Каждый игрок может собрать свою мохнатую армию, направить в бой и разжиться ценными ресурсами, разбросанными по карте. Впрочем, заняться можно и более мирным промыслом — скрещивать своих акси — получать новых питомцев с лучшими характеристиками и продавать. Axie Infinity предлагает игроку полноценную экономику, в рамках которой можно продавать свои игровые активы, обменивая их на цифровую валюту. Если вы когда-нибудь играли в Idle Heroes и Final Fantasy Tactics, то можете представить, что происходит в боевой версии Аxie Infinity. Разведение акси платное, за каждый сеанс нужно выложить 0,005 ETH (+ газ), кроме того, нужен хотя бы один, а для верности два или три афродизиака. Любовные зелья можно купить, вырастить или заработать, перейдя в режим Adventure или Arena. Axie Infinity — Это самая популярная на данный момент NFT-игра на крипто-рынке. Внешне — это мультяшная игра про фантастических животных, а по сути — социальная площадка и рабочая сеть. Игра работает на блокчейне Ethereum с помощью Ronin, боковой цепи, которая помогает минимизировать комиссии и задержки транзакций.
Axie Infinity ICO
Это самые ликвидные знания из области финансов на данный момент. ImmutableX (IMX)
ImmutableX (IMX) занял пятое место по величине разблокировки в долларах США, которая состоится в октябре. Разблокировка произойдёт сегодня, 7 октября, и 1,95% от эмиссии будет добавлено в сеть (18,08 миллионов IMX стоимостью $10,37 млн). Aptos (APT)
У Aptos (APT) разблокировка намечена на 12 октября, в результате чего экосистема пополнится 1,91% оборотных средств — 4,54 миллиона APT стоимостью $24,53 млн. Это третья по величине разблокировка, из-за чего APT немного пострадает в ближайшие пару месяцев. PvP (Арена) — разводить Axie и сражаться с другими пользователями.
Победитель получает вознаграждение в SLP и повышает свой рейтинг. Чем выше рейтинг, чем выше вознаграждение, но тем и сложнее противники. Если вам нравятся игры в жанре фэнтези, то вам обязательно нужно загрузить Axie Infinity под андроид или настольный компьютер.
Перспективы криптовалюты Axie Infinity
Рыночная капитализация составляет $4,6 млрд., а ежедневный объем торгов равен $749 млн. Игроки смогут зарабатывать токены AXS, играя в различные игры во вселенной Axie Infinity и в рамках инициатив по созданию пользовательского контента. Пользовательский интерфейс Axie Infinity, как и общий вид, довольно простой. Тем не менее функция концепции Play to Earn делает игру привлекательной. Игроки могут зарабатывать токены AXS и SLP на основе Ethereum, сражаясь или выращивая Axies, которые затем можно обменять криптовалюту на Ethereum и использовать в качестве реальных денег.
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Kk0iSmR5aHTFa3KCV43D0KBSofPnH66g5fSmplgRZ1s2/UmSOUsoS2cg8EtuDH5hX5DQFU89s8CYqDnU+1yfXe9HCv/6i1/8AdrWHVW1GXAo3zRhxzmotZ/72lvuzorEte3XKs91WtKoTgCpFOp7c1xbgHycWwhHbP58aLlEuqw6ZR4NGq919Df8A4dGQ25LZtSoTZTriG0oBWryW0rUQgEncMOc8kE6NcMMNgzSfrD1HRT/7Ls51osWOCJN+URIHsZ7ZP3/FrSk+IbphEBW7ecdeB2Zaedz9tiSND5zrVVbOp0aZ02oFjVpdTElC2o1pvlUNK3nCDtWtSdxBTkj+6glSW0ag7UtpqfV3eod0Ku1ivV5+QZlKhdOBPZaS6s5DfxCkspWpIBRtT6e3bjRnBVfJi/63ZYNqgEJKPEbYlTd8ikLrVSXzlMSkvuH37DaD7E/bWDrRSn3ixGtG8JDu8t4aorpVv8vzNuCeDs9WD/Dz251800ChSK3c8e3+sEaahnyqfNbtylw1eT+JYcQkelHmgnA4IyCQSdUK5x4kkVyOxbUW+olHkyW1RUzZMRiQ48EqWpZU3hCVYLhSedoIGT7h+LV8zz9RyVCsCOf9QgxerdRl08VOjdKb7lxlFza8aYhCFeW55asKLnJDnowOSoYAJ41Xrh8UES156qTWbJq0OYhll9TT7zIIaeaQ60vKVKBCm1pUCCeFDVcq/U+3umlYqFvVehdRjWHpCag8p/qA2nynHNylO7YbIaLh8xRySrBJJGdbHhdqnT6udR7bp1VsaZVrpXFlttVmdWlvoHlNOBIbjqAQAhnagAkkFGU44AI41YXYij1PJc6//Joy/GGqU55dMs5b2DwTPHP3w3/nqSsPrB1e6q192i2PZVIww0ZE2TMkrEaCzx+9ecGNqc8AAFRJwkKPGrBesfpRXq9ULFuqgs02rJ+HcXWIkZtuTu8tKkjzcElJG0EKA/D3GifQbHpHTPpHDsuwm35MqdJeqtXly0eU5MkAlEVtXchCEg4HbKt2kH0hxqE2XkqoJPBnlC+KZhh6tyBIdSQlTsNlTDOR3Kd+5Sk8e4SfmBoBdU7zFw1r9mJKHEOPlDY84IaS02fUVqxwSSlPf58dtESoWe7a0xystVqvzanGiIVUZkt11EF6S+CChhoAJWlCUkY4wAM54OhZUbWlS5TLjLzQWl51a1hJ3JSpYcQM9wdyQOPkc6RtDLA9Rl2x3A+8iPUg1EQ+ptKfSHlpU2UApyScnAKjz8hjBxqCm0uSwWRMadZUWgUpVyPV2wT+f6aMtJmdOqjLXS41NfbCHfLdktjYpYwUqKnD88rOD9NatZshtT/xK47Uo5MpyU6pQQBnG0JTx228cZJJ0aMvjchqGUbIgUVHC3kqb3ZX6kICSO3Hb6nW5DebYBZcQlGHjtcbURtAJB47H2/TV9VbiCI1MXSzLYfcWVoS4EOxcAkBGDz6hn5EYA15m0aCl1tMRxQMpxpcRyUgJdQpe30KAyFJO4ertnnPcabKrVnfEsXRHqHd3Ta7qHVqLUpEV2M78YlpWSVpSSC0pIODuwUkEdlgngjXWqZN6d+LfoLUZNRpe2BIiuEPSEpLkGWhvd5raskp2KPfjIyDkHXJGmWmGo8J9mQoGE23GacShPAClBSV47jfjH0xjg6NcjqTfdl9Ibrsi1psllmrFt6fCjrRufBJS4kLVny0K3DcRyU4HYkahbgp0Y30S2ivBlPHQ1+Qjc3dLODyn/ZDz/8Aqa/YfRO4aRNYqdFu9qNLjrDjLjbK0rQoHIIKVZB4B40G32LhqKFtTZUamsqBBYgJ3rKT7KecBIPz2Aa8GozVPZU1GcexgjK3lrUfzJJ1DFdcS6Kso+TxOo9kXO9R7AoqL3uhifcFWjypi3SAhyY4kKUtSQcZISgE/wCeqHSuo1pwQ2pz9oqCeeI6cn/69T9hqEfoRa0Z5O7dbsfO7kncyCeT/wAWoik2NZTqtrlo0hQyeDDbI/w0igAFjMvKB2BJGf4hulFvUx2qV6rT4UWMUhxRhKcVlSgAAlvco8n2GvKneJvpjWYaULj3LTIlTW3Dp8uoUZ5lmW68SlIBIyBnHJGMHvwcTLfTbp04hJXZFDP/APgt/wCmvqT0x6btxFPosaih2OC8yr4NGW3EglKk8cEHByNXCNrzKa8HcrN/dRrU6eVKG7dL01tupH4Vj4WC9KUVpUCRtaSo4CTnONfUDqLZtRhNyvjJUVSxksvxVhafuACNb7tHpFeq8WHWqWxLa+FfdQh1G4BW9vJ598a+3+mNgLUFmz6WTn/5AH+GjqBKcQXGzuaZvO088VJznnPwzmP+7pfPET03a6n0tMS2KpTmpLdREphUtt9ASlSSFjKG1Hk44+midePhetysyTWbOuWs2tVGyVoDcgy4K1Y/jivlSMfRO0aCXWa1uo9n0NEC77Wp0aPKkMQmrltEOFQWVBQ8yIpQWlZSlfLZKeeM9tJvq2Vc+VMsYtrKWrU67hqD+zvDDdNCu+jVeu3Bbb8GFMakyWmXJKllKFBWACwAeR8/fTiUSv2tTKW3Gfqo831KcIjuH1E/8PyxoC0LpdCoVz0FVOvqtV1qorRGWxPkFaHvNSdqggoSUKBIVgjtn5aZL/ovsRtSW02nTCR7mODn6nOk0umXd6y/8Rr/AHLGVXbiUipjwx3qaRu+0gQk1Xv2/wBnc/8At1D3bfNjU+juVCfXgxHifvnHFR3MBODnORqznpvY43bbUpff2jJ1Wbx6QdO51PSmTazCEF0JIZccayO+DsUM8gavcjzMwSGVftkUmnt1mZU3Pgny35LzTBWHSsZSBg++dfvTrrlZN2VmTFbjzYbcJAeS883uS+N2PSEZPuDzjQ76227adEttqPTZ6qdPcltrcT8c+ohgNuApCSohIKig4GM4Ge2hH09u2PYc9LlCoDVbIa8kJqbCFMH1A5xkKzn6jvpbWgGWq6TYu9SameHWfVLluatVZVCqDNQqT06npQ9KS4kKeWoJc/dpABBAIyTnsR7jfp/0poc7rL/UHqDKl25S0Lef8xb7bRUwFDy8LWQlSVJzyFD/AIhg4KsatV1QlS2aUozJzynQ27UXC0yCsnDLYVhIHYBJzga2b6hWxdFBoLl5ONt1KmzEBx0xhJSttR/es4UUlW5ODyRhSQc9zpa2drF/uXmD2VJQ6gAHz88/cEvX3ppZ/T5VFl2lcEScmpKlpfjx56ZIZQ2W9jhGSpsuBWdhUoDacKOoKoRbTatIx3aMwmrqhJ/2lKkNpLoJPbzM7gnAKgMKOcA6ZShU/wANS+kF5uW7Z1syp1Oo8yXGmTHA9UGpLe0tJUlZ5SsHYPLHG05wrBI9rtu+EyPYK26dckX9vJozy+Pi3HnKgEqU0ErxsQMgJIOUkc4zyLIZbQC/xFpZZjs4oAOxo7G+P4+pWOjMvoXSbTqErqXMRHrLsry4pMEy9reEHJQW1DGd3CVJJ9yBqh3ZMs1fUSdULLLse2/jEPRCEKYcSkJSV7UjJRle/AHYEa9bIuWDbi5nxaG31vIbQ3GdKylRSoHfhKCdwxxgjH11sUu5aEjqhCuWp074ynCa26/FbbG5wbdpGFlI3b+eSOcaNS3cSw4/zFdtS46vW/8Ac3+3Xj6O5q3jdUK5obbLTUVLiJBeBabcB2kqzysc9xk59RSD89NR4C670/F521bMWlKZuSSzPdel/DKHm7WlEp83OCNoHGO+MY7aEnXnqBZF30F9qm2NcVHqyqm