmCF4gl%2FwrIc0jtykeKPD3L6CgdEwAKQMUQspCJbIla9z%2FOa9AYAANKtxOVQ6hFCS9P00Vi8VHpHLlL5AncCFg6GgAUgo4hYSEU2RKxFft%2BT0hsAAEi3EsVOYGmapoXjyULpDbkmEEuUto6GVknvOJAG3kCIgyBgAcg4IhZSoXLEMnQ9vqKs8H7pHQAApFuR095u6npMese%2BwokEASvNtg2OnGIp3AEaCnkDIQ5M2X9wAeQWIhZSoWrEWlFWeL%2FPbuuR3gEAQLrpmpYsdtpbpXfsixNY6bdtYPRU6Q0HUuVxbimw27qld0BdBCwAM4aIhVSoGLFOm1X%2BPekNAABkimq%2FScMJrPSyNE3f2DeyRnrHgSwo9j0tvQFqI2ABmFFELKRCpYh1SHnRX7lYFACQy7x2s196w77CCU5gpVPTcHD1UDRWI73jQBb6fU9Jb4DaCFgAZhwRC6lQIWK5bebQBXNrPiX1%2BQAAzASPTbGAFecEVjqt7R06X3rDgeialpxf7HtGegfURsACIIKIhVRIR6xLFtRerdq9IAAApJvXbuuT3rAvTmCl17reofOkNxxInc%2B91mMzB6R3QG0ELABiiFhIhVTEOm1W%2BfcOLS%2B%2BcyY%2FEwAACV7FTmCFOIGVNm2j4ZW9oehc6R0HssDP%2FVeYGAELgCgiFlIxFrFm%2BdxvzMTnHVNdcvPZc6q%2FMBOfBQCANA93YOWstb1DF0hvOJiFxdx%2FhYkRsACII2IhFf%2BKWCcv9PuezOTnnDar%2FHuXLKi7Wtc0K5OfAwCAKlR7hDCaSHqlN%2BQKle%2B%2FMnU9Nq%2FI%2Bw%2FpHVAfAQuAEohYSIXbZg59dPnsM85sqPymoevxdH5tr93s%2B8DShgvOmVN9HfEKAJBPVHuEMGFZdukNuaA7FFnQEQgvld5xIA2FnlccphGQ3gH1EbAAKIOIhVQYup5Y01j51c8dOu%2BI%2BcXeZ9Px9Y6uKrnly0csXLKqrOiedGwEACCbqPYWwqRl2aQ35IK1PeqevtI0Hh%2FE5BGwACiFiIVU1fncaz%2Bxcu6J166Yc%2BqSkoJHdE1LpvLjHYYRPLa65KYvH7FgyXsW1n2gwG7rztRWAABUptojhJzASo91vcNKB6wFxVzgjsmhaANQzprGyq9qmqY90tz1Fekt6TQWsa5dMedUt80clN6Taxb6fU8t9PueGozE6tb2Dl2wuX%2FkjD3DwaND8UTR%2Fn9tsdPeOq%2FI%2B9yy0sKHlpUWPuAyjRGJzQAAqMSr2CXuSYvvV6erPxxtaBkJHi6940DshhGaU%2BR5UXoHsgP%2FQQCgJCIWpqrYaW89sbbshhNry27QNE0bjMRqh6KxmljScrtMY7jE5WhR7REJAABUYDP0sPSGfSV4hHDaXu4auMzSNF16x4HML%2FY%2BY%2Bp6VHoHsgP%2FQQCgLCIW0qHYaW8rdtrbpHcAAKA6m2IhIZHkEcLperlr4HLpDQezoqzwfukNyB7cgQVAadyJBQAAMDMMXY%2BnepdkJnGJ%2B%2FTsGgoc1xuKzpXecSC6plnLSwv%2FJr0D2YOABUB5%2F4pY35DekW5ELAAAoBrT0GPSG8YQsKbnpc6BK6Q3HExDoeeVIoe9Q3oHsgcBC0BWWNNY%2BTUiFgAAQGap9BhhwtJ4hHCKosmk582ewQuldxzMilIeH0RqCFgAsgYRCwAAILNshhGR3jDG0iy%2BX52itT1DF4QTyQLpHQfD%2FVdIFf9BAJBViFgAAACZo9Ib4UxdnccZs43qjw%2BWu507qjyuzdI7kF0IWACyDhELAAAgM2yGUgFLmS3ZZCASq98xOHqS9I6D4fQVpoKABSArEbEAAADST6VopNKF8tnk5c6ByyxN06V3HAz3X2EqCFgAshYRCwAAIL04gZXdLE3TX%2B7qv1x6x8H47LaeOUXef0rvQPYhYAHIakQsAACA9FEpGnEHVuq29o%2Bc3hOKzpPecTDLSwsf0DUtKb0D2YeABSDrEbEAAADSI2FZdukNY1Q6DZYt%2Ft7W%2BwnpDRPh%2FitMFQELQE4gYgEAAExfwrIc0hvGqHQaLBt0BSMLt%2FSPnCG942AcphFY5Pc9Ib0D2YmABSBnELEAAACmJ560nNIbxvAIYWqebeu9VvXL21eWFd1rN4yQ9A5kJwIWgJxCxAIAAJi6eFKdE1g8Qjh5oXii6OWuAaUvb9c0TTuyovg26Q3IXgQsADmHiAUAADA1Kj1CaDP0iPSGbPFiZ%2F9VkUTSJ73jYAodts6Fft%2BT0juQvQhYAHISEQsAACB1Kp3AcpnmsPSGbGBpmvFsW9%2FHpHdM5PCK4j8Zup6Q3oHsRcACkLOIWAAAAKlJWEllApbbZg5Jb8gGG3qH39kXjs6W3jGRIyv9f5TegOxGwAKQ04hYAAAAk6fUCSybQcCahGfaej8hvWEi1V7Xpjqf%2B03pHchuBCwAOY%2BIBQAAMLGkZZmWQt8jemzmoPQG1bUHwsu3D46eJL1jIkdweTvSQJn%2FOAFAJhGxAAAADi5uWU7pDftymTxCOJHHW7q%2FIL1hIrqmWUdU%2Bm%2BX3oHsR8ACkDeIWAAAAAcWT6oVsLgD6%2BC6gpGFr3cPXiy9YyLzin3P%2Bp32vdI7kP0IWADyChELAABgfMFYokR6w77cPEJ4UI%2B1dH9JpUc%2BD%2BTIymIub0daKP8POwCkGxELAADgvwXiccUCFpe4H0hvKDr3te7BS6V3TMRu6OFDyov%2BKr0DuYGABSAvEbEAAAD%2BEyewssejLV1fSlqWKb1jIstLi%2F7mMs1h6R3IDQQsAHmLiAUAAPBvgXiiVHrDGFPXYw7DCErvUFFfONr4Stfg%2B6R3TMax1SW%2Fkd6A3EHAApDXiFgAAABvCSh0AqvAYeuW3qCqx1u6v5i0LJv0jolUepxbF%2Fp9T0nvQO4gYAHIe0QsAAAATQsqdAdWkcPeLr1BRQORWP1LnQOXS%2B%2BYjONrSn8hvQG5hYAFABoRCwAAIBBT5xHCQoetQ3qDih5v6b4uYVkO6R0TcZhG4Kgq%2F%2B%2BldyC3ELAA4F%2BIWAAAIJ8F4uo8Qljk5ATW%2FgYjsdoXO%2FuvlN4xGUdW%2BG%2Fj8nakGwELAPZBxAIAAPkqGFPpEUJOYO3voaau6%2BNJyym9YzKOry39ufQG5B4CFgDsh4gFAADyUVChE1iFDjsBax%2FtgfDylzr73y%2B9YzLmFnn%2FUeN1bZDegdxDwAKAcRCxAABAvhmJxculN4wpcth4hHAf9%2B7q%2BKGVJd%2B%2Fn8DpK2RIVvwLAAASiFgAACBfWJqmD0ZiddI7xhQ5OYE1Zkv%2FyNu3DIycLr1jMgodts6VZUX3SO9AbiJgAcBBELEAAEA%2BGI7GqlS6X4m3EL7F0jTj3t0dP5DeMVnHVpfeZOp6THoHchMBCwAmsKax8mtnNVReL70j3YhYAABgzEA4Vi%2B9YYyh64lCh71LeocKXursf397ILxcesdkGLoeP7a65NfSO5C7CFgAMAlnNVZ%2BnYgFAAByVX8k2iC9YYzfad%2Bra1pSeoe0aCLpfXBP1zeld0zWirLC%2B4ud9jbpHchdBCwAmKRcj1jBeMIvvQUAAMhQ6QRWmduxS3qDCp7c2%2FM%2FQ9FYtfSOyTqlrvxH0huQ2whYAJCCXI5YN67f%2FQQRCwCA%2FKTSCaxyl3On9AZpQ9FY9ZOtPZ%2BV3jFZ84u9z84u9LwovQO5jYAFACkiYgEAgFzTzwkspTy4p%2Btb0UTSK71jsk6vr%2Fhf6Q3IfQQsAJgCIhYAAMglKp3AyveAtXsocOxLnf3vl94xWbN87jcW%2Bwsel96B3EfAAoApImIBAIBcodIdWOXu%2FH2EMGFZ9j%2FtaPu1pWm69JbJOr2%2B4jvSG5AfCFgAMA1ELAAAkO3CiWSBSj%2Fnl7kcu6U3SHlqb89nOgLhpdI7JqvS49y2qrzoHukdyA8ELACYJiIWAADIZn2h6BzpDWMKHLYup2mMSu%2BQ0BeOzn6kufur0jtScdqsiu%2FpmpaU3oH8QMACgDQgYgEAgGzVEVTnxE8%2BPz74lx1tv4glk27pHZPld9r3HlFZfJv0DuQPAhYApAkRCwAAZCOVHlkrd%2BXnBe5v9AxetLl%2F5AzpHak4ZVb5j0xdj0nvQP4gYAFAGhGxAABAtlHpBFalx7lFesNMC8UTRXfv7PiJ9I5U%2BOy23mOqS26S3oH8QsACgDQjYgEAgGyi0gmsWp97vfSGmfbAns5vD0Vj1dI7UnFibdkNDsMISu9AfiFgAUAGELEAAEA2iCWT7l6FLnGv9bryKmA1jwSP%2BEd734eld6TCZRojJ9SW3ii9A%2FmHgAUAGULEAgAAqusKRhZZinxf6LGZA8VOe6v0jpkST1rO27e13qLK3%2F%2FJOnlW%2BY%2FcNnNQegfyT1b9iwIA2YaIBQAAVNYRjCyR3jCmxuvaIL1hJj2wp%2FPb7YHwcukdqSiw27pPqSv%2FkfQO5CcCFgBkGBELAACoSq37r%2FLn8cEdg6MnPt3a8ynpHak6o6HiW07TGJXegfxEwAKAGUDEAgAAKlIpYNV48%2BMC93AiUfiHrXt%2Fn22PDpa6HHveVlP6a%2BkdyF9Z9S8MAGQzIhYAAFBNR1ClgJUfjxDeuaP9xoFIrF56R6re0Vj5VVPXo9I7kL8IWAAwg4hYAABAFaF4orhPkTcQ6ppm1eZBwHqzZ%2Bhdr3QNvE96R6pqva71h1f675DegfxGwAKAGUbEAgAAKmgaDh5laZouvUPTNK3U7djtMI2A9I5MGorGqv%2B8o%2FVX0jum4p2zq76oa1pSegfyGwELAAQQsQAAgLSmkeBR0hvG1Ps8r0tvyLTbt7X%2BNhBLlErvSNXcIu8%2FlpUWPiS9AyBgAYAQIhYAAJC0Zzi4WnrDmMZCz0vSGzLpufa%2Bj2zuHzlDesdUnDOn%2BjrpDYCmEbAAQBQRCwAASGkaVucE1uwcDlidwcji%2B3Z1%2FEB6x1QsLy3825xCzz%2BldwCaRsACAHFELAAAMNO6Q5EFwXiiRHqHpmmaqevRWT73G9I7MiGSSPpu3tR0dzSZ9EhvSZWuacmzZ1d9UXoHMIaABQAKIGIBAICZpNLpqzqfe63N0CPSOzLh9m2tN3cGI4uld0zF6qqS31V7XZukdwBjCFgAoAgiFgAAmClNCt1%2FlauPDz7T1vuJN3oGL5beMRVumzl49pyqL0jvAPZFwAIAhRCxAADATFDsAveXpTek2%2B7h4DH3Zum9V5qmae9orPxqgd3WLb0D2BcBCwAUQ8QCAACZFEsm3W2B8ArpHWNy7Q2EI7F4xW83N9%2BZsCy79JapqPW51h1XU%2FoL6R3A%2FghYAKAgIhYAAMiUlpHQ4UnLsknv0DRNK7Dbustcjt3SO9IlaVnmrZtb%2FjQYidVKb5mqi%2BbVfszQ9YT0DmB%2FBCwAUBQRCwAAZMK2gdFTpDeMybXHBx9s6vrW9sHRk6V3TNWRlf4%2Fzi3yPi%2B9AxgPAQsAFEbEAgAA6bZ1cPRU6Q1j5hV5n5PekC4b%2BobPfqKl%2B%2FPSO6bKZZrD586p%2Fpz0DuBACFgAoDgiFgAASJdwIlHYNBw8SnrHmIV%2B31PSG9KhJxSZ%2F4ete39vaZouvWWqzmqs%2FHqhw9YpvQM4EAIWAGQBIhYAAEiHHYOBE1W5%2F8prN%2Ftqfe610jumKxBLlP5iw56HQ%2FFEsfSWqarxujaeWFv6M%2BkdwMEQsAAgSxCxAADAdG0dUOfxwfnFvmd0TbOkd0xHPGk5f7Op6b6eUHSe9JbpuPCti9vj0juAgyFgAUAWIWIBAIDp2Dowcpr0hjELi7P%2F8cHbt%2B29ZddQ4G3SO6bj8IriP80v9j4rvQOYCAELALIMEQsAAEzFYCRW1xWMLJLeMWZBse9p6Q3T8VBT1%2FWvdg%2B%2BR3rHdDhNY%2FS8udWfld4BTAYBCwCyEBELAACkSqXHB4ud9rZKj3Ob9I6peqVr4H2PNHd9VXrHdJ07p%2FpzRQ57u%2FQOYDIIWACQpYhYAAAgFSo9PpjNp692DgWOv31b683SO6ZrQbHv6bfVlP5KegcwWQQsAMhiRCwAADAZlqbp2xQ6gbXQn533X3WHIgt%2Bs7Hp3oRlOaS3TIfTNEbfs7Duqmy%2FRB%2F5hYAFAFmOiAUAACbSOho6ZCQWr5DeMSYbT2AFYonSX27Y81AwniiR3jJd58yp%2Fnypy9EkvQNIBQELAHIAEQsAABzM2p6hC6Q3jKnxujb6nfa90jtSEU0kvb%2FauOeBnlB0nvSW6VpQ7Pv7cTWlv5TeAaSKgAUAOYKIBQAADmRt79D50hvGLCstfEB6QyriScv5601N9%2B8ZDh4tvWW6HKYR4NFBZCsCFgDkECIWAADYX2cwsrgrGFkkvWPM8iwKWEnLst2yufmubQOjp0hvSYdz33p0cI%2F0DmAqCFgAkGOIWAAAYF%2FrFDp95bPbehoLPS9L75gMS9OM32%2Fd%2B8cNfcPvlN6SDv96dPAX0juAqSJgAUAOImIBAIAxa3vUCVjLSgse0jUtKb1jIpam6Xdsa%2F3N692D75bekg48OohcQMACgBxFxAIAAH3haOPe0dCh0jvGZMv9V3fvbP%2B%2FFzv7r5LekS48OohcQMACgBxGxAIAIL%2Bp9PigzdAjS%2FwFj0nvmMiDTZ3ffKat9xPSO9JlfrHvGR4dRC4gYAFAjiNiAQCQv9b2DisTsBYU%2B%2F7uMI2A9I6DeXJvz%2Bcebe7%2BsvSOdPHYzIHLFs26nEcHkQsIWACQB4hYAADkn%2BFovGrPUOBo6R1jVH988Nm23mvv293xPekd6fSehXVX%2BZ32FukdQDoQsAAgTxCxAADIL%2Bt7h861FPqeb3lp4YPSG8ZjaZr%2Btz2d37lrZ%2FtPpbek0%2FE1pT9fWVZ0r%2FQOIF2U%2BY8ZACDziFgAAOSPl7sGLpPeMGZ2oeclFU8CJSzL%2Foete%2F%2FweEv3ddJb0qnO5157%2Ftyaz0jvANKJgAUAeYaIBQBA7usORRbsGQ4q8%2FjgYRXFf5besL9QPFH08%2FV7Hn21a%2BC90lvSyWkao1cuqb%2FYZugR6S1AOhGwACAPEbEAAMhtL3UOXCG9YYyuaclDyovulN6xr4FIrP7%2F1u56fvvg6MnSW9Lt4vm1H6lwO7dL7wDSjYAFAHmKiAUAQG6yNM14pWvgfdI7xswv9j1b5LB3SO8Y0zISOuyHb%2Bx8qT0QXia9Jd2OqvT%2F%2FshK%2Fx%2BldwCZQMACgDxGxAIAIPdsGxg9ZTASq5PeMUalxwc39A2%2F8yfrdj07FI1VS29Jt0qPc%2BvF82s%2FKr0DyBQCFgDkOSIWAAC55aXO%2FiukN4wxdT12SHnRX6V3aJqm%2Fb2195O%2F2dh0XzSR9EpvSTe7oYevXNzwbodpBKS3AJlCwAIAELEAAMgR4USicF3v8HnSO8Ys8vue8NjMfskNScuy%2FXlH2y%2Fv3tX%2Bf1aOfg983tyaz9T6XOukdwCZlJP%2F8gIAUkfEAgAg%2B73ePXRxLJl0S%2B8Yc3hF8Z8kPz8UTxT%2FYsOeh59v7%2FuQ5I5MWlVWdM%2FxNaW%2FkN4BZBoBCwDw%2FxGxAADIbi8r9Pig3TBCy8uK7pf6%2FJ5QZP4P39z50taB0dOkNmRalce1%2Bb2LZl0hvQOYCQQsAMB%2FIGIBAJCdekKR%2BbuHg8dI7xizrLTgQZdpjEh89raB0VN%2B8MbOl7uCkYUSnz8TPDZz4JpljedI%2FT0GZhoBCwDwX4hYAABkn%2Bfb%2B6%2BR3rCvY6pKbpH43Gfaej%2F%2B8w17Hs3ln%2B8NXU9cuaTh4nK3Y6f0FmCmELAAAOMiYgEAkD2iiaT3n539V0nvGFPicjQvKil4YiY%2FM560nLdva73lrzvbb0halm0mP3umnTen%2BrOL%2FL4Z%2FfsLSCNgAQAOiIgFAEB2eKlr4PJQPFEsvWPM6ir%2FrbqmJWfq8wYjsdqfrNv17Iud%2FVfO1GdKWV3l%2F91JdWU%2Fkd4BzDQCFgDgoM5qrPz6WY2VX5fekW5ELABArrA0TX%2B2rffj0jvG6JqWPLqq5NaZ%2BrxdQ4HjvvfGjtebhoNHzdRnSpld6Hnp3fPrcvaNisDBELAAABM6q6HyeiIWAABq2tI%2F8naVLitfVFLwhN9pb5mJz3qmrfcTN6zb%2FfRINF45E58nqdhpb%2Fvg0sbzbIYekd4CSCBgAQAmJZcj1s%2FW7X6SiAUAyFbPKHT6StM07Ziqkpsz%2FRnRRNL7uy0tt%2F91Z%2FtPcv2%2BK03TNLuhh69e2nhuocPWKb0FkELAAgBMWq5GrL2joUOJWACAbNQVjCzc0j9yhvSOMT67rWdFWeH9mfyMrmBk0fff2PnKa92Dl2byc1Ry6cJZH6gvcL8mvQOQRMACAKSEiAUAgDqebeu91tI0XXrHmKMq%2FX8wdT2Wqa%2F%2FWvfgpd97Y8drncHwkkx9hmpOnVX%2BgyMqim%2BX3gFII2ABAFJGxAIAQF4onih6uWvgcukd%2BzqmOjOPD8aSSfcd21tv%2Bt2WltujiaQ3E5%2BhomWlhQ%2BeM6f6OukdgAoIWACAKSFiAQAg68XO%2FqsiiaRPeseY%2BcW%2BZyo9zq3p%2FrqdwfCSH7yx85V%2FdvR%2FIN1fW2WzCz0vXrWk%2FiJd05LSWwAVELAAAFNGxAIAQEbCsux%2Fb%2B39hPSOfZ1UW3ZDur%2FmPzv6P%2FD913e%2B2h4IL0v311ZZpce59UPLZr%2FTbhgh6S2AKghYAIBpIWIBADDzXuocuGIgEquX3jGmzOXYvbys8G%2Fp%2BnrBeKLk5k3Nd9%2BxvfWmaDLpSdfXzQbFTnvbx1bMebvXbvZJbwFUQsACAEwbEQsAgJmTtCzb4y3dX5Desa8Tast%2Blq5H3bYOjJ727Ve3b1jbO3R%2BOr5eNnHbzMGPLJ99pt9pb5HeAqiGgAUASAsiFgAAM%2BOVrsH39YWjs6V3jHGZxsjR1f7fTvfrRJNJz5072m78%2Bfrdjw1FYzXp2JZN7IYevmZZ4zk1XtcG6S2AighYAIC0IWIBAJBZScsyH2vp%2BqL0jn2triq51WWaw9P5GnuGg0d%2F97Udbz7X3vdRS9P0dG3LFrqmJS9fXP%2BeeUXe56S3AKoiYAEA0oqIBQBA5rzWPXhpTyg6T3rHGF3TkifWlv10qj8%2Blky6793d8YMfv7nz%2Be5QZEE6t2WTi%2BfXfnRVWdE90jsAlRGwAABpR8QCACD9LE0zHmvp%2FpL0jn0tKy18sMzt2DWVH7trKHDc%2F762Y91Te3s%2Ba%2BXx96ZnNlR%2B8201pb%2BS3gGoLm%2F%2FIwEAyCwiFgAA6fV69%2BDFXcHIQukd%2BzqpruyGVH9MKJ4o%2BvP2tl%2F9ZO2uZ3tCkfmZ2JUtjq0uuWlNY%2BVXpXcA2YCABQDIGCIWAADpYWma%2Fmhz95eld%2Byr1udat6DY93QqP%2BbNnqELv%2FXq9i3Pd%2FRdk493Xe1rRVnhfRfPr%2F2w9A4gWxCwAAAZRcQCAGD61vYMvaszGF4ivWNfb6%2Bv%2BM5k%2F9reUHTuLzbseeSWzc13DkVj1ZnclQ1WlRXdc9WShosMXU9IbwGyBQELAJBxRCwAAKYuaVnmQ01dX5fesa9Kj3PbIeXFd03010WTSc%2BDTZ3f%2FPZr2zZu7h85Yya2qe7Q8uI7r1xSf7Gp6zHpLUA2IWABAGYEEQsAgKn5Z2f%2FB1Q7fXV6fcV3dE1LHuyveb178N3ffGXblkebu78cS1qumdqmssMriu%2B4YvGsSw1dj0tvAbKNblmW9AYAQB55uLnraw8r9rvI6TDL537j2pVzTvXYzAHpLQCA3BFOJAuuf2XrjpFovFJ6y5hSl2PP145cuOBAEaZpOHjUPbs7frR7KHDsTG9T2bHVJTe9e0HdhyYKfwDGxwksAMCM4iQWAACT90RL9%2BdVileapmmn1Zd%2Fb7x41ROKzvvt5pa%2F%2FPDNnS8Rr%2F7TyXVl%2F3fJgrqriVfA1HECCwAggpNYAAAc3GAkVnv9K9t2xJJJt%2FSWMcVOe9v1Ry2aY%2Bp6dOz%2FNhSN1Tza3P3lf3b0fyBhWXbJfSo6s6HyG2saK78mvQPIdjbpAQCA%2FHRWQ%2BX1mqZpuRaxxk5iEbEAANP1wJ7Ob6sUrzRN006dVf6DsXg1Eo1XPr63%2B7rn2%2Fs%2BxB1X%2F03XNOtd82o%2BcUJt2c%2BktwC5gBNYAABRnMQCAOC%2FtY6GVn3v9R2vWwpd%2B1Jgt3V%2FY%2FWixkAsUfLk3p7%2F%2BWdH%2FwejyaRHepeKDF2PX7Zo1uWHVxTfIb0FyBUELACAOCIWAAD%2F6Wfrdz%2B5bWD0FOkd%2B1pd5b%2FV0PXEy50DlyUsyyG9R1UO0whctaThoqUlBQ9LbwFyCQELAKAEIhYAAG%2FZ2De85lcbmx6U3oHU%2Bey2ng8vb1zTUOB5VXoLkGuUOY4KAMhvvJ0QAABNS1qWed%2Fuzu9L70DqylyO3Z85ZN4xxCsgMwhYAABlELEAAPnumbbeT3QGw0ukdyA1jYWelz9z6Lyjy92OndJbgFxFwAIAKIWIBQDIVwOR2KwHm7q%2BIb0DqVlVXnT3J1bOOanAbuuW3gLkMgIWAEA5RCwAQD66a2fbz6KJpFd6BybvlFnlP7xqScOFdsMISW8Bch0BCwCgJCIWACCfrO8dPmd97%2FA50jswOaaux96zsO4D582p%2Fh9d03gzGjADeAshAEBpvJ0QAJDrIomk71uvbts8EInNkt6CiXntZt8HljReML%2FY%2B6z0FiCfcAILAKC0sxoqr1%2FTWPk16R3pxkksAMCYh5o6v0G8yg5VHtfm%2Fzl0%2FpHEK2DmEbAAAMo7s6HyG0QsAEAuah0NHfJMW9%2FHpXdgYivKCu%2F7n0PnHVXmcuyW3gLkIwIWACArELEAALnG0jTjT9vbfp20LFN6Cw5M1zTrrMbKr39waeP5TtMYld4D5CsCFgAgaxCxAAC55Lm2vo80jwSPkN6BA3PbzKGrlzWee1ZD5fVc1g7I4hJ3AEDWeaS566sPNXVdL70j3bjYHQDyx0AkNuvbr27fGE4kCqW3YHw1XtfGDy5tOL%2Fc7dwhvQUAJ7AAAFmIk1gAgGxmaZr%2Bx617f0e8UtfhFcV%2F%2Buyh844iXgHqIGABALISEQsAkK3%2B3tr7ye2DoydL78B%2Fsxl65KL5tR%2B7YnH9pQ7DCErvAfBvPEIIAMhqPE4IAMgmHYHw0u%2B%2FseO1WNJySW%2FBfypzOXZftbThwlk%2B9xvSWwD8N05gAQCyGiexAADZImFZjt9v3Xsb8Uo9h5QX%2FfXzh80%2FlHgFqIuABQDIekQsAEA2eKip6%2FrW0dAq6R34N7thhC5ZUHfNVUsaLnTbzCHpPQAOjEcIAQA5g8cJAQCq2j0UOPb%2F1u56zuIQgTJqvK6NVy6pv7jK49osvQXAxAhYAICcQsQCAKgmnEgWfOe17ev6wtHZ0lugabqmWcfXlt147pzqz9kNPSy9B8DkUP8BADmFxwkBAKq5e2f7T4hXaih02Do%2FvHz2WRfOq%2Fk48QrILpzAAgDkJE5iAQBUsL53%2BNzfbGq6V3oHNG1lWdG9lyyovdpnt%2FVKbwGQOgIWACBnEbEAAJJ6w9E533t9x%2BuheKJYeks%2Bc9vMwQvn1Xz8yEr%2FH6W3AJg6AhYAIKcRsQAAEmJJy%2FWjN3e%2ByFsHZS0uKXjsPQvqrip22tuktwCYHgIWACDnEbEAADPttm17f%2FtS58D7pXfkK7fNHDp%2FbvVnjq4quUV6C4D0IGABAPICEQsAMFP%2B2dH%2FgTu2t94kvSNfLS8tfODdC2o%2FVOSwt0tvAZA%2BBCwAQN4gYgEAMq11NHTIj97c%2Bc9Y0nJJb8k3BXZb9wXzaj55eEXxn6S3AEg%2FAhYAIK8QsQAAmRKMJ%2Fzfe33H633h6GzpLflmdZX%2F1vPn1nzWYzP7pbcAyAwCFgAg7xCxAADpZmma%2FuuNTX%2Fb2Df8Dukt%2BaTc7dxxyYLaDy0o9j0tvQVAZhGwAAB5iYgFAEinx1q6v%2FTAns5vSe%2FIF3ZDD59eX%2FGd02ZVfM9m6BHpPQAyj4AFAMhbRCwAQDpsGxg99cb1ux%2BzNM2Q3pIPlpQUPHLR%2FNqPlbkcu6W3AJg5BCwAQF4jYgEApqMrGFn0wzd3vhiKJ4qlt%2BS6Mpdj9wXzaj61vLTwb9JbAMw8AhYAIO8RsQAAUzEai5f%2F4I2dL3Npe2Y5DCN4en3Fd06ZVf5Du6GHpfcAkEHAAgBAI2IBAFITS1qun67b9fSe4eDR0ltyla5p1uEVxXecPaf6C36nfa%2F0HgCyCFgAAPwLEQsAMBmWpum3bm758xs9gxdJb8lVc4u8z58%2Ft%2FrTDQWeV6W3AFADAQsAgH0QsQAAE3lgT%2Be3H2vp%2FqL0jlxU4XZuP3t21RdXlRfdLb0FgFoIWAAA7IeIBQA4kJc6B95%2F27a9v5XekWsKHLausxoqrz%2B2uuQmQ9fj0nsAqIeABQDAOIhYAID9bR8cPfnn6%2Fc8mrAsu%2FSWXOG2mUMn15X96OS68v9zmsao9B4A6iJgAQBwAEQsAMCYrmBk0Q%2Ff3PliKJ4olt6SCxyGETyhtvRnp9VXfN9jM%2Ful9wBQHwELAICDIGIBAIaj8aofv7nzhd5wdI70lmxnN%2FTwsdWlvzm9vuI7hQ5bp%2FQeANmDgAUAwAQeae76ykNNXd%2BQ3pFuRCwAmFgglij9ybpdz3YEwkult2SzsXB1Wn35d4sc9g7pPQCyDwELAIBJIGIBQP4JJxKFP123%2B%2BmWkdBh0luylcMwgm%2BrKfn1KbPKf1jksLdL7wGQvQhYAABMUq5GrDqf%2B82PrZh9us9u65XeAgCqiCaTnp%2Bv3%2FPYrqHA26S3ZCO3zRw6obb0ZyfWlt3Azy8A0oGABQBACnI1YlV5nFuuXTnnVH53HAA0LZ60nL%2Fe2PS3LQMjp0tvyTbFTnvbibVlN7ytpuTXLtMclt4DIHcQsAAASFGuRqwyl2P3tSvnnFLqcjRJbwEAKUnLst28ufmu9b3D50pvySbVXtemU%2BrKf3hEZfEdpq5HpfcAyD0ELAAApiBXI1ax09567Yo5p1Z6nNuktwDATLM0zfjDlpY%2FvNo9%2BB7pLdlA1zRrcUnBYyfVlf3fYn%2FB49J7AOQ2AhYAAFOUqxGrwG7r%2FtiKOafX%2BlzrpLcAwEz60%2FbW37zQ0f9B6R2qc5hG4MhK%2Fx9Pqi27odLj3Cq9B0B%2BIGABADANuRqxPDZz4CPLZ5%2FZWOh5WXoLAMyEe3Z1%2FOjp1p5PS%2B9QWYXbuf342tKfH1Xp%2F73bZg5J7wGQXwhYAABMU65GLKdpjF6zrPHsBcW%2Bv0tvAYBMSVqW7U%2Fb2371Ymf%2FVdJbVGTqemxFWeH9x1aX%2Fmah3%2Fekrml8AwlABAELAIA0yNWIZTf08AeWNl6wtKTgYektAJBu4USy4JZNzX%2FlbYP%2Frdzt2HlMdenNq6v8txbYbd3SewCAgAUAQJrkasQydT323oV1Vx5R6b9NegsApMtgJFb3yw17HmoLhFdIb1GF0zRGDykvuuvoqpJb5xZ5%2FyG9BwD2RcACACCNcjViaZqmndlQ%2BY01jZVfk94BANPVNhpe%2BcuNex4ajMRqpbdI0zUtucDv%2B%2FsRFf7bDi0vusthGgHpTQAwHgIWAABplssR64iK4tvfu2jWlaauR6W3AMBUbBkYOf2WTc1%2FDSeSBdJbJNX53GuPqCi%2B%2FfDK4juKHPZ26T0AMBECFgAAGZDLEWtukfcfVy9tPM9rN%2FuktwBAKl7s7L%2FyT9vbfp20LJv0FglVHtfmwyqK%2FnJoefFfKj3ObdJ7ACAVBCwAADIklyNWudu54yPLG9eUu507pLcAwGQ8sKfzW4%2B1dH9JesdMq%2FW51q0sK7p3VVnR3TVe10bpPQAwVQQsAAAyKJcjltdu9l29tPE8LvoFoLJoMum5Y1vrza91D14ivWUmGLqemFPoeWFFWeH9K8uK7i11OfZIbwKAdCBgAQCQYbkcsUxdj753Yd1VvKEQgIp6w9E5N21sujfX3zTotpmDS0oKHl1WWvjg0pKCRzw2s196EwCkGwELAIAZkMsRS9M07ayGyuvPbKy8Xtc0fmEBQAmb%2B0fO%2FN2WltuD8YRfeku66ZqWbCj0vLrYX%2FDYkpKCRxsK3K8Yup6Q3gUAmUTAAgBghuR6xFpeWvjAZYtmXea2mYPSWwDkL0vT9Eebu77ycFPX1yxNM6T3pEulx7l1YbHvqQV%2B39MLin3PcMoKQL4hYAEAMINyPWKVuRy7P7C04YI6n3ut9BYA%2BScUTxT9fuve2zb2Db9Deku6eO1m37Ur5pxW53O%2FKb0FACQRsAAAmGG5HrHshh6%2BaH7tR4%2BuKvmt9BYA%2BaM9EF5206bme3pCkfnSW9LFYRqBT6ycc1JDgedV6S0AII2ABQCAgFyPWJqmaUdXlfz2ovm1H7Ubelh6C4Dc9kbP4MW3bWu9JZpIeqW3pIuh64lrljWevbSk4GHpLQCgAgIWAABC8iFi1fncb35wacMFvMYdQCbEk5bzvt0d33umrfcT0lvS7V3zaj55Ym3ZDdI7AEAVBCwAAATlQ8Ty2MyByxbNumxZaeGD0lsA5I6OQHjp77a03NEWCK%2BQ3pJux1SX3HzpgroPSu8AAJUQsAAAEJYPEUvXNOv0%2BorvrGms%2FJqh63HpPQCy27Ntvdfet7vj%2B7Gk5ZLekm6zCz0vfnLV3BNNXY9KbwEAlRCwAABQQD5ELE3TtMZCz8uXL5r1vnK3c4f0FgDZZyQar%2Fzjtr23bu4fOVN6SyYUOmydnz9s%2FqFFDnuH9BYAUA0BCwAAReRLxHIYRvC8udWfPa6m9JfSWwBkj419w2tu39b625FYvEJ6SyaYuh79xKq5J80p9PxTegsAqIiABQCAQvIlYmmapi0tKXj4PQtnXVXosHVKbwGgrlgy6b53V8cPn2vv%2B4j0lky6ZEHdNcdWl%2FxGegcAqIqABQCAYvIpYvnstt53L6i9ZlVZ0T3SWwCop200vPLWLS13dAbDS6S3ZNLxNaU%2Fv2h%2B7cekdwCAyghYAAAoKJ8ilqZp2lGV%2Ft9fOL%2Fm4y7THJbeAkBePGk5H23p%2BvITLT2fT1iWXXpPJi32Fzz%2B4eWNa3jBBQAcHAELAABF5VvEKnU5mt63aNbl84q8z0lvASBn11DgbXdsb72pKxhZJL0l02p9rnWfWjXvOJdpjEhvAQDVEbAAAFBYvkUsXdOSJ9SW3fiO2VVf5hs6IL%2BEE4nC%2B3Z3fu%2BF9r5rLE3TpfdkWrnbsfNTq%2BYdxz2AADA5BCwAABT3WEv3Fx%2FY0%2Flt6R0zqdhpb3vXvJqPczcWkB%2FW9w6fc%2BfOtp8PRmK10ltmQoXbuf3alXNO9Tvte6W3AEC2IGABAJAFnmrt%2Bcy9uzp%2BKL1jpi0vLXzgovm1H%2FM77S3SWwCk33A0XnXXzrafvdkz9C7pLTOl1uda97EVc04vsNu6pbcAQDYhYAEAkCWebeu99q6d7T%2BV3jHTHKYRWNNY%2BbWTastu4JJjIDdYmqa%2F1Nn%2F%2Fnt3dfwwGE%2F4pffMlNmFnhc%2Fsnz2WW6bOSi9BQCyDQELAIAs8nxH3zV%2F2d72y3y4H2Z%2FdT732ksW1F7TUOB5RXoLgKlrHgke%2Bded7TfsGQ6ult4ykxb6fU9es7TxXIdpBKS3AEA2ImABAJBlXuoceP%2Ft2%2FbebGmaIb1lpumaljyupvSXZ8%2Bp%2BqLLNIel9wCYvKForOb%2B3Z3ffbVr4L35FuFXlhXd%2B%2F7F9ZfYDD0ivQUAshUBCwCALPRmz9CFv9vSclvCshzSWyQUOmyd72is%2BsrR1SW%2F1TUtKb0HwIHFkpbrqb09n318b%2Fd10UTSK71nph1bXXLTxfNrP2zoekJ6CwBkMwIWAABZasvAyOk3bWq%2BJx%2B%2FIRxT43VtOG9O9f8sLil4THoLgP%2F2Rs%2Fgxffu6vj%2BQCRWL71FwlkNldef1Vj5dekdAJALCFgAAGSxpuHgUb%2FYsOfhYDxRIr1F0mJ%2FwePnza3%2BbI3XtUF6CwBNaxkJHXb3rvaf7BoKvE16iwRD1xMXz6%2F9yLHVJb%2BR3gIAuYKABQBAlusIhJfeuH7P40PRWI30Fkm6piVXV5Xc%2Bo7ZlV8pctg7pPcA%2BWggEqt%2FqKnz6y93Dlyej%2Ff0aZqm2Q0jdOWS%2BncvLy38m%2FQWAMglBCwAAHJAXzja%2BIsNex7tCkYWSm%2BR5jCNwKmzyn9w6qzyHzgMIyi9B8gHQ9FYzWPN3V96oaP%2FA%2Fl6N5%2BmaZrPbuu9elnjOXMKPf%2BU3gIAuYaABQBAjgjGEyW%2F3th0f74%2BsrO%2FIoe9%2FazGyq%2BvrvL%2FztT1mPQeIBeNROOVj%2B%2Ftvu759r4PxZKWS3qPpEqPc%2BuHl89eU%2BZy7JbeAgC5iIAFAEAOiSct5x%2B27v3DGz2DF0lvUUWpy9F0Wn35d4%2BuKrnV1PWo9B4gFwRiidIn9nZ%2F7rm2vo9Fk0mP9B5pC4p9f%2F%2Fg0obz3TZzUHoLAOQqAhYAADnG0jT9vt0d339qb89npbeoxO%2B07z2tvuK7x1SV3GIz9Ij0HiAbheKJoqdbez%2Fz99aeT4YTyQLpPSpYXeW%2F9ZIFdddw0hMAMouABQBAjnquve%2Bjf93ZfkPSskzpLSopdtrbTptV%2Fr1jqktvsht6WHoPkA2C8UTJs229H326tffToXiiWHqPCnRNs945u%2BpLp9dXfEd6CwDkAwIWAAA5bHP%2FyBm%2F3dzyl3AiUSi9RTVFDnvHqbPKv%2F%2B2mpJf2w0jJL0HUFFvODrn6b09n36pc%2BD9PCr4by7TGLlsUf37VpQV3i%2B9BQDyBQELAIAc1xmMLP7Vxj0P9Iaic6W3qKjAYes6pa78x8dUl9zksZkD0nsAFTQNB496srXnf9b1DJ1naZohvUclZS7H7muWNZ5d7XVtkt4CAPmEgAUAQB4IxhMlN29q%2Fuv2wdGTpLeoymEagSMr%2FX88qbbshkqPc6v0HmCmWZqmb%2BgdPvup1p7P8jbT8S30%2B566aknDRR6b2S%2B9BQDyDQELAIA8kbAs%2B1072n%2F2fEffNdJbVKZrmrWopODxk2rLfrK4pOAxXdP4xRJyWixpuV7u6r%2F86b29n%2B4ORRZI71HVibVlN5w%2Ft%2Fozhq4npLcAQD4iYAEAkGeeb%2B%2F70F07229IWJZDeovqKj3OrSfUlv1sdaX%2F9w7TCEjvAdKpOxRZ8EJH%2Fwdf7hy4YjQWL5PeoyqHYQTfvaD2Q0dW%2Bv8ovQUA8hkBCwCAPLRnOHj0zZua%2FzoUjdVIb8kGbps5eEx1yc0n1JTeWOJyNEvvAaYqnrSca3uHLniho%2B%2FqHYOBE6T3qK7c7dzxwaUNF9R4XRuktwBAviNgAQCQp0ai8cpbNjffuXMocLz0lmyha1pygd%2F39NFVJbeuLCu6x27oYelNwGR0BSOLXujou%2FrlroHLArFEqfSebLCyrOje9y2qu8JlmsPSWwAABCwAAPJa0rJs9%2B7u%2BMHfW3s%2FKb0l27ht5tBh5cV%2FXl3lv7Wx0POy9B5gf7Gk5VrbM%2Fiu5zv6r941FDhOek%2B2MHQ9cfbsqi%2BcOqv8B9JbAAD%2FRsACAADaGz2DF9%2BxrfWmcCJZIL0lG1V5XJtXV%2Fl%2Fd2Sl%2F4%2BFDlun9B7kL0vTjJ2Do8e%2F3j307jd6Bi8MxhMl0puySbHT3nbF4vpL5xV5n5PeAgD4TwQsAACgaZqm9YSi827Z3Hxn62joEOkt2crQ9cSSkoJHV1f6b11aWvgQjxhipuwZDq5%2BvXvw3W%2F2DF3I3XZTs6y08MH3LZx1hddu9klvAQD8NwIWAAD4%2F%2BJJy3nPrvYfP9fe9xHpLdnOZRojS0sLH1pVVnT30pKCR3iLIdKtdTS06vXuwXe%2F0TN0UV84Olt6T7YydT16zpzq606uK%2Fs%2F6S0AgAMjYAEAgP%2FyZs%2FQhbdva705nEgUSm%2FJBXbDCC0pKXh0VXnR3ctLCx7gUmhMVWcwvOSNnqEL3%2BgevLgzGFksvSfblbkdu65c3PDu%2BgL3a9JbAAAHR8ACAADj6gtHZ%2F9uS8vte4aDR0tvySWmrkcX%2BX1PriovuntlWdF9HpvZL70J6oolLdeOwdGTNvYNr9nUP7KmLxxtlN6UK46q9P%2Fhwvk11xKUASA7ELAAAMABJS3LfLSl%2B8uPNnd%2FJWlZpvSeXGPoenxekfcfi%2Fy%2BxxeXFDxe53O%2FqWsavzjLc4ORWN3G%2FuE1m%2FpG1mwbGD0lmkx6pDflEo%2FN7L9kQd01h5QX%2FVV6CwBg8ghYAABgQnuGg6t%2Fv7Xltt5QdK70llzms9t6Fvl9Ty7yFzyxyO97vNhpb5PehMxLWpataTh41Mb%2BkTWb%2BobXtAXCK6Q35arF%2FoLH37uo7v1FDnu79BYAQGoIWAAAYFIiiaTvrp1tP32pc%2BD90lvyRZXHtXlxie%2Fxxf6Cx%2BcVe591GEZQehOmL560nM0jwSN3DAZO2Dk0evzu4eAx0UTSK70rl9kNPXzOnOrrTqgt%2BymnHAEgOxGwAABASjb0DZ%2F9p%2B2tvx6Oxqukt%2BQTm6FH6gs8r80u9Lw4u9Dz4pxC7z8LHbZO6V2YWDSZ9OwZCh6zcyhw%2FM6h0eObhoNHxZKWS3pXvphd6HnpvQtnvb%2FS49wqvQUAMHUELAAAkLJgPFFy5462G1%2FrHrxEeks%2BK3U5msaC1uxC74t1PtdaQ9fj0rvymaVpem8oOnfvaPDQlpHQYbuGAse3jIQOS1iWXXpbvrEbenhNY9VXT64r%2B7Gh6wnpPQCA6SFgAQCAKVvbO3T%2BX7a3%2FXIkFq%2BQ3gJNcxhGsL7A%2FdrsQs%2BLtT73uhqva2Olx7nV1PWY9LZcZGma0R2MLGgZDR22dyR06N7R0KGto6FDQvFEkfS2fMepKwDIPQQsAAAwLaOxeNldO9t%2F9nr34Lult%2BC%2Fmboeq%2FQ4t9V4XRuqva6NNV7Xhhqva0OJy9HMXUCTNxKNV3aHIgu6Q5H5baPhlS2jocPaRkMrI4mkT3ob%2Fs1uGKE1jZVf49QVAOQeAhYAAEiLjX3Da%2F6yo%2B0XA5FYvfQWTMxlGiPVXtemKo9rU5nbsbvU5dhT6nI0lboce%2FL1bq1wIlnQHYws%2BFeoWjD25z2h6HxOValvsb%2Fg8YsX1H64zOXYLb0FAJB%2BBCwAAJA20UTS%2B0BT57eeae39uKVphvQeTI3dMEIlLnvzWNAai1slLnuz127r9dltPS7TGJHemYpwIlkwFInVDkVjNUORWM1gNF47FInVjP3vfeHY7KForFp6J1Lns9t6LphX86kjKopvl94CAMgcAhYAAEi75pHgEXdsb72pbTS8UnoLMsNm6BGf3dbjs9t6fXaz599%2FbuvxOcwer83Wbzf0kN0wQnbTCDnG%2FtzQQ3bTCNmNt%2F5v4106b731a1QzaWlmUnvrj5ZlmZamGbFk0hmOJ4tC8URROJEsfOuPicJQPFkUTiQKw%2FFEUSieLAwnEkWBWKJ08F%2FRikf9ctPqKv%2Bt58%2Bt%2BazHZvZLbwEAZBYBCwAAZETSsmzPtPV%2B%2FOGmrq%2BHE8kC6T1Qk6HrcVPXY8m3ApWZtCxTehPUV%2BN1bbxwXu3H5hd7n5XeAgCYGQQsAACQUUPRWPW9uzp%2B9Fr34CXSWwBkN5dpDp%2FVWPn1E2tLfzbe6T0AQO4iYAEAgBmxY3D0xDt3tt%2FYEQgvld4CIPscUVF8%2B3lzaz6bry8ZAIB8R8ACAAAzZuyxwkeau7%2FKW90ATEadz732XfNqPjGvyPuc9BYAgBwCFgAAmHGjsXjZQ01d33iho%2F9q7jwCMJ5Ch63znbOrvrS6quR3uqYlpfcAAGQRsAAAgJiOQHjpPbs7frSlf%2BTt0lsAqMFu6OGT68p%2FfHp9xXecpjEqvQcAoAYCFgAAELe5f%2BTMe3Z1%2FLAzGF4ivQWADF3TrEMriv9yzuyq60pcjmbpPQAAtRCwAACAEpKWZb7SNXjZQ02d1w9EYrOk9wCYOQv9vifPnVP9%2BVk%2B9xvSWwAAaiJgAQAApcSSluu59t6PPtbc%2FcVgPFEivQdA5tQXuF8%2FZ3b1dQv9vieltwAA1EbAAgAASgrFE0VP7u353N%2Fbej8RTSS90nsApE%2B527njnbMrv3xIefFduqbxDQkAYEIELAAAoLTRWLz8ib09n%2FtHW99HosmkR3oPgKkrczt2ndlQ%2Bc0jKopvM3Q9Ib0HAJA9CFgAACArjMTiFU%2B29Hzuufa%2Bj8SSSbf0HgCTV%2Bpy7DmzofKbR1YW%2F9HQ9bj0HgBA9iFgAQCArDISjVc%2Bsbf788%2B391%2FDiSxAbaUuR9Pb6yu%2BvbrK%2FzvCFQBgOghYAAAgK43G4mXPtPV%2B4tm2vo%2BF4oli6T0A%2Fq3K49p8en35dw%2BvKP4T4QoAkA4ELAAAkNXCiWTB8%2B19H366tedTw9F4lfQeIJ81FHhePb2%2B%2FDsryoru43J2AEA6EbAAAEBOiCUt18ud%2FVc81dr76Z5QZL70HiCfLPT7njxtVsX3F%2Fl9T0hvAQDkJgIWAADIKZamGRv7ht%2FxdGvPp3cMBk6Q3gPkKlPXo0dUFt9xcl35j2u8rg3SewAAuY2ABQAActbe0dChT7f2fuqN7sGLE5Zll94D5AKPzew%2Frqb0lyfUlt1Y6LB1Su8BAOQHAhYAAMh5Q9FYzfPt%2Fdf8s6P%2Fg0PRWLX0HiAb1fpc646vKfv5EZXFtzsMIyi9BwCQXwhYAAAgbyQsy76ud%2Bi8f7T3fYTHC4GJmboeW1VedPfxNaU%2Fn1vkfV56DwAgfxGwAABAXuoIhJf%2Bo73vI692D74nFE8USe8BVOJ32vceU11y87HVpb%2FhMUEAgAoIWAAAIK%2FFkkn32p6hC%2F7Z2f8BTmUhn5m6HlteVvi3Y6pKbllcUvCYrmlJ6U0AAIwhYAEAAPxLTyg678XO%2Fitf7hy4fCgaq5HeA8yESo9z6zFVJbccWeX%2FQ4Hd1i29BwCA8RCwAAAA9pO0LHPbwOipr3QPvndd79B50UTSK70JSCev3ew7rLz4z0dW%2Bv%2FYWOh5WXoPAAATIWABAAAcRDSR9K7rGz731a6B924dGD0taVmm9CZgKmyGHlleWvjAkZX%2BPy4pKXjE1PWY9CYAACaLgAUAADBJI9F45Zu9Q%2B96s2fwwp2DgeMsTTOkNwEHY%2Bp6bKHf99Sh5cV3riwrvNdtMwelNwEAMBUELAAAgCkYjsar1vYOXUDMgmoMXY8vLPY9fWhF0Z0ry4ru9djMfulNAABMFwELAABgmoaj8ar1fUPnrO8dPmf74OjJ8aTllN6E%2FGI3jNAiv%2B%2BJFWWF9y8vLfybz27rld4EAEA6EbAAAADSKJJI%2Brb0j7x9fd%2FwORv7htcE44kS6U3ITV672bespPDBlWVF9y0q8T3uMIyg9CYAADKFgAUAAJAhScsy9wwHj9ncP3LG5v6RM1pHQ4dYmqZL70J20jXNqvW51y4tKXhkSUnBI7MLPS8aup6Q3gUAwEwgYAEAAMyQkVi8Ykv%2FyNs394%2BcsXVg9LTRWLxcehPU5rGZ%2FYv8BU8sLS14ZLG%2F4LFCh61TehMAABIIWAAAAAIsTdPbA%2BHlOwZHT9o2MHryzqHACaF4okh6F2Q5TWN0bpH3HwuLfU8v9PueqvW51%2BmalpTeBQCANAIWAACAAixNM%2FaOhA7dPjh60q6hwNv2DAePGY3Fy6R3IbNcpjk8u8jz4rwi7z%2FmF%2Fv%2B3ljgfsXQ9bj0LgAAVEPAAgAAUFRXMLJw93Dg2N1DwWN3DweO7Q5GFnCHVnbzO%2B0tc4u8L8wp8r4wt9D7fI3PtYETVgAATIyABQAAkCVC8URxy0jo8OaR4BFjfxyIxGZJ78L4PDazv6HQ82pDgfvVhgLPKw0Fnle5wwoAgKkhYAEAAGSxkWi8cu9o6NDW0dDK9kB4RVsgvKIrGFmYtCyb9LZ8UuJyNNd6XevqfO51NV7X%2Blk%2B95tlbscu6V0AAOQKAhYAAECOiSctZ2cwvKQtEF7eFYws7gyGF3UFI4t6Q9G5CcuyS%2B%2FLZsVOe2ulx7m1yuPaUulxbq31ujbUeF3r3TZzSHobAAC5jIAFAACQJxKWZe8NRed2BSMLe8KReX2h6JzecHRObyg6py8cbUxYlkN6ozRd06xCh72jzO3YXeZy7CpzO3aXuZ27Kt3ObZUe51anaYxKbwQAIB8RsAAAAKBZmmYMRmK1%2FeFow2AkVjcYidUNRGJ1g9G3%2FnwoEqsZicUr4knLKb11qnRNszx2s7%2FIYe8odtpbx%2F7H77S3FjvsrX6Xo6XU5dhjN%2FSw9FYAAPCfCFgAAACYtHAiUTgSTVSMxuLlI9F4xWgsXh6MJ%2FyheKI4FE8UhRLJorE%2FjySSBbFk0h1NJD2xpOWOJpPuWCLptjTNmMpnm7oedZhG0GEYIbuhh%2BymEXIYRsBtM4bcNnPIbTMH3ea%2F%2FmgzB312s9dnt%2FUUOGzdBXZbt9du9hq6nkj33xMAAJB5BCwAAADMqIRlORKWZUtammlZlpmwLJtlaWZSs0xN0yxT1%2BOGrid0TUuYuh7XdT1h6lqM%2BAQAQP4iYAEAAAAAAEBpUzq%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%2FwH3nRPFNoVh3AAAAABJRU5ErkJggg%3D%3D%22%20data-filename%3D%22noun_Applause%20Hand_1200430_6bc0d1.png%22%20style%3D%22width%3A%20231.375px%3B%20height%3A%20231.375px%3B%22%3E%3Cb%3E%3Cspan%20style%3D%22font-size%3A%2036px%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Fb%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cspan%20style%3D%22font-size%3A%2030px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3ENow%20for%20the%20final%20challenge...%3C%2Fspan%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E\\\",\\\"MarginTop\\\":10,\\\"MarginRight\\\":10,\\\"MarginBottom\\\":10,\\\"MarginLeft\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"BorderWidth\\\":null,\\\"Timer\\\":null,\\\"AllowRetry\\\":null,\\\"RecordingId\\\":null,\\\"TextSpeech\\\":null,\\\"ScoringMethod\\\":null,\\\"DifficultyOpt\\\":null,\\\"HideScore\\\":null,\\\"UseTimer\\\":null,\\\"TimerSecond\\\":null,\\\"WritingType\\\":null,\\\"MinTextLength\\\":null,\\\"MaxTextLength\\\":null,\\\"MinWordsLength\\\":null,\\\"MaxWordsLength\\\":null,\\\"Alignment\\\":null,\\\"VideoId\\\":null,\\\"VideoType\\\":null,\\\"PercentageRatio\\\":null,\\\"PlayTime\\\":null,\\\"ShowAnswerGrid\\\":null,\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":0,\\\"ShowCorrectAnswer\\\":null,\\\"ShowHideFullPlayer\\\":null,\\\"Title\\\":null,\\\"ShowHighlight\\\":0,\\\"Scrollable\\\":null,\\\"Height\\\":null,\\\"AnswerFieldFontSize\\\":null,\\\"AutoplayTrigger\\\":null,\\\"DisableDownload\\\":null,\\\"DisableCaseSensitivity\\\":null,\\\"TimerBeforeRecorderStart\\\":null,\\\"RecordingTriggerType\\\":null,\\\"Limit\\\":null,\\\"NumberOfPlay\\\":null,\\\"ShowAudioTranscript\\\":null,\\\"ImageDescription\\\":null,\\\"ResponseTime\\\":0,\\\"RetryAttemptLimit\\\":0}],\\\"MarginLeft\\\":0,\\\"MarginRight\\\":0,\\\"ColumnSpace\\\":0,\\\"WidthLeft\\\":50,\\\"WidthRight\\\":50,\\\"Scrollable\\\":null}],\\\"DiagnosticTestConfig\\\":null}\",\"IsRetry\":false,\"IsCompleted\":false,\"IsInProgress\":false,\"IsTransferedLesson\":true}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/ReadLayout"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"SubmitMessage\":\"In Progress.