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[求助] 刮板链阵列时翼板上的附件错位

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发表于 2021-1-28 10:45:34 | 显示全部楼层 |阅读模式
特征建模
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本帖最后由 wnhysy 于 2021-1-28 10:59 编辑 . E  s& p) i. Y, ~
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各位大侠:我在做刮板链建模时,先阵列了带翼板的刮板链,这步没有问题;往翼板上安装刮板附件,再阵列刮板附件就出问题了。上平直线段1一点问题没有,第一个圆弧处2开始错位,下平直线段3一直延续错位,第二个圆弧4处错位很明显了。不知道各位大侠做这样的阵列时有没有类似问题,都怎么解决。, [8 l* T  r- B3 R; M
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eKKCgkMwGjAYFjikovjAKOQwjqoJwNJYfspx4SiiKFUABL4qCYDUNzblDn7fJVvuWux/SvjpKc7zQ8dVHx6vrYgfVhG/9p/N9IrqWBNWgWlVVVVVV1aohdaw2pEZj6vl0GE5DEkKqwGhKTodxQFVnfSd9GExDeiE1I6getziaDuFYGjMcU8VATBVdNCVuSE2LqWkhVdzkiKoOGUbUpRutg4yQqq61UkLqEgTTGAqmQ4ZjqpgWUwUtTFNiqqDF8gotwg1axPdQJGhQUIjrYoUJGBQ3pqDw0kcBZ1gvoiqKRhP4IcuJpz4KYoVQwIuiIFhNQ3Pu0OetiOX+5e6HtK+O0h03dIy56LhldB7INVtQFXReTUDnbAed8xPRtSQqMazSNW5IDapVVVVVVe20cEC1OGDuCoyoAuNnSeuQGo2p4nw8DKYhiSFVYDj1nQ7jgKrO2IkLg+mQW62xMZVjaQzH0phJd6aK68Pmi6mRb/M/7OOIqkbG1F5IjcdUiqUxZX+j//Q7U0V/QdotWmlBa9Ai2UEL8A4t3hHFgQbFhLguVHThgqJGCRRcXBRvhjkB1aJgNJIfsHrx1EchrAAKd4MoAlbl0Mw79PkrBvZJ2m+zdccOHWeMjmEXnQdyrYKqGhlVBZ0z8fwaQeduROf/CLqmRCUGVUHXupAaVKuqqqqq2knDd6NaHDF3AUZUhQG0lMyQKs7Hw2jq60VUNSGkitNhHFFVF08DIRVDaaJRIbXDsTQm/xdQiVVMFZGY2gupooumIb2YehSGIVVASFUYUtWhiyOqWofU3YqpR0sUTUNyYyoGVVg4+voL0W7BSotZgxbIDlp0d2jhHgRhgALCMI0TXahoUNCYikJLHwWbMCeeWhSKJujHKwlaAyiAFUDRLooiYFUWzb1Bn8NiYL+kfTdbdwzR8cboOHaV+LZ/J6aKGlRZYlAVdM0jNahWVVVVVbVTnJAq9iyiCgyoCgNoSRkRVZyPh+E0JCGkYjCNOR3GIVX1I6pFoTTqVmtMSB33bf6b+U3+uSFV5MRUkRNTMaBahy6OqMqNqUlBFUOq4pCqOJyy5V2pRe9MFQNBFRaMxF18dgtVWsB6aHHsoAV3gxbsQRQEGhQP4ro4YWIFBY2xKLCEUbBhTkC1KBJNtI5WErICKHoVQrEuisJfNR/6HHToczqZs1+2aN/N5h1PdOy56DjumxpV7flpaQeCavJv+xd0LRhA15ZkvetXGF37fDWoVlVVVVW1E4ZDKofLXYMBVWH8LO15jqbkfBqMpiQhpCoMpkNOwzigWmdrJwyDaUgXUqcEVQ6mIeN+k78Ih1Q1EFS7WBrjxNQjDqgKQ6rqxdSbSxhR1WGL46l1o3WQGVPFtVZOSM37jf4T7kzFiCr6IVXkhFTRW3jSohXQwniFFtkGL9gDIAhQOBjWRQkTKShkTEVxhVGsYX70WaI4NFE/WknICqDoVQhFuiiKftV86HPQoc/pZLB/0j6czTuu6Pjro+O5j84Pqex5agXPa2noHLpE59ugjKAq6LowgK4xSfQLgHQtC6DroKpBtaqqqqqqncAhVXHA3BUYUBWGz9Iyvr3/fDoMp75eSFU1pPYctzic+rYUUlUXTEOckKqOOKSqtJDawoCqDl0cUY2DkTG14YZU5QVUD4dTRsE0hiOqBSFVwUKR0GITF60GLYZXaGFt8EI9gAJAg4JBnAQJN1BQyBiLggqjQDPMjz5LFIcmWscqCVgBFLsKoTiXjKJfNT/4XNDndrLVPmj30xbty8m844qOvz46rvvoPJHLnq9W5zA8vw2j8+gSnXcj6LyO6PoQQdebqBpUq6qqqqq6CJy7UUUNqSNk/pxUcT4ehtOQhJCqMJqS0zCOp9ZZ34kLg2mIiahuSM0IqsctDqch435Wqpj7ztR+TD1uHQ1LCaoYUK3DPoyo1kF+SB1zZyoF05Dcb/EX8TtTVSCmClgoWrTIXC1MadFq0EJ4hRbWBi3Qe2jh36BQkMyECQoXY1FICaM4E+bHHgfFoZH6kcoGLA/FrkIozkVR5Ks2hz4nHfocj7baB/v7K+3T2brjio7DPjq2++h8kcuet3YlqM75rf+KrjtRGWGVromqBtWqqqqqqjbqIoRUdbuEVIXh1NcLqeqChFR1q7W5kNqiUJqKI6oFIVVdHzZXSM35Fn8fRtSlG62DzJgqekGVI+rS1RaF0xAKpjG53+rfi6kCFooWLTLnD6q0OAe08G9QKIjrIkQXJShaTEEhpY+iTJwTUBXFoIn6kcoGLA/FrgIoyA2iuFdtHn1uOvR5ngz2V9qns3XHFx2HfXSM99H5IpcTVMXIoKrovLpE5+Gg/Q+qiq6NNahWVVVVVbUR8ZDK0XIXbS+kitsopKrTMI6oVhdRS4VUdauVFVI7FErj5roz1b0jFWOq6MJpSE5QxZAqejF1jjtTR8bUXkiNxNQGBdMYCqYhq5CqxsRUWCASd2HZLURpkWrQwneFFtMGL8w9tNDvUBwYpvGhCxENChZTUUhxUZCJcyKqRTFopH6ckmAVQZFrIopxURT3qu2gz0+DPteTwX5L+3Y27zijY9JFx7qLzhe5nJiq8HyXhs6tS3Q+jqDzPKLrRQRdf6JWQVX41zhG18YaVKuqqqqq2ohwSBUcLncJRlSB0XMOmXelnk+D0XRIJKIKjKUxp4zjqa8LqSWDai+k5sVUwcE0Zh9+m//xYEgVGFIFxFSBEdU6XOOAaq1D6qwx9WqLgmlY6V9C5YbUXkyFhWGIu6jsFqMRtOh10EK6Q4txRAv9BoWBYRId3AhBsWIKCiiMYkyYH3ZWKAKN1I9SEqoiKG4VQCFuEAW9avvoc9Whz/tosP/SPj6KOd7o2Oyj432Nzhtj2XMZn/PS0Pl1ic7HUXy+R3TNiKDrUJKMqErXxxpUq6qqqqqaxfDdqIrj5S7BiKowfJa2DqlJMfV8GoylIU5EFRxSBcbSIadhHE+tLqAGQuqomNqF1LF3pY7/Nv+T7F8+JcIRVUViqgmmIUXuShUQUgUGVOvQxRFVuTE1Kah2IbUfU4eDKgfTsPI/M7UfU0VuUO0vKLuFJy1KDVrsrtDiucOL8ABa5DcoCoRJbOh4EYIixVgUTxhFmDAbdBwUfyZwg5REqgEUtQqg8BZFIa/aHfQ5a9DnfzKzD9M+Plp3zNHx2UfH/NqTCs4huZzzGZ770tA5doXOy4Pm/dZ/uhYlWQVVQdc9l3+drEG1qqqqqqpinIgq9jCgWhhRFcbPkjJDqjifBqMp6YVUsYMhFWIqxtKYXkjNj6kcS0N2+zf5CzemNo44pAqMqFYvpnbBNORwjeOpdaN1UCqmckRdgWA6ZBMx1QmpAhaFvt5CkhaigBa6K7Rw7vACPAAW9xQDhklo6Jj4QHFirB8IE0yGUYAJcwKqouAzUXJIFRSyCqDoFkUBr9ot9Hnr0H4widmXaT8fzRx/dJy66Lh37VVQFXR+HsTn/x66fiSi61JURlAV9lpZg2pVVVVVVcWEQ6rgaLlrMJ4qDJ9z2GxIFRhOfRhSBcdUgdGUnIZxPLW6eDpTSJ0SUzmYxmzu56WKSSG1+Lf5m3BKDl0cUVU/pCbFVNELqQoiqoJgOiQ3porhoDpDSFW0CDVoYbtCC2aDF94BsKinEBDnRgeKElNRMOmj8BJmA04PBZ8JsmKqoJA1EcW2JBTwqt1CnzeD9ofRnP25Rft8Nu8YpGN2jY7/PjqXjLEOqorOg8PofOugc3QUXwccdB1JRNenZHTtC9BrZg2qVVVVVVWN5tyNKvY0ogoMqAqj51ye52hKzqfDcBoyR0gVp8M4oqouoJYMqWpKTD1ucTAdRqE0FYdUFQip6npYP6Sq49ZRH0ZUgSE18i3+h4xDaudgREgVuSFVQDANWYbUETFVcEhVcwRVWWR6i04PLWodtGDu8IIbwGKeAkAaExs6FCTGokjSR8FlmB9veij4jOTGJwlSAyhgFUCRLYrC3d57NgE9bsfR58+gfWISb7+m/X607hik43aNzgN9xe9SnRBUFZ1/l+hcHbWj3/ovRtypWoNqVVVVVVXZakidQ8ZdqefTYTAN2cmQqjikKgylMRhSM2Jqg0Jp3GbuTO2FVHU9LCekKoypohdTby5hSFWHLgyoKzdaB5khVVxrJYdUAdF0CIXSmEl3pqpuAUhosdjqFpi0+OzQotZBC+UOL7gBLOZp4R/XxYUuNlCImIoiSR8Fl2FOPLUo8Eywjk4SoRJQvCqAIlsUhbu90cbR74zgxlVC/78dQZ/HBu0Tkzj7Nu/7o3XHIh23a3Qe6Cv1s1RXQVXh+TANnX+X6FydiK4HPXQ9iaBrVLJVUFV0TXTVoFpVVVVVVbKLFFLVXoVUdT4eBtOQfQipJYPqLdeYkDruztQCPzNVDYRUlRNS1TwhtYUBVR0yDqlqRFDthdS0oErBNIaCacgqpKoxQbVZ9MX0F4rdgpIWnR1azDpogdyhBTaiRXyHFv5hEhS8wNCgEDEVRZI1Ci3DnHhKKPCMlBVSFcWrCSiuRVGo23lt7KRAOpUbUy36OLaMPp8N2jcmWe3fLjoOsnXHIh2/a3Q+CKNzyxir852eA/H8OIzOv0t0zk5E14Ueuq4komtWlBNTBV0bXTWoVlVVVVUVFQ6oimPlLrvdQqrCcOrrhVTFMVVgOCWnYRxOfWeuE4bBNGZKSO1wMB1WPqSqkiG1c8QRVeWEVIUhVR26OKCqESFVXFtLDam5d6W2jpYonIZMCqmqWfTF9BaKtNj00CLWQQvk5UKaF9gIFvG04B9mYkIXFyg8TEVRpI9CyzAnnloUdkZyI5PEpwwUryaguDaIIt2Oovi5CRxXBX+cG0WfU4P2kfH8fZ2Ph2zdMUnHbx+dF/roHDPGrEFV0bk7gq8PAXR9iaBrVlQvqCq4RnZqUK2qqqqqKsi5G1XUkFpAZkQV59NhOPVhRBUcUQVG05BTxuHUd8ZOXBhKY3ohNT+mUiiN29Ivn1LXw3ohdYY7U6Pf5i8OXRxSOwfrmJocVHshNS2ocjAdwsE0xLkrVURiKgbVZrEX018gdgtIWmx2aPHqoAVxhxbWQd6inRb6cV1EsGGhQeFhrLl+m78TTy0KOhNlh1SMVdNQTIuiQLejKHRuGkdVwR/zRtHnt0H7yiSr/b1gUO3QcdxH54W+WX7jv8DzZBr/nLxC5++offhZqoqula0aVKuqqqqq6rlIIRUDqoXRs7T13ahZMfV8GoymQxIjqsBgOuQ0jAOq1cXTmULqpJiKoTRmrpAqpoVU1QuqRxxRFYZUBTEV46l16MKAunKjdZAZVK+tZQVVDKZhOb+Aajiiqn5MFXOHVEWL1xVaDHd4UQ1owd6gBf4wiQdeTOhQeBiDQgijsBKGIVVByJmixtS5cNTcJTsVVulz3KD9ZZLVPr9Gx8UYdCz30fmhrwZVD11vEtA1LIkTVFX/2lmDalVVVVVVK8MhlYPlLsOAamH8LGlESD2fDmPpkDlDqjgN44BqdQG1ZEgVGFIzYiqG0hQn2d/er+IxVQzE1OtxvZCacGeqSA2pZX/5lBgRUlVuSBUQTIfk/jb/MTE1965U0VsY0oLSQ4vVFVoAG7ygBrRYb9DiPs4NCRQbxkq/K5WCyjCMqAICzlTrqCShKQEFqokooiWhKLcDKFwm+/4EtL0E/agq+N82O/o8d2jfGcXZ79fo+MjWHat0XLvoXNE3zy+nUnTOjKPz8wqd06P4moHo2pOArmdJalCtqqqqqioFR1SOlPsA46nA6DmXzYdUgcGUOBFVcURVGEuHnIZxPLW6gAoRVWEojbm1NiqkCgylKU5GxdRVSBUYUdXAXani+rAxMRVDqigQU5OC6sGIkCpGxFQKpiHLkJoZU8VwTBWBkCqaxV2K/qKwWSjSYtKgReoKLXwNXkQDWKDTgj6NCQgNCg1jbSWmCgo4E6xjkkSmBBSnJqJwloyC3BZRrIyiMFoa/X89HFUV/3tnQ5/rBu0/ozj7/hodI9m6Y5WO7T46Z7hK/MZ/ex5cmRBUBZ2rl+i8HrVvd6q6188aVKuqqqrqNsQBVXGk3AcYUQUGzzltPqQKDKc+DKmCI6rAWDrkNIzjqXXWd+LCUBrTRdR+TIVgOgRDaYqTmWLqwB2p1vW4+ULqjvwmf3WtlRpS574rVeXcmdqLqaJZ3A3xF4KtbpFIC0mDFqgrtOg1eBHtocV5gxbzYRoKOl08oMgwBYUPF8WTNE5AtSjeTLAOSRKYElCYKoDCWRRFuC2iQBlEwXMT6GMJuPBR1dn/XXSsZOmOVzq2++jcweg8lMsJqmJCVKVz9Qqd36P42hFE16EEdG1L4gRVsb6G1qBaVVVVVbeZcEhVHCt3GUZUhcFzLhl3pZ6Xg+E0ZK6QejqM46nqwqnvpA9j6RATUd2Qmh9TOZTG7O4vnlLuXamNI46oAiOqlRtTxaGLA6rnoERIjQdVCqYxFEuHrL7NX2BMFZGg2izsYuwisNUtDmkB2aFFqYMWux1eOHtoQW7QYj6siwRdMKCoMFXa3akUT4Y58dRH4WakdTySsJSIotREFMuiKLxtEcXIKIqdm0YfF9h6WIV9gPalfM3+D7/tX9Fxk8wct3Scu+jcwehclMuJqULPl3guTUPnbDzPJ+HrCKJrUSK6ziWDqFqDalVVVVXdJm6rO1IFBs/S1gE1OaSq8+kwmIbMFVLV6TAOqerMdcIwmMYUCKmTfvHULHelikhQvR7XC6kz3JkqMKJah2sYTx0j7ky95koJqXJX6qg7U2f+mam9kCqaRV2KXkylBaOHFqQrtNBdOljiRbOHFuQNWryHdWHACwYUFaag0MEongyzIcZB0WaEdTB6Lh9GqWkolkVRdNsCio9BFDR3BX28YGthFfYB2pdGc46LNTp+snXHLx3rfXQOcdH5KJd/flzBc2oaOnfjeT4RX08AXY8S0XUumRNUWzWoVlVVVdUFtoqooobUGWRGVHE+HQbTkJ0OqeqsdcIwlCaaGlLHfov/MqTWO1OHHbo4oCo3pI4Jqu5dqcNBlYJpDAXTITkhVU0PqWkxlRaiK7TANWihHOQtxmnRHidRwIsEDYoKY1DgYBRLhjnx1EehZqR1MJKQlIli1EgUyaIotm0RRcceCpi7ij5+g4Oq4hkVQftCh/atbM5xsUbHT7buGKZjvo/OJS46L43lnyf5nJrGP3876HwflfjzVOm6lIiud8m8mCpqUK2qqqqqC+i2C6kYO+e0nZCqMJz6eiFVcUwVGExDTodxOPWduU4YhdKoW60pQZVCadz4b/FXHFLVDCG18J2pGE+tQxcHVM9ByZCqOKYKCqYhuXemru5KFRhTRSSoXokbE1IVLUSXaHHb4QVyAC3AG7RoD5MY4MWBBkWEsfb9W/wVhtIYilATURyLoti2BRQbeyhY7jr6d4ALF1QD3/pPx082czzT8e+ic4qLzk1j+edLPremoXP4Cp33k/D1BdE1KoKud9lqUK2qqqqqiykcUQVHyn2AEVVh8JxLxrf2n5eH4dSHEVVwRBUYTENOh3E49Z25ThiG0pgupLoxlYNpEIbSVBxJU0z6Fn9xfVg/pCqOqFZqTI3+Jn9x6MKAunKjdVAyqHJEXbraonDKOJoOGY6pkZAqrqTpBVVaGHpoAbpCC1qDF8ceWng3aLEeRXGgQRFhDAobjCLJMBtcHBRnJliHoufyYYQah6JYFEW2LaC4GETBcp/Qv8mzC2GV9rHRnOOEj6PRmmOajn9G55ZWid/2r3rnTDq3JqJz+Qqd/xPR9QXRdSoRXf+S1aBaVVVVVRcL35HKcXKfYEBVGDznkhFS1fl0GExj5gqp4jSMw6nvjJ2sYSRNgSE1M6ZiIE1R4BdPibEhVVyP60XUoiE1/87UeExtHIwIqZ15Q+q43+afe2eqE1LFlbheSF0yi0FAC04HLWY7tCAO8hbdtEhPZqIAhYMpKGr0URQZ1guoPooyE6xDkYSjRBSdRqIYlozi2gZRTAyiOLnP6N9ocFQVPMtJYN+gfW08e5zwcTRac0zTeYDROWatVFAV9tyJ59ZE/vncQef/RHSdGUTXrAi6DmarQbWqqqqq9pcTUUUNqYWtI+r+hVQOqApjacxpGMdTnwmoGwmpeTGVQ2lMoV88JTCmikhIFV0wHVIkpAoIqQIDqjpkGFBXxodUvjPVC6geCqZDthJTxZUwDqmiXfjhgrBDC04HLWI7tCDuoQV3gxbpcRIB1kGAgsFUFDTWKIak6QVUH0WZEUaFVIHBaTyKYckorm0ABcQgipEXCf2bOxxULZ7vKLB/0P42nj1mWnRcZeuOazoX9NG5xkXnqrHWQVXRuTYNnduX6FqQhK81QXTNSkTXw2Q1qFZVVVXV/ukHVMVxcl9gPFUYPOcyIqSel4Ox1OfEUx9HVIWxdMhpGIdTwhG1VEzdfEgVJ6N/8VQ8pLoRVU0LqfPFVIEhVR32cURVI2NqF1LdmMoBdQViaQoKpkNWMVVEYiqGVHFl2MWPqWbx38UACgVTzPUzU4UTTgkFmREwlMZgZJqOQlgSimob8J0lDogrFB4vMppBh0OqxXMeBfYT2udGWx47hYOq6I5vOie46Fzjmu8uVUHn3DR0fl+ha0KUXFv4mhNE165EdF1MVYNqVVVVVe045y5UcTuFVIHRcw57EFIVhlTBEVVgLB1yGsbR1HfmOmEYSmNurY0NqYJDaYqT0b/BXwzfkSoiMbWLpUPckKo4oCqMqAoiqsCAah26OKCqG62D8TF1zrtSxdy/gCo3olo5EVXR4tJBC9cGL4IDYJFNi/Jh3aLfRACKBGMtQ6rwAkYfhZBhTjT1UYAZaR2DJA5losA0EQWwJBTTZtaG1MS7Uyk6XmQ0gw5HVIvnPZq3r9B+N5pzDPExNkp3rNO5wUXnG1fJn6Uq7Pl0tqhK14REdO0JoutXIro2pqpBtaqqqqp2VA2pmzIipKrz6TCYhmBEFQUCqjgdxuHUd8ZOXBhKY7qI6sZUjqVRGEpjxn+Lv8r59n6VG1NFbkwVGFLF7CG1czAipmJIVRxSFQXTsKMliqYhOSF1alDNvStV0MJyhRasHVr4IlpcN2gxHqYL/W7Rb1AgGIviRR9FkGFOPCUUYEbCUJqKAtNIfvTKQhFtZskhVVF0vOhoDgbHVMVzH4X2mQbth/maY2iOn6faHet0fnDROYfROWys1Tl1da6l83AaOt+v0DUiavfvVK1Btaqqqqp2TDigCo6T+wTjqcDYuQn7eEdqP6AqDKWpTodxQFVdOPWduDCUxmBIHRlUMZSmGP+Lp8RehlTRi6k3lzCiqkMXxlPHjdZBZkwV11o5IXXUL6AyoTTGuStVYEwV+xVSBS96A7wFNS3A47pFvln4UxQYi2IFowAyzAmnPgovE2EoTYWBKR/FrmQU0GZGcTCIQuPthubS4JDq489BFtpvGrQvjrY8lgpH1QadIxidf1wl71S159apQVX45/0VukYkomtREF3XEtH1MqYG1aqqqqraEc7dqOICRVSBEdXC2DmHEXeknpeDwTSkF1IVx1SBoTTkNA0HVF8XUEuGVLXVkCo4kqZY/axUgTFVDIRUdT2NE1OPOKAqDKiqF1JbGFCtwz6OqMbByJjacEOq8gKqh4JpSO63+IuckNoLql0oTeHG1AYs9ggtJFdogdqgRW4QLaYbtPiOMot9igFjbe1b/BUEl6kwlMZQUBqJQlcyimczqt/iPxHNqcEh1eLPRzbahxq0X2ZbHku3aVAVc92lSteKZBl3qtJ1LRFdL2NqUK2qqqqqLekFVFVD6kxqSF05TcPhVHXh1HfCMJTG3GYhVU0OqVN++RREVIHx1Drsw3jquNE6yA+pY+5MpWAalv8t/oojqgUhVV2J64VUBYs9ixaQK7QwNXiRG+AtpGnRHdct7M1Cn2LAWBQpGAWPYRhQFYSWqTCUpqKgNALFrWQUzGZGMbCHQmK1RjPrcEy1+POSjPajBu2b2ZbH1AxRtTsH0DnDRechRue2XPYcu4Ln5HT+NcBB14xEdG3qoetbJrp+htSgWlVVVVVb0g+oisPkvsF4KjB2zmlESFXn02EwjZkrpIrTOA6o6oydMAylMV1IdWMqxNIYjKSpOJSm2F5I7WLq0TAMqQJCqsKIah32cUS1RsTULqRmxdSrLQ6njEJpTPzOVDEQU8WVYRhSZ/+ZqYlBlRbPDVpwx60X9xQBpqI44aLQEefEU0KhZSQMpKkoJI1EYSsZxbINoAjYQxGxctHcGhxRffy5SUL7UoP2z2zLY2ubQVXReclV4k5VJ6Qq/YIWnpvT0LVgia4dyXbvTtUaVKuqqqpqwy5ySMWAqjB2bkINqSunwzigWmdhJ2sYSVNgSB0RU49bHEpjpv3iqXhMFdNjaj+kCg6oCiOqBSG1/M9Mde9KHXNnqhtSIzG1QcE0hoJpyCqkqkhIxZh6JQ0GVVjk+WjR6KAFaSMpptKiuUML7WHdQr5b2FMAmOKifKt/G3ok/oxAEWkCClvJKJbNJPnb/CkcVozmZ3BIVfx5SkL7kkH7abrm2PJ+OVWRqNqdA+jcwei85NrLb/1XdC2Jygiqgq51Geha6qtBtaqqqqpmtgqo6gIFVAsjqoWxcw4j7kg9Lw+Dqa8XUBVHVIWxdMhpHAdUy8RT62QNI2mKLqL2Q2pmTD1ucSiNMSF1tpgaCaniehyG1Cl3pgqIqQdLXTQlhy4OqJYbUpNj6rW1nJhKoTRmEz8ztRdTxZW4fkxtFnSRO1NpkeigRWiHF7SAFssNWmSH6QK+W8x3aOE/BUWJPoobw5xoSiiwjPJcG0XHwoA0HsWsLBTLZpD1m/wpHFZhNMMOh1TFn6tktD91aF9Nx0F181GVzk2MznW57Hl3Bc/Vaeia4KBrSSK6XgXRdS8DXVetGlSrqqqqaib9gCo4Ru4jjKYKQ+fcMiOqOp8OY2lMZkRVGExDTsM4mhKOpz4MpSlutS5uSO1HVNELqeJ6XPGY6kXUNqR2wTTksI8DqrXZmJr7Lf5idEgVGFKFG1OdoHolTT+kNmBh56PF4QotPDtJd6UqWig3aIEdJgt3byHfoEX/GGl3pCoKG8OccEoorIzy3AIjaSqMR+NRyMpCkWwGNaZuAM2ywzFV8ecsGe1XDdpf880QVEV3XqBzSR+do/rovDeWcx7G83Uaui446HqSiK5bg+gamImusaIG1aqqqqoq7KLfjYoBVWHonNOIu1HV+XQYSmMyQyqG0pjTMI6m5KzvhGEojbm1NjqkCoykqU5mviNVJMTU62kwph4NS42oAuOp75BxRFUjY6rAkCogoiqIpUM2/pv81ZW4fkxtFnGz/rxUXsAiWCTTwnqYLNq9RXyDFvpjUYBgFDTCnGhKKKZMgJE0FQajcShgZaM4Vljyt/gLioRVPpptg2Oq4s9fFm//ov02X3PMeVGVjsts3fmBzil9dJ7qo/PeWM65GM/Zeeg6sUTXlGR8/RpE18JMdK2tQbWqqqqqJuKAqjhK7iMMqApj55xGhNTz8jCYhmwipIrTYRxPrbO+E4ahNKaLqP2YCrE0BiNpKo6kqeIxtR9SxfSQelw8pCoMqOqQcUC1RkRUlRtSBQTTGAqmMRxR1RwhtQMLOkULQActMju8aB0AC2RaTEd5C3ha4I+V9vNSKWIMc6LpEIopoz23jqNjYDAax49XWSiGzaDG1C2DOXNMtfhzmQT2Ndp3880QVFV3nqBzTB+du9ZK/RxVtTon6xe86NydiK4VK3RtScbXsii6Niai624NqlVVVVU1QQ2pm3YRQqrikCowlA45jeN46jtznTAMpTEmorohdURMxUCa6mQDd6WK0iG1c8QBVWFIVRBRLQyp6tDF8dRzMD6k9r/NH+KpdbVFwTRknjtTxfigihHVggWdogWggxaXHV6wAlgU0yI6zXrhTov6qSg89FG8GOZEU0LxZAIMpLkwFuWhaJWNYtgMKOghioHVdDTrBodUxZ/LJLSvNWg/zrf7QVXReXCMVVBVeP7OQ9eOJbrOJOPr2SC6Niai624NqlVVVVWVie9I5Ri5z3YjoKoRIVWdl4PBNAQjquCIKjCWDjmN43DqO3OdMAylqS5KSFUYUYUbUnsxVVxP48bU49bRMAypCiKqwICqDl0YTntutA5GBNVeSE0LqhRMYyiYhqxCqhoTUtWVMIyoS83ibUd/ARUtnofJAr3TLdhpUT8VBYc1ihZpnHhKKJ6M9pwbRnNhIMpDoSobRbAZJN+ZShGwKg9mzzHV4s9tEm+/o/15lOZYtPhYzeSdN+hcs0bnsD46D47hxFSxOmfT+TwNXTscdL1JRNe0ILo2ZrLX3RpUq6qqqirRbR1SFcbOOW03pGIojckIqGdn/7h4/pf/0+L5b5xzMA05jeNw6jtznQzDUBpTQ+pGQqoqFlLVoYsDqnJDanZQ3VBIffbq0RKF05C5Q6rap5CqaPEc1i3Mu4U6Leanuhjf6i8RpwCKQ5n8SDUKxa8Z1KC6Y2D2HFEt/twmoX2vQft1nhmCqurOG3TOWaNzWN/yW/+FOR9OsS9BNetOVbpGjiTX3xpUq6qqqirCDaiKY+Q+w4CqMHbOaURIPS8Pg2lIVkg9X5w//sbFP/3kP1ss/ut/tvjx4+ccTsnpMA6n1lnYiQsDaaoupLoxFWJpDEbSVCejQ6oYG1LFmJAq3JjaOOJw6ttuSBXTQirHVMEhVXEwHUbBNMS5K1WMCapX4saEVEULPQcsKtvf5J8YVGnx26BFc1i3ILeL9AYt4qei0NBH0WKYE00JxZJRnlsH0bEwCo1DgSoZRa8ZJIdUQeGvmgfNv8Mx1eLPdRJvP6T9Op8bVYuF1e78QeecNTqHhdF5cQz/fM3n9jx0LVmh608yvtYF0bUyk1x/a1CtqqqqKtC/E1VxjNxHGE4VRs5NGBFSxXlZGExDeiFVcUg9+8Yji+d/+b9ZhlSVFFRP03BEVV049Z24MJCmwpA6IqYetziUxpwsFYmpGFEFh1QxJqb2QmrCnakYUQVE1NbNJQyo6pBxRDUORoRUNSKk5v/yqaOsn5c6JqSqnJCqekG1W6wNoQWegxaRHV6QAlj00iJ5mCzEO94CnRbxY8TvSFUUK4Y50TSEQskoz7VBdCoMQuP4cSoLxa4Z1DtTdxx8LjiiWvy5TgL7Iu3b2ZpjdDtBVdD5jJW6S9U/X6/P5XSeT0PXlBW6BmXh690gunZmqEG1qqqqqhqrgKouaEQVGFAVRs5NGBlSxXk5GExDMKIKiKgCQmpSUD0dxuHU14VT34kLA2mqLqL2Q2pmTD1ucSiNMSF1ZExNuytVREKquB7XD6mCA6rCiKowpLYwoFqHfRhPe0bemSowpgqIqB0OpmG5v3hKDIdUMRBSxZU0vZBa4q5UWjR2eBEaAAteWiDHmQV5hxbvY6XFVAoUcU40DaFIMhLG0VwUgkagKJWNYldB9c7UPQGfD46oFn/Ok8C+SPt4tuUxOkNUbdD5p4/ObX2zfNu/NTGqCrq+LNG1KANd9wbRNTRDDapVVVXVbY0DquAYua8wnloYOTdhREg9Lwtj6ZDUgNo5f/w/rb61P6QXVE/jOJz6unA6EFEVRtJUt1oXJqSKxIgqeiFVXB/GIVVwRFUYUS0IqQIDqnXo4nDqu9E6GBdS+zGVA+oKxNIYiqUx8ZgqAiFVXEnTj6mNZoEWQ4u6FVowdmjxiWCRSwviNO5CnBbsU1BM6KMwMQzDKYEwMp4EmwkoAI1EQSobha6CakzdQ97nhUOqxZ/7KNofO7S/J2uOU8LHc6bmfELnoj46x/WV/Hmq9hy+tNN3qvL1bxBdSxPVoFpVVVXdlurdqB2MnHNyA2pyRBXnZWEsHdILqYIjqpI4evb73l2pPy2/hOofF8//dCConsZxPLXO+k4YBtJUt9ZGh1SBkTTVyQbuSC0XUgVG1EhIFRhQFURUgfHUd+jieGqtI2p2TO1CqhtTIZ76IJbGUCyNyb0ztRdTxZVhGFKXOKBatKBboYWiwYtPDy1uG7QgjusW3d0inBbqU1BEcFGMSNMLpz4KIqNJqCmAAtAIFKGyUeQqzI9zQRT2qu3xPj8cUi3+/EfRftmgfT7d1VZz3M4RVAWdj/rofMfo3JnLialqZ4Nqi66BUXRdjahBtaqqqrotOAFVOBFVcJDcVxhPLYydcxsZUsV5ORhLh4wMqWoVVH/6v1n8+PF/7P4cguppHMdT66zvhGEgTdVF1H5MhVgag5E0FUfSVGNDqhgTUsV+h9TGwciQKnohNS2oUiyNKf9t/gkhVVyJw5Aaiam0kHPQ4rBDi01EC9sOLYjDusV2t/CmBXoJFA9cFCLSOPHURzFktOeWMJDmwgCUhwJUNopbM/DDnINCXrUb6PPV4JiqeB+Igv2T9vtszbFL+BhPZM4xdE5y0fmO0blzLCeoCjz/p6NrzRJdn7LJtY+viUF0bY2oQbWqqqq60GpI9WDonNPIgCrOy8BImmJiSFVnjz+yOP+GhlTlBdXHmj87DeN4ap31nTAMpKl6AXWLIbXEXakYUa1yIVXkhlSBEVVARBUYTn2HDAOqOnBDqsJw6rvW6odUxSFVUCyNyY2pq5AqMKaKSFC9EtcPqYIDqo8Wciu0MDR4semhRW2DFsFhssA2ukU3LcynoGjAKEQMs1EjiGJItoIhVVH4SUThaRSKWoUlfas/hbxqt9DnrcFBVfD+EOXto7T/Z2uOYcLHeqbuPEPnpz4677noHDqWE1MFXgfy0HVnha5VmeiaGETX14gaVKuqqqoLKRxSOUTuK4ymFkbOTXDvRs0KqudlYSwdkhFQlRtLUwwHVY6m5KzvhGEgTXWrdWFCqsKIKuYKqZ0jjqe+nJCqMKCqQ4YB1XcwIqR2OKIKjqhLV1sUTMOONv+b/MWVNGNiKi3gVmhBaNDiMshbyNLCN04W2N6Cu0EL8zGWv3xKQDRwUXhI44TTEIogydqQWjSoUvDJ5EenUShmFbQOqTWoXgj0eWtwTFW8b0TB/krHQbqrreaYvp2Cqlqd31dfQKPrQR7/GrRE16ps896pWoNqVVVVdSH0AqqqIXXDRgRUdV4WxtIhTkhVHFAVx9KIUzE1qJ71nTAMpKluuWpINa7H9ULqjN/irzCkqkMXhtOeG62D/JA66lv8r7Y4mIYczf4t/soJqeJKHIbUXfgWf0GL2AYteMO6RbVdaDdoIT4FxQIXBYc0TjANofiRbbfuTFUUnLJQxCosKaQqCnjVbqHPm1E0qApvn6XjIFtzTM8VVAWdqxidD1slfzmV8s/1fF3IQ9ehFbp2ZaJrZRBdcwNqUK2qqqouhH5AVRwk9xXGUwsj5yZsP6RiJE2x0ZCqOKhyPCVnaycMA2kqE1Enh9QGR9JUJ6NDqhgbUsXYkCrGhFSBEVVAPLUwoKpDxgFVTQ+p/aDqxVPAwTRsTEhVHFLVHCG10yzCYmjhtkILwIbeiUOLyR5atDZooRtFC+wGLcTHoEjAKDQMs/EiiKLHaLt1Z6rwQ1M2ilcFuXelRoIqhbtqt9HnscFBVfG+Msjbb+lYyHe11RzbxYKqas49dM5idD500bl1qtX5vtCdqnRNctC1LBNdO4Po+uupQbWqqqraS85dqKKG1C3ZjTtSMZQOyQyoCkNpzClxg+rzj1E0tc76ThgG0lQmorohdVxM5UCa6mSpSEzFiCo4pIqxIVW4MbVxxPHUwohqYUSd61v81yF1SlB170qNBFWIpSkolA6Jf4u/miuockBVtGBz0KKvQ4vHIG+hSovbZHZh3aCF91gUBvooMKTpxVNCsSPbBb0zVVC8KigppCoKdtXug88lh1TF+0oU7L90XKRzg2rRsNqdf+i81UfnRdesd6oWCqrCvzY56FqWia6dUXQt7tSgWlVVVe2VcEjlELnPMJwqjJubsA6o2SH1fB4YTEN6IVVwPFUYSVOcDkkJqmdhJ2EYSlP1IuqWQ+rImJp2V6qYOaQm3JmK8dTyImobUm+mOXRxPPUc9GOqwHDqu9bKCqkCQmmKuX/5VC+iqivDgiF11p+ZyovHHlqkNmhhG9ctos0CuzQKA2sUFtI4wTSEIsdoF/DOVEXhqoDku1IFRbpqv3ifUw6piveZJLAP0/GRZ4agKrpzEZ3DXHR+7Jv/W/8FXSvy0DXKQde2RHz9TEDX5EYNqlVVVdVOCwdUwSFyn2E8VRg4N2nEnajn5WEojcGQKjiiCoykMctYGncSDapnYSdrGEVT3eobG1CXMI7mKBxSRWJEFb2QKq6n6YfUxhEHVIXxVEFEVRhOrUOG8dR3MCKiKgypAgKqh2LpkGVIHRtTMaKKyB2p4kpcMKY2C68htFBz0AKvQ4tGRAvTBi1oh3UL524RTQvtEigIuCgspHHCKaG4MUobUmtMzXc7xtRvz4D+PzsLPr8cVAXvN1G0HzfoOMkzQ1Ttzkd0Duujc2RfyajqxFRVIKrSdcpB17cs7Y/HoevpILg216BaVVVV7aRwRBUcI/cZBlSFcXMTdutuVAylMRkBVWEojelCacw6mA4FVRNPvYA6R0idejfqEgbSVF1IvTlePKKKDYXUme5KFRhQfYcuDKc9N1oH40LqqLtSGxRLY+a+KxWD6pU0Ox1ThbcopYVsXLdgNgtoWmiPdTF+k78q/G3+GHHyUUwahWJVIUkxlYLcnqEAOhf6/+8k+FxzUBW8/wyifblDx0uW5rgvHlUbdB5jdK7smzWq6jUCrx9p/GtVD13fRuHr6iDv+lyDalVVVbVTakg1MHJuwsiIKs7Lw1Aas0MhdR1KLT+onjV/5jkJw1CaCkPqyJh63OJQGtOG1GIxFSOq4JAqxoZUMSakCgyoCiKqwHDqO3RxOPVND6kcVDmgKgqlMRRLY8aEVDE9ph5OD6m0kDN4cRgAC1JaxA7rFsne4pkW2FPQ4r+PQkIchtMQiBrpCt+VqijgZKKIlI0iVUG3w52pFDxXvhdyJUH3vrRdD31cO8X7fBcLqor27QYdN8ma43+WqNqdl+i81kfnzL7571Sl60geunat0LVuFL7GDjLX6hpUq6qqqp3AAVVxjNxnGFAVRs5N2OOQ2guoFgdUhaE05jSOQ6qKBNUThoE01a3W7RNS1f6G1EMKp75DF4dTnxtSpwRVN6RGYurVFgXTkDHf3q84olqlQ2qnWWSlsIuyHlrENfRbFXlh6KFFaIMWrlGwYKaF9Vi04GcUEOKcWDqEYka2GWKqoICTiMLRaBSnClnH1IsZVClsrmSF00z0/+vQx7kT4HPOUVXw/jSI9u0GHT/prraa88D2gqqgcyej8/EYvWsEXUcy0fWrh6592drrKl1zg7prdQ2qVVVV1VbUO1ENjJubtMchVWVGVIGhNOY0jgOqLxBUTxgG0lS3XNsOqVN+a79YhVSFEVXsd0iNxtRDxgFV7U9IVRRKY+J3pqpATBVXhmFIVc0ia4gTTn20cDN4MRjgLTxpwZrMLJRpMT3WxfoWf1WD6hhuTL0YQZUC5sqcATXk+8J8DAZ9/FsFn3OOqYL3qUG0bzfo+EnXD6pFwmp3nqLzG6NzKKPz8lj2OlHiW/+Vfy3roevfCHTNjalBtaqqqtqoGlINjJub4AZUhcHUdz4fDKUhvYCqOJ5aGEpjTuM4nJKzxtfdoPpowYCqTESdHFI7HErTTPllU6JoSFXX4/ohtXPEAVVhQFUYUdcwoKrDYRxSOwdzhFTlRVSDQmnMFWVCacwqpCqMqGKmO1N35Vv9acHZoIVqXLco7hbMpdECn1E0GOYE0xiKGNl2L6QqCkfZKEoVctuE1FVEFV7s3LjuY/LQv2cr6HPf4agqeP8a5O3ndPxka84HRYOq6s5XdL7ro/NoH52Xp5gjqCq6rq3QtTATXXNjalCtqqqqNiIcUQXHyH2GAVVh5NykESFVnZeHwTQEI6rgeCowkKY6HcbB1CcB1TdjUO0F1Akh9bhFgTTdSdm7UjGiin5IFWNDqsCQmnBnKkZUCyJq6yZHVOuQYUD1HYwPqhxRBUdUi4JpDAXTIZNDqrqSZp9CqqDF6bBuMdwtjmnhXAIt8F0UCtI4wTSEokW29c9M3bWg6seiSShGTeSGVMURbYXi246gQLmyExGVeB9nh/59WwH7AMdUwfvZINrXG3Q8pbvaas4P2wuqgs6pLjovT7WKqqJgWKVrm4Oui9n4GhxSg2pVVVU1C+dOVHW7BlSFcXMTJgRUdV4OhtKYzIhqYSiNOY3jeGppPAUnHFQxkKa61dq5kFoipmJAVRxSxdiQKmpI7Vxr7WpIFbkhFWNqF0qHuBFVcTz1YUS1YKEmkn9eqoAFJi1Kh5kFsFkU06J5ClrY91EgSONEU0KxYrSZYiqGmjwUirJRhCrkooRU1QuTq7tRBcXMHQP/Bvp3bhTtCw0Oqor3t0Hefk/HU7bm/FA0qApzHqNzXx+dW9eWv5xKwHl6Cnv9KBVUFV3rVujaOAJdj0kNqlVVVVVRHFAVx8h9huHUwsC5KW5IVRhMfeflYSiN2cuQqryIugypqh9UMZKmuOUaHVEFhtFU5pdNlQqpAiOqNWdIPV47CsN4agUi6uwh1fuZqRhMQ665cmIqhdKYsb98anJMvZJmbEzFeGrBAk3RIm+Qt7CkhWictxBu0GJ5rIv1M1NnvCtVUKBJ5MehSSg+FZIcVCm07QAKkG5EFRAud93yZ60K/ndvBewXHFMF729RsP/T8ZVuhrtUhTmX0TnQRefXPjpfT+FfR5YKhVX/Wuega+NofG22alCtqqqqJhkOqIpj5L7CcEowcm7CiICqzsvCSDoEA6rgaGphIE1xOoxjKTHhtBdQfV9fnE8Nqr2IOiGkCoykqQr+1n6VGE+tXkgVXSiNcUOqialHYRhPLQyp4ibHU99hH4dT3zqiTompbkSNh9TRv3hq7G/xVxhSxfZiKsZTHyzOBC/sAmhB2aBF6DBv4duhhfJYtIhnFAXS2NAQRIEiyzqkXviYKig8FbDPMbUXUdW+BtQQ75dY0Sw2CvaPokFVePs/HWN5th1V6RzLSt6pSteTpWVUFXQdSkfXvRW6Vo7WfqcIXatFDapVVVVVNieiihpQWxg3N2lkRBXnZWEsjRkRURWG0pjTOA6n1lnYCWuD6NfHBdVeQJ0eUjmQpprhN/dPDanX82BIPYrDgGphSBU3OZ5ah4zjqedgjpAqIKAaFEpjxvziKbEKqQJDqhgIqerKMA6pncscUgXGUwsWZYoXdIAWkQ1aeMaZxW6HFshj7cxdqYLCRLYZYyoGmTx+EJqEglMBSSFVUFTbMhsYHRctpiovqgqay0Z5+0nRqArHAR1n6a62mnNH8bDandfonNhH59y+0t/+719bljZxp6qga+dofM2uQbWqqqqKigdUxUFy32E8tTBuboJ7J2pWSD2fB4bSmBEhFQNpzGkeDqi+M9dJH4bR3KB6yzUppB63OJCm2vS39s8dUo+TQ6rAgKowoorEb/EXhy4Mpz03WgcjQmqHQ6rgiGpRMI2hWBoTD6liWkgVGFHFZY6oFkZUCxZlihdyABaPtOCM6xa33UKXFsRT0aK9jwLAMCeUpqAgka3emTqFe1dqJKhSSNsiPyqu7PO39qcyPwLAojltBOwvxaIqHAt0vGVrzh/Fg6pozm10fuyj8y6j8/hUTlAVeD3KR9dCB10/R6Jrdg2qVVVVVU8voCqMqIJD5L7CaGph3Ny0kXeiivPyMJSG9AKq4nhqYSiNOU3DwdR3xk76MIyufD0tqJqIOjmkdjiQppohpAqMqKKG1LjpIXX0t/g3KJTGUCiNSQupYiCmXknXj6mHrcvDMKAqWIyt8QKuhxaMHVpsDpNFbbu4pQVwKbRgX6OFf5peMA2hCDHKjCFVUYhJRCFoEopNE+1jUPUj4srtEFJ9XlileW0E7S+NuYKqouMuWXMOmSWoNuj8GEbnYdccv6iqH1QFXZfy0fWwh66n2frX7hpUq6qqqpUaUCMwbG7SiDtR1XlZGEpjMKIKjqcWhtJUp8M4nPrO2EkYBtJUJqKWCqnT7kzdwZCqulAa44bUzhGHUx8GVIURVWw2pI4KqtdaGwupI37x1CqkKoyoYh1SpwTVWUKqgsWYaH9GGy3eACwUaYE5TBez3cK2QQvgqWih3kcL/jQYTwkEiHwz35mqKMQkogA0CkWmifohVXEYW6KQtkFOPLVux5Dq23ZYpf3FmBxVBRwbdNwla84jhM83mbpzHZ0n++g8zOi8PpUTVUWhsErXRkTX1Wzrn6tag2pVVdVtrhdRBUZUi8PkvsJ4amHc3KQaUrOc5uGAqs6GnfRhIE3VC6jTQyoH0lRtSF0F1S6KjhGPqGJDITXxzlQMqAoj6hqGU98h44Cqbo+QqnY9pAqMp1a38PJlhVRlFoa0qEzjLWgbtPAdK+1nptJCP40TS4dQeMi2DqmzBlUKMJkoAI1CcWkijqkCghgFtA1y4imhwHg72oUfAUD7T8MNqiOjKhwbdNylu9pqzivbDaqKzssuOr9P5V971l/go2tVPnuNRHRdHUmu4zWoVlVV3abyQiqHyH2F0ZRg3Nyk5zmSpjgvC0NpzIiAqjCUxpym4XDqO2MnfRhGc91yTQqpxy0OpKl2I6SKsSFVjA2pAiOqBRG1dZPjqXXIOKB6DuYIqYojqqBQmopCaUw8pKrSIbVzmeOphfHUMvHUR4uzQd6ikBaScWYR26EF71S0MO+jBX4aJ5oOofCQbEMhVWGASUPhZzQKSxNwRBUcwpYonG2QHwkdt/udqT6aUYPmOgvafxr9oCp4H43yjhE6BrM05xfC56FM3bmPzpt9dF7uK/2t/8q/FpUKq/61soeurxPUoFpVVXWbuR0DqsJoamHU3IbnOZKmOC8LQ2lML6QqjqcKI2mK0zQcTn1n7IRhHM1hIurkkNrhQJqqC6jKhNFcq5AqMKIKjqjiQoZUdejCcNpzo3UwIqSqa63cmCoolMaM+S3+q5CqMKKqgZgqrgzDkKouc0RVGFAVBFSLFmVBsCCkRWScWbg2aIE7FS3G+2hhn8aJpUMoNGS7zUKqoJg0EcdUASGMgtkWUCCs3+Y/AO5UVTTfWXj7EgdVwfvpIDhW6HhMd7XVnGe2G1QVnaddc0RVez1aWgVVQdewdHTd7KHr7Qg1qFZVVV1wTkBVGFEtDpL7CuOphVFzk3bnW/oFRtIUmQHVwlAac5qGw6l1FnYShoE0lYmopUJqiTtTi0ZUgRFVcEQV+xVSM35Oqjh0cTj1bTekPne1RcE0hoJpTG5IxZh6JQ2G1IRv9ceIakFEVcnf5k8LwAYtHoeZRapZvNICd6z4t/cLWsincWJpDEWGbLt/ZypFnkkoJBWQFFIVhbINoiBYQ2qGbf8IANindjeqihmCqmrOhXQuZXS+7pv9l1SpAkFV0TW0h66/GWpQraqquoBqQE2AYXOT1hE1O6SezwdDacyIkIqBNNVpHIdTctZ3wjCM5sKIOjKkHrcojKYr8239YkpI7UVUcT1dMKQmxFSMpxaGVNFF0iGHjMOpbx1RR8fUa2tjQipF0jgOpTFjQmrZmMrx1IcB1fICqpUUU2nB16EF4zBdnHYL1QYtbKeixbeLFvFpesE0hKLCKBsKqQIjSxzFnckoIk20LzHVj4ArNaTm27GoWiyoCjhu6PjMM1NU7c6LdE7to3M228idqmKTUZWuwxlqUK2qqtpjvXCqMJpaHCL3GUZTC6PmJrkBNSuins8HA2lML6AqjqcWBtIUp8M4lpKzvpNhGEZTdfGUQ6oXSDNwHE21jqglQqqIh1SRGFOvp5sSUgUGVAtD6py/cKpzMCGkXnNlh9QGh9Jh+/CLp0Q/pDYuczz1YUBVXjx18UIMwYKPFolx3aLULFJpMTsVLbr7aBGfxommIRQURrlNY6qggDRSP6SKfuxaoii2AX7066kxdbxlVBXuTOnzMAvYz4oEVQHHDh2neWpUtdepJb1+4bUtH11XEV2TI2pQraqq2iMYTwVGUx+HyH2G4dSHcXOTRkZUcT4fDKUxIyOqwEgac5qO46l1FnbCMJDm6AXU6SG12Lf1Twypzt2oIiOgquIh9SgNhlMfRFSB4dR3yDCc9txoHYwIqepaqx9SBQdURaE0FYXSmDF3pY4JqRhRxWUOpxbGUwsDaosWX4NggUeLw2FmMeotUmkhO9bOfJs/hYRs65C6kaCKUSWOYk4xFI9GyIqpgoLYBvixz1FjahmBn61Kn4/iYF9zo+rIsErHToOO1zwzRdUGnV8ZncPZvv2iKkXXWAddlyNqUK2qqtphGE8tDKeKI+Q+w2Dqw6i5DSMCqjqfD4bSmE0FVHUax9GUnIWdMIyjuQqHVAqj6crdkTpLSBXX0/RDauOIw6kPw6mCeGphOPUdMg6nvrlDquCIalEojRlzZ+oqpCoMqSoQUtWVOIyp4jJHVIHxlGBITfz2fgULO1oMxnWLT29RSgvXsZYhVXgLbBct1vNgPPVBPEjXj6gCA2hJGFPSUMiZjKLRSNkxVVAM2wAKfSsUB6txaL4d+rwUQ/taZ46gqui4Tdacl+aIqnR+DaPzeRhdI6bwr13roKroupeHrrc9dJ0OqEG1qqpqB2E8FRhOfRwj9xmGUx9GzW3YrTtSMZDGOAHVxwFVYSBNdRrH0ZSc9Z0wDKK5bvVNCqnHLQ6kqcqFVLVTITXxW/sxoCqIpxaGU98h43Dqc0PqqKB6zXXRQmowqF6Jw4i6dNi6HIbx1DIB1UeLriBvIUcLwGTeYpQWrFPRorqPFuppMJz6IBrk25+gSuGmGIpGI+1DUKWwt1J/AdUMupnCvOnzUwztax33LtWyYZWO32TNeWmWqNqdN+l8G0bn9T66RpTgX8tqUK2qqqqixgdUwSFy32E4VRgzt2G3AqrCUBozIqAqDKSpTuM4mpKzvpNhGEhTYUCdEFI7HEhTbTqkqsSQej3fmJCqMKQqiKgWBlR1OIwDqtrnkNp5jqMpKRpS1ZW4MSFVYUS1IKQqWnQhWMjRAjCuW2x2i09aoE5Fi+k+WpincYJpDEWDbBsOqYpCSgSFm8koEo3EIVVx1FqhGDYDCnorNaTOD+ZOn6fiYJ/bp6Aq+PyVwTt/0vm3j87vfctv/RdwzZjCianWDobVGlQ37Cd+4idW6O+raep851XnOw+Np3a+HE0Jh8h9heHUh1Ezzs6X/j5fDalCo6idrxNLh5zGcTQlZ30nwzCQ5iocUkN3pups/T8nm/sZqWoTIfV4tpBq9135zf1Jv71fHDIOqJ6D2yOkCjtfDqjKDamqTEjtXOZ4amE8tSCgKlpsIVq4dWjhF3bNmS8tTEuhxfQaLcjT+Iv9QRQLsuWFVDtf+vtkFFAiKNgUQ5FopCkh1c7XCWGFUdBbucBB1c6X/n7jYP70+SoG9r0iQbWjs9Xjio7jbM15qnhUFd15lM7DYXS+76NrxhQYU0XBoKroOtxD1/FODaobJgfcC1/4wiU9AOn9qnHqfOflz5fepwpz7jz1/bg/3348tThI7isMpz6Mmun8+dL7pNmtkIqBNAYDquJwqiiM2tnqfOn9KJiGcDQlZ30nDINorltrcwZUy993hfs+5e5ITQupHFBVL6QKE0lTbPKOVJovBlR1yDCc9txoHYwIqepaqx9SBQdURaE0FcXSFDTflJh6IUOqoMVagxZ6YeuFpT9fWpyOlfbzUgUtxNM4wXQIBYIseSFV+fOl9xlEwSSRE0BLgSg0VXZQNcHLn6/9uxIo4K1c8DtT7Wx1vvR+m2Xm76HPXzGwH04Nq/6+K/Q4o+M5WXO+miWoCnNOpfNxH53v++a6U1XMHVbpehwE1/QaVDfMP/Dofarx6nznVec7TiigWna2Ol/3fThE7isMpj6MmePQfOn9wkYGVHE+DwylqTICqo9CKc2X3o/CqcXB1HcWdsIwjObCkDo9prphlNF8278rF1LVcEgVHFHFlJDqBlR13DqKw3hqQUht3XTmK29jRBWHjMOpb7shVVEoTUWxNEa+vd+fbyymjgmpAkNqiZ+VKiCiiu388imzmGwWlv58aUE6xtwhVdkFfhCFgWz5QdXOVudL7zeIgkkCJ4KWAlFoqqyQKkzkovnav5+Cgp3jgsdUQfOl99s883nw0OeyCNoXG6WCqs5XjzU6prM1563iQVWYcyudk1103g/b19/+L+j63APX9RpUN8weePI2vU81Dp3U6P2qcep806UEVB/Nl0LkvsNwqjBklkHzpfdjI0OqOC8PA2mME1AVB1MfhlGPna+8vfq703QcT9XZsJM+jKK5uoDKIXVaTPWj6RB/vquAqkwQzRW/G9VKiKjX820npK5/Pqo/XyeiisM+jqZkHVFHx9Rra5sPqRxKY/RnpdrZ6nyTQ6q4kiYYUy8Pw3hqmXjqywqpwluY0YIuzXpRSfOlxWguWigzWoDH2QV9FAWBLG5ITY2pguZL7xdEkSSBE0FLgSA0VT+mCg5XS17kovn67zMWxTrHBY+pws5X3qb32R7v8+Ghz+lktE823KiaHlb9+dJxR8d3sub8tamoeukvvrx47oP3dr7c/Lc9Z9O5P2xf71QV/nUaedf2GlQ3yB50euDR+1Xj1PnOq863D8OpgmgaxsHPj5H7BINpCEbMsux85W16H3sXanZAPZ8HxtFUGFEFh1PLxtIU/nwpmPo4nPrO2EkYhtFct9ZKBdSUb+0P8ec79W5UJ6IKjKeiH1BVL6SK63m2HVKFna3O1/79uJB6o3UwIaRec40JqRxI01AkjVn9win17FBQjcTUK+kwpJb4xVNeQPX5i6ogWJDRQi6NWUg2aL60EE21M9/eLygCZBsfUwXNl96vh+JIIooyRUAQmmJqTBV2vvI2vc8YFOh6MPJdLP586