24l+eyjyWQEELbQvcpeVcHBUU8ekAY1a/ADXmonXe3aIyhbipi5i3VltSktj4V3aEnOEk/wBrGT29tLXtZP7Yh5Jta0nLJDEeda+OOJ1JiQkoWQAcKOp2LG4AzrUYQUq9ST9ONSzCQAlR7/bTNdomb3FvMjLpa8q25y0kkhAx/wBoa57eI2274meIel1jp1cDNDuBliDKhT3CR5PlhzOMJVzkpPIwex4yC8nV3qNDs5mj20qiVSdLumV8Ew5GirWxGAKN7jzoSUtgBQIBIKgFY7aV3qtDT/0s23U5ClJVJ+IihZIISltlCvTgD+2Ce/fVazho+r9seS1KzVq1Zdu1CsTEyZcmlxX5LiUhKXHlNJK1AAAAFRJxjUkckgnnGqx00cU709tskcopzKDjt6U7f8tWN11SDgDj3zpg8QtzjBd1g12l+YsVVENoEnYsKQDn245Oiv026b9A6xa9u1aq2yupzpkaM9MQ5VZDQU2upfBOq2pVwUJHmDGBkcjGg/dNLvqDvidRup1NAyUuxGKgmXISMfJHo/LdxqosX1VrRnMps6vrdahoSIz7sVG5GHPM2gKBwN/q+/OkUV3CvtLcy3m3U23d6DQnULpV0s6EUV1uyqHJnQIFMp1HnPFNblIS9IdkyWVLIS5gKeW0lKgnAJJwOSTUuk1Ns7qZRrzgXTAguKte56hR2ghuWVxI7TEsNOKU64UvLy2lwFJGCADg6Q3p11T6h1K8aNSXrqqa47zkNh9phzy1uMQ3VyGUbkAKylwrUDnOT30cZV53OyzcUGXGuio05x5T1OR+3JgUyXYJV5baEupAKVl1anFEjblPJ0h3NDdrmDXV6w7lEPt3WTHqCbutyndKqG1aTtqvPU240stmU9PMKGtIUCCtjG9ah6vUVK741Z6xRujVA6kzqpULPt80SVa4oL8ZLLK0IkM1EMFw7chKyiQMnhQA5xjS1SWp7klSIFmMqjMeayWnGnn97SPh/Lw0slDisHZvV2Sc/wAONBODbtqVKqXAq7alCos9m4JUZcJ6qBsNtnC9oTn1AK9IVnBx341IsDjiE1LJHGuPqzZdbqkxum0OmQKFVlS2amtuK2005GNInNoSo7QMB8R1Y9iU6WK+ETrT6IdGvh7lYoN32uu4HFRo01BloYekNLSpLjJICtjiyATkgnvjGl6nTmHZj6YjSG2PMWGwlZwU7vT3+mDqe6c2hFvS4VUKTUFQX3oyzEc8vckyAQEpV8gRnnVlajWvduVS2zrUeSiWvbFz2tCvGl0mlVmI5DYUzLekF6euRgJDTyzlZIJSCFKz34xjV7uOjXO9Ij1Ca2meuRI8t5yIdwS8Gyrbt/EBtSo8A4wPnoe2r1Y6O9KYlHsqxLNqtYcgT3Irb7EFomUsr2+Y466sE7lgHITt7YGNNKLnosQxqnCt6OkyWUvZbVgblJwrhJ254IOONIcFQT8yO4nXcfaImHiFm1Xp/AosWsuKccnuvyAtxAGWgRgcAAgZx2zqp2hSX+oUyC1TG20rnyiHlKH4WcjKQfqBojePmJTLltKjXbQ5rClUWpGDOgMLKzHLyN4UtP8AASUjsMc6FPhkujyZ8dYcTtiHZtxkc+/35OsjKyXNLOPM6fp2Kq3rW44PIjbsdD+nzdroteRbcJxoNhBeDQ3g/PPuedAfrB4Wn240uoWxVVhkAeU0tWSAPbHvzzpj411RnmfiUu7wOFpB7HWjWpE6sMqFKdY2rGUpdQcE65inKuqfvDczuLsOi+oIyzmxcUO67HrJl1dl3e0r91tUQkKT2II5H21CL6gT32WUAeY6g/uE4zsOc9/mT306989La9PckuzLZS6V+o+T+8SR78HnQxh9HEU+amSi03kOBWUkR8FOukp62GTbDmcvd+nyH0h4MoljUe57uWu26DSFtQ5iUtLqD4KUp9A5AOCT6QDgdxrdptsXBa12Vy1bjnOzJG1LPqThDjXlkJIB44ynnvkaP9rU401xvzYj8cskKIUnHb5apvXmRDRVqZX46QJKh5Di091I5Uc4+WB+ml4/UmyLwpGhGX9Irx6e5TsxdJClEqKjtIHI9s6iJaspUoAZxxgakZTiHCXAvdu5yD31GvfhIPYg/prbTkbi2O1nRCiRKabCtmauGFTYdvxIbLwUcpbWywVpxnHO1Pf5canKYpA28+2c/PVUpT7rdDo7AqEpLTFIjNGLtbLK1EMYWTjeFpCSBzjCjx21PwHglQHuABo6FPJM5LLbbalvivYAKu2cDW28/uZcSRwUqH8tQsWQFJwTreDoWnJGE9u+rJHGpR8SFgyGnqzBbilJeMZ8J3Djsg8/mNe0Gq1qbF3vRYLcll4x5TAQtS2V/wB0Z9aTwR2yk59taVLjn+sNNSrO1aX2wpPHds+49+NThtRo1IVCZNdl72g0604hAQ7g5SpWBncnnBz2JHbjUVhtcSCVB90g6Rc1SqiojzsaFGaefQy7+IqTmKHyRzx32jOeOdQNzwo1+Uc23cNGhTUurfdwUuoQ2+04tMchSFgpUS2vncCMj7aIQtmgjZuo0H92naj/AGdPCcYx27YJH56+maDRoxJYpERvJCvQygcg5B7ex50YRzwx3I9ZFO1EFVpdOLKYuJm5KXBcfdpcNp5l+ZLffUy+62TlKVuFAIQe+CeSM++pF25Kw6wwpM9Lb0iPGWgKQwlAUpLi1rWeSEYb7D1E8DvnV5pFtwaC3LZhBW2XJclLCjnBUfwj6AcAfLXsIMROMx2gAAOGx2Hb9NDXQVTtU6hWZXqN3tzKYzUZ0iXT201ElD7zRlBKEYaWpLu5k8cfgHc54786XjxCeLCnUmpvWF07R+0ZzT3lvz2QFobWMgpbz6SRnlXPbt76kvHL1yesajw+mtrOlNcq6jIlvoUUmNGIKeCCDvXlQ/4c/PISuj1Jih0xysuJ86S8ry46SPST/Ec++P07ah9r7SY+mtXPcRqE92HWa8U1Ss1iSy68vzH23cKUc+xXyo9/bjXrXalS7epaGKeuSHVJ3JebkOED55BzoV0azupN7T1SaaJri8nJZUtITn6jt9tWyV0Q6rQYbb1TpkvA4BUk7s/MHHfVM3VA/uG5rrRa6+xDI/8ArVWp8ptTNSlOOZCGwtz15zx6h3/PU7dCeolIpSZE+EXP2ghQWhY9SMJHq+pPsRzwe2dTNl9KZloqdua8mV+XDAcTEPBcX7Z+Y51M3HdFRuhD1UrkxtKCMstN8FDfySOMkY/lry2Bj7eRBNTINONQNNLn0p8SHA4wp3u040EApPt8znVyVctLatJ2E7EioQuMuMX3UKU4hS921PpQcpBUCM4OR31XK5JVIdKJhQ+lsjASeFoPuk+x+mvayK/Ho1aTEnRGpsKQ04ytl4BSHmXEkHII7jIII7EcasAKSCYmrMtxS3pHWxrxuX/w09TrYsFuvtV3p3KuRyoJbbdcj/u1R4+QCrzEncn1YIwMZHPuCTK9M8JV3dU51Nujp/crNXUWUlym1dXkSlJaBKyVgEnABKvchRONLv06YrsCsTGrdoc6o1NtlaE/CshZjo53rO47U8DGTkYJ99SzbdaHViMi5aTMgTfhlb2pICSUfDOFKkgD8OMds9jq0wLEnjUqAULQG7m9Xf17df5+40jMLwbdS4JpL9Bv6Mz5KpQS5IQ2EMRUqK8EZ4CSrg88jv7mbofanSejdPYl2+GuDb1xiHLW5HYr9Wdhym38L3JLg/i2PL4UCCPtpT7Zb/ZNt1byUwpok0WoBT7TqXfhQENKHAyNxICTn8O4njGdV3oLcVao7N5wqTGLEMsNzBJhlZh/ENqSlKEKVg7ilx3IPfB+Q0usADSxeRk25Ld9pJM6AHqH4wBV5UZzw+0oQuDGfp1yxCD24JfJJ4P9hPb31ItdSfFuzFKj4eGpLgBUN9z0/eQBnG1IAyfb/LU34Xr5e6gdGKFVp0jzZ8YOQ5QUrctKkLISFfXZt76MKQvI4x9R76cABKXqHfiLvZ3VrxIdRKE7ULi6JQ7bt8Prj1FyqVItzUIQcLLTCUDdg9irhWeDoUdYUXEzf1l1KoGn/sR6ozGYbTaFfEIfMaMHS4rsUqCmQgDkFK899OdeJUbTqm7JCYqyfyGlL68sKFl2rV1K2mLfrUcE9wlxhkkfo3/LVe0e6WKmJGzJG7fEt1Y6IWvaTSKDQ6zTK6uSxS2mpSm5CEsuYcL25vaOV8YUcge2pe2/EZfPVK0Jb822F0tUWYmOGfid5kjYlzfuSAcALT8s6C3Xuo/F0PppCkLHmU5FXXs2k53up9+w4Gj34bLfgzaO8xJjBflkpVnj1JShv/waDZj+DOTT892QpSnD3Pse2vAvAqwMk9+B76Kln+Gy+r3t2n3ZR69aqY1TCzHakVJTb+5OQUqR5Z2nI+eD8+Ro6S7F8S9OhMVyRfHSakQoCVv/ABhkNNtN7iUkKW43hIyrHOACMccavklfEqgAtoyidP6B0vpkDpveFKeQ1WP2PcTlxBNQcQ6JTba0QcI3ZQta1pAQnBUAeCBknR24ehjk1FsNUa4XWf2M0qZNhftGV5qtz7RYKO5IDiV7jwduP4QCukrq113RdlTseh9VGKuIvmH4qhxvi48nclKnFtFppalYBOVAYG1XPy94VX611qoSqJVeq1fgzKcmPHegM2/NdebSNymQtCWE7fxKwFEE54yDqk6Fj3NHhtcKYVenUy36BZVHHUuya7KrNKjtvioihzJGUJkqcUXlqSMJTHS2lSMEek5Hc6nZtXsWqUCNU+nfRKW+t5hgMTY9pNBt9K3HCt1KnUjgpIHPJJBGOwBVotXl1Duu5bVufqd1DLFMjKQpUOnS3XXQTscbeYSFKZHqIO/jvnRho/hibhU9qBO6z9QYDEVtC2mkyA20hjHKdvZBScgjHGM4xpvofKwGt50TKd1fsqp9TrepbvTnphVKTEE0yCmXGp0Roo+HaYG1xLu8lS2SopKe6znOBqL6V9IOqUG5bemVOhx4VJi1RLEoqlRy9uDqmfwpUVkb/p2Ge3Oqh1Fpdk2XeVv0j+tF8TKEveaqqdLYS8W0nADKGlq2gccq7+wxnRB6d2lZELqf0/rNgWDfTZFcjyXpdYJ8pcJ1pWx1A4yCpSFbsEEY141MP3GQLND2y3Vu2HYXTCfcsJwMyURZDyXG3MLQvKsKGOcgkHR28KUz+sXh4tCbMkOPOojusqWpeVEpeX3J5OqJMpbY6Y1GHMYQ+zFbWhxrcUhbZKVFBIBxlKsZAOM++rZ4cavbqulET+oqo7NFZmyGo7TDjrjbeNqlJSp5IWQFFQyoDP8AIIb3DcXwBzAt4lbUnWzelci0enSJjN0LblST5p4yjalH1wUqxocdELIrFuXjV6XUAptttCADg++ccnj/ANtHrrNeUaD1ytO3awxGeYuGkujY4ryy/IacPkt78YSTuWEkclSueMa1LRnR4N41Sza7DLMtxKVIK8KWUFPuR34V3zrncys0Fl+DzO66ZaubTXYT7l4l3pvUTpDYzbUW7LqQ666ceWhJ2gj+1nGrnROv/Q0AxafXImV+25Ix9O+lE64eHCcma9PhzZ5ZUCttLayM/TJ0s9RsN+mOSYr0qY8+V/ukqbUC39CO5/lqtj4WNeu+7Rl/Iz8qhwvbsTrhM6i9PJ0XMeqMKBH4kOJV/nqHM+w5Lannao2ltXuXUjA1z26M2H1Qq89ikU+VJUh/KUBYIIx9vl89RfWyN1csyvu2o/KkxFtp5SpxSS5nsUn3Gkr01Ws7A8u/1Nq6PWas/wC4+VYNhOOn4C5oycd1LfG3PyyToAdSJ82i3pTapElxlppSHqq0oLBQ4Eo2JORwR61HH0Glwte3+olYaiKFQVIlSFEutuuEbOeMk/iyOe/GjzeHTWbS+gb10VOoiI9BmR6UVJP+8W6HXtgzxja0PqcjWlhdMH5C1VNtjMfL6v8A+ObrV0ogJcd3rU6QlJWSs4GBk88a1ZJbGOOFca1IMt2YzIUEhz4THnKyBtHzx+vb5a+Gp8d99psOAhbiQFewydbdmM9TFD8SmmdVcncD5j5xnaqquRY6n4hprcOOgJ584PBKOD7bdo++dXuFxg8d9CNqrNi8nfiQ6y1GbaAfUpHlKV+Haed24YB5AHqGDooUySl9pMhlwLSrnI502nxOVvO3OpYo7gAGDzreadzhJPA+WoVhzaQDxqUiuRkNKfkF0pStKCW1tJCc55UpxaUgcfPPPbTPmJ+dyNpLoF00tIVhHxDycH/8pzRDU3uAI7c6GkRfl3RS3AMJM9aQSQcgtuD249x20qHj06tdVun3V2n0+x78rdIp7tDYfXGiS1ttlZdeG7CSPUdvf6DU0EFYuxSxj7+QsenCsn6a+VxHMZxrjxF8S/X94qS71bujIPtUnvf/AJta0jrp1peQS71Wut3PJ31Z8/8Ai03Yi/TadiHWin8QIJ+mo+qzY9LgyKhIUA2w2pePsM6THwJdQrxrca/J1x3LUas/DgMvMfHSlvpQQpztuJxnjtoV1br51cqtPnM1e/qo/HfQsKb3pQkAnthIHtrzMF1/MOuku2oJutF31LqL1YrVamSvMcnSl5POGmU4AR9AEgD7ffVl6O9Mqz1dvWFRKXGWqDGIQtxKMpQ2Dyo/U+2h9bEFy4K6zDQCl+sS0w0EK5G9Y3HP0GP010o6G3V0y6PwI9ny7QTb0/YgfEKd8xD/ANSo85PfPzJ7axer5TY9X9sbadV0bBS+3dx0ohu6WdKLOsilsU6n0hlHkoCSotgk475Or5U6VaDkcJl0dhwIIUCWxwfnqKp1z0Oc23JalNhKxngjGPvqWfuHp+IYVUK7CjE8ZffCcn6c865Cp3bevJnc3hU0dED+IpXirt9idFVMokPehAO9ATnIHcDH00jFeuAJKoAy063kbCMbk/6jXUrqNGt6fS351EqEKc2QR+6cC8E8Ake2uVPXxl6lXo+ttooG4lPt9zrb6Ncxc1NOd/UFSBBekhFVFUh3y1DB7pA4AOO355zr4aLaXWnk+koV5gB9vmP5n9dV1qcpYS4FDDavl7d/9dS7DxecIQkpVt84E9u3I107KNczjt/MYPpBdnUvpzKqFy2T0ueuWNXo6WVOLiPOtN4CgrapAwckkHn6cg63bzonWS6rpg9QLv6MTrUpdNpjsDzG6a+zFQlQdDalKc/iUt3HfnjTdf0cNRt+6+gF22dWKPGkzKTLkKaeVFS442y+xuSQSCRhQURzo3+NapIgeDyquuLx5jNLBOMEjzWlYH5J0/01FQYeZR9fdzVfU5qVSo/1Lt+UiPRqnUY0iFUIUldPYS4qP5gYy6tJUPSOecgdh7jQdm9YmYFNbYtSk1CiTmEhtyb5xKZjY4HmNKylJ9sJOMEjHvooTqq3IoVeWxUSiQ1RJB2OObAXHZEcp+ihtaJOeOOQRoaWBbtlVWk1+r9SYVaU5HeahxVUVTKYseW8HktKfzlSxvbCkoazlLaycDGQrUa4jT9RjOk3WHrTbdIbofTe7KdQm6hERVpDc6NvSXFpAO0hKtp7DGPYa/b28X3ijsqbGh1TqFBkLltKebVDYGEpBwc7m0++fn21G0ShQK9c8ZylV5SWG21Bt6CpJRJbAHpypJ9Pf2B76F3iUkMMdQI9PZ3BMWlthQUrOCtaz/hjUniQFnRyxbW6217p5Qep1y+IObPp1QpcesyqKKM0hDra20uFguhecHOCrbnQ5690CSLNa6pPXTVPh4N1QYgoYKTD8ws7viMd/M52/bRx6Mz0TPCHaDyFcf1QZRn/AIGtv/h0KOviS94VrokNkkw7npT5JHIJcjNkj/8A2d/rpbjbSa/mCPrjNuuj3gzAod4VulMmAlao0SRtbyXHASBtPJxz9hpv/DrQ36VBmU5ys1GqqigpMyoveY+5ucUfUoAZx27cDS1eNKktWJ1ItSdJcQqLU6AqQCr0hYRIztB+ZDgHz5400/hTrrd69K4F9ppggKrjYeMcO+b5e1a0Y3YGeUk9vfSiNRgOpyp6Unqm5V3YnTJNUnGgvYzTLcbkvKbU6SC6QNwSotjhS/mB25I0e+Ord+U+U1UOod8Up6HOdYfTb9nNt+XJbB3tKdTJaORkEox3APtnVd6CTbFp1HVUah1Duy2q1UZio81dOuaLAZcaCgoKWkuh9RwtePSQVdjycFWudH+gFoU2XV7suSrNqQVLfZduRbZkyFjuVJBwVK43EZ4OQRrQeotEbC8mCnohJ+KvC4bvmdQuo8S54Dghxa3TFj4iQ24SyEyluBws8NIB9ZAHz2k6OVS8PdhVF2ffF6dWOoEqdNCJE2oTatG2yWkp2tFTpSnACEpHKgkcDOCNK1X6x0koXUtmpUmy2Z9rtwtq6ca07L814hWXFPqQk7s7eEjGEgjnJ1bqrdNo1SVR5VLtO0IkSltPpfirqzktmW2tKQhJBaUkFBI2gD+HtnRqo3oxTtodyyBvaL0ctfqZQ5DNHq1XtlEdTtTZkVOJIlyFnekHcw+8hs52/iIPGdp1eqzc1rqi2+xaFn1iJRIylLkUyrXUwuM/BcbWPKSy260EjKySCR7jHPIuta7rbot7P3RWLGpbdIfjqaRCqNM+MjpdSlAylKfKIJKc5BGNxznR/trq74XxS0OTrTobcyQk+cwLbUhaHAeFJDZUAkjgDJzgHI514sEbQha7v3fMAdtVzpevqa5Lq9rU9dBLC0GJKmOMNIdSj8aXI6HlcqTkYSoHcckA50znSmT4YmatbdRpQtgVN6c18GyqWoORJIdGxLaHkIWe4wSlIJGQPUQF/wCqV5wuqk2lUKxrNkQSiU5JTT41vIiurb285AedLpACvZIxk49gSaba8SgdS7TqPSu0eo64EaXitqrNPpsdwJLzZZ8oIzhOUndnnA9ODoLWL7MIIFA1GEqIaYt25act9SQ4049kjI3hxxtXH0S03x9dSfg8odsVuw6rSOndxquKlU+oKLc1dLEElSm0b0eSPwhKsgHueTqPrcBSl1dBxgtVcfT0yM5/mf10Q/AWxMpc67qLNmImBC0SIriY6WAI7nqSjanjIO4Z99ZxPt1CK8bgM8bLdz9J+ovTW7KQZrDtRh1SlD4RplZcWVRyhBS8laD6lZ5Se3GO+hVUZFdgXOxWalTp0KqriIfVGqBBfQrs5uwAE5AKgkAAbhjjTKf0qtqza3D6ULpNQgU6WmsTmGZc2R5DLSyyhxOXDwn/AHXBPuB89LVddIqNm2/aFVuSexOlyYgizJjUnzWlrVlaFhYHqSQe+qvUSvoLvzua3RC3qkjwIZ7Mvtm8ov7Mqa8K9kKIII+fPvrUum3LRorK5xTDCgM+pKSQB30FLUnKbqKG48h1vzFKWlxBITsz/wCeiDSLLmXZVHP21WWmYTKeGiv8avbd9Ncy1faeJ3+LcLFHcBGA6KW/S5tKRctOShUhfGCnYoADjjQ98RFvxbgnNJuajsu7tzcdShyU+/PfXravjD6XUmpPWtcDDlHm0o/DIWjaqPISn0jCh2PHY6ieofU6zuri3YdAkpmSoITIZkNKwhgjHpKv4ioZBHPfSPStVu7maD3U2VlNjUpVsWrQLRaelU6IW1d1LVyUjHsT20TvEXadJk/0fTNdr9ReprEu54tSMmPG89e3zFx0Ap3JyCOe/voIXHXH6ZB3PZcW4nahI7rUTjj56cfxa2CYX9Hc5atVnR6e5SqbRFyH5AUG2nESGC4SEgkepShwPfXQ9HrYObvmcL+o7EFIpX/ucvulNv25U67MptqdQnZMqTAfCmptBw35SsIWR+9xu9f/AKxqMptOsSfcsGA51MkvPqmtMJbNAWjKvMACc78DtjP11L9E7dgUC/okuHfNvzyuLIZEaM66XnMgqGN7YHGAe/sdalv9N4H/AErRUu3vbSXGa8laIgfc89REgENbdgAUcY7kZ1umw2MQ04qmwrcR3HWhGRv66qNbUa5H5s9qOtlSPPccYW4loOrCEdh6uc9s4+mrR4er1i1S14lFVWRUXil59iQGlNpdaS5g8K5GFHH2AOhn4gU0yt2bVaXHrsOE+qawl8ywmOwD5gUcubjyQkAekZOTra8OCIcOoUhlioU99LaJURv4SQHkEEBxXqHc8An76BBxHZDkMCI0jb3GSc5OpemzVRwoJPodASvHCj7jarBCSDjnB4zqAQ7tGMjjjW4w9nAHfTQogLuejIJq1LkgqKRU28ZOTgrKTk4Ge/y0nX9IrD8zq/QniArzbebSke+RIfxpzG0BpUIgZKZ7BBPy89OlC/pF0usdQrSnJVhSqOtAUDyNj6z/AOLQUAAGPPLCKPXrdeta5apb8hSXHadJcjrUElIWUqIBwecEYP56j3QAARkH5DUrWK7UK3U5ddrciROmyleZIfUC4pRwACo57cAajXVpPIQAOP56aeYUbPwAglXUOKOQaO2vH2cV/roA19xMamyjn3UkAfc6PX9H46k1+94uf99Quw98Oj/XS9XflMV6HjCkSFhR9gcnQWeBGY595lk6D9K631Nq9Sfo9SNOTblNXOEoIyUvKOEAc8Z9XOeMa2odT6q1Gst0msXA/UmY6TluQ95qi4P4E7iMZ7Zzxplf6MSnUmTGvtqspaxJMNtKHCMqRhw6cRHQjo+q41TqdQYsmoEb1JUQsIJ4ClD2z7Z1zWb1F6binbsCdhh9OrfHSwkgnZP1Foag9SbV6IxrkkNvNNqKm2SCSopz6fyIGlnN7Us3UReF2VGBGS7sffy4UoWQVbCRynj6a6ydQLbgVWkRbWegAQIqB6UenKsYAGkr8Q3gguR2V+17Yp6qnSZn77ylt5U2vOeSnHzOCc6pYT1rYfUHE08r1bsdWrbR+pCU/qZYhpCIls3N5rzCNhc3gl1JxkKOSFD+Y+mgR4jrbaqMT9rtxlKUEFRdA4AwffRi6UeEKgRZrtR6gCdCmRlhwMocOFgcYVkdsfLUZ4iZduUSjzbdp6kobS3gcjIGDgcaOqypMkfjytk132YZ/IAiMU+Qpl5cdXqCwRz3yNWOkONqlwnccK/dk5+/+uoGVAUiVv2lIUTjPbUpSVqTHbWoYWw8B+hGutYhl3OJVdHmdAv6PCl9Ua6bzp3Su/aBbk74OM64zVYBloloG8HCQpJSBu5IPuONGHxbW34n6L4bzPvbqXY1ZozHwXn0tihOMlSwr0pS6lzKgMD2GRnSk+CmvzaL16tuDGnfCpqrMiEpYUUj1NqIBx35SNOv46ag6jwsWNEW6r/aahFaeBPLgREdyD+YB++npv8AH7pnWWAZxo1old7/ANTnVVLyvWoUy6n7opNvPutRY/xT8aOpkPJU/lCFBKhwNu3IAV7EnQnj3hd8KnvQ6YxFbpSZjc52I3GDjCVk7UBe4KIRnKQlSsHJ7k50aZURDVIlGlQBLmTmIilQ1s+emQ4iS+QC2c7vShI2jj56guhVd6aRJV0QepNar0ejVKkIY+AoyUIkVN74pkpj4WnASdu7IKcbc5xxpaE6lg7Bk/00vKrdPLCXekqgU+sFuZKSlhbziWSku7FKbUyoYwsrIIOPpqOr/iNg1+orqkvohYL76m0NqcmxX5bqgkYGVrdGePpq89SqbbjVBuqyrcpDtCTS3piWaFKeaMqCjAUhCghas8hR3ZOc5zzpe7HtMXnJeht1ePBLLJcBeSTvwQMDH3/lqWYLyYaKXOhOq3RVF+3N4bbau5N7wKXQ5NHee/q7TKCw0w222txPkpdUpSwDtJJ786h+stqVOu+H2+qhBuWfHhQ1RX10tCGSw+ppyMvcsqQVjgJ/CofgGpzwwvKh+DK34lQkx0uQ4VUp+7zAELcEx9CQCeCVHAHzyMaiL26s9Mbf6X3t02ue9qbAuOvU2Sun0x9akuyVqjgNBPGPUtG0ZPfS2OyDI8HUqfji6hVal2b0kuGkt09aplurdLkmK1IUk+XGUkhSwSgZUrsccD5aazwsGpS+hlpTqyptc2bR4kt5SGghJU6jzOEjgfi7aTe+pzV02j0sbcfZmfB29LikZCvLV8MW0j7hSQPy10XtiCGqcEMtBDbYS2hKRgJSlIAA+2vGFOGlrX9QrcvytPQ7LtmqwK1LQ0wJUZ0RIbe8+tCNnmJThXPpBxnjOrZU7sSanJumlwLQZWukqpblLgwZakvHcVBxBLJ9Z7Zynv3169ObsvDo/QZ1NgF6rQ5shLy2ILbXm7dm1YBcSVoWQBy1k8Z9s6KrHiRdnwZSrU6T3hWKghAc8pNJQG2H1kqwVpClJSTuwdp/DwkA4F31O3kmVygbg8wAWJ1Uqtk3VV7nlU16kprjKyhn9jolNlwrBO1D6kjglXPqxuxjkaYe2vEjZbdICoNGr8ye4wVuU8UXzHAtI2pUVIQQNwQjJBKQVAkZzkH1s9R+qnVKgwK7adUi1KnsJl/s+t1JER1+Kl0KWhC0steVkBQ3BBPc/wAIGr/Vuldz3Bcsao2HYlEtyPFiPNvwnL1lv/GrJI37yEkbVJPpHGQCeDyDk+QZKqFGpQuol23t1bvi3aNJtC7WpbchyQxTJy47DjjKlBSkxwmOyQQEL9Sis8fMHV9uKwbmcuenTelHSLqBRosSPJFSZn3U2t55S+G1JWhwFAScZA78ZxoZ9Rbar3T+4qddNQrVnGe28mEKdAqzstxslKty3UlQWgYVyCR2GAR3JEq/746ZWs5JVe3T6oKhuIcaaaC3JJbXtSpISHUlRxuJJ5POD8iC9wAIh7lG6iUXqZY9fpfUe4KDLgtx1IhsImXC++844pKyT5rbvmoBSSDtUMYIHc6KjfUbqDYVs/ta44ltP/CSY5U/FuFTrq21rSk7kKU44tXKlEntnsMcgjqQ/PuW7IMCr3rTq+1U6glMiVTaVGDyDlCQoBnLyxtXgAnJKMYJA1d4HRehU2Olx+6XUMNuLKXplASy6XARwoSEhaUghQyQANvfBGiZCh0YIcONiOjV6cRMqkdKdwWmqtp+gV5ah/nr08E940qlXVWna/VYsBp2nRx50t9LLe7cdqdyiBnngZ0B+o3i/tWjVua1Y8U3ATIK0ynVFuKAuOEKATjcr15PsOBg6U26byrt0oSxVJX7pGChpsbUpI7EAfLJxnJ1QWkseZOp096l9Wegvix6hw+ljVdliV08rKqtHUjYlitKaadadabXkkoSVZPYqSDjjJ0EOv8ASo1wwqlSEspS2HD5SB6Q2U/h2gdsYHHy0i9GueuWlWodz2/MXGqFMeS826juhQOc/UH5fLjTb271KpvVugKuGIpKJbu1MyNn/cu4ySP7pPY/l3zrE6vjXVuLByg/1Or6DbR6bUsAGMCli3O5Sqs1TKol1uVGUUKbIzvRjII+mrjQXr0rVQnv29ea46WnsiMtIUhZx9cHj6aqPUu2JMd/9twGiJbOchKinzB7p415dPrmpVTZMNme5EqSAAp0qCdpxz3+vfSVVbVDrLldhps9NzoT6uXpxWZFUcmVSJGekOHctbTpaBOO5BCgffjOv22FXJaEeTNpdKShvHlrcU7kc/3cc6k6vS57lQQldxec6QV8q4J4/wBNaNy1Z34Zi3afMEibMVyhB4GPxE/LA50fLjREZkNXWpZBow4+FCzKR1u65Uun3XWKdGp9rsoqM6K9JQlUtYUFIaaSTlWV43fJII9xp+PHjTmqz4PupEVGFpTSkvZBHZt5pWflxt1wVqdXmJrMiSzIW26l47FoVynBIBz9tFvpv1L6nPUeqW/J6j1VFr1GMqnVCmKmKdRNbWMqQW1EhPH8YAPbB+W/i460oNfM47LyXvc90pXTmI5Qb7o1bDoXHakFLqGzuWErSUnAB5/F20VFdJqxF66WzedPkR59OqtYbqkgMLG+F+9CilwHHJ/EMZ41HvWrZjc6mVCPT24K4Eht5t2OjGUoIO1xOfVnHfg89/bXtbVqVCo9fqRcBfDcOOYkhCyhZTIIbCcIIGM5B7kdtNt5fuUa4mcqlbg38Qjdb+nwm26+3+z3lSanUmXJOxCUrcQncd2SRyAeM6iegdAm2bdFPpriVhiHXXUsyHSk/EsuN7AoYPGdiePodSniBsK5r3hU61rCpNXrdVrtcYW3FYC3lJV5DgwgdkIztJzhIPJ1R+mFmXX0vueTbt50eXSqvR6zB+MivpIU0tpS93P4VcKOCkkEEEE6Sm9bMPK+xHeQ8kA4PvrYiVKAqYaYmaz8ahkSFMbx5gbKikKI+RIIz9NV+dXKNSmkvVerQ4DTqw2hcl9DSVLwTtBURk8dhqgWfeNuVTqXc9xLuaI02yUUZlpbjaErQ0gLLgUrBILpdAIJHp+o0zkRabJh1E0MGK6o7gia0cH6PJOf/Xy0q/8ASRRt1ZseftOXIs9kq/4Fsq/8emHkTkSKGZ8SQh9gKKg42sKScK55H1z+mgl/SNQQ5b9lTSclmbNZ/NaGz/4NBSeSJYb9yxFlUmbUI7rkWQlBaGVth0Ba0nA4T74zr4VEfUyklJONoJII51ZLLaH7YcbUTlUdXI/4k637nhJaLgbT/vAlavYEg4J0xjqM8w2+ANTUG/rpbffSlr9gOKUtagEgec1ySe2hjXLcaqNSqipTvkwIkl92S+pJACN54R/aJxgAcknVz8JrEVyt31HebS8HrPn72ldigeWSPv8AXQvnTZVTt2Uw02liNHTvSy2SQOcEkk5UecZJ/TSbSdAR2KumYy6+He+61SrsuBugSlwkyIqHmGkqwopbUUgcdzhX8tOL046r3t01sCJfDTX7dRcct12ck5U6gtAIQEqzjg7vTjjXOyxLiNl3dTK88oJZS4EObuxbVwrP5ZOnQq3Tq3WXodSpN3SrfXWmW5bI5VEcURuUcDODyk9sHJ1h9SoU2htcGdj0O5rqjRveviFOB43qpWnKi0703qDjqk+XGcPCAfkQTnOcfpq5Wb4oLlpNJ/YfUiG1FloTva8tRKVNK5A57kA4OltYj9UbYaNQpd1WzV1pwW2V+Q5uUSe4CgoHtqMqKeqt1SHK9ftvxKZBSyQ1IYeJQpQ7hIPPbOs2zFXXB1/9muwNX/sXf1Dj1Q65UmutqNKfb84ggEEZ/wDPST9WanMr9ZedefK0rWM8/LPGrO8XGXXJC3ztTnBz8u2g31Sr4dUY8V1SdyuSO/Bz31a6biBbeJldWz+6vU07ppcWhsNSHXyHSVNuJyOMDgAai6A18RFkqCCNwCkg9wTnXpWIDdQsOBXHH5D1RTW5sJYcVvHkpZYWj653Kc/lrftCOosuMK7uNYHHOcED/HXQ2D001vmckurH3L3YFwVG2r6tu4KRUmKdKhT2nGJchIU0yo87lpIOUjHIwdMB1d6zXff1owLXrXWm3b4g0t0yW4tKjhtUQ5CAtavLSSCFqA5/yyrbKCuNHcwQBsUfrjj/AD1K9OZNHt9Nbfq1QYjtSC3HQlw4J2uBSh+Qxr1Fp7ezcXkUqG9TXP3L9VmqZ+xGTUJrMVtTjbT7zmNjA2KWjcSRjJXxg/5aDFUuCFbFzR3rehNutUxbhaQ9FKmnlqSQF7Co7gBgjPB4yDyNEzqI8V2S89GZEyO9KiYQAohQEFhYXlJB9O/Py/LQpSinPKbNVDr6UtqSCVK3IJTgEfbg4+g1YU6lcjc27YuCRPvNmuPy8SanUEtykrUcr83KVE5z6fUR31eOoVJY6JSKR05jVE1CtyYDdSrCHI6UIhrkIS61GbUeSQ2pKlEjhSsDtqA6JWPHuC9DKLrqmqLFdqaipONy0EBKcZ47lWeO2NR/U2XLZvCptyFIfxNy6teFPcYKcLOVYCcDHtpnarcNBUlG9sI9jdY72vy9OmnT2puoiW/bNeYkx4bbqw246uUHVOOEqIW4cKCeB7gAc6mvGE64512oktsoKWoMNxRKiCcSXTwMaENvON2xcEG/YaXRHt51uahD4ymRKSrdHa+xUFFX9xCzooddLh6j9YbvtSs3VaNPp9cdtxNRnClw/IDMAPrKXXEDsUIyon2B5JwTpboA2xD3sExgbEkw3qZaMZ1SlqVU0wxuH4S5NSSCflsKv1++unNP3GnRlFZwsbyAcZ9I764/XFWapR+k1XrlLlriy4c5tcd9HCml/u1IUk+3KhjTc+I3xN9W+iVN6cU62ZVLW1WrVamSn58cuuuSUeUlRB3ADIWCffSR756Jmip22wuXDn1enMPsq2Bt6WhtZ+wJGdadx0ltpqRcUSkx6w87GGEvSHQhxAIIWNiwFKABAPOQSD7YGfUXobXatccqvUCtUyRFqDheU2/KCFtE8kHPBHfHOccY0UrDh0izrIiW9Wrpgy5McLWVJd3JQSdyUJPcgED2+ft2tsARzBAGxuCdcmv/ANYV1ym0WnwVqRt8hbLT7KPTt4beC084znGQckYzq/0frh1rpFIZpUWrU4Jayhta4jILaCEgJSlACQkbRxt9z9MV6Yw3T5smE4pCSy6tCQpYyU5O08/MY14mRGxy+3x3w4OP56o/lWeBN9MHDKhi3+5q3BUL8u9nyLjuV6cgOedsfeKk78Y3YA78nH315U4XLSYrcSBNp0dDSytKvgmnF5PfK1I3H7Eka2RU6chQJlNJCD7DcPzGOdeZqcBwlDL4UQM42n/T8vz1H5FzHQknEwEGyZF1Cjz5MlypT6uHHlkBSw2E9sAYAwB+Q1405gUtEmIiW+huUR5ycrQ09jONwBwrGT3+etubLkhYU1HbKccbnlAg/TjGtIVFKwGnkqaUrslSsg/Y9vy76vVB9e6Ylz1M39kaE9XI+Bvbwgk8jOQR9/fXwtorTyMZ7451rKdVEWkKVlhSsDJz5Sj/AJHW2lRA2LTjHbGmAaiQZGyWPh1+cnBSe4x7a8aBdle6cV5FVt58Bp/0ltQyhwdy2oe/bI9/lqQfwsEKzjOo2ZAZdZVEkA+U5+FQ7pV7H76FkDgq42DDRih7l8wpNderRuVj4atMu0mUR6g6C41nHsoDI/Map9Yh2rPkGo0S4ITEjuVNyEkL/wCJJOhnIiuOLciSkkSWCTuz+Mex1HKioxhWc+4J1QTptdZ/tnUuN1K11AfmE8T629J3SL0prSQMBRdAx+XfWVG8KHbcGTHodSVV6zNbKHJ2MIZQRj0/XHy/XQuTGSg8dtbCWx2HbGR99OXCVTsxLZtjAgTFKAcT6jnUpRqvIps7c0ohKyCQPnqKWCnBUNezbbjklLTaFLWraEhIJOT2HHz1c1Kghitarx6wWEzJDseOD+9U2ElZGeQkHjPPc8fyGmK6c2m9f1YtmzbMrce2pEqan9nTpCFOtoJOHN6SD5iVD2IwVgdgTqodNvBt1Xt606f1X6pWTVY1rry89T2VJTOSyBuQ66yfUGlc5HCgMEjHOnA8KXSSF1luSkdTGkIiWZabrggwY7BbQ7MQobQHc7nkgBKlqGEhWEjPqwljCK7Ecrp50woHT2nRkR2YkurIjJYl1JMBiO7IIHJ2tJSlIJ5wB+ugJ46fDo/1Nstd92HR0qvKhI80ttEhyoRE4UpsAcKcTtBSSCrG5I/ENNDU5rcVk4WpS1nakITuJ/Ia02mnXJDL6m8BYB3LUrcBtOcp9jkjj6azbMvttCLzzD9IOvunHbxEyabcljxJglTIk6izm5MdmVAeabkOK/dlKVrSEnCSpQwTnafqdLDWbSuVguKQH5KN5UlKF5OVdzgHI5A9tOF45+sfTu4r1uS3bClw5tNh1CNFfbSU7UT0kpdfZATnaCVJ7kFW4g4I0BmEOPhK22lqSsBWAPnq/juz7Fg1oyvYBV+08GMr4bHlM+HWnNSW3WnmxUElLud4y+4ecgf2vlrP6QKEXelFu1DyyfIrqE7u5G+O7/8Abr36IuoPSSRHXkBp6Ugjtj0g8/rr28ZVdtq6/D3/APCripk1+JOgykMxpjTrhyChXpSonjfzoa/3GSd+0xAqfMVTZzUhD7jR/AtSAknae45BHsNWO4RANM+KclVFySr0tpebSlvbnIIwBx3751VFJy4gbedwJB9+RxjV2uiRFm9O4bKJfmS2A2pKNqsghRT8uODombnUaJcPCe69/wBI1WhBzibbVRZI9v8Adg/+HVFtUJdplU81G5IggEe2StI/yOrF4aq3Sbc6oRqlcNXiUuG5Tp7Lj8p5LbYKozgSCpRAyVYA+Z1E2u25/VKtPJQeSiOhW3ueeB7fXVbIbSbEtYikvB5c8dMVtlKfV6xk47DGnR8PlYtjrn0UpVn1yrIi3Fa3+yNLUoJWpoA+Ufr6MD7oOlBvNhIWGkjISng47cDWj0/uq4bLqqKzbk5caTuShQ7pcBwMKGkXUDKo18jkS/hZh6dld4GweJ0GoHRWFbUg1WuVlp6OzlWVOE7j7e+qP1t6qsVWK1bkGVtiRF53JICcfLj7DQzuK/LyqiEiRUFBLwySkkYJHOB21Vk0iXNXmW644pXOVKOsFaD3d1h2ROsuzDamq/malWrkuqkx4O5LQ/jx9fbQluqWVVEtIOfh1ZJPOTn/AMtHd2jogw9yU/hH20v0+O7Oqr4SFFTjxAA9yT2/XWz08qdmct1TuCgH5lrp8tU+3X5ElLQdlVCRLISAMFWwcAYAGUnGBjUpQmBHnAJH4Ube3cbgM/y14NUyPCjRaa0eUoBdPck55P549tSNNJRMaUODjPbg4Of8TqzaQdyrSuhuerMZS2m2kJwMrQkfXPGsvi4FzKFSqM9T6cwKSXo6XI7QQ68lS/NBeIHrUCtQB77cD2GtumkyG2gnG4PqVkfL2/wxr0u6HQoMQPVKM8+7JdR5a+QltIScjhQ78c49tBjuBZzIyl3XJS/Alrp7GQioCG4XGvUoODzgmnRQWhsSeVFKhz6eeSM6Ezb77T8cxGEvvKUEoSpG9IOByR2P2PHOir1Ycjw7Mp7MiIiU05JfQzha8sKSltAcyCN23btweMk5B4wI2ZzkFt3YhZW6AkEuKQgYBJzj6HWgOTM/4hMtysXv0yq8pNdpjtPnONtuFlCEMiVHWDubUEpKcEdsYwSDg9taFV6lUy2r8k3bHtCkVeNcNOQ35FWiJkeQD6S40F+nf6MBRB4J7ao1QvC56vIjyKtWZEkxGkRA6t0rKGRkpRu7kZzzyewycDXpdc+BUKaqqsQGlJkSFsML3qBjhKEKWlI7YJWT2GP5aMDfBgjiWa1anFuq/rNtwUsGlIrcZcmOs7kuqdkI37sfwBGxA+iT/aOj34kQxTerK64K7NpdUj22iPCZYYV5clLqpTbzK1pOUZQsYG0hQJBIHdQbRRImXDAgtblOvPIabwrB3EgD3H01c5N73g4wuU9XJch8tICnJDm9xSEgAIKzlXA478aW6nuGvEju15jLvUddx9IKpQUSG236kmC42p/KENqWW0grPsBsGflg6P39IpCpaun3SG66PKbnU1USXTm5bQ9CiG46kjKhxkNuEAgH0nQY6OSkVizokFaSUzaVEST5hCycKzhQ7EFQOfoNMd0vsCkdfOlz3QbqTX5dWoDkVqu0eal3/bKZIYlKafQFkZw4ClQB7ea6BwBiujhXKmPKHs7x4ijXPRfBXEiKrNqdaJ9eq7r0ZhMKu2q4lvapwJUsuJCAAlJKiM5O3URd6unHTBkVWyL1sqvyJaFIaaplC8tTS07VbnC5uUAcYBB4/PVvV4TOk6JA2qrXflHxgwf1Tqj9Zug1k2FTY0y3EzkOPNuF1TsgrzgpCccfMnVj10MVoGE+2+s/ha6uViRVOqdkUmh1l7Cfig1KTHd24QFOll05WQBlfl8nv7aI1LpHhsZWXKLZlkVhtpQ9aUOPpCTkpOV88gdyPnpVenvQKnXnYZraZ0yLUDOeaC0gLaLaUoxlJ7ncV8gj+Win0S6P1jpw5VzXKhHnJnhltgNtKSAhvd6juPBO4DAz2786RYEbkGSrMo1DM4/0Tjo3xuntlwVbgR5dEbX2/wD7Z0E/E3eNuTIlEte16VSI7YdXUJCoVKaiKOElCAoobQSPUo47ZGitIpLKmMNRojeOP3itoP5jSvddHFR+o8inrLX+zxWEANrKk8p3cH/m1FC+6QTvzB/KqTDSw0+ksE8Aq/CT9D2/XXw+lD6S2pIIV7HOR/nrH0NuIUh9sEEcg86h1tTqaVGIovxU92ifWj/hPy+mtKCeJuufuUmPKJW04ClKyT2+Sv8AXX5FmOIQWXCSuOdpJ/iT7K/T/DX21Kj1BkhCic+kg+nn5H66jluqYd2qHKPRke6fYn7HXpEmgsOFP1HH29jr2UwHWS2Qe2O2o2lPJUlKHCCQCkknkY1MJQodlH8tekk64lbrVN+JjBxkYkscpPbcPkdQTsZMpn4tkYwSlaPkRq9yo4yHBzng6hJEMQJgljmO96Hh7A+ytekEyrBB7bf5a/CM+x47asVRpaUnzGQE+/Go0RMn1d869PSO8pSwMDkHTA+ErqfbvSbqU3WK5a9EnTJbaWabVKlHL/7LfzwtKFK2Dd23lJUnAwQM6C6YKAN2OdbUUEjbjJ2++obkaEJWCkbnUC4vFL1NurfRavPpLlOeS6h1uRTWSFEcKBSpHII+WfrpivCb1pt66beYsExoFMlwm1GAzGYRGZfYB52NpASFA5yABke3fXLvo/fjF0Q2LJueU38ZG/6o+6rAktAY8tRPZxIOUn3AwTwNGeledZtWp9Vt+rsU6fTpKHUvKqLQSAFAk5PqPGeD88axme6m3tcbE1BXVdV7eDOr4jMpkbg2jeE5z8x89J/4+fFvB6PUyF0ptmoj+stxlAqDrR5p1OUrCzkeoOOAKCcYIAUeCUnViuXx49MrN6Jz77qtYp025qe2IzNIjSm1OzJRT6CkAkhvIyo/w4PzGeXV41mpeICRL6h1V8yrsU8uS8oHh9Ku7YA7YwNg9gNvuMW6cdEPeedzPYkcS+2xYFIuG049zvUSEqRLDjhcciNla0hwhKicE8hIP5jW/T7bix2QGIrSQkYB8vGP9NT3SG4oM7pvTUVKYxEWylyIC8sJDgbJSCPsMAjvkamN1EbGVVeERjIyonP20zWiZXYbGpYumkNqFZ1SjBCQkuPKKWxtGS2M6Fc3w22pS6G7WokSPubbDhClund8+M4Oi7aMiE5SZzcN9p1K1EKLZJH4Ode8e6LNlW3+znq9FQ65G2KSvPBKe3b56VWdkmeO+0RZTasGC/mDHpsdSRgqbpzOf1Kc/rqag2Jdd2lig2/Aeqkxf4IzNMbeyPsE8Ae57aL3SnppQ+pPUui2iqoRXIz8guS1MOnzEx0JK1kfkMZ+ZGn7oNk9NumdMcjWTb8SkxCj/a30JJeeSkE+t1RKiOO2caNiACTDqVmM59zP6OZUChs3d1b6g0uitBKVOU6mU9K3SDz5ZWChJX27ZA+ehB1VpFsW5S4FrWkx5UBtxboUrG5xCRwSBx/5nudMz196sTeodfkMwHViiQ1qSBvxvIyMDH8Pt9dK5W47lfqztQfQVeanywAPS0ygE4H1OBrBuyTe/wDAnT4+J+NTz5MCNwQnHRJeCQUoQVYI+Sv/AG1G2taz06fS4SGyXZMlKiPoOSdX9yiKm0ubLJUlKyGRkcEk5Iz9NH/w3dEYFRpk286jHWpxo/CwSoHakI/GofUqyM/TT7s0U1EwcfprZV4VRIJ60WUU9pXk5WhIHY6hFU1fmqSlAOwDP00YbppzsRTlPabCVAkfl89SlhdH5VwDzn/Q0VAq9GSRrA/JA9xM6dMMj2iAlVtVKqsKZjxXCog4AGg3NsKp2pWHajUIhS3560oJGdrgwRn9RrpvH6f2xa1OIkRw2pQCSvblaz8hpQfEM0JVxs0aM2W48qY24lK0gqzwncT7dj2+WreDmln7V4EpdT6coq728iBWlUtLkmTOebJ8tHBPPOMf5E6824paeecUnmPG3kH+0o8avb1E8qO01GztkvqR+HkpAyo/bJx+eoyoUgx4Ep7btddd2pGM+lI4GP11rG4GYfoEDYkVaUJbsiO222FEyEpyfrk6vnVOw1zbcgTYjAMmO2rLX4fObHCv+YYGNa3TuiqbqMRMhseh9DqvmACM/wCJ0e7itf8Ab1Pt6KwpTctdZbhsqQMnLuMfpyfyOq/rEOCsYMcPSQ8VnqYioyrYhtUqoOtpLs9ciM2HQqW38cpPlBKU4VghKiCQPSOc40K/2NWEJxOoU5KVJwFusKQAcd8qA+356dDrh0h6w9MpTNSodbn0J2EhUZ6RTpDjaFKU5vJO0j0kk+lXbdkZA0Bar4kvELS6jip9SBUoweU0UrTHdSs88D93n27nOPfW9TYLF4nPWJ6RKmC6sdPL4ocSCqRRJTLFYYTJYWopT5zXHqAznaTjHH2zqc64WOjp1TLHtdLhcekURNalLxjLsraoj/lSlKf+XV+s7xUdSJEORQqjXmncrCWzVsvtpA7oBGAnuDyCOB27apfiCvZi/JVuVo1KPKlxKb+znkMsKaDaW1ZTkHj+NQ4/s+/GrEQWIOoLaOhxqch5Dm0kEgg4II99TnmqXkpV2GeOx/TUXTWGkJEx4EqKtrYB4Htn66maSmLJqsWHLlFhh59LTjgSD5aCoDd+QOdTuT5jP9AFS5Vq0h9p85jxX2XEBRBUULSQMg5HpBGm68DcV9Ns1zqHIqaHItbkrhU6P5OFR2mnVKWcg4wtSh6QMDYOdJZ4cZz8qznYbAJcRMWysnj8bTv+O0a6KeHi0o1i9F7Xt9ttDbjUQOv443PLJUs/mTrPIHqmW1s7au0fMDD939NhHXvXUFvp5bW3H3IUfkQpQI+4J+2gp4i63SLipsYUlLwbbbCFeY3sySvOQNx+WrMIPo27RjvnOhx1Z2pRHjDB8wpOO2Rlf+miFYErKYQejFwW9bfS+mU1ymTXJZcfkuOIQ2UL3unGMnIIAGr/ABuplvtpUiRai5aFJCSHShH5gpGQdC20KclNq0obTjyB3P1J/wA9TqYDZRgkj3znj+Wi7FMSXO5JVe46HUS6YtBkx8n0pMkKAH22jSqdcW3VdQJ01MYtoWyxtAPICWwM/qCPy0zKoTYGcAq7550tXiVaqTF6wHaUQXP2ahKkj+MeYs9j3/8APTK0AaSp3B6ZkhDYd2CS3xwk4WP176/G6hFk/wDVngXM8tL9Lifuk6g11KqIUPOoK94ONzZUk/569FLTPwmZQ5aV54WDlSfzwNW4Rm1IZU24qRFCc/xo+f5a1JU3zUcqBIHqCvxD6j5+3/oa3mqfKKAlue6tH8LcpncR/wAwIVr9eo1SWoktJdBP4c7hj6ZAUP56gnUIDiadMleaCd+NrhH37HVkZl+YgYVz99U6IhynynYbyVIIWVoBHOD/AI6l2piEKASraTzyO41HcPEgAnnUny+lSAlQzn6a0n0iQ240pOUqSeNfDT27jcD+Wv3O4HCce310UjRhi6e+FS/uolq0iq0ivW6mVVo4lR4D8l1LnkF15lC1LDZbG52O4nbuyOCcA8acrwd9eY1RXDm2giKhuVFh/FOTGzHW7I8wMALQSMLcbLYVjAWpIURnVKovVfqVbdPjWxRr7rcGmQnzNiR405xtDDp3bikAjHJUePdR+Z1brj8THXS6aMKHW+ptXkRSkpXhwIW8kjADi0AKcAycBROCcjnnXoUrXVzojevQ2t0m3r9ajsVKqU0VMRmXg55KDIeZCVKT6Solgq4JGFDnOQKA4+YrmUpJJ4wBn341O1is124ZXx1frMypSAFAOy5C3lgFSlnlRJ5UtSvupR7k6nOjtuwrj6wWbTag2h2M9WoqXmldlpCwrB/TS7W9NC/1GVVC61U+yJl39J+pfT236bdV4W09Ap9TKQy4Xm1qSVAlKXEpUVNkgHG4DVArM1gR0PIG5YWMEj309Pjt8xmypsdSChgPR1tAk/iCxnj9dICuQHnmWFE43biR31S6dljMqNh+5pdYwR068VIdjW5tx0yVNpQ8ssx2/VhXG4/M/TPOPfVv6c3cbfrQkx3yWFKCVE8A/YarLUeO6pKpKA4AfSjJ2j649z9dbq5DSUbGoa1bRwGx76vMARMoHfEbOlPU6o0MLozaEIfkLluBIABWsDcQPbnJI+udfqoiuCofTQW6VX87Q5KKbUS4lh0p27zyj299OJ03szp91EtidCFwuQLsWfNgJWR8MtsAcEDkgnOSOU8cd81bHWsbaNx8WzJc1p5kJ00Baps1pPH70En6FP8A5aHSmHCtYzkZOCT7aMNq2tXremVOjXDT1xJTC0EJP4XEnPqQrspJ45GhgWnGnHAUEpSpYPI9ifroaiGJKxNiNX7WGjGR8EVqpjpuW/ZDSQoKZpcdZT+FJAcewfzZ1bvFD1gbt2npt2klbhmpQ2820rK1uL7NDBzz3P01udB5UCwugbUyovhtdRRPqmNwTh1K/LSBn+40lX68aWSbWZ/UO8qpdUtC3YlKe8qOpSceZJUFZI+wJ+vqT8tZvUbynsX5mz0jHDt3keJAVf4hFOWZbLaXTwA1gnJ/EfkAOUj7Z1BtUF9ig1OuvMqSlEVSWUKHGSCB+Z/F+mvWuV1Cq61T5b4aZDrZcUlOfLSVe/5D+fy0XbkpUSLacduot7PjFNkkfgUonIA+mMDWaEIXuE6EstrdsBj1lSodrU2jRIoclOvthwKH43VYVge/4lAflp6On/TVmzrJiWsltKvhGEIWvH4nSkFw/monQJ6Z29Ir96W+wtsutszBKcyOAEEnn8wNN+glBVvCgVkn6HOsnOuLEKJrYFf4+3154gCqvSSQ/XDMea/cBWRx30V7JtVqnRgCyEpABI24xqyuNoWQFpzr9qzq6fQJsuOQhTbC1DPzxqiu38mXrLABpRyYGOo93RlTpCIrKHnkJU2yFD0MgHG5Q9yTnA0ulU6dyrnryKlMQ5JdAOCpP5kgew0w9vWLKr7n7SqLall9W2KxjJWR+Jw/Tv8ApqwXdb1IsC0pdRlKYRMcQttx53hLecYSPrz2741q4VNlvuQcSpnXV1qKzyT8RQZNotNqdYDCUJbYADm3JClK3nv9P8tVmpWsjyIodSSC2pSzj+InJ/x/norzEolQFPNqIw4gKURwQUAdtQFZTGbpfmeWMshYOeMJUpQH/dGr6kniY9lehyJSrZiiPOfd2bkgpPscAqHf9NMLYTCZ1UoxjJC/hJ8aUn6ek8n8yNL1R5rPxc5DStpAQoAKyMgDP89GXolXool1CqrdcWuDDacbaSnhQ81IJJ9gBn5/LTPkalZgOw7j0XVZtFueBU0VmJHmwpMcolMOpCkuJIwe4xu5yD89cnPE1BhdMb0kWIvpvb9Ut+G649S3glxr0uAKUUpQpISrgZwM4xnXVODcSa3T2GSpXkKbSXDj8SSP9eB8tKV42Ok9L6hCMKE8I0oNYS6Gd3qwQpGMjdlHHcY2J1sAikhxOb7DaCnyJz8RdvTiYoLX0jhtOK2lRFbdSo45/A4pRGo6qT7VrEeRT0WLEjF8Hy32ZRU62o8hX4sK/TRai+ECStbbiaxUmpCNqt6oTAQrH0+JJx+Wt93weQVTDP8Ai5aFnJSgTENhJx7ful/46um5fuUdHwRFibptYqmIFBo7stwrCUojtKWRycADkn31Pf8ARFelLeii5Yi6P8Sj4hpDoCnTg/xIB9JJHY8/TTVdKOhr1hJwXokpXxZfVJL6yoIG0JRs2DcQE99wyfYZxoi1uxmK3VhUttPU38O22lEph1zy1BS1bk7HEcnfznPA41DXa8SQpEDvRmhU2yaG7Tm0S0uOSmHXVSVIUorJ2ZTsONuFnGcHk59tP9aThXaFIf8AiQlCoTTm5StoG5IPvpAm1TodwXHHnRDERGmNLZSAU7mm/LAXsK1qTuCCeVHPcfQ0eJK5N3hkpycNKYdYpmUlCVAkFP8AaWgdx8/y0lV7m3D3xqbbtLiS4zk+jpCFNJ3yIicq8tPu4gnJKO2QeU57qGSAr1aSHK1EY