\\u003cbr/\\u003eLast attempt 11-May-2026 05:37:36 PM\",\"LastAnsweredMessage\":\"Task completed on : 01-Jan-0001 12:00:00 AM\",\"IsCompleted\":false,\"Score\":0,\"IsInProgress\":true,\"IsAssessmentSubmitted\":false,\"SubmittedDateTime\":\"11-May-2026 05:37:37 PM\"}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/MarkAsViewed"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Id\":12680,\"Name\":\"Collocations listen and repeat\",\"Code\":\"M10L2C4#2#4\",\"Type\":1,\"SingleClick\":false,\"IsWizard\":false,\"HasScorableOrSubmittable\":true,\"HasScorable\":true,\"HasSubmittable\":false,\"HasEtsWidget\":false,\"Layout\":\"{\\\"TimerEnable\\\":1,\\\"Timer\\\":15,\\\"Columns\\\":[{\\\"x\\\":0,\\\"y\\\":0,\\\"width\\\":12,\\\"height\\\":1,\\\"widgets\\\":[{\\\"WidgetType\\\":2,\\\"WidgetId\\\":\\\"0d8dbc99-f552-4e47-bb23-f0405aae778e\\\",\\\"Content\\\":\\\"%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cb%20style%3D%22font-size%3A%2036px%3B%22%3E%3Cbr%3E%3C%2Fb%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cb%20style%3D%22font-size%3A%2036px%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20Poppins%3B%20font-size%3A%2050px%3B%20color%3A%20rgb(107%2C%20192%2C%20209)%3B%22%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3EListen%20%3C%2Fspan%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%26amp%3B%3C%2Fspan%3E%3Cspan%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%20repeat%20%2B%20(record)%3C%2Fspan%3E%3C%2Fspan%3E%3C%2Fb%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cimg%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAYAAAB5fY51AAAgAElEQVR4Ae2d7bEzObWFm1v3P2QARDAQARABEAGXCIAIgAiACIAIGCIYJgKYCIAIgAi49bxjnenj1%2B7ea0tqqdtLVS63bbU%2BHm0tbX3YXhYHEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE5iAwNcmKIOLMB%2BBbyzL8p1Vsbjmvfvwvfs3Aq%2F%2FvSzLFw%2Fi8f7fVu9zzXsOJvBGwIL1huKlLr5%2FEyCE6OsrceL9GcNfboVCxP5zEzbErLw%2FY5ldpg4ELFgdoE6UJAKEKH3z9vzMU5qoyHJRimeGmP3zJmb2zmSM57jBgnWOdoqUsojTJ8uycP2tyE0XjvOPm3gx%2FcQTszd2gca2YJ2zEVlPQpRYQ8Jr4tphnwCeF8L1%2Be3Za2T7zKaKYcGaqjk2C4Mo8fjhas1p8wZ%2FuEugCNif7YHtsnIEE9gkgBf1f8uy%2FGlZln8ty%2FJfP7oygDGsYf5oR3SzsfyhCbwiAdadfr4sy2cWp67iFBH%2Fv97a4tXXAl%2BxH7rOGwQYzREpOkikIznO8ZwsXhsG7I9eg0CZ7lmAjhegGuZl2vgaVupavjQBdvR%2B4zWpS3iSrHn93hsgx%2FZn7xIewxtv6icnPX7AeSYe68CxgJqwPl1POkyLEfOzBnYbf7csyx%2FOWoGzlNuC1a%2BlWKxFqH428a5TORHO8%2ForL%2BX0eD86z1Nei1c5mc9JfXiWx%2FO7x34CtyJc9yI%2FtmQXyd2C1b4h6VS%2FvIlV%2B9RzKSJIPPjqCgcnH3lNuZTH3FWEjHNpRcxmOzyLt%2FXrB97pGGLO1QTuCNBhZjiO8Pfb2go7j7N14jtkzV8iZHi1rBPO0BYs7lOOV2uH5g3rBNsRGC1UbLnTQX808dSzHW09JdoH8R59ANfCpbed72hIYJRQFQ8KT8InsvUGxQsrAlZzvCF7r4VLbzPfUUFghFDhRf3q5DtpFci73opniofKQJAVocx9CBfi6WACXQiwmM65m4xxZu7x6eouzbiZKAKCeME%2B02aZe7ApbMvBBJoQYNqFd5MxRvUeRnnysgE3abqqRIp4HeV50e6e4u80mY81bAMqO049DYmzO5%2Fezu9w9GDGQOe9Z8DUOBseHasYefZrrx7Un%2FN0vTc2YPALH0B93hwWrMdsyuha0ykfp%2FzVu4gThwwRKwx1VKCOiBF1Xp9AfyRSR5VxLV5wWh9q5fUoXnBCtHp%2Fa4GzcgjXrAPYUXbgfHYIYJCsYahTOSU%2BaxY9hfBZFcmzeIws%2BJ75N7YoO3WgrUadN0PQacueHKnfvWf7rH39%2FosRYOTstV6BUR%2B5NsUaWBGnIxeQFeHuEZe6IiKIGIJyREBQaNtetkO6Iwa4I9g5jwQBDI5DhT06EMZ2xGJqESg6a6%2BO04NP7zQZKGjbowSMQaIXf%2BphbyvRwa90C15VD5ceo8V4ewbKzpShVwfpLSYj0qetEXXapmfnJ32mrK3rSPlpd4cXI9DLq%2BopVJSZjtB73aR1J5s5vd5n3ZjK9ZiSe23rhQQLI2rtlTDy9Zr6MaL2mrLOLCZHl62neDHQtLY50jtqne6F5GGuqiIqrTtCD6E6YgeqNYcrpcd0rse0kTRbL0Fgfw4XI8B0qrVrjtfT8kQ6ZWRxuPVIfCUhObouZc2rpSdDO7ceOBFY0nW4AAGmgC1HNQSl5TZz8aaO7ozOT%2FO2GfDwkFoFBruWU31svKVdtqpn03SuftKdkYxf%2F2wROF3NyfRWLjjG3%2FvEdIt6k8ajr9KUE%2BiRPNYn6B%2FFR7TP4iEUO%2FhtoxP3Zbe3lbfOCXnK5nAiAhh%2Fy9Gr1fSPcs027WNkZkrB7iNijJAyUrecBimmQ8clfx6Uhwflaz2lb%2BFhwqyF0GAX1LNFmUiDcp1lAFBs45Jx6WitjJvO3OLcSzHIllPTjHHDBWNGNBGEMxo1AkGb0MEZSGZY82slXC1tl7ZuIaaXFIlZKkUnbCUKdIbaDj1SqOBAHejYcLlygHPxyPDGMmLe4p5WwtXK28IGRnnKV7a3JnVjKtPC6GjkWq9qlFDRWY%2F6GkqTRuuYyEgBayFcLb2tlpsFHZvsdZLm5G8LsaLD13pVGEcrL2%2BvTuRD50Bga8t9ZWuBDYxgdWTb4CnVtAv3trJtyuIwAQGMcK9jRz7HM6kJjOhHrKesRaqmvK9875HiRXvVejiUt4XQ0lccBhFg9GmxuI7I1MzzKQdrRRFRrIlTPKlBuC%2Bb7VHihfdea2ct1uewoxqv77KG0LNircSqdmEdr6zFyPdMyBBkRmcbWE9r%2BjJtGMO6xSD4rD15v%2FaLyy0W5Kmjbaq%2FTX3IoZVY1UwBWy6I3ht3mfLVjMYHNcVls4E9nkivwYh08eyyocUU0aKVpS%2FchyHVrhNhLDXb%2FC1GuHuR4jX1QkQ98gkG0TkqbUGb1Nrco%2FbmvRoPv8WgadHqaEA0UO2IRwNlD9O1MJBHhsu6RO2ibEfsTvpGgDbqIVw13haCWrt%2BatHqYOItxKpmNOvhVSFUNZ5eB8xOMkCA6ViLxe%2F7wavGPmuPPli0Ag0fjdJCrLLbuXhjNOa9cdW8tlBFW37ueD2OseDBZQcxPMAau7RoNbA3BKN2GpidbnFfbd5rA6oxxgYonUQnAj2mitlDnrWL8RatCiNpsRuYESvyxSNbi03NNaJXsyNZgdC3HkgAkWk5wOGJY4tqqJ2RWLRU4reGqpmKYTgZ17r1FLBmXSKBzbcMJtBjsEOA1MA9NRsEFi2BeK1nhVhlGrnWnV57YZQh490JmBx1YgLYX82Au7YlrjO2VNuP8PAcAgRqpmNZsWLKdm8k2de1J5kDiBzlJASwK2wya0vr%2BzIbR7WilcnzJE3TppgjxKomz7VBeVG9jQ1cLRWWGVodg8isa1m0OllUjZeT8axqG3ItVvaqOhnFhZJt5W0x1VSXPGptPTMlvVDTfVwVgKwFQLnOiFWrNQbyzizuf0zA77wCgVbeVsbma0WLNV6H22hBAygiVeJmGg6xyuZX8uXZO4A23yyBFt%2BcwIZVEakRrUxfy%2FKZ9j4AZsUjA7CVWOHeO5hADQFsseboQRk81elajWhRXu5%2F2ZDd%2Bs2IVc20sxgHDYahOZhACwJ0fjz1Yl%2FZ54xoZR2Flz3uULM7pzZQC7HK7NC0MGqncX0CLaaIap%2BomW2wyfRSoUZA1IapyauMeC%2FXQC9ljXNUls2brNdT7FTtGzWipa6fzUE5UYoaSOqXQluIlWoECSS%2BxQQ%2BEKBvZJdJsqKV7SOZZZnTNXPNgp966jbbEKXhX6JBTmdB1y8wfaT2oKk6yGbPQCKul16Ez65bAUYJtWJFfox2DiYwikC2r5QBVxWtbH6XXS7Jioi6lVoz5aSxLz9qjOqBzlcmgBgUAco8q6KF7Wfyudx6VvaH%2BNRpmcVK7hO%2BYXIC2YG%2BCI8yU2B6lzkbRj%2Blj18mZOfkygiRFcXSsLjEl56PX8aaXq8iNaJ11KB%2FmfNZ2TMmytwYocm6swgWYuVgAjMTqBUtZTDO5nX6b4DgjhYPRnlGfJRgsVJoOe5ZCWSFhL5HH1FEK7MIf%2FqpYUZI1EpnwBbxtGd11q77uuWuES2%2BBhQN2VnLaaeG2amgsuOQPT%2BCYFmsoqbreLMRqBEtZaklu4l1uqkhC%2BDFi1GeFZh8lUFJex1XdY9nM1iXxwRqRIt7oyGTjzpLipalW7zMriAiEg01O4IWqyhlx5udQEZMGLjVncPML0qcZmqYhaicF8msjdFQ6iHU2Q3W5TOB7BquMnCznoXIrWcpkWtleWdIS2YrpnypOXv6Vx1VhgB0piaQIJAVLWURHvGJiNQ6Dn1O2ZlMVL3uloyYKFPBDLQCUPHg6ij4bhM4lkB2R4%2B%2BoSyQZ%2Fq3si59KLXsmavokf6adStlkfFQaM7MBBoRQLSyX6uJDubZGVS0jzdCEUsms9CuTAUz6TOCTKvwMayOZQJhAghPZq2p9yxnugX4zFRNgZQ9bzUdqLDpOaIJ5AhkN72UgT2zazjV3%2BFlXNFoBbJTTe8I5gzed52fQGatidlItE9mlmfoj1OEjPejnDLHEysL58pzdF4%2BBUQXwgQaE8gsoSiDfOabLMPXkjOLcMpWZwYKoqbsfDS2EydnAlMQyPRN%2Bo4yNVRnVoogdoGYEZSomGTcToArZ0u6QHGiJjAJgezX16JTw0z6ykZbU4wZBVfmsRmXVvHemsJwYiYwKYHMepayIaYuwA%2FroxnvKqrcmV1HvKto%2BpPalotlAl0IZNaBo54QMyH6nvKIpt0MRsa7ih4xyKQNLGXu3QyEEzKBExDI7LTjCUUPfKpe3OFeVsa7iu7aZdIevph3AqN1EV%2BbQKZfRdeDM07GYV5WpnDRYwwZ99JTwdfuiK59nEBmahhdZlEF8TAvK3PuKupaZhbaPRWMG6xjvjaBzNQwugCfcWSiJwaqWk09exH1rjJbpIepdBUx32wC8xBQPSFmMNEDn2rayqmBFMHM95R6eldRkKnK%2BiYTuCABPCHV6YgKS8bL6tqH1Tlw1LvKCGF01%2FGCNucqmUAVgcyxoegiueplRaeccoUzU7aod6UqPm5qdNdRrqhvMIEXIKCuF0eXXzJeVnRhX2oWvCWEIvro6V1F05Yq6Mgm8EIEMjvyvbys5v05U7moaqreVVTpX8j2XFUTSBFQnZBo38voBZ5Zs6DOS6PrS5m1q6jKN6u8EzKBixLITN%2Bi%2FU8Vw2i6oaZQvSAW9SJBTZf4TZU4UkjHMYELE1CdkaiXpZ75om83CeqOQjTjzCJ%2B1y3QJrSciAmci0DGy4r2Q3VhP%2BrobBJWXbvo6VW1MlEh3KyMPzQBE%2FiIgOplRfuiuuRTvfiO%2BkZ3BUu8yJRNdRdJO6rqH7WG3zABE9gk0NPLQtyKNkSeI%2FrxtDK9FFL12qKK%2FrQi%2FsAETGCTgOplRTfW1HSrHBN12hY5ypDx2qoqsdlM%2FtAETAACGS8rcnhbPeIQFcKPWk3NKOoFqb%2F2EN2V%2BKgCfsMETEAioHpD0TUn1fFBe%2BSgCguVjQR1ThtNN5K345iACTwnoM5%2Bos6EurQU3bh7VxP1i84RVVSPSLBIV7UI965GfmECJrBHQF1fjizXqNNN%2BQvR6nQwmoEKI%2Bpy7jWCPzcBE4gRUHfwe%2FX9iAP0ViPVhYuqbGRbcx0nsqj3VmhfmIAJNCGgrjlF%2Bqk6u5Kmhep%2FjUWmbaoIRpW7SQs5ERMwgTcCal%2BN%2Fkw5a15rh2TrOvoHGB%2FWjLYSuv8smjACdH%2Fv1uuI1%2FZG2BcmYAJNCSjiEj0hoC4JRRyhpYfrpq6JRXcfmraQEzMBE3gjoP7XYOQMpqotxN8NqgpGFsfUIxJebN9tJkcwga4E1MX3aJ%2FdmlXdfxZKUzknFV1nUqeDEbXu2lpO3ARMYFH6LbOiSFDWx3enmurULXKoU01zt5ARKo5jAiZQTUCdGUV2C9UF%2FXdp%2Fs9dlUJzxtU9n66un12q3lIkzWd5%2BX0TMIF2BNS%2B%2BJNA1n8JxFlH2dQPxV3r4QIyh32nqOuS%2B9oETOBwAsq0MDo7UtLcPIWgbGVuJrTCer%2BQtvU6WuFV8r40ARPoSECdFkY24ZQdyHeO0XpKSEahcw83OH8OQOoxxQxk6ygmYAKNCKjTwkif%2F1woG5r0NutaC9bmXPFBBpG56Pce3Lf11h%2B3PvRnJmAChxP4x7IsPKIh0ucj2rHO76E2KeevolM3Za76zvVbl9bXJmACQwkoUziWfCJB0Ya381hrD%2BvN7Qrk9rdAHKaYSpqq6xkogqOYgAk0IBBZ%2Flln89AjWkdYlkXxst7SywpWZA76lsldQZ%2B9jKT57F6%2FbwIm0I%2BAIi6UItL3lf7%2Btr5eBCuSwRpHpAKfrG8IXEfSDCTjKCZgAh0IKDOgyDpWZJa2rsaH2VoRLGXqRiKRzBQRJD1lYW9dEV%2BbgAn0J6B4RBE9URfzP%2BhJESzFG4p4Qu%2B2IgMsI2kGknEUEzCBTgSUPhrt%2FxHHp1Tng0YVwYooYrkxkomSHukq6l3K4WcTMIHjCET6%2Fbo0EQ34Yn3DzvWH9DKCFclEmQ5SThXGTt38sQmYQAcCipcVWcdS0vtwgh7Biijhuu6RtSZliqnOZddl8bUJmMBxBJSZ0AeB2SlaREvWSXwfwVK%2BjsPNEVVURNDe1bpJfG0C8xJQ%2BmpkloVg%2FVuo7rcQrEjCJc2oIkbUtaQZmWKWuH42ARMYR0ARLEoZcVyUND8I1jeF%2BkcESxFAso54bEIRHdUETKATAdkjCpRDEaxP8LAUbygyh1XSoz5KgQP1dxQTMIGOBJT%2BGvGw%2FiOU9RuqYEXmm4pgkV4kTaFOjmoCJtCRgCJYkc03ZYb1YdFdEZhIYSPbmYVnJL0S188mYALjCfxTKEJkQ09yWPCwlBBZw4oUsuRpwSok%2FGwC5yCg9NnIeraS3tJDsCLz1tI0ilqXe%2FxsAiYwjoAkMMFjU2EvSxGsSKKKdwVytfLjmsk5m4AJQCCiA2tSEQcmrAOKYEUSjRRuXRm18ut7fW0CJjCGgLJQ3rSE%2F9s0NT2xiAjqqfa7gw0KHpG5%2BboU1JP1v7PVd10HXz8ngD0wu1AHbDo%2BdhFZG36e%2B9yfwGZP4DguFepTimBFzmCFMr3xPYN3hTjxLyDsfBajrDUPGg%2BW%2FCCaBayW5pj7Eaa1XWRL8cvbjfQF7IKfIi4ilk3ziPuwW6WvNy3T1v8Erj%2BL%2FC09cdb3bF1%2F1rQWbRPj77Qp31b5W3zGn3nATDla0ramTi1KgDairWizFm2%2FlQa2hw3OGpR%2B%2FvYHEhuVUf77MAyfQu4F5d81ZhMsXHrqqPyZ7JbRqZ%2FRsBauPQs7%2FnPaRPlHKbXdt%2BKXAe34Wm%2FnqAhMpJ%2FjrW1xWH8WjhhxARWvJKK829jafcpoNkqo1o3BNaKv7ra2I%2BGUCgHaQBmA79ux5WuEayaPSxGYpoKl7BKWhmz1PMMZLEZPgCKes4gEoxcGGvkH3VZt4XTeE6BD8r95tMUMoXh52OrZvPCm%2FWqkYI02BEYsjDLiOR5dVhr5T7cR%2Fui8Xz0%2FRGpWYShCeqbBLLJzKu2SRl3XSMdW%2Fs01sibWq%2FPM4upH2MO06SjVC%2BoF0h21VhWxg%2Fs42PCogD3el2frdaScW%2FevPwtnHFHKdcJ716NGiTMZZWHIFDHCP2IYjvOYwBntgjKPCsU2I8%2BRMkbSIU5YsFpmSsYRjy2SpxLnjEZZGpJNAYuW0trxuGe2i1GiVewy8hxpiUg6xHkZwTqzUZbGRLQ8PYyYfzzOFexihGgVm4w8R1ojks5%2FlZPukUxnjcN8v%2BW2cPk6BSd%2Bt34xkRPyCEwrz4i0WBD%2BQeJLqLO2zchysY7ayi44rY49YBtbO%2BBfv9kDu32tdvyoA3mOXBc%2BrB1DyhYsTTQt4h01JWStTCnXs7js2mEYWQ%2BHcjAStjjvNWJEDZrAaaK1sAvWFhkMswMStoRNYVvP7E55%2F8h1YaVcEaOIphcG1TJTCneEYDGC1QgE9zJqtRoJC0OMFGOPNtKjeKThkCPQwi5an9GiTNharb1mB1SV5CObfPZepEzP7r1%2FP9xp9jLl8%2FvEt14fIVhMn7bKsPUZo15robo3Cgx0qwxbn2HYe21yn59ff0mg1i56csfmajwu7j0ibNnm%2FWeRvn5%2Fz7PX4Q6z524y4j%2FL5NH7WTc62hhZlx8hONJ7gUPW2%2FLUMGoNX8XDM3pkj5H3WntVX5Xq4ytsMOtt7fXVj3PT31HOXO5xU%2FpquPHoVM9GFt5XO52OSLtDLQ8Gi4H0FtJHtYCfYgDrzhUZvR7l%2BYrvZaeC2MUIzthiRrSw%2Fd5B8VKpwzPtoJyK7YcFi05CwvfTJF4rGZZ0egJVvb2RYlU4ZEULw3GIEcAjXYt95HrUIFZqlBWt3rMEdTkDjbh3BtAORfhoL7kBuYlMyiPS6Pdxen%2BtQPWuRhtlMc6saN0bQknPz18RoHPc2%2BHe61nsIiNavb0sZRq35oxw1WiH3IjrzLPXPTtYBmTv0eirbrN%2FRceioyhsvZa1zzXjXR2xFrRf8i9jZGYNvcuv2qli08%2Fiyi7Zs4Si76OwPYO6w3LUropSZ3VhGMPZWiNQ8r5qXLVz9Z4FZDjPZtvqtDCqEc%2Fiffa122IiLtpRgVPaez9Kf18WOmPUK1Pqwunk7076JwDUQ1no%2FemyLH%2B4B%2BfXHwjgaSgDE6fVvz0hu7JerAxO9LdIKN%2FeiMQtcSgHU0%2BlPOXezPNbXRhNnqlay%2FcVo8EFJr46MirlZYSYNSBWSl08LXzekup0UBkonufa55PeXg0DJR5%2BVITU2YBi0%2Bu47%2Bybwqk7fevEItfRaQtCpS6aR%2FJ%2FFIcRa%2BagtAl8HR4TUOyp95LF4xLG381sHjyy%2Fch7ODIR4VKnqpG813Fok4%2FKkVnsXSe6dU1n2pvSFXd3K52WnyneXtyc2sZUF1r3GLct3TlSUzs4zGcPvQVi3c%2Fou3uL9z0dnk3twOCV0WhdsWfXmxneLIN8ifcsjR7vn8EwMQSl7nuGNXtH7FE%2BdWr90Ujeo1CVaaoDmWJDz%2BLu9ZceooVntTsIk3ErBWc%2BvGcAI8SKRtkrV6VNNbtdmRbOvCbXDIiYkLLmo2zYiMVoGh3bfSYsPd%2FfEy0q2Wo9HA2S%2Biijddbb4r5I5SjQ0Z4VDUr5zhIUA3i3MHmWCnYupyJYZxL8bN%2BsFbTIhgRxEP9MXtQrksdTs1Hdz4hQlcxaeXIqmLOMpHBSdmHOVK9iA72fFRs7k2BlBUHtK%2FfxcTCing%2FCowhrlVCtDem%2B0Fuv1%2FdtXVO4rXR6fobXcpagcLJgfdyqSsdu1mE%2BLkbzdxTPu3VfUoRd4b8LaeT%2FEv5st3T9Imz9rHG%2FXJ2yCbQjMNKG6btRL6tdjZdlGSVYVNY7Wk2b0omZwGEEhvXfUX9CkRWrra%2F0cN6Gh4MJmMB7Antfu8lMhX844qtgowTrk%2Fc8d1%2FxHblf7PxTDPPqX%2B6m5Agm8HoE%2Frjzjzp4TKyJKRtmu%2BejemAeNSVUKvvpsix8sZcvKjuYgAm0J0Dfoo%2FR16JhyGxmlGBFoRDvd0pkxzUBE0gTmL6vnUGw%2BHNKBxMwgf4Epu9rZxAsTwX7G6pzMAEITN%2FXziBYNiUTMAET%2BEDAgmVDMAETOA0BC9ZpmsoFNQETsGDZBkzABE5DwIJ1mqZyQU3ABCxYtgETMIHTELBgnaapXFATMAEL1vw2oBzmm%2F4czfy4XcKZCViwZm6dL8uGCG39SsW6Bn9ev%2FC1CVyNgAXrHC3KL1XsBTwx%2F%2FPzHiV%2FfmoCFqxzNB9i9OONr07ggb39jfc5quRSmoBOYNTvYekl9R389AfCxG8Wfe%2F2E7X8MBvTQOVnQUzSBE5LwIJ1rqZjPeu3t8e5Su7SmkADAp4SNoDoJEzABI4h0MPD4udW%2BUXRrd9YH%2FJrhccgdS4m8DIEnv3dF2uuzAZYsmgaeggWf7ToYAImcH0Ch%2F%2BHgqeE1zcq19AELkPAgnWZpnRFTOD6BCxY129j19AELkPAgnWZpnRFTOD6BCxY129j19AELkPAgnWZpnRFTOD6BCxY129j19AELkPAgnWZpnRFTOD6BCxY129j19AELkOgx0n3Aodj%2BRzR%2F6K8sXo%2B%2FITsKm9fmoAJtCHw6wfJfLL6at6Dj%2Bve6iVY%2FOAcvyrwLFiwnpHx%2ByZwHgLPvktIDfgZpN%2B3rkqPKSGquyVWrevg9EzABOYjwK%2FfPvLAqkraQ7D8M71VTeKbTeAyBJprQQ%2FBav6TEpdpPlfEBF6LQHMt6CFYr9Ukrq0JmMBhBCxYh6F2RiZgArUELFi1BH2%2FCZjAYQQsWIehdkYnIOCf7p68kSxYkzeQi3coAQvWobj1zHoIlhtdbwffYQJXJNBcC3oIFidcHUzABEyguRZEBYt%2FHI4GvnbTvKDRzB3PBExgCgI%2FX5ZF%2BQpe6MxW9LuEfIn5%2BwIGvkNEYZ99%2BVlIylFNwAQmJfDou4TZLz%2BHnKKoYH2%2BLAuKqQTmrzx%2BpNzkuCZgAqchoHhQe5VCY3ZDdEr4aY9%2Fcd0tnSOYgAm8AgH%2BJRqN2Q1RwSKhP%2B6m5ghHEfjObYrefBfmqAo4HxNYEfjd7a%2FtV289vlQEi%2FlqaGHscVZ%2BtwEB2uBfy7L8dVmWz5Zl%2BfvtWllfbFAMJ2ECzQigKeGfo1IEixL%2BtFkxnZBKAJFizeAbdzfibSFe3pm9A%2BOXpyCApjAlDAVVsFjJt2iF0DaNhGeFMG0FdmY9Rdwi5M9mI4CWhHYHS8FVweI%2BfpTLolUIHvP8s2A20XjB5BzNBLoRQEPkH%2FjLCBY1KKIVduW6Vfv6CbM%2BdT8NfFbrPS%2Fs2X1%2B3wSOIoBm%2FDgjVhQwK1jci2h9V3XpjqLifEwgQUCaniTSf%2FVbimaEjjA8glUjWKTHCv8PbsJFYexxPaLs90zgdQmUXcBv35aSqk4aRE%2B67%2BHmKzjMSXkwLeGxtQD8k53P9%2FLz5yZgAuMJPPtXHBwXNAFxqhKo%2Byq2Eqx1uhSUx1b4ngVrC48%2FM4FTEHj0XcKuBa%2BdEnYtnBM3ARMwgTUBC9aahq9NwASmJmDBmrp5XDgTMIE1AQvWmoavTcAEpiZgwZq6eVw4EzCBNQEL1pqGr03ABKYmYMGaunlcOBMwgTUBC9aahq9NwASmJmDBmrp5XDgTMIE1AQvWmoavTcAEpiZgwZq6eVw4EzCBNQEL1pqGr03ABKYmYMGaunlcOBMwgTUBC9aahq9NwASmJmDBmrp5XDgTOJRA9Ke4Dy3UOrMzCJb%2Fc2%2FdYr42gX4Epv9PgDMIlv8Jpp%2BBOmUTWBNQ%2BtqQ378fJVjKz6b%2BaFkW%2FnNvend13fK%2BNoETEaBv0cfoa9Ew5P8bevxEcqTCn4v%2FVMy%2FGvPYUvWt35CPlMlxTOCqBPgPBX6W%2FFnILLvQhw8Po8q4s1cAAAUrSURBVARrS3i2IGTAbqXnz0zgFQgwmLce0LN9uIr3yCnhkApX0fLNJmACEIj80UwXUqMEi8o8%2B4ugLhW9S%2FSbd6%2F90gRMIE7gd%2FGobWOOFCw8rFFeVmv3uG2rvE9t%2Bq3m98Wd7pWywXMmu9hak%2BrZCPRZ%2FjR5SBgpWFSYP14dsdtwph1HxRscwXKI4QqZ%2FlOIeybBGmHD2Bd9dlgYLViMfj8eUPszeS1KWb8YwHL2LBURH%2BW1qAwRK8Uu1PSfxaevKh7rs3RO%2Fz7nP%2F61LMt%2FD3woZ05GAcYwFSYc%2FXB4T4CdZYXh%2B7vnfIXtKnWqjUvfPEN%2FObS1GDH%2BfmBDcFBu9oAAKcY2YtSdnaEq%2BmfomNiuYhc1cf86yJub3a4%2BlA%2Fj%2BtWB3hb5zRw%2BEwyTUdDhMQE6XbTT%2FulxEtO8i80eMRshD%2FqiQ4AAjfLzZVmUDhs1yHW8mRtEncrM3tECzd4tym8EwcI%2BZl58x2bXNtzyGpHCjvDspxzMv9bNRNomrJxwR%2BSigQXZbw%2FaqdwrI%2FVQ6s3uzbDt5r3KDP6cqTJeVjR8OmgzaK98iAjLJoqYsFAe2XjgMGgk3l4Z%2FblIgBFCGXUYfWcLmUVVxYhnq%2B8R5VHXR5XB4ojyk4fqKSoifVQdnM8dAXWhGnGbaaEV4VHXKM6wgXDXTIe%2FVKdSqifTu0LqEgF27V3j3q3SKH11NEUgZtlhUxaIiyc5ozfQqCmbJcO6VOEVfZ5lXTAziGHT9rqbmU%2FfhNTRFANGKEY3cGa7Wlmz60t9%2FtQzfEd7r9hkZhCbeUNpfks5uIQ0suplFdEasUNEeTOdiTLbu4obV8bLgvEo0cqKlb2ruE1MEzOzloVx0thHigCdKDOCUlZ7V7q5ZbxvWDM9RECOCjUHqTkS5HBCAnRojC3zYEemt4FiWAhkpnzcN8IbPKEZvCsybZrxvmkj7jtigyYrqpSRwc%2FhpATo0FlBoPG5t8chOow%2B61UVcfMomjfKzI5b4c6zekYuWlJsLSumpXyzbB5F6%2Bx4dwSyU8NiADwjXKxj1EwVMSRGzlqDpDyz7F7doT7VS%2FVM09oeyjXCVTugtbSLyw9iZznpXtsTEBsMq1XgR8z4mY3Iby3xkyUYZavpJSeSf%2BBTyU2asqWnVH42GJvANp79DEuxhU9udtFqWs%2B3HIb%2BVlWTFnEibwTUE%2FBlFJ3pGU8Pg3doQ4BBpHZqPoN9eN2qjT1MlcrZjdNi1ceczm4XiFUr770PYaeaJkDD1uwcjhpNLVbpJg%2FdeFbRsliFmvf8kbKHNEcIFkbpaWB%2FmzvbYDbqMGv%2FlnAODwmwozJCgJQ8jz6s%2BBDUi71ZcwZKaduauJffDXwxmwtXF88FD6bGeHrcyxTQRhluxuYROb7S4vhJa9uwt928qc%2BZIKMqItHawDLp4VW12uo%2BZ2vMUWqmiLPYhQewOWxiqlKMNtCWZ4KmAnvywjB4sF40YkAjT0QT23QwgYcEMA6mY0dMCTBIOoMX1R82xVRvHmkXTP1qT9BPBc%2BFOYYAQsII1%2FIoBEKISB3xJdpjKL1eLtgFg1oru2DgYimANL0csGFPr%2FLVnA0E0kcsxmJQPPgL%2BT3j4kf9y78x83Ue%2F9C%2FhPs0kREwbEH1lMtXvJ59jec0AFxQEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE3gpAv8PCvupGPnOJNYAAAAASUVORK5CYII%3D%22%20data-filename%3D%22image.png%22%20style%3D%22width%3A%2080.0625px%3B%20height%3A%2080.0625px%3B%22%3E%26nbsp%3B%3Cspan%20style%3D%22font-size%3A%2036px%3B%22%3E%3Cb%3E%26nbsp%3B%20%3Cspan%20style%3D%22font-size%3A%2050px%3B%20font-family%3A%20Poppins%3B%22%3E%2B%3C%2Fspan%3E%26nbsp%3B%3C%2Fb%3E%3C%2Fspan%3E%3Cimg%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAYAAAB5fY51AAAbVklEQVR4Ae2dwbXdtrWG4TwP3uylgzgVxK7AcQVSKrBUQewKZFdgqwLJs8xsVyCpAssVSG%2BYkZQKnPXrHojU0SGJDQLEBvFhrbvIew5IbHwb%2BLkBgochkM5A4M8hhAchhCchhDchhD%2F4e8%2FgtxDCDyGEz8%2FgaOoAgZ4J3A8h%2FIw4vRenLaF%2BdRGvz3p2OrZDoCcCiqa%2BCSGo8211UL5fZvQshPD3nhyPrRDoiYCE6juGfMVFGuHqqRdgaxcENPQjolqOlkpEkhIuhopddAeM9EpAHUgdqUSH5BxpHBXFkiAAASMBRVXc8UsTmdJirDuL3FU0Nliyj0tAyxNKd0LOZ2Oqi4WWipAgAIEFAppY19UdcfHDQGu4SBCAwBUBDUEQKz9CNb9oKOIlQQACFwISq1rzVZbzSjCtSVHhvHNv7Su%2FJXkRcdlhtd1ST%2FJCoAsCpcVKAqWIQJP26mBaHLklIvF73ZHMSfH4lK31%2FJa7pKqz7qzWekwpR9Ct9SU%2FBNwSkKCUiiDUsdVhr9NIgnVr5bqYlHx8ieHhdQvj%2F2EIlBArCdWtjhohji5YkYMir1J3XxGtSJXtMAT2dh6tfF8TqggSwYok7ralFuOy5OFDrvx3YgJq7CnzPUt5LLfaEazbDUlDRcsNiVu%2BYHHpbbZ8eiICusLndhQdlxJVzXEhWHMaH%2B5rDtEyqX8tWtw5%2FJBn9f%2F%2BVL0ECrgmoKFgzu3xlyGEr0IIz69PyP%2FZBN5emD7NPIMirEeZx3IYBNwTyB0K7rmSE2GlNYtc3yjqska9aRaRCwINCSiqyhkK7hErVRfBSnd6rmhpWEk6gABDwgMgX4rQr4Rah4IasvwjhKAtqT4BDQ2%2FzShGFwWJHQkCpyCQG12VuAtFhGVvQjlLTrTMhFSZABFWZcCX0%2BdEV7rSa6KddDyBhxns4yNBx1tLiRAoTMA6d1VyToQIK8%2BZOctPiLLyWCcfRYSVjCo7o%2BY2rHNXusKT2hJ4HUL43miCRE4XCFIlAghWJbCz034920%2FZ%2FTGEoM5Cak9AvrCue7P6u30tsQACFwK64l6vjl77X0NHazS2BZsh4Rah9e8t%2FKJvS%2Ftw3cKBviXCquvsWz%2F3slaibquzhGGN0PHfKcKyRllWvx9fq05LRLDqOu5L4%2BkfG%2FOT%2FRgC1rmse8eYRSkQKEsgDhFStiXvDM5roeFJSvnKox%2B6y0mpd0GVz5osa6JqTnhbXmSbU08rlyHzE2HVc7u18%2FxUyRQNMVOHNL9m2vBL4nGp%2BeanS7XJUs%2F5%2BVP3LdGvLhIlFv2m2kY%2BCOwmoMWiqZGN8tWcqFXn2bJFzyzmppQ1S4o6lC8npfwEjHjXTNYbKLXtqVlXzj0gActQZo9YpKLVerClodveB6xlg0Rx6fz6fM%2BzdhJz2bgkumJ9RFqz4dq2o2w6ot6UMQCBlKggNnLLL4juQacoQWXJtvi3R0iubdH51VFjx9ZW%2F%2BdGVtfnV9QSuUoENedmHXpfn9Pyv9hFn21tZScJAt0Q2GrQ8%2B9LikY3gDo0VMsV5n7b2u%2Bwir5NZtLdh39Y2e7DD1tW8DD6FiG%2B75KAdYK2y0oOavRWVDX%2F%2Fsjh6hDuIMKq4%2BZSczZ1rOOsewgQDe%2Bht%2FNYBGsnwAKH0wEKQDzwFPjrQNjXRSFY10SO%2F58OcDxzSuyUAILVqeMwGwIjEkCwRvQ6dYZApwQQrE4dh9kQGJEAgjWi16kzBDolgGB16jjMhsCIBBCsEb1OnSHQKQEEq1PHYTYERiSAYI3odeoMgU4JIFidOg6zITAiAQRrRK9TZwh0SgDB6tRxmA2BEQkgWCN6nTpDoFMCCFanjsNsCIxIAMEa0evUGQKdEkCwOnUcZkNgRAII1ohep84Q6JQAgtWp4zAbAiMSQLBG9Dp1hkCnBBCsTh2H2RAYkQCC1d7reg07qR8C%2BKuhrz5tWDZF3xH4%2FPJq97eNgPwaQngaQmhVfmq1JRR6Vf3XIQReo5ZKjXwQSCCgF2jOX6jpff9NCEHC6TXJtledMZXPeZFq4RbFkLAw0E5Pp%2BjlmePI5Ylj2zp1eZ9mI1h9%2Bq2G1RKtRzVOvPOcD5xHfzurx%2BEWAgiWhdb58953WMV7Dm3CpEYEEKxG4J0W6%2FEOmEebnLrv%2FGYhWOf3ce81fN17BbC%2FHAEEqxzLM5zpF4eVeOHQJkxqRADBagTeabGPHdqlNWIvHdqFSQ0IIFgNoDst8mEI4blj2xgaOnXOkWYhWEfS9lmWhoFfXVa7%2B7TwLsL6IoTwvWNR9coOuyCwScCy0l0ruLkTtonUTYbfDCvuWele2G1EWIWBZpxOQx3vz%2FFlVOu0h%2BCrhq5FsBrCp2gIQMBGAMGy8SI3BCDQkACC1RA%2BRUMAAjYCCJaNF7khAIGGBBCshvApGgIQsBFAsGy8yA0BCDQkgGA1hE%2FREICAjQCCZeNFbghAoCEBBKshfIqGAARsBBAsGy9yQwACDQkgWA3hUzQEIGAjgGDZeJEbAhBoSADBagifoiEAARsBBMvGi9wQgEBDAghWQ%2FgUDQEI2AggWDZe5IYABBoSQLAawqdoCEDARgDBsvEiNwQg0JAAgtUQPkVDAAI2AgiWjRe5IQCBhgQQrIbwKRoCELARQLBsvMgNAQg0JIBgNYRP0RCAgI3Ap7bs5E4kwItRE0FlZmv1glL59XODzbQDA6yUrJ%2BkZCLPu0b69aWx1ugsP4YQ%2FtOIs15V%2F7JR2ZZi1fm%2FCSH880RvyhZ3%2Fb0IITwPIeiluiQIZBGIHUSvkv%2Fj5H8%2FZBE67iD5wvKK%2BF799XMIocYF8ThPUVITAvdDCCMI1bxjP2lCOq3QZye%2FYMz9oH3V1zL0TKNIrtMR0JVcHfe6AY3yv4TaW5JNo%2FC%2FrqeGwCQI3CQwyrDjulPM%2F9eQxFsa%2BQIi33iOfL21lWHsQaymKMab00cbDs4vIHEf0bq0StZh3YFQZMGcgTepurPnrU%2BzDrXqAZHWHW8EK4TvuDPzvvN5FAfd8ieFINHyOMeIbw4k8NnAE7pxuDHfehx6aLj%2BBj%2B9u%2FEgDuJBGpTA6BO6c7FSZ5CAe0yKLua2jrzv8aLisc2cziaiq0kEJFYSBc9J9hFp3fnM64WlevsZ%2BVlC7x20uvMvBejRnO87eDznaQhBtspvLYdFlkeD9KjN0uM2e1a0i4HmXodLIz9LqEc9rHcG9bzX40vHWWssmhxNXdOkie6HIYQWE956jq1FuWvsvH%2BnZRapYvPV5RnBpTqpnTzKaIcSwb8unZTPz0dAV2jrPIhl1bEadOr51QFI%2FRCwrAtLFbacudQhh4WjLmuwRlYajugXFUgQqEFAEbaid0uytmHLud3mHVWwUq980XHfxh22EKhEQKJlSQiWhdZAeTXRyzzPQA5vVFXNS1mjrEamtit21AjLQvx3S2byQmAHAVb1b8BDsDYA8TUEIOCHAILlxxdYAgEIbBBAsDYA8TUEIOCHAILlxxdYAgEIbBBAsDYA8TUEIOCHAILlxxdYAgEIbBBAsDYA8TUEIOCHAILlxxdYAgEIbBBAsDYA8TUEIOCHAILlxxdYAgEIbBBAsDYA8TUEIOCHAILlxxdYAgEIbBBAsDYA8TUEIOCHAILlxxdYAgEIbBBAsDYA8TUEIOCHwKiCxQ%2Bl%2BWmDWAKBZAIjC9bS65eu4fFro9dE%2BB8CjQiM%2FF5C%2FU57yqu49BPJNVPLd%2BzVrFeNc4uVXo3V8o0xQ%2F6Weg1n5pxzZMGSEOmH%2F9de%2Fa0XjKZGYjn8dYw6gN6R2CqS%2B%2BnynsVW5ady02vW9A4%2FBD6VGPlOSUCCoUhr%2Fh7BVyEEy3sIr8FY3ks4L7fVvurrOXLQW45bsdlTrvXtTJZ6Dvnm55EjrCgyevvxP%2BI%2Fg241xJJof9Ew0ltCL9sUWZEgEEaddMf1HxOQMDz4%2BOPmn%2FyzuQUY4IYAguXGFS4MuefCig%2BN8DxU%2FdBS%2FqtOAMGqjpgCIACBUgQQrFIkOU8tArxctBbZDs%2BLYHXotIom6waEt%2FTUm0HY044AgtWOvbeStQ7rsTejLuvgtB6OBAHuEtIG3hGQWH11wCLZXNxac6QnE7wvbs2tH8clEmAdViKoE2fTkOuIFf17Ef4YQpCtumtoXZC5t%2Bz58VpmwWr7OZED9xGsA2EvFKVHhEZfuLqA5qOPFWHplzZa%2FtrGl40F8yMoI33AHFZ7b%2F%2Fe3gQsgEAfBBCsPvyElRCAQAhMutMKIACBfggQYfXjKyyFwPAEEKzhmwAAINAPAQSrH19hKQSGJ4BgDd8EAACBfgggWP34CkshMDwBBGv4JgAACPRDAMHqx1dYCoHhCSBYwzcBAECgHwIIVj%2B%2BwlIIDE8AwRq%2BCQAAAv0QQLD68RWWQmB4AgjW8E0AABDohwCC1Y%2BvsBQCwxNAsIZvAgCAQD8EEKz2vvq%2F9iZgAQT6IIBgtfcTbzZu7wOLBfjLQqtwXgSrMFBOd3oClhdQvD49jYMriGDVAe7xhaR1ajrWWS1iJTJWwdILLkgrBBCsFTg7vrK8P48hxg7QBx%2BKrw4Gfl0cgvUhEV1B9c67Eu%2B9S726Wq%2FaH1rMf0cSsAhW7VeRWS6KRzKqWhbvJbzDK4F6dCVUahB6dbveOpyTJFifJR6o8ms38GiKOp3Kk1DWeMef6nx%2F9rJRvXex1BBZ534QK3IZcun8R3Vey5AtxybLhbIU0xlOdnsgoA7wx8rfk8xK%2FLByzuvyckXRYpo6%2B7MbNr25CIzlXLfySgCX6qxy90aSS%2BeW%2FZaOfsv21M9U1rXvlv63%2BlR8ls516%2FOj6pzKhnwHEJDTbzWG689yGseWEM7L%2BLlyXSVWW51tHrnkmHNLDOd1%2FG2HaC2J1fz8luFaTv10%2Fnl5W%2FvWNpPaFmO5ey8AOQw4pjEBdaLYANa2OVGWtYHXbIASxLX66TsJmoQtJ6WKszXqkC2pHCWYNVOKaM4ZW%2F35TYKP5uevWVfO7ZCAOue8AaztS9hy0lZUMy9zb4SzZJ%2Blnuo0OSlFEFXXVxkntwhFruCmmGXxZU57sdSztjin8GiSZ%2BS7hJbGnTvc0IRwarqXmtGYz1LPXBtShz8WW2I1Lexzzh%2FLWdvqYmKJmHJuoKQylJ2pd6DX6tTldyMLltVhlgYVz%2F0i7iRsdWetVodLKH5XFktn3lVQo4N1B9mSfrJkvoihRZj%2F33j%2B02QfWbCst4VzBMsSYalRWTvGaRqi44oourJcSBT91G5bORGcY8Tppo0sWFonY2lYljU40QMq42n8J2Fr7RwJpyTLDgKKHK0XEWt0JfOsbQvB2uHUng%2B1CJYirJyhj7UBWztIz%2Fy92y5fWKIr1cdygYr113RAarK02dRzdpNv5AhLTrLMMSm%2FpWHFRqCroWWSVFFWzvAzlse2DAH5wHrXVGJl8bUs1dyVRRSHja4Ea3TBss4x5d5F%2B97Yh3SLOyeaMxZD9gUCYp%2Bz9s4aTav4rxdsWPrYepFdOg%2Bfd0ogdfFoXDOVKyRagxTPkbLN6TC3XKBIIaU85cld35N6fuWzpq0V9POyS0WmljJj%2BbnsrO3Cyu9U%2BUePsOTMX40e1ZAtJ1mjLJWTW1aOfRxzR0AXihzh%2BzYDoHUpi3VEkGESh3gnoDmEeJVM2eas1o4MrNGc7LGsz4nlzLdEWHMa6%2FsSq5Q2cJ0nNxpOfUIglscFbN1%2Fw3xrDctzJt8F0yIesZHqkZA9omUpM3dYE21N2VoblWV4lhMZRXtyxUr%2ByZkm0ER7Cq95npxyYv3YnoiA9cHT3I4tZJZnxmJj3SNaCNZ6Q5UIWCOd6Bdtcy9eVoGUjSQIvCOQc7XLvZqrg1gjuthBcoYECNZyI1fkmjNMj%2F7IFZGc9pYrjMu155uuCVivsnuiLOu8Wewg2lqXPCBYt5ulfupmztW6r4tO7hDNGl3tmTe9XXs%2B7Z6ArmDWRpsbZQmWdRg6t01RQWrZCNaHTVM89kRV0Q%2B584o50VXO74h9WGv%2BOyUB61BNDX9Psl5pY2eJWx2vDrCWEKw7OuJgmcCPjG9tc4bm0Uc5Nmz5OJ6b7WAE1BBvNdC1z6yPb1wjzWnA1%2FasCdfIgqUhm3xaIqKKzPf4OyeKl29JELhJQA3c8suSasTKv%2BcKqDJLdSjNw6mDzudWRhMs%2BUIMrHOSUZDWtnvEQz6xRvCyZU%2FbutnI%2BfBcBHImY3PvFkVyJUUrdjhFbqqLOln8bGurY3LS1nnn38%2FFNKWsUmI%2BtyFnf49YqZ45y1n2lpnCt6s8n3Rl7THGRvGwXtn0aMaPO0xUuWqgrW9fW38NQHbnTkDvwHXooQ8zfzYmGhnnz%2BL%2Fqdu%2FZvz6Q%2Bq5yXciAjlzWXsWd87RWSKinEiBY9IjTvlUbWFPkqBbpxnkI6KrPdQHPDZnKKJj1ED3JnWSnEaOGKWL0RYrzTeViBxzbqrI9yXa0d52yPEdEbBMVs8bf6krozpLjmjObWE%2FT8DkwxKCkTNvJZ%2Bx7qojofBkau6dppINLucmAEKVJ1SKqkrNIeZMK8hvsoEEgSwCufMPanh75z7mBusGQM7QAuFKFy5dGEpEVfJbrljJX4rsSRDIJpCz2C8KRUnRUgXi3aZ4frbpgrTESsM%2F6x3htcakoXzu%2FKOGkCQI7CaQOzRUJyktWqoMwrVPqCQoEoeSQiW%2F7BGrUjdsdjd2TtA%2FAQ0VclYpx6t6DdESVXU4dbw9tkUbR9jqwiNflBr6zVv2HrESex1PgkAxAmpQezp1LdGKFZR9modhrmvykyIpDflqiVRkr%2FPvaRt7nk%2BMNrCFwEcE9vwkjBr0kXMUGjbKXpUpETuzkCnCVP0UQUm0Ne9Yerj3UWO4fLC3TZRaBrNkH58PTkANbM%2FVVJ2qxpBkcLccXn35cG9bYN7qcLeNWeDeBZ2KCJiz6LftKHrb2wY0XD0qCuyXNJYXIaCr694GqyhNwxdSXwQ0BMxdthAjcx3PBasvv3dvrURrb8NVA9bcC1da%2F81BPtqzvCWKlbYsDvXv71NaqKtkCdFSIy650vqUsBtWqkRUFQWr9t3ihpgougcCJUVLc1s0aD9eVyRUco0bvvXj26EtkWiVbNgIV9vmVONJAsSqrU8p%2FYpAqYn4OHTQFuG6glz5X4lK6fVqTLBXdhqnzycg0Srd4CVcavQ1nn3Lr%2Bl5jtRkuuYPS0bI8aKDWJ2nnZy6JnsXFMYGf2ur5RSaBObOYn4T0oVF0VSpu35LflI5JAh0QUAd4lZDLvmZxEuRlx5FoXOsNwvNSymSKrF%2BbsuHPG6z7ovsb3lrTja6pAM1Ga%2Br%2BFHR0MvLW1Z%2BDyHEt9%2FEbZLBJ8gk5hJvCdRfLgs09dkR6W0IQW9PenpEYSOWgWDV97o6z6PLMK5%2BacslvD7xK6PE%2BChRWiKsi4VeB6YtCQLdE9CwrcbE7tbwhO%2FrD815xKr77kkFbhFQJKA5J0TkHAx0R7h1ZHernfEZBIoSUCOvsfwBITxGCLVcgYWgRbsEJ%2BuBgBo9w8RjRKaEmEuoeOazh56FjVUJIFy%2BRQuhqtr8OXmvBCRcR6wTKhFtjHAOhKrXnoTdhxLQGqKaq%2BVHEJs9ddT8InNUhzZ5CjsDAd1VVMdhgr7%2BkFFziTyv6bzXsHDUuYNm5mm1vCKve5dHcWZfsZtJQIs8fw0h%2FMKCz0yCBx%2BGYB0MvGBxEi%2F9fXlZC6RojLROQAKlR5VeXLZ6lIbUEQEEqyNnbZiqCCxGYXqGLv6v7UhJIiRh0lbPVMZHkkZ7pvKUPkewTunWm5VKfd5Ok%2F0WkdNwSsKQmjSkTV0dLrHR83lbKYrSVj6%2BhwAETkbAOsGvYaklaeFl6h082UKCwHsCf3q%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%2Fv5zqsxCC%2FpbS50tfLHwez7vw9Ucf%2F%2B2jT5Y%2FkC3fLX8d3oYQXl6%2B11b%2Fk05M4JMT123kqkmQ7ocQvgwhqNOvCdSZOEmwnocQXly2UczOVEfqAoFTEPhzCOGbEMJvIYQ%2F%2BHvH4NWFySiCfYqGTCXOTUCd8UkI4Q0itSrUYoRwnbsvUDvHBBRRaX4HobJFlD%2BEEMSOBAEIHERAE90a7jD0y2MgkdccHwkCEKhMQFEVQlWGgYaJRFuVGyynH5OAOtbPiFVxsdZNCkRrzD5FrSsRUIfi7l%2BZqOpWdKrhtXX9WSVXc1oI9E0AsaonVHPx0rwWotV3X8F6BwSIrI4RLIkXw0MHDX7NBFa6r9Fp%2F50mhR9UMOMsj7EoIio9%2FyQ2X1RgzikhcGoCEqr5kCV3X%2FMzWnukpRClO7cXB6huWuVf6qaEeJEgAIFEAlqRvXdBqKIz64PJiea5ziZ2JRbUjsjOtWMxzi%2BBZzuiK83DMHl8F00qUtoTmfptIVgGAScEdGXP7WRrP8XipHqHmyGeudEqPA93FwX2RiDnkRseNVn3soaJOXdbxfWs837rxPgWAgkE9HybNbpSp2IIuA03dz0bUdY2W3IMSiBn7qrGsoez4s%2B5maELAgkCELgioM5kja64%2FX4FMeHfnDlCftkhASxZxiKgdUQWwdJcF%2FMreW3EevdQ67tIEIDAjIB1Upir%2FgyecVdCr6Fe6gWCYaERMNnPTUAdKLXzKJ%2BiK9I%2BAppMtzBnIek%2B3kWO5r2ERTDuPon1Lt%2Fj3SVygqdGBAiWERjZz0vAerW3RAbktUVSS7yYx3LQ%2F4iwHDghhPAXH2ZgxQoB3cUlNSaAYDV2wKV4OoMPP6xZYR22r52L7zIJIFiZ4AofxvKEwkA53TkJ8AN%2BPvyqeROSfwL0l8Y%2BIsJq7ACKhwAE0gkgWOmsauZ8XfPknBsCZyGAYPnw5HMfZmDFCgH91jsJAhAIIeT8isDSeiE%2BL7Pu6pojj0I56Kr%2F48AGTAjhbQjh35ffYP9fgLgj8DCE8C93Vg1o0H8BsYfzaq%2FBmdQAAAAASUVORK5CYII%3D%22%20data-filename%3D%22image.png%22%20style%3D%22width%3A%2072.6335px%3B%20height%3A%2072.6335px%3B%22%3E%3Cb%20style%3D%22font-size%3A%2036px%3B%22%3E%3Cbr%3E%3C%2Fb%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cbr%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%22%3EClick%20to%20hear%20your%20teacher%20say%20a%20sentence.%20Try%20to%20repeat%20exactly%20what%20you%20hear%20(and%20record%20yourself!).%20Listen%20back%20to%20check%20.%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Fp%3E%3Cp%20style%3D%22text-align%3A%20center%3B%22%3E%3Cfont%20face%3D%22Gotham%20Rounded%22%3E%3Cspan%20style%3D%22font-size%3A%2024px%3B%22%3E%3Cbr%3E%3C%2Fspan%3E%3C%2Ffont%3E%3C%2Fp%3E\\\",\\\"ShowGlossary\\\":1,\\\"MarginLeft\\\":200,\\\"MarginRight\\\":200,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"Scrollable\\\":0,\\\"Height\\\":300},{\\\"WidgetType\\\":2,\\\"WidgetId\\\":\\\"1a33d37b-0252-4b3d-8708-d4d9525ecc9b\\\",\\\"Content\\\":\\\"%3Cp%3E%3Cb%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2036px%3B%22%3E1.%20%3C%2Fb%3E%3Cspan%20class%3D%22audio-preview-panel%22%3E%E2%80%8B%3Caudio%20style%3D%22vertical-align%3A%20middle%3Bmargin%3A0px%200px%200px%200px%3B%20padding%3A0px%200px%200px%200px%22%20src%3D%22https%3A%2F%2Flbmainprod2.azureedge.net%2Fstudy-e2school-lb-prod-audio-files%2Faudio_638811419856626908.mp3%22%20name%3D%22textAudioPlayer%22%20data-number-of-play%3D%220%22%20data-play-time%3D%220%22%20data-disable-download%3D%221%22%20data-autoplay-trigger%3D%22manual%22%20data-show-full-player%3D%221%22%20controls%3D%22controls%22%3E%3C%2Faudio%3E%E2%80%8B%3C%2Fspan%3E%26nbsp%3B%3Cb%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2036px%3B%22%3E%3Cbr%3E%3C%2Fb%3E%3C%2Fp%3E\\\",\\\"ShowGlossary\\\":1,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"Scrollable\\\":0,\\\"Height\\\":300},{\\\"WidgetType\\\":29,\\\"WidgetId\\\":\\\"d3302c80-e1bc-4c06-ac3e-a6f38446c70d\\\",\\\"Content\\\":\\\"%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3EClick%26nbsp%3B%3C%2Fspan%3E%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-weight%3A%20bold%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3Erecord%20audio%3C%2Fspan%3E%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%26nbsp%3Band%20repeat%20the%20sentence.%3C%2Fspan%3E\\\",\\\"TextSpeech\\\":\\\"Large%20scale%20developments%20usually%20attract%20more%20investors.\\\",\\\"BorderWidth\\\":0,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"Timer\\\":20,\\\"ScoringMethod\\\":\\\"languageconfidence\\\",\\\"DifficultyOpt\\\":\\\"beginner\\\",\\\"LessonPronounciationWidgetLimit\\\":1,\\\"HideScore\\\":0,\\\"AllowRetry\\\":1,\\\"RecordingId\\\":\\\"uzAWf8zj\\\",\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"Limit\\\":0,\\\"Skill\\\":\\\"\\\"},{\\\"WidgetType\\\":20,\\\"WidgetId\\\":\\\"2364dde0-c113-4b72-91a5-f44429b025bb\\\",\\\"Content\\\":{\\\"title\\\":\\\"Text\\\",\\\"text\\\":\\\"%3Cdiv%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20id%3D%22docs-internal-guid-b26c403d-7fff-d39f-0ba0-af6080eae8f9%22%3E%3Cspan%20style%3D%22font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20background-color%3A%20transparent%3B%20font-variant-numeric%3A%20normal%3B%20font-variant-east-asian%3A%20normal%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3E%3Cb%3ELarge%20scale%3C%2Fb%3E%20developments%20usually%20attract%20more%20investors.%20%3C%2Fspan%3E%3C%2Fspan%3E%3Cbr%3E%3C%2Fdiv%3E\\\"},\\\"ShowGlossary\\\":1,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10},{\\\"WidgetType\\\":2,\\\"WidgetId\\\":\\\"ee576086-034e-4e1a-86fd-f0ba7d403df2\\\",\\\"Content\\\":\\\"%3Cp%3E%3Cb%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2036px%3B%22%3E%3Cbr%3E%3C%2Fb%3E%3C%2Fp%3E%3Cp%3E%3Cb%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2036px%3B%22%3E2.%20%3C%2Fb%3E%3Cspan%20class%3D%22audio-preview-panel%22%3E%E2%80%8B%3Caudio%20data-play-count%3D%221%22%20style%3D%22vertical-align%3A%20middle%3Bmargin%3A0px%200px%200px%200px%3B%20padding%3A0px%200px%200px%200px%22%20src%3D%22https%3A%2F%2Flbmainprod2.azureedge.net%2Fstudy-e2school-lb-prod-audio-files%2Faudio_638811420007253284.mp3%22%20name%3D%22textAudioPlayer%22%20data-number-of-play%3D%220%22%20data-play-time%3D%220%22%20data-disable-download%3D%221%22%20data-autoplay-trigger%3D%22manual%22%20data-show-full-player%3D%221%22%20controls%3D%22controls%22%3E%3C%2Faudio%3E%E2%80%8B%3C%2Fspan%3E%26nbsp%3B%3Cb%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2036px%3B%22%3E%3Cbr%3E%3C%2Fb%3E%3C%2Fp%3E\\\",\\\"ShowGlossary\\\":1,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"Scrollable\\\":0,\\\"Height\\\":300},{\\\"WidgetType\\\":29,\\\"WidgetId\\\":\\\"63824fde-727c-4c3a-b93a-01f1cd5e2f2a\\\",\\\"Content\\\":\\\"%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3EClick%26nbsp%3B%3C%2Fspan%3E%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-weight%3A%20bold%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3Erecord%20audio%3C%2Fspan%3E%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%26nbsp%3Band%20repeat%20the%20sentence.%3C%2Fspan%3E\\\",\\\"TextSpeech\\\":\\\"The%20global%20community%20must%20work%20together.\\\",\\\"BorderWidth\\\":0,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"Timer\\\":20,\\\"ScoringMethod\\\":\\\"languageconfidence\\\",\\\"DifficultyOpt\\\":\\\"beginner\\\",\\\"LessonPronounciationWidgetLimit\\\":1,\\\"HideScore\\\":0,\\\"AllowRetry\\\":1,\\\"RecordingId\\\":\\\"uzAWf8zj\\\",\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"Limit\\\":0,\\\"Skill\\\":\\\"\\\"},{\\\"WidgetType\\\":20,\\\"WidgetId\\\":\\\"2f2e6f87-59fe-4990-8b4a-fd645f323687\\\",\\\"Content\\\":{\\\"title\\\":\\\"Text\\\",\\\"text\\\":\\\"%3Cdiv%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20id%3D%22docs-internal-guid-756f4726-7fff-88e2-b35d-6627572cf122%22%3E%3Cspan%20style%3D%22font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20background-color%3A%20transparent%3B%20font-variant-numeric%3A%20normal%3B%20font-variant-east-asian%3A%20normal%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3EThe%20%3Cb%3Eglobal%20community%3C%2Fb%3E%20must%20work%20together.%20%3C%2Fspan%3E%3C%2Fspan%3E%3Cbr%3E%3C%2Fdiv%3E\\\"},\\\"ShowGlossary\\\":1,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10},{\\\"WidgetType\\\":2,\\\"WidgetId\\\":\\\"31ca16a0-6d3c-402f-bfaf-404bdc8f54fe\\\",\\\"Content\\\":\\\"%3Cp%3E%3Cb%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2036px%3B%22%3E%3Cbr%3E%3C%2Fb%3E%3C%2Fp%3E%3Cp%3E%3Cb%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2036px%3B%22%3E3.%20%3C%2Fb%3E%3Cspan%20class%3D%22audio-preview-panel%22%3E%E2%80%8B%3Caudio%20data-play-count%3D%221%22%20style%3D%22vertical-align%3A%20middle%3Bmargin%3A0px%200px%200px%200px%3B%20padding%3A0px%200px%200px%200px%22%20src%3D%22https%3A%2F%2Flbmainprod2.azureedge.net%2Fstudy-e2school-lb-prod-audio-files%2Faudio_638811420207412111.mp3%22%20name%3D%22textAudioPlayer%22%20data-number-of-play%3D%220%22%20data-play-time%3D%220%22%20data-disable-download%3D%221%22%20data-autoplay-trigger%3D%22manual%22%20data-show-full-player%3D%221%22%20controls%3D%22controls%22%3E%3C%2Faudio%3E%E2%80%8B%3C%2Fspan%3E%26nbsp%3B%3Cb%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2036px%3B%22%3E%3Cbr%3E%3C%2Fb%3E%3C%2Fp%3E\\\",\\\"ShowGlossary\\\":1,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"Scrollable\\\":0,\\\"Height\\\":300},{\\\"WidgetType\\\":29,\\\"WidgetId\\\":\\\"a30745ae-fed3-41eb-89a1-1750f718a86d\\\",\\\"Content\\\":\\\"%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3EClick%26nbsp%3B%3C%2Fspan%3E%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-weight%3A%20bold%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3Erecord%20audio%3C%2Fspan%3E%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%26nbsp%3Band%20repeat%20the%20sentence.