Silicon-based protecting groups are commonplace in synthetic routes to complex organic molecules. Their ability to be introduced under mild conditions, as well as their stability toward harsh reaction conditions, has made them a widespread tool in organic synthesis. Small silyl protecting groups, such as the trimethylsilyl group, can be removed under basic or acidic conditions, but larger silyl protecting groups are generally removed under fluoride-mediated conditions. One especially useful reagent for the removal of silyl protecting groups is tetrabutylammonium fluoride (TBAF). The solubility of this reagent in organic solvents, as well as its chemoselectivity, has contributed to its frequent usage in the removal of silyl protecting groups. On simple systems, where the products are relatively nonpolar, TBAF is easily removed via an aqueous workup. For more polar products, however, an aqueous workup can result in loss of material to the aqueous layer or challenging separations. An attractive alternative protocol for the removal of residual TBAF was reported by Kishi and co-workers in 2007. In this study, removal of these byproducts was achieved without an aqueous extraction, and applied in the total synthesis of Halichondrin B. In particular, it was discovered that the addition of a 50WX8 ion-exchange resin in combination with a mild base, such as calcium carbonate, was effective in sequestering cationic byproducts, such as tetrabutylammonium, from reaction mixtures. The proposed mechanism for this methodology is delineated in following Figure .
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xlVx52ydDDYeD2tVCu5VSkprdzwUIiYzxrXnmBE0OPsrJLHsdWLeHADQNknWXjTjV9Z89lZt+60vOR/KORxvwRGD58BFkihhXfXCXkzjmstFaYqU0G/b7JKvlhFUOhsIrOJItrrfqdqvSjcRMNG9ato3379qXWZmP8Nkb2/oJbtWtDRBh2I9axevCjzTB54uguMv/lmdh8s4V3q5d+S3XnPqTL7Kqs2DICj0LVGWMX89Kbatb88i4ucqqA5B+ONOaPQFpaGnXq1uOzxT680Nmc6MyfMNNY3F3ZqSrknRsBo7EgTp5nMuYWqmDq23eg35B6VLLzZMWK5aXfcMNt4q7eQlXJAxe7f7QZv4sufDd7slvTvVHJ+uZ/xsjNkz8TXKU77T3+HddGIikKacwfkePHj/Nyz56s2lCH557VcDlzPYKqaFV/DrXkz1zJHwi11ezGx3Yob73vS4h/EocPHcTOrrSNlUQi+S8gHx4fkdatW7Np40aGDQjh62U21LNvTHmzz9EZ08jWKyJaOYWOXCOYcRFP69eppH+Tl/vXIeiPePbv2ysNuUQiKTGkZ/6YhIaG8mr/AVjamzN+gi09OgaQrm9Ghr4pecIZMGCpjsDe7DR5WXEsXtOUZQvP8UrPXsyfP++hdDskEonkYZHG/G+g0+lYvXoNCxYuItego0kLT5r4mlPBSY/BoCL6ioZzAXc490cwz7Vpw8Tx42jVqlVZN1sikTyFSGNeAgghCAwM5NSpU/gHnCU1LQ2NRoObazWeadGc1q1bU61atbJupkQieYqRxlwikUieAuQAqEQikTwFSGMukUgkTwHSmEskEslTgJSbKGECfoWfrtxVVMXMErx8oXdj7m4ygBEuHYMNxyAiFSwcoe1LMLSJ8oGc/w22XIEWL0O3apATBvMOAJ4w9UXQGuHwFjiQCr2GgMVR+DHiz9vUWXnDSCf46iRoq8MHXZU2XD0GK4PAqRGMbk3ZLu3Xw48r4WKe6bUK1Fqo4gMD2qLI/j4GSQHw1Snwexl63Df2bLwNyzdAam2Y/JhKCsZUWPoDZDWA8c8WeiMTVq2Fy0WIxqvLw1u94ffvIKRQf7XmUMsP+jZBkfk1kRUGnx2APAcY0R/c8z+oXFi3GsLuE1NXaaHnMPCzoOQ5vwoORpp2Y1GBmQM0fgWerfmXWUsWI5xeBnc6Qcd/2cbWxlhYvwGeGw92R2F7GrzRq+RuQCEpOXRCfNBbCK2vEOZNhTD3U/7WNhWi1w5Tmiwhln4ghK2vEFZthPDpIYStnxDaFkK8c0wIgxDip2lCmDUV4t3TSpZNk4Qw8xWi3EQhMoUQeRFCNGsuRJVJQtzUCfHx4EJ1FjparS5Ia/6CEL9lCZF5SYjn2ghh21eIPSlldJ0KkReptE/rV9Bura/yuufPj1/uzzOFsGwlxNeJf34v55gQrk2FaLP+8cvPPCyEi58QL269r2x/IbyaK/0w8733cyk/ToibYUI0Kdzf/O9IcyFGnS5UUJ4Q84aZ3msjxJbsgrdyLwhRr9m918y8qRBWvYU4rnv8PhVPrhAf1RRi4P+EWDFfiBWfCDHreSHquQlxNKM0KnwAmUJMrCbEuuuPkVcvxKrnhZj2a4m36qHIPSnEuHFCJBiE2DtAiAFfKDd8CSE98xLEmAZnY8G2LUR/Do4GCN8DXWbBrp+BbrB7Abx3EJq/Dt+NBA8zCN0Ibb6ADVtgRktwdFDiX3o9GBNgzUmwt1U2wgA4tBnOA1Neh4o5cPYqmPlB+Lfgen/gzAivN4GzAbDtMOxZDacsYfE86Fz0PsJPlDuhEK6HthNgbz+l39EbocnncPYi0F1JF3YaDkeAviK83B5cTfu15SbAz79DVAa4+ECvluBgBLdOsKk7dKikpEuNhl/OQLoz+EZBEtCrNhiSYE8IOHpByyp/fk0OHDsCp+LAohJ0agM+dhAeCqka8K19b38s/CD8FKCD9/rAEh3s/Bk6m9qbtAMi9dD9Q9jWFTBC4HJovRKi4wrKid0DCy5COTtIy4bLCYCH8t6tUIg2QPsPYHefJxArNcRC6E3oNhVeq6yc03eEgHaQkAW374BwhHKmZ09DBtzKBidrSM4BJxUEBYKZFzRwV9LoUiHdDMzi4IoGGnpCdiKEXgTcoKFXIY9VB5Gn4KY51LOASAfo5wzZyZBpDhVMK6mzkiDHGsqbtvnLjoeQC6CtBQ1qQPo1CAwC7wqQDVgBcefg8k2o2gxqFHdD6ODaeYg1QP3mhfYqNELsWYhKAudG4ONSkCXzOgSHgtYDGnkrfcmtCqMmgrMRLgZD7TchPb7oa1ex4iN/sNKYlyC6UAjRg7cP2ANowLs9NJwLNzLAcBU+/hVsWsDad8Hd9GHV7gy+i+BICtwSUN4OVCYJ3dBf4bgj9K4AOwGRBN/uB6e2MNILcs/ChWyo6ASxYZBoaouFI9R3AdTQrwfM9odNH4NOBWMXwnCPMrlEf+J8CGRrwK9uwXc3JRVy1dC6ORjvwPwpMPsU6Ezvf94RTn0M5gHQdSJcMgMnI8Tcho0TYHcHmDweAtrClSYQtAX6LIQruYAKKpcHgyX4ecHlbfDKtzD0K8V4R/2mvB6yCFpYw8S34avIghCWdSM4tQQCQ8FgC02qF90vw004nwjmzaBxobvsbDDkaqCyBQRcAkMWbPMHUR76tTAlyoCPV0CaG8xvDhO2wOVY7hrzs5cgTwNNaj+hQa+cAIh2hTrlTSeMcHYj3O4ArR1gbXO4NAaWDgEM8GMv2PcSTEyF4TuhXjlQq+HCWeizE8Y9CzsHwzodlAdaToa01TD/Z6haHa79AVWnw9IxQARM7wUBduCeB7f0cKseeGuVes6NhMWvAXpY+QIkzYXZHeHoDJj3E7hWh/Dj0Ho5mM+EIxkQMQVar4PDA+CoBqro4ewVmH4KulW5t+9pJ2D6KIivBDY3ILoyrNgFXkkwp6fSrmoqxVvqvw9G+8GJaTBnF3i4weUTUHcxfPEqbB0MgW/CV+3hUjz0qANrOxZ97da898gfkzTmJUjYJUhRQdc6BU6FIRluGUBbEaJ+h0AddHmxwJADGDIhS4C5E7hoINtBEezS58B3u6DOC1AvEH5RQcgO2J8D4waBsxqiQyHGCPq98GyhXRKavgPHhintcGoNHexh021oOQo+9vuHjHwbICBcUZfcNBv2qcGQrThKrV6H+e3h0Hz4MAB6T4cvnoEF78GXx+FoFlz9FgLV8O06GKqCed9BTjnQhUFwHtSrA2aR8PZCSK0Dv80Et7PQeQ5ofKCJNQReAoM5+PkoTTobUvA68Qyct4Hx82FCQ/jgdVifCTl54B8JWk/wLSY+nR0GIQbwqgPl1YX6GwFGAyyfDHf1MtXQbQr0Nzm9gRtgXTy8/BF0TYYPjHDlhqLEqdZDYAQIA3w5DL40FWHVEiK+hEql8cFGBkB6DExpZvIwkyDeEuYfgyrm4FYdjlwDPZDxG6xNgs9GwqXeYFYLZv0IVTWwuz98vglGNYMLF8F1JiwYCjELYMRpWBIA3paQ+j289AmEjoBTwyDpDfhlLFjnwrxGcN4PLLPgYjg0aGpqZCpcvA6dmkD01zDjd/jmDNSzgZNj4Mtg+Po92LULtvwMSbNhS3nYux0cDLB5BMTHAIWMuTEGZgyH+j/A4sZAGrznDftCQfs7JL4CWyaChR6+bgkJyaAPhQUrYGQE9HCEayvhsxjQZ0NwONT3hbxAuFwD6jqCsZhr9xhxdGnMS5CzYaA3KzAMAHF/wHk9NG4KwRGg10Lt+7zimwFwUQ+NfZUBPwsH5YNJD4BDKTC5O2QGgCoPVuwEu2fhHdPjfeAlMGhh6Hhob2sqUAWuDU3fByMcWgE7TTsIRV+GDKDoXUefMNkQcAXUTlCnCmgFxIcrxtLCGZyzYcJ+MJrDjQMw/CDcTAGVOViqwdICxB14uyfMrQmdu8CHHSFyJdxSQ5864P8LnNXD2NHQqRoYDKZQlBd4GmFVBGg8wM8WMBlpjSv42kElX3j9OhzaBd2/hbMJYN8IPOMhKBU8OkLlYoxncAikAw18Ct1kmXDuKpjVhm8GKE/52fHw+TLYvRHOdYXGCTB9IxjcoZ8npNxS8t+4odzv5hkQeF1p4+iOBYPqjvXBqVR+oY0QchZqj4J5gxQvQ5cIm8bC559C+6/ArQbcigGDDtbNhqYfQSMVbA2BV3YohhygnCOYW4IhGsLMYWx/MNfBpmXQYbliyAGs7UFrBsbjsDkJPn0HZScRLTiUhzp+YAiGCDvo56rk0QXCZXeobwObl0DrzxRDDtByEbQEjgyHan5gC+R6ge3nMOgleK4jdJoLDSrf2/WoNcoNeGcq+AMIiMqB2pbg0Qe6boYFb0PcFfAPhTFNQG0ATweY1xZOvQjP9oaFTQF/iLSG3h5wdSNoGoCrBm4Xde0eb9duacxLCh0ERILWFfxM21Uak2H295BdDkZ0AUMYYFR+wPMxpsEnGyDDAYa9qBhgjR04qOHEAdC2hn6VYJWA3CDYngFvv24yInmKp6eqAK92h/bmf25W6HYY/AO4dISa/rDvKGxOgDcr/zntk0YXCRezwe0l2DZRmcmR/itU+RBi4iH3GlzKBM8XlFk8+c6Kygp8zUD7CdT5HXafgT0nYeVCsKsDdcNMYRRPOL8cDGZQ3zTp4sYZxWNuVRc0t+B8ApR7Aby0oI+CEwng+ALUzIRRw+F7LUx6HYbpYcBcqFUH8kIh3ACd6kARl1yJQoQpP7K+dQpO50ZAUA54tYBBLyg3nzEZfloD0VqwNMLOFXAwA4wZ0Oe1gryxsZAFiDC4qAP3VjDnnWLqL1F0cPESNJgKnt6mc97QsTnsT1fiT+41IWMHRK+FX6vAmi5gCIUwoGP+oIIezvpDw2mg84fY2lDbQjHswbdggG9BlRcPgXlzsAqE23Wgjunxx3gLzl+DFxoq3ntyPaUMgLCjkNcQ3OIhKB76tDYVZoSoU2DXCC6cB59XlOlg5XrArnYQsA9+/wGGrIN1/lCvkEm8cAZq9oMR3ZUfMQAmgkeOcq7Km9BpAHikwZuJUNdJGeiaHaJMGTu+G758HiIPQf9ASKyr9OXQWfDspnx4RV27x0Qa8xLCEAdByYqh2bIctuXA6aNwNBF6ToMBFeF6Y7A9ABsXQLWb4JoDv2yD3+KUMMKACkpZansl5h6RDqN7gaNKCUXkpIJ1W3jXZCCMqRAYB6qK8OtKOJLfGBX4tIeOyfDaAsiuC9umQ8I82P8brPkVhg0v+w8//hJcM8BLdQum5F2LVzxQ75pgYamcjw6HUD/IPQcbzkH798DwBXTdDr0mw8zh4HIHpl9UxrACIkBTHXxt4YQloIN1ayDXFpZ/BxmmgUtjHNwQkHMV1v8KgZvhnB7a1AbjH7AxBnzfgwmt4fPJkKCCPrXhwj7IMsWsiyQPAi+Dpgr4FhpTu3EJbhih5hX46FvAAJGnYW82vPQKuF+CAXvBrjHMNd3rZMGihRAWD1f1YHkJEozQpbgfkpJGHw5h2TCkUcG5m0dg6U7o9oPyAalqguMVmLsAem+Cqmq4HQDRtyEpFagMEcthuxEWdIbQ8eDcWPGQVRpQ6+BGDOADWefhq+3QfxfY7Ab9DYjTQy3g4FQ4VRUm2ENUMFhVUh5vdBGwdC3UmgHmWtAa4GYCUA4uL4e3foClWyD4KjzfBHRHoMsY+DwQWg6EmgL2rAK7+7YLMzMHnSU0fR7Ms2D7cPipAYxKhsgW8O04sLoN3/WHO/WgpgE+qQfWG2DC81CzLpzdCnYOEBIA1XzBNlf5caw3S6nDrohr95iU9f381JARqsz7zbsKn60GtRlUqwVTx8IHbRWvsnovWBQK43bDnE+UfA7u8MGnML1tgeepsYdyKjD3gTcaKueMAtDCsMHc3cIs55Iy4GqIg8WrCzVGA2M8YMOXEOYAK+ZAc2vI6ACVd8O5X+HEIGhTGvORH4HAS0rYybduwbnrCcom2TaWSvhjSm94YyuM/xDUNtBtKExtDZa20N3b7qIAACAASURBVGw/bP0YtgJmjjBsMryugs63wKUVeGigYj/4OhAOrobTHtC2Mqhugq8HaDOgmRNsDIbRsdCtFqhNht5SDbWs4NjX4LIVnrEDVOBgrcT5qQB+LkX3S38Vgu6AbROob3Zff4GwI/DJEeU7UqkqvDEZ5naB5e9AqBZmToA3vUyZcuHgMghJgGg95ISarlmdomouBdID4Go6fFQDPlaBRgM21eHlZfD2c0oabU1wvgqp78Gg+sq5S2fAqQ6sagk/2ECKJYzdAA20sOI8eE0wWR9XGNgXpj0H+2tAaip0XgxD6oLKHjovg0F1oYoNVKusLI5w1YB5Y8h+H3qdB0tHJebWxE95NB7QF6a1g/0ucMcCxqyFGhmQnglrpkDrefCcAd6qD+52cDMHRmwoNJHfRPsx8H1f6HoIzG6Bw8swbzxofwTVSOgVrEzub1oFso/CoTRo+yK83xVO1YI7cVD3A3jVA1YHgU9PUMVAeDa84VP8tXtMpNBWGZCbCuEJoHYArypPyMP6F5OZBJGpUNkNKhcOJ+ZC1DW4rYYa7uBoVnR+XRqE3VLG6crdd78asyA0BuyrgavNve/lpkBYCrh5gKN0e4pHFwCvDoaxJ+HZcoABlreB6A9ghh/cSAdXL8WLLo60aIjPhqreYF/4YufA5XCw9QRn23vz3LkK8Trw8Lp3tRVAShTc0oBH9YIbLCUCblqAl7vyNBATBhnm4O4F1sV4xMZ0iLoMNu5QtdBjVvo1iM0Gdx+wyoTIK1ClHtiY+nLjDlSqBZVsii632Gv3+EhjLpFIHpMcOLwW9q4Ei1kw8yXTNKnbMNobmp+DAcU8vvznKe7aPT7S35BIJI+H8TZEhYDnNBhcyBgZ9dDpE2hSqUyb94+muGv3N5Ce+QO4fRn2RirzewFQQ53m0MBBefrasx8CkqByPRjQCmzyYMNKCLOGYQOhhgbO/QZbr0DdztC/ljJ7YclGuOUKz+TCkUSo/TwM8gEM8NsPcPIOtO4NL1aGpDDYclJZsdi0PbxUWot9jHB0K+zPgjlDSqkOiURSepScMsBThkGI1e+ZtDHyj5ZCLLslhCFeiDd6FjrfVIghh4QQOUIMbi+EeRchDuYKIdKEeK2DkqbvHqXYoOVCWDUV4rW9QpxfJoSVrxBuHwmRIYQIWClEeT8hGs4X4qZBiAsbhXBrXlCP2fNCfJ9USv3NFmJoJyHsRpZS+RLJvwKDEKe+FWJf1H3n9ULsmyfEqZtl0qqHQYZZisGYBj+fg/bvwsfNlXMqM6jpAD99COtvwvhv4H0VtBkFJwNB11pZik8u5AHX98MePdirFaE5smDJz0AtmNAO6t+CZ9fDkROw4zB8uhKsW8HG96BiOry7FDIbwcl5kLUCOm+BoFjoX6FwQyHgJNwsD40M8FMcDOmszKj4zV+Rk2jZFlrlzyvXwckjcDwGzCvACx3Ax1YZCOw3GYZ4KmWe+wNu2IOfBrafAVzhtXaFVjNKJE8lObB9LtTreu9pYwJsWAT93y2bZj0E0pgXw63jcBwYoIat+6B6KxjaFLQJsOIIOD4LE5uDXZQyPTUNQAWOtiCywaCH9TuhYitwOaQY87j9sOUmdP8fNDQDtQsMawWHD8DIqaCuAT/PAh8zMKRDYjZU8oSaKlhzBdRV4SXve9tpiIPx4yHcHcyvgbYH1ImDYcvhhklmVbMWvlsPfbUwbTR8GQ3VykF8AszeC/6LwfoQ9J4HPT6B1pYwcTwEOoN9AsTqlb4dngmbu/5DpAAk/x6KEtUqUrwqBxLvgKM5BPuD1iTMlRIGYQlQqyVULDT369YliIgFFz+o7mjKnwLlqhTMbsm8qYhvOdmCLhnCLoDBTWnD3S9yMUJehckNgOha4JMF50+BuhY0cFP6lirAOV+3xgDJCWDlUvwMmVJCGvOiMMLuo3A7A5YuUfQw9Bsh8huYHAenc6HNM+CIIo521QD1qoBWDeVtgQTICoHvL0P/N+HoQVAZYNUWyPKEcR0KvkcvPQ+OBxVNl7kfQ1uTgLemIrSvBXM2QaVNgBm8/w20uW+lb3aosqIRK2XdQb10GDgdzDqA//twewO8sAG2B0CjeFgYCi9OURQF930He0xPEWdDQacBv9qgM81ft6oG368Am5/gmeWQmv6kPgDJU8U9olrTwD2haPEqx9Xw4iLwrQoaI5wJh44d4EYS5IZAag/Y/Q1oYmDRcDiYDdXUcD4S3tkDr6XBoO4w5gZ0sVFWl45uC633QIPdMHsVOHlCwhmoOAmWj6V4Ia/7JgxfCYCcmzClO1jbwsUz0HMHdD8CA87BkZ3KSr/rS2DgdvhuP9R4spdZOllFIRSti8nj4coxCBgJWr2ilHchTFn9l79o4+w5ZZ5z03qKMFx5WyX/0R2Q2Bhe91AGUHXBsDYKugxUlqKDMqA9ezWkCEAHIdGm+o2wZQ58ehX6jYSv34AqBti4C3Lva2rwJUhXw7D3YegzcO0IXDGCOhGmfQTzAhTpXCsLwBwsBfz6MVTuAUsSoG8/8BbKQhh1ZfCtBGGhkKqG14ZDq4qmxUxqqFtLfmEkj0quSVTrVVi+V5HrnDEc6q+CrXtg7XHwvaiIV4X4g2UtmLIPvt0MDW+Dqjes3wuLxsPtWNAZYN0QuNAZtv8Oy47A1Gdg8/dg9IZqBoiLRxElmgVpQ6FDIEz7DeaegVW/wI+LIHwDROfAmnwhrz9g9QlolQvufoV2kkEpKzgQyrdUVN5W7IcZL8GezVCpJqjjIF4PpMCSRdBjrjL74QkjPfMiSLsBDg1gRF2oYgZJekANtTwgKVgxjtWcAR38fAKoCt1MS7vLOYA6F7Yegy4zoRqKfMXJfXDbA77vaDKIebBiJiyKhj4vw6GfYecOiGkLLtHw+X6o3A1WDgfzONi0VtExuWcDG5MGiNEBWnsDergQDepqMGE4eJgs7zgVuNeGalo4XgN2nICDJ2D/T3DVBs4NhXPXwLoFNDCDbaFgsIFnTCGdwNACyViJ5JG4R1QLiChOvEoLF4Og/RyorlWW6Ce4wbtdlBsmKgSq1AX1SdgUC7PfLQil2NopwlxaB/BwhvgbkH0TvjkLHyyEnR0hLQ8W9FXSixTItQB+L17I6x5bnAcXI+DVb8E5XzSsPFhagqUnVEyEBD3kLYKzz8GmFpQF0pgXQdBm6LQZnh0IA8srUwkt6sDbzSHhsBIy+WUTJF+HFTeg/URoYfK2He2AHEh1heGtQZWgeOZJqdB9NDQ1B4ywdyGMPwHN3oTl/WHUMdhwBtZFw/hUSDbC7TDFkbi+C04KGNjR9J3Lx6QBYuZp8vYFWJiB4Qb8cQU0OtjwG2Q3g01GqDMajO1hy0hoXUHR7XarBoYIuJALdeqAXb5gWL68q86kJOgOfn+xmE0i+RMZhUS1oHjxKk8nmBYLXZ5RTiX5Q1pD8DEH9HDxPHhPgeTTkFof6uZb8hw4dQoafqUY9Bru8Mc12LQevGZBc2BNJLy0HDo4FbRreCXQ/la8kFdhDJchXAUv5i+A0kPAKWgwA6xqKsJAcWHw44/wxv4ykySVT81F0LwrtHOCo+thxCJIqAVrP4HGZvBsF0UH+5elMHkfNOgLS3sW/JA7mrTIfbtBKwtAKJ65tjqM76Rc8ODNMHQzOLWHdcPA1gZ6t1Ri8+t3gGgAbzVR4uHvzYKvwqHPOPii7b3tzNcAqe4DFdSABoa+AU3MYO2XMOJbiHeHT4ZDtfowuC4kHICWr0CHpeDZAxb1gNhLEAc0rAPEQlCKskq5iloZYD1/Cyp5g2eZbhYq+VcS6l8gqgX3ile1bAkJq2HJabA5B1HVoZ5JcjQ4AKr7mSQA7kBwNNT3UzaIzYs1hTWA0K9gX2UY1A5QQ41aEL0SNtvCmJdBrQIzNVi4QcvnobErbB0PQSbPJ1/IC32BkFd9+3v7kBkIUcmQmKa8jloOP5sr0pdqB3CtALvGwp1h0Mu91C9pcchFQ8WRCxHXQGen7AZV+BHGkAlhN8DKGWqU4q9w4lVlRoqb+72D+H+FMRvCrys64d4V7n3vZgzEZIBTVfCwLzq/RFIyGGBFW7g8AT417f+XfhTe6AtproXEqz6H7LkwMhb2LFM0zj/3g6yvYEZb0B2AF0fDZ+ehURJM7wAHBbhawJ0KMHEtdDDpmscvgo7TYewpeMM0sHVmBoxZAi7VITUFnp8HH/QGdYyyo/dRdYGQV4gr7F52r2DSmdEwJ0zRbLa2gzuO8MF30LE6YITVbeHLVFh7CnzL7vFVGnOJRPJkKU686qExiWTllIPqbg8XLM64DjHpUMUbHB5SyOt+Mk1PBB7uherMhQWt4PbH8GHnx+hLySGNuUQikTwOEb/C0W3wqyV89w04lm3UWg6ASiQSySNjhMRLkFwbFowuc0MO0jOXSCSlSi7snQu7U2HMePj9R3jufUhYDukdoVNJzHc1wrHFkPMidPwnzJ81wullcKcTdPR8YrWW/c+JRCJ5eklcBzO3Q7324BgLF5PAOge2zYUb5mCIgiHecCTn0cq9J58eIvxB/xcx7yeGSd8l4cluOyONuUQiKR1SgmDTZnBoDI0bg6YqjJoITmEQYQf1nSDuMIQ5gmM6kAs3b4I+DQJPQzaAEWID4OhuZSNUUNIVzmfMhuc+hA5VTO9nQdRJOHESbucvs8uBxCTTVLTf4fRF0BXX8KLqRNl6KiUDsuLAfz+EJxbKo4PI3+HEKbgdrui71HX+U8mliYyZS0oVlUqFjOT9R7l6AH47A2bPwKV4uDAJAt+EmXcgqS64HYEhH0CWFr5cCgurQvevwLcCaDrCvGrwUU9FN6WaCs4GQP99MDwR3iyUb64tDDoO+7dB8i6YOhFyPEAdCdc8YOUvUG41dP0G6tiDZXm4dAie2wIf36+OGAtziqhztB9s7Qff54KtBhzS4dRN+CoEWsU/nL5LKSONuUQiKR0aDQK3efDSD9DTAsaFQ31fCPkMXH2hQhd4vTkc7QdLhsCJkWBWAyZtBFdziFoMia/AlolgoYevW0JCMljfl2/vAHBvChZh8L93oc1OGFYfSIZRdeCXc9DEHyxrwowfwdMS1j0Ph64py7MLxyeitxddJzq4GALuM+DLkWARo2w6HZtWSN9lLFjnwrxGcP5+fZfSR4ZZJBJJ6aA/C5erQz0H0F+CSGuoX03RYPH2VfQmLoZAvaaAAS4EwfP/Uww5gEcf6GoJC96G0V3h+1Co14S7hrVeU0APwcFQuylcWAaJPWBg/i73NmBjprisFy9Ah9Hgaa3kuXkLatT