+bacH/taOVDluQDDqURDfmISle1QylQxykjsQRwR2IOhj4gaVHhXxTk090qjTITUpkHukL3HBx8iD+WNFsRQHzLDarSRbNMQpPAjIPbvkDUqkckJQrHtgHXpbDaEW7SmwAdsNrH/ZGpUNgqwE9/bRCAUkUGCrgtOn67TjS1+LGgPuVy36k2XGUPsLjlaOMKQrdj9FaawsJAIxk6EPiWttNS6fIqyGt6qRMbeWB38pf7tX81IP2GjTgzwUg8GKexS6ixgCqvKCf4VY51voakITuXKwAcHCe/8tGHoh4Zuo/Xdzz7cjNU6hocLbtYmBQYCh+JLYHqdUM9k8A8FQOnd6a/0f8A0Os9tl+6WZ941D8Sv2g6WowV/dYbIyPotS9U8vrGNie1jtvoTVxuk5GR7taE5w2fZt3XzUUUiyrZqldmnuxBjreWn6qCQdo+ajgD30xduf0eXiRuCAKjOiW5QQvCks1Gp5dwR7hhDgB+hI+2ul9pWjb9qU5uk21QKdSYDQ4jwoyGWx/yoAGdWJ4IZbPp7DWJZ+oLbTupdD+ZoL0uqvSsdmcka14O+oXSW9bbubqZbFNrdsU6px3alJpr5ktIjhY3h5BSlYbx3O3HzI0wHiu6CQPEFYMO47LpcODdVEZK6f8ADshhqWxj/qquByQMoGDg45wThs73ZhzqdIiyWkOsvIUhaFpyCCMEH6YOlGsTq+zZ/Umo9G7mfdU5Sn0inbXcF6EsBTRIJ5IB2E/NPPfVRerZN7+oD+36nUYvScJcY1t/ynOBHxMd1xiUyth1pRQttY2qQoHBSQeQQQRz8teoeVgYOc6d3xkeDGvTZczrR0fpZmtTEmTWqQ1/vAsA7pLKR+LcBlSBznJHc6RUPbBkgpOcEHuPprsMXMTMqFqn/M4TOw3wbTU/3xPuU7sW36iFHIJB7Z/9tfdJmrfWuC8rK0dlE9xrVqg3IQ6jBKTkD7a0nXFMy0vsEhQwfvq13SnqWc+kbcA41J2zWZlu3PRa9TR/tUGoRn2kgZ3qS4Dtx9cY/PUEmptyhuB9YHI+ur/0AiU6v9bbHo9UaQ7EfrkXzUK/CoJWFYP5pGl3t/abf0Y3HXdyAfYnRfxbdHqv1T6C1GBRYZVUGIyJkcY9XmIIVt/Mbhrj+Q5Fl+RJQpDjKlJUkjBSocEH89f0UR6fGm0v4V5AKHEFCgecA8aQLxReDKynZEm66VaaIk1En4h96IVITKHJUHED0+r3UADk65HpPUkwwa7P2nkTreoYTdWfacMvHPyIjXTbpF1F6qPYtOhq+DScOVCUosxkfTeR6j/dTk6P1P8ABBIhQfNq3UtoyVjJRHphU2hXy3KcBUP+UaKVmXHHo9MYpUKMzDZjIS0mM0kJSgAYwANTdSulwQ1kOAhQ4HbGjyet3uf7XAljE/T+JUu7fc3zBnavgCrV001c9/qtSIim3NkYmnrO5Q9lkLykY9wD9tGO2PBH1godKaj0jqBbE+pxU+ZE+ElPIdQQO4Km8fLIONQLoYn2pPriLoq1EdhR1vF+BICdxSCUhSVApVzgdgecZ1YPDLPer1Ml17qz1nqPxYw1ChwpSYqkI91KUcqUfbgjtoKOpX2f+w7EZk9Fx6yLMfasPGpPdH6zWrikzunHVVAFcoj64zyHVBqRHc/unspJHOOxGqZ1E6P3XZFwORGIMqrQZKlPRpUWOtSVpJztWADtUMgEZ+vvo7QLd8OlBuFV402Q7UK2ltZW6/VTIccUedykk+o/+sanLpuG27toaoUqIJkCSyjKX4xCEvY3bBkbdySBgjVrHyxW5ZPH1K+X0789ALF7bPv7lC6kNKoHhmtmM7DcbXL+FiEEFK2XP3jqgRjgkBY/P8tBpiHIp1uM0hhvYthO9/Zj0OKTuXz9PSjd7nnRw8TlFWx0KtU0kpCaTJiSlNNjCVoDKkYAA9vM/loTdPH4NZbixJriXFyHkMqSvuElYJBT8+AOfYa9nqbLQw8GZ3S9U1MpPIkf0i8O1SuCdMuzqBb0h6EuR5sRhS9pUkchwpBBKcEAAnkY0RPEaKbTLIp9EopzKalMyN7aeSkdmwPljg/bTGUyiyqtHEeFFbaUw2lG3aAkspGAeeAR75++hJ1RoUauX1RrNoTDVSnMPpky1gZTvx6Ukng8nP5atOgWrtA5MXTaGt7yeBM8MtnuJbVdEwLyuMltsLTjaSdxHbvo01eQy1tJbH01KWza9GtylN02luBtTY/elw7SV9iSPYnv8teNbt2oy2x5DaFKyUk+YMZ+muay+n5KbHbvc28TqeNc+y2h/MhWpUd3ByN2cY1o3BFnXGx+wacrY26UpkLxylKjwPz/AMNTdMtBulyAuqyRLeI3JYYJOP8AiP8A7amKfS22p8mQ6GgUqS40Ak7RlI2n9MjkauYHQ7W0+RwPqJ6h1yiokYnJ+/iUq7olZtGzqibKjB6pQYClJdWg5CUcqUBzztBx7aSG+rmuO4GGptbqMqpynVhLRkOEpQVHnan8I+uANdOm4yhAWh2O22zISUOZ4JBBB49851zy6tUClWDf8mixITk9UR0vNKlAeWG18t7W+QcDj1ZBIPGOddBZjrVX21jU6L9CdQry/Xxr0DXNoqdc/wA+ZCSCP6urKUFIcCCFY4UeMnn9cfXVGvOsI/ZjzMdXm+bFQ4tCRnHrVzx7fi1P1W5G3qfIRMLzjjLbrhKkYAxlWBjGBhJ7fPQsqlxU9E1Pwsr4iG40WSO2OE5HP/5i/vrJCEExHXKDiXlHmjSZbi33HULUNzKVKPvwCdGXw8bn4FeYO4qMUtgAnkBzOD7d0njQGgyGmpnw49SUqVGVk99qiUn80kfkdG7w9POt1GrQY7hUt9k7wDkdzgkfnptA3YAZyWQ59I6jqdOp6VWzBdeBJCA2tWAFAJVtOf8As6getZgtUNqsRGE5akJUs++Bk/r7ajLIlvwaepibn0LVhe/gFSuR9jnOtbq1WUu2jIjthWPYLORn2xntydalyarMxa22+4D6lfj0WY+iD01rcsJWUpcVJQylX94YQvj7605l73S4gGB00U0Vf/PrKTj8vKTqWQ+S0hTivX5acnOecY/y1ruvZCghWTjk50pHBUSLBtiTKa7d3VhCy0xaNus5zgOvuOkffa8n/DV86TdOOvnVKYmfOrFGtm2Iy0/tGoRqf5pT/wDwmQ9vDjpHIGeOCfkSD0X6Czr7Auq6/Pp1tNrBQoDD89QP4Gs9k8cr/TOiT1b6y210vprFo2zCjKnxmQ3EpjGAxBbxwt7B/EeTtJ3KOScZzp4OxEHzAB4vY9Jpbds0mjQWokdiBPaQjCQ+snyj5rpSBlSiD8kjbgAY0PusPm1LwqUyYUFQBjpO3cc7ZBT7IUfb5a87+mVS7paKxPfemSXnXPNeWCoEqRgDsAPbAGPbA1vXpb1zTvCPCpcW3KmucJKChhcF0OKbMnfuSkqQVJwr8SSRolbTSJbreptSmUiO4xS5bgSnbltlSskEj5aoXWqly49yW+qXEejqVTUgpdQpKgQ68OyvpjR1XbNBkJKX4T7+7uX5Tzn/AHlHQW6w0iBTLlpbMGC3HbW0VEITj1ZVz/hqIOparajpFu0t1yfTGd0Rvh+oR2iPT7pUsEfmNSKXKcCSa3SeOP3U1DxP5IKify1sWbRIsi2ac+1TWlOLjpKlpZBUoj5nGSeNWmHSKiyAFU15KB6uWFJAHzJxganuM92iVtEWIpGf2ohR7gNwZjhP/ZYI/nqFvW127jtCtUCMiquvT4LrTRTTFBHmFPpyXVIxzj20RXqnRqeCipXHRoKkclMqqxmT+QW4D/LXkm7bPWpKWrpp8okZCYSlyyR8x5CV6EuSDJVQGEIvRh2iUOzqTbtEYbiQ6fFbYZZRxtAA5PzJOST7knRZiPIWAtABye+lh6fVwR6pIisurDbL5DZcaW0otk5GULAUOPYgHTA0KoFbCcHI7a+c3lkvZX+59UFa3YyOn0JfILyEoycZ1HVmppaSpAWNxB99ayZCktFQJ7Z1Tbjq7jIWsOEHnGdetu7V0JTxMD1btsfE8LhraUx1pWrgg50u9D8N1I6pdfP+mF6t+S7b8NpliIEelx/cvDjhByUhJ4SMZIHOrTdt7eUtcZxad+cjnuNSPhvmzKhXLhlJcc8kKaaTtPGU5JJ9/wCI6jFtsqJKHyNTay6EFQA1xz/3DYxS6zGiCJLlIdwkglpGAfyOuXvjs8Oo6W3w3e9tw1NW/czq1ONpGUxZvdSfoF8qH1Ch8tdco0RcmOHFHge576FviD6F07rN06rFlSJzTDk1vMZ9ad3w76eW3MAg8Kx29sj31r9PyWwbls/4ng/4nK5hTPrattd3wZw6aUHmi0VZxzrTfJQkEpztG0/b2/lpgrv8DviPtKu/AM2c3VmFOeWmVAmNONrSTgK2khaR90jRk6Q/0Z1xVx9iq9W7gFPhkpUqm05QW8vB7KdPpTx8gT9ddhd1bEpXuLg/wOZzVPScq1tFdD7PiI5CiVGovNxqRBkS33DtS1HbU4tR+QSnJPtpofDN4OPEVdN92/dqrXkWtT6VOYnmbV2y0SELSralr8ZJHAJAHPfXTLpV0E6R9F6aiPZ1n02CtKQFPlrzH3D81Orys/rj6aucqpzFLCYTiG28+47awM39REoUqXgzVxejdlgO9sPn4k7Q4ESlxEIfnKfeSAD7Dj7agLsEaWXzKQ2thTZSUKGc8a15MuQUeW7VAlSv/l8aovUGNUINBkzWaikEJ/G46eAe51y73Fx2gTexMMrb6jtzEd8REJvpz1EVUIDiWqbUDwhKsBCs+w+5I/PUPS6jPulhDMLctLvpQrPt2zry64Qbp6lTHLVtinS67VkuIWgMgr8kJWDlSjwkEZ747nRI6N9GLytliPIuiGmO4Mfu0rSvYPbJHvrU3WmOGY8y4i3WXlde37g7utVbtiluUyWpwQ30FLiSo4UD3zqspt+nV2htVFioSlNuI/ehh5YAUe4ITyNMZ1x6dOVm2XXaezudQjIKR349xpMLZuqrdM7qedUw49HUVNSIqlkZ54I+RGrmEy3Ke3zK+d3Yzr3+D8xoulHX2zui9vt0mzbQdl1F3Imy1NLW8r2HrUCQB8tHem3xWeqNqRqjVqgzbsNxRcR8S9vfdWhXH7ofhST7k5x2Gk9bv+LdkMSorMaIpXqSt1/O4Z7bcc62OjnUx63OoXl3euNPircS2hxWNjeT6e/CeDjPsQDq4MVnG98yk3UEq3xuNp1NvuCx4fqjVJQy7TaY6wkL9Q+IB2Nf/Ups/PnVs6JdI7Iq1NoXV/49U6PV4EadDaSkAIX5YCysj3CgQR3yD76X/rm+070nuukBQmUyDMhTZLzCsboqti9iiD6FqCEo57KVrT8DHiikTpc3pDeExpgSHjKt/J2tN4GFQ0fTCQUDn+LuTrcoRbK17h4nJ5VhquYKeDHgvW8p1t0dpm2Kf51QkkojpabJQg/MjOT/AOuRrU6R9MZ1GbeuSoJM+s1T1PBX4o5JOfpzwc/lqw2bQKldElMkI2RW1De+QMH5hPzP8tF+l0eDSmdkRkJJHqWeVK+51ZFKs3cZV9Zu3tEriun8GoQv9vccbklBCXGV7S2T8vn9jxr8mWciPC+JkzpElyOgADdsQUj32pxk/fVyHbvr5eAKcEA59u+nEDUT4g8agR22w8sJjspx6vYn6D314tTEseb8C2PMbwQtxI3Fv/Dg/wAj9NfVxuO0mqLYeUS2v1s/wp257D7ajkzktPJlAlKAMDjOc/46UdDie/zJRct0pSpTq3nCokKBOQO+CNLz4nunk24YCb0pEYLlUZsqf8tB3LjjJIIzzt5V9s6LN69QrV6f08Vmt1RqJHdCvJbHqdUofwpT3J/ljSp9VvEtX7xRIpFsebR6W6NjyyR8RIT2IKhwgHJ4HPzOluQRqdv+jekdVuzUzMJdBT5OwP8AEprXSK7p1McumoQnIlO8kqQ28na5IGOfSeUp78nv9tLn1mlNUB9qGLcjxEtKUWpjOQHUgH92R2zggj3+un4sbq5C6kWO5SKklpNcpsfy3wAlPnoAADiR88YBHseffSUeJuA03SZayEo8iW242STlaVApIH2wc/l89UbKVB2Iz9T9Qz8nqDpmr2kHgDxr4MGEOptSnosvO0LfZJBPPPBz9MbdMF4d5aWbvlrEVayWUoAzwo7jzjSoUaepuKllpSjsSAnPttWMffGBprvDihTtUNS7CQhCODyFD3/mNJqq7bhOdufdJjQx2ik7nUuJGd4Cwcg/T6Z/w1V+pZlTIEKkRXN0ifKabbSOffKj+WOdXiIxDSwH20yH1kYVvG45+gPbnUTWKLJj1puqqhKQEpKWVKQRsSfxAZ7ZxrUtXuXQmQh7DuBOa6WJciMhBIYdU325OFY0eOgnQH+sDDN+37GWmkKIVApxG1U0/wBtfuG/p3Vz7d0z6R23efVzr5R7UqN3Tv2XVq84uQ01IWjERDinFpG0jH7tCh+enL8dvW2q9O7LpvT2xKkuj1G4G3GUSI4w5Dp7aQlXln+FaioJCvYBWDnB1WSnthM/dNzxA+Kah2k49ZNiVelLrLKCw9IElpLNNSONjaSQFLGPsnjOTwE+p/Uen0CvRLqq9VolZU3UI8p+PKqTL5lJDqVK3eoqO4A578Z+2gKbQp5X+8efdVnJKiMqOe51I0izaM/UGUS4klUcEreKF+tLSUlS1AEgEhIPHvp61kxW51p6DzG649e13posB6qN3MmiohxnEtsU2mNtMlHlDGNqkuKfJAysud+ANfPV2pWhTJSWL6p4nU10lunMQ4rq3G229mUFLRClHcongHjvgDS4f0dFJp9KpN+XzRrirlSiJRHprFJB3KCQpxQcKePMUUpQkE9j5oHGmmTKYvC/ptlUpyCarQYjcp9xTqVrYTI7BSUncncG/wAwRqGXniTE8hVLqataM3QlLWQSg0+Hx9ylvd/PVV6ht1ufcNIXWZ6J60hbTZSyEcd8YHB/F7av7dchrYCmUpI77XGQlX+Y/Q6F/UGvLRXYFai71fC5T5O4hCs45x7H66jtMjYlko1KlTqZFRLq0lppIKPJ+KlqSACQE7PO8sAY7BAH01KpsujrKy+mM/v9R302I4R7cKcbUofrqMtOY8/RY8iQk73FuFQHYEqJAH2GNWNiQ55ispAQQCCe+f8A1jS+ZIImxTbcpcVxK2kKRjGQyEsD9GgnU8mFC2AeUHRkcPKLv/eJ1EsPqOc54PH21Kxn0rSkZIONRGKoPJmkpLNLuSM+2hDTMtG3DYAAcSe2PqP8NHW052+C1tJUAByf89AuvNmRT1KYH76MtL7eR3x3AP1GRokdPa81NiNoS5+JvjHvj6643rWOEu9QfM+hfp28ZGN6JP7YWotRQcJcIAzjnWjXaE3UwUoRwocjGdQTdRWzNDLiwEkcDPvqdj1tlopS44B7YOsbhxpprml6n7q4La94eW67KDxq8pgJzwhoHA+Qye3bVk6fdKUdOIbsWjzpThfc81a3sElR9+Bxq8ruenoQSSk445I18wa5HlqJadb2k9iRowoHAMFrsg/uWYliuONllyryQg98L2j+Wvn+rCXlbpMt1Ssdyo862Zdx0iAne+8DjjvxqvzepVKC/KjOg/bRFVA0eZXRLmO61A/6k/FoNOikLwDt7599bz9ViU9vKGQTjt8jodTeo0ZKFqD2SOcZ76otwdVprwcTCbUAeBuPbjvqVG/AjGwy3utMKlZvLYVFQbG38OV41T6l1SmsJIZaioQkEqccUdo+udAi4upTsd0KkS1PyCQEoCs6pl0XUsQlT7qq6o8dRyiOhXqI9uM8nj202vEaxuZD21Ur2rClfPihataK+uO+iY+0kqccQgJbT9ydB1nr31i64SVWtGmxaRR5LiUqfUjc6oZ7JA7fc6HktT19z0IRFMemII8tpR5X8lK/09tFewLNtGgOMT5hCXEYJDbhCR+Q99aPo1UKdDbSpW1t1g2dLGh6Z9OrT6c22zToTMZcx5IXLlrwp6S4cepSjyf8tSNYjxnBuZU2Ek/hGhML7tZgpUzUTlJwAXcgfqdakvq/RG8IZkoUEHCiFZGfkPnrHam1z4m6llVS+Zcqw2h5paS4NnunGQR8tJ/176YQnKgqswWQ2VkhWBx/LR5ndUYM9slp9GSOAkjt9tU6qsvXQ75CY63UL7qUOBq7h+rjt3HiV8s15lZUQXdObRotc6T1q2akuI1U6dGq1QgvLCQ8nyohkI2EnPJQoYGgzQG0zVLaffXiQnHmJXhac8hQPzHz+mi7fv8A+G9ci3DEjIeXSGHXFx1naiQ3sIcbV77VoUpB+ijoRW23b61eZS7gix4RcUWWZq3PiG2yeEr2oUCQMDKc/bXW1sXpFgnA5FYryGpb4hf6JVK4Lbtfq90xvBv9oU6u2bLmwpz69wW8ytpbCkknJUXNgKe4J+Q0v/SOi1K8+oFIotNmvQlNyEyHZTZKXIzaFDK0kc7hxj6kacroVcVv1RVU6YITEkSLjpE6nxp77fIm+Sox/KKv922XEBJJwpRX6sAAaUGwav8A1Tv6rxUD4eXsUhlWSDt3ZKD9voPbWhiXmxeRMjMo9N/bO1vQzr1Q6lBg2ZVZLTU9htDMZ9ZCRM2jBzns57/3ucfLRzFciFO7fjHcH5a4qUHqpVmlobkFIdCshQXweeMe35jTUdJvFTuYiW/e1WkLdVjyZqngnA42oe/tHH8R/PJOdPLsPErKN+Z0CbrLTyS6haPLH9o4J+uttqdEeaDiXkEH66XeD1WjuIQoT8ZGcKwoEfQ5+X+usqHWKDb0ZybUKshEMklKQeSr+wkDuT7aEWt8wuwQxdQqcirUF1+I4lMqEC82QoDOBykn5H/HGkb6i+K9+G49RbGc3vtna9OfwpCVg8hpB7/8R4+h1vXz4rJV0uOUqPKVBpJUUhgLBU8Pm4oHt/dBx99K51aXDRNN20pTZjSVf7SgDlC+wVj2B7H6/fTNkrzOm/SadNbO11AbHx9blqa6kyKrOkpvSoS6jFqZAkOOObnGl59LrefwqSfYcEZHY6r1ZcnUOoOwpbja0pAcQ4k5bdaUMpcSfdKgQRoaLu2Mts4Wd2OOx/8AbVvpNUjVOiR6bfU404pVvo5JSJcjJJMdCFkfu1nhK1lKErUPV6iNL0DPsX9Xow2/taC/UnLarVabrKaxR5ggIp486RMc4ZYa7Er+eeRt5Ks4A9xA9ervpvUK2k1WnMFEZkqjhskBSFBW45x7kgL+XIHtqh3P1ImzkLokSMKVS4ziimAkEq8wekreUQCtzgjkAJ7BKe2tS2oM6fT5j74Jhy0gBKh+MpJ9Q+mOM6Fk3OC/V2bTnr65PI8fZg6owd3qZbBWpS9ufn99OJ4cD8I222ENFSUJUQ5zjPy/MDSv0GnMyblkQ4ySlDUgNgJPzx/rpzOjlrCAYpa9Sw0EKV78n5/TQpWQ+585e4FdRi6TIqqo4YMyKlBT2Sj1pP3xnWlX0TFLUqTLefUgEqVnKe3Opqk0qR8KHlONI2pG5SwAMkZ51p1V2MzHleZVETEhpWUsDKBge5OrPxqVICPDM10W6Z31A6h1+/Kiipxm30uU9VEcU2kuIKVFLralkkAnHpGc+2tTxgXl0s6w3dS7itm6Zgdp8EQTEepjjYUPMWsuBatuPxAY2+w0OIb7EJ5JSFcHjn2+WvCumFUVhZio9J7++h7QYPdzqUj9kU5g8SllPHqCPrr8WIDKFFgurUUnn5gjB1LS4cdpPoKxj5HUO8kb/S8oAd8pBz+uiHEkmWPp91y6gdIanMqtjVMRly4wjPIkNpeadQhRKAUKBGUlSyD3G4/MjXTXwk0m2qhYszqjRn/jp98yROn1FxTpdkrbSGsK8zBTsUlaQlICQO3GuXVk2bQbvrfwdy321bUPAJmOQXJI74xtbwR8866T9COrfQTop0loVhudXadWBSmnEmSxDeSpwrdWvJbwop/F7n20OoQnO6mdWq5CTsqDbU9k8EuI2LH/ADAY/UHX7LvS0qlJQt2rIYO7cqPIUN7ZzyE4J3J+WPkdRiOkdi+eDJoDL6MY/eKUT+pOrVb9g29aima30+pkaBUGeXW8fupSM8tuj3HHB7ggEcjRE6gdpMtVLvezW6SqHAmT5K0JOxEajy3Tu+fpbx3+uteN1Mp0laUx48l1w7v3Yawrj+73/wBMaJXT+4aZddNdcjshtcVaW5cVQHnQ3D2CgO6f7K+3y9wK31f6CVS5Ui57IqTkKusgrET4lxmLUxj/AHa9iklDh4wsKAVj1fMJddwl44njFrsxcZqbNo1SiZJWgusONpUnnkFQAIx+uNY91NtqMdy63DY2q4L76Gzj65VwcfPSy03qvZVObqVp3x0MdauyGX2lTXZCpKI7oB274b6FFRB/tOAEHPHvW6nUJVwznXKJRaC1ET5ZAfpSI+0KQFEBhIKE98ek4OCec6EUb+Yz1dcRs5XW6wYrjXxF008KPBbJLhV78FsK+n8tWbpD1GpVafebodQQ4wy8stEBSU7c9huSD/LSi12dcVejRo0ZVu2+hnO4UK3okJTmcZDi20BTnYY3E41NdL6pU7ErBnuVibNQ8U70u4wnGc4AAxrP6n05cighfImv0PqX4eWC37T5nRKrmXNhN1OCCs49W08gjVYqF11BhIZcQ6HCPcc61+k9/wBPr0RCES8hwZIUff5aKD8WkuILz8Ft1XsQga4MoyHTCfUe4MAU5EEjdbqbaxImKcS2PUUqyBjWrVuqNUYQpikxVg4wkpBA+51bbtn0ooLCKeAUdsfPQ1rdVjsAn4RfpHAA76NE7jE2HU1l3HctZcCq5PcZKzyAg7fz1vfHNU31uyUlOM7irhWhdcV+1pSlQqdCIBH4jxjQ3qdy3GVutPVJKGlD8CjnZ8yM6u14ZtO5nW54p8Q53B1FpFOR5jkhCz2/H/lodV7qbVq8pUWjoU3HI5ePAA0Ia1eFAoyfiKjVQ6pPO5xeB+Q99C69eu1VqsddLtrdFYUNq38YWeMYSPb799bGH0p3+P8AuYeb1vsGtw1XP1VpNpvOMNSE1KsqAJ90tccE/Lv21S2brcuGaalXZxkSF8gr7IHyA7DS6tyJReU/57gdWcqWVHcT886nKddVUgKSFhqUhPdLifVj7jW5/Swi6XzOfPV2d9twI2lsVmitgNuPJO7jIUfTq0Lcpbje41VxOR7PpI/njSkwOoVMACZSZ8U9jsc8wD7Z1Owr9piztbuVaOOPMAGsuzpblprUdZQDUPlSixnlKZanvfvQfWCMAfMajmrRaUfKNadz/Dg8H+ehYzd9McPruZKz2/3g+X31YadVahG8uVEg1GQlYCkLEZ1QI+YOMY0t8N0j16lWTsw2WbZNLZdQ9NqC3NpztKtHugOUOPEPojx2mkZKlAbj76TxrqNd8RoFijzE9gD8E7k/fjVt6e0Trz1qrbdv2rb9ZlNuKCHnhHcbjsDtudcUMIGD7nP01Vbpl151uaNXWcXHHB3NrrjT6fd6LnqVPkoESnUeapOD+NaGVqAB+4T+h0pFuySlSUhI5+fcafzqj0ar/SgV22noM52ntQn6eiorjLS1KU5H9akq7HJUff21z2pxVFf28AtqUkga6SnG/GoFY+JxmRnflZbW+NmFRuSt+nOsIWUl1laAoEjBKSO47d9DW7mFqFOrsdZTIDKCVp4O4DH+IOrpS5u5hKiOccarFWwummIkZLTq0JB9/Ucf46ikENqMyCGWXKxKp+02oi3FBzc4G3UA9lZ749sjn89EuLSplQcDkZTjqXVKAynkfQ89xpc7Gk1GD1EhU2EsluZLbiqb9leoJ/UHT+2X0tKlsQnEKLkkhvA5ws9sD551oHxMne5t9F6hfzbD9CegLqcWLHW+2Sr96ztBIbyeClRwAM8Ej2zqg3tcl7XDUXajWEbW2Sfh47eQllOfb+98zj210I6YdHoNg203DmsMOSpA3ynFjJJ+QV7gAkaC3W3pZDo1x/tGkJKY1UPACchLvuB9+4+udKUjejC0REgr7kmc2uduWiSCFPIB7/3xz9OcffUG5KlxWXGKlICGn0bFJcJUVIP00wd39OWaSsqhRWn5m7Jcx+7SMHKU47n2J7aDNyWr8E78SUOoYfKtgPq2qB9QJPJx/hjTD/MLZUgqeYJKzVpdqub6FHQlKlZTPcT5jrZPYJB9KD8lYKv72qzMqU6oOrlTZbsiQ8vLjrp3qUr5knk/nom3LDpdIp5VVXEPJkZShlBG5wY7Y1r2ZaVMRTWKwzF88uE5U4c+WoHkfLj5/LGo4E36uo3Cj1Ld/wCZ9WpZky8Q1Wq55rYYA+JSs+uWgcIX9D2Sonk8H3OiRUIMRiMGowDKG2tiUJwBtA7AfLW5aduzJjyn4s5hDTaFeduXtAQU4I+vfWheFu3HGoUiWVNPIQ2pKlpcycY76ITFzMyzLYFvAg86P09+fdNSlbB/1oqTxkEduCeDp6eldNZiR2G3EIO8elR7/btpaOiNvl+oQFqg5bbpbR24x/8AvXCCT/PTc2nAe8tpxEN3tt3NIJBH5fTXjKcJESCy4zsdSuSRjCVZwfsn3H31AX2W4FuVVbMNLQTEfWdiQkZCFHtqwU19LbKkyWnUJTyHHEqSTg44Py1VOsTyIdkVKaHCWXWHAAn5qBT79xzr09E3fEpQAQoBPtnWm65MB2qWCPoNTSy0g4SkkZ99eYQyteEtjgZCRjXoPzK3IRIVk4Kh/hqNkMK5SQfz1bXw2rPl8fPONRNRaTsI25JH316FIuChCDyM8Z1aqdOSmKG1IBA7Y++q4whtI2hpRWeQcgAD5YxqQbB2YA4799DxJl9VS0jBWvA9sayCXYsg+kKCcA+2RnWazQbhSwNUmpNTGrttCSmHWIgwoLGWpTXdTLo/iSfn3B5Bzo29Obsod+2ya3GgutJYeVDqENw7jGkDG5IV2WnnII+Y4B4GazSixMEym9f/AA0Wt1hoy/h3UUi504EKsNp9bqUg4jyMDKkEEgK5KeOOMFN4nTKuWxOk0SRBaYkxHSy+pTyVErRxyoZzxrNZpiMQIJk2xaM1WPMksoAGTgFX+mtxm02U8OT3FqBBwlASP89ZrNGOeDJE1bB6g1uj1GqR6U/sepM5yI832BAPoUD25Tg/fOibS/E/1Hp8tTFRebVE3DG3lRA9v56zWa5rMxqvWI1O66fmXDFXn6n3V/Ea9Id+IRHcCiDkFP8AhoeXF1tq0wKWp9bSVEA4BORrNZqMfCpPxPZXULyNbgtuTr6zCUqO2qQtWOEJBHPzydDKv9XLkrRKWCIqT753K/01ms10OPh0ooIE5TLzr2bRMpsmXKnOGRNlOvL75Won9NfrbaduSe+s1mtAcDUzj7uTPpLXOMcHXsmKsDcOx+us1mvT083mlI5WBrXWlK88D6azWa8BuenyhrB5PfXSyxENzenlrSvMX+8okFZ45B8hJOs1mlWDmTJVTDIG7Kj/AK/PRCsrxDdULCpf7BoU2C7BbTtZTNY80s8/wkEHHyBJA1ms1X0A3EkkiflzeIjqxd1MlUms3AyYUpCmn2GoTKUuIUCFJOUk9iffSBdW+jk2168uq0VxtyBUHVKbbUraUqzkp+4+fY/TWazTD4kBiDuUiLMkQ3Ux30KbOACkkHHH0zr8qD4p8Z6S60PMT620E5AURwo4+Ws1mk1KN7ltrGYcyqUeXUreqEK4WlpD7UlM2OTyQptzufzTrtr4LadS+pdpU7q2/DQY0xhLsZlQ/wB27j1/orIHH11ms0+yJXzGYmTYSFLiJK0EcpTtyCDquXJ04g3tSZUB1Xw+QS26jGQv2P0xrNZqrr3RrniJndls1qjokMJcadER9aFgnByng9z/AJ6BPUK7qRTIyqZVYIEmc55ETCdyEyOyVHHZPsSOcH31ms1ZMsdNpS/JCP4io1mZMk1KQ5U3C5JStTSgeydpIKRjjAOf/XOiB0JualMXM1b9XS6YlUcSyjAz5b5ISlX2PY/lrNZpc7PJpQ0NXrjUbqL0v6c3CVojyH2W2eFeShTfmOfxK+ffgZ9hqOvjw7wxbsiPT7ulxW1J37Vt+cngcA5KTjn2Os1mmCfPDwdSt2bGiU2qVCntTFoFLbjwTtb5Kkozx9MFOjDaMS6Zj/l0hb2c5SSWhg/L8Ws1mpnhDhakPrnBYacTRKVNjLGcPSW+2fcfXVL8S8a4FdMn3q1bUSkuuS2EKMR1KkqBV2wD7kZ1ms16eMUFcdAP4yQDrwcZG5WE5H11ms16RNd9slPACc8gDWi+r04WePljWazXhPTXU80kjDaQT/FjXwuS0jhS8fYazWaD5hCf/9k=)
Главная особенность Axie Infinity в том, что она позволяет получать токены после каждой победы. Так, среднестатистический игрок может ежедневно зарабатывать токены на несколько десятков долларов. Владельцы токенов смогут формировать и голосовать за направление развития игровой вселенной. Это отличается от традиционных игр, где все решения принимаются разработчиками игры. Владельцы AXS смогут ставить свои токены на кон, чтобы заработать больше AXS и даже голосовать за предложения по управлению. Криптовалюта Axie Infinity (AXS) — Это токен управления ERC-20, предназначенный для игровой вселенной Axie. Пользователи будут вправе сражаться с ними, как в одиночку, так и собрав команду. Если удастся убить химеру, из нее выпадут ресурсы, с помощью которых можно улучшать участки. Так как
axs криптовалюта все земельные участки — это NFT, пользователи могут свободно их покупать, продавать, обменивать. Все существа поделены на 9 классов (информация актуальна на ноябрь 2021 года). Значение курса Axie Infinity к концу недели достигнет 4.48 долларов, изменение составит 1.41%. На неделе 16 октября Axie Infinity будет торговаться в диапазоне 4.21 – 4.43 долларов. Значение курса Axie Infinity к концу недели достигнет 4.35 долларов, изменение составит 2.98%. Эта новая модель игр получила название «играй, чтобы зарабатывать». Bitcoins-Mining.net — Информационный портал о криптовалютах, майнинге и блокчейн технологиях… Cryptofans — информационный микросервисный портал о криптовалютах, блокчейне и децентрализованных технологиях. Мы работаем для вас с 2016 года и активно развиваемся, расширяя возможности, подключая новые сервисы, добавляя новые разделы.Материалы портала не запрещается копировать. Доминантный ген — это то, что определяет часть тела, физически присутствующую на Axie.
![axs 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)
Действо по отлову пушного зверя разворачивается в фэнтезийном мире — Лунации. Он населен милыми, но воинственными существами — акси — каждый из которых стремится завоевать мир. Гейм-дизайнер, соучредитель Lozi.vn, креативный директор Axie Infinity. Тот самый человек, который ответственен за арты и общие идеи проекта. Геймплей в Axie Infinity основан на сборе Axie — цифровых NFT-животных, с помощью которых можно сражаться с другими игроками. Нельзя использовать токены, которые работают в сети Ethereum или Binance Smart Chain. С момента начала пандемии тысячи пользователей из развивающихся стран вошли в Axie Infinity, где нашли новый источник дохода. Правительство Филиппин даже предложило обложить налогом операции с нативным токеном, так как игра стала основной «работой» для многих граждан. После этого вы и %USER_NAME% не сможете видеть комментарии друг друга на Investing.com. ApeCoin (APE)
ApeCoin (APE) также активно проводит разблокировки, одна из которых запланирована на октябрь. В начале 2021 года игроки смогут ставить токены AXS для получения вознаграждений. Все распределенные вознаграждения будут заблокированы в смарт-контракте на 1 год. В двух словах, AXS — это криптовалюта, предназначенная для использования на платформе Axie Infinity. Владельцы токенов AXS могут голосовать и оплачивать любой продукт, используя свои токены. Но что делает AXS особенно интересным, так это то, что актив, как ожидается, будет расти в зависимости от количества пользователей и общего дохода.
- В начале 2021 года игроки смогут ставить токены AXS для получения вознаграждений.
- Profinvestment — независимый информационный портал о криптовалюте, блокчейн-технологиях, инвестициях в криптосфере.
- Кстати, лендлорды, отказавшиеся от реального паркоместа в пользу виртуальных угодий, могут найти на последних залежи нефт… токенов AXS.
- Axie Infinity (AXS)
Первый токен, названный Марти, — это Axie Infinity (AXS).
- Здесь можно смешивать ингридиенты, найденные в различных уголках — полученные из них предметы затем выставляют на рынке.
Игровой мир Axie Infinity разделен на размеченные участки земли, которые служат домами и базами для операций Axies. Сюжеты можно улучшать со временем, используя различные ресурсы и ингредиенты для крафта, которые можно найти во время игры. Кроме того, землевладельцы могут найти токены AXS на своих земельных участках или использовать оси, которые занимают земельный участок, для исследования ресурсов на карте. Подобно реальным домашним животным, домашних животных на платформе (называемых Axies ) можно разводить для создания нового потомства. Чтобы избежать гиперинфляции Axies, Axie можно разводить только 7 раз . Токены можно использовать для создания новых Axie, которые участвуют в сражениях для получения токенов AXS и SLP. С помощью собранных токенов можно создавать новые Axie, а затем продавать их или торговать ими. Profinvestment — независимый информационный портал о криптовалюте, блокчейн-технологиях, инвестициях в криптосфере. Изначально в обращение было запущено 59,985 млн монет (22,22%). К ноябрю 2021 циркулирующее предложение увеличилось незначительно — до 60,907 млн (23%). Для взаимодействия с сетью Эфира также был создан Ronin Bridge.