Nguyên bản dựa theo ý nghĩ của Lâm Hi, lúc đầu thời không đại long quyển đem hắn đưa tới, như vậy lúc trở về tự nhiên cũng phải thông qua thời không đại long quyển để trở về. Nhưng mà một cái vấn đề cần phải suy nghĩ là, quỹ tích cùng phương hướng di động của loại cự hình thời không phong bạo này là không có quy luật đáng nói.Nó có thể đem hắn tống vào Tiên Đạo đại thế giới, nhưng mà cũng có thể đem hắn đưa đến một cái đại thế giới xa hơn, khi đó càng thêm phiền toái..., nơi này nguy hiểm trùng trùng, hơn nữa tính không xác định cũng rất lớn.Bất quá nếu như có thể thông qua Yêu tộc đại thế giới để trở về, những thứ khác không nói, ít nhất không nghi ngờ chút nào là có thể trở về Tiên Đạo đại thế giới.- Xem ra, chỉ có phương diện này là tương đối đáng tin cậy một chút.
QoiLavWxGozI21lmoe4fodgAc8GiHK62poTYTif3/6yAWZEkWfozyPtuqsphfB+H6DGBeAyt7SQesjsVxSCO+jN13f16ieSKoyWwkRISxQm9olLFWqTlWwJRm0xeY0H2Zjd95pn3M1EisFusqpZmFzXirzxTam8c4WS5Fc4gkOF6dobwAhrBkMwnljV4/+18uIq5bAqF37vrlWRy3MGc87xcelSXKFNegYDVVUAMB1fXdjRZY+y20YT43k9rzBWs4Dqy1Il3/srNu/HpmMisthsC88msONcz5WSrIn8qMtwYlT7jK+3ftpMS80wUIxIWJWcDydgqRpqBRkV18cpM6t5TGz9a+JVIsrHuiCfVGi/4oUdz/JPTU/1hrg5ojFO1C1Nao9jWaylb9OoNrZn1/MqoObBJEPqrUZKmUz+jMIfgzA8aHftz19o5ha3uFON5O/wPk6x4MBinNs0XaYwh/JfkNB9BIn+pb+iAreue/dScqDd+lEXzF5LjT8ixN5jaIoWckzikq4qcDQS6TBqq7fwuIecjanBdpXg9NgkFR5R7qRkJd9UWX2AuIvbtGrzUw7Xq/sjKJrBeBQm+gn95MhJVlcARZzqn0falT2wdPa6a/2Hla7H06+FUNj/Rr480x4ABeHF3/dDJNxzYtbnB8TajNBooPFDuIpGyuwAPeqX9Qzj4X74QCtb1U3ehCj65gK1KpYO110o0hXwZecU7YKtPugvE2QztDXqk32Z8ijUyrwFtOhc/3ur9Eesdbry6U2GE4GbIe8aflWuEgF/iTR3RQN/PnDcG85t9wljDtTw3cWA4Qq+VL5FUSq85bgAlGKjvXXXHTTw+55w2JCel8hCQzL5mJl3yM0pS5xCFFyxG7NVbrFkG+oeXyvum1nOwjgYNERn6agAam7+x0Aj+cSisKmEzZjJeryWmyxCx4NR5FU9o6FHs02OCLyLVJ7ncWp6BXXz7f/+l3HfQrg5XbAR63M4pNH+mxoAAKL8UMnYeyTsTtYMS/EzOYQTByYPZ7aKaGBOJB4fSpyLzd3SZn5aHWScY6fQweXgkc53jm8GrFozOeodXuO+8gE8RVXb0EgNonrWqapi9jTO2yM+ZnnHuKhUUCNGANu2pQxWF436dXTTdw+B3QQVUk956Tf8VGqcMPIU6dysG4USfgNFGixgTB2He/dja9ia0Jlibyt1eqCxJkCq3FieFWUF/IG4fGKpdUFftZ+sc+wL6R6d3P04/PBJ2eIH0Eb4QyHzInCZ0lRpGqQlR7xusX6BnGLOHg7ptzm0SsOIxrvo1X910fIYQ6YKPti/Co60FsgaRVvbYJ1PkulLUW0oO5G+Ztt9M3QTOAPD3oAVnNRY9WD0QNoPNYU0qRgqPy8IEh6HAc+ufGqfrrZ3dWX9OHumu43+SkQiS6XudCn0JoYWAoRnBgC3jJrccWjx0lZyTJDapeVihfQn3LPqIJLsbGFYkh7DbFhUIYPVHEviQgGG8iAkjhb3geCgtp4yhLi/h+BEZUzmQYFfvtdEHXLLH3BdDkZ+1jmbNB4g6hb2e6cwFAEHmrnmw3oaqJ+eKOptR/Bhb3B31kL6ijITM6QmUc5lzaMXAKUoIdJp6rIW77xEV4O2vfdOTO3Y2O3jYfPxGkigtT0xNh4j4Vf9JdyUXQlG/sJUmJKQ/jpLlnNbvHvDtkhy/sLX7JvKDfft5Ojxuc+hziWjD55BhIUoJDJzJCp+1aHc+QzpaOYYNZq7e66PXKmem2rjaeqnnmD0VqL3YJf3j1BGXbq0K885FJp2803tOoKNIJrO3/6qxIN9WMWOL2mHHfaUSmAzdXcUznbHfTqNFA847V6OusmATXhmROrBihzaw7zPyGrDTaoAoue8zG8iA7z67m/r28d/eXaN1Ko5phEpLMNOv494p4xbD3shPs0sU3w3WSzXVWkGU8ZKrVrWO7C+IjplW3jgsbyLxI9VaSLqkP2dJPhmsrxw3Xm+mGpo6P1sc/AILSqOUjKCXn5QjGfzILUWK7BEVD5hqDCwAOHkz/+ZFkuoiZncFCIDjYaM23ClyqYmTfbnsK36EEY2bO8Inzya+Gi159j37NA0NfsgrpGB3H0lJbarhem9B2cLrx7/vJSGWScupHCZ9PeX/kr5piNAuX0tlUR3Tghlg9nzQSKS7Ovzzaf3BxAy9W4wUtII3Lrn6O4cetrlhYjkqxHGnvGsBGZ0T4DojsxVqCZlYxu7oweJCBm15q4K7u9qyA1oA/YSP1XWIkY0DIj0do555BoB3v1i3PCzblSUvDzhgY4oHE6TrZ1vdi4jw/Oxd3Z3e7t6yo5WjtBYrn3bhJbr+gUXmjdqZPVo77B6YXXufb4XxgoQtgeox6Qmj6jKBzSDSv79zeOk78WjvfsnVypoaJNrkOc57Z+IOljLA/CiesLnhgD5hC1AEsBaEbdeLxx+SyYgCowMy2OIz1jJuh9j43yqC/nBTzNSe2K0VNY8qDZPQd2E0ZRKOxuXKnfqiJ+TuP8tTzh9Y2wWRFAxtHLbvAts4gt2QiQDfIqnXrWI3eyyOVsH6XU4y3XgBgA1XKAfD7pX6sTzJMVQwY8oyCtxdlmwKsKuKS6GrfJ6hHF8VevYIr2wH4spwVSONysc80jd+02gxlHdMoTVeEJZTJfyJClokR3GbMG7W2TfQoNE5X9/n3qYmKkB5PevmBqGKmws3EcxvgSkYMbn/V33V6p3b6H0BxgNUvsusmxAKm0qBL3Sdu9IfmS8nKcYShv/WtopIUB3NExLzs6PS20X22W1ci1W+TJwZzey3R34SHRCtjJ1GFUUFajesDYmnmW6je4MsWLzzwL4SokYYjTew4AQyy1BK0fb0WSbiZL9V+EZ3oIjHq2Q0z1xWw/85ydYAGQlEzlDpD09Gjd64gI+hpLYqsI6uv/sZlIQiXZJb6C+pf0f+Y2QU03pP8xwA9vw22O5ltX68iqA45aVzPHMRLTFYd3QNFLi1FvyzlobjzBu2eUBVYfyebCmhFV3JNNopsLSRxcaJiR/nMjI1q9bgCInUPNeq7zVgJZEEodJ7qSYttMPtH+2gCzeGPg5XUapCKxkyzEbTrminER3Rv6o5TX9pPbe0TLqcJdIEfn9OBlVv34HdI+aBb5I1YVMP4bIAfzgYFSj5P5o8lWTl2CMPSjzrkGhiovfrqF6CbWkQDW8uI0sdYh5NXzZAQ93C7Gf4jD/pGLX0XESWCUkke8dFLCstocp05XZT6MQV7QOMt33pWbJiDqPVk7PYSGhtpy4NOPbu2bLB1vUxqjj9qsVbzd0/2n8yH9rBpn9nFIPi0I/gXBZ7WWaNkXSFBuRvft6PeMj/GQw/apiJtwegxpRg1uyQWMkEAOqobryWTPA18fBjm099kWvTnr3gYZJdalFaHSnl8LxG/aYmtudD61jsisqqLtIQZScsh7twJkkDzgBEe6mQc99Wo0/AItjqpAph8kn/dpPMNlTy1pOuzdY0HzFsP+F7s0f9JXkBrtXUHTcr4kqiINnDbZesvxwxf8psc2utyPLJIRwPcNlTUfPVLc0RHiOrXVUc2GaUad5wxkNOob5P+X7vjm3yEEVmOjgC8adrjMFPdASG+f+9trAjYgJYwXNhQzMx6pbqXm6THuasF1jm2oW9eeNBQv8WAjuuktHv73598IfHx6LdlssQ6eM2ZSwaL3g5Y5csT6WqK/+1y6d3ZCjULTOyiBLYt0nYTxn+K8Sw37h3OiDcDuznLyYKP2TIyBSz5vZ9zsoEhVXv7tmcLyBlLbu8+iN/dfKpovtXo1WVlpRh6dpaj57jKCRx/dmNq3eo6D9b5Z3ySu28kUyJCs6XkMcidVcYyKciTmx5WlC7n90SveXCvPuMQCErJ3Qnuq5MEGPGQn2qORxEz0OMLPBzRRlfC6/+LUE+jxysEI9oszTKBJp+BEJ0SOXG4IdxCx0xmV+lwLqP7fe+Kmrn8IwxKrbLaPSC5ZuivbsuxbU3WF0zlkCciRsDN3Oiuko40/UI5Gz6VgCfAdRdgEQLf1rXHWUUU1RLRK7/anrn5lLy68njqDBtQGQ7AOy+KgSj1lTE6XI429qvyx070vXhQOy5+G/tEvl9EuBDz986WqO5tDK7EzMOoZ8ioT7wY9li1agG++AxT0Jafin8NDlzpcE6iEgknboI7Rx/aV8t6NYz+JCbKfIHqDJpS9eiIn74I7v2WrMV+TrtPlr3PyI/A25gZJA6DhEUW6DdfhR3mpjXU9RonM9uxzb6aWOospLXaJ1XBGLnLf8+SuK4VtJvPBidk90UzImGWi8FvDUPD3jcsY52qDD83YxSEmeFVQkpcAOLw5wOAijci/crUvbSnoHALIkqsrB6ySlATzcvc8tAqkCXKc4B3TA8tpr4vcNkxebP6AhHwpZaaSrSwbY5vgDrDRffYJEuoG2Ja3pA10NxfKJTZpnvRlborz1ynyqLROfKZgKmOcN4GxQ9Cg33j4FT4dzB0/18KfiaFTdm2LOGKRGqRFt1cPBUs8h+LLn2k0eu7ZXGHhCB3KkxE6GMZQQlqjLEHZ+GbgNtfOPiv36HKwMeF0MlwjOqV3qsRnRoDfqmO9k3jH48XGA+G/LpnrD/qwZ12mDBveSX8Q9HWu4IBFnABSLwHLEiWAoN4vTA3QoSyBuiEy5Edk2WdMTk/EbiUPyCtPUSGOyTw7b6mNOJnxLpMjfAD8C1ohshbQBBJS0s4h0kg+8FxdCNVJ7xef2ISRkvmy3y86Wvmj+IyKwmYdDCixn5Bi6xeAh6VajuZuz46GKNW8ciKgFF0QzNjxLI5EvlrnG/et9LVDeeRI6JbX5rR5f6avRPeubYp486akHEe5bE7PMijmVvmfkxyC4JSIBT0ofTc0yTzEPsE/b9c1QDyln/o4Z7Eq4iNiPm82eD8gPjb82tWECl51za7/3HF1n/kTYdyc0KZ+STMxfXa3fD97DTUuz9qqOmyjPvJMtVA2psThWYxwlmRfjBkbh873nOpvvELy9JTWXi+/U8D4IptmGcU9A2cf6VHM2kxw+UubHbncgXiT2RBCemMjjj4f93kuy1utBNRDUHfi+LXqYOLS5fOWBdkdS6U7h+sREZ6r1PdlEwDbQuX60nxXZqPRUYYemsBH1GcJQ31YKD1U1MrW6joPi/89uDrm//MS4JPz8ut69TEo+tEi4YRHdwwiiMVBQ6Jq2ab34SkN+Pe/+hHlqa6x0Kv6fWfkcE60Rg26kjJhtZLeNk7gaOmb8PiTnyu1FOScAmoIALS71eH7jpwcTZFPV04jCBXiV8jEkB2Hlyd5r3J9gAyzdkmaihN6BE4lsdrSvjVPDAxnrYG9UhVeoW54bPmkU25Ry5iE8OnuiBSnJEiMU0Ld3nhwL2i6bHRQCtDFiCFNnJVWvMi9h/5ctAZsKf56+5DuC4iHeSshUvRDL3H3vYPsWSmFdTW2jJ0g6Wq3OHO+2bazMHv0+j/QcBDtBfe54jX2q0UqTqq6biqpNOZQmiZIBemKL2sKf2DbAq/qJQw6M2nODw6HK6a4LMkOL3Wq61T3xWIUFT7CDnzJh4zGBbZGo9szn+zrPFdNHpor1q3dB/A/nOD+iPLOsgLtNoq30K3ZohzPS7ZkUVG0wuPKGi55jQ7jLDO9javwQyooKMP/pq+QSxEPfF1Yh4Q1K9w3oM42QMqBLBbMHj7zrS6HltLZ0Nc5Ponu3suKimm7LgLHYG4dSrA3/A1nnqD2wOlj+llbL6hNCoiS86AuW6S3lFIag6VM80KA2ogkDd/WtPnDqP+KNWDWwTIfQW+Y4VHDAy1FCg/kAmkNz0IqbBzGk5Pnh1GViL6ffOYXrwGJHrvoBShvecuPadh6/ZcKcCh9EyCSOfeHE7jL/myapCeyNy+6BG6UTPvLiH1PgYLiNdCCi02O/v8xeGsT2Qk302TPIWzCKzsXAm2uzg7xb03LVrZnKrIwpFRsAzprpJdcfSmzTMSK4mQEkC3K0GaABV7FKx/qlLXfWt/rOkGlKwVtU1FSujDj3GbgRpTIX29cYZPxl7nPjwniWnV370UG80rwXTN+Bc62OcS0PCYpxdW1/AP/sSuZopeZ7QX+SfNAkIIgaVlSaTN/vn54trDLUcbyFcDOx5uHv2vjgiOtsmNC7aCDfeCk7rTKnv+9zsoxWIRQwDF32PDALR1n+ba/Ol6/OY0neFSkgBuFZgib3xSRUj9U6dgCzfp+v9Kktq4bE6/t0qLJZHqa3xjcQcsl+6mCG279XN+LzKlUF4Ka0oBUHvsJlFpvCF9djTORHr84Ibar6vfJ5dt26eSlZd9kiyMqsmSYAK4/S91B3KtWRnLgdcsvovH6niCe3jvEH2X3oEH/zAMxBzX+UdGwqVO4eSm184Sm80f65Hhb0tU4KFFP92h0WFuvuLsUh5he6ElGrKkOduX4cbrTpFxDcvPnoLgx5PUZKJt2m2RDUtSzk0cSyUZpcRz5GOshFHEFuiIqcCRDVvJOpCH6RL6by6/b0okHS75mZlfhpVp1FrrDsQgfZSsBId/33BizJNAMk+t8xxlQChjzC7OH1teM/yZVLiguWaNsAew81+X1RHB8iRamenXCswyoY/7wTB29XYQM/HqNLoj3hSqA6Qb0A62teikU7BbFZmq96I1H3bZCZ4GVWteoN4Ivgqw3jxvoXlzcesw312otNPSRPyUOh9GQXSeLumUkTTOqcSKS4KfQIXXS89kEdVl1i+ri21NY0xR4sSp58N/eEiVcpciee/QA7AolRbeK+P6ugp/stvz5XbIfxt4mutPJlBgS/uiElpOd9nAf+i6Bia7VPM6uPTqPSqS6CEiaPT0Q7bFVcmOmY/9AQUlKabOhU/uZAXn3IY0buH9cKKxF6AmsBcZXhme5RMH3zX0xBB9aTVu6XuICmVM97ZXGgH2VEP/IXeIVjq3GaD+iS+cVtZXJ5f7bt8+LLieLRJHztYEsCO8OVuYC4xwCMkmrdBZ7OrtNL0pQJ4SWko2dlS0DxA8JLc6EFBhc2EVdu+8H/Zjtpye2B8UCk3TapkGJD+RdvKWkTepvXYTKYy2xHav6lHdxOnVfAxK+8iQ8LPwyDyQPHBQBf4IkRwdjE2EfEJ/pjWxQ9HtqTRGD6hiO9d/QYrySwzZPMuFTeLUflHhrQqpWywI9bGG9q1EHE63PN/RaBD+Cg34gdX1R6fcFM2afF2HYbGRvjilile+70fZNIiRyRpyEVPbRRXlzX/PZQkcHegcQwFkBUZ41MGxVSP4CnX5bSEjhkmeGwMX5wcQZNNATCGYcjqaodDub/2nWEgadQPTURkT6DurqGQfDGa71MXkp699viuHQ6Q5iaEPehdGolTbS6PSAPv3U7PaJ5MQT0Y1dq36l09I2dzEGxg/nH6yZ6p5MhJy6TzILe0aMVlMQHCD1hwsMl0eO0z8g2LoyfsQHCTE9wViqrUmfME2kxA1HKSu3GSH2yM4CN+lmib3tqeMH6THayFE3DTXbYGt3/LQvBgsSBOgACiVT6sB/lsGBWnSH4vJBcJqII60uceuGnJbAp5WoKXT2N66ZFYj9hUgbcQIeOK0TQ99LYdqHpZmKWesEDJuOo8DrhTWU6Kc6FuO2ZtYrQ7aLvR9pYwS9zc9bUVubtyEKRmSAbOl+wFiz5SEgR5fUjv8RrNSEi9uEYEDP9AUGXnxJ3JUnbzChnhIQGVPfIeTOfieNhl7DxGH5tvbfX7zdaUjqHQ+EQx236k4JnKzFIHaNMf+dmOwwf+II9vUP2YAiIiExXZVE4wcL23i+lDmeYA6XaJpMDDYh0rT1xxnuK5N+sNRqM3cX2LqGOXLpAHygwDnGnIgxAJqEvJG2urMM1GLVjvsXIQTXYy3RZSicMT6L4qe7Dy7gXdzUml7haKjqJIkoYUf1v8CXAIVZyHN85m8O4iX+eGNKZ89XIlx/JKX74fZmc3NdZCyr4LMDo0vfP0kTZ+Dc17w7OmVxL03dmsOCp31VUHCxNv873Y+UPiw/HRw+olqVon87u8GRoXpVUy8