%3C%2Fspan%3E\\\",\\\"TextSpeech\\\":\\\"Most%20apartments%20are%20measured%20by%20the%20square%20meter.\\\",\\\"BorderWidth\\\":0,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"Timer\\\":20,\\\"ScoringMethod\\\":\\\"languageconfidence\\\",\\\"DifficultyOpt\\\":\\\"beginner\\\",\\\"LessonPronounciationWidgetLimit\\\":1,\\\"HideScore\\\":0,\\\"AllowRetry\\\":1,\\\"RecordingId\\\":\\\"uzAWf8zj\\\",\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"Limit\\\":0,\\\"Skill\\\":\\\"\\\"},{\\\"WidgetType\\\":20,\\\"WidgetId\\\":\\\"c242d676-f286-4365-b968-d9581542c8be\\\",\\\"Content\\\":{\\\"title\\\":\\\"Text\\\",\\\"text\\\":\\\"%3Cdiv%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20id%3D%22docs-internal-guid-e4e2e565-7fff-1636-257d-f6febe037c66%22%3E%3Cspan%20style%3D%22font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20background-color%3A%20transparent%3B%20font-variant-numeric%3A%20normal%3B%20font-variant-east-asian%3A%20normal%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3EMost%20apartments%20are%20measured%20by%20the%20%3Cb%3Esquare%20meter%3C%2Fb%3E.%3C%2Fspan%3E%3C%2Fspan%3E%3Cbr%3E%3C%2Fdiv%3E\\\"},\\\"ShowGlossary\\\":1,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10},{\\\"WidgetType\\\":2,\\\"WidgetId\\\":\\\"b602e5d8-d413-46a3-86b5-77c1390520be\\\",\\\"Content\\\":\\\"%3Cp%3E%3Cb%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2036px%3B%22%3E%3Cbr%3E%3C%2Fb%3E%3C%2Fp%3E%3Cp%3E%3Cb%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2036px%3B%22%3E4.%20%3C%2Fb%3E%3Cspan%20class%3D%22audio-preview-panel%22%3E%E2%80%8B%3Caudio%20style%3D%22vertical-align%3A%20middle%3Bmargin%3A0px%200px%200px%200px%3B%20padding%3A0px%200px%200px%200px%22%20src%3D%22https%3A%2F%2Flbmainprod2.azureedge.net%2Fstudy-e2school-lb-prod-audio-files%2Faudio_638811420431788932.mp3%22%20name%3D%22textAudioPlayer%22%20data-number-of-play%3D%220%22%20data-play-time%3D%220%22%20data-disable-download%3D%221%22%20data-autoplay-trigger%3D%22manual%22%20data-show-full-player%3D%221%22%20controls%3D%22controls%22%3E%3C%2Faudio%3E%E2%80%8B%3C%2Fspan%3E%26nbsp%3B%3C%2Fp%3E\\\",\\\"ShowGlossary\\\":1,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"Scrollable\\\":0,\\\"Height\\\":300},{\\\"WidgetType\\\":29,\\\"WidgetId\\\":\\\"26704ab3-9392-43f0-b826-525c3e85fe11\\\",\\\"Content\\\":\\\"%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3EClick%26nbsp%3B%3C%2Fspan%3E%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-weight%3A%20bold%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3Erecord%20audio%3C%2Fspan%3E%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%26nbsp%3Band%20repeat%20the%20sentence.%3C%2Fspan%3E\\\",\\\"TextSpeech\\\":\\\"Foreign%20aid%20is%20usually%20given%20by%20developed%20countries.\\\",\\\"BorderWidth\\\":0,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"Timer\\\":20,\\\"ScoringMethod\\\":\\\"languageconfidence\\\",\\\"DifficultyOpt\\\":\\\"beginner\\\",\\\"LessonPronounciationWidgetLimit\\\":1,\\\"HideScore\\\":0,\\\"AllowRetry\\\":1,\\\"RecordingId\\\":\\\"uzAWf8zj\\\",\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"Limit\\\":0,\\\"Skill\\\":\\\"\\\"},{\\\"WidgetType\\\":20,\\\"WidgetId\\\":\\\"38dc1e4b-0ace-4cec-8447-060dcd916506\\\",\\\"Content\\\":{\\\"title\\\":\\\"Text\\\",\\\"text\\\":\\\"%3Cdiv%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20id%3D%22docs-internal-guid-aa05b31b-7fff-9553-414b-ecbea8dc443d%22%3E%3Cspan%20style%3D%22font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20background-color%3A%20transparent%3B%20font-variant-numeric%3A%20normal%3B%20font-variant-east-asian%3A%20normal%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3EForeign%20aid%20is%20usually%20given%20by%20%3Cb%3Edeveloped%20countries%3C%2Fb%3E.%20%3C%2Fspan%3E%3C%2Fspan%3E%3Cbr%3E%3C%2Fdiv%3E\\\"},\\\"ShowGlossary\\\":1,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10},{\\\"WidgetType\\\":2,\\\"WidgetId\\\":\\\"23fdc348-670e-414a-86c1-7439689432e3\\\",\\\"Content\\\":\\\"%3Cp%3E%3Cb%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2036px%3B%22%3E%3Cbr%3E%3C%2Fb%3E%3C%2Fp%3E%3Cp%3E%3Cb%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2036px%3B%22%3E5.%20%3C%2Fb%3E%3Cspan%20class%3D%22audio-preview-panel%22%3E%E2%80%8B%3Caudio%20style%3D%22vertical-align%3A%20middle%3Bmargin%3A0px%200px%200px%200px%3B%20padding%3A0px%200px%200px%200px%22%20src%3D%22https%3A%2F%2Flbmainprod2.azureedge.net%2Fstudy-e2school-lb-prod-audio-files%2Faudio_638811420631009418.mp3%22%20name%3D%22textAudioPlayer%22%20data-number-of-play%3D%220%22%20data-play-time%3D%220%22%20data-disable-download%3D%221%22%20data-autoplay-trigger%3D%22manual%22%20data-show-full-player%3D%221%22%20controls%3D%22controls%22%3E%3C%2Faudio%3E%E2%80%8B%3C%2Fspan%3E%26nbsp%3B%3Cb%20style%3D%22font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20font-size%3A%2036px%3B%22%3E%3Cbr%3E%3C%2Fb%3E%3C%2Fp%3E\\\",\\\"ShowGlossary\\\":1,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":0,\\\"PaddingRight\\\":0,\\\"PaddingTop\\\":0,\\\"PaddingBottom\\\":0,\\\"Scrollable\\\":0,\\\"Height\\\":300},{\\\"WidgetType\\\":29,\\\"WidgetId\\\":\\\"77cd0048-3a41-425c-b1de-ad13f627012f\\\",\\\"Content\\\":\\\"%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3EClick%26nbsp%3B%3C%2Fspan%3E%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-weight%3A%20bold%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3Erecord%20audio%3C%2Fspan%3E%3Cspan%20style%3D%22letter-spacing%3A%20normal%3B%20font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%22%3E%26nbsp%3Band%20repeat%20the%20sentence.%3C%2Fspan%3E\\\",\\\"TextSpeech\\\":\\\"The%20food%20supply%20is%20a%20concern%20for%20the%20world.\\\",\\\"BorderWidth\\\":0,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10,\\\"Timer\\\":20,\\\"ScoringMethod\\\":\\\"languageconfidence\\\",\\\"DifficultyOpt\\\":\\\"beginner\\\",\\\"LessonPronounciationWidgetLimit\\\":1,\\\"HideScore\\\":0,\\\"AllowRetry\\\":1,\\\"RecordingId\\\":\\\"uzAWf8zj\\\",\\\"ShowHidePanel\\\":0,\\\"ShowGlossary\\\":1,\\\"Limit\\\":0,\\\"Skill\\\":\\\"\\\"},{\\\"WidgetType\\\":20,\\\"WidgetId\\\":\\\"3e45971c-d0e3-4d64-b766-51af006a84f4\\\",\\\"Content\\\":{\\\"title\\\":\\\"Text\\\",\\\"text\\\":\\\"%3Cdiv%20style%3D%22text-align%3A%20left%3B%22%3E%3Cspan%20id%3D%22docs-internal-guid-e5e82f8c-7fff-144b-6265-ffc6213ffabd%22%3E%3Cspan%20style%3D%22font-size%3A%2020px%3B%20font-family%3A%20%26quot%3BGotham%20Rounded%26quot%3B%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20background-color%3A%20transparent%3B%20font-variant-numeric%3A%20normal%3B%20font-variant-east-asian%3A%20normal%3B%20vertical-align%3A%20baseline%3B%20white-space%3A%20pre-wrap%3B%22%3EThe%20%3Cb%3Efood%20supply%3C%2Fb%3E%20is%20a%20concern%20for%20the%20world.%20%3C%2Fspan%3E%3C%2Fspan%3E%3Cbr%3E%3C%2Fdiv%3E\\\"},\\\"ShowGlossary\\\":1,\\\"MarginLeft\\\":250,\\\"MarginRight\\\":250,\\\"MarginTop\\\":10,\\\"MarginBottom\\\":10,\\\"PaddingLeft\\\":10,\\\"PaddingRight\\\":10,\\\"PaddingTop\\\":10,\\\"PaddingBottom\\\":10}],\\\"MarginLeft\\\":0,\\\"MarginRight\\\":0,\\\"ColumnSpace\\\":0,\\\"WidthLeft\\\":50,\\\"WidthRight\\\":50,\\\"Scrollable\\\":0}]}\",\"IsRetry\":false,\"IsCompleted\":false,\"IsInProgress\":false,\"IsTransferedLesson\":true}}","status":200,"url":"https://study.e2english.com/Student/LessonExercise/ReadLayout"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":[]}","status":200,"url":"https://study.e2english.com/Student/Glossary/ReadByWords"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":\"0\",\"StudentAnswers\":[]}}","status":200,"url":"https://study.e2english.com/Student/Assessment/ReadStudentAudioRecordingScoreableAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":\"0\",\"StudentAnswers\":[]}}","status":200,"url":"https://study.e2english.com/Student/Assessment/ReadStudentAudioRecordingScoreableAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":\"0\",\"StudentAnswers\":[]}}","status":200,"url":"https://study.e2english.com/Student/Assessment/ReadStudentAudioRecordingScoreableAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":\"0\",\"StudentAnswers\":[]}}","status":200,"url":"https://study.e2english.com/Student/Assessment/ReadStudentAudioRecordingScoreableAnswer"},{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Point\":\"0\",\"StudentAnswers\":[]}}","status":200,"url":"https://study.e2english.com/Student/Assessment/ReadStudentAudioRecordingScoreableAnswer"}],"exercise":{},"final_url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12671&coursePublishedId=181&isCompleted=0","frame_media":{"https://videos.cdn.spotlightr.com/watch/MTY5MjIwOA==?fallback=true":{"audio":[],"images":[{"from":"frame:https://videos.cdn.spotlightr.com/watch/MTY5MjIwOA==?fallback=true","src":"https://images.spotlightr.com/video/image?id=1692208&optimizer=image"}],"video":[]}},"frames_html":{"https://videos.cdn.spotlightr.com/watch/MTY5MjIwOA==?fallback=true":"<html><head><style class=\"vjs-styles-defaults\">\n      .video-js {\n        width: 300px;\n        height: 150px;\n      }\n\n      .vjs-fluid:not(.vjs-audio-only-mode) {\n        padding-top: 56.25%\n      }\n    </style>\n    <meta charset=\"utf-8\">\n    <meta http-equiv=\"X-UA-Compatible\" content=\"IE=edge\">\n    <title></title>\n    <meta name=\"viewport\" content=\"width=device-width, initial-scale=1\">\n    <meta charset=\"UTF-8\">\n    <meta name=\"viewport\" content=\"width=device-width, initial-scale=1.0\">\n    <meta http-equiv=\"X-UA-Compatible\" content=\"ie=edge\">\n    <meta id=\"version-mark\" content=\"5.1.26\">\n\n    <title>1.2.7 Lesson Collocations</title>\n    <meta name=\"description\" content=\"1.2.7 Lesson Collocations\">\n    <!-- Schema.org markup for Google+ -->\n    <meta itemprop=\"name\" content=\"1.2.7 Lesson Collocations\">\n    <meta itemprop=\"description\" content=\"1.2.7 Lesson Collocations\">\n    <meta itemprop=\"image\" content=\"https://s3.amazonaws.com/spotlightr-output/99137252/492744bb38fe99707151f69dfddd8eb0.jpg\">\n\n    <!-- Twitter card data -->\n    <meta name=\"twitter:card\" content=\"player\">\n    <meta name=\"twitter:site\" content=\"@spotlightr\">\n    <meta name=\"twitter:title\" content=\"1.2.7 Lesson Collocations\">\n    <meta name=\"twitter:text:title\" content=\"1.2.7 Lesson Collocations\">\n    <meta name=\"twitter:url\" content=\"https://app.spotlightr.com/publish/MTY5MjIwOA==\">\n    <meta name=\"twitter:description\" content=\"1.2.7 Lesson Collocations\">\n    <meta name=\"twitter:text:description\" content=\"1.2.7 Lesson Collocations\">\n    <meta name=\"twitter:image\" content=\"https://s3.amazonaws.com/spotlightr-output/99137252/492744bb38fe99707151f69dfddd8eb0.jpg\">\n    <meta name=\"twitter:player\" content=\"https://app.spotlightr.com/watch/MTY5MjIwOA==?fallback=true\">\n    <meta name=\"twitter:player:width\" content=\"435\">\n    <meta name=\"twitter:player:height\" content=\"249\">\n\n    <!-- Open Graph data -->\n    <meta property=\"og:title\" content=\"1.2.7 Lesson Collocations\">\n    <meta property=\"og:type\" content=\"article\">\n    <meta property=\"og:description\" content=\"1.2.7 Lesson Collocations\">\n    <meta property=\"og:url\" content=\"https://app.spotlightr.com/watch/MTY5MjIwOA==\">\n    <meta property=\"og:image\" content=\"https://s3.amazonaws.com/spotlightr-output/99137252/492744bb38fe99707151f69dfddd8eb0.jpg\">\n    <meta property=\"og:image:url\" content=\"https://s3.amazonaws.com/spotlightr-output/99137252/492744bb38fe99707151f69dfddd8eb0.jpg\">\n    <meta property=\"og:image:secure_url\" content=\"https://s3.amazonaws.com/spotlightr-output/99137252/492744bb38fe99707151f69dfddd8eb0.jpg\">\n\n    <meta property=\"og:locale\" content=\"en_US\">\n    <meta property=\"og:logo\" content=\"https://spotlightr.com/300.png\">\n\n    <meta property=\"fb:app_id\" content=\"384177255288587\">\n\n\n    \n    <script>\n       if (!Object.prototype.slice || !Uint8Array.prototype.slice) {\n           Uint8Array.prototype.slice = Array.prototype.slice;\n       }\n    </script>\n    <link rel=\"shortcut icon\" type=\"image/jpg\" href=\"/\">\n<link href=\"/watch/main.css\" rel=\"stylesheet\"><script type=\"text/javascript\" src=\"https://cdn.jsdelivr.net/npm/mobile-detect@1.4.4/mobile-detect.min.js\"></script><style id=\"sidebar-active-video-indicator\">:root { --video-play-indicator-paused: false; }</style><link rel=\"icon\" id=\"icon\" type=\"image/gif\" href=\"https://s3.amazonaws.com/spotlightr-output/99137252/assets/1722397532777_E2TestPreplogo1080x1080_dark.png\"><style type=\"text/css\"> .vjs-play-progress {color: #ffffffff; background-color: #ffffffff; transition: width .5s linear; } .vjs-volume-level, .vjs-volume-level::after{background-color: #ffffffff!important; } .vjs-volume-level {background-color: #ffffffff; transition: width .5s linear; } .video-js .vjs-menu-button-popup .vjs-menu .vjs-menu-item, .content-browsing-list-item {color: #ffffffff; } .video-js .vjs-control {color: #ffffffff; } .video-js .vjs-control:hover {color: #ffffffff; } .video-js .vjs-control-bar, .video-js .vjs-control-bar2 , .vjs-volume-control.vjs-control, .vjs-progress-control, #controls-toolbar, #controls-toolbar-button {background-color: #0d6efdff !important; } .video-js .vjs-control:focus {color: #ffffffff; } .video-js .vjs-control:before {color: #ffffffff; } .vjs-control-text {color: #ffffffff; } .vjs-control-text{color: #ffffffff; } .vjs-time-control, .vjs-time-divider {color: #ffffffff; } #video-name {color: #ffffffff; } .vjs-resolution-button-staticlabel {text-shadow: #ffffffff; } .vjs-custom-button, .browsing-arrow-left {color: #ffffffff !important; } .vjs-playback-rate {text-shadow: #ffffffff; } .vjs-menu .vjs-menu-content, #custom-markers-list-wrapper, #content-browsing-list-left-wrapper, #content-browsing-list-right-wrapper {background-color: #0d6efdff !important;} .vjs-progress-holder .vjs-play-progress {background-color: #ffffffff; } #video-loading .spinner > * {background-color: #ffffffff; } .timeline-dot {background-color: #ffffffff!important; } #add-comment-button svg {fill: #ffffffff; } #add-comment-button svg {fill: #ffffffff; } .notification-wrapper.status {\n                background-color: #0d6efdff;\n            } .video-js .vjs-load-progress, .vjs-slider-horizontal {background-color: rgba(255,255,255,.25) !important;} .vjs-modal-dialog.vjs-text-track-settings {display: block; } .vjs-modal-dialog.vjs-text-track-settings {background: #0d6efdff!important; } .vjs-modal-dialog.vjs-text-track-settings, .vjs-text-track-settings legend {color: #ffffffff!important; } .vjs-playback-rate {display:block !important; } .vjs-picture-in-picture-control{display: none!important; } </style><style id=\"vjs_child_toggle_visibility\">.vjs-control-bar > *:not(#controls-toolbar-wrapper) { <br>            visibility: ;<br>            opacity: 1;<br>         }</style><script type=\"text/javascript\" src=\"//videos.cdn.spotlightr.com/assets/scripts/video.custom.min.js\"></script><script type=\"text/javascript\" src=\"/assets/scripts/videojs-contrib-quality-levels.js\"></script><script type=\"text/javascript\" src=\"https://cdn.sc.gl/videojs-hotkeys/latest/videojs.hotkeys.min.js\"></script><script type=\"text/javascript\" src=\"/assets/scripts/videojs-resolution-switcher.js\"></script></head>\n\n<body>\n\n<div id=\"app\"><div class=\"full-screen\"><div id=\"video-container\" aria-label=\"1.2.7 Lesson Collocations Video Player\" tabindex=\"1\" videocontainerid=\"my-video-1692208\" class=\"watch-not-available border-box not-played flex\" style=\"width: 100%; height: 100%;\"><div id=\"video-supplements\" class=\"video-supplements\"><div id=\"controls-toolbar-wrapper\" class=\"z-99999\"><span id=\"controls-toolbar\" class=\"h-100-perc absolute w-100-perc\" style=\"display: none; overflow: hidden; justify-content: end; right: 3.5em;\"></span></div><div class=\"video-supplements-thumbnail\" style=\"background-image: url(&quot;https://images.spotlightr.com/video/image?id=1692208&amp;optimizer=image&quot;); background-size: auto 100%; background-repeat: no-repeat; background-color: black; background-position: 50% 50%;\"></div><div id=\"video-shadow\" style=\"background: linear-gradient(0deg, rgba(255, 255, 255, 0), rgba(0, 0, 0, 0) 26%, rgba(0, 0, 0, 0) 82%, rgba(255, 255, 255, 0));\"></div><div class=\"feedback-buttons-layer\"><div id=\"left-action-button\" class=\"action-button left\"><div></div></div><div id=\"video-btn-player\" class=\"video-button-wrapper\" aria-label=\"Play the video\" tabindex=\"2\" aria-required=\"true\"><div class=\"video-button  \" id=\"video-loading\" style=\"padding: 0px; margin: 0px; justify-content: center; align-items: center; display: flex; color: rgb(255, 255, 255);\"><div class=\"spinner\"><div class=\"rect1\"></div><div class=\"rect2\"></div><div class=\"rect3\"></div><div class=\"rect4\"></div><div class=\"rect5\"></div></div></div></div><div id=\"right-action-button\" class=\"action-button right\"><div></div></div></div></div><video playsinline=\"\" id=\"my-video-1692208\" class=\"video-js\" preload=\"auto\" crossorigin=\"anonymous\"></video><div></div><div></div><div></div><div class=\"overlays-main-wrapper z-99998 column center h-100-perc \"></div></div></div></div>\n\n<script type=\"text/javascript\" src=\"/watch/bundle.js\"></script>\n\n<img id=\"imgId\" src=\"https://images.spotlightr.com/video/image?id=1692208&amp;optimizer=image\" style=\"display: none;\"></body></html>"},"html_length":252425,"iframes":[{"accessible":true,"height":"","id":"spotlightr-player-MTY5MjIwOA==-1987c987-bcea-4f39-8a25-9b974274e185","name":"iframeRender","src":"https://videos.cdn.spotlightr.com/watch/MTY5MjIwOA==?fallback=true","title":"","width":""}],"links":[],"media":{"audio":[{"from":"network","src":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811423524040614.mp3"},{"from":"network","src":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811423639043037.mp3"},{"from":"network","src":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811423209969740.mp3"},{"from":"network","src":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811423412788086.mp3"},{"from":"network","src":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811423322942123.mp3"},{"from":"network","src":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811420631009418.mp3"},{"from":"network","src":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811420007253284.mp3"},{"from":"network","src":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811420207412111.mp3"},{"from":"network","src":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811419856626908.mp3"},{"from":"network","src":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811420431788932.mp3"}],"images":[{"src":"data:image/png;base64,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"},{"src":"data:image/png;base64,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"},{"src":"data:image/png;base64,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"},{"src":"data:image/png;base64,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"},{"src":"data:image/png;base64,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"},{"from":"frame:https://videos.cdn.spotlightr.com/watch/MTY5MjIwOA==?fallback=true","src":"https://images.spotlightr.com/video/image?id=1692208&optimizer=image"}],"video":[{"from":"iframe","src":"https://videos.cdn.spotlightr.com/watch/MTY5MjIwOA==?fallback=true"},{"from":"network","src":"blob:https://videos.cdn.spotlightr.com/a29b676a-70d5-4062-97f7-b6329778836d"},{"from":"network","src":"blob:https://videos.cdn.spotlightr.com/da59c181-de69-402f-909f-1d33a94f60b0"},{"from":"network","src":"https://videocdn.spotlightr.com/99137252/wistia437eeb9ba1cf3e0469f2d964f1a2ddd34939538c.mp4"}]},"network_media":[{"content_type":"video/mp4","status":206,"url":"blob:https://videos.cdn.spotlightr.com/a29b676a-70d5-4062-97f7-b6329778836d"},{"content_type":"video/mp4","status":206,"url":"blob:https://videos.cdn.spotlightr.com/a29b676a-70d5-4062-97f7-b6329778836d"},{"content_type":"video/mp4","status":206,"url":"blob:https://videos.cdn.spotlightr.com/da59c181-de69-402f-909f-1d33a94f60b0"},{"content_type":"video/mp4","status":206,"url":"blob:https://videos.cdn.spotlightr.com/da59c181-de69-402f-909f-1d33a94f60b0"},{"content_type":"video/mp4","status":206,"url":"https://videocdn.spotlightr.com/99137252/wistia437eeb9ba1cf3e0469f2d964f1a2ddd34939538c.mp4"},{"content_type":"application/octet-stream","status":206,"url":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811423524040614.mp3"},{"content_type":"application/octet-stream","status":206,"url":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811423639043037.mp3"},{"content_type":"application/octet-stream","status":206,"url":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811423209969740.mp3"},{"content_type":"application/octet-stream","status":206,"url":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811423412788086.mp3"},{"content_type":"application/octet-stream","status":206,"url":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811423322942123.mp3"},{"content_type":"application/octet-stream","status":206,"url":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811420631009418.mp3"},{"content_type":"application/octet-stream","status":206,"url":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811420007253284.mp3"},{"content_type":"application/octet-stream","status":206,"url":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811420207412111.mp3"},{"content_type":"application/octet-stream","status":206,"url":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811419856626908.mp3"},{"content_type":"application/octet-stream","status":206,"url":"https://lbmainprod2.azureedge.net/study-e2school-lb-prod-audio-files/audio_638811420431788932.mp3"}],"raw_html_path":"/root/e2english-upload/e2english-genspark_ai_developer/data/scrapes/lesson_12671_course_181_1778852153.html","scraped_at":1778852140,"scripts_data":{"inline":[{"json":{},"name":"timeOnTaskData"}]},"steps":[{"body_text":"Results are loaded\nLesson 2: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\n\ufeff\nCollocations\n\ufeffCollocations are words that often sit next to each other. They're the key to better English.\nHere are some you might have seen throughout the course already:\nmarine\nlife\nbrisk\nwalk\nbehind\nbars\nClick\nNext\nto learn a bunch more!\nReturn to Video\nBack\nViewing\n1\nof\n10\nNext\nClose\nBack\nNext\nClose\nViewing\n1\nof\n10","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"}],"html_excerpt":"<!DOCTYPE html><html lang=\"en\"><head>\n    <meta charset=\"utf-8\">\n    <meta name=\"viewport\" content=\"width=device-width, initial-scale=1, maximum-scale=1\">\n    <title>E2School Lesson 2: Collocations</title>\n\n    <link href=\"https://fonts.googleapis.com/css?family=Open+Sans:300,400,600,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Poppins:300,500,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Quicksand:300,400,500,700|Roboto:300,400,500,700\" rel=\"stylesheet\" type=\"text/css\">\n\n    <link href=\"/bundles/newadminlayout-css?v=asc011ulpMg5IwXBtpFUQhr2oImUupp9ApFTuGjW4b01\" rel=\"stylesheet\">\n\n    \n<link href=\"/bundles/color/color-darkblue?v=1FL5NrZwBLHxY7rtEN8xgqe3aXqemblfwjc06LDklsI1\" rel=\"stylesheet\">\n\n\n    <script type=\"text/javascript\" async=\"\" src=\"https://www.googletagmanager.com/gtag/js?id=G-4DPDDRTTM4&amp;cx=c&amp;_slc=1\"></script><script async=\"\" src=\"//www.google-analytics.com/analytics.js\"></script><script src=\"/bundles/lb-core-js?v=q7nO24P43ctaqxpiMnNKPIQAU9tAMIqmTrqwMvlgLXk1\"></script>\n\n    <script src=\"/bundles/lb-grid-js?v=8Wh9JhjWozqyYJd06SiI3rIbWAAw-uKmti8xMk7aE1A1\"></script>\n\n    <script src=\"/bundles/student-popup-js?v=1DFQBScA3rN-Q6uFxP5-gX75aronXM5X7vWZCZxHJmM1\"></script><style type=\"text/css\"></style><style type=\"text/css\" id=\"notify-bootstrap\">.notifyjs-bootstrap-base {\n\tfont-weight: bold;\n\tpadding: 8px 15px 8px 14px;\n\ttext-shadow: 0 1px 0 rgba(255, 255, 255, 0.5);\n\tbackground-color: #fcf8e3;\n\tborder: 1px solid #fbeed5;\n\t-webkit-border-radius: 4px;\n\t-moz-border-radius: 4px;\n\tborder-radius: 4px;\n\twhite-space: nowrap;\n\tpadding-left: 25px;\n\tbackground-repeat: no-repeat;\n\tbackground-position: 3px 7px;\n}\n.notifyjs-bootstrap-error {\n\tcolor: #B94A48;\n\tbackground-color: #F2DEDE;\n\tborder-color: #EED3D7;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-success {\n\tcolor: #468847;\n\tbackground-color: #DFF0D8;\n\tborder-color: #D6E9C6;\n\tbackground-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAutJREFUeNq0lctPE0Ecx38zu/RFS1EryqtgJFA08YCiMZIAQQ4eRG8eDGdPJiYeTIwHTfwPiAcvXIwXLwoXPaDxkWgQ6islKlJLSQWLUraPLTv7Gme32zoF9KSTfLO7v53vZ3d/M7/fIth+IO6INt2jjoA7bjHCJoAlzCRw59YwHYjBnfMPqAKWQYKjGkfCJqAF0xwZjipQtA3MxeSG87VhOOYegVrUCy7UZM9S6TLIdAamySTclZdYhFhRHloGYg7mgZv1Zzztvgud7V1tbQ2twYA34LJmF4p5dXF1KTufnE+SxeJtuCZNsLDCQU0+RyKTF27Unw101l8e6hns3u0PBalORVVVkcaEKBJDgV3+cGM4tKKmI+ohlIGnygKX00rSBfszz/n2uXv81wd6+rt1orsZCHRdr1Imk2F2Kob3hutSxW8thsd8AXNaln9D7CTfA6O+0UgkMuwVvEFFUbbAcrkcTA8+AtOk8E6KiQiDmMFSDqZItAzEVQviRkdDdaFgPp8HSZKAEAL5Qh7Sq2lIJBJwv2scUqkUnKoZgNhcDKhKg5aH+1IkcouCAdFGAQsuWZYhOjwFHQ96oagWgRoUov1T9kRBEODAwxM2QtEUl+Wp+Ln9VRo6BcMw4ErHRYjH4/B26AlQoQQTRdHWwcd9AH57+UAXddvDD37DmrBBV34WfqiXPl61g+vr6xA9zsGeM9gOdsNXkgpEtTwVvwOklXLKm6+/p5ezwk4B+j6droBs2CsGa/gNs6RIxazl4Tc25mpTgw/apPR1LYlNRFAzgsOxkyXYLIM1V8NMwyAkJSctD1eGVKiq5wWjSPdjmeTkiKvVW4f2YPHWl3GAVq6ymcyCTgovM3FzyRiDe2TaKcEKsLpJvNHjZgPNqEtyi6mZIm4SRFyLMUsONSSdkPeFtY1n0mczoY3BHTLhwPRy9/lzcziCw9ACI+yql0VLzcGAZbYSM5CCSZg1/9oc/nn7+i8N9p/8An4JMADxhH+xHfuiKwAAAABJRU5ErkJggg==);\n}\n.notifyjs-bootstrap-info {\n\tcolor: #3A87AD;\n\tbackground-color: #D9EDF7;\n\tborder-color: #BCE8F1;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-warn {\n\tcolor: #C09853;\n\tbackground-color: #FCF8E3;\n\tborder-color: #FBEED5;\n\tbackground-image: url(data:image/png;base64,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);\n}\n</style>\n\n\n    <noscript>\n        <div align=\"center\">\n            <div style=\"position:fixed; top:0px; left:0px; z-index:3000; height:100%; width:100%; background-color:#FFFFFF\">\n                <div style=\"font-family: Tahoma; font-size: 14px; background-color:#FFF000; padding: 10pt;\">Please enable your Javascript to see this page as it is meant to appear!</div>\n            </div>\n        </div>\n    </noscript>\n    <script type=\"text/javascript\">\n\n        document.oncontextmenu = function () { return false; }\n\n            \n                function mousedwn(e) {\n                    try { if (event.button == 2 || event.button == 3) return false; }\n                    catch (e) { if (e.which == 3) return false; }\n                }\n                document.onmousedown = mousedwn;\n\n                window.addEventListener(\"keydown\", function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                        e.preventDefault();\n                    }\n                })\n                document.keypress = function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                    }\n                    return false;\n                };\n\n                document.onkeydown = function (event) {\n                    event = (event || window.event);\n                    if (event.keyCode == 123 || event.keyCode == 18) {\n                        return false;\n                    }\n                }\n            \n\n    </script>\n<style> @-webkit-keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @-webkit-keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @-webkit-keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @-webkit-keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } @keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } </style><style type=\"text/css\" id=\"core-notify\">.notifyjs-corner {\n\tposition: fixed;\n\tmargin: 5px;\n\tz-index: 1050;\n}\n\n.notifyjs-corner .notifyjs-wrapper,\n.notifyjs-corner .notifyjs-container {\n\tposition: relative;\n\tdisplay: block;\n\theight: inherit;\n\twidth: inherit;\n\tmargin: 3px;\n}\n\n.notifyjs-wrapper {\n\tz-index: 1;\n\tposition: absolute;\n\tdisplay: inline-block;\n\theight: 0;\n\twidth: 0;\n}\n\n.notifyjs-container {\n\tdisplay: none;\n\tz-index: 1;\n\tposition: absolute;\n}\n\n.notifyjs-hidable {\n\tcursor: pointer;\n}\n\n[data-notify-text],[data-notify-html] {\n\tposition: relative;\n}\n\n.notifyjs-arrow {\n\tposition: absolute;\n\tz-index: 2;\n\twidth: 0;\n\theight: 0;\n}</style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-41190\"></style></head>\n\n<body class=\"popup-layout\" role=\"navigation\" aria-label=\"Main\" id=\"studentPopUpLayout\" data-reset-text=\"Reset\">\n    <div class=\"sr-only loaded\" aria-live=\"polite\" aria-atomic=\"true\" role=\"status\" id=\"spinnerMessage\">Results are loaded</div>\n    <div class=\"wrapper-popup flickered-screen\" role=\"document\">\n        <div class=\"layout-popup-banner\">\n            \n\n        </div>\n        \n\n\n<script src=\"/bundles/student-lessoncustom-js?v=WvOEKEUu44byuc3vWJSBSdCClQJvKnQ1ZY8k_WjE_V01\"></script>\n\n\n<input id=\"MarkingType\" name=\"MarkingType\" type=\"hidden\" value=\"Course\">\n<input data-val=\"true\" data-val-number=\"The field Id must be a number.