X22ij4vBn1ui4D9Mzeo2tnqfJd/B8ceHefprraa81nxqPoXX148+3P/fLH4r/8Z+8l/vji++97FpeZ83J7D6XoQRteYEuw1cGkVVRVdO9PQ9Tqou8bXoLpBdOAJet8qX53vvOx8b9fZYjhVGEpj1gGS5mv/fl9gMPVhzJwXzXf99xPuQBXn5WEgjcF4KjiaEoqlMXa2dr4UUQWHU3U27CQMw2iqLp76SoVUiqSpQvOlUJqqeEgV19PNFlIhnlpOKO2E5ru1kKqutfohVXBAVRRIU1EoTWVDqqL5+jHVCapX0vVDquBw6sOAakFAVU4sHUILsA4t5MK8xWK3iJSFpZ2v7rv+4jNVPKa6cXQMDKchFACyjY+pguZL79eDYSQNBZkivCA0BcdUwbEKo1aD5kvvl4PCnOM2+FZ/YWdr50vvuz3d54I+Tw36/BZB+2hjalAVdOzRcZ6tOZ9ZfL7L8IGfXZz9JERU8lN3j4qqdJ0pxQmqanWdpOtoHrpuh9SgukH2wJO37/vAn6wOPkWPq9LI/Ox8H/7I++tsC/Ln+8RDH75t5jtHQLXsbHW+n3rsAWe+9LhdgME0xATOTaL5Pv7gvc58MZQOOZ8HhtIYjKiCo6lFgTTZaYvm++C973PmGw+p6oydhGEgzdULqNsPqfpt/TTfe9/nPn+gaEriIVVwSFWzhNSEmIoBVUE8tSikKjtfefv+D7zLma3geGptKqQKjqgWhdJUFEpjKKRSUJW3/edmzl2piUGVQ2rjMsdTC+OpBQFVZf28VFh0CVq4xXWLxG7RaBeV/nw/9lH3uZl93xhaELvcOJoDg2kILf6zTQupws5W5/vJR93nZvS4JQoiERRiioIolIsjquBAtURBq0HzfeyBe5z50uOGUJRbWYVURYHv4qD5PnjPe5350uM2y/ucwOeNPs+T0X7aSY2qNN973vvHznz9Y5CO+2TNeY3w+S/m3sVNG1N/6mcXh3ffu3juL+Rb/eVb/+9eHP+U+fteVBV0jXDt8y+qUnQd99WgOiM9mOzb9qDTBf2Lf/2Xl/R9qzQ6U33bP6l96rEHl6/rbMexM6P5alC9SPPFcKowkKbqh0iZmX3bn+9DH24XnTpf+9hdgMHUB3FzU2Rm+lr48/3w+9toovPFaGqdzwMDaSqMqILjqYWBNNVpG1H1tbCz/cj729gns9X5cjwVZ8NO+jCI5rrl2rWQKjOTn40qr4Wd70c/3MZqO1+Kp2IVUBUGVJUYUNX1dMGQepQOQ6qCiNq6ueQHVGHftvN94qH+czOOqIJDqsJgGnLNtfGQKj8rNfPnpa5CquoC6uL4uV5M1fn6z82KhNSEb/HHeOoz8dTK/sVTwltw0UItrlscmgWjzEwXlDRfu7aw7zuEFsLMLqbzYDj14cI/17SQKjOzb/vz1S8W6nztYx0URAL86FIcxKCxOKYKjlNLJmTJzPS18OerXyzU+drHDqEQ17MKdxT2LgaZmb4Wdrb3dV8slNnqfP3Hb0/3uaHPW4c+75PR/toIRVWZmb4Wdr76xUI7X/9YpOM/WXN+I3wejOmC6k/97OLZLzT/7Z2L9bx96W73xwEcf9A9r7foWuGi604p9vq4suGwWoPqjORAOnjyG4t/un7ZOej0wPvYRz+yOvDkNW2jCpOZHT3zrcXiJn+V86Mf+UCd7wQysxs//M7ytfDn+5EP/Ony9UWYLwZUhYE0hiOkJTM7vvL95WthZ/vh97Vf4bQXZdrGJmEwDfHi5qbpTE+uPrl62873oXvbr9Db+WJEFefzwlAagxFVcDy1MJCmOm3pTM8Onl69bef7+IPtHSZ2vskh9SQMw2iuW64iAbXDcTTH+o5U8fyPLi1f62x1vn6QmhZSOaIKjKjieropIRXDqQ8jquiHVCUzOxx4buZ/sZBDaueghlQNqfaO1KNnvh1+buZ9sTAlqHJENS5zRBUYTokJqD4MpiGw2BK0QAvrFoPeIlEWjzIzy5+v/8VCf/FpLb/FX8AC2EWL6DT+Qh3hgj+XG1IVxs4BMrNbz/JzM/piYW8bFEIi/OhSnBeFxuCIanGYWurilc70NPDcjL5Y6MSvARTgVlYhVVHQ23860/PAczP6YiFtZzu8zxF9Hhv0uZ+E9tfGOqiuw6rO9Meh52aPu8/N6Fik4z/d1VZzviN8Xgy5d3Hzp+5ePOP/eXdOtufw535uHVQXP3ev83ctuma45rxTVTnXy1VQVXSdHYeu7zWozkgOpj98yxuWr4V/4N33wXcvX+uBR9uowmRm7/qDNy1fCzvbe97zh8vX9qJB26iYzvQ973zL6m073wfvec/y9b7OF8OpwDiaikMk0Zm+/4//YPW2ne9jD3xo+drOl7YzJwylIRA1t0ln+qF3vWP5Wmer89Vv2bPz3VRIxUAag/FUcDS1MIymOmUyr7e+4bWLD7/nj3C+/hcLk0KqOunDMJrLRFQ3pE4PqhxHc7i/sV9m9vY3vX5xf7d49+f7sPfFwsGgihFVcEQVGFHF9XSzhVSMp2sUUH0ysz/6/fBzM/+LhRhSS3yL/7VWP6AqjqcWBdJUpUOqDarvehs/N/vwe9tzhj33UkD1YURdOmxdDsN4akFAVRhMQ2CRJWhBFtctAr1Fos70Pe/8/dXbdr70xUJaeO5MSFX+on6U6UFVZ/qBwHMz+mLh6vEYQIZRcCnqB+VwRLU4TC118Upnes+f8nMz/VFXOlsnfAVQdOtZhToKeReHzOytv3v34iPdedaf7xPdjwPR+dI2ts9+vhr0+WzQvjAJ7bcNP6i+482/vXigu9PXn6//xcLV8WOOSToPZGvOd4TPi5m8c/PyfP7Bn10H1d63/Qu6drDt/QgARdfbPHSdr0F1RnIw/cx//98uXwt70D14zzqm6oFH26iYzvR/+pn/fvW2ne+j939w+brOdxyd6f/zX/+Py9c6W53vJx69f/l6X+aL8dTCQJqKg+QQmddP/d//b4v/5X/+Vzjfjz9832q+8pq2MRcMpj6ImLuh/eVSMjPxv/2//s3ytT/fR+5bnx/k9dx3omIkTYER1eKIKjCQpurCaYjMzPLn63+x8KLekVrqZ6RqSNUYKjP7H376/7F8Lexs6YuFTkBVGFEVh1Q1S0hNiKkYUC0IqIrCaYjM7F/+i59evhZ2vvTFwqGQiqE00diIKiiQphoTUtVQSBU60//pZ/7F6m07X/piIQVU35iQqjCiKoioFoZTHyyuBC3E4rpFn7co1AWjzvTf/uufWb7W2ep86YuFdsEp5g6pyl+YD6KFfbJpEdWSebXPzf41ztf/YqHzeAofETa0zEKDTgEcURXHKD9ayczE//b//p+Xr/35+l8s9B9PKLat+HEOA97FITOz/Pn6z81oG9vnfc7o89qh/WE02n8b9i5VmVnoudm98MXC1fEDxyadD9JdbTXnv+JBVZnzczyoKrqWMP+6VJJ//VyqQXX/0YH3iUfWwUQPPEGPr8L+1b/475zZrue7Dn7yWr79rM4337/6H3i+j96/XhTJ65tXvrdT88VoamEYTcUhcozQ/nv/h9aLenmtaBtTYTAlGDB3hftb+mVW+lrY2X7wT9+x+OC710989H0ohJaAoTQG46ngeGphIE3lhdMQmZdEUp2dne8DH+p/sVCkhlSMomOYiFospGIUHcOE1JthOjs7X/pioRgOqRxO1ZSAqjCkHuXBiKogoloUTh2HfXa2Ol/73MHOt8gdqepaa0xIVRRKU1EojYmF1LX2N/aHnjv4Xyw8utQ+N6OIKjCkXk6DAVVBPLUwnBJYWClaiMV1i75uEUiLRRGar//FwpvdjxWyj6XFbR8tltPYhXgULeSzTQ+pPpmZ8Ocbem7G0SOMAktxGnMK4ZAqOEQtedFKZqWvhZ3tPe955/K1f+71t2FRZHOswhyFu/3zrQiZl74Wdr70xUJB/5/d0H3u6PPaoX1iMtqPG/6dqsLOl75YKFbHEByjdG7IM2NQFd15epagqsy1qSQnpqpVVBV0/c1jr/c1qG6APejWB97620bk9W/8yn9evqbHV8NovvpbDO1JTdDjq2EyN3+++lsM7XzpsZuC0dTCMJqDY+RUOjs72/s/uP52UztfevwYGEt9GC13SRtQ/ZDq09nZ+T5y3/oOCDtfiqFjYCCNwXiqOJwqDKOpvFAa437rPgfVjwe+WBi7G1VgGM1hAqobUiGO5sAomqMNqE5IFSaeEjtbna//xcJf/YX/tHxdJKSK63l6ETUzpGI8tSCetm5yOCUQUwXN1/9i4W/8yi8sX+9/SD0adVfqKqQKDKhWG1MVzfeBwHOzeEhtXOZw6sOAakFAVdv5xVOiW+R1Cz9aIPpkbv58P9T9GBY7X/uY+N2ptEhO44TSGFq8ZytzVyrR2Tn7buCLhRw6hlFcKUojTiEcUgXHJwxVhs7Ozjf0xUJ6vKDA1rOnQdUPpbnsbHW+oRu56P+/O7rPH31uO7RvTAb7tH+nqj9f+9xXXv/aL7bPzZxjCY5VOj/kcaNq8bDanK+dX0yFP0PVR9cWttFv/1cFo6qoQXVD6MDzf2i8oMdWcXa+8vb98FsM63zH8+dLv8VwU/PFWGphDM3BEXJO/nw//vD6W8rsfOmxKTCY+jBa7pJ4PCV2tjpf+y2R8loiqL4eAwNpKgyoguOphYE01WmcH08Jzdf/YqGEUn3twyiaqxdPLYijqY5bHEhznCQHVB/N1/8N0yo1pmJEFV0gTeFGVBNSE2IqRlML46kK/6IpBBHVfvu+zM2fL32xcFJEFb2IqjiarlxtcSBNQ5E0xomoAuOptY6oq18w1bDzlbdDXywcjKjqMsdTheGUeAF1HVEzQ6roFlLTYqpZ5HVocUj8+Ya+WCjvm/YzU2lhnKYXTIfQoj2LG1JLx1Tlz9feXW3ny5EjjKJKUTbgFMAhVXB4wkDlsbPV+X7C/Cgxea3v5z9WUFjr2aOYSlF0Cprvo+YOSnmt7+c/VtDHuD3mc0mf5wbtI5PBvj0UVB80P79aXqveMQXHLJ0nsjXnxnmi6r2Lmz/ZxdQG/5Z/QteYvq3cqSpWUVXQtTlPDaobIAeUPejotxjS46o0/nw/Zn7odp3vNHa2Ol//N0zT46bCWGphDB2DI+Sm0Hwff3D9WzjlNT1uCAbTEIyXu2BcQHWcc1B9yPuh8X4gTYWBNAbjqcXx1MJAmuo0HQVUVxtK/fn6XyzcbEj1ougIHEVzeXejQixNYecrb98HXyxMiahiSkBVwZB6lA4jqsKIuobR1NeFU58NqRRU5W36YmHZu1EtL54CCqSpKJSmSgup7t2oaiiofgy+WBi9K1Vc5ohqYTy1TED1YSwNaRZOhBZYcd1izizyaEFI7Gx1vp/0fqFPWkQVtBhOg8E0BBfruTYfU3W+/hcLMWoMoJAyCz/gTMAhVXBwWqI45aH5PmTWxvKaHicoqPXseEyliDnZd9dovve+r/0llzpf3IaHPvbNs5/PBn2+O7S/jEb7dsfOV96mLxbS8bREx2yHzhtZmnNk6bD6rP0N/z/5s4tnm3M5XQvC6JrjmjuqCnudXXGiqqDrdJoaVGdmDzo98PzfYkiPq9LQfJ94yP0thvS4Kg3N1/+h8fS4XBhNCUbRXBwit4Hm6/+GaXqchaHUh9FyFz3PcTTVucvOdznb7remy2x1vv5jQjCQpsJ4qjicKgyjqU7TcTQNOVvy50tfLCwWUIWJqG5InR5UOYzmyvuW/hh/vvTFwuyQqq6nmz2kCgioWXekHjIKqcLOVuf7qcfdLxaOujP1mmtMSN36nakYUFU8pPoxVefrf7FwIyFVQES1MJz6mgUToYVVXLd48xZ3tAgMofl+1HxBQF7TwtVFi990GE2HwGI9XT+kCoqhJdB8/S8WYtAAFE5mRRFnBA6pgiMTRqkAO195m75Y6D+GAhpyAhwFuu2haJnNhNMQf770xULcdgD9WzbH/5w26PNu+PvOKLSPd/z52l9Wp/OlY2qJjlmDziHJmnNlyaD6jP1W/8bNDzZ/3pzL6XoQRtcetpWwWoPqfrAHnR54/g+Np8dVaWi+/g+Np8dVaex85e0Pw28xpMfFYCy1MISOxSFyF/jzfch8y4jO138MBtMQjJa7pMydqCH+fJ94aL2g1/nS4ywMpKkwoAqOpxYG0lSncRxKh7QRlWKqztf/YiFG0TFutUoG1JXjFgfSVGVDqvxyKZqv/8VCCqgKI6q4nm5KSMVoSjYcUhXN92HvuRkG05Brrk2H1CvKBNJUq5CqMKSq4ZCqkZTm6/+GaYyoSxxPLQynPoinFoZTX7NQGkILq7hu8dYt6GjRF2PnK29/5P3rH1Wh86UFq4sWv2l6sXQILNTzbSakKn++9MVCDBqAosksKN6MlBVSFUWpAH++T8AXC/V9KZghCm8Y6DaPImUUhNIUdrY6X/+Lhc5j6P89gP59m2E+r/T5N+y+Npm3n9N8HzdrC3lNx1QPHcMNOoeku9pqzpnTwuqXF8/+nBtTz+7+cu/cTteGMLoGMbrmleLEVOVEVUHX7WE1qM7MHnjy9j3v+cPVQacHHj2uSuPPl36LIT2uSuPP9/EH19/ylDpfDKY+DKFjuQFyV9nZ6nw/aX6GlM4XQ2kIRstdsg6ooyPqeRqar/0qsrymx2EYTYXx1OJ4amEgTXWajqOp5QZUxwkH1Ue8X+iDcTTVrb4iIfW4xWE0VxdSvSA61uo39Tdovv4XC5NC6vV8wZCaEFQxmpIthdTWDWe+8va98MVCDKe+a61+QFVeNAUUSFMtf9HUiF82JYqGVHWl5c+XvliIITXxt/hjQFUQTy0MpyHNQonQgiquW6x1izha7KXy50tfLKSFaosWu2n8BfUgXKjnckPqpmOqztf/YiHHDBfFkllRtBlpzqBK87VBVV7b96dghmxwwyC3eRQko2zsHIHm69/IRY/DjyWC/s3z8T/HDdoPDLsfjebt5zRf/4uFdEz10DHcoHNJtubcOTqofuHexc2fWofUVUy17+Od6+la0UfXIrb9HwFA1+9hNajOzB548vZj5odC64FHj6vi7Gx1vvY3INf5TkPztT+UPzRbDKY+DKFjcbDcdTTfR72f0YXR1Ifhcle4AVVhKI05z0Pz9X9ovH1/DKSpMJ5aHE8FhtFUp+k4mg7hkKrsfOVt+mIhhtIYDKg7GlJVF0THsBHV/jxUf770xcKNhdSjdBhPLQypLQynvkPG4dR3o3XQD6r0xUIMqB6OqILjqUWBNNWuhtTQ3an0xcJeUL3M8dTCgKognlqjfvlUs1AqHVIVLfJS0Hztz6eV17RIXaPFbhp/IT3ILsBH21xIVTTfR70vFmLE8FAsmQXFmpE4pKp+XHJQjAI0X/+Lhfb9KZQ5KLRhkNscio9RFDlHsPOVt+mLhfS4FfrYImgG8zGfZ9ofDLsfTdbt5/586YuFdGwF0THdoHNKuqut5hyaE1Sf+cDPLs7ML6Ba/OQ/X9z8gBdTre5cT9eKMLomMbr+leJfjx0jwmoNqjOyB50eeDb4yWt6XJWG5vuY9zO66HFVGpqv/wt9MJZaGECn4kC5b2i+H3rP+omPvN6/gKo2H1B9dr7y9gMfWn8FWecr74eBNAajqcXx1MJAmus0jmMpMeHUd9Lnz5e+WIjBNOTW2u6F1DaglgypgkKqH1N1vp94pP8bpjGkquvp9jmkKg6oVhtS/Ziq8/24ma+8pni6dM01JqQqCqWpKJSmGhNS1VBIHQqq/i/0WYfUw9blYRhQLRNOfVsPqapbrNHiLgfN98F73V/oQ4tTXtymcUJpDC28s232rlTLzlfe/tC737marc6XI8YaBZLZUKQZiUOqWkclB8WnAf586YuF9v0plDlsYMMAtzkUG4MoZhbgz5e+WEiP66GPeQDNYx7e55z2iY7djyZr9nU7W50vfbGQjq0gOqYbdF7J1pxLfXy+7X+L/+Kn7l48+wV6X6M759M1I46uUa6t3akqnOs3Xd9dNajOiA68h+8r/wt9blc033veu/45UnW+09j5ytv0WwznjaccIi8Kf76P3r/+lhyd720VUNV5Gf587d3VOl+MpUMwnlocTwUG0Vyn6TiakrO+k2F2tjrfT5gnlfIao6l1q69IQFXHLQ6keYoHVOWFVEXz9X9G15SAKvoRVRy3juIwmvognrY29a39ah1TQ0HV/2LhzobUEnemYkC1xoVURfP1v1iY8+39AiOqMvGUYDANaRZGhBZQcd1izCzSaEGXy85X3qYvFroLU1rMpnNi6RBacGdzQ+qmY6rw50tfLMR40aAwMhuKMxNxSFVtVOqh+BRgZ6vzpS8WyvtSIENOYKMANz8KjIMoYBZA8/W/WEiPS0L/DkDzKc/7vNN+Yfj74Vg0X/9Gru82xwQdW1F0jDfoPJMnFlW/vDiMfYt/THcNoOtHmL1GhW0iqgp7nV5xoqqg63yrBtUZ2QNP3qbfYkiPq9L4833ExOo63/E0kPrztd9SpvPlEDoWh8eLwt5lamer8/2k9zO6OFzuCjegKgykMefl0Xz9n9GFwTQE46nFEVVgGM1xmoZjacgZOxmmMZTm63+x0ImnysRTq1hIhRg6jrkb9eZ0qSFV0XzvfZ/7xcKxIVVMCakC46nCgGrd5HDqO2QcTH03XAcuO195m75YGIqpo0Lq1RYF0lQ78y3+EFB9/nzpi4UUTQkGVAsCqsq6K7VZEBFaOMV1iy+zMKMF3Fj+fOmLhesFKS1k0zixNIYW2Vm2H1KFna3O9xPeFwspWlAImRUFmYk4oopnwyA6DaH5+r9sUd+XwliPE9YovM2LgmIUxcpCaL4f9b5YSI9LRv+eCJpbGd7nn/YPj90Xx6D5+l8sHB1UFRzvdM7JE4qqXkz9yX++OIzdlUq66wBdR+LcgBoyd1i112uHE1RV/7pfg+qM7IEnb38MfoshPa6Ks7PV+X7qMfe3GNLjblfOnaQxP+b5+j+jqx9ECcfFi8yG0xCar/8LfThkblrBcKrO5yUBlOb74fevv6Alr3vRVGAstTiaWhhFc52m42DqO2MnYRhEO3a+8jZ9sdB5jImnRQOqOG5xGM1R9tv5RVpAdX+plPDnS18spFAa0g+o4rh1lAbjqQ8DqrjJ0ZQchnE8tTigChtI/fnaX1an8/VjanZEVRBH0x1tKKKKgYiqIJ767Gx1vv4XCymcWhhOiRdQ1dRv71e0aBpmFlzdYowWblPQfP1fttguQGnhmsYJpTG0uB5l+zFV0Hwf9n6hjw0VFD9mRxFmIg6p4tkwCE4xNN973/cnznwphCE/qGF0mw/Fw0EUKAuz85W36YuF9Lhs9O8bQPMrw9sHaD/x0H6Zyp8vfbFwjqCq7LknW3Oe9T37cyam/tTdi2eaP+PzcwLv2kDXlrB+QA3ZxB2rTlBV9voO1/8aVGdiDzo98Pzb7ulxVRqa72Pm58Tc7vPFUOrDANqi+d73gfWFWV67j+G4eDuhcIqe73+7/0fev777TOfbj5ubsH8BVdkw6s/34Y+sv0Kv87Xvv4QB1eKAqjCMpjpNx8E05CzshDkhNMCfL32x0I+oc4RUDqO5yt2JqnLuRh2KqTrfTz3ufrGQoimZGlIxmhKMqOImR1NyyDicknhIFTRf/5ctakh1I2peSOVAmodCaaq0kOrejarGhFRF8/V/oQ9FVIHRlHgB1cJgGtIsgggtluK6hZZZgNFCbSqar//FQl6wpvEXxYNoUT3K9kOqsvOVt+mLhRooKHhsBEWYCTikimcZhKZU/nzpi4UUwRx+RMPQNh8KhkEUI2fkz5e+WEiPG43+zQE0y+lof2jQfuOh/XOIna3O91PeFwv1GJkUVemY7ziBNFdzrnV84e71L6D6yZ9dPLs8FxfQXR/o+jKMA2rIVu5WFYGoWoPqTOTAUnrg+b/FkB5XpdHZKvothvS4iwZDqc8Jn2nsbMXDH1n/wgOdL0XF2wFG0iEQLu1sxRPm5yPqfOlx5XFAVRhIY843oxdEO3auyn/Ss3p/DKeKw6kPA2mq0zgOpTFn7KSPgukQO1fl/7LFfkAtE1I5iOZafzv/MqSqLoaO4QRUgeFUuQHVZ+eqzx38n9FF8dQ3a0jFeKoyfj6qOOzjYDokHlKVzlbofO/74PpnUMrr7YXUoyUKpKm2FVL1l0zpbNVHzI+q0PlSTBUYTxXEUwuDaUiz+CH+AilNt7jyFl20SJviBx07W0FfLOTFapwTS2NoIZ1td0KqRgc7W2G/HV3nq+9LwWN2FGAm4JAq2jCEIDalsHNV/hcLKXz19AIahbbyKBIGUXycmZ2rXtuK/fzUGJpBAM12PNofDNp/OrSPDtHZCp3vo+bnK8trPUbaoFo+quq5Z5Lm3CuumLtTs39maoy5VtC1JsyNpjF0rSzJv66vrKKqaJ8L1KA6Ez3ohtDjqjQ0Tx89bl9hKFUQRNNxNKR5/usPLlbkv+lxFxnGUoLhcs2fK6HHlVUgnKrzzbLxlNA8fVsLqOo0HQdT3xk7CaNYmoLm6duLkHqznBIhVX8mKs3TRwFVYEAtGVIVhtQWRlNy2MexlNxYOxgOqD6ap29MUOVAmmbKz0dVq5CqMKSq8iE1FFRJVkhVEFEtDKe+ZtFD3ECaq1tUdQstWpRNoSFVF5A0T4sXqcPs4jeKFs/Z1iF160HVhAaap0/ej0LHRlB4GYkjqtWGIQdEphw0Tx+FrxUKZksU2sqhKBhF0XFmNE8fPa4ImkEEzXo82i8atB91aB8dQvP02eNljqhqz1fjXW2Yn5069uemxnTXDLrmxK2veUM28e3/womplgmrNajORA4s+QqGfhXD//megh5XpfHn++effGyv54uhlGAUjeFAOMSfr42pih53UWAojcFw2Wdnq/P9uHeHHz1uHDec+jCQpjrfDIqmQ2i+D5ofyi82HlJP03EwDTkbdtJHkTQHzfd973rHar7ymqJoNoyiY5S7E9VXMqTaoGpn+9gD7o+yEcMhtXPE0ZRgNCUQUEvckao4nlpuRLUonhJ/vp9+/KHefG/bkKquxPkhVfnz/dyn3OdmWwmp6hLjUBrTLaTM4ooWYmP5IVX58/3zTz7qzJcXp2FOLE1BC+dkOxRSlQkNdrY63495Pw6EIsfsKLZMxBHVWoehFYhMOWi+D9zz3tV8BYWvFQpmSxTYpqMIGEWxcUNovu/947et5iuv6XFF0UwiaPb5aL9o0H7UoX10iJ2vvP2498vUhH/MTI6qAs4J9rw1zj2Lm/rt/uKn/vniLMfP3ducv+kcD7prB11/4vrXQDJ3WLXXeXS7BVXd4TfFHng2qNqDrxrPztcG1TrfMux8NaL+V//uo6u3/fev0ulsdb5+UK2m8ef74L3rH1lh368ax5+vH1SraexsHzVBtc63DDtfG1TrfMuw8/WDajWdna8fVKtpdLY6Xz+oVtP487VB1b5fNY4/Xz+oVtPY2T4OP6ptFyUF1Vw7FlTV3HerYkwVt1NQpZ2MXLlyJYm87z/+4z+u6OPt2/bAo6BqH+9vg/6M3qaPjejjhrZr0TaIvO+2tmvnS0HVPt7fBv2Zvm3/mz42oo+5SNu186Wgah/vb4P+TN+2/00fG9HHXJTt6mx1vn5QtY9V8uf+39k/07ftf9PHRvQxoe34/03bIPqYktvV96ftKn++flC1j7fb8f97CH1sRN73ImzXvu3P1w+q9vHK/3P5b/0zfduij43I+25ru/Zt2gbRxw1t187W/kKfqdc2+zZ9bEQfd5G2a+dLQdU+3t8G/Zm+bdHHRuR9t7ld/W/aBtHHDG3XztcPqvaxSh8X+jN92/43fWxEH3ORtmvn6wdV+1iljwv9mb5t/5s+NqKPuSjb1dnqfP2gah+r5M/9v7N/pm/b/6aPjehjQtvx/5u2QfQxJber70/bVf587/eCqn283Y7/30PoYyPyvhdhu/Ztf75+ULWPV/6fy3/rn+nbFn1sRN43tl37Nm2D6OO2sV07Wwqq9vH+NujP6G362Ig+LnW7Wwuq4uk1DqchHE5DtvkjAG6LoKo7k+5c/ov9e9ppiW5Ld1b7otuyB17OHaqh7eqLfV/62MhF2q78t7DzzblDtc43f74UVPX9fJv+ePVlX7Yr/62z1fmm3KEa266++I9JMfd29bX/on+Xs13dVmi78mf+fFPvUB3arrzo3wn62MhF2678mT/f1DtUh7YrL/p3gj424m+XXvR9dn278t/CzpaCakjKx6voYyMXabu6LTvfnDtUN/3x6su+bFe3Zeebc4fqpj9efdmX7eq27Hxz7lDd9MerL/uyXflvna3ON+UO1dh29cV/TIrYdvXPx25XX/svY7ar2wptV/7Mn+/9H0q7Q3Vou/KifyfoYyMXbbvyZ/58U+9QtdulF30feU0fG7lI25X/Fna2OXeopny8ij42krNdfR+fE1mf6n77v4FxdIqn1zigDuGISrZxp+qFDqq6w8R2uH/68Xqno52W6Hb1tbzoNpQ98OxvMtQDb7FY/4Kaoe06L//UPOp4/W+zH9OQ6Habl+dvTttu6OX5G/1/ZwxtV7eh7HwpqMbmG3o5OzrvPS4mZbunP1r/QhfaBknZrv79lO3q42UH07ftfDWiWvp+Q9ullxIfL73oNotutzneSmxXH6/z1dnqfP2gqvtubLv+iz2X0eNDtrXd5p+ZvV3dZs58/aBK85X/9rfbe3l+/f+yjx2StN3zebb7T4