// ==UserScript== // @name 「免费」河南干部网络学院 · 课程助教 // @namespace https://www.hngbwlxy.gov.cn/ // @version 1.0.0 // @description 点一下开始学习完成当前学习 // @author local // @match https://www.hngbwlxy.gov.cn/* // @match https://hngbwlxy.gov.cn/* // @run-at document-start // @grant none // @noframes // ==/UserScript== (function () { 'use strict'; var QR_IMG = 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uIdKB93QBcwek9XQ44Oz0ja6W1W2WOkgbDHLO+Utb2ycZI/Bd2viCBlPEyGJu2NgDWj0C+108qTy2wiIhEIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIvieZlPDJNK4NjjaXucfIAZJWGLtxjvdRWvdbGU1NSgkRtfHvc4eRJz39goTmo9mbUaquhLf6makWCPlc1V/3FJ/dx/qtflb1V/3FH/dx/qq/HiZv6rT8zOyLBPyt6q/7ij/ALuP9U+VvVX/AHFH/dx/qnjxH9Vp+ZnZFgn5W9Vf9xSf3cf6rt9McXbk66Q096bTy007wwyRs2OiJ6A98EZ7rqvi3g7H2nTJpcmX0ytPJY+unFuG26gmtRtMkjIajkOlEwBPUAkNx/mrXJLs2W3QqSc3gyFlFoCtSei6WhMrHt44txWm/wA9rdaZJWwTCF0omAJ7ZIbj39VkEdVFST6Kq74WNqL6NUQ9AsfXni3DaL9UWv4JklbBMInS84AntkgY9/VJSUexbdCpJzeDIKLQHIz6rVSLQiIT0QBFj6/cWorHfKi2fBMkwp5BG6XnBuTgZwMe/qmoOLUVivdRbfgmSZsDmtdJzg0nIBOBj39VB2R+JletpWcy64MgosfX/i3FY71PbfgmSZsJaHSc4NJy0E4GPf1V/G8SMa8Zw4AjK6pJ9Ftd8LG1F9H0iJlSLQigNS8WI9PXyotnwU+cU5aHSc4NzkA9Bj3V5DKJomSAEB7Q4Z9+qipJ8IqrvhY3GL5R9oiKRaEQrEGp+LtybdJqeytp4qaF5YJJI97pSOhPfoM9lGc1FZZRqNTChZmZfRYI+VzVX/cUn93H+q1+VvVX/cUf93H+qr8eJk/qtPzM7IsE/K3qr/uKP+7j/VPlb1V/3FH/AHcf6rnjxH9Vp+ZnZFgj5W9Vf9xSf3cf6rm2njHe6etY65spqmlJAkayPY5o8yDnv7FdV8Tq9qUN45M1IviCZlRDHNE7dHI0Pa4eYIyCvtXHohERAEREAREQBERAEREAREQBERAEREBwb99SXD+zS/kK80UMHiqimp923nPZHuxnGSBn/Fel799R3D+zS/kK83Wb60t/9oh/MFlv7R4ntVZnBGZo+D2mmsa14rXuAwXc8jcfXAC+vkf0v/Mrf7wVYVk5paOecN3GKNz8euASsJnjDqdx3A0LQeoHI7e3dWT2R7Rp1H4WjCnDv5F58j+l/wCZW/3gp8j+l/5lb/eCoP5X9T/z6L9h/wArkW7i7qKS4UzJxRSRPlYx7RFtJBIBwc9O6hvq+BnWp0TeNn0Km68I9PRW2qkpnVkUzInPY8zbgCBnqD37LD1Ec1dOfWVn5gvTF1+q6z9RJ+UrzNQfyqm/WM/MFG6KTWCr2lTCuUdiwepPJSlbw009X3WS6Tw1BnklEz2iYhrnZz2VWhPRamk+z251wnxNZMfXPi3T2y/T2o2qaQQz8h0olAycgEgY9/VLpxbp7ZfZ7UbVNIIZ+Q6USgZ6gEgY/wA1KahrtLN1rVCezXCSVtYBI9tWGtc/cMnbjtnyz+CairtLN1pViezXCSVtYBI9lWGtc/IyQ3HbPln8FQ5vnn1PJlqrVnzrv7/I+tTXDS0esqwVVjrppW1QEsjKza17umTtx29s/gs0jspO4cM9P3O7S3SojqTNLIJXtbMQxzunl74XWXfi3TWe+VFqdap5RTzCF0olAz2yQMe/qpryZcjVW/w7lK5pJvjBkA9lKXHhpp653SW51ENQZ5ZBI8NmIa5wx5e+F1V44t09ovlRa3WqeUQSiJ0olAz2yQMe/ql54t09ovlRanWqeUQSiJ0olAz2yQMe/quucH2Ts1GnksTecP6i9cWaey32e1G1TSiCUROlEoGe2SBj39Vfg5AKlLlw0sF2usl0qGVXOleJHtbMQ1xGPL3wurvfFqmsd7qLW60zSinkEbpRKBnoM4GPf1TLj7zEbZUtyvlw3wZAJ6LH994tU9kvdTa3WqaYU8gjdKJQM9ASQMe/ql84tU9lvdRa3WmaYU8gjdKJQM9ASQMe/quzufDTT95uklzqY6nnTOEj2slIa49PL3wjk37jFtsrVjTy5T5IPWNw0szV1a2qsldNM2ZolkZV7GvOBk7cf5/gr258N9PXu4vudVDUGaYtc8NmLWuwAO32AJdeGdgu90luVSypE0rg97WTENcRjy+5VYAaAB2C5GHL3EadK90vFSab4+pK3Xhrp68XKS4VMNRzZC0vDJiGuwAO32AKpa0MaGgYAGAFBah4s09gvdTbHWqafw7g10olDc5AJwMe60v/ABap7FeZ7abVNMIC0OkEobnLQegx6H1Xd0FkktRpq3Jppc88eprqLizT2C91NsNqmn8O4NdIJQ3OQCcDHutL/wAWqexXie3G1TTiAtDpOaG5y0HoMe67O68N7Bf7g+6VTKoTT7XvDJsNd0Hl9gCgtcVmmIdW1rKqz180zHMEr4qsMa4ho7NwfLHmoScl6me+zUVpyckk3x+3PyPrXNx0w3VVX4yyV1RMOWZZI6vltf8AMB+jg+RA7rMdKWOp4jG0tYWNLQfIY6KWunDfT9/rjc6iOqbJM1hc1k2GnAAHT7AFVxsbGxrGDDWgAD0CnCLTbZp01U4TnKWMP4H2VA6l4rwadvVRbDapZ/D7Q6QShucgHoMe611LxXp9O3qotjrVNP4faHSCUNzloPQY9CpLXdw0wdU1Tqyz3CabbGZXx1Yja7LAfo4PkQO6jOfHlZVqtWlFqqSTT5/+wZnhlE8LJQCA9ocM+/VeXq04q6k//wBr/wAxXp+lLHU8RjaWsLGloPkMdF5grv5VU/rH/vKhqOkZva/UP5/4MxWnhHp6W20slSayWZ8TXveJtoJIz0A7Bcv5H9L/AMyt/vBVZavquj/Ux/lCw/ceLuoo7hUsgFFHEyV7GNMW4gAkdTnr2U5KEVyi+6OmojFzh38i0+R/S/8AMrf7wU+R/S/8yt/vBUH8r+p/59D+w/5QcYdTNIcTQuA6lvI7+3dQ31fAo/E6L+z6F1Jwe0y5jms8axxGA7nk4PrghYTroPCVNTT7t3Ke+PdjGcEjP+C9PUc5qqSCct2mWNr8emQCvM96+tLh+vl/MVy+KSWEV+06a4Ri4LGT0jYfqS3/ANmi/IFzlwbD9R2/+zRfkC5y0ro9yHuoIiLpIIiIAiIgCIiAIiIAiIgCIiAIiIDg376juH9ml/IV5us31pb/AO0Q/mC9I376juH9ml/IV5us31pb/wC0Q/mCzX9o8T2r/qQPSl2+qq39RJ+UrzA36I+wL0/dvqqt/USflK8wN+iPsC5qPQj7X96H8mq5Fu+saT9fH+YLjrkW76xpP18f5gs67PIj2j0tdfqys/UyflK8zUH8qpv1jPzBembr9WVn6mT8pXmag/lVN+sZ+YLTf2j2fa3vQPUnksf3Pi3TW2/T2p1qnkbDPyHTCUDJyASG4/zWQD2WE9QV2lWa1qhUWe4SStrQJXtqw1jn7hk7Mds+WfwVtkmlwzdrLZVxThLHJf1vDLT9wu8l0mZU86SUTPa2YhjnZz298eq1ruGWn7jdpLpNHU86SUTPa2YhhdnPb3x6qrC1PZS2R+Bd+Gqf6UaeRWFdU12lmazrBVWa4SytqmiV7KsNa53TJDcdvbP4Kru/FumtN9ntTrVPIIJhC6USgZ7ZIbj39V2Vx4Zaful1lulQyqM0sgle1sxDHHp5Y88eqhLz8RM17/ELbS02nzkgtVV2lmazrBU2a4SytqWiV7KsNa53TJDcdvv/AAV9ceGen7rdZbpUR1XOlkEr2tmIY53Ty98KB1TXaWZrOsFVZ7hLK2qaJXsqw1rndMkNx2+/r7LNX/SuQSbeSGlrhZKanh8/D9/kQN64s09mvs9pdappRBKInSiUDPbJAx7+q7K58NLBeLpJc6llVzpnCR7WzYa4jHl74UFq2t0uzWdYKqz3CWZtQwSvjqw1rnfNyQ3H+f4LNA+iMLsfM2nyTofjSnGxqST4+X0JS6cM9P3a6S3OpjqedK4Pe1kxDHEY8vuXWXzizTWO91FqNqmmFO8RulEoGegzgY9/Va33i1TWS+VFrdap5hTyCN8olAz0GSBj39V2Vz4aafvNzkudSyq50zhI9rJiGuPTy98J37nYk92VpWlLPJWA5aD69VA6g4s09ivdRa3WqacU7gx0olDc5AJwMe/qr4DDcY6LC+tq3TEesK0VlnuE8rZGc58dWGNedozhuD5e/wCC7Y2lwyettlXBOMkuS7unDfT9/uL7rUsqubUbXvDJtrXdB5fYAtbtwzsF5uclxqmVIllLS9rJiGuwAO32AKphLTEwsGG7RgegwoXUPFmmsF7qLY61TT+Hc1r5RKG5yATgY9/VdkoLlnbY6etbrEuX8PUvGNDWhoGABgD2UreeGlgvdzluVUyqE0pBeGTENcQAO33KqjeJGNeOzgCvoqTSfZonXCaxJZIDUPFWm03eZrT8FTTCm2tMglDe4B6DHofVXcMomhZI0HD2hwz7hTF64a2G+3SW5VbarnSkF4jmLWuwAO2PQLq9Q8U6XTN3mtHwTNM2lDWmRsob/wBIPQEHsD6qG5xy5GZWzpcpXyW3PBL6/rdMx6urW1tor5527OdJFViNrztHZuD5YHcK4ufDfT2oav4TqI6pskzGEtZNtBAaAOn2ABQuvLhpj41VTqy0XCeXbG6V8dWI2uyxp+jg+RA7qov3Fek07c32xtpnmZA1mXiUN6FodgDB7AjzVaccvcZITpUpu5rGfh+/yL+NjYmNjYMNaAAPQBeXa7+VVP6x/wC8r1DDKJomStBAe0OGffqvL1d/Kqn9Y/8AeVzUdIj7X6h/P/B6ZtX1XR/qY/yheabj9Y1f6+T8xXpa1fVdH+pj/KF5puP1jV/r5PzFNR0jntX3If8A3wOOtHfRP2FarR30T9hWU8U9P2n6qov1Ef5QvNd6+tLh+vl/MV6TtP1VRfqI/wAoXmy9fWlw/Xy/mK1ajpHte1fcgekbD9R2/wDs0X5AucuDYfqO3/2aL8gXOWhdHsw91BERdJBERAEREAREQBERAEREAREQBERAcG/fUdw/s0v5CvN1m+tLf/aIfzBek71G+Wz10cbS57qeRrWjuSWnovMcT3wmN7HFj2YII7tI8/xWXUdo8T2s8Tgz1LJGyaN8cjQ5jwWuB8we6iXcHtMFxIFc0E9Gio6D27KDZxd1QxjWmSjcQMbnQdT7nqvr5X9T/wA6h/Yf8qbtrfZZPX6WzG9Z/guvkc0z61/94/4W7R8JdNUdVDUtZVyOieHhsk2Wkg5GRjqoD5X9T/zqH9h/ynyv6n/nUP7D/lR8Sr4EFqtEudv0M0XX6rrP1En5SvM1D/Kqb9Yz94VXW8VdS11JLTPmpY2StLHOjhw4A98HPRS9ujdLX0scbS57po2taO5O4KFtim1gza7VQvlHZ6HqE9lhPUFdpVmtaoVFnuEkra0CV7KsNa5+4ZIZjtnyz+CzZ5LCmoK3SbNaVYqLTcpJm1oEr2VQaxz9wyQ3GcZ8s/gr7eken7Q92PK79TNQWpWigbpxbpLZfZrU611EnJn5DpRI0ZOQCQFOUlHs123QqSc3g7K4cMdP3O6y3OoZVc6WQSva2Yhhd08vuVZ5J5KCu/FqktN8ntT7XUSCCUQulEjRk9MkD70bjHkhKVVHmfGSS1TW6VZrOsFVZ7hLK2paJXsqw1rndMkNx2+/8FmodlJXHhlp+6XWW51DKrnSyCV7WzENJ6eXvhdfeOLVJaL5PanWuok5EoidKJGjJ6ZIH3qC8mXIz1P8O5SuaSb4OyufDOwXa7S3OoZVc+V4ke1sxDSRjy+5VeMNwmemVBXvizSWW91Frfa6iXkSCN0okaM9skD71NuMeTRKVNHmfGST1jW6WZrGtbV2e4TStnaJnx1Ya1xwMkNx/mPuWaG42gjtjopO58M9P3m5y3SpZVc6dwke1kxDXHA8vuXX3vixR2O9VFqda6iUU7xG6USNGegzgfeoLyZcjNX/ANO5TuaSb4NL9xaprJe6i1utU03h3iN0olDcnAzgY9/VdldOGtgvlykulSyq505D3hkxa0kAeX3LS6cM7BerlLc6ltUJp3CR4ZNhpOB5fcuvv3FeksF5ntTrXUTeHc1jpGyNGegPQH7Uf/f0dk9uXqmnHPBeMYGNDWjAAwApW8cM7Be7pLcqtlVzpiHPDJiGuIAHb7AqmN4kja8Zw4AhQuoeLFJYL3UWx1sqJvDuDXyNkaM5AJwPvUpOOPMaNRKlRXi9F21oYwNaMADACg9RcWKawXuothtc0/h3Na6QShucgE4GPdXjHiSNrxnDhlYZ1zWaWZq2ubWWq5TTte0SviqgxrjtHZpB8sea5ZJpcMq1tsq4JwklyZljeJI2vA6OAIz7qXvXDWw365y3KsZVc6bG8RzFrXYAHb7AqeAtMMZYCG7RgHyGFD6k4rUunb1UWx9snnNOWh0jZGtByAeg+9dltx5i2+VSind0c+78MtP3q4PrqllUJZA0OEcxDTtAA6fYAFB68qtLwaqq4qu0XCaWMRtlfFVhjXYYOzcHywO6zNFIJomSNBAe0OGfdYc1/WaXj1ZWtrrVcZ6huznPiqgxrjtHZpB8sKFqSWUZNdXCFeY4WX6ozDSljqaIxtLYyxu0HyGOi8wV38qqf1j/AN5Xp+lLDTRGMERljdoPkMdF5juMboq+qjkaWubM9rmnuDuPRQ1HSKPa3uw/n/g9LWr6ro/1Ef5Qpar4S6arKqapcyrjdK8vLY5sNBJycDHRY6ouKupaGkipmTUsjYmhjXSQ5cQO2Tnqt75X9T/zqH9h/wArrtg+yctfppxSms/wXXyOaZ9a/wDvH/CN4PaYa4EiucAerTUdD7HooX5X9T/zqH9h/wAp8r+p/wCdQ/sP+VzfV8Cv8Tov7PoZwjjZDGyONoaxgDWgeQC8x3r60uH6+X8xVU/i7qh7HNElG0kY3Ng6j3HVRkz3zGR73F735JJ7uJ81C6xSSSM+v1dd6ioeh6asP1Hb/wCzRfkC5y4dljfFZ6GORpa9tPG1zT3BDR0XMWtdH0MPdQREXSQREQBERAEREAREQBERAEREAREQAqPuvCvTl2rZKt0VRTvkO57aeTa0nzOMHH3KwUDPxbo4L+60m2VJDKnwxm5je+7bnb6Z91Ce39Rn1DpwlcffyNab/pLj+2H+1Pka03/SXH9sP9qu0Tw4/A5+Do/sRCfI1pv+kuP7Yf7U+RrTf9Lcf2w/2q7Kga7i1SUV/ktLrZUuEVT4Z0wkb33bSdv2+644wXaKrKdLXjfFLJ9/I1pv+luP7Yf7V2Vh4cWDT1a2tpoZpqhn0H1D9/L9wMAZ91UKCuXFqjt1+mtTrXUvEM/IdKJG98gEhv8AyjUI8kpV6alqUkkXpWFNQVelG61q/EWu6PlbWgSuZUtDHP3DJDcZxnyz+Crrlxao7bfprS+2VLxDPyHTCRo65AJDf+VI6gq9KN1rVCotd0fKK0CVzKloY5+4ZIbjOM+WfwULJJrgzay6E4pRa4fqV1z4tUdtv01qda6mQQz8h0okaOuQCQF2FfwwsFxu0l0mFWJpZRM9jZcMLs57Yz1x6rSu4YWC4XeS6zCrE0somexs2GF2c9sZwceq4Fz4tUdsv01qdbKmQQziB0okaOuQCQP+VLr3y1+XP4prGeC98lhTVNXpRms63xVrukkrapoldHUtaxzumSG4zj7/AMFXXfi1R2m+z2p9sqZBBMIXStkaPTJA+/1Ujqmr0ozWdYKu13SSVtU0TOjqWtY53TJDcZx9/wCCjZJNcFWtuhOKUGuH6ldeOLVHaL5UWt1rqZORMInyiRoyemSB967C48MbBdbrLdJ/FiaaQSvYyXDC7p5Yz1x6qC1TV6UbrOsFVa7pJK2paJnx1LWsc7pkhuM4+/8ABZqHZSj5sqXJbR+fKcbcSSfHyHlhSV14Y2G73WW51Hi+dM8SPayXDSRjyxnrj1XAvXFmks19ntT7ZUS8iUROlbI0demSB960vfFmkst8ntbrZUS8iQRvlbI0Z6DJA+9dcoPsnbfppLE2nh/UvQMNx6dFJXbhhYbxdZbnUirE0zw97WS4a4jHljPXHqq1py0H16rUqbin2aZ1QsWJrJoBhuPILC+tqvSzNYVwrbZc5ZmyM5z4qlrWOO0Zw0jPb3/BVd94s0lkvdRa3Wypm5DxG+VsjRk4GcD71J62q9LN1fWeMtl0llEjOc+KpaxjjtbnDSCe2PMfcqbJJrg87W3QnDEWuH6/z8irvfFejsN2ltfwXUytg2tMgkaO7QegPoCuwuvDWw6guT7rUirEtRte9rJcNd0Hljp0A81pc+Gen77cH3ScVgkn2uc1kuGnAA7Yz2A81XNaGMDR0DRgBTUW87jTCqc21fhr0DGhjA0DAAwFKXnhlYb5dJblVeLbNMQXiOXDXEADtj2XX6h4sUlgvdRbHWyom8O4NfI2RoHUAnA+9XTHiSNrxnDgD1UvLLgszTfmHeCF1BxUo9N3ia0m11EwptrXSNkaB1APQH2K5t14b2HUle67VPjGy1Ia5zWS7WnoPLHTphQ+varS7NX1orbZc5p2lnOfDUtYxx2js0gntjzCzHTFhp4jEMMLBtB8hjooR8zaZmpfjTnCzDSfC+BDah4p0emLtNaPguomFKGtc9sgA+iD0B9iFKa8rtLO1TVOrLZdJZi2N0r4qlrGuywH6JB8iPNXl74Z2K/3SW5VfixNNjeI5cNdgAdsegC0vPDCw3u4Pr6nxbJZA0ObHNhp2gAdCD5ABclGbyQup1FiaeGs8ftyVFMWOpojG0tjLG7QfIY6Kcv3DewahrTW1MM0NQ/6b6d+3me5GCM+66vUHFKj0xdpbR8GVE4pg1pe2RrR9EHAB9AQmoeLFJYbq+gNsqJ9jGPLxI1v0mh3b7CFKUovhl9l+nknGxrg+vka03/SXH9sP9qfI1pv+luP7Yf7V8ag4tUdiubqL4MqKgNjjkLxI1v0mh2MfYQmoeLVJYbm6i+DKifZHHIXiRrejmh3b7CFH8spf4JZylwffyNab/pbj+2H+1Pka03/AEtx/bD/AGr41BxZpLFcnUXwZUVG2NkheJGt+k0Oxj7CFdU07amninbkNkYHgHvgjKkowfCRbXTpZtxik2iI+RrTf9Lcf2w/2rl2rhZpy01sdY2KoqXxncxtRJua1w7HGBk/arDKhtU8UqXTF5ltj7bPUOha1zntka0dRnAB9kcYR5aOzp01K3ySRchFs0dSyspYamMEMmjbI0O7gEZ/zW8rDagiIgCIiAIiIAiIgCIiAIiIAiIgCIiAKQm4X2Ce8m6uFXznT+ILBN8wuzntjOM+6r0XGk+yudUJ43rOAoGs4tUdHqCS0utlS4R1Ph3TCRvfOCdv2+6VnFqjo79JaXWypcI6jw7phI3vnBO37fdc+p4X2CrvD7rJ4vnPn57mCbDC7Oe2M4z7qDk37hmstnZ/t2uHyV3kpKq4X2CsvD7rJ4znSTc9zBNhhdnPbGcZ9119bxao6K/y2l1tqXCKp8O6YPb33bSQ30z7q9yu+WZanTfx3gKRreGFgr7vJdJvF86SbnOY2bDC7Oe2M4P2rgV3Fqjor9LaTbKh4iqPDulEjR1zgkD7fdLjxao7dfprS+2VLxDPyHTCRvfIBIH/ACuOUH2VWX6aa87Tw/qSN/qtKN1tVCptl0fKK0CV7KloYX5GSG4zjPln8Fe13DCwXC7yXSYVfOlm5z2NmwwuzntjOCR6qCv9VpRutaoVNsuj5RWgSvZUtDC/IyQ3GcZ8s/gq658WqK236a1OtlS8Qz8h0we0dcgEhv3+qri487jJTKlOfjYxn4fuLnxao7bfprU62VMghnEDpRI0dcgEhv8AypHUVXpRutasVFsuj5RWASvZUtaxz8jJDcZxn3/BNQ1WlG61qhUWy6PlFYBK9lS1rC/cMkNxnGff8Fe1/C+w3G7S3Sbxgmll5z2tmwwuzntjPXHqnmllB+Nfuimnh/f5C48MLBc7tLdKgVnNlkEr2Nmwwnp5Yzg49VBapqtKN1nWCqtl0klbVNEzo6lrWOd0yQ3Gcff+CzXjopG5cL7DdLtNdKjxnNmkEr2Nmwwnp5Yz1x6qc4Z9006nS5X5SWc8kHqmr0o3WdYKq13SSVtU0TPjqWtY53TJDcZx9/4LNQ7LCuqqrSjNZ1gqrZdJJW1LRM+Opa1jndMkNxnH3/gq28cWaO0Xye1utlTJyJRE+USNHXpkgfeoxkk3kp090K5Tc2u/T+TsLnwxsN2u0tzqPGCaV4ke1k2GEjHljzx6pdOGFhu91ludR4sTTPD3sZNhhIx5Yz1x6rgXnixR2a+T2p1sqJeRII3SiRo74yQPvV4DkZ9VNKDzg0whp7HJRSfPP7gDa3A7BQd94s0dkvdRa32yom8PII3ytkaOuBnA+9L5xZo7Je6i1vtlTKKeQRvlbI0eQJwPvUjrKq0o3WFaKu2XSWUTN5z4qlrWOOBkhpGf8fwUZ2ceVlWp1aUfypJNPkayqtKt1hWiqtl0llEzec+KpaxjnYGSGkE/4/gry68MrBfLlJc6jxglmLXPayXDTgAdsZ7D1UHrKq0q3V9aKq2XSWUTNEz4qlrWOdgZw0gn/H8FmhmCxu3tgY+xIJNvJDTVxsnNTw+fuQl94rUenrzNaTa6iUUxax0jZGjyB6A+gKX7izR2O8z211sqJhAWh0gkaO4B6D7CuwvHDGw3y6TXKqNYJpnBz2xy4aSAB2x6BQet6nSsWrqxlZbbpLKx7BM+Kpa1rjtb2aQT2x5hck5r1OX2aipNuSSzx+3PyLq7cNLDf7jJdanxjZaja97WS4aeg8sHHQeq4N+4q0enbxNaTbKiYUxax0jZGgdgegPoCtL5xXotP3aa1/BlRM2n2tdIJGju0HoPYFSmuKzSw1ZWGrtt0lm3MMz4qlrGuO0Ho0gntjzXZSS93sX3wgm6Gk88/Uu7tw2sOori+61JrBLUBrnhku1p6AdsHHTHmuDqDinRaZu81o+C6iYUuxpe2QAfRB6A+gK0vvFai09dZLZ8GVEzYAwGQSNHQtB6A+gKk9dVulnaqqnVltukspEbpXxVLWNdljT0aQfIjzSUkvd7F98IJuhpSzyZnilE0TJW52vaHDPoQobUnFak07eai2OtlROYNofI2RrR1APQfYVb0xYaeIxgiMsG0HuBjosOa/qdLs1bWtrbbc5qgbOc+GpaxjjtHYEE9sealZJpZRo1ls6604NJ5Li7cOLDqWuddqnxjZKhrXOEcu0HoPLB8sKI1/Npen1TUxVlsucssbImyOhqWsYQGDGAQT9HHmsxUpYaaIxAiMsbtB7gY6KYvvDSx6huctyrDVtmlDQ8Ry4acDHbHoFycMryojqdLuh+Ullvk2bjw209qSdlzlFZGZooxtjl2gtDQB0weuMDuty88MLBe651ZUCrZI5jGFsU2GkNaGjuD5ABVcUTYIWRMGGMaGtHsBgKI1PxUpdNXma2PttRUOgDS+RsjWjqM9AfYhdkopZZO2vT1x3WJc/5JHiBLpal1PUQVdsucs0UcTJHQVLWNIDBjAIJ+jgdwqi98U6HTVY22x2uomZFBE4OEjW4a5oIGDnsMLsLtw7sOq6z4YqfGNkqY2OcI5doI2jHTBwcYX1eeGNhvlaayo8YyQxsjIimw0howO4PkAo7ZrLRn8HURcpV4WX9Dgah4s0lhuPg/gyonxFHKXiRrfptDgMfYQubdeH1h1fUtvNT41klTExxEcoaCNoxkYPXGB0X1eeGNhvdb4uo8YyTlsjIimwCGjA7g+QCqqeBlNBHBEMRxtDGjOcADAUkm87ujRGqycpK/Dj6CngjpYI4IhtjiYGNGc4AGAtxEVhsCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAoKfi1QwX59pNuqjtqfDGUObjO7bnHplXpWE62o0kNbyB9BdzN8IAOcJ2CPfv6nbjON3llV2Saxgxay2dajsaWX6l7U8L7DVXh91kNZznz89zBLhhdnPbGcZ91XKErOLNBR36W0ut1W7l1Ph3ShzcZ3YJx3xlKzizQUV+ltLrdVO5VT4d0oc3Gd20nHfGUUoLoQv01edrS5+pzarhfYau8SXWXxnOkn8Q5gmwwuzntjOM+64VbxZoaK/S2l1tqnGOp8O6UPbjO7BIHplXnkVHVXC6xVl5fdpH1glkn8Q6MSjYXZz6Zxn3SUWvcO21Tj/t0ll8kLeanSQ1rUia3XZ04rsSPZUNDC/eMkNxnGfLKu63hfYa+7yXSY1nOlm572NlwwuzntjOM+6hLzUaSGtqjnUF3dMK8CRzJ2CMv3jJDcZxn3VfceLNBbr7Nan26rfyZ+Q6Vrm4zkAkD0VcXHnd8TFTKlOXjY7JC/1Okm6zqxU267PmFaBK5lQ0ML8jJDcZxnyytdQVOkW60qxU267PmFaBK5lQ0ML9wyQ3GcZ91c13C6xXC8S3WZ9ZzZZuc+NsoDC7OfTODj1ULqCo0k3WtV4mgu75hWgSujnYIy/cMkNIzjPuuSTXeOyF1U603LCy/v8i8ruF9huN3lukxrBNLNzntbLhhdnPbGcHHqq4IoS58WqC23ya1Ot1VJyZuQ6UOaBnIBICue2PJ6jdNHL4yXiHstPJQl24s0Fpvk9qkt1VJyJRE+VrmgZ6ZIH3rrko9k7LoVrM3gkdU1Wkm6xrRV267STCpaJnR1DWsc7pkhpGcff+CaqqtJN1hWCqt12kmFSBM6Ooa1jndMkNIzj7/wVzcuF1iu13luk76wSzSCV7GSAMJ6e2RnHqtbnwtsV1u8t0nfWNlmkEr2MkAYT09s9ceqqcJc9Hmy0lz3YS5ef8kNqyp0m3WNYKu3XaScVDea6Koa1hd83JDSM4+9Vt64sUNkvVRa322ql8PII3SNe0DsM4B+1cy6cLrHd7vLdKh9Y2WaQSPYyQBpIx7Z8vVLrwusd4u0tzqH1glmeHvYyUBpIx7Z649V3bNZwTVOphucMLL+nJC6wqtJN1fWist12kmEzec6Koa1jjhucNIz2x5/gtdY1Wkm6vrRWW67STCZvOdFUNaxzsDOGkZ/x/BXN24XWO8XaW51D6xsszw97GSgNJAA9MjOPVLtwusd5u0tzqH1glmeHyMZKA0kY9sjOPVccJc9EJ6S57sJcv7kLrGq0m3V1aKu3XaSYSt5zoqhrWOOBnAIz/iq6+cV6Cw3ie1vttVL4cta6Rr2gdQD0B+1cy78LrHebrNc6h9Y2WZwe9kcgDSRj2yM49VDa1n0ozV9a2toLvJM2RgmdDOxrHHaM4BGe2PNclujlkbFdRullLL+5W33izQ2O7z259tqpuSWh0jXtA6gHoD7FSWtqvSfxsrTW267SzbmGZ0NQ1rHHa09ARntjzVvdOGNhv1xfdJ31jXz7XOYyQBpwAPTI6Aeah9bzaTj1bWsrKC7vla5gmdDOxrCQ1vYEZ7Y80nuxyNV421+I1jPH1NdbVOk26rqxWW67SSh0fNdDUNaxx2t7AjPbHmri6cMrBfq99zn8Y2Sfa5zWS4acADtj0AWl14Y2K/XF9znfWsfPtc5kcgDTgAeYJHQDzXFvvFSg07d5rS621U3hi1jpGvaB2B6A+gKlhLO8tVca3KWoSw3wc68cMLFfLlJcKk1jZZdu5scuGnAA9PQBaXjhfYb3cZK+p8W2SQNDmxy4adoDR5egCrIniRjXjs4AhfeVZsj8Da9NU85iuT5jY2KNsbRhrQGgeylL3wysd/uc1yqzVtmmxvEcuGnAx2x6BcLUfFah07eZ7ZJbqqd0G0Pka9oHUA9AfYq3hlEsTJG5w9ocM+4XPLLg5mm/MHzg1ijbFG2Now1oDQPYL6KFQ2peKdFpu8z2yS3VU7oQ0ukY9oHUZ6A+xXZSUVyTtthUszeENTcU6LTd4mtkluqZ3QBpc9j2gdRnpn2Kkde12lZdSzyVtvuss74onyOhnaxpBYCOhB67SFbXfhzY9V1pvFQ+tZJUsY5zWSAAjaMdCDg4x2Wt64XWK+V7q2ofWRvcxjC2KUBpDWho7g+QAVcozeTDdVqLE08NZ4/YqaExGigMLS2Ixt2A9w3Ax/go7U/FKj0zeJrZJbqmd8LWuc9j2gdRnpn2XxqHidb9J3N9n+DaqbwrGAvY9oAG0EAZ6nphSev63S02pJZa2iu8kz4YnvdBMxjSCwEdCCc7SEnPjhktTqsQxXJJp8lZf8AixQ2K4GjNuqpyIo5S9r2t6OaHAYPsQrakqW1dNDUMBDJWNkaD3wRlYa1zPpNt+IqaC7vk8NDuME7GN27BtGHAnO3CqrtxStump4rdHbauZkdPE8OD2jDXMBA6+gwinhvczlWr2yn4slhGQEW1R1LKylhqYwQyZjZGh3fBGRn8Vuq49JPIREQBERAEREAREQBERAEREAREQBERAFHTcLbFNeXXZz6zmun8QYxKNhdnPpnGfdWKg5+LNBBfnWk26qO2p8MZg5uM7tucd8ZUZbf1GfUOlY8X+CQulRpIa3n59DeHTeP/jHNnYIy/eMnbjdjPllLtUaSGuKgT0N3dMK/EjmTsEZfvGSG43Yz5ZS6T6SbrecT0N3Mor8Pc2dnLL94yQ3GcZ8spdqjSQ1vUCehu7phX4kcydgjL94yQ3GcZ8srP/67PHk++Y+98P8A+GalCVvFmgor9JaXW6qdyqjw7pg5uM52k474ylbxZoKK/wAtpdb6p3KqfDOmDm4zu2k49Mrl1XC2xVl5fdZH1olkn8Q6MSjYXZz6Zxn3Vzk37h6dls7ONO1w+RV8LbFW3mS6yPrRLJNz3RtlAYXZz6Zxn3St4XWKvvEl1mfW82WbnvjbKNhdnPpnBPurDqoS48WaC3X2a1Pt1U/lT8h0rXNxnIBICSUF2dtr09azNJZf1Fx4s0Ftvs1qfbqp/Jn5DpmubjOQCQPvUhqCo0k3WtUKmgvDpRWgSujnYIy/cMkNIzjPul/n0kNa1QqaG7ulFaBK6OdgjL8jJDcZxn3V1XcLbFcLxLdZn1ollm5z42ygMLs59M4JHqq/NIxvxr90U08P7nEuXFmgtt9mtTrdVv5M/IdKHNAzkAkD0UhqKo0kNa1QqKG7vmFYBK6OdgjL8jJDSM4z7/gmoajSQ1rVeIobu6YVg5ro52CMv3DJDSM4z7/gmop9JN1pVioobu6YVg5ro52CMvyMkNIzjPv+C5KTfbXZVdbOeVKSeH9/kZq8lhXVFRpJus6wVdDd3yiqbznRTsEZd0yQ0jOPv/BV924sUFpvk9qkt1VJyJhC+VrmgZ6ZIH3qQ1RPpJus6wVdDd3yiqbznRTsDC7pkhpGcff+ClZJPo0a26E4pRa4fqZqC1Wg7LGmruLhtlfLQWamhndC4skqJiS3cO4aB3x65VspKKyzfdfCmO6bMmIsJfLNqP8AoLb+yd/uT5ZtR/0Ft/ZO/wByr8eBk/qlHz/9GbUWEvlm1H/QW39k7/cnyzaj/oLb+yd/uTx4D+qUfP8A9GbSpC88L7He7tNc6mStbLM4OeyOUBpIAHpnrj1UD8s2o/6C2/snf7k+WbUf9Bbf2Tv9y47YPshZr9LYsT5/gzWxgYwNAwAMAKSvXC+x326zXKpfWNlmcHSNjkAaSAB6ZGQPVQPyzaj/AKC2/snf7lQ6Q4uG53CKgvNNDA6ZwZHUQ5Ddx7BwOcZ9crviQlwyX4zTXNQl9UZKYwMaGjoAMBSN74X2O+3Wa51MlayWYhz2xyANJAA8xkdlYIVa0n2brKoWLE1khL/xToNNXea0ut1VN4ba10jHtA6gHoD1PQrS/cWKCxXWW3ut1VNygwuka5oHzmh3QH2IXNvnDCyX+6zXKqkrWyzYL2xygNOAB5jPYLS88LrFe7jJX1D61kkgaHMjlAadoDR3BPYDzVb8TnBilHV+ba13x+xDa7q9KO1VVvraG7yTERuldBOxjHZY09AQT9EjzVZe+Klu07cn2z4OqphAxmXtc0DBaD0B69AQpPXkmk4dVVcdbQ3Z8zBG2UwTsaw4YOwIJ+jjzWmuZ9Jt1NUeKobvJKGRcx0M7GsPzG4wCCfo481W5NZxgxytnW5uMknn7/IzPDK2aJkjc7XtDhn0IUpfuGVl1FdJblVyVjJpQ0PbFIA04GPMHHQLr73xUt2nbi62C3VUzYGMy9r2gYLQRgH0BCu4ZWzQslbna9ocM98EK7yy4PU3VX5g+cCGJkELIYxhjGhrR6ADAUVqbinRaavE1skt9TO6ANL5GOaB1GegPsU1NxTotNXma2SW+pndAGl8jHNA6jPQH2Kj9fVmlJdTTyVlFd5JnxRPldBOxjCCwEdCCc7SPNRnPjysz6rVJRaqkk08Ma/rNKy6lnkrKK7yTPiifI6CdjGnLAR0IJztIVpc+Gtg1LOy5yPrYzLDGA1kgALQ0AdweuMKJ1zPpIagk8TQ3d8gghLzDOxjSOWNvRwJztxnqqy9cUrdpqsbbWW2qmZFDG4OD2jDXNBA6+2FBbcvdgzwlVun42MZ+5L8QTpWl1LLBWUV2kmihiY91POxrCA0Y6OBP0cKxr+Gun9TPhub3V0QlgiaGskAGwNAbnIPXGB3UdxArdLT6kklraK7STvgifI6CdjGkFgI6EHrtIWXbaYXW+lNOHNgMLOWHdw3aMZ+5Sik28ltFcLLLIySaybtNTx0tPFBEMRxMDGgnOABgLcRFceoEREAREQBERAEREAREQBERAEREAREQBR03Cyxz3l12c+t5rp/EGMSjYXZ3emcZ91YouOKfZXZVCzG9ZwYVuk+kPjtPz6O8un8f89zZmcsv3jJAxnGfdLtNpAa2qBPR3l04r8SOZMwRl+8ZIGM4z7pdJtIDWs4no7yZhX/AD3NmZy9+8ZIGM4z7q5quFtjrLzJdZJK3myT+IcwSAMLs59M4z7rOk31js8eNU7N2zDwxVcLbHWXmS7SPrebJP4h0YlGwuzn0zjPurELRQ1ZxYttFfZLS6grHGOo8O6UFuM5wTjOcZV3lieo3TRy+Ml0eyjq3hZYrheJLrNJW82WbnOY2UBhdnPpnGfdWOVC3DixbbdfJbVJQVjjDPyHStLcZyASBnKT2/qGodKS8bo5NdwtsVwvEt1mkrRLLNz3sbKAwuzn0zj71xblxYttuvk1qfQVjzDPyHStLcZyASBnOOqus9FhbUE2jxrOrFTR3l0wrAJXRysEZfuGSAeuM+6jPyrymfU/kJOrEcvkagm0gNZ1YqaO8OnFYBK6OZgjL9wyQCM4z7q5uHC2xXG7y3SZ9aJZZec9jZQGF2c+mcH7VDagm0gNZ1QqaO8unFYBK6OVgjL9wyQD1xn3VhcuLFttt7mtT6CseYZuQ6VpbjOQCQM5woR287sGep05n42MZ+5H6nn0g3WVZ4ujvL5hVDmmKZgjLumcAjOPvTVE2kG6xrBV0d4dMKoc50UzBGXdM4BGcferm48LbHdbvNdJ5K0SzSiV7GyAMJ6e2cHHqly4WWO63ea6TyVolmkEr2MkAaT09s9ceq64S+QlpLnnCXef8lZMS2nkc3oQ0ke3ReXC4uJc4kknJJ8yvUdQMU0v9Q/uXlsdlHUehD2x+j+f+AiK30zwpu98iZVVjxbaZ/VvMaTK4eob5fes8YuXCPJqpna9sFkiEWZ4uCtibGBJW3GR/m4Pa3/DaumvXBWeGJ0tnuAncBnk1ADSfscOn4hWOmSNUvZ18VnBjFFvVlHUW+pkpauCSCeM4fG8YLStlVGFrHDC1Di0hzSQQcgjyK0Q9kCPUsBLoI3E5JaCfwUVf+K1vsN5ntklBVzOgcGvkYWgZIB6An3VpTfyaP8AqD9yw7rmbSTdW1orqS8PqA9nOdBKxrCdozgHr2wt1kmlwfUay2ddacGl+5mWN4kja8Zw4AjKidRcVLfp68z2yWgq5nQbQ+RhaB1APQE+hXxe+Klt09c5LW631kvIDAXsLQMFoPQE57EKS1zU6SfqmrfXUl4fM4RuldBKxrDljT0BGe2FydnHlZXqdXiP5UllPka6qdJO1RVurqO8STkRuldBKxrDlgPQEZ+iQtNbz6QGpakVlHeHyhkXMMEzGsPzG4wCCfo4TW82kG6lqBWUl5fKGRcwwSsawjY3GA7r9HCa3m0g3UtQKukvD5QyLmGCVjWEbG4wHdfo4VUvXowWv3+Y9/ctrpwysOoqw3OWStjdMxmWskABAaAO4PkArCKNsMbI2dGsaGgewXzSmM00XKBEexu0HvjHRRupOKVv03eJrZNQVcz4Q0vewtA6jPTJ9Cr/ACx5PXfhULe+MklxDm0q3VlWLhSXeSpDY+c6nmY1h+aOwIz9HC2tbzaQGoJPFUd4fIIId5gmY1pby246OBOduFb3jhxY9V1pvFRJWsfVMY5wjkABG0AdCDjphRevjpKm1NUQ1tJd3zRxxMkNPMwMwGADAd1+jhVTTWW8Hm6iqcFKUsYb4+pZXLhpYNSVDbnI+ujM0UY2skABaGgDuD1xhR3ED4qUupZoK2ku75o4YmvNPMxrCAwYxuBP0cKovHFK16aqxbBb6yZsMMZ3NLQACwEDqc9iFL6/q9KTakllrqS8STvhie90ErGNILAR0IJztIXZ7cPGCeqdOx+HjOeTb1xNpIX0iqo7w+Tw8O4wTMa3bsG3o4E524yswW0wm30ppw5sBhZyw7uG7RjP3KTuXDWw6lmjuUkldHzYY2hrJABtDQG9weuMKxpoGUtPFBGCGRMDGgnOABgKcItNtmvTVThOUpJYfWDcREVhtCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAoWfixbYL860mgrCW1PhjMC3Gd23OM5xlXSwpWy6Q+O8m+mvXO+EBuLZY+XzN4ycY3bd3vlV2Saxgxay2dajsaWX6i6S6RbracT016Mwr8PLJY+WX7xnAxu2591mpYVusukBreoE9NejN4/wDjCyWPll+8ZIGN2M++VY1nFe20d+ktL6GsJjqPDulBbjOcE4znGVGEks5M+luhW572uWKzixbaK/SWl1BWOMdR4d0oLcZzgnGc4yo67y6RGt6gTU16MwrwJCyWPlmTeMkAjdjd7q4quFlkrL1JdpJq0SyT+IdGJBsLs5PlnGfdQ93l0j8d6jnU16M3jxzCyWMRmTeMkDG7G73UZ7v1ENT42F4uO+CxreLFtob7LaXUFY4x1Hh3SgtxnOCcZzjK367hZZLheZbrLNWiSWbnujbIAwuzn0zjPuoe8y6RGtqkT016M3jxzCyWMRl+4ZIBG7GfdWNw4sW23Xya0yUFY4xT8h8rS3GcgEgZzjqpKSed5OF0J7vxDTSfAuPFi226+TWmSgrHGKfkOlaW4zkAkDOcdVv1/CyyXG8y3WWatEks3OfG2QbC7OT5ZwSPVQ9/l0gNa1Xiaa9GUVo5pjljEZfkZwCN2M+6sbjxYtttvk1qfQ1jzDPyHytLcZzgkDOcZKKSed4jdCe5ahppPg36/hXZLjeZbrLNWiSWYTvjbINhdnJ8s4P2pcOFlluV5luss1a2SWYTPjbINhdnPpnBx6rYuPFi222+S2p9BWPMM4gfK0txnIBIGc4S5cWLbbL5Nan0FY8wzCB8rS3GcgEgZzhdfhlrek5zjv6lyAtUBRWnoG3U/wAnl/qH9y8tDsvUtT/J5f6jv3Ly0Oyzaj0PE9sfo/kuuE2mYb3eZa6rY2SnoA1wY7qHSH6OfYYJ+3CynrC63Sy2V9XaaHxtSHtbs2l21p7uwOpx7eqh+CFZEG3WiLgJS6OYD1bgg/44/FZT7qdS8nBp0Fa/D+V4b9Th2eqqqy10tTW03hamWJrpIf5jiOoXS2e/X2s1XcbbWWkwW6AEw1O1w39RjqehyMnp2wqOonipaeSed7Y4oml73u7NAGSSpyngrNVMFbXTz0NqeN0NJE8xvmZ5PlcOoBHXYMYHc+Ssfoa55Tik+f8AP7nQcXrRb6y1fCTZqdlwoyARzAHSRk4Ix54zkfesOL0jQaf08IGuo7bbXxHs9kTH7v8A9uufxXTXnh3pi/Nmip4YKOrj7yUhALDjpuYOn4gKmypyeUedq9BK2XiRxkwOh7Ls9RafrNM3SS31oBe35zHt+jIw9nD/AN6LrD2WVrDwzxHFxltl2epKb+Txf1B+5Sd74W2W+3aa51E9aySYhz2RvAaSAB5jI6BVtN/J4v6jf3LcK9FxT7Prp1QsilNZML66fpOPVlWyupry6ZvLEpp5Yww4aOwcM9sKzuvDCx6hrjc5Zq2MzsYSxjwAQGgDuCewCjdeS6UGrq0V9NeXzgs5xp5Y2xk7R2DhnthZipjH4eIxAiPYNufTHRVQim3k8/T1QsssU0nz9ySvfCyy325SV881bG+QNDmRyDadrQ3zBPYBL3wsst8uUlwnmrY3yBocyOQbTtAb5gnsAtnUXFS3aevM9sloauZ0G3e9haB1APQE9ehVrFI2aJkjc7XtDhn0KliDyjTGrT2OUUk36kRfuKFt0xdJLQ6gq5jTBrXPYWgDoD0ycnphSWvajSkmqKh9dTXl87mROkNPJG1hywEYDhn6OFbX7hfZtQ3Wa5VM9bHLNje2J7Q04GPMEjoFE6+OlINU1MdbTXl0zGRNkNPLGGYDBjAcCfo4Vdm7HJj1fjKL8TGM8Z/kq7xxStWm6wWwW+smbDFGdzS0ANLAQOpyehCk9fVWk5tSzy1tPeXzPiifIYJI2sILARgOGc7SF864k0j8YJPE016dJyId5gljazbyxjo4E524yrS6cMrFqWpbc3zV0XOijG1jwAWhoA7gnOAF17pZRyfi37oLDw/uLpwysWpahtzfNXRc6GMbWPABaGgDuD1wAty98LbLfK81k81bE8xsjLY3jBDRtHcE9gFXwQsp4WQsGGRtDWgnyAwvs9Vbsj8D0HpamnmK5Ia/8SrbpG4mzOoKuY00bAXMc3AG3oOpyemFaUtQyrpoqiPOyVjXtz3wRkKV1Dwys+pbpJcqqetjmla1rmxPaGnAx5g+Sq6anZS08UEQIZEwMaCc9AMBcjuy8ilXb5b/AHfQ3ERFM0hERAEREAREQBERAEREAREQBERAEREAKwpWyaQ+O8m+nvRm+EBuLZGcvmb+pxjdt3e+VmtYVrX6P+O0m+G9c74Q+cWvj5fM39en0tu771Vb6Hne0Oo9d+pb1PCuyVd6ku0k1bzZJ/EOjEg2F2c47Zxn3UPdpdI/Heo59NejN4/+MLJWcsv3jOBjdjPurOr4r2ujvklpfRVhdHUeHdKA3buzgnGc4yo26v0eNbVAnhvRnFf/ABhY+Pl794zgfS25UJ7f0/Ez6l04XhY75LCs4r22iv0tofQ1bjHUeHdKNuN2cE4znGVHXeTSI1vUCamvRmFeBIWSsEfM3jOBjdjd7q4q+FdlrL1JdpJ60SyT+IdGHjaXZyfLOM+6iLvJo/47VHPhvRn8eOYWPj5fM3jOB9LbuSe79R3U+Nj83HfBpeZNIjW1QJ6a9Gbx45hZKwR794zgEbsbvdXFdwrslwvMt1lmrhLLNz3RtkGwuzk+WcE+6iLy/R/x1qefDezP47+MLHx8vmbxnAPzsZVlX8V7Xbr3NapKKtc6GfkOlbt25zgkDOcZSO3nd8TlLp83jY7N6v4V2S4XmW6yzVoklm5742yAMLs5PlnBx6pX8K7JcbzLdZZq0SSzCd8bZAGF2cnyzgn3WzceK9qt17mtUlFWudDPyHSt24znBIGc4S48V7Vbr3LapKKtc6GfkOlaG7c5wSBnOFP8s0yek5zjv6m9cOFdkuN5luss1aJJZue+Nsg2F2QT5ZwceqhtRS6QGtKrxFNenTCsHNMcsYjL8jOARuxn3Wa+6jLhwqstyvEt0lnrWySzCZ7GvG3dnPpnHRJw/tQ1OlyvyorOcs2LpxXttpvc1qloax5glET5WluM9MkDOfNLrxYttpvc1rkoKt5glET5WluM9MkDOfNb1z4V2W6Xea6TT1rZJpea9jHjaT09s46eqidUP0eNY1oq4b0ZvFDnGJ8Yj3dM4B64XJSmuyq63UVpuTS54/YzLUH/AOml/qH9y8tjsvUlR/Jpf6h/cvLY7KGo9Cn2v+j+f+Dn2K91enrpDcaJwEsR6td9F7T3afYr0Np2+w6gstNdI43wMnaTskPVpBwevmMjuvNS7Gt1Dcq+gpbfLUuFHSsDI4GfNZ08yB3PuVXXZsMej1joynyvh8zO2uS59jbBtLoqirp4Zv1bpWh33Ht967urpIqykmpJQeVMx0bgDj5pGDj06LzL8JVxjERraoxgghhlcR0OR0z69VnPQuvKPU9HHBPKyG5xtAkicccwj/qZ6g+nkr4WqTPU0uthdY01jKR3Om9N0elrY23UBlMQeXl0jsuLj5+n4Las+krdY7rcLnSc7n17t0oe/LR1J6feSeuV3WVtzzx00Ek0rwyONpe5x7AAZJVuEb/DgkuOujGXG+CPw1pn2jm8yRm7z24Bx+KxOeyqOIGsPjbdmvgDm0NMCyAO6F2e7yPfA+4KXPZYbZJyyj5jWWRsuco9HqSm/k0X9QfuUZf+KtusN5ntklDVyugcGvkYWgZIB6An3VnT/wAmi/qD9yw7rl+kRq2t8dDenVAe3nGB8YYTtHbPXtha7JNLg97WWzrrTg0v3LS88MbLqO5SXaonrmSVAa57Y3tDTgAeYJHQBbF94oW3TN1ltD6Crl8MGNc9hbgfNB6ZOTgEK2g2mGPZnZtG3PphSV+4XWfUF2muVTUVrJZ9u9sbwGnAA8xkdAkotcw7FtU4rdp0lJ9kPrufST9VVT62nvL5nCN0xgkjaw5YD0Dhn6OFXXrina9OXF1s8BWTCBjMvaWgAFoIxk5PQhci9cK7LfLlJXzz1sb5A0OZG8bTtaG+Yz2AS98K7LfLlJXzz1sb5A0ObG8bTtaG+Yz2AUds020UeDqYOUoJJt/c2b9xXttiuclA+hq5jG1jnSMLQPnNDugJ9CFI69qNKSaoqJK6nvL53MidI6nkjawgsBGA4E/Rwmu/ijDqiqjrYb0Z2CNspp3xhnRg7buvbC01w/SI1HN4yG9Ol5UO8wPjDMbBjG7r9HGfdQnJvOcGbUWzmpRm1w/uWVz4ZWLUlS25vmroudFGNsbwAWhoA7gkHACsoYWU8LIoxhkbQ1vXPQDAURduKNo03Vi2eCrZRDFGdzduA0sBA6nJ6EK3gmbUwRzMzskaHjPoRlXR25eD1KPB3S8PGfUjdS8Urfpu7zWyWhq53whpe9haB1GemT16EL4v/Fa3WG4GidQ1c5EbJS9paBhzdw6E+hCleIj9KDVdWLhDeXVO1nONO+MMPzR23de2Fta4fpEX53iob0ZPDw7jA+MN27Bt+l1ztxlVuclnkwWaq1OeJLh/cr7/AMVrdYrh4N1DVzkRMlL2loGHN3AdT6EK0pahlXTRVEedkrGvbkYOCMhR1z4Z2PUs8dyfPXRc2CNoax7QC0NAHcHrjCsqanZS08UEeQyJgY3Jz0AwFZHdl5N9HjbpeJjHobiIimaQiIgCIiAIiIAiIgCIiAIiIAiIgCIiAKKn4U2ee+OuzqmsD3VHiTEHN27t27HbOMq1URPxYtMF8daTR1pc2o8MZQG7d27bnGc4yoS2/qM+o8Hjxf4Iu6u0h8d6gzR3ozeP+ftMfL37xnH/AFbc/erar4VWesvkl2fU1gfJUeIdEHN2l2ckds4ylVwps9Xe33Z9TWh8k/iHRBzdu7OcZxnGVa4woxh3uRmo0nMvFiu8o0xgLCt4dpH471HOZeud48czYY+XzN4zjPzsblaVnFe00d8ktL6OtLo6jw7pQG7d2cE4znGVF3g6QGt6gTMvfO8eOZsMfL5m8Zxn523cuWSTxgr1tsLEtjTw/UtqzhVZ669yXZ9TWNfJP4h0bXN27s5I7ZxlK/hVaLhepbtLU1ofLNz3xNc3aXZyR2zjKtFE3Divabfe5bVJR1rnRTch0rQ3bnIBOM5wpSjBdmm2rTVrM0ll/Ui7+7SHx1qvEsvRl8aOby3R8vfkZxn52MpqB2kPjrVeJjvRl8aObyzHy9+4Zxn52Mpf3aQ+OtV4ll7M3jRzeWY+XvyM4z87GVbV/Cqz3G9y3WWprWvlm574mubtLs5PlnBKq2t5xjs85VTs3KCT5+5aBarTsom48V7Vbb3LapKOte6KYQulaG7c5AJxnOOqvckuz2bLYVrM3gtyoq6cKrRdb1NdJqmsa+aUSvja4bSemfLIzhWuVEXXivarTeprXLR1r3QyiJ8rQ3bnpkgZz0yuT2/qK9R4OF43RZVAxTS/1HfuXlsdl6mlbzIXtBwXNI6ry9V0stDVTUs7CyWF5je0+RBwqdR6Hme2F7j/AHNpERZTxQtWuLXBzSQ4HIIOCCtEQHcwaz1HTRiOK917WDsDKTj8crdodc6gop5ZXXGaqbM0sliqXGRkgIxgg9u/lhdCilvl8SxXWL9TCHsi3aWllraqGlgYXyzPEbGjzJOAuEEss9P038mi/qN/cpG+cLLRfrvNc56qsjknIc9kbm7SQAOmRkdArCFvLiY0nJa0D/BRl+4q2uw3ie2TUVbK+Ahr3xhu3JAPTJye63z248x9XqPB2Lxui0YwRMaxv0WgAKM1BxTtenrxPbJ6KslfBtD3xhu3qAemTk9CtL7xVtViustulo62V0W3dIwNx1APmc9iozXUukpNVVT61l6MzhG6Xw5jDOrAem7r9HCjOfHlZn1WrxH8qSynyWV94r2qxXSSglo62V0QYXPYG4+c0O8znsQl94rWqxXOSglo62Z0QaXPYGgfOaHeZz2IUZrh2kPjNUeMZezLsi5vhzHsxsbjG7r9HCs7vwus2oq83OSqrYjOxmWMc3BAaAO4JHQBR3TeUitW6ibkq2uH9yN13LpOTVFVJWMvRmc2N0vIMYYcsB6buv0cKyu/DCzakrfhN9VWxc6OMFjHNwQGgDuMjoAvq+cKrRfLlJXy1VbE+RrWuZG5uDtAb5jPYBfN94m2rS1yfaJKKtlNM1gc+PbgfNB8zk9MLu1LLn0FVGDlLUJYb4+pH6+j0nT6nnhrWXnnRxxMl8O6PZgMAGN3X6OFWXbijZ9N1TbZ4KtlbDDGd7duA0sBHc5PQhSevp9Jz6mnlrWXozPjifKacxhmCwEY3dfo4Xxrh2kPjBJ4pl7MnIh3+HMYbt5Yx9LrnbtyobmstYKHbKtzcGlz9y1vfDWz6srzeJaqtidUxsc5rC3BG0Y7g46YWt94V2i+15rJaqshcY2Rlsbm4Ia3aO49AFs3bihZ9NVbbZ4OtmEMMZ3M24DS0Edzk9CFuX7itarFcDRyUdbMRGyUvYGgYc3cO5z2IVj2c5NcnpOd2O+f3NL9xJtWkbgbNJRVkxpo2AuZtwBt6DqevTCsqWoZV00VRHnZKxr256HBGQsPcQJ9KVGpJZq1l6M8kMT5DTmMMwWAj6XXO3Cy7beT8H0vht3I5LOXu77doxn7l2Em20yzTWynZOLawujkoiKw2hERAEREAREQBERAEREAREQBERAEREAUVNwps898ddnVNaHuqPEGIObt3bt2O2cZ91aouOKfZXZVCzG9ZwFEVfFe1Ud8ktL6OtLo5/DulAbt3ZwTjOcZSq4r2qkvklpfR1hdHUeHdKA3bnOM4znGVrV8KrPWXuS7Pqq0Pkn8Q6IObt3ZzjtnGfdQcm/cM1ls7ONO08Pk1q+FVnrb3Jdn1NaHyVHiHRBzdpdnJHbOM+6ibw7SB1vUc9l753jxzCwx8vmbxnGfnbdytKzitaaK+SWl9HWF0dR4d0oDdu7OCcZzjK+qvhVZ629yXZ9VWh8lR4h0Yc3buznHbOMqEop+4UW1Qs406Tw+T4reK1qor5JaX0dY50c/h3SgN27s4JxnOMr7ruFNnuF6lustVWh8s3PfE1zdpdnJHbOM+6VvCmz1t7luz6qtD5J/EOja5u3dnJHbOMr5r+K9qt98ltUlHWOdFPyHStDduc4JxnOMlS/8yb9fxeMZ4Pqv4U2e43uW6y1VaHyzc98TXN2k5yR2zg/arUBMorFFLo2wqhBtxWMgqKuPCmz3K9S3WWqrWvlmEz42ubtJyCfLODj1XzceK9qtt7ltUlHWOdFMIHytDducgE4znAyrfKj5ZcFb8G/K7waEYCwtqg6Q+OdZ4tl753im87lOj5e7pnGfnY/9CzUexWFNUHSHxyrPFtvfO8UOcYjHy93TOM/Ox/6FG3pGf2j7keu/UzUOymdS8PLJqefxVRHJBVEYM0Dg0u/rAggrr7pxWtNovU1rlo6x7oJRE+VobtB6ZwM5OMrW68V7Vab1Na5aOse6GURPkaG7c9M4BOemV1yg+GWWX6eacZtNf8nB+ROy/pG4/iz/AGp8idl/SNx/Fn+1ZDzkZUVeOK1qs15mtc1HWPdBII3yMDdoPTOATk4yuOEF2iFmn0tazOKRwfkTsv6RuP4s/wBqfInZf0jcfxZ/tWQ2uDgCOxWql4cPgW/gqP7UY7+ROy/pG4/iz/anyJ2X9I3H8Wf7VkTsom+cVbXYrzPbJqOskdA4NfIwNxkgHpk5OMqLhBdoqs0+lrWZxSOD8idl/SNx/Fn+1d7prh5ZNMT+Kp45J6oAgTzu3Fv9UAABUrHiRjXt7OGQvpSVcVykXw0lMXujFZCwvro6S+N1b45t7M+9nP8ADujEedozjd17YWaFF33hXaL9dp7nPVVsck5Dnsjc3bkADpkZHZcsi2sIr1tU7IJQSfPqRWuDpH401PjWXsy4j5vIdHs+g3tu6/RwrK7cLrLqKvN0fVV0XPYzLGObggNAHcEjoAo7XQ0nHqurZXMvRmbyxLyHR7OjR23de2FmOl5fh4uVnl7Btz3xjooQim2mZtPVGydkZpPn7kffOFVnvlzkuE1VWxOkDGuZG5u35rQ3zBPYBfN84n2nTFzktMlFWSupg1rns24HQHzOTgYVuVGag4W2nUN2mudRVVsUk+N7I3N2nAx0yCR0CnKLXudmm6mUFnTpJt8m3feK9qsdzkoJKOtmdG1rnPYGgfOaHeZz2IUfr6XScuqKiSuZejO9kTpDTmMM6sBGN3X6OFprtukotU1UdY29GdgjbL4d0ezowDpu6/RwrG78L7NqOt+E31VdFzo4wWMc3BAaAO4JHQBVvdLK4MU/Gv3QWHh/cjNcHSHxgk8Uy9mTkw7/AA5jDNvLGPpdc7duU1wdIfGCTxTL2ZORDv5BjDNvLGPpdc7dufdfevYtJ0+pp4a1t6M0ccTJfDuj2YDABjd1+jhfGuDpD4wSeKbezJyId/IMYZt5bcfS6527c+6jL16KLeN/u9/csrrwwsupaptzdVV0XOhjG1jm4LQ0AdwSDgBSPECPSlPqWWGtZejPHDEyTw7o9mA0AY3dc7cKsu3FCz6aqm2zwdbMIYYzvbt6NLQR3OT0IUnxAn0pPqSWatbejPJDE9/hzGGYLARgO6524Up7ccYL9U6dj8PGc8/U+NcnSPw8fFMvZk8NDu5Dow3bsG36XXO3GVXXTihZtMzRW1tHXTNip4nBzdvRpYC0dT3xhfd14Y2XUtRHcnVVdFzYI2hrHNwWhoA7gnOMKQ1/DpOl1FJT1jb0ZooImP8ADuj2YDAB9IZztwj3Ry+BPxaN01hZZmKlqWVlNFUR52SsbI3IwcEZH71urjWvkfBtL4bdyOSzl7u+3aMZ98LkrQewugiIh0IiIAiIgCIiAIiIAiIgCIiAIiIAoqfivaIL260upa0vbUeGMga3bu3bc984yrVRE/Ce1T3112NZWBzqjxJiBbt3bt2M4zjKhPd+kz6jxuPB/kjLoNHjWtQJ/hvn+P8An7eXy9+8Zx/1bc/es0hRNXwotVXfJLs+srA6So8Q6IFu3dnJGcZxlW+FyuLWclWkqnBy3pLL9CKrOFNorL3JdpKqtD5J/EOjDm7d2ckds4ytKvirZ6K9yWl9LWufHUeHdIGt27s4J75xla1nFaz0d7ktL6WtL45/DukDW7d2cZ75xn2XzWcKbVW3yS7PrKxrpKjxDogW7d2ckZxnGVz/AMCt/wD5MZzyfVbxWtFFe5LS+lrXPjn8O6RrW7d2cE984ytK/hVaLhepbrJVVrXyzc90bXN25zkjtnCiryNIHW1QZnXvneOHMDGx8vmbxnGfnYyrWv4q2e33qW1S0tc58U3IfI1rdodnBPfOOqipJ53lcLYWblqGmk+BX8VrRbr1LapaWtc+KbkPka1u3OQCe+cdVbd1hS/jSHx1qvEuvfO8aOaI2x8vfkZxn52MrNQU4Sbzk0aW2c5TUmnh+hFXHhTaLjeZbrJVVrXyzc90bXN25yCR2zjolx4rWi23mW1y0ta58M3JfI1rduc4PnnHVWx7LCmohpD451fiXXvneMHNEbY+XvyM4z87GVyfl90hqfyFmrCbfJa3TitaLXeZrVNS1rnwyiF8jWt256ZPfOOqXThVZ7veZrpNVVrXzyiV8bXN256Zx0z1worU40h8c6zxbr3zvFDnCJsfL3dM4z87CzU1I+ZtSOU/nuUbcNJ8EXdeFNou15muk1VWtfPKJXxtc3bnpnHTI7JdeFNou15muktVWsfNKJXxsc3bnpnGRnyVqTgKKuvFaz2m8zWualrXvhlET5GNbtB6Zxk5OMrsowXZbbVp4LM0ll/UtNvTCi7xwqtF5vE90mqq1j53iR8bHN256dsjPktbtxVtFovMtrmpa174ZBG+RjW7QTj1OfNWgOey75ZcFj8G/Me8GgGxuPIKLvHFa0WW8T2yelrXvgeGPkY1u0HpnGTk4yrU9lhXWI0gdYVvjXXoTc5vPEDY+XuwM4z1x/6FyyTS4K9bbOuCcGlz6lreeKtos13ntk1LWyPheGPexrduSAemTnzS88LbRf7tNdJqutjfUOa97GObt7AdMjI7KK1iNInV9b4t17E3ObzuS2Pl5wM4z1xjCzRHjY3b2wMfYuR8zakVU/nynG3DSfH1DGCNgaOzRgKNvnFS02G7z2yelrZHwODXvY1u3JAPTJyehS+cVLRYrvPbJ6WtkfA4Ne+NrdoJAPTJye6itbnSLtW1jq196ExcwzCBsezO1vbPXthJz48rO6rVYj+VJZTwzNDHh7A8diMhRl94qWmw3ee2T0lbJJAQ1742t25IB6ZOfNfN44pWawXKS2S0tdI6Da1z2NbgZAPmcnAIUZrc6SfqysdWPvQmLmGbkNj2Z2jtu69sJOfHlZzU6vEfypLKfJaXvhhaNR3SW7TVdbG6p2ucxhbt7AeYyOgWl64nWfTNyktEtJWyOpg1rnsDSB80HzOT0IS8cUbNp64vtktLXSGAMDnsa3ABaD5nJ6EKM107SUuqqqStfehM8Rul5DY9nVgPTd1+jhclJL3eyu62FacqGlLPJmeOVssbZG52vaHD7Co7UHFK06eu01snpa2WSDbvfG1u3qAemT16FV1Ny/DRcrPL2DbnvjHRYd1+NKfG2t8e69Co+ZzvDtjLM7R23de2FKyTS4NGstnXWpQaTz6lje+GNo1NcpLvLV1sTqkNc5rC3B+aB5jI6YWt84mWjS1xfaJqStkdTNYHOjDSANoPmcnphWFLs8NFys8vY3bnvjHRSGouFts1Hd5rnPWVcMkwaHsj246DHTI9AkotLy9i2qcFu06W59nze+Gtn1ZcHXiWrrYnVTGOLWFoBG0AdxkdMLW+cKbRfLg6tlqq2JzmMjc1jm4w1oaO49AFYwQtpoY4WZ2xtDBk+QGFI6i4oWnTl2lttRS1sskIaXuja3aMjPmRnoUlGC7O21aeC3WJc/5IvX0WkoNSzw13w1z44omSeHMezAYAMbuv0cL51x8UPh53i/hvmeHh3cjl7duwbfpdc7cZVjfeGlq1ZcHXh9ZWQuqmMJazbgjaAD1HTphSHECDSlPqWWGtdeRPHDEyQU4jLMBgAwXdc7cKqcWsvg8/UVTgpSaWG+PqZeoOV4Gn5G7lcpuzd324GM/cpbUnDC16luslyqKqsilla1r2xlu04GPMeiqqDleCp+Ru5XKbs3d9uBjP3LfV7imsM9eVULIqM1lG1S07KSmip488uJjY25OTgDAW6iKRaEREAREQBERAEREAREQBERAEREAREQBEUVPxWs8F8daTTVpe2o8MZQ1u3dnbnvnGfZcckuyuy2FeN7xktVFVfFaz0d7ktL6atL45/DulDW7d2cZ75xn2Sr4q2ekvclpfTVu+Ofw7pQ1u3dnBPfOM+y+avhRaqy+SXZ9ZWh0lR4h0QLdu7OSM4zjKg5N+4Z7Lpz/27Tw+SMu40h8d6jnvvfO8f/GBjY+XzN4zj/q27la1nFWz0V7ktL6WtMkdR4d0oa3aHZwT3zjPsvms4UWqtvsl2fWVodJUeIdEC3buzkjOM4ylbwotVbfJLs+srQ+So8Q6IFu3dnJGcZxlQUZrozwq1FediSy/oKzhRaq2+SXV1ZWtdJP4h0QLdu7OSM4zjKXDhRarhe5brJWVjXSz890TS3bnOSM4zhfVZxVs9Fe5LU+mrXPjn5DpWtbt3ZwfPOMpX8VbPb71LapaatL4puQ6VrW7Q7OCe+cZUvyybWj5zjv6kTfxpD461XiX3vneMHN5bY+XvyM4z87Gf+FmoLCt/bpD461XiX3sTeMHN5Yj5e/IzjPzsZ/4VtX8VbPbr1Lapaatc+KbkPka1u0Ozg+ecAlchJLOSGlthXKbm0ufT+S1PZYU1E3SHx0qvEvvfO8YObymx8vfkZxn52M/8LNWeiwrqJukPjpVeJfe+d4wc3lCPl78jOM/Oxn/AIXbekWe0fdj136lndOFNqut6mustZWsdNKJnxNLduemQDjPkvu58VbPaLzNa5qatc+CURPkY1u0Hpnzz0z6Jc+Ktntd5mtU1NWufDKInyNa3aD0ye+cDKidUN0gdZ1ni33sTeKbzuUI+Xu6Zxn52P8A0LkpJe4VXWwrTenaTzyW114rWe1Xma1TU1a58MoifIxrdoPTPnk4z6KK1UNIHWVZ4t97E3iW87lNj5e7pnGfnY/9Cs7rwotN3vU10lrK1jp5RK+JpbtJ6ZwSMjOEuvCi1Xa9TXSWsrWOmlEr4mFu3PTOCRnrhclGb7O3VaixNSSfPH7Ebq0aR+OVX4t97E/iGc7ktj5e75ucZ+dj/wBCtLtxUs9ku81rmpa174HiN8jGt2g4HqcnGVpd+FNqvF6muktbWxumkEj42Fu3Ix2JGfJLxwotV6vM90mrK2N07xI+Nhbtz0zgkZ64TbNZwcjVqYOTrSWX9OTW88VbPZrvNbJ6ate+F4Y+RjW7QSAfM5OMqK1iNIHWFb4197E3ObzuQ2Pl7sDOM/Oxj/hWd54UWq9Xma5y1lbG6d4e+NhbtyAAcEjIzhLzwotV6vM9zlrK2N07w98bC3bkYHQkZGcJJTfZ26rU2JqST54/bkjNYjSPxvrPGPvYm5redyGxmPdgZxu+d2x/krW8cUrNYrrLa5qWte6AtY+RjW7RkA+ZycAr5vXCm1Xm8TXOWtrY3TvD3xsLcZGB0JGeuFG61ZpH431grX3sTcxgm5AjMedozjPXtj/Jce6OWVT8ajdJYWX9xrX4ov1bWOrX3sTOewzchsfLztb23fO7YWmtRpD411fjX3sS5j53IbGWfRb23de2FY3jhXaL/dJLpJWVsfP2udGwtwcADpkZGQAo/W8ekW6trG1r72Jg5gmEAjMedre27r2x/kuSi1nOCu+qcFJyS5f3NNbDSB1XV+MfexNmPm8hsezO1vbd17YVleeFdp1BdJLm+trYjPtc5jC3BwAOmRkdAEvPCu03+6SXR9bWxGfa50bC3HQAdMjIyAF93nihZ9O3SS1S0tbI+nLWPexrdo6A+ZycAhS2pZ3mhVQg5PUJJN8fU0vvCm1326y3GatrInS7d0bC3HQAdyM9go3XUeko9VVTK116EzRG2UU4jLOjAOm7r9HCzMx4lY1zezgCFGag4V2vUF3muc9bWRPn2l7Iy3b0AHTIyOgUpw48qLNVpE4/lRWW+SwpuX4eLlZ5ewbc98Y6KP1DwstmobvNc5qyshfPt3sj24yBjpkdOgCXridZ9MXJ9pmpa2R1MGte+NrSB0B8yCehC1vnFWz2K5yUE1NWyujDS58bW4G4B3mQexC65QfDLLbdPNbbGuP8ljFG2GJkbfosaGjPoFIah4o2nTl2ltlRS1sskIaXvja3aMjPmQT0K+L5xVs9juT6CWlrZXRta5z42t2/OAd5nPYhRuvnaTm1RUS1z71znsidL4dsezqwEY3dfo4XJzwvKyGp1W2P5UllMs75xVs9juDqKWmrZXNYyRz42twA5ocO5B7EKM19JpOo1NPNWvvQmkiifL4dsezBYCMbuv0cL41w3SHxgk8U+9iTkw7+Q2PZt5bcfS6524ymuG6Q+MEnin3sSciHf4cR7NvLGPpdc7cZVc5N5zgx6i6c1KMnF4f3LK68T7JpqpbbHUtdNyYYzuY1uA0tBHcgnoQpHiBLpOo1LLNWvvQnkhifJ4dsezBaCMbuuduFt65bpD4ff4p97EnIh38gRlmOWNv0uuduMrXXLdIm/HxT72JPDw7vDiPZt2Db9LrnbjKSk3lPAvtnOMoyccJ/csbrxOsumaiO2Opa6YRQRuDmNbgNLQR3I64wrSmqGVVPFUR55crA9uRg4IyFE3fhhZ9TVMdy8bWwiWCNoazbgtDQAeoznGFu3riPZ9H1osslLWymliYC5gaQBt6DqRk4wrVJrLl0b4WzrbdzSj6Fqi26WoZV00VRFkxysa9uRg4IyP3rcVhtCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAoefhPap7467GtrQ51R4kxAt27t27GcZxlW8j2xsc97g1rQSST0AWJ7rxrqG1sjbVbqd9K04bJO525/vgdh7KuxxXvGTVzoil438FFV8J7VWXyS7Pra0OkqPEOiBbt3ZzjOM4yrfCw18tl5/Rlv/F/+qfLZef0Zbvxf/qoK2tdGavW6WvOzjPyMyosNfLZef0Zbvxf/AKp8tl5/Rlv/ABf/AKqXjQ+JZ/U6Pj9CureE9qrb5JdX1ta10k/iHRNLdu7OSM4zjK0uHCi1XG9y3WStrWumn57omlu3OQSM4zhSXy23n9G2/wDF/wDqu20zxhfcLnFR3aihp453BjJoXHDHHoNwPlnz8lFSrfBRG7RTe3HbO3uPCe1XG9zXWStrWumm57omlu3OQSAcZxlRmoG6Q+OtV4mS9CXxo5vLbHyw/cM4z87GVmrOQsLagZo86zqvEzXoTeNHNEbGcvfuGcE/OxldsikuCetphCKcUll+pa3DipZ7depbVLTVrnxTcl8jWt2h2cHzzgZUTqJukTrSq8TJexN4wc3ltj5e/IzjPzsZWuoWaPOs6vxM16E/jBzRGyPl79wzgn52MpqFmj/jlVmpmvQn8YOaI2RmPfuGcE9cZUJSb7x2Zr7ZzTUnF4f3LK6cKLVdr1NdJa2tY6eUSvjaW7c9MgHGfJa3XhRarteprpLW1jHTyiV8bS3bnpkA4z5LcuXFSy2q8TWyaCtdJDLynvaxu0Hpnzzjqlz4qWW1Xia1zQVrpIZRE+RjBtB6e+fNWPwzbJaTnOO+f3LMDCLTPTKjbpxUstpvE1rmgrXSQyCJ72MG0Hpnzz0z6KxyS7NllsK1mbwWZ6KLu/FWz2a8zWuemrHvgeI3yMa3aCcZ88nGV9XbinZbReJrXPBWukhkEb3sY0tyce+fNbN44VWu9Xie6S1tZG6d4kfGzbjPTOCRnyUJSb9wz3WzmsadptPktw4FuR27qMvHFWz2W8TWyemrXvgeGSSMa3aD0z3OTjK1u3FGyWW6zWqeCte+Bwje9jAWg4HqcnGVtXjhTar5eJrpLW1kbqh4kfGzbjOBnBIyM4SUm/cFts5rGnabT5Ny88VLPZrvNbJqatkfC8MfIxrdoJx6nPTK+L1wstV/u811lra2N1Q5r3xs247AdMjIzhaXrhRa71eJ7nLW1kTp3h742bcZAA6EjPkt28cULLYbpNa56etfJTkMe9jGlo6A+ZycArj/AO/oql6/isbc8HzeOKFn0/dZbTNS1r3U5ax72NbtHQHzOTgFfF64W2rUV2luslbWxmpLXvYzbg9AOmRkZAS9cLbXqG7TXWStrIzUlr3MZtx2A6ZGRkBWzGCNjWjs0YC6ot53Fkap2OSvScc8BjAxgYOwGAou/cKrXfrxPc5q2sifO4Oexm3GQAOmRnyW5e+KdmsV2mttRBWvkgcGvfGwFoJAPmcnoVpeuKllsl0lt08FbJJEWh742Db1APmc9ikpQfZ223TzW2xrh/U+b1xPs+m7pJaZqWtkfT7WvexrcDoD5nJ6ELW+cVbPY7nJb5qatkdGGFz42twNwDvM57EL4vnC616kust1lrayI1O1zmM247AdMjI6BL5wotd8uklfJW1kTpQwOYzaR81ob0JGewC4/E9CqX4vnbjvj9v/ALBpfOGFq1Nc5LvJW1sRqg1zmM24PzQOmRkdAFHa8i0nHqmqZWvvQmaI2zcgRlgwwDpu6/RwszRxNhiZG3O1gDRn0AWHNfM0kdWVpr5ry2p+ZzhTsjLAdo7buvbC5ZFJZIa6mMIbopZb5yVl44WWnUVebma2ti57GZYzbggNAHcZHQBbl+4U2u/XN9fJW1kLnsYxzGFpGGtDfMZ7AKxpeWKaLlZMexu3PfGOilNQcT7Pp26y22pp62SWENL3RsaWjIz5keRUpRglyX2U6eEd1iSz/k2L7wotV8uDq2StrYS5jI3MYWkYa0NHcegCj9fQaTg1NPDWvvQmZFEyUU4jLAAwAY3dfogLMkMzKiGOaPJZI0PbkeRGVh/iIzSh1ZVm4zXltSWx84UzIyz6I7buv0cKNkUlwUa2mEK90EuX6/yVN24XWjUtU25eNrYRNDGNrduC0MAHcZHQBfd+4U2u+3A1klbWwkxsjLGFpGGt2juPQBWFDyhRwcjcYuW3Zu77cDGfuW+p7I/A1/hKZLmPZFXziPZ9I13wNLTVsrqaNgLmBpAG3p3Iz0wvm+cN7VrCu+Gn1tZCaqJhLWbcEbRg9R06YW5qXhfbdTXaW5T1tXDJK1rXNj246DHTI9FX0tOykpoqePOyJjWNyeuAMBc2t5UuiuNU7HKNyTj6GlLTMo6aKnjzsiY2NuTk4AwP3LdRFYbUEREAREQBERAEREAREQBERAEREAREQHBv31JcP7NL+QrzPRwOqpoKdhAdK5kYJ7Akgf5r0xfvqO4f2aX8hXm6y/Wlv/Xw/mCy39o8T2sszgjKjOCNBsG+71ZdjrtjaBn2WvyI239LVv8A4MWRaqcUtNNO4FwiY55A88DKxEeN10JJZaaINPUAyPJA91ZKNce0X3VaSnG+Pf7ncfIjbf0tW/8AgxPkRtv6Wrf/AAZ/oum+W27foqh/83rkW/jRcJ6+nhqLVS8qSRrHGOR24AnGRnp5qGailT0DeMf5ORcuC9HTW+onp7rUmWKNz2iRjdpIGcHHVYuoutXTn1lZ+YL0zdT/APF1n6iT8pXmah/lVN+sZ+8KN0VFrBR7RohVKOxYyepMKGuXCe23G+TXV9dVsM0/PfE0NxnIJAOM4yFc+Sja/ipZLfeZbVLDWmSKbkPkbGCwOzg+ecAn0WiW39R7Oo8HC8bohtQxaQOtao1FTeWzGsHNEcTDGH7hnBJ3Yz7KxuXCi2XK+TXV9fVsM03PfE0NxnOSAcZwcJceE9tuV8lur6+rYZpxM6JobjOQSAcZx0VyR0KjGHe5GanSZcvFisZyjCup4tInWVZ4uovTZTVDnCKKMxh3TOCTux9yaoj0gdZVhq6m9Nl8U3nCKKMxh3TOCTux9yani0idZ1ni6m9NmNUOcIoozGHdM4JO7H3JqiLSB1lWeLqb02Y1TecIoozGHdM4JO7H3fYqn69dnnz/AFe7733Li58UrJarvNapoa10kMgifIyMFoPT3ycZ9FsXbhRbbvep7rJX1cZnlEr4mhuM9M4JGeuEu3Ci23a9zXWSvrGGeUSviaG4z0yASM9cLfunFOyWm7zWqaGudJDIInyMjBaD0989M+itf/eejLnP4rGM8ETq2PSR1lWGrqLy2fxDOcIYozGHfNzgk5x9ytrtxSslmu01rnhrXSQPEb3sjBaD09Tk4z6KJ1bFpJ2sqw1dTemzmobzhDFGYw75ucEnOPuVfeeFFtvd6muklfVxmd4kfE0Nx2GcEjIzhQW7naZqvF3T8HGc/cj9YR6RdrCtNZU3lsxmaZxDEwxh2BnBJzjGPJW924pWSyXWW1zw1z3wODHyMjBaDgepycZ9Fs3vhPbbzeZ7nLX1kZneHvjYG4yAAcEjPko7WMWkTrCt8bU3psxmbzhDFGYw7Azgk5xj2+xHujlnZeNRuksLL+5cXjinZLNdprZPDWvkhcGPfHGNoJwfM5OM+i2L3wqtt/vM11kr6uI1DmvfGwNx0AHQkZGcKO1jFpE6vrPF1N6bMZm84QxRmMOwM4JOfTyWaI8bG7e2On2KcfM2pF9X/USlG3DSfH1DGCNjWjs0ABSF74pWWxXaa2VEFa+SEhsj42AtBIB8zk9D6KxPZYX1xHpI6vrjXVN6bOXs54gijMYO0ZwSc9seS7ZJpcFustnXBODS59SuvnCy2aiu011fX1cRqS172MDSOwHQkZGQFIa3h0kNWVgrKi8tnDmCYQRRuYDtHYuOe2PJWt24oWOwXKS1zQ10j4NrXPjYC0ZAPmQTgEeSitcM0k/VlY6tqby2ZzmGYQRRlgO0di457Y8lXPbjjBi1ap2vw8Zzz9TMsGwQx8vOzaNufTHRSd94o2bT92mttTBWvlh2h7o2AtGQD5kE9CFt3fifY9P3B9rmhrpHQBgc+NgLQC0HzIPYhReuxpKXVVXJW1N5bM8RulFPFGWdWDsXEH6OPJTnPjys06nVbYflSWU+TMrJGyxtkactcA4H2Kw3r+PSh1bWmuqLyyoOznCnijcwHaOxcQe2FmKm5YpouVkx7G7c98Y6LDuv49KHVtaa+pvLKg7OcKeKNzAdo7FxB7YS33R7Q/0l136mYqUR+GiERJj2N2574x0UdqThZb9R3ia5y19VC+YN3sYGkdBjpkegWt14n2LTtabZJDXSuhYzL42AgAtBHcgnoQty98U7LYri+hngrZHsax7nxxt2gOAcO5B7ELrcGsMnZbp5x22Ncf5K2CFtPBHCzO2NoY3PfAGFh/iLHpU6sqzcKi8MqS2PnCnijcwfNHYuIP0cKyvfFOyWO4Oopoa2V7WMeXxxjaA5ocO5B7EKK1+dJ1Gpqiatqby2aSOJ8gp4oyzBYCMbiD9HCjZJNYRRrrYTr2xaeH6/yWNz4m2LTVS22PhrpeTFGdzGAgNLQR3IOcELdvfFOyWKvNHPBWyvEbJC6OMYAcNw7kHsQobXMWkTqB/iam9Nk5EO8QRRuZt5Yx1cQc7cZWuuYtJG/HxVTemyeHh3CCKNzduwberiDnbjKi5y55RXPVXR3YkuH9zM0EzKiGOaMkskaHtJGOhGQvtbFByhRU/ILjFym7C7vtwMZ+5TGouJtn01dJLbVQVss0TWueYmNLRkZ8yPJXuSSyz052xrjum8Fci26aoZV08VRESY5WB7SRjIIyFuLpaEREAREQBERAEREAREQBERAEREAREQHBv31HcP7NL+QrzdZvrS3/2iH8wXpG/fUdw/s0v5CvN1m+tLf/aIfzBZr+0eJ7V/1IHpS7fVVb+ok/KV5gb9Fv2Ben7t9VVv6iT8pXmBv0R9gXNR6Efa/cP5NVyLd9Y0n6+P8wXHXIt31jSfr4/zBZ12eRHtHpa6/VlZ+pk/KV5moP5VTfrGfmC9M3X6rrP1Mn5SvM1B/Kqb9Yz8wWm/tHs+1vegepO4ULcuE1tuN8muz6+sYZZxO+JobjOQSAcZxlXSHsr3FPs9aymFixNZIyv4p2S3XmS1yw1rpIpuS+RsY2B2cHzzgZ9FZd+iwtqCHSB1nVGprLy2c1gMrY4mGMP3DIBPXGfZXFfxSsVtu8trljrTLFNyXvbGC0Ozj1zjr6KEZ97mZKdVzLxZLGeDYu3Ce23W9z3WSvrGGaUTPiaG4z0yAcZ8lG6oi0gdZ1ni6m9NmNU3nCKKMxh3TOCTux932LNXcYUNduE9tut7nuslfWMM8olfE0NxnpkA4z5JOH9qOanSZX5UVlvLLn/pWFtVRaROsqzxdTemzGpbzhFFGYw7pnBJ3Y+77FcXPijYrVdprXPHWmWGQRPeyMFoPT3ycZ9FEaph0gdY1hq6u8tnNS3nNiiYYw7pnBPXH3LljTXBDW2QnFKLTw/UsLxwptt4vc11kr6yMzSCV8bQ0jIxnBIz1wt668UrJZbvNa54a10kDxG+RjAWg9PfJxn0ViB832WGNXw6RdrCtNbV3lkxnbzmwxMLA7Azgnrj7l2fl5iT1P5Ed1WE2+clvd+Kdks92mtk8Na6SF4Y97IwWgnHvk4z6Lj3rhTbL5eZ7rJX1kfiHiR8bA3GcDOCRkZwl44UW293ia6SV9ZH4h7ZHxtDSOwHQkZ8lyLrxPsVluk1rqI610kDhG97IwWg4Hvk4yn/AJnZc5/FY254IfWMWkjq+t8ZU3ps3NbzhDFGYw7Azgk5x/6Fb3fijZLFdJLXPDWvfAWse9jAWjIB8zk4B9FsXrhTbb5eJ7pJcKuI1DxI+NgaRnAzgkZ8lI60g0kdXVvjau8sn5jOc2GJjmA7R2JOe2PJQe6OWZ5+NRuksLL+5mZjxIwOb2cMhRN/4UW6/wB5nuctfVxOqHBz42BpHQAdCRkdArWDaImbD83aNv2YX2r3FPs9OyqFqxNZIa+8J7bfbvNcZK+siMxaXxsDSOgA6EjPYJfeE9tvl3muL6+shMxaXxsDSOgA6EjPYK5RR8OPwK3pKXnMeyHv3Ci3X27S3GSvrITLt3RsDSOgA6EjPYLS/cJ7bfLrJcH19ZCZAwOjYGkfNaG9CRnsArlSF84n2SwXWa21UVY6WHAe6OMFoyAfM9ehXJRguyFtOngm7Elk27zxMsmmbi+0Tw1r30wa1zo2AgdAfMgnphbN+4X23U10ku76+riNSGucxgaR2A6ZGRkAJfuF1t1NdJbu+4VcXig1zmMDcfRA6ZGR0AW/eOJdi01cH2mojrXyUwa1zo4wQOgPmRnphcfrv6Kpc5/E4254IjXdPpNmqKplbU3lkzRG2UQRxuYMMA6Fxz9HCa5i0kdSTeLqb02XlQ7xBFG5mNgxguIP0cZX1rtmkptUVUlbWXhk7xG6VtPCxzBlg7Fxz2wtNcQ6RdqOY1lXeWS8qLeIImOZjYMYJ6/RwqpevXZgt/X7vf3PnXEWkTqGTxNTeWycmHeIImOZt5Yx1cQc7cZVdeOFtq1LWC5i4VkLZoYxtaGkFoYGg9RkdAEu/Cy16krBcxcKyJs0UY2tDTloYGg9RkdAFcU8LaaCOFmdsbQwZ74AwrVDLe5G6nS7pT8WKw3wRV/4T22+3F1a6vrIC6NkZY0NIw1oaOpHoAl/4UW2+3E1rq+sgJjZEWNDSMNbtHUj0AXLv/E2y6dukttqoqx80QaXmKMFoyM+ZHkVVQzMqIY5mHLJGh7T7EZXdsHlFqp01jlFJN+pI3riNZdJVvwPPBWyvpo2AujaCANvTqSMnGFsX7hrbNYXD4aNfVw+KiYS1jW4I2jB6jI6YUtxGi0s7VVSbjVXeOpMcfNbTxMcwfN6YLjnthZZtohFupRTlxgELOWXdy3aMZ98Li8zal0V1/nTnXbhpPg3KWmZR00VNHnZExsbcnJwBgfuW6iK09FLAREQBERAEREAREQBERAEREAREQBERAcG/fUdw/s0v5CvN1l+tLf/AGiH8wXpG+gustwABJNNKAB5/MK8zU8r6d8UsZ2yRlr2nHYjqFl1HaPE9rPE4M9RzQsqIZIZBlkjSxw9j0WOncEbZuO27Vob5AtYcD8F00fG26NY0PtVE5wHVwkcMn1x5L6+W65foij/AGrv9FOVlcuy63V6S3G/n+Gdt8iFt/S9b/4MW/RcGLXSVkFQ+5VkzYntfyy1oDsHOMgLovluuX6Io/2rv9E+W65foij/AGrv9FHdUVKzQJ5S/wAmVbr9V1n6mT8pXmag/lVN+sZ+8K7uHGS61tFPTMt1JA6VhZzA9zi0EYJAKhaFpNZTNAJ/jWAAf1go2zUmsGfX6mF0o7PQ9RoexWmVIV/FKxW+8S2qZlaZYphA+RsQLA7OPXOBn0WpyS7PenbCtZm8ELqCDSB1nVeJrLw2c1gMojhYYw/cMgEnOM+yr7lwnt1yvc11fcKthmn57omhuM5BIBxnCj9QwaSOtarxFdd2zGsHNbHAwxh+4ZAcTnGfb8VdV/FKxW68S2qVlaZYpuS97YgWB2cHzzgZ9FQtvO48upUtz8bGM/cXHilYrXd5bXPHWmWGURPe2IFgPT3zgZ9FYZyFCXbhNQXa+T3WS41UfPmEz4mtbjPTIB+5cu5cUbDartLap2VplhkET3siBYD0989M+isUms7jZC2cG3e0lnghtUw6QdrGs8XWXhkxqRzmxQsMYd0yASc4+5NUwaQOsaw1dZeWzmpbzmxQsMYd0zgk5x9yrrtwmt94vc90fcaqPnyiV8TWtxnpkA/ctbxwmoLtfJ7q+41UfPlEr4mtaRnpkA/cq3CXPBinpbXuxBcv7/MuW9h6KIvXCe3Xm9VF0kuFXGZ5BI+NobjPTOCR7Lk3TihYrPd5bXPHWmWF4je9kQLATj3z0z6JduKNis92mtlQytdLC8RveyIFgJx756Z9FZJwfZtts09ixY08P6ml14n2Ky3SW1TsrXSQOEb3sjBaDge+TjPouNeeFFuvl5nuklwq4jUPEj42huOwzgkZ64Wl54UW++Xqe6vuNVF4h4kfE1rSOwzgn1wroANAA7BFFyzuORqna5K9JrPADQAB5BQ9+4U2++3mouctwq4jO4PfGwNI6ADoSPZcm7cUrFZrtNbKiOtdLC8Me+OIFoJx756Z9EvHFGxWW6TW2pjrXSwuDXvjiBaMgH1z5+iScHwzttmnmsWNcP6ml14m2LT9zktVRHWukpy1j3MjBaOg98noR5KwY8PaHN7EZCwtraLScmrqx9ZXXdkrnsMzYYGOYDtb2JOe2PJXF14nWGwXF9rnZWvfBta57IwWjIB8yCehHkuRny9zK6dViUvFksJ4RZKQvXFCx2K6zW2pjrXywkNe6OMFoJGfM9ehWl54o2KyXOW3VLK18sRaHvjiBaMgHzIPYjyUNriHSkmrax9XXXdkznMMzYYGOYDtHYkg9seSTn/azuq1WI/lSWU+TM7XiRgePouGQsN69h0m7Vtaa+svEdQSznNghY5gO0diTnthZihDBCwMJLNo2k+mFhzX0GlXaurTXVt3jnJZzmwQMcwHaOxJB7Y8kt6Oe0Oal136mYqbYKaIREmPYNue+MdFh7X0Ok3asrTX1l4jqDs5zYIWOYDtHYk57YWYaYMFPEIiTHsG0n0x0UXqThVQ6ivE9zkuNTA6fbvja1pHQAdCfYLtkW1wT1lU7K0oJMj9bw6ROpKg1dZeGSlkXMEMLHMHzBjBcQfo4VdeuFls1JXm5/CFXEJo4xsa1pGA0Adx6AKR15S6UZqmqZWVt3jma2NsrYYGPYMMA6EkHtjyVvdOJlh03Vi2TMrpHQxsy6OMEAFoI7keRHkq0o5e7BjrVW6fjYxn7ldBC2mgjhZnbG0MGe+AMKVv/E2y6dukttq46x80QaXmKMFoyM+ZHkV83rilYrJXuoqhlbI9rGPLoogWgOaHDuQexC4moOGNv1Zc33j4SqYRVMYSxrGkEbQMjPUdMKyUm+Idm262Uo407Ta7JTXw0nU6mqJq2su7J5I4nyCCFjmAFgxguIP0cKyuXEqw6anZbZI66QxQxncyMEbS0EdyOuMLY1BwmoL7cnVpuNVBujZGWBrXfRaGg5PsAmoOE9Dfbia03GqgzGyMsa1rujW7Qcn2AUNs020jMqtRBzlCKy39yV4gfFOq1JLPW1l3ZPLDE54p4WOYAWjGNxBztwsuW0Qi30opy50AhZyy7uW7RjP3LEPECi0tBqOSKtrbvHOyCJkjYIGPaAGADqSDnaArKv4laf0y+G2PbXS8qniIcyMEbC0FuckdcYPZdjJJvJ3T2RrsslPC5LVFt01Qyqp4p4jmOVge04xkEZC3FceoEREAREQBERAEREAREQBERAEREAREQAjIWPrtwbtNfWyVNJWVFC2QlxhY1rmgn+bnsPZZBRRlFS7KraYWrE1kxl8h9H+mqv8AYsT5D6P9NVf7Fiyaij4UPgUfgNP/AG/5MZfIfR/pqr/YsT5D6P8ATVX+xYsmonhQ+A/Aaf8At/yYy+Q+j/TVV+xYu205wotVhuDK+WpnrpojuiEjQ1rHeuB3PordF1VRXOCUdFRF7lHkYUHcuEtDcr9NdXXKqYJpxO6ENbjOQSAfuV4ilKKfZbbTCxJTWSDufCWhuV+murrlVM504ndEGNIzkEgFLnwlobnfprq65VUfOnE7ogxpGcgkA/crxFHw4/Arejpecx+YwoO78JaG7X2e6vuVVGJ5hK+JrGkZ6ZAP3K8RScU+yy2mFixNZAGEKIulpCXrhPQ3m+z3V9yqoufKJXxNY0jPTIB+5L3wmob1fJ7o+5VUXPkEj4msaRnAzg/crtFDw4/AzPR0vOY98mjW7QAPJanqiKZpIS+cJqG93ue6PuVVDz3h74msaRnpnBP2JfuE1DfL1Pc33Kqh57mufE1jSOgAOCfsV2ih4cfgZno6XnMe+SDvvCWhvl5muTrlVQ84tLomsaewA6E+wWt+4TUN8vE1xfcqqHnFpfG1rSOgA6E+wV2ieHH4B6Ol5zHshL/wmob7eJrk65VUPOLS+NrGkdAB0J9gl+4TUN9vE1ydcqqHnFpdG1jSOgA6E+wV2ieHH4B6Ol5zHvk+WRiNjWDOGgAZURqPhTRaivU9zfcqmAzlpfG1jSOgA6E+wVyi64p8MssphYts1lHzFE2GNkbc7WNDRn0C+kRSLSF1JwpotRXme5vuVTA6fbvjaxpGQMdCfYLTUHCehv10fXuuVVBvYxjmNY130Whvc+wCu0UHXF+hmejpecx7IS/8JqG+3N1ablVQb42RuYGtd0a0N7n2AVvTwNpoI4WZ2xtDBnvgDC3EXVFLlFkKYQblFYbCIikWkRqjhbR6nvEtzkuNTTula1rmMY1w6DGRn2W1f+EtDfK8VXwlVQfxMcJYGtdkMaGg5PsArxFB1xfoZpaSmWcx7NqkpmUdLDTRklkLGxt3d8AYH7luoimaUsBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREARfE0zIInyyHDGAuJxnA+5dNQah8bLWRU+2olY/+IjLTHuZgd3EdO57oDvEXTVd3utHTSVEtpiEcbS5xFUD0H/6rsZ6qSOlE0VNJUOODy4yAev2kBAchF1fwtW/oSt/84/9y5VFVz1W/nUM1LtxjmOad32YJQHKRdcLkXXSWEyRspoWtjc53/VK7qGg/Z+9dS/VeGSSteXNbV7GtELiHRZwfnds9z/ggKdF1lVdXutz62hYx7Y8l4qN0fQDJx0ytl1xurbf4yaOgpx813znvdhp9cDOckIDuUXU09bcm3SKjq20ZbJE6QmHdkYIHn9q7ZAERfExeIn8ssD8HaX/AEc+WfZAfaLp5brVtp4uYaGiqckSMqpMB2PNmD1BXEob/V1UUcz6uywscerXSkOABx6oCjRdVfb3DbKOTbUQsqSzdE1xzu+7zX38Ybd4WSojqGztiDd4h+cQScDp9qA7JFwaK8Q1tS6nbDUxSNZvImiLMjOOmVwam63TxsVJFTUlOZi/ZLLLv6N89ox+9Ad4i6d1fXuq62ngdTSPgbE5jX/ND8g7hnPTOOnouZNWyi3eIYyOGdzctjqHgDd/NJBQHMRdNDfWzXCmYZI4YpKd0j2PcNzXZAAJz9q7SOqp5nbI54nuxnDXglAbqLqqutuLro6iom0mGQiUum3eZI6Y+xcSnvVyrvBMp46Nsk8L5X8zdgYdt6YQFAi6y33OeagnnqYQ+WCV8ZZTtJ3bTjoCuJNqOUXCmhZQV4YWvdIx0Hz3AYxjr2z3QHfIusF9zj/4u6fsP+V2YORlAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREB8TyOihe9sb5C1pIYzu72C6CzPuVRVXNzGQ0wMxy2TL3NftbjscYVC7dtO3G7HTPbK6uktlayCqMlU2CoqZubugGQzoBgbh17IDhXuG8NtFWZ6ujdHynbmtgcCR7Hcu+p/5PH/UH7l1FbY6+qpJYDeZ38xpbtfGzaftwMrnVNtfUsiAraqn5bdp5DgA77cgoDm9EXV/Acn6Yun7Rv+1btLan00wlNxrpwM/Mle0tP4AIDoIKejqLxPFF4+WJjnNwNzgJHdHPyegA7eq4D5WUtA+lZcZIWR1hDYBBkNAk77seXfGVWC2Ty1PNqrhPIxr9zIYwI2Dr0zjq77yuB8X7i+GSE3CKKJ1QZ2sEO4g79w65CA2bzLU1Om5PD1JqmOJ5s72csho8g3A+xfMrJiyronXBjuXNC5hrJAAQAHEdB6rt6i31dVa6ijqKtkksoIEgi2ho+zJXzSWKOF87ql4rTKWuBnjaS3Dcen+SA60VNcy6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var RSA_N = BigInt( '0x9ae0a1cdc035f8e201a698802d46ee208d562d196673726e2dfb5c23503e1d9f' + 'b7cc2cfbee2bb6a2e14adf0de10913544fc2e749c3e949e9caea97cc12220eff0' + 'db4e51b78a1b024fa753f47e41f4ea1e47b2bd55651eb1a5bf8b254be875e260e' + '00d69b5b5e29bc90130e676af754df829e8f490caf75f891755e2bd3b72ba5' ); function md5(str) { var s = unescape(encodeURIComponent(String(str))); function R(n, c) { return (n << c) | (n >>> (32 - c)); } function A(x, y) { var l = (x & 0xFFFF) + (y & 0xFFFF); var m = (x >> 16) + (y >> 16) + (l >> 16); return (m << 16) | (l & 0xFFFF); } function C(q, a, b, x, s2, t) { return A(R(A(A(a, q), A(x, t)), s2), b); } function FF(a, b, c, d, x, s2, t) { return C((b & c) | (~b & d), a, b, x, s2, t); } function GG(a, b, c, d, x, s2, t) { return C((b & d) | (c & ~d), a, b, x, s2, t); } function HH(a, b, c, d, x, s2, t) { return C(b ^ c ^ d, a, b, x, s2, t); } function II(a, b, c, d, x, s2, t) { return C(c ^ (b | ~d), a, b, x, s2, t); } function SB(v) { var n = v.length, i, nb = n * 8, bl = ((nb + 64) >>> 9 << 4) + 14, x = new Array(bl + 2); for (i = 0; i < bl + 2; i++) x[i] = 0; for (i = 0; i < n; i++) x[i >> 2] |= (v.charCodeAt(i) & 0xFF) << ((i % 4) * 8); x[i >> 2] |= 0x80 << ((i % 4) * 8); x[bl] = nb; return x; } function hex(n) { var out = '', j; for (j = 0; j <= 3; j++) { out += ((n >> (j * 8 + 4)) & 0x0F).toString(16) + ((n >> (j * 8)) & 0x0F).toString(16); } return out; } var x = SB(s), a = 1732584193, b = -271733879, c = -1732584194, d = 271733878, i; for (i = 0; i < x.length; i += 16) { var oa = a, ob = b, oc = c, od = d; a = FF(a, b, c, d, x[i + 0], 7, -680876936); d = FF(d, a, b, c, x[i + 1], 12, -389564586); c = FF(c, d, a, b, x[i + 2], 17, 606105819); b = FF(b, c, d, a, x[i + 3], 22, -1044525330); a = FF(a, b, c, d, x[i + 4], 7, -176418897); d = FF(d, a, b, c, x[i + 5], 12, 1200080426); c = FF(c, d, a, b, x[i + 6], 17, -1473231341); b = FF(b, c, d, a, x[i + 7], 22, -45705983); a = FF(a, b, c, d, x[i + 8], 7, 1770035416); d = FF(d, a, b, c, x[i + 9], 12, -1958414417); c = FF(c, d, a, b, x[i + 10], 17, -42063); b = FF(b, c, d, a, x[i + 11], 22, -1990404162); a = FF(a, b, c, d, x[i + 12], 7, 1804603682); d = FF(d, a, b, c, x[i + 13], 12, -40341101); c = FF(c, d, a, b, x[i + 14], 17, -1502002290); b = FF(b, c, d, a, x[i + 15], 22, 1236535329); a = GG(a, b, c, d, x[i + 1], 5, -165796510); d = GG(d, a, b, c, x[i + 6], 9, -1069501632); c = GG(c, d, a, b, x[i + 11], 14, 643717713); b = GG(b, c, d, a, x[i + 0], 20, -373897302); a = GG(a, b, c, d, x[i + 5], 5, -701558691); d = GG(d, a, b, c, x[i + 10], 9, 38016083); c = GG(c, d, a, b, x[i + 15], 14, -660478335); b = GG(b, c, d, a, x[i + 4], 20, -405537848); a = GG(a, b, c, d, x[i + 9], 5, 568446438); d = GG(d, a, b, c, x[i + 14], 9, -1019803690); c = GG(c, d, a, b, x[i + 3], 14, -187363961); b = GG(b, c, d, a, x[i + 8], 20, 1163531501); a = GG(a, b, c, d, x[i + 13], 5, -1444681467); d = GG(d, a, b, c, x[i + 2], 9, -51403784); c = GG(c, d, a, b, x[i + 7], 14, 1735328473); b = GG(b, c, d, a, x[i + 12], 20, -1926607734); a = HH(a, b, c, d, x[i + 5], 4, -378558); d = HH(d, a, b, c, x[i + 8], 11, -2022574463); c = HH(c, d, a, b, x[i + 11], 16, 1839030562); b = HH(b, c, d, a, x[i + 14], 23, -35309556); a = HH(a, b, c, d, x[i + 1], 4, -1530992060); d = HH(d, a, b, c, x[i + 4], 11, 1272893353); c = HH(c, d, a, b, x[i + 7], 16, -155497632); b = HH(b, c, d, a, x[i + 10], 23, -1094730640); a = HH(a, b, c, d, x[i + 13], 4, 681279174); d = HH(d, a, b, c, x[i + 0], 11, -358537222); c = HH(c, d, a, b, x[i + 3], 16, -722521979); b = HH(b, c, d, a, x[i + 6], 23, 76029189); a = HH(a, b, c, d, x[i + 9], 4, -640364487); d = HH(d, a, b, c, x[i + 12], 11, -421815835); c = HH(c, d, a, b, x[i + 15], 16, 530742520); b = HH(b, c, d, a, x[i + 2], 23, -995338651); a = II(a, b, c, d, x[i + 0], 6, -198630844); d = II(d, a, b, c, x[i + 7], 10, 1126891415); c = II(c, d, a, b, x[i + 14], 15, -1416354905); b = II(b, c, d, a, x[i + 5], 21, -57434055); a = II(a, b, c, d, x[i + 12], 6, 1700485571); d = II(d, a, b, c, x[i + 3], 10, -1894986606); c = II(c, d, a, b, x[i + 10], 15, -1051523); b = II(b, c, d, a, x[i + 1], 21, -2054922799); a = II(a, b, c, d, x[i + 8], 6, 1873313359); d = II(d, a, b, c, x[i + 15], 10, -30611744); c = II(c, d, a, b, x[i + 6], 15, -1560198380); b = II(b, c, d, a, x[i + 13], 21, 1309151649); a = II(a, b, c, d, x[i + 4], 6, -145523070); d = II(d, a, b, c, x[i + 11], 10, -1120210379); c = II(c, d, a, b, x[i + 2], 15, 718787259); b = II(b, c, d, a, x[i + 9], 21, -343485551); a = A(a, oa); b = A(b, ob); c = A(c, oc); d = A(d, od); } return hex(a) + hex(b) + hex(c) + hex(d); } function rsaEncrypt(text) { try { if (typeof ''.rsaEnscrypt === 'function') { return String(text).rsaEnscrypt(); } } catch (e) { /* 继续用内置实现 */ } var bytes = new TextEncoder().encode(String(text).replace(/\+/g, '%2B')); var k = 128; var psLen = k - 3 - bytes.length; if (psLen < 8) throw new Error('待加密内容过长'); var em = new Uint8Array(k); em[0] = 0; em[1] = 2; for (var i = 0; i < psLen; i++) { var b; do { b = Math.floor(Math.random() * 255) + 1; } while (b === 0); em[2 + i] = b; } em[2 + psLen] = 0; em.set(bytes, 3 + psLen); var m = BigInt(0); for (var j = 0; j < k; j++) m = (m << 8n) | BigInt(em[j]); var e = 65537n, r = 1n, base = m % RSA_N; while (e > 0n) { if (e & 1n) r = (r * base) % RSA_N; base = (base * base) % RSA_N; e >>= 1n; } var out = new Uint8Array(k), v = r; for (var q = k - 1; q >= 0; q--) { out[q] = Number(v & 255n); v >>= 8n; } var bin = ''; for (var z = 0; z < k; z++) bin += String.fromCharCode(out[z]); return btoa(bin); } function post(path, data) { var body = new URLSearchParams(); Object.keys(data || {}).forEach(function (k) { if (data[k] !