j0uk5CiiEgyK+vbU5z/B4ZxkVhS2QIiEUurpXCJ4RWdyIZSiXfoFCi2/NuXFB5x9uM69xlYkp/XUf5t6AJ84fq+emBEXH83pW+JXeM9Lhs2QapC9kTNMWW1UbMYx45J7QwMxXHMuBeODMYnMAhT+jPtRhyHMBm4RNEbacEjbTOm1nIy5IW7fBg5UyZMvwphT0dQM6ts13lgvLMVRKefLm9EioU9D0hDFkoCPcKdnQ6ZGX95Ii12BOFqzw/nlc2Lql2JxtW8jue6vEtylth4MqRxsNfScHEh8GYd+ZR2MxOC5l9ndn0Bqpsjn80amPMqDof9H8QnR/snYQtTcqSpbPJEahgQXN7LniOK1eJD2kWrOLiStq+uunoRL0eGgeS83U8Nk8vPT70Fbo+f2wPACwCb+j8unDdiXiLUE8qCF4gdyCz2yIXRURlKOL4SCQDomwmaMzbTlw9wpK+gUIRY7lvJjggtKMQAOyQMjadm4PsX8ocJAOoBn3SZjXYSlPGg2Napt/EZGRMVQkcl7q23/4PFEsIi2ptv9/ticSLTfCFUxbPMycnYmcpai90LB6Vupj/ke6wGehUWKQAJTKT6BVUZn7k6f6+VaxColp7kvVatv6CA5cCRjwNDAUssxRFHAS4vHWhX5gW3grWiVq8gltvbCjv4OnwvLIUDlIxbJxqyuFpcZGE21qImgOVt31eq5dYPaPvsr3pITBi8g7lEUma19kqCN8ZfdI4aSv17Pcm9xqt7H338WjvIELFLGauOQ4ZOn8eXKRtl03SLQf4uFqOxW0hGbAXMC4eQz6VVA2ZRSUV98rMtfu08ioCptyz/4HcQ3I3pg95V+oJDI/EuEtI/oqOI/fqlxglA1kdM/rGBF/GnBvdOQ3uc1cXXjGBkrJNpQqfIKwPYWYTCEB5PdMNMx9pKlhNOz8a8GSqVX/2VIdqyhWjoXpvCwNMQpbP2JQX8PiqVxonfJVkQogMBJ3q7Zn6fkwzYLVetSxzYKoAUGnv2QWbRLnaYPyeURQOWmzgv5EkHy1GM+cI7sefUKod4l10RuBdmi9sxYZEwgcuuUNu7fCv6RhJ/W5QL6sB6jZOsI+NAyUaf1TvaUUnxhvl+lL4+nVQpIhuPSA6MB97uwPuVfQ3/lRcCx2Ucp0FgzyIccCObLyQmiO6CVtmgIUzMy8tZKy3I8x9b4Rp/tm71I7FMRkFogWhaNSeWNFKtTf6axipBct8RIF8mpyQcqY4sCgldJSAmwVg9J6I1f+NqUrdGT4+3iDYIlqGC6QlhP0oEgTe8g8+AUBpX8JlesOdNdr3hvUenLgYEiDWt2ragjKSC7LLAxASqnXxXruvp6D9LvSrkm28gdOTO84vLTrFxrmzFFCkdAfZWPD4QFRRNWSmzr8Raja+YlRlF04wFLeCvG/KN4ZFEkn6O7HbJIOkvzbwmzvJEv376uzlCARX7CDQi21IMht3Iodfv9VdB6nplYaaxS4eZBdFZWL7Ho2bz6Bos0awUfzLj9UR0E+laXxShr7cfS7WHsRfCukmT02ENR5IVkm2qtbwOBG6XdepQNFxk03rBirmJox/LKnnDuvfQ8qcCILqYeRIF/LvkcrmQ7DeL/S/8uIwTkrXGIRKIlwMbBMCJmGvDXKkxFivBYZW71AaqVQIK7Nkp4FlNOy3bnkXBbEkWxGtzwxoyEoNYA8vZqAYJxNb5dJW7DF2zbAceAFQXRHAj+TbkdDANb4eS2NEguNIiRmBWMH+y2XbGXCL1sOmTgQUHjiyaYdvz8bdPOFjKoD2MKk6Qf9d2yxfjiS2/N4It4NA4eI5IcNwtF/HTpOT8Yrs1TVC4acmIKFaHhgRQ2eoARRIHWREqS35CNju+/HYHrkZBqdUS94kUYpycrIwMfvL+PyJGp65D/2LvQQC7XzuDK1jsTHNIELQPbw+vwbCw906euMkjOgMAowKofjQX3DkId7ah9PzVO+109BHBaU9l0p/EW0MJKgZNhMkqVNVWngwD9PwBgCFpkyZwi9FfLhQ0kAl2TxxI1IDepXvs4ai/Ng9YAmk+nuXVhM9jJWH7DMUjDY92q8/SlTJmz55as6Jq7UZ5o7y25+O2PvxI/Gu4a/OAihUA+H4XTxv1hVEUC6dl85pe2e4PRc69rcpfyegvcJrVK6L28MfL4VGp45Q1rCgIUVXZsxsNAc3oooYaKbhoHQItCTt3aGThvLP86GG7zPQnCX1G+Wf0JqXzZW3otd/9RtoU7pBnZwRDe3o5fC2X08J8Zg0MapEEPxP6ayRBuXAjL1wX+BH9NodayBgrfDF9Q7WHfMiqfSnfPSoPdl/yd/o8Jwf9iZ6ginvTMu0dvzP+R0bHXP7pohDJhA0YDrrBt8xHBxa6Su0rRGn/wYXzqu+Whw6zavOl/cdCrjDn98EgCPdj3EqkcL+i4BeRgIhcOnPowr5OzAH03W7jd0+im/Nol5+htVUphirX2euu5OHjVOhMMmEBqw8c8n06B+0zTfXupdGdGOskO1liQ9X89g8u5sOIdKMxdqXOC4IZdG6WU25OHfiYk64KVbv2AA4OFkMKtez+o1Vz08PPCT431syPwPGoGyOobq6FwqiNf3W67qapQgEewek4PjrlvscJXDbeOE9rOngQs2ht4NXD2PC72RmAvBB3gSE+ZcSRJFPpJBvAh3iJposJx7kbIk42avm8uXyg2IuNy8NHhb9mgIdQa7SnAvNPbrdBf2L3YghAYEFRCwWRnfUGnVF0MBjia+Z2gAx42Av2P/fLNnmgGkXe9GV7dGi+7VuXZR5DQeJHOVeHSWx14JtyiRMHu1q6uWzQVC76CpYb313ZrthdDxdBO2cQwIMS8DMzgqDuuzNeO5lwSrPdNdWQOKkSESQm22zEVgRiOYSdq+A5xxeZtcRXnDgAz1QB5GX0P2JYZqwao5mCbMkf7I5V++f4OYDvaMeCnjOOyKPUWdpzOWkhIukZqkMNrxYyyY0AsQHiYDbMJZhpj7tkLf1+gbWK0m8GOqCQpCiO9H1OPBDHk+5DRL1wD56yuEBmFC0sM0C3woGVapvHgpJu0IEYQoRgU13nHUamZ8h0nS+a4TuPBRHzy5zdjGzbqkiIbQByh6150Ce8+dx6dzrZnNehDXk5Oejaj7j10VnwGkpm/HS9lAHdLxTvpebeFM5Pi+6ibqWryN7u4HDKWqkBl4CZvAuig9rVPvNqFGgMnp/zWFAeIUs70uyJHbnXltN1TgbO20iBe16RaT3+oXIeLGUkvVSljt/7HuvuDEk8P2DdiBkxOAMfQLaQShGeEmmhn9ydf0hdlKhhkIjs4h9+F1n8k4/9gZfGYpXZgWbpueKF4sScJcgHIiLfTmrYf8zcvsz0ePXNoNPi4rTG1MjSOrL4713w/kelpMWUVVPE2LCzP/nTPeGpBosBxmz0hkzlNDzT0WjZSJZOHC08cBOgYOhkX2Gj2E+Tg3yQ9p+eesTvEwWOgwqUH9/ZQcbmN1RkY3MOH71y6pH2whXbpYtnNoCE/XxoJ1TkhtFhelxIsf8X9AnZoSdjbNjJ5UQCxj+KVzH7RiYZeBRrvUsTr4lHVUKe9byU15o7KpqSLRneujt217f0Q5Di5LJBQkqNFQoGkOKGLkIqmB2Ofin9wH3gl3MaHRk1vEg3JYpoCKIPrcXnHCvc0tQa7hiLg9u9BuqL4YKf0EkpRNveCxcUQjprUzrdsSU6wAaHxuDM9Z7HlUf7Jl+FVEGbwn5XFLXdfMMK2PP6z52kqHsECezlrbDNLs709OBcRnak6wxAAb/ucTCwjxb/4HPiDwoCRDxJrbX5UsUMUwaer21A++5WicEGPFkN6+B4Ce2q6ZyGc3l/Mjiz3RvHj5/VloG3SqdStbzvQHC9LC794afyWi38vg4y9yMx8CHoR7kLjLPjdCYoztz8xv7G91GzkOwpyDK0N7J9GLxGziPnDrMnIBnem9LJ387x9qJ44eCil2wH646+aRUTnYOKIER/8hYUcWtl45AGqnY+RN+V1qLJvPg+V6i5maWU4s15wMaOU+UtHj0FeeEbi5GDPvvWJkOrfYP4DmbAKXUKRLGpSboxK5+bkwC1sQCniJp/AAz5VhZW2mDbvTgxOggSj6vdkp5J3iiQkHWc2cXgUoVCpRu/RYg2LyqIFWR2r8lH+5kYJvhGXKfp+hqz0GciZvDOF5C9nz3hIDzwakjCidEbDZNEt6pRhl+hCZ3GEp5DEMa3jRCMhsPGhG4yYBaEOBvnXlLEWVRYmrZ8bN3gr9Jn4D2D2Yltrf7R0OtotIIY0RZ7J6KjnEpnHnb8Mhpw1UAS4s9F1+BPzae3TKAnX3dGaGeoCqvuX/cW/YdKdMVo21ELXnFpUtHLX1LVShfEtu8eFdy1xGKOT6Mz2D++s4qgem76