\" data-val-required=\"The Id field is required.\" id=\"Id\" name=\"Id\" type=\"hidden\" value=\"12671\">\n<input data-val=\"true\" data-val-number=\"The field CoursePublishedId must be a number.\" data-val-required=\"The CoursePublishedId field is required.\" id=\"CoursePublishedId\" name=\"CoursePublishedId\" type=\"hidden\" value=\"181\">\n<input data-val=\"true\" data-val-number=\"The field DiagnosticTestId must be a number.\" data-val-required=\"The DiagnosticTestId field is required.\" id=\"DiagnosticTestId\" name=\"DiagnosticTestId\" type=\"hidden\" value=\"0\">\n<input data-val=\"true\" data-val-number=\"The field LessonType must be a number.\" data-val-required=\"The LessonType field is required.\" id=\"LessonType\" name=\"LessonType\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-number=\"The field Behavior must be a number.\" data-val-required=\"The Behavior field is required.\" id=\"Behavior\" name=\"Behavior\" type=\"hidden\" value=\"3\">\n<input data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 2: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12671\" aria-label=\"Lesson 2: Collocations\" alt=\"Lesson 2: Collocations\">\n                        Lesson 2: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"1\" data-total-widget-done-load-and-render=\"1\" data-wizard-id=\"12671\" data-wizard-widget-id=\"33e2c56f-36c0-49ac-992e-72baa74544aa\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1101\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"17469a98-3ed2-41e4-9c1d-35e144ce7bcf\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p style=\"text-align: center;\"><br class=\"Apple-interchange-newline\">\ufeff<span style=\"font-size: 36px;\">\ufeff</span><img style=\"width: 120.77px; float: none; height: 108.689px;\" data-filename=\"image.png\" src=\"data:image/png;base64,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","label":"initial","questions":[],"title":"E2School Lesson 2: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12671&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loaded\nLesson 2: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\nActivity Area\n\ufeff\n\ufeff\n\ufeff\n\ufeff\n\ufeff\n\ufeff\nHighlight the collocations in the text below.\nReturn to Video\nHighlight Word\nVertical\nFarming:\nBalancing\nproduction\nand\nenergy\nusage\nA\nThroughout\nthe\n20th\ncentury,\nour\nfood\nsupply\nincreased\ndramatically.\nThis\nwas\nbecause\nof\nbetter\nfarming\ntechniques\nand\nmore\ninvestment.\nHowever,\nas\nthe\nworld\u2019s\npopulation\ncontinues\nto\ngrow,\nexperts\npredict\nthat\nfood\nproduction\nwill\nneed\nto\nincrease\neven\nmore.\nBy\n2050,\ndeveloped\ncountries\nwill\nneed\nabout\n70%\nmore\nfood\nand\ndeveloping\nnations\nwill\nneed\n50%\nmore.\nB\nHow\ncan\nit\nbe\ndone?\nOne\noption\nis\nvertical\nfarming.\nRather\nthan\ngrowing\nfood\noutside,\nvertical\nfarming\nis\nmainly\nindoors,\nor\non\nthe\noutside\nof\nskyscrapers.\nThese\nfarms\nare\noften\nin\nwarehouses\nor\nempty\ncaves\nwhere\nhumans\ncan\ncontrol\nthe\nlighting,\nclimate,\nhumidity\nand\ntemperature.\nWater\nconsumption\ncan\nalso\nbe\nminimised\nby\nusing\nnutrients.\nC\nAlthough\nvertical\nfarming\nallows\nproducers\nto\nutilise\nspace\nand\nwater\nmore\nefficiently,\nand\nincrease\nthe\ntotal\nnumber\nof\ncrops\nthey\nharvest\neach\nyear,\nthis\nfarming\nprocess\ndemands\nsignificantly\nmore\nenergy.\nIn\ncontrast\nto\ntraditional\nfarming,\nvertical\nfarming\nrequires\nten\nto\ntwenty\ntimes\nmore\nenergy\nper\nsquare\nmeter\nof\nsoil.\nTherefore,\nsome\nhave\nargued\nthat\nlarge\nscale\nadoption\nof\nvertical\nfarming\nwill\nadd\nto\nthe\nproblem\nof\nexcessive\nenergy\nconsumption.\nD\nOn\nthe\none\nhand,\nfuture\npopulations\nall\nover\nthe\nworld\nwill\nstruggle\nto\nfeed\nthemselves\nwithout\na\ndramatic\nincrease\nin\nfood\nsupply,\nbut\non\nthe\nother\nhand,\nas\na\nglobal\ncommunity,\nsteps\nneed\nto\nbe\ntaken\nto\ncurb\nenergy\nuse\nand\nthe\nassociated\npollution.\nSubmit\nRetry\nReturn to Video\nBack\nViewing\n2\nof\n10\nNext\nClose\nBack\nNext\nClose\nViewing\n2\nof\n10","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"highlight-word","id":"word-0","tag":"button","text":"Vertical"},{"class":"highlight-word","id":"word-1","tag":"button","text":"Farming:"},{"class":"highlight-word","id":"word-2","tag":"button","text":"Balancing"},{"class":"highlight-word","id":"word-3","tag":"button","text":"production"},{"class":"highlight-word","id":"word-4","tag":"button","text":"and"},{"class":"highlight-word","id":"word-5","tag":"button","text":"energy"},{"class":"highlight-word","id":"word-6","tag":"button","text":"usage"},{"class":"highlight-word","id":"word-7","tag":"button","text":"A"},{"class":"highlight-word","id":"word-8","tag":"button","text":"Throughout"},{"class":"highlight-word","id":"word-9","tag":"button","text":"the"},{"class":"highlight-word","id":"word-10","tag":"button","text":"20th"},{"class":"highlight-word","id":"word-11","tag":"button","text":"century,"},{"class":"highlight-word","id":"word-12","tag":"button","text":"our"},{"class":"highlight-word","id":"word-13","tag":"button","text":"food"},{"class":"highlight-word","id":"word-14","tag":"button","text":"supply"},{"class":"highlight-word","id":"word-15","tag":"button","text":"increased"},{"class":"highlight-word","id":"word-16","tag":"button","text":"dramatically."},{"class":"highlight-word","id":"word-17","tag":"button","text":"This"},{"class":"highlight-word","id":"word-18","tag":"button","text":"was"},{"class":"highlight-word","id":"word-19","tag":"button","text":"because"},{"class":"highlight-word","id":"word-20","tag":"button","text":"of"},{"class":"highlight-word","id":"word-21","tag":"button","text":"better"},{"class":"highlight-word","id":"word-22","tag":"button","text":"farming"},{"class":"highlight-word","id":"word-23","tag":"button","text":"techniques"},{"class":"highlight-word","id":"word-24","tag":"button","text":"and"},{"class":"highlight-word","id":"word-25","tag":"button","text":"more"},{"class":"highlight-word","id":"word-26","tag":"button","text":"investment."},{"class":"highlight-word","id":"word-27","tag":"button","text":"However,"},{"class":"highlight-word","id":"word-28","tag":"button","text":"as"},{"class":"highlight-word","id":"word-29","tag":"button","text":"the"},{"class":"highlight-word","id":"word-30","tag":"button","text":"world\u2019s"},{"class":"highlight-word","id":"word-31","tag":"button","text":"population"},{"class":"highlight-word","id":"word-32","tag":"button","text":"continues"},{"class":"highlight-word","id":"word-33","tag":"button","text":"to"},{"class":"highlight-word","id":"word-34","tag":"button","text":"grow,"},{"class":"highlight-word","id":"word-35","tag":"button","text":"experts"},{"class":"highlight-word","id":"word-36","tag":"button","text":"predict"},{"class":"highlight-word","id":"word-37","tag":"button","text":"that"},{"class":"highlight-word","id":"word-38","tag":"button","text":"food"},{"class":"highlight-word","id":"word-39","tag":"button","text":"production"},{"class":"highlight-word","id":"word-40","tag":"button","text":"will"},{"class":"highlight-word","id":"word-41","tag":"button","text":"need"},{"class":"highlight-word","id":"word-42","tag":"button","text":"to"},{"class":"highlight-word","id":"word-43","tag":"button","text":"increase"},{"class":"highlight-word","id":"word-44","tag":"button","text":"even"},{"class":"highlight-word","id":"word-45","tag":"button","text":"more."},{"class":"highlight-word","id":"word-46","tag":"button","text":"By"},{"class":"highlight-word","id":"word-47","tag":"button","text":"2050,"},{"class":"highlight-word","id":"word-48","tag":"button","text":"developed"},{"class":"highlight-word","id":"word-49","tag":"button","text":"countries"},{"class":"highlight-word","id":"word-50","tag":"button","text":"will"},{"class":"highlight-word","id":"word-51","tag":"button","text":"need"},{"class":"highlight-word","id":"word-52","tag":"button","text":"about"},{"class":"highlight-word","id":"word-53","tag":"button","text":"70%"},{"class":"highlight-word","id":"word-54","tag":"button","text":"more"},{"class":"highlight-word","id":"word-55","tag":"button","text":"food"},{"class":"highlight-word","id":"word-56","tag":"button","text":"and"},{"class":"highlight-word","id":"word-57","tag":"button","text":"developing"},{"class":"highlight-word","id":"word-58","tag":"button","text":"nations"},{"class":"highlight-word","id":"word-59","tag":"button","text":"will"},{"class":"highlight-word","id":"word-60","tag":"button","text":"need"},{"class":"highlight-word","id":"word-61","tag":"button","text":"50%"},{"class":"highlight-word","id":"word-62","tag":"button","text":"more."},{"class":"highlight-word","id":"word-63","tag":"button","text":"B"},{"class":"highlight-word","id":"word-64","tag":"button","text":"How"},{"class":"highlight-word","id":"word-65","tag":"button","text":"can"},{"class":"highlight-word","id":"word-66","tag":"button","text":"it"},{"class":"highlight-word","id":"word-67","tag":"button","text":"be"},{"class":"highlight-word","id":"word-68","tag":"button","text":"done?"},{"class":"highlight-word","id":"word-69","tag":"button","text":"One"},{"class":"highlight-word","id":"word-70","tag":"button","text":"option"},{"class":"highlight-word","id":"word-71","tag":"button","text":"is"},{"class":"highlight-word","id":"word-72","tag":"button","text":"vertical"},{"class":"highlight-word","id":"word-73","tag":"button","text":"farming."},{"class":"highlight-word","id":"word-74","tag":"button","text":"Rather"},{"class":"highlight-word","id":"word-75","tag":"button","text":"than"},{"class":"highlight-word","id":"word-76","tag":"button","text":"growing"},{"class":"highlight-word","id":"word-77","tag":"button","text":"food"},{"class":"highlight-word","id":"word-78","tag":"button","text":"outside,"},{"class":"highlight-word","id":"word-79","tag":"button","text":"vertical"},{"class":"highlight-word","id":"word-80","tag":"button","text":"farming"},{"class":"highlight-word","id":"word-81","tag":"button","text":"is"},{"class":"highlight-word","id":"word-82","tag":"button","text":"mainly"},{"class":"highlight-word","id":"word-83","tag":"button","text":"indoors,"},{"class":"highlight-word","id":"word-84","tag":"button","text":"or"},{"class":"highlight-word","id":"word-85","tag":"button","text":"on"},{"class":"highlight-word","id":"word-86","tag":"button","text":"the"},{"class":"highlight-word","id":"word-87","tag":"button","text":"outside"},{"class":"highlight-word","id":"word-88","tag":"button","text":"of"},{"class":"highlight-word","id":"word-89","tag":"button","text":"skyscrapers."},{"class":"highlight-word","id":"word-90","tag":"button","text":"These"},{"class":"highlight-word","id":"word-91","tag":"button","text":"farms"},{"class":"highlight-word","id":"word-92","tag":"button","text":"are"},{"class":"highlight-word","id":"word-93","tag":"button","text":"often"},{"class":"highlight-word","id":"word-94","tag":"button","text":"in"},{"class":"highlight-word","id":"word-95","tag":"button","text":"warehouses"},{"class":"highlight-word","id":"word-96","tag":"button","text":"or"},{"class":"highlight-word","id":"word-97","tag":"button","text":"empty"},{"class":"highlight-word","id":"word-98","tag":"button","text":"caves"},{"class":"highlight-word","id":"word-99","tag":"button","text":"where"},{"class":"highlight-word","id":"word-100","tag":"button","text":"humans"},{"class":"highlight-word","id":"word-101","tag":"button","text":"can"},{"class":"highlight-word","id":"word-102","tag":"button","text":"control"},{"class":"highlight-word","id":"word-103","tag":"button","text":"the"},{"class":"highlight-word","id":"word-104","tag":"button","text":"lighting,"},{"class":"highlight-word","id":"word-105","tag":"button","text":"climate,"},{"class":"highlight-word","id":"word-106","tag":"button","text":"humidity"},{"class":"highlight-word","id":"word-107","tag":"button","text":"and"},{"class":"highlight-word","id":"word-108","tag":"button","text":"temperature."},{"class":"highlight-word","id":"word-109","tag":"button","text":"Water"},{"class":"highlight-word","id":"word-110","tag":"button","text":"consumption"},{"class":"highlight-word","id":"word-111","tag":"button","text":"can"},{"class":"highlight-word","id":"word-112","tag":"button","text":"also"},{"class":"highlight-word","id":"word-113","tag":"button","text":"be"},{"class":"highlight-word","id":"word-114","tag":"button","text":"minimised"},{"class":"highlight-word","id":"word-115","tag":"button","text":"by"},{"class":"highlight-word","id":"word-116","tag":"button","text":"using"},{"class":"highlight-word","id":"word-117","tag":"button","text":"nutrients."},{"class":"highlight-word","id":"word-118","tag":"button","text":"C"},{"class":"highlight-word","id":"word-119","tag":"button","text":"Although"},{"class":"highlight-word","id":"word-120","tag":"button","text":"vertical"},{"class":"highlight-word","id":"word-121","tag":"button","text":"farming"},{"class":"highlight-word","id":"word-122","tag":"button","text":"allows"},{"class":"highlight-word","id":"word-123","tag":"button","text":"producers"},{"class":"highlight-word","id":"word-124","tag":"button","text":"to"},{"class":"highlight-word","id":"word-125","tag":"button","text":"utilise"},{"class":"highlight-word","id":"word-126","tag":"button","text":"space"},{"class":"highlight-word","id":"word-127","tag":"button","text":"and"},{"class":"highlight-word","id":"word-128","tag":"button","text":"water"},{"class":"highlight-word","id":"word-129","tag":"button","text":"more"},{"class":"highlight-word","id":"word-130","tag":"button","text":"efficiently,"},{"class":"highlight-word","id":"word-131","tag":"button","text":"and"},{"class":"highlight-word","id":"word-132","tag":"button","text":"increase"},{"class":"highlight-word","id":"word-133","tag":"button","text":"the"},{"class":"highlight-word","id":"word-134","tag":"button","text":"total"},{"class":"highlight-word","id":"word-135","tag":"button","text":"number"},{"class":"highlight-word","id":"word-136","tag":"button","text":"of"},{"class":"highlight-word","id":"word-137","tag":"button","text":"crops"},{"class":"highlight-word","id":"word-138","tag":"button","text":"they"},{"class":"highlight-word","id":"word-139","tag":"button","text":"harvest"},{"class":"highlight-word","id":"word-140","tag":"button","text":"each"},{"class":"highlight-word","id":"word-141","tag":"button","text":"year,"},{"class":"highlight-word","id":"word-142","tag":"button","text":"this"},{"class":"highlight-word","id":"word-143","tag":"button","text":"farming"},{"class":"highlight-word","id":"word-144","tag":"button","text":"process"},{"class":"highlight-word","id":"word-145","tag":"button","text":"demands"},{"class":"highlight-word","id":"word-146","tag":"button","text":"significantly"},{"class":"highlight-word","id":"word-147","tag":"button","text":"more"},{"class":"highlight-word","id":"word-148","tag":"button","text":"energy."},{"class":"highlight-word","id":"word-149","tag":"button","text":"In"},{"class":"highlight-word","id":"word-150","tag":"button","text":"contrast"},{"class":"highlight-word","id":"word-151","tag":"button","text":"to"},{"class":"highlight-word","id":"word-152","tag":"button","text":"traditional"},{"class":"highlight-word","id":"word-153","tag":"button","text":"farming,"},{"class":"highlight-word","id":"word-154","tag":"button","text":"vertical"},{"class":"highlight-word","id":"word-155","tag":"button","text":"farming"},{"class":"highlight-word","id":"word-156","tag":"button","text":"requires"},{"class":"highlight-word","id":"word-157","tag":"button","text":"ten"},{"class":"highlight-word","id":"word-158","tag":"button","text":"to"},{"class":"highlight-word","id":"word-159","tag":"button","text":"twenty"},{"class":"highlight-word","id":"word-160","tag":"button","text":"times"},{"class":"highlight-word","id":"word-161","tag":"button","text":"more"},{"class":"highlight-word","id":"word-162","tag":"button","text":"energy"},{"class":"highlight-word","id":"word-163","tag":"button","text":"per"},{"class":"highlight-word","id":"word-164","tag":"button","text":"square"},{"class":"highlight-word","id":"word-165","tag":"button","text":"meter"},{"class":"highlight-word","id":"word-166","tag":"button","text":"of"},{"class":"highlight-word","id":"word-167","tag":"button","text":"soil."},{"class":"highlight-word","id":"word-168","tag":"button","text":"Therefore,"},{"class":"highlight-word","id":"word-169","tag":"button","text":"some"},{"class":"highlight-word","id":"word-170","tag":"button","text":"have"},{"class":"highlight-word","id":"word-171","tag":"button","text":"argued"},{"class":"highlight-word","id":"word-172","tag":"button","text":"that"},{"class":"highlight-word","id":"word-173","tag":"button","text":"large"},{"class":"highlight-word","id":"word-174","tag":"button","text":"scale"},{"class":"highlight-word","id":"word-175","tag":"button","text":"adoption"},{"class":"highlight-word","id":"word-176","tag":"button","text":"of"},{"class":"highlight-word","id":"word-177","tag":"button","text":"vertical"},{"class":"highlight-word","id":"word-178","tag":"button","text":"farming"},{"class":"highlight-word","id":"word-179","tag":"button","text":"will"},{"class":"highlight-word","id":"word-180","tag":"button","text":"add"},{"class":"highlight-word","id":"word-181","tag":"button","text":"to"},{"class":"highlight-word","id":"word-182","tag":"button","text":"the"},{"class":"highlight-word","id":"word-183","tag":"button","text":"problem"},{"class":"highlight-word","id":"word-184","tag":"button","text":"of"},{"class":"highlight-word","id":"word-185","tag":"button","text":"excessive"},{"class":"highlight-word","id":"word-186","tag":"button","text":"energy"},{"class":"highlight-word","id":"word-187","tag":"button","text":"consumption."},{"class":"highlight-word","id":"word-188","tag":"button","text":"D"},{"class":"highlight-word","id":"word-189","tag":"button","text":"On"},{"class":"highlight-word","id":"word-190","tag":"button","text":"the"},{"class":"highlight-word","id":"word-191","tag":"button","text":"one"},{"class":"highlight-word","id":"word-192","tag":"button","text":"hand,"},{"class":"highlight-word","id":"word-193","tag":"button","text":"future"},{"class":"highlight-word","id":"word-194","tag":"button","text":"populations"},{"class":"highlight-word","id":"word-195","tag":"button","text":"all"},{"class":"highlight-word","id":"word-196","tag":"button","text":"over"},{"class":"highlight-word","id":"word-197","tag":"button","text":"the"},{"class":"highlight-word","id":"word-198","tag":"button","text":"world"},{"class":"highlight-word","id":"word-199","tag":"button","text":"will"},{"class":"highlight-word","id":"word-200","tag":"button","text":"struggle"},{"class":"highlight-word","id":"word-201","tag":"button","text":"to"},{"class":"highlight-word","id":"word-202","tag":"button","text":"feed"},{"class":"highlight-word","id":"word-203","tag":"button","text":"themselves"},{"class":"highlight-word","id":"word-204","tag":"button","text":"without"},{"class":"highlight-word","id":"word-205","tag":"button","text":"a"},{"class":"highlight-word","id":"word-206","tag":"button","text":"dramatic"},{"class":"highlight-word","id":"word-207","tag":"button","text":"increase"},{"class":"highlight-word","id":"word-208","tag":"button","text":"in"},{"class":"highlight-word","id":"word-209","tag":"button","text":"food"},{"class":"highlight-word","id":"word-210","tag":"button","text":"supply,"},{"class":"highlight-word","id":"word-211","tag":"button","text":"but"},{"class":"highlight-word","id":"word-212","tag":"button","text":"on"},{"class":"highlight-word","id":"word-213","tag":"button","text":"the"},{"class":"highlight-word","id":"word-214","tag":"button","text":"other"},{"class":"highlight-word","id":"word-215","tag":"button","text":"hand,"},{"class":"highlight-word","id":"word-216","tag":"button","text":"as"},{"class":"highlight-word","id":"word-217","tag":"button","text":"a"},{"class":"highlight-word","id":"word-218","tag":"button","text":"global"},{"class":"highlight-word","id":"word-219","tag":"button","text":"community,"},{"class":"highlight-word","id":"word-220","tag":"button","text":"steps"},{"class":"highlight-word","id":"word-221","tag":"button","text":"need"},{"class":"highlight-word","id":"word-222","tag":"button","text":"to"},{"class":"highlight-word","id":"word-223","tag":"button","text":"be"},{"class":"highlight-word","id":"word-224","tag":"button","text":"taken"},{"class":"highlight-word","id":"word-225","tag":"button","text":"to"},{"class":"highlight-word","id":"word-226","tag":"button","text":"curb"},{"class":"highlight-word","id":"word-227","tag":"button","text":"energy"},{"class":"highlight-word","id":"word-228","tag":"button","text":"use"},{"class":"highlight-word","id":"word-229","tag":"button","text":"and"},{"class":"highlight-word","id":"word-230","tag":"button","text":"the"},{"class":"highlight-word","id":"word-231","tag":"button","text":"associated"},{"class":"highlight-word","id":"word-232","tag":"button","text":"pollution."},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Submit"},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Retry"},{"class":"btn btn-primary ghost","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"}],"html_excerpt":"<!DOCTYPE html><html lang=\"en\"><head>\n    <meta charset=\"utf-8\">\n    <meta name=\"viewport\" content=\"width=device-width, initial-scale=1, maximum-scale=1\">\n    <title>E2School Lesson 2: Collocations</title>\n\n    <link href=\"https://fonts.googleapis.com/css?family=Open+Sans:300,400,600,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Poppins:300,500,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Quicksand:300,400,500,700|Roboto:300,400,500,700\" rel=\"stylesheet\" type=\"text/css\">\n\n    <link href=\"/bundles/newadminlayout-css?v=asc011ulpMg5IwXBtpFUQhr2oImUupp9ApFTuGjW4b01\" rel=\"stylesheet\">\n\n    \n<link href=\"/bundles/color/color-darkblue?v=1FL5NrZwBLHxY7rtEN8xgqe3aXqemblfwjc06LDklsI1\" rel=\"stylesheet\">\n\n\n    <script type=\"text/javascript\" async=\"\" src=\"https://www.googletagmanager.com/gtag/js?id=G-4DPDDRTTM4&amp;cx=c&amp;_slc=1\"></script><script async=\"\" src=\"//www.google-analytics.com/analytics.js\"></script><script src=\"/bundles/lb-core-js?v=q7nO24P43ctaqxpiMnNKPIQAU9tAMIqmTrqwMvlgLXk1\"></script>\n\n    <script src=\"/bundles/lb-grid-js?v=8Wh9JhjWozqyYJd06SiI3rIbWAAw-uKmti8xMk7aE1A1\"></script>\n\n    <script src=\"/bundles/student-popup-js?v=1DFQBScA3rN-Q6uFxP5-gX75aronXM5X7vWZCZxHJmM1\"></script><style type=\"text/css\"></style><style type=\"text/css\" id=\"notify-bootstrap\">.notifyjs-bootstrap-base {\n\tfont-weight: bold;\n\tpadding: 8px 15px 8px 14px;\n\ttext-shadow: 0 1px 0 rgba(255, 255, 255, 0.5);\n\tbackground-color: #fcf8e3;\n\tborder: 1px solid #fbeed5;\n\t-webkit-border-radius: 4px;\n\t-moz-border-radius: 4px;\n\tborder-radius: 4px;\n\twhite-space: nowrap;\n\tpadding-left: 25px;\n\tbackground-repeat: no-repeat;\n\tbackground-position: 3px 7px;\n}\n.notifyjs-bootstrap-error {\n\tcolor: #B94A48;\n\tbackground-color: #F2DEDE;\n\tborder-color: #EED3D7;\n\tbackground-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAtRJREFUeNqkVc1u00AQHq+dOD+0poIQfkIjalW0SEGqRMuRnHos3DjwAH0ArlyQeANOOSMeAA5VjyBxKBQhgSpVUKKQNGloFdw4cWw2jtfMOna6JOUArDTazXi/b3dm55socPqQhFka++aHBsI8GsopRJERNFlY88FCEk9Yiwf8RhgRyaHFQpPHCDmZG5oX2ui2yilkcTT1AcDsbYC1NMAyOi7zTX2Agx7A9luAl88BauiiQ/cJaZQfIpAlngDcvZZMrl8vFPK5+XktrWlx3/ehZ5r9+t6e+WVnp1pxnNIjgBe4/6dAysQc8dsmHwPcW9C0h3fW1hans1ltwJhy0GxK7XZbUlMp5Ww2eyan6+ft/f2FAqXGK4CvQk5HueFz7D6GOZtIrK+srupdx1GRBBqNBtzc2AiMr7nPplRdKhb1q6q6zjFhrklEFOUutoQ50xcX86ZlqaZpQrfbBdu2R6/G19zX6XSgh6RX5ubyHCM8nqSID6ICrGiZjGYYxojEsiw4PDwMSL5VKsC8Yf4VRYFzMzMaxwjlJSlCyAQ9l0CW44PBADzXhe7xMdi9HtTrdYjFYkDQL0cn4Xdq2/EAE+InCnvADTf2eah4Sx9vExQjkqXT6aAERICMewd/UAp/IeYANM2joxt+q5VI+ieq2i0Wg3l6DNzHwTERPgo1ko7XBXj3vdlsT2F+UuhIhYkp7u7CarkcrFOCtR3H5JiwbAIeImjT/YQKKBtGjRFCU5IUgFRe7fF4cCNVIPMYo3VKqxwjyNAXNepuopyqnld602qVsfRpEkkz+GFL1wPj6ySXBpJtWVa5xlhpcyhBNwpZHmtX8AGgfIExo0ZpzkWVTBGiXCSEaHh62/PoR0p/vHaczxXGnj4bSo+G78lELU80h1uogBwWLf5YlsPmgDEd4M236xjm+8nm4IuE/9u+/PH2JXZfbwz4zw1WbO+SQPpXfwG/BBgAhCNZiSb/pOQAAAAASUVORK5CYII=);\n}\n.notifyjs-bootstrap-success {\n\tcolor: #468847;\n\tbackground-color: #DFF0D8;\n\tborder-color: #D6E9C6;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-info {\n\tcolor: #3A87AD;\n\tbackground-color: #D9EDF7;\n\tborder-color: #BCE8F1;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-warn {\n\tcolor: #C09853;\n\tbackground-color: #FCF8E3;\n\tborder-color: #FBEED5;\n\tbackground-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAMAAAC6V+0/AAABJlBMVEXr6eb/2oD/wi7/xjr/0mP/ykf/tQD/vBj/3o7/uQ//vyL/twebhgD/4pzX1K3z8e349vK6tHCilCWbiQymn0jGworr6dXQza3HxcKkn1vWvV/5uRfk4dXZ1bD18+/52YebiAmyr5S9mhCzrWq5t6ufjRH54aLs0oS+qD751XqPhAybhwXsujG3sm+Zk0PTwG6Shg+PhhObhwOPgQL4zV2nlyrf27uLfgCPhRHu7OmLgAafkyiWkD3l49ibiAfTs0C+lgCniwD4sgDJxqOilzDWowWFfAH08uebig6qpFHBvH/aw26FfQTQzsvy8OyEfz20r3jAvaKbhgG9q0nc2LbZxXanoUu/u5WSggCtp1anpJKdmFz/zlX/1nGJiYmuq5Dx7+sAAADoPUZSAAAAAXRSTlMAQObYZgAAAAFiS0dEAIgFHUgAAAAJcEhZcwAACxMAAAsTAQCanBgAAAAHdElNRQfdBgUBGhh4aah5AAAAlklEQVQY02NgoBIIE8EUcwn1FkIXM1Tj5dDUQhPU502Mi7XXQxGz5uVIjGOJUUUW81HnYEyMi2HVcUOICQZzMMYmxrEyMylJwgUt5BljWRLjmJm4pI1hYp5SQLGYxDgmLnZOVxuooClIDKgXKMbN5ggV1ACLJcaBxNgcoiGCBiZwdWxOETBDrTyEFey0jYJ4eHjMGWgEAIpRFRCUt08qAAAAAElFTkSuQmCC);\n}\n</style>\n\n\n    <noscript>\n        <div align=\"center\">\n            <div style=\"position:fixed; top:0px; left:0px; z-index:3000; height:100%; width:100%; background-color:#FFFFFF\">\n                <div style=\"font-family: Tahoma; font-size: 14px; background-color:#FFF000; padding: 10pt;\">Please enable your Javascript to see this page as it is meant to appear!</div>\n            </div>\n        </div>\n    </noscript>\n    <script type=\"text/javascript\">\n\n        document.oncontextmenu = function () { return false; }\n\n            \n                function mousedwn(e) {\n                    try { if (event.button == 2 || event.button == 3) return false; }\n                    catch (e) { if (e.which == 3) return false; }\n                }\n                document.onmousedown = mousedwn;\n\n                window.addEventListener(\"keydown\", function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                        e.preventDefault();\n                    }\n                })\n                document.keypress = function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                    }\n                    return false;\n                };\n\n                document.onkeydown = function (event) {\n                    event = (event || window.event);\n                    if (event.keyCode == 123 || event.keyCode == 18) {\n                        return false;\n                    }\n                }\n            \n\n    </script>\n<style> @-webkit-keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @-webkit-keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @-webkit-keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @-webkit-keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } @keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } </style><style type=\"text/css\" id=\"core-notify\">.notifyjs-corner {\n\tposition: fixed;\n\tmargin: 5px;\n\tz-index: 1050;\n}\n\n.notifyjs-corner .notifyjs-wrapper,\n.notifyjs-corner .notifyjs-container {\n\tposition: relative;\n\tdisplay: block;\n\theight: inherit;\n\twidth: inherit;\n\tmargin: 3px;\n}\n\n.notifyjs-wrapper {\n\tz-index: 1;\n\tposition: absolute;\n\tdisplay: inline-block;\n\theight: 0;\n\twidth: 0;\n}\n\n.notifyjs-container {\n\tdisplay: none;\n\tz-index: 1;\n\tposition: absolute;\n}\n\n.notifyjs-hidable {\n\tcursor: pointer;\n}\n\n[data-notify-text],[data-notify-html] {\n\tposition: relative;\n}\n\n.notifyjs-arrow {\n\tposition: absolute;\n\tz-index: 2;\n\twidth: 0;\n\theight: 0;\n}</style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-41190\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-94657\"></style></head>\n\n<body class=\"popup-layout\" role=\"navigation\" aria-label=\"Main\" id=\"studentPopUpLayout\" data-reset-text=\"Reset\">\n    <div class=\"sr-only loaded\" aria-live=\"polite\" aria-atomic=\"true\" role=\"status\" id=\"spinnerMessage\">Results are loaded</div>\n    <div class=\"wrapper-popup flickered-screen\" role=\"document\" style=\"overflow-x: hidden;\">\n        <div class=\"layout-popup-banner\">\n            \n\n        </div>\n        \n\n\n<script src=\"/bundles/student-lessoncustom-js?v=WvOEKEUu44byuc3vWJSBSdCClQJvKnQ1ZY8k_WjE_V01\"></script>\n\n\n<input id=\"MarkingType\" name=\"MarkingType\" type=\"hidden\" value=\"Course\">\n<input data-val=\"true\" data-val-number=\"The field Id must be a number.\" data-val-required=\"The Id field is required.\" id=\"Id\" name=\"Id\" type=\"hidden\" value=\"12671\">\n<input data-val=\"true\" data-val-number=\"The field CoursePublishedId must be a number.\" data-val-required=\"The CoursePublishedId field is required.\" id=\"CoursePublishedId\" name=\"CoursePublishedId\" type=\"hidden\" value=\"181\">\n<input data-val=\"true\" data-val-number=\"The field DiagnosticTestId must be a number.\" data-val-required=\"The DiagnosticTestId field is required.\" id=\"DiagnosticTestId\" name=\"DiagnosticTestId\" type=\"hidden\" value=\"0\">\n<input data-val=\"true\" data-val-number=\"The field LessonType must be a number.\" data-val-required=\"The LessonType field is required.\" id=\"LessonType\" name=\"LessonType\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-number=\"The field Behavior must be a number.\" data-val-required=\"The Behavior field is required.\" id=\"Behavior\" name=\"Behavior\" type=\"hidden\" value=\"3\">\n<input data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 2: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12671\" aria-label=\"Lesson 2: Collocations\" alt=\"Lesson 2: Collocations\">\n                        Lesson 2: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"3\" data-total-widget-done-load-and-render=\"4\" data-wizard-id=\"12671\" data-wizard-widget-id=\"3296950a-94df-4fc1-84a1-ae7b7bfb9746\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1101 row\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"6\" data-gs-height=\"1\" style=\"height: 100%; width: 50%;\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"le-widget preview-widget ae-widget\" data-le-widget-type=\"1\" data-le-widget-id=\"1987c987-bcea-4f39-8a25-9b974274e185\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"220\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"ibox float-e-margins\"><div class=\"ae-content ibox-content\" style=\"border-style: none; border-width: 0px; margin: 220px 10px 10px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"video-container custom-video-container\" style=\"display: block; margin-left: auto; margin-right: auto; width: 416px; height: 312px;\"><div style=\"position: relative; width: 1px; min-width: 100%; padding-bottom: 56.25%;\"><iframe id=\"spotlightr-player-MTY5MjIwOA==-1987c987-bcea-4f39-8a25-9b974274e185\" frameborder=\"0\" scrolling=\"no\" allow=\"autoplay\" allowtransparency=\"true\" allowfullscreen=\"true\" src=\"https://videos.cdn.spotlightr.com/watch/MTY5MjIwOA==?fallback=true\" name=\"iframeRender\" class=\"spotlightr custom-video-iframe\" style=\"width: 1px; min-width: 100%; height: 100%; position: absolute;\"></iframe></div></div><div class=\"exercise-container row m-t-sm\" style=\"display: none;\"><div class=\"exercise-list col-lg-10 col-lg-offset-1 row flex\"></div></div></div></div></div></div><div class=\"ui-resizable-handle ui-resizable-se ui-icon ui-icon-gripsmall-diagonal-se\" style=\"z-index: 90; display: none;\"></div></div><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"1\" data-gs-x=\"6\" data-gs-y=\"0\" data-gs-width=\"6\" data-gs-height=\"1\" style=\"height: 89vh; width: 50%; overflow: auto;\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"cb22b6ba-483d-40de-89e6-72fba48e1052\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><div><br></div><div><br></div><div><br></div><div><div><span style=\"text-align: center;\">&nbsp;</span><img src=\"data:image/png;base64,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","label":"step_1","questions":[{"options":["Vertical","Farming:","Balancing","production","and","energy","usage","A","Throughout","the","20th","century,","our","food","supply","increased","dramatically.","This","was","because","of","better","farming","techniques","and","more","investment.","However,","as","the"],"text":"Highlight Word Vertical Farming: Balancing production and energy usage A Throughout the 20th century, our food supply increased dramatically. This was because of better farming techniques and more investment. However, as the world\u2019s population continues to grow, experts predict that food production will need to increase even more. By 2050, developed countries will need about 70% more food and developing nations will need 50% more. B How can it be done? One option is vertical farming. Rather than growing food outside, vertical farming is mainly indoors, or on the outside of skyscrapers. These farms are often in warehouses or empty caves where humans can control the lighting, climate, humidity and temperature. Water consumption can also be minimised by using nutrients. C Although vertical farming allows producers to utilise space and water more efficiently, and increase the total number of crops they harvest each year, this farming process demands significantly more energy. In contrast to traditional farming, vertical farming requires ten to twenty times more energy per square meter of soil. Therefore, some have argued that large scale adoption of vertical farming will add to the problem of excessive energy consumption. D On the one hand, future populations all over the world will struggle to feed themselves without a dramatic increase in food supply, but on the other hand, as a global community, steps need to be taken to curb energy use and the associated pollution."},{"options":["Vertical","Farming:","Balancing","production","and","energy","usage","A","Throughout","the","20th","century,","our","food","supply","increased","dramatically.","This","was","because","of","better","farming","techniques","and","more","investment.","However,","as","the"],"text":"Highlight Word Vertical Farming: Balancing production and energy usage A Throughout the 20th century, our food supply increased dramatically. This was because of better farming techniques and more investment. However, as the world\u2019s population continues to grow, experts predict that food production will need to increase even more. By 2050, developed countries will need about 70% more food and developing nations will need 50% more. B How can it be done? One option is vertical farming. Rather than growing food outside, vertical farming is mainly indoors, or on the outside of skyscrapers. These farms are often in warehouses or empty caves where humans can control the lighting, climate, humidity and temperature. Water consumption can also be minimised by using nutrients. C Although vertical farming allows producers to utilise space and water more efficiently, and increase the total number of crops they harvest each year, this farming process demands significantly more energy. In contrast to traditional farming, vertical farming requires ten to twenty times more energy per square meter of soil. Therefore, some have argued that large scale adoption of vertical farming will add to the problem of excessive energy consumption. D On the one hand, future populations all over the world will struggle to feed themselves without a dramatic increase in food supply, but on the other hand, as a global community, steps need to be taken to curb energy use and the associated pollution."},{"options":[],"text":"Highlight Word"},{"options":["Vertical","Farming:","Balancing","production","and","energy","usage","A","Throughout","the","20th","century,","our","food","supply","increased","dramatically.","This","was","because","of","better","farming","techniques","and","more","investment.","However,","as","the"],"text":"Vertical Farming: Balancing production and energy usage A Throughout the 20th century, our food supply increased dramatically. This was because of better farming techniques and more investment. However, as the world\u2019s population continues to grow, experts predict that food production will need to increase even more. By 2050, developed countries will need about 70% more food and developing nations will need 50% more. B How can it be done? One option is vertical farming. Rather than growing food outside, vertical farming is mainly indoors, or on the outside of skyscrapers. These farms are often in warehouses or empty caves where humans can control the lighting, climate, humidity and temperature. Water consumption can also be minimised by using nutrients. C Although vertical farming allows producers to utilise space and water more efficiently, and increase the total number of crops they harvest each year, this farming process demands significantly more energy. In contrast to traditional farming, vertical farming requires ten to twenty times more energy per square meter of soil. Therefore, some have argued that large scale adoption of vertical farming will add to the problem of excessive energy consumption. D On the one hand, future populations all over the world will struggle to feed themselves without a dramatic increase in food supply, but on the other hand, as a global community, steps need to be taken to curb energy use and the associated pollution."}],"title":"E2School Lesson 2: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12671&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loaded\nLesson 2: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\nNice start.\nLet's work on\nremembering\nthese collocations now.\nReturn to Video\nBack\nViewing\n3\nof\n10\nNext\nClose\nBack\nNext\nClose\nViewing\n3\nof\n10","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"}],"html_excerpt":"<!DOCTYPE html><html lang=\"en\"><head>\n    <meta charset=\"utf-8\">\n    <meta name=\"viewport\" content=\"width=device-width, initial-scale=1, maximum-scale=1\">\n    <title>E2School Lesson 2: Collocations</title>\n\n    <link href=\"https://fonts.googleapis.com/css?family=Open+Sans:300,400,600,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Poppins:300,500,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Quicksand:300,400,500,700|Roboto:300,400,500,700\" rel=\"stylesheet\" type=\"text/css\">\n\n    <link href=\"/bundles/newadminlayout-css?v=asc011ulpMg5IwXBtpFUQhr2oImUupp9ApFTuGjW4b01\" rel=\"stylesheet\">\n\n    \n<link href=\"/bundles/color/color-darkblue?v=1FL5NrZwBLHxY7rtEN8xgqe3aXqemblfwjc06LDklsI1\" rel=\"stylesheet\">\n\n\n    <script type=\"text/javascript\" async=\"\" src=\"https://www.googletagmanager.com/gtag/js?id=G-4DPDDRTTM4&amp;cx=c&amp;_slc=1\"></script><script async=\"\" src=\"//www.google-analytics.com/analytics.js\"></script><script src=\"/bundles/lb-core-js?v=q7nO24P43ctaqxpiMnNKPIQAU9tAMIqmTrqwMvlgLXk1\"></script>\n\n    <script src=\"/bundles/lb-grid-js?v=8Wh9JhjWozqyYJd06SiI3rIbWAAw-uKmti8xMk7aE1A1\"></script>\n\n    <script src=\"/bundles/student-popup-js?v=1DFQBScA3rN-Q6uFxP5-gX75aronXM5X7vWZCZxHJmM1\"></script><style type=\"text/css\"></style><style type=\"text/css\" id=\"notify-bootstrap\">.notifyjs-bootstrap-base {\n\tfont-weight: bold;\n\tpadding: 8px 15px 8px 14px;\n\ttext-shadow: 0 1px 0 rgba(255, 255, 255, 0.5);\n\tbackground-color: #fcf8e3;\n\tborder: 1px solid #fbeed5;\n\t-webkit-border-radius: 4px;\n\t-moz-border-radius: 4px;\n\tborder-radius: 4px;\n\twhite-space: nowrap;\n\tpadding-left: 25px;\n\tbackground-repeat: no-repeat;\n\tbackground-position: 3px 7px;\n}\n.notifyjs-bootstrap-error {\n\tcolor: #B94A48;\n\tbackground-color: #F2DEDE;\n\tborder-color: #EED3D7;\n\tbackground-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAtRJREFUeNqkVc1u00AQHq+dOD+0poIQfkIjalW0SEGqRMuRnHos3DjwAH0ArlyQeANOOSMeAA5VjyBxKBQhgSpVUKKQNGloFdw4cWw2jtfMOna6JOUArDTazXi/b3dm55socPqQhFka++aHBsI8GsopRJERNFlY88FCEk9Yiwf8RhgRyaHFQpPHCDmZG5oX2ui2yilkcTT1AcDsbYC1NMAyOi7zTX2Agx7A9luAl88BauiiQ/cJaZQfIpAlngDcvZZMrl8vFPK5+XktrWlx3/ehZ5r9+t6e+WVnp1pxnNIjgBe4/6dAysQc8dsmHwPcW9C0h3fW1hans1ltwJhy0GxK7XZbUlMp5Ww2eyan6+ft/f2FAqXGK4CvQk5HueFz7D6GOZtIrK+srupdx1GRBBqNBtzc2AiMr7nPplRdKhb1q6q6zjFhrklEFOUutoQ50xcX86ZlqaZpQrfbBdu2R6/G19zX6XSgh6RX5ubyHCM8nqSID6ICrGiZjGYYxojEsiw4PDwMSL5VKsC8Yf4VRYFzMzMaxwjlJSlCyAQ9l0CW44PBADzXhe7xMdi9HtTrdYjFYkDQL0cn4Xdq2/EAE+InCnvADTf2eah4Sx9vExQjkqXT6aAERICMewd/UAp/IeYANM2joxt+q5VI+ieq2i0Wg3l6DNzHwTERPgo1ko7XBXj3vdlsT2F+UuhIhYkp7u7CarkcrFOCtR3H5JiwbAIeImjT/YQKKBtGjRFCU5IUgFRe7fF4cCNVIPMYo3VKqxwjyNAXNepuopyqnld602qVsfRpEkkz+GFL1wPj6ySXBpJtWVa5xlhpcyhBNwpZHmtX8AGgfIExo0ZpzkWVTBGiXCSEaHh62/PoR0p/vHaczxXGnj4bSo+G78lELU80h1uogBwWLf5YlsPmgDEd4M236xjm+8nm4IuE/9u+/PH2JXZfbwz4zw1WbO+SQPpXfwG/BBgAhCNZiSb/pOQAAAAASUVORK5CYII=);\n}\n.notifyjs-bootstrap-success {\n\tcolor: #468847;\n\tbackground-color: #DFF0D8;\n\tborder-color: #D6E9C6;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-info {\n\tcolor: #3A87AD;\n\tbackground-color: #D9EDF7;\n\tborder-color: #BCE8F1;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-warn {\n\tcolor: #C09853;\n\tbackground-color: #FCF8E3;\n\tborder-color: #FBEED5;\n\tbackground-image: url(data:image/png;base64,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);\n}\n</style>\n\n\n    <noscript>\n        <div align=\"center\">\n            <div style=\"position:fixed; top:0px; left:0px; z-index:3000; height:100%; width:100%; background-color:#FFFFFF\">\n                <div style=\"font-family: Tahoma; font-size: 14px; background-color:#FFF000; padding: 10pt;\">Please enable your Javascript to see this page as it is meant to appear!</div>\n            </div>\n        </div>\n    </noscript>\n    <script type=\"text/javascript\">\n\n        document.oncontextmenu = function () { return false; }\n\n            \n                function mousedwn(e) {\n                    try { if (event.button == 2 || event.button == 3) return false; }\n                    catch (e) { if (e.which == 3) return false; }\n                }\n                document.onmousedown = mousedwn;\n\n                window.addEventListener(\"keydown\", function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                        e.preventDefault();\n                    }\n                })\n                document.keypress = function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                    }\n                    return false;\n                };\n\n                document.onkeydown = function (event) {\n                    event = (event || window.event);\n                    if (event.keyCode == 123 || event.keyCode == 18) {\n                        return false;\n                    }\n                }\n            \n\n    </script>\n<style> @-webkit-keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @-webkit-keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @-webkit-keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @-webkit-keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } @keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } </style><style type=\"text/css\" id=\"core-notify\">.notifyjs-corner {\n\tposition: fixed;\n\tmargin: 5px;\n\tz-index: 1050;\n}\n\n.notifyjs-corner .notifyjs-wrapper,\n.notifyjs-corner .notifyjs-container {\n\tposition: relative;\n\tdisplay: block;\n\theight: inherit;\n\twidth: inherit;\n\tmargin: 3px;\n}\n\n.notifyjs-wrapper {\n\tz-index: 1;\n\tposition: absolute;\n\tdisplay: inline-block;\n\theight: 0;\n\twidth: 0;\n}\n\n.notifyjs-container {\n\tdisplay: none;\n\tz-index: 1;\n\tposition: absolute;\n}\n\n.notifyjs-hidable {\n\tcursor: pointer;\n}\n\n[data-notify-text],[data-notify-html] {\n\tposition: relative;\n}\n\n.notifyjs-arrow {\n\tposition: absolute;\n\tz-index: 2;\n\twidth: 0;\n\theight: 0;\n}</style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-41190\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-94657\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-51775\"></style></head>\n\n<body class=\"popup-layout\" role=\"navigation\" aria-label=\"Main\" id=\"studentPopUpLayout\" data-reset-text=\"Reset\">\n    <div class=\"sr-only loaded\" aria-live=\"polite\" aria-atomic=\"true\" role=\"status\" id=\"spinnerMessage\">Results are loaded</div>\n    <div class=\"wrapper-popup flickered-screen\" role=\"document\" style=\"overflow-x: hidden;\">\n        <div class=\"layout-popup-banner\">\n            \n\n        </div>\n        \n\n\n<script src=\"/bundles/student-lessoncustom-js?v=WvOEKEUu44byuc3vWJSBSdCClQJvKnQ1ZY8k_WjE_V01\"></script>\n\n\n<input id=\"MarkingType\" name=\"MarkingType\" type=\"hidden\" value=\"Course\">\n<input data-val=\"true\" data-val-number=\"The field Id must be a number.\" data-val-required=\"The Id field is required.\" id=\"Id\" name=\"Id\" type=\"hidden\" value=\"12671\">\n<input data-val=\"true\" data-val-number=\"The field CoursePublishedId must be a number.\" data-val-required=\"The CoursePublishedId field is required.\" id=\"CoursePublishedId\" name=\"CoursePublishedId\" type=\"hidden\" value=\"181\">\n<input data-val=\"true\" data-val-number=\"The field DiagnosticTestId must be a number.\" data-val-required=\"The DiagnosticTestId field is required.\" id=\"DiagnosticTestId\" name=\"DiagnosticTestId\" type=\"hidden\" value=\"0\">\n<input data-val=\"true\" data-val-number=\"The field LessonType must be a number.\" data-val-required=\"The LessonType field is required.\" id=\"LessonType\" name=\"LessonType\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-number=\"The field Behavior must be a number.\" data-val-required=\"The Behavior field is required.\" id=\"Behavior\" name=\"Behavior\" type=\"hidden\" value=\"3\">\n<input data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 2: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12671\" aria-label=\"Lesson 2: Collocations\" alt=\"Lesson 2: Collocations\">\n                        Lesson 2: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"1\" data-total-widget-done-load-and-render=\"1\" data-wizard-id=\"12671\" data-wizard-widget-id=\"afa347ab-8e17-4a27-a59c-ab592f44e5d5\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1101\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"e4ca2de2-dd2c-4707-8f7d-517b915131b5\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p style=\"text-align: center;\"></p><p style=\"text-align: center;\">\ufeff<br></p><p style=\"text-align: center;\"><img style=\"width: 120px; height: 108px;\" data-filename=\"collocations2.png\" src=\"data:image/png;base64,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\"><br></p><p style=\"text-align: center;\"><font face=\"Gotham Rounded\"><span style=\"font-size: 30px;\">Nice start.</span></font></p><p style=\"text-align: center;\"><font face=\"Gotham Rounded\"><span style=\"font-size: 30px;\"><br></span></font></p><p style=\"text-align: center;\"><span style=\"font-size: 30px; font-family: &quot;Gotham Rounded&quot;;\">Let's work on&nbsp;</span><b><span style=\"font-size: 30px; font-family: &quot;Gotham Rounded&quot;;\">remembering</span></b><span style=\"font-size: 30px; font-family: &quot;Gotham Rounded&quot;;\">&nbsp;these collocations now.</span></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><img style=\"width: 68.4144px; height: 90.6222px;\" data-filename=\"image.png\" src=\"data:image/png;base64,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","label":"step_2","questions":[],"title":"E2School Lesson 2: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12671&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loading\nLesson 2: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\n\ufeff\n\ufeff\n\ufeff\n\ufeff\n\ufeff\nListen and Write\n+\nClick to play the audio and write what you hear.\nReturn to Video\nBack\nViewing\n4\nof\n10\nNext\nClose\nBack\nNext\nClose\nViewing\n4\nof\n10","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"}],"html_excerpt":"<!DOCTYPE html><html lang=\"en\"><head>\n    <meta charset=\"utf-8\">\n    <meta name=\"viewport\" content=\"width=device-width, initial-scale=1, maximum-scale=1\">\n    <title>E2School Lesson 2: Collocations</title>\n\n    <link href=\"https://fonts.googleapis.com/css?family=Open+Sans:300,400,600,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Poppins:300,500,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Quicksand:300,400,500,700|Roboto:300,400,500,700\" rel=\"stylesheet\" type=\"text/css\">\n\n    <link href=\"/bundles/newadminlayout-css?v=asc011ulpMg5IwXBtpFUQhr2oImUupp9ApFTuGjW4b01\" rel=\"stylesheet\">\n\n    \n<link href=\"/bundles/color/color-darkblue?v=1FL5NrZwBLHxY7rtEN8xgqe3aXqemblfwjc06LDklsI1\" rel=\"stylesheet\">\n\n\n    <script type=\"text/javascript\" async=\"\" src=\"https://www.googletagmanager.com/gtag/js?id=G-4DPDDRTTM4&amp;cx=c&amp;_slc=1\"></script><script async=\"\" src=\"//www.google-analytics.com/analytics.js\"></script><script src=\"/bundles/lb-core-js?v=q7nO24P43ctaqxpiMnNKPIQAU9tAMIqmTrqwMvlgLXk1\"></script>\n\n    <script src=\"/bundles/lb-grid-js?v=8Wh9JhjWozqyYJd06SiI3rIbWAAw-uKmti8xMk7aE1A1\"></script>\n\n    <script src=\"/bundles/student-popup-js?v=1DFQBScA3rN-Q6uFxP5-gX75aronXM5X7vWZCZxHJmM1\"></script><style type=\"text/css\"></style><style type=\"text/css\" id=\"notify-bootstrap\">.notifyjs-bootstrap-base {\n\tfont-weight: bold;\n\tpadding: 8px 15px 8px 14px;\n\ttext-shadow: 0 1px 0 rgba(255, 255, 255, 0.5);\n\tbackground-color: #fcf8e3;\n\tborder: 1px solid #fbeed5;\n\t-webkit-border-radius: 4px;\n\t-moz-border-radius: 4px;\n\tborder-radius: 4px;\n\twhite-space: nowrap;\n\tpadding-left: 25px;\n\tbackground-repeat: no-repeat;\n\tbackground-position: 3px 7px;\n}\n.notifyjs-bootstrap-error {\n\tcolor: #B94A48;\n\tbackground-color: #F2DEDE;\n\tborder-color: #EED3D7;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-success {\n\tcolor: #468847;\n\tbackground-color: #DFF0D8;\n\tborder-color: #D6E9C6;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-info {\n\tcolor: #3A87AD;\n\tbackground-color: #D9EDF7;\n\tborder-color: #BCE8F1;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-warn {\n\tcolor: #C09853;\n\tbackground-color: #FCF8E3;\n\tborder-color: #FBEED5;\n\tbackground-image: url(data:image/png;base64,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);\n}\n</style>\n\n\n    <noscript>\n        <div align=\"center\">\n            <div style=\"position:fixed; top:0px; left:0px; z-index:3000; height:100%; width:100%; background-color:#FFFFFF\">\n                <div style=\"font-family: Tahoma; font-size: 14px; background-color:#FFF000; padding: 10pt;\">Please enable your Javascript to see this page as it is meant to appear!</div>\n            </div>\n        </div>\n    </noscript>\n    <script type=\"text/javascript\">\n\n        document.oncontextmenu = function () { return false; }\n\n            \n                function mousedwn(e) {\n                    try { if (event.button == 2 || event.button == 3) return false; }\n                    catch (e) { if (e.which == 3) return false; }\n                }\n                document.onmousedown = mousedwn;\n\n                window.addEventListener(\"keydown\", function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                        e.preventDefault();\n                    }\n                })\n                document.keypress = function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                    }\n                    return false;\n                };\n\n                document.onkeydown = function (event) {\n                    event = (event || window.event);\n                    if (event.keyCode == 123 || event.keyCode == 18) {\n                        return false;\n                    }\n                }\n            \n\n    </script>\n<style> @-webkit-keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @-webkit-keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @-webkit-keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @-webkit-keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } @keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } </style><style type=\"text/css\" id=\"core-notify\">.notifyjs-corner {\n\tposition: fixed;\n\tmargin: 5px;\n\tz-index: 1050;\n}\n\n.notifyjs-corner .notifyjs-wrapper,\n.notifyjs-corner .notifyjs-container {\n\tposition: relative;\n\tdisplay: block;\n\theight: inherit;\n\twidth: inherit;\n\tmargin: 3px;\n}\n\n.notifyjs-wrapper {\n\tz-index: 1;\n\tposition: absolute;\n\tdisplay: inline-block;\n\theight: 0;\n\twidth: 0;\n}\n\n.notifyjs-container {\n\tdisplay: none;\n\tz-index: 1;\n\tposition: absolute;\n}\n\n.notifyjs-hidable {\n\tcursor: pointer;\n}\n\n[data-notify-text],[data-notify-html] {\n\tposition: relative;\n}\n\n.notifyjs-arrow {\n\tposition: absolute;\n\tz-index: 2;\n\twidth: 0;\n\theight: 0;\n}</style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-41190\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-94657\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-51775\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-50569\"></style></head>\n\n<body class=\"popup-layout\" role=\"navigation\" aria-label=\"Main\" id=\"studentPopUpLayout\" data-reset-text=\"Reset\">\n    <div class=\"sr-only loading\" aria-live=\"polite\" aria-atomic=\"true\" role=\"status\" id=\"spinnerMessage\">Results are loading</div>\n    <div class=\"wrapper-popup flickered-screen\" role=\"document\" style=\"overflow-x: hidden;\">\n        <div class=\"layout-popup-banner\">\n            \n\n        </div>\n        \n\n\n<script src=\"/bundles/student-lessoncustom-js?v=WvOEKEUu44byuc3vWJSBSdCClQJvKnQ1ZY8k_WjE_V01\"></script>\n\n\n<input id=\"MarkingType\" name=\"MarkingType\" type=\"hidden\" value=\"Course\">\n<input data-val=\"true\" data-val-number=\"The field Id must be a number.\" data-val-required=\"The Id field is required.\" id=\"Id\" name=\"Id\" type=\"hidden\" value=\"12671\">\n<input data-val=\"true\" data-val-number=\"The field CoursePublishedId must be a number.\" data-val-required=\"The CoursePublishedId field is required.\" id=\"CoursePublishedId\" name=\"CoursePublishedId\" type=\"hidden\" value=\"181\">\n<input data-val=\"true\" data-val-number=\"The field DiagnosticTestId must be a number.\" data-val-required=\"The DiagnosticTestId field is required.\" id=\"DiagnosticTestId\" name=\"DiagnosticTestId\" type=\"hidden\" value=\"0\">\n<input data-val=\"true\" data-val-number=\"The field LessonType must be a number.\" data-val-required=\"The LessonType field is required.\" id=\"LessonType\" name=\"LessonType\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-number=\"The field Behavior must be a number.\" data-val-required=\"The Behavior field is required.\" id=\"Behavior\" name=\"Behavior\" type=\"hidden\" value=\"3\">\n<input data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 2: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12671\" aria-label=\"Lesson 2: Collocations\" alt=\"Lesson 2: Collocations\">\n                        Lesson 2: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor sk-loading\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"6\" data-total-widget-done-load-and-render=\"1\" data-wizard-id=\"12671\" data-wizard-widget-id=\"b53003ff-15e9-4767-a6cf-2bb0a407fefd\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1101\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"a665b894-d1dc-4d08-a7bc-fd08cda7a62f\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p style=\"text-align: center;\"></p><p style=\"text-align: left;\"><span style=\"color: rgb(107, 192, 209);\"><span style=\"font-size: 50px; font-family: Poppins;\">\ufeff</span><span style=\"font-size: 50px; font-family: Poppins;\">\ufeff</span><span style=\"font-size: 50px; font-family: Poppins;\">\ufeff</span><span style=\"font-size: 50px; font-family: Poppins;\">\ufeff</span><span style=\"font-size: 50px; font-family: Poppins;\">\ufeff</span><span style=\"font-size: 50px; font-family: Poppins;\">\ufeff</span><br></span></p><p style=\"text-align: center;\"><b style=\"font-size: 36px;\"><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;; color: rgb(107, 192, 209);\">Listen and Write</span></b></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><img style=\"width: 84.6051px; height: 84.6051px;\" data-filename=\"image.png\" src=\"data:image/png;base64,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","label":"step_3","questions":[],"title":"E2School Lesson 2: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12671&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loaded\nLesson 2: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\n\ufeff\n\ufeff\n\ufeff\n\ufeff\nComplete the collocations\nWrite the correct word to complete the collocations from this lesson.\n(Click\n!\nto see the options)\nReturn to Video\n!\ncommunity\nscale\nsupply\nsquare\ncountry\ncrops\nGap Fill (Text)\nBack\nViewing\n5\nof\n10\nNext\nClose\nBack\nNext\nClose\nViewing\n5\nof\n10","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"","id":null,"tag":"a","text":"!"