== undefined && data[k] !== null) body.append(k, data[k]); }); return fetch(path, { method: 'POST', credentials: 'include', headers: { 'Content-Type': 'application/x-www-form-urlencoded;charset=UTF-8', 'X-Requested-With': 'XMLHttpRequest' }, body: body.toString() }).then(function (r) { if (!r.ok) throw new Error('HTTP ' + r.status); return r.json(); }); } var tokenCache = null; function getToken() { if (tokenCache) return Promise.resolve(tokenCache); return post('/api/Page/AntiForgeryToken', {}).then(function (j) { var m = /name="([^"]+)"[^>]*value="([^"]+)"/.exec(j.html || ''); if (!m) throw new Error('未取到防伪令牌'); tokenCache = {}; tokenCache[m[1]] = m[2]; return tokenCache; }); } function ensureDecrypt() { if (typeof window.decrypt === 'function') return Promise.resolve(); return new Promise(function (resolve, reject) { var sc = document.createElement('script'); sc.src = 'https://hncdn.hngbwlxy.gov.cn/Main/plugins/sm4Crypt.js'; sc.onload = function () { typeof window.decrypt === 'function' ? resolve() : reject(new Error('解密组件加载异常')); }; sc.onerror = function () { reject(new Error('解密组件加载失败')); }; document.head.appendChild(sc); }); } function withToken(obj) { return getToken().then(function (t) { var o = {}; Object.keys(obj).forEach(function (k) { o[k] = obj[k]; }); Object.keys(t).forEach(function (k) { o[k] = t[k]; }); return o; }); } var ctx = { courseId: null, courseName: '', durationText: '', portalId: null, userId: null, playCourseId: null, url: '', last: 0 }; (function hookXhr() { var rawOpen = XMLHttpRequest.prototype.open; var rawSend = XMLHttpRequest.prototype.send; XMLHttpRequest.prototype.open = function (m, u) { this.__hzUrl = String(u || ''); return rawOpen.apply(this, arguments); }; XMLHttpRequest.prototype.send = function (body) { var u = this.__hzUrl || ''; try { if (u.indexOf('/api/Home/Play') > -1) { var isJw = u.indexOf('PlayJwplay') > -1; if (!isJw) { var mm = /(?:^|&)id=(\d+)/.exec(String(body || '')); if (mm) ctx.courseId = mm[1]; } this.addEventListener('load', function () { try { var j = JSON.parse(this.responseText); var d = j && j.Data; if (!d) return; if (isJw) { ctx.playCourseId = d.CourseId || ctx.playCourseId; ctx.userId = d.UserId || ctx.userId; ctx.portalId = d.PortalId || ctx.portalId; ctx.url = d.Url || ctx.url; ctx.last = d.LastPostion || ctx.last; } else { var det = d.resultCourseDetail || {}; ctx.courseId = ctx.courseId || String(d.CourseId || ''); ctx.portalId = d.PortalId || ctx.portalId; ctx.userId = d.UserId || ctx.userId; ctx.playCourseId = d.CourseId || ctx.playCourseId; ctx.courseName = det.Name || ctx.courseName; ctx.durationText = det.Duration || ctx.durationText; } renderInfo(); } catch (e) { /* 忽略 */ } }); } } catch (e) { /* 忽略 */ } return rawSend.apply(this, arguments); }; })(); function idFromUrl() { var h = location.href; var m = /[?](?:courseid|courseId|Id|id)=(\d+)/.exec(h); return m ? m[1] : null; } var panel, infoEl, logEl, btn; function buildUI() { if (document.getElementById('hz-panel')) return; var style = document.createElement('style'); style.textContent = [ '#hz-panel{position:fixed;right:18px;bottom:18px;width:236px;z-index:2147483000;', 'background:#fff;border:1px solid #e2e8f0;border-radius:10px;', 'box-shadow:0 8px 24px rgba(15,23,42,.12);font:13px/1.6 "Microsoft YaHei",sans-serif;color:#334155;overflow:hidden}', '#hz-panel .hz-hd{display:flex;align-items:center;justify-content:space-between;', 'padding:8px 12px;background:#f8fafc;border-bottom:1px solid #eef2f6;font-weight:600;color:#1e293b;cursor:default}', '#hz-panel .hz-hd b{font-size:13px}', '#hz-panel .hz-min{cursor:pointer;color:#94a3b8;font-size:15px;line-height:1;padding:0 2px}', '#hz-panel .hz-bd{padding:10px 12px 12px}', '#hz-panel .hz-row{color:#64748b;font-size:12px;margin-bottom:8px;word-break:break-all}', '#hz-panel .hz-row em{color:#0f172a;font-style:normal}', '#hz-panel button{width:100%;padding:8px 0;border:0;border-radius:7px;background:#2563eb;color:#fff;', 'font-size:13px;cursor:pointer;transition:.15s}', '#hz-panel button:hover{background:#1d4ed8}', '#hz-panel button:disabled{background:#cbd5e1;cursor:not-allowed}', '#hz-panel .hz-log{margin-top:9px;font-size:12px;color:#64748b;min-height:18px;word-break:break-all}', '#hz-panel .hz-ok{color:#16a34a}', '#hz-panel .hz-err{color:#dc2626}', '#hz-panel .hz-ft{padding:0 12px 8px;text-align:right}', '#hz-panel .hz-ft span{font-size:11px;color:#c3ccd8;cursor:pointer;letter-spacing:1px}', '#hz-panel .hz-ft span:hover{color:#64748b}', '#hz-qr{position:fixed;right:18px;bottom:60px;width:250px;z-index:2147483001;display:none;', 'background:#fff;border:1px solid #e2e8f0;border-radius:10px;box-shadow:0 12px 32px rgba(15,23,42,.16);padding:10px;text-align:center}', '#hz-qr img{width:100%;height:auto;border-radius:6px;display:block}', '#hz-qr p{margin:6px 0 0;font-size:12px;color:#94a3b8;font-family:"Microsoft YaHei",sans-serif}' ].join(''); document.head.appendChild(style); panel = document.createElement('div'); panel.id = 'hz-panel'; panel.innerHTML = '
扫码添加 · 课程助学
'; document.body.appendChild(qr); infoEl = document.getElementById('hz-info'); logEl = document.getElementById('hz-log'); btn = document.getElementById('hz-go'); btn.addEventListener('click', onToggle); document.getElementById('hz-min').addEventListener('click', function () { var bd = document.getElementById('hz-bd'); var hide = bd.style.display !== 'none'; bd.style.display = hide ? 'none' : 'block'; this.textContent = hide ? '+' : '–'; }); document.getElementById('hz-ad').addEventListener('click', function (e) { e.stopPropagation(); var box = document.getElementById('hz-qr'); box.style.display = box.style.display === 'block' ? 'none' : 'block'; }); document.addEventListener('click', function (e) { var box = document.getElementById('hz-qr'); if (box.style.display === 'block' && !box.contains(e.target)) box.style.display = 'none'; }); renderInfo(); } function renderInfo() { if (!infoEl) return; var id = ctx.courseId || idFromUrl() || '未识别'; var name = ctx.courseName || '当前课程'; infoEl.innerHTML = '课程:' + escapeHtml(name) + '