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детали машин и механизмов. Моя ЛБ (готовая). Лабораторная работа 3 Изучение конструкции и исследование редуктора с цилиндрическими зубчатыми колесами
Кинематический расчет редуктора
Дано
| Требуется найти
| n1-частота вращения входного вала ( число оборотов)
u12 и u23- передаточные числа соответствующих ступеней редуктора
| Частоты вращения ( числа оборотов) промежуточного и выходного валов:
n2= n1/u12 –число оборотов промежуточного вала
n3= n2/u2I3 –число оборотов выходного вала
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Таблица №4. Силовой расчет редуктора Дано
| Требуется определить
| W1-мощность входном валу
m(М1)- вращающий момент на входном валу
n1 ,n2 , n3 -частоты вращения( из кинематического расчёта)
| Определить мощность W и вращающий момент M на всех оставшихся валах:
W: W1,W2 , W2I , W3
M: M1,M2,M2I, M3
W-[Вт]
M-[Н*мм]
W=M ,=> M=W/ , где
=πn/30 [1/c]-угловая скорость М=30W/ πn = 9,55W/n –для всех валов в СИ Джамай предлагает считать по внесистемной системе-[Н*мм]: М=9550W/n[Н*мм]-для всех валов во внесистемной системе. Вращающий момент на ведомом зубчатом колесе М2 может быть определен по формуле:
M2=M1u12η, где
M1- вращающий момент на ведущем ЗК
u12-передаточное число
η=ηзац+ηподш –КПД ступени
ηзац= 0,97:0,98
ηподш= 0,997:0,998
Если ступеней несколько, то общий КПД равен
ηобщ= (ηзац)к (ηподш)к, где к-число ступеней
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Таблица №5. Конструкция редуктора
Конструктивные элементы
| Характеристика
| Рисунки
| Опоры Валов
Подшипники
| Зубчатые колеса устанавливаются на валах или осях. Валы вращаются и предназначены для закрепления на них деталей и передачи вращающих моментов. Оси служат только для поддержания вращающихся деталей механизмов и в отличие от валов не передают вращающих моментов. Оси могут быть вращающиеся и неподвижные. По конструкции валы и оси могут быть гладкими и ступенчатыми. Образование ступеней на валу связано с закреплением деталей или самого вала в осевом направлении, а также с возможностью свободной установки деталей при монтаже.
Зубчатые колеса малых диаметров могут изготавливаться за одно целое с валом. Для уменьшения массы или размещения внутри вала другой детали, подачи масла и т.п. валы могут изготовляться полыми. Посадочные поверхности осей и валов, на которых устанавливают вращающиеся детали, выполняются обычно цилиндрическими. В ступенчатых валах место плавного перехода от одной ступени к другой называют галтелью. Галтель необходима для снижения концентрации напряжений с целью повышения прочности. Радиусы закругления галтелей принимают возможно большими, а разность между диаметрами соседних ступеней должна быть как можно меньшей. Участки валов и осей, которыми они опираются на опоры корпуса, называются цапфами. Цапфа, расположенная на конце вала называется шип, а опора под шипом называется подшипник. Валы должны быть зафиксированы от осевых смещений относительно корпуса. По способности ограничивать осевые перемещения валов опоры делятся на фиксирующие (рис. 3.2,а) и плавающие (рис. 3.2,6). В фиксирующих опорах осевое перемещение вала ограничивается в одном или в обоих направлениях. В плавающих опорах осевое перемещение вала не ограничивается в любом направлении. Вал можно фиксировать в осевом направлении как в одной опоре (схема с одной фиксированной, а с другой плавающей опорой), так и в двух опорах (схема "враспор"). По первой схеме устанавливаются относительно длинные валы с расстоянием между опорами L < (8-10)d,где d-диаметр вала, а также когда тепловые деформации вала и корпуса сильно различаются. В фиксирующей опоре, воспринимающей, кроме радиальной нагрузки, значительную осевую нагрузку, устанавливаются два радиально-упорных подшипника (рис.3.2, г). Вторую опору выполняют плавающей.
По схеме "враспор" устанавливают относительно короткие валы L≤8d. В процессе сборки обеспечивают осевой люфт δ = 0,05-0,2 мм (рис. 3.2,в) для компенсации тепловых деформаций и исключения возможности заклинивания вала в опорах.
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)
| Способы крепления подшипников на валу
| Способ крепления подшипников на валу зависит от величины и направления действующих сил. При незначительных осевых силах внутреннее кольцо подшипника может крепиться на валу просто посадкой с натягом, например d/20 L0/k6 (рис. 3.3,а). При значительных осевых усилиях требуется дополнительная фиксация подшипника, которая может осуществляться:
• пружинным кольцом 1, закладываемым в кольцевую канавку вала (рис. 3.3,6),
• торцевой шайбой 2, которая прижимается к внутреннему кольцу винтом 3 (рис. 3.3,в)
• круглой шлицевой гайкой 4 (рис. 3.3,г), которая от самоотвинчивания стопорится многолапчатой стопорной шайбой 5. Наиболее распространенным и надежным способом установки подшипника в корпусе является поджатие наружного кольца подшипника крышкой к упорному буртику корпуса (рис. 3.3,д). Осевая фиксация подшипника может обеспечиваться установкой в проточке корпуса пружинного кольца (рис. 3.3,е).
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)
| Уплотнительные
устройства
| Для предохранения от вытекания смазки из подшипниковых узлов, а также для защиты их от попадания извне пыли, грязи и влаги применяют уплотнительные устройства. По характеру работы различают уплотнения подвижных соединений и стыков неподвижных соединений. По принципу действия уплотнения разделяют на контактные (герметизация осуществляется за счет плотного прилегания уплотняющих элементов к соответствующим сопряженным поверхностям соединения) и бесконтактные (герметизация осуществляется за счет малых зазоров сопряженных элементов). Основными контактными уплотнениями являются: манжетные (рис. 3.4,а) и сальниковые (рис.3.4,б). Манжетное уплотнительное кольцо 1 сложного сечения имеет выступающую рабочую кромку. Контакт рабочей кромки манжеты шириной 0,2 4-0,5 мм с валом обеспечивают за счет предварительного натяга, а также поджатием ее в валу браслетной пружиной 2. Изготавливают манжету из бензомаслостойкой резины, размеры манжет устанавливает ГОСТ 8752-79. Манжетные уплотнения надежно работают при жидкой и пластичной смазке подшипников до окружных скоростей не более 20 м/с. Сальниковые уплотнения применяют для герметизации полостей подшипников, работающих на пластичной смазке до окружной скорости в зоне трения 8 м/с. Герметизация обеспечивается за счет контакта не подвижного войлочного кольца (сальника) с вращающимся валом. Сальник 3 устанавливают в крышке подшипника, предварительно пропитав его смазочным материалом. Бесконтактные уплотнения весьма разнообразны по своей конструкции. Для уплотнения подшипниковых узлов, работающих на пластичной смазке при окружных скоростях V ≤ 30м/с, используют, например, жировые канавки (рис. в), которые при сборке заполняют пластичным смазочным материалом. При окружных скоростях V > 30м/с устанавливают лабиринтное уплотнение (рис.3.4, г), которое в зависимости от числа щелей может быть одно- и многоступенчатым.
Неподвижные соединения уплотнить проще, чем подвижные, так как в них отсутствует относительное перемещение деталей. Плоские поверхности уплотняются прокладками (рис.3.4,д), изготовленными из паронита, картона, резины, алюминиевой или медной фольги. Цилиндрические поверхности, например, соединение крышки с корпусом, уплотняют резиновыми кольцами круглого сечения, которые закладывают в специальную проточку (рис.3.4, е).