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"}],"html_excerpt":"<!DOCTYPE html><html lang=\"en\"><head>\n    <meta charset=\"utf-8\">\n    <meta name=\"viewport\" content=\"width=device-width, initial-scale=1, maximum-scale=1\">\n    <title>E2School Lesson 2: Collocations</title>\n\n    <link href=\"https://fonts.googleapis.com/css?family=Open+Sans:300,400,600,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Poppins:300,500,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Quicksand:300,400,500,700|Roboto:300,400,500,700\" rel=\"stylesheet\" type=\"text/css\">\n\n    <link href=\"/bundles/newadminlayout-css?v=asc011ulpMg5IwXBtpFUQhr2oImUupp9ApFTuGjW4b01\" rel=\"stylesheet\">\n\n    \n<link href=\"/bundles/color/color-darkblue?v=1FL5NrZwBLHxY7rtEN8xgqe3aXqemblfwjc06LDklsI1\" rel=\"stylesheet\">\n\n\n    <script type=\"text/javascript\" async=\"\" src=\"https://www.googletagmanager.com/gtag/js?id=G-4DPDDRTTM4&amp;cx=c&amp;_slc=1\"></script><script async=\"\" src=\"//www.google-analytics.com/analytics.js\"></script><script src=\"/bundles/lb-core-js?v=q7nO24P43ctaqxpiMnNKPIQAU9tAMIqmTrqwMvlgLXk1\"></script>\n\n    <script src=\"/bundles/lb-grid-js?v=8Wh9JhjWozqyYJd06SiI3rIbWAAw-uKmti8xMk7aE1A1\"></script>\n\n    <script src=\"/bundles/student-popup-js?v=1DFQBScA3rN-Q6uFxP5-gX75aronXM5X7vWZCZxHJmM1\"></script><style type=\"text/css\"></style><style type=\"text/css\" id=\"notify-bootstrap\">.notifyjs-bootstrap-base {\n\tfont-weight: bold;\n\tpadding: 8px 15px 8px 14px;\n\ttext-shadow: 0 1px 0 rgba(255, 255, 255, 0.5);\n\tbackground-color: #fcf8e3;\n\tborder: 1px solid #fbeed5;\n\t-webkit-border-radius: 4px;\n\t-moz-border-radius: 4px;\n\tborder-radius: 4px;\n\twhite-space: nowrap;\n\tpadding-left: 25px;\n\tbackground-repeat: no-repeat;\n\tbackground-position: 3px 7px;\n}\n.notifyjs-bootstrap-error {\n\tcolor: #B94A48;\n\tbackground-color: #F2DEDE;\n\tborder-color: #EED3D7;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-success {\n\tcolor: #468847;\n\tbackground-color: #DFF0D8;\n\tborder-color: #D6E9C6;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-info {\n\tcolor: #3A87AD;\n\tbackground-color: #D9EDF7;\n\tborder-color: #BCE8F1;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-warn {\n\tcolor: #C09853;\n\tbackground-color: #FCF8E3;\n\tborder-color: #FBEED5;\n\tbackground-image: url(data:image/png;base64,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);\n}\n</style>\n\n\n    <noscript>\n        <div align=\"center\">\n            <div style=\"position:fixed; top:0px; left:0px; z-index:3000; height:100%; width:100%; background-color:#FFFFFF\">\n                <div style=\"font-family: Tahoma; font-size: 14px; background-color:#FFF000; padding: 10pt;\">Please enable your Javascript to see this page as it is meant to appear!</div>\n            </div>\n        </div>\n    </noscript>\n    <script type=\"text/javascript\">\n\n        document.oncontextmenu = function () { return false; }\n\n            \n                function mousedwn(e) {\n                    try { if (event.button == 2 || event.button == 3) return false; }\n                    catch (e) { if (e.which == 3) return false; }\n                }\n                document.onmousedown = mousedwn;\n\n                window.addEventListener(\"keydown\", function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                        e.preventDefault();\n                    }\n                })\n                document.keypress = function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                    }\n                    return false;\n                };\n\n                document.onkeydown = function (event) {\n                    event = (event || window.event);\n                    if (event.keyCode == 123 || event.keyCode == 18) {\n                        return false;\n                    }\n                }\n            \n\n    </script>\n<style> @-webkit-keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @-webkit-keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @-webkit-keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @-webkit-keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } @keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } </style><style type=\"text/css\" id=\"core-notify\">.notifyjs-corner {\n\tposition: fixed;\n\tmargin: 5px;\n\tz-index: 1050;\n}\n\n.notifyjs-corner .notifyjs-wrapper,\n.notifyjs-corner .notifyjs-container {\n\tposition: relative;\n\tdisplay: block;\n\theight: inherit;\n\twidth: inherit;\n\tmargin: 3px;\n}\n\n.notifyjs-wrapper {\n\tz-index: 1;\n\tposition: absolute;\n\tdisplay: inline-block;\n\theight: 0;\n\twidth: 0;\n}\n\n.notifyjs-container {\n\tdisplay: none;\n\tz-index: 1;\n\tposition: absolute;\n}\n\n.notifyjs-hidable {\n\tcursor: pointer;\n}\n\n[data-notify-text],[data-notify-html] {\n\tposition: relative;\n}\n\n.notifyjs-arrow {\n\tposition: absolute;\n\tz-index: 2;\n\twidth: 0;\n\theight: 0;\n}</style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-41190\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-94657\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-51775\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-50569\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-59955\"></style></head>\n\n<body class=\"popup-layout\" role=\"navigation\" aria-label=\"Main\" id=\"studentPopUpLayout\" data-reset-text=\"Reset\">\n    <div class=\"sr-only loaded\" aria-live=\"polite\" aria-atomic=\"true\" role=\"status\" id=\"spinnerMessage\">Results are loaded</div>\n    <div class=\"wrapper-popup flickered-screen\" role=\"document\" style=\"overflow-x: hidden;\">\n        <div class=\"layout-popup-banner\">\n            \n\n        </div>\n        \n\n\n<script src=\"/bundles/student-lessoncustom-js?v=WvOEKEUu44byuc3vWJSBSdCClQJvKnQ1ZY8k_WjE_V01\"></script>\n\n\n<input id=\"MarkingType\" name=\"MarkingType\" type=\"hidden\" value=\"Course\">\n<input data-val=\"true\" data-val-number=\"The field Id must be a number.\" data-val-required=\"The Id field is required.\" id=\"Id\" name=\"Id\" type=\"hidden\" value=\"12671\">\n<input data-val=\"true\" data-val-number=\"The field CoursePublishedId must be a number.\" data-val-required=\"The CoursePublishedId field is required.\" id=\"CoursePublishedId\" name=\"CoursePublishedId\" type=\"hidden\" value=\"181\">\n<input data-val=\"true\" data-val-number=\"The field DiagnosticTestId must be a number.\" data-val-required=\"The DiagnosticTestId field is required.\" id=\"DiagnosticTestId\" name=\"DiagnosticTestId\" type=\"hidden\" value=\"0\">\n<input data-val=\"true\" data-val-number=\"The field LessonType must be a number.\" data-val-required=\"The LessonType field is required.\" id=\"LessonType\" name=\"LessonType\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-number=\"The field Behavior must be a number.\" data-val-required=\"The Behavior field is required.\" id=\"Behavior\" name=\"Behavior\" type=\"hidden\" value=\"3\">\n<input data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 2: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12671\" aria-label=\"Lesson 2: Collocations\" alt=\"Lesson 2: Collocations\">\n                        Lesson 2: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"3\" data-total-widget-done-load-and-render=\"7\" data-wizard-id=\"12671\" data-wizard-widget-id=\"7674f092-26ce-420f-9291-4a433f0ec3db\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1101\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"60914e7e-9c38-4095-946c-62a144e7e53c\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p></p><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br class=\"Apple-interchange-newline\"><span style=\"font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span></span><span style=\"color: rgb(107, 192, 209);\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 50px;\">\ufeff</span><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 50px;\">\ufeff</span><b style=\"font-size: 36px;\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 50px;\">Complete the collocations</span></b></span></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><img style=\"width: 40.983px; height: 40.983px;\" data-filename=\"image.png\" src=\"data:image/png;base64,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\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">&nbsp;&nbsp;</span><span style=\"font-size: 24px; font-family: &quot;Gotham Rounded&quot;;\">Write the correct word to complete the collocations from this lesson.</span><br></p><p style=\"text-align: center;\"><span style=\"font-size: 18px;\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">(Click</span><b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">&nbsp;!&nbsp;</span></b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">to see the options)</span></span></p><div><span style=\"font-size: 18px;\"><br></span></div></div><div class=\"text-control m-t-sm m-b-sm\"><button class=\"btn btn-primary ghost screen-only\" name=\"returnToVideo\" data-video-widget-id=\"\" style=\"display: none;\">Return to Video</button></div></div></div></div><div class=\"ae-widget le-widget preview-widget collapsible\" data-le-widget-type=\"20\" data-le-widget-id=\"d5c8dadd-186c-401b-b41b-7da419c3b9f3\" data-le-margin-left=\"200\" data-le-margin-right=\"200\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"10\" data-le-padding-right=\"10\" data-le-padding-top=\"10\" data-le-padding-bottom=\"10\" data-le-show-glossary=\"0\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px 200px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"ae-content collapsible-text-content-container rclick-copy-area\"><div class=\"panel panel-default m-b-none\" id=\"accordion-d5c8dadd-186c-401b-b41b-7da419c3b9f3\"><div class=\"panel-heading p-t-0 p-b-0\"><h4 class=\"panel-title\"><a data-toggle=\"collapse\" data-parent=\"#accordion-d5c8dadd-186c-401b-b41b-7da419c3b9f3\" href=\"#collapse-d5c8dadd-186c-401b-b41b-7da419c3b9f3\" aria-expanded=\"false\" role=\"button\"><div class=\"collapsible-text-title glossary-enable m-l-lg\">!</div></a></h4></div><div class=\"panel-collapse collapse\" aria-expanded=\"false\" id=\"collapse-d5c8dadd-186c-40","label":"step_4","questions":[{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"}],"title":"E2School Lesson 2: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12671&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loaded\nLesson 2: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\nOkay, it's time to\nuse\nthese collocations in\ncontext\n.\nClick\nNext\nto begin.\nReturn to Video\nBack\nViewing\n6\nof\n10\nNext\nClose\nBack\nNext\nClose\nViewing\n6\nof\n10","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"}],"html_excerpt":"<!DOCTYPE html><html lang=\"en\"><head>\n    <meta charset=\"utf-8\">\n    <meta name=\"viewport\" content=\"width=device-width, initial-scale=1, maximum-scale=1\">\n    <title>E2School Lesson 2: Collocations</title>\n\n    <link href=\"https://fonts.googleapis.com/css?family=Open+Sans:300,400,600,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Poppins:300,500,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Quicksand:300,400,500,700|Roboto:300,400,500,700\" rel=\"stylesheet\" type=\"text/css\">\n\n    <link href=\"/bundles/newadminlayout-css?v=asc011ulpMg5IwXBtpFUQhr2oImUupp9ApFTuGjW4b01\" rel=\"stylesheet\">\n\n    \n<link href=\"/bundles/color/color-darkblue?v=1FL5NrZwBLHxY7rtEN8xgqe3aXqemblfwjc06LDklsI1\" rel=\"stylesheet\">\n\n\n    <script type=\"text/javascript\" async=\"\" src=\"https://www.googletagmanager.com/gtag/js?id=G-4DPDDRTTM4&amp;cx=c&amp;_slc=1\"></script><script async=\"\" src=\"//www.google-analytics.com/analytics.js\"></script><script src=\"/bundles/lb-core-js?v=q7nO24P43ctaqxpiMnNKPIQAU9tAMIqmTrqwMvlgLXk1\"></script>\n\n    <script src=\"/bundles/lb-grid-js?v=8Wh9JhjWozqyYJd06SiI3rIbWAAw-uKmti8xMk7aE1A1\"></script>\n\n    <script src=\"/bundles/student-popup-js?v=1DFQBScA3rN-Q6uFxP5-gX75aronXM5X7vWZCZxHJmM1\"></script><style type=\"text/css\"></style><style type=\"text/css\" id=\"notify-bootstrap\">.notifyjs-bootstrap-base {\n\tfont-weight: bold;\n\tpadding: 8px 15px 8px 14px;\n\ttext-shadow: 0 1px 0 rgba(255, 255, 255, 0.5);\n\tbackground-color: #fcf8e3;\n\tborder: 1px solid #fbeed5;\n\t-webkit-border-radius: 4px;\n\t-moz-border-radius: 4px;\n\tborder-radius: 4px;\n\twhite-space: nowrap;\n\tpadding-left: 25px;\n\tbackground-repeat: no-repeat;\n\tbackground-position: 3px 7px;\n}\n.notifyjs-bootstrap-error {\n\tcolor: #B94A48;\n\tbackground-color: #F2DEDE;\n\tborder-color: #EED3D7;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-success {\n\tcolor: #468847;\n\tbackground-color: #DFF0D8;\n\tborder-color: #D6E9C6;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-info {\n\tcolor: #3A87AD;\n\tbackground-color: #D9EDF7;\n\tborder-color: #BCE8F1;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-warn {\n\tcolor: #C09853;\n\tbackground-color: #FCF8E3;\n\tborder-color: #FBEED5;\n\tbackground-image: url(data:image/png;base64,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);\n}\n</style>\n\n\n    <noscript>\n        <div align=\"center\">\n            <div style=\"position:fixed; top:0px; left:0px; z-index:3000; height:100%; width:100%; background-color:#FFFFFF\">\n                <div style=\"font-family: Tahoma; font-size: 14px; background-color:#FFF000; padding: 10pt;\">Please enable your Javascript to see this page as it is meant to appear!</div>\n            </div>\n        </div>\n    </noscript>\n    <script type=\"text/javascript\">\n\n        document.oncontextmenu = function () { return false; }\n\n            \n                function mousedwn(e) {\n                    try { if (event.button == 2 || event.button == 3) return false; }\n                    catch (e) { if (e.which == 3) return false; }\n                }\n                document.onmousedown = mousedwn;\n\n                window.addEventListener(\"keydown\", function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                        e.preventDefault();\n                    }\n                })\n                document.keypress = function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                    }\n                    return false;\n                };\n\n                document.onkeydown = function (event) {\n                    event = (event || window.event);\n                    if (event.keyCode == 123 || event.keyCode == 18) {\n                        return false;\n                    }\n                }\n            \n\n    </script>\n<style> @-webkit-keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @-webkit-keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @-webkit-keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @-webkit-keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } @keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } </style><style type=\"text/css\" id=\"core-notify\">.notifyjs-corner {\n\tposition: fixed;\n\tmargin: 5px;\n\tz-index: 1050;\n}\n\n.notifyjs-corner .notifyjs-wrapper,\n.notifyjs-corner .notifyjs-container {\n\tposition: relative;\n\tdisplay: block;\n\theight: inherit;\n\twidth: inherit;\n\tmargin: 3px;\n}\n\n.notifyjs-wrapper {\n\tz-index: 1;\n\tposition: absolute;\n\tdisplay: inline-block;\n\theight: 0;\n\twidth: 0;\n}\n\n.notifyjs-container {\n\tdisplay: none;\n\tz-index: 1;\n\tposition: absolute;\n}\n\n.notifyjs-hidable {\n\tcursor: pointer;\n}\n\n[data-notify-text],[data-notify-html] {\n\tposition: relative;\n}\n\n.notifyjs-arrow {\n\tposition: absolute;\n\tz-index: 2;\n\twidth: 0;\n\theight: 0;\n}</style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-41190\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-94657\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-51775\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-50569\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-59955\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-73151\"></style></head>\n\n<body class=\"popup-layout\" role=\"navigation\" aria-label=\"Main\" id=\"studentPopUpLayout\" data-reset-text=\"Reset\">\n    <div class=\"sr-only loaded\" aria-live=\"polite\" aria-atomic=\"true\" role=\"status\" id=\"spinnerMessage\">Results are loaded</div>\n    <div class=\"wrapper-popup flickered-screen\" role=\"document\" style=\"overflow-x: hidden;\">\n        <div class=\"layout-popup-banner\">\n            \n\n        </div>\n        \n\n\n<script src=\"/bundles/student-lessoncustom-js?v=WvOEKEUu44byuc3vWJSBSdCClQJvKnQ1ZY8k_WjE_V01\"></script>\n\n\n<input id=\"MarkingType\" name=\"MarkingType\" type=\"hidden\" value=\"Course\">\n<input data-val=\"true\" data-val-number=\"The field Id must be a number.\" data-val-required=\"The Id field is required.\" id=\"Id\" name=\"Id\" type=\"hidden\" value=\"12671\">\n<input data-val=\"true\" data-val-number=\"The field CoursePublishedId must be a number.\" data-val-required=\"The CoursePublishedId field is required.\" id=\"CoursePublishedId\" name=\"CoursePublishedId\" type=\"hidden\" value=\"181\">\n<input data-val=\"true\" data-val-number=\"The field DiagnosticTestId must be a number.\" data-val-required=\"The DiagnosticTestId field is required.\" id=\"DiagnosticTestId\" name=\"DiagnosticTestId\" type=\"hidden\" value=\"0\">\n<input data-val=\"true\" data-val-number=\"The field LessonType must be a number.\" data-val-required=\"The LessonType field is required.\" id=\"LessonType\" name=\"LessonType\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-number=\"The field Behavior must be a number.\" data-val-required=\"The Behavior field is required.\" id=\"Behavior\" name=\"Behavior\" type=\"hidden\" value=\"3\">\n<input data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 2: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12671\" aria-label=\"Lesson 2: Collocations\" alt=\"Lesson 2: Collocations\">\n                        Lesson 2: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"1\" data-total-widget-done-load-and-render=\"2\" data-wizard-id=\"12671\" data-wizard-widget-id=\"985207fb-118b-464d-98f3-898c0b7a9306\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1101\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"a12e4dc7-d87f-45ae-9798-05bf85dc1390\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"0\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><div style=\"text-align: center;\"><span>\ufeff</span><span style=\"font-size: 36px;\"><font color=\"#000000\"><br></font></span></div><div style=\"text-align: center;\"><span style=\"color: rgb(0, 0, 0); font-size: 30px; font-family: &quot;Gotham Rounded&quot;;\">Okay, it's time to </span><font style=\"font-size: 36px;\"><b style=\"\"><span style=\"font-family: &quot;Gotham Rounded&quot;; color: rgb(107, 192, 209); font-size: 30px;\">use</span></b></font><span style=\"font-size: 36px; font-family: &quot;Gotham Rounded&quot;;\"><span style=\"color: rgb(0, 0, 0); font-size: 30px;\"> these collocations in </span><span style=\"font-weight: bold; color: rgb(107, 192, 209); font-size: 30px;\">context</span><span style=\"color: rgb(0, 0, 0); font-size: 30px;\">.</span></span><br></div><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><span style=\"font-size: 24px; font-family: &quot;Gotham Rounded&quot;;\">Click <b>Next </b>to begin.</span></p><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br></span></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><img style=\"width: 68.2898px; height: 90.4571px;\" data-filename=\"image.png\" src=\"data:image/png;base64,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\"><br></p></div><div class=\"text-control m-t-sm m-b-sm\"><button class=\"btn btn-primary ghost screen-only\" name=\"returnToVideo\" data-video-widget-id=\"\" style=\"display: none;\">Return to Video</button></div></div></div></div></div><div class=\"ui-resizable-handle ui-resizable-se ui-icon ui-icon-gripsmall-diagonal-se\" style=\"z-index: 90; display: none;\"></div></div></div></div></div></div></div></div></div></div><div class=\"p-l p-r le-footer-border\" id=\"leFooter\"></div></div></div></div></div></div></div><div class=\"p-l p-r le-footer-border\" id=\"leFooter\"><div><div class=\"leFooter-desktop row\"><div class=\"col-sm-5 p-0\"><div class=\"m-b-lg m-t-sm m-l-xs pull-right\"><button id=\"prevButton\" class=\"btn btn-primary ghost btn-outline m-t-sm\" style=\"\">Back</button></div></div><div class=\"col-sm-2 p-0 text-center m-t-lg\">Viewing <span id=\"wizCurrentScreenIdx\">6</span> of <span id=\"wizTotalScreen\">10</span></div><div class=\"col-sm-5 p-0\"><div class=\"m-b-lg m-t-sm m-l-xs pull-left\"><button id=\"nextButton\" class=\"btn btn-primary ghost btn-outline m-t-sm\">Next</button><button id=\"wlCloseButton\" class=\"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm\" style=\"display: none;\">Close</button></div></div></div><div class=\"row m-b-lg leFooter-mobile\"><div class=\"row m-b-lg\"><div class=\"col-xs-4 text-center\"><button id=\"prevButton\" class=\"btn btn-primary ghost btn-outline m-t-sm\" style=\"\">Back</button></div><div class=\"col-xs-4 text-center\"></div><div class=\"col-xs-4 text-center\"><button id=\"nextButton\" class=\"btn btn-primary ghost btn-outline m-t-sm\">Next</button><button id=\"wlCloseButton\" class=\"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm\" style=\"display: none;\">Close</button></div></div><div class=\"text-center m-t-lg\">Viewing <span id=\"wizCurrentScreenIdx\">6</span> of <span id=\"wizTotalScreen\">10</span></div></div></div></div></div>\n\n    <script>Mp3LameEncoderConfig = { memoryInitializerPrefixURL: \"../../Scripts/mp3recorder/\" };</script>\n<script src=\"/bundles/mp3recording?v=jo5l1dasJHPcZooMmOR6UYtZS1cBHzR0NZ8TU0adqzA1\"></script>\n<script type=\"text/javascript\">\n        var MQ = MathQuill.getInterface(MathQuill.getInterface.MAX);\n\n        (function($, window, document) {\n            \"use strict\";\n\n            function IsActivityWizard() {\n                var behaviorWizard = 3;\n\n                return parseInt($(\"#Behavior\").val()) === behaviorWizard;\n            }\n\n            function IsMobilePreview() {\n                return $(\"#IsMobilePreview\").val() === 'True';\n            }\n\n            function ShowDesktopViewOnly() {\n                return $(\"#ShowDesktopViewOnly\").val() === 'True';\n            }\n\n            function GetPronounciationWidgetLimit() {\n                var limit = 2;\n                return parseInt(limit);\n            }\n\n            $(document).ready(function () {\n                var idleTimeOut = 120;\n                var fiveMinutes = 5 * 60000;\n                var timeOut = (idleTimeOut * 60000) - fiveMinutes;\n                var infoMessage = 'Your session will be expired in 5 minutes. Do you want to keep","label":"step_5","questions":[],"title":"E2School Lesson 2: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12671&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loaded\nLesson 2: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\n\ufeff\nCollocations in Context\n\ufeff\nAdd a suitable\ncollocation\nto each sentence below.\nYou may need to change the word form.\nClick\n!\nfor a hint\nReturn to Video\nGap Fill (Text)\n\ufeff\n\ufeff\n1.\ndevelopments usually attract more investors.\nSubmit\nRetry\nReturn to Video\n!\nl________ s________\nGap Fill (Text)\n!\ng_________ c__________\nGap Fill (Text)\n!\ns________ m\n________\nGap Fill (Text)\n!\nd__________ c\n__________\nGap Fill (Text)\n!\nf________\ns\n________\nBack\nViewing\n7\nof\n10\nNext\nClose\nBack\nNext\nClose\nViewing\n7\nof\n10","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary btnSubmit practiceButton","id":null,"tag":"button","text":"Submit"},{"class":"btn btn-primary btnRetry practiceButton","id":null,"tag":"button","text":"Retry"},{"class":"btn btn-primary ghost","id":null,"tag":"button","text":"Return to Video"},{"class":"","id":null,"tag":"a","text":"!"},{"class":"","id":null,"tag":"a","text":"!"},{"class":"","id":null,"tag":"a","text":"!"},{"class":"","id":null,"tag":"a","text":"!"},{"class":"","id":null,"tag":"a","text":"!"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"}],"html_excerpt":"<!DOCTYPE html><html lang=\"en\"><head>\n    <meta charset=\"utf-8\">\n    <meta name=\"viewport\" content=\"width=device-width, initial-scale=1, maximum-scale=1\">\n    <title>E2School Lesson 2: Collocations</title>\n\n    <link href=\"https://fonts.googleapis.com/css?family=Open+Sans:300,400,600,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Poppins:300,500,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Quicksand:300,400,500,700|Roboto:300,400,500,700\" rel=\"stylesheet\" type=\"text/css\">\n\n    <link href=\"/bundles/newadminlayout-css?v=asc011ulpMg5IwXBtpFUQhr2oImUupp9ApFTuGjW4b01\" rel=\"stylesheet\">\n\n    \n<link href=\"/bundles/color/color-darkblue?v=1FL5NrZwBLHxY7rtEN8xgqe3aXqemblfwjc06LDklsI1\" rel=\"stylesheet\">\n\n\n    <script type=\"text/javascript\" async=\"\" src=\"https://www.googletagmanager.com/gtag/js?id=G-4DPDDRTTM4&amp;cx=c&amp;_slc=1\"></script><script async=\"\" src=\"//www.google-analytics.com/analytics.js\"></script><script src=\"/bundles/lb-core-js?v=q7nO24P43ctaqxpiMnNKPIQAU9tAMIqmTrqwMvlgLXk1\"></script>\n\n    <script src=\"/bundles/lb-grid-js?v=8Wh9JhjWozqyYJd06SiI3rIbWAAw-uKmti8xMk7aE1A1\"></script>\n\n    <script src=\"/bundles/student-popup-js?v=1DFQBScA3rN-Q6uFxP5-gX75aronXM5X7vWZCZxHJmM1\"></script><style type=\"text/css\"></style><style type=\"text/css\" id=\"notify-bootstrap\">.notifyjs-bootstrap-base {\n\tfont-weight: bold;\n\tpadding: 8px 15px 8px 14px;\n\ttext-shadow: 0 1px 0 rgba(255, 255, 255, 0.5);\n\tbackground-color: #fcf8e3;\n\tborder: 1px solid #fbeed5;\n\t-webkit-border-radius: 4px;\n\t-moz-border-radius: 4px;\n\tborder-radius: 4px;\n\twhite-space: nowrap;\n\tpadding-left: 25px;\n\tbackground-repeat: no-repeat;\n\tbackground-position: 3px 7px;\n}\n.notifyjs-bootstrap-error {\n\tcolor: #B94A48;\n\tbackground-color: #F2DEDE;\n\tborder-color: #EED3D7;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-success {\n\tcolor: #468847;\n\tbackground-color: #DFF0D8;\n\tborder-color: #D6E9C6;\n\tbackground-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAutJREFUeNq0lctPE0Ecx38zu/RFS1EryqtgJFA08YCiMZIAQQ4eRG8eDGdPJiYeTIwHTfwPiAcvXIwXLwoXPaDxkWgQ6islKlJLSQWLUraPLTv7Gme32zoF9KSTfLO7v53vZ3d/M7/fIth+IO6INt2jjoA7bjHCJoAlzCRw59YwHYjBnfMPqAKWQYKjGkfCJqAF0xwZjipQtA3MxeSG87VhOOYegVrUCy7UZM9S6TLIdAamySTclZdYhFhRHloGYg7mgZv1Zzztvgud7V1tbQ2twYA34LJmF4p5dXF1KTufnE+SxeJtuCZNsLDCQU0+RyKTF27Unw101l8e6hns3u0PBalORVVVkcaEKBJDgV3+cGM4tKKmI+ohlIGnygKX00rSBfszz/n2uXv81wd6+rt1orsZCHRdr1Imk2F2Kob3hutSxW8thsd8AXNaln9D7CTfA6O+0UgkMuwVvEFFUbbAcrkcTA8+AtOk8E6KiQiDmMFSDqZItAzEVQviRkdDdaFgPp8HSZKAEAL5Qh7Sq2lIJBJwv2scUqkUnKoZgNhcDKhKg5aH+1IkcouCAdFGAQsuWZYhOjwFHQ96oagWgRoUov1T9kRBEODAwxM2QtEUl+Wp+Ln9VRo6BcMw4ErHRYjH4/B26AlQoQQTRdHWwcd9AH57+UAXddvDD37DmrBBV34WfqiXPl61g+vr6xA9zsGeM9gOdsNXkgpEtTwVvwOklXLKm6+/p5ezwk4B+j6droBs2CsGa/gNs6RIxazl4Tc25mpTgw/apPR1LYlNRFAzgsOxkyXYLIM1V8NMwyAkJSctD1eGVKiq5wWjSPdjmeTkiKvVW4f2YPHWl3GAVq6ymcyCTgovM3FzyRiDe2TaKcEKsLpJvNHjZgPNqEtyi6mZIm4SRFyLMUsONSSdkPeFtY1n0mczoY3BHTLhwPRy9/lzcziCw9ACI+yql0VLzcGAZbYSM5CCSZg1/9oc/nn7+i8N9p/8An4JMADxhH+xHfuiKwAAAABJRU5ErkJggg==);\n}\n.notifyjs-bootstrap-info {\n\tcolor: #3A87AD;\n\tbackground-color: #D9EDF7;\n\tborder-color: #BCE8F1;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-warn {\n\tcolor: #C09853;\n\tbackground-color: #FCF8E3;\n\tborder-color: #FBEED5;\n\tbackground-image: url(data:image/png;base64,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);\n}\n</style>\n\n\n    <noscript>\n        <div align=\"center\">\n            <div style=\"position:fixed; top:0px; left:0px; z-index:3000; height:100%; width:100%; background-color:#FFFFFF\">\n                <div style=\"font-family: Tahoma; font-size: 14px; background-color:#FFF000; padding: 10pt;\">Please enable your Javascript to see this page as it is meant to appear!