W2q9sIzdcPqmPn+09nM83hdLe3q9tQdrYUVIeubYMf78lMc5iwXX3de2nOvf90q8x2dRvKzpeC6tB89XXvRZ6b7fhzKP/l/Pr6l/jRNghtV7eh7Hw/5/18e5ltbL6hl9MfzfPcTP9+F7erj5cdTN+28/WDqs42tl16kb9T/uNDtrbdDT0384Pq2Pnu3XMz81wndbu6zZz53v+h9yxfD81X/tvfbu9lpudmpZ5D+S+bem7mB9Whc+/gx1ufmy3Z2VJQHT3fuZ6bmedQ4ubNmw77d2L3o6rgiOrb9J2qFy6o+jtHaGc7PT1dXLn87OLyU1cWP/xOu2MK2mmJbttuV97+4qcfX23LHngUVK2h7crL8fHx4snvP7l46jtPL57+x0u9x8WEtisHlG73qa8/U2y7N27cWG33ya89XWS78nZovrE7VIe2Ky8/+tGPlh/v0995ZvGDv3+q97iY0HYPDw8XT36v3e73/+7JYts9ODhYbfd7X/3B5O3q40PzHQqqIrRdfbl69Wr38V5afPtvvtt7XExou88999xyu8802/3mV75dbLvPPvvsarv/+OVvTt6uPl7nq7PV+YbuUH3q63+zfB3arrzIL9G6fPly9/H+cPX39nExtF35pVU//OEPF09+98nFpYLbPT8/X1y6dKnb7uXs7eo27Xbl9Rc//VhwvqE7VO185bW/XXk5OztbPPP0M6uPVx/rf1whoe3KNejpp5vz43efKrrdk5OT9Xa/XWa78lpmG5pv7A5Vu119rS/y8T711PSP19/urVu3Fk89+VS73W/t9nbl7dC5N3aHKm3XvsjH++QPnmquxdM/XvvSbre9xl/65jzbfeYbPyyyXXk7NN/YHapD25UX+xyq5HMz+xyq5HOz69evb+25mf69NbRdebHPzb7/9+WeQ9nnZt/7u+nPofTl2rVmodU91/nuV78/ebv6+PB8+Q7VlOcO8qLPoeTj/dZXvrN6vP2YhoS2a59DfeOvv1Vku7LGk7/T7X79S9+YvF19fOjaFrpDNWW+m3kOVW678lxn08/N/KDqC21XXuQ51BzPzeZ4DiUvy+0Wfq4jb8tsQ/MdukN1aLvy4jzX2afnZgWf68jboXNv7A7Voe3Ky/q5TrmPV16c51DfXD+HsiE1RN83BAPpGE+vcTSN4Yjq22RUzQqqOlD6u23Tj+1b3/qWQ/7M3+HkCc8XvvCFxROPPbH48499bnHpv7S/vU3QTktou/L2//Xv/3+rbdkDj4LqL/7cz67ed2i7coH71Kc+tXjw/ocWn3n0s4un/7rMIkMuGJ/85CcXD9730OKzj32u2HaffPLJxcc//vHldv/88c8X2668HZqvfVKZO9/vfve7i4997GPLj/cLH/vL5uMtc2L7zne+s3jiiScWD37kocVffvyLi6e/XGYOsl8/8bhs98HFX33iy4snvzR9saWPD813SlD9+te/vnjssceWH+9ff/pvF9/9yzKLoq997WuLxx6V7T60+Js/++ri238xffEiL3/3d3+3ePTRRxcPfeSji//y2b9bfOvz0wOwPl7nq7PV+fpBVffdf/Mz/8PydWi78vK3f/u3i0cfeXTx0fseXvzD59ZP4uzjYmi7f/M3f7N45OFHFw832/36579RbLt//dd/3Wz3kWa7jyy+8Rffyt6ubtNuV17LbEPzfcALqjRfee1vV2L1l770pcUjH31k8cj9jy6+/VffW/6dPiYFbVcWRF/84hcXDzfbffT+xxbf+eL4fdduVxZEf/mXf9ls9+HFow88tvjuF8eHArtdeT00Xz+o2nOvsNvV1/IiXyiUa/HDDz28eOyBxxc/+PK0wKPblRj1+c9/fvHRBx9ePP7gxxZPfnnaOVK3e3R0tPjzP//zZrsfXXzsoY8vnpp4bdPtyts6W2FnS0E19domX3j7zGc+s3jogY8uPvHRTy2e+UqZa5tEmD/7sz9bbvdTD3+62DVTvjD06U9/evFQ81zn04/82UaeO1BQTZ3vM888s3oO9ZnH/rzYx/vUU08tPvGJT7TPzR4v99zsBz/4weq52ece/0Kxz5u8HZqvH1RltqnzledQy+dmzTX+Lz72V8U+3m9/+9ur52Z/9YkvLZ76UpkQ/s1vfnPx+OOPL5/rfOmTf734wRenB2t9fHi+blDV2aY8d1g+h1o+N3to8ZU/+y+L7/xFmbD893//98vnZg812/3bz/zd4ttfGH/dtNu1z82++tl/WHzzc9MDsD4+dG3zg2rOfOU5lD43+1rB51Bf+cpXVs+h/vEL+c+hhL9dWUevnpvdL8/N1jcopG5Xt2m3K69ltqH5+kHVnhtEaLsSq/U5VOnnZn/1V3+1em5W6jmUxN/lc7Pmuc6jzXOd731p/DrIbldeD83XD6qxc6+8lheJa8vnUM3H+/iDTzTPzco8h5Iv6H3uc59bPod6Qp6b/fW0c69u131u9onF01+Z/7kDBdXUa5vcZKTPzT758Keaj7fMtU2+kKXPoT7lPYfy42mIble37cNAOtbTLY6mMRxRfZv6uarJQVWGaHck/+/8P9sU/X/7IVXJ39kdQ14k8PzRH/3R4rfv/p3FW+5+6+Jvnvi71XZopyW0Xd2GsvPKvUPVbldOwr//lt9fvOrOVy/e8tq3Lv78/r/oPS5Gt6uv5UVOlm95y1uW233r6962+NwDZbb72c9+dvGW33vL4q47XrV422+/o9h25e1/+dM/vdqWne+ff6IfVC3aroR1eZEFxpvf9HuLV77srsUfvfFdq7+3j4uh7coT9je/6c3Ndl+5eNeb3zN5u3JHhbzIE+A3vfFNi1e89JWL9/z++yZvVy5w+niaL8VUJe8X2q7EEnl56KGHFm/83Tcu7nzxKxYffHt7AVL2sUPsduWrvPLywAMPLH73DW9c3PHiOxf3vvMjk7crT3jk5b777lv87u/87uKOF925uO+PHpi8XYlc+nidr85W99/QHapD25UXCX733HPP4g2//YbFy3/rzsVH390eB6HHh/jblSeVH/zgBxe/83rZ7h2LR96z/grtlO3KjN///vcvfud1v7Pc7mPveyJ7u7pNu119fGi+flBVse3KsfHud7+7uVb89uLOF71y8bEPfhIfO4S2K8fyn/7pny5e/9rXL17x4rsWn/jQp4tsV56k/cmf/Mnidc1273rJqxafuvczRbar2wjNN3SHamy7EqT+8A//cHH3q1+3eM3LXrv4zH2fx8cOoe1KOHrnO9/ZbPfuxd13vK65Zn6hyHYl8LzjHe9YvPZVdy9ed+dvLz7/wF8W2a5uQ9nZDt2hGtuuhI23/cHbFq+567WLN9z1xknXYrtd+SLOH7z1DxaveeVrFm981ZuKbffLX/7y4q1vfevi1a94zeJNr/m9xecmPNex29VtKDvfMXeoymt5kS8G6HOz37/7D4o915GFoTyHelXzHOoPXv/2YtuVCP57b/695XOzd/zOH27mudmIO1T1OZTE1PY51F2LP3nTn67+3j4uxm5XvsAgLxI93/zGNy+fQ737Le+dvF1ZzMvLI4880j43e8krFu996wdW2xy7XfnCkD4+OF/z3Ff/XgxtV+5gkpcHH3xw8cbmOdSdzXOoe97x4cHHh9jt6nOo+++/v3lu1j6H+vAfts9tpmxXnkPJy0c+8pHVc7P7/7g9bqdsV54/6eND17bQHapD25UXCX4f+tCHVs+hHn53exyEHh/ib1dm8YEPfKDZbvsc6tH35j+HEv525Xn1+973vsVvN8/N7mieSz7+vo9lb1e3aberjw/NN3SHamy7cszJc7PXN8/NXvHiVy4+/sFP4WOH0Hbl3POud71r+dzslc1zs0/e82dFtiuh64//+I8Xr3uNPDd79eLT9362yHZ1G6H5hu5QjW1XvqjXPje7e/Hal9+9+Ox9ZZ5Dfe9731u88x3vbJ9D3fH6Ys8d5ItZb3/725vtvnbx+lf8zkaem+XeoWq3+9WvfnXxB3/QPof63bvKPYeSL7Ysn0M1233Tq9/sbJfiKfG3G4KBdIynWxxNYziikrnDalJQlcH5B6n9O7sz2cfNRf4/iiKqT95PdwyJMLITv/QlL128/MV3LBdxdnu00xLdpm5XFse/8zu/s3jZS1+22padVyioxra7XMz/9m8vXvaSly3ubJ6kveZld68eS48P8bf7nve8Z/H6179+td3XFtrue9/73sXrXve69XabE3GJ7cqF/rWvfW2z3ZevtmXnGwqqse1K3HnNa16z3K48Cb775a9fPZYeH+JvVz7e9XZfubxwlNiuzPfVr371aruvbxb1JbYr+9mrXvWqxcsD802JqbRdOS7uuuuu5Xbl4/3tV7xh+efKf3yIv115wmO3q38+dbsSo17xilcU3648kbrzzjtX89XZ6nxzg6rd7h133NFs947FK19yV9GP9+Uvf3nx7coXsqZu126Ttiv/7c/3gXvygipt966Xvir42CG0XXmi+vKXvXxxh9mu/h1tg9jtyttCYl/p7cpruWa+7GUvW25X/syfLwXVlO3+/u///vKaecdL7ly86qWvXv05PT6Etvt7v/d7ve0q2gah7b75zW9ebffVL31N8e3qtuxsQ0E1ZbtvfOMb1x9voec68vp3f/d3l9u9s9luyedQb3jDG4pvV65ty+dmzXMS3ZadbyioxrbrP4cq9dxMrvFzPDeT5yTuc7PXFdmuPIcafG4W+Jb0lO06z81meg71ujvKPIeS/UGfQ7XPzX6nyHZjz81yg6pud87nUK985SuLb1eek+hzs9LPddrnUPzcLDeo2u3u6nMoMbjd5rnDmO3abdJ25b/9+eYGVX+7pZ9DyRdi53gO9ba3va15DqXbLfdcR+KZXuPlz/z5UlBN2a7cbKXbne+5WfnnUKWfm73pTW9able3ZWcbCqop253rudnQcyiKp0S3pa/9F/07gYE019NrHE1jOKCGzBVWR92hqjuTePvvv3H52u5Qi8XJ8jVtZwz9f1kUTkPk/WUHsDuBT/+Odlqijxnarp0VBdWx2xX6d7QNoo+5SNu18/0sBFX771fy5zrbizIHMcd27XwpqI7drtC/o20QfcxF2a7OVufrB1XappC/G9qu0r+jbRB9zD5sV99/aLv+fB+4x/1NsmO3a/+MtkH0cfu6XX285c/XD6pjt2v/nLZB9HHb2K5F2yDyvrHt2tlSUB27XYu2QeR9t7ld/TvaBtHHDG3XzpeC6tjtCv072gbRx1yk7dr5+sGPtink72LbFfp3tA2ij7lI263znW+7Oludrx9UaZtC/m5ou0r/jrZB9DH7sF19/6Ht+vP1g+rY7do/o20Qfdzc29XHW3Nt15+vH1THbtf+OW2D6OO2sV2LtkHkfWPbtbOloDp2uxZtg8j7pm6XwmmIvL9uD1/ML8LDQDrW02scTmM4oIZQFJ0i+2eo+gfru/7w7Yu3/G77lWO7U/3if/j3y9e0nRyyjRCKp0Te1+50sR2vFDun2Lf8V/nsfCmoVtPY+VJQ9d+/Sqez1fmG7lCtxvHn6wfVahp/vu/7k+FfSlXlsbON/VKqKp+db+xb/qt8dr6hOyir8ep856Oz1fmG7lCtxvHnG/ulVFUef75Dv5SqymdnG/uW/11C4ZTI+9pOpi/yY+DkF+w99b2nFz/8bhtzFcbRKZ5ucTSN4XhKSt+pmhVUhQzPP2Dv/cB7F294XXtrvN2x6PGp5PFKX/QTrK8pnobY7Qn6f5Yk/w87Iwqq9Lhq2I87/nw/+4lHevOVn49UjePPVyPqf/XvPrp6W9/3+Sme30fPB50nsLPV+fpB9fy8ed8NOSvhLNV51OlENF8/qJ6eNu/rORnlbNhJ362SbrHjldNpjls3DZqvH1Tt+/edLN1QN8u4rm6kuhV05Ls+3o96jteO+ux85W0KqofN+638KObm0kGOQ3YtyY3WAbs6xrXWc+h6kmevtvz5UlDV97WuXD1qPTfeZd+zQ36Efui7ku5S0GHrctwzEf587Re75fUzPzxcPL1ykO4Se2qUa2vNQkjQAmmqHyiziOujRWGYP18/qNq7fBAtYLM8t/K9XfFkuu8OsLPV+fpBlR43yg/m851Bz7Lvz+PbBs3XD6rf/l7zvitXJvvWFN/dLzRfP6jS47aOZp+IPudxdh8zvP3VZ+crb1NQpWOgh46/xndX+LhOAuca+bh8FFOF/J0fVGWdL7+w7tFHHlv+sttv/dX6FzXr+/G1YiRzvaJrYBq61rp2LqjqjnXvB9+7eO1d7c+gsTsXbSNGHmc/mf6L/LmgcEr0/en/NRf5/9n51KCaR8Mp+jEE1Y/XoFqSP18KqhhIYzBQ7jqOp4KCaYydrc53k0EVg2gujKUWx9IhFEfHoPkOBVUOpTFn7CQMg+hYJp66AdXy4miO4xYFUZpvWlDtQqqJoCWkh1SOp6oXUa3r6foBVXFA9dn5ytvBoIrxdA1Dacgh42AacqN1UCCgqgkBdelqy4ZRf77xoHpUQ6pBEdXy5+sHVYylQy4xDqUx/ZA6V0wVtIhz0UJwmD/f5KBKC9ds65i6E0H1yXQUGnx2tjrfJz7a/sJTnS89bhSKIQVwRLW8kEPBp6BQkNL51qBaDs13L4KqoPknos97nN3PDG+ftex85e3SQVXRcZ2MzjUdez6Uj9UaCqr6C+vkF+zd+aJXOL+cV/H1YqLu2kXXwTR0ze0rFVazg6qQ4dmDVneuD3/wvYtXvuy3lm/bHYy2ESLvH4qp8vc/Pv/x4vqz7SddUEBV+j7+/2MT5P9rZ1OD6rBQOA3x51uDaln+fLODKobJfcHxVFAgTXbesrPV+c4ZVDGIjoXx1OJYSiiGjna6RvP1gypH0iFnw07CMIiOdctVLKCq4xYH0RbNl4NqG1BXIVWZGDrGKqAqjKcWB1RrSkBVHFEFh9MQO195G4MqBNS1mxxNySHjYBrSD6kYR1NcW+uHVOEF05CrLTeMtvz5hoPq0RIF0lRpAVUlRFTrShxHVMGxdAjF054fUlBdPzeT1xhNyaU+jqQpOKTOFVPnuDNV+fONBlVaqGbb35AqKC4QO1udb/GgShGkEA6oCuINxZ5CYkFK57uTQZWC3x6g+e5NUBX0uchAn/9hdl8zYN8Vdr7y9k4GVUHnnQadG5V87JaNqvKLBkO/CE9f5G2+dkxkrmV0PRxG192wqWF1VFAVMjx74OoOJlH1FS/9zeXbdiejbRB5X6Uvp6eni6eeemrxtb//+uLbf/+dxQ+++tTqfUIRVdD2N0X+/3YuNai2MJwKiKZr8eD3mRpUk2EA9fjzxaCKMXIfcCxVGEPHOGd2tjrfjz/iflsZPS4GA+hYGEstjqRDMISOdRpG880PqmfsJAwD6FRdOO3H0zIB1Y+lKWi+/aDKMXSKWQOqup6vF08tCKY+59v3G3a+8nY8qN7kWDrksI9jaUg/ok4KqeJaa3REbfjxlPjzxV9KVfKOVIynqh9RVW489XFIFRxMfRhMQ3645s/XfrFbXmM8tS4xDqUpNhNS0yKqoIVfGllU+vMNBlVanI6y3zFVUFwgdrY632JBlcJHQRxRFYQbCj2FUIwSNF8OqhS/8lBwS0Khb4d8cwDN1w+q9DhB/6+toM9JJtofmOxrAZH9V94eHVQFHZPGXN/+T+dHIv+WGP9F/ux7eA2ZQK9nHbouDqNrcBxd42MmBVVhD17dye6/9wOLO1/yG8u37Y5G2/HpdoW+fOMb31g8+OCDi/e/+/2Lj9//ycWlv253bK3k274blcjHYmdyuwbV/HhqcRAU/nxrUA2jYBrjz/diBFUOqAKDaK7zNHa2Ol//53TR40IwiObCaGpxJB2CIXSs03Q03/SgetZ3MgxD6Fi3+uYIqbG7UIfQfP2gSkE0l3MXqsB46uOAqkpEVDegquPWUTo/pCo7X3l7KKhiLA05ZBxMQwqG1GuuKSE1dDcq8eeLQbULo7nSQ6rYQkgtFVNNQPX5880KqpcYh9KYLqR6MZUWQlNsIqQKXVD688WgSgvTUW6PkKrsbHW+RYIqxY5COKBaEGwo8BRAEcqi+d7XC6oUvvJQZIuiuLdFFD1jaL6pQTWEPraNoM9RBtov+pr9csjA/itvTwqqgo5NzxxRVdE5k8i/yxd6kb8rHlWFuQbS9TGOrslhdK2PGfUzVBc/vr743t99aTVYewDrjnbfPe9fvtYdTXc22qYl72NvNZaXhx56aHH3a+9evOQ3XrJ46+vetvo7e9sxbWub5GOy87joQRXDqcBQ6uMQOMSf72c+/nBvvvS4i4qiaDKIj/589yuocjRVGENznE9jZ6vzzQmqGETHwnhqcSwlGELHOs2nUZTmGw6qZ30nwzCETnVrba6AOiWiWjTfkkE1L6RyOFUlAqrgiCqOW0fpKKJadr7yNgVVDKa+w2EcTH1dQN1YSIVYOuRqi8JpiD/fEkF1akh1Iqp1JR1HVHHYuhyH8dQHEdXy52u/2C2vNxpSu5hKi59SaDHmosVdOruQFP58e0GVFqPZdiikKljoh1A8SGFnq/OdFFQpcBTEAdWCSENhpxA/QPloviWDKoW1ZBT1toCiZiqa79Sgquhj3Rj6fCWgfYQ1+ycZ2H/l7ccf+vBqtjpfOi6i6Dg15oqqdO4MkX+b7XJDL/I+s0RV4V0P6ZoZR9dp15hv/x/9M1Tf8tuvWfzb//Fnlm8LexDrznbfPe9bvtadTXc42qaSv7dBVV6/+tWvXtz5sjsXd73sVU5EjW1rW/Rjs7O4aEEV46mF4dTHcTCG5nu7BVUMo6kwQq7RfHc7qHI4VRhFxzgvw85W5zsUVDGE5sJYanEkHYIhdKrTdOso6qL59oPqWd/JMAyhU9xq9QOq8qLoCBREp6L5Kp0vhdKYEgFV7VJIpWiKftTGVGFnWzqocjj1cUBVGEoTuQFVeaE0gkJpCprvpyYE1Sl3ogqMqOJKOo6ojcscTQmGUwIB1aL5DgbVS4xDaUw/pM51V6pIuzOVFnNp/IWjoPmWD6q3X0hVdrY6310MqhxPLQ4zSxR0CvEDlI/me98HtxxUKeBtEMXLsWi+7ykUVH30b5kNfd4S0X7S1+yfQ7p9185X3i4WVBUdrx06DySjc5NB51Ii/77UF3lfiaq79yMALLpmu3LC6uRv+bdv2wNZd7h73v/u5Wu7w/nbUrodYaMqocdvm/8x2jl86rF+UBW0nV2CsdTCUBrCcTCVzkzZ+X7mY/2gKmg7+wjDaAzGR6bz0hOhsPPdraDK4VRhDM11XpY/X52tztcPqhhFx8B4anEsHYIhNNfpeKGIKkLzDQbVkzCMoFPd6isZUFeOWxRE850sZyZC833fn7x9+dqeeymaWs5dqBaGVMUBVc0XUo9dR+kwnlompCo7WwqqAiOqOGQcTgMOCobUa65thlRl50tf7BYUUFXxO1Kv5MOIunTYuhyH0ZRAPLVkXnpuEHa+9ovd8lpC6vL1pVIhVe1SSFW0iEujC0aZlQjNt1xQvT1Dqs5U56uz1fmOCqoUNQriiGpBlKGAU5gfUG2ICs33vg+uG4G85uA1jEJaMgp4G0CRcgyZmQjN1w+qgrYzFf0bi6HPWybab/qafdajM1N2thRUBR0bSei47cz1M1UtOrf65N+X+iLvO/edqnTtTEfXbJYSVkcHVSHD8v/bHsy60733XX+4fG13Ovs4fexnP/vZFflvoWHVBlb/sbtCPra/+dwnVh+7ncE+BFUMpj4MpSEcB8eSeYXm+2d7HlQxiKbC6JhH5xWaLwVV+XPaVnkcThUG0Vzn89KZ6nx1tjpfP6g+9/2vL19jJB2C0dTiSEowhE51mo8Cqk9m9ZVmtqH5+kFVbCSgKgyoBUPqcYuD6Fgnq9/ML/Mamm9OUC0ZUNXUgCr6EdU44lhKMJqS7uegalANnXujQfWQYSgNuuE6mBBQVRdQS4TUMd/ab8m8QvPNCao1pK49vdIG0tB8/aCq17ZyQfVihlQlsxKh+fpBVeeLi1C0/vb+nQiqsIiPoTiQSmYlQtc2P6gq2tYKxYyCOKJaEGUo4BRCIVXJrIaeO/hBVXDsCqOAlowC3owoRk4h8xqa74UIqoo+f4lov+lr9lkIqqFzb/Ggquj47dD5IBmdqww6txL5N6a+yPvydaeQ7jpJ19I4unYPGwqrk4IqkeH5B/Rr7rpz8cfveOvybbvj+Y+zMdW+vQ8xVcjH90v/6d8vXws7g0/uYFDFYKowkMZwLCxF5hWa774FVQyjqTA6TqPzCs1380GV46nAIJrrfLN0pjpfna3O1w+q/8u/+dfL1xhNfRhOFcfSIRhCxzrNR8E0RmYlsw3NdyioYgCd6tZaP6AqL4qOwCF0qn4ElXkNzTclqKYFVMXhVDkBVV0frx9Rj1tH6TCaEhNSbVDV2Qo720cfCATVQw6pisOpzw2oJUOqG1CVF0ojKI7mkt/YL/MKzTf0xe5ZQ6q6ko4jqjhsXU6H8dQy4dRnQ6qSeYXma797SF7rta1YSDUxlRY5U20rpCqZlQjN1w+qOl9cfDpu75CqZFYidG3LCqoUMQrieEpMhKFgUxiFVCWzktmG5ru1oErBbkYUIUuQeQ3Nd1NB1UczmIw+j5lo/+lr9l0TVHW2ws42FFRlv6fjJJk9fj10XshC560OnWOJ/BtTX+R9Z/nWf+VdL+naGkfXcrbRoCpkgP5B/ZY3/c7ibW954/Jtf+cTNqAO/Rn9/3aF/fcI++/fZlDFYKowjKbiWDgXmdfP/Lf/7Wp2dr5/9rGPLl/786XtbAOG0VQYHMvSeYXmS0GVtpOPo6nAEDrW+Xb589XZ6nyzvuUfw6niSDoEQ+hUp/kolIadOWRmIjTf+72gihF0ilt9cwTUue5EXd2NagKoJTMToflSUHXuQhUYTn0cUFXJkBqMqDN8S3+MzkzZ2aYGVQ6mIRxSFYbSmGutXQqpS8+1QdWy8w0F1fSI2g+oCiOquJKOI6o4bF1Oh/HUZ+IpsSHVBtXwczPvW/4vrb/ln0NpTD+kzhVTBS2q+miRlsZfEPpkViI033Hf8r9DIVXBwj2EYsBYOtPQte0JE03kNW0Dw8UMOJ4qCDAUawry4ymRmYnQfKd8yz8FsyQU6wqjyDgHmZkIzXdbQVXRbCajz2km2p/61vuvsrPdRlAVc3/7P51zffLvjL3I++jNkOJChVV4rjBLUBUyPP/AftcfvWPxe2943Wq4difUcHr63JPL1z/3v/9/V3+uf0f/n10kH6uw//ZPPvbA8rX9N9Njp8Bg6sMwmopj4abRfCmo0mM3AaNoDMbG7aD5lg+qHFEFBtFU57sBQ2jHzlbnOxhUMZwqjqRDMICOdZqPA2kqN6T2nLRx1Z/v/R+aKajeWusHVOVF0VwYQUvgeBpD8/WDanpI5XDqmyegWhxLh2A8JRBQlfOzTxsyOztfeZuCaumQioE01TXX9kJqF1C7iEpovvTF7vSYKjYdUjuXOZpaGExDIJ5aFFJ9NF8/qHIkTcEhda6Ymn5nKi3M0viLwBia79igilFzG2CxHkKL/5LsbHW+NprIa+cxFCpmwAHVgvBCoaYQP5oO8u728+c7JqhSIEtGgW4GFBfnRvOd65dS5aIZTUaf3wy0b7ncfdfOV96moKr7PR032ei4Nrb92//l30sv8udCv7vcRlUxS1SF6yVdc+PoGt9Hd6rOFlSFDM4/uO/9QLuwFboT6o6ofuuXf3H19j4GVSEfr/13lwyqGEp9GERzcTDcBf58/+yJzQVVDKKpMC7uHn+++UGVY6nAEJrrfDc44TORna3OtxdUC4RThSF0rNN8HEZjIJZaJ2E032JB9dZa8XBqHbc4hI5h7kIdGVIVzbcXVDGeWhxOlRNQ1fV8HE/FcesoHcZSH0RT180lP6Radr7ydiiocjD1dQG1dEjt4mk/oG46oraGIqrPn28wqGI8Vf2IKqZGVIHxdMPf1q8omsb487Vf7JbXHEtjNhNS8769X9CCLA0tAIPMwtGfb35QbRbD2waL8xha+JdmZ6vzDQZVChQz4YiqILZQnCnEiaVDTIyyUcqfb25QpTCWjKJcIRQRN43m+54/2o2gatH8RqPPcyLav1zh/VfeHgqqFh1Hyej4Nrb9i6rk32xf5L9DIVX/Tl5v4m5Vuu6moWt9mMbVjQZV3QnFy178G6u3dWfUHdIPqvKatr/L5GO2/+ZPPhoPqhhGCcbPKTgc7jJ/vp+eMahiGI3ByLg//PlqRLXa9+VoKjCEjnW+GyiQ5rKz1fn2gyrH0SEYQKc6HY9DacxZ2MkwjZ403/s/9B5nvk4kjbnV6gdU5cXQMY5bHEPHKxFQfTTf90aDKodTa96A2jniWDoEw6kP4+kahdMQO195m4Iqx1NfP6BOiqjiWqsfURVHU8fVFoXRdEdLsTtSiT9f+mJ3akBVexVSBcRTi0Jp1KWWP99pQbULqV5MpRg6xaZCqhNJU8Bi0Z9velDdgW/zhwV5DC3y52Jnq/PFoEphojCOpxYHliUKMwVQLEJeiFI035ygSlEsCYW4AigWbhPNdxeDqqKZZqPPdyba19Z4/5W3U4OqoOMpCx3nnclRVXjnQkXnZJ/8u/2YKm/rn+uL/pnQoDpbVBXddZSuxXF03R82a1AVMji7A1ov+o1fW/zGr/7S8m3dIXWnFPsaU4V83KF/t8JYamH8nIKD4T6S+Q3Nlx6TCgNpjBck953M0M6Xg+oM4VSdbxeF0Mm6u03tbEP7LwXTEAyhY53m4zAacxZ3MgzjZ0PmF5svPW7lFisaUNVxi2LoOO2dqKs7UiGIjqXfwi/zi82XgqmvF1DV9fH6EfV47SgNBtMQiKcWBdOgw5bMb2i2ggOquLF24MJAmuLa2qiA6uFAmqoLqRBKU8n8YvNNDarzhdTOZY6mBMMpgYDqw2Aacskl8xuaL4dTnwmpJqZSDC2BFkd9tOhK40TSVLRAbMgMh+brvv86otaQGifz09mG5osxYgYcURWHFQwxBVEoQiZCWTK/2Hw5anEIS0IRrhCKhNsk84vNlx63bTTbbPS5T0T7W18/qBI8Hjp0TCWj492YM6oKOkdb8m/XmKpBlV50TpsMqoquzXH0XIDNHlSFDlB3QrtD/rv/439f3PHS31q9D4VV2uauk4/b/jsxmCqMn6VwNNx3vfnC+8RgGI2B+HgR+fO1d54WjajnuwVD6FjOt+yv2dnqfCmU+jCATnU6HofSmLNhJ3EYQQ2aL71fj4mnbkAtGFKPWxxDx/ACqjIhdCr/56HSfHPuSMWIKq7n6wdUddw6SofB1AfR1BX/lv6eQ5edr7zN4dTXj6gYR1Ndc00KqVdbHEjzUCDN5c+3H0+thJB6Zbx+RD10XQ7DWDoEwqkPg2nIJebPl4NpCIfUuWJq2p2ptMhK4y/oktDC0PDnS+9TQ+o4drY639XfU4CYEYdU5QUVCjAzoEjk8AKqi4NfP1z1UQRLRvFtIoqCu4DmS++3a2jGo9E+kIj2PcvOt913zf5Nx4OHjqls/rHvoXNJMnMu9NG52iczCcXU55s18enN08W1p9c/a91G1VnCqndtpWt0Onpu4NpIUBU6QHuw6065/PMX/NLit174K6v/3vWoimHUWP6bzL9x+ecYPEvhaHhR9eYL7+PDQBoDsfFia4OpP1+MoWM0J9VdgAF0Koina+swamer87V/78MQOtVpPg6kMWfDTuIwfg6g+fbe71bfLAG1wzF0ivkCqrIR1aL5UjhVGE/F9fE4oorj1lE6DKc+jKdrGEpjDpmdr7zNAVX1Q+qkoHqt1Q+oyoulQ662KIymG/+t/T79JVP+fFMCqnJCqrqSpx9RxWHrcjqMpgTCqXp65SDdpWH+fDmchuxSSFW0uErjL+gG0YIQ+POl96khdRw7W50vhocZcUBVXkCh4DIDikPIBqaeDQdVim0TUQzcJTRfer9dRTPPRvtCJtoHhZ1vu+/Cfk7HhYeOsWT+OcBD55RkcE700bnbkrkIffnRj360jKx//cW/XnztK19f/OBvn169jx9UFV/TJvCutXStjqPnBq6NBVUlQ7QHvN05xZ0vfdHiBb/488u3d+FuVT+URnWBUz5W+29z4+cUHAtvN/35rv8Ow2gqjIwXGd956s/XiaKpzncHBtCpMJwqjqPCzlbna/8eA+hYp+NxII05S3MS1oufmWi+q7+/tTZnQC1/J6ra0J2owgupiua7TyEVg2kIxFNXxh2ph8M0ktr5yttuQFU3WgcTA6q65poSUjmM5ikRUJX/2/r9+d6eIfVgvEtMo6g/XzeYhqxDKgXQUnYypApaBAb483X/fv9CqqLF+6bZ2ep8MTzMgAOq4niCwaUgikGDKDCt5AdVil3JKLaNRPFvF9F86f12HX0OstE+kYj2RWHn2+67sJ/TceGhYy0ZnQeM9lv/t3enqsxFSD+Tl6997WuLe+65Z/GHb/ujxUPve2Tx1Bd/uHqf9bVj5qCqvOsuXbvj6LlCaytBVdkD3+6kv/QLP7948W/+2ur9/LBK250Cw2gMxs41/dgVvU8aNyRWLX++GEeHYFy8yNxwqjCENvz50vv0nO8ODKBTYTi13HAa4s9WYAyd4jQfB9KYszQnYTaGlkDzDUdU4cXQCTiCTnWymYCqIKKu3cL5zhVSOZ6K49ZROgymPoymfRhMQw6H+bHUn6379/OE1H5AVRxN0dUWBdJUs4RUZYKqNRRU5wupncscTQlGUwIB1YehNOYS8+OoP1//71tdQDUhdc6YehFCqvLn2/75/n6Lv6LF+6b5sxUYHGbAIVV54YRCywwoBiEKSytukPLZv1cUuZJRXBuJYt8uo/nS++0L+pxko30kkb9f+rPl/b1Dx0mHjrVs/jnBs82wqvN57rnnFu9///sXd7z8zsVLfuOlize9+vdWf+c8prmGEf/aN5l3/aVreLr+c4eNBlUdpP6MBRGKquJlL/qNxa/98n9evu1HVaHb9P8/IRhGQzBuzonDYdWHgTQFhsaL7HkOn6Wc7xaMoFNgNBUcSnNgBJ3iNB8H0lRnw07CKIIWc6tvzoCqOIRO0d2JenM+aQFVuXef+koFVMEBVR23jtJhOPVBNLUwlMYcDnNDaUg/oO5aSKUwmm/6L5sKBdRhiSH1yjgYUZcOW5fjMJoSCKc+DKUxlxiH0hgOqbPfmQqLnz5aNKXxF2pJaMGXrYbU4igszIgDquJYgoGlMApBPRSSevphKobiVjKKaiNR5Ks2jz43yWgfSUT75hrt6wYdLx467rLQucFD55xkcH7U/qb/Ted0fR9x1113LV55xysXr77jNc6fO49prmUhfN2byLsW0zU9rv8cYuM/Q1ViqrycXX3SGW4orP78f/zZxcte9Our9/PD6mcee2D1dxhGYzBuzoUDYdWHQTQVxsWLLH7H6STnuwXjZwkYTy2Ooykwgk5xmo/DaIqzuJM4DKCl3FrrB1TFMXSU4xbH0LHML5cy4bMU5y5UgeFUcThVGFDV9fGCAXVLIXWOb+nPcrCjIRWjaL45v7WfcUBVvZAqrqTjeCoOW5fTYTQlEE59GEqHXArjUJrKjaizh1QFix8XLZjS+IuzKFrgjVJDajEUE2bGAdWCQEJRZQYUf3ooIjkoQsVR2EpCMW0kinrV9tDnKBntK4lo/3TRft+hYyaAjsEsdK7olL5TVXubkj/zz+3y5/bGSZ/+3eoxq2vKhoKq6q7JdF1Pt34esfE7VOVFXj/59a8s/vTtb1787P/yv66GHIqq4rd+/VcXv/6CX1y+7UdVgbFUYdycE0fCKgzDaAzGxdtBDaiTYCy1OIqmwPhZwmk+jqOpzthJHAbP0m6tcTwVXgSd4rjFIXSMdTzdSEDFaGpxOLUwnorr+frh1HPEkXQIBlMfRlPrJsfSIYdhGEmDbrQOygfUcEiFWBpBYTTPUbGQOsvdqOpKOo6oioNpCEZTAuHUh7E05lIfx9Ec11rPzB9S8769X9AiKY0TSkNoITdZDanFUEDYAI6oCuIIhZQZUPDpoYDkoPgUR1ErCYW0ESjmVbuFPm/JaN9JRPvrGh0DBh1DHjoWs9A5wygVVb/8mScW73rbmxavf9kdznnUnuO1y8XYx6wsrzGbj6qKrvNx7XOJjd+hqi92qN/+6ncX//D5+I8B+D//j/9tccdLfmv1fn5Y5bhZAkfAKh0G0RiMiRfZOpTOEkvPdxvGzykwllocRVNg9CzhNB8H0VRnw07iMHiWdmuN46nwIugUxy2OoWN4AVV18bMEJ6AqjKcWx1OB8dS6ng/j6dLx2lE6jKYE46kLY2nIIeNQGnHQj6gCA2mqa61+QBUcSoOutjiOpisRUVcBVWE4VRxQ1ZSAqoIB1bqcBqOpD6KpDyNpikt9HEdTdRHVi6kUQUvYVEj1F2CDaAE3yRbvSqXFbya7AN8JFA42gCOq8mIIxZMZUexxUDBaodiUhiJWMopnmSjeVbuLPodJaP9JRPvtGh0PBh1LgI7JZP65w0PnIkvbWg49l9rzvPy5/+I/TtjHOJbXHDeqKr4uTgTXbrr2x8weVOUOURmc3uKrL1/4whdWQ/3cQ3+x+nt9f0FRVfzar/zS4rde+Cur/+7drYpRNIQDYDUOhtFUGBkvshpQi8JoanEcTYHxs4TT8TiQxpylOYnD8FnKrb5Zwqk6bnEMnWK+gKryAqriiCownorr45UKqAKDqQ+CqQ9D6ZDDMAylQTdcBy4MpKmurU0NqRRF83Q/F3VHQmovoFpX8gyG1Mt5MJz6IJz6MJLGXGIcSFNxSJ0zpgqOpoQXQzG06BpEC7fRakgtCmLCJnBAVV4AoWAyI4o7PRSKHBSa0lDAiqJgloliXbU/6HMaRftSItp3XXRcdOiYAnR8JvPPI0bs2/+ln/ndjWhryyGNz5I/o2vFyuoatKGw6l2/6TlAzOSg6nxrfYAOU17/wz/8w+KZZ55ZvP3tb1+8/KV3LF72my9f/PEb37Uauo2d8t9Dn8w7Xvpbixf84s8v3w7fqcrhryoDw2gMxsWLrIbTojCWWhxFc2D8LOF0PA6kMWfDTuIweJaG4dTnRdApjlscQaeY/05UUTKgqnkDqnHEoXQIRlMC4XQt4+ehqsNhHExD5g2oHFFFP5YOwjiarkRAVSVCqpoaUcVFD6mKQ2mqDYdUhfFU8QIohb/QiqLF2ijriFpDaiEQETaFI6rg+IGxZAYUdIIoEjkoMA2jaJWMYlkminQXw+UE9Lj9Qp/TZLRPJaJ9uUXHRYeOKUDHaTI6l3jo/CRCzW0sbXUp6Pqx1FwLCV8zC+iu4/RcICYpqFIkjXKi5vquUyFx9RWveMXilS9/5eLVL29/85cG19DjQp+sX/6Fn1+8+Dd+dfV+gsJfNQ4G0VQYFy8yN5wqjKBjne8+jKAlYDy1OI6mwPhZwul4HEhTnMWdxGH4LOVW36wBtcMRtIQLdCequp4PA+oSh9IhGExDMKC6MJiGHDIOpREH/YhqYShNda1VIqRSHM0z/Tf1q/0IqZ3LHExDMJyGQEBVGEpjLg3jQBrTBdSdDKmKF0ApnFg6hBZnk9SQWgzEg03KCqmKYskMKOj0UBxyUFgaRpEqGcWxTBTn9ocXRr9TiL/dFfoYdgt9jqNo30pE+7SLjpMOHWMGHafZ6JzSCd2pajuaovZWmv//dK4nzbVwCF87C+iu6/ScIGQZVDGIxnjhM0YHpeHUkj/joNpGPX2/oU/Ei3+zfdvGwCofhtEUGBgvspnDqTrfXRg9S8FgqjiKpsDoWcrpdBxIY87iTuIwfJZ2y9WPqIJj6CjHLY6gU3h3onbRcw55EZXjqYXxVFzPx/FUHK8d5cFg6oNg6sNQOuQwDENp1I3WQfmAWiSkXm1xHM0xQ0jFcOpLDKjqSj4MqHpHauadqRhMfRBOfRhKYy4N41AaYyKqCakUP0u6+CG1hbFzE+xiNhPGzF3ghYNN4ZCqOHZgHJkBhZweikGIgtIwilRRFMUyUYzbfV3YpAi6CU5cFfQx7gb6nAfRPpaI9mkXHScdOtYAHbfJ6NziSfkRAKmoz6Xyt2G3u7429WOqkPeh6+dk3nWeniP4fgJjqXLi5nTyD9d4SuTvKfIJHa6wnwj7CaDHVWEYRlNhZLzIbt9wqjB8loLhVHEczYEBtJTT8TiQxpzFnaTB6FnCrWH7F1CFCajKhM9SnDtRBYZTxdHUwngqro/HEVVwJE2B4dQH4dR1k2NpzCHjUBoyQ0BV11qTAqqH42i6Wb61H8Opb8sh9XIeDKc+CKc+DKUxlxgH0lQcUucOqjsXUhUtxiapd6YWA5FgkzikKi9wUBSZEQUcB4WgHgpJwyhOJaMoloki3M6hqLlLeoFVwL9ji+hzH0T7WiLax1t0vBh0zAXQ8ZvMP88AOncJ6WqfeOT+xec/9djir7/w6cXX/uYvFt/7+t8unv7OPyye/OZXm7e/svj2339p8Y/Nn9tGF0P9jv7c/t36WtUPqoqvpyPRtb5BzxnUT1D4LKMf8Ow/PIQed/TMtxbPfe9ri/s/sP5Zq0ODp23czjCIpsK4eJG5d50qjKBTnO8+DJ+lYDhVHEVTYPAs5XQ8DqOpzuJO0mD8LKkLphxOlRdBSzhucQid6mSzAVVgPLU4nloYUcX18TiiCo6kQzCYhmA8dWEoHXIYxsE0hEOqwkCa6lqrSEi92qI4mqNERF0FVB8GVLU/IRWjKYFw6sNQmuJSGIfSVP2QSgG0NA6nFi9yUtHiKYgWYJNtOKQ+WQ7GzG2COLBJHFCVFzQogsyIgk0PBSAHBaQ0FKWiKIJloui2O7ooSfEy4Bszof9XlBNWFf07N4f2gSja9yJoH3fR8WPQ8eeh4ziLf87x5PwIgCGffvyhxV9+5mOL//LFP1986+++vPjBN766eOY7/7B46lt/t/j+1/+m+bMvLr7+lc/jYwV1PWXfT2PqN77yhaV3v+P3Vn/H19aJ4DkAPYcYEVQ52qXQf/ADDzyA5O+GHveql75o8W//u3+1+m8RGjxt56LCEJoL4+JFVsOphdGzBAymPo6jKTB8lnI6HQfSmLN0J8MwepZ0i+17QN34nagYTQnHU4HxVFwfj+Op4EiaAoOpD4KpDyPpkMMwDqUxN1oHBQOqutYqEVIpio5R6o7U9ICqLmBIVRBQ1dNLB+NcYhxIU202pG7qjlRBCyZEi63JtnBH6pNlYMzcFi8GbAtHVOGFDAofG0DBxkHRp4fC0TCKUckofiWi2LZ9XXSkOBlA8XMT6GMJcoKqj+YwP9onomgfTED7/RodRx06DgEdz8n88w/wz2XS0vQXvqewbS7mMx9/ePHlz39q8bW/+cvlf3/ykY84f09tT9n3E2941Z2L3/qPL2iubXR9Lcg8F6DnERBUOdqVIP9w/dZ+CqpC/i70WPF//uv/D/65P2z7PhcFhtBcGBcvshpOLYyeJWEw9XEcTYHhs5TT8TiMpjqLO0mD0bOkLpj69jugiv0LqAojqriej+OpOm4dpcNYSiCY9u3mb+lXGEZTXXNNCaiCgmi+7mejFgqpYsqdqGreiCoOW5fTYSwlXjQlGEhjLg3jQJqqC6kmplIALWWTIVXYRVIQLa6KeK4fO+f25DQYM7fNCwHbwBFVcLzA6DEzijQ9FHxWKBSloQAVRbErE0W27eniIsXIDkXNXUIfc5ATVC2azXxov4ii/TEB7fstOp4MOhYBHdfJ6Dxk+Hepal8Loaiairb36P0fXHz2Yx9dfPyhe5w/t33PZ99P6N2rfL0twDwv8J9L/ASFu7nIP3ZsUI2Rx9kB0/vsMoyfOTAmXmQcShVGz6nOdx9GzpIwkBIOoqkweJZyOh4H0VRncSdpMHbOoQumGwunHY6eJazvPq0Bda1UQFUYTQmGUxeG0pDDYRxKY260DgoGVNWLpxbHUnS1xWE011H5gKowoFocUcV8AVUdti6nw2jqg2hKMJTGXArjOJrKDagWRdBSOJqS/mIml10YDaJF1UTtou+5zXpyGgyZu8AEgG3giKo4XGDsmBGFmR6KPA6KRGkoPEVR5MpEcW2zuoBIsbFD0XIf0b9txYmphGZXHu0jg2i/TEDHgIuOrw4dmwYd38noXOQZ+kVV0tbe90dvXbz+N+9c/XcKCqrK/r19zMc++uHFnz3+4OKx+z+w+jMbUn32sZuMqkKfU1yYoCp0mPR324YRNBeGxdtFDacEo2dJGEstDqI5MHqWdDoeh9FUZ+lOhmHsLKkLpj43oCqOoJMctziClrDhgKowmhKOpwLjqXV9PAyoI0IqxtIhEE4VhtKYw2EcSkM4oCoMo6murXFEFV4sHcBBdJxZ7kQVGE6tSDy1rozHEVUcti6nw3AaAvHUwlCa4hLjQJrqWuuZzUVUkX5XqhtFc/kLoShaTE2AoXNOT06HEXMXeIv9beCIKjhWYOSYEQWZHoo6PRSF4ig2RVHYykQxbbO6UEhxsUNR8iKgf+uKE1EJzbIs2l+CaP9MRMfDGh1jBh2nHjrek9G5yRP7mar+3/ns+8bYwOrH1Xve+8eLTz56f+M+5zEUVZV9P7oOFwHPFzYaVIX+IymmCvk7ety+wBCaC4Pi7YTjqcAAOtX57sPYWRLGUsJRNAdGz5JOx+Mwmuos7iQNRs853GKzhVN13OL4OYV7B6qiAFpK6YCqMJ6KLoaO4QZUddw6SoeRdAiE076Mb+k/HMahNOZG66AP42iqay2Op4Jj6aCrLQqjuYqHVIymJCOkqiv5OKKKw9blOAylIRBNSemfkcqBNFUXUr2gSvGzpE19ez8tfgbRAmoCjJ1zenI6jJjbBIv2bdrlkKooxKxQyEEUhOIoMiWhsJWIAtpmeGGQYmKHIuRFRjNY8ee2QjMuh/adQbSfRtAxsUbHmUHHq4eO92R0jgKhO1VTSMvTGyifuP+DS9r/5M/17+Tcrn8uQmFVPHTvexd//vGHFx//6L3On1NUVfo+dF2ezHveUINqJgyguTAi3o44mgoMn1Od7z6MnXPAWEo4iqbA2FnS6XQcRmPO0p2kwdg5BwynPi9+lnDs4hg6xZYCqsJoanE0tTCeiuvjcUDtHHEsTYHR1MJg6tv2z0RVN1oHBSOquNbiiGp5sXQABdGxKIjmcu5EVRhPrX5IVRsJqBkhVWE49XnBlB1wII25FMaBNFUNqUu0WCoAY+ecmsXpVL2QuStg0b4Nex9SFYUcB4WgNBSYoihkZaJ4Ni8vBFI07FBsvJ3QTFb8OfbQ7KejfWgQ7bcRdHys0XHXoOM1gI7/ZHTO8gz9CIAh0vJsOPXZoGqvP/Z9huLqI/d9cPFnTzy4eOKBdailoCrk7zbxIwC2FlSH0OM2CSPoGBgRb0ccTRXGzynO9wfGztIwlPo4iubA6FnS6XQcSFOdpTmJw9g5h1ts9oh63OL4WYoJqOrmfPICquJ4amFEFdfHw4Bqv51/rjtSMZy6MJTGHA7jUBrCAVVhHE11bY3jqeBYiq62KIiOVeKO1LyAqhICqrqSjyOqcZlj6RAMpz4Mp30YSmMuhXEgTcUhde6gervckaowes7BW5RO0QuZ2waL9W3hmCo4RmDE2AAKLysUcBwUftJQUEpGASsRxbLN6IIfREKKihXPyo2nhGY/He1LUbTvJqDjhY8/g47fADoPJKNzl4fOhzHU9+TFj6x0HRL2fUJx9QN/+o7Fxx/+yOJTj93vvD8F1Vl/tmrzPGJrQVXLtaV/R48rCePnWBgQb1ccTBXGzynO9wvGzpIwlIZwFM2B0bOU02k4iKY6y3MSh7FzDrdc/XCqvABaynGLA2gpJ5sPqAKDqY+jqYXxVFwfjwOqOF47yoPBNATCqQ9DacjhMA6lEQccUBUG0lTX1iYFVHW1RUE0V/Fv6VcYTa1+QFUYUcWVfBhPHYety3EYTEMgmvYdcChNdamPA2mqLqDubEjlQJqqF0pjaGE0yXNLGD3nAIvQsTBmbhMs0LeFI6rg+IDRYoMouKxQuHFQ+ElDISkJhasMFMvm1YU+ioMdionVGs3MjaiEPhfj0b6UhPbhCDpe1ug4NOg49tB5IBmdwzx0XozRpkcv+ndCz/l0XVL6vqGwKj7ygXctX9v3V7MH1cZWgipFVIselwPD51QYEG9nHE0tjKBTne8+jJ1zwFDq4xiaA4PnXE7H4zia6izuJB3GzjncYhctoK7uRL05n15AFRhNCcdTgfHUuj4eR1TBkTQGYymBYOrDUBpzOAxDadSN1kHBgKowoPq8WDqAguhYFETH2q+Qeti6nA6DaQiGU98BB9KYS2EcSFN1AXVnQ6rgSJoKg2kILIam2XBIFd6CcywnYu4CWJhvE4dU5YUHihUbRKFlhUJND8WedBSSBlGsykShrDwv7FEM7FA8rMJohiv+3FfoczQe7VdRtD8noONmjY7JBh3PAXReSOafzzy53/ovPc9/ObnVrOUOjhdXvr+Onv41gK5TSh8jQnF19f7La+U6pPr4Wj7e1r/lf+rPUMX4OQZGw4pCqcLgWcr5/sDYWRKGUsJBNBUGzrmcTsdhNNVZupM4jJ1zuOXqh1Plhc9SjlscPkvZ0rfyYygN4XhqYTwV18fjeCqO147SYSwdAuHUh6E05nAYh9IQDqgKw2iqa2scTwXH0iCIoVMU/5Z+hfGU7E9IVRhOfRhOXRhJU1wK40CaqguoXkil+FnSJkOqwGhKYBE0nS7cNsgsMMfyF7FbBwvybeOIKkxooDCxYRRWeijUrFDcyUPxaBBFqgwUxsrzQh5Fvw7FwiodzXTF/zw46PM2Hu1riPbpRHT8tOjYNOi49tD5IZk9rwWkRlVtfPry3HPPLf72b/928Ref+4vF333xHxbf/8pTq/fxrwV0vVL6mBf8h59bvS00qDrvv7pm3iZBldj3x/g5BUbDioKpD8PnVOf7A2NnSRhJh3AYTYWhcy6n03EYTXUWd5IOY+ccbrELG1BN6JxL6TtQFcZTcX08jqfquHWUDiPpEAimPgykMYfDOJRGHHBAFRhHU11zFYmoHQqi+Y6WKIyOMWtAFVfGKRlRMZiGQDj1YSRNcSmMA2mOfkjdWEzFcOrjOJoDoymBxU8ZdtE2I7tILMBfwG4NLMR3AUdU4QUGihIbREGlh8LMCkWdPBSMoihQJaIINo8u2FHgMygOVuPRjJeciOqjz994tN8h2rcT0HHkomO1Q8e4h84VyfxzHEj5RVXa86QdyYvE1Pe+972Lt775rYv73vXA4juf/8Hy7/G60KFrl5LH+v/t/9nS6jrKUVXwtT3f1r7lX//xBEMowTBYuTiOWhg6SznffRg354BRlHAAHQPj5hxOp+MQmuos3Ukcxs053WIXK5yqk+38DFSBsdTiWEownorr4w2G0x0JqNv/7fw3XAdrGERzXXNxQBUcSdHVFgfRMY7m+bmoAqOprx9RBQZUcSUfB1R12LqcDmPpEAinPoykMZeGcRxNxRF1YyFVYDy1OI7mwGgaAguf6exCbUb+4nAiWrRuBSzAd0FSRFUUIzaIQsoKhZgeCjl5KBYNoiiVgeJXeSbUUdgzKAhWZdC8l+znp4c+n+PQ/hdE+3oEHU9rdLx26HgHdM7IQuc8TyisSsezne+b3/zm4p3vfOfiJS9+yeKlv/myxe/e9abV3+H1waDr2Cir6+p8UbV4UMXwaegQhf9i/275/hgIK8axVGHsLOF8/2DsLA1DaQjH0BwYOedwWg6H0VRn6U7iMHLO5VZfP5wqL3wWxsGzlPWdp2rjIRWjKeFoamE8ta6PNxhSj8bDaGphMPWVD6iKg+kQN6D6MJCmutbieCq8SJoKg2iu7i7U2z2kXuZYOgRjKYFgGoKhNOZSGMfRHF1ENSGVomdJed/WrziQpsJg6oOFTgntwssuzGZGi8KRaKG6Fd7Ce1dwSFVeSKD4sGEUUBwUYhwUcfJQJBpEISoDRa+yvDhHMa9DAbCaB81/yf98Oejzm4/2wyDa5yPouFqj49ag495D544s/rkP+FFV+t3NmzdXLU/D6l133bW46867Fq+587XOn+N1wqDr2WjONdYNqoqu/alGBVU/kubQIYde9O85Gl48+u+16P1aHEstjJ4lnO8PGzZpvvbvi8FQ6uMYmgMj55xOh9F8/ffhIJrrLN1JHIbOOd1isYDqz9b/+2THLg6gpZxsJJyqKQHVn68NqArjqbg+3mBAnRBSMZqGYDxdw1Aac+jy56t/zrE05EbroA/DaK5rLY6oCkLpkKstjqPpYgHVny+9j2/WgCqujIMBdeWwdTkdRtMQiKb+bAWG0phLYRxHc/RD6txBNT+kchyl+dL7CQynPljglNAutPzF2ExoETgSzZcWrBvVLbp3CUdU4cUDLzb4s/X/fi4UTnoowKxQvElHYSgJRagB/nwpeJXhxTiKdx0KfvvKny+9z66gz8WK//nroc95Oto3B3X7uz9f51jw0HG2Rsdwg477ADqPJPPPg4CCqvLnYK3Ow3St8NA1brTVNdeNqRY9F4jBoEohdDQvCuog/ZfTZtEvv/lLq7X/uItK/q0vfOELV9p/O8dSC6NnKef7ByNng+ZL75cMQ6mPY+gYGDnncDoOzZeDaK6zuJN0GDnncquvH05VFzwD7HzlbXqfIRw8S9viHagKoylxY6k/380GVHXcOsqHoXQIhFMfhtKYQ+bPl4Op70broA+DaK5rLg6owoukQ662KIqOk/ZzUf350vs4d6EKDKc+Dqlq/pB62LqcDkPpEIiolp2tzheDacilMI6juTYbUhVHU8JxVNF8/ffBcBoCC5wSnOA5F1r0TSALUJqvv0idnS6Yd1A0oCqKDA07X3mb3qckCiU9FF5WKNbkoRgURdEpgT9fil1ldOGNYl2HIt++8+dL77Nr6HPjxlNCn/M8tH/G+PPFY8NDx1yLjucOnQc8dD7JRudGQ6Kq/DttTLXk7yw6J+M1xEPXu9GW13dGzwVifgIjaA6IhEN0mPry9NNPL77yla8svviFLy2+9TffcX7uAj3+YliHUfl36kGnB579ewyepZ3vD4ycA2i+9H49GEp9HEHHwMg5p9PpJHzSfPtxdMhZupM0GDnndKsvN5yG2PnK2/Q+K8drHD5LgW/jvzm//Hgq3IDq8+e7mZB67DrKh7GUQDDtm+9novrzdcOp70broA/DaK5rLY6nwoukGTiK5sv9ln5/vvbvSoZUDKjiSj4OqOqwdTkfRlMC8dT3dMPOVueL4dR3KYzDaK4thVSF8dRyo2gIzVf/DoNpCCxsSsDwWRot8iawC0+ar/37WdFieYckhVRFcaFh5ytv0/uUQpHEQaFlhQLNOBSBgiAy5fDnS6Frmi64UaTrUNS7KPz50vvsKvpcuRGV0D6Qh/bTEH++eIx46Jhbo2PboPOCh84tyejcaMSCqpC/F3ROXqJriYeue6OtrsWbDqoYBvPpQPXl05