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rLdcpEwQJI4/Tkim4hkbioLdsgnGnNdFvbfF0tN/vFzq9tS2qRlttntVTGZGqTGVninnmj4rVemfy048CpOGblkTZM1vxttZtdrHuGn3LuR7F1V3PFd57xt5BW1VpjjLTSc8SupiGGAPDsV5ISuCBqmXX9qzd9DZUqKbaNmWqQLH6lE80yRSOT66rEUK+jKAcxMSisQQc61WhpauOu3AlZuSu3C/71bZZK6rCioK4chJEVVCOhypTHYj9cayG89WOoz3CPbtku7w26hoIrKKGjhLmWN4EBVolBeSZmfIcEY8YxnMXLG3cW3pZ+0Ls/ddFe7buq2WqwW+OFYoTXzy1HxULlkkpKtXX1Jocr7XGWiLAfL210D03er6h9FtuWeasutpp6qz03K4U8sQlmRQPYocOSjKMFmAJHb665l6ZdOIOi91udJvzc122k92tEFbDFTXGQVlOrzSgNIsalZcEDlGDyVWJBJBGuuehUNOej+zZVkebNmpgJWyeY4ecn7+f56y89acbd6XGijhtVHS26OWSb0IkiV5MGRwAAC2ABnt9AB9gNOJKkxY5Be/cfwB76M8cPqo78ueRjHj/rvqob3pdy3S+Wez7d3bNZPXjq5J5EoIankEEfFcSghfmPjSmNe2WVsMd62zFbhWVdKKnqxPE0tHMYZlzUytlHXupx9RobR2Ft9urzUF2sW5a2k2tbIJLfQ3u4rWwQTVMkpkqwjuVJ/LCBhkglicE51GdTOmlz2VYLSLz1JnudqrN509wq6WqSC1rJNM8juwqouLxd84wQB2B7Z1CUc2yNuXm3bv6edYIKS+Qxy04e63sVyXSjD5lo6qKWb2TxsOSsjKHweJ7nTuU1t6p0W3790wrb7Dsm72ystTTSwV9vqIYZygqyJacypIJPTlHJSmCMkYHYaqF02Dta49XbpYtw2euroHoKhiL3UGqqlAtisoEnJiArDKgH2kZGDpKpv9v3hYxt7qH1T21FYoqiS6Gj29XinlrYjMZI6kzNKXYxOwZqUBDgKcsRjTTbd92FaOr1wB3lahE1LU5qH3F8XHNm2IqvHJNIzKrZJ4E5VsjvgZiwqv2wrxX3LZ23qm4PUT1lRbKCVpZpx6kshjURF5h25k59GqH1zFL38yUN8gg6lbOlrJnp4Y2u0szyw+lCXFLh3IP/AHebPaSL5S2HXs2uV977+grtp7P2rFKlphoLZHU1Aju0IgqjJGqIw9CVni5hZGkhbtyVXCgnto3QzqJYr7uTY1fvS8UrC2JcKFrrcLrSLFM0MPGMeiJCxYDBSeQBmBK5OBolh/braeuj3TTy22GhR7ZUIUnmqQ6LNGfmEajDnIz7jxH2zqSs1NabbQpQWeCKGnhZsJHn5icsST3JJJJJ7k6jLZvbYV2qoqG2b3sddV1LFYoaa5wySSHuSFVWJJxnx9tTtNS09MhhpvaC5cj9TqusLsaRo+Ql4ElfaDnVE6bzIbbvBge37zXfB859+nVwod83G/3Klsu+aO2U1N6EkUEllSoKo6dyXMik5ZX+gxqEoOnu/dtUF3Fv6l0TrXVVXc51m28hzLLkuBiYYGfHnS6wzzpnvCz0nTnbMNWaoSx2il58KGeRQfTU9mVCD/I6dbX3vYhRV3Nqw4ulcRi3VJ9vrtjxH/lpr0j3XtdemO1YqjctrWdLPSerGa2NSrekucqWyP4HUnYrttS2U9THVbys7PLW1NSpS4xfJJKzqD7vPuxomC+svt8u6rt1T3TQbSv1upYbnWSV+LhQSO0LQ01EgZArI4ZllI9+eHlQCdTGxtzybn2/bbjUUMEE1TGqvDAwdY3VmIVc+B7S6KxPEZklJbA0x2pufaQ6432d90WoRyPXYb46LBzFbsYOf0P8cH7aqexupG16TbFqtVqKy3NKeoC/HFaWmkSFneQrIw4sv+qo7yvgsQg09m9itH2Tvzamz59xW/ct5pbbPWXyWuphP6gWeCaKMo6OwPPPFu+cnBOACNWmHrJ0yfP/AMbWw4HLIkOOJOAc4xg/fWNN1f2vXl6ygiqBSw0Auta9dUNTzGKeRYysC4JmmPmRhx9o9OMjOiVHVnbEVtqqpI6gW81k1uiC1IFx9daYtzNPj8tCMqrAkRgHiuTy0ZJC2ujqe92+qgjrKeZJoJ0WSKWP3K6EZDA/YjQ1AdM5bTcunm256KqhqIhaqVOcUocBhEuVJH1H1B7/AH0NOfEXTWxUdRU3S+Vw8m4tFjljtHHEF/y5f11Ut49Ottb86r26g3jZ47pT0+26ySNZJ5EVWarjHhGGcqcd/pqz0Ee6rZV3Ken23HUU9ZWevETcEQgemqkkFe2SpOPsdIz0u606gQ7mpdvU8lHHZpKDia9UdneeN+WOJwAFI108rb9vK/Hxk9iLl/Zt6Nzo4k2DQP7AmTPOcgDsD+Z4Bz20Rv2aeitQ3qzdN7dJk8yWmm7sD2Jy/c+MH6Y1cYL1uwu4G0acF8E5uigZ7/7H6akBXX80wcWGBXMLSFPjhgSg9kzw8Ed+X+WsreXHp1cZx5TVHpv2bejESv6fT22oJJVnk4STJzkX5WOH7kfQnR0/Zq6GwvHVQ9M7KlVED6cyK4ZP91g2R/I6tP4ru9IeK7YopHDePxXHf+Ppfrp7T1W4CifFWSmjZpArha/nxjx3YH0xk5/w/wCep5brXjZ+lWXoH0j9Qy/uHQc2ARnMkvIqPAzz7juf6nXnT7YW1tnbj3DHtqx01q9IUlNHBAWCfDBOYfiSR3dpBn/YA1Ovdt6IWUbYtvFM4LXZhnucf+D9sabUke4Z90U96rrfQUUMdDLSTiCqadpSzq0fYxr2UrJ3/wBvU5yXLFoMLcQCcknt3PbVelpZpN9QMD2gtTMnvOCzTIG/yQan1kaRVdThdVm8Ue6vx6G92ee1JFDRtTPDUxSszF2Vs5RgO3D7f4jomq6RXVO3QVEmzYa2GOojfdVCGSQBlICTnuD2P01Yf3MsDylm2zZ/SbwvwUWR7e3+H76ht27Y3fuKHb0wuNnhqLRc4rrJ+RMySNGsgCgcsgESd8/bUhK+/DKFWo2+RGDyzT1AyceB7/uNE0+j2LZe3o4wg27ac4yzfBxE5+w9uifuXt/ORty04ySoNFCePjsPb9cZ0lRybvjh5Vj2p5OaFjFDMqmPvyCgtnl4wT2/TRZv36aFwlTYACDx5QVGQPpnD/rp3S6P22nt5VLCwWzBPIqKSP7f7um0O0LJII5hYbWvt8mjiycgf7PbHfREfeqJJ681lkOCsZjgnGHyAC2X8eew7/rpWYbpHCSjntSRyAe2WGYsW+uMMBjOSP00d4OkXNti3Ue7rHMbdRRRRxVRgeOnRCtVwUL3C+eBlI/nq3fDiON/TTLt3+Y9/wCf01Xqm0bpu/wiV9wtEa01ZBVkwU8vP8twxUFnwMjK5+xOpwzVBcsI1KjIBBOexxjGp20+ojLdTTNuK6PKRn0KROxPcBZD/wATp5NSVAoqgSycmKSe7l9CPtpnV265yVz3GjuDUcs1OsTD0FkUcSxHnyck/wAteG27jmRon3NlH5RtigjB7j78tPuF0qHS3YGzqzp7titqdo2RpZbTTtKzW+FmclFyWJXJOfqdWUdNdk9+ey9vkE8sC2QDPfsPk0bb+27htjbdv25Q3p5YrbRJSRSy068jxHZiPGcDx40vHTbkd3B3JhVLEEUCdwMfrpTZDuG1N062UIQH2VYT7QADbIMDt/u6N/Z3tFQ/HaNgzyOP+zIO47efZ/HUrSwXGOMLV3dZJCwfAgRfZ444B+/10yFJuF+TDczIP1oI8Dv586e29g3Tp3s9Ty/c+wg8iQRboO3f/c+2NLDYez2iMY2fYwewz+HQYP8A+OlUpr4AQ9/aQyRkJ/oaKVYf4+x7+PH669kpr9USq8F+aCNlB4fBxt+mSSc9/Ojujo9prLQ2ykFFZ6KmooFJYR08KxoCfJ4qAMnQ15TmuijEVRVmd8kmT0wn8sDtoaUlMsxdCAqefOk5JmV1UL8wJ0daoMvuGvY2SWUdu4BHnWvc9cHHOV/xrw1DhAePkgaX7FQT2Oqd1G3PcNqUlpe1UkdRLX3mkoGEkTzcI5OZZ1RWUswC5xn+vjTWs/FrnIkdy3hVU9BdEX8Nr7QqwQpIQMJIW5MWJ+Ulgrd1wGxmG/G3y1eByRmZRnlqqdTNx7usFjim2ft+rudbPK8ZFNTidogsMjqeBZR7nVI8kgDnk+ADVrR1QpNkbkvW0Oq94a2MJErLRW1zH4appGRVdY5sAEpKGyr+8B18+dTrddejEZYt1J2+OBwx+MXCnz3+2k0kN+l1y3NPV3+nvXup6erp1jdVYRipNJE1YkYJOI1qGcAZIUllz21f2qcdyP6aoidduitMEj/tL28pZcooq1GQT9B+p1P7U3ts7fNLNXbRv1BeKSCX05JaOYOqSFc8SR9SCD/A6DxM/Gj7H+mgKosCQpyD2z9dLLHFJHjhgcs/z++jelEFzx8DGlsPCBqhGMsP8tJx1/qc2UHinnI+v00sUD4KgqFOT+v6f56NwhjDAJ2bGf8Aho2KwhHXBu3fI8jjpU1IAz3/AKa8iWmJISPHId/rnv8A886UkWPi3JOX3GkEJuS53eGw3GTb0HrXVaOdqKMgYacIfTHft82POsy6fwbqsu7bVS1UFUvxkdwmr5J1ZZ56UJAIJ6lC7BJGqPX4DOQhxgYOtkEFIyHCeO3k/fOvFp6NQ3GLs3cnvp9F29WrUxk4OQceNerUSMB27aCJAg48Gz57nJ0do4SvdfH/AC0rhh6zAeNefEN9tVzfV3vFltNKNsQ2uW41NZHTQR3GR0iYsrEgFe/Ihe2exJxqnfvf1akLJDS7RlkA9WBBHWB5o17TBQT2lj75iPfwR50BqhqDjxpnW1tWtHVNbokkq0hkaFJDxRpAp4gn7FsDWGXjq/1Ste5bZtb93tuXOe708k9MtBDVP6qhjxZWeRVKlFJPcFSCCNRlR136qwdQIdiDaFD+MS0hnS3Glbmy4LCTPxGMcVYef5acwl52uvUZ7xtabdhle5pW1klbJxRVFv8AhAmCqEhOdTwIUsflyMDsNXSpVpCpz/TXPKddOo9PuV9u3ba9ioaiiqaCOqgqRPFKy1FRFERFxkdCwSbmMnvg/bXQyiGL8oKxx9++dHQey1kCyei7gEqTr2Gojdcoc5GvGpaeZvUaMFsYzjvjXqQ08PZFIxpdGIJvTJLLoaVZYWHuXQ0+vsEEEGcZB/TS6JEh5Kqj9dNEpzle+T9dOVjYjiT21fLHJ+Hf+VH6srUGPapoDB8SN0UJT1c8CwWTscdxnxn6Zzg+NK86f4etqorc8lDIWW9WZk5yU8jd2ljA85+YgdnHvX3ZBjetj2mjtu2Km+XZLdRJui3mSqaf0RD2k4tzPZfdx7nt9+2mSdRdkS1jJL1C2rDuGhhxDV/icK09wp8/K+G7d/K+UY8lypwZzppt+V6WKSCJ6ekoay6s8EjB7JelIdkdh7Y5CezEjsCe0g7H3eVAlW1bNVUtDBDfaeNRX0GQIblCOwkQn6+QrHuD7H7YIqZ6ndK4KGoq03dt38LqmdbpaZblBzgkJ98kYDe7v3IXs3zp3zkVvUnptBLSW249U7AvBuVmu63OF5I2I/upvd3yO2W9rr5wwyU01SN00lcep1rqLNU24242KvNNBUQTJ8BGKqETxvKD+RjODgclyUj+ZcTvRc7lG6OoVBQ1NkL011o1eOZXDxx/BRhB6SNiEcRgR/4cEEkg6r133htHdXWKjnsFwtdTdabb1YLjJbqxZUBWohKTK4zGMKGIlk/ugpJBZVGm6X/Yx3psi67S3NbZbvPeKW3tJbKxFaooZfU5xyLyLPDleSI2XzmVyCwGqvcE9dN0fxC00a1ph9fiOfoghM/pnvj+Ol+xHfSEUXuB5ZAXGlsEjGdZrFwg7ZHf6a94Rk+AfrpGWmMg+YAjONGSAqAM+B50+gOscSn24Hb6aKwjY8G75+mq5XdRunVnrZrVdt/bcoq2mb05qepukEUsbEA4ZGYEHBB7/caQHVXpZy9vUvahP/1mmz/69ILYI0T5QBk5OiRGnnT1oHR1YEBlbIOO301ju6+re191Vd4sW2+rm37PT22kKmpp7vSrU1lW8RdI4ndiqRrlOTgElm4grxOs36H9UJdp9LqLcu7+p1varStmSrslxvdHPI9N6uPUgZG5LIPe4XJDjIwCQdLcDqwwxZyVHjGjcU48SBg6hLFuvam6ZJ023ui1XdqUKZxQ1kc5i5Z48uBPHOD5+2pkRYAOO/bTCo9RVhSntTSMixCtIk9SL1IipgkH5oHcR/dh3Xs301ANHJJI0bCZpQ0alWnUTGUD2Av4FQq94pvllX2tk6svUP1EoLZNFLUwmK5REyQRCUoCjqSyf4kwfcB345xrAutu/LxsBrDQWautFup7glR8Q9dF8RTRUoClVSTkoemcsTHkgxvgZUDR4Rp1uuP4Pdaff1i3FbxXbdpzPVU0F5WhqZlMmJZIoyjiN2VuMqEAqfcAc51Hx2XqTdrjSdZ6S7mKli2+9WVe7epUSRrIwZPixRhkJBBCjI9p+hOlOnr0e6uk+6d0bpt9trbhXS3Q1NTVRJynRUAWR2KkxxZClV7vKxAPYHV823DTDoxTQLE6O2y6qTKN7eIkAK8MYJzjv/LVccvdK+ayLZO5qbcsA6iXndNL6257nboY6Ge5LWVaNHcKf04pAY4yCI48pIoIPcHXaZnhFQB7uTD25PbXMdv27aU6c7Rr6a20ZqXWyCGSmoYxxj+Kg5BMjkkYJ/MmJ5SPhV7DXTxoFMwk+2QNOfHOx3YVWYDx9POh6qSDkp0jJRSe4q5A7YAOj0tO8aEPjv3GNK59KHLHGQNDXvovxIyO+hpywjGGaSReaZP650qss65Zh2/jo0JjiGFiAH6dtRm5Nwx7cs1VehaKqv8Ahwv+j0xQSSFnCjBdlUd2BOSO2tLd+nDxlk/2V7qd6VX+6ENRAssb7posrIoYEcJj3B02u1ns/wDa9tiJbLRCJrHdWYCmTBIlpQPp9Mn+uond24N6bhksD0fRzcw/DL3T3CX1KqgX8uNXDY/0jufeMA4+vfSctc29urFitW6NiXK0wjb9zb07hNAwm/PpPl9CViCCPrjzqfG/H+133BDb6KssVPS2eiVK25CmmVqOM8o/QlfAyO3dFPb7apX7QNOtDsCOts9hjerhvVreGOJY4HkxVISqyMpCkgEAkEDOprcvTrZ0dw22tLtyFh+Lj1cGRuKfDzdz7uwzx7nUJ1h2ltmzbUpq202qGmmN5tqFwzElfiVJHcnSmLu/bOaHdltusFJbI9o3azrf6BpbW1VakSKvjVA+IwGPqKhlUrE597FppWIGBhlbZpNurbpGu/Tu/fE1iUyrQW1aqtb8zJnEjuB7HVo1fC8wSMFADroC9KJLP0YSJM+rtWuUqTlHzSUoCui++UEnHpphnJC5CltYnadqzbJsdE+8emVi+NNxMKVc9AlYzzJKSr8o5yCvHlEQE4MQF+ZeWqtlisxvW2q87F3DaDtVRR090ukFDXW6MFKaRZJCjyJE59rq2AVGJImyjh4yhHQT3Okhq6egml4z1fP0Vx8/AZb+g1z5eaY18UBsktFFdKKvpbjRtU5nhklifEfJyQxVgGjjqMhv/BmwyqdP7h1D6nS3m1VtPbNpOIfjirtJWRoi8AAZSUzGOf5b57xvjkOJDanlJTjdnrAAwwwYZH/H/lpCereOMMcsrFT7R3wfpj+us76fdRtzXzeFZtrdlpstMVtwroZqGWUtyEojeKVZACjqW8fUYIJDA60tWpKjMYQNwOMfbtqZ/R65i6g7kgtW/wDdsFbtLbNW4rI1Q19+tlFLUxGKImKVZ5BIFzh4pQAyP4ypI1WNx9Z7FtC11u6bntSyT09DL69Q9u3BZqmtcjisVSkUch5VA5BHCjhKmSQCNdO22ybdrtz7l+NslBUTNUUsrNNTo7HNOgHcgn/Bqr9e7BYIeke4KigslJFUCOAxtS0kQmD/ABEWOGRjl9s9vvpCOQOmXWnavWP9pnZZsGxp7RTU6CKop6qnhEMc3ORpPRC5IRi4bic8WJx21bv2q77tnYm1+nl+/AIblTU1VUvLHFTiHmFqORGCAwzxYZHjzrTbzTUlL1S6XNT0cENO97rEiKShgzenmTj9Zjy/vJz8znivtGSnvqpgrN1dKJ7i9O5Mt2LS1oMwBAlCH0x3mcFRxj8MwUHSzdOEf2T+sdl6ub33xuKw7ZrLXBT0Nro3esiiSpqWVqhg8vp+1iFYLy+oUEga6c+NIjVije8Ajt99Y/0qFu/tU3ZHBTpHiy2t5V+eT1DNV8zLKPbJKTjnx9qn2D5dbLxp5IwhVSq4AX7ac69Fqr9SJnTalRUpQ19TJSSwVSJQuqT/AJcitlGZlUELk9zjt37dtZdcKu8V7RwXvo1uWupYpZGjPwFBKIHx/fwxtMQOfiSH5STlTrc7jRUtdRT26dFKVMbRHP6jH/vppYKmmuljpato1LelwkyPDoeDj/zKdPYTmnaRFu2tvWGssSWaoguV0j+GpYhJT0MzU/tjgX/x6jh2+qRLy/UmW2/u3bMXSmkpPxu3+oux6lSGroshjKPaRy86laKmoKiu3pDVFUM1/usIMr4BhZUEgHcejAMgyydmbsin6a5pl2707odkSbEms1rXd5opbVDRjZdcayWrklPosjmfiS0ZUq3DhgjPgnRbJ9CeY3emugp+lW2nlExBk25LJJPOvIKaiARvKw7eO0UC+Fy7dznXTHxR74QjGfOsIpNoW1Nm0mya2kg9GGkW3GOm4r6UkaDmIiSQKj2hpJySsKgKpJGtN6cXK4VO2R+PXFbjV0lTLTtWLTmH4kJjjJxJ+qke7sG+YAA40/Z4JVnatAT39j3z/LQp6tpMjHjRgKUqG4rggnv576Efw4d3DDsO/fR9eDRzOynJGhozGH0+ZwQRnQ0p/Q0ijxscAjUFvmOP9zrtEfLU7KD9mJAH+ZGpuKnCsCBplui2TXLbtxoqaFpZpqdliRSoJfGV7sQPIHnV2yVy8OPK8e4koYhEnp5UsPrjWYb62vPfurm1hRbqudjnSyXXE1uEQd19Wmyp9VHGO4PjPbzq/wBPWXSSGGWpsNXFK8TtKnrQng4HZch+/I+CO33xqq3CHc1R1Ds2549n1nwdBaq6klzVU3P1JZIGQAep4xG2T/DSl71rJMzHr9Ndw+oi/wBsm9BkHuPgM+B/8tqNvnQ+r3JRLb731f3rUwRTx1KqXol4yRtyRsinB7HHbV6hulxmPqy7ZroWV1QK09OcqfLdpD2H1+vfsDpKqv11g9Vm2lXGKLkTJ8VSqpUd+XeTsPr3xqdq5xjL7t+y1Y75S2GjufUfeFTBtmF4LWkktJ/o6MixnBEAJPFQMkk6iKj9izp/PDHB++e7IViK8PQqaeMjiCAMrF4GTgfTPbWzUd4u8+Vk2pXwRiNnR3qqZgxxkKOMh7nPY+PudeVl0vEbqItp19SOKsWSqplwSASuGkHcePt27aO/2fTOz+zonqmaTqzvhzJI0kgM9GQ7OvGQnNOc81+YeGwCwJ76Y1X7O/pXuzSRdTOoE3pO7GqNdTfkFIuClh6GGLJ+WS2eSgA5xrU6e632aeNJdnXCnQsA0j1VMwUfchZCfr9PtpepuV3SGJotr1szFmDKlRApQA4BOXAOfIx/PGjb+zkZFdejA6dGPfFk6h7rq7hTNRW4xVs1M8U9I9XGDA4WFSVHM8e+VAABwMa2qCjjhclSPr2+v/XbVO3dHum/UtvpKbZ1V6aXSjq6kSVlOMwwyiQge/ucqvbV2iRsiZ14MVGV+oP8tLb4eK6tIaLes5EpX8Xt6sSB29Sncj+vCYf+XVY/aAtjTdHtyosSS/kRM4dGKCNaiNnLcckKFBLH6KCfpq5bp2VtjesFPS7ntMddHSyGWEM7oUcjBIKEHwSNVhv2f+kzKY22bTsrAqwapqCCp8g5k76PlQwjqtuZ9rb46Y7porBcNxRm7kRw2qiDVVShgPomNMhYYSFIijzyYAufOoam3hd929Q+mu2qnp3vPbtVS011lU1dLFC06MJMiKQseB96q0o+QEnzjXQifs1dDYBHw6dWtRTsJIvdLiNgMBl9/tIUAAjwBgdtEi/Z96D1vCWm2RZp3giKROJ5HKRy+4gHnkK4748MPvpbd0TpEdMKZF6o3uNJwqfu3bBTLGvCB4lnqV/IQ9xCp9oY93JL/XWvRW+ONuXI9sYH21X9qdOtm7Geqm2rZKK2S1qxxztE7sXSPlwU8mOAvJsAdu+rJF7QeUqE57EHVbYWPTTsQpZgSp5AfT9NZfDB1ysdOLXBtzZlZQD1GE8dwqxIOUjNhovTGfm8hv5a1NiGHtcY+vfQUgnBdTj6A6W03PFJsvqJSXG71vxuxIJ7tc5LnxrTXQkVDEGPmHQeqsYUlU7LyPIgnGpZOl3U2auW9RLslqxYvh4qtKmsaZI3PKciXhn1JCB7/KjsoHnW2VECSxsjKHUjABHIZ/gdRVXtvbEEctdV26ipkiQySzKPRCgD3MxUjA/XT+V/ZZGRW43GhuF7sW9EstNU2SKnd/gvVNEtFLyMIbmAwRGRswjLTSYJOOw03YlmnjsLVVX8YklyqZq0isbM4EhHEvjsrEKDxHZc4HjTy37E2fR3B73S2enernWLNRIzTEiPPpkFycceRwR99WAA+NHyow0e2q5/vmAJB7HHjQFsiVGjQ/M3LJ++nRRj9dehSBjR8qMNUoOERi9QlSOP8NDTvicYB0NHypYRjb76WBOo8TNnTmOYsNPlGH4vzS9FGOZQv00DDET3RdJO49YHOju+flzpY23Xvw0QOSo1Vd6UG4K+vs8FteSns8ExqrnPTTYnZYyCIfS4kSRuOYYYJPYAAnkLaDyTXiAA6nxXqqdLrDdLJsCzWq/IRWU8BDIxyYkLs0cZ/VEKL/8AbqyVMSRqhUY/MXONLMzA486b1EqthD294J7/AE1U2jw7HbXuRpL104Zwe2irOhBIOcHBGpwy+hkHxpN51XyDrBbb1B35YZLrvWpuv4tt2PcVTYPgppUkmeZ7skEBgEaAp6cLOCrMeZ4nt3bQG/HP0GhkffWPbJ67ybnuFHTXils1hHwxqayGsuBExj/PBlg9vCRIzBxckgAlu4wOU31Kvdwtu49nSWW/TrJNdqaGqttPVQhp6SVijSGFlLSqCVyQw4KGYZIxoC1b3pdxVu2K6l2pVpTXSVUWGVnCELzX1OLFWCuU5hWIIDEH6aoXTbp5fdq7ngaty1FBZaiCpIleRHnnr3qIYld/dIII2debefU/UgC49Qr9W9V9u2e1U1xG26inrf8ASoaeOSjuDCnWRZROGJCoeSAADLZJyMa1GkqFljUYweIP89P+QL8NQykj0Vbj2Pbxok9FCi5gjRD/AA86UEQjdpORXke/20dzlAfPcY0AWKkhVBiJRkd8aOtNApJWFQfuBo4YdlGitIFJ5Hxo7oeQgJlc8u+qfujb+6bluyiu0N1kbb9FRs8tsp6gwyz1SsWGfbiRHXihVmUec5B1aaWbkXH+sTjRo041Ujn5SBowaiun9luG3NkWKw3af1aygoIYJjy5AOqAFQfqB8oP2A1P6SEy58aMXHnSA50Xl71GD389u2gJAdDkv20AfQ0QyAaGgGwVc+NLcQEOBoaGtL6w/HJhi493P6/fS8LsVOWJ7ffQ0NFTPRYWbJHI4/jp2njQ0NTfW0JSk5xk6ZhFcycxnAOM6GhqjPogPSHb6DR1ijUclQAnz20NDU0R6FUjuNMiiCqVBGoXuccRjP3/AI6GhpRR16MOFPpJkAqPaOwPka8kjQurlFLLkBsdwP0OhoaQJV0aCDsgHbHYaaUTNnjyOAPGdDQ1U8BKpmlFQIhIwQ+Vz217PJIAqh2AB8Z0NDVglPPMsycZXHb6Mde+pI0ozIxyp+uhoaqJ+woZJBUookbBfuM/odS0RPp/xY6GhqKRRAMeNJ1HZFxoaGoqx4flGj6GhpAMA+RoaGhoD//Z)
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rLdcpEwQJI4/Tkim4hkbioLdsgnGnNdFvbfF0tN/vFzq9tS2qRlttntVTGZGqTGVninnmj4rVemfy048CpOGblkTZM1vxttZtdrHuGn3LuR7F1V3PFd57xt5BW1VpjjLTSc8SupiGGAPDsV5ISuCBqmXX9qzd9DZUqKbaNmWqQLH6lE80yRSOT66rEUK+jKAcxMSisQQc61WhpauOu3AlZuSu3C/71bZZK6rCioK4chJEVVCOhypTHYj9cayG89WOoz3CPbtku7w26hoIrKKGjhLmWN4EBVolBeSZmfIcEY8YxnMXLG3cW3pZ+0Ls/ddFe7buq2WqwW+OFYoTXzy1HxULlkkpKtXX1Jocr7XGWiLAfL210D03er6h9FtuWeasutpp6qz03K4U8sQlmRQPYocOSjKMFmAJHb665l6ZdOIOi91udJvzc122k92tEFbDFTXGQVlOrzSgNIsalZcEDlGDyVWJBJBGuuehUNOej+zZVkebNmpgJWyeY4ecn7+f56y89acbd6XGijhtVHS26OWSb0IkiV5MGRwAAC2ABnt9AB9gNOJKkxY5Be/cfwB76M8cPqo78ueRjHj/rvqob3pdy3S+Wez7d3bNZPXjq5J5EoIankEEfFcSghfmPjSmNe2WVsMd62zFbhWVdKKnqxPE0tHMYZlzUytlHXupx9RobR2Ft9urzUF2sW5a2k2tbIJLfQ3u4rWwQTVMkpkqwjuVJ/LCBhkglicE51GdTOmlz2VYLSLz1JnudqrN509wq6WqSC1rJNM8juwqouLxd84wQB2B7Z1CUc2yNuXm3bv6edYIKS+Qxy04e63sVyXSjD5lo6qKWb2TxsOSsjKHweJ7nTuU1t6p0W3790wrb7Dsm72ystTTSwV9vqIYZygqyJacypIJPTlHJSmCMkYHYaqF02Dta49XbpYtw2euroHoKhiL3UGqqlAtisoEnJiArDKgH2kZGDpKpv9v3hYxt7qH1T21FYoqiS6Gj29XinlrYjMZI6kzNKXYxOwZqUBDgKcsRjTTbd92FaOr1wB3lahE1LU5qH3F8XHNm2IqvHJNIzKrZJ4E5VsjvgZiwqv2wrxX3LZ23qm4PUT1lRbKCVpZpx6kshjURF5h25k59GqH1zFL38yUN8gg6lbOlrJnp4Y2u0szyw+lCXFLh3IP/AHebPaSL5S2HXs2uV977+grtp7P2rFKlphoLZHU1Aju0IgqjJGqIw9CVni5hZGkhbtyVXCgnto3QzqJYr7uTY1fvS8UrC2JcKFrrcLrSLFM0MPGMeiJCxYDBSeQBmBK5OBolh/braeuj3TTy22GhR7ZUIUnmqQ6LNGfmEajDnIz7jxH2zqSs1NabbQpQWeCKGnhZsJHn5icsST3JJJJJ7k6jLZvbYV2qoqG2b3sddV1LFYoaa5wySSHuSFVWJJxnx9tTtNS09MhhpvaC5cj9TqusLsaRo+Ql4ElfaDnVE6bzIbbvBge37zXfB859+nVwod83G/3Klsu+aO2U1N6EkUEllSoKo6dyXMik5ZX+gxqEoOnu/dtUF3Fv6l0TrXVVXc51m28hzLLkuBiYYGfHnS6wzzpnvCz0nTnbMNWaoSx2il58KGeRQfTU9mVCD/I6dbX3vYhRV3Nqw4ulcRi3VJ9vrtjxH/lpr0j3XtdemO1YqjctrWdLPSerGa2NSrekucqWyP4HUnYrttS2U9THVbys7PLW1NSpS4xfJJKzqD7vPuxomC+svt8u6rt1T3TQbSv1upYbnWSV+LhQSO0LQ01EgZArI4ZllI9+eHlQCdTGxtzybn2/bbjUUMEE1TGqvDAwdY3VmIVc+B7S6KxPEZklJbA0x2pufaQ6432d90WoRyPXYb46LBzFbsYOf0P8cH7aqexupG16TbFqtVqKy3NKeoC/HFaWmkSFneQrIw4sv+qo7yvgsQg09m9itH2Tvzamz59xW/ct5pbbPWXyWuphP6gWeCaKMo6OwPPPFu+cnBOACNWmHrJ0yfP/AMbWw4HLIkOOJOAc4xg/fWNN1f2vXl6ygiqBSw0Auta9dUNTzGKeRYysC4JmmPmRhx9o9OMjOiVHVnbEVtqqpI6gW81k1uiC1IFx9daYtzNPj8tCMqrAkRgHiuTy0ZJC2ujqe92+qgjrKeZJoJ0WSKWP3K6EZDA/YjQ1AdM5bTcunm256KqhqIhaqVOcUocBhEuVJH1H1B7/AH0NOfEXTWxUdRU3S+Vw8m4tFjljtHHEF/y5f11Ut49Ottb86r26g3jZ47pT0+26ySNZJ5EVWarjHhGGcqcd/pqz0Ee6rZV3Ken23HUU9ZWevETcEQgemqkkFe2SpOPsdIz0u606gQ7mpdvU8lHHZpKDia9UdneeN+WOJwAFI108rb9vK/Hxk9iLl/Zt6Nzo4k2DQP7AmTPOcgDsD+Z4Bz20Rv2aeitQ3qzdN7dJk8yWmm7sD2Jy/c+MH6Y1cYL1uwu4G0acF8E5uigZ7/7H6akBXX80wcWGBXMLSFPjhgSg9kzw8Ed+X+WsreXHp1cZx5TVHpv2bejESv6fT22oJJVnk4STJzkX5WOH7kfQnR0/Zq6GwvHVQ9M7KlVED6cyK4ZP91g2R/I6tP4ru9IeK7YopHDePxXHf+Ppfrp7T1W4CifFWSmjZpArha/nxjx3YH0xk5/w/wCep5brXjZ+lWXoH0j9Qy/uHQc2ARnMkvIqPAzz7juf6nXnT7YW1tnbj3DHtqx01q9IUlNHBAWCfDBOYfiSR3dpBn/YA1Ovdt6IWUbYtvFM4LXZhnucf+D9sabUke4Z90U96rrfQUUMdDLSTiCqadpSzq0fYxr2UrJ3/wBvU5yXLFoMLcQCcknt3PbVelpZpN9QMD2gtTMnvOCzTIG/yQan1kaRVdThdVm8Ue6vx6G92ee1JFDRtTPDUxSszF2Vs5RgO3D7f4jomq6RXVO3QVEmzYa2GOojfdVCGSQBlICTnuD2P01Yf3MsDylm2zZ/SbwvwUWR7e3+H76ht27Y3fuKHb0wuNnhqLRc4rrJ+RMySNGsgCgcsgESd8/bUhK+/DKFWo2+RGDyzT1AyceB7/uNE0+j2LZe3o4wg27ac4yzfBxE5+w9uifuXt/ORty04ySoNFCePjsPb9cZ0lRybvjh5Vj2p5OaFjFDMqmPvyCgtnl4wT2/TRZv36aFwlTYACDx5QVGQPpnD/rp3S6P22nt5VLCwWzBPIqKSP7f7um0O0LJII5hYbWvt8mjiycgf7PbHfREfeqJJ681lkOCsZjgnGHyAC2X8eew7/rpWYbpHCSjntSRyAe2WGYsW+uMMBjOSP00d4OkXNti3Ue7rHMbdRRRRxVRgeOnRCtVwUL3C+eBlI/nq3fDiON/TTLt3+Y9/wCf01Xqm0bpu/wiV9wtEa01ZBVkwU8vP8twxUFnwMjK5+xOpwzVBcsI1KjIBBOexxjGp20+ojLdTTNuK6PKRn0KROxPcBZD/wATp5NSVAoqgSycmKSe7l9CPtpnV265yVz3GjuDUcs1OsTD0FkUcSxHnyck/wAteG27jmRon3NlH5RtigjB7j78tPuF0qHS3YGzqzp7titqdo2RpZbTTtKzW+FmclFyWJXJOfqdWUdNdk9+ey9vkE8sC2QDPfsPk0bb+27htjbdv25Q3p5YrbRJSRSy068jxHZiPGcDx40vHTbkd3B3JhVLEEUCdwMfrpTZDuG1N062UIQH2VYT7QADbIMDt/u6N/Z3tFQ/HaNgzyOP+zIO47efZ/HUrSwXGOMLV3dZJCwfAgRfZ444B+/10yFJuF+TDczIP1oI8Dv586e29g3Tp3s9Ty/c+wg8iQRboO3f/c+2NLDYez2iMY2fYwewz+HQYP8A+OlUpr4AQ9/aQyRkJ/oaKVYf4+x7+PH669kpr9USq8F+aCNlB4fBxt+mSSc9/Ojujo9prLQ2ykFFZ6KmooFJYR08KxoCfJ4qAMnQ15TmuijEVRVmd8kmT0wn8sDtoaUlMsxdCAqefOk5JmV1UL8wJ0daoMvuGvY2SWUdu4BHnWvc9cHHOV/xrw1DhAePkgaX7FQT2Oqd1G3PcNqUlpe1UkdRLX3mkoGEkTzcI5OZZ1RWUswC5xn+vjTWs/FrnIkdy3hVU9BdEX8Nr7QqwQpIQMJIW5MWJ+Ulgrd1wGxmG/G3y1eByRmZRnlqqdTNx7usFjim2ft+rudbPK8ZFNTidogsMjqeBZR7nVI8kgDnk+ADVrR1QpNkbkvW0Oq94a2MJErLRW1zH4appGRVdY5sAEpKGyr+8B18+dTrddejEZYt1J2+OBwx+MXCnz3+2k0kN+l1y3NPV3+nvXup6erp1jdVYRipNJE1YkYJOI1qGcAZIUllz21f2qcdyP6aoidduitMEj/tL28pZcooq1GQT9B+p1P7U3ts7fNLNXbRv1BeKSCX05JaOYOqSFc8SR9SCD/A6DxM/Gj7H+mgKosCQpyD2z9dLLHFJHjhgcs/z++jelEFzx8DGlsPCBqhGMsP8tJx1/qc2UHinnI+v00sUD4KgqFOT+v6f56NwhjDAJ2bGf8Aho2KwhHXBu3fI8jjpU1IAz3/AKa8iWmJISPHId/rnv8A886UkWPi3JOX3GkEJuS53eGw3GTb0HrXVaOdqKMgYacIfTHft82POsy6fwbqsu7bVS1UFUvxkdwmr5J1ZZ56UJAIJ6lC7BJGqPX4DOQhxgYOtkEFIyHCeO3k/fOvFp6NQ3GLs3cnvp9F29WrUxk4OQceNerUSMB27aCJAg48Gz57nJ0do4SvdfH/AC0rhh6zAeNefEN9tVzfV3vFltNKNsQ2uW41NZHTQR3GR0iYsrEgFe/Ihe2exJxqnfvf1akLJDS7RlkA9WBBHWB5o17TBQT2lj75iPfwR50BqhqDjxpnW1tWtHVNbokkq0hkaFJDxRpAp4gn7FsDWGXjq/1Ste5bZtb93tuXOe708k9MtBDVP6qhjxZWeRVKlFJPcFSCCNRlR136qwdQIdiDaFD+MS0hnS3Glbmy4LCTPxGMcVYef5acwl52uvUZ7xtabdhle5pW1klbJxRVFv8AhAmCqEhOdTwIUsflyMDsNXSpVpCpz/TXPKddOo9PuV9u3ba9ioaiiqaCOqgqRPFKy1FRFERFxkdCwSbmMnvg/bXQyiGL8oKxx9++dHQey1kCyei7gEqTr2Gojdcoc5GvGpaeZvUaMFsYzjvjXqQ08PZFIxpdGIJvTJLLoaVZYWHuXQ0+vsEEEGcZB/TS6JEh5Kqj9dNEpzle+T9dOVjYjiT21fLHJ+Hf+VH6srUGPapoDB8SN0UJT1c8CwWTscdxnxn6Zzg+NK86f4etqorc8lDIWW9WZk5yU8jd2ljA85+YgdnHvX3ZBjetj2mjtu2Km+XZLdRJui3mSqaf0RD2k4tzPZfdx7nt9+2mSdRdkS1jJL1C2rDuGhhxDV/icK09wp8/K+G7d/K+UY8lypwZzppt+V6WKSCJ6ekoay6s8EjB7JelIdkdh7Y5CezEjsCe0g7H3eVAlW1bNVUtDBDfaeNRX0GQIblCOwkQn6+QrHuD7H7YIqZ6ndK4KGoq03dt38LqmdbpaZblBzgkJ98kYDe7v3IXs3zp3zkVvUnptBLSW249U7AvBuVmu63OF5I2I/upvd3yO2W9rr5wwyU01SN00lcep1rqLNU24242KvNNBUQTJ8BGKqETxvKD+RjODgclyUj+ZcTvRc7lG6OoVBQ1NkL011o1eOZXDxx/BRhB6SNiEcRgR/4cEEkg6r133htHdXWKjnsFwtdTdabb1YLjJbqxZUBWohKTK4zGMKGIlk/ugpJBZVGm6X/Yx3psi67S3NbZbvPeKW3tJbKxFaooZfU5xyLyLPDleSI2XzmVyCwGqvcE9dN0fxC00a1ph9fiOfoghM/pnvj+Ol+xHfSEUXuB5ZAXGlsEjGdZrFwg7ZHf6a94Rk+AfrpGWmMg+YAjONGSAqAM+B50+gOscSn24Hb6aKwjY8G75+mq5XdRunVnrZrVdt/bcoq2mb05qepukEUsbEA4ZGYEHBB7/caQHVXpZy9vUvahP/1mmz/69ILYI0T5QBk5OiRGnnT1oHR1YEBlbIOO301ju6+re191Vd4sW2+rm37PT22kKmpp7vSrU1lW8RdI4ndiqRrlOTgElm4grxOs36H9UJdp9LqLcu7+p1varStmSrslxvdHPI9N6uPUgZG5LIPe4XJDjIwCQdLcDqwwxZyVHjGjcU48SBg6hLFuvam6ZJ023ui1XdqUKZxQ1kc5i5Z48uBPHOD5+2pkRYAOO/bTCo9RVhSntTSMixCtIk9SL1IipgkH5oHcR/dh3Xs301ANHJJI0bCZpQ0alWnUTGUD2Av4FQq94pvllX2tk6svUP1EoLZNFLUwmK5REyQRCUoCjqSyf4kwfcB345xrAutu/LxsBrDQWautFup7glR8Q9dF8RTRUoClVSTkoemcsTHkgxvgZUDR4Rp1uuP4Pdaff1i3FbxXbdpzPVU0F5WhqZlMmJZIoyjiN2VuMqEAqfcAc51Hx2XqTdrjSdZ6S7mKli2+9WVe7epUSRrIwZPixRhkJBBCjI9p+hOlOnr0e6uk+6d0bpt9trbhXS3Q1NTVRJynRUAWR2KkxxZClV7vKxAPYHV823DTDoxTQLE6O2y6qTKN7eIkAK8MYJzjv/LVccvdK+ayLZO5qbcsA6iXndNL6257nboY6Ge5LWVaNHcKf04pAY4yCI48pIoIPcHXaZnhFQB7uTD25PbXMdv27aU6c7Rr6a20ZqXWyCGSmoYxxj+Kg5BMjkkYJ/MmJ5SPhV7DXTxoFMwk+2QNOfHOx3YVWYDx9POh6qSDkp0jJRSe4q5A7YAOj0tO8aEPjv3GNK59KHLHGQNDXvovxIyO+hpywjGGaSReaZP650qss65Zh2/jo0JjiGFiAH6dtRm5Nwx7cs1VehaKqv8Ahwv+j0xQSSFnCjBdlUd2BOSO2tLd+nDxlk/2V7qd6VX+6ENRAssb7posrIoYEcJj3B02u1ns/wDa9tiJbLRCJrHdWYCmTBIlpQPp9Mn+uond24N6bhksD0fRzcw/DL3T3CX1KqgX8uNXDY/0jufeMA4+vfSctc29urFitW6NiXK0wjb9zb07hNAwm/PpPl9CViCCPrjzqfG/H+133BDb6KssVPS2eiVK25CmmVqOM8o/QlfAyO3dFPb7apX7QNOtDsCOts9hjerhvVreGOJY4HkxVISqyMpCkgEAkEDOprcvTrZ0dw22tLtyFh+Lj1cGRuKfDzdz7uwzx7nUJ1h2ltmzbUpq202qGmmN5tqFwzElfiVJHcnSmLu/bOaHdltusFJbI9o3azrf6BpbW1VakSKvjVA+IwGPqKhlUrE597FppWIGBhlbZpNurbpGu/Tu/fE1iUyrQW1aqtb8zJnEjuB7HVo1fC8wSMFADroC9KJLP0YSJM+rtWuUqTlHzSUoCui++UEnHpphnJC5CltYnadqzbJsdE+8emVi+NNxMKVc9AlYzzJKSr8o5yCvHlEQE4MQF+ZeWqtlisxvW2q87F3DaDtVRR090ukFDXW6MFKaRZJCjyJE59rq2AVGJImyjh4yhHQT3Okhq6egml4z1fP0Vx8/AZb+g1z5eaY18UBsktFFdKKvpbjRtU5nhklifEfJyQxVgGjjqMhv/BmwyqdP7h1D6nS3m1VtPbNpOIfjirtJWRoi8AAZSUzGOf5b57xvjkOJDanlJTjdnrAAwwwYZH/H/lpCereOMMcsrFT7R3wfpj+us76fdRtzXzeFZtrdlpstMVtwroZqGWUtyEojeKVZACjqW8fUYIJDA60tWpKjMYQNwOMfbtqZ/R65i6g7kgtW/wDdsFbtLbNW4rI1Q19+tlFLUxGKImKVZ5BIFzh4pQAyP4ypI1WNx9Z7FtC11u6bntSyT09DL69Q9u3BZqmtcjisVSkUch5VA5BHCjhKmSQCNdO22ybdrtz7l+NslBUTNUUsrNNTo7HNOgHcgn/Bqr9e7BYIeke4KigslJFUCOAxtS0kQmD/ABEWOGRjl9s9vvpCOQOmXWnavWP9pnZZsGxp7RTU6CKop6qnhEMc3ORpPRC5IRi4bic8WJx21bv2q77tnYm1+nl+/AIblTU1VUvLHFTiHmFqORGCAwzxYZHjzrTbzTUlL1S6XNT0cENO97rEiKShgzenmTj9Zjy/vJz8znivtGSnvqpgrN1dKJ7i9O5Mt2LS1oMwBAlCH0x3mcFRxj8MwUHSzdOEf2T+sdl6ub33xuKw7ZrLXBT0Nro3esiiSpqWVqhg8vp+1iFYLy+oUEga6c+NIjVije8Ajt99Y/0qFu/tU3ZHBTpHiy2t5V+eT1DNV8zLKPbJKTjnx9qn2D5dbLxp5IwhVSq4AX7ac69Fqr9SJnTalRUpQ19TJSSwVSJQuqT/AJcitlGZlUELk9zjt37dtZdcKu8V7RwXvo1uWupYpZGjPwFBKIHx/fwxtMQOfiSH5STlTrc7jRUtdRT26dFKVMbRHP6jH/vppYKmmuljpato1LelwkyPDoeDj/zKdPYTmnaRFu2tvWGssSWaoguV0j+GpYhJT0MzU/tjgX/x6jh2+qRLy/UmW2/u3bMXSmkpPxu3+oux6lSGroshjKPaRy86laKmoKiu3pDVFUM1/usIMr4BhZUEgHcejAMgyydmbsin6a5pl2707odkSbEms1rXd5opbVDRjZdcayWrklPosjmfiS0ZUq3DhgjPgnRbJ9CeY3emugp+lW2nlExBk25LJJPOvIKaiARvKw7eO0UC+Fy7dznXTHxR74QjGfOsIpNoW1Nm0mya2kg9GGkW3GOm4r6UkaDmIiSQKj2hpJySsKgKpJGtN6cXK4VO2R+PXFbjV0lTLTtWLTmH4kJjjJxJ+qke7sG+YAA40/Z4JVnatAT39j3z/LQp6tpMjHjRgKUqG4rggnv576Efw4d3DDsO/fR9eDRzOynJGhozGH0+ZwQRnQ0p/Q0ijxscAjUFvmOP9zrtEfLU7KD9mJAH+ZGpuKnCsCBplui2TXLbtxoqaFpZpqdliRSoJfGV7sQPIHnV2yVy8OPK8e4koYhEnp5UsPrjWYb62vPfurm1hRbqudjnSyXXE1uEQd19Wmyp9VHGO4PjPbzq/wBPWXSSGGWpsNXFK8TtKnrQng4HZch+/I+CO33xqq3CHc1R1Ds2549n1nwdBaq6klzVU3P1JZIGQAep4xG2T/DSl71rJMzHr9Ndw+oi/wBsm9BkHuPgM+B/8tqNvnQ+r3JRLb731f3rUwRTx1KqXol4yRtyRsinB7HHbV6hulxmPqy7ZroWV1QK09OcqfLdpD2H1+vfsDpKqv11g9Vm2lXGKLkTJ8VSqpUd+XeTsPr3xqdq5xjL7t+y1Y75S2GjufUfeFTBtmF4LWkktJ/o6MixnBEAJPFQMkk6iKj9izp/PDHB++e7IViK8PQqaeMjiCAMrF4GTgfTPbWzUd4u8+Vk2pXwRiNnR3qqZgxxkKOMh7nPY+PudeVl0vEbqItp19SOKsWSqplwSASuGkHcePt27aO/2fTOz+zonqmaTqzvhzJI0kgM9GQ7OvGQnNOc81+YeGwCwJ76Y1X7O/pXuzSRdTOoE3pO7GqNdTfkFIuClh6GGLJ+WS2eSgA5xrU6e632aeNJdnXCnQsA0j1VMwUfchZCfr9PtpepuV3SGJotr1szFmDKlRApQA4BOXAOfIx/PGjb+zkZFdejA6dGPfFk6h7rq7hTNRW4xVs1M8U9I9XGDA4WFSVHM8e+VAABwMa2qCjjhclSPr2+v/XbVO3dHum/UtvpKbZ1V6aXSjq6kSVlOMwwyiQge/ucqvbV2iRsiZ14MVGV+oP8tLb4eK6tIaLes5EpX8Xt6sSB29Sncj+vCYf+XVY/aAtjTdHtyosSS/kRM4dGKCNaiNnLcckKFBLH6KCfpq5bp2VtjesFPS7ntMddHSyGWEM7oUcjBIKEHwSNVhv2f+kzKY22bTsrAqwapqCCp8g5k76PlQwjqtuZ9rb46Y7porBcNxRm7kRw2qiDVVShgPomNMhYYSFIijzyYAufOoam3hd929Q+mu2qnp3vPbtVS011lU1dLFC06MJMiKQseB96q0o+QEnzjXQifs1dDYBHw6dWtRTsJIvdLiNgMBl9/tIUAAjwBgdtEi/Z96D1vCWm2RZp3giKROJ5HKRy+4gHnkK4748MPvpbd0TpEdMKZF6o3uNJwqfu3bBTLGvCB4lnqV/IQ9xCp9oY93JL/XWvRW+ONuXI9sYH21X9qdOtm7Geqm2rZKK2S1qxxztE7sXSPlwU8mOAvJsAdu+rJF7QeUqE57EHVbYWPTTsQpZgSp5AfT9NZfDB1ysdOLXBtzZlZQD1GE8dwqxIOUjNhovTGfm8hv5a1NiGHtcY+vfQUgnBdTj6A6W03PFJsvqJSXG71vxuxIJ7tc5LnxrTXQkVDEGPmHQeqsYUlU7LyPIgnGpZOl3U2auW9RLslqxYvh4qtKmsaZI3PKciXhn1JCB7/KjsoHnW2VECSxsjKHUjABHIZ/gdRVXtvbEEctdV26ipkiQySzKPRCgD3MxUjA/XT+V/ZZGRW43GhuF7sW9EstNU2SKnd/gvVNEtFLyMIbmAwRGRswjLTSYJOOw03YlmnjsLVVX8YklyqZq0isbM4EhHEvjsrEKDxHZc4HjTy37E2fR3B73S2enernWLNRIzTEiPPpkFycceRwR99WAA+NHyow0e2q5/vmAJB7HHjQFsiVGjQ/M3LJ++nRRj9dehSBjR8qMNUoOERi9QlSOP8NDTvicYB0NHypYRjb76WBOo8TNnTmOYsNPlGH4vzS9FGOZQv00DDET3RdJO49YHOju+flzpY23Xvw0QOSo1Vd6UG4K+vs8FteSns8ExqrnPTTYnZYyCIfS4kSRuOYYYJPYAAnkLaDyTXiAA6nxXqqdLrDdLJsCzWq/IRWU8BDIxyYkLs0cZ/VEKL/8AbqyVMSRqhUY/MXONLMzA486b1EqthD294J7/AE1U2jw7HbXuRpL104Zwe2irOhBIOcHBGpwy+hkHxpN51XyDrBbb1B35YZLrvWpuv4tt2PcVTYPgppUkmeZ7skEBgEaAp6cLOCrMeZ4nt3bQG/HP0GhkffWPbJ67ybnuFHTXils1hHwxqayGsuBExj/PBlg9vCRIzBxckgAlu4wOU31Kvdwtu49nSWW/TrJNdqaGqttPVQhp6SVijSGFlLSqCVyQw4KGYZIxoC1b3pdxVu2K6l2pVpTXSVUWGVnCELzX1OLFWCuU5hWIIDEH6aoXTbp5fdq7ngaty1FBZaiCpIleRHnnr3qIYld/dIII2debefU/UgC49Qr9W9V9u2e1U1xG26inrf8ASoaeOSjuDCnWRZROGJCoeSAADLZJyMa1GkqFljUYweIP89P+QL8NQykj0Vbj2Pbxok9FCi5gjRD/AA86UEQjdpORXke/20dzlAfPcY0AWKkhVBiJRkd8aOtNApJWFQfuBo4YdlGitIFJ5Hxo7oeQgJlc8u+qfujb+6bluyiu0N1kbb9FRs8tsp6gwyz1SsWGfbiRHXihVmUec5B1aaWbkXH+sTjRo041Ujn5SBowaiun9luG3NkWKw3af1aygoIYJjy5AOqAFQfqB8oP2A1P6SEy58aMXHnSA50Xl71GD389u2gJAdDkv20AfQ0QyAaGgGwVc+NLcQEOBoaGtL6w/HJhi493P6/fS8LsVOWJ7ffQ0NFTPRYWbJHI4/jp2njQ0NTfW0JSk5xk6ZhFcycxnAOM6GhqjPogPSHb6DR1ijUclQAnz20NDU0R6FUjuNMiiCqVBGoXuccRjP3/AI6GhpRR16MOFPpJkAqPaOwPka8kjQurlFLLkBsdwP0OhoaQJV0aCDsgHbHYaaUTNnjyOAPGdDQ1U8BKpmlFQIhIwQ+Vz217PJIAqh2AB8Z0NDVglPPMsycZXHb6Mde+pI0ozIxyp+uhoaqJ+woZJBUookbBfuM/odS0RPp/xY6GhqKRRAMeNJ1HZFxoaGoqx4flGj6GhpAMA+RoaGhoD//Z)
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