</div>\n            </div>\n        </div>\n    </noscript>\n    <script type=\"text/javascript\">\n\n        document.oncontextmenu = function () { return false; }\n\n            \n                function mousedwn(e) {\n                    try { if (event.button == 2 || event.button == 3) return false; }\n                    catch (e) { if (e.which == 3) return false; }\n                }\n                document.onmousedown = mousedwn;\n\n                window.addEventListener(\"keydown\", function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                        e.preventDefault();\n                    }\n                })\n                document.keypress = function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                    }\n                    return false;\n                };\n\n                document.onkeydown = function (event) {\n                    event = (event || window.event);\n                    if (event.keyCode == 123 || event.keyCode == 18) {\n                        return false;\n                    }\n                }\n            \n\n    </script>\n<style> @-webkit-keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @-webkit-keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @-webkit-keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @-webkit-keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } @keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } </style><style type=\"text/css\" id=\"core-notify\">.notifyjs-corner {\n\tposition: fixed;\n\tmargin: 5px;\n\tz-index: 1050;\n}\n\n.notifyjs-corner .notifyjs-wrapper,\n.notifyjs-corner .notifyjs-container {\n\tposition: relative;\n\tdisplay: block;\n\theight: inherit;\n\twidth: inherit;\n\tmargin: 3px;\n}\n\n.notifyjs-wrapper {\n\tz-index: 1;\n\tposition: absolute;\n\tdisplay: inline-block;\n\theight: 0;\n\twidth: 0;\n}\n\n.notifyjs-container {\n\tdisplay: none;\n\tz-index: 1;\n\tposition: absolute;\n}\n\n.notifyjs-hidable {\n\tcursor: pointer;\n}\n\n[data-notify-text],[data-notify-html] {\n\tposition: relative;\n}\n\n.notifyjs-arrow {\n\tposition: absolute;\n\tz-index: 2;\n\twidth: 0;\n\theight: 0;\n}</style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-41190\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-94657\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-51775\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-50569\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-59955\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-73151\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-34211\"></style></head>\n\n<body class=\"popup-layout\" role=\"navigation\" aria-label=\"Main\" id=\"studentPopUpLayout\" data-reset-text=\"Reset\">\n    <div class=\"sr-only loaded\" aria-live=\"polite\" aria-atomic=\"true\" role=\"status\" id=\"spinnerMessage\">Results are loaded</div>\n    <div class=\"wrapper-popup flickered-screen\" role=\"document\" style=\"overflow-x: hidden;\">\n        <div class=\"layout-popup-banner\">\n            \n\n        </div>\n        \n\n\n<script src=\"/bundles/student-lessoncustom-js?v=WvOEKEUu44byuc3vWJSBSdCClQJvKnQ1ZY8k_WjE_V01\"></script>\n\n\n<input id=\"MarkingType\" name=\"MarkingType\" type=\"hidden\" value=\"Course\">\n<input data-val=\"true\" data-val-number=\"The field Id must be a number.\" data-val-required=\"The Id field is required.\" id=\"Id\" name=\"Id\" type=\"hidden\" value=\"12671\">\n<input data-val=\"true\" data-val-number=\"The field CoursePublishedId must be a number.\" data-val-required=\"The CoursePublishedId field is required.\" id=\"CoursePublishedId\" name=\"CoursePublishedId\" type=\"hidden\" value=\"181\">\n<input data-val=\"true\" data-val-number=\"The field DiagnosticTestId must be a number.\" data-val-required=\"The DiagnosticTestId field is required.\" id=\"DiagnosticTestId\" name=\"DiagnosticTestId\" type=\"hidden\" value=\"0\">\n<input data-val=\"true\" data-val-number=\"The field LessonType must be a number.\" data-val-required=\"The LessonType field is required.\" id=\"LessonType\" name=\"LessonType\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-number=\"The field Behavior must be a number.\" data-val-required=\"The Behavior field is required.\" id=\"Behavior\" name=\"Behavior\" type=\"hidden\" value=\"3\">\n<input data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 2: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12671\" aria-label=\"Lesson 2: Collocations\" alt=\"Lesson 2: Collocations\">\n                        Lesson 2: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"11\" data-total-widget-done-load-and-render=\"7\" data-wizard-id=\"12671\" data-wizard-widget-id=\"aad4881d-4d82-4ee8-bb84-8e71994a94b2\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1101\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"c833bfa7-7f45-4b3f-9159-467c1cdaea5b\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br></span></p><p style=\"text-align: center;\"><b style=\"color: rgb(107, 192, 209);\"><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 50px;\">\ufeff</span><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">Collocations in Context</span><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span></b></p><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br></span></p><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br></span><img style=\"width: 44.6676px; height: 44.6676px;\" data-filename=\"image.png\" src=\"data:image/png;base64,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\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">&nbsp;</span><span style=\"font-size: 24px;\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">Add a suitable </span><b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">collocation</span></b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\"> to each sentence below.</span></span></p><p style=\"text-align: center;\"><span style=\"font-size: 24px; font-family: &quot;Gotham Rounded&quot;;\">You may need to change the word form.</span></p><p style=\"text-align: center;\"><span style=\"font-size: 18px;\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">Click </span><b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">! </span></b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">for a hint</span></span></p><p style=\"text-align: center;\"><span style=\"font-size: 18px;\"><br></span></p></div><div class=\"text-control m-t-sm m-b-sm\"><button class=\"btn btn-primary ghost screen-only\" name=\"returnToVideo\" data-video-widget-id=\"\" style=\"display: none;\">Return to Video</button></div></div></div></div><div class=\"le-widget preview-widget ae-widget\" data-le-widget-type=\"11\" data-le-widget-id=\"6b030b40-dc65-419e-a265-a758bf39714a\" data-le-show-hide-panel=\"0\" data-le-show-glossary=\"1\" data-le-disable-case-sensitivity=\"1\" data-le-enable-formative-report=\"false\" data-le-skill-config=\"\" data-le-apply-limit-length=\"0\" data-le-answer-method=\"Typewrite\"><div class=\"ibox float-e-margins\"><div class=\"sr-only sr-status\" aria-live=\"polite\"></div><div class=\"ibox-content\" style=\"margin: 10px 150px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><form class=\"form-fill-in-the-blank rclick-copy-area panel-suppressed\"><div class=\"fill-blanks-container list-question\" data-le-answer-explanation-3938=\"\" data-list-question-id=\"3938\" d","label":"step_6","questions":[{"options":[],"text":"Gap Fill (Text) \ufeff \ufeff 1. developments usually attract more investors."},{"options":[],"text":"Gap Fill (Text) \ufeff \ufeff 1. developments usually attract more investors."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"\ufeff \ufeff 1. developments usually attract more investors."},{"options":[],"text":"\ufeff \ufeff 1. developments usually attract more investors."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"}],"title":"E2School Lesson 2: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12671&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loaded\nLesson 2: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\nWell Done!\nNow for the final challenge...\nReturn to Video\nBack\nViewing\n8\nof\n10\nNext\nClose\nBack\nNext\nClose\nViewing\n8\nof\n10","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"}],"html_excerpt":"<!DOCTYPE html><html lang=\"en\"><head>\n    <meta charset=\"utf-8\">\n    <meta name=\"viewport\" content=\"width=device-width, initial-scale=1, maximum-scale=1\">\n    <title>E2School Lesson 2: Collocations</title>\n\n    <link href=\"https://fonts.googleapis.com/css?family=Open+Sans:300,400,600,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Poppins:300,500,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Quicksand:300,400,500,700|Roboto:300,400,500,700\" rel=\"stylesheet\" type=\"text/css\">\n\n    <link href=\"/bundles/newadminlayout-css?v=asc011ulpMg5IwXBtpFUQhr2oImUupp9ApFTuGjW4b01\" rel=\"stylesheet\">\n\n    \n<link href=\"/bundles/color/color-darkblue?v=1FL5NrZwBLHxY7rtEN8xgqe3aXqemblfwjc06LDklsI1\" rel=\"stylesheet\">\n\n\n    <script type=\"text/javascript\" async=\"\" src=\"https://www.googletagmanager.com/gtag/js?id=G-4DPDDRTTM4&amp;cx=c&amp;_slc=1\"></script><script async=\"\" src=\"//www.google-analytics.com/analytics.js\"></script><script src=\"/bundles/lb-core-js?v=q7nO24P43ctaqxpiMnNKPIQAU9tAMIqmTrqwMvlgLXk1\"></script>\n\n    <script src=\"/bundles/lb-grid-js?v=8Wh9JhjWozqyYJd06SiI3rIbWAAw-uKmti8xMk7aE1A1\"></script>\n\n    <script src=\"/bundles/student-popup-js?v=1DFQBScA3rN-Q6uFxP5-gX75aronXM5X7vWZCZxHJmM1\"></script><style type=\"text/css\"></style><style type=\"text/css\" id=\"notify-bootstrap\">.notifyjs-bootstrap-base {\n\tfont-weight: bold;\n\tpadding: 8px 15px 8px 14px;\n\ttext-shadow: 0 1px 0 rgba(255, 255, 255, 0.5);\n\tbackground-color: #fcf8e3;\n\tborder: 1px solid #fbeed5;\n\t-webkit-border-radius: 4px;\n\t-moz-border-radius: 4px;\n\tborder-radius: 4px;\n\twhite-space: nowrap;\n\tpadding-left: 25px;\n\tbackground-repeat: no-repeat;\n\tbackground-position: 3px 7px;\n}\n.notifyjs-bootstrap-error {\n\tcolor: #B94A48;\n\tbackground-color: #F2DEDE;\n\tborder-color: #EED3D7;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-success {\n\tcolor: #468847;\n\tbackground-color: #DFF0D8;\n\tborder-color: #D6E9C6;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-info {\n\tcolor: #3A87AD;\n\tbackground-color: #D9EDF7;\n\tborder-color: #BCE8F1;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-warn {\n\tcolor: #C09853;\n\tbackground-color: #FCF8E3;\n\tborder-color: #FBEED5;\n\tbackground-image: url(data:image/png;base64,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);\n}\n</style>\n\n\n    <noscript>\n        <div align=\"center\">\n            <div style=\"position:fixed; top:0px; left:0px; z-index:3000; height:100%; width:100%; background-color:#FFFFFF\">\n                <div style=\"font-family: Tahoma; font-size: 14px; background-color:#FFF000; padding: 10pt;\">Please enable your Javascript to see this page as it is meant to appear!</div>\n            </div>\n        </div>\n    </noscript>\n    <script type=\"text/javascript\">\n\n        document.oncontextmenu = function () { return false; }\n\n            \n                function mousedwn(e) {\n                    try { if (event.button == 2 || event.button == 3) return false; }\n                    catch (e) { if (e.which == 3) return false; }\n                }\n                document.onmousedown = mousedwn;\n\n                window.addEventListener(\"keydown\", function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                        e.preventDefault();\n                    }\n                })\n                document.keypress = function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                    }\n                    return false;\n                };\n\n                document.onkeydown = function (event) {\n                    event = (event || window.event);\n                    if (event.keyCode == 123 || event.keyCode == 18) {\n                        return false;\n                    }\n                }\n            \n\n    </script>\n<style> @-webkit-keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @-webkit-keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @-webkit-keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @-webkit-keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } @keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } </style><style type=\"text/css\" id=\"core-notify\">.notifyjs-corner {\n\tposition: fixed;\n\tmargin: 5px;\n\tz-index: 1050;\n}\n\n.notifyjs-corner .notifyjs-wrapper,\n.notifyjs-corner .notifyjs-container {\n\tposition: relative;\n\tdisplay: block;\n\theight: inherit;\n\twidth: inherit;\n\tmargin: 3px;\n}\n\n.notifyjs-wrapper {\n\tz-index: 1;\n\tposition: absolute;\n\tdisplay: inline-block;\n\theight: 0;\n\twidth: 0;\n}\n\n.notifyjs-container {\n\tdisplay: none;\n\tz-index: 1;\n\tposition: absolute;\n}\n\n.notifyjs-hidable {\n\tcursor: pointer;\n}\n\n[data-notify-text],[data-notify-html] {\n\tposition: relative;\n}\n\n.notifyjs-arrow {\n\tposition: absolute;\n\tz-index: 2;\n\twidth: 0;\n\theight: 0;\n}</style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-41190\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-94657\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-51775\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-50569\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-59955\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-73151\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-34211\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-50130\"></style></head>\n\n<body class=\"popup-layout\" role=\"navigation\" aria-label=\"Main\" id=\"studentPopUpLayout\" data-reset-text=\"Reset\">\n    <div class=\"sr-only loaded\" aria-live=\"polite\" aria-atomic=\"true\" role=\"status\" id=\"spinnerMessage\">Results are loaded</div>\n    <div class=\"wrapper-popup flickered-screen\" role=\"document\" style=\"overflow-x: hidden;\">\n        <div class=\"layout-popup-banner\">\n            \n\n        </div>\n        \n\n\n<script src=\"/bundles/student-lessoncustom-js?v=WvOEKEUu44byuc3vWJSBSdCClQJvKnQ1ZY8k_WjE_V01\"></script>\n\n\n<input id=\"MarkingType\" name=\"MarkingType\" type=\"hidden\" value=\"Course\">\n<input data-val=\"true\" data-val-number=\"The field Id must be a number.\" data-val-required=\"The Id field is required.\" id=\"Id\" name=\"Id\" type=\"hidden\" value=\"12671\">\n<input data-val=\"true\" data-val-number=\"The field CoursePublishedId must be a number.\" data-val-required=\"The CoursePublishedId field is required.\" id=\"CoursePublishedId\" name=\"CoursePublishedId\" type=\"hidden\" value=\"181\">\n<input data-val=\"true\" data-val-number=\"The field DiagnosticTestId must be a number.\" data-val-required=\"The DiagnosticTestId field is required.\" id=\"DiagnosticTestId\" name=\"DiagnosticTestId\" type=\"hidden\" value=\"0\">\n<input data-val=\"true\" data-val-number=\"The field LessonType must be a number.\" data-val-required=\"The LessonType field is required.\" id=\"LessonType\" name=\"LessonType\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-number=\"The field Behavior must be a number.\" data-val-required=\"The Behavior field is required.\" id=\"Behavior\" name=\"Behavior\" type=\"hidden\" value=\"3\">\n<input data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 2: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12671\" aria-label=\"Lesson 2: Collocations\" alt=\"Lesson 2: Collocations\">\n                        Lesson 2: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"1\" data-total-widget-done-load-and-render=\"1\" data-wizard-id=\"12671\" data-wizard-widget-id=\"66621598-b5a8-4e7c-9a04-1dbc30d5378a\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1101\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"7fe0fcbf-42c6-4e71-b426-5603d6845be2\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"0\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;; font-weight: bold; color: rgb(107, 192, 209);\">Well Done!</span></p><p style=\"text-align: center;\"></p><p style=\"text-align: center;\"><img src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABLAAAASwCAYAAADrIbPPAAD7vElEQVR4nOzdZ7xcZb238bWmz+69ZNfUHVIIvSO9dwUVEBROAI8Nu6LSLKhYgaNIBxFQEQkgvau00NKTnbJ772X29Jn1vEAeIiSZkjXzX2vN9X15Dsz68TGwJ1fuuUfVNE0BAAAAAAAAjMomPQAAAAAAAADYFQIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADI2ABQAAAAAAAEMjYAEAAAAAAMDQCFgAAAAAAAAwNAIWAAAAAAAADM0hPQAA9KQpiuqLRCuD0VixTVWj+U7HiMdum5beBQAAAABIHwELgOlNhCL1KwfHL1g/Nn1y93Rgn3A8nrf9/7/Q5RhsLsxbuUdZ4VN7VRT/vcjlGJDaCgAAAABInappmvQGAEjLZDhS+1j7wHUrByc+E9e0pIK8TVWjyyqKVhzfWPXThgLvO5neCAAAAADYfQQsAKa0cnD8gge39t0YiMZK0vn7VUXR9qsquf/jc2d9o9DlGNR5HgAAAABARwQsAKbii0Qr/9Tac9e60alT9Hi9fKd99DMtDRcvLS96VI/XAwAAAADoj4AFwDS6fYF9blnX8chEKFKv5+uqiqKd3Fx9zUlN1T/U83UBAAAAAPogYAEwhdZx3zG3ru9YEYrFCzL1jCPqKm46Z96sr2Tq9QEAAAAA6bFJDwCARLZNzhz+h3Udj2UyXimKorzcO/LlR9r6f5bJZwAAAAAAUkfAAmBoI4Hw3FvWdayIxOPebDzv2e7h77w+MP65bDwLAAAAAJAcAhYAw4rGNfdtGzoe8kdjZdl87l+29NzcPxNcnM1nAgAAAAB2joAFwLCe7By8stcXXJbt50bimufe1u6745pmz/azAQAAAAAfRcACYEgjgfDc57qHvyX1/K7pwH5vDPJRQgAAAAAwAgIWAEN6snPwqpimuSQ3PNExeHUkrnkkNwAAAAAACFgADGgyHJn15tDEedI7xkORhn/2jXxRegcAAAAA5DoCFgDDeXNw4jNxTXNI71AURXmma+iKYCxWJL0DAAAAAHIZAQuA4awemTxLesP7ZiKxcsm7uAAAAAAABCwABhOOxfM7pwP7S+/Y3gs9I1+bjkSrpHcAAAAAQK4yxEd0ACOKa5qjczqw/5YJ3xF9M8GlI8Hw3JlItDwS17w2VY167bbJYreztybPvamuwLuqpaTghRK3s0d6t9n1+4OL45pml96xvXAsnv9U5+CV58yr+7L0FgAAAADIRaqmadIbAEMZCYTnvtQ78uW3hibO80Wilan8vbPyPWsPqC7904E1pXcXOh1DmdpoZe8OT55zx4bOv0rv+DC7qoavOqBlYbnH1S69BQAAAAByDQEL+I9ANFayoq3/568NjF+8uxeIO21q8OCasjtOaq7+ISErNa8NjF18X2vPHdI7dmT/6tI/fXZhwwXSOwAAAAAg13AHFqAoStvkzKE/fnPz+lf6xy7V49vvInHN88++0S/+cGVr6yv9Y5fqsTFX2FQ1Jr1hZ94aHD+vbya4VHoHAAAAAOQaAhZy3rvDk2ffuKbt+clwZJberx2Ixkoe2Nxzy50buv4Sice9er++FRn5xJqmKLZH2weuk94BAAAAALmGgIWctnFs+oS7N3bdH41r7kw+553hiU/+35r2p4OxeGEmn2MFVXnuVukNu7JudOrUtsmZQ6V3AAAAAEAuIWAhZ40Gw7Pv3Nj155imObPxvG2TM4ffuaHzr0b7hj2jqfC42opdzj7pHbvySPvAz6Q3AAAAAEAuIWAhJ2mKot6zqfveQDRWks3nbhibPvHhtv5fZvOZZrRXZdHfpTfsyrbJmcPWjU6dIr0DAAAAAHIFAQs5aeXg+AVSHwN7sWfkq28Ojn9G4tlmcfis8ptVRTH0V6Q+1j5wnaYoqvQOAAAAAMgFBCzknLim2Z/oGLxGcsP9m3tv7fYF9pHcYGQ1eZ4N+1WX3ie9Y1d6Z4J7vjU0cZ70DgAAAADIBQQs5JxVI5NnjwbDsyU3ROJx763rOh72RaIVkjuM7ONza79R4HQMS+/YlcfbB36YrTvUAAAAACCXEbCQc17rH79YeoOiKMp4KNJ454auv8Y1zSG9xYgKnY6hE5uqfiK9Y1dGguE5r/SPXSq9AwAAAACsjoCFnOKPxspaJ3zHSO943+YJ31EPt/X/QnqHUR1aW35LscvZL71jV57qHPxBOBbPl94BAAAAAFZGwEJO2TQ+fWxc0+zSO7bHpe4757SpweMaK38uvWNXpsLRmhd7R74qvQMAAAAArIyAhZzSNuk/RHrDjnCp+86Z4RTWc93D3/JHY2XSOwAAAADAqghYyCl9M8Gl0ht2hEvdd84Mp7AC0Vjx011DV0jvAAAAAACrImAhp4wGw3OkN+wMl7rvnBlOYf2zd+RLE6FInfQOAAAAALAiAhZyylQ4UiO9YVe41H3HzHAKKxLXPE90Dl4jvQMAAAAArIiAhZwSiWse6Q2JcKn7jpnhFNbrA+MXDfpDLdI7AAAAAMBqCFjIGZqiqNIbksWl7h9lhlNYcU2z/6Nj4MfSOwAAAADAaghYyBmqomgeu21aekcyuNR9x8xwCmvV8OQnuqYD+0nvAAAAAAArIWAhpxS6HIPSG5LFpe4f5bSpwWMbKq+X3rErmqKoj7T3/1R6BwAAAABYCQELOaU6z7NJekMquNT9ow6bVXZLkcsxIL1jV1rHfce2jvuOkd4BAAAAAFZBwEJOaSz0viW9IVVc6v7fnDZb4LiGKkPfhaUoivJo+wCnsAAAAABAJwQs5JSWkoLnpTekg0vd/5sZTmF1Tvv3XzU8+QnpHQAAAABgBQQs5JTZRXmvFbucfdI7UsWl7v/NLKewHusY+HFc0+zSOwAAAADA7AhYyCk2VY0dVFN6t/SOdHCp+38zwymsQX9o4RuD45+V3gEAAAAAZkfAQs45qr7ity6bzS+9Ix1c6v4Bs5zCeqJj8JpoXHNL7wAAAAAAMyNgIecUOB3DJzRVXSe9I11c6v4BM5zCGg9FGv7ZN/JF6R0AAAAAYGYELOSk4xoqf27GbyR8H5e6v8csp7Ce6Rq+IhiLFUnvAAAAAACzImAhJ9lUNbp8UdPZBU7HiPSWdHCp+wfMcArLF4lWPN898k3pHQAAAABgVgQs5Kwyj6vz4kWNn7SpalR6Szq41P09TpstcGxD1fXSOxJ5oWf4a9ORaJX0DgAAAAAwIwIWctqCkoIXz5pT+y3pHeniUvf3HD6r7A9GP4UVisULnuoc+oH0DgAAAAAwIwIWct5R9RW/3b+69E/SO9LFpe7mOYX1777Ry0aD4WbpHQAAAABgNgQsQFGU8xbUXdpQ4H1Heke6uNTdHKewYprmerxj8IfSOwAAAADAbAhYgPLeCZ5LFjd9nEvdzcssp7DeHBw/v28muER6BwAAAACYCQEL+A8udTc/M5zC0hTF9lj7wHXSOwAAAADATAhYwHa41N3czHIKa+3o1GltU/5DpHcAAAAAgFkQsIAP4VJ3czPDKSxFUZRH2vp/Jr0BAAAAAMyCgAXswHkL6i6tL/C+K70jXbl8qbtZTmFtm5w5fP3Y9MnSOwAAAADADAhYwA44bbbApYubzuJSd3MyyymsR9v7r9MURZXeAQAAAABGR8ACdoJL3c3rvVNYlYa/C6zXF1z29tDEudI7AAAAAMDoCFjALiwoKXjxzDm135beka5cvtT98FnlNxe6HIPSOxL5R8fAD2Oa5pTeAQAAAABGRsACEji6vuI3XOpuPk6bLXBcQ6Xh78IaCYTnvtI/don0DgAAAAAwMgIWkAQudTcns5zCeqpz8MpwPJ4nvQMAAAAAjIqABSSBS93NySynsKbC0ZoXe0a+Kr0DAAAAAIyKgAUkabtL3WPSW9KRq5e6m+UU1nPdw9/2R2Nl0jsAAAAAwIgIWEAK/nOp+7ekd6QrFy91N8sprEA0VvxM19B3pXcAAAAAgBERsIAUcam7+ZjlFNbLvaNfmghF6qR3AAAAAIDRELCANHCpu7mY5RRWJB73Ptk5eLX0DgAAAAAwGgIWkAYudTcfs5zCem1g/KKhQGiB9A4AAAAAMBICFpCm/1zq/ikudTcHp80WOLah0vD3f8U1zfFY+8CPpXcAAAAAgJEQsIDdsKCk4AUudTcPs5zCWjU8eXbXdGBf6R0AAAAAYBQELGA3cam7ebhsNr8ZTmFpiqI+2t7/U+kdAAAAAGAUBCxAB1zqbh5mOYW1adx33DvDE5+U3gEAAAAARkDAAnTApe7mYZZTWIqiKA9u7bsxFIsXSO8AAAAAAGkELEAnXOpuHmY5hTUdjlb/q2/0C9I7AAAAAEAaAQvQEZe6m4OZTmG90j96ifQGAAAAAJBGwAJ0dnR9xW/2ryq5T3pHunLlUneznMIaDoTnDfiDi6R3AAAAAIAkAhaQAee11F/Cpe7GZqZTWO1T/oOlNwAAAACAJAIWkAFc6m4Oh88qv7nQ6RiS3pHIoD/UIr0BAAAAACQRsIAM4VJ34zPLKayZSKxMegMAAAAASCJgARn03qXuNd+W3pGuXLjU/fC68t+b4RQWAAAAAOQyAhaQYUfXV/6aS92NywynsLwO+6T0BgAAAACQRMACsoBL3Y3N6Kewyj2udukNAAAAACCJgAVkAZe6G5vRT2E1FHrfkd4AAAAAAJIIWECWcKm7sRn1FJbHbptuKvS+Kb0DAAAAACQRsIAs4lJ34zLqKawl5UWP2VU1Ir0DAAAAACQRsIAs41J34zLiKaxDa8tvld4AAAAAANIIWIAALnU3JqOdwmoqzFs5vyT/ZekdAAAAACCNgAUI4FJ34zLSKawz5tRcIb0BAAAAAIyAgAUI4VJ3Y3LZbP5Pzq/7kvSO/apK7l9QUvCC9A4AAAAAMAICFiCIS92Nae/K4gc/Nqv8d1LPL3U7u40Q0QAAAADAKAhYgDAudTems+fN+urC0oJns/1cp80WWL646ew8h308288GAAAAAKMiYAEGwKXuxmNT1eili5vPmluc/69sPdOuqpH/WdT4yabCvJXZeiYAAAAAmAEBCzCA9y91z3faR6W3pMOql7q77LaZL+45+8Sl5UWPZvpZTpsaXL646ewl5UX/yPSzAAAAAMBsCFiAQZR5XJ0X79HEpe4G47LZ/JcuaT7rlObqqzP1v02RyzHwlWVzj85GKAMAAAAAM1I1TZPeAGA7L/QMf/3v2/p/Jb0jXUfVV/z2E3NnfU16RyZ0TQf2+8uW3t93Tvv31+s1F5cVPvGZloaLC12OQb1eEwAAAACshoAFGNA9G7v+9ObQxPnSO9L12YUNF+xfXfon6R2ZoCmKumZk8sznu4e/2TblPyTd16nJ82w4qanqR/tWlfxZz30AAAAAYEUELMCAIvG491fvbnu1xxfYS3pLOpw2W+Dre889rKHA+470lkwa9IcWrh6ZPKt1wnd093RgX380Vrqrv77c42pfWFrw3H5VJffPLyl4KUszAQAAAMD0CFiAQY0Gw83Xv7PlrZlIrFx6SzpK3c6u7+w7f98Cp2NEeku2+CLRyslQdFYwFiuMa4pdVRXNrqphr8M+WeJ29Hrs9inpjQAAAABgRgQswMBax33H/G5t+9NxTbNLb0nHgpKCF7+05+zjbaoald4CAAAAADAvvoUQMLCW0oLnz5xT823pHenaPOE76uG2/l9I7wAAAAAAmBsBCzC4o+srf71fVcn90jvS9WLPyFffHBz/jPQOAAAAAIB5EbAAEzi/pX55fYF3lfSOdN2/uffWbl9gH+kdAAAAAABzImABJuC02QKXLG46K99pH5Xeko5IPO69dV3Hw75ItEJ6CwAAAADAfAhYgEmUe1wdF+/R9Cmbqsakt6RjPBRpvHND11/jmuaQ3gIAAAAAMBcCFmAiLaUFz58xp+Y70jvSxaXuAAAAAIB0ELAAkzmmvvJX+1WVPCC9I11c6g4AAAAASBUBCzCh81vq/4dL3QEAAAAAuYKABZgQl7oDAAAAAHIJAQswKS51BwAAAADkCgIWYGJc6g4AAAAAyAUELMDkuNQdAAAAAGB1BCzAArjUHQAAAABgZQQswAK41B0AAAAAYGUELMAiuNQdAAAAAGBVBCzAQrjUHQAAAABgRQQswGK41B0AAAAAYDUELMCCzmupX86l7gAAAAAAqyBgARbkstn8XOoOAAAAALAKAhZgUVa41P2+1p47pHcAAAAAAOQRsAALM/ul7mtHp05fOzp1mvQOAAAAAIAsAhZgcWa/1P0fHQM/kt4AAAAAAJBFwAJygJkvde/1BZdtm5w5XHoHAAAAAEAOAQvIAWa/1P3NwYnzpTcAAAAAAOQQsIAcYeZL3dePTZ0svQEAAAAAIIeABeQQs17qPh6KNIyHIg3SOwAAAAAAMghYQI4x66XufTPBpdIbAAAAAAAyCFhADjqvpX55XYFntfSOVIwHw43SGwAAAAAAMghYQA5y2Wz+Sxc3n2mmS91norFy6Q0AAAAAABkELCBHme1S92hcc0tvAAAAAADIcEgPALY3GY7UjgUjTYForERTFJvLZpspdjv6yz2uDruqhqX3WU1LacHzZ8yu+e7Dbf2/kN6SiE1VItIbAAAAAAAyCFgQFYjGileNTJ69dnTqtLZJ/6G+SLRiR3+dTVWjs/I9axeU5L+0pLzosfklBS+rihLP9l4rOqah8pfdvsA+bw1NnCu9ZVfyHI5x6Q0AAAAAABmqpmnSG5CDJkKRume6hr73+sD458LxeF6qf3+J29lzWG35LR+rK/99nsM+lomNuSQcj+f96t2tr/b6gsukt+zMpYubz9qzomiF9A4AAAAAQPYRsJBVmqLYXugZ/trjHYPXhmPx/N19PY/dPnVsQ+Uvjmmo/KXTpgb12JirRoPh5uvf2fLWTMSYl6VfuX/Lwuo8d6v0DgAAAABA9hGwkDX+aKzsjg2df2kd9x2r92tX57k3faal4aLZRXmv6/3auaR13Hfs79a2PxXXNLv0lu157PapXxy2uJSPjQIAAABAbuJbCJEVE6FI3a/e3fpqJuKVoijKoD+08Nfvbn3l4bb+X0TimicTz8gFLaUFz50xu+a70js+bH5J/kvEKwAAAADIXQQsZNxMJFZ+05q25wf9oZZMPkdTFNvz3cPf/Nnbm99tn/IflMlnWdkxDZW/3K+q5AHpHdvbs6LoUekNAAAAAAA5BCxkVFzT7Ldv6PxbpuPV9jiNtfvOa6lfXlfgWS29Q1EUxWmzBfaqKH5IegcAAAAAQA53YCGjnuoc+sE/OgZ+JPV87sZKn1EudT+4puyO81vql0tugLEEY/HCiVCkfiYSLfdHY2X+aKw0Eo97YnHNFdM0p6qocbtNDdtVNeKx26bzHPbxPKd9rNDpGCpxO3ttqhqV/mdA5gVjsaKJULRuJhKtmInEygKxWMn2v04URdUc7/06Cbvttpk8h308z2EfK3A6Rkrczh6HTQ1J/zMAAADgAwQsZMxwIDT/x29uXhfTNJfkDlVR4kc3VP761OaaK/mmwtRIX+puU9XolfsvWFTpdW+ReD5kDQdC83t8wb36Z4KL+/3BxUOB0PyxYKQpEI2VpPuaNlWNFbkc/eUeV3tNnntjbb5nfW2eZ31jofdtr8M+od96ZIOmKOqgP7Sw1xdY1u8PLh6YCS16/9dJMBYrSvd1VUXRClyOoTK3q7Mqz725Ns+9vjbfs76+wLuq1O3s1vOfAQAAAMkhYCFjbl3fsWLNyNQZ0jvex2ms9DzfPfzNh9v6fyHx7CPrKm44e96sr0o8G9kV1zR753TggNZx3zFtUzOHdkz5D/BHY2XZer6qKFpVnrt1dlHe6/OKC/65sLTg2RK3sydbz0dyYprmbJ/yH/yfXyeHdE0H9g9EY8XZ3FDscvY3FXlXzinKf3VBScHzDYXed/mSCQAAgMwjYCEjuqYD+17/zpa3pHd8GKex0nP/5p7bXu0fy+rH+Mo9rvYr9luwzGO3TWfzucgefzRWunZ06rQ1I1Nnbp7wHZ3tEJFIdZ67dXFZ0ePLKooenlOc/yqRQoYvEq1cMzJ1xprRqTM3T/iODMfi+dKbtpfnsI+1lBY8v2d50aNLyov+wUk+AACAzCBgISPu3th131tDE+dJ79gZTmOlRlMU9eFtfb96oWfka9l4ntOmBr+217zDGwu9houg2D2ReNy7amTq4ysHxy/YPO47+r27iIyvyOUY2Luy+G8HVpfdw6/LzAvF4gXvDk+es3Jw/IKtkzMfk/oYc6rsqhpZUFLw4n7VJfftXVH8kMtum5HeBAAAYBUELOguEI2VXPHahoFoXHNLb9kVTmOl7p99o194aGvfbzMZHWyqGl2+qOnsPSuKHsnUM5B9vb7gsn/2jXzx7aHJT+3O3URGMCvfs+7gmrI7DqopvcvrsE9K77GSbl9gn5d7R7707vDkOaFYvEB6z+5w2W0ze1cUP3TYrPI/zC7Ke016DwAAgNkRsKC7NwbHL7x3U/c90juSxWms1LRN+Q+5a0PnA+OhSKPer+2x26YvXtT0qUVlhU/q/drIPk1RbKtHJs98sWfkq9smZw6X3qM3t93mO7C69J6j6it/W+l1bZXeY1bb/Tr52rbJmcOk92RCY6H37SPqKm7ar6rkAbuqhqX3AAAAmBEBC7q7a2PXA28PTXxaekcqOI2VmkA0Vryirf8Xr/aPLdcURd3d17OravigmtK7T2isuq7M4+rUYyPkxDXN/vbQxLlPdQ19f9AfWii9J9Nsqhrbp7L4Lyc2Vf+4Js+9UXqPWWiKYnt3eOKcJzuHruyfCS6W3pMNJW5nz7ENlb84tLbsNqfNFpDeAwAAYCYELOjuytc3dmbidE42cBorNe1T/oNWtPVfn+7pGrfd5ju4puyOYxsqf8k3vlnDquHJTzzaPnDdUCC0QHpLtqmKEt+3quTPp8+u+R4hdtc2jk2f8HBb/y/7ZoJLpLdIKHQ5Bk9srP7xYbPKbrGrakR6DwAAgBkQsKCrQDRW/K1X1k9I79gdnMZK3ZaJmSP+2TfypTUjU6fHNM2V6K+vK/CsPrim7K4Dq0vv5g4ha+ic9h/w9239v7LqR8BS4bCpoSPrKm48sanqxx67fUp6j5EM+kMtD23r+82GsemTpLcYQaXXveWM2TVX7FVZ/JD0FgAAAKMjYEFXPb7AXj97e8u70jv0wGms1AWiseJN477jt03OHNbvDy6aCkdrY3HNmee0j1d63VuaC/PeWFRW8HSl171Feiv0EYjGSh5pG/jZK/2jl+rxcVIrKXY5+z8xr/Zr+1SW/EV6i7SYprme7hq64unOoe8lE7lzTUtpwXOfml/3xSqve7P0FgAAAKMiY","label":"step_7","questions":[],"title":"E2School Lesson 2: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12671&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loading\nLesson 2: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\nListen\n&\nrepeat + (record)\n+\nClick to hear your teacher say a sentence. Try to repeat exactly what you hear (and record yourself!). Listen back to check .\nReturn to Video\n1.\n\u200b\n\u200b\nReturn to Video\nPronunciation\nClick\nrecord audio\nand repeat the sentence.\nPlease note, you will only be allowed 2 attempts at this activity.\nLarge scale developments usually attract more investors.\nRecord Audio\n20\nTroubleshooting Tips\nRetry\nReturn to Video\nText\nLarge scale\ndevelopments usually attract more investors.\n2.\n\u200b\n\u200b\nReturn to Video\nPronunciation\nClick\nrecord audio\nand repeat the sentence.\nPlease note, you will only be allowed 2 attempts at this activity.\nThe global community must work together.\nRecord Audio\n20\nTroubleshooting Tips\nRetry\nReturn to Video\nText\nThe\nglobal community\nmust work together.\n3.\n\u200b\n\u200b\nReturn to Video\nPronunciation\nClick\nrecord audio\nand repeat the sentence.\nPlease note, you will only be allowed 2 attempts at this activity.\nMost apartments are measured by the square meter.\nRecord Audio\n20\nTroubleshooting Tips\nRetry\nReturn to Video\nText\nMost apartments are measured by the\nsquare meter\n.\n4.\n\u200b\n\u200b\nReturn to Video\nPronunciation\nClick\nrecord audio\nand repeat the sentence.\nPlease note, you will only be allowed 2 attempts at this activity.\nForeign aid is usually given by developed countries.\nRecord Audio\n20\nTroubleshooting Tips\nRetry\nReturn to Video\nText\nForeign aid is usually given by\ndeveloped countries\n.\n5.\n\u200b\n\u200b\nReturn to Video\nPronunciation\nClick\nrecord audio\nand repeat the sentence.\nPlease note, you will only be allowed 2 attempts at this activity.\nThe food supply is a concern for the world.\nRecord Audio\n20\nTroubleshooting Tips\nRetry\nReturn to Video\nText\nThe\nfood supply\nis a concern for the world.\nBack\nViewing\n9\nof\n10\nNext\nClose\nBack\nNext\nClose\nViewing\n9\nof\n10","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary btn-record record","id":null,"tag":"button","text":"Record Audio"},{"class":"","id":"troubleshootTipsLink","tag":"a","text":"Troubleshooting Tips"},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Retry"},{"class":"btn btn-primary ghost","id":null,"tag":"button","text":"Return to Video"},{"class":"","id":null,"tag":"a","text":"Text"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary btn-record record","id":null,"tag":"button","text":"Record Audio"},{"class":"","id":"troubleshootTipsLink","tag":"a","text":"Troubleshooting Tips"},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Retry"},{"class":"btn btn-primary ghost","id":null,"tag":"button","text":"Return to Video"},{"class":"","id":null,"tag":"a","text":"Text"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary btn-record record","id":null,"tag":"button","text":"Record Audio"},{"class":"","id":"troubleshootTipsLink","tag":"a","text":"Troubleshooting Tips"},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Retry"},{"class":"btn btn-primary ghost","id":null,"tag":"button","text":"Return to Video"},{"class":"","id":null,"tag":"a","text":"Text"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary btn-record record","id":null,"tag":"button","text":"Record Audio"},{"class":"","id":"troubleshootTipsLink","tag":"a","text":"Troubleshooting Tips"},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Retry"},{"class":"btn btn-primary ghost","id":null,"tag":"button","text":"Return to Video"},{"class":"","id":null,"tag":"a","text":"Text"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary btn-record record","id":null,"tag":"button","text":"Record Audio"},{"class":"","id":"troubleshootTipsLink","tag":"a","text":"Troubleshooting Tips"},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Retry"},{"class":"btn btn-primary ghost","id":null,"tag":"button","text":"Return to Video"},{"class":"","id":null,"tag":"a","text":"Text"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"}],"html_excerpt":"<!DOCTYPE html><html lang=\"en\"><head>\n    <meta charset=\"utf-8\">\n    <meta name=\"viewport\" content=\"width=device-width, initial-scale=1, maximum-scale=1\">\n    <title>E2School Lesson 2: Collocations</title>\n\n    <link href=\"https://fonts.googleapis.com/css?family=Open+Sans:300,400,600,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Poppins:300,500,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Quicksand:300,400,500,700|Roboto:300,400,500,700\" rel=\"stylesheet\" type=\"text/css\">\n\n    <link href=\"/bundles/newadminlayout-css?v=asc011ulpMg5IwXBtpFUQhr2oImUupp9ApFTuGjW4b01\" rel=\"stylesheet\">\n\n    \n<link href=\"/bundles/color/color-darkblue?v=1FL5NrZwBLHxY7rtEN8xgqe3aXqemblfwjc06LDklsI1\" rel=\"stylesheet\">\n\n\n    <script type=\"text/javascript\" async=\"\" src=\"https://www.googletagmanager.com/gtag/js?id=G-4DPDDRTTM4&amp;cx=c&amp;_slc=1\"></script><script async=\"\" src=\"//www.google-analytics.com/analytics.js\"></script><script src=\"/bundles/lb-core-js?v=q7nO24P43ctaqxpiMnNKPIQAU9tAMIqmTrqwMvlgLXk1\"></script>\n\n    <script src=\"/bundles/lb-grid-js?v=8Wh9JhjWozqyYJd06SiI3rIbWAAw-uKmti8xMk7aE1A1\"></script>\n\n    <script src=\"/bundles/student-popup-js?v=1DFQBScA3rN-Q6uFxP5-gX75aronXM5X7vWZCZxHJmM1\"></script><style type=\"text/css\"></style><style type=\"text/css\" id=\"notify-bootstrap\">.notifyjs-bootstrap-base {\n\tfont-weight: bold;\n\tpadding: 8px 15px 8px 14px;\n\ttext-shadow: 0 1px 0 rgba(255, 255, 255, 0.5);\n\tbackground-color: #fcf8e3;\n\tborder: 1px solid #fbeed5;\n\t-webkit-border-radius: 4px;\n\t-moz-border-radius: 4px;\n\tborder-radius: 4px;\n\twhite-space: nowrap;\n\tpadding-left: 25px;\n\tbackground-repeat: no-repeat;\n\tbackground-position: 3px 7px;\n}\n.notifyjs-bootstrap-error {\n\tcolor: #B94A48;\n\tbackground-color: #F2DEDE;\n\tborder-color: #EED3D7;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-success {\n\tcolor: #468847;\n\tbackground-color: #DFF0D8;\n\tborder-color: #D6E9C6;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-info {\n\tcolor: #3A87AD;\n\tbackground-color: #D9EDF7;\n\tborder-color: #BCE8F1;\n\tbackground-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH3QYFAhkSsdes/QAAA8dJREFUOMvVlGtMW2UYx//POaWHXg6lLaW0ypAtw1UCgbniNOLcVOLmAjHZolOYlxmTGXVZdAnRfXQm+7SoU4mXaOaiZsEpC9FkiQs6Z6bdCnNYruM6KNBw6YWewzl9z+sHImEWv+vz7XmT95f/+3/+7wP814v+efDOV3/SoX3lHAA+6ODeUFfMfjOWMADgdk+eEKz0pF7aQdMAcOKLLjrcVMVX3xdWN29/GhYP7SvnP0cWfS8caSkfHZsPE9Fgnt02JNutQ0QYHB2dDz9/pKX8QjjuO9xUxd/66HdxTeCHZ3rojQObGQBcuNjfplkD3b19Y/6MrimSaKgSMmpGU5WevmE/swa6Oy73tQHA0Rdr2Mmv/6A1n9w9suQ7097Z9lM4FlTgTDrzZTu4StXVfpiI48rVcUDM5cmEksrFnHxfpTtU/3BFQzCQF/2bYVoNbH7zmItbSoMj40JSzmMyX5qDvriA7QdrIIpA+3cdsMpu0nXI8cV0MtKXCPZev+gCEM1S2NHPvWfP/hL+7FSr3+0p5RBEyhEN5JCKYr8XnASMT0xBNyzQGQeI8fjsGD39RMPk7se2bd5ZtTyoFYXftF6y37gx7NeUtJJOTFlAHDZLDuILU3j3+H5oOrD3yWbIztugaAzgnBKJuBLpGfQrS8wO4FZgV+c1IxaLgWVU0tMLEETCos4xMzEIv9cJXQcyagIwigDGwJgOAtHAwAhisQUjy0ORGERiELgG4iakkzo4MYAxcM5hAMi1WWG1yYCJIcMUaBkVRLdGeSU2995TLWzcUAzONJ7J6FBVBYIggMzmFbvdBV44Corg8vjhzC+EJEl8U1kJtgYrhCzgc/vvTwXKSib1paRFVRVORDAJAsw5FuTaJEhWM2SHB3mOAlhkNxwuLzeJsGwqWzf5TFNdKgtY5qHp6ZFf67Y/sAVadCaVY5YACDDb3Oi4NIjLnWMw2QthCBIsVhsUTU9tvXsjeq9+X1d75/KEs4LNOfcdf/+HthMnvwxOD0wmHaXr7ZItn2wuH2SnBzbZAbPJwpPx+VQuzcm7dgRCB57a1uBzUDRL4bfnI0RE0eaXd9W89mpjqHZnUI5Hh2l2dkZZUhOqpi2qSmpOmZ64Tuu9qlz/SEXo6MEHa3wOip46F1n7633eekV8ds8Wxjn37Wl63VVa+ej5oeEZ/82ZBETJjpJ1Rbij2D3Z/1trXUvLsblCK0XfOx0SX2kMsn9dX+d+7Kf6h8o4AIykuffjT8L20LU+w4AZd5VvEPY+XpWqLV327HR7DzXuDnD8r+ovkBehJ8i+y8YAAAAASUVORK5CYII=);\n}\n.notifyjs-bootstrap-warn {\n\tcolor: #C09853;\n\tbackground-color: #FCF8E3;\n\tborder-color: #FBEED5;\n\tbackground-image: url(data:image/png;base64,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);\n}\n</style>\n\n\n    <noscript>\n        <div align=\"center\">\n            <div style=\"position:fixed; top:0px; left:0px; z-index:3000; height:100%; width:100%; background-color:#FFFFFF\">\n                <div style=\"font-family: Tahoma; font-size: 14px; background-color:#FFF000; padding: 10pt;\">Please enable your Javascript to see this page as it is meant to appear!</div>\n            </div>\n        </div>\n    </noscript>\n    <script type=\"text/javascript\">\n\n        document.oncontextmenu = function () { return false; }\n\n            \n                function mousedwn(e) {\n                    try { if (event.button == 2 || event.button == 3) return false; }\n                    catch (e) { if (e.which == 3) return false; }\n                }\n                document.onmousedown = mousedwn;\n\n                window.addEventListener(\"keydown\", function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                        e.preventDefault();\n                    }\n                })\n                document.keypress = function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                    }\n                    return false;\n                };\n\n                document.onkeydown = function (event) {\n                    event = (event || window.event);\n                    if (event.keyCode == 123 || event.keyCode == 18) {\n                        return false;\n                    }\n                }\n            \n\n    </script>\n<style> @-webkit-keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @-webkit-keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @-webkit-keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @-webkit-keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } @keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } </style><style type=\"text/css\" id=\"core-notify\">.notifyjs-corner {\n\tposition: fixed;\n\tmargin: 5px;\n\tz-index: 1050;\n}\n\n.notifyjs-corner .notifyjs-wrapper,\n.notifyjs-corner .notifyjs-container {\n\tposition: relative;\n\tdisplay: block;\n\theight: inherit;\n\twidth: inherit;\n\tmargin: 3px;\n}\n\n.notifyjs-wrapper {\n\tz-index: 1;\n\tposition: absolute;\n\tdisplay: inline-block;\n\theight: 0;\n\twidth: 0;\n}\n\n.notifyjs-container {\n\tdisplay: none;\n\tz-index: 1;\n\tposition: absolute;\n}\n\n.notifyjs-hidable {\n\tcursor: pointer;\n}\n\n[data-notify-text],[data-notify-html] {\n\tposition: relative;\n}\n\n.notifyjs-arrow {\n\tposition: absolute;\n\tz-index: 2;\n\twidth: 0;\n\theight: 0;\n}</style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-41190\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-94657\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-51775\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-50569\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-59955\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-73151\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-34211\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-50130\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-85429\"></style></head>\n\n<body class=\"popup-layout\" role=\"navigation\" aria-label=\"Main\" id=\"studentPopUpLayout\" data-reset-text=\"Reset\">\n    <div class=\"sr-only loading\" aria-live=\"polite\" aria-atomic=\"true\" role=\"status\" id=\"spinnerMessage\">Results are loading</div>\n    <div class=\"wrapper-popup flickered-screen\" role=\"document\" style=\"overflow-x: hidden;\">\n        <div class=\"layout-popup-banner\">\n            \n\n        </div>\n        \n\n\n<script src=\"/bundles/student-lessoncustom-js?v=WvOEKEUu44byuc3vWJSBSdCClQJvKnQ1ZY8k_WjE_V01\"></script>\n\n\n<input id=\"MarkingType\" name=\"MarkingType\" type=\"hidden\" value=\"Course\">\n<input data-val=\"true\" data-val-number=\"The field Id must be a number.\" data-val-required=\"The Id field is required.\" id=\"Id\" name=\"Id\" type=\"hidden\" value=\"12671\">\n<input data-val=\"true\" data-val-number=\"The field CoursePublishedId must be a number.\" data-val-required=\"The CoursePublishedId field is required.\" id=\"CoursePublishedId\" name=\"CoursePublishedId\" type=\"hidden\" value=\"181\">\n<input data-val=\"true\" data-val-number=\"The field DiagnosticTestId must be a number.\" data-val-required=\"The DiagnosticTestId field is required.\" id=\"DiagnosticTestId\" name=\"DiagnosticTestId\" type=\"hidden\" value=\"0\">\n<input data-val=\"true\" data-val-number=\"The field LessonType must be a number.\" data-val-required=\"The LessonType field is required.\" id=\"LessonType\" name=\"LessonType\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-number=\"The field Behavior must be a number.\" data-val-required=\"The Behavior field is required.\" id=\"Behavior\" name=\"Behavior\" type=\"hidden\" value=\"3\">\n<input data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 2: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12671\" aria-label=\"Lesson 2: Collocations\" alt=\"Lesson 2: Collocations\">\n                        Lesson 2: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor sk-loading\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"16\" data-total-widget-done-load-and-render=\"11\" data-wizard-id=\"12671\" data-wizard-widget-id=\"9645dd2a-9371-4eb5-86cc-fcfcf71d597b\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1101\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"0d8dbc99-f552-4e47-bb23-f0405aae778e\" data-le-margin-left=\"200\" data-le-margin-right=\"200\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px 200px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p style=\"text-align: center;\"><b style=\"font-size: 36px;\"><br></b></p><p style=\"text-align: center;\"><b style=\"font-size: 36px;\"><span style=\"font-family: Poppins; font-size: 50px; color: rgb(107, 192, 209);\"><span style=\"font-family: &quot;Gotham Rounded&quot;;\">Listen </span><span style=\"font-family: &quot;Gotham Rounded&quot;;\">&amp;</span><span style=\"font-family: &quot;Gotham Rounded&quot;;\"> repeat + (record)</span></span></b></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><img src=\"data:image/png;base64,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","label":"step_8","questions":[{"options":["Please note, you will only be allowed 2 attempts at this activity.","Record Audio"],"text":"Pronunciation Click record audio and repeat the sentence. Please note, you will only be allowed 2 attempts at this activity. Large scale developments usually attract more investors. Record Audio 20 Troubleshooting Tips"},{"options":[],"text":"Pronunciation"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Record Audio"],"text":"Click record audio and repeat the sentence. Please note, you will only be allowed 2 attempts at this activity. Large scale developments usually attract more investors. Record Audio 20"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Record Audio"],"text":"Pronunciation Click record audio and repeat the sentence. Please note, you will only be allowed 2 attempts at this activity. The global community must work together. Record Audio 20 Troubleshooting Tips"},{"options":[],"text":"Pronunciation"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Record Audio"],"text":"Click record audio and repeat the sentence. Please note, you will only be allowed 2 attempts at this activity. The global community must work together. Record Audio 20"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Record Audio"],"text":"Pronunciation Click record audio and repeat the sentence. Please note, you will only be allowed 2 attempts at this activity. Most apartments are measured by the square meter. Record Audio 20 Troubleshooting Tips"},{"options":[],"text":"Pronunciation"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Record Audio"],"text":"Click record audio and repeat the sentence. Please note, you will only be allowed 2 attempts at this activity. Most apartments are measured by the square meter. Record Audio 20"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Record Audio"],"text":"Pronunciation Click record audio and repeat the sentence. Please note, you will only be allowed 2 attempts at this activity. Foreign aid is usually given by developed countries. Record Audio 20 Troubleshooting Tips"},{"options":[],"text":"Pronunciation"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Record Audio"],"text":"Click record audio and repeat the sentence. Please note, you will only be allowed 2 attempts at this activity. Foreign aid is usually given by developed countries. Record Audio 20"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Record Audio"],"text":"Pronunciation Click record audio and repeat the sentence. Please note, you will only be allowed 2 attempts at this activity. The food supply is a concern for the world. Record Audio 20 Troubleshooting Tips"},{"options":[],"text":"Pronunciation"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Record Audio"],"text":"Click record audio and repeat the sentence. Please note, you will only be allowed 2 attempts at this activity. The food supply is a concern for the world. Record Audio 20"}],"title":"E2School Lesson 2: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12671&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loaded\nLesson 2: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\nListen\n&\nrepeat + (record)\n+\nClick to hear your teacher say a sentence. Try to repeat exactly what you hear (and record yourself!). Listen back to check .\nReturn to Video\n1.\n\u200b\n\u200b\nReturn to Video\nPronunciation\nClick\nrecord audio\nand repeat the sentence.\nUpload Audio File\nPlease note, you will only be allowed 2 attempts at this activity.\nChange\nRemove\nSubmit\nSubmit\nLarge scale developments usually attract more investors.\nTroubleshooting Tips\nText\nLarge scale\ndevelopments usually attract more investors.\n2.\n\u200b\n\u200b\nReturn to Video\nPronunciation\nClick\nrecord audio\nand repeat the sentence.\nUpload Audio File\nPlease note, you will only be allowed 2 attempts at this activity.\nChange\nRemove\nSubmit\nSubmit\nThe global community must work together.\nTroubleshooting Tips\nText\nThe\nglobal community\nmust work together.\n3.\n\u200b\n\u200b\nReturn to Video\nPronunciation\nClick\nrecord audio\nand repeat the sentence.\nUpload Audio File\nPlease note, you will only be allowed 2 attempts at this activity.\nChange\nRemove\nSubmit\nSubmit\nMost apartments are measured by the square meter.\nTroubleshooting Tips\nText\nMost apartments are measured by the\nsquare meter\n.\n4.\n\u200b\n\u200b\nReturn to Video\nPronunciation\nClick\nrecord audio\nand repeat the sentence.\nPlease note, you will only be allowed 2 attempts at this activity.\nForeign aid is usually given by developed countries.\nRecord Audio\n20\nTroubleshooting Tips\nRetry\nReturn to Video\nText\nForeign aid is usually given by\ndeveloped countries\n.\n5.\n\u200b\n\u200b\nReturn to Video\nPronunciation\nClick\nrecord audio\nand repeat the sentence.\nPlease note, you will only be allowed 2 attempts at this activity.\nThe food supply is a concern for the world.\nRecord Audio\n20\nTroubleshooting Tips\nRetry\nReturn to Video\nText\nThe\nfood supply\nis a concern for the world.\nBack\nViewing\n10\nof\n10\nNext\nClose\nBack\nNext\nClose\nViewing\n10\nof\n10","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"input-group-addon btn btn-default fileinput-exists","id":null,"tag":"a","text":"Remove"},{"class":"btn btn-primary","id":null,"tag":"button","text":"Submit"},{"class":"btn btn-primary","id":null,"tag":"button","text":"Submit"},{"class":"","id":"troubleshootTipsLink","tag":"a","text":"Troubleshooting Tips"},{"class":"","id":null,"tag":"a","text":"Text"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"input-group-addon btn btn-default fileinput-exists","id":null,"tag":"a","text":"Remove"},{"class":"btn btn-primary","id":null,"tag":"button","text":"Submit"},{"class":"btn btn-primary","id":null,"tag":"button","text":"Submit"},{"class":"","id":"troubleshootTipsLink","tag":"a","text":"Troubleshooting Tips"},{"class":"","id":null,"tag":"a","text":"Text"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"input-group-addon btn btn-default fileinput-exists","id":null,"tag":"a","text":"Remove"},{"class":"btn btn-primary","id":null,"tag":"button","text":"Submit"},{"class":"btn btn-primary","id":null,"tag":"button","text":"Submit"},{"class":"","id":"troubleshootTipsLink","tag":"a","text":"Troubleshooting Tips"},{"class":"","id":null,"tag":"a","text":"Text"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary btn-record record","id":null,"tag":"button","text":"Record Audio"},{"class":"","id":"troubleshootTipsLink","tag":"a","text":"Troubleshooting Tips"},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Retry"},{"class":"btn btn-primary ghost","id":null,"tag":"button","text":"Return to Video"},{"class":"","id":null,"tag":"a","text":"Text"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary btn-record record","id":null,"tag":"button","text":"Record Audio"},{"class":"","id":"troubleshootTipsLink","tag":"a","text":"Troubleshooting Tips"},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Retry"},{"class":"btn btn-primary ghost","id":null,"tag":"button","text":"Return to Video"},{"class":"","id":null,"tag":"a","text":"Text"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"}],"html_excerpt":"<!DOCTYPE html><html lang=\"en\"><head>\n    <meta charset=\"utf-8\">\n    <meta name=\"viewport\" content=\"width=device-width, initial-scale=1, maximum-scale=1\">\n    <title>E2School Lesson 2: Collocations</title>\n\n    <link href=\"https://fonts.googleapis.com/css?family=Open+Sans:300,400,600,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Poppins:300,500,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Quicksand:300,400,500,700|Roboto:300,400,500,700\" rel=\"stylesheet\" type=\"text/css\">\n\n    <link href=\"/bundles/newadminlayout-css?v=asc011ulpMg5IwXBtpFUQhr2oImUupp9ApFTuGjW4b01\" rel=\"stylesheet\">\n\n    \n<link href=\"/bundles/color/color-darkblue?v=1FL5NrZwBLHxY7rtEN8xgqe3aXqemblfwjc06LDklsI1\" rel=\"stylesheet\">\n\n\n    <script type=\"text/javascript\" async=\"\" src=\"https://www.googletagmanager.com/gtag/js?id=G-4DPDDRTTM4&amp;cx=c&amp;_slc=1\"></script><script async=\"\" src=\"//www.google-analytics.com/analytics.js\"></script><script src=\"/bundles/lb-core-js?v=q7nO24P43ctaqxpiMnNKPIQAU9tAMIqmTrqwMvlgLXk1\"></script>\n\n    <script src=\"/bundles/lb-grid-js?v=8Wh9JhjWozqyYJd06SiI3rIbWAAw-uKmti8xMk7aE1A1\"></script>\n\n    <script src=\"/bundles/student-popup-js?v=1DFQBScA3rN-Q6uFxP5-gX75aronXM5X7vWZCZxHJmM1\"></script><style type=\"text/css\"></style><style type=\"text/css\" id=\"notify-bootstrap\">.notifyjs-bootstrap-base {\n\tfont-weight: bold;\n\tpadding: 8px 15px 8px 14px;\n\ttext-shadow: 0 1px 0 rgba(255, 255, 255, 0.5);\n\tbackground-color: #fcf8e3;\n\tborder: 1px solid #fbeed5;\n\t-webkit-border-radius: 4px;\n\t-moz-border-radius: 4px;\n\tborder-radius: 4px;\n\twhite-space: nowrap;\n\tpadding-left: 25px;\n\tbackground-repeat: no-repeat;\n\tbackground-position: 3px 7px;\n}\n.notifyjs-bootstrap-error {\n\tcolor: #B94A48;\n\tbackground-color: #F2DEDE;\n\tborder-color: #EED3D7;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-success {\n\tcolor: #468847;\n\tbackground-color: #DFF0D8;\n\tborder-color: #D6E9C6;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-info {\n\tcolor: #3A87AD;\n\tbackground-color: #D9EDF7;\n\tborder-color: #BCE8F1;\n\tbackground-image: url(data:image/png;base64,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);\n}\n.notifyjs-bootstrap-warn {\n\tcolor: #C09853;\n\tbackground-color: #FCF8E3;\n\tborder-color: #FBEED5;\n\tbackground-image: url(data:image/png;base64,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);\n}\n</style>\n\n\n    <noscript>\n        <div align=\"center\">\n            <div style=\"position:fixed; top:0px; left:0px; z-index:3000; height:100%; width:100%; background-color:#FFFFFF\">\n                <div style=\"font-family: Tahoma; font-size: 14px; background-color:#FFF000; padding: 10pt;\">Please enable your Javascript to see this page as it is meant to appear!</div>\n            </div>\n        </div>\n    </noscript>\n    <script type=\"text/javascript\">\n\n        document.oncontextmenu = function () { return false; }\n\n            \n                function mousedwn(e) {\n                    try { if (event.button == 2 || event.button == 3) return false; }\n                    catch (e) { if (e.which == 3) return false; }\n                }\n                document.onmousedown = mousedwn;\n\n                window.addEventListener(\"keydown\", function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                        e.preventDefault();\n                    }\n                })\n                document.keypress = function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                    }\n                    return false;\n                };\n\n                document.onkeydown = function (event) {\n                    event = (event || window.event);\n                    if (event.keyCode == 123 || event.keyCode == 18) {\n                        return false;\n                    }\n                }\n            \n\n    </script>\n<style> @-webkit-keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @keyframes loadingoverlay_animation__rotate_right { to { -webkit-transform : rotate(360deg); transform : rotate(360deg); } } @-webkit-keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @keyframes loadingoverlay_animation__rotate_left { to { -webkit-transform : rotate(-360deg); transform : rotate(-360deg); } } @-webkit-keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @-webkit-keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } @keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } </style><style type=\"text/css\" id=\"core-notify\">.notifyjs-corner {\n\tposition: fixed;\n\tmargin: 5px;\n\tz-index: 1050;\n}\n\n.notifyjs-corner .notifyjs-wrapper,\n.notifyjs-corner .notifyjs-container {\n\tposition: relative;\n\tdisplay: block;\n\theight: inherit;\n\twidth: inherit;\n\tmargin: 3px;\n}\n\n.notifyjs-wrapper {\n\tz-index: 1;\n\tposition: absolute;\n\tdisplay: inline-block;\n\theight: 0;\n\twidth: 0;\n}\n\n.notifyjs-container {\n\tdisplay: none;\n\tz-index: 1;\n\tposition: absolute;\n}\n\n.notifyjs-hidable {\n\tcursor: pointer;\n}\n\n[data-notify-text],[data-notify-html] {\n\tposition: relative;\n}\n\n.notifyjs-arrow {\n\tposition: absolute;\n\tz-index: 2;\n\twidth: 0;\n\theight: 0;\n}</style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-41190\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-94657\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-51775\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-50569\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-59955\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-73151\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-34211\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-50130\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-85429\"></style></head>\n\n<body class=\"popup-layout\" role=\"navigation\" aria-label=\"Main\" id=\"studentPopUpLayout\" data-reset-text=\"Reset\">\n    <div class=\"sr-only loaded\" aria-live=\"polite\" aria-atomic=\"true\" role=\"status\" id=\"spinnerMessage\">Results are loaded</div>\n    <div class=\"wrapper-popup flickered-screen\" role=\"document\" style=\"overflow-x: hidden;\">\n        <div class=\"layout-popup-banner\">\n            \n\n        </div>\n        \n\n\n<script src=\"/bundles/student-lessoncustom-js?v=WvOEKEUu44byuc3vWJSBSdCClQJvKnQ1ZY8k_WjE_V01\"></script>\n\n\n<input id=\"MarkingType\" name=\"MarkingType\" type=\"hidden\" value=\"Course\">\n<input data-val=\"true\" data-val-number=\"The field Id must be a number.\" data-val-required=\"The Id field is required.\" id=\"Id\" name=\"Id\" type=\"hidden\" value=\"12671\">\n<input data-val=\"true\" data-val-number=\"The field CoursePublishedId must be a number.\" data-val-required=\"The CoursePublishedId field is required.\" id=\"CoursePublishedId\" name=\"CoursePublishedId\" type=\"hidden\" value=\"181\">\n<input data-val=\"true\" data-val-number=\"The field DiagnosticTestId must be a number.\" data-val-required=\"The DiagnosticTestId field is required.\" id=\"DiagnosticTestId\" name=\"DiagnosticTestId\" type=\"hidden\" value=\"0\">\n<input data-val=\"true\" data-val-number=\"The field LessonType must be a number.\" data-val-required=\"The LessonType field is required.\" id=\"LessonType\" name=\"LessonType\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-number=\"The field Behavior must be a number.\" data-val-required=\"The Behavior field is required.\" id=\"Behavior\" name=\"Behavior\" type=\"hidden\" value=\"3\">\n<input data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 2: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12671\" aria-label=\"Lesson 2: Collocations\" alt=\"Lesson 2: Collocations\">\n                        Lesson 2: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor sk-loading\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs sk-loading\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"16\" data-total-widget-done-load-and-render=\"14\" data-wizard-id=\"12671\" data-wizard-widget-id=\"9645dd2a-9371-4eb5-86cc-fcfcf71d597b\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1101\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"0d8dbc99-f552-4e47-bb23-f0405aae778e\" data-le-margin-left=\"200\" data-le-margin-right=\"200\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px 200px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p style=\"text-align: center;\"><b style=\"font-size: 36px;\"><br></b></p><p style=\"text-align: center;\"><b style=\"font-size: 36px;\"><span style=\"font-family: Poppins; font-size: 50px; color: rgb(107, 192, 209);\"><span style=\"font-family: &quot;Gotham Rounded&quot;;\">Listen </span><span style=\"font-family: &quot;Gotham Rounded&quot;;\">&amp;</span><span style=\"font-family: &quot;Gotham Rounded&quot;;\"> repeat + (record)</span></span></b></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><img src=\"data:image/png;base64,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","label":"step_9","questions":[{"options":["Please note, you will only be allowed 2 attempts at this activity.","Submit","Submit"],"text":"Pronunciation Click record audio and repeat the sentence. Upload Audio File Please note, you will only be allowed 2 attempts at this activity. Change Remove Submit Submit Large scale developments usually attract more investors. Troubleshooting Tips"},{"options":[],"text":"Pronunciation"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Submit","Submit"],"text":"Click record audio and repeat the sentence. Upload Audio File Please note, you will only be allowed 2 attempts at this activity. Change Remove Submit Submit Large scale developments usually attract more investors."},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Submit","Submit"],"text":"Pronunciation Click record audio and repeat the sentence. Upload Audio File Please note, you will only be allowed 2 attempts at this activity. Change Remove Submit Submit The global community must work together. Troubleshooting Tips"},{"options":[],"text":"Pronunciation"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Submit","Submit"],"text":"Click record audio and repeat the sentence. Upload Audio File Please note, you will only be allowed 2 attempts at this activity. Change Remove Submit Submit The global community must work together."},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Submit","Submit"],"text":"Pronunciation Click record audio and repeat the sentence. Upload Audio File Please note, you will only be allowed 2 attempts at this activity. Change Remove Submit Submit Most apartments are measured by the square meter. Troubleshooting Tips"},{"options":[],"text":"Pronunciation"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Submit","Submit"],"text":"Click record audio and repeat the sentence. Upload Audio File Please note, you will only be allowed 2 attempts at this activity. Change Remove Submit Submit Most apartments are measured by the square meter."},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Record Audio"],"text":"Pronunciation Click record audio and repeat the sentence. Please note, you will only be allowed 2 attempts at this activity. Foreign aid is usually given by developed countries. Record Audio 20 Troubleshooting Tips"},{"options":[],"text":"Pronunciation"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Record Audio"],"text":"Click record audio and repeat the sentence. Please note, you will only be allowed 2 attempts at this activity. Foreign aid is usually given by developed countries. Record Audio 20"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Record Audio"],"text":"Pronunciation Click record audio and repeat the sentence. Please note, you will only be allowed 2 attempts at this activity. The food supply is a concern for the world. Record Audio 20 Troubleshooting Tips"},{"options":[],"text":"Pronunciation"},{"options":["Please note, you will only be allowed 2 attempts at this activity.","Record Audio"],"text":"Click record audio and repeat the sentence. Please note, you will only be allowed 2 attempts at this activity. The food supply is a concern for the world. Record Audio 20"}],"title":"E2School Lesson 2: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12671&coursePublishedId=181&isCompleted=0"}],"text_content":"Results are loaded\nLesson 2: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\n\ufeff\nCollocations\n\ufeffCollocations are words that often sit next to each other. They're the key to better English.\nHere are some you might have seen throughout the course already:\nmarine\nlife\nbrisk\nwalk\nbehind\nbars\nClick\nNext\nto learn a bunch more!\nReturn to Video\nBack\nViewing\n1\nof\n10\nNext\nClose\nBack\nNext\nClose\nViewing\n1\nof\n10","title":"E2School Lesson 2: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12671&coursePublishedId=181&isCompleted=0"}