/+9OLd73r34g/e/LbFZ+7/3PLvJKpejDtV12E0RP6NetDpgYfRc4rz/YORcwSar/M+GEqHcBBNhXFzbqdlUBCl+dL7rZ2lOUmHkXNOt1g/ogoTPEew85W36X04epYEAVWY2FmSc+ephcHUx+HUsrHUn+88AVUcrx3lw1g6BMOpC0NpzOEwP5L683X//obrwIVRNMc1F0dUwZF0CMXQsab8TFR/vvJneQFVzR9SFYfUzmWOpQRj6RAvmhIbRu1sdb7273suMY6iubqIakIqRc85lPoWfx/NF4NpCCxoSnCC59xokTcCLTxpvvR+RdEieYe4IVVxIMCoYNj5ytv0PiVQGFmhsOKgMJOP4k8URKZUEq/8+fpxazwvtFGc61DMuyj8+dL77Dr6nPU+vz20T+ShfdbnzxePkQA6BtfoOG/Q+cFD55dkdI405N9IEdUn70fnZgddWzx0HczWuyZPC6tuUMUoWJ4MVILpV7/61cWb3vSmxYt+40WLl//WHYt3vuGPVn+3f3eqcjC1JG7qv8nSg04PvF4QjTnfX07cLMCfrfDny6FUcQidAiPnHE7LoiDqz1b4823f9yzPSTqMnHO6xUqGU+XPVtjZbuYu1M0GVDVXQFUaUH12vhRJU3BEFRxIU2EsJRBM++b97fz+XJWdrxNSD/owjOa41scRVXAsRVdbFETH40ga4s9V2fmm35HKAVVhRBVX8mE4XTlsXU6HsXQIhFOfBFF/rkJnq/PtRVRxKYzjaI5+SN1UUC0dUv3ZCn++GE59sJApob+4mhEt7kawC0x/tsKfr33/WdDieAeUCKn+bIWdLT1mCgoiKxRUeijG5KHYEwVxKYU/W2HnS2ErD8Q1CnINinf7zJ+rsvOlx+0D+vwt0efbQftIuti+K+x88VgJoGNxjY51g84XBp1rssA5U/59FE998n50fkZ0fQF0XczmXJ/7UVXQcwbfT3AcnJfubOIVd75icdedr1q85o71b/7SmPrwQw8vydu0nc3iSGph7PTIv+XFv/7Ly9e//B//4/K1HnR64NHjVs73G0XQkux8X/jz/xnnO1dAxcg5p9Pp/GAaY+f7ol98Ac4Xg6nvJA7j5py6UBoyR0D12fne8Su/6cxX3uYAOpUbUBVFz5J6AVVhOFUcS4m9E1VjqsxW53vXr760N1+KpYTjqTheO8qHsXQIhlM1IqCqw2E2pCp/vq994Z29+c4WUsW1FsdT4UXSFFdbHETHOBp9R6o/39f8an++HE8tDqgKI6q4ko8DqjpsXU6HsTQEoimRb+1vtUFVZxt6bra5kCq2GFIxmIZwQPXZ+f76//ULOF8MqAoWMKW4C6oZ0CJuIn9haef74l/8VZyv/5jJaCG8Y6aGVGXne8ev/JYzX3mbHjMWhRAHhRQHhZh8FHsGeaEplc5W50vPzShqpYGYRgGuQcHuIvDn+9oXvqI3X3rcvqDP5Qp9/ldof0kztP++6gUv780Xj5cAOhZddMx36HwB6LyTzDt3yr+PAqol70Pn50F0zfH418VJVtfsflBV9PxBbS2o2jtQFcXUzUdVjqUCA2cm+XfoQfdLQ0H1fL9R7CzOCaMtO99wUOUgmgrj5pxOy6FImsPONymonuTD2DmnLphyOFUcQIs63nRQ7cKpurkZaeHUx9HU8gOqT2er880JqhxP1XHrKB9G0iEYTn3z3oka4s8Xg+pB+YA6R0jlGJov92eiDvHnmxdUMwLqlfE4nlocS4dgMCUmlMY4YbSj85XXg0H1Uh8H0VxdQN1mSBUYTS0OpjF2vllBFRYuJTnhszRatBVAC0s739mDKi1+d0Q/oKp+CFiiYADsfO+cMahS/HBQRHFQgMlDkSeJF5pS6Wx1vrMFVQpuDYp0F4k/34sWVBV9bp3PP6J9Jk1o/50aVBUdm2t07HfovAHo/JOlOX/Kv40Cqk/ej87XUXT98fjXx8mW1+9+TLXoucRWgqqQ4SoNqaGYquTvaFthHEYtP3jO5rwl/wY96H7pP/6H5Ws96PTAs2Fyl2DUnBME0z43dtr5jg2qGDXndDodxc/pznrsfF/0C4GgetKG0RCMmnO6xbYZTkPfsm/nS0FV0OOGbTmcKgylPo6lFsVSx3Wms9X50pN2Ie87GE43FVAxlvZhII05TEPhNMSfLwVVgXE0xbUWR1PFgTQKYug43W/nLxhS9Vv4/flSUBWxiCpKhVSOptZh63I6jKUxEE19fkD16XzldTCoXmre18NxNEcXUCGkUvgsLe9b+zmWprDzjQZVWKyU0ouec6GF2kS0mFR2vrMGVVr07gCOqKpd/PdQJAiw86WgKuhxOSh6rFA4cVB0yUdhJ8rEpTF0tjrfV/3qy3C+FLWGddGMQluHwtxF48+Xgqqgx+6j3ufZCaghtP/E4f77gn5QFat9no6hAXSctug8YNB5xEPnoRzy76KAasn70Dk7CV2DAvzr5STL63g/pCp6brG1oKp0R4vFVCF/T9ugUOrDyDmH8zD9t+pBFwqq8qLvS9uZG8bNOWEo9XH8tHRmOt9QULXzxcA5l9NyOICOdZZMZqbzDQVVO18MnHO7xbYST8Vxi2OnS2am8w0FVTtf9/Hut+wrip1zmCugKoyn1vUwnZfMVucbCqpqVwPqHHegKgqlYetv2deZ2fmGgqrCaGpd6+OIKiCSDsEYOl7JgKrsz0LVmdn5hoKqmiOgKo6nxmWOpUMwlIZAMA2heOrTmelsQ0HVnns5jubaYkjFYBrCkTSHzEzn+8JAULXzpQXLFL3gWRotygqghSORmel8Q0HVzpe2gWiRu2PmCKhKZqWvdb6hoGrn629nCIWOFQolDgot41HQidJQNILOS2ar8w0FVUVhy2VCGQU2g4LcRaIzs/O9OxBUFW1nH/U+33a/CKL9KUxn5uy/L+CgqvAYiqBjdY3OCx06pwA6L8XYfxOFVCV//93m/Evn7mR0bQrwr6GjrK7t/Ziq/OcYWw+qQj8hFFF98n5bDabifBz9d+pBFwqqX/7ME4svNeRt2k4pGDfnhKF0CIfTEJmX0PmGgqqdL4bPqU7L4xCaiyPpoJOWzErpfENBVear74vBs5RbrB9OLS92lnTscmPnMJnVpW99dfla5xsKqna+7eO7cKpubsa4gKo4mloYTQUE0xidl8xW5xsKqjpfCqQxGEpjMJpam/1ZqHHrkDocVPlJu84XI6q45ioSUDsUQ6eYNaSK7m5TnZ2dbyio6rUNI6p1JR/GUwfH0iEYTEMgmPrsz0VNpbPT2YaCqn3uwIE0RT+iUvCcS97PSOU4mkPuOJV5CZ3vC3+eg6qdr79YmcIJn6XRYqwAWigSmZX/3CEUVO1zB9qWgxa1O2iukKpkVv58Q0HVzpe25aOwsUJxxEFhZTyKOFHfnU7nJbPV+b7q1zio6nwpbLUgkFFYa1CA23f/CHR2dr53/zo/N9NzL217X9HnHvcTRPuYS2fn7L8v4KCq88VjKREdu2t0nmjQ+QXQOSpE/h3+d5eHYqqeh9uoOn9Y9a+lk6yu9f2gqvR5xk4EVSFDp4BK5H0xdJZyPg/5uIUedKGg+gv/8d8tydu0nVwYN+eEcZRwGB1L5iV0vqGgaueLQTTHaRkcQKfy4uiQk2EyK6XzDQVVna3AEDrWLcbhVHShc27HLT+S5pBZ/dt/9TPL1zrfUFC1871Id6AqjKgCQmkqnZfMVucbCqo6XwqmIRhKh2A49e3QnajqwKURVGdn5xsKqjpfJ6KKay0OqIpD6ZBnBcTQMWYPqGL1LftrOjs731BQ1fmWCKiK46lxmWMpwVAaY4JpCIXSVDo7nW0oqMpsdb4cS4fcHiF19W37hsxL6HxDQdXO1wbRsZzwORdahE1AC8QhMiv/uUMoqOpsBW1riRaxOygppCoIAqlkVv5873wBB1U7X9qWRUHDQWFkhWLKNBRvgr473WCQCgRVna8NWi2KYQ2IaRTd9g2F0xCdnZ1vKKjqfP1t0Mewb2hfwH3G4e9nfTo7Z/99AQdVne/qOKBjK4KOXRedLzp0njHoPBUi/w4bVDWqCoqp1kUNq1sIqv27S5UMnwIqkffFGJrjfLN0Z9ODLhRU/+VP//TqfWk7BMPmJmAo9XEAnQLjZkNmpvP9tUBQtfOlbQw6LYMD6Fhn6U7y+FFTZqbzDQVVO1//8cluhXE8FV7oLO24RUG0FJmZzjcUVO18KXyWMi6gKo6lPgynCsJoLv35pzovma3ONxRUdb4UThVG0iEYTH27ElAVR1QbUpXOzs43FFSVvQs1HFI5ksZQDJ1i1pAKAdWnM7PzjX3LP4XRVBhNHYety/kwmIZAOPWNuSN15VJLZ6azDQVVe+7laEr6IXWTQXUbd6QSmZnONxRU7XwpkKZqFzh2ETQDWnRNQAvCHDIznW8oqNr59rZBi9Yd4gZUX3/RvgQhYKzlXLv5hoKqnS9tQ1DIcFAIWaGAMg1FmyANQQUMBqlAUNX52qDV8kIYxDOKbPvCD5w5dHZ2vqGgqmg7Fn2Mu472id5+0+PvZ306M2f/fUHkW/6bxy3RMRZBx7CLzhsdOt8AOm9Z/r9HUFgVdF7e76Cq3JgqZgyqHE0Fxs2OfAIooBJ5X9qG43y3yMesB92YX0qFUXNOGEhDOH5OgVFzgJ1vKKjS41ZO58MxNNdZvpN0GDcNO99QUKXHRd3q42gqvNA5l+MWhc95nDjzDQVVip8lbCKgKgyoygTRXO4vkXLpbHW+oaBKAVVgKI3BcOrCUBpzmIZDacgN10GfH1Itf76vDTxpHw6ogiNpCoqhU5QMqc5dqBYE1LX1z0H15xsKqlPuSOV4ah22LqfDUBpiQmkMBtJUl/p0vvI6FFQ5mIZwRL3dQqqy8w0FVYqjOdqFDS1+CqLF1gS0EBzDzvfFv8jPzehxuFjdQdsKqcrONxRU6XGKwoWDAsgKhZNpKNZEaQiaIBSlZLY631BQpce2TASjcNagyLarKGIm+/YPe/z5hoLqP36nef8l2O4A+jfsKme/sPvNINrn1vz5vupXIr+UykfHWgQd0y44j9B5B9D5S+i/Q/gv+uc2quK52bhod6pOCKocSy0MnAnkE0EB1dJPnLxePu58P8jHqwfdUFDFuLkJGEoJB9CxMG6OYOebFFRPy+EAOtVZupN8GDcH2PlOCqq32O0VUIX55VEJQZVC6Fi9gKowmPo4lIaUDqe+fkA97tHZ6nxf9Wv9oDo6pEIoDdvBb+UfEVB9/nzpSXvxkHq1RTF0jFnvRFUYTkPygipF0hQcT63D1uV0GExjIJxao+9EFZfCJIDqfOX1tKB6be2ZzQVUtWshVdn5lg6qTvAsjRZVhdDibyw739BzM+cxtDjdQUkBVUEEKMXOl4IqPUZQsHBQ+FihUDINxZlkFIMSUYhSOludLwVVepwTvfxY1qGotusoWvZAOA3x50vPzehxK4mhlf4tu8rZT+x+NIj2wbSgSsdEDx1zAXRsu+h80qHzENBzmHz8Qptb6EXfJzWoKjrvJ7PXtAC69k62eo6QFFQ5kvr8GFqKfDIopAr5O58fLneVfKx60IWCKobO0jCSEg6gUzlRsyA732BQPW3etwAOoGOdpTtJhzFzAjvfF/3Cr+B8ncfcYhxOlRc653C8xqGztHU4tQHV/yVSdr6lg+q4cGpxLCUYUNX18frh1NfG06Ujl85W50tP2pMDqsJg6sJAmupwGIfSmButgzAKpjH+fOlJ+64FVEUhdKqpAdWSO079+b7mV+/ozZdiaQiHU3XYupwPQ2mIF0yHYCRNdWmYhFCdr7z+pVFBdXshdRlRBUZTwnE0B0XTIFlsmPmGfr69H0pjnPA5F1pMFUALvynsfAeDKi1Kd5AbUiMx1Sz+52LnmxpUKVKsUOhwUCSZjuJMFMWfTBSilM5W55sWVE3o8gOZQTFt11Cc7KHQmcifb3ZQ9SUEVvp37pre/mL3qSB/P9xOUFV0jLvo3NKgc5IhH7P69re+4/y3fTk7O1v8/9u70+9IzjrR8/4T5i8Y3t+ml7nznnOYudfdzfQ9M/PinnnV7MbYbIaGbhrau11ll42Njc3WQDdNL0ADTYP3DWyMXXjf16pylVQllVRVkixVqRZjYvKXkb/MXzzxfSKeiHhiUSGd8zkpqTIfZf2UGRnxzZT05sqbyepoH01DqphuB91tNaDtfzDncbAMPRbXMt1HyAVVjqWCYmcr3sqTb0pITHXRWn2yIVOun97pWg+qGEh9OHw2QcGzbXa+sYIqB9C6zlR3KlwmZrbAztcbVE+OzuvoLZwaHDrbZgLqiXJ2vpfDX5Kly/jkAqrCWOriUOqD4VRtNMfxVEziKQRUl85W50s77RhNLQimee39VX7FodTneNZqHgXSqtz5clB1AmmoYymKoXV08kpUheFUcUBV0x/fH3Hn2ySockRVHErLYDAlTij1afS7UdUioyCq85XTakF1FlDP9pCKsbTIJHwKO9+mQTUTPNtCB1ER0EFeDHa+3qBKB6QDkQ+oFh+I23jZNjvfK/7qi5n5yvt0GQoVYxQ4MiiMxEFRphTFn4ooRCmdrc63OKhC5II4RgFtaChETu1VJmTW5M63cVB1bdG4SrebMbqNZZTcfusGVUX3wRJ0X5+hbcyEs22S6yokolr6eaFv+/btSx759SPJQw88lLz6xOvToDp9hepovTHZVhfo6kf/LXpsrmW6zzDax8G4Gctbzck3xQ2p9Cafty81tmjdJjBeBpLro3e6ykEVQ6gPR84YKGR24nQ5O9+yoMrBs6kz4U5VQ4Gza3a+X/AE1T6jad8/su++4rQqO9/QoFovmFocSQkGU7URD8dTwbE0hM5W5xsUVDGYugYcUFcZBdHKVrLc+TYJqhRBm1kfoxDaVFg4dRXH04zllDvfkKDKwVStpZaqw1BaxITSMhhGQy36cQyd0fnKqT+ormQtZFH0bMPQX41K7HzrBtVM8IyJDpQioYO5Ntj5brWgGhxQhR6kd8zONySouqFijIJGBsWQOCjCFKLQU4Mbn4jOVufrD6oQtyCIUTwbEoqOUxQsG3LnGz2oqpJXrtIs+ka3nzG6rWUU3H4hqMr56P6B6P4YgO73M7S9mRhtm+Q6CjekWnoefbvnnnuSb33zW8mN1345ufcHD0z/XWS2h3Phuoyr9Hhd22g/Ik5Qfas99hskJJjS229PvT39d42qjzz8yJi9vKKvpTBmRiJfW+903qCKgdSHo2cMGDW7dLo6O9/PXfhxnC+H0FBn6jsVjmJmL05m2fn6gyqEztg2Uxw52xQ3oLrsfH1BtVlA5VDqg+FUbTTH0VRs5q1XZ+Oozlbni0EVg6lrO6CK7I/vNw+qHEKbaf2VqBhLST6gKoyoannGnW9ZUOWIaixxLC2CsbQIBFMfDKShFv0onhKdr5yWBtWFHkOqwHDq4jhaBQZTHwiglp1vnaCai6Ax0QFSBHQQ1xY7360SVLdCSFV2vkVBNRdRBUWMDAog8VB88aLAU5ONTkV0tjpfDqpO0IIIRsFsKCgwZlCgjMSdb2tB1bXFAmvuNuXe5lB4UFV0X8mh+2YAuv/PZLc7cr0UBVSXnE/72v3335/s2LEjufgLFyeXf/GK5JZrv5pZz247p+bCbMmgOhIWVN/ql/0m2beTJ08mh+YPJYf2LySHXlsc/7sbU33smoLiZxvka+mdrnpQ5fDZFMbMLpyOz843TlA9U82p6jBkdsmJplb21aY9BtXNFEfONpmAeqJ9dr4UVLdfgVrMBlSXzlbnWzWoYiANtVaMQ2kZjqcWhtFQKywbUmdB1J1vWVClANpUGwFVVX8VquCIKjCgimXmzpeCKobTqbXUUjiMpCEgmLra/JF+QdG0iM5XTr1BdaHbkDoNqArDqQ9H0hAYTH0gfhI739CgOvv9ZKMDljbAQVEsdADXJjvfoQbVfEC1+OAaD8x7YOdLQXXLh1RFcaciG49C6Gx1vjs/R0HKRCyKXyMUyfpGITGDQmRk7nw7C6pqi/1KgMztyt7uUEtBVdF9tABtB2bS7Y5cH6G9jOKpj15WL7/zymsyn6NtZ85cua5eqUqP3XWlQfWt4dNv1u9+97txTF1aWkoefPDB5Paf3Z48dPfDycLTS+N/Dw2qyl6mK3qn8wXVbc3ofH1BdVszOl9fUN3WjM6Xguq2ZmS2Ol8KqtuasfOlnfZtzdj57oSguq0Zna0vqG5rRufrC6rbmtH5+oLqtmZ0vhRUtzUjs9X5UlDd1oyd7/a+WXx2vhRUh0Sal5KPKZz6uGtZGE/JXDgMpaHmw1EgreocipdDpd80eXvqqaeSr3/968k1V12b3Lrra8nu254Y/1udoFrEveE99cRTQdx1LL3T+YJq0Tp6PXzqXF+9nF3HqrOm0Mvatay21tX5+oKqu5bVx/XdauvqfH1B1V3L6uP6brV1db4UVN11VMi6bV3frbSuzFbnS0HVXUe5H5Mm17dI03X1cq421rXzpZ12Wkc/r+93eX3181tlXTtfCqq0jn5e32/r+vpspXV1tr6gWrSOXg+fOtdXL2fXseqsKfSydi2rrXV1vr7fb++uZfVxfbfaujpfX1B117L6uL5bbV2dLwVVdx0Vsm5b13eI6/rIbHW+FFR965StK9q4vqLpuno5Vxvr2vlu75vFX9fOl4IqraOftx+TptfXXYc+pnjqo5dXGE1DzJXDUFrVfDgKpaG2TFDVH5cXP/jBD5IbbrghufTiS5PLL74iufayXePP2xsHxVOia8rl3Dddy65LN1rirqsfC73ThQZV/dqWrmvf9Hxyqu/btXzK1q2zpuhyXfs5nW9oUNWvb7V1feltK6xrP6fzDQ2q+vUtetPzDnkO9i3muvZzOl/fK1TtOvbrW/Tmnt9epyJnw7r6scxW5+t7hapdx35t/XdBb3r+Ic/BvsVcVz+28/W9CsKuY7+2/rugNz1/neurl3Hf9PNDX1feVzpf3ytUaR3fuvqmn5dTe5kQcl69rPu2FdbVj4XONjSo6te2dF37pp9X8rFdy6fKuqFrii7XtZ/T+YYGVf36VlvXl962wrr2czrfsqAq79uvb9Gbe357nYqcDevaz+l8fa9QtevYr2/Rm3t+e52KnA3r6scyW52v7xWqdh37tfXfBb3p+Yc8B/sWc1392M53e98s3rryvrDz9b1CldbRj/Vz7pueT07tZUKEriunFE5dup79tSYYSqua8+vyj1RZFEzLDCqour9vlOg31KU3Nr1xUDwlenl8+13zDZu+6cdC73S+oOqeX7+2hW81r2+VdUPXFF2ua/8POl9fUJU3Pa8Inu/b7czhd7/9XTvrvhVvXfs5na8vqLrnD53v26dnf1hOTum6EV1TLkdvv21rXfOH8Jqsqx8rna8vqNrLyBr69e2/09tbm+nvGK57fX1vZ463s66u12RdfV/JbHW+vqBqL2e/tv13eotxfXNvER+DMm+R1tX3lZ1vyI+V2a+tn8O3gc8h99bBfEN+5N9+bf0cvv2ezlfe9GOhs/UFVff8+rUtfKt5fausG7qm6HJd+zmdry+ouucPne/v3m5pH6qlfbO3W9438wVVe3752u585WN6a23fLNI+lPv225PpsWLddfVNP1Y6X19QtZeRr61f3/47vZ05Mdx9KHqLsa6+r2S2Ot+df81Byl7Ofm3777m3LfAYlHmLtK6+r+x8t/fN2p1vyI/826+tn/O96fmjzuFMft2iiDr+9wOzkOrCUBpqrlzXYZWCaZlegiqF0qrsN1npjYLCqY9eVt/eeuutZHlpOVmYW0yW3kh/2XDTG7K+/9Ljvxqf6p3OF1Sf2/3L5LlHfzF+X+jXtvTtzJkzydLhpfH1PVzz+vrWPXz4cG7d0DWFrimX07fTp08nhxcn6+5rvq6cvnloz/jUne9nPUG1bL5tXV/7JusuLiym6+7N/v5fWoPQuqdOnRqvu3ggzrpy6puvL6g+t3s2W+HO176Nr++h9PouvJ7+8vQYc5A/WJeuezj3B+toDVK27sFXFxqvq+8Ld76+oOredovme+LEiWRhcn3nXzk0vYyc0nUjtO7x48eThYOy7lIy9/LBaOtubGyM1z0s674033hdfd/OVue70xNUadvgrqtv6+vr0+v7xvMHcpcJQeuura2l6+5fSvY9t7+Vdfc8k+4stTVf3057lfmurKwkC/Pp9dXzNp2D/B72Y8eOTdZdjrbu22+/nRw9enS87lKkdfV9vP16gmrofH/7298mR5aPTK+vnr/pHMb7UMuTfajI68rvzh+vG2HfzHK3vb6g2te+mVxG38b7JLpvFmEfSt+63DfzBdWq+2Zt7EN1sW+2uKfdfTNfULX7ZvK19esr+zbb1xnNoqV9qJj7Zpubm53tm/mCqnvbLZrveN9svA812jd7Of6+WboP1c6+2YEXW9438wTVKvsOb775Zuv7UHuffSPauqurq9N1t9a+Wbx9KLtvFmsfSt5k3+zIkdm+Tox19X2ary+ohs5X9s3G+1CR981k2zs3N5fs33MgWdgzO97WdSmkjv+Q1YFyGEpDzYXrMqxSNC3SSlClANoG/Yb7UEC17HnlTW7E8rtZ777r7uSe2+5N9j0xO0BuckPW95Xe6XxB9TMfP38k3aEX+rUteZMdtCeeeCK56867k3tvuy/Z/+TsQa7K9XXXlTvd448/Plr3ruTe2+9LDjzV7MFeLidvsgPxm9/8JrnrjruS+26/P5l/qtlOj17uL/+//zn9nND5+oJq2Xz1+soOxKOPPprceftdyQN3/CI59Eyz4Kd/UE0ekB955JHRuncmv7zzwWThmWYHL7quPMD9+te/Hq/74F0PJYvPpn/Nr8m6cuqbry+oynz1vMKdr15fecD41a9+ldxx253Jr+75deM56JscdD/00EPJHT+/M3n4nkeirbu4uDj+Q3h3/PyO5Nf3Ppr7Q3i0BrHr6vuWztcXVO185Wu789W3+fn55Be/+MX4+u6+/7Hk4FNxgrU8ID/wwAPj+f7mgceTg0/GOSjav39/cv/99yd3/OzO5PFfPJHMP9F8XX1fyWx1vr6g6s5XTt115W3Pnj3JfffdN76+Tz34TLL/seYHGfL22muvJffdm677zEPPJft2z0VZVy5/7733jtd99lcvJHsfbX6Qoe8rO1/fTnvofF988cXk3nvuTe782V3Ji79+eXrepnN44YUXknvuuSe56+d3JS8/Orv/NF33+eefT+65W9a9O3l19+tR1tX3Veb26wmq9NjmrisHGM8888xoX+ee5O6f35PseWx2YNjk+so+1NNPPz3dh9r7+Ow21mRdiamx982IztYXVMv2HYS8zfahRvtmsg/15CxsVLm+uqZcRt4kGj322GPTfai5SPtmEmFm+2YPJPNPt7tv9rkLOaiWzVevrzyRle5D3ZX84s5fjh7jmz0W6z6JRA3dh/rleB8qzr6ZRIKHH344uXO0r/PgXb9qfd/MF1RD9x2m+1Cj6/twxH0zeSIg9j6UvC0sLCS//OUvx+s+ct/u5FDL+2a+oBo6X9mHSvfNRvtQsm/2ZJx9swMHDqT7ZqPH+MceGO1DRdo3e+ONN8y+2ZPJ3BNxg7WQ2ep8fUE1dN/h9ddfn+6bPf3gs8kbv4m3b3av7pv96vlk7+44T6K/8sor032z5x5+IdnzSPNQq+8rO9+m+2bpPlS6b/bSI69Mz9t0DnYf6pVHX4u27nPPPTdd97Xf7Imyrr6v7Hx9QbXyvtlt90Tbh5J9M3mM/9l//iz5+Y9vS15/dBbtdd1cSLUOhMFgGmouTJSoKubDUDwlwUGVgmZnztSjNwyrKKjKzuq//uu/Jjd+6cvJVRfvSH754/SZh6Y3ZNlZlff/4txzx6d6p/MF1f/nz/98fKr0a1vyJs/Afe9730tuuO7GZOel1yYP//TR6fmrXF93XXmVzT/90z+N1r1h/PtpH/nP30zXDV1TuOvKztQ//uM/Jl/a9aVk1+XXJY/+/PEo6x48mB6suPP1BdXQ+cpOxLe//e3k+muvT2646sbk8TvSr930+sqD/be/9e3kumuuT76846bkiTufibLuyy+/nHzrW99Krtt5XXLzzq+Mru/TUdaVB095352vL6iGzvfZZ59NvvnNbya7duwa/2G5pvOVy8nbk08+mXzjG99Irr16V/K167+RPHZ7nHXlQFb+EN61V1+bfONLfz9a98ko6+rH7nx9QdXOV9bQr6/kYFPe5ADua1/9WnLNldck37npH5PfOH+4j64bcdeVAyJZd+do3X/8yj81XleeuJA3ORD46q1fTXZesTP53q3/Ml2v7rq63RV2tjpf3+/pcucrp3ZdeWJI3u6+++7k1ltuTXZcvjP5/jd+2Pj6yuOPvN15553JLV+5Jbn6sh3Jv3/rJ9M1664rcUfebr/99uSWm0frXroj+cl3ftp4XYlc+j7Nt8mPlUkw+OlPf5rcfNNXkqsuuTq57Z/umJ6/7vXVdX/yk58kN3/55vG6d/zL3VHWlZ3gH/3oR8lNN47Wvfjq5O5/uy/Kuvo+3n4b/Mi/vApPfhf9l2+QfZ2rk/t/+Mvp+ZtcX7mt/du//Vvy5fE+1NXJL370UJR15T73L//yL6N9sxuTqy/ZkTz444ejrCvbHnnf3fb6gmroY5uEOd2Huuaya5Nf/+fu6fmrXF93XXkS8rvf/e5oH2q0byb7UD97bLpu6JrCXVeC1D/