9swUsrk59GIRbw6ChyqpUfRykVgaPYEXf5e2/0ncpfaQxl0gkpcP1AEWbwl0DqYGQWBfq5MKl61C/CegjIFQN9WuiLNm/CvUbKXl1F2FEGzieB88MgHH/A/uaUNfp3nzGWxASC/UbQFAAeLUoWL2Z6w9B5uDrAsE3oFET5bwxGULiocF9GiwPqvO2PyQ0KNCESQtUQkV254vWd6l/X9lPAGnMJRJJ6RAcCDWbKp5xSABU8wXz8xBVDeo7Qro/xNZRDKTuPERVVWLaACHrILIFTBsHberD4SVwpx7U1N6bLy+wwPvXaBQNDD1AJqybCRXeAd+Qe3Vf8gIgyrPgdT4PqjP4jNL+/Akzwf7g6gcOD6nv8gSQMXOJRFIK5MKFS1B3mqIgFxwEPj0hKQBy6kMNrbIrUNZp+HIDjIiDrPqK/C1A5QagGgm9gkGlhaZVIPsoHEqE+oXyDYoGGoKHOZT7H2wcAV22g3kyOPaG+WPhxsegbghuprhHdACYFXqdT7F1xsKVIPB5xRQ60UPwBfB5FdzqQOdlMKhugb6LUyNwffKqdHLRkKRUkbNZJMWjgyshYF4Dqjr8+e30axCbrUh4WmVC5BWoUg9sHpBPlwLR18HeA6o8hgpesXU+KNMj6LuUItKYS0oVacwlkieDjJlLSpzExMS/TiSRSEoUacwlJc78+fPLugkSyX8OacwlJcqZM2fYvXt3WTdDIvn7GGNh7Ty4YvjrtP8ApDGXlCizZs2SMXLJv5drX0LntyAX0F83CYOp/jLbPwFpzCUlhr+/P7t27SrrZkj+kejg2hk4+QekG5VTaXGQVkgt0ZABiTeVJfbFiV1lJUFqFqSFw4kDEJt5bzXZiXD2AJyNgHyHWpcKyRlwJwKCLivnjOlw8TAcPQo3cwrSnT4G9pUhMwtyTcJgzuriy36g+NaTRc4zl5QYs2bNKusmSP6JpJ2A6aMgvhLY3IDoyrBiB2xvCwkfwVevAgb48RXY1xlW9S1G7KoJrOwMB8uDvQbUsRBiDkuPgZ8lHJ0B83+GqtXh2h9QdTosHQM7B8M6HZQHWk6Dyhfg3Q/Apg6oouCiJaw5CbdmwGe/gSYYfuwM1lMUYbCv+xVT9qjixbfa2T356ywkkhLA399fAAIQPj4+d8/Lr9h/HMN1IUb5CLHsrOlEqhBjKgmx6KwQP3YSot88IfRCiJTtQjzvJ0RQjhCRXwnxzjwhcoQQIk+IxU2FmLpLCHFTiOG2Qoxer+QRqUKMdRZi1iEhor4Uol0HIcKylWpSNgjRoq4Q5+8IMd1diHdWC5FrKm9dXyGW+yvp8i4K0dtdiCM5QhgShHijghDbkoUQGUK8X1mIpWEPKPu2EB+4CDFyiRBZpr4OshNifdwTurj3Ij1zSYnw0Ucf4ePjQ9OmTVm/fn1ZN0fyTyFqDRxKgTtTwR9AQFQO1LYGDy9IjgFDFqyaDc99Dg0sQN8Hum5WxK7iroB/KIxpArpAiPKCb181rcS0AgdbMFfDpmXQYTl4m6QKre1BawZchTBzGNvfpNmihRfGw+7fYOZiuHEeLvtAXTNlmX9kdWUpvv6cIgzWu8oDyo5QxLcmmMS3dCbxrVrln/hlNvVMIvl7GAwGvvjiC2rVqgUgjbmkgAtnoGY/GNEd7o4jToRatUD4QNpBiFoOB+vD920Vsau3XoEqb0KnAeCRBm8mKmJX1/yBJuBpMlv6SLiog7ecYM0tGOBbUO/FQ2DeHKqcg9jaUNskhBW+EEZvhH6joVtPSF8Ot8pBOTVEnQF1I3DXFgiDeSfB18WUXfFc0eJbPhalfFGLRg6ASv42Go3mriGXSO7BzBx0ltD0eWjZEhJWw5LT4KCGct5gHwZzVsCwj6C8+i/ErgIhPRFuG4FM2DQVjEPgWTtQ6+BGjFJn1nn4ajv0HwWX/cG5sUkgSwc7lkPDyTCsP3gb4Ift4OVrksk1CYOZUyAMZqcpvuzIYsS3ymhFv/TMJRJJ6dF+DHzfF7oeArNb4PAyzBuvGEyjN1SJBuMc6OmupC9W7Oo6XAiGmlXh1cZglQYWneGzqWBpBgP7wrTnYH8NSE2FzothiA+sPg9eE0yWTgvedWHmWxA5HTQ+4GwHZ7bDra5wOw2CFsDPHSDGJAxm7lpM2d6wpBjxrSevsQVIbRZJKVBYj0Vqs0gwpkPUZbBxh6qOf52+KLErZ3N4qwOMCId61yDTCapXujdfWjTEZ0NVb7Avzk81QOwlyKkInpUhKxZuGMDLDXRJEBUPrvXA7r6gxUOVXbZIYy4pcaQxl5Q46T9C5zWwYw9UktHhopBXRSKR/PPRV4dxk8BJmqzikJ65pMSRnrlE8uSRP3OSJ4Y06hJJ6SGNuaTEyTfaeXl5AGzdupWpU6eyb9++smyW5D/CvHnzUKn+HeJYJYk05pJSY9u2bQD06dOHzZs306FDhzJukeS/QHh4OADJycll3JInizTmkifCtGnT0Gr/mVO6JE8PCQkJ7Ny5k5YtW7JgwYKybs4TRd5dklLH09OTAQMGlHUzJE850dHRdO3alTFjxjB48GDatm2Lg4MDY8eO/U84Ek9/DyVljvTK/5sEBARw8OBBMjMz/zrx3yAvL4/g4GBOnjzJlClTGDduHACHDx9m4MCBLF68mB49elCuXLlSjaVrNBrc3Nzo06cPtrZPfk2/nJooKTU2btzI1KlTCQ8Pl8b8P8TVq1fp378/cXFx9OrVCwcHhydiRHv16oWNjc2f3j937hyHDh0q9R8VvV7PhQsXOHbs2D0/Kk8KeYdJSpWpU6dKQ/4f4vr167Rr1453332XsWPHotGUkVBJIRo3bkzjxo2fWH3R0dF06dKF7Oxspk2b9sTqlZ65pNQ4c+YMjRs3xszMrKybInlCDBs2jMqVKzN37tyybkqZkpCQQN26dQkMDMTDw+OJ1CmNuUQiKRFSU1OpUaMGERERVKxYsaybU+aMHTsWKyurJ/bDJqcmSiSSEiE2NpZmzZpJQ26iU6dOJCY+uQ2epWcukUgkTwHSM5dIJP9v78zjoqreP/6eAVlFNhFIEQVDSREUF8q0MgVRVJBcc0kzzcryV5qaSaX2tbTczdQsd/3mVuYSWt/Sr0WiuCuYIm6AoOzrDHPn+f0xgLgQmArGd96v13nNzJ177j3PnTufe+5zzvNcIzUAo5gbMWLESA3AKOZGjBgxUgMwirkRI0aM1ACMYm7EiBEjNQBjaN4DRETIzMykqKgIKyurasnPYMRITUF3LYq1X67hp5PJ5Fu44tdtOGNebItTBV1Q3fG1TNt4Cu0t8/TU2AW8zKRQz4fZ5GrFKOb3SXZ2NitXriQyMpKDB6PRaDSYmZuTn5eHi4sL7du344UXXiA0NNQY1m6kDDquRa3lyzU/cTI5HwtXP7oNH8OLbZ0qcbtcibpKKgc3LGXtnhMk5ppg7+FP8JCR9PG1/0fcjuviltMv6H0uPTOW1wcFYZdzim1zevLMgWX8sqQXzn9hhPb0NuatyeWVsV1wKV1PjW3tGv7/EyN/i8LCQnn//ffF3t5eQsKek2VrguTMuZai01qJojWVwgJbiTraTj5b3F3aPekvbm4NZfXq1aLX66u76UaqnSKJXRYmDeu1liHTV8jm77bINzMGi5+zt4z6/poo91tXEyfL+7iLg3cfmbJko2zbtk4WvBMsHnZNZNDaeNFViY33gXJVloc4SpNRuyS9zGJdwiLpau8r7x8pMnxOOy7bl38u/5o5T1b9fF5yi9fLW9dHbH2myKGiKm95tWIU879BbGystGzpK127Py2nzraQvEIvSc6ZJVeyfpPzmVkSm6GRU+mpEpf+o1zKelc0mrqy65dO0uyJphIeHi6ZmZnVbYKRakS5ulxCHJvIqF23SJUkLOoq9r7vy5EiEdGlyfHty+Xzf82Ueat+lvO5la2ryKWl3cWx8Uuy9ZpyyzrxS3uIk3M/2XDjry8X1c6NFdLD1lvejdLc9oVGMpIT5UaeiGTskFGP15eAYRMl4r0xEtTERTrPjRWdGMXcSCWJjY0VFxcXmTGnpxQW1pPU3I2SUaBIRqFIWoFIar5IYq7IxRyRc5kip9JFjqTmyYXMaZKVVVcGDguUgIAnJTs7u7pNMVJN3FjRQ2y935U7tSpDkhNvSJ5kyI5Rj0v9gGEyMeI9GRPURFw6z5VYXSXqKknyRVcbaTE5Wu7Qsrzt8pJrXRm0Oe/hGfcAKDrxofhbB8qSlPIvOroLW2Ta9K2SoBMR0cn5WU+LY79/S54YxLy2las09fUV3+Li1+7/ZEdBVVlQPdRwJ9KDJSUlhS5dujA+wp9Xh19BxzHsLFwB0AN6AUUPtdRQpAeNCtQKqLAivWgqWRLIii978vKrrQgNDWPv3j2o1f8ED6aRB4eOpCvX0LmF4HH7v8/MDpfHACUBTYOhLJw8mbBGJijxdpxsH8UJzRt4V1RX+wcJV/U0Guh154CYmTvurgX8lpINQOLxoyQUPYZP68bYPkKnocraGkuVFo3m9m+0pCXEk2fvRUP3ZwhqMI8ZfZcQm3CFlGtXKep4c8RT7RbGp+vfpFlxBl6ViQ2uFgA60v48Qmy6DV6tvKlnXkVGVQGP0E/46DN27Fh6hLdkzPB4VOo9WJi6YqICExWYlhS1QcxrqcFcDWYmYFFcdLQnNmcnK5YcJic/ncWLF1e3SUaqHBXW1paotBru1Ko0EmIvk4k7zwQ14MiMvgR2aEWLoDkcKxKkMnXFEksL0Gg06G9fR59BRlYt6tjpiBwXyIDZ37Hjy+E813cFF5SHZe+9Y1K/FT51Y/kjKuvWL3J28XbHID4+qCVp5XBCZpzGa3AES7dHETm+9S0XL5WZPfW9mtK0qaF4NXkMG7QcmxVCjwnr2Ln2HYK6fsDv+VVq2kPFKOaVZM+ePcQcOcysaYfQyAbMTZwo+/AUFaBW3SwlAl+rWOBLhF1HWy4VfMwXXyp8+OGHpKamVptNRqoDE+q38qFu7B/cqVVv0zHoY6Iur2R4yAxOew0mYul2oiLH09q0cnUP0oQ2vrac3L+P21ZBe2Ivv1735enW5/k9JZjPvp7NJ4s/oMOlA5woeogm3yvmHRk1sjF7p01i2yWtYZn+Ov+ZNoNdLsMZ+WwtEs9fRNW6H6/0eZoWTsns2nuaCq9H2iP8e4cz49fNZ+ai9bzpuI1NMdqHbU3VUd1+nn8K3bt3lzlfBElKzjjJ14roFBHlLkWriBToRHK1IhmFBh/61VyRC1kip9NFYq6L/DdZkcz8tjJgyPMyc+bM6jbNSFWjOSozAhyl+aitcrHY962k/izj/euKf0S05EZPFp96fWVDuohIgZxZECSOtn1lY17FdQtFpDA6QvztmsmIjeelxE2spP0u0591kaZjSmaIKJKya5oM6vyE+L26UzKq9ghUTFGCbBv/nLg71pfm7QKktaerNOo0TjbFG4zWHJsrQfUdpZGfnzT16iAj3wqVhnVbyIQfCys1AJp5eK6E+A2U9dce8cHge8CYArcSXLlyBT8/P+LjVRTWisbO3INaakNvvCyCwXeuCOj1oBOD71yrN7wWKlCog3wd2JiuIen0YkYNS+XChfjyn5GYc5oti5fyXfRlcs2dadl1KK8O7YBryT3lfcwnzjm4hu8JZXB7m8odCH0K//liAXuuGvpAKpUJ5o5NeCa8dAhcfQAAD/1JREFUP881tvqLesn8tPoP3AaH0bTcURo96fuXMmevCcFvj6SDfXHr9an8smQp156ZzMAWNWeIR3fxOyaPGMc3f9bG082ctEvp1O8/m28+fQEPjjOvVw9mnHXCzTwf647BOO1Zx/n+azk5K+iv65oB6Li0PYLR7yznmNodDwc9KZezaBj+MV/OHkDTYj+xkpPMueM7mfHGJtpv28XYxtX/iLfbUXKucDY+DRwb09TNlrIt1Oclc/ZCFvaezXCxKuRaXDzaBs1p+Fexevln2TxtPPOOefLqZzMY3KLmBPYZxbwSrF+/nvXffsm6DQqF8ht1zAw+8dvFUgAFw0BoiZjrisVcqwetYhD0AgU0SgEBDg64NrDhSEwMbm5ud+5YOcviHs+z0Ho0kwb7Uif7DNvnz+G/vkv4fUU4zrqzfDUwiImx/ox5sx9tXBSuHFjLvBXnCFgUyeoXPSj375n/O5N7zKfZ+g0Mc62kt013mukBbdnkPZUhLU1BX0DK4S18c8CDz/7YzHD38vamcObTnkyynse2N7zKaZNC/Oxn8J4YTePXdxO98HlsAZQzzHjyWc68e5H1L5R/wShMTyLH3AUn60rYknGApXNP4j1uNJ0cStZXuLJ7AV/deI6pQ1pweu00Np7ScmsQoR0BL08g1PNBiZ5CzpWzGLSqKW62ZbarzyP57AWy7D1p5mJF4bU44rUNaF6qVH9Rt5R8Us6fJznfHGePx3GtbbBVn7ycvi9l8PGud2lmcp3lvUK4FPEbM9rUnIvlXdFfZ+sroaz3X8yK1/wM51cNoob/eg+GmJgYWvhakadrhlptmLGiVgGqW3vnCiBSXLhZbketAsGSfOUJWvrVIqYcMVcubmfDwTa8lzCVoXYAvejlm0/b51aze04YnTe9zaSjz/FV1ArCSkLiQvvTw6s3Ae9MZlO3DQxwvJu4KcSv+IgffSYxtVTIC0lPysHM2Yrs0zGcTren5VM+OJvdXtcEj8C3mDCkWFi1zyM+IeyK0jDcLZuYPXFYd3iWZjaAcoWDuy9Tr2sHmo0YglXnGXw3aDXhDuUf61rN/amz4f+Y0e93ZnesbK+pkJ1j/Vnx7Cl2veJY4dr6rEOsn7OFkGGj6FTaFoXk/SuYd7YeE4d4cXrbPNbkvsLYLi43L9pqWx5sEKEJNm5P4HeX6zhqa1y9fXAt/mjh0ozmla1bihXOTVrifPumnUMY5B7OiL5n8eZP4uxfZ3Wr/wEpyP8P3/54jaSk9xi4AzB5jNBPvmRU85phe82w4iGTkJBAcFgRGn0zzFSGHre6WKXLekdKRVwMvfOywn47KiBX541Hk1QSEhLuul9V7bo4cpiNC7+n5cgg/FwtMPWbxJ5TuVjWTmHN5v/iOuBnet4S22yCx+DR9PhwBD/8WsiA8Lv0ZnWnWL3qIh0/70DJt/qkr+nfYjGaVnUwsXIg58h/SA3exOmvQijXCaPP58qBHzmY60uYrzloo1k4cjqNd0fxgY8paPbxyeCVdIndw+uuwfT2nsjXW5IJf8W1vC1i4jmSueFL6T3uU174bTrtq+1Z0Goc2g7knQltat6fRO1K+LL/0iXpIjdU9WjkaoNaBEXRY2Ly6LlaHhi1+7MxsX91t+KhUePO04dBUVERZrX06MUcXfFccp0KUBeLerGgl4i3Xgy+c5Fi/7mAu005PnEA9vL222/fskREUDu/yLxVF5k8azydPx6IqbsfAR270m/MWwxyulDJ+cRW5Cce52hCEY/5tKaxrRp96gF+i2/KYN+b3W5tzCFOWzYhYtEGXvW24MqCLjTffolcPdjc0rnXsPu1Bji8Bei15OZqce21gK5uFYmADa1b1eftfVHwSp+bi/PTSRM7HK1LG0+rd+cx6ruejPssnF8n3XFrUIo+eS/z50WSqChcOJ7LuYwPGX/WHLVDB0ZPDOOBeUNqJCbYPuZZ6moQYMyYMaSlpdGlSxe6du2Kp6dn+WM5Rh45jGJeCSwtLcnPLwBySv3fJee4mlt75yVCrtcbhLxkUDQ+S0r95hq9wW/uVbsfk8al4+/bm7Fjx95lz2Y07vURG3t9hD73MjH79rBj3WLeCowmJ+rjW+YT36K3pfOJa5MZOY6QGTd4soMFh97MYMjmbxmWlkiqtRNOFiUVdMQdOoFV71kM97YCtCQl3cDZ8QgDPN24oAOzDtP5fXVbwJzgL67yXbGbRZO8n5kD+tD3/Sc48clfHUUTXJwdydtz+eYiXRyL+3Th+56H+PH1eqWLVVZP8d7cIXzfdxwLey8of5Om1jg6O6NTFDIs1JjVqYezswVquzpU2KEviuajNk7MLPvbFeag61bySSH+68G02VFykFSYd57Bvjk9sODe+KcJ4tatWwFwd3enS5cu9O3bl8DAwH+cHf9rGMW8Enh7exN35g969T1Bpg60AqriiAx1sd9cxU0XS0mPXFdc9Pri6FAx+NWV4nVsTI9zNtaawQO877JXPdc3jaX//s5sXhiOQ+2GtO0xkrZBLdG26savx9wY7GvLsv37yHq1L/ZlapbMJ34pwISTq1II/mwVU9oLv+R1YPWJIoY1MsUUuRlUok/nUMxVWg5ojTmAPo2YI8k07/MaE0cNJE9Abd8Ue3X2Ha00d+3A4O5efL73JOn6Wx24+uxscstErgiAquSyk0f0zPf4sajeXQdEbZ77gM9faM+wcSsJvSP6pfjYOz3F0LefAgrZcmw+yc++xoRK+MwBqNWODw7vY0Jp911L9OTWdD1bunXcwj5l/ZvNitunwsTG9Z6FHAx3Wf8EFi5cyJtvvomlpSUdO3bk+eefp3PnzrRq1coo5P8AjGJeCfz9/Zk7/0fsal0mRSOYqVWl4l0SAVpWzEt65EqxS0Yp424pKSq5jilXOXlcRevWre+yVzW2Detwff08Fg/pwtR2hhvivLgDHE51o52HPYGvjaR+YATj/92axf09sQD06VHMmrACzYtf85KHJfYfbaBD6m6mv/gZG8+0ZfZ0C0z1HjQoOMy1PMACKIoh+nRj/P3rGHatPcyhM560nefHk0+UkVrd6TtaqbsexertZ2nUqQ2OJgXUsbzOlSuF4GPJ5R92c7QIQgFQuHYtjdoNGgJ60vd+wCc3RvCvXouYdNejbk/QtE/p3m4Qq5ItCP87P9x9ocLMvj5eTZv+T/xJRIQ6deqwb98+AgICMDMr371l5NHkf+E8vW86derE0KFDSU2xw8T6DwqVJ0u/U8qIOdx0q5RMT1SK55oXFb/XFU9ZdLb8hm+3t6dFi3wcHO4+vcOs/Xt88+FIXurpxWo3T5xI42KyJR0nLWF8a1PM1VPZsqqI0e8E0Cii7HziuXw/O7i0t652fJqRU21wnfEG89ckEPRaR57x+ZjDhwp5pZsFunOHOK725YXiXqou7jAnavky4K5O55s+c5VKBbUcaNFrFmvfb4+ZeT6DBrsSMqQVxzws0NX1wMuupCeeTcyRRNoEB6BP+4F3P7xExynWnPspiwz1YWJTu93R61XX683Mmb3ZOzSygl/IgvB1ydUg+DUHlUrFsGHD7nMrFedZV1IPsmHpWvacSCTXxB4P/2CGjOyDr331BKNnHFjK3JPejBvdiZuzVK+we8FX3HhuKkP8ypfIR80WYwRoJXn55ZdlUkQ3ScnpLX+kiJxIE/kzUyQ+S+RitsilHJHLuYbXi9mGiM9zmSJxGSIn00SO3hA5mCpy4JrIL4k5UlDoJs93DZCVK1dWvPPCVDl3/LAcOXVRMu4a1ZYn184dl6PH4yQpp0xEm5Iky/oEyqexhgzWqct6Srsph6RIFElcESotX/5BHnzuRp1kXjwpx+OuSdncfErS1xLW8mXZniGipO6XZR9FSEREhIwP8RKvXu/Lv09VXb5SJWGOdLLuILPOl83srZGDk5pLnbC1kid5sq6PrfhMOXRn5kEj5VBxnnVN3HLp4+4g3n2myJKN22TbugXyTrCH2DUZJGvjqyPLuiIJczqJdYdZcuupcFAmNa8jYWvLzy756NliTIFbaU6dOiWOjo5yLt5TTtzYJAdTRI7fMKS4jcs0CPf5YgEvEfHTGQbRP3pDJDpV5LdrIr8kiVzMelM2bussDRu6S35+/kNstSJJm1+RJ58MkxEjwuTpp4bKqpKzVnNCPg0Ok0UXquLE08iRD7pI2LKE2x6MoMjVBUHSfVFSBQ9kMPKoU2Gedc0lWdrdURq/tFVuTbMeL0t7OIlzvw1y32nWC9IkMTX3Hs6lvynmShXY8jcwivk9MHXqVAns9pQUFNSV6JRD8keKIdfK8RsiJ9MNwn4q3fC+RMRjrht65CVCfvLGCklKbiBubvUlMjKyStqty0yU8+eTJPs23dbE7ZLvj1ZBXnUlRX7b+nNx7mkjNZGK8qznJH0hXW1ayOToO+918ra/JK51B8n9plkv2DxIXIKXyY1K1/h7Yq5UgS1/B2PWxHtgypQpFOSZMPr11vjYdqeW6icKSsLzdaBRDFMPtUrx++J8LBoFChU9zhbzqaefQs+e9vTvP5DAwMAqabeJ7WN4erpic5sL3KxpML38KpmX5X5Q1+OpsM40Ms77rqGU5GhvXE6edUfMLiVwVd+Ix73u9EGbubvjWpBKSnY505YeMkXRH9HGyQEHh+LiEsj8s7py19c9orYYB0DvAXNzc3bu3ElgYCBDhvmwaMFQNJZhXM2bhFblVjpNEco8rELASh3DE7aTuZyQQrdhdQlo/zSzZs2qTlOMGHmAVJBnPT4PGzNLLNCg0dwRFYE+I4OsWnWwq63mnh8eoU9m7/x5RCYqKBeOk3sugw/Hn8Vc7UCH0RMJq0TkWK12H3B434SbQWbaaCa37krpLFVdGn8eiSXdxotW3vUwsaysLVWLsWd+j9jY2PDTTz/haPc47duZEvldAq1sW9LMpidOZp9gqd6BufpnaptsoYHFFFrZPUkjVSiL5lvQ9dlEhr80ikWLFhnn7RqpQVScZz2mURt8bU+yf98dWdY5sfdXrvs+TYDl33l4hCnWjs44OzvjbG+B2qwO9ZydcXZ2os6DSAWhPcaskB5MWLeTte8E0fWD39E2qYwtD2Df90rVe3ZqDpGRkdKpUyepX/8xefWNYFn6TXfZH/WUHDzaTn7a31HmLAyRQUO6iJ2dnQwcOFDOnDlT3U02YuThUGGe9UKJjvAXu2YjZOP50izrkvb7dHnWpamM2ZUuoomSSR2HyqYcEZEM+TrUR8btv90JXz4Pw2euiZokHYduEkOTvpZQn3GyX1MJW6oBo5vlPggMDCQwMJBjx44RGRlJ5A/RLPw8G61Wi7W1NT4+jXmqfTs+/dc3NGjQoLqba8TIw8PMj4kbviJzxDj8PaaWybO+hG+ntMUcaDt1C6uKRvNOQCMi3D1w0KdwOash4XO/Z3awPRDAzP0BAGTFrGTrxRYMuotfukrNCpiJoUlZxKzcysUWg/AyNce5Qluqnv8HYV0xITf/vXEAAAAASUVORK5CYII=)
First, the tetrabutylammonium cation exchanges with a proton on the ion-exchange resin. This equilibrium process is then driven forward by calcium carbonate, which reacts with HF to form calcium fluoride, water, and carbon dioxide. After addition of the ion-exchange resin and calcium carbonate, the reaction mixture can be filtered to provide the desired product. This convenient and effective procedure removes undesired TBAF-related byproducts and obviates the need for aqueous extraction.
The Kishi group explored the utility of this methodology in the syntheses of several alcohol products . It was observed that carbohydrates, such as 3, could be isolated from their respective tert-butyl silyl (TBS)- protected precursors. Furthermore, diols such as 4 and 5 could also be isolated from the corresponding silyl alcohols using this methodology。
![](data:image/png;base64,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)
This strategy was also employed in the total synthesis of complex, highly polar natural products . For example, penta-ol 6 was accessed in near quantitative yield and served as a key late-stage intermediate in Kishi’s total synthesis of halichondrin B.The natural product alloviroidin (7) was also isolated following the removal of five TBS groups in the final step of the total synthesis, and tri-ol intermediate 8 was accessed using this methodology en route to etnangien. Finally, tetra-ol 9 was isolated and further derivitized en route to zincophorin methyl ester. Overall, the ion exchange resin strategy for the removal of TBAF related byproducts has shown to be a convenient and effective workaround to challenges encountered in the desilylation of alcohols and purification of the resultant polar products.