tfSj5lX/bY+NR8MY9wmvz3fBkp4eNV3+U5bkbcti2y4PbAhxV19C8nmb0LvBdICBMxfin4BbVQQSAMVEo2Rt4JfmQxL/DwSO5LWSJM+po4CabbS2MqOI96Iy90MpX6LLoa6CzH3FeDzFYIJ6X7l2cJIuYjYEbinjox84iBFyMDocWiwOpLOHUSlumRZAThS75DhvTVb6AO4xp6H+IXktf1EtvUC67fR/4vNZlObTbUv6+zj79rj9hPQXPjb6/vSCOiSEBr/4M1lE/rvSKfaZ0t7IXp6dbq5kBi9pimQLug+J+4cE9MmPbjVWU/nibZxKq6kK6ZfkCuNPindIvqeevVThmqBb0kbLuy1ftY2+zDfiutRn5b2Z3mZK9NKW4arc5wB/lsdbSmVrTj0ceLvWx2y0vApRjMMOoRhFS+uHNhpIgECGqI4TrwdeNBIchqqILV8FjvuGyz3ExIuynRIZCciJFlscPKAIPcLTND3ZLNHSgAJ3UyyNm7/c/eEySDFaagwfjDfYuLu0B190fO4zZqznV4oqvXNJIg/OgEIXyovQ7PfeQGAFVefdKgVV5//kYd85KpPmVgCHt3Dxm9YEovKxSi+1i8LKafNA2d3gKJt+5eYPSmiYs2e1Bihjek3I30uhOJXduDtzWOsq1NYdX9Y3arBj6QDbdSpeh/BduLnznQpqCCiUP0OE85q7t/Yo8TmRhzUwJI5ude7WCJJTQuNqJF1GuBybJWfEjCNtAoD7nH2HEgUGCr+ntP7kGd2eMqmFyI2z2izyoniO/G010vHUzZ6qGhXlgVnVf0sf0GvlG3kCr10txL+ebQ67lf3cnKDX02OBSk5RKAiwJziDpZTb/IY0b859obQhwuKIHNUG5lzmp62agJ1pEWRUNEdvkdR4ifOVcq6vpVtKFt7yYRZ+opJNa+7fA2mMcPSPKK1D6I4OnyeJSfTeVfoY1NxRLvzSmqTBFLThbOYZvgBb6aH+IzaawX6THjReIqJagFbZveO3kt4SggEzsUmNFymbEzLjatl8jJolWaNssgTzoYSB7ljpJhkB3mVHG52taBGfCJ6YMYqYSm7Drlgyai/iKx8ZrSl17MGIMpkEoaz0Z5OWHkDg4ibuasdL0cr8TNW2IXUmtKnntcQdO8QhSaxSBtyid7mBul1XJM4NQZU1PrFL7KUJoOqhLUbn0//OaUlOBBPx/zMPRAJt/fgSGZdOnVq2CutFmDB3qO/1q0MXMFNCb91GBQTXvv0l3kit9gEL759125QBDaVfZkEgCATkO+FqKwQAQmoFEdJk1GK2ex7G3a8+EIOYWa1wyZGzsd/Ddc+lX7PLh9qDO+gUFs/w41EpbRjIHopH2qJhly1bm9izLHKp7sW53+YqrU9pPKAlABkXOYIPVLs/bLxVmWqs0d5nU4rOq2Y2IWfVyXQKGNficj3lcFBSpmCGKdVbJ1IsabYIZZ0V0e8ZeIAOzjrGzmkFhN8sRF68WJMKaJP4LG4geboCHI+HAUd4yZV2Y5M2AH64IqVM/C2xSatNIa0r5fmj/Z09UGdB7KMIM/laSqlhGGowtkS9MEWo8sn5z60Zg8k8/o7pogQedV2+U1s+GRwDW9OMfJpOzWvjgDTKaQezh7OyFCnV9YIo0yTd+zk1lyl1/5+UrWOOo9MWmL5xkjcl/rQjQ7IrLbt8E6tRTa7no7NY+64ffGHdYue/Z+pD7juCqWnxfMryJF5WQStIH8yZAWo2NKDcKqE7qTIhZj2ScwBWnG4tkXuuPuuBThDxBwZmnPYbDbAf/+yFibPKIMHyocM3SLPHrgdXfkN6PR1JARCfAkhCjWeRUPyq4xE4eVGnFYN7F/HJy9iax4iolxa809zmZsaz/V7ZAUDp6HOoev1ktZY5hMl8UqNwkcIWQAZDKz9YV798wqx5AT1maG8Wv1iGYZ740pNvydQ1zQUkRcTS/rJw5mJbKYJJkopgc7xu/mqAy6zC0jw1goaWchjo4Q1DtWW66D3QN6qmM4CoKb5ttHWSy5mV8HTMwcJOMHZPrQDDucF/pFhjITRHBnOWp0tHMQQCmrLavCdoMARehRj8rcxtXXpGIoxKlrqZtV6rE5lUBKyU+v6gshvWdUj8pTvUxghmxEOPnsaVfqOZJkMGI7D3sQrQcrDnBGxJ7K3xY/kKKZl76Lbak2yoD/7kU+ZnY5s/KLGVXLClErzJNDQ+hc4+sN3mRiYG4lSCZIuQ61xhrfPU633Z9Vxvtd0bRP45aceusU5kXp4uk6AJfjZ3wOhA9tesmjOCyaH3SALtHwvfqJBNoIRAXvUJ5sIiqs2X2ox48rj56zfPD8PI6/kLKbNuITve7YaHruwzPsec4wO+oXm5PgVBqHqKqzQvJGqdLAD/h+5iqyOu+KhuKZdIfjqtnmsqKvaHDWbd5lSZPo/4ko858oZt35jPACMJHO0/1R8MR1f5d3jSQEwveAJag5LswLZXfQDNDI2HOzxr5dMvfOU6F1/UbQoEoYJSuE+gKKblaoZt9xQeeRyIb/T/GV8UEsuKKUREMHtkO96QwCGIp9N3PXejmY7ul2ww9tEYfRT8YmjJ1VWXFr9m3iS0YsjNg5zQ8RooOOW1xputW/WBz31RRI3SfsdravQdhoExuMQtz6YjEUUDJ2U6GEMEUiYWXWsYE9ir/lew7wfv3DZQ+5XQZ06/kIMsUiK6W8Ua861Zt56AX+RrFJc4OsDQOH9ogLDRgTS7I96JL/J94Za21Wvd1olqjyK9jD09IL83EAy4YVpVVNi+zpQyjR5wldoS92lqT8vNoIj+CY2S9nVad+/8rPsvJBhMBV29DorSXGigk2Ib4UwHgMurDGi7olnaNRvWxf2Ql+1xW0pdhznzYD9QmchGvRY9/tWUy5WaJnvMGvt+WYH8VMPt2zDWCYSfLBUEQaP8LP7vRxpVSpgheaXa9LnUPdQX9nN0g5kJcZFpp3IhVf/3u7UoXGsGABmgs24/A92Lz6jJaYG0QBXNeo25IbEJYUeYvkb3zgdYvodwBdh1VRFVveFubRjced8X5H0m8F4TCgyGVPJe1imzr3IxPP9GHh0aZXSTrsUYt9GCvZHaA8Vmiyvo0KRCnQ8qKsPHsVlBkWkg5Kt8X0VTTeonArH5hNeVIhQaVwEknHFKWR29NojIVyutgVr+d4FRHD5Z4VNjYLVLVsI7wkPEIPBrlL20j62nP5f8/QR5LUcV8T6XXWsgFxKF5uJvQz8qOy6LB1SYTaHTaz+nClaQVyE0FAhJkhZhvlfA3zghu8bs0JGmb7EjNd7SnEIWkStECayhmCmB5LGrlNtjcWz9sDBbi7FSwaY5VR103bU0RciXSRpQjcdATOvbBeaUtwDzm6wO3JI25s2Sw4sOxuz1QJ6ENSwzcI62/Kem256igh1eZvlTFHReFIPqJ4rSpQDztY8ByQ0zI3na0Sy9fxxBJZku/0O8ROZ7huYXxhW6NwCmRpYcf2UpCnklsd+wCazt60jiaPZzmE/h27ZuYGbLBRb0F+7B/z/2XbIxvAgFf5BQsKblWYCIZIM0ChmzMBzV18bj6SMn4JvbpKmmRwtSNVzBm065Ez2cNQ8HZXGqqCKOVRyrvaBLuadc56+xosqeDrLVwrE7IBV3eNQ3zVNm//1S4WaNX3WydUyi89tZ6W6sAnUxeDYu9TZLNPAkOC53QqizgxU6PsyJY79pg7bS57sR8Q1faZo5cj60oNvzQBGyPqnC8L2rs+BI/pHiS2Ad+VP4xW/+OE15S1SGamZFU9TkeoBgnc+cx0FKKwM04GcHCjoStysMr+6+zHlGifwoivC49Zo88TIQWnrm/f2ZCpLrYubosGonZjoHMPamFH414nl2mciK4rGyghJH4rGg8qCoy8Cm1WV+9913wGFv0HZAQt92IqqvksL5YOhUInX5Vyv2lKjMUoU/7GcEIh+jOMnYEnkpJsPkXNUST3I0vEXGqIplqqwZfrEVurcYDtENJBOcBf7J3ND5+9AOq7afOGJYzmgkE4XZhUB7C06YYhisPgx3ZpfoP9tS7bCpo+o3HnkfsFlMf1tQeBqM5EY9A2PgDoCO7EtWQO9UUzVq+Iuc4ZW/1D/fVkgi4Z7U9N9XB82NY8VvEkCG9OK0Dl/AGOxVwskLo0oLCB/5Gm5iZHBc9W1XPX4KI/Jn9RPATuvDV8fkgTJkp0MFUuC846GmzpwqZjjocooz015lQ0r2AOKqt3Kl7MbenPx3b1PHs54iT+Lmzw9FcwR4FqloqIB1adaskmAiFF+IPpJr37HzHCgroD4XwwfN16dOTk/w95mRXsXegekTeS1TtkMMfvfg6MK2EBGYAmfbvQ==
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