8wz+M982uu+L6ZPfPm23TdV0JPPK+O19fUA2d7969e9N9s9E+1I1Xfzl5ItK+jlx+vA81WvemHTdHW1eeHPr7v//7ZNdo3+wr19wSbd9MQoG8787XF1TL9h3kY3mTJ0XG+1CjfbOvXvf1aPtQ8iTDN76e7pt9/UvfjLYPtXv37uTrX0v/SPE3b/hW43Xl2Ere9GN3vr6gGrpvJrFa96H+4ebvRtuHkkib7kNdk3z3lu9N16u7ruxDyZvEVFl3x2jf7J+/+q9R1tX38bHNE1RD983uuuuu0T7UaN9stA/1w2/+aHr+utdX983uuOOOdB9qtO6Pv/0fjdeVx2F5u+2225KvTPbN/uMfftZ4Xdkf0fdpvk33zf7jP/5jug91+z/fNT1/3eur6/74xz9O1x3tO9z1r/dGWVdC4r//+7+P9s1uGq977/cfiLKuvk/z3fFXfPu17NfWz8mbvFDu+9///nTf7IF/f3B6/ibXV15wJf1l185dyRVfvCozXz2fyIVUdSBcLpRWZeJpkS5/BYBwA6prGlQxZPYBwqjfW5XZG44lNyrZQbv00kuTy/7ustENecf0htbkhiyXkx00/Vjonc4XVF36td3PyQ7apZfI9b08uXp0ffXzSj6m6+Zy15XINV13dPBi1w1dU7jryg7abN2d0db92te+lvmcztcXVF369d3PffWrX00uuTi9vjsiXt9bbrllvO7lo3V3XnJNlHVlA/yVr3xltO4l6bqXXhtl3R/+8Ifjde3ndL6+oOrSr2+N48NNN03mwH9Yjq4bsetKLLnxxhvNutdFW1f+EJ6uuyvSurIDIevaz+l8fUHVsl/fkh2IL33pS+M/3HfF6Pped/n1ufPTdSN2XYkw119/fXLp38m6V44Ovr8UZV25/V533XXTda+/Ip1JjHV37UpvW0Jmq/P17bRb9mvbz0s02rlzZ3p9L74y+dKVN07P3+T6yrpXX331eN0rR+veEHHdq666arLuVckNV3052rpXXpnunAs737o77ULXvXT0WCzX98tX3zw9f53rq5eRda+44orpuvr5puvK7eyKy3Xdq6OtKxHx8svTcCrsfK+pEVT1Y4lyl1122WRfp/n11ct+5zvfMftQ8daVfah03+Gy8b5OrHVlH0o/FjpbX1B16dd2P5fZN3P2ofQydN1c7rrZfbN4+yTyRKGuG3NfR/ah7Od0vr7fb+/Sr+9+7tZbb53uQ+2ItA8l24Z032yyDxVpXXnMnO2bXZFcE2nfTB7jb7453S4qna8vqFr261uyT5Ldh4qzbyYRpo19M92Hmu6bRdrXkX1U2Yeyn9P5+oKqZb++JfvUs32z0T7U5XH2odx9s+u3wL7ZNdek9zEhs9X5Nt0327FjR3p9I++btbkPpeveuBX2za6Y7Zvp+epeX72MrNvGvpm8SE72oWTdGPskehl5MZvsQ8n7InP7/avh7JvpZaS/yLqXX3LFdJ/E2rt/2XGEHQiHsTSUE099MJRWMV8NhVR1DkbNNmEY9eEoGsvpEfdG5dIbcZ0bso/e6XxB1f2aeuq+T9zL0nVz6eXsOladNYVe1q5ltbWuztcXVN2va9cqWte9HF03ope1a1lbbV2dry+oul/XrlW0rns5um5EL2vXsrbaujpfCqru17Tv68f6vkvPq+eh60b0snYtayutK7PV+dJOu/s17deW0yLuZd3r5eOu4xrquno5y86Xdtrdr2m/tpzaz7ncy7rXy8deXt+3ttK6dr7XfPaK8elQ5uuzldbV2fqCqvs19dR932Uvp+ej6+bSy9q1rDprCr2sXctqa12dry+oul/XrlW0rns5um5EL2vXsrbaujpfX1C1X9O+rx/r+y49r56HrhvRy9q1rK22rs6Xgqr7Ne37+rG+79Lz6nnouhG9rF3LGuK6PjJbne/vy76ZXs7Vxrp2vtv7ZvHXtfMd2r6Zb12Vj6nqiN+BchhKq4KIakX50X8xX023QRUDqQ8Hz5gknhahG1lb9E4X+grVbdXofD974cfGp9vzjUvnG/oK1W3V6HxDXqG6rRqZrc435FUQ26qx8w15FcS2aux8r/3c9nxj09mGvkJ1WzU639BXqG6rRucb8grVbdXpfENeobqtGpmtznd73yw+O9/tfbP47HwpqPZlz/7091+7n7M4pqoj7EA4DKWhnIBKov1OVTEfJm5QxTBahENnLBRJe3Wa2Ru1L6jS5VynWnWmulP1nYxIN2jCF1TpclMni20WOt2LE5vd0dkKX1A9sXlq7PiJfmwUOV7FyVrWi2wUs/OloEqXebPQZmq9ubUq3qzixNhqE2vl7GwF7bSvjM43czxr1e9YDCtZR9FGM8c2kiNRrY8tj+hci3bal4+OzhtoiRwJ9abXYZ/l5hYLraWWqlsYcedLQVXON3U4zKGx1eYWix2MamVmITXfkM5X+IIqXW7uUB3HGjtQxcH27T84OqgoYPfNfEGVLkcHLrHRAVMr6AAuEp2t8AVVupxrnxcczNIB8BZAB/1TFA9G7HwpqHKMaM6NH0HeiOv1VixN6Vx1G0H7Zq/tW+rcqz571eEtwZ0vvkIVLjdo9H0Zoe9j29z50r6Zvb3z/aEY3S8RbQ8C0fZnhreLuA110DY4GD3uePQdVouDKoZRHw6dsWG87MPpevSOV8Sen4NnLGeqO1UfBszIaJ6u6flP5nEotThqtm5zhkJnV2ieLoqcbWoeTi2OpEUwnKqNcDRLl5yPw6nYzFuvD0NpGQym5ASH0RCTQFokG0ZTNE9XSEDFGNrESooDqoAwGupYimNofRJQx47O0Dxd9vw+9QKq4ogqMKKK5eY4oE4scSQNYQMpzdNFwdQnSkhd9OMQ2lQ2osYIqYrm6ZLzzbkwmPpwHK0CgymB6NkGjKCA5unKXMY5WGkDHSC1gg7YIqN5uuhyHE8FH7SO0YHvFkAH+1MUC8byr/Ai+QDRDAWPYBRaGqDA09wkLpkgVYRCVtso2I1R4BswmqeLLrcl0PdnhL6fbaF5urJBVdH9ohjdPxFtF0rQdmiGto0GbVMdtE0ORo9DHlHCKj2OF5D9iTSoYiD14dAZEwbMvpyOS+5Y+izGpz80ewWl3ukEx88mzlR3qj4bOLsm89P5fv6js2fpdbZiKwVUiprdSl9tKmR2Mlud7yUf+9vxqZ0vBc/YMKAKDKQ+HEeLYDBVG825873qk7M/RqO8AXW9OQykPhhJi3TzKlQKqUrmZ+e741Pps8gWBVSFMbSKFcYRVThxtIpjKYqh9cxeieqGVCXz09me/973j0/dbS9dLhNQBYZSH46nAuOpWG4Ow+nUWmoSRauwAdUl89P5fuz9Hx6fuvOlcOpqHFIXi3EIbSobUWOGVCXz0/l+5sOzV1DqbEX1gCo4jFaF0dQHwmdsmfhZQmZnt71/69k3G59/cnDSBjoQahUdqLVAZmfne+nHZj/dorN1L8MRVfBB6hgd6G4BdHA/RXEgIw2qdr5Xfyq/b5YPEM1Q8ChFYaUBCjrNOVFpEqTsfHd8Kv2RaYtCVlso0I1R0NsCZH4624969s3oclsCfZ8M+v7GJvPT+X78/eeNT9355m73GXQ/YXQ/LUTbCQ/aDs3QttGgbauDts2V0eOSh/uYVxk9phc4p69oKjBg9uV0++ROZR80Lr7w8+NTuePpnY+DaJkz9Z2qj4Jmn9z5XvnJS3Pz5WgqnKDZlc0Ux8wuzcKpckOmO18NUna+7mWawGgqMJCW4UhaBMOpaxJDY9D5yun5731fZrY6394CqsJYSvoPqC473wvf9yGcb9SAqlayhh1OVXlAddn52icL7XzlfLmAKjCWEo6nAuOptVwfh1OLA2kIiqfEzvfzH+Vft9JKQFWLxTiE1rUys9BeRFU6W52vfbJQZ8uxtAzH0VAYS4tA+IzNjaUh3Ple9cn8j/RSAI2FDn5aRQdnLXLnS/tmel6OqIIPSsfowHYLoIP6KYoCU9mYoPOVU/tkoZ2ve5m6KHQUoogSAcWcOCYRad+Mna99stDOl0JWbBTkxrbYj/i77Hztk4V2vnS5LYW+byP0fY5JZ6vztU8W2vlmA6qL7id+dH/1om1GCdouZcE2k7axHrStrowepxxd//j/ORQ6Y8Fw2afT7eLYOePe8XZelN/poculztR3qj4Kl707yXS+cvqR9743M1udL0bNLmymOGb2wYRTdaKYna8vSNHlQmE8FRhIfTiOhsBgakEEjUFfcWrne9GHLsT5UhgNhYG0DMZSkgbURhF1rRyF0nLHx+x8/+b89NSdLwbRqlay8gFVOXG0imMpjqFNTELq0Wp0tjpferKwXkBVHFEFxlNruT6Op44lDqUhKJwSd770ZGE+pK42s1iMQ2hT2YBqUQiNxZ0vBSkOpi4Oo3VgMPWB8Bnb/qmjlel85dT3ZCGF0BjowKc1dDDWATvfC9/P+2YcUQUfjI7RgezA0QF8BsUAjAYzdr6f/jA/WUiXq4rihhfFk0go4jQ3iUf78ux8P38+P1lIMSu2XJDbwhFV6Wx1vvRkIV1ua5p8z8z3kL7PMbnzpScLM7f3TEgldN9hdN/1om1ICdpGzdB2dIS2uR60/a6EHrMcXf5e1eCgioGyb6fbxWGzPr3jyekF7/tg5k6ndzwMoj6n6sNQ2TeIpMT3ClM734s+dAHONxc6Y9lMcbzsUvZVpooCZlV2vn99/kU4X7qcwlgqMIyW4ShaBCMpMbEzhuyP6ZPN6Wx1vn934d9k5ivvUyQlGEaLYCAtc4KjaBVr5TiQlkkDqn21qTvfKz5xSW6+GEdDrKQ4mlpOFK2A42dzVV6BWsSd786LrsrNl0OpD8dTgdHUWq4Pg+nUWmqpOoqkpUwc1fnKqe/JwrZ/lF9xCG1iJbXQfjj1sfO90LNvxgFVcRStAkNpERM721I3oLrsfH1PFlIMbYIOeFpDB18dsvP1PVkYHFLpwHULoAP2DDr4H6NYMKOz1fnSk4V0uSooZhSiYBIJhZs4lrJhacKdLz1ZSCErJhvgMjDabS3ufOnJwldG51O0xtYj3zvnezlC3/umdL5y6nuyMHe7z0VUF91/GN2HvWhbUoC2VVm0PZ2gbTCgbXkl9BgGuoiq06CKwbJvp7tDATSOM1P2jve5j3wK73j2/BRCq8JwORQni/nCKdHZ6ny/eEE6TztbulxlmymOmX1wwqk6EZc738s/cXFuvu5ltsOpazNvPeXOl3Z6bDS1MJKWwUhKuvnRfcWBtMwkoEJIdYOqnPqCFMZSspIVO56OQfyMo/qP8oew8/U9WcjhVHA4VRhNreX6OJy61lJL1WEoLWNCKgVV35OFGElDLBbjCNrEJKA6IbWvmCq/F9XO968/wk8WDiakCid8xkZRtC6drc6XniykIFoVHeC0ig62euDOl54sPFsjqqCD9Ck60M+gSJDlzpd+spAuF4IiRikKJRFQrInKjUoTOl859e2bUciKxY1uU1v41ak2kNr5+p4stOf3oa8zfM73dIJuB3XZ+X7a82Rh7naPEdWC+08Buj8j2p4Eou3XDG1bR2ibDGi7Xgk9poG2o+o5GDK7dLobHDtjOlNI73R6x7vs43+XuePJ+xREQ2GwHIKTfhxMLSdmFnDnq7803s6XLue1meKI2YdsOFVtBVSXzldOz/vLv8zMVue7HVBdm1nrfna+F7zvAzhfDKNlMJIWifCj+2KtGIfRUMdTq35uBLXz/dQHP4rzdS8ztZLFAVVAGA2F8TOGej/CH8L+CL+dr+/Jwu2A6gEB1dLZ6nzpyUIMpWUWi3EMbSIfUPuKqEL/Sr87X3qysPeQCtGzDU1+rN/Hna/+wRk7XwqkVdEBTivoAKtHOl859QUpOrgco4PTLYIOzKfo4H6MYkAxO1/fk4V0uTIULQpRIImIQk08S/moNGHn63uykEJWLLngpq9uxEA3TBRAlZ2v78lCulwZuh7DZL63Dro9VKGz1fnSk4X2/Lnbfy6kWnQ/Kkb3a0TblxK0Dcui7e0EbaMdtI2vjB7jHNF+BQDsG3QXVE93g2NnTGdqce94tFNJoVRhrBySk34cSy0nZtag85VT+1cM7XzpcmObMxwzu+QJpyf6Zef7yQ+ej/PlQOrDcTQExlJrox0cTa3NrPVwdr6f/cgncb4YTAmGUp8I8VStleNAWuZ41qofBVGdrc73Cxd8Duc7vcwKixpQFUbQJtp5BaplQ6oEUne+9GThlgipSxxJQ2AoLQPxlLjzpScLMZi6FotxBG1iElAHElI1oE5N4qjOV07Pey8/WUhBtC4Mpj4mdraJQmgsdr4f9TxZSIE0FB3YtIIOqgbAzvdTH+InC3MHlnQwukXQwfgUHcyPUQAIY+fre7KQLleEgoUXBZGIKMzEtZQPSRM6W50vPVlog1RMucA2DamCwtxwUOAk7nwvh30zulwVdP2GZ/J9db7ndLuowp0vdR17froPjOViqkX3KT+6j3vR9saDtmNZtN2doG01oO19Ze5jXQF6PK3M7CPEC6qnu8GRM7Yz9Z1ieseT00988COZO53e8TBUDs3JYhxMlYmYkdn5/tV5n8D56nk5ZPbFCacKomYf5JWmOlud799+9LM4Xw6nFgfSIhhMXRvxcTBVm2y9Hne+l378i5n5yvsYThWGUp/ZK1Abh9Q1Pw6joY5nrTIbTYu486VfGj8+70oqH04VBNGqjqU4htbRcUBV01eb5oMq7VQOMqAO7JWoREKozldOfU8W5uKpWAzDMbSJSUAdSEhV2VeYztj5+p4spDBaFQZTH4ieMbXxStSc0QGGsPP97Hn8ZKENpKHsgUyr6CBqAORH+HW2Ot8vXMD7ZtODSDoA3SLoAHyKDuIzKACUc+d7Geyb0eV8KFR4UQCJiGJMfEsckEYoSNGThTZIxeTGta0QUyloFtH5yqnv1et0uTro+g6L+R5PvgzICacAADJLSURBVOd0u6jCztf3ZCFdju4PY7mYqui+xei+7kXbnRK0XcuC7S9tsz1o21+ZiaZFor1aVYz2FaoH1dPd4dgZw5n6TtVj73if/yj/FUMMmH05GabrcEp0tjpf+iuGHDO7BuFUOSGza7kf11fH80GVfml8Pp4KjqRFMJi6NtoTFFDX45Eg6s6Xfn9q04CKQbSqtXIcSMscz1ot5gbTMjpfOT3fE6RaC6nHUhxDm2jvR/mVL6C67Hw/4QlSwwipa6ml6jCQhoJQ6pP+YansH5ey8/U9WWjPT9GUcAxtomlAfSo5vPvHybEfTux+Cs4TzveKVIqpOt+//ehf4XwpkIbCYOpjomebMIDGMjqwUO58L/3YFzLzlfft+YvkQmfb6KBpAGa/DzU/X3qycHzwSAedWwQddE/RwfsYHehX586Xniyky7koTJSiABIRxZioKBiN2LCk85VT35OF9vwxZCKqOAtDqrLz9f2qK7pcDPT/GAbzPZ/cBuh2EsLO1/dkIV2O7hdjGFMV3McK0H3ei7Y/JWg7lwXbZdqGe9BjQWWTcFqGHmfr4KB6uhscO2M6U+j0re9Okv/1f0m948LkLfvvp+pz46Te6fSOR7803r1Mp076cTC1OHJ2YjPlzpeCFAfOtmRfdToNqCeGg8Kpj85XTn1/xZDiaBEMpa6N9nA4FZt5681lgqjDzvcTH+BXr3MsJd0FVI6jIY5nrRajSFqFne9nPvxxnO+WCahqEj1jygRUAfE0783MfD9/Pj9ZiOFULTfHAVWtpZaqw0BaxgTSEEV/nV9nq/OlJwun518sxhG0iUlAdUIqxU2/p5JjF7wrOfOOyX4YOHPuecmx3XTZrJCA6nLnS08WUiQNgcHUB6JnGzCAxjKf586X9s3ocgSjZxvgQKlPNqC6dL5y6nuyEA80B4wOrqfoID2DDuzrs/P1vXqdLqcoRJSi4BERxZfoKBZN2LBk5+t7stCev4lMRLUGHFMpVIbS2ep8fU8W0mVjov/XMDi3gxG63fi4870Eniyky1l0/xjDoKrg/laAtgFetD3yoO1dFm2fJ2jb7kGPEcEgnpJYr1Q9h0JnLBw5YztT0+3Jb+1OvATVU6PPV4SB0qF3PDn1veyeLhfNST+OpJYTMfu0mXIDpp3vxz9wHs7XvUwcEE2tE/3LhVMF4dTHzvczH/4YzpeiqYXB1LXRHo6najO1Hg+FUx873785Pz1158vxVLT7o/uEI2mI46nVYhRF69LZ6nwvvvDzmfnK+xhGK+II2tzwAqpKX23qzpeeLDzrA6pwImkZeiUqcedLQYriqeAIGkM2oLoodvocu8DsgxV5x7uSzR/yGoqCaRmdr5z6niykWEowlJaB6NkGDKCxzPvZ+fp+1RVdzsLo2QY4QOoTBdSZ9EDQztf3ZCEeaA4QHUxn0IH5FB3QN2fn63uykC4nKEIUosDRAoouUVEgGnFjks5W50tPFrqXacKNZ2MDjakUJqty50tPFtLl2kL/z/5NbgPO7YJuPy53vrRvRpez6H4yhiFVwX2uAG0DvGi7VIK2fVm0vZ6g7byDHisqmTxWhmgaVhsHVY6cbThT36m8tz7t7rAXB1UMlSXkDqWneqf79IcvzNzp9I7nXraSk+U4llpOvOwbBswsmZue6nx9f8XQvWw9noB6on8YTQUE0lAyN52tzpf+imHlcCo22sHB1NrMW2+OQmkZmi/9hWkbTqMEVLVWjKNoqOMzq8UohNa2MkPz3XlRfqeHAmmpYymKoM10+EpUDKU+sx/ZtzFV5yunvicLOwupSxxJQ2AkDWVCqU9oQFU6W6Hz9T1Z2HdIpbgZahpUzz0vWb8u/TH/w+KHP07W3VeuvuNdybp5pWqdV6QqmZtEUDvfT3ueLHTDqQtDaRmInrG1+jtS54vJ3PRU5+t7stC9rMLo2QY4MOoTB1SVHvjJ3HS2Ol96shAPMAeKDqan6GB8jA7gm6P50pOF9jIUG0pR1GgJxZboKA5N2JBE891ZI0iFcGPZmIa0szCo6myFztb3ZCFdvi30/+yfe1sYMbcTuj3J3JJT2V/F5PvJQrq8D91nOKgKuO+VoG1CDm2jAtltYR5tuydoe++gx4vKJo+dIepG1VxQ5ZjZhTPhTjX0yk3J2+6PmL3jwuT06N8wWNYkdyi90+kdj/6KoaDLUxglHEh9IF52YTOLg2U1Ojs7X/oL04Iun8pG0qGFUit2MLUhlOjs7Hzpd0iJ4QRTtTmzHg+F0VK5V5WmdHY6W1+QEhhEy6zVw4HU53jeajEMoXWZgGp/bF/nJnS+H/vAh8en7nwxmDo4fjaRhtNOA6rAWEryAdWSuT10939m5ut7spDCaBkMplNrWUvVYRgtYwJpmaoB1SVze/T+2zPz9T1ZyPEzhvgB1XXsupIf59+9KxtVL/hxrYA6k0ZQmZvOVudLTxYKG08VRtIiTuxsG0bQGObD6OzsfC//eP7JQuFeFqNnG+CAqE8cUFX2gE9nZ+dLTxYKPLgcADpwnqID7ww6aI9HZ6ez9e2byXkpLgShoNECiiutoSg0YsORzlbofH1PFtrL1WUD2VguolFo6xYFyLpkbr/K7Zvxk4V0+a7QHPpBt4mR0W2Fbk8yt90P3JGZr+/JQrp8mcx9B2OqBffBArR98KJtVgF3G5pF23CDHgMAPY5U5jyW+tSJqudw3IzhTH2nmsNAOfZK8tZ7zA666iio0l8xFBJG9dSHA6mahMuh2ExxxIxDZ6ezPe+9fzk+dTdqQs+P4VSdGIauwynRuQmd74Xv/9D41J1vkryF8bMJjqRkc2Y9HgyjZSCa+sjc/uLP/ntmvhd96ALPfE9zMHWtVcOBNMTx1GoxDKBNTeKpG1CzNsZz+7//rz/LzPdzH/mUZ76nxpcZO5biCNpED78DVWAsJRxOLftj+zI3na3O1/dkYfL2cYymLo6n1lpqqT4MpWVMKPVpGlBdOjs7X9+Thcmp9BWXHEWrmATUDkJqFYvXvcvsp52XHMVQWiYbRHV2dr6+Jwv1/BhKQ0DwjK31v9o/X43OTmdb9GShnh+jZ0xwANQ3jqdW/kBP5yZ0vr4nC5PkDB9U9oQOkjPoYHuKDtTjk7n9jz8/NzPfiz7ETxbKvhnFBS8KFy2iqNKafWIpxw1GMjd338z3ZKHsm7mXr6I4plJc6w5FxhhkbjpbnW/Rvhmt0TWaT/fc28fI6Dbj3qZ0dna+vicLk5PpY5u7Rhm6H3FQFc79sABtI0rRdsyDtqdZtF2foMcDD3psqQweW11Vo2rDoHqmuVP1UcQsdeeF053zt2+9afZ7VFsIqkLuTHqnu/D9Hxyf6p3O3vGOL+4bn3IsVU60HILNlBs7uyIz0/l+6kP8VwznX3462VzeP35/8K88xSAaiuNomdyrSw07X99fMVx4/bnxqaA4GoJjKdlMrceFgTQUBFOW/ZF9mZd9UP7CBZ8bn7rzXdr3wvhU1AmoHEVDHc9bZRhAm1qZ4XgqZq8ktWRedr6XfvyL41M7W3F0/8vT9zmGNjEJqUfbUy+gKo6nwgZUIvOy8/U9Wbg6/+r4tFo8FWuppfowkJYxoTQURdHKFrNkZjrbjxQ8WfjmoT3jU46kIYYVUEXmVaj2VarBQTUbUInMTOfre7Jw/4tPJMcPp/tmGEuJCZ1tG1pItex8fU8Wzr/ydHJysm+GETQWOPjpE8dTCw7wnANCO1/fk4WLZt/MvXyX6KA4gw6wp+jAvF0yL5mtztfdN9OZLu97cfo+BYYpChUtopjSKgpAIxSLhMzLztf3ZOGxA7N9M1qniD+kKopq3aGwGIvMy873as+Thavzr41PaY0u0Xz64dxGzG3I3rZkZjrbj/ylf99sfbJvZi8bgu5LUxhVBdwvPWib4UXbsxK0Tc2i7fwIPTZ40ONMZfQ466jye1UDg+qZ+k7VR4GyGfOHqN5z0+hrmI9jBdWTWXJn0jue768Y3rDj8uR7f3/r+P3BhdPNLIqafdHZ6nx9f8Xwy9emPwolKGh2JRNOLYyjZTiOhqBwmrMxi6k6X/orhuIr1++Yvu+GUh+OpdZm1nocGERDYSQNcSIbQidkXna+V33ysvGpO9+v3njt+JRiKeEwWhVHUwsDaFMrMxxPBQdUl8wsO18Oft+8+frxKQfRUFv7R/gtiqdjy1kyM53tBQVPFn771hvHp+UhdS21VB8G0lAQSn0wiNa1yGRmOt9PfZCfLLzuqkuS73795vH7HEuL5EMqxc0u4Y/zBwdVDqc+dr6+Jwtv2Hl58s+TfTOMp5YJnW1qPaKK+WZ0tjrfL3z0szjfm669anwqMIQ2BQc9feBoavHB3BgcCMq87Hwv/Rg/WXiL2TejddpCB8CIDqrxALxbMi8736s9+w5fm+ybUVQYo0DRAYoorRi/KlUsZVAksmRmOtuiV6/rvhmtUcSGsFwkw5DWPQqLscjMdL6+Jwuvufzvku98Nd03ozX6QHPqh7m9OLcnuX3Z+X7K82ThdVddmnz3G+m+mXv7DOHep6Ywplrm/lmCth1etH0rQdvWLNj+0+NEAXr8CUaPtx4hYXUSVM/Ud6o5DJMtOK1/iOod707eekU+VyOoOsHUR8Ko3un0jnfxhfm/Yij+9P989/R9jJpt28yieNm/7O85FTIvO1/6K4biz//7/zF9n0JnbBhNBYbRUBxHQ2AwVRt+Mi8736s/yc9yvufc/zY+pTUEB1O1ydbjwDAaCuNokWp/MEpmprO94H0fGJ/qbO189VcDUDwVHERDHZ9ZLYYBtKmVGY6ngoNpGZmZzveTHzx/fOrO98/MtoFDaZmz60f5M5aLycx0vr4nC//sv707+X//4s/H73sDal8hFUKpD4bQuhaLSezU2ep8fU8W/ulovnIq8sHUNQmoTkilsNmVaUBVFEp/cF66jybO3ZUs5s7DwbSIzMvOl/7CtLDzxYgqTOxs01YIqUrmZefre7JQ980whjYBBzt94Hhq8cHbGB0ATsjM7Hx9we89f5rum9EabaAD3gw6gJ6iA+5+yMx0tkVPFiqKCWMUJlpE0aRVFHxGKBBZMjOdr+/JQrtvRmv4uAEsE8fGKKB1h0JibDIzna/vycLxvtn/eM/4fVqjTzS3fpjbzeT2pLPV+f6t58lC23XodhqC7lscUS24n5agbUkObd9K0LY1ix4HJujxA9DjUGX0+OtRFFbPwUjqOtUcxskumR/1Tz59++TznqDqxFGS/VF8Jncke8ejv2IoJGrqaas2szhc9i0fTgX9nlOZmc72o+97//jU3agJPa+9bAwYTQUG0VAcRUNgMHVthJOZ6Xw/8UH+K4b2vPo+h1O1mbUeH8bRUBhKfZr9xX073898+OM4X42m9n0Oo6GOZ636YQBtaiUrZkDNOJYNqp8//zM4X4micqrvh1lvNaCqehGVoynBiCqWy8m8ZLY6X/oL00LCqX0/E1KX6sNAWgZCaRkMolUthrHxU+Zl53vlJ/jJQj2vvewMB9S+Q2ppQHUcvWCyjzZyZtdTk89zKA0lM7Pz9f1IpARTPc0xsbNNrUdUMR+XzExn+9GCJwslfuppY3CA0xeOpwQO2uiAzyEz0/n6niy057WXbQMd6CI6cJ6iA+5+2Pn6nizUaGDfn6Ig0QGKJa2o+cpUobPV+X7e82ShnlffD/H7HlKFzMvO1/dkoZ5X3x8immO38rcjmZed75WeJwvl9qinTbn3szGMqcLcTwPRtsTL3dYFoG1sFj0eTNDjCKDHpcro8diDHvezQfVUc