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blnQgtLS2EhobyRW5LoXPnzjh48CAUFRWrPR8SEoK1a9fi9OnTkJOTa5gyVieYTRyJ1Mue8Iz98nzIeX0RG25LYJ758IbJZ2gCJ6L82l2qKSs2DwEHN2BlrBZOHP0LIft24+GpIzgz4hMc1u+Db1alMW1+rsDN5y8N36jm7du3ePHiBV68eIHExMQ6ac/JySmbnxUMzXcjntrW02BgiIiIgKysLOTl+VOqefDgwXj2rHiQpKGh0fwiEYXBWDVQHOIDViKosNzxgluwVRFDO20XPOfDrr5cLhdnzpypcOz+/ftwdXXF2bNn0alTp69cWQOVprU7j7CFt1VHeK6cjSG2dtBd/Cs0XUOh/bsznAaKfUVI7WQzNIUTUZckyqz7+NNfBPOXzMQI6VJTO2D4tN9g0+EePO5lVZLNNysbh9KNanZVs1GNzCV4+KTWKCIoKAjnz5/H+fPnERUVVWP78mhpaX11NMAX+NA/QXD79m2MGzcOdnZ2KGiE6FVcXJzAdTAIjl27dmHFihV8k9euXTuw2WwAQMeOHZGT09yicgQeSUMm4x94P/riRRTc88bNXBl0AK/CrbYwJwu5lTY05XJr3uFUWFgYampfqlf6+/tj586dOHPmDDo2JFm+S+XohSQ0Tdcg5Iwn/lm9GLvXbcHTv7Zhy8iuxUmBIspw9PDF2XHlC1iIYbzdKUQtG1pOTHtAQhIMFWkGdSK+nhVbGP8GL0VVMbdXJe9PpBe0VMThnZAIoJ7eai3IzMzEvn37EBQUBA8PD74XZOLHRjXW1tb11v/582dISEhAVEDrnpvbRjwxMTFwc3PDvXv38ObNG9y9exd+fn44efIkNDQ0+K7v7du3cHBwQPfu3fH+/Xu4urqiX79+fNfDIDjev38PNpsNFRUVvsrt0qUL0tLS0KVLF3To0AHZ2dkNe3DyG5YCdPVl4H/hIdgjR0EcBbh74S6U9MeAU7JbHy/JH85Wi3H0LSDKbYdhyw/Dc/lwSAMwNTVFSEgIevbsiZ49e6JXr15V/u7WrRs0NTUBAFeuXMGpU6dw+vRpiIs3sEyuuDjQuw8QG1PxuEgH9FSqZ04LiwWoqBavCGSoQDNwIr6RFcsjEItV/UYuHC5ERQVjPpfLhYeHBy5fvoxr164BKA5B7t+/H9OnT+dfrfsm2qiGy+XCy8sL169fR25uLlauXAldXV3+K2omG/FkZ2dj8+bNiIuLw9ChQ+Hr61t2LiIiAjo6OnB1dcXKlSshzIdwZam++Ph4bN68GcrKyoiLi4OjoyMUFBTg4OBQp2VuDE1DSkoKdu/eXaeaBrWlNC9CV1cXGhoaePr0KX766Se+62kIXQ1NIL/RGw/YozCGewcXA/vA1KETdr4AgCz8Y78I17SO4tn1nyD96Qxm/rQcf+rew/pBIiAiJCcnIzk5+as5H8LCwlBUVISqqiqUlZVx4sQJ/g1oeioB7SSADwnF1SvrXUaABcjIAD2U2mwpgZpoBk5EaVbsl3KjWSVZsSK9lKGadxVhH7kw6F3u5l4YjeDXIhgylv+lmu/cuYP//e9/GDduHN68eVN2PCsrCzNnzoSvry8OHDiAzp07N1gXPzaqSU5OxqJFi2pd76G0f1OnToW3tzfy8/OxZcsWeHp6ws3NDaqqqjXKqImMjAx06tSp1v3LysoSyEOVx+PhxIkTOH36NNasWYOxY8cCABYvXgwPDw/s2LED79+/R1FREdauXYurV6/ir7/+Qp8+ffiqDwCUlJRw/Phx3Lt3D9OmTcPkyZMxZ84cvjgtDPyjtKLkvXv3ICMjg+HDh2PXrl04duwY2rWrZ73maiitVqmrq1vmUDQ3J4LVwxQmCmbwDiqADvsiAvtMxLou4dgJAOww+N3JhaTuDeze6A+gCGyxVwgNLwAGVRztt2/fvtpIROnfLBYL27dv539EVE6++MUgWKixSfpEFBhQ/ArwIhe1jmTp/O+XY4HX6aZpN+o3eRdRoA9dNupGPX/6nSJulJ7/h8IWapJiPyt65F98LN//evG5tNR6mxUTE0PTp0+n1atXU1ZWFhERcTgcOnfuHGlqahKKMy4IAHXv3p38/Pwa9DFwOBwiSqPL8/pQT9ODFJFbeiabwraMI8VhjvQov/hIXl5eg3QREb17945mzpxJa9asKetfeWJjY2nWrFm0atWqas/XloCAAJKXl6cbN25Qbfu3fft2MjQ0pB07dtCHDx/qrbs8wcHBZGBgQAcOHKCioqJq27DZbDpy5AipqamV/d926NCBvLy8iMfj8V1fKRwOhzw8PEhfX58CAwPrpIeBv3C5XHrw4AGtXbuWjIyMaNmyZRQQEECFhYVlbW7fvk0TJ05s0O+iMrm5uXTmzBkiIsrIyKBffvmFb7IbDPs+rRioTqse5NO73eOo/29X6OJ8NTI+/JHy/RdSn2Eb6GnOvzS/R28ycdhDe/fuLXm5k++LAiIievz4MT19+pTS09Nr9VsyMTERdK8YBETjOxGpKXVwIgKIrh+igwb9qJe8Mv2kpUUjVbrTAO2p5HPOnygwgHJv/EsGw3XIc/VK4tTDicjOzqb169fT1KlTKTo6uto2PB6P/Pz8aMyYMRWcicWLF1Nubm6119Skz97evvjA5zA6OFubevUaTD+N/5lGDu1LA3RXk09s8YPo8+fPpK+vT15eXsTlcgXSv/LcvXu3Xvq4XC5t3ryZWCwWAaCBAwcW34hr6F8pHA6Hbty4QXPmzKFJkybR0aNH63XTfv/+Pc2ePZuWL19O6enptbqGw+GQt7c3DRs2rOz/1tTUlJKSkmq8NiEhgWbPnk2///57rfWVkpmZSStXriQrKyuKi4ur07UM9ScvL4+uXLlCv/76KxkbG5OLiws9ffr0mw+7x48fk76+PiUnJwvEJjMzsxqdz0ajzIlgE/fdHhrfZzANVjEmj0QuFZQ6EewPdNhIkfT+jCEOEXHTrtPy73Vpy/P69WHu3Lm1+r0xND8a34ngcIiCAss5DbV7Ff17hl4d86I3Pv8St9I5zm1/8li3hvQnTKB79+7Vygwul0snTpwgPT29klFz7Xjw4AGZmpqWPWzU1NTov//+q7W+CRMmkL+/f5XzRZnx9Or5C3rzKZcqP7o5HA4dPnyYDAwM6P79+1Wu/fDhA2VkZPClf+X16evr1+rzTE9PJ2Nj4woOloiISAW93+pfZXJzc+n06dNkYWFBM2fOJF9fX2Kz2d+8Ji8vj1xdXcnc3JwiIiJq080q8Hg8unHjBo0bN44AkLy8PF2+fPmr+lxcXGjy5Mn08uXLeukrJSoqiiwsLMjJyYlycnIaJIuhelJSUujYsWM0bdo0mjx5Mu3fv58SEhLqJOPVq1ekq6tL8fHxfLPr+fPnZG5uTk5OTqSnp0d79uxp+u9AOSeCuLG0d5wkSRl5UCKXvjgRRUQFL7xolqYqaYweTZrKfWjshjtUNzf6C8eOHSNvb2++doOhcWh8J4KI6FNinZ2Ib79uE6UmU2ZmJtnZ2dU4snv06BEZGhrSvn376u39v3jxgqysrEhYWJiEhYVp48aNX5X16NEjMjIyoj///LNBo42MjAxasWIFWVtbV7iR3b17l96+fVtFX0P6V6qvps8zNDSUlJWVy5yHHj16kKurKyUmJtZbb3lSUlLI3d2dTExMaOHChXTv3r0KERIej0fnz58nXV1dunLlSp2nIb7Gw4cPadKkSSQkJETz58+nz58/l+k7d+4c6erq0tWrV/mmj4jo2rVrpKenR3///Tdf5bZl3r9/T7/88gtZW1vT2bNnGzwlERcXR7q6uhQZGdkgOYmJibRw4UKaP38+vX//noiKnfeLFy+SkZERbdiwgVJSUhqko1Hg5lJiVAS9SS1okJiYmBhaunQpn4xiaEyaxokgIkpPI3oWXhyVuH+3fq/gQKLnT4gyK47CIyMjycLCgjZs2FBhuuHDhw80d+5cWrJkCaWm1j9/ojyxsbG0ePFiateuHeno6FBUVFTZuY8fP9K8efP4qo+ouH9TpkwhZ2dngfevVJ+FhUUFfTwejzw8PEhcXJwAkK6uLl26dEmgIdk3b96Qi4sL6evrk729Pfn7+xMA2rZtW42RivoSERFB1tbWpKamRufPn6eJEyfS9u3bBaavsLCQ9uzZQ0ZGRhQSEiIQHW2JEydO0Llz5/gqMykpifT19Sk0NLTO1+bm5pKLiwuZmZnRkydPqm3D4/Ho7t27ZGFhQUuWLKGYmJiGmtzs4fF4TF5EC6XpnIhG4N9//yVdXV06deoUbd68mSZNmkTPnz8XiK6kpCRav349de/endzd3emPP/4QqD6i4v6VjlwF3b/y+k6dOkWzZ88mGRkZWrFiBb1+/VpgOquDV1zOlNzd3amxcoNjY2PJysqKPn361Cj6UlJSyMrKqlF0tWZ+++23smmL8smSDSUrK4tMTEzozp07tWrP5XLp6NGjpKenR//880+tI03Pnj2jOXPmkLW1NYWHhzfE5GaPlZVVnfOKGJqeVu1EEBXfOPbv308+Pj6NEiLOysqi1atX1yvDvz4UFhbSunXrGlWfvb097dy5s85Jpfyk1HlozAVG5ubmjaarKfS1RiZOnFj296RJk/gqOy8vjywtLb+aN1PKrVu3SF9fnw4ePFjvSF1cXBwtX76czM3N6datW61yuuvQoUN05cqVpjaDoY40zS6ejYioqCh+++03mJqa8q9I1DeQkpJC165doaam1ij6REVF0aVLFwwYMKBR9Q0fPrzC1r4MDM2Nz58/Q0pKCkBx9dnSv/mFhIQETp48CR8fH5w8ebLK+VevXsHS0hIBAQE4d+4cbGxsICJSv9I8vXr1wq5du+Dh4YGgoCAYGRnh/PnztSov3VIYPXo07t6929RmMNSRVu9EMDAwtE0ePXqE4cOLd2l88OABfvjhB77rEBUVhYeHB0JDQ7F3714AxQXgbG1tsW3bNuzYsQNubm58K2nduXNnODo6wtvbG//99x+mTJmCo0ePIj8/v+aL6wQXEW7fQ2H6eZTbMhHsgMVQHfA7n3UV069fP7x+/VogshkEB+NEMDC0dLgRcPteAdPPV7jdI2CxKgb8fq/JzGpqgoOD8eOPP1b5m9+wWCzs3LkTmZmZWL58OX799VfMmzcPR44c4ft+O6VISkriu+++g4+PD+bOnQsdHR0+ayCAuOBU3WJZYDvgCgkJoX379s1wQzKGb8E4EQwMLR0CiMtB1fs9D7zKB9sQT58+xZAhQwAU75EyaNAggekSEhLCqlWrkJiYCB8fH2hpaQlMVymDBw8u+zs2Nlbg+hqDH3/8EcHBwU1tBkMdaAZ7ZzAwMDDwFy6XCyKCiIgIOBwOhISEBL5PSWhoKLS1tRslNwkAVFVVISYmhsLCQlB9N5iqgfygrTA3PFY22qSMV0jhTRSILgAYNWoUzp07Bz09PYHpYOAvjBPBwNAqyEfQVnMYHiu73SPjVQoEeL9v1kREREBdXR0A8OzZs7KIhCAJCgpq1E20REREMGDAADx9+lRgUwzi6lPh5DIWYiXvOWHbYbFdIKoAFOdFPHv2THAKGPgO40QwMLQKxKE+1QkuY8tu9wjbbgEB3u+bNUFBQRgxYkTZ34LKhyhPaGgoli1bJnA95Rk8eLBAnQiWtBI0tLVRug6LndUZYgIKtBARbGxskJubi/z8fEhISAhGEQNfYZwIBoZWAQvSShrQ1i673SOrsxgaJ7De/Hj48CGmT58OoHiVxi+//CJQfUQENpvN1+3Ca0NpXoSgpjMaE0dHRxw/fhxdunTBf//9h9GjRze1SQy1gEmsZGCoJaUPpaaGx+PB2dkZAQEBTW1KsyUrKwsyMjIAgOzsbL7XiKhMdHQ0VFVVBaqjOkqnbAQViWgsDh06hE2bNgEA0tLSEBIS0sQWMdQWJhLB0ALhITcpBlGvY5Gc2xjFdnjIS47D4CHaSMnjQU6y6Xzv9PR0zJo1C9euXcPgwYMRFhbG/Igr8enTJygoKAAA3r9/jx49eghcZ3BwcMWOzRsAACAASURBVNn0SWNSGongvxMhgkGOIUirdFR8/H68jeKvpsuXL2PRokVl77///nvMnDmTv0oYBAYTiWBoUbAj/4bt6L7o95MlbBZMw0g1Ffw43xNPBLS0vLH1fYvw8HAMGzYM165dAwA8f/4cnp6egMggOIak4axl+Qqi4hi//y2i9oxqfEObmMaqD1GeoKAggRSzqokePXpAWlpaANMZHIQ6akJCZhS2PC8sO1r4aC00NNfxTcujR48wbdq0Mido3rx5uHPnDrp168Y3HQyChXEiGFoO2QFYM3klXo4/gaeRIbhz5yEin5/BxHcOMFvqizR+D8YaW983OHr0KH788ceyegDdu3eHk5MTjIyMGs+IFkL5pMru3btj3LhxAteZlJSErl27ClxPZYSEhKCurg4q3geJr7KJeBAXeo4dyw8gklN6kAculz9f/OjoaBgbGyM/Px8iIiJwd3eHh4cHxMXF+SKfoXFgnAiGFkOaz584JTYfu+xHoEvpN1dmOFbusIHMJQ/4pPL3qd7Y+qqDzWbDxsYGc+fOBZvNhr6+Pi5duoS4uDhs3LhRYBURWzJEhKysLADATz/9JPBRbUZGBjp16iRQHd9CcMmVLChMWYeZqVth5xUDfk4cJicnw8DAAKmpqZCTk8PNmzexaNGiRquxwcA/GCeCoYVQiMgnLyGuqYP+lZIARPprYYjEO0TFcKq/tEXoqwoRYeTIkfDx8cHatWvx5s0bXLt2DZMmTar3Rk5tAWdnZ7i4uDTaZk6C2pejtgguLwKAhA7sd5ojxnUlTsbzR35ubi6MjY3x9u1baGpq4vHjx8xKjBYMcydiaDHweASWsHDVZYu8IhRxRCEuyl+fuLH1lVJUVISDBw9CUlISgwcPRkBAADp06CAQXa0RKSkpnDlzBrNnz8bnz59hYmIiUH3BwcGYOnWqQHV8i9IVGoJa5ik1diO2GwzHorXnMXZxw2RxOBxMnToVISEhmD59Ojw9PZndgFs4TCSCjxQWFuLs2bMICgrCiRMnkJKSInCdL1++xPPnzxtV35MnT5ogfCsCNXVV5DwLw9tKcVV2WDDCRIdAS42fPnFj6yvmxo0bMDY2RpcuXXD8+HHo6+vD3Nwc//zzT6uoBdBY1LRNNz+JiIjAwIEDBarjWwg0EgEArM4wcPsfRj9Yh/V+GSj/LVy2bBmOHTuGpKSkGsUQERYtWoRr165h27ZtOHXqFONAtAaorcHjEXE49X/xeFVEJiQkkKOjI3Xt2pWUlZXp8ePHFBoaSsbGxrRz505is9l870ZaWhotXbqU5s6dSx8+fCjTt2vXLiosLOS7vvT0dFq2bFmZvlICAwOJw+HwXV+1pF2meX16kunBCMotPZYdRlvGKdIwx0eU34L1vX79miwtLcnR0ZFycnIqnMvLyyNXV1eaPHkyvXz5ko9aWz9cLpeWLVtGe/bsabCs9PR0OnnyJM2YMYOuXr1KRESFhYVkbm7eYNkNRVFRkfLy8vgosYhC1mtQvyW3qYCIiLj0/qQFKXZoTx0Gri5rlZmZSefOnaM5c+aQsbExOTs7U0hICHG53CoSXVxcSEZGhq5fv85HOxmamrbjRLDZRK8jie7fIQoMqP/r3m2iyJfEy8+jmzdvkpmZGQkLCxMAmjhxIqWnp5ep5PF4dObMGdLV1aV///2XL90oKioid3d3MjQ0pIcPH1Y4V6pPT0+P7/qMjIyq6CMi8vf3L/u78sNPEHwOO0iztXtRr8E/0fifR9LQvgNId7UPxRY1jb4LFy7Q77//ThkZGfWSn5WVRatWraJZs2ZRbGzsN9smJCTQ7Nmz6ffff6/wPWP4Njwej5ydnWnDhg3Eq2YQ8C1iY2Npz549NGnSJJoxYwadPHmywmf/+PFj2rhxI79NrjNmZmYUHx/PR4mVnQgi4rwjz4lyJDpgdbVXcLlcevToETk5OZGxsTHNnTuXvL29KSsri44cOUKDBg2i6OhoPtrI0BwQImoDMVIOB3gaBuTlNlhUZnYOjvvdwH6fy4iKjwcACAsL448//sDKlSurzS7Oy8vDtm3b8OLFC7i5uUFNTa1eum/duoVt27Zh5syZmDlzJlis4tmo06dPo3///tDU1OSrvoCAAGzdurWKvurgcDgwNjaGj49PI5T+5SAr4Q0SPotCTlkZCgIv/vRtfcHBwXBzc4OpqSnmz59fq90iuVwujh07Bm9vb6xbtw6jRtW+nkOpvokTJ+LXX38tp6+4KFZCphA69+jVpEWxmiP79u3D27dvsXPnzq9+l4kIYWFhuHz5MkJDQ6GkpISJEydizJgxFZYecrlcPHjwAOfOncPEiRPx888/N1Y3KpCTkwM7OzvIy8sjKioKcnJysLOzQ58+feotk4j4skoiMTER169fh5+fHyQkJLB371507NixwXIZmhdtw4l4Hw+8e1unS3gFGYhLzoGQlBx6ybQrSx6Z4rgBF+7eK2vXtWtXnD17tlYPgfj4eDg6OkJWVhaOjo5lZXlrIiYmBg4ODujTpw/Wrl1b6yS7+Ph4ODg4QE5Oroo+Xl4y4hIyIdS5B3rJSVZIjinVp6ysjHXr1tVKX05ODp48eVK2i+G6deuwZs2aWvexpcPj8XD8+HGcOXMGa9euxZgxY77a9v79+9i0aRPMzc0xd+7cem1RzePxcOLECbRv3x5TpkwBO/JvrLBxgG9iF/TtLoxPb5PQecJ67N89HxpMTmYZJ0+eREBAAA4dOgRRUdGy4wEBAbhw4QLi4uKgqakJU1NTDBs2rMLDNC8vD/7+/rhy5QqSkpLwww8/wNTUFAMHDmySpYkPHz6Ek5MTnJycyn53L168wK5du1BYWIjff/8dWlpadZZrb28PCwuLskFJQ+HxeDAzM4Ovry9f5DE0M5oyDNJoPAktnoq47UWuA2Ro2sZ/y01RXKdbZt2pv8Xu4vc3j9GpSUNIWVaRtIcOoeE9Zan3IAPy8PqHKDCAIk8eIxFhFgGgsdrDKDExsc7m3Lt3jwwMDOjw4cPfzCf4/PkzrV27lmbMmEExMTH17v69e/doyZIlxW8KXtGpRaNIWVGVtEePpuFqPaj3D/PIIzybiIiys7Ppl19+obdv39ZbX0hICC1atKjsvZ+fHyUlJdVbXksiKyuL1qxZQzNnzqR3795VOBcXF0dWVlZkZ2dHmZmZ/FP6+RYtG9iNxmy8T6mlU9EZD+mPcQrUe47Pl2MMRER0+fJlsrS0rJBDcP78+Wq/80lJSeTp6UmWlpY0ZcoUOnjwYIWcoKagqKiInJ2dae7cuV/9HsXHx9Pvv/9OZmZm5O/vX+tpnMOHD5OjoyM/zSUiIgsLCz7nbDA0F9qGExEWUuwgBHiRi1pHsnSu6ETcNO1G/SbvIgq8SremKFE3jdl0/8rNkvOX6eECTVLoqk8+JcfsplqQ/awZVBQcWG+TuFwueXl5kb6+Pt29e7fKuWPHjtGECRMoICDgm3Ly8/Pp/PnztcyB+Ey3lg2kbmM20v0vTxt6+Mc4Uug9h3z49LR59OgRJScnE1HxQ1VfX7/xki+bCdHR0TRt2jRav349JSUl0YYNG8jCwoIiIyP5riv1uBnJajhSeKW8kKJwJ9KQMSLPJMaLqMzdu3fJxMSk2odwZGQkbdmyhUxMTGj27Nnk7e1N2dnZTWBlVd68eUOGhoZ09uzZWrVPT08nNzc3MjAwoDNnzlBR0deTh27cuEGzZ8+uc95IbdixY0eN9zKGlgnjRJR3Iq6sJTNpFXL08q+YTBlwmJz6tiej1ReIAgOIe6fEwfgvuMGmVU6sCw4OJkNDQzpw4MA3f/Dlrz99+jRduHChZmWpx8lMVoMcqz5tyElDhow8+R8tWLVqVRUnqS3h7+9PM2bM4Fuia1XYdH+FGinOuVJ1tUi+D1l3G0irHvB/dVBrIDQ0lPT19enjx48UFBREq1evJkNDQ1q+fDndvn27Vr+/xoLH45GXlxeZmppSQkJCna/Py8ujAwcOkJ6eHu3fv79KVOD58+dkYmJCBQUFX5HQMB4/fkwbNmwQiGyGpqUNFptiI+hvJxheK80CIGTEZYI3AiiMf4OXoqqY26vSHLVIL2ipiMM7IRFAp28mGNYVKSkpbN26FdHR0XB1dUXHjh1x8uTJWtdhkJKSwrRp02rVtjDyCV6Ka2Ju1RKM0BoiAe+oGADydezBtxk5cmSdkgZbCw8ePICmpiZ+/vlnHDx4EAYGBgLT1VRFsVo6Wlpa2LNnD1xdXaGoqAgrKysMGjSI//kN3Ai4jRiHCLt3OG1RWheBjYDF6rAVPYJX2yTh+N1P2NfRGfdursFgMQAoxKO1OlgodBjhf+ggOzsb+fn5uHjxYr3uPxISEli4cCF+/fVXXLhwAZMnT8b3338PW1tbFBYWYsqUKbh//77A9q0YOnQoXF1dBSKboWlpg06EKNTHWcNFqzSpiouwM87YDgA8ArFYEK56N0YRhwtRUcF9XKqqqsU7MgoSHg/EEq6+f0UciIqLVndVgxB0tcDmREhICAYNGgRJSUnweDzk5+c3wkqVkqJYh8PwlmuAgeX839KiWBYCKIrVWujXrx/2798vWCUEEJcDXqUUduLxwOMRAALxxCH0fAeWHzCF37L+EAFAPC64QsUXSUlJwdbWtsGmCAsLw9LSEhYWFpg9ezYsLS2hoKCAUaNGITU1FbKysg3WUR0iIiIQEREBm81mNthqZbTBIQoL0l37Qru/WsmrL1Q6ikIIgEgvZajmxSDsY6UShYXRCH4tgiH9mt9mR87Ozpg8eTImT56M06dPf7OtiJo6VHOeIaxqCUYEh4liiFb9loK2ZZ48eYKcnOJ9wVNSUrB9+3YAwIgRIxqpqicL8mY2ME89BHvPl8grPZwTjj0bzqHDvMUwYFZnNH9YCpiybiZSt9rBK4afW11Vj5CQECwtLWFpaYlDhw5BX18fDx8+FKjO7777DiEhIQLVwdD4tA0nopbhSVann2AzOguHDv+LlwWlR/MR7n0M5yQMsXi4RL3kChJnZ2dcuHABFy5cwPTp07/ZliVvBhvzVByy98TLL08bhO/ZgHMd5mGxAJ829vb2tXZ2WhIpKSnYsmULAMDQ0BD9+vVrfCM6m2CX93p08jTAgCEj8bPuKGhozsRNbXdccNKBoGMhDLUhH0FbzWFoaFjymgSHaykoX6haQsceO81j4LryJPi019U30dHRwX///YeOHTti+PDhePTokUD1jRo1CoGBgQLVwdD4tI04Z4eOQPbnWjSUgskSZ3zcswMGs3zQq0cnCGV9QmqnkXB3s4ZO5Shch5ZWOKUzTHZ54+PSBTAY4I5eqgoQSo1Fqrw53C84QUeAT5vNmzcLTrigqGkue9dI6OrqwsvLC7Gxsejdu3et81P4TUdNGxwNmVe3Ily16B8DvxCH+lQnuIwVK3nPQdh2i+Jp1DKkMHbjdhgMX4S158eigXtd1YicnBxSU1MBAIqKivj48aNA9Wlra5dF6hhaD23DiejeA0hKBESU4ehRueCJGMbbnUJU6VtJVdisO4h5Ocl4k5wLUZluUO7crmrIRkgIUGyq6Q0uItxGYFyEHd6dtkDZ7T9gMdRtRRH9atfXL+2oCZujIZiXlYA3CZ8hKqcMZQXJNhKSqiM1zmUX4+bmhpiYGPTu3buRDayMCKR79seD69ehPkil5ua17B8DP2BBWkkD2tpfnLWszmJVkmFZnQ3g9r/R+H7VeqiOJ6CzYK2SkpLC58+fISUlBQkJCeTl5QlsUyxRUVEQEYqKiioU+mJo2bSNZ4ekJDBoCCBW+4QekQ7y6N9HGSrVORCiYsAAdaCjFF/NrD0EEBecqnf/Wu/kJyLdE/3VB0GlkRyIN2/e4OjRozh69Chycxtefrw50bdvX4wbN66pzShD4Am6DAKEBQWzP+CmfRs7T8dB0NkR5fMUhg0bhrCwMIHq09LSQnh4uEB1MDQubSMSAQAynQCd74HMTKCoqP5yREUA6U4AH5d5tgXat28POTk5AGhho5CSuexj5ZYEv0oBb2KTGsVHWnv/WiAsRUzbuhHn7vyGaAGrGj58OG7evInx48eX5UWUltAWBKNGjcLdu3eho6MjMB0MjUvbcSIAQIgFdBJwfLARyQ/aCnPDY2WRBMp4hZRmevfv1q0bjI2Nm9qMelCbueyWTGvvXzNAZBAcQ9IqHRTH+P1vy6ZR3cKjKpwV7j0PvsnzBG6ahoZGWZ7CsGHDcODAAYHq09HRwb59+2rdnhPqiO9+2oeOzvdwc81gFJfQeIS1OgshdPgR3NpvxYhxEbB7dxpf0noCsFjdFqJHnmLXSLFvSGfgB23LiWhliKtPhZPLWJTd/sO2w6IZ3/3T09MhKirawnbyq91cdkshNDQUnTp1KrfLY+vqX2uAy+WCy+VCTEzwD0BxcXEUFhaCiNC+fXvk5eXVfFEDKCgoQGRkJLhcbu02niMCT1wIz3csxwFTPyzrLwKAwONyIUQAgcDl8FBxYpfA4/Gq5PowCAYmJt+CYUkrQUNbG9olL02VzhBrxnd/FxcXnDp1qqnNaNPIyMjA0dGxqc1g+AZ+fn44fvx4o+lTUlJCXFwcgOJdiRMTEwWih8vlYv78+fjhhx8QGBiItLQ05Ofng2rYSJqlMAXrZqZiq50XGqGEBkMdYSIRDI3G7t27m9qENoufnx8mTJgAFRUV9OrVC7dv38bYkfwtcc7AHxQUFBo1+fD777/Hf//9h969e8PGxoavZf3LY29vD0tLSwwcOBAeHh5YtGgRNDU1wWazAaCKM+Hg4IAhAAAJ6NjvhPmoX7DypAG8K5fDyQ/CVnNDfEnrycCrFB6a58Ru64NxIhgYvkYt5rJbCkFBQRASEoKenh7s7e0RGhraqvrXmlBQUEBSUlKj6bO0tCybWtDS0hKIjpMnT0JUVBSWlpYgIhQWFmLnzp017inDeXyx+A+psdi43QDDF63F+bGVKmiIq2Oqkwu+pPWEYTs/5nULg7FKYyz20hIEPN2OEaXyC27BdpABvDo5IOShEwa38adoG+9+S0UEgxxDUOX2P34/3jbju/+ZM2egrq4OdXX1pjalTZCXl4fXr19DQ0MDa9asQXBwMACgY8eOGDNmTMMVZH8G0tOAWi4rroKQENCuHSAnDwgzt6JS5OXlkZyc3Gj6RESKP3teXjLiEjIh1LkHesnxb+l3SEgIrly5Ulap9sCBA1BWVq7jpnQsdDZww/9Gf49V61VRoYQGSxpKGtr4ktaThc58mdcl8EgaMhn/wPvRZowoSdIsuOeNm7ky6NCpYi5GYU4WiiSk0b4WqR6tCSYngqHRmDZtGuNANCJCQkL48OEDgOIltrq6uvwRzOMBkRHAk1AgPhZ4H1+/V0IcEB0F/PcA+JzFH9vqSmEwVg0Uh/iAlQgqLHe84BZsVcTQTtsFzzmNa5KYmBiKGrIMva6wI/G37Wj07fcTLG0WYNpINaj8OB+eT3IaLDoxMREODg7w8PAAi8XCnTt3EBISglWrVtVdGEsBZn+4Qfv2TpyOa6TkCJYCdPVl4X/hIYonXQpw98JdKOmPgXRJE16SP5z01KAyVAeDVYbCYvcjNNG3uUlgnAiGVkdaWhqWLl2K2NjYJrWDw+HA19cXEhISxdMHjcDTp08hKSmJt2/fQkJCAkZGRvxXEh8LpFQaKfMKkPwxHq8TM5FX18AEhwO8eFr8b6NTfrT5xYsoG22i/GizEDlZuQIvAAVUzQ8QHNkIWDMZK1+Ox4mnkQi5cwcPI5/jzMR3cDBbCt+0+m/iwWazMX/+fLi7u0NKSgrv3r3Dli1bsH///npvt85SnIatG8dBkt14Sy+6GppA3t8bD9gA8u7gYmAfmOqVbq6XhX/sF+GalheeRUfhTfA6iOxdjj8jmuK73DQwTgRDo5Cfn49du3bB29tbYDfIoqIi7Nu3D9bW1pg5c2aTlaFOSkrCpk2b0KdPH7i4uGDZsmU4cuQIFixYgE+fPglEZ0pKChYtWoQDBw5gxYoVsLOzw7Fjx/j/WfN4QOKHcgcKEem/G6OnW+OnDTuxwHkZ1KYtxvwrb5ADANx3cLMxx/TbBRWuCdg1CwP2PftyiMsFkgXz2dRIjaNNHpL8naCnpoKhOoOhMtQCux+1krFmmg/+PCWG+bvsMaJL6eNABsNX7oCNzCV4+KTWSywRYcmSJVi+fDn69u2LnJwcLFy4EB4eHpCQkKhZQAki2m4Ij9qLMWXFhoXRe54vkgtfYstwMYgMckRI2llYlq/ULT4e+99GYc8o/iyRZfUwhYnCTXgHFSDv7kUE9pkIo9LPih0Gvzu5kMy8gd0bN2DjoWdgi71CaHjBt4W2IhgngkGgEBEuXLiASZMmoU+fPoiLi8OkSZPw5MkTvurx9/eHsbExOnfujCtXrmD48OHg8Xhfj0YQAempwIeE+r8SPwAF+WX9DAoKwowZM9CzZ084ODjA0NAQQUFB0NbWhru7O2xtbWFjY4Nt27aVZaQ3lKKiIuzevRvz5s3D/PnzcfDgQWhoaODixYtITU2FtbU1MjIy+KILQHG0oFzEIDv0MCbvj8N4Bw9EeuzGnUN/4bnzj3jn6Yil97KKK7TzuNXsz0FV9+fIz+efnXXkm6PNrH9gv+gatLyeITrqDYLXiWDv8j8hyMGmmJgY374j36Iw8gleimtCp3+lnBSR/tAaIoF3UTH1krtv3z4MHDgQurq64PF4WLBgAZydndGjRw8+WF1cb6KwsLDmhvyApQQz02645X0TfhcD0dfUBF3L8h4KwC4Uh7ScLGRlZSEr2w1jbTdjtmZLqsrbMJhsJgaB8fTpUzg5OWHkyJG4cuVKWfEcKysrODk5QUhICBs3boS8fP2XGkZHR8PBwQFqamq4ePEi2rdvDwB4+PAhXF1dq49I5OUBEU+BgoaPFnLy8nEq5DH2n/PGs+fPAQCSkpLw8vKClZVVhbZDhw6Fj48PLl26BBMTEyxZsgTGxsb1Du1eu3YNu3fvxty5c+Hr61tBDovFwsqVKxEeHo5p06Zh3bp1/EmmrEAWfC7ehJjxdtgPli4bkcgMnIodE29j7NUgHPlhQB3kNV11oOLRphm8gwqgwy4eba7rEo6dAArD/XAnVxK6N3Zjoz+AIjbEXoUivAAY1EEw9oiIiGDPnj2ws7OrXVGm+sLjgVjCEK7yFeShqIgDUfH6PQz19fWhqqoKAHB1dYWuri5++OGHhtlajtKIZuXfmGBgoZepKRTH22ODkCqWuipA6EXJKdGh0BlaBO+uJlhkqwyhdD/YGe1A/tgFbWaJKeNEMPCdlJQUbNiwAVwuF4cPH4aCgkKF8/Ly8jh48CDCw8Mxf/58jBkzBosXL65Thb6srCy4ubnh06dP2Lp1K5SUlAAA79+/h6OjI2RkZHDy5El06tSp4oU8LvD8CVBYl1EeD3kZSUjIEUJnOXnItSt+XCZnZEBtpjUyc75sKKampgZvb++vJpAKCQnB3NwchoaG2LlzJ44ePQpXV1cMGjSo1tZERUXBwcEB6urquHTp0jd3XdTU1MSlS5ewevVqXL9+HS4uLvyrhFiUgCexYtA06lXpRiKM/v1UIHEnAcAAAGwE/e0Ew2vl9ueIywRvBH/M4Aslo00D75vwKwpEX9ON6CpcUquhgI1CcWnIycpCVggAxsJ2sxJKB5tcLhfJycno1q0b38zp378/Pn/+DGNjY9jb22PkSMFsyy6ipg7VnMMIe8uFwcByzgo7DMFhohhioVYrOZVXdvTr1w8AcOPGDWRmZmLDhg18tXvKlCmwtLRsJCcCYPUyhWnvdXCQWApj+XIBfFZ3WG9xQaDVBGif7w6h+ATIWB+Bk3oberQSA0Md4OYmUUxkFL1LziVupXOFhYW0a9cuMjY2ptDQ0FrJ4/F4dO7cOdLV1aWrV68Sj8f7ZnsOh0MeHh6kr69Pd+/eLTuel5dHLi4uNHnyZHr58uXXBXxKJAoMIAoMIM5fc2i4zFg6dyOg7Bjd3E62ij1p+T4/osAAKjhhT4uGdiXFHv1o9ND+pCanQD8Y2VH49eL2cw0NCMVDaJpqaUmfP3+uVb9Lef/+Pc2ZM4eWLl1KaWlp32ybkZFBK1asIGtra4qPj6+THiKiy5cvk76+PkVGRtb52jLY7C+f1a3dtLyHHM3fev3LsZJXrss4klOZRRTgRS5q7WnCwr0UcvhAyetPOjROllQn76p43Zuo+ttV7/7cpxUD1WnVAzZx3+2h8X0G02AVY/JI5FKB/0LqM2wDhccdJiNFPfozhkNEXEq7vpy+191Cz4uKRezbt4/k5eXp3r17DTaHx+PRlStXaMqUKfTs2TPKzMyklStXkpWVFcXFxTVYflXS6PK8PtTT9CBF5JYey6awLeNIcZgjPcqv4fKCV3Rq0ShSVlQl7dGjabhaD+r9wzzyCM8mouLfZVFRkQDsJrKzs6MnT54IRHad4eZSYlQEvUktaGpLGh0mJ4KhdtSwDCwnJwcmJibo1q0bLl++XOuiNUJCQrCwsICvry/Cw8NhYWGBV69eVds2MDCwLPx/9epVjBo1CkSEc+fOYdKkSdDS0sL58+cxYMA3Quh5X6IGBAKXS1WC6DweFc/h54VhjcNBvBxmj6cnD+LOvv2IPOaEiYlHYLYnCGk8YNOv89BFSgr7li3B6ePH67wviKKiIo4cOYIZM2bAysoK7u7u4FRapVAa0ZkxYwbMzMzw119/oWfPnnXSAwAmJiY4evQo7O3tcfjw4XolXRIR/rxwCUf/vQYI94R6z3w8e/2x0oqFQoQ9j4aoimrJexaku/aFdn+1kldfqHQUbXb7cxSPNt8irr9phdEmq7s1trjIw2uCNsaM0Yb2oqeYsP5XqIsAHz9+hL29PZKTkzFu3DgcOnSo3voDAwNhamoKd3d3dOjQAfLy8pCWlsa2bdvg4OCAlStXwtnZmc/7W3SGyS5vrO/kCYMBQzDyhX27KwAAIABJREFUZ12M0tDEzJvacL/gBJ1237q25pUdEhISZXUo+I2NjU2DPu+aKF0eXStYkujabyBUuojX3La10cRODEOL4DPdWjaQuo3ZSPdTS+MPGfTwj3Gk0HsO+ZQcKywsbLCmhIQEmj17Ni1fvpzS09OJiCg2NpZmzZpFq1atoszMzLK2YWFhZGJiQjt37iQ2m107BW+jy0a+RX/NJu2OY+hspUjEb9160NK9fpS6/ieS7WtF4QEVR9lFXlak0WE4efreJAoMoPR/fIvPsRs2CuFyuXT8+HHS09OjmzdvEhHRnTt3aMKECeTl5UVcbuXYT/317Nmzh6ZOnUopKSm1vi45OZmMDIojL926dKbcG/9S2h8G1Ef+Rzp4/N+yzyfbcwGNk+1Hjgevl0QiOpKl87/lPsPrdNO0G/VrDpGIOsDNTaSoiDdUfrB59OhREhMTK4tGAaAFCxbU/vtIRI8ePSIzMzOyt7cv+86Hh4fTxIkTadu2bRVkXbt2jfT09Oj06dM1Ru3qSlFmPL16/oLefKoaZayW1ONkJqtBjuGVIg1F4eSkIUNGnkl8ta86zM3NKSsri+9yIyMjydTUlG+/udYM40Qw1EwT3CyCg4PJwMCAZsyYQRYWFvT69euyc58+faIFCxbQb7/9RsnJyXUTXNmJEJOlYTo6ZDC85KUzgHpLdKele6/SfcuepGiwifIrherJ35WsuyjRqgN+FY830IkoJTs7m+zt7Wn+/Pm0atUqgdwkiYiePXtGenp65OfnV2NbPz8/6tq1a4WH5eZf5xEFXqUwuwmkLS9Pgwdr0s9DVKiv0jBavelvKgoMqJsTERsjkH4Kmo8fP9LatWtJWlq67LMZMWIEJSYmfvO6J0+ekKWlJa1YsYKSkqr+hng8Hp0/f550dXXpypUrZU5DYWEh7dmzh4yNjenx48cC6VNtYN9fQWqKc+hKlSmPfPKx7kYDVz0QuA0XL14kd3d3vsrMzs4mPT09+vTpE1/ltlbaUPYHQ30pXQY29yvLwLyjYgDwdzOnH374AVevXsXhw4dx8+ZNSEpKgs1mY+/evbh//z42btwIDQ2NhisS642pv8zB2NIkdG40tjudBQDwiMASZlUNuxMHRRwRiIsIZjawQ4cO2LRpE5SVlREdHS2wcPDgwYPh6+uLdevWwc/PD5s2bUK7dhXj12w2G+vXr8eOHTvKjnWV7QJr3Z9hNmokAElomq5BiFEOEj6k4LOINJS7dYZk6UcjogxHD99KmsUw3u5U1f055BUqH2kRdOvWDX/88QfWrVuHw4cPY9euXWVLey9duoTvvvuuQvvIyEhs2rQJUlJS2LlzJxQVFauVKyQkhClTpsDIyAg7duzA0aNH4ebmhgEDBmDp0qWYMWMGnj59WtZeUGWrv4qAVnbUBRMTE5iYmOC3336r9yqn8hARFi9eDCcnpyoJ4QzVw+REMNRME90sWCwWFi5cCG1tbZw5cwYmJibo06cPfHx8+ONAAIBQByipqn2Zr1ftjs4iQgCEoaasiJy30XhbqUQh+3UEwkT6QKun4Jbecbnc/7N353E1Z/8Dx1/3thMlWoiyRdKg9JOxG8aeZJmx77Ib69izheFrGTNmxpJ9J/syYxgMYyxRtqJkbZCEUum23Pv5/XHbULTcW+E8H4/70N3O59zr3s99n/XNw4cPuXs3d+v0s8vQ0JClS5fSokULOnToQGBgYNp9wcHBfPnllyxevBh9fX26dOnC4cOHCbt3nwWjv8Pe1ia9IF1jytlWoLp1hgAiJ8pXBKOsV5l8DIoXL8748eO5d+8e69atw8TEhIYNG6al9b537x4DBw5k0aJFzJ49m19++SXLACIjIyMjpk2bxrJly1i4cCFjxozh5cuXlCpVimbNmml12+r3Ua/suIb/O1+QlJUdztlb2ZGnOujqUrduXc6ePauR8n799VecnJyoX78wLR0q3ERPhPBBmloGllsxMTG8ePGCAwcOvNNS1h45Fo3c6LhpGVMONWCre3mKALy+zbK1pzBuN4vWWvzNe/bsGSqVisDAwLTlctrUsmVLnJ2dGTlyJA0aNMDAwIDRo0fj4ODAL7/8QteuXTEzM0t/Qi1nePwojwm4AEMjKG0NZiU18joKA319ffr27Uvv3r05cuQICxYs4N9//yUuLo6pU6dib2+fq3LLli3LunXrOHfuHD169GD16tVYWxdPmdz4LbuuTkvZdTKKCz90wt1jFOaXfHAvqZ22otzCg8Ed5zF8ig8eWwfjUAQgloBlM9hpPIA9rbW0icZbunfvzty5c9mzZw/FihXL9FK8ePE3rhcpUuSdnovz589z/vz5tKBPyB4RRAgfVNAni+LFi+Pu7q6ZACInG/cUr8fSOc8Z9b9JVNtrgV0JGZHh0Vg0+o7dfarxTm00mInyyZMnAAQFBeHh4aGxct/H3Nycbdu2sWjRIm7dusWFCxeyTpimb6DuPShfMV/q9jGSy+W0a9eOdu3a4eHhwd69ezVSbupQn1wuh+eb1NtWH8tk2+odTVm97wfcB2h2qDGdemXH41GetK72CzZ2lsgi7xNp0TEbKzs0Q5IkvL296datG/Hx8Zw7d46TJ0/i5+eH4j2bycnlcoyNjdOCCjMzM4oWLcru3bs1MizyORFBhJANBX+y0BhzC3UCKUC3Qm/8Dr91v74zv+5Ib4kUq+LGutVtiH76iLDXOpiXLo2lYSYtO7OSOQtQPiBjEJGfZDIZNWrUwMTERGRc1SC5XLO9AanlFcR8pTcUc2LwOj8GRIcRGvYKPfMKVLDMh/kYKZYvX46LiwutWrUCSAu4k5KSuHr1KufPn+fcuXOcO3eOe/fupT1PpVLx6tUrXr16BUDTpk358ccfc7xEWxBBhJBdBXyy0JgiRaGsjToVdbbpYGJpk5b69x16elChkgYql66ggghQz5PIj7wNggYUgsmNALom5bDP8guiHefOnePSpUusX7/+nfv09PRwcXHBxcWFESNGAOrEeKlBxfnz5/Hz80vbc0NXVzdXe68IIogQckjXpBzW8hj09XU+vgAiVfmKULSoekw/Pp5c52yQy9U9EGVtIQeZCbMjNYi4desWSqVSu/kT3mJgYPDermCh8Cjo+UoFJSIigpkzZ+Zo+MHS0hJ3d3fc3d0BSE5O5tq1a5w/f56bN2+yZcsWhgwZos1qf5JEECHk2OrVq6lbty716tUr6KrkjkwGFlbqSyGVGkQoFAru3btH5cqV8+3YhoaGIoj4SBT0fKWCoFQqGTx4MMuWLcPYOPevT1dXF2dnZ5ydnUlKSsLd3Z3BgweLORE59NE2JgXhUxYeHp72d34PaYggQrOkXGwvnn152bb64+Tl5UW3bt1yvcolM3p6evzf//0f586d01iZnwvREyEIhUFMDESEQ1IiAE/u3gHAUF+fO/+ehSrZmHOhqwvmllDcRN3bkktiToRmJScna23DMODTma+UDQcPHiQ+Pp5vvvlG42UPGjQILy+vj7eHtYCIIEIQCtqDe2krRlKdXLQAfT299K7VZxHZK+vJYyhdBipVyXUgIeZEaFZSUhJ6etqf4FgQkxvz0927d1m1ahV79uzRSvlly5YlPj6e58+fU7Lkp7NvibZ9isGqIHw8Xr54J4AAMNBV8exJGCFPonid072cnjyGiKe5rpIYztAsrfdEFEaq10TcCybk/rOcf34zER8fz7Bhw1ixYoVWA7J+/fqxbt06rZX/KRJBhCAUpPDHb92QyK1jP9K4W28azFiC58zvqNp1BAMPhhILoLyH9+COdDupeOM5J5b2pNrP195TbvaJIEKz9PT08m3DsIKXwK2tw2lcuQoNvhmMZ9eGVK1Uj4E+V8jLJtzfffcdEydOzNY24XnRvHlzjh8/jiq3u7B+hj6z8FgQCpm35h7EXF5Fp18f8O3s1Uz7wgQ5EBW0lU6TpzPKdAVrvwRJpUT11lw9SSWhynhjQu6DAAMDAzEnQoOMjIzSlhVqS74n38pCzImJdBofxLe7rjKtfkn15/fCD3Ry92CU+SXWuud8mGDNmjVUrlyZpk2bar7Cb5HL5UyZMgWFQkGRIh93Lpf8InoiBKHQiGbfnuPotxvOlJQAAsDU4VsWtzdm7yHNJBn6ELlcLlpiH6AM9KauZTd2vc5wY8IJRthVY8yZRJIvT8fJyJRGC66TmHp/4gUm1XJi8sXETErMpQJKvpW55+xbvgX9gUuZkhJAAJi6jmfxYFP2rt6X9kiZTJbty8CBA5kwYUK+vYpGjRqJACIHRE+EIBQWSWFcua+PU1ubt76YOthXqYTRqTCgGpDA2a1etPk99TQt8fJBFCqReDDfSEgok1VvbVMmoVKp1L1EkoTKQMb1xaP5zf0o39nrqu9XKpFpbMVnTIEl38pU4i2uBBng1N/+rc+vLvbONTDyTU/+nt1lr4MGDWLGjBli74ZCTPRECDkmk8mIjc2/lk5ycnK+HatgqVBJMnQy+VaqlMkk66ZOKNPD8avezB7QL+XSh34ORRGn2cJFbtmZyT0iWThuDXeVH358jj3fp06+tTST5Fume1m9L1ILB30fFSpJjs67e3CjSkoiWc8g7Xp2eyF8fHzycTvqRP6d4ICBQTXGn83YW6Tgr+GV0Dd0Yfb1z+VclH0iiBByrFOnTmzYsIFJkyYRExOjtePcu3ePHj16EB0dTfXq1bV2nEJDpxyO5eK5FvKYN39zEvG/fhu9SnYp1+WYWFXGxb5qyqUylYrpaTSIEC2/bIg/y8KObWjTJuXSYRq/P8s4DGREnSlL6Hh3DuM3P0TTA0SpybfqZJF8617wXQ0f8QN0q+JoF8s1/ztvfX4T8P/XH70azmm3SJKU7Yu3tzebN2/Ol5cgqSRMTF9y2PdC+jCU4gy+x+MwNebNuUiJsUTHaSM6/LiIIELIlocPH7Jy5UoAbGxs2LJlCy1btqRLly6sX79eo2PosbGxTJs2jcmTJzNr1iwWLlxI0aJFAZg4ceKn2zMhL4FH+4ZEHvDB5376xMjYkD3MOGnEgI6u+VYV7e6y+IkwcORbr9nMnp1ymdEPV5O3gq/iTZm1qDXXvSaxKzzv35GIiAgWL16s/r4VkuRbaeQWeAzuSOTKKfgEpU8WiQ1YxoydxgwY0TpXxU6aNAlfX19u376tqZq+hxzLr1tR6thuzqfMLVb8vZu/bVvRJHUPDtVTjnm1oGqlmtT5ohI1u/zIheh8qFohJYIIIUshISH88ccfgDpw8PT0fOP+pk2bcujQIRQKBe3atcvzlrEqlYrNmzfTqVMnmjRpwvbt29/JGTF//vx31tzHxsYSHf2Rfov19d+4alZ/OL69iuEzvi81ho/j6xGDcJpzGZcxM/Fy0M+ikMzKNfjwY4S8kZtgW8slLVuki1MlzPTf/kWXY9bamx8an2Py1KO8zGVsdvfuXUaMGMHIkSNxdXVFLpenJN+6hv+dt1rDqcm3nPM/+ZaZ21J8p5bAp3U1ajRszteNauHU4zguv+zGK5d7cOvo6PDbb78xcuTI/Fk1ZNUGN4tj+J5LAF5zas9pKrq3oETK3dGHpzDsd2fWXLtNcOi/TNb9idHLA/lEmzYfJCZWCm94/PgxkiRhbW1N+fLlmTNnDq1atQIy7+LW1dVlyJAhfPvtt8yePZtVq1bh7e2d4/XcFy9eZPbs2bRu3ZrDhw9nuTmPXP5u3Dt9+nS++eYbvvzyyxwds1CwtILnGceui+DkPhG/trGEPXrGK10TKpQ2o0jqy9atwPTV+98qRJ9m47YQnPEmy8KbXOyzI7fEY743O1yHsC3ahuE5eOqVK1dYsmQJenp6jBkzBkdHx/RiC2XyrWI4DV6H34BowkLDeKVnToUKlumf31wqXbo0o0ePZtKkSSxdulQzVc2KvCzubpZ4+J5FUSeBPacr0n5ySQKWACTgf/QUcUW+5s8fZ3EMSErQ5+blABRU59NLd/ZhoidCQKVSoVSqWzMKhSJtOZW+vj4bN27MVhklSpRg6dKlTJgwgVGjRjF37lzi4+M/+LzHjx8zYMAAtmzZwoYNGxg+fHiOdve7efMmUVFRfPnllyT+OwEHAwOqjT/LG9Oi/hpOJX1DXGZfL3ytBbNSUDqTgEvXmHK2FahubZbzE3Apc7AqrZHqCZoht+7KwllfUSQhvSvi7t279O3bl3v37r3xWEmSOHHiBJ06dWLjxo14e3uzZs0aHB0dUalUHDx4EDc3Nx4+jC28ybd0TShn70j1SnkPIFK1atWK+vXr58PyYzm2Hu6U/suX40f3cLqyO25W6WnWFQmJGJiYU6pUKUqVKkXppsOZ19eJfB48KjRET4TA4cOHCQ0NZcyYMVSsWJHy5ctz+/Zt7OzscjzBzsHBAV9fXw4fPkyHDh3w9PSkY8eO75SjUChYunQpfn5+zJkzJ9cTJ0+dOsWcOXPUVyQVkokpLw/7cmFefRrqAyg443ucOFNjSrw5K4rY6CSMTIqik0m5+UYmg0p2YFYyJQFXUu7L0tEFCwsoWQpkeTtzi4mV76dbfTp+z9+60aAZv95J7Q/yJuCNriEdyg/YT8SA9FsqVqzI1KlT8fLywszMjEmTJnH27FnWrVtH3bp1Wb16NWZmZgAkJiaybds2tm3bRosWLdi6dSvFihUDbD6b5FsAnTt3zpfjyG3ccbduxpQZMuxGzcFSdiPlHj1q1qlJkq8VbsOGU0H2gqPj2rI4vime7fOlaoWPJHz2VCqV5ObmJkVERKRd14SEhATpf//7n+Tu7i5duXIlrew9e/ZILVq0kPbv36+xY0mSJCX8M1ZycOwh9WlQXfrub4X6xvg/pMHVvpb6dKko1Z5xVUqSlFL4n9Olr6uUlSpWqSDZ1ugsLT0fpbE6fCo6duxY0FX4rPj5+UkNGjSQ2rRpI4WHh6fdHhMTIy1ZskRq2bKltG7dOikhIaEAa1kYJEmXptWSDE0aSj9cS38vEs5PlGrWmiRJUrJ0Y46rZNF1pxSX4VmKv4ZLle1Hf6DsBOmfsQ6S44RzUoKklO7/9JVUpHhbafUTpSQpjklDKtaWZlxNkiTFDWlNTyfJrlZjqbFTBali0xnSqRfaeK0fB9ETISCTyZg5cyarVq1i6tSpGmuF6uvrM378eHr16oWXlxeGhoY8ePCA+vXrc+DAAQwMtDH5z4o2bhbM8j1HQqMmKE/t4XRFd6aVWMINgOjDTBn2O87rrvFHAxPCt/egwejlfH1mKtU/42/D20miZDIZKpUq0zkogua5uLjg7u7O3Llz6d69Ox06dCAiIoIrV64waNAgjhw5Umj+Lwp6i21JUmEgu87i0b/hfvQ71Pt4qVAqZYAEkpLkd/eFz8YwiD71FwdyPeWa7ci/iBuZel9zfrtzKeXv6vTfdImu4aHcjytJpUol+ZynMX/Gp01BJpOlLeVzdnamVq1aWjmOpaUlK1eu5MqVK1hZWWFlpc1Jf3LKurth6eHLWUUdEvacpmL7yZRUz4oiwf8op+KK8PWfPzJLPSsK/ZuXCVBA9c9wVtSVK1dYu3YtYWFh7Ny5My1DoqGhIQkJCRgZGRVwDT8f9+7dIyoqihMnTnD79m22bt2aPlSnQbkOAhJusXXsYKbtf0LJymXQCb/DU7OWTP31RwbWys8vjxzLzpNpc3Eh49a4cWBwxXw8dnodilhVwaEAjlzYiCBCSKPtlo62gpS3yW09cC/dGt/jR0k6XRn3WVboBKTcqUgg0cAE81KlKCUDaMrwebY4fUazol6+fMnWrVs5cuQIjo6ODBs2DHt7+zceI4KI/Hf/fnpK+Pnz59OgQQPNHiBPQUAh22LbqA5TlnSkUZ/xbG7tS7e37o4/u5CObdanBUjSy5s8U32ukxa0SwQRwqdHboO7uzXNpsxAZjeKOZYy0qZF1axDzSRfrNyGMbyCjBdHx9F2cTxNP/FZUSqVihMnTrBx40YSExPp3r07+/btS+t5yCgkJASVSkV8fDympqYFUNvPU+oqDR0dHVq3zt3GTFnLYxCQusX2sUy22N7RlNX7fsB9gIWG6/x+xZvOYlFrV4ZN2kXTEW/eZ+D4LV6zm5K6s0qy/yK6LMrX6n02RBAhfILk2Li7U37yNIxGtcMiw7lRXqY3C2afpldLF3aVkfEwzJTea71w/ES/CQ8ePGD9+vWcP3+er776ioULF2Y6nBQbG4uvry979+7FxsaGkSNHUrq0WCaaXyRJSuuJqF+/ftqqDI3JYxCQusV2/yy22PYNvgvkbxCB3IzW3j/QuO4Epto1QyL9PZOb2FLLxYXUXJwJ0Wa8sw+YoBGf6KlT+Bzp119MYPqsKP5KnxVF89/ukDYtqv8mLnUNJ/R+HCUrVaLkJzYrSqFQsG/fPnbu3EnJkiXp168fXl5e70yYlSSJ8+fPs27dOiIjI+nSpQs7duzA0LAgNxj4PEVERKTtq+Lm5qbx8vMcBBS2LbZTyC09mO+9A9ch24i2yck2XoKmiCBC+CzJi1hR5RObFRUQEMDatWt58OABHh4ebNy4EWPjd8e6nz59yqZNm/jrr79wdXVlypQplC9fvgBqLKTKOB9CG0FEXoMA9Rbbq/C/o6S1Q4adVVK32O6S/1tsq8mx7rqQWTtPMTQ/UmsI75BJksi087nKuDpD+LhNmDABuVxO//79qVr13RN6cnIyv//+O1u2bEFfX59evXrRrFmzQrNs8HO3fft2unXrhp2dHSEhIRovXxWxhvb2q/jyn3+Z+kYQ8A9ja35L5PxgNnq8b3LlCw4O/D+GR37PHxm32F7ojtvO+uz5Z3bB7pApFBjREyEIn4D//e9/md4eHBzMunXruH79Oq1bt+bXX3/V/Hi7kGepPRHt22tngm/e82yY4bbUl8ejPGld7Rds7CyRRd4n0qJj2hbbAQEBPHv2jBYtWmjlNaSKiIjAwiKf518IWRJBhCB8YmJjY9m1axd79+7F1taW/v3788MPPxR0tYT3SA0itDKUAWQnCPigYk7v3WLbwcGBjh07UqVKFa0Nj4WGhjJr1iw2bdqklfKFnBPDGZ8xMZzxafHz82PVqlU8f/6cb775hg4dOohJkh+Jli1b4ufnR0RERI4S0OVGsobzbCxYsIBWrVpRs2ZNwsLC8PT0ZO/evVr57PXs2ZPZs2dTsWJBbDAlZEb0RAjCJ2LJkiXMnz9fTJJMJUkQ/hjCn0CCIvflyHXUSc3KlgMD7QRl9+/fp3Xr1loNIBYsWEDXrl2xtbWlWOwjSpsbamTL6kGDBtG1a1d27txJuXLlGDduHKNHj2bFihUaKD3d2bNnsbKyEgFEISNmVQnCJ+D58+cYGRmJACKVJEHILQgNgdgYdXbU3F4SFPD4P7jqD4o8BCNZUKlU3L9/X4tDGWrnzp2jXLlyAAwfrrnlkGZmZixYsIDBgwejUqlo3rw5tra2rF27VmPHkCSJefPmMXXqVI2VKWiGCCIE4RNw4cIF6tSpU9DVKDyiXqpTq+eESkHE44eEPInidWa5mhIS4ME9jVQvo/DwcFQqFa1atdJ42akUCgX6+vrI5XLi4+MxMDDQ6MocJycnWrVqlTb3ZuLEifz555/4+/trpPydO3fSokULSpQooZHyBM0RQYSQT1S8jrhHcMh9nmV6hhby4sKFC7i6uhZ0NQqPyIiUP5QEbhiG5cxTvM5wd8LlZdj1/CXlWiK3jv1I4269aTBjCZ4zv6Nq1xEMPBhK7NvlPotQ93Jo0L1792jYsKFWtxi/ePFiWpB58eJFrXxW+vXrR1hYGMeOHUMul7NixQomTZrEixcv8lSuQqFgzZo1DB06VEM1FTRJBBGC1iXc2srwxpWp0uAbBnt2pWHVStQb6MOVd87QQm7duHGDL774oqCrUXgkK9P/llQkv/PDL6Wlho65vIpOvz6g2bTV3Fr9I6dWbuD6zHrc85nOqDPRbz1NpfEg4u7du7Rr106jZb7tzJkzNGzYEIDTp0+n/a1pS5cuZenSpTx8+BBTU1MWLVqEp6dnNtJwZ+3nn39myJAh6Ovrf/jBQr4TQYSgXTEnmNhpPEHNNnH1lh+nTp3n1vXttL83DY9R+3kuOiXyTKVSoVQqtT6r/9MUzb49x9FvN5wpX5iknRBNHb5lcXtj9h46q7Ujx8fH4+3tzZEjRzhx4gSRkZFaO9bly5dxdnYG1Ps5ODk5aeU4hoaG/PbbbwwZMoSEhAQcHR1p164dXl5exMbGEhUVRWRkJE+fPuXRo0c8ePCAO3fuEBISQlBQENeuXSMgIAA/Pz/OnTvHqVOnOHPmDB4eHlqpr5B34qwjABAWFsaBAwc0OuEK4Pm+5WzRH8ixKfVJz/vjyvjFg9nRdDX7fnBjgIWIZfPi9u3b2NnZFXQ1CrX46zvoOOFoemromAc8k+pBUhhX7uvj1NbmrZOhDvZVKmF0KkzjdZEkid27d7N69WpGjRrF1KlTCQ4Opnv37qxcuZIKFSpo9HjJyclIkoSenh5JSUkAWg04bW1tGT16NGPHjsXS0pIbN27w4sULhg8fjq6ubtpFR0fng9dlMhmmpqbv5H0RCg8RRHzGMu4RMW3aNC3MfE7k1pUgDJz6827eH2dqGPkSfDcZLEQ3ZV6I+RAfZlCxCV4DnNJTQ4fsoMt2ABUqSYZOJnGsSplMsq46p4RKpeJkwBWa1XbOUz2uXLnCjBkzaNSoEQcPHkzrore3t2f9+vX079+fBQsWULNmzTwd5+1jpvY8BAQEpPVIaFOLFi24cOECe/bswd/fP09BwLRp0zh69CgtW7bUYA0FTRFNQIF//vkHc3NzqlSpAsDatWsJDQ3VSNkqlYRcR4d38/4kkZSsh4Ge+AjmlQgiPkxe1JJa9lVxSbk4WRdXBxQ65XAsF8+1kMco33hGIv7Xb6NXSd3D8/v5i1wNvZPr4z979oyhQ4eyYsUKVq1axbhx494Z4y9Tpgzbt29n+vTpnDx5MtfHetvp06dp1KhHHyO4AAAgAElEQVTRO39r25AhQ7Czs8tzL8KUKVNYvHgxCQkJGqqZoEniDC5gb2/PjBkzAPV+A7t3787zhi7x8fEkJCip6mhH7DV/7rx5hibB/1/89WrgXFV0huXVf//9R9myZQu6GoVLdn+35CXwaN+QyAM++NxP3wMiNmQPM04aMaCjOjjzOXSYAW1bA/Aq5hWnTp3KVvGJiYksXbqU/v37M2jQIFasWIGlpWWWjzc1NWXnzp34+Piwc+fObL6I97tw4QJOTk4oFIo3Vmlo26lTp2jbtm2eyylSpAhDhgxh6dKlGqiVoGkiiBAoVaoUxYoVA9RpoufOnYtcLkeSJLy8vHJUVnh4OF5eXnTu3JmwsEdYeAymY+RKpvgEpS+xiw1g2YydGA8YwQfz/gjvFR8fj5GRkRgzfluRotl+qFn94fj2KobP+L7UGD6Or0cMwmnOZVzGzMTLQZ/Y1/G0rPN/mBgbg6ERa9auIzb2w0uLfv/9d9q1a0eZMmU4cOBAtocRDA0N2bhxI6dPn+bnn3/O9uvIzNOnTwkMDKRHjx4MHToUhUKRb1uhHz9+nObNm2ukLA8PD/z8/AgL0/wcFSFvRO4MIUuBgYGcPn06W+uzb9y4wbJly4iLi2P48OHUq1cv7YctJmAlozzncSLBBjtLGZH3I7HoOJ/Vc90pJ1eJdNR5cPbsWf755x8mTpxY0FUpXBITwO885GRpYXIsYY+e8UrXhAqlzSiS2ceykh17L/jh7u6OXC4nNDSU6OhoateunfaQ4OBgpk2bhqOjIxMmTKBIkSK5egmSJLFnzx46duyY4yDxypUrLF++nLi4ODw9PWnSpAkLFy7k8uXLGuvh+JD27dtz4MABjZUXEhLCnDlzRPKtQkYEEUK2hIWFcfLkSXr37p12myRJ/Pnnn6xatQpra2u+++47KlWqlEUJyUSHhRL2Sg/zChWwTDlD+/r68vDhQ8aOHZsPr+LTs2TJEpydnWnSpElBV6XwiY6CoOuQnKyZ8qzLQYVKkOEH/fHjx4B6PkNUVBRz5swhMjISb2/vtC2m8y6Zy9P/jwY/F2PmmeNM/EI9lyLxwiTqDJFxJWA+AEqlkv3797NhwwYqV67MiBEj3ljpIUkSw4YNw83NjTZt2miobpm7c+cOP//8Mz/++KNGy508eTLNmjXTWA+HkHciiBCyRZIkFAoFRkZGKBQKtm7dyq5du2jatCmDBg3K9Xa0kiQxZswY6tSpQ/fu3TVc609f9+7dWbVqFcbGYlwoU0olPH+m3rI6t+RydQIuQ6P3PmzLli1pLX/NSubStNo0/+Uh+s4zOX30O+x1IfH899T2lHH92gJAvTV0REQEffr0SRuefFtiYiKdO3dmwYIFVKtWTcP1TLd//34MDQ01vqIiNjaWjh07cujQIbH5VCEhZrUJ2SKTyTAyUp9EN23aRGxsLAcOHEBPTy/P5S5ZsoQ+ffpgbm7O119/rYnqpklISOD8+fOcPHmSuLg4xo0bh5WVlUaPUZDi4uJEAPE+OjpgkT//387OzmzYsEFLpcux7DyZNhcXMm6NGwcGvzvx+ZtvvvlgKfr6+qxZs4YePXqwfft2zMzMtFFZ3N3dtVKusbExAwcO5KeffmL8+PFaOYaQM2IwWsixkiVLYm5unucAIpVcLsfHx4fly5dz+fLlPJWVlJTEv//+i7e3N82aNcPU1JQmTZowa9YsFi1aRJs2bfjpp58+ieVi4eHh753pL+SvqlWrEhwcrL0DGNVhypKO3J0zns0Pc7/Vq7m5OYsWLWLAgAEka2qoJx916dKFs2fPpg0lCQVLBBFCjllbW/Po0SONlmlgYMDGjRuZOnUqd+5kfz1+cnIyFy9eZMGCBbRq1YoSJUpQv359pk+fzokTJ1C8lbo5ICCA+fPn4+bmxv79+/mYR/PE/hCFS+oEYaVS+YFH5l7xprNY1Po6XpN2EZ6HLeNr1KhB7969mTBhQp7rlHx5Ok5GpjRacJ3E1BsTLzCplhOTLyaiDPSmrmU3dr2RAe0EI+yqMeZMYiYlvp9MJmPevHlMmTIlF7VN5N8JDhgYVGP82YzHVvDX8EroG7ow+/rHF1gVJBFECDlmbW2tlVaAiYkJ69atY8iQITx9+jTTx6hUKgICAliyZAnt2rWjZMmSuLq6MmnSJI4ePUpcXFzaY+VyOba2tjRu3Ji+ffsyc+ZMNmzYwI4dO1ixYgWBgYF07NiRGzduaPy15Ifjx4+zbds2AgMDC7oqQopq1apx69Yt7R1AbkZr7x9ofG4yU4++JC8hsIeHB2ZmZvj4+OStTpKEykDG9cWj+e1W6g+whEqpRCWBhIQyWfVWXdUJ0FS5fAHVqlXDwsIi2/t1vHFklYSJ6UsO+15ID3oUZ/A9HoepMW/WKTGW6DjtBYWfAjEnQsgxS0tLwsPDtVJ26dKl+eWXX+jTpw+7du2iaNGiBAYGcvLkSU6ePMnff//Ny5cvAXWLxNramho1alChQgXKly+f9m/58uUpW7bse4dcpkyZwuPHj5k+fTpFixZlxowZlCxZUiuvS9NCQkJ48eIFa9euZebMmRQrVowZM2ZobYxbyB5XV1cuXLhA9erVtXYMuaUH87134DpkG9E2ect1M23aNHr16oW9vT0NGjTIQ506M7nNRRaOW4PbgcHkbau67Jk+fTqdO3emfv36ORxalWP5dStMj+3mfEJDGhmA4u/d/G3biibJKQ0K1VOOzezFiHV3QE+JYe3RrPIZjauJVl7KR00EEUKO6enpaXUstUqVKsyYMYOhQ4dy48YNihQpQoUKFXBwcKBt27ZpQYKNjU2eZ2iXKVOGNWvWcPHiRfr06UOLFi0YOnSoxuZ7aFJycjKHDh1ixYoVPHv2jOXLl2NjY8PatWs5f/48PXv2pF27dnh6eoqMngWkTp06zJo1i/79+2vxKHKsuy5k1s5TDL2dt5JkMhkrV66kU6dOrFy5Eltb21yWZESdKUvo2KgP4ze3xrfbW3fHn2VhxzasT8uA9pKbz1S0z0PdixUrRt++ffH29sbW1pbk5OQsL0qlEjMzM777LmXPG6s2uFnMwvdcAo2aKDm15zQV3adRYok6iIg+PIVhvzuz7tofNDAJZ3uPBoxe/jVnplYXP5pvEe+HUCgFBQXRqFEjNm/enC/Hq1OnDgcPHmTr1q20a9eOsWPHFpqEP0+ePMHHx4ezZ8/i5ubGzp078fPzY+bMmfTo0YOePXtSt25dDh06xObNm2nbti3ff/89zZo1K+iqf3ZKly7NkydPNFyqLi7eAbwxZVOnPAP2RzBAA6UXLVqUVatW4enpye7duyla9P27fSYlJREaGkpQUBBOTk7YpN5RvCmzFrXGddgkdjUd8eaTDBz51ms2TdMyoPmzqMuiPNe9a9euHD16FJVK9d6MoLq6ummrywCQl8XdzRIP37Mo6iSw53RF2k8uScASgAT8j54irsjX/PnjLI4BSQn63LwcgILqiLVQbxJBhJArMpkMlUo7u01GR0fj6+vLoUOHNF72+8hkMnr06EGHDh1YsGABa9aswdvbOy0xWX6SJInTp0+zevVqZDIZgwYNYtq0aWk7FzZr1ozGjRuzatUq3Nzc8PLywtXVld69e+Ph4cH8+fPx8fFh7ty5ec6DIuSMkZERr1+/zvVOlZlRKBTo6+trbXdXGxsbvLy88PT0ZNOmTcjl8rRgITAwkMDAQG7duoVCoUBXV5fKlStTvXp1dcDxIrUUOWatvfmhcV0mTLWjmQRpg2tyE2xrueCS+pYkRGOmn/et2mUyGa1atcrBM1JnQcix9XCndGtfjh9N4nRld2ZZ6RCQcq8iIREDE3NKlSqlTsPSdDjzbJ0ofP2TBU8EEUKuWFhYEBERoZU9F7y9vZkyZQo6OjoaLzs7ihYtyuzZs3nw4AHTp0/HwsKC6dOnY2Ki/QHR6OhoNm3axKFDh2jQoAGLFi3K8j3W1dVl2LBhdO3alVmzZrFy5Uq8vb0pU6YM8+bN4+7du0ybNo1Zs2ZhZ2cHqHgd8YCwKBlmZW0wz3RfZyGvnJ2dCQgIoH79+horc86cObi7u2s1eVa9evUIDg6mf//+REVFoaenh52dHQ4ODrRv357vv//+zdZ8iuSM6SzklnjM92aH6xC2RduQtxkb77dmzRpat25NmTJlcvV8uY077tbNmDJDht2oOVjKUidY61GzTk2SfK1wGzacCrIXHB3XlsXxTfHMy/jLJ0oEEUKulClThkePHmk8iLh9+zbh4eE0bNhQo+Xmhq2tLRs3buTMmTN07doVDw8PBgwYoJXg5urVq6xYsYKIiAh69+7NoUOHsj2vwczMjGXLlhEYGMiIESNwcXFh7NixVKxYka1btwKQcGsrYwdPY/+TklQuo0P4naeYtZzKrz8OpJbon9WoOnXqcOHCBY0FETExMVy7do25c+dqpLz36devH926dctTki65dVcWztrJqbxO2PiAbt265W3uktwGd/fyTJ5mxKh2FhmWKsop03sBs0/3oqXLLsrIHhJm2pu1Xo7iBzMzkiDkwtq1a6X9+/drvNxvvvlGun//vsbLzavk5GTJx8dHatmypXTq1CmNlKlQKKTNmzdL7dq1k8aOHSuFhITkuUyVSiXt379f+vrrr6W9e/eqb3z1l/SdQ2mpyax/pEhlygNfnpfmf2Uple+3L/02QSNiYmKk7t27a6y8RYsWSQcOHNBYeR+7hISEfDqSUop7EiwFhkZKinw64sdI9GcKuaKNvSKOHj2Kvb19HmaIa4+Ojg4DBgxg586dHDlyhJ49e3L//v1clXX//n0mT55Mp06dSEpKYufOnSxevDhlyCFvZDIZ7du35+DBgxQvXhyA5/uWs0V/IEun1Kdk6jfe1JXxiwdjunc1+yLzsGuR8A5jY+NspQrPjsTERI4dO0bbtm01Ut77BAcHs2PHDq0fJ69mzpzJiBEjeP369YcfnCdyilhVwaFSSQy0fKSPmeidEXLF2tqaM2fOaKy8pKQklixZwp49ezRWpjYUL16cBQsWEBoayuTJk6lUqRKTJk36YP4KpVLJ0aNHWbduHaampnh6ejJ//nyt1dPAwICvvvoKSOTWlSAMnPpj/9a3XdfemRpGvgTfTQYLkcxIk0qVKsWzZ88wNzfPUzlbtmyhe/fuWptQmVHVqlXfyPpZWM2bNw9/f3+RgKuQEEGEkCua3vr6t99+o2/fvh9cXlZYVK5cmW3btnH8+HE6depEz5496dGjxzsn+8jISNauXcuJEydo2bIlK1euzPcNoVQqCbmODu/MhVclkZSsh4Ge6JDUNFdXVy5evJinHgSVSsWOHTs4ePCgBmv2flr/YZYkdYp2RXwOnyax5/AR3Fp8jb6BIc7Vq4PYC6VQEP8LQq7cuXOHoKAgjZQVGRnJn3/+ma8nS01p3rw5TZo0SVtqOX36dFxdXTl//jwrV65EoVAwYMAAxo8fny+tyXfpUtXRjthV/txRtsYhw5zQBP9/8derQZeq4jSgaS4uLmzevBldXV1MTEwwNTXFxMQEExMTjIyM0pbqvs/Bgwdp1apVvmx8NmnSJBwdHenZs6f2DhIfD0HXIDfDEJJE8n9huHXuwhB3Nzo0bIisnA2UrwjZeC8F7ZFJ0kecgUgoEP7+/kyfPh25XK6RH/4RI0bQt29fXFxcNFC7gvPixQtmz55NVFQU5cqVw9PTk3LlyhV0teDFQQb+33Aiv/+DrYMdKAIQG8BCdzd21t/DP7PrkPu5+MLboqKi6NChAx06dMDIyIjo6GiioqKIjo4mOjqa169fvxNEyGQyihcvnhZomJqa8u+//7J27dp8SfWelJREcHAwjo6O2jmASgmXLkCOsueqeP3yKWGxMszMLTA3lKNISMTn0GGGdmivXiVVoRKUtflwUYLWiCBCyJHUAGLr1q2sWrWKo0ePUqJECVq1akWdOnVwcHDI0RLI69ev89NPP7F69Wot1jp/aWsTrryICVjJKM95nEiwwc5SRuT9SCw6zmf1XHdsRUeExvz333+0bt0aOzs7du/ena0eB1B/ZmJiYt4INoyNjXFyctJyjfPJ03AIuQmA8t4m6n93n3E7p9MlNXpN9GdEn2XoTfJhaU09Eh4cZ+yitex/XpzKJeWEP36JWZ2e/DqyLbUy7uGlpw+uX4KscH3fPifi9CFkW8YAwsTEhE6dOnHs2DGmTp1KWFgYO3bsICgoCJVKRZUqVXB1daVOnTqULVs205OpJElMnz6dFStWFMCr0Z7CFkAAFHMazDq/AUSHhRL2Sg/zChWwFJtNaVRgYCCtWrUiLi6OP//8M9sBBKg/M6m9EPnp7NmzrFq1ip49e9K8efMc1TlH4mLS/pSQUCqldzKQqlSSOoPma38mTltBULOZXO3tqF5RFHOTH6ZPw2OZKZcmZlhllJQIiUlgINZPFBQRRAjZ8nYAcffuXYYMGcL69espU6YMtWrVws3NDVC3qm7fvs3FixdZuHAhYWFh6OvrU6tWLVxdXXFxccHExIR9+/ZRr149rex6KWRGF5Ny9ohEhJp35swZ2rdvT1RUFOvXr6d06dIFXaVsqV+/PpUqVWLXrl00b95cewfKQX/38zP72KLXlmM9HdODhWLVGD+8HTu+O8S+IV8yoESGAFh0phcoEUQIH/ShAOJtcrmcqlWrUrVqVXr16gVAQkICV69e5cKFC2zcuJFXr15hbGyMj49Pfr8cQdCoPXv20L17dxISEmjVqhW9e/cu6CrliJWVFSNHjszfgybcYOG0SaxP7fiQYrgZpaI9Sdy6/QADu9bvLkm2qUINg9MEP1ZCCdGLVliIIEJ4r5wGEFkxMDCgTp06b+z9n5SUVChTbgufCUmCmFcQE5Pr1uwvGzYwctp0JNSbTK1cuTJ3QwIKBYQ/htdxOWq1v0EuAxNTsLD64PJHSZLo168fFStWpHfv3pQvXz6XB80l/fJ826cfTVO//srbLPJSb3SlkiTkOvJ3lyRLySQl62KgKwKIwkQEEUKWNBVAZEUEEEKBSU6Gmzcg6mWui9h09E9GzP0h7frC+fOxscnFSoGXLyDoOqg0sHNo5DN49B/UcHrvPAGZTMa6des4d+4c8+fPZ9y4cfmbrVZmjK1dVVzSJlbGYaYrA3SoWsGa2IO3uaN0fXNJckgg/roV6VKuYBLzCZkTIZ2QKW0HEIJQoIJv5jiAUClecu9hGPejFKiAb79qSt/WLQFoVLMGgxt8mfN6KFOCmRwFECpev3xCcFg4zxSZPE8RD7dvfbAUmUxGvXr1WLlyZYGku8+cHItGbnSMOsiUQ/dJ21Hi9W2WrT2FcbsOtNZchnVBA0RPhPAOEUAIn7T41/AiUv238h7ew8YR2HUr25qmNYs5sbQ/w3W/5+bIGpD4kK3LlzDtn+eUtC6JzovHPC3+f0wdO4K1k76narlydGrcCHnMK4iNAeNi2a9LZCQolSlV0eDSx5cvIEEBBm/uAKJUKrl//z6BgYGUKFEi/7Ll5mTFUvF6LJ3znFH/m0S1vRbYlZARGR6NRaPv2N2n2rt7mmghq66QfSKIEN4gAgjhk5dxx0QJJJVSvbQwA0kloVKvN+TEihmMv9+UXet6Ut9EDsRyYfMM3Kf+jPnq8Uzq2T1D2XE5CyIS0zdf0uTSR6VSyd2gmwQ9fEhgYCA3b94kNjYWuVxOhQoVqF69OlWrVs1+PfOqlDn89xAA3Qq98Tv81v36zvy6Y2Pa1WJV3Fi3ug3RTx8R9loH89KlsTTMJBAxMQUxLFqgRBAhpBEBhPBZyMkkyuh/WH5Ml4FLeqQEEADGuHYdyuATY1h9ZhDu7UpkKFujNX1Ddpc+Dl28lIiXUVSsVYvqTs40b96ckSNHUqxYDoIbTStWHCxLw9MnOXiSDiaWNlkvSZan7FgpFCgRRAgAJCcns3TpUhFACJ+hBM5u9aLN76m/zBIvH0Shqg+JD0MJ0rOjv81bXea6NjhXMsA37AlQ4u0C81CVvC99/G3cGPUdtWqrf7wLC7uqULQoPH6U4wRcb5DJwcwMbMrnrNdH0AoRRAgA6OrqsmnTJgARQAifGT0cv+rNbOe09Yb4b5/JIgCVhCSXo/NuClSSkpXo6Wn4FPopL32UycC6nPoifDJEECG8QaVSMWXKFBFACJ8ROSZWlXGxT59YGV1MDxmga1MBu9eH8H+spHX5DL0Ribf5N0SXGk01/IMolj4KH5lCHroK+U0ul7Nt2zYRQAgCIC/RgMGNo1m56ghBitRb4wnwXc9OozaMcDXKr5qIpY9CoSR6IoR3aC0JjyAUBjlaElgct5EzebxsMa177sOmbAlk0eFElmjIL969qfP2fk45XW6on4PEUTld+qivn7O6CEIuiFTggiB8XlQquPgvJCXl6GnJsRGERsShZ1qaCmaG73bj6uiAaz3QyUHbTJkMF/5N2ysim0/68NJHUzP4omYOyhSE3BFBhCAIn59nEXArULNlVrFXL2PMqZcvIPA6SBrY9hrA0DBl2+t3+iYEQeNEECEIwucp6iWEPYTYV7lPJy2TQVFjKGsDZiVzXxdFPDx5nLIRVh7qYlICLD+cgEsQNEUEEYIgCIIg5IpYnSEIgiAIQq6IIEIQBEEQhFwRQYQgCIIgCLkigghBEARBEHJFBBGCIAiCIOSKCCIEQRAEQcgVEUQIgiAIgpArIogQBEEQBCFXRBAhCIIgCEKuiCBCKAAqnp5aQDeXcpgWLY61S382BicXdKUE4fOlDObXLrVwdHR84+LUax1hGkrpIXyaRBAh5LuEKwvp3GE6Z4q1ZcTgeuhc2cQPay8XdLUE4fOljEWvzP9Rt25d6tati5PFa+7cCse0ljOlxa+E8B4id4aQv1QRbO7iQP8bXdl3ZDhlXuthZmKAXnFLSpvqF3TtBOGzlxD4K51aTONZ3338MacRJUQQIbyH+HgI+evlEXyPv0Q//ggDqlXHqWZ1Gn7/N4nFRAAhCAVN9fx3xnX5nusNf2bnbBFACB8mPiJCvkq4eJZLcXLMavTlxwPbGeOiS9i+zRx9UdA1E4TPnOoJu0cPYXX8t/z8czdsdQq6QsLHQAQRQj5SEXX/Ac/ktRm6eCrftmrNl5WMkBe3xLJoQddNED5vUX/MYOKOWFp5zaadufhpELJHt6ArIHxO5BQxLY6R6gb/+O5hj8kRZh+MofKgfjQvUtB1E4TPmDKUtQu38F/FIWzsZi1al0K2iSBCyFfF2gxjcM3jLJ7+Db/Li1O181K2ezdBdEQIQsFRBm9n+79JOE7uTV3Dgq6N8DERqzOE/KeMJiwkjPgSFahsVVS0egRBED5SIogQBEEQBCFXRCNQEARBEIRcEUGEIAjCJyDqMFSYBNEx0KUtbI/NYQEqWDMaeh7P/lMi9kH5qfD2oRIuQY1RuStT+LiIiZWCIAifgKtBYGMPesEQaAXeRjksQA4dJkJ7s+w/xaQJ/N0YjN+6PSwQ9Crnrkzh4yJ6Ij4yqhfg3gZ8X2f9GOV/8NN+eFFAiXNSWyEfQ11z6mOrr/DpuXoIOvSGyu3AdTz8HQ0o4VIIfOEA4TdBZQfldUDxH8yaDLU7QPWB4BMCCj9w94a7SnV5cQHQbR6E3oUxy+CJDLb+ALM2Q9tesOk53DkF3QeBfXtoOgeuxquPuX4R7I0E1Sv4bQ7UbA81hsHSi+DgAMr7KWUCG+fDjPXg0ReqdIChf4CyAN9HQTNEEPGRkRvDT2ug3Xv2VYg8D4v9wKCA/ndTWyEfQ11z6mOrr/BpSbgC/XfCiMUQsh0a/Qe+IUAC+D8Cl6pw+SZUcwC9cOg/Bl63gTO7wccZpv4E4fpw/0JKEJEMv/wCRepBiSA4lQzlkuHIcbgsgc8aaHwBPDZCj1kQuBkahsLkI6CKg2OXoFQpWDsDthaDXdtgXys4EADODvDqRnqZh/+Es/GwdCXsagU7j4OioN9QIc/EqfAjE3wAJp4A2SMYPgsWLoIGncG+L2x/BC9PQaf18OoqLLwAyZGwZBbU6QiOnrAmBFC91dKIgI3zYIoPtOsBVXrA8pPw3Uio1h66bIcEsiiLrFshqXXVBWJDYPwYqO4G9j1h/iV4/lZdSYa/N8PXPaFKZ/DcB3GZvAdPLsHAIeDgDs1SWkXKLN6PN7z9ut/TwlozB1beVT9N+RiGz4CzJ7Lx3gqCFhk4wK7JEOcHP26CvyLBsQIk3oEgc6itD5fvgpMDnNsGwY1hTkMoogNONaDIa0goB+VjIUwBj4/CZlOY2QhuBIFNNTC8C0FlYV43KC2Dn9dC+3HQtgzoFIe6lSA2BhQhEGQFjsGw+Bn8NAKqFAVbZ7ArAy7mcC21zBB1mUsGQXkDkMvBygr0CvoNFfJMBBEfmYvnIdkUEq/DzrMQVxeOb4FuyeB7DYo4gmsx6DAUPG1hzDh4VB+O7YD1LjD1V4h4/WZLo1dROHwM/HVgzToYbgxzdkBHLzg1CP75Cx69yKKspKxbIal11U2E2TNA9i0E7IfVtWHDcdDLUNchjvD7Ipj5FH5aAX6z4dZy2PFWTo3n/0CnFdB6IlzZAo3vwfSjEJvF+/EGRTZbWLFw6CwYm6uf9vo6HIqBijWy8d6KYQ5BW5JhzQzovR6CXkG5UpBoAbVNIfImxFSGSrFwJQ5cSsPJK1DfFVJT2wXfAIMqUL4Y2JWEsPvwwzboNxzKSXDptno45GUQxFcBO11IfghnldDMLr0OfiFQo5p62CTZDpKugMoRHFJm2MUEQVglqCFPLzMiCJIcoGrKYwKC1Q0NkXbv4yeCiI9JIly6q/6BvhIIlTrB9AZgqAMyOdhYgoEBPHwJTRvAy0OwXQlFQ+HHNXDwEUgKiMvY0tCHxBAItIb5vcBSDlFx8O0AaGwOCbGgZwnP92ReVox/Fq0Qk/S6og+T/gdtFLBuK6y4ABUrg3GGupo/gdlHoZwR7NwMP/4NiRK8Ts7w+pPht1WQbBDugLAAACAASURBVAU3jsL8zXAvCeIVcDWL9+ONty+7LaxbEFQaaqcMw1wNBOtqYJ6N9zYpvz4Lwmcn4QosvgdL58LkzqB/C6IqQTVduBwEVR2AILhdHmrrgVIJr1KWTSjDYd4f0KcTGOhB1TJwcgVcbQDDKqAeDvkPXOzBPwjsqoEBgAqUCohOVJfz8Chs0wfP2uphE/vqoCvB62h4DRADSzaDVTUwzlDmpZtQrXpKmYlw6R7Udsj/91DQPBFEfESUEXBdqW5lXL4NtWulLK+JgysRUNsOEm+ruxhdjODvy2DnABamUNIUzKvB3L6geyu9pQHwJChDSyIWAiKhXsoX/HIgVHGAC1mUFR2QeSuk+suUulrDrX3QehocuQsGlmCQrD6BJKfWtShEXIZQG3A2U5dfsgT0GgFtSqa/ftVLOB0GLtVSHmMKtdvBxHrgn8X7kVFkNltYDwNBsoMKOoASzt5Qt6ZU2XhvrcQ3StAS3VJQ9hn09YQGQ+DwS3h9Qz2x0j8UnKtByE0ws4eS+vBtBzg9H5oMhTojwWIYTEj5vFcpBxfDYUYv9Q974h0IKqn+bF8OhVr2KcesCP2rwfA+0GIgtNsLs2dDDUk9bFLbAb5oBbWuQP3+8NV4uJgINauBMrVMQ7gUmtKgIOU8poL/K1Mgb6OgYWKJ50ck/ibcqQBOEmwKg2YpX/SE23CrDLgUgUdBkGQHlXTguArMqsEwD5Ceg9ccKP8lXP0D7GqmtApQtxLsXdXXE4LhpjU4GwLJKV/+TqD6O/OyZAHprRCD1FbIV6CTWldg7kb4eg54V4dHp2BhDMyrAI92p9f1qQowga7fgJUEf/4Gm8rAkIzpiJXq2dzOLWFgKXh6DjwPQ4u2sCGL9yMj/6D0152csYWln97C2lkbgg5CaTv1l+PZOdgQCmOqwaMjH35vRfZkQVt0ysOhPXD7BdjYQLFkGP8ErE2gzeaUBzmAX8qf9p0hqCmERoN1OSiRYQJC4wlvzjfS/wICUsqouTnDHToweAl0eADP9aBymfQhiB+2pz9s/251vWzLQsbUG2llZnisTlk4uS+374JQ2Igg4iNyIwis7KHoHQgsBRNTslb9F5S+pOvKS4i8AL/dgi5dYNX/oNFRiHsGdQaAlzX8EAq1vk0pNEkdKDj1VV99cBOoDLY6oIoE/5fQrwrUz6wsW9BpBbWGqVshVnqgn9IKuXleXdcSOlDJEry94J9iUKoSyBXw12UonVrXIBjVDDx2Q+P+YKWAZEdY6/nmj7LcAoZ+BaMHwvaS8EQJU2ZC+ftZvx9pklNaWCmvO2ML69cSEE5KC0sXlOXVcyRanAMDY1DZgEtxiPjQe2urtf96QQBA3wSqm6Rc0YEq5d//eMOS4Fjy/Y/JDktbsHzP/fIiUFVk4v0sidwZn5oECA4DM1sw14PEaLgdCVbl1F2ceZFVWarXmbdC0iTB3YdgYAXWRSH8AagsoIz8zbqSBPceglQSKppmXY8Xj+CJBJXLpvem5NbTTFpYAM//g+eGULlUhjE/Lb63giAIHyMRRAiCIAiCkCtiGpggCIIgCLkigohPmRIOb4Oz0dl/yobx0O9k9h+flvQnG4l2clp2dp1aCO183709q+RAWfl9Dph9DZXdoHJbsGwJnbekLF0TBEEQ3iGCiE+YKgp+2QgR2R2vT4SLoeBULfvHSE36Y5ySaGdpQ82VnS1K9dLML+zfvcukCfw9/t3kQJlKBr9g6DwDQg9C6GG4NgrO7gK/RA3XWRAE4RMhgohP1Sv4fhyci4Of1gMJcGAFfNUN7DqB5953t5RWPobrEoT6QG13sB8Au8PV92W2bbUqQ9IfUhPt6MDrBzBjItR0hxpDYM/j95ed1dbTWSXseXkDPIeAnRu0XAp/PQWXSvDwdxiwAsaPhH4H0pMD3TsEA3+DMWPhC3doMBfuvZ35JxYuP4ZaVdNvio8BXVuoKNYwCYIgZEoEEZ8qQ2jzBZRqCr90gi0zYZEC1q6DizPgxnLY8uzNp8TchKA4MGsGZ3ZA90TYcQXIYtvqpAxJf1IT7VhHwqBxENsWzvnC6KKw7FjWZT88ksXW04rME/bE/Qf9vMC0K/jvgm4R8I8V1DYAv3/gr1vgPgPWNUlJDmTJ/7N332FRXVsDh390RSNYsWIEe8cYjLFE71VswFA0tqiJPRr9UtBExYKgSWzRRI3GnlgRK5DEXmK9KlawoViiYgWkDgOzvz/o0mFmENjv8/AoU87a+wAza87ZZy3O/gN/XQY7Nzg3H1QH4PQbRxeUN+GaGv75AyYvhonTwckf5rtBHflXIkmSlCX58lhSGUNoKLR8H+o/hh/uwcLx8G4ZqNgImpWBsDcORVwJhLpO4N4eTA0BPahdjWzLVouUpj/l0hrt3NwGlz8Az85gagQDvoXf+mSz7UrZl55WZtOw58xGeNwd5naBd8pAp+ZQrxHUTITzd2DEF9CpSvLzqyc1JDp3B8Z8A71qgqE+6FeG2m8cXbgXlNR74KN60LAuNKwH5s/B/zrIdhiSJElZk0lESaWCc8m9K26fh4TW0DK5Yl3CfbhiBG3Tl51VJ5XSbm+buXR0dmWrXyU3/Wmgl9xopzEcvQgd2kNK3RmVIdQxz3rbrctkX3o6y4Y9jeDUNbBtk1Yl7cINaNocDMPhkhLaWybd/ii5OdC7YXA5ATokF4J6fQMeWaXtixQXgqBJZxjlDCOd4Yvh8H9t4fpdmURIkiRlRyYRJVTiM7iSAO/XhsQEiImGOIBE2LoGTBzho/QLLuPgwr/wfvKaAOVNCKoJbQ1hxe/QfRLMHw7djeBMJLxXL63pj3FKo51GkJAAccqkbTw7AR99Cddjst72e8bZN/fJrmGPUMOr10mPD78EP52CNo0h/jrcrgutkueU0hxIHQh3rMAm+fYrgfBuU3gn/c5SJR3FaN00rUJm+HVYdRmcusiyrpIkSdmRr48lVGIYvAiHX7aDd09o8wV8OBKqRYNoBeuGZvzhx9+BoCrwXXLp6HtBSU2o3jXOpmz1/6BKMLT5GBKSG+1MNocPFdBrHvxnKzyPgXHTocX9rLddv0E2pacFbAmGNsmluFMa9ijqQE1n6PkjdN4BRuVBWTHpiMqNv6FSQ6gIoEpuDvQpXPsbajSBCgCJyUdMumQsp61+DpeewFV32GMA+npJ5YIHTYUpWVz1IUmSJCWRFStLsNB7EGUG9SsCSrj1EIyrwbsV8rmh7MpWl8364dEv4H4cvFsTTPNwrCu70tPZiXoGTw3BulK+ZiFJkiRpmEwiJEmSJEkqELkmQpIkSZKkApFJhCRJkiRJBSKTCEmSJEmSCkQmEZIkSZIkFYhMIiRJkiRJKhCZREiSJEmSVCAyiZAkSZIkqUBkEiFJkiRJUoHIJEKSJEmSpAKRSYQkSZIkSQUikwhJkiRJkgpEJhGSJEmSJBWITCIkSZIkSSoQmURIkiRJklQgMomQJEmSJKlAZBIhSZIkSVKByCRCkiRJkqQCkUmEJEmSJEkFIpMISZIkSZIKRCYRkiRJkiQViEwiJEmSJEkqEJlESJIkSZJUIDKJkCRJkiSpQGQSIUmSJElSgcgkQpIkSZKkApFJhLbEn2JSUxNMmrhxMj7d7XGHGG9tTJm2s7maUGSjkyRJkqRCk0mE1gjUwgzzMH98zqZlEXH/+HAw2pzyqBHpHh0fFUF0ou5HKUmSJEkFJZMIbdK3oHvPKhzYcQYlAHEc23GMuj27YJb8EPXTA8ywa4R1K1taWLei3+KzRBTdiCVJkiQpz2QSoWXVeztQ7YAPp5VAzFF2HrdCYVcx+d4I/KeO4682a7hy+ybBp6Zg+POXLA2U5zkkHVHuY6xVcyadis/9sZIkSW8o1UlE/KlJNDUxoYnbSTIuWxiPtXEZ2s6+SmHfzvVrK3CwOIjPyThiju3kuJUjfSon73ZlAPuORmMavp/FHjPxWHkFpfF1LlyMK2RUScorgToxEbXI/ZGSJElvKtVJBEKNMDMnzN+HtGULcfzjc5Bo8/JkfGWNJyoimnwvW9Cvi7OiBod8DrJv53HqKxyobpAWSxlvglnVKlSpUoUqVWrQdfxcPrUxKuTEJEmSJEn7SncSAehbdKdnlQPsOJO0aoG4Y+w4VpeeXVJXLfD0wAzsGlnTyrYF1q36sfhsflYt6GOpUFBr31RmHmmAwsECvZS7jFph20qFsroD4yZMYPzghtzdvJsbwiCnDUqSJEnSW6HUJxFQnd4O1Tjgc5qkZQs7OW6lIG3Zgj9Tx/1FmzVXuH0zmFNTDPn5y6XkZ9mCvqUCxbt3uN9YgX21dLtcvyZDf5xNtTU9aNulC23bjuNyj2mMam6oyQlKkiRJklbIdyv0qa1wwMLZh5Nxtih3HsfKcQqVLy4CQBmwj6PRpnTfvxiPA4BKifH1C1yMg2blc9iscQcWBl5N/qYuEw5FMyHlvm6/cud88v+bDeeP8wMIDb5HdGVrrCubaGWWkpQiKiqKp0+fYm1tXdRDkSSpmJNHIgD9us4oahzC5+A+dh6vj8KhOmnLFpTEm5hRtUryuoUaXRk/91M0umxB35TqDZvKBELSKrVazR9//EHfvn159uxZUQ9HkqQSQCYRAPqWKBS12Dd1JkcaKHCwSF21gFErW1qplFR3GMeECeMZ3PAum3ffIC/LFp4+fcqIESPYsmWLfNGWitTZs2dxcHAgMjISPz8/2rdvX9RDkiSpBJBJBJCy+PHdO/dprLAn47KFofw4uxprerSlS5e2tB13mR7TRtHcEIQQzJkzh+fPn2e5VQsLC+bOnYsQglmzZqFUKnMYQzynJjXFxKQJbhnrZHNovDXGZdoyW6N1snUdTyoKjx8/Tk1k//jjD8aNG4ehYbqzmCY9+e3+dRZ2MC66QUqSVHwJKU8So5+Im4HB4kVc0vdqtVp8+eWXAhDdunUTCQkJhYygFCe+biyqVrMQjb88LpQpN8fuF2MbWoiqld8TMy+r0j08UoRHFSamruNJuhQbGyvmzJkjXFxcRGBgYFEPR5KkEkoeicgjfdPqNGxqTcqyhY0bN7J48WIADh48yKxZszI953//+x/z5s0jMDAwr1Gw6N6TKgd2kHbF6Q6O1e1J2hWnTzkww45G1q2wbWFNq36LydcVp0UaT9I2IQQ7duxAoVDQokULfHx8aNq0aVEPS5KkEkomEQU0ePBg5syZg75+0i708vLCz88vw2Nat27NBx98wKNHj/K+4eq9cah2AJ+kOtkc3XkcK4UdaVecTmXcX21Yc+U2N4NPMcXwZ75cGljwypq6jidpzeXLl3F2dubu3bvs3bsXBwcH9PT0cn+iJElSAclLPAtIX1+fqVOnYmtry8CBA3nx4gVDhgzhwoULWFlZAWBsbEznzp3zueHaKBwscPY5SZytkp3HrXCcUpmkK06VBOw7SrRpd/Yv9iDpilNjrl+4SBzNyOmK07cmnqRRenp6CJFUWfWnn35i5cqVWFhYFPGoJEkqLeSRiELq1q0bFy9e5IMPPiA8PJy+ffsSGxsLJJ3mCAkJyecW9anrrKDGIR8O7tvJ8foKHNLqZBOnjMfErGpymewq1Og6nrmf2lDwK051HU/SlsjISJlASLnSRc8gqfSQSYQG1K5dm2PHjvHFF19w8eJFvvjiCwAaN25MlSpV8r09fUsFilr7mDrzCA0UDqRdcWpEK9tWqJTVcRg3gQnjB9Pw7mZ23xAUplC2ruNJklSEdNEzSCo1ZBKhIcbGxvzyyy9s3LiRrVu3smbNGmrXrs0777yT/43pW6JQvMud+41R2FdL90PSp+bQH5ldbQ092nahS9u2jLvcg2mjmhfuvJSu40mSVKS03zNIKi30RMoJVUljrl27xmeffcavv/5K27ZttRBBTUxoMPeiK2NtXRnt17nUdTwpr9KviXB1dWXHjh1FPCKpMJRKJcuWLaNChQp89tlnGBho/phf/MlvsBmrx8whAXj8O4OAn7uQ+PcY2i5tiXutRSyqsYszX91nTNvZVF23n7kdzQjdOpiOS5rj+880mslPEFI68tdBC8qUKUPFihVxd3dn1apV1KlTJ1/PT0xM5OnTp6nfV65cGROT9G/d+phWb4imLtzTdTxJkjISQuDr68vSpUsZPXo0ERER2NvbM3XqVDp16qSFiPnsGaSMwzjoNBcfv8y5Z1BOTMpAuXJ5f7wQkFiIEyn6+klfeY0VFQkqVcHjGRrCOxWglF0RJZMIDQsODmbcuHH8/vvvxMXFMXLkSHx8fPJ1WkOtVvP999+nfu/m5kbdunW1MVwg6QVMl/EkSUoTGBjI9OnTef/999m7dy9lypQBoG/fvnh5ebFq1Sq8vLywtLQscIyYmBjKli2b4ZLfpJ5BvfA5uA/V8fooPKpjcDH5zvQ9gyIjILIu40dUweb2FShMcdN3KkDjZpA8xyyp1fDgHoQ+LtybOoB5RahbDyqYZf+Y1xFw6zokL4gvFJMy0KARVKxU+G0VEzKJ0KD0CUT16tUB8PT0ZPjw4WzZsiVjueEcGBkZ8csvv2hzqBkYGhrqNJ4kSfDq1Ss8PDyIiopi6dKl1KxZM8P9ZmZmzJ8/n1u3buHm5kaTJk2YPHky5fLzaT7Ztm3bMDExYdCgQWk3JvcM+u/Umeg1mIinhR7Xku9K6hnkQ/UP+zI+NohXZ3+lz7ZYujoUYsIAka/h6kVoYwtZnaoRAm4EwssXhQyULDwsKUlo3grMzDPfHxsL1y4X7ohHeso4CLwKrdtA+QKshyuG5MJKDckqgQCwtbVlwIABfPPNN0U4OkmS3hYJCQksX76cIUOGMGjQINasWZMpgUivYcOGeHt70759e1xcXNiyZQt5XcqW0tfnk08+YcOGDURHR6e7N5eeQR5VWePyEV0mjKXtojv0GNqH5smfg9RxYYQ8eMi98DjU+d0BcXHw/GnW90WEZ5lAFCqeWg337mZ93+N/s0wgChVPqOHfh/l9VrElF1ZqQHYJRHrz5s2jTJkyTJw4MU/bPHjwIJs3b6Zz5858+umnmhxulg4dOsSmTZvo1KkTn332meYDqNUQ9gri43N/bHYMDaBi5aRzjxIgF1YWN4cOHWL+/PkMHjyYwYMHp1a8zSuVSsWvv/7K/v37mTVrVq4Lt+fOnYuNjQ29evXiwIEDPHv2jMGDB+ctWGIi6sO7CQ6NpXLNWlQ2BuIfsHnpItxPvKRyrcoYvHrM0wrvM+3rLxjZoCyJIX/Q4f/u8Y33dPqlnLGID+CLYUsw+m41P7VKrjBjUQMaNs4c824wPEr3BqypeADtO4LhGxVuLp5PWguh6XhlysD7paNTrnw1LqS8JBAAkyZN4vPPP8fPzw97e/tct9u5c2dsbW0xNtZNd8VOnTrx/vvvaydeRDhcDwRVIRKIFPoGYN0Aqtco/LYkSUfu3r2Lu7s79erVw8fHh/LlC7Y60cjIiIkTJzJo0CBmzZrFypUr8fT0zPTaExISQr169fjyyy9ZsGABvXr1onv37vkLJgT6ZSrR8N2UG2I4vGImbve6sn3dJ3Qw0weiOLtxJoppv1B1lRt9ECQmCt78ZKpWi4zlJ7L77KpO/7lfg/EybTurcehgfiWQPJ2RJ2pinoVw89Y9nsek/SLeu3cvTwkEJH1i/OWXX1izZg0XL17M8bGQVHeiQoUKqYustE1r8eKSzzlmSCDUxIQ94ebDUJ7H5fNgoToRbt+AsJcaHaYkaUNkZCRTpkzB3d0dLy8v5syZU+AEIr0qVaqwdOlSJkyYwNixY5k3bx5KpTL1/oMHDxIbG4upqSkzZswodDwAIk6w9IAhIycMTn6DBShPuwGfM6b8P6z6R8N1JEp6vBJCHonIhfLGZr4e486eJ5WpX9OA0DtPqdRjGssXj6R+lSr88ccfeS41bGRkxLp16+jfvz9r166lVq1aOT7+wYMH1K5dO9+HPAtKK/GePM7wCUB5/yBfL1jLnpcVqF9Zn9DHYVSy/YTlE/rQ2jSRwA0T+E/Ix4TM6oJpynMuLKH5T4bc3jg+bbv/Pkw6tSFJb6lz587h4eHB119/zX/+8x+txGjZsiW7du1i165d9O/fn/nz59OgQQNGjRql8VjxD4IJMmrAcMs3FkQaWtLG2gSfh0+gGaC8xjz371ifciGIiOR6uBpHGa9EkklETiIP862rG0H9t3PZvQOV9YHws/zgqsB5YlXOr1Zgkc9PFebm5qxYsYIRI0bkeljT39+fsWPHFnISeaeVeOnPN8YE8K37CoL+O4vLQ5sn7c/I6/ww3R3nJeac//YDEGoSMh0KFKjfPBQZHaXZcUqShl25coXx48drLYFIoaenh4uLCy9fvuTOnTs0aNBAO4HUAqGvj0GmMghqVAmJGBklv50Yv0v/YZ/RNWX5QeJtFszYJuOVUPJ0Rg5e7l7KJuOR/DQ1OYEAMG+H28IxmO9axe4X+V63C0C9evWYNWsWw4cPJzGHS4s+//xznbZy1na8l//sZpNRH376pHna/nynCW7j7TH/x4/dEfnYn6XonKMkvQ0MLevRIOYuAY/feM2Kv82pW4a0bJhcVE+vPHUbNKJt4+SvBjWpZJj/15WSHq+kkElEtuK5cSkIExtbGr9xvMawcRtalg3h5t2C97r74IMP6NevH25ubtk+JtOnby3TbjwVN27fx6RB48z707IhLU1CuZn8xxt7dRsuk76jd/KX06qzPJc5Q5bkxVWS1uhnfGPUr9iRMR9FsPK3PwmKS7k1los+6/Eu25sv2pXNx7azeetJXwxLk/GSNp7jOHQyvxJIns7IgVot0DcwyPyrp1ahSjDCxKhwvyj9+vUjODiYpUuXpnb+hLTLuC5cuECNGjWYNm1awRp55ZFKpWLFihWcP39eq/HUQqBvoJ95f4oEVAmGmBgm7U8Tqy7MGGGTWhgv4dY2+m3V+HBKDJVKxfLly3Nd3CtJ+aJvkFTxMTws+YYKOEyYxeMlC+n1yW4sa1dELyKUFxU7scxrKLYm5L2FeOVs1jNleN3RYLwyZcDIKPPtlSonFcDSdLxK+e/eXFzJJCJbhjRq3oCo3wK4k9iLpunW2igDThFg1JJ+jZJ2X0xMDKamptlsJ2ffffcdY8eOxd/fnz59+hAWFsbAgQMZOnQo69ev59ixY/Tr148BAwYwdOhQjS+y3L9/PwsXLmTYsGEZ4vXv359hw4ZpJF5CQiKGhgY0qleLKN/b3Elsl3F/3gokwNCKfnUM4DTol7OgdeNGaQsroysUqtJuSbZv3z4WLlzIZ599lucaJJKUZ3XrJVV8TDlKadqAMVNWMCLqGcHPojEyr0G9SmVSD2kb1hvKOf83tmHchuXbfk/73rxi9ouiq1RLKnmdUoJaE/EA6tTNuqdFjVrwLFSz8YxNoFb++iUVZ6XnmEu+6VPNeQwuL1YydXUQMSk3R11kyUxvyo/4gl7lIT4+HltbW+bNm1egQ8t6enosXbqUVatWcfnyZSpWrIivry+DBg1CT0+PLl264O/vj1KpxN7enlOnTmlkdrdv36Z///6cOHGCnTt3ZoqnUqk0Fm+I11xilSqqdXbAJdyXqX730vZnzG2WrD1KeXsnehUsDyuVbt26xccff8ypU6fYtWsXAwcO1On6GamUqGAGLVonvfGn8zLeENNyphipIgh//TqbJ7/BwDDpzbVpi+ybVOnrQwubTL0u0scLi8jHpZYGBmBVH6pnUxHUyAha2kA1iwxjKlg8PahSFVrZgEnp6XUsK1bmIvLiSiaOnsthpSUNLPR4ce8F1Vy+Z9UcBXUNYdGiRaklrR0dHdmwYQPm5lnUaM9u+5GRlClThqioKPr378/69euzLYEbHh6Op6cnL1++xMvLi9q1a+d7Pq9fv8bLy4snT57g5eWVY6Ot8PBwZs+enRovv91IAQi6yp9+fly4eYvpnw4l8pYvE+dv4rCqGg0q6vEiNIJqnUexalQH6homErh+PJ1D+vPQo2u6SzwX03ShAXc2T0jbrokJ2H6Y//EUcxEREXh6evLs2TM8PT1lo7S3WEo56169eukkXkrH4J49e2onQGJi6hEJl3792LVnDwBTJk9mrpdX7s83NAC9fHxujY5KKpGNoO+nw9nh5wfAd/83ke+nu+f+fH39pGTEII8H3NXq1BLY69av58rVqwB07dIFR4c8NA0xMChVayFSyNMZuXjHZgzrzo0g4mEwD18bUbVePSxMk35RlEolixcvTn3s3r17adOmDT4+PrRp0ybH7arVajZs2MDWrVtZvnw51tbWGS79zKrJjrm5OQsXLuTGjRt89dVXtGjRAjc3tzydSklMTGT9+vVs376dqVOn0rlz51yfY25uzqJFi1LjtWzZMs/xvL29qVu3Lu3erUvv9h+wcf9BwiOjMG/owLpVvYl4+oiHMQZUrVEDizIpf3gGNPt0BW+WkTJ570vubH7jxirVch1DSZKYmMi6devYsWOHFttDS1IODAxSm2ZZ1a+ferNVgwZZrzcorHLlk74AqyZNIDmJsGrWHCpX1Xy8dK3DP9NCnY2SqvSlTQViiFmdxjRvZp2aQACYmJgQGBjIr7/+SvPmzYGkcrMffvghq1atyvb0xunTp7G3t0epVOLv74+1tTUAVlZWzJgxI9dLPxs3bsz27dtp27Ytzs7OeHt753gq5cSJE9jb26NWq/H3989TAvFmPB8fn9R427Zty/XUTbdu3Zg9ezaiSlUwr8imGdMwfyelJoYBZhaWNK9XK10CkQ9lykLt0nPO8Z9//kktle7n5ycTCKnIWVlZZfn/khJPyjuZRBTSO++8w9ixY7ly5QrHjx9nwIABJCYmMnr0aD799FNiYlLP/vPvv//y6aef4u3tzaZNmxg7dmym9uApnfomTZqUa+zevXvj6+vLo0ePUCgUmcppP3jwgKFDh7J79262bt3KqFGjMMiq/W4epcR7/PgxCoWCgICADPfHxcWxceNGACpVOOlciQAAIABJREFUqsTWrVvRMzCApi3Qq1sv6RSEnl7Bv4yMkhZCtbJJWrxUwqX8/Pbu3cvWrVsZOXJkoX5+kqQpKR983vy/tqRPHHQR7/Xr1/Tt25chQ4bIy6hzIddEaEFoaCirV69m5cqVmJubs2nTJvbu3cvFixfx9PSkadOmuW5jzpw5VKxYkXHjxuUp5vPnz5k5cyaJiYlMmTKF9evXExQUhKenJ40aNSrslHKMN3v27NTS3zdv3tRKvNIkOjqaefPmcf36dby8vGjYsGFRD0kqgBK3JiKd27dv07BhQ4yMjIiNjdV6cnvnzh3q16+PoaEhsbGxmT58SUVHJhFalJCQgJ+fH97e3gwcOBB7e/s8r6AXQjBq1ChcXV3z9SJ06dIlfv/9d+zs7HTyYnLp0iUWL17M+vXrtR6rJEvf0nvixIn07t1bJz+/4kgd84z7D8PRq1Qby6qmeTucmhhF6L1/eW1cnXfrmOvkkuGSnETEx8dTtmxZrK2tuXXrltbjqVQqypQpg5WVFbdv39Z6PCnv5OkMLTI0NMTJyQmlUomDg0O+LsHT09Nj+fLlrFixgitXruT5ea1bt2bRokU6ewNq3bo1UVGyj4UmPX78uEQmEPGnJtHUxIQmbidJ39M17tB4rI3L0Hb21ZyL+ShvsHn8R9Rv2JGPx4xmQKdGWH84ktWXcvr9U3Jj0zg6NmjKf4Z8zijn92hg8wkrLkVrZlKllLGxMXXq1NHZ+gQjIyMsLS11uh7i4MGDeeq4XNrJJOItZmxszLp163Bzc+PJkydFPRxJKhyhRpiZE+bvw9nULCKOf3wOEm1eHtTpD4rGExURTdry4kgOf+uKW9B/+ePyDc4dPcqZG1fZ6hiCu/NE9rzMumR71NEpuH4bjML7KkGnjnDsfBAHPo/E65NZnFRm+RQpj6ysrHT6pm5tba3TeLa2tjRu3Fhn8YormUS85SpVqsSvv/7K8OHDiY7O26enKVOm6LzvhiTlhb5Fd3pWOcCOM8nv4HHH2HGsLj27pBQXUvP0wAzsGlnTyrYF1q36sfhsBLzczdJNxoz8aSod0rrh0c5tIWPMd7Fq94ssokXgt3wj+kO8+KptyvZNaDj8R5aNboF+tPwbKQxra2udLHJMYWVlpdN4FSpUoGzZ/PbnKH1kElEMWFtb4+7uzsiRI3O89DPF999/r/Hy2JKkGdXp7VCNAz6nUQIxR3dy3EqBXUpBxAh/po77izZrrnD7ZjCnphjy85dLuXTtEkEmNthm7oZHm5ZlCbl5N3OohLsE3lLT1KZ5xoI4ho1RTBxK+0ra/RuJjY3Nc+KvCXFxcTqNV7duXZ32a7G0tNRpvDNnzhAUFKSzeMWVfKcpJjp06ICjoyPfffddUQ9FkgpBn9oKBywO+nAyLoZjO49j5dgntTW8MmAfR6NNCd+/GI+ZHqy8osT4+gUuxakR+gYYZO6Gh0qVgJFJVsWO9NE3MMDQQLcvc48ePWL48OEcPXqULVu2MHHiRF69eqX1eCEhIfz555/83//9n1bjPXz4kGHDhhEeHs7Bgwf56quvCAsLy/2JGoh36NAhrcdLuRTfx8eHBQsW8OWXX2o1XnEnr5MpRgYOHEhwcDArVqxg7NixWT7m5s2bnDhxgiZNmvDhh6WvLLT09tOv64yiRi98Du5Ddbw+Co/qGKSsX4tTEm9iRtUqVaiiB9CV8XPr8l7T5zSI+o2AO4n0ytgNj1MBRrTs1wh16N/M/moZAVEqDBuNYtGP3Whspcb3yk0SXFulvdhF7uKz1j/RcO8RpjTT3KWJcXFxLFq0iAsXLuDp6cmSJUuoVasWPXv2ZOjQofTq1YsxY8Zo7PLE2NhYFi5cyKVLl/D09KRJkyYAnD17liFDhtCnTx9Gjx6tsXgxMTHMnz+fa9eu4eXllXop96lTpxg8eDCOjo6FrkWTVbyrV6/i5eWVuj7h9OnTDB48GAcHB0aNGqXR/blgwQIuX76cId6ZM2f45JNPsLe312i8kkIeiShm3N3dOXfuHPv27cvyfmNjY2rWrJll2WxJeivoW6JQ1GLf1JkcaaDAwSLt8IJRK1taqZRUdxjHhAnjGdzwLpt330CvhjNjXF6wcupqgtK64XFxyUy8y4/gi15luLpiEcGKtez23cTHj39g4bEy9B7uwuu1M1lzPeVJEZxduID9lk44NTZAqVRy9OjRQk1HCMGOHTtQKBS0bNkSHx8fmjZtSkhICHfv3sXW1pa9e/diZmaGvb09hw4dKnQ8Hx8fnJycsLGxYfv27TRp0oT79+/z7Nkz2rVrh6+vL++88w729vYcPny40PG2bduGk5MT77//Ptu3b89QC+bDDz/Ez8+PsmXL0qdPH44cOaLReD4+PhkWOLZv3x4/Pz9MTU2xt7fXSLzt27fj5OTEe++9lyneBx98gK+vL+XKldPI/ixxhKR1Li4uGt1eXFyccHBwEFeuXNHodgvK1dW1qIdQ7KX/Uyyp+1N54mvRtPkkcVopROK9n8V/TCuIPqueiEQRJw6MtRLvzbwsVCJOXFvzibBp0Fp89JGNqGfVVcw8+ippA68DxIpP2wpLyxai43+7iU6t6osm3SeL3fdUQohE8fLmFRESKYSIvirm2XUU08+phBCvxblfBogWteoKm4/+Kz6ysRYNu7qJXfcShBBCxMTEiGnTpokBAwaI4ODgfM/p0qVLwtHRUcyfP1/ExcVluK9+/fqic+fOGW6LjIzMMV5i9FNx98ZNEfIsWiRmEe/ixYvC0dFRLFiwQCiVygz3BQQEiFu3bmWKN3XqVDFw4EBx586dfM/vwoULwsHBQSxatChTvKy8fv1afPfdd2LQoEHi7t27Oos3cODAAsULCAjId7wpU6YUeH+WRDKJ0AFNJxFCCPHixQvRrVs38eTJE41vO79K6pueLpWGJCI/EqOfiJuBweJFXOb7VOEPxPWr10Rw6JtvtCrx4MAPYnBXO/H5hqsiKv1dcc9E8NUr4vqj1yIhi3h3794VgwYNEt9++614/fp1ruN79uyZGDdunBg9erQIDQ3NdH9CQoIwMjISderUyfL5KfGmTp0q1Gq1EHHXxaZxnUW9Wg1E248+Eu0a1Rbvth8hVl2MTBp+XJz4/PPPxdixY8XTp09zHd+b7ty5IwYOHCimTJmSp/k9ffpUjB49usDxgoODxYABA8TUqVNFZGRkro8PDQ0tVLyU+eU13tOnT8WYMWMKFW/QoEF53p8lmUwidEAbSYQQQty6dUv07NlTREdHCyGEUCqVwsXFJfXr5s2bWon7JvmmV3gyiSisRPFs9xjR9eMl4syLrD7D582RI0dEjx49xLp160RiYubtxMfHi59++knY29uLCxcuZLud+/fvC0Do6ellOkKR3o0bN4QQr8Wh/2sqanTxECdSxx4mznz/H2Hx7mdi94tEoVarkx9bOIcOHRI9evQQGzZsyHJ+SqVSLFiwQDg4OIiLFy8WOt6BAweEnZ2d+P3337ONN3/+fOHo6KiReAcPHhR2dnY5zm/hwoXC0dFRBAQEFDpebvuzNJBJhA5oK4kQQojjx4+LYcOGaW37eSHf9ApPJhGFFS42utYWTf/rJJydnYWzy6fi5//lfng6KwkJCWLFihWiV69e4uTJk6m3//XXX8LOzk5s3bo16ehBDo4cOSIAAWQ6xZDJi9+Fc5XWYvpFVcbbVRfFjNbmos/q3D8pR0ZGCldXVzFo0KBcx6ZSqcTy5ctF7969xenTp1Nv9/f3F3Z2dmL79u25biM/VCqVWLZsmejdu7c4c+aMEEIItVotfH19Rffu3XUWz8/PT2vzy2p/lhayd4YOuLq6smPHDq1t/+XLl1SuXBlQE/PsPg/D9ahU25KqprpZN9u3b198fHx0EKlo5qcL6Xtn6G5/SjkJCwvD09OT8PBwoqKiaNasGZMmTcLU1DTX565bt47hw4cDsG/fPuzs7LJ9bPzJb2jZP4wFwWuxL5P+njj2DLNiqsVOAud9UMjZZPbq1Stmz55NdHQ04eHhtGrVim+++UZrBZZevXqFh4cHsbGxvHr1itatW+skXkxMDGFhYTqJN3v2bCIiIpg/fz5VqlTRSpy3jbxWpQSoXLkyyhub+XqMO3ueVKZ+TQNC7zylUo9pLF88ktbli3qEhafJ+cWfmkTrrj8jJhzm8oIOqc2Y4g6Np1mvNVR0P8eZGS3kH0cpV7FiRRYtWsSNGzcwNTXF0tIyz88NCQlJ/f/du1kUwkpPXZAaGIVXqVIlFi9eTFBQEBUqVKB27dpaiZM+3pIlSwgKCsLMzIxatWrpLJ6u5rd48WKWLVtGQEBAjoljSSJfJ0uCyMN86+pGUP/tXHbvkFS4J/wsP7gqcJ5YlfOrFanFfIolTc8vfQ+HuR3oZAzpezhUzNTDQUVZs3Jot9mx9LYqSP+E9IlD+oQiK4aNmudaAyM3f//9N8HBwQDY2NjQoUOHPI+1adOmeX6sJpT0eKWtjkRxfmuRkr3cvZRNxiP5aWqHtDdT83a4LRyD+a5V7H5RvHsEaGN+Be7hoCXyrOLb6/nz54SHh+frOZMnT+bIkSMcOXKEzz77LMfH6lfLrQZG7ofaatSoQfPmzWnevHm+D6M/f/6ciAjt/W6/6dmzZ7x+/Vqn8XQ5v9JGJhFadu3aNcqWLcsvv/yipdKp8dy4FISJjS2Z2wq0oWXZEG7ezbHBcqHVqlWLv//+W0tb19b8CtbDIVC7u5JLly7xzjvvaDeIlC+3b9/m4cOH+XpOy5Yt6dKlC126dMnDkYxKOPzkw7SKq+nVpCWdunWnc2sbBh9sy7IdM7Atk8vTgVatWqXGS18IKi9u3rzJv//+m6/nFIau4926dUun8UobmURoycuXL5kwYQKLFy9m2rRp/PXXX9SsWZMhQ4Zw/PhxjX7yVKsF+gYGZD6lqkKVYISJkXZ/zN9//z1nz57l448/5tatWxrfvnbmV7AeDhfjCjmZbDx79ozPP/+clStX8uOPP2oniFQgH374IS1atMjDIxMJ9PoAi4HbiUl3q/LwFzRo8lXOT33HhjHrznHnij+rFi9m3b7LXNv/I4q6OR0aL0S8dDp27EizZs3y/PjC6tSpk05PMeh6fqWNTCI0TKVS8csvvzBs2DCGDh3K6tWradKkCb6+vri5ubFx40Y++ugjmjRpwoIFC3j+/HkhIxrSqHkDoq4EcOeNBp/KgFMEGLWkTSPtnqMzNTVl5syZLFiwgDlz5uDm5laow4eJiYmsWbMGd3d3tDm/pB4Oh/A5uI+dx+ujcKietu4hfQ+HKlWoUqMr4+d+io1R2hg1IT4+nkWLFjFy5EhGjx7Nr7/+SrVq1TSybUnXBIhEEtRvfEAQatTqvJ1yMzSrQ+PmzbC2MM3Di3Ph40lSYckkQoMOHDiAvb09lStXxtfXl/fffz/1PgMDAzw9Pdm5cyfly5fn5s2bTJo0iVq1avHxxx8XouuePtWcx+DyYiVTVwelfSKJusiSmd6UH/EFeTilqhGWlpZs2LABJycnBg4cyKpVq/L9ZnvixAns7e1Rq9V4eHig1fkVoIeDMAC1Wk2/fv1Ys2ZNoZKJP//8EwcHB+rUqcOePXuwsbEp8LYk7YiOjqZv374MHjy4RK5bef36NX379mXIkCE6mV9ERAR9+/Zl2LBhWo8FafMbOnSoTuKVRqVrGamWBAcH4+7uTsOGDdm5c2eOza+cnZ05e/Yszs7O3Lp1C5VKxdOnT6lYsWK2z8lVJQd+8nnMxNG9aLLMkgYWery494JqLsvYMcOWPJxS1aiOHTvi6+vLhg0bsLe3Z8qUKXTu3DnH5zx48AB3d3eqVavG1q1bMTNLWuB46dIlGjb8Lz/5TNPC/PSxVCh4d4o7ZSfaUy1dSq1fcyg/zj7OkB5t2V5TjwcPzRm6dgbNDZOet337dtauXYu9vT3Tpk2jY8eOeY5648YN3N3dadWqFbt379badetS4ZUrVy7fNTtiT87Dpff61E9oIuw6z9WOmh+cBuJVqFBBpzVJzMzMdBpP1/MrlYqw0FWxFxERISZPniwGDx4sQkJC8vXc8PBwYW9vL/T09JLLvSrFSbcmwti4sfjmRPpKe7Hi4DgrYWTynvC4ospuc8lUIvzBdXH1WrAIjX47SrBGRESISZMmiU8++UTcu3cv0/3R0dFi5syZol+/fhnK+qbUth8zZowICwtLvjU/89PE/sy5h4MQST/Hb775RgwZMkTcv38/x229evVKfPXVV2LYsGHiwYMHucaWihuVuDa7rTDvMU+cPHdOnEv+Or2yv6jdYGIJiCflxYoVK8S+ffuKehg6I49EFIBarWb9+vV4e3szZcoUPvroo3xvw8zMjD179nDgwAFat24NxCPUAjPzMPx9zjK3Q6ekIkhx/+BzMBrz8hXJWL4gighVWczKpa9eYIhZncaY8faoUKEC8+bN4/bt20yePJlGjRrx7bffYmpqyrZt21i7di1fffUVs2bNApLWCCxdupSjR4/i4eHxxiH+/M2v8PsT9E2r0zCHNWBmZmYsWLCAmzdv4ubmRtOmTZk8eXKGqoaJiYmsXr2aPXv24O7uzocffpjHGUhF7fTp0zx48ACARo0aJf+t5kzfrC6t27Yl5TdAGVEJ40yrgjWnMPFOnTqVeuVJkyZNaNmypXYGmezkyZOpV0roIp6u51cayTUR+XTy5Ens7e1JTEzE39+/QAlECn19fXr06JH+Fiy696TKgR2klS/YwbG6PUkrX/CUAzPsaGTdCtsW1rTqtxgtli/QmAYNGrBt2zY6duyIs7MzHTp04MmTJ/j7+9OrVy+EEPj7+2Nvb6/BNQK625+NGjXC29ubdu3a4eTkxJYtWxBCcOTIEfr06YOJiQl+fn4ygShmEhIS0NPTQ09Pj4QELV/fWwTSz0+lUuk0ni72p0ql0un8SiN5JCIf5s+fT2hoKJs3b8bc3Fw7Qar3xqGaBz6nlXTuksjRncexUrhTcdE1ACL8pzLurzasu/I3Hc1C2Tq4I18u7c4/05oVix+mnZ0dXbt2ZdmyZdy6dQsjIyOuX7/O9OnTadWqFXv27NHsGgEd789evXrRrVs3li1bxvDhw7GwsMDb25sKFSpobk6SznTq1Kmoh6BVua1V0rTCfOgqDvFKI3kkIh/Onj3LwoULtZdAAOjXRuFgwUGfk8TFHGPncSsc+1RO/kEpCdh3lGjTcPYv9mCmx0quKI25fuEiWipfoBVGRkZ8+eWXPHz4kK+//pp58+axePFipk+frvlFhkWwP1Pm9/r1a3744QeZQBQz8acm0dTEhCZuJ4lPd3vcofFYG5eh7eyrZP0Z2pBm08/xctvHpG/RZfLf5dy5uUQLIy1YvILPr2BKerzSTiYRbx196jorqHHIh4P7dnK8vgKH6mnn6eOU8ZiYVU2qXVClCjW6jmfupzZop0WPdqVc7rVu3TotNsfR7f7U09PiyW9JN9L3Vkl9F0rrrUKm3irRaKZqiI7oen4lPV4pJ5OIt5C+pQJFrX1MnXmEBgoH0soXGNHKthUqZXUcxk1gwvjBNLy7md03RLFsDlW1alWdrBEoLftT0py3rbeKpul6fiU9Xmkmk4i3kb4lCsW73LnfGIV9tXQ/JH1qDv2R2dXW0KNtF7q0bcu4yz2YNqp5sVgPUWTk/pTy7e3sraI5up5fSY+XRpTAomQ5ka+Vbw1jOiwM5Gryd3UnHCJ6Qsp93fj1zvnk/zdj+B/nGRAazL3oylhbV8ZE94MtBuT+lAojubeKsw8n42xR7jyOleMUKl9cBKT1Vum+fzEeBwBVWm+VZjqqEFs4up5fSY+XdCn3+vXr+fPPP1myRBtrYN5OMokolvQxrd4Q3bWwKd5UKhVTpkxJ/X7cuHFYWVmle4Tcn1JmSb1VeuFzcB+q4/VReFTH4GLynel7q+gBdGX83LqpvVWKA13PryTH++eff5g7dy4uLi7s2rULA4PSc0JUJhFSiWdkZMT48eNTv69Vq1YRjkYqNpJ7q/x36kz0GkzE00KPa8l3JfVW8aG6wzjG19Pj1b5v6LMwlq6jtVfeWuN0Pb8SGC+lXL+FhUWGcv2liUwipFKhXr16RT0EqdgpaG+V4kLX8yt4PHXMM+4/DEevUm0sq+alw6l25xcTE8O8efMICgrCy8uLhg0b5nEflEBFXHa7WHF1dS3qIZQoLi4uOosVHR0tnj17JiIiIrQaJ/2flC7nJxWN3HqrFHe6nl+meHHXxaZxnUW9Wg1E248+Eu0a1Rbvth8hVl2MFEIIkXDNU7SrNkB4R6fbSNwhMb5+Y/HlcWWm7ecaLxdqtVps2bJF2NnZib/++it/kyuhilXeLJUsZcrorr/o+fPn2bx5Mx06dGDIkCE6iyuVbLn1VinudD2/jPEiOfytK25B/dl+2Z0OlfWBcM7+4IrCeSJVz6+mD4LEBDUZr4cQqNXqjOUg8hQvZxcuXGDWrFl0794dPz8/jIyK0QIYLZJJhFRkNm3apLNYnTt31nmJX0mSCuHlbpZuMmbkganJCQSAOe3cFjJmW1dW7f6BPh9ofxihoaHMmDEDY2Nj1q1bR5UqVbQftBiRSYRUBNTEPLvPw3A9KtW2pKqpLFciSVJG8TcuEWRiw/DGb7xNGTamTcuy+Ny8Cx8AsSeZ59Kb9SkvIyKM68/VFHaJq1Kp5Oeff+bUqVN4eHjIDqDZkEmEpFPKG5v5eow7e55Upn5NA0LvPKVSj2ksXzyS1lq+vt7T05OpU6eWqsuvJKnYUqsR+gYYZKokr0alSsDIJPl0gklz+s+YTVfj5LsTAljQb0Ghw2/evJkKFSqwc+dOWc4+BzKJkHQn8jDfuroR1H87l907kHSK8yw/uCpwnliV86sVVNbiQYmvv/5aJhCSVEwYNmpOg6jfCLiTSK+m6f5ulQGcCjCiZb9GwJ+gb0bd1m1pm9KFTBlBJePCv+nHx8djZWUlE4hcyOPIks683L2UTcYj+Wlqh7RkwbwdbgvHYL5rFbtfqLUav1y5clrdPpS+kreSpC361ZwZ4/KClVNXExSTcmsUF5fMxLv8CL7opbvSoDKRyJ5MIvIoNjYWY2Pj3B8oZSOeG5eCMLGxJfMpzja0LBvCzbvaazwQExPDH3/8wdOnT7UW4814JiaygLYkFVwlHH7yYVrF1fRq0pJO3brTubUNgw+2ZdmOGdjq7uIuKQfydEYuhBDs2LGDVatW8cUXXxT1cIo1tVqgb2BA5lOcKlQJRpgYaT6nFULg7e3N2rVrGTZsGGPGjKFjx45MnDhRK0mhEIKtW7eyfv16vvrqK41vX5JKlXdsGLPuHCMiHhL88DVGVetRzyKt2JRhs+mce/nGc0z+y/I7N3U90lJLHonIwaVLl3BycuL+/fv4+vri4OBQ1EMqxgxp1LwBUVcCuJOY8R5lwCkCjFrSplFSTvv7779r5LRAQEAACoWCx48f4+vry6BBg9i1axf16tXDwcEBPz8/jZ5+OH/+PI6Ojjx//hw/Pz969uypsW1LUmlmaFaHxs2bYW2R12qVkq7IIxFZeP78OTNmzEAIwapVq6hWrRoAt27dYubMmSxbtoxKlSoV8SiLG32qOY/BZe54pq52ZvOYppgCRF1kyUxvyo/YSa/ySYnbyZMnGTp0aIEjPX36lBkzZmBgYMCaNWuoWrVq6n16enq4urrSu3dvFi1axPr16/H09KRJkyYFjhcaGsr06dMxMTGR15FLkhYsWbKEy5cvA2BnZ8eAAQOKeERSCj0hV4Klio+PZ+nSpRw7doxZs2ZhY2MDQEREBF5eXjx79gxPT08sLS2LeKTFV+TFlUwcPZfDSksaWOjx4t4Lqrl8z6o5CiwNBE5OTvz2229YWFigVqsJDAykRYsWedp2fHw8P//8M//88w+zZ8+mVatWuT7n0aNHuLu7Y25uzowZM6hYsWKe56JUKlm8eDFnzpxh9uzZeR6nJEn5Exsbi0qlAsDExEQn641WrlyJlZUV3bt3R09PTy6azk5R1dt+2/j7+ws7Ozvh7e0t1Gq1EEKIhIQEsWrVKtGrVy9x/PjxIh5hSaIS4Q+ui6vXgkVodGLqrbGxseLYsWOp369du1asXLky162p1Wqxd+9eYWdnJ3x8fFJ/fvlx6tQp0bt3b7F8+XKhUqlyjbdr1y5hZ2cndu3aVaB4kiS93VasWCH2798vhMjYE0fKqNSfXrp+/Tp9+/YlICCA3bt3069fP/T09Dh+/Dj29vbo6+vj6+tLp06dinqoJYghZnUa07yZNRbpqlWWKVMmQ2nqhIQERowYASRd7SCy+CQQFBRE3759uXr1Knv27MHV1bVAl2O1b98eX19fypUrh729PUeOHMnycdeuXcPFxYUbN26wZ88enJyc5OVfkqRlMTExbNu2je3bt8sjAm+ZUrsmIiwsjNmzZxMREcHixYupXbs2APfv38fd3Z2aNWuybds2KlSoUMQjLb1GjRqV+n9fX19atWpF48aNAXj16hUeHh5ERUXxyy+/ULNmzULH09fXZ+jQoTg7O/P999+zatUqvLy8sLKy4uXLl8yaNYu4uDiWL19OjRo1Ch1PkqS8MTIyQk9PDxMTE5m0v2VK5ZoIb29vNmzYgLu7O+3btwcgOjqaH3/8kVu3buHp6UmDBg2KeJRSdrZs2cKmTZuYPn067dq101qcu3fv4u7ujqWlJdeuXWPmzJm8//77Wosnve3UxMfFkaBngqlJxsqnicoYlMKQMmWM5dUDJYRcE5E3pfL33dvbG19fX9q3b48Qgk2bNuHq6kqnTp3YunWrTCDecjt27GDv3r1aTSAArKys2Lx5M/v372fXrl0ygSjt4s8xvY0ZFRpP5HBcutuVR/mqmRlmbWdyPr7IRlfixcXFER8vd/DbplQmEZB06Bpg48aNhIWF4efnR/fu3Yt4VFJepfz8tE0IwY0bN3j06JFO4klvOYMqVIsiJynYAAAgAElEQVTfj8+JtCxCeXon+2KqvNH3JZHo56G8jNFuKffS5PDhw1y9erWohyG9odSuiUgxZMiQoh6C9BZ7+vQpsbGxhISE8O677xb1cKSipleJ//SoxiGff4jr1p0yKDm18zC1ev4XgwtJD1E/+ZNpgyay6XFZyioTqD9qBX9M+YhKpfYjm2b07t27qIcgZUH+WktSDu7evZvhX6m0E1Tt6UjdI9s5EgMoT7HzUE0celQm6Yx5OHunTuRQ+9+5cvMq1/83l6rrvmRhgPb6wkhSUZJJhCTlICQkJMO/Umkn0KuuQPHuMXYcjSbu5A6O1FGgqK6flEQoAzhwPIYyz/1Y4O7OjJ/P8tr4DhcvvdbqqAIDAxk4cCBDhgzh/v37Wo0FcPXqVQYOHMiwYcN4+PCh1uNdu3aNgQMHMnToUB48eKCTeMePH8fCwkLrsYq7Un86Q5JyIpMIKRP9mjg5WbFk5z4OmhyhtuO31NRflHynkvh4Y8xr1KJWjaTPaLUmLKDWB9qpsPjq1StmzZpFTEwMCxcuJCoqikmTJtGkSRMmT55MuXLlNBrv5cuXzJw5E6VSyaJFi3j9+jXffPMNzZo1Y9KkSZiammo8Xsql1Snx3NzcaNq0KZMnT9ZqvAULFqReyi2vzMiePBIhSTmQpzOkzPSpoVBQ/9Asph2wRKGolfZCatQK21YJRFfuyejPP+fzgU0I2biZKwlJScSrV6808oaUkJDAsmXLGDJkCJ988gmrV6+mZs2aNGzYEG9vb9q3b4+LiwtbtmzRSDyVSsUvv/zCsGHDGDZsGKtWraJGjRo0atQIb29vbG1tcXZ2Ztu2bRqL9/PPPzNs2DCGDh2aKV67du1wcnJi69atGp9f+nhS7mQSIUk5kEcipKzoV1fg1OQed60UONZI9zKqX5OhP86m5no7WnXshI3NcM7+ZwbjWiYd9D127BgODg6cO3euwLEPHjxInz59MDMzw9fXF1tb20yP6dmzJ35+fjx//hxHR0fOnz9f4Hj79+/H3t6eypUr4+vrm3qpc0xMDH///TcAvXr1ws/PjydPnuDo6MiFCxcKHa9KlSoZ4qXXq1cv/P39CQ0N1Vi8N+cn5VHRVNsuWq6urkU9BKkQdPnzs7S0FIAARFRUlM7iSsVcYrR4cvOaCH4Wl+mu58+fi/Hjx4sRI0aIx48f53mTt2/fFv379xfTpk0TkZGReX5eSryRI0eKJ0+e5Pl5t27dEh9//LGYPn16lr/7sbGxwtPTU7i6uorr16+n3v7s2TPx+eefi9GjR4vQ0FCNxcvOs2fPxLhx48SoUaM0Oj8pb2QSIRU7Wv35JSQIER0lRFSUUL56JfT19FKTiGv/+58QUVE5f0VHC5GYmHscqdS7cuWKcHJyEj/88IOIi8ucbKSIiIgQkydPFoMGDRJ3794tcLzLly8LR0dH8eOPP+Yab9KkSWLw4MEiJCQk1+0+fPhQfPrpp+Krr74SYWFhqbdfunRJODo6innz5uUYLzw8XLi5uYlPPvlE3Lt3L3+TSiev8VLmV9h4UpJSWfa6b9+++Pj4FPUwpALSys9PCLh3F548gsREAOJVKs4GXU99SAsrK8zfKZ/7toyMoE5dqFVHs2OUShwhBHv27GH58uWMHz8eR0fH1N4QarWaDRs2sG3bNr777ju6dOmikXi7du1ixYoVfPHFFzg4OGSIt379ery9vZkyZQofffRRvrZ96tQpvLy8UCgUjBw5EgMDA4QQ7Ny5k5UrVzJhwgTs7e1T4yUmJrJ+/Xq2b9/O1KlTMzTf08T8dBFPkmsiJClJ8E3490FqAgFgbGTAe5ZVqVapGo0bNc9bAgGgUsHd4KTtSVIO9PT0cHJyYu/evQQFBeHi4sK1a9c4deoUffr0IT4+Hn9/f40kECnxXFxc2Lt3L9euXcPV1ZXAwEBOnjxJnz59SEhIwN/fP98JBMCHH36In58fJiYm9OnTh6NHj6Knp4erqyt79uzhypUr9O3bl6CgIE6cOIG9vT1qtRp/f3+NvaGnn9/Vq1e1Hk8qpQ245JGI4k3jP7/YWDh/JsNNyvsH+XrBWva8rED9yvqEPg6jku0nLJ/Qh9amiQRumMB/Qj4mZFYXUi4yU15YQvOfDLm9cXzSDQYG0O5DMJBXUkt58/jxY2bPnk3ZsmWZMWMGFStW1Gq8R48e4enpiampKTNmzMDc3Fwj2339+jVz587l4cOHeHl5Ua9evdR4Hh4emJqa4uHhgZmZmUbiZefx48fMmDGDcuXK4eHhobH5SWnkq5skRYRl/D4mgG/dVxD031lcHto8qSdC5HV+mO6O8xJzzn/7AQg1CZnyb4Fana5XQmIiREaCuXbfCKSSo2bNmqxYsUJn8WrVqqWVeBUqVOCHH34gODiYKVOmYG1tzfTp06lVqxY2NjY0bNhQ6wkEJO3PSpUqUb9+fZlAaEmpP53x+++/s2TJElQqVVEPRSoq6ozJwMt/drPJqA8/fdI8ranSO01wG2+P+T9+7I7IR1Ol0negT5JS1a9fn61bt9KzZ0+MjIyKZAx3796Vl2hrUalMIvT09FI/MQ4ZMgQLCwv69OmTes2zpgUGBpKY7ly7tgUGBmb8RFzC4mmXihu372PSoDGN3zhOZ2jZkJYmodx8nPSzjL26DZdJ39E7+ctp1Vmey5xBKmZ2797N6dOntRqjU6dOGBgYaDVGdkJCQmSxOC0qlUlE//796dOnDydOnEBPT48BAwawe/duzpw5Q79+/bh165ZG4oSEhDB48GD++OMP7O3tOXHihEa2m53g4GAGDBjAxo0bsbe31/oLw507d3Qeb+DAgbRu3VqrcdRCoG+gj96bd4gEVAmGmBgm/dmYWHVhxojPmJ38NbN3E8wyPUmS3m5OTk60b9++qIehNSEhIfJIhBaVyjURffv2pVu3bnh6evLbb7/h5eWFpaUls2bN4sGDB0yfPp2qVasyffr0Ap23i4qKSj0f6OXlRf369QkPD0+NN2fOHOrU0dzlf69fv2bOnDn8+++/fP/999SrV49Xr14xe/bs1PnVqlVLY/EiIyOZM2cODx8+TI0XFhbG7NmzWblyJV5eXtSuXVuj8ebOncuDBw+YM2cOVlZWGtt2ZgY0qleLKN/b3ElsR9N0H56UtwIJMLSiXx0DOA365Sxo3bhR2sLK6AoYa3FkkiTlT0REBGFhYTKJ0KaiK1Hxdrhx44bo16+fmDlzpoiOjk69/fjx46Jnz57it99+EwkJCXnaVmJiovjjjz+EnZ2dOHDgQLbx+vbtKzw8PDLEK4jExESxdu1a0aNHD3HkyJEsHxMYGChcXFyEp6eniImJKXS8devWiR49eojDhw+/FfE04tG/Qhw/nPbl5yVG1KgqFN+sFdEpt/29UvzYpop4b9gyEXv8gLg2vKGo1HV62v3HD4u4nxyFVW3njNt69VJ745akQkpISBBHjhwRJ0+e1FnM5cuXi4MHD+ok1sWLF1OLxeWnyqeUd6XydEZ62TV06dSpE35+fujr62Nvb8/x48dz3M7Zs2dxcHAgIiICf39/unXrlm287du307ZtW5ydnfH29i5QA5lTp05hb2+f63XkTZs2xcfHh9atW6NQKPDx8SlUPKVSib+/P127ds0xno2NDQqFgu3btxco3unTp7G3tycuLg4/P79s42mE/hvnIP6/vTuPq6paGzj+Y0ZFRZnFAJkEnBLI3tTS8jqVisO1Wzenyqyrpg2a5nVA1HvLNMzhauVUamngVJaZmqhpOaEgIAqOOIE4MxwOZ3j/2EcZ5CggM8/38/EPDuestfZ2rX0e9vA8DdoTPmMQjbZMxH/YGP72/liefHMWO5qPZf1Qf6xL0raJXN8QVZdKpSIuLo6YmJgaWaky/70QcjaifNTKPBHG5ObmsmjRInbu3EloaChBQUGAcrlg5syZ2NraMmnSpAKfuXz5MlOmTMHGxoapU6diZ2dX7P7UajULFy4kKiqK6dOn07Zt20d+JiUlhcmTJ2NnZ1fi57rVajXz589n7969TJ8+vVj3Fly8eJHJkyfTuHFjpkyZUqLn1tVqNQsWLGD37t2EhYUVu797/ZS0v1LLyoIjB4r4hZbbqZdIyTLDwcUFJ+sSxtymhjwR5rXyqqEQRVq8eDG+vr506dKl3PuaO3cu48aNA2Dz5s306dOn3PusbSSIKMK1a9cIDQ1Fo9EQFhaGk5MToKRNvXeHsUqlIjw8nEOHDjFjxgxatGhR6v7S0tKYOnUqJiYmhIWF4eDg8MB7srKymDNnDrGxscycORM/P79S95eamsq0adMe2l92djZz5swhJibmsfsrzvbl72/GjBn4+/uXur9SOZkAaall26Z7M3DzKNs2hajmKjKIGD16NIsWLQJg3rx5jB07ttz7rG1q/eWMojg4OLBo0SJGjhzJiBEj+Oyzz8jJybmfC37jxo2EhITQokUL1q9f/1gBBICjoyNLlixhxIgRvPnmm4SHh6NWqwElF/wPP/xAv379CA4OJjIy8rG+0AGcnJxYsmQJb731VpH9RURE0LdvX4KCgsqkv0dtX0REBCEhIQQGBhIREVHxAQSAjx+4uIJpGSwJc3MlgHjC/fHbEqIcffLJJwwYMIABAwawYsWKCunTxsYGa+sSXRQstezsbNzc3HBzc+POnTsV0mdtI2ciHkFvKCDz1VdfMXjwYCIjI+nQoQNjxozBysqqXPqLiIhg2bJlDB06lLVr1/L8888zatQoLC3L/t7//P0NGTKEdevW0blzZ0aPHl2u/S1dupRhw4axbt06OnXqVG79lVhuLqiyS58kytQU6tRVUl4LIUQNJ0FEMalUKiIiIujatSvOzs7l3l9WVhYbNmygW7duODo61rj+srOziYyMpHv37hXSnxBCiLInlzOKydramsGDB1dIAAFQt25dBg0aVGFfsBXdX506dRg8eLAEEEJUMPX+8QRYWeE/bh/qfK+rdo7Cy9Ka4LDjaKQ/UUwSRFRhWVlZlT2EclXTt0+IKkmvQ9/Qlps/R3Lg/resir2RO8i0tSlUS0ZNxu1MHitpf03vr5aTIKIKmzNnTg2qSfGguXPnVmhNESGEwtSpKz3st7P+rxzlBdVu1u92p0fnexl6daRun0q35l60adcKrzYDmXfgtvQnHiBBRBU2depUTMviaYEqasqUKZVWlEeI2s2ZF3s7sj3yT3KArKgN7PEModu9tCy3f2bSyK0ELosl6WQy+z82Z/57C4kv9XWAmt5f7SVZcIQQotYxpWlIb5z6RbJP1Y6cDXvw7PMxdkc/ByAnehtRmXXp+ts8pm8HcnOwPHGEoypoYSP9iTwSRFRRv//+O6tXr6ZTp04MHTq0sodT5nbt2sWqVat47rnnGDZsWGUPR4hax9S9HyEuPYncsY3cPd6ETHfG7Kjhl6oc1FYNcbC3x94E4HlG/cedthbSnyhIgogqqkOHDgQHB2NeQ1Mmt2/fnqCgoBq7fUJUeaZuhIS40mXSNEx8xjDDyYQ4w68s2rSjTW4kzr1HMqqZCTe2fchLc7N5fsRjpI2u6f3VUjX3gns1Z2VlRYMGDahbt+6j31wN1fTtE6LqM8UtJASP0+fxC+mFY75vA9MmQ/g0zJFl3YPp3DmY4JExdP/3W7R8rJi/pvdXO0myqSpIr9dz/Pjx+z/7+vpWWJrYcqPTgkp1PxNk7PG4+7/y8faiTp06D/+8iQlYWUsmSCEqkC7rKsnnMrHz8sKu7BP01rr+aiIJIqqgnJwcPv300/s/Dxs2DDc3t0oc0WPQ6+HiBeWfRrn1WZ2byydrvr//lqE9uuFenCRe5ubg+oRSk0JKbAshRKWTIKJK0pGVdp6UWyY0buqGQ91qfNXp3BlIOV/oRR1ZN1NJyTChsYMjDiUtsd3UDZp5ldkQhRBClE41/naqmXISv2NUJ298O77M2yNe4dnmXrQfvpRjGQBq9o8PwMrKn3H7CiR0ZecoLyytgwk7XoUedM7NhYspBV7KOb+DUe8OwnfUdN6eHcazr71G+09/5lgWgJb4b0biFBpF/lyWOUe+wGfQorwXLqWAWo0QQojKJUFEVXL3dyYMGEdCl1XEJB4iKuovEo+vpc/ZyfQbs5nrOtDr9DS0vcnPkQfy8sKr9hK5I5MHM7pmcDuzEjNC3r0N+nwZN7OimTB5CQlBk4hZvYSoBf8jceVU+lxZTr8v9nFdB+h1aB44OaYvmLlTr4c7kl1OCCEqmwQRVcj1TQtZYzmc8EkdsLv3P2P7NOPmvo3txq/ZlK4DTHHq2gP77evJy+i6nt3uPcjL6JrK9qndaO7VhnatvGgzcB6VktFVVzAYuL53E2ssXiJ8UMu87avvz7hRvbDdu4VNt0uQ4rsGpwMXQojqQoKIKkNN4rEErNq2w6/QY0bmfoG0rnOWk2cMlyqcX6S343Yi/8wBsojasAfPkG7kZXSdxMitgSyLTeJk8n4+Np/PewvjK7lyXS6JSeex8vF7cPvcfGltdZWTl5WzJtnH19F//EReNPzr+/UBrsmdO0IIUeXIU7FViE6nx9TMjAeeO9DlkquxwMrCEPOZNiWktxP9IvehapfDhj2e9PnYDiWjaw7R26LIrNuV3+ZNR8noasmJI0dR0YLKzOiq0+sxNTN9cPv0GnI15liZK9tn5dmZqW+2xdLwa82pdQxcW5EjFUIIURxyJqLKMKd5Sx8yYqM5Xeg2hpzo/URbtCaw+b2YzxT3fiG47Ixkx7YN7PEOobdzXv4EVY4aq4YO2NvbY29vj8vzo/jPsLZUbkZXM5o3cyXjdNKD23cqnmhzTwKfULbBtJ4TT/o1J9jwr61rg/sBhRBCiKpDgogqwxTHfm/TP/1LJi1NyHs6IeMoX0z7AZs3R9Mz32kEU7cQQly3MWnaLnxCeuN0/897C9q0a0NujjO9R77Lu6New/fMd2xK1FO5aZpMcXyuN/1v/cSkLefyti8riS+WR2HTqy89JXmlEEJUK3I5oypp3JvwyMuMGdET/0Vu+DiZkH4uHcf+i1g/tR3W5Hus0dSNkBAPPp5chzG9HPNFg6Y0GfIpYXsG0z04giYmF0ixHcLyqS0r/j/btNCFiwbtCZ9xnTGfTcR/oyM+jUxIv3obx+fGsn6oP9aU4EmSGlwiXQghqgtJNlUlabidkkzKHQscmjXDqVTJpnRkXU3mXKYdXl52VEpG11w1HNh/P9V1Hi23Uy+RkmWGg4sLTiVNNmViAu3ag6Vc5BBCiMokQYQoX0VmrHxMrk+Ap3fZtimEEKLEJIgQ5UuvV4KISyn3a2eUmpk5uDYFNw+pnSGEEFWABBGiYmi1oMou4tJGMZmYgHUdqeIphBBViAQRQgghhCgVucVdCCGEEKUiQYQQQgghSkWCCCGEEEKUigQRQgghhCgVCSKEEEIIUSoSRAghhBCiVCSIEEIIIUSpSBAhhBBCiFKRIEIIIYQQpSJBhKgEtzj4vzfo6NmYenUb0azzeH66oqvsQQlR692N/YYx3QJoYlsfe79ezNpzq7KHJKo4CSJEhbux8T36j91A5jMj+WhwAHf3zmfuupTKHpYQtZruwjcM7f4Wa24EMmTMP/G78SuzwtZwSeJ78RASRIgKlkPMzt2kNQohdNlMxr/2FHZmdng0s6vsgQlRi2mIXTqPLTfaMXHtN3wS9gmvP2WO5toVrkoQIR7CvLIHIGobC1p07oDjlxv5oNMZ6pw7hungFUzvZVPZAxOiFlOTeCIZjXk7LLjDhZ2fs2JfLqbBLrjIn5riIWR6iAqlS9vGf2f9xJ1mT9OxlQPm6mwunr5ATmUPTIhazYrATs9gq/qd933s8AyZx9G7Zvg8/TSO8i0hHkLORIgKpOH4osksivdm0uGthLa+w/KrTRlxLJEzGvA1q+zxCVFbmeE7eiMHAzYTdc4Sh8tfMiTsMi/1aS1fEuKhJMYUFUjDuXMX0OrvkLzvFzYs+JDwXbk4d+lJO6vKHpsQtZf21Dx6uHozcNVNGpkd5osFu6nbewIjn7Ks7KGJKs5Er9frK3sQova4uX08f3s5nKO3tGBmS/O+/2bpVx/QobHEs0JUGk0c/xvwEh/8dAG1SX28e09i2bKPeNZO1qV4OAkiRIXTZVzm1JkbWDh74+VoXdnDEUIAkMP1s2e5ad2UZi42yNVFURwSRAghhBCiVORclRBCCCFKRYIIIYQQQpSKBBFCCCGEKBUJIqoZ3Q0IeREis4y/R3sR5m+GG5WUrjbnMLQeUz3GWlLVbbyibKVtAo9/Q8ZD3nNmL6w4BpU1RaJmQ6/Imrn+SrxvtfDz97DvdnmOqnaTIKKaMbWB+cugV13j70n/C+YeAqtK+t9NiQcL7+ox1pKqbuMVZathZ9g9DowmadfB9nWw60YlHVy1cOgUtPKrgeuvFPtWdwsWfQtpku6i3FSHqSPyOfkjTPgdTC7BqOkwew50/Dv4DYO1l+BmFAxYCXdiYPYB0KTD59OhXX9oOQKWnQJ08N0nMH01vDQYVqXBt/+BSUuh12vg+xos3AVj3wX/PjBwLeRgpC1AdwcWz4A2faD1SAg/CAEBeWM1BzJOwbj3oUVv8BsE/z0M1wuNFQ3sXg1dB4Hv32HEJsgsYh9cOQzD34GAEOgyA2KyQWtkfxRQeLuvw+ko+Odb4NcHnje0hRaWzYAvzygf016GUdNg3+/F2Lei5tLCyjmwMd34fPtxHsyOhf3fwU5V0XO18Dz8Jh5GToZZn8FTfeGpybBpE7w0CHxegYUnle6NzbebcTDiHfDpDd3DYWcqBHsVXH8xW6DvEPDuBU+Pg923i3msKMzIGj27BYYvhvc/gFYh0HEWnNUW/KjuKrwbCp9/Dv83DVKz4ccl8MKr4DMARmxU2tKegxGhkKBRPnduC7y+DjYW2rePHO8d+OhD+DMT5q8EcoruTzweCSKqmYN/gcYW1Mfhh32Q+X+wYw28qoHIWKjbEp6uD33/BSPc4f0P4VIHJYJfGQz//h+kZcEvO+CIHpYug8H14OftEG0Gy1bAKBuYsQ76T4Wot+CPnXDphpG2cmH5NPiuPkR8D5t6wI9HITAgb6zmagibBib/gKOb4esg+GYHWOQb6zstYescCE2F+UvgUBgkLoR1Nwpu//U/YMAS6DkBjq2BTmdhyjbIMLI/ClAV3O5OB6Dft/DadIhfDc8mw8e/gC4DtuwDGwflY1nHYctd8GxdjH1bTU4Li1LIhO2Hwd5JmRNFzbd2HcHWFqZPAt/DRc9VXaF52D8FIg6CWVf4Ywk02AkL0+DrZTDZFTYcAs2toufblQvw+lSwfQWiI+DVNPjDGYKs8taf9hi88QOMngun1sJzFyHyVDGPFfnns874Gj2wF7bGQLdxcOgzyN0Of6oL7r6sOGU79c/D7mmwIwzmqGD5Cjg4DeIWwpprcDsWtmZAE0O+7QN/wK268Ey+fdtOVYzxWsOLrcD+eVg0ANaEFt2feDySFr06UcPhMxA4Co5tAK8BMKUjmGvAxBTcnMDKCi7chN4d4eYPsFYL/0qGecmguwJ6FWSegYSm8O2r4GIO6niId4VVg8EJuJUJ/xgLnRzgQgZYOMH1DUW3dTca5l6D7z4DX3PQBoJPEwhuCJGGsWIJEz+DmGRY8R3sOQCefwebfGN1uAJh28BnIPywGtCDWg9Zmnzbr4HFX4HGDeK2QRxwLheyVRBzuuj9UWD35d9uPYxfDn2mw0tNlN//nxdE3QVVIiS4QJDhNHBMPLj6g0Mx9m1uuU8CUVlyTkGCM8yoB8fii55v1qlwzRdedINFoUXPVXWh9bc3Hpr1g3FPAkmQ4QKfDFO+RG9nQtMmkBhZ9Hz7Yw1c7gqRnZWD+bMtoVkaNNHkHSusXCHiYzh+COadh53p8Haz4h0r8s9nzRkjazQb4k/D2/+Fnk1AkwymdtC00LdLfAJ49YOxbUF3DD45B8vDwMMCaA4trOFmJhyNB48AqA+QC4dOQ+BwsE4y7FtPOL+0GOvPEq5ehdadwPsy/MNIfziU35ypDeRMRDWiTYPjWgh2gSNJEPSkIQrMhGNpEOQD6iTlQBdcB3YfAZ8AcLQFO1tw8IdZw8A8EbJ9wcewyK8kgK4lBJgDGXA0HdoHKL87Eg++AXDASFu3j+b7LHA3AVK8oMVNw1hdIXET9JwMv5wBKyew0kBQAGjujbUepB2BZDcIbKy0b9cIBo+GF+3ytl93E/akQLC/4T22ENQLJrSHaCP7I7/0hLzt1lyAfVrocu89GuVacmt/uBAPeh9oZgZoYV8ctAoAXTH2rbOsqBrr0gnQ+ICnifH1FxsPbn5gY2yudoQb+eYhOqWtp4OVtm4nwBUfCLYEcuDwOQj2MzLfBsPxeGgXmPfX4JFECGgJZveOFU6wbBoMWQkJd+AJe1A7QpBt8Y4V+eezsTXaQw8xGujgrrzvTiJc8oTWFvl2ng6OnII2rZSxJh0GzZN579Gch1gLZbwHTynrzQzlstHBbHjKLW/fNtAVc/3lwqEzyllRo/01KetZUvvIIa8ayT4Bp5tBWz0cSYGn/JTXc5IgsQkE14VLCZDrA15moNVBY38Y+Qr8qytc+Qv0LhCTAD7+cK/m1eET4NdC+TnnJJxwhUBrQAOHkyHQH3RG2jLRQ9ZtyAK4C5+vBmd/MLs3VmDJt9B1PHz2BnS1gL/uQlCzgmPV6ICG8MrLMHog+KbDX3pwz597VwtaILA7jH4FBrrD9uPg1tj4/sgvOv9260CrgtuGU64XtsH3ljAiCBLOgIurcrC79id8k6x8GRRn30qq4JrryL11kmNkvlkpAUGrFmBmbK66FJqHhraCfZW2jiVAM3+oC2hOQ1x9CLYzPt9MdHDjjvLZW8cgfD8E+uUdKwISYO5ZCJ8FH/8dLBPhlhf4m5d8Phtbo46JcNoT2hpuXozNfybhnlw4ch4Cmys/ajWQlQkqAC2sXQZWfaCTKSRchGZNAQW6nC8AAAq9SURBVB38tgaON4NAk3z7luKNV5sGsRp4qulD+pMbLh+bXM6oRuISwNkP6p2GeHuYUE95/WIC6HzAwwyO3YT0A7A4EQYOhK8+g+e2QeY1aPcmTHWFT5LhyX8YGs1VAoW2w5Qfz58AvJUvb106RN+E132hQ1FtuYNZD3hyJHR4A5wtwFINbfzhxF/KWBuZgZcTzJwKf9QHey8wVcHOI+Byb6wJMKYL9FsPnd4AZxVoWsLyEQUPCqaO8K8X4L3hsNYOrmhhUih4nDO+P+7TwJF8223uCW/4w6ih8L9GcBUIC4PW5qD1UO6R6PYnWNmAzg2CG0Dao/ate7n914vKlgtHzkDQMFAbW38mcO0m7FgL0bOLnqu+evg+3zxUn4Z4B0NbWmUttnxBmfdXEiHNC1pZgXtR880TzvSDHp/Cc+vBwgZyGil/XcdtVtafgz00vQbDRkAjUwhoAFlnYXcm2JVwPjc1skZPLAEXf2iAYRuSoFXnQgHIOYhrCCMNkUWLHhA4GtoPB8dM0LeBFUOUL6TmTSD8Q9hmC7Y68AmCxuTt28PBMKAY49XehPRbsCACfnhIf+LxSO2MmiYHTqZAY3dwsAD1bUhKB+cnwO4xo25jbemyIOkGuDeFIstp5cKZC2DlDK714Op50DlCE9OCYyUXzl4AvR142hofx41LcEUP3k3zzqaUVup5uG4B3k0g/+65fhGuW4O3fb7TdeW4b0XNoEqHpGxo/oQyn8pyrhqbbxlpkGoOXo0f8rkb4OYG9TVw6gq4ekC90sznYq7RYsmBUylg6QgeDQr2cSYF6riAS528lwvv2+KM9+o5yGgI3o0e0p94LBJECCGEEKJU5J4IIYQQQpSKBBFCCCGEKBUJIoSiDHPMV2jtAB0sew8G7aiIzoQoqDi1NMrKN+Pg9V2l/HAFr5P8NTmu/wQ+04qfHXL1eHj117LrX5QvCSIEUIY55iu6doAp9J0A4c9WRGdCFPTIWhplRQ0Hk6Gtfyk/X8HrJH9NjmNx4O4HdR79MSWh3ml40q/s+hflS55wEQVyzGevhH5vwI8rYN5uSFHD84MgvB/UK/SxK4dhylLYfwVcguHzcXB+sZLf3kQFv3nA5lXgXg9+/AvSbSB0FrziqtTSCF0MW5NB2xCGvgcT2sLq2XDaBWKjIP4WdHkHFvYAswz4Zgks2g9aNwhpAtYvwoc28P4SGDcTGqXD/EWwNgay7OH9cfCmF3xrrM1K2dmiOso6CC8vhax7t6GbQf/3wWIVZA+Fd7NgzNKi5/qpXTBllZLEzf05+Pp98NAUvcYS18DXmUA07LwELUJg2RtgexmO68FsKQQdgkx7mDULBjgr9V+mrIHoVHB5CuaNgzZW8N1sSGoKB7fByx/CzrXKOsnYArNSoH4S7DgNDdvBqomG5GoGZ7fAtLPQOAl+PQ/tXoVOF+DLP0HjDctnwZOWRR8D3A4YanKYwOw/oU4S1DOFnq8qT1f0Gg2f2sPgzTBzMviZQcYRGL4dZv0TYnXQp3ASKA3sXgszf4XzKug8CML7gtk5mLEQNp8CnQNMnAK9z+Xr/wBM8SriuOALF7bC9PPQKB6ud4cVvSpoMtUwEqeJUuWYN1bDIjhffvvWp4zUszBSSyNXBT//BvuyIfxLiOgBP+wAlRa+mgxrbGHzWlj3HCzZDPWc4E4cRGnANcN4nZAi26yUHS2qK8vmMHsCLBgPXa0gzQG62T+6lkbKr9B/JQyeAXFfQf3tEHHRyBpLhT92w9YT8Pp/IXoO3FoDKy/D3ROQkAmNu8DedfBPNaw7Bhd+MVL/pVB9jj4XlXXyhHnx6lwc2As7E+Hv0+C3f8D6r+HSC7BnKXgchV3pxo8B1vlr4ngp+TUyGsKXK2BjT/juN8itCxf+gmQNoIXFi6FOO3A4CWc8lQDlPmM1O67BnFC41A2ObIT5vjB3U/Frghz6Q9nGkGkSQDwOORMhSp5j/iE1LKyv5+W3j9topJ6FkVoa+lNKTYE1b4GHORw3BWdnJc/+vHT4fphSa0DTGjyeUFL3xiaAmz9cMlJbINNImxZGd4YQDzJvCAHWsDwUNrnCzx+B89FH1NKwg0VzodtH0MtVaWfBYtBeg5eKWmM3IS4F3v8anm4E1INWDSEzW8kC6d4XJj+jtI8JNG0MC2YXXf8lp1B9jt2GddLAUIvioXUuDO8ZPhM62kHsHXDvBhOCweIq3DEHj/rGjwH5a3LYJSt1aFYON6w/E3ByBOsm4JYDFzMg9RCstIYfO0HCQmjiZ0hcZWC0ZocaMrPg8DZYrIXu70BMQ+BuMWqC5CqXTd6cCc/al//8qcnkTIQocY55ozUsOkJcvvz2xuoLGKulkZoAuQHQ3HBAO3pSKSl+PhpoDX6G19PjINULWpoasuP5wV4jufT1iUW3KbmhRIlkwfyJsMIJNk9QMro+qpZG27qwNxO6tTK0kQsWdnDnWNFrrE02JNjDC87K69pUiNdBkKvS/jPtCrb/pLXx+i8389fnuJdFMgBM0h9d50KXDjE66Oyp/HzkJLRqoyTLyk6AUx7QNsv4MSB/TZzLCaBro2SCBYi+t/6swMseLqbA3FXw8kjwMoHoU9AyoOBft0br6jjDzK9hdgc4GwXdB8Ki88WrCeJ4B47lwDNuZTpLaiUJIkTJc8wbqwvgmC+/vbH6AubGa2kcPgH+hhoeqOHwWSW4yNVCxnW4pYOsczB+Jbj7Q90ciL6oFCgylkv/qJE2hSgu3W2Y9QH86A+bx+QVeXpULY1AC9BoITsX0MEvsyHke8g1ssYCkuG0ynDfhRY2LYOMbvA34MhFeMpQdyLnJCQ0gSBL4/VfCtfnuLdOsuMfXeciO16pu9HGkvtrJtBwQ2d8Atj6gbPeeG2Q/DU5Cq/pQ6cN688CvJ3gzxXwe0sYG8D9+hrBhW4eNVazI3EOvLoLevSHL6ZATxvI1BevJoj2BCS5G7ZRPBa5nCFKnGPeWA0LXxNYachv/2cdI/UFLI3U0jgANskQaKjhoU2D4zrlBsrWvaD7BGjzIjh5gLMJBLVUChQl2MFHDcG+qFz6TSDUSJtCFNcv8yDsGNhfgMBNgCm8NhW0j6il4e0Nw5rDmNdhoSVkuMOXH0Cr1KLXWMxMcGsA77wODdWg8odlw8EkSTlDMdHQ/rkEpcqst4+R+i/AxkL1ORLs4KP6Sv2dR9W5iEvIu6SgvaJcqujvAuggOhFa9AFrY8cAMzhwryZHLKSehravK+1qL0Ms0M+w/rxdYX8UrJgCtuTV1/hXw4L731jNjro74PDn0OlXuHsFPAbAbA9I/OnRNUFObIXGvtCojOdKbSRprwVQuhzzRdUFKJzfvkjGamkU9QyYFn7/FVy7QXML0JyFbhNh2qoHK/BJLQtR5ejgygXIagDNGhesw1JgjWkgdBhoJsI4O0i3AE/74p0qNlb/pSIUWRukUE2OIulg7WRYGwzr+xfjSSkjNTtUNyDpOti6wBP3nrOVGjcVSoIIUbXlwoRXYXcAvOQM+/eA5zuwoLNcixM1h+4GhAyC19dD/2IlVKi+bsfCF1vhxzRYN1u57CCqLwkiRJWnvgYbd8EVU2j7DHRyrewRCVG2dHfhj2Ro0xYaPvrt1dr147AmCbp2B//CyWdEtSNBhBBCCCFKRc4ICyGEEKJUJIgQQgghRKn8P6gwIlc3VyEsAAAAAElFTkSuQmCC)
来自网络
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