5mIORT2r/pnwqkTVE/K57IolLJJtDT0jiV8f8WQLtfYZhaHyyEIC6c+dr6+v2JIl2siXkDlKBoCQ2mRjXrsfH1/xZCjqdrMW28OQ2hVGEiLURStbS2NpIr+wvTZGFBVWyHVhk873ys+cUluvva85dZ/rwOqy85W7IAnC7dfiRqGYqidrdLZ6nzpcikOqIoiZ1dCI6pa3GX+INX41akcSKuyc/3EB/jJwr4Cqmo1pM63y87X92QhRtG64OCmDxxNLT44G6MDPA8737/xPFlIl4uNDmwz6AB5ig6sh8HOl54szEUDCg8dokjSCk9IVRSDiJ0vPVlIlymSCakqF8MomLWPQmGb7GwF/bHFV/aMzlsHfL0u0Fy7kb8d2dkqnW3d228ous9xVBXmfhuIti057rYvAG1js+jxYYIeVwA9PtVGj88OeqXqORRFi+Ri5eC9kvmr/r+9Y/S5kyofVDmWWpNoWZHvjkfnDbaZ4lg5JM3CaQh3vvI+na8MBlOFYTQUx9EQGEmtjXZJHKX5FgbU9XgwiFYFgdRv9sejmrwCNWOtGM2XA2mZ41mrfhhAY1lJtRVOFcfPPDtbnS+dLwW/D/VofPUCquJoamE8tUwgrWoWS1M0360QUBUG0aoWw3AELUbznf37StZCFoXNLoW8InVx91PGj5Oju85Lzpw7229LzpXfncpxtIpcJB2RWdJ8p+dxQmfbttKP9hM3drrzlffd89RmDmb6xPHU4oOyMTqgq4DmS+eLhQ5mc+jAeIoOqIfDjQE03+m/U3DoEEWRVlHQmaAAFMLOVudL5yuyHVLBJILSfDORNCa6HhHQfLtFt6uR0e0txu23CrrvjWFUFXA/9qBtjJfZRoai7W0WPV6M0GOMBz1m1UKP1cDuB3iDKsfJgTrpd+qWd892yi+6PcnGUQqqTrSMyN7x5H06jxeGyqFpP5wWcedL53HFDaccRENhLCUb7cqH0jSo6mx1vrHDqcIgGgoDaZnuwimREErzzcdScjxr1Q/DZ1MrrK2QygG0HM03f76OA6rCYOriaGphNLWWm3NDqqL5UiAtg4E0FIRSHwyidS0Ws2G0LjtfeT/9/CSgDiykhgTUDPtHp1znvivZ/MGTo/NxIA1lAypx5zv+vImcbdrqAdXC6DnizpfOE8QcvAwBx1OLD8LG6CCuBjtbnS+dLwY6gM2gg+EpOoAeDgoAguY7/XcKDR2gGNIJCjkjFH5C0XzpfEX8MVVQIGsfhcFWUeAcofnS+VpB17MBmnO38rcvO986t92q6P43hjFVwX25AG1zCpntZRna9s7Q44ZBjzke9PhVCT1mF5D9gXMwUA7VyTDTYHqH+b2p77lp8m82VN7mBFX7b3HRRk0+f0JhoByq7mNpGZovxlKFQbQqDqNFMJCqjXZRKC22mVrfxPm6ITQUhtBQGETLdP+KU8JBNEXzzZ7neGo1HAbQWFZSbYXTqWOpfPysxs5X3s/E05YCqqoWUDmWEoym1nJzFE9n1qbc+VIsJRhGQ0Eo9cEQWtdiMTeGxuDO1wZUippdqxRQXUVBdeTMueclb1aMqm4wLWJnq/Ol8NmGrR5SMXo6aL50vlKjA5ah4Hhq8UHXGB28NUDzpfPVQQeqOXTgm0EHzsNAB/wumi9GhY5QAGldwY/6U/Spws5X3qfzFCmOqYLCWLsoBkZD4bKAO186T2fo/9MAzb592dtX09tvHXQ/nMKgKsz9uQRtd0rBtrMIbY9n6HHEoMchQI9pldDjt4f8+H//QXUSQUn21aRFKGLaWPru5K2Xys4TOahuZtk7nd7xOFb2If/KUosC5lBoIKX5cgQNwTG0Cgymro12cSQlm1nreTRfOp+FQTQUhtEwGECbWiuXDaDV2PnK+5lXnRaEVIydMaxkcThVTgSt41iKYmhz67n5Uvhsqlo4dXE0tTCaiuV4OJyqtayllJ2tztdGUwvDaCgIpT4YQutaLEcRNBaaL0XNLmVehSoolJbSAPpkcvQHP5rZdV6yecG78pE14Mf+KZiWoflS/Iyl9VekzrcPg6cHzZfOV2iuXxxNXXyghQdqEdn5yvt0nqro4HSKDnAz6AB5WOgA38edL8aEjlD8aJ0nplLoqcOdL53HZ2gxlaJfYxQmA9nZ6nzpfL2j/3cg+j50g19dLbdHuq22wb1PTmFQFeZ+HYi2Qwi2nSFo+5xFjzEj9NjkoMe2WuhxHbQfVE8W40DqM4mVpV52fm8qnUc0CKqbjINl/neoyvt0vvZwLBVDeqWpT+bVpdYkgtr5ymk2kPpwDK0CQ6nPRns4lLo22Xo597ZL58EwGgrCaLmIrzhVa+EojFZ3fMydL8VTgfEzhpUsDqfKiaE1cPiMJfv7T2We7nwpiFbVdkBVGFHFcnMcTtVaaqkYzVf/DcNoKAilZTCIVrVYjsJnPCsZNF+KnF1oFlAVx1Cy+APn1avOH6aiQFrKxE1B83XPEwPGz5jmu4HBs4Cdr5zSeXLmhoPjqcUHV2N0cBaZe9ul84Sig9IcOridogPi4aAD+iL2tqvzxZjQAYodresgprrzpfO5piFV5UKqoAjWHop9jVB4rIjmS+cbDJpDIPqetItvv+Pb3ug2SbfbNrj3zSkMqsrcx0vQtsgLtqEhaFs9Q48zE/T4BOixrjZ6nJ9oHlRPhuFA6jodxemLzA74RbfheVKBQXVzhmNlOL0D0r/FURBM1Ynhw3gqMIzO6Hzp3yiIVoWhVG10h4Op2sxaj0NnKzCKVoGBNMQJDqF1rYXjIFrV8azVGTvfYQRUjqG1HEtxAI2Fw6ey86V/L5MLqAqDqYtjqYXR1FpujsOpWstaqsbOFwNpGQikZTCI1rXox+EzlmxA9f0eVJ2t/VzbMq9CFRhIy2QjaWXOrwQ4s+tJDqVlIHJaOl/6tyYwfsYw3y0MnxXofOnfpuaGgcOpiw+qxuhArEU6W0H/7kMHnzl0IJtBB8HDQgfxXhAK7Hzp39tEkaMTEFMp6MRg50v/7ioOqYICWHso8NVGobEhO1/698Gi+ZSg70+7ZrffzG3Q3F67YO+nUxhThbmfB6JtkxdtVwvQNnuGHnMMeszyoMfA2uBxPyyonizHgdTHxMrITto/QiU/6n/Hbclpr5uSt6dBdXTe20efGzklXno54WA5FPlwKs6KaCowiIbiGBoCQ2mRjXZxMHVtZq3HgzG0KgyjZVp49alYC8MxtI58OCUYPWNYYRxQlRNDa+DgGcvsFaj6KlQKoLG0FVAVxlNruT4Op2ota6k+DKRlIJCWwRBa12I5DqCx5AMqhdQ+9BpQweKud832687dlSyMPofRlEDkbFMnf2RKzLcPo2eb5vrF4dTFB1N40DVQdLCZQwevGXTwOyx08O5FYaBHFDU64XlVqqCQ06VpSFU2YE1R9GoHBb3aKChuS9G8StD3qx10G5yh23Gb6H7LUVWY+30J2kYVom1sCdqGz9BjkEGPYR70mFgZ7AOkQfVkOA6khINn2zKvTm3iotsSDpldO4vDKcbQUBxEq8JISjbaxaGUbOatx4NBtCoMpGXOnh/f7zWgqpUsDqeCg2hlx1IcQGOZBNSj7eotoC7HwwFVraWW6sNAGgpCqQ+G0LoWw3D8jGElayGLwmbXmoVUxVG0jmkU/cF5s32z0KBqImcXtkNqDXPDwOFU8cHTFB1sDRQdXObQwWoGHewOAx2kl6IYMAAUNToxwKAaFlIFBa/2UMgLRuFwWzGaYwn6vrWDbo8jk9ss3a7bQPfbKYyqwtz/S9C2qhBtc0vQtn2GHpMMekzzoMfIYLAvcE6zaCo4bPZlawfV7XDqx0G0Cgylro1ucCy1NrPW24FBNBSG0TAYQJtaK8chtK7jM6vFMHrGspLH8dRygmgNHD1jMq9AbTGk1guoiqOpCwOqWm6Ow6lay1qqDwNpGQilfqscQ5tYDMMRNIZJQB1gSJ0GVIWBtAzH0DowjIqQoGriZpcwesY03x2Mnm2YGwYOqC4+eJqig62BoYPJHDo4zaCD22Ggg/JSdPA/ABQxOgUhhsJNlzIxVVC4wsjVLgp4wSgYbquG5uqg71u76LY5Mrnt0u07Jrr/TmFMFbAd8KBtVina/hagbXwePUZN0OMboMfKysy+wDkcSS0Ol73bzJpFyZeTky+Fyv4OVfkx/+m/ZdaMZWsHU4XR1MIgGopjaBUYSl0b3eBYSjaz1uPAEFoVBNFy6StOz45XnqrjWat+GD5jWZnhWGpxDK3lWIrjZww9BVSFwVRxKPXBcKqW49n6AVWtcgytYzEMx88YJuF0gAFVDSWgunKRdGKh6Ef+IXJ2AeNnTPPdwejZhrlh4HCqsgdJOXRQNTB08JhDB6KIDmaHhQ7KveiAfwAoXnQKXplKwaYPxSFVUNhqD4W7YBQGt9VHMwb0fWwX3U5HzO26TfZ+nIFBVZntQQnahnnRdjgAbetn6LHKoMc8Bz121jbaN5gE1UmkHJLNLA6UTTlBFc9TRT6YWmddPMUgGopjaBUYSn022sehVG0WW48Dg2hVGEjLtBBQ16rjEFrVcbbqh+EzlpUZjqaWE0Eb4OgZUzcBVVULqIqDqQvDqVqOJyigqqX6MJSWwVDqs8oxtInFYhw/Y5iEU9dCioJm1zKvQhUYSstwBG3CRlO/J5O1cyf7aSPjP0oFgbNtZ9OP9AsMnm2Z6xeHU1d6UIToAGqA6KAR0QFoDh3EDgMdfBeig/yBoFjROc+P+VOo6cOQgirFulIUArfFQzP3oO9pO+h2mqLbeFvc+/RUw6CqaJuGaLscgLb/WfTYNUGPfYAeS+s4B2NmFzYZh8q21A2q28G0HEfQOjCQ+my0h0OpzyZbbw4jaBUYRMOsTp1obq0+DqF1HU+tlsPgGdvKDEdTi2NoLcdSHD/jGeYrUBUHUx8MqGq5uaCAulQfhtFQGEp9VscwhNa1WI4DaCwcUIcQUbdCQD1ywbuSEz8o+4v92ZiavOO85IiJnF3oJKKK+W5g8GzLXP84nlqjgyEfOGgaIjpIzKEDzhw6YB0OOuD2ooP6AaE40YstHVIFxax2UKArRPFvW3voe+Cg72t76Paaott7W9z79xRGVeFsIwLQNg7RtroEPRZk0WPZBD0WetBjaxVxg+pmHgfJobBB9YLklImjmUCqTmwdGEgFxs+qOHxWhUG0yEY3OJCqzWLr8WAMrcKE0Oq2f1S/NSt5HEstJ342QJGzDWfDK08VBlO13ByHU7WWtVQfhtFQGEoZBtCmFstx+IzFxNOBBVTVPKIKjqFNUCw9coHue70rObFrV3LkB08mC7vVj5K1XeclZ3T/bOLE90eXdYJnbJ29ElXMtw9DZ5vm+sXRlIwOgnzgYGlo6IAQ0UFmDh2k9o8OrkvRQfzAUJDoxVaIqQKCVIoiVjsozhWi4LetW/R9Mej73A667Y5Mbutdce/rYxhUhbOtKEHbuUK07S5Ajw959Ng2QY+NgB5rQ9ULqptZHCuHykbTbFA9eSIfJocKY6mFIbQqDqFVYRwtstENDqauzaz19mAUDYVRNNQJDqBNrYXjEFrX8dRqOQyesa1kcTBVHEGboNgZ11b40X3FwdSF4VQtx3O2BFSFIbSuxXIcPmMx8XQrBFSBgbQMR9AmKKC6pkE1hETX77f7o/4YPNsw3w2MnW2a6xdHU2t00FMGDpKGgg7+CtFB5RQdjA4HHVCXooP2gaEQ0QvPj/gLCjFdK4+pFK3aQSGuFMW9bf2g788Efb/bQ7fjFN0H2kD39ymMqsJsN0rQNq8UbcsL0ONFFj3eTdDjpAc9BpfhoLqZxWFy6Gw4PeV5penWCKoYTBWG0Ko4hNaBgdRno1scTK3NvPX4MIhWhWG0TOTfcarWquEIWsfxrNUwGD1jWGEcTl0cQys5luLoGd/ZFFAFxlNrubmggKqW6sNAWgYCqV8LP8KvFv04fMZi4qm1wDGzT80CquIY2gSFU6/dP0pOnGv+2BR5x7uSMxf8KFl4dHR+iKAxtP5q1Pl+YPSMaW4YOJ66Rgc8ReDgaCjoYK8QHUjm0IFov+jguRQdoA8IRYfeUUwZoQDTh/KYKihYxUcRrhAFvW39o++VQd/7dtBteYbuD22g+/8YBlUF2xIP2hYWom17CXoMmaHHPIMeNx30WFzmnLMlmKqt+OP5CoOpwhAaiuNnExhIXRv94Fhqbeatx4chtC4MpGXOph/bF8dTq2Ewesa0wjiYKieCNnEsRbEzru1XoNbFAVWtpZaaw0BaBkNpmYghdTEcB9BYZuHURTGzD5lXoQoMpGU4gjaBoTSUiZoLjz6ZHPn+j4wnW4uonf5Iv5jvBkbPNswNA4dT1+hApwgcFA0FHeQhOmDMoYPOYaCD5VJ0UD5AFBt650QUCi59yIRUAcGJI1V7KL4hinjbhoe+dwbdBtpBt+0Zun/E5G4DpjCkKtiWFKDtoRdt4wPRY8oMPRYa9HjqoMdmn3M4Vg7F71EwFRhDq+IAWheGUp+N7nEwVZtsvR0YQkNhEA3VQjhVa+E4gtZ1fGY1DEbPmFYYh1PlRNAmjqU4esZ09gVUhQFVLTfH4dRam1mqDwNpKAylfhhDm1gsxtEzppWshSwKmn0ZWkBVGEhDmbjZJYydbZjvFkbPNsz1i4MpGR3c+MBB0NDQQR2iA8QcOsjsHx0Yl6ID8YGiwNA7z4/5U3DpQ3lMFRSn2kPRLYOi3bbho++lQbeFuOi2PUP3jza424KpCEFV0LaxEG33S9Djyww9Jhr0uOpBj9WunoNqPphaFCWHDkOpwgBaFwfQOjCOltnoFgdTtcnW24FBtCoMo2VmP7IfPaCuVcchtK7jWat+GDvbsJLFwdRyAmhTx1IcPWPqNqCK+gFVcCwlGE7VcjwcT8XazFJ9GEZDQSQNgTG0jsUwHD9jmIRTT0BVFDS7lnkVqsBQWoYjaBMYRkNB3OwSRs82zHcLo2cb5oaB46k1OqjxgYOfIaEDuFJ0gDhFB5f9owPiYHQAPjAUFXo38JCqtl+Zuq1z9D016LYRB93GZ+j+0SZ32zC1BcIqPc7k0WOkQY+vHvT4rToKqp5gqk5sPRhMFQbQqjh+NoFhtMxGtziYujbZenwYQ+vAQBriBAfQQLlQqVbDYWysbSNrxQ8jY5uOZXF8tNIQ2djRFIXH9ryZLKkj7WsWMteCZQKma6k5DJYZq3mH68NAGWKxulx4rGshDAXFOI6xQ1kUDrsWJz4ebQ2Gw1Dz/ZjFwCPdmOsWBsM2wAFDH+igJmt0wFQGD7L6RQeHhejAM2dpkPjAvAQd4A8URYrB2Hs4gwNPv6YRi6LX2GInXg71ejz8/93WGXv7c9BtNS4Oqgrvzy2ibRtum8c4nhJ+rCpAj38l6DF2ZrSfEAL3Lxjtq0QMqmdXMFUYTAVG0Do4fjaBYdRnox8cSq1Nv/X2YAwNhUE0VLxXndYNp4pDaFUbbMUPI2dsx/w4mlpOCK1JYubyJDS2b23qsFpuX7OguRoMA6Y6HA9Gy4yV1GIzGChDLFSH0bGJQ2EoLMZxNOtgFgXDvsSJjkdag+Ew1Fw/9s0td+NAtzAQtgkPSLpDB0tsyW90wDdUfHBagA5ycw4PymtN7N06OJIMxB61ODXE6zwNWDZy5eTjZxswnrogisbC//dtnbC3xQm6vbaHo6qg+NkGfmwZocelMQ6oBMNpGXzcL0b7FFlHih0IEymoQjBVJ7YejKUWRtA6OH7WgWHUZ6NfHEutzbz19mEQrQrDaJl2fmSfwqhFAVNgdKxlPetYMQqNrTiax6/YtN6MqqtXgc5MAupyd+qFU4uDqQvDqTocD0dTa2VmsT6Mo6EgkhY7NoYxtI5DYTh+xjAJp56Aqihodi3zyk2BgTQUR9AmMIyGgrjZlfTVlMvdONAtjJ1twoOP7tDBUd5SsdFB3lDxAakHHdQiDpp9wDgaau/WwkFkQPaIWUhVFBH7FBYqFzrxUpnX4uL/6wxGv23tG91/+gurHFQFBdA28OPMCD1OTXFEJRhOi+B+QDHav8g74negnCeoel5Vqk5sPRhGFcbOujh41oVBtMhGfziOks289fZg+KwKQ2ioFn6/qVjzo4AqYgXTNE6+mXU0DAXGqI4wDo1q9qrNaCZhsTurU4tiqRvNA+ZKkEywdC3Gg6Ey49jMQn0YJEMdquNoPjjWdbAaCopxHMmaz6NY2Ie40XE5KoyFVRzoTxr/lrq1v1sYCtswOhAaAj5Acx322zdsGBB9RgfVYeTVhv16tYk9Ww8FwcF6fSGDAmKfwoPloda9WOZVP77O1VFQFRj8tnVjtJ0lHEJj4qA6to8jaBuqBVXBAdUH42mR/dVwRHUd8TsQbhpUKUhuFRhMFQbQqjh8NoFhtMxGvziUqs1i6+3AEFoXhtEys1eadh1QrWk8NfIxtI43U+NouVYKI2MblrM4Nrpm8TGaSWDszsrYgjjcnWYh81iwTLh0LcSDwTLj6Myh5jBQljlYx5F8cGxqPgwFxWaWi83NUDDsQ9zouBQVRsKq9vdjFgAPd+ON3wP7+kXRMW+x3N5howiZs6eKhUF49ffMK1vJ64cyXh6gl1yv+RzsxItFXi3DobWKsrCKsa9VJsxXQmttcXv9OIbGAjF1guJnW3JRVWBMFRxOi2A49dlfHUdU15FiJpyWGXRQxVCqMIDWxfGzDgyiZTb6xaHUtcnW24UBtC4Mo6FaCqcCQmkZ+cv4NqIWhVR8ZefUWtaRvKXl1RyMjDEtMY6NrjQ+RnU4RdGxKgqKeUfHDqqFnhyq40ip+TIH45LgyJajONDEfF1Lyf6Y5sK80ZrD7MDMvoHZq/Y3sdiKPU280a/X31jo1r7uvda1vf17tdQhvz3D9kodr5c5OBgvN/Ha1kPxbbBezeL4NzlvT8Jj5XynXijySjG+/lWEhVWMfbVlQ2jm1y404K6bR9dlC9jLOITGxEFVUQBtA0ZV0UdUFfur45BqHSkHAdXVa1DFUGph/GyCI2gdGEbLbPSDA2mRzbz1bmAIrQqDaKhhhVMlAdUKiakaTWev8FzNWy4mcRMDY2yHsyhE5h2LY/FojgbNrhxcPJJa6Na8i+Km13KwuTIH48BgmbGUN18fhslQc1UdHsPoWMeBMBQS41hk+7MoFvZlaOGRvN4EvRKwQxgC27S3exwSW7BnWPAVdVOHymFw7B+9Cs/rtSo49HWFolhlr249HL4G6hU1n0Hxrw/2ur7gGl1vxmu15Xnychhar4rZfLqIqmnYpBjapmxUVXT9Bm5vFkfQ2DimCoqfbcKoKiKEVQynZfZXxzFVHQkDIVW1HlQxlCqMnk1xAK0Lw2iRjX5xIPXZzFvvDsbQqjCKhmrxR/bFWjg3mBYJjakaTQ8vr6SW/DByqsPH4lvMWjAoOKaOxLOQRbGxHctj8+pQuLmDS7VhSBTzVRwOtr/MXFwYDMmB5jgOBtpfHYW9Rt4IQ7EujoWsfVn0ar6+xQlwh1qDr+gLtac/aSw72K3Xu4Wv2OvCa/3CwJYz7/fqsNGr3bwknpSaG4QXmnh563l+C3pBYt5Y/v8j6DJ9e0695HOgMfq6PtPrQ/D65VFkrSIbVmNH1TReUuTsUzasKrr+A7U3i0NobBxVBcXPNmBMFRhUFQdUHwynZfaH45DqOhKmzaCKwVRh+GyKA2gdGEZ9NoaBA6lrs9h6uzCA1oVBNNQsnLYST9eqo1AaKh9T18fkd57qj+7rq0/HsXQaMo9OLXTAFy/DAmYaHqM5lIodKkPVC5jNNXlV5BsHFoPhKw2t/fFgJJxaYG80lwuBIfZV9/q+Q/HsDUehLo6DWXvYqwMSN8LNt+blJl7rxyyazXXr1X682JVXhgFD29SBci8P2/NVSOQptf/s8eLW81wMo+9jp+g6jDw7MPY6P6te9OE12vKMUX7d4rJBll6t6ouqGPgcFDFLma9RG60bYDusVsFRVVAEjQljqoVBVXA8JRhMy+yvjkOq60ixJkEVQ6mF0bMJjp9NYCD12RgGDqWuzWLr7cIA2hSG0VDDCacWxdFqjo8dW92YGsdUeVWq/Hi/+Z2n01eeHpYfa2/26k4MlEUOzVDAZEtTFCQrmee46EOveKxucewN14FuYMQU+6tYCIbR0nojPgyWU4dS+5rDMBlqb3W54BjDnnIUEuOZz3s9iwJhX+LExrnWYSis6tX+vPjqge688nvi5WGg+Ji33++lYcJwWObFEG/06rnfU8+eDV7Yl/HMQD37whuj04nny4wu05T9elXhdSrxwv7aNKzaV6tSVLXREsPeJEZSrMwxa7WOvn6BbFhV9P8diL2MQ2hMHFRf3ZeiGBoTxlSBMVVxQPXBcOqzvz4OqdYRv7KgiqHUhfGzLg6fdWEYLbPRLw6kZNNvvRsYPuvCEBoq+4pThRG0ibVqOII2kQbUKXlV6srGlIRUjakaVCWm6o/p21eKSui00bIKjJZiPo+CZRb/iLilcTLYAY6MbUvj4qGxvW90axoQ1b46DlbyepG98WAgzJnP2tMcRsBQr1cxN/ZKTK+Vo0AXz4G8V4fvJfVKE/tb82IML/cnjWVvnNWe78tLw/BcoX3lXhy2Z6sYR6Qye3v1TAzPbz1Pnw2e25PxVEfwupR4yvVcEf66VdH1ULnrY+F1Kvf08/tq0RhrX7GajarZH/+3oXIW9dLoSHEyx1y+N3S9QDaoKv0/D8zePI6gMTkh1UERtA3VgqrgeFoEA6rP/uo4orqOFLNBtd1gqjiA1oVhtMhG/ziSks289e5hBK0Dg2hVLYdTtVYNR9A6nHCqVvPcoDoOqePfl7o2+wNSk5j6yqv7kieeej557PFnWvGbQk+3ZvdjfXhq7FH1m+48UmR3FU8G+3WZR7v2RNYjzT1cx6/reHzsVx17qC8PZz04IL90/aqOx1r3i6Ye6tNvuvdgPx7owy/7dX+Q3eV+MUz3tebRXt0bwwNbzz1ng/sf2XLudt1Hft2Ju4rc2597Htg92p9+vjSq2jCpkZFi5JQ5/2DR9TayQVUdHqa9eRxDY+GYKih+tiUXVQXGVMXhtAjG0yL7q+OQapmA6jMOqhhAy3DorAMDaJmNfnEILbPJ1ruBsTMGDKChOgila9Vx9Gzq+AyEUmJ/V2r2d6a6f3wqjakaVCWm7n3jYPKTn/48+aM/+sPkf/+TPxr7ryP/2x+n/qucjv7tT8QfTk5H/njkj/7wnckfj8jp1DvFH4xP/3DsD9LTPxB/kLxzQt63H7/zD/5LCXtelq75X6Zrj42/fp5eRyX/D+tPXH/0ztEc3pkcO7LcoSX43MxKhY/lff3Ynrrc8w/e0ZKP8XNLzscT9nz6fpXPhZx3WzSrR5e2teDEiRPbtm3btm3btoF46OEnk8eefHUcVfO/U9W+SnViDwfIMQqXQ0f/D8eWiat7sziGxsRRtYsf/bcwrIoIURWjaZn99XBMtSCkTh1J/n8VU5GHo4MjhwAAAABJRU5ErkJggg==  a# 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我同事做这个建模时,直线度阵列两次、圆弧段单独装配,出来的刮板附件就不会错位。
  x, `/ a3 q6 K: f. H/ ~7 w8 |2楼3楼为源文件,因为服务器限制,压缩后又分成两个压缩包,需要去掉后缀.zip才能合成第一个压缩文件,合成后再压缩一次就是正常的源文件。拜谢各位。
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7 Y$ f( q+ O% V& r建模软件版本:solidworks2018sp5
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, x. @3 h! k/ o# q

本楼问题截图

本楼问题截图
 楼主| 发表于 2021-1-28 10:47:15 | 显示全部楼层
本帖最后由 wnhysy 于 2021-1-28 10:58 编辑 9 l% I  |, y4 k+ L$ Z# o0 k
9 _- T% E) m0 ~$ Y9 K* v  W
附件为压缩包1,需要下载压缩包2后去掉.zip后缀后才能合成0 |9 H4 a: ~/ {5 n& l9 D
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1楼没显示截个图放这

1楼没显示截个图放这

链条组_2.zip.001.zip

2.38 MB, 下载次数: 8

 楼主| 发表于 2021-1-28 10:48:06 | 显示全部楼层
附件为压缩包2,需要下载压缩包1后去掉.zip后缀后才能合成

链条组_2.zip.002.zip

1.9 MB, 下载次数: 8

点评

链板和刮板的附着点在圆弧上的位置不一样。  详情 回复 发表于 2021-2-16 11:23
发表于 2021-2-16 11:23:51 | 显示全部楼层
wnhysy 发表于 2021-1-28 10:48# a# [5 J- S# I5 m8 H
附件为压缩包2,需要下载压缩包1后去掉.zip后缀后才能合成

* _4 u# ?" p# O4 o8 u链板和刮板的附着点在圆弧上的位置不一样。
 楼主| 发表于 2021-2-22 09:16:31 | 显示全部楼层
xingshuo 发表于 2021-2-16 11:238 B" i; U( _. j6 c. j+ a
链板和刮板的附着点在圆弧上的位置不一样。
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链条阵列时有这